Mercurial > repos > frogs > frogs_stat
changeset 0:6507a8d42a4f draft default tip
planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a
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--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/FROGS_STAT.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,224 @@ +<tool id="FROGS_Stat" name="FROGS Stat" version="@TOOL_VERSION@+galaxy@VERSION_SUFFIX@" python_template_version="3.5" profile="24.0"> + <description>Analysis of community structure, composition, and differential abundances</description> + <macros> + <import>frogs_stat_macros.xml</import> + <import>phyloseq_import_macros.xml</import> + <import>phyloseq_composition_macros.xml</import> + <import>phyloseq_alpha_diversity_macros.xml</import> + <import>phyloseq_beta_diversity_macros.xml</import> + <import>phyloseq_clustering_macros.xml</import> + <import>phyloseq_structure_macros.xml</import> + <import>phyloseq_manova_macros.xml</import> + <import>deseq2_preprocess_macros.xml</import> + <import>deseq2_visualisation_macros.xml</import> + </macros> + + <expand macro="frogs_stat_requirements" /> + + <command detect_errors="exit_code"><![CDATA[ + #if $frogs_stat_tools.tool_name == "phyloseq_import": + @PHYLOSEQ_IMPORT_CMD_LINE@ + + #elif $frogs_stat_tools.tool_name == "phyloseq_composition": + @PHYLOSEQ_COMPOSITION_CMD_LINE@ + + #elif $frogs_stat_tools.tool_name == "phyloseq_alpha_diversity": + @PHYLOSEQ_ALPHA_DIVERSITY_CMD_LINE@ + + #elif $frogs_stat_tools.tool_name == "phyloseq_beta_diversity": + @PHYLOSEQ_BETA_DIVERSITY_CMD_LINE@ + + #elif $frogs_stat_tools.tool_name == "phyloseq_clustering": + @PHYLOSEQ_CLUSTERING_CMD_LINE@ + + #elif $frogs_stat_tools.tool_name == "phyloseq_structure": + @PHYLOSEQ_STRUCTURE_CMD_LINE@ + + #elif $frogs_stat_tools.tool_name == "phyloseq_manova": + @PHYLOSEQ_MANOVA_CMD_LINE@ + + #elif $frogs_stat_tools.tool_name == "deseq2_asv_preprocess": + @DESEQ2_ASV_PREPROCESS_CMD_LINE@ + + #elif $frogs_stat_tools.tool_name == "deseq2_fun_preprocess": + @DESEQ2_FUN_PREPROCESS_CMD_LINE@ + + #elif $frogs_stat_tools.tool_name == "deseq2_asv_visualisation": + @DESEQ2_ASV_VISUALISATION_CMD_LINE@ + + #elif $frogs_stat_tools.tool_name == "deseq2_fun_visualisation": + @DESEQ2_FUN_VISUALISATION_CMD_LINE@ + #end if + ]]> + </command> + + <inputs> + <conditional name="frogs_stat_tools"> + <param name="tool_name" type="select" display="radio" label="Select a tool from the FROGS Stat suite to run your analysis."> + <option value="" selected="true">-- Please select a tool --</option> + <option value="phyloseq_import">Phyloseq: Import data</option> + <option value="phyloseq_composition">Phyloseq: Taxonomic composition analysis</option> + <option value="phyloseq_alpha_diversity">Phyloseq: Alpha diversity analysis</option> + <option value="phyloseq_beta_diversity">Phyloseq: Beta diversity analysis</option> + <option value="phyloseq_clustering">Phyloseq: Sample clustering analysis</option> + <option value="phyloseq_structure">Phyloseq: Structure analysis (based on ordination methods)</option> + <option value="phyloseq_manova">Phyloseq: Multivariate Analysis of Variance</option> + <option value="deseq2_asv_preprocess">DESeq2: Preprocess for differential analysis of ASV</option> + <option value="deseq2_fun_preprocess">DESeq2: Preprocess for differential analysis of FUNCTION</option> + <option value="deseq2_asv_visualisation">DESeq2: Visualisation of differential analysis of ASV</option> + <option value="deseq2_fun_visualisation">DESeq2: Visualisation of differential analysis of FUNCTION</option> + </param> + <when value=""/> + <!-- ##################### phyloseq_import ##################### --> + <when value="phyloseq_import"> + <expand macro="phyloseq_import_inputs" /> + </when> + <!-- ##################### phyloseq_composition ##################### --> + <when value="phyloseq_composition"> + <expand macro="phyloseq_composition_inputs" /> + </when> + <!-- ##################### phyloseq_alpha_diversity ##################### --> + <when value="phyloseq_alpha_diversity"> + <expand macro="phyloseq_alpha_diversity_inputs" /> + </when> + <!-- ##################### phyloseq_beta_diversity ##################### --> + <when value="phyloseq_beta_diversity"> + <expand macro="phyloseq_beta_diversity_inputs" /> + </when> + <!-- ##################### phyloseq_clustering ##################### --> + <when value="phyloseq_clustering"> + <expand macro="phyloseq_clustering_inputs" /> + </when> + <!-- ##################### phyloseq_structure ##################### --> + <when value="phyloseq_structure"> + <expand macro="phyloseq_structure_inputs" /> + </when> + <!-- ##################### phyloseq_manova ##################### --> + <when value="phyloseq_manova"> + <expand macro="phyloseq_manova_inputs" /> + </when> + <!-- ##################### deseq2 preprocess on ASV ##################### --> + <when value="deseq2_asv_preprocess"> + <expand macro="deseq2_asv_preprocess_inputs" /> + </when> + <!-- ##################### deseq2 preprocess on Functions ##################### --> + <when value="deseq2_fun_preprocess"> + <expand macro="deseq2_fun_preprocess_inputs" /> + </when> + <!-- ##################### deseq2 visualisation on ASV ##################### --> + <when value="deseq2_asv_visualisation"> + <expand macro="deseq2_asv_visualisation_inputs" /> + </when> + <!-- ##################### deseq2 visualisation on Functions ##################### --> + <when value="deseq2_fun_visualisation"> + <expand macro="deseq2_fun_visualisation_inputs" /> + </when> + </conditional> + </inputs> + + <outputs> + <expand macro="frogs_stat_outputs" /> + </outputs> + + <tests> + <!-- ##################### 1 phyloseq_import ##################### --> + <test expect_num_outputs="2"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="phyloseq_import"/> + <expand macro="phyloseq_import_test_input"/> + </conditional> + <expand macro="phyloseq_import_test_output"/> + </test> + <!-- ##################### 2 phyloseq_composition ##################### --> + <test expect_num_outputs="1"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="phyloseq_composition"/> + <expand macro="phyloseq_composition_test_input"/> + </conditional> + <expand macro="phyloseq_composition_test_output"/> + </test> + <!-- ##################### 3 phyloseq_alpha_diversity ##################### --> + <test expect_num_outputs="2"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="phyloseq_alpha_diversity"/> + <expand macro="phyloseq_alpha_diversity_test_input"/> + </conditional> + <expand macro="phyloseq_alpha_diversity_test_output"/> + </test> + <!-- ##################### 4 phyloseq_beta_diversity ##################### --> + <test expect_num_outputs="1"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="phyloseq_beta_diversity"/> + <expand macro="phyloseq_beta_diversity_test_input"/> + </conditional> + <expand macro="phyloseq_beta_diversity_test_output"/> + </test> + <!-- ##################### 5 phyloseq_clustering ##################### --> + <test expect_num_outputs="1"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="phyloseq_clustering"/> + <expand macro="phyloseq_clustering_test_input"/> + </conditional> + <expand macro="phyloseq_clustering_test_output"/> + </test> + <!-- ##################### 6 phyloseq_structure ##################### --> + <test expect_num_outputs="1"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="phyloseq_structure"/> + <expand macro="phyloseq_structure_test_input"/> + </conditional> + <expand macro="phyloseq_structure_test_output"/> + </test> + <!-- ##################### 7 phyloseq_manova ##################### --> + <test expect_num_outputs="1"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="phyloseq_manova"/> + <expand macro="phyloseq_manova_test_input"/> + </conditional> + <expand macro="phyloseq_manova_test_output"/> + </test> + <!-- ##################### 8 deseq2_asv_preprocess ##################### --> + <test expect_num_outputs="1"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="deseq2_asv_preprocess"/> + <expand macro="deseq2_asv_preprocess_test_input"/> + </conditional> + <expand macro="deseq2_asv_preprocess_test_output"/> + </test> + <!-- ##################### 9 deseq2_fun_preprocess ##################### --> + <test expect_num_outputs="2"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="deseq2_fun_preprocess"/> + <expand macro="deseq2_fun_preprocess_test_input"/> + </conditional> + <expand macro="deseq2_fun_preprocess_test_output"/> + </test> + <!-- ##################### 10 deseq2_asv_visualisation ##################### --> + <test expect_num_outputs="1"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="deseq2_asv_visualisation"/> + <expand macro="deseq2_asv_visualisation_test_input"/> + </conditional> + <expand macro="deseq2_asv_visualisation_test_output"/> + </test> + <!-- ##################### 11 deseq2_fun_visualisation ##################### --> + <test expect_num_outputs="3"> + <conditional name="frogs_stat_tools"> + <param name="tool_name" value="deseq2_fun_visualisation"/> + <expand macro="deseq2_fun_visualisation_test_input"/> + </conditional> + <expand macro="deseq2_fun_visualisation_test_output"/> + </test> + </tests> + + <help><![CDATA[ + For more information and detailed documentation, visit the FROGS website https://frogs.inrae.fr. + ]]> + </help> + + <citations> + <citation type="doi">10.1093/bioinformatics/btx791</citation> + <citation type="doi">10.1093/bib/bbab318</citation> + </citations> + +</tool>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/deseq2_preprocess_macros.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,107 @@ +<?xml version="1.0"?> +<macros> + <token name="@DESEQ2_ASV_PREPROCESS_CMD_LINE@"> + deseq2_preprocess.py + --analysis-type 'ASV' + --phyloseq-rdata '$phyloseq_rdata' + #if $multiple.correction == 'true' + --var-exp '$var_exp${multiple.model_type}${multiple.conf_factor}' + #else + --var-exp '$var_exp' + #end if + --output-deseq-rdata '$ASV_deseq_rdata' + </token> + + <xml name="deseq2_asv_preprocess_inputs"> + <!-- Files --> + <param argument="--phyloseq-rdata" type="data" format="rdata" label="Phyloseq object (.Rdata)" help="Rdata file generated by the FROGS Stat 'Phyloseq Import data' tool."/> + <!-- Parameters --> + <param argument="--var-exp" type="text" label="Experimental variable" help="Sample metadata variable expected to influence ASV abundances (e.g., Treatment, Environment, Site, etc.)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <conditional name="multiple"> + <param name="correction" type="select" label="Correct for a confounding factor?" help="If yes, specify an additional sample metadata variable that could affect ASV abundances."> + <option value="true">True</option> + <option value="false" selected="true">False</option> + </param> + <when value="false"/> + <when value="true"> + <param name="conf_factor" type="text" label="Confounding factor" help="Secondary sample metadata variable to account for (e.g., Gender, Batch, Sampling date, etc.)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param name="model_type" type="select" multiple="false" label="Model type" help="Choose an additive model (+) if the effects of the two variables are independent, or an interaction model (*) if their effects are expected to depend on each other."> + <option value="+" selected="true">Linear (+)</option> + <option value="*">Interaction (*)</option> + </param> + </when> + </conditional> + </xml> + + <!-- Test --> + <xml name="deseq2_asv_preprocess_test_input"> + <param name="phyloseq_rdata" value="references/16-phylo_import.Rdata" /> + <param name="var_exp" value="EnvType" /> + </xml> + + <xml name="deseq2_asv_preprocess_test_output"> + <output name="ASV_deseq_rdata" count="1" file="references/23-deseq2_preprocess_asv.Rdata" compare="sim_size" delta="100"/> + </xml> + + <token name="@DESEQ2_FUN_PREPROCESS_CMD_LINE@"> + deseq2_preprocess.py + --analysis-type 'FUNCTION' + --input-functions-abund '$input_functions_abund' + --sample-metadata-tsv '$sample_metadata_tsv' + + #if $multiple.correction == 'true' + --var-exp '$var_exp${multiple.model_type}${multiple.conf_factor}' + #else + --var-exp '$var_exp' + #end if + + --output-phyloseq-rdata '$FUN_phyloseq_rdata' + --output-deseq-rdata '$FUN_deseq_rdata' + + + + </token> + + <xml name="deseq2_fun_preprocess_inputs"> + <!-- Files --> + <param argument="--input-functions-abund" type="data" format="tsv,tabular" label="Function abundances file (.tsv) " help="Input file containing predicted function abundances (e.g., 'picrust2_functions: EC_unstrat_abundance.tsv' generated by the FROGS Func 'picrust2_function' tool)."/> + <param argument="--sample-metadata-tsv" type="data" format="tabular,tsv" label="Sample metadata file (.tsv)" help="Tabular file containing metadata describing each sample (e.g., Treatment, Site, Host type, etc.)."/> + <!-- Parameters --> + <param argument="--var-exp" type="text" label="Experimental variable" help="Sample metadata variable expected to influence functional abundances (e.g., Treatment, Environment, Site, etc.)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <conditional name="multiple"> + <param name="correction" type="select" label="Correct for a confounding factor?" help="If yes, specify an additional sample metadata variable to account for (e.g., Batch, Gender, etc.)."> + <option value="true">True</option> + <option value="false" selected="true">False</option> + </param> + <when value="false"/> + <when value="true"> + <param name="conf_factor" type="text" label="Confounding factor" help="Secondary sample metadata variable to control for (e.g., Gender, Batch, Sampling date, etc.)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param name="model_type" type="select" multiple="false" label="Model type" help="Choose an additive model (+) if the effects of both variables are independent, or an interaction model (*) if their effects depend on each other."> + <option value="+" selected="true">Linear (+)</option> + <option value="*">Interaction (*)</option> + </param> + </when> + </conditional> + </xml> + + <!-- Test --> + <xml name="deseq2_fun_preprocess_test_input"> + <param name="sample_metadata_tsv" value="input/sample_metadata.tsv"/> + <param name="input_functions_abund" value="input/frogsfunc_functions_unstrat_EC.tsv" /> + <param name="var_exp" value="EnvType" /> + </xml> + + <xml name="deseq2_fun_preprocess_test_output"> + <!-- Deseq2 is influenced by other intermediate libraries or packages and results are hard to compare --> + <!-- <output name="FUN_deseq_rdata" count="1" file="references/23-deseq2_preprocess_func.Rdata" compare="sim_size" delta="4000"/> --> + <output name="FUN_phyloseq_rdata" count="1" file="references/23-phyloseq_functions.Rdata" compare="sim_size" delta="10"/> + </xml> +</macros>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/deseq2_visualisation_macros.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,152 @@ +<?xml version="1.0"?> +<macros> + <token name="@DESEQ2_ASV_VISUALISATION_CMD_LINE@"> + deseq2_visualisation.py + --analysis-type 'ASV' + --phyloseq-rdata '$phyloseq_rdata' + --deseq-rdata '$deseq_rdata' + --var-exp '$var_exp' + #if $varType.vartType_selected == "qualitative": + --mod1 '$varType.mod1' + --mod2 '$varType.mod2' + #end if + --padj $padj + --html '$html' + </token> + + <xml name="deseq2_asv_visualisation_inputs"> + <!-- Files --> + <param argument="--phyloseq-rdata" type="data" format="rdata" label="Phyloseq object (.Rdata)" help="Rdata file generated by the FROGS Stat Phyloseq import for ASV data."/> + <param argument="--deseq-rdata" type="data" format="rdata" label="DESeq2 object (.Rdata)" help="Rdata file generated by the FROGS Stat DESeq2 Preprocess tool for ASV data."/> + <!-- Parameters --> + <param argument="--var-exp" type="text" label="Experimental variable" help="Sample metadata variable expected to influence ASV abundances (e.g., Treatment, Site, Environment, etc.)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <conditional name="varType"> + <param name="vartType_selected" type="select" label="Is the experimental variable quantitative or qualitative?" help="Select whether the experimental variable is qualitative (categorical) or quantitative (numerical). If qualitative, specify two conditions to compare."> + <option value="qualitative">Qualitative</option> + <option value="quantitative">Quantitative</option> + </param> + <when value="qualitative"> + <param argument="--mod2" type="text" label="Condition 1 considered as reference" help="Condition used as reference in the comparison (e.g., Control, Untreated, With)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param argument="--mod1" type="text" label="Condition 2 to be compared to the reference" help="Condition to compare against the reference (e.g., Treated, Without)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + </when> + <when value="quantitative"/> + </conditional> + <param argument="--padj" type="float" value="0.05" label="Adjusted p-value threshold" help="Adjusted p-value cutoff used to determine significantly differentially abundant ASVs (default: 0.05)."/> + </xml> + + <!-- Test --> + <xml name="deseq2_asv_visualisation_test_input"> + <param name="phyloseq_rdata" value="references/16-phylo_import.Rdata" /> + <param name="deseq_rdata" value="references/23-deseq2_preprocess_asv.Rdata"/> + <param name="var_exp" value="EnvType" /> + <conditional name="varType"> + <param name="vartType_selected" value="qualitative"/> + <param name="mod1" value="BoeufHache"/> + <param name="mod2" value="SaumonFume"/> + </conditional> + <param name="padj" value="0.05" /> + </xml> + + <xml name="deseq2_asv_visualisation_test_output"> + <output name="html" count="1"> + <assert_contents> + <!-- HTML size or line diff can't be used as many information about path, os, date are present. --> + <!-- Here we test only title, intermediate results and output of last R command --> + <!-- Deseq2 is influenced by other intermediate libraries or packages and results are hard to compare --> + <has_text text="Stat: DESeq2 Visualisation" /> + <has_text text="(deseq2_visualisation.py" /> + <has_text text="v5.1.0)" /> + <has_text text='["otu_01582",' /> + <!-- baseMean value of otu_01582 --> + <has_text text='[52.4455' /> + <!-- Log2 FC of otu_01582 --> + <has_text text='[21.6623' /> + <!-- lfcSE of otu_01582 --> + <has_text text='[2.2089' /> + <has_text text='─ Session info ───────────────────────────────────────────────────────────────' /> + </assert_contents> + </output> + </xml> + + <token name="@DESEQ2_FUN_VISUALISATION_CMD_LINE@"> + deseq2_visualisation.py + --analysis 'FUNCTION' + --phyloseq-rdata '$phyloseq_rdata' + --deseq-rdata '$deseq_rdata' + --var-exp '$var_exp' + #if $varType.vartType_selected == "qualitative": + --mod1 '$varType.mod1' + --mod2 '$varType.mod2' + #end if + --padj $padj + --html '$html' + --output-ipath-over '$Function_over_abund' + --output-ipath-under '$Function_under_abund' + </token> + + <xml name="deseq2_fun_visualisation_inputs"> + <!-- Files --> + <param argument="--phyloseq-rdata" type="data" format="rdata" label="Phyloseq object (.Rdata)" help="Rdata file generated by the FROGS Stat DESeq2 Preprocess analysis for FUNCTION data."/> + <param argument="--deseq-rdata" type="data" format="rdata" label="DESeq2 object (.Rdata)" help="Rdata file generated by the FROGS Stat DESeq2 Preprocess analysis for FUNCTION data."/> + <!-- Parameters --> + <param argument="--var-exp" type="text" label="Experimental variable" help="Sample metadata variable expected to influence functional abundances (e.g., Treatment, Site, Environment, etc.)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <conditional name="varType"> + <param name="vartType_selected" type="select" label="Is the experimental variable quantitative or qualitative?" help="Select whether the experimental variable is qualitative (categorical) or quantitative (numerical). If qualitative, specify two conditions to compare."> + <option value="qualitative">Qualitative</option> + <option value="quantitative">Quantitative</option> + </param> + <when value="qualitative"> + <param argument="--mod2" type="text" label="Condition 1 considered as reference" help="Condition used as reference in the comparison (e.g., Control, Untreated, With)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param argument="--mod1" type="text" label="Condition 2 to be compared to the reference" help="Condition to compare against the reference (e.g., Treated, Without)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + </when> + <when value="quantitative"/> + </conditional> + <param argument="--padj" type="float" value="0.05" label="Adjusted p-value threshold" help="Adjusted p-value cutoff used to determine significantly differentially abundant functions (default: 0.05)."/> + </xml> + + <!-- Test --> + <xml name="deseq2_fun_visualisation_test_input"> + <param name="phyloseq_rdata" value="references/23-phyloseq_functions.Rdata" /> + <param name="deseq_rdata" value="references/23-deseq2_preprocess_func.Rdata"/> + <param name="var_exp" value="EnvType" /> + <conditional name="varType"> + <param name="vartType_selected" value="qualitative"/> + <param name="mod1" value="BoeufHache"/> + <param name="mod2" value="SaumonFume"/> + </conditional> + <param name="padj" value="0.05" /> + </xml> + + <xml name="deseq2_fun_visualisation_test_output"> + <output name="html" count="1"> + <assert_contents> + <!-- HTML size or line diff can't be used as many information about path, os, date are present. --> + <!-- Here we test only title, intermediate results and output of last R command --> + <has_text text="Stat: DESeq2 Visualisation" /> + <has_text text="(deseq2_visualisation.py v5.1.0)" /> + <has_text text='["EC:1.3.1.76",' /> + <!-- baseMean value of EC:1.3.1.76 --> + <has_text text='[753.1103444315089' /> + <!-- Log2 FC of EC:1.3.1.76 --> + <has_text text='[-8.386170731613163' /> + <!-- lfcSE of EC:1.3.1.76 --> + <has_text text='[1.005359955086068' /> + <!-- pvalue EC:1.3.1.76 --> + <has_text text='[7.337830601151377e-17' /> + <has_text text='─ Session info ───────────────────────────────────────────────────────────────' /> + </assert_contents> + </output> + </xml> +</macros>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/frogs_stat_macros.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,84 @@ +<?xml version="1.0"?> +<macros> + + <token name="@TOOL_VERSION@">5.1.0</token> + <token name="@VERSION_SUFFIX@">0</token> + + <xml name="frogs_stat_requirements"> + <requirements> + <requirement type="package" version="@TOOL_VERSION@">frogs</requirement> + <requirement type="package" version="4.1.2">r-base</requirement> + <requirement type="package" version="1.38.0">bioconductor-phyloseq</requirement> + <requirement type="package" version="4.1">r-essentials</requirement> + <requirement type="package" version="4.9.3">r-plotly</requirement> + <requirement type="package" version="1.34.0">bioconductor-deseq2</requirement> + <requirement type="package" version="2.3">r-gridextra</requirement> + <requirement type="package" version="0.18">r-dt</requirement> + <requirement type="package" version="1.6.6">r-optparse</requirement> + <requirement type="package" version="1.2.2">r-sessioninfo</requirement> + <yield /> + </requirements> + </xml> + +<xml name="restricted_sanitizer_validator"> + <sanitizer invalid_char=""> + <valid initial="string.letters,string.digits"> + <add value="-" /> + <add value=" " /> + <add value="_" /> + <add value="." /> + </valid> + </sanitizer> + <validator type="regex">[A-Za-z0-9- _.]+</validator> + </xml> + + <xml name="lenient_sanitizer_validator"> + <sanitizer invalid_char=""> + <valid initial="string.letters,string.digits"> + <add value="+" /> + <add value="*" /> + <add value="-" /> + <add value="=" /> + <add value=" " /> + <add value="_" /> + <add value="," /> + <add value="." /> + </valid> + </sanitizer> + <validator type="regex">[A-Za-z0-9+*-= _,.]+</validator> + </xml> + + <xml name="frogs_stat_outputs"> + <!-- HTML report : all but deseq2_preprocess --> + <data format="html" name="html" label="${tool.name} - ${tool_name}: report.nb.html" > + <filter>frogs_stat_tools['tool_name'] != 'deseq2_asv_preprocess' and frogs_stat_tools['tool_name'] != 'deseq2_fun_preprocess'</filter> + <!-- Beta diversity matrix (to discover): phyloseq_beta_diversity --> + <discover_datasets pattern="__designation__" ext="tsv" directory="BetaMatrix" visible="true"/> + </data> + <!-- Alpha diversity index : phyloseq_alpha_diversity --> + <data format="tsv" name="alpha_div_tsv" label="${tool.name} - ${tool_name}: indices.tsv" > + <filter>frogs_stat_tools['tool_name'] == 'phyloseq_alpha_diversity'</filter> + </data> + <!-- Phyloseq Rdata : based on ASV by phyloseq_import, based on Function by deseq2_fun_preprocess --> + <data format="rdata" name="ASV_phyloseq_rdata" label="${tool.name} - ${tool_name}: phyloseq_asv.Rdata" > + <filter>frogs_stat_tools['tool_name'] == 'phyloseq_import'</filter> + </data> + <data format="rdata" name="FUN_phyloseq_rdata" label="${tool.name} - ${tool_name}: phyloseq_fun.Rdata" > + <filter>frogs_stat_tools['tool_name'] == 'deseq2_fun_preprocess' </filter> + </data> + <!-- DESeq Rdata : based on ASV by deseq2_asv_preprocess, based on Function by deseq2_fun_preprocess --> + <data format="rdata" name="ASV_deseq_rdata" label="${tool.name} - ${tool_name}: deseq_asv.Rdata" > + <filter>frogs_stat_tools['tool_name'] == 'deseq2_asv_preprocess' </filter> + </data> + <data format="rdata" name="FUN_deseq_rdata" label="${tool.name} - ${tool_name}: deseq_fun.Rdata" > + <filter>frogs_stat_tools['tool_name'] == 'deseq2_fun_preprocess'</filter> + </data> + <!-- Ipath3 inputs : deseq2_fun_visualisation --> + <data format="txt" name="Function_over_abund" label="${tool.name}- ${tool_name}: ipath_over.txt" from_work_dir="ipath_over.tsv"> + <filter>frogs_stat_tools['tool_name'] == 'deseq2_fun_visualisation'</filter> + </data> + <data format="txt" name="Function_under_abund" label="${tool.name}- ${tool_name}: ipath_under.txt" from_work_dir="ipath_under.tsv"> + <filter>frogs_stat_tools['tool_name'] == 'deseq2_fun_visualisation'</filter> + </data> + </xml> +</macros> \ No newline at end of file
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/phyloseq_alpha_diversity_macros.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,58 @@ +<?xml version="1.0"?> +<macros> + <token name="@PHYLOSEQ_ALPHA_DIVERSITY_CMD_LINE@"> + + phyloseq_alpha_diversity.py + --phyloseq-rdata '$phyloseq_rdata' + --var-exp '$var_exp' + --alpha-measures ${" ".join(str($alpha_measures).split(","))} + --output-alpha-tsv '$alpha_div_tsv' + --html '$html' + </token> + + <xml name="phyloseq_alpha_diversity_inputs"> + <!-- Files --> + <param argument="--phyloseq-rdata" type="data" format="rdata" label="Phyloseq object (.Rdata)" help="Rdata file generated by the FROGS Stat 'Phyloseq Import data' tool."/> + <!-- Params --> + <param argument="--var-exp" type="text" value="" label="Grouping variable" help="Experimental variable used to group samples (e.g., Treatment, Host type, etc.)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param argument="--alpha-measures" type="select" multiple="true" optional="false" label="Alpha diversity indices to compute" help="Select one or more alpha diversity indices to calculate. Multiple selections are allowed."> + <option value="Observed" selected="True">Observed</option> + <option value="Chao1" selected="True">Chao1</option> + <option value="Shannon" selected="True">Shannon</option> + <option value="InvSimpson" selected="True">InvSimpson</option> + <option value="Simpson">Simpson</option> + <option value="ACE">ACE</option> + <option value="Fisher">Fisher</option> + </param> + </xml> + + <!-- Test --> + <xml name="phyloseq_alpha_diversity_test_input"> + <param name="phyloseq_rdata" value="references/16-phylo_import.Rdata" /> + <param name="var_exp" value="EnvType" /> + <param name="alpha_measures" value="Observed,Chao1,Shannon" /> + </xml> + + <xml name="phyloseq_alpha_diversity_test_output"> + <output name="alpha_div_tsv" file="references/18-phylo_alpha_div.tsv" compare="diff" lines_diff="0" /> + <output name="html" count="1"> + <assert_contents> + <!-- HTML size or line diff can't be used as many information about path, os, date are present. --> + <!-- Here we test only title, intermediate results and output of last R command --> + <has_text text='Stat: Alpha Diversity Visualisation' /> + <has_text text='(phyloseq_alpha_diversity.py' /> + <has_text text='v5.1.0)' /> + <!-- check anova on Observed alpha metrics --> + <has_text text='EnvType 7 18148 2593 5.383 9.78e-05' /> + <!-- check anova on Chao1 alpha metrics --> + <has_text text='EnvType 7 13764 1966 2.492 0.0269' /> + <!-- check anova on Shannon alpha metrics --> + <has_text text='EnvType 7 11.333 1.619 3.553 0.003209' /> + <has_text text='─ Session info ───────────────────────────────────────────────────────────────' /> + </assert_contents> + </output> + </xml> + +</macros>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/phyloseq_beta_diversity_macros.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,52 @@ +<?xml version="1.0"?> +<macros> + <token name="@PHYLOSEQ_BETA_DIVERSITY_CMD_LINE@"> + phyloseq_beta_diversity.py + --phyloseq-rdata '$phyloseq_rdata' + --var-exp '$var_exp' + --beta-distance-methods ${" ".join(str($beta_distance_methods).split(","))} ${" ".join(str($other_beta_method).split(","))} + --matrix-outdir 'BetaMatrix' + --html '$html' + </token> + + <xml name="phyloseq_beta_diversity_inputs"> + <!-- Files --> + <param argument="--phyloseq-rdata" type="data" format="rdata" label="Phyloseq object (.Rdata)" help="Rdata file generated by the FROGS Stat 'Phyloseq Import data' tool."/> + <!-- Parameters --> + <param argument="--var-exp" type="text" label="Grouping variable" help="Experimental variable used to group samples (e.g., Treatment, Environment type, Host species, etc.)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param argument="--beta-distance-methods" type="select" multiple="true" display="checkboxes" optional="true" label="Beta diversity distance methods" help="Select one or more distance metrics to compute. Note: if the phylogenetic tree is not available in your Rdata file, Unifrac and Weighted Unifrac cannot be used."> + <option value="unifrac">Unifrac</option> + <option value="wunifrac">Weighted Unifrac</option> + <option value="bray">Bray-Curtis</option> + <option value="cc">Jaccard (corresponds to the ‘cc’ method in the betadiver vegan function)</option> + </param> + <param name="other_beta_method" type="text" optional="true" label="Other distance metrics" help="Specify additional beta diversity methods to use (comma-separated)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + </xml> + + <!-- Test --> + <xml name="phyloseq_beta_diversity_test_input"> + <param name="phyloseq_rdata" value="references/16-phylo_import.Rdata" /> + <param name="var_exp" value="EnvType" /> + <param name="beta_distance_methods" value="cc,unifrac"/> + </xml> + + <xml name="phyloseq_beta_diversity_test_output"> + <output name="html" count="3"> + <assert_contents> + <!-- HTML size or line diff can't be used as many information about path, os, date are present. --> + <!-- Here we test only title and output of last R command --> + <has_text text='Stat: Beta Diversity Visualisation' /> + <has_text text='(phyloseq_beta_diversity.py' /> + <has_text text='v5.1.0)' /> + <has_text text='─ Session info ───────────────────────────────────────────────────────────────' /> + </assert_contents> + </output> + <output name="html"> + <discovered_dataset designation="unifrac.tsv" ftype="tsv" file="references/unifrac.tsv" compare="diff" lines_diff="0"/> + </output> + </xml> +</macros>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/phyloseq_clustering_macros.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,40 @@ +<?xml version="1.0"?> +<macros> + <token name="@PHYLOSEQ_CLUSTERING_CMD_LINE@"> + phyloseq_clustering.py + --phyloseq-rdata '$phyloseq_rdata' + --beta-distance-matrix '$beta_distance_matrix' + --var-exp '$var_exp' + --html '$html' + </token> + + <xml name="phyloseq_clustering_inputs"> + <!-- Files --> + <param argument="--phyloseq-rdata" type="data" format="rdata" label="Phyloseq object (.Rdata)" help="Rdata file generated by the FROGS Stat 'Phyloseq Import data' tool."/> + <param argument="--beta-distance-matrix" type="data" format="tsv" label="Beta diversity distance matrix file" help="TSV file generated by the FROGS Stat 'Phyloseq Beta Diversity' tool."/> + <!-- Parameters --> + <param argument="--var-exp" type="text" label="Grouping variable" help="Experimental variable used to group samples for clustering analysis."> + <expand macro="restricted_sanitizer_validator"/> + </param> + </xml> + + <!-- Test --> + <xml name="phyloseq_clustering_test_input"> + <param name="phyloseq_rdata" value="references/16-phylo_import.Rdata"/> + <param name="var_exp" value="EnvType" /> + <param name="beta_distance_matrix" value="references/unifrac.tsv"/> + </xml> + + <xml name="phyloseq_clustering_test_output"> + <output name="html" count="1"> + <assert_contents> + <!-- HTML size or line diff can't be used as many information about path, os, date are present. --> + <!-- Here we test only title and output of last R command --> + <has_text text='Stat: Sample clustering using different linkage method' /> + <has_text text='(phyloseq_clustering.py' /> + <has_text text='v5.1.0)' /> + <has_text text='─ Session info ───────────────────────────────────────────────────────────────' /> + </assert_contents> + </output> + </xml> +</macros>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/phyloseq_composition_macros.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,66 @@ +<?xml version="1.0"?> +<macros> + <token name="@PHYLOSEQ_COMPOSITION_CMD_LINE@"> + phyloseq_composition.py + --phyloseq-rdata '$phyloseq_rdata' + --var-exp '$var_exp' + --taxa-rank-1 '$taxa_rank_1' + --taxa-set-1 '$taxa_set_1' + --taxa-rank-2 '$taxa_rank_2' + --number-of-taxa $number_of_taxa + --html '$html' + </token> + + <xml name="phyloseq_composition_inputs"> + <!-- Files --> + <param argument="--phyloseq-rdata" type="data" format="rdata" label="Phyloseq object (.Rdata)" help="Rdata file generated by the FROGS Stat 'Phyloseq Import data' tool."/> + <!-- Params --> + <param argument="--var-exp" type="text" label="Grouping variable" help="Experimental variable used to group samples (e.g., Treatment, Host type, Site, etc.)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param argument="--taxa-rank-1" type="text" value="Kingdom" label="Taxonomic level for filtering" help="Taxonomic rank used to filter the dataset (e.g., Kingdom, Phylum, Class, Order, Family, Genus, Species)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param argument="--taxa-set-1" type="text" value="Bacteria" label="Taxa to retain" help="Taxa to keep at the selected filtering level (e.g., Bacteria at Kingdom level, or Firmicutes at Phylum level). Multiple taxa can be specified, separated by spaces (e.g., Firmicutes Proteobacteria)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param argument="--taxa-rank-2" type="text" value="Family" label="Taxonomic level for aggregation" help="Taxonomic rank used to aggregate data. It must be lower than the filtering level (e.g., Family when filtering at the Phylum level)."> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param argument="--number-of-taxa" type="integer" value="9" min="1" label="Number of most abundant taxa to retain" help="Number of the most abundant taxa to keep (e.g., 9). All remaining taxa are grouped under 'Other'."/> + </xml> + + <!-- Test --> + <xml name="phyloseq_composition_test_input"> + <param name="phyloseq_rdata" value="references/16-phylo_import.Rdata"/> + <param name="var_exp" value="EnvType"/> + <param name="taxa_rank_1" value="Kingdom"/> + <param name="taxa_set_1" value="Bacteria"/> + <param name="taxa_rank_2" value="Phylum"/> + <param name="number_of_taxa" value="9" /> + </xml> + + <xml name="phyloseq_composition_test_output"> + <output name="html" count="1"> + <assert_contents> + <!-- HTML size or line diff can't be used as many information about path, os, date are present. --> + <!-- Here we test only title, intermediate results and output of last R command --> + <has_text text='Stat: Visualise Data Composition' /> + <has_text text='(phyloseq_composition.py' /> + <has_text text='v5.1.0)' /> + <!-- check html report contents --> + <has_text_matching expression="Phylum: Actinobacteria.*Sample: BHT0.LOT07.*Abundance: 0.3806484555" /> + <has_text_matching expression="Phylum: Bacteroidetes.*Sample: BHT0.LOT07.*Abundance: 0.0026380734" /> + <has_text_matching expression="Phylum: Cyanobacteria.*Sample: BHT0.LOT07.*Abundance: 0.0000000000" /> + <has_text_matching expression="Phylum: Firmicutes.*Sample: BHT0.LOT07.*Abundance: 0.6024168156" /> + <has_text_matching expression="Phylum: Fusobacteria.*Sample: BHT0.LOT07.*Abundance: 0.0002552974" /> + <has_text_matching expression="Phylum: Proteobacteria.*Sample: BHT0.LOT07.*Abundance: 0.0137860608" /> + <has_text_matching expression="Phylum: Spirochaetes.*Sample: BHT0.LOT07.*Abundance: 0.0000000000" /> + <has_text_matching expression="Phylum: Tenericutes.*Sample: BHT0.LOT07.*Abundance: 0.0002552974" /> + <has_text_matching expression="Phylum: Other.*Sample: BHT0.LOT07.*Abundance: 0.0000000000" /> + <has_text text='─ Session info ───────────────────────────────────────────────────────────────' /> + </assert_contents> + </output> + </xml> + +</macros>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/phyloseq_import_macros.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,68 @@ +<?xml version="1.0"?> +<macros> + <token name="@PHYLOSEQ_IMPORT_CMD_LINE@"> + phyloseq_import_data.py + --input-biom '$input_biom' + --sample-metadata-tsv '$sample_metadata_tsv' + #if $tree_nwk + --tree-nwk '$tree_nwk' + #end if + --ranks $ranks + #if $normalisation == "true" + --normalisation + #end if + --output-phyloseq-rdata '$ASV_phyloseq_rdata' + --html '$html' + </token> + + <xml name="phyloseq_import_inputs"> + <!-- Files --> + <param argument="--input-biom" type="data" format="biom1" label="Abundance BIOM file with taxonomic affiliations (.biom)" help="BIOM file containing ASV abundances and their associated taxonomic annotations."/> + <param argument="--sample-metadata-tsv" type="data" format="tabular,tsv" label="Sample metadata file (.tsv)" help="TSV file containing metadata describing each sample (e.g., condition, batch, environment)."/> + <param argument="--tree-nwk" type="data" format="nhx" optional="true" label="Phylogenetic tree file (.nwk)" help="Optional Newick file containing the phylogenetic tree generated by the FROGS Core Tree tool."/> + <!-- Parameters --> + <param argument="--ranks" type="text" value="Kingdom Phylum Class Order Family Genus Species" + label="Names of taxonomic levels" help="The ordered taxonomic levels stored in BIOM. Each level is separated by one space"> + <expand macro="restricted_sanitizer_validator"/> + </param> + <param argument="--normalisation" type="select" label="Do you want to normalize your data ?" help="Choose whether to normalize read abundances before performing statistical analyses (default: No)." display="radio"> + <option value="false">No, keep original abundances.</option> + <option value="true">Yes, subsample abundances to match the smallest sample size.</option> + </param> + </xml> + + <!-- Test --> + <xml name="phyloseq_import_test_input"> + <param name="input_biom" value="input/chaillou.biom"/> + <param name="sample_metadata_tsv" value="input/sample_metadata.tsv"/> + <param name="tree_nwk" value="input/tree.nwk"/> + </xml> + + <xml name="phyloseq_import_test_output"> + <output name="ASV_phyloseq_rdata" value="references/16-phylo_import.Rdata" compare="sim_size" delta="10"/> + <output name="html" count="1"> + <assert_contents> + <!-- HTML size or line diff can't be used as many information about path, os, date are present. --> + <!-- Here we test only title, intermediate results and output of last R command --> + <has_text text='Stat: Import data' /> + <has_text text='(phyloseq_import_data.py' /> + <has_text text='v5.1.0)' /> + <!-- check phyloseq object summary--> + <has_text text='otu_table() OTU Table: [ 507 taxa and 64 samples ]'/> + <has_text text='sample_data() Sample Data: [ 64 samples by 4 sample variables ]' /> + <has_text text='tax_table() Taxonomy Table: [ 507 taxa by 7 taxonomic ranks ]' /> + <has_text text='phy_tree() Phylogenetic Tree: [ 507 tips and 506 internal nodes ]' /> + <!-- check phyloseq object rank names--> + <has_text text='Rank names : Kingdom, Phylum, Class, Order, Family, Genus, Species'/> + <!-- check phyloseq object Sample variables--> + <has_text text='Sample variables: EnvType, Description, FoodType, SampleID'/> + <!-- check phyloseq object Variables details--> + <has_text text='EnvType : BoeufHache, VeauHache, DesLardons, MerguezVolaille, SaumonFume, FiletSaumon, FiletCabillaud, Crevette'/> + <has_text text='Description : LOT1, LOT3, LOT4, LOT5, LOT6, LOT7, LOT8, LOT10, LOT2, LOT9'/> + <has_text text='FoodType : Meat, Seafood'/> + <has_text text='SampleID : BHT0.LOT01, BHT0.LOT03, BHT0.LOT04, BHT0.LOT05, BHT0.LOT06, BHT0.LOT07, BHT0.LOT08, BHT0.LOT10, VHT0.LOT01, VHT0.LOT02, VHT0.LOT03, VHT0.LOT04, VHT0.LOT06, VHT0.LOT07, VHT0.LOT08, VHT0.LOT10, DLT0.LOT01, DLT0.LOT03, DLT0.LOT04, DLT0.LOT05, DLT0.LOT06, DLT0.LOT07, DLT0.LOT08, DLT0.LOT10, MVT0.LOT01, MVT0.LOT03, MVT0.LOT05, MVT0.LOT06, MVT0.LOT07, MVT0.LOT08, MVT0.LOT09, MVT0.LOT10, SFT0.LOT01, SFT0.LOT02, SFT0.LOT03, SFT0.LOT04, SFT0.LOT05, SFT0.LOT06, SFT0.LOT07, SFT0.LOT08, FST0.LOT01, FST0.LOT02, FST0.LOT03, FST0.LOT05, FST0.LOT06, FST0.LOT07, FST0.LOT08, FST0.LOT10, FCT0.LOT01, FCT0.LOT02, FCT0.LOT03, FCT0.LOT05, FCT0.LOT06, FCT0.LOT07, FCT0.LOT08, FCT0.LOT10, CDT0.LOT02, CDT0.LOT04, CDT0.LOT05, CDT0.LOT06, CDT0.LOT07, CDT0.LOT08, CDT0.LOT09, CDT0.LOT10'/> + <has_text text='─ Session info ───────────────────────────────────────────────────────────────' /> + </assert_contents> + </output> + </xml> +</macros>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/phyloseq_manova_macros.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,43 @@ +<?xml version="1.0"?> +<macros> + <token name="@PHYLOSEQ_MANOVA_CMD_LINE@"> + phyloseq_manova.py + --phyloseq-rdata '$phyloseq_rdata' + --beta-distance-matrix '$beta_distance_matrix' + --var-exp '$var_exp' + --html '$html' + </token> + + <xml name="phyloseq_manova_inputs"> + <!-- Files --> + <param argument="--phyloseq-rdata" type="data" format="rdata" label="Phyloseq object (.Rdata)" help="RData file generated by the FROGS Stat 'Phyloseq Import data' tool."/> + <param argument="--beta-distance-matrix" type="data" format="tsv" label="Beta diversity distance matrix file" help="TSV file generated by the FROGS Stat 'Phyloseq Beta Diversity' tool."/> + <!-- Parameters --> + <param argument="--var-exp" type="text" label="Grouping variable" help="Experimental variable used to group samples for MANOVA analysis (e.g., Treatment, Site, Host type, etc.)."> + <expand macro="lenient_sanitizer_validator"/> + </param> + </xml> + + <!-- Test --> + <xml name="phyloseq_manova_test_input"> + <param name="phyloseq_rdata" value="references/16-phylo_import.Rdata" /> + <param name="var_exp" value="EnvType" /> + <param name="beta_distance_matrix" value="references/unifrac.tsv"/> + </xml> + + <xml name="phyloseq_manova_test_output"> + <output name="html" count="1"> + <assert_contents> + <!-- HTML size or line diff can't be used as many information about path, os, date are present. --> + <!-- Here we test only title, intermediate results and output of last R command --> + <has_text text='Stat: Multivariate Analysis of Variance' /> + <has_text text='(phyloseq_manova.py' /> + <has_text text='v5.1.0)' /> + <has_text text='EnvType 7 7.6565 1.09379 13.699 0.63132 1e-04 ***' /> + <has_text text='Residuals 56 4.4713 0.07984 0.36868' /> + <has_text text='Total 63 12.1278 1.00000' /> + <has_text text='─ Session info ───────────────────────────────────────────────────────────────' /> + </assert_contents> + </output> + </xml> +</macros>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/phyloseq_structure_macros.xml Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,49 @@ +<?xml version="1.0"?> +<macros> + <token name="@PHYLOSEQ_STRUCTURE_CMD_LINE@"> + phyloseq_structure.py + --phyloseq-rdata '$phyloseq_rdata' + --beta-distance-matrix '$beta_distance_matrix' + --var-exp '$var_exp' + --ordination-method '$ordination_method' + --html '$html' + </token> + + <xml name="phyloseq_structure_inputs"> + <!-- Files --> + <param argument="--phyloseq-rdata" type="data" format="rdata" label="Phyloseq object (.Rdata)" help="RData file generated by the FROGS Stat 'Phyloseq Import data' tool."/> + <param argument="--beta-distance-matrix" type="data" format="tsv" label="Beta diversity distance matrix file" help="TSV file generated by the FROGS Stat 'Phyloseq Beta Diversity' tool."/> + <!-- Parameters --> + <param argument="--var-exp" type="text" label="Grouping variable" help="Experimental variable used to group samples in the ordination plots (e.g., Treatment, Site, Host type, etc.)." optional="false" value="" > + <expand macro="restricted_sanitizer_validator"/> + </param> + <param argument="--ordination-method" type="select" label="Ordination method" help="Ordination method used to visualize sample relationships based on beta diversity distances (e.g., PCoA, NMDS, DPCoA)."> + <option value="MDS" >MDS/PCoA</option> + <option value="NMDS" >NMDS</option> + <option value="DPCoA" >DPCoA</option> + </param> + </xml> + + <!-- Test --> + <xml name="phyloseq_structure_test_input"> + <param name="phyloseq_rdata" value="references/16-phylo_import.Rdata" /> + <param name="var_exp" value="EnvType" /> + <param name="beta_distance_matrix" value="references/unifrac.tsv"/> + <param name="ordination_method" value="MDS" /> + </xml> + + <xml name="phyloseq_structure_test_output"> + <output name="html" count="1"> + <assert_contents> + <!-- HTML size or line diff can't be used as many information about path, os, date are present. --> + <!-- Here we test only title, intermediate results and output of last R command --> + <has_text text='Stat: Structure Visualisation' /> + <has_text text='(phyloseq_structure.py' /> + <has_text text='v5.1.0)' /> + <has_text text='"title":{"text":"Axis.1 [22.1%]' /> + <has_text text='"title":{"text":"Axis.2 [12.8%]' /> + <has_text text='─ Session info ───────────────────────────────────────────────────────────────' /> + </assert_contents> + </output> + </xml> +</macros>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/test-data/input/chaillou.biom Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,1 @@ +{"rows": [{"id": "otu_01778", "metadata": {"taxonomy": ["k__Bacteria", "p__Tenericutes", "c__Mollicutes", "o__Mycoplasmatales", "f__Mycoplasmataceae", "g__Candidatus Lumbricincola", "s__NA"]}}, {"id": "otu_01838", "metadata": {"taxonomy": ["k__Bacteria", "p__Bacteroidetes", "c__Bacteroidia", "o__Bacteroidales", "f__Prevotellaceae", "g__Prevotella", "s__NA"]}}, {"id": "otu_01386", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Gammaproteobacteria", "o__Xanthomonadales", "f__Xanthomonadaceae", "g__Dyella", "s__Ginsengisoli"]}}, {"id": "otu_01835", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Bacillales", "f__Planococcaceae", "g__Incertae Sedis", "s__NA"]}}, {"id": "otu_01837", "metadata": {"taxonomy": ["k__Bacteria", "p__Bacteroidetes", "c__Flavobacteria", "o__Flavobacteriales", "f__Flavobacteriaceae", "g__Flavobacterium", "s__NA"]}}, {"id": "otu_01832", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Lactobacillales", "f__Leuconostocaceae", "g__Weissella", "s__NA"]}}, {"id": "otu_01833", "metadata": {"taxonomy": ["k__Bacteria", "p__Actinobacteria", "c__Actinobacteria", "o__Actinomycetales", "f__Actinomycetaceae", "g__Actinomyces", "s__NA"]}}, {"id": "otu_00156", "metadata": {"taxonomy": ["k__Bacteria", "p__Actinobacteria", "c__Actinobacteria", "o__Micrococcales", "f__Brevibacteriaceae", "g__Brevibacterium", "s__Marinum"]}}, {"id": "otu_01719", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Betaproteobacteria", "o__Neisseriales", "f__Neisseriaceae", "g__Neisseria", "s__Perflava"]}}, {"id": "otu_00015", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Lactobacillales", "f__Aerococcaceae", "g__Facklamia", "s__Tabacinasalis"]}}, {"id": "otu_00769", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Lactobacillales", "f__Lactobacillaceae", "g__Lactobacillus", "s__Sakei"]}}, {"id": "otu_00768", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Lactobacillales", "f__Lactobacillaceae", "g__Lactobacillus", "s__Brevis"]}}, {"id": "otu_00011", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Gammaproteobacteria", "o__Pseudomonadales", "f__Moraxellaceae", "g__Acinetobacter", "s__Soli"]}}, {"id": "otu_00010", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Gammaproteobacteria", "o__Pseudomonadales", "f__Moraxellaceae", "g__Acinetobacter", "s__Junii"]}}, {"id": "otu_00013", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Gammaproteobacteria", "o__Pseudomonadales", "f__Moraxellaceae", "g__Acinetobacter", "s__Kyonggiensis"]}}, {"id": "otu_00012", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Gammaproteobacteria", "o__Pseudomonadales", "f__Moraxellaceae", "g__Acinetobacter", "s__Johnsonii"]}}, {"id": "otu_00018", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Lactobacillales", "f__Aerococcaceae", "g__Abiotrophia", "s__Defectiva"]}}, {"id": "otu_00569", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Gammaproteobacteria", "o__Enterobacteriales", "f__Enterobacteriaceae", "g__Serratia", "s__Proteamaculans"]}}, {"id": "otu_00568", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Gammaproteobacteria", "o__Enterobacteriales", "f__Enterobacteriaceae", "g__Serratia", "s__Fonticola"]}}, {"id": "otu_00602", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Bacillales", "f__Family XII Incertae Sedis", "g__Exiguobacterium", "s__Aestuarii"]}}, {"id": "otu_00386", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Betaproteobacteria", "o__Burkholderiales", "f__Comamonadaceae", "g__Comamonas", "s__Aquatica"]}}, {"id": "otu_00604", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Bacillales", "f__Family XII Incertae Sedis", "g__Exiguobacterium", "s__Sibiricum"]}}, {"id": "otu_00605", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Bacillales", "f__Family XII Incertae Sedis", "g__Exiguobacterium", "s__Undae"]}}, {"id": "otu_00607", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Bacillales", "f__Family XII Incertae Sedis", "g__Exiguobacterium", "s__Indicum"]}}, {"id": "otu_00608", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Bacillales", "f__Family XII Incertae Sedis", "g__Exiguobacterium", "s__Acetylicum"]}}, {"id": "otu_00566", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Gammaproteobacteria", "o__Enterobacteriales", "f__Enterobacteriaceae", "g__Serratia", "s__Liquefaciens"]}}, {"id": "otu_01849", "metadata": {"taxonomy": ["k__Bacteria", "p__Bacteroidetes", "c__Flavobacteria", "o__Flavobacteriales", "f__Flavobacteriaceae", "g__Flavobacterium", "s__NA"]}}, {"id": "otu_01658", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Alphaproteobacteria", "o__Rhodobacterales", "f__Rhodobacteraceae", "g__Roseicyclus", "s__NA"]}}, {"id": "otu_01790", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Bacilli", "o__Bacillales", "f__Planococcaceae", "g__Jeotgalibacillus", "s__Psychrophilus"]}}, {"id": "otu_01841", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Clostridia", "o__Clostridiales", "f__Family XI Incertae Sedis", "g__Gallicola", "s__NA"]}}, {"id": "otu_01840", "metadata": {"taxonomy": ["k__Bacteria", "p__Spirochaetes", "c__Spirochaetes", "o__Spirochaetales", "f__NA", "g__NA", "s__NA"]}}, {"id": "otu_01843", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Clostridia", "o__Clostridiales", "f__Eubacteriaceae", "g__Eubacterium", "s__NA"]}}, {"id": "otu_01330", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Alphaproteobacteria", "o__Rhizobiales", "f__Rhizobiaceae", "g__Rhizobium", "s__Fluminensis"]}}, {"id": "otu_01845", "metadata": {"taxonomy": ["k__Bacteria", "p__Tenericutes", "c__Mollicutes", "o__Mycoplasmatales", "f__Mycoplasmataceae", "g__Mycoplasma", "s__NA"]}}, {"id": "otu_01336", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Alphaproteobacteria", "o__Rhizobiales", "f__Rhizobiaceae", "g__Rhizobium", "s__Daejeonense"]}}, {"id": "otu_01847", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Clostridia", "o__Clostridiales", "f__Lachnospiraceae", "g__NA", "s__NA"]}}, {"id": "otu_01334", "metadata": {"taxonomy": ["k__Bacteria", "p__Proteobacteria", "c__Alphaproteobacteria", "o__Rhizobiales", "f__Methylocystaceae", "g__Pleomorphomonas", "s__Oryzae"]}}, {"id": "otu_01487", "metadata": {"taxonomy": ["k__Bacteria", "p__Bacteroidetes", "c__Sphingobacteria", "o__Sphingobacteriales", "f__Sphingobacteriaceae", "g__Sphingobacterium", "s__Faecium"]}}, {"id": "otu_01795", "metadata": {"taxonomy": ["k__Bacteria", "p__Bacteroidetes", "c__Flavobacteria", "o__Flavobacteriales", "f__Flavobacteriaceae", "g__Flavobacterium", "s__NA"]}}, {"id": "otu_00127", "metadata": {"taxonomy": ["k__Bacteria", "p__Bacteroidetes", "c__Bacteroidia", "o__Bacteroidales", "f__Prevotellaceae", "g__Prevotella", "s__Heparinolytica"]}}, {"id": "otu_01649", "metadata": {"taxonomy": ["k__Bacteria", "p__Bacteroidetes", "c__Bacteroidia", "o__Bacteroidales", "f__Prevotellaceae", "g__Prevotella", "s__NA"]}}, {"id": "otu_01648", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Clostridia", "o__Clostridiales", "f__Peptostreptococcaceae", "g__Peptostreptococcus", "s__NA"]}}, {"id": "otu_01647", "metadata": {"taxonomy": ["k__Bacteria", "p__Firmicutes", "c__Clostridia", "o__Clostridiales", "f__NA", "g__NA", "s__NA"]}}, {"id": "otu_01645", "metadata": {"taxonomy": ["k__Bacteria", "p__Bacteroidetes", "c__Bacteroidia", "o__Bacteroidales", "f__BS11 gut group", "g__NA", 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--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/test-data/input/frogsfunc_functions_unstrat_EC.tsv Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,1072 @@ +classification db_link observation_name observation_sum BHT0.LOT01 BHT0.LOT03 BHT0.LOT04 BHT0.LOT05 BHT0.LOT06 BHT0.LOT07 BHT0.LOT08 BHT0.LOT10 CDT0.LOT02 CDT0.LOT04 CDT0.LOT05 CDT0.LOT06 CDT0.LOT07 CDT0.LOT08 CDT0.LOT09 CDT0.LOT10 DLT0.LOT01 DLT0.LOT03 DLT0.LOT04 DLT0.LOT05 DLT0.LOT06 DLT0.LOT07 DLT0.LOT08 DLT0.LOT10 FCT0.LOT01 FCT0.LOT02 FCT0.LOT03 FCT0.LOT05 FCT0.LOT06 FCT0.LOT07 FCT0.LOT08 FCT0.LOT10 FST0.LOT01 FST0.LOT02 FST0.LOT03 FST0.LOT05 FST0.LOT06 FST0.LOT07 FST0.LOT08 FST0.LOT10 MVT0.LOT01 MVT0.LOT03 MVT0.LOT05 MVT0.LOT06 MVT0.LOT07 MVT0.LOT08 MVT0.LOT09 MVT0.LOT10 SFT0.LOT01 SFT0.LOT02 SFT0.LOT03 SFT0.LOT04 SFT0.LOT05 SFT0.LOT06 SFT0.LOT07 SFT0.LOT08 VHT0.LOT01 VHT0.LOT02 VHT0.LOT03 VHT0.LOT04 VHT0.LOT06 VHT0.LOT07 VHT0.LOT08 VHT0.LOT10 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Alcohol dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.1 EC:1.1.1.1 549812.0 7778.7 3264.7 4188.3 7309.0 7372.7 6045.3 4778.3 7823.0 7514.7 1145.6 3235.7 1401.9 11299.4 4357.3 3901.8 7109.0 12035.0 12851.0 1903.7 9485.7 8708.3 3803.7 10664.7 5892.3 1911.7 2311.3 6534.7 5448.7 1743.0 5554.0 3480.7 1293.0 6172.7 9752.7 9377.7 8842.7 8817.0 8491.3 6257.7 4815.3 16405.7 16239.7 4086.3 7089.0 5147.0 7165.0 24073.0 33674.0 11849.3 17143.0 13769.7 17508.7 22319.3 7485.3 13848.0 8068.3 14310.7 8092.7 5654.7 9313.8 5691.8 12656.0 14666.0 8881.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;3-oxoacyl-[acyl-carrier-protein] reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.100 EC:1.1.1.100 542523.5 12986.35 5703.35 7681.15 12599.5 13434.35 10872.15 9289.15 9694.5 7527.35 1233.6 3479.85 1618.75 11325.4 4502.15 3909.3 7201.5 12056.0 12924.5 1810.35 9379.35 8735.65 4158.35 10657.85 6345.65 7942.35 1433.15 9176.85 7383.85 1691.0 8067.5 7281.35 814.5 9927.35 7559.35 7169.35 6894.85 9033.0 11846.15 10416.35 8472.15 10123.85 10206.35 3146.15 5609.0 3288.5 4733.0 14813.0 20284.0 6162.65 12955.0 11159.85 14095.85 15867.15 3762.15 7700.0 4753.65 14815.85 9917.85 8201.85 10271.8 7468.3 12977.5 15499.5 10475.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;L-threonine 3-dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.103 EC:1.1.1.103 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;2-deoxy-D-gluconate 3-dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.125 EC:1.1.1.125 34577.200000000004 1845.67 217.67 1246.83 1802.0 1626.17 1377.33 958.83 1312.5 3.17 17.0 84.17 80.33 17.0 14.33 5.0 51.0 0.0 0.0 2.17 9.67 6.83 22.17 3.67 111.83 10.67 140.83 50.17 71.17 7.5 4.0 89.17 74.0 394.67 177.67000000000004 93.67 68.67 2742.0 571.83 1548.67 1008.83 21.67 19.67 27.83 104.5 382.5 14.0 165.5 20.0 1146.83 723.0 794.1700000000002 1337.17 885.33 743.83 1127.0 823.83 478.67 1174.67 1873.17 1225.0 801.0 335.0 540.0 1944.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;dTDP-4-dehydrorhamnose reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.133 EC:1.1.1.133 71690.5 3383.0 744.5 2044.5 3156.5 3486.5 2906.0 2510.0 1339.0 2539.5 526.5 1224.0 191.0 5624.5 227.0 1932.5 3467.5 0.0 30.0 5.5 14.5 50.0 108.5 7.5 232.5 2192.0 25.5 5867.0 4484.0 58.5 4990.5 1460.0 15.0 435.5 315.0 196.0 219.5 1218.0 738.0 932.5 551.0 58.5 38.5 57.5 70.5 50.5 67.5 105.5 37.0 58.5 837.0 587.0 1409.0 879.5 4.0 155.0 127.5 450.5 1223.0 1850.0 841.5 1112.5 284.5 610.0 1326.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Ribitol-5-phosphate 2-dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.137 EC:1.1.1.137 2305.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1156.0 31.8 0.0 14.8 0.2 1100.0 0.4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4 1.4 0.0 0.0 0.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;L-iditol 2-dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.14 EC:1.1.1.14 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;3-hydroxybutyryl-CoA dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.157 EC:1.1.1.157 19460.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 2532.0 375.0 1155.0 135.0 5607.0 121.0 1925.0 3439.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;2-dehydropantoate 2-reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.169 EC:1.1.1.169 101751.20000000001 2333.67 1538.67 1580.83 2363.0 1893.17 1694.33 1367.83 1497.5 3.17 26.0 293.17 342.33 24.0 17.33 7.0 136.0 63.0 33.0 210.17 297.67 197.83 689.1700000000002 70.67 513.8299999999998 2007.67 299.8300000000001 95.17 162.17000000000004 207.5 175.0 1696.17 213.0 3709.67 2622.67 2470.67 2319.67 4083.0 2987.83 4685.67 4167.83 3323.67 3394.67 1109.83 2154.5 887.5 1570.0 5035.5 6759.0 1255.83 3663.0 1944.17 4237.17 4818.33 755.83 1879.0 930.83 563.67 1196.67 2046.17 1288.0 843.0 393.0 608.0 1997.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Mannitol-1-phosphate 5-dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.17 EC:1.1.1.17 114276.0 3226.0 1021.5 1830.5 3147.0 3865.0 2871.5 2447.0 3292.0 70.0 150.5 290.0 314.5 30.5 974.5 22.0 33.0 5958.0 6413.5 640.0 4319.5 4104.5 1263.0 5244.0 2541.0 899.0 135.5 2939.0 2288.0 547.0 2561.0 1040.5 34.5 1224.5 188.0 205.0 254.0 248.0 2826.0 823.5 274.0 108.0 120.5 94.5 66.0 153.5 89.5 29.0 18.0 85.0 1312.0 2653.0 1339.0 1120.0 6.0 118.0 419.0 6816.0 3729.5 2009.0 4015.5 2719.0 6098.0 7076.5 3525.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Inositol 2-dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.18 EC:1.1.1.18 122396.0 937.0 1653.0 696.0 1238.0 1412.0 771.0 734.0 2707.0 2596.0 456.0 1591.0 640.0 5634.0 1016.0 1943.0 3546.0 6007.0 6415.0 741.0 4460.0 4164.0 1669.0 5283.0 2654.0 799.0 137.0 19.0 109.0 577.0 145.0 1093.0 69.0 4296.0 710.0 821.0 813.0 1492.0 4758.0 3794.0 3364.0 141.0 312.0 435.0 901.0 358.0 235.0 134.0 17.0 45.0 994.0 2365.0 701.0 754.0 4.0 48.0 387.0 6611.0 3101.0 1158.0 3802.0 2019.0 5993.0 6744.0 3178.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;5-amino-6-(5-phosphoribosylamino)uracil reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.193 EC:1.1.1.193 131806.2 940.67 1653.67 699.8299999999998 1257.0 1421.17 774.33 740.8299999999998 2707.5 2596.17 457.0 1597.17 649.3299999999998 5634.0 1016.33 1944.0 3546.0 6007.0 6418.0 743.17 4462.67 4201.83 1740.17 5283.67 2654.83 2804.67 273.83000000000004 67.17 192.17 624.5 189.0 2623.17 150.0 4311.67 849.6700000000002 906.67 918.67 1978.0 4843.83 3850.67 3381.83 147.67000000000004 315.67 441.83 906.5 680.5 246.0 135.5 21.0 1160.83 1025.0 2629.17 729.17 796.33 745.83 1033.0 1051.83 6616.67 3101.67 1159.17 3806.0 2022.0 5996.0 6748.0 3179.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;1,3-propanediol dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.202 EC:1.1.1.202 40711.0 342.0 70.0 71.0 218.0 81.0 199.0 114.0 99.0 0.0 3.0 24.0 41.0 2.0 2.0 1.0 8.0 14.0 4.0 102.0 138.0 85.0 167.0 25.0 115.0 2.0 135.0 32.0 21.0 114.0 69.0 98.0 93.0 38.0 1682.0 1598.0 1495.0 20.0 52.0 14.0 21.0 3225.0 3156.0 700.0 1200.0 286.0 1358.0 4747.0 6722.0 106.0 2767.0 1116.0 2788.0 3843.0 11.0 738.0 91.0 78.0 16.0 119.0 53.0 30.0 46.0 61.0 45.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;IMP dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.205 EC:1.1.1.205 263476.7 4930.67 4953.67 3315.83 5264.5 5306.67 4114.83 3923.83 4305.5 3759.67 583.8 2048.17 1181.63 5663.2 2207.83 1950.9 3736.5 6119.0 6498.5 1059.67 4908.67 4437.33 2801.67 5397.17 3573.33 2906.67 478.83 3059.17 2566.17 839.0 2857.5 2862.67 320.5 11268.67 4042.67 4089.67 3904.17 5805.0 10098.83 10871.67 10194.83 3563.17 3937.67 1947.83 3861.0 1426.5 2034.0 5226.0 6793.0 1331.33 4975.0 4400.17 5128.17 5686.83 762.83 1954.0 1302.33 7147.17 4351.17 3227.17 4703.4 3180.9 6341.5 7420.5 4566.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Gluconate 2-dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.215 EC:1.1.1.215 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Dihydrokaempferol 4-reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.219 EC:1.1.1.219 40711.0 342.0 70.0 71.0 218.0 81.0 199.0 114.0 99.0 0.0 3.0 24.0 41.0 2.0 2.0 1.0 8.0 14.0 4.0 102.0 138.0 85.0 167.0 25.0 115.0 2.0 135.0 32.0 21.0 114.0 69.0 98.0 93.0 38.0 1682.0 1598.0 1495.0 20.0 52.0 14.0 21.0 3225.0 3156.0 700.0 1200.0 286.0 1358.0 4747.0 6722.0 106.0 2767.0 1116.0 2788.0 3843.0 11.0 738.0 91.0 78.0 16.0 119.0 53.0 30.0 46.0 61.0 45.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;UDP-glucose 6-dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.22 EC:1.1.1.22 46957.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 2532.17 380.0 1334.17 347.3300000000001 5612.0 122.33 1925.0 3516.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Histidinol dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.23 EC:1.1.1.23 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Shikimate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.25 EC:1.1.1.25 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;sn-glycerol-1-phosphate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.261 EC:1.1.1.261 59822.0 292.0 2502.0 526.0 654.0 360.0 236.0 586.0 172.0 2532.0 384.0 1507.0 550.0 5617.0 123.0 1924.0 3593.0 98.0 52.0 210.0 296.0 138.0 860.0 84.0 574.0 0.0 46.0 26.0 116.0 86.0 122.0 128.0 74.0 6530.0 1306.0 1446.0 1352.0 2610.0 4568.0 6136.0 6254.0 142.0 432.0 756.0 1692.0 420.0 380.0 244.0 26.0 6.0 346.0 68.0 210.0 172.0 2.0 28.0 32.0 6.0 12.0 108.0 12.0 18.0 18.0 6.0 16.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;4-hydroxythreonine-4-phosphate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.262 EC:1.1.1.262 94259.20000000001 794.67 402.67 436.83 930.0 1241.17 656.33 447.83 2621.5 64.17 78.0 269.17 311.33 22.0 894.33 20.0 30.0 5958.0 6392.0 638.17 4314.67 4132.83 1310.17 5241.67 2367.83 2804.67 250.83 54.17 134.17000000000002 581.5 128.0 2559.17 113.0 1046.67 196.67 183.67 242.67 673.0 2559.83 782.67 254.83 76.67 99.67 63.83 60.5 470.5 56.0 13.5 8.0 1157.83 852.0 2595.17 624.17 710.33 744.83 1019.0 1035.83 6613.67 3095.67 1105.17 3800.0 2013.0 5987.0 6745.0 3171.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;1-deoxy-D-xylulose-5-phosphate reductoisomerase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.267 EC:1.1.1.267 148919.2 3348.67 2256.67 2071.83 3472.0 4012.17 2992.33 2719.83 3366.5 2602.17 460.0 1618.17 649.3299999999998 5642.0 1078.33 1944.0 3549.0 6007.0 6437.0 746.17 4467.67 4173.83 1690.17 5283.67 2825.83 812.67 293.8300000000001 67.17 182.17 593.5 153.0 1188.17 141.0 4458.67 870.67 956.67 954.67 2018.0 5092.83 3886.67 3405.83 175.67000000000004 335.67 471.83 909.5 675.5 273.0 146.5 22.0 1203.83 1516.0 2951.17 1464.17 1244.33 748.83 1117.0 1099.83 6820.67 3734.67 2055.17 4016.0 2728.0 6107.0 7079.0 3534.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;L-lactate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.27 EC:1.1.1.27 504333.5 9313.0 6463.0 5672.0 9526.5 10511.5 7835.5 6944.0 10329.0 5049.5 914.6 2619.0 1848.1 5718.4 5196.5 1994.3 3807.5 18049.0 19304.5 2435.5 13676.0 12684.5 5403.5 15909.5 8598.5 2698.0 727.0 8921.0 7078.0 1987.5 7999.5 3501.5 401.5 13581.0 5830.0 5906.0 5685.5 5779.0 15388.0 12385.0 10711.0 6963.5 7308.0 2796.0 5180.5 1693.0 3525.0 10017.5 13542.0 448.5 9844.0 10236.0 9824.0 11275.5 41.0 1859.0 1518.5 20643.5 11192.5 6467.0 12569.8 7938.3 18466.5 21295.5 11305.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;D-lactate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.28 EC:1.1.1.28 128118.7 4950.67 613.17 3182.33 4734.5 4147.67 3637.33 2505.83 3379.5 2319.67 110.1 240.17 279.93 44.9 2237.33 15.3 135.5 14.0 7.0 106.67 163.17 137.82999999999998 290.67 33.17 393.33 2007.67 284.3300000000001 85.17 104.17 169.0 115.5 1638.17 179.0 1031.17 2191.67 1843.67 1708.17 6186.0 1552.83 3938.17 2543.83 3284.17 3207.17 769.33 1463.0 781.0 1396.5 5161.0 6776.0 1299.33 4528.0 2705.17 6106.17 6002.83 757.83 2078.0 1153.33 1276.17 2951.67 4800.17 3120.3 2038.3 886.5 1415.0 4903.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;S-(hydroxymethyl)glutathione dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.284 EC:1.1.1.284 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Glycerate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.29 EC:1.1.1.29 90071.20000000001 794.67 402.67 436.83 914.0 1235.17 656.33 445.83 2621.5 64.17 77.0 263.17 302.33 22.0 894.33 19.0 30.0 5958.0 6389.0 637.17 4312.67 4095.83 1240.17 5241.67 2367.83 809.67 249.83 54.17 122.17 538.5 87.0 1114.17 104.0 1034.67 86.67 127.67 162.67000000000004 657.0 2479.83 727.67 243.83 70.67 96.67 59.83 56.5 461.5 48.0 12.5 4.0 1157.83 852.0 2595.17 617.17 706.33 744.83 1019.0 1035.83 6609.67 3095.67 1105.17 3796.0 2010.0 5984.0 6741.0 3171.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;4-phosphoerythronate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.290 EC:1.1.1.290 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Homoserine dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.3 EC:1.1.1.3 181382.90000000002 4273.34 2365.84 2697.16 4422.5 4844.84 3682.66 3207.66 4023.0 2603.84 471.5 1678.34 716.6600000000002 5650.5 1085.66 1949.5 3574.5 6007.0 6446.0 750.84 4478.84 4288.66 1911.84 5285.84 2882.16 6808.34 435.16 116.34 289.3400000000001 728.5 279.5 5610.34 241.0 4693.84 1304.34 1186.34 1241.84 3672.0 5621.66 4826.84 3946.66 204.84 354.8400000000001 499.16 974.5 1050.5 305.5 232.5 44.0 2335.16 1893.0 3480.34 2164.34 1718.16 1491.66 2173.0 1844.16 7072.84 4322.34 2992.34 4640.5 3137.5 6283.5 7361.0 4506.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Diacetyl reductase ((R)-acetoin forming) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.303 EC:1.1.1.303 114798.5 1712.0 510.5 1054.5 1810.5 2043.5 1340.0 918.0 3277.0 2597.5 459.5 1454.0 468.0 5637.5 1022.0 1945.5 3494.5 5958.0 6389.0 636.5 4316.5 4098.0 1249.5 5242.5 2422.5 799.0 116.5 7.0 51.0 535.5 84.5 1031.0 33.0 1226.5 131.0 130.0 158.5 1323.0 2757.0 1499.5 738.0 80.5 105.5 69.5 106.5 182.5 50.5 94.5 14.0 57.5 1167.0 2596.0 1254.0 1091.5 4.0 105.0 450.5 6846.5 3682.0 2040.0 4408.5 2410.5 6151.5 7011.0 4141.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Diacetyl reductase ((S)-acetoin forming) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.304 EC:1.1.1.304 157220.0 2975.0 689.0 1747.0 2928.0 2936.0 2226.0 1509.0 4032.0 1223.0 128.8 371.0 437.8 41.2 2010.0 25.4 89.0 5972.0 6393.0 739.0 4459.0 4186.0 1427.0 5269.0 2593.0 801.0 254.0 40.0 72.0 651.0 154.0 1131.0 127.0 1460.0 1887.0 1760.0 1675.0 2479.0 3092.0 2287.0 1260.0 3316.0 3271.0 782.0 1358.0 503.0 1414.0 4924.0 6746.0 179.0 4280.0 3977.0 4700.0 5358.0 16.0 914.0 621.0 7163.0 4285.0 3095.0 5074.4 2842.4 6365.0 7342.0 5158.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;3-hydroxyisobutyrate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.31 EC:1.1.1.31 177191.69999999998 4492.67 1200.67 2526.83 4267.5 4760.67 3760.83 3042.83 4047.5 1227.67 193.8 356.17 410.63 41.2 2083.83 25.9 66.5 5972.0 6417.5 743.67 4462.67 4193.33 1441.67 5271.17 2712.33 911.67 408.83 3020.17 2380.17 667.0 2633.5 1225.67 200.5 1461.67 1973.67 1864.67 1796.17 1874.0 3166.83 1612.67 802.83 3344.17 3286.67 809.83 1319.0 787.5 1456.0 4859.0 6750.0 1322.33 4456.0 4298.17 4806.17 5424.83 759.83 1912.0 1254.33 7134.17 4333.17 3065.17 4681.4 3150.9 6311.5 7407.5 4542.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Phosphogluconate dehydrogenase (NAD(+)-dependent, decarboxylating) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.343 EC:1.1.1.343 269474.2 5928.67 2646.67 3507.83 5733.0 5875.17 4765.33 3953.83 4900.5 2385.17 312.6 607.1700000000002 730.93 57.4 3212.33 32.8 177.0 6035.0 6453.0 952.17 4755.67 4387.83 2123.17 5342.67 3172.83 3005.67 570.83 5999.17 4706.17 869.5 5277.0 2836.17 343.0 5006.67 4492.67 4274.67 4069.67 4356.0 5888.83 5529.67 4464.83 6660.67 6672.67 1907.83 3424.5 1328.5 3027.0 9816.5 13508.0 1446.83 7742.0 5713.17 8365.17 9781.33 772.83 2735.0 1440.83 7457.67 4943.67 4183.17 5362.8 3594.8 6537.0 7746.0 5567.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;2,5-didehydrogluconate reductase (2-dehydro-L-gulonate-forming) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.346 EC:1.1.1.346 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;3-hydroxyacyl-CoA dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.35 EC:1.1.1.35 14632.4 7.34 1.34 7.66 22.0 12.34 6.66 11.66 1.0 0.34 1.0 6.34 9.66 0.0 0.66 1.0 0.0 0.0 3.0 3.34 3.34 38.66 72.34 1.34 1.66 2016.34 272.66 96.34 154.34 52.0 47.0 1615.34 153.0 19.34 169.34 115.34 131.34 956.0 91.66 58.34 24.66 7.34 4.34 9.66 7.0 636.0 14.0 2.0 4.0 2231.66 62.0 528.34 49.34 80.66 1483.66 1970.0 1329.66 7.34 1.34 2.34 4.0 3.0 3.0 4.0 2.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Acetoacetyl-CoA reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.36 EC:1.1.1.36 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Glucose-6-phosphate dehydrogenase (NAD(P)(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.363 EC:1.1.1.363 199466.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 1227.67 198.8 535.1700000000002 622.6299999999999 46.2 2084.83 25.9 143.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;D-chiro-inositol 1-dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.369 EC:1.1.1.369 122396.0 937.0 1653.0 696.0 1238.0 1412.0 771.0 734.0 2707.0 2596.0 456.0 1591.0 640.0 5634.0 1016.0 1943.0 3546.0 6007.0 6415.0 741.0 4460.0 4164.0 1669.0 5283.0 2654.0 799.0 137.0 19.0 109.0 577.0 145.0 1093.0 69.0 4296.0 710.0 821.0 813.0 1492.0 4758.0 3794.0 3364.0 141.0 312.0 435.0 901.0 358.0 235.0 134.0 17.0 45.0 994.0 2365.0 701.0 754.0 4.0 48.0 387.0 6611.0 3101.0 1158.0 3802.0 2019.0 5993.0 6744.0 3178.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Malate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.37 EC:1.1.1.37 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Malate dehydrogenase (oxaloacetate-decarboxylating) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.38 EC:1.1.1.38 282946.89999999997 5130.34 3773.34 3127.66 5142.5 5204.84 4199.16 3747.66 4319.0 3759.84 580.8 1887.34 1001.96 5660.2 2209.16 1950.9 3667.5 6084.0 6473.5 1056.84 4897.34 4417.16 2469.84 5380.84 3402.16 924.34 725.6600000000002 3126.34 2588.34 871.5 2827.5 1536.84 439.5 8033.34 4991.34 4938.34 4668.84 4974.0 7792.66 7764.34 7084.66 6711.84 6875.34 2268.66 4212.5 1807.0 3197.0 9850.5 13498.0 2550.16 7600.0 5746.34 7825.34 9478.16 1514.66 3663.0 2042.16 7219.84 4361.84 3293.34 4746.4 3198.9 6375.5 7474.5 4604.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;(R,R)-butanediol dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.4 EC:1.1.1.4 114798.5 1712.0 510.5 1054.5 1810.5 2043.5 1340.0 918.0 3277.0 2597.5 459.5 1454.0 468.0 5637.5 1022.0 1945.5 3494.5 5958.0 6389.0 636.5 4316.5 4098.0 1249.5 5242.5 2422.5 799.0 116.5 7.0 51.0 535.5 84.5 1031.0 33.0 1226.5 131.0 130.0 158.5 1323.0 2757.0 1499.5 738.0 80.5 105.5 69.5 106.5 182.5 50.5 94.5 14.0 57.5 1167.0 2596.0 1254.0 1091.5 4.0 105.0 450.5 6846.5 3682.0 2040.0 4408.5 2410.5 6151.5 7011.0 4141.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Malate dehydrogenase (oxaloacetate-decarboxylating) (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.40 EC:1.1.1.40 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Isocitrate dehydrogenase (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.42 EC:1.1.1.42 137835.2 3348.67 2256.67 2071.83 3488.0 4018.17 2992.33 2721.83 3366.5 70.17 87.0 475.17 532.3299999999998 35.0 957.33 21.0 110.0 6007.0 6440.0 747.17 4469.67 4210.83 1760.17 5283.67 2825.83 2807.67 294.8300000000001 67.17 194.17 636.5 194.0 2633.17 150.0 4470.67 980.67 1012.67 1034.67 2034.0 5172.83 3941.67 3416.83 181.67 338.67 475.83 913.5 684.5 281.0 147.5 26.0 1203.83 1516.0 2951.17 1471.17 1248.33 748.83 1117.0 1099.83 6824.67 3734.67 2055.17 4020.0 2731.0 6110.0 7083.0 3534.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Phosphogluconate dehydrogenase (NADP(+)-dependent, decarboxylating) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.44 EC:1.1.1.44 269474.2 5928.67 2646.67 3507.83 5733.0 5875.17 4765.33 3953.83 4900.5 2385.17 312.6 607.1700000000002 730.93 57.4 3212.33 32.8 177.0 6035.0 6453.0 952.17 4755.67 4387.83 2123.17 5342.67 3172.83 3005.67 570.83 5999.17 4706.17 869.5 5277.0 2836.17 343.0 5006.67 4492.67 4274.67 4069.67 4356.0 5888.83 5529.67 4464.83 6660.67 6672.67 1907.83 3424.5 1328.5 3027.0 9816.5 13508.0 1446.83 7742.0 5713.17 8365.17 9781.33 772.83 2735.0 1440.83 7457.67 4943.67 4183.17 5362.8 3594.8 6537.0 7746.0 5567.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Glucose-6-phosphate dehydrogenase (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.49 EC:1.1.1.49 199466.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 1227.67 198.8 535.1700000000002 622.6299999999999 46.2 2084.83 25.9 143.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Fructuronate reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.57 EC:1.1.1.57 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Tagaturonate reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.58 EC:1.1.1.58 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Glycerol dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.6 EC:1.1.1.6 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Gluconate 5-dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.69 EC:1.1.1.69 20440.0 54.0 33.0 51.0 26.0 78.0 1.0 52.0 24.0 0.0 140.0 6.0 16.0 1.0 37.0 5.0 0.0 0.0 8.0 1.0 3.0 38.0 78.0 6.0 6.0 2189.0 2.0 5866.0 4482.0 45.0 4985.0 1448.0 14.0 81.0 110.0 58.0 82.0 26.0 126.0 68.0 15.0 14.0 6.0 11.0 12.0 12.0 27.0 11.0 22.0 0.0 0.0 0.0 9.0 4.0 0.0 0.0 0.0 4.0 3.0 18.0 15.0 3.0 3.0 5.0 0.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;(S,S)-butanediol dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.76 EC:1.1.1.76 157220.0 2975.0 689.0 1747.0 2928.0 2936.0 2226.0 1509.0 4032.0 1223.0 128.8 371.0 437.8 41.2 2010.0 25.4 89.0 5972.0 6393.0 739.0 4459.0 4186.0 1427.0 5269.0 2593.0 801.0 254.0 40.0 72.0 651.0 154.0 1131.0 127.0 1460.0 1887.0 1760.0 1675.0 2479.0 3092.0 2287.0 1260.0 3316.0 3271.0 782.0 1358.0 503.0 1414.0 4924.0 6746.0 179.0 4280.0 3977.0 4700.0 5358.0 16.0 914.0 621.0 7163.0 4285.0 3095.0 5074.4 2842.4 6365.0 7342.0 5158.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;3-isopropylmalate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.85 EC:1.1.1.85 171972.7 4269.67 2365.17 2693.33 4403.5 4835.67 3679.33 3200.83 4022.5 2603.67 470.5 1672.17 707.3299999999998 5650.5 1085.33 1948.5 3574.5 6007.0 6443.0 748.67 4476.17 4250.83 1840.67 5285.17 2881.33 4802.67 298.3300000000001 68.17 206.17 681.0 235.5 4080.17 160.0 4678.17 1164.67 1100.67 1136.17 3186.0 5535.83 4770.17 3928.83 198.17 351.17 492.33 969.0 728.0 294.5 231.0 40.0 1219.33 1862.0 3216.17 2136.17 1675.83 749.83 1188.0 1179.33 7067.17 4321.67 2991.17 4636.5 3134.5 6280.5 7357.0 4505.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Ketol-acid reductoisomerase (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.86 EC:1.1.1.86 153107.2 3348.67 2256.67 2071.83 3488.0 4018.17 2992.33 2721.83 3366.5 2602.17 461.0 1624.17 658.3299999999998 5642.0 1078.33 1945.0 3549.0 6007.0 6440.0 747.17 4469.67 4210.83 1760.17 5283.67 2825.83 2807.67 294.8300000000001 67.17 194.17 636.5 194.0 2633.17 150.0 4470.67 980.67 1012.67 1034.67 2034.0 5172.83 3941.67 3416.83 181.67 338.67 475.83 913.5 684.5 281.0 147.5 26.0 1203.83 1516.0 2951.17 1471.17 1248.33 748.83 1117.0 1099.83 6824.67 3734.67 2055.17 4020.0 2731.0 6110.0 7083.0 3534.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Hydroxymethylglutaryl-CoA reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.88 EC:1.1.1.88 154856.5 2081.0 597.0 1151.0 2049.5 2166.5 1539.5 1059.0 3388.0 1221.5 190.8 335.0 410.3 33.2 2021.5 25.9 63.5 5972.0 6398.5 739.5 4457.0 4220.5 1490.5 5270.5 2540.5 2893.0 253.0 2972.0 2319.0 693.5 2666.5 2575.5 137.5 1311.0 1923.0 1785.0 1734.5 1364.0 2912.0 1575.0 772.0 3315.5 3266.0 777.0 1314.5 479.0 1426.0 4847.5 6749.0 163.5 3934.0 3712.0 4050.0 4938.5 15.0 843.0 541.5 6928.5 3699.5 2168.0 4471.4 2444.9 6200.5 7076.5 4186.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Aryl-alcohol dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.90 EC:1.1.1.90 40711.0 342.0 70.0 71.0 218.0 81.0 199.0 114.0 99.0 0.0 3.0 24.0 41.0 2.0 2.0 1.0 8.0 14.0 4.0 102.0 138.0 85.0 167.0 25.0 115.0 2.0 135.0 32.0 21.0 114.0 69.0 98.0 93.0 38.0 1682.0 1598.0 1495.0 20.0 52.0 14.0 21.0 3225.0 3156.0 700.0 1200.0 286.0 1358.0 4747.0 6722.0 106.0 2767.0 1116.0 2788.0 3843.0 11.0 738.0 91.0 78.0 16.0 119.0 53.0 30.0 46.0 61.0 45.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Glycerol-3-phosphate dehydrogenase (NAD(P)(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.94 EC:1.1.1.94 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Oxidoreductases;Acting on the CH-OH group of donors;With NAD+ or NADP+ as acceptor;Phosphoglycerate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.1.95 EC:1.1.1.95 283773.69999999995 6599.67 3903.17 4270.33 6763.5 6725.67 5370.33 4563.83 5519.5 5138.67 870.5 3114.17 1175.33 11281.5 1223.33 3879.5 7149.5 6070.0 6476.0 957.67 4773.17 4447.83 2528.67 5355.17 3394.33 6799.67 462.33 115.17 297.17 884.0 407.5 5691.17 301.0 8384.17 3757.67 3541.67 3430.17 6799.0 8517.83 9454.17 8089.83 3521.17 3745.17 1599.33 3122.0 1302.0 1861.5 5266.0 6799.0 1359.33 5494.0 4896.17 6352.17 6455.83 763.83 2082.0 1445.33 7629.17 5517.67 5036.17 5924.5 3977.5 6673.5 7965.0 6501.5 +Oxidoreductases;Acting on the CH-OH group of donors;With a cytochrome as acceptor;L-lactate dehydrogenase (cytochrome) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.2.3 EC:1.1.2.3 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Oxidoreductases;Acting on the CH-OH group of donors;With oxygen as acceptor;(S)-2-hydroxy-acid oxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.3.15 EC:1.1.3.15 21301.0 2408.0 603.0 1372.0 2231.0 2597.0 2218.0 1981.0 659.0 6.0 4.0 27.0 9.0 8.0 62.0 1.0 3.0 0.0 22.0 4.0 7.0 9.0 20.0 0.0 171.0 3.0 21.0 0.0 2.0 12.0 5.0 10.0 0.0 159.0 131.0 106.0 116.0 56.0 329.0 91.0 35.0 34.0 23.0 34.0 7.0 4.0 35.0 12.0 5.0 43.0 491.0 322.0 742.0 452.0 3.0 84.0 48.0 208.0 633.0 896.0 214.0 709.0 114.0 335.0 355.0 +Oxidoreductases;Acting on the CH-OH group of donors;With oxygen as acceptor;Glycerol-3-phosphate oxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.3.21 EC:1.1.3.21 70138.0 2777.0 689.5 1468.5 2454.0 2714.0 2417.5 2120.0 770.0 6.0 76.5 51.0 53.5 10.5 82.5 4.0 11.0 14.0 28.5 106.0 145.5 94.5 191.0 28.0 289.0 102.0 156.5 2965.0 2258.0 127.0 2546.0 109.5 95.5 231.5 1813.0 1705.0 1612.0 81.0 404.0 111.5 58.0 3263.0 3180.5 737.5 1211.0 291.5 1402.5 4764.0 6736.0 149.0 3258.0 1438.0 3531.0 4295.0 14.0 822.0 139.0 286.0 650.5 1024.0 272.5 739.0 160.0 396.5 400.0 +Oxidoreductases;Acting on the CH-OH group of donors;With a quinone or similar compound as acceptor;Glycerol-3-phosphate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.5.3 EC:1.1.5.3 236671.80000000002 1612.6799999999996 4244.18 1333.82 2127.0 1901.68 1219.8200000000004 1478.32 2992.0 2596.68 538.5 1973.68 1109.82 5646.5 1039.8200000000004 1946.0 3708.0 6119.0 6473.5 1057.6799999999996 4897.18 4390.82 2704.6800000000007 5397.68 3349.32 940.68 861.82 3202.68 2765.6800000000007 796.0 2820.0 1661.18 526.5 10913.18 3816.68 3984.68 3763.68 6007.0 9424.32 9957.18 9668.32 3514.68 3904.18 1905.82 3803.0 2319.5 1994.5 5132.0 6774.0 4620.32 4231.0 4605.68 3784.68 4922.32 2984.32 4754.0 3169.32 6701.68 3133.18 1398.68 3872.5 2067.0 6057.0 6811.5 3243.0 +Oxidoreductases;Acting on the CH-OH group of donors;With a quinone or similar compound as acceptor;Malate dehydrogenase (quinone) https://www.genome.jp/dbget-bin/www_bget?EC:1.1.5.4 EC:1.1.5.4 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the CH-OH group of donors;With NA physiological acceptors;Choline dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.1.99.1 EC:1.1.99.1 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on a peroxide as acceptor;Peroxidases;NADH peroxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.11.1.1 EC:1.11.1.1 40711.0 342.0 70.0 71.0 218.0 81.0 199.0 114.0 99.0 0.0 3.0 24.0 41.0 2.0 2.0 1.0 8.0 14.0 4.0 102.0 138.0 85.0 167.0 25.0 115.0 2.0 135.0 32.0 21.0 114.0 69.0 98.0 93.0 38.0 1682.0 1598.0 1495.0 20.0 52.0 14.0 21.0 3225.0 3156.0 700.0 1200.0 286.0 1358.0 4747.0 6722.0 106.0 2767.0 1116.0 2788.0 3843.0 11.0 738.0 91.0 78.0 16.0 119.0 53.0 30.0 46.0 61.0 45.0 +Oxidoreductases;Acting on a peroxide as acceptor;Peroxidases;Catalase peroxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.11.1.21 EC:1.11.1.21 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Oxidoreductases;Acting on a peroxide as acceptor;Peroxidases;Cytochrome-c peroxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.11.1.5 EC:1.11.1.5 24042.600000000002 11.01 2.01 11.49 41.0 21.51 9.99 18.49 1.5 0.51 2.0 12.51 18.99 0.0 0.99 2.0 0.0 0.0 6.0 5.51 6.01 76.49 143.51 2.01 2.49 4022.01 409.49 144.51 237.51 99.5 91.0 3145.51 234.0 35.01 309.01 201.01 237.01 1442.0 177.49 115.01 42.49 14.01 8.01 16.490000000000002 12.5 958.5 25.0 3.5 8.0 3347.49 93.0 792.51 77.51 122.99 2225.49 2955.0 1994.49 13.01 2.01 3.51 8.0 6.0 6.0 8.0 3.0 +Oxidoreductases;Acting on a peroxide as acceptor;Peroxidases;Catalase https://www.genome.jp/dbget-bin/www_bget?EC:1.11.1.6 EC:1.11.1.6 157245.2 1282.67 1723.67 770.8299999999998 1475.0 1502.17 973.33 854.8299999999998 2806.5 64.17 86.0 472.17 564.3299999999998 29.0 897.33 21.0 115.0 6021.0 6422.0 845.17 4600.67 4286.83 1907.17 5308.67 2769.83 2806.67 408.83 99.17 213.17 738.5 258.0 2721.17 243.0 4349.67 2531.67 2504.67 2413.67 1998.0 4895.83 3864.67 3402.83 3372.67 3471.67 1141.83 2106.5 966.5 1604.0 4882.5 6743.0 1266.83 3792.0 3745.17 3517.17 4639.33 756.83 1771.0 1142.83 6694.67 3117.67 1278.17 3859.0 2052.0 6042.0 6809.0 3224.0 +Oxidoreductases;Acting on a peroxide as acceptor;Peroxidases;Glutathione peroxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.11.1.9 EC:1.11.1.9 135446.5 4147.0 1130.0 2452.0 4062.5 4682.5 3558.5 2926.0 3948.0 1227.5 191.8 338.0 378.3 39.2 2081.5 25.9 58.5 5958.0 6416.5 641.5 4326.0 4144.5 1343.5 5245.5 2596.5 2894.0 139.0 2940.0 2300.0 591.5 2602.5 2487.5 44.5 1432.0 372.0 293.0 355.5 1400.0 3189.0 1652.0 786.0 124.5 133.0 111.0 121.5 197.0 103.0 112.5 32.0 100.5 1658.0 2918.0 2004.0 1547.5 7.0 189.0 498.5 7058.5 4316.5 2945.0 4632.4 3123.9 6268.5 7350.5 4496.5 +Oxidoreductases;Acting on hydrogen as donor;With NAD+ or NADP+ as acceptor;Hydrogen dehydrogenase (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.12.1.3 EC:1.12.1.3 61088.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10128.0 1496.0 4596.0 504.0 22428.0 484.0 7696.0 13756.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Oxidoreductases;Acting on hydrogen as donor;With a quinone or similar compound as acceptor;Hydrogen:quinone oxidoreductase https://www.genome.jp/dbget-bin/www_bget?EC:1.12.5.1 EC:1.12.5.1 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Oxidoreductases;Acting on single donors with incorporation of molecular oxygen (oxygenases);With incorporation of two atoms of oxygen;Tryptophan 2,3-dioxygenase https://www.genome.jp/dbget-bin/www_bget?EC:1.13.11.11 EC:1.13.11.11 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on single donors with incorporation of molecular oxygen (oxygenases);With incorporation of two atoms of oxygen;Catechol 2,3-dioxygenase https://www.genome.jp/dbget-bin/www_bget?EC:1.13.11.2 EC:1.13.11.2 114276.0 3226.0 1021.5 1830.5 3147.0 3865.0 2871.5 2447.0 3292.0 70.0 150.5 290.0 314.5 30.5 974.5 22.0 33.0 5958.0 6413.5 640.0 4319.5 4104.5 1263.0 5244.0 2541.0 899.0 135.5 2939.0 2288.0 547.0 2561.0 1040.5 34.5 1224.5 188.0 205.0 254.0 248.0 2826.0 823.5 274.0 108.0 120.5 94.5 66.0 153.5 89.5 29.0 18.0 85.0 1312.0 2653.0 1339.0 1120.0 6.0 118.0 419.0 6816.0 3729.5 2009.0 4015.5 2719.0 6098.0 7076.5 3525.0 +Oxidoreductases;Acting on single donors with incorporation of molecular oxygen (oxygenases);With incorporation of two atoms of oxygen;4-hydroxyphenylpyruvate dioxygenase https://www.genome.jp/dbget-bin/www_bget?EC:1.13.11.27 EC:1.13.11.27 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on single donors with incorporation of molecular oxygen (oxygenases);With incorporation of two atoms of oxygen;Chlorite O(2)-lyase https://www.genome.jp/dbget-bin/www_bget?EC:1.13.11.49 EC:1.13.11.49 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Oxidoreductases;Acting on single donors with incorporation of molecular oxygen (oxygenases);With incorporation of two atoms of oxygen;Homogentisate 1,2-dioxygenase https://www.genome.jp/dbget-bin/www_bget?EC:1.13.11.5 EC:1.13.11.5 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on single donors with incorporation of molecular oxygen (oxygenases);With incorporation of two atoms of oxygen;3-hydroxyanthranilate 3,4-dioxygenase https://www.genome.jp/dbget-bin/www_bget?EC:1.13.11.6 EC:1.13.11.6 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on single donors with incorporation of molecular oxygen (oxygenases);With incorporation of one atom of oxygen (internal monooxygenases or internal mixed-function oxidases);Nitronate monooxygenase https://www.genome.jp/dbget-bin/www_bget?EC:1.13.12.16 EC:1.13.12.16 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on paired donors, with incorporation or reduction of molecular oxygen;With 2-oxoglutarate as one donor, and incorporation of one atom of oxygen into each donor;50S ribosomal protein L16 3-hydroxylase https://www.genome.jp/dbget-bin/www_bget?EC:1.14.11.47 EC:1.14.11.47 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on paired donors, with incorporation or reduction of molecular oxygen;With NADH or NADPH as one donor, and incorporation of two atoms of oxygen into the other donor;Nitric oxide dioxygenase https://www.genome.jp/dbget-bin/www_bget?EC:1.14.12.17 EC:1.14.12.17 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on paired donors, with incorporation or reduction of molecular oxygen;With NADH or NADPH as one donor, and incorporation of one atom of oxygen into the other donor;Kynurenine 3-monooxygenase https://www.genome.jp/dbget-bin/www_bget?EC:1.14.13.9 EC:1.14.13.9 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on paired donors, with incorporation or reduction of molecular oxygen;With reduced flavin or flavoprotein as one donor, and incorporation of one atom of oxygen into the other donor;Alkanal monooxygenase (FMN-linked) https://www.genome.jp/dbget-bin/www_bget?EC:1.14.14.3 EC:1.14.14.3 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Oxidoreductases;Acting on paired donors, with incorporation or reduction of molecular oxygen;With reduced flavin or flavoprotein as one donor, and incorporation of one atom of oxygen into the other donor;4-hydroxyphenylacetate 3-monooxygenase https://www.genome.jp/dbget-bin/www_bget?EC:1.14.14.9 EC:1.14.14.9 8126.0 27.0 16.5 25.5 5.0 36.0 0.5 25.0 12.0 0.0 69.5 0.0 3.5 0.5 18.5 2.0 0.0 0.0 2.5 0.0 0.5 0.5 4.0 3.0 3.0 97.0 0.5 2933.0 2235.0 1.0 2472.0 1.5 2.5 34.5 0.0 1.0 1.0 5.0 23.0 6.5 2.0 4.0 1.5 3.5 4.0 1.5 9.5 5.0 9.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 1.5 9.0 5.5 0.0 0.0 0.5 0.0 +Oxidoreductases;Acting on paired donors, with incorporation or reduction of molecular oxygen;With reduced pteridine as one donor, and incorporation of one atom of oxygen into the other donor;Phenylalanine 4-monooxygenase https://www.genome.jp/dbget-bin/www_bget?EC:1.14.16.1 EC:1.14.16.1 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on paired donors, with incorporation or reduction of molecular oxygen;With oxidation of a pair of donors resulting in the reduction of O2 to two molecules of water;Stearoyl-CoA 9-desaturase https://www.genome.jp/dbget-bin/www_bget?EC:1.14.19.1 EC:1.14.19.1 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on paired donors, with incorporation or reduction of molecular oxygen;With oxidation of a pair of donors resulting in the reduction of O2 to two molecules of water;Stearoyl-[acyl-carrier-protein] 9-desaturase https://www.genome.jp/dbget-bin/www_bget?EC:1.14.19.2 EC:1.14.19.2 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on paired donors, with incorporation or reduction of molecular oxygen;With oxidation of a pair of donors resulting in the reduction of O2 to two molecules of water;Acyl-CoA 6-desaturase https://www.genome.jp/dbget-bin/www_bget?EC:1.14.19.3 EC:1.14.19.3 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on paired donors, with incorporation or reduction of molecular oxygen;Miscellaneous;Heme oxygenase (staphylobilin-producing) https://www.genome.jp/dbget-bin/www_bget?EC:1.14.99.48 EC:1.14.99.48 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Oxidoreductases;Acting on superoxide as acceptor;Acting on superoxide as acceptor (only sub-subclass identified to date);Superoxide dismutase https://www.genome.jp/dbget-bin/www_bget?EC:1.15.1.1 EC:1.15.1.1 220764.6 3725.01 2344.51 2175.99 3749.0 4153.51 3198.49 2874.49 3478.5 2602.51 535.5 1660.51 721.49 5644.5 1099.49 1950.0 3557.0 6021.0 6452.5 853.51 4613.51 4371.99 2073.51 5313.01 2945.49 6918.01 703.99 3128.51 2616.51 846.5 2823.0 5793.01 407.5 4574.51 2942.01 2783.01 2742.01 3031.0 5419.49 4075.51 3475.49 3424.01 3503.51 1192.99 2128.5 1617.0 1670.5 4902.5 6765.0 3541.49 4345.0 4595.51 4316.51 5175.99 2243.49 3825.0 2520.49 6914.01 3753.51 2185.51 4086.5 2767.0 6162.0 7152.5 3581.0 +Oxidoreductases;Acting on superoxide as acceptor;Acting on superoxide as acceptor (only sub-subclass identified to date);Superoxide reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.15.1.2 EC:1.15.1.2 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Oxidoreductases;Oxidizing metal ions;With NAD+ or NADP+ as acceptor;Mercury(II) reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.16.1.1 EC:1.16.1.1 40711.0 342.0 70.0 71.0 218.0 81.0 199.0 114.0 99.0 0.0 3.0 24.0 41.0 2.0 2.0 1.0 8.0 14.0 4.0 102.0 138.0 85.0 167.0 25.0 115.0 2.0 135.0 32.0 21.0 114.0 69.0 98.0 93.0 38.0 1682.0 1598.0 1495.0 20.0 52.0 14.0 21.0 3225.0 3156.0 700.0 1200.0 286.0 1358.0 4747.0 6722.0 106.0 2767.0 1116.0 2788.0 3843.0 11.0 738.0 91.0 78.0 16.0 119.0 53.0 30.0 46.0 61.0 45.0 +Oxidoreductases;Oxidizing metal ions;With oxygen as acceptor;Bacterial non-heme ferritin https://www.genome.jp/dbget-bin/www_bget?EC:1.16.3.2 EC:1.16.3.2 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Oxidoreductases;Acting on CH or CH2 groups;With NAD+ or NADP+ as acceptor;4-hydroxy-tetrahydrodipicolinate reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.17.1.8 EC:1.17.1.8 207636.7 4415.67 3616.17 2956.33 4714.5 5009.67 3797.33 3491.83 4108.5 6291.67 880.3 2994.17 1051.13 11262.7 2307.33 3871.9 7090.5 6056.0 6466.0 852.67 4622.17 4282.83 2200.67 5327.17 3168.33 2807.67 320.3300000000001 81.17 252.17 681.0 255.5 2699.17 188.0 7931.17 1707.67 1767.67 1732.17 4475.0 7739.83 7783.17 7044.83 263.17 564.17 866.33 1811.0 929.0 476.5 352.0 49.0 1222.33 2035.0 3250.17 2234.17 1757.83 750.83 1202.0 1195.33 7066.17 4327.67 3045.17 4638.9 3141.9 6286.5 7356.0 4513.5 +Oxidoreductases;Acting on CH or CH2 groups;With a disulfide as acceptor;Ribonucleoside-diphosphate reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.17.4.1 EC:1.17.4.1 577433.7999999999 10456.68 6365.68 6063.32 10208.0 10322.68 8479.32 7320.32 8651.0 4987.68 787.6 2482.68 1724.92 5710.4 4298.32 1980.8 3827.0 12133.0 12931.0 2112.6800000000007 9788.68 8924.32 4816.68 10744.68 6632.32 5840.68 1565.3200000000004 6271.68 5163.68 1900.0 5745.0 5997.68 953.0 12863.68 11231.68 10863.68 10316.68 8695.0 13513.32 12584.68 11085.32 16589.68 16696.68 4867.32 8787.0 3708.0 7578.0 24328.0 33713.0 5203.32 17794.0 12574.68 18347.68 22721.32 3039.32 8050.0 4159.32 14522.68 8733.68 6651.68 9547.8 6424.8 12794.0 15015.0 9246.0 +Oxidoreductases;Acting on CH or CH2 groups;With a disulfide as acceptor;Ribonucleoside-triphosphate reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.17.4.2 EC:1.17.4.2 220559.7 4665.67 2468.17 2815.33 4599.5 4976.67 3879.33 3360.83 4145.5 2603.67 610.5 1684.17 737.3299999999998 5653.5 1124.33 1951.5 3582.5 6021.0 6446.0 848.67 4611.17 4262.83 1875.67 5316.17 3002.33 1008.67 432.33 5966.17 4673.17 711.0 5166.5 1291.17 240.0 4761.17 2626.67 2588.67 2473.17 3184.0 5473.83 4687.17 3931.83 3419.17 3504.17 1191.33 2169.0 999.0 1655.5 4986.0 6772.0 1325.33 4629.0 4332.17 4912.17 5510.83 760.83 1926.0 1270.33 7137.17 4340.67 3128.17 4692.5 3158.5 6320.5 7411.0 4550.5 +Oxidoreductases;Acting on CH or CH2 groups;With an iron-sulfur protein as acceptor;(E)-4-hydroxy-3-methylbut-2-enyl-diphosphate synthase (ferredoxin) https://www.genome.jp/dbget-bin/www_bget?EC:1.17.7.1 EC:1.17.7.1 64070.200000000004 2557.67 1854.67 1638.83 2561.0 2780.17 2339.33 2278.83 745.5 2538.17 383.0 1355.17 347.3300000000001 5620.0 184.33 1925.0 3519.0 49.0 48.0 110.17 155.67 78.83 451.17 42.67 458.83 13.67 179.83 61.17 131.17000000000002 59.5 69.0 159.17000000000004 109.0 3427.67 813.67 858.67 817.67 1831.0 2618.83 3160.67 3168.83 105.67 239.67 414.83 854.5 527.5 228.0 134.5 18.0 1161.83 695.0 620.1700000000002 868.17 576.33 745.83 1083.0 728.83 212.67 639.67 951.17 220.0 718.0 123.0 338.0 364.0 +Oxidoreductases;Acting on CH or CH2 groups;With an iron-sulfur protein as acceptor;(E)-4-hydroxy-3-methylbut-2-enyl-diphosphate synthase (flavodoxin) https://www.genome.jp/dbget-bin/www_bget?EC:1.17.7.3 EC:1.17.7.3 64070.200000000004 2557.67 1854.67 1638.83 2561.0 2780.17 2339.33 2278.83 745.5 2538.17 383.0 1355.17 347.3300000000001 5620.0 184.33 1925.0 3519.0 49.0 48.0 110.17 155.67 78.83 451.17 42.67 458.83 13.67 179.83 61.17 131.17000000000002 59.5 69.0 159.17000000000004 109.0 3427.67 813.67 858.67 817.67 1831.0 2618.83 3160.67 3168.83 105.67 239.67 414.83 854.5 527.5 228.0 134.5 18.0 1161.83 695.0 620.1700000000002 868.17 576.33 745.83 1083.0 728.83 212.67 639.67 951.17 220.0 718.0 123.0 338.0 364.0 +Oxidoreductases;Acting on CH or CH2 groups;With NA physiological acceptors;Epoxyqueuosine reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.17.99.6 EC:1.17.99.6 179669.2 3571.67 1092.17 1905.33 3384.0 3955.17 3073.83 2567.83 3391.5 2602.17 528.5 1469.17 490.83 5639.5 1097.83 1948.0 3480.0 5972.0 6420.5 744.17 4460.17 4227.33 1501.17 5269.67 2656.83 2906.67 407.33 3019.17 2392.17 708.5 2674.0 2668.67 208.5 1278.17 2009.67 1888.67 1854.67 754.0 2963.83 894.17 312.8300000000001 3339.67 3280.17 801.33 1271.5 762.0 1458.5 4777.5 6744.0 1306.83 4110.0 4033.17 4155.17 5005.33 758.83 1841.0 1174.83 6899.67 3746.17 2129.17 4072.5 2752.0 6147.0 7141.5 3571.0 +Oxidoreductases;Acting on iron-sulfur proteins as donors;With NAD+ or NADP+ as acceptor;Ferredoxin--NADP(+) reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.18.1.2 EC:1.18.1.2 20494.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 2532.17 374.0 1149.17 126.33 5607.0 121.33 1924.0 3439.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Acetaldehyde dehydrogenase (acetylating) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.10 EC:1.2.1.10 107614.7 3701.67 798.6700000000002 2093.83 3356.5 3528.67 3107.83 2601.83 1426.5 3695.67 490.8 1242.17 234.63 5626.2 1310.83 1930.9 3475.5 14.0 28.5 107.67 150.67 98.33 202.67 30.17 345.33 112.67 294.8300000000001 3014.17 2329.17 133.0 2549.5 196.67 168.5 430.67 1916.67 1766.67 1659.17 1687.0 692.8299999999998 886.67 565.83 3274.17 3190.67 752.83 1264.0 639.5 1411.0 4847.0 6746.0 1280.33 3635.0 1967.17 4210.17 4756.83 756.83 1878.0 883.33 526.1700000000002 1238.17 1961.17 885.4 1140.9 327.5 666.5 1372.5 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Aspartate-semialdehyde dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.11 EC:1.2.1.11 175311.90000000002 4273.34 2365.84 2697.16 4390.5 4832.84 3682.66 3203.66 4023.0 3759.84 501.3 1666.34 713.46 5650.7 2185.66 1947.9 3574.5 6007.0 6440.0 748.84 4474.84 4214.66 1771.84 5285.84 2882.16 2818.34 433.16 116.34 265.34000000000003 642.5 197.5 2720.34 223.0 4669.84 1084.34 1074.34 1081.84 3640.0 5461.66 4716.84 3924.66 192.84 348.8400000000001 491.16 966.5 1032.5 289.5 230.5 36.0 2335.16 1893.0 3480.34 2150.34 1710.16 1491.66 2173.0 1844.16 7064.84 4322.34 2992.34 4632.9 3132.9 6277.5 7353.0 4506.5 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Glyceraldehyde-3-phosphate dehydrogenase (phosphorylating) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.12 EC:1.2.1.12 232524.90000000002 4642.34 2452.34 2793.66 4645.5 4961.84 3882.16 3346.66 4134.0 3759.84 575.8 1702.34 775.96 5653.2 2206.16 1952.9 3582.5 6021.0 6452.5 852.84 4617.34 4374.16 2082.84 5313.84 3000.16 6907.34 570.6600000000002 3081.34 2545.34 843.5 2820.5 5709.84 336.5 4766.34 2986.34 2785.34 2737.84 3697.0 5696.66 4847.34 3969.66 3433.84 3512.34 1202.66 2178.5 1338.0 1673.0 4984.5 6775.0 2441.16 4660.0 4596.34 4953.34 5561.16 1502.66 2911.0 1935.16 7150.84 4339.84 3120.34 4699.4 3168.9 6329.5 7422.5 4551.5 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Succinate-semialdehyde dehydrogenase (NAD(P)(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.16 EC:1.2.1.16 127023.7 1861.67 1762.17 1321.33 2140.5 2226.67 1461.33 1215.83 3363.5 65.67 90.5 484.17 554.3299999999998 35.5 902.33 21.5 132.5 6007.0 6415.0 742.67 4465.17 4167.83 1680.67 5285.17 2710.33 809.67 275.33000000000004 68.17 180.17 583.0 148.5 1180.17 142.0 4495.17 813.67 882.67 860.1700000000002 3098.0 5046.83 4569.17 3871.83 152.17000000000004 322.17 450.33 954.0 706.0 243.5 217.0 27.0 1176.33 1371.0 2894.17 1380.17 1215.83 746.83 1104.0 1131.33 6851.17 3688.67 2095.17 4414.5 2419.5 6160.5 7014.0 4150.5 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Malonate-semialdehyde dehydrogenase (acetylating) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.18 EC:1.2.1.18 107124.0 937.0 1653.0 696.0 1238.0 1412.0 771.0 734.0 2707.0 64.0 82.0 442.0 514.0 27.0 895.0 19.0 107.0 6007.0 6415.0 741.0 4460.0 4164.0 1669.0 5283.0 2654.0 799.0 137.0 19.0 109.0 577.0 145.0 1093.0 69.0 4296.0 710.0 821.0 813.0 1492.0 4758.0 3794.0 3364.0 141.0 312.0 435.0 901.0 358.0 235.0 134.0 17.0 45.0 994.0 2365.0 701.0 754.0 4.0 48.0 387.0 6611.0 3101.0 1158.0 3802.0 2019.0 5993.0 6744.0 3178.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Glutarate-semialdehyde dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.20 EC:1.2.1.20 127023.7 1861.67 1762.17 1321.33 2140.5 2226.67 1461.33 1215.83 3363.5 65.67 90.5 484.17 554.3299999999998 35.5 902.33 21.5 132.5 6007.0 6415.0 742.67 4465.17 4167.83 1680.67 5285.17 2710.33 809.67 275.33000000000004 68.17 180.17 583.0 148.5 1180.17 142.0 4495.17 813.67 882.67 860.1700000000002 3098.0 5046.83 4569.17 3871.83 152.17000000000004 322.17 450.33 954.0 706.0 243.5 217.0 27.0 1176.33 1371.0 2894.17 1380.17 1215.83 746.83 1104.0 1131.33 6851.17 3688.67 2095.17 4414.5 2419.5 6160.5 7014.0 4150.5 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Methylmalonate-semialdehyde dehydrogenase (CoA acylating) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.27 EC:1.2.1.27 107124.0 937.0 1653.0 696.0 1238.0 1412.0 771.0 734.0 2707.0 64.0 82.0 442.0 514.0 27.0 895.0 19.0 107.0 6007.0 6415.0 741.0 4460.0 4164.0 1669.0 5283.0 2654.0 799.0 137.0 19.0 109.0 577.0 145.0 1093.0 69.0 4296.0 710.0 821.0 813.0 1492.0 4758.0 3794.0 3364.0 141.0 312.0 435.0 901.0 358.0 235.0 134.0 17.0 45.0 994.0 2365.0 701.0 754.0 4.0 48.0 387.0 6611.0 3101.0 1158.0 3802.0 2019.0 5993.0 6744.0 3178.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Aldehyde dehydrogenase (NAD(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.3 EC:1.2.1.3 98447.20000000001 794.67 402.67 436.83 946.0 1247.17 656.33 449.83 2621.5 64.17 79.0 275.17 320.33 22.0 894.33 21.0 30.0 5958.0 6395.0 639.17 4316.67 4169.83 1380.17 5241.67 2367.83 4799.67 251.83 54.17 146.17000000000004 624.5 169.0 4004.17 122.0 1058.67 306.67 239.67 322.67 689.0 2639.83 837.67 265.83 82.67 102.67 67.83 64.5 479.5 64.0 14.5 12.0 1157.83 852.0 2595.17 631.17 714.33 744.83 1019.0 1035.83 6617.67 3095.67 1105.17 3804.0 2016.0 5990.0 6749.0 3171.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;N-acetyl-gamma-glutamyl-phosphate reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.38 EC:1.2.1.38 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Aldehyde dehydrogenase (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.4 EC:1.2.1.4 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Glutamate-5-semialdehyde dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.41 EC:1.2.1.41 175910.7 4296.67 2381.67 2718.83 4392.5 4865.67 3679.83 3223.83 4034.5 2603.67 539.0 1666.17 701.8299999999998 5651.0 1103.83 1949.5 3574.5 6007.0 6442.5 747.67 4474.67 4214.33 1774.67 5288.17 2884.33 2904.67 297.8300000000001 3001.17 2429.17 639.0 2666.5 2636.67 153.5 4700.67 1054.67 1045.67 1057.17 3175.0 5478.83 4721.67 3919.83 196.17 349.67 491.83 969.0 720.5 296.0 235.0 45.0 1219.33 1862.0 3216.17 2130.17 1671.83 749.83 1188.0 1179.33 7063.17 4323.17 3000.17 4638.0 3131.5 6277.5 7353.5 4505.5 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Long-chain-fatty-acyl-CoA reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.50 EC:1.2.1.50 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Coniferyl-aldehyde dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.68 EC:1.2.1.68 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Glutamyl-tRNA reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.70 EC:1.2.1.70 131806.2 940.67 1653.67 699.8299999999998 1257.0 1421.17 774.33 740.8299999999998 2707.5 2596.17 457.0 1597.17 649.3299999999998 5634.0 1016.33 1944.0 3546.0 6007.0 6418.0 743.17 4462.67 4201.83 1740.17 5283.67 2654.83 2804.67 273.83000000000004 67.17 192.17 624.5 189.0 2623.17 150.0 4311.67 849.6700000000002 906.67 918.67 1978.0 4843.83 3850.67 3381.83 147.67000000000004 315.67 441.83 906.5 680.5 246.0 135.5 21.0 1160.83 1025.0 2629.17 729.17 796.33 745.83 1033.0 1051.83 6616.67 3101.67 1159.17 3806.0 2022.0 5996.0 6748.0 3179.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Succinylglutamate-semialdehyde dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.71 EC:1.2.1.71 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Erythrose-4-phosphate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.72 EC:1.2.1.72 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Succinate-semialdehyde dehydrogenase (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.79 EC:1.2.1.79 127023.7 1861.67 1762.17 1321.33 2140.5 2226.67 1461.33 1215.83 3363.5 65.67 90.5 484.17 554.3299999999998 35.5 902.33 21.5 132.5 6007.0 6415.0 742.67 4465.17 4167.83 1680.67 5285.17 2710.33 809.67 275.33000000000004 68.17 180.17 583.0 148.5 1180.17 142.0 4495.17 813.67 882.67 860.1700000000002 3098.0 5046.83 4569.17 3871.83 152.17000000000004 322.17 450.33 954.0 706.0 243.5 217.0 27.0 1176.33 1371.0 2894.17 1380.17 1215.83 746.83 1104.0 1131.33 6851.17 3688.67 2095.17 4414.5 2419.5 6160.5 7014.0 4150.5 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Propanal dehydrogenase (CoA-propanoylating) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.87 EC:1.2.1.87 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;L-glutamate gamma-semialdehyde dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.88 EC:1.2.1.88 36907.4 153.34 1252.34 270.66 349.0 192.34 124.66 304.66 87.0 0.34 6.0 185.34 221.66 5.0 1.66 1.0 77.0 49.0 29.0 108.34 151.34 107.66 502.34 43.34 288.66 2016.34 295.66 109.34 212.34 95.0 108.0 1679.34 190.0 3284.34 822.34 838.34 807.34 2261.0 2375.66 3126.34 3151.66 78.34 220.34 387.66 853.0 846.0 204.0 124.0 17.0 2234.66 235.0 562.34 154.34 166.66 1484.66 1984.0 1345.66 10.34 7.34 56.34 10.0 12.0 12.0 7.0 10.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With NAD+ or NADP+ as acceptor;Glyceraldehyde-3-phosphate dehydrogenase (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.1.9 EC:1.2.1.9 25489.0 2408.0 603.0 1372.0 2247.0 2603.0 2218.0 1983.0 659.0 6.0 5.0 33.0 18.0 8.0 62.0 2.0 3.0 0.0 25.0 5.0 9.0 46.0 90.0 0.0 171.0 1998.0 22.0 0.0 14.0 55.0 46.0 1455.0 9.0 171.0 241.0 162.0 196.0 72.0 409.0 146.0 46.0 40.0 26.0 38.0 11.0 13.0 43.0 13.0 9.0 43.0 491.0 322.0 749.0 456.0 3.0 84.0 48.0 212.0 633.0 896.0 218.0 712.0 117.0 339.0 355.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With oxygen as acceptor;Pyruvate oxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.3.3 EC:1.2.3.3 191379.5 2423.0 667.0 1222.0 2251.5 2241.5 1738.5 1171.0 3487.0 1221.5 192.8 353.0 442.3 35.2 2023.5 25.9 71.5 5986.0 6399.5 840.5 4593.0 4268.5 1587.5 5295.5 2655.5 900.0 387.0 3004.0 2328.0 764.5 2694.5 1228.5 221.5 1337.0 3495.0 3327.0 3149.5 1368.0 2884.0 1534.0 782.0 6534.5 6419.0 1473.0 2510.5 756.0 2776.0 9593.5 13467.0 269.5 6701.0 4828.0 6831.0 8777.5 26.0 1581.0 632.5 7002.5 3715.5 2287.0 4520.4 2471.9 6243.5 7133.5 4231.5 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With a disulfide as acceptor;Pyruvate dehydrogenase (acetyl-transferring) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.4.1 EC:1.2.4.1 466964.2 14235.67 7359.67 8582.83 14007.0 15264.17 12308.33 10925.83 9670.5 2467.17 412.6 1315.17 1492.9299999999996 113.4 4294.33 55.8 370.0 12091.0 12963.0 1811.17 9386.67 8684.83 4352.17 10667.67 6626.83 5808.67 794.83 6031.17 4891.17 1568.5 5539.0 5468.17 458.0 13056.67 6358.67 6192.67 5986.67 7337.0 13997.83 12719.67 11071.83 6980.67 7272.67 2826.83 5196.5 1917.5 3565.0 10109.5 13557.0 1623.83 10382.0 9078.17 11404.17 11981.33 786.83 3049.0 1987.83 14699.67 9949.67 8083.17 9816.8 7752.8 12884.0 15502.0 9818.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With a disulfide as acceptor;Oxoglutarate dehydrogenase (succinyl-transferring) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.4.2 EC:1.2.4.2 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With a disulfide as acceptor;3-methyl-2-oxobutanoate dehydrogenase (2-methylpropanoyl-transferring) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.4.4 EC:1.2.4.4 173886.0 1582.0 804.0 866.0 1838.0 2470.0 1306.0 884.0 5242.0 128.0 155.0 532.0 613.0 44.0 1788.0 39.0 60.0 11916.0 12781.0 1273.0 8626.0 8227.0 2548.0 10482.0 4734.0 3593.0 229.0 12.0 114.0 1111.0 209.0 3503.0 73.0 2074.0 224.0 252.0 354.0 390.0 5028.0 1507.0 485.0 146.0 195.0 118.0 114.0 305.0 98.0 25.0 12.0 84.0 1642.0 4662.0 1199.0 1340.0 6.0 68.0 742.0 13220.0 6190.0 2208.0 7596.0 4023.0 11971.0 13486.0 6340.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With a quinone or similar compound as acceptor;Pyruvate dehydrogenase (quinone) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.5.1 EC:1.2.5.1 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With an iron-sulfur protein as acceptor;Pyruvate synthase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.7.1 EC:1.2.7.1 92690.40000000001 2588.34 1871.84 1668.16 2569.0 2819.34 2343.16 2308.66 758.0 5070.34 826.5 2504.34 477.16 11227.5 324.16 3851.0 6958.0 49.0 50.5 111.34 156.84 80.16 456.34 46.34 462.66 121.34 316.16 3042.34 2437.34 65.0 2544.0 245.84 183.5 3465.84 843.34 889.34 844.34 2306.0 2647.66 3168.84 3177.66 110.34 241.84 421.16 860.0 842.5 240.5 140.0 27.0 2277.66 726.0 884.34 890.34 614.66 1487.66 2068.0 1393.66 214.34 641.84 961.34 225.5 718.0 123.0 338.5 365.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With an iron-sulfur protein as acceptor;2-oxoacid oxidoreductase (ferredoxin) https://www.genome.jp/dbget-bin/www_bget?EC:1.2.7.11 EC:1.2.7.11 105638.0 292.0 2502.0 526.0 654.0 360.0 236.0 586.0 172.0 10128.0 1506.0 4954.0 928.0 22438.0 486.0 7696.0 13910.0 98.0 52.0 210.0 296.0 138.0 860.0 84.0 574.0 0.0 46.0 26.0 116.0 86.0 122.0 128.0 74.0 6530.0 1306.0 1446.0 1352.0 2610.0 4568.0 6136.0 6254.0 142.0 432.0 756.0 1692.0 420.0 380.0 244.0 26.0 6.0 346.0 68.0 210.0 172.0 2.0 28.0 32.0 6.0 12.0 108.0 12.0 18.0 18.0 6.0 16.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With an iron-sulfur protein as acceptor;2-oxoglutarate synthase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.7.3 EC:1.2.7.3 136182.0 292.0 2502.0 526.0 654.0 360.0 236.0 586.0 172.0 15192.0 2254.0 7252.0 1180.0 33652.0 728.0 11544.0 20788.0 98.0 52.0 210.0 296.0 138.0 860.0 84.0 574.0 0.0 46.0 26.0 116.0 86.0 122.0 128.0 74.0 6530.0 1306.0 1446.0 1352.0 2610.0 4568.0 6136.0 6254.0 142.0 432.0 756.0 1692.0 420.0 380.0 244.0 26.0 6.0 346.0 68.0 210.0 172.0 2.0 28.0 32.0 6.0 12.0 108.0 12.0 18.0 18.0 6.0 16.0 +Oxidoreductases;Acting on the aldehyde or oxo group of donors;With an iron-sulfur protein as acceptor;Indolepyruvate ferredoxin oxidoreductase https://www.genome.jp/dbget-bin/www_bget?EC:1.2.7.8 EC:1.2.7.8 30544.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5064.0 748.0 2298.0 252.0 11214.0 242.0 3848.0 6878.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Oxidoreductases;Acting on phosphorus or arsenic in donors;With disulfide as acceptor;Arsenate reductase (glutaredoxin) https://www.genome.jp/dbget-bin/www_bget?EC:1.20.4.1 EC:1.20.4.1 262513.89999999997 4972.34 1549.84 2918.16 5016.5 5968.84 4218.66 3405.66 6582.0 3823.84 714.3 1762.34 828.4599999999998 5668.7 3115.66 1972.9 3527.5 11916.0 12814.0 1281.84 8643.84 8315.66 2728.84 10490.84 4968.16 7801.34 527.1600000000002 5975.34 4752.34 1221.5 5246.5 6578.34 241.0 2528.84 708.34 563.34 704.84 2564.0 5857.66 2497.84 1060.66 211.84 237.84 185.16 191.5 991.5 179.5 132.5 53.0 2374.16 2541.0 5777.34 2657.34 2300.16 1493.66 2193.0 2199.16 13677.84 7414.34 4060.34 8441.9 5139.9 12258.5 14100.0 7668.5 +Oxidoreductases;Catalysing the reaction X-H + Y-H = X-Y;With a disulfide as acceptor;Glycine reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.21.4.2 EC:1.21.4.2 48837.0 369.0 86.5 96.5 223.0 117.0 199.5 139.0 111.0 0.0 72.5 24.0 44.5 2.5 20.5 3.0 8.0 14.0 6.5 102.0 138.5 85.5 171.0 28.0 118.0 99.0 135.5 2965.0 2256.0 115.0 2541.0 99.5 95.5 72.5 1682.0 1599.0 1496.0 25.0 75.0 20.5 23.0 3229.0 3157.5 703.5 1204.0 287.5 1367.5 4752.0 6731.0 106.0 2767.0 1116.0 2789.0 3843.0 11.0 738.0 91.0 78.0 17.5 128.0 58.5 30.0 46.0 61.5 45.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;Enoyl-[acyl-carrier-protein] reductase (NADPH, Si-specific) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.10 EC:1.3.1.10 155961.0 1306.0 1739.5 792.5 1461.0 1529.0 970.5 873.0 2818.0 64.0 154.5 466.0 558.5 29.5 915.5 22.0 115.0 6021.0 6421.5 843.0 4598.5 4249.5 1840.0 5311.0 2772.0 898.0 272.5 2984.0 2365.0 692.0 2686.0 1192.5 164.5 4368.5 2392.0 2420.0 2309.0 1517.0 4833.0 3814.5 3387.0 3370.0 3469.5 1138.5 2105.0 645.5 1602.5 4886.0 6748.0 151.0 3761.0 3481.0 3490.0 4597.0 15.0 786.0 478.0 6689.0 3118.5 1286.0 3860.5 2049.0 6039.0 6805.5 3223.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;Enoyl-[acyl-carrier-protein] reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.104 EC:1.3.1.104 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;Cobalt-precorrin-6A reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.106 EC:1.3.1.106 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;Prephenate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.12 EC:1.3.1.12 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;Dihydroorotate dehydrogenase (NAD(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.14 EC:1.3.1.14 207211.5 4635.0 2451.0 2786.0 4591.5 4937.5 3875.5 3331.0 4133.0 2603.5 541.0 1684.0 733.5 5653.0 1105.5 1949.5 3582.5 6021.0 6443.5 847.5 4610.0 4261.5 1870.5 5312.5 2998.5 901.0 296.0 2985.0 2367.0 705.5 2691.5 1204.5 165.5 4723.0 2597.0 2558.0 2446.5 2709.0 5445.0 4679.0 3923.0 3414.5 3502.0 1185.0 2163.5 684.0 1643.0 4980.5 6763.0 209.5 4598.0 4068.0 4890.0 5472.5 19.0 941.0 605.5 7135.5 4338.5 3118.0 4687.0 3158.5 6320.5 7410.5 4549.5 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;3-oxo-5-alpha-steroid 4-dehydrogenase (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.22 EC:1.3.1.22 8126.0 27.0 16.5 25.5 5.0 36.0 0.5 25.0 12.0 0.0 69.5 0.0 3.5 0.5 18.5 2.0 0.0 0.0 2.5 0.0 0.5 0.5 4.0 3.0 3.0 97.0 0.5 2933.0 2235.0 1.0 2472.0 1.5 2.5 34.5 0.0 1.0 1.0 5.0 23.0 6.5 2.0 4.0 1.5 3.5 4.0 1.5 9.5 5.0 9.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 1.5 9.0 5.5 0.0 0.0 0.5 0.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;2-enoate reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.31 EC:1.3.1.31 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;2,4-dienoyl-CoA reductase (NADPH) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.34 EC:1.3.1.34 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;Trans-2-enoyl-CoA reductase (NAD(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.44 EC:1.3.1.44 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;Precorrin-6A reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.54 EC:1.3.1.54 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;Precorrin-2 dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.76 EC:1.3.1.76 35126.6 11.01 2.01 11.49 25.0 15.51 9.99 16.490000000000002 1.5 2532.51 375.0 1155.51 135.99 5607.0 121.99 1925.0 3439.0 0.0 3.0 4.51 4.01 39.49 73.51 2.01 2.49 2027.01 408.49 144.51 225.51 56.5 50.0 1700.51 225.0 23.01 199.01 145.01 157.01 1426.0 97.49 60.01 31.49 8.01 5.01 12.49 8.5 949.5 17.0 2.5 4.0 3347.49 93.0 792.51 70.51 118.99 2225.49 2955.0 1994.49 9.01 2.01 3.51 4.0 3.0 3.0 4.0 3.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;Enoyl-[acyl-carrier-protein] reductase (NADH) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.9 EC:1.3.1.9 223114.69999999998 4638.67 2451.67 2789.83 4626.5 4952.67 3878.83 3339.83 4133.5 3759.67 574.8 1696.17 766.6299999999999 5653.2 2205.83 1951.9 3582.5 6021.0 6449.5 850.67 4614.67 4336.33 2011.67 5313.17 2999.33 4901.67 433.83 3033.17 2462.17 796.0 2776.5 4179.67 255.5 4750.67 2846.67 2699.67 2632.17 3211.0 5610.83 4790.67 3951.83 3427.17 3508.67 1195.83 2173.0 1015.5 1662.0 4983.0 6771.0 1325.33 4629.0 4332.17 4925.17 5518.83 760.83 1926.0 1270.33 7145.17 4339.17 3119.17 4695.4 3165.9 6326.5 7418.5 4550.5 +Oxidoreductases;Acting on the CH-CH group of donors;With NAD+ or NADP+ as acceptor;UDP-N-acetylmuramate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.1.98 EC:1.3.1.98 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Oxidoreductases;Acting on the CH-CH group of donors;With oxygen as acceptor;Coproporphyrinogen oxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.3.3 EC:1.3.3.3 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Oxidoreductases;Acting on the CH-CH group of donors;With oxygen as acceptor;Protoporphyrinogen oxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.3.4 EC:1.3.3.4 129399.0 1083.0 2904.0 959.0 1565.0 1592.0 889.0 1027.0 2793.0 64.0 87.0 621.0 726.0 32.0 896.0 19.0 184.0 6056.0 6441.0 846.0 4608.0 4233.0 2099.0 5325.0 2941.0 799.0 160.0 32.0 167.0 620.0 206.0 1157.0 106.0 7561.0 1363.0 1544.0 1489.0 2797.0 7042.0 6862.0 6491.0 212.0 528.0 813.0 1747.0 568.0 425.0 256.0 30.0 48.0 1167.0 2399.0 806.0 840.0 5.0 62.0 403.0 6614.0 3107.0 1212.0 3808.0 2028.0 6002.0 6747.0 3186.0 +Oxidoreductases;Acting on the CH-CH group of donors;With a quinone or related compound as acceptor;Succinate dehydrogenase (quinone) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.5.1 EC:1.3.5.1 123192.40000000001 591.34 5005.34 1059.66 1346.0 738.34 478.66 1185.66 345.0 2532.34 396.0 1877.34 992.66 5627.0 125.66 1926.0 3747.0 196.0 110.0 424.34 597.34 351.66 1862.34 169.34 1149.66 4011.34 365.66 148.34 398.34 267.0 332.0 3316.34 310.0 13091.34 2891.34 3063.34 2915.34 6192.0 9307.66 12385.34 12543.66 297.34 871.34 1525.66 3395.0 1485.0 782.0 491.0 60.0 2243.66 754.0 664.34 476.34 428.66 1487.66 2026.0 1393.66 23.34 25.34 218.34 32.0 42.0 42.0 20.0 34.0 +Oxidoreductases;Acting on the CH-CH group of donors;With a quinone or related compound as acceptor;Dihydroorotate dehydrogenase (quinone) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.5.2 EC:1.3.5.2 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Oxidoreductases;Acting on the CH-CH group of donors;With a quinone or related compound as acceptor;Protoporphyrinogen IX dehydrogenase (menaquinone) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.5.3 EC:1.3.5.3 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the CH-CH group of donors;With a quinone or related compound as acceptor;Fumarate reductase (quinol) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.5.4 EC:1.3.5.4 163063.80000000002 3033.68 5626.18 2464.82 3588.0 3377.68 2703.82 3201.32 1017.0 2538.68 469.5 1904.68 1005.82 5635.5 206.82 1929.0 3750.0 196.0 134.5 430.68 606.18 362.82 1888.68 173.68 1325.32 4132.68 658.82 3177.68 2777.6800000000007 289.0 2815.0 3498.18 456.5 13292.18 3081.68 3229.68 3083.68 7193.0 9671.32 12486.18 12594.32 336.68 897.18 1568.82 3409.0 2117.5 832.5 509.0 74.0 4518.32 1307.0 1514.68 1261.68 957.32 2974.32 4080.0 2771.32 234.68 661.18 1125.68 251.5 751.0 156.0 355.5 391.0 +Oxidoreductases;Acting on the CH-CH group of donors;With a flavin as acceptor;Short-chain acyl-CoA dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.8.1 EC:1.3.8.1 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Oxidoreductases;Acting on the CH-CH group of donors;With a flavin as acceptor;Glutaryl-CoA dehydrogenase (ETF) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.8.6 EC:1.3.8.6 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the CH-CH group of donors;With other, known, physiological acceptors;Dihydroorotate oxidase (fumarate) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.98.1 EC:1.3.98.1 109395.5 3844.0 2049.0 2353.0 3680.5 3705.5 3222.5 2890.0 1512.0 1163.5 121.8 272.0 320.3 24.2 1190.5 6.9 113.5 63.0 54.5 211.5 298.0 166.5 631.5 71.5 631.5 102.0 182.0 2979.0 2316.0 171.5 2607.5 175.5 133.5 3692.0 2540.0 2460.0 2309.5 2522.0 2971.0 3953.0 3686.0 3344.5 3406.0 1128.0 2108.5 536.0 1598.0 4968.5 6759.0 167.5 3777.0 1737.0 4294.0 4804.5 16.0 907.0 234.5 527.5 1243.5 2014.0 891.4 1149.9 336.5 669.5 1379.5 +Oxidoreductases;Acting on the CH-CH group of donors;With NA physiological acceptors;All-trans-zeta-carotene desaturase https://www.genome.jp/dbget-bin/www_bget?EC:1.3.99.26 EC:1.3.99.26 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NA physiological acceptors;Phytoene desaturase (neurosporene-forming) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.99.28 EC:1.3.99.28 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NA physiological acceptors;Phytoene desaturase (zeta-carotene-forming) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.99.29 EC:1.3.99.29 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the CH-CH group of donors;With NA physiological acceptors;Phytoene desaturase (lycopene-forming) https://www.genome.jp/dbget-bin/www_bget?EC:1.3.99.31 EC:1.3.99.31 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With NAD+ or NADP+ as acceptor;Alanine dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.4.1.1 EC:1.4.1.1 172597.40000000002 1171.34 2954.84 1043.16 1618.0 1718.34 897.16 1115.66 2830.0 64.34 297.5 633.3399999999998 755.1600000000002 33.5 952.16 27.0 184.0 6056.0 6454.5 850.34 4614.84 4310.16 2253.34 5335.34 2951.66 5101.34 435.16 8927.34 7038.34 718.0 7710.0 4221.84 275.5 7695.84 1642.34 1718.34 1703.34 3784.0 7282.66 6994.84 6532.66 237.34 539.84 837.16 1770.0 1217.5 475.5 274.0 65.0 2279.66 1229.0 2927.34 865.34 924.66 1488.66 2032.0 1732.66 6625.34 3112.84 1241.34 3832.5 2034.0 6008.0 6756.5 3188.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With NAD+ or NADP+ as acceptor;Glutamate synthase (NADPH) https://www.genome.jp/dbget-bin/www_bget?EC:1.4.1.13 EC:1.4.1.13 127500.80000000002 5122.68 3710.68 3285.32 5144.0 5572.68 4685.32 4569.32 1492.0 2544.68 393.0 1567.68 578.3199999999998 5633.0 248.32 1927.0 3599.0 98.0 99.0 223.68 314.68 196.32 974.68 86.68 919.32 2043.68 632.32 218.68 416.68 171.0 185.0 1933.68 371.0 6874.68 1796.68 1832.68 1766.68 4618.0 5329.32 6379.68 6362.32 218.68 483.68 839.32 1716.0 1691.0 470.0 271.0 40.0 4555.32 1452.0 1768.68 1785.68 1233.32 2975.32 4136.0 2787.32 432.68 1280.68 1904.68 444.0 1439.0 249.0 680.0 730.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With NAD+ or NADP+ as acceptor;Glutamate synthase (NADH) https://www.genome.jp/dbget-bin/www_bget?EC:1.4.1.14 EC:1.4.1.14 127500.80000000002 5122.68 3710.68 3285.32 5144.0 5572.68 4685.32 4569.32 1492.0 2544.68 393.0 1567.68 578.3199999999998 5633.0 248.32 1927.0 3599.0 98.0 99.0 223.68 314.68 196.32 974.68 86.68 919.32 2043.68 632.32 218.68 416.68 171.0 185.0 1933.68 371.0 6874.68 1796.68 1832.68 1766.68 4618.0 5329.32 6379.68 6362.32 218.68 483.68 839.32 1716.0 1691.0 470.0 271.0 40.0 4555.32 1452.0 1768.68 1785.68 1233.32 2975.32 4136.0 2787.32 432.68 1280.68 1904.68 444.0 1439.0 249.0 680.0 730.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With NAD+ or NADP+ as acceptor;Glutamate dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.4.1.2 EC:1.4.1.2 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With NAD+ or NADP+ as acceptor;Glutamate dehydrogenase (NAD(P)(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.4.1.3 EC:1.4.1.3 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With NAD+ or NADP+ as acceptor;Glutamate dehydrogenase (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.4.1.4 EC:1.4.1.4 147885.0 3345.0 2256.0 2068.0 3485.0 4015.0 2989.0 2717.0 3366.0 2602.0 461.0 1624.0 658.0 5642.0 1078.0 1945.0 3549.0 6007.0 6440.0 746.0 4469.0 4210.0 1759.0 5283.0 2825.0 2797.0 159.0 19.0 123.0 632.0 191.0 2548.0 78.0 4467.0 951.0 983.0 1009.0 1564.0 5167.0 3940.0 3410.0 181.0 338.0 473.0 912.0 371.0 278.0 147.0 26.0 88.0 1485.0 2687.0 1450.0 1210.0 7.0 132.0 435.0 6823.0 3734.0 2054.0 4020.0 2731.0 6110.0 7083.0 3533.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With NAD+ or NADP+ as acceptor;Leucine dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.4.1.9 EC:1.4.1.9 89037.0 791.0 402.0 433.0 927.0 1238.0 653.0 443.0 2621.0 64.0 78.0 269.0 311.0 22.0 894.0 20.0 30.0 5958.0 6392.0 637.0 4314.0 4132.0 1309.0 5241.0 2367.0 2794.0 115.0 6.0 63.0 577.0 125.0 2474.0 41.0 1043.0 167.0 154.0 217.0 203.0 2554.0 781.0 248.0 76.0 99.0 61.0 59.0 157.0 53.0 13.0 8.0 42.0 821.0 2331.0 603.0 672.0 3.0 34.0 371.0 6612.0 3095.0 1104.0 3800.0 2013.0 5987.0 6745.0 3170.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With oxygen as acceptor;L-aspartate oxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.4.3.16 EC:1.4.3.16 24682.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 2532.17 375.0 1155.17 135.33 5607.0 121.33 1925.0 3439.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With oxygen as acceptor;Glycine oxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.4.3.19 EC:1.4.3.19 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With oxygen as acceptor;Primary-amine oxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.4.3.21 EC:1.4.3.21 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With oxygen as acceptor;Monoamine oxidase https://www.genome.jp/dbget-bin/www_bget?EC:1.4.3.4 EC:1.4.3.4 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With oxygen as acceptor;Pyridoxal 5'-phosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:1.4.3.5 EC:1.4.3.5 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With a disulfide as acceptor;Glycine dehydrogenase (aminomethyl-transferring) https://www.genome.jp/dbget-bin/www_bget?EC:1.4.4.2 EC:1.4.4.2 231927.19999999998 1731.67 2055.67 1132.83 2168.0 2653.17 1427.33 1181.83 5328.5 5192.17 908.0 3009.17 1077.33 11263.0 2031.33 3887.0 7015.0 11965.0 12807.0 1379.17 8774.67 8296.83 2979.17 10524.67 5021.83 3603.67 387.83 73.17 243.17 1158.5 273.0 3652.17 182.0 5342.67 906.67 1004.67 1055.67 2165.0 7317.83 4576.67 3618.83 217.67 411.67 498.83 961.5 828.5 291.0 147.5 25.0 1202.83 1846.0 4960.17 1325.17 1464.33 748.83 1067.0 1422.83 13224.67 6196.67 2263.17 7602.0 4032.0 11980.0 13489.0 6349.0 +Oxidoreductases;Acting on the CH-NH2 group of donors;With an iron-sulfur protein as acceptor;Glutamate synthase (ferredoxin) https://www.genome.jp/dbget-bin/www_bget?EC:1.4.7.1 EC:1.4.7.1 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Acting on the CH-NH group of donors;With NAD+ or NADP+ as acceptor;Pyrroline-5-carboxylate reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.5.1.2 EC:1.5.1.2 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Oxidoreductases;Acting on the CH-NH group of donors;With NAD+ or NADP+ as acceptor;Methylenetetrahydrofolate reductase (NAD(P)H) https://www.genome.jp/dbget-bin/www_bget?EC:1.5.1.20 EC:1.5.1.20 77713.5 3475.0 1962.5 2256.5 3473.5 3594.5 3023.0 2753.0 1401.0 2539.5 392.5 1403.0 396.0 5628.5 191.0 1928.5 3544.5 49.0 51.0 110.5 161.5 118.0 530.5 43.5 513.5 1998.0 47.5 14.0 72.0 99.5 107.5 1521.0 47.0 3631.5 968.0 917.0 893.5 2513.0 2976.0 3987.5 3674.0 121.5 251.5 428.5 908.5 257.5 238.5 217.5 32.0 61.5 1010.0 621.0 1512.0 965.5 5.0 169.0 143.5 453.5 1226.0 1886.0 836.5 1121.5 293.5 612.0 1334.5 +Oxidoreductases;Acting on the CH-NH group of donors;With NAD+ or NADP+ as acceptor;N(5)-(carboxyethyl)ornithine synthase https://www.genome.jp/dbget-bin/www_bget?EC:1.5.1.24 EC:1.5.1.24 92975.0 818.0 418.5 458.5 916.0 1268.0 653.5 466.0 2633.0 64.0 146.5 263.0 305.5 22.5 912.5 21.0 30.0 5958.0 6391.5 636.0 4312.5 4095.5 1243.0 5244.0 2370.0 896.0 114.5 2939.0 2286.0 535.0 2556.0 1030.5 34.5 1065.5 57.0 99.0 138.0 192.0 2497.0 732.5 239.0 74.0 97.5 60.5 59.0 149.5 54.5 17.0 13.0 42.0 821.0 2331.0 597.0 668.0 3.0 34.0 371.0 6608.0 3096.5 1113.0 3801.5 2010.0 5984.0 6741.5 3170.0 +Oxidoreductases;Acting on the CH-NH group of donors;With NAD+ or NADP+ as acceptor;Opine dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.5.1.28 EC:1.5.1.28 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the CH-NH group of donors;With NAD+ or NADP+ as acceptor;Dihydrofolate reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.5.1.3 EC:1.5.1.3 203654.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 1227.67 199.8 541.1700000000002 631.6299999999999 46.2 2084.83 26.9 143.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Oxidoreductases;Acting on the CH-NH group of donors;With NAD+ or NADP+ as acceptor;6,7-dihydropteridine reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.5.1.34 EC:1.5.1.34 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the CH-NH group of donors;With NAD+ or NADP+ as acceptor;FMN reductase (NADPH) https://www.genome.jp/dbget-bin/www_bget?EC:1.5.1.38 EC:1.5.1.38 254547.0 2373.0 1206.0 1299.0 2733.0 3696.0 1959.0 1323.0 7863.0 192.0 231.0 789.0 906.0 66.0 2682.0 57.0 90.0 17874.0 19167.0 1908.0 12936.0 12285.0 3717.0 15723.0 7101.0 2397.0 342.0 18.0 153.0 1602.0 252.0 3087.0 96.0 3093.0 171.0 294.0 411.0 561.0 7422.0 2178.0 711.0 210.0 288.0 171.0 165.0 444.0 135.0 36.0 12.0 126.0 2463.0 6993.0 1788.0 2004.0 9.0 102.0 1113.0 19824.0 9285.0 3312.0 11388.0 6030.0 17952.0 20223.0 9510.0 +Oxidoreductases;Acting on the CH-NH group of donors;With NAD+ or NADP+ as acceptor;FMN reductase (NAD(P)H) https://www.genome.jp/dbget-bin/www_bget?EC:1.5.1.39 EC:1.5.1.39 14677.5 921.0 108.5 621.5 899.5 811.5 687.0 477.0 656.0 1.5 8.5 42.0 40.0 8.5 7.0 2.5 25.5 0.0 0.0 0.5 4.5 3.0 10.5 1.5 55.5 0.0 2.5 1.0 0.0 1.5 0.5 2.0 1.0 195.5 74.0 32.0 21.5 1136.0 283.0 773.5 501.0 10.5 9.5 12.5 51.5 34.5 5.5 82.5 10.0 15.5 346.0 265.0 658.0 423.5 1.0 71.0 79.5 238.5 587.0 936.0 612.5 400.5 167.5 270.0 971.5 +Oxidoreductases;Acting on the CH-NH group of donors;With NAD+ or NADP+ as acceptor;Riboflavin reductase (NAD(P)H) https://www.genome.jp/dbget-bin/www_bget?EC:1.5.1.41 EC:1.5.1.41 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Oxidoreductases;Acting on the CH-NH group of donors;With NAD+ or NADP+ as acceptor;Methylenetetrahydrofolate dehydrogenase (NADP(+)) https://www.genome.jp/dbget-bin/www_bget?EC:1.5.1.5 EC:1.5.1.5 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Oxidoreductases;Acting on the CH-NH group of donors;With a quinone or similar compound as acceptor;Electron-transferring-flavoprotein dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.5.5.1 EC:1.5.5.1 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on the CH-NH group of donors;With a quinone or similar compound as acceptor;Proline dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.5.5.2 EC:1.5.5.2 32719.4 153.34 1252.34 270.66 333.0 186.34 124.66 302.66 87.0 0.34 5.0 179.34 212.66 5.0 1.66 0.0 77.0 49.0 26.0 107.34 149.34 70.66 432.34 43.34 288.66 21.34 294.66 109.34 200.34 52.0 67.0 234.34 181.0 3272.34 712.34 782.34 727.34 2245.0 2295.66 3071.34 3140.66 72.34 217.34 383.66 849.0 837.0 196.0 123.0 13.0 2234.66 235.0 562.34 147.34 162.66 1484.66 1984.0 1345.66 6.34 7.34 56.34 6.0 9.0 9.0 3.0 10.0 +Oxidoreductases;Acting on NADH or NADPH;With NAD+ or NADP+ as acceptor;NAD(P)(+) transhydrogenase (Si-specific) https://www.genome.jp/dbget-bin/www_bget?EC:1.6.1.1 EC:1.6.1.1 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on NADH or NADPH;With NAD+ or NADP+ as acceptor;NAD(P)(+) transhydrogenase (Re/Si-specific) https://www.genome.jp/dbget-bin/www_bget?EC:1.6.1.2 EC:1.6.1.2 54994.4 299.34 2503.34 533.66 660.0 366.34 242.66 595.66 173.0 0.34 10.0 358.34 424.66 10.0 2.66 0.0 154.0 98.0 52.0 212.34 297.34 139.66 862.34 85.34 575.66 21.34 317.66 122.34 258.34000000000003 95.0 128.0 298.3400000000001 218.0 6537.34 1365.34 1505.34 1403.34 3550.0 4579.66 6139.34 6267.66 143.34 433.34 761.66 1695.0 1047.0 386.0 245.0 26.0 2237.66 408.0 596.34 252.34 248.66 1485.66 1998.0 1361.66 9.34 13.34 110.34 12.0 18.0 18.0 6.0 18.0 +Oxidoreductases;Acting on NADH or NADPH;With a quinone or similar compound as acceptor;NAD(P)H dehydrogenase (quinone) https://www.genome.jp/dbget-bin/www_bget?EC:1.6.5.2 EC:1.6.5.2 60610.700000000004 1266.67 179.17000000000004 696.33 1120.5 895.67 889.33 595.83 755.5 1.67 11.5 66.17 81.33 10.5 9.33 3.5 33.5 14.0 4.0 103.67 143.17 88.83 178.67 27.17 171.32999999999996 12.67 273.33000000000004 81.17 92.17 120.0 72.5 185.17 166.0 237.17 1785.67 1659.67 1542.17 1626.0 340.83 789.17 528.83 3236.17 3166.17 715.33 1253.0 634.0 1366.5 4830.0 6732.0 1237.33 3144.0 1645.17 3467.17 4304.83 753.83 1794.0 835.33 318.17 603.67 1056.17 665.5 430.5 213.5 331.0 1017.5 +Oxidoreductases;Acting on NADH or NADPH;With a quinone or similar compound as acceptor;NADPH:quinone reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.6.5.5 EC:1.6.5.5 207940.0 3344.0 775.5 1843.5 3167.0 3059.0 2425.5 1650.0 4143.0 67.0 170.5 401.0 476.5 43.5 930.5 29.0 97.0 5986.0 6402.5 842.0 4599.5 4308.5 1668.0 5297.0 2711.0 2895.0 390.5 3005.0 2340.0 809.0 2736.0 2675.5 231.5 1544.5 3679.0 3415.0 3251.0 2520.0 3247.0 2362.5 1294.0 6551.0 6431.5 1489.5 2566.0 799.5 2789.5 9677.0 13481.0 285.0 7047.0 5093.0 7496.0 9205.0 27.0 1652.0 712.0 7245.0 4302.5 3223.0 5136.5 2874.0 6414.0 7407.5 5203.0 +Oxidoreductases;Acting on other nitrogenous compounds as donors;With NAD+ or NADP+ as acceptor;PreQ(1) synthase https://www.genome.jp/dbget-bin/www_bget?EC:1.7.1.13 EC:1.7.1.13 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on other nitrogenous compounds as donors;With NAD+ or NADP+ as acceptor;Nitrite reductase (NADH) https://www.genome.jp/dbget-bin/www_bget?EC:1.7.1.15 EC:1.7.1.15 20888.8 14.68 2.68 15.32 12.0 12.68 13.32 19.32 2.0 0.68 0.0 0.68 1.32 0.0 1.32 0.0 0.0 0.0 0.0 4.68 2.68 3.32 4.68 2.68 3.32 42.68 543.32 192.68 284.68 18.0 12.0 340.68 288.0 14.68 118.68 118.68 102.68 1880.0 23.32 6.68 27.32 2.68 2.68 11.32 6.0 1254.0 12.0 2.0 0.0 4463.32 124.0 1056.68 84.68 153.32 2967.32 3940.0 2659.32 6.68 2.68 4.68 0.0 0.0 0.0 0.0 4.0 +Oxidoreductases;Acting on other nitrogenous compounds as donors;With NAD+ or NADP+ as acceptor;GMP reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.7.1.7 EC:1.7.1.7 162514.19999999998 3571.67 1092.17 1905.33 3368.0 3949.17 3073.83 2565.83 3391.5 1226.17 185.3 314.17 370.63 32.7 2076.83 23.4 41.0 5972.0 6417.5 743.17 4458.17 4190.33 1431.17 5269.67 2656.83 911.67 406.33 3019.17 2380.17 665.5 2633.0 1223.67 199.5 1266.17 1899.67 1832.67 1774.67 738.0 2883.83 839.17 301.8300000000001 3333.67 3277.17 797.33 1267.5 753.0 1450.5 4776.5 6740.0 1306.83 4110.0 4033.17 4148.17 5001.33 758.83 1841.0 1174.83 6895.67 3746.17 2129.17 4068.9 2750.4 6144.0 7137.5 3571.0 +Oxidoreductases;Acting on other nitrogenous compounds as donors;With a cytochrome as acceptor;Nitrite reductase (NO-forming) https://www.genome.jp/dbget-bin/www_bget?EC:1.7.2.1 EC:1.7.2.1 26463.0 146.0 1251.0 263.0 343.0 186.0 118.0 295.0 86.0 0.0 6.0 185.0 221.0 5.0 1.0 1.0 77.0 49.0 29.0 106.0 150.0 106.0 500.0 42.0 287.0 1995.0 24.0 13.0 70.0 86.0 102.0 1509.0 46.0 3277.0 763.0 779.0 756.0 1321.0 2364.0 3123.0 3138.0 77.0 219.0 382.0 850.0 219.0 198.0 123.0 17.0 3.0 173.0 34.0 112.0 90.0 1.0 14.0 16.0 7.0 6.0 54.0 10.0 12.0 12.0 7.0 8.0 +Oxidoreductases;Acting on other nitrogenous compounds as donors;With a cytochrome as acceptor;Trimethylamine-N-oxide reductase (cytochrome c) https://www.genome.jp/dbget-bin/www_bget?EC:1.7.2.3 EC:1.7.2.3 20888.8 14.68 2.68 15.32 12.0 12.68 13.32 19.32 2.0 0.68 0.0 0.68 1.32 0.0 1.32 0.0 0.0 0.0 0.0 4.68 2.68 3.32 4.68 2.68 3.32 42.68 543.32 192.68 284.68 18.0 12.0 340.68 288.0 14.68 118.68 118.68 102.68 1880.0 23.32 6.68 27.32 2.68 2.68 11.32 6.0 1254.0 12.0 2.0 0.0 4463.32 124.0 1056.68 84.68 153.32 2967.32 3940.0 2659.32 6.68 2.68 4.68 0.0 0.0 0.0 0.0 4.0 +Oxidoreductases;Acting on other nitrogenous compounds as donors;With a cytochrome as acceptor;Nitric-oxide reductase (cytochrome c) https://www.genome.jp/dbget-bin/www_bget?EC:1.7.2.5 EC:1.7.2.5 26463.0 146.0 1251.0 263.0 343.0 186.0 118.0 295.0 86.0 0.0 6.0 185.0 221.0 5.0 1.0 1.0 77.0 49.0 29.0 106.0 150.0 106.0 500.0 42.0 287.0 1995.0 24.0 13.0 70.0 86.0 102.0 1509.0 46.0 3277.0 763.0 779.0 756.0 1321.0 2364.0 3123.0 3138.0 77.0 219.0 382.0 850.0 219.0 198.0 123.0 17.0 3.0 173.0 34.0 112.0 90.0 1.0 14.0 16.0 7.0 6.0 54.0 10.0 12.0 12.0 7.0 8.0 +Oxidoreductases;Acting on other nitrogenous compounds as donors;With NA physiological acceptors;Hydroxylamine reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.7.99.1 EC:1.7.99.1 20494.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 2532.17 374.0 1149.17 126.33 5607.0 121.33 1924.0 3439.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Oxidoreductases;Acting on a sulfur group of donors;With NAD+ or NADP+ as acceptor;Mycothione reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.8.1.15 EC:1.8.1.15 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Oxidoreductases;Acting on a sulfur group of donors;With NAD+ or NADP+ as acceptor;Assimilatory sulfite reductase (NADPH) https://www.genome.jp/dbget-bin/www_bget?EC:1.8.1.2 EC:1.8.1.2 14632.4 7.34 1.34 7.66 22.0 12.34 6.66 11.66 1.0 0.34 1.0 6.34 9.66 0.0 0.66 1.0 0.0 0.0 3.0 3.34 3.34 38.66 72.34 1.34 1.66 2016.34 272.66 96.34 154.34 52.0 47.0 1615.34 153.0 19.34 169.34 115.34 131.34 956.0 91.66 58.34 24.66 7.34 4.34 9.66 7.0 636.0 14.0 2.0 4.0 2231.66 62.0 528.34 49.34 80.66 1483.66 1970.0 1329.66 7.34 1.34 2.34 4.0 3.0 3.0 4.0 2.0 +Oxidoreductases;Acting on a sulfur group of donors;With NAD+ or NADP+ as acceptor;Dihydrolipoyl dehydrogenase https://www.genome.jp/dbget-bin/www_bget?EC:1.8.1.4 EC:1.8.1.4 330238.7 5575.67 4104.67 3485.83 5864.5 6364.67 4649.83 4073.83 6840.5 3823.67 656.8 2138.17 1280.63 5680.2 3100.83 1970.9 3689.5 12028.0 12864.5 1591.67 9074.67 8500.33 3680.67 10596.17 5653.33 5700.67 570.83 3052.17 2571.17 1373.0 2921.5 5272.67 324.5 9046.67 3556.67 3520.67 3445.17 4703.0 10368.83 8584.67 7315.83 3568.17 3820.67 1630.83 3074.0 1373.5 1897.0 5117.0 6788.0 1370.33 5623.0 6697.17 5626.17 6272.83 764.83 1974.0 1657.33 13756.17 7440.17 4277.17 8497.4 5184.9 12319.5 14162.5 7728.5 +Oxidoreductases;Acting on a sulfur group of donors;With NAD+ or NADP+ as acceptor;Glutathione-disulfide reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.8.1.7 EC:1.8.1.7 102701.7 3135.67 412.67 1964.83 2924.5 2554.67 2263.83 1574.83 2079.5 2316.67 161.6 150.17000000000004 194.43 28.4 2241.83 11.3 84.5 14.0 6.5 104.67 152.67 95.33 203.67 33.17 285.33 109.67 278.83000000000004 3016.17 2327.17 124.0 2545.5 190.67 170.5 662.67 1933.67 1724.67 1586.17 3903.0 929.83 2342.67 1532.83 3261.17 3186.67 743.83 1360.0 704.5 1387.0 5000.0 6761.0 1268.33 3836.0 2175.17 4784.17 5151.83 755.83 1936.0 994.33 795.17 1779.17 2937.17 1896.8 1234.3 548.5 871.5 2960.5 +Oxidoreductases;Acting on a sulfur group of donors;With NAD+ or NADP+ as acceptor;Protein-disulfide reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.8.1.8 EC:1.8.1.8 35873.200000000004 149.67 1251.67 266.83 362.0 195.17 121.33 301.83 86.5 0.17 7.0 191.17 230.33 5.0 1.33 2.0 77.0 49.0 32.0 108.17 152.67 143.82999999999996 571.17 42.67 287.83 4000.67 160.83 61.17 153.17000000000004 133.5 146.0 3039.17 127.0 3292.67 902.67 864.6700000000002 861.6700000000002 1807.0 2449.83 3179.67 3155.83 83.67 222.67 388.83 855.5 541.5 209.0 124.5 21.0 1118.83 204.0 298.17 140.17000000000002 132.32999999999998 742.83 999.0 680.83 12.67 6.67 55.17 14.0 15.0 15.0 11.0 9.0 +Oxidoreductases;Acting on a sulfur group of donors;With NAD+ or NADP+ as acceptor;Thioredoxin-disulfide reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.8.1.9 EC:1.8.1.9 641471.7 14380.67 5237.17 8243.33 14061.5 15663.67 12046.33 9831.83 14836.5 5122.67 938.1 2671.17 1870.93 5756.9 6148.33 2020.3 3745.5 23923.0 25671.0 2971.67 17850.17 16815.83 6127.67 21092.17 10786.33 7405.67 1093.33 6050.17 4896.17 2654.0 5649.5 7488.17 542.0 8663.17 6791.67 6466.67 6309.17 6201.0 14383.83 8732.17 5778.83 10180.17 10175.17 2863.33 4859.0 2110.0 4603.5 14707.0 20266.0 1780.33 14300.0 14731.17 15090.17 16959.83 799.83 3814.0 2820.33 28018.17 16097.67 10342.17 17848.3 11476.3 24933.5 28974.0 16803.5 +Oxidoreductases;Acting on a sulfur group of donors;With a disulfide as acceptor;Peptide-methionine (S)-S-oxide reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.8.4.11 EC:1.8.4.11 330767.2 6377.67 2978.67 3869.83 6442.0 7032.17 5219.33 4282.83 7422.5 3825.17 729.8 2001.17 1112.13 5684.2 3125.33 1975.4 3638.0 11979.0 12841.0 1487.17 8931.67 8434.83 3265.17 10558.67 5424.83 5797.67 550.83 5973.17 4748.17 1332.5 5333.0 5212.17 291.0 6011.67 2977.67 2830.67 2791.67 4539.0 8390.83 6296.67 4691.83 3511.67 3615.67 1268.83 2283.5 1199.5 1722.0 5082.5 6794.0 1382.83 5796.0 6928.17 6180.17 6610.33 764.83 2031.0 1720.83 13991.67 8022.67 5168.17 9109.4 5576.4 12478.0 14430.0 8692.0 +Oxidoreductases;Acting on a sulfur group of donors;With a disulfide as acceptor;Peptide-methionine (R)-S-oxide reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.8.4.12 EC:1.8.4.12 223114.69999999998 4638.67 2451.67 2789.83 4626.5 4952.67 3878.83 3339.83 4133.5 3759.67 574.8 1696.17 766.6299999999999 5653.2 2205.83 1951.9 3582.5 6021.0 6449.5 850.67 4614.67 4336.33 2011.67 5313.17 2999.33 4901.67 433.83 3033.17 2462.17 796.0 2776.5 4179.67 255.5 4750.67 2846.67 2699.67 2632.17 3211.0 5610.83 4790.67 3951.83 3427.17 3508.67 1195.83 2173.0 1015.5 1662.0 4983.0 6771.0 1325.33 4629.0 4332.17 4925.17 5518.83 760.83 1926.0 1270.33 7145.17 4339.17 3119.17 4695.4 3165.9 6326.5 7418.5 4550.5 +Oxidoreductases;Acting on a sulfur group of donors;With a disulfide as acceptor;Phosphoadenylyl-sulfate reductase (thioredoxin) https://www.genome.jp/dbget-bin/www_bget?EC:1.8.4.8 EC:1.8.4.8 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Oxidoreductases;Acting on a sulfur group of donors;With a quinone or similar compound as acceptor;Thiosulfate dehydrogenase (quinone) https://www.genome.jp/dbget-bin/www_bget?EC:1.8.5.2 EC:1.8.5.2 188563.5 2503.0 912.5 1487.5 2737.5 3281.5 1993.0 1361.0 5898.0 129.5 163.5 574.0 653.0 52.5 1795.0 41.5 85.5 11916.0 12781.0 1273.5 8630.5 8230.0 2558.5 10483.5 4789.5 3593.0 231.5 13.0 114.0 1112.5 209.5 3505.0 74.0 2269.5 298.0 284.0 375.5 1526.0 5311.0 2280.5 986.0 156.5 204.5 130.5 165.5 339.5 103.5 107.5 22.0 99.5 1988.0 4927.0 1857.0 1763.5 7.0 139.0 821.5 13458.5 6777.0 3144.0 8208.5 4423.5 12138.5 13756.0 7311.5 +Oxidoreductases;Acting on a sulfur group of donors;With a quinone or similar compound as acceptor;Dimethylsulfoxide reductase https://www.genome.jp/dbget-bin/www_bget?EC:1.8.5.3 EC:1.8.5.3 32719.4 153.34 1252.34 270.66 333.0 186.34 124.66 302.66 87.0 0.34 5.0 179.34 212.66 5.0 1.66 0.0 77.0 49.0 26.0 107.34 149.34 70.66 432.34 43.34 288.66 21.34 294.66 109.34 200.34 52.0 67.0 234.34 181.0 3272.34 712.34 782.34 727.34 2245.0 2295.66 3071.34 3140.66 72.34 217.34 383.66 849.0 837.0 196.0 123.0 13.0 2234.66 235.0 562.34 147.34 162.66 1484.66 1984.0 1345.66 6.34 7.34 56.34 6.0 9.0 9.0 3.0 10.0 +Oxidoreductases;Acting on a sulfur group of donors;With an iron-sulfur protein as acceptor;Assimilatory sulfite reductase (ferredoxin) https://www.genome.jp/dbget-bin/www_bget?EC:1.8.7.1 EC:1.8.7.1 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Oxidoreductases;Other oxidoreductases;Sole sub-subclass for oxidoreductases that do not belong in the other subclasses;[Formate-C-acetyltransferase]-activating enzyme https://www.genome.jp/dbget-bin/www_bget?EC:1.97.1.4 EC:1.97.1.4 408409.1 8214.01 3544.51 4698.99 7965.5 8893.01 6955.99 5906.49 7525.5 7738.01 1442.5 4296.51 1341.99 16899.5 2324.99 5820.5 10501.5 11993.0 12861.0 1593.01 9069.51 8453.49 3304.01 10583.51 5656.99 1834.01 973.99 6100.51 4889.51 1380.0 5330.5 2598.51 509.0 5996.51 4556.01 4450.01 4272.51 4387.0 8340.49 5521.51 4238.49 6749.51 6780.51 1987.99 3434.0 2064.0 3099.5 9758.0 13503.0 3747.99 8770.0 8629.51 9080.51 10550.49 2261.49 4752.0 3109.99 14034.51 8086.01 5249.51 8755.5 5907.5 12464.5 14548.0 8122.5 +Transferases;Transferring one-carbon groups;Methyltransferases;Homocysteine S-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.10 EC:2.1.1.10 136099.5 4120.0 1113.5 2426.5 4041.5 4640.5 3558.0 2899.0 3936.0 2603.5 463.5 1481.0 477.0 5645.5 1084.0 1946.5 3497.5 5958.0 6411.0 640.5 4323.5 4107.0 1269.5 5242.5 2593.5 802.0 137.5 7.0 53.0 547.5 89.5 1041.0 33.0 1385.5 262.0 236.0 274.5 1379.0 3086.0 1590.5 773.0 114.5 128.5 103.5 113.5 186.5 85.5 106.5 19.0 100.5 1658.0 2918.0 1996.0 1543.5 7.0 189.0 498.5 7054.5 4315.0 2936.0 4622.5 3119.5 6265.5 7346.0 4496.5 +Transferases;Transferring one-carbon groups;Methyltransferases;Uroporphyrinogen-III C-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.107 EC:2.1.1.107 179158.0 1101.35 2907.35 978.15 1612.0 1619.85 905.65 1055.15 2795.5 2596.85 463.0 1782.85 871.65 5639.0 1018.65 1945.0 3623.0 6056.0 6447.0 853.85 4615.35 4311.15 2244.85 5328.35 2945.15 4842.35 841.1500000000002 272.85 546.85 728.5 303.0 4472.85 484.0 7603.35 1731.35 1804.35 1777.35 5179.0 7231.15 6980.35 6547.15 227.35 537.35 835.15 1762.5 2153.5 456.0 260.5 38.0 5627.15 1322.0 3719.85 925.85 1039.65 3714.15 4987.0 3727.15 6630.35 3110.35 1217.85 3816.0 2034.0 6008.0 6755.0 3191.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Methionine synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.13 EC:2.1.1.13 44142.200000000004 3.67 0.67 3.83 35.0 15.17 3.33 8.83 0.5 5064.17 750.0 2310.17 270.33 11214.0 242.33 3850.0 6878.0 0.0 6.0 3.17 4.67 74.83 141.17 0.67 0.83 4000.67 137.83 48.17 95.17 90.5 85.0 2975.17 90.0 27.67 249.67 141.67000000000004 185.67 502.0 165.83 111.67 28.83 12.67 6.67 10.83 9.5 331.5 19.0 2.5 8.0 1115.83 31.0 264.17 35.17 46.33 741.83 985.0 664.83 9.67 0.67 1.17 8.0 6.0 6.0 8.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Precorrin-2 C(20)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.130 EC:2.1.1.130 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Precorrin-3B C(17)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.131 EC:2.1.1.131 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Precorrin-6B C(5,15)-methyltransferase (decarboxylating) https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.132 EC:2.1.1.132 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Precorrin-4 C(11)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.133 EC:2.1.1.133 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring one-carbon groups;Methyltransferases;5-methyltetrahydropteroyltriglutamate--homocysteine S-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.14 EC:2.1.1.14 115560.20000000001 3202.67 1005.67 1808.83 3161.0 3838.17 2874.33 2428.83 3280.5 70.17 82.0 296.17 320.33 30.0 956.33 21.0 33.0 5958.0 6414.0 642.17 4321.67 4141.83 1330.17 5241.67 2538.83 2807.67 271.83000000000004 54.17 136.17000000000002 593.5 133.0 2569.17 113.0 1205.67 327.67 289.67 358.67 729.0 2888.83 873.67 289.8300000000001 110.67 122.67 97.83 67.5 474.5 91.0 25.5 13.0 1200.83 1343.0 2917.17 1366.17 1162.33 747.83 1103.0 1083.83 6821.67 3728.67 2001.17 4014.0 2722.0 6101.0 7080.0 3526.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Thymidylate synthase (FAD) https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.148 EC:2.1.1.148 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Cobalt-factor II C(20)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.151 EC:2.1.1.151 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Precorrin-6A synthase (deacetylating) https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.152 EC:2.1.1.152 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Demethylmenaquinone methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.163 EC:2.1.1.163 139337.7 1888.67 1778.67 1346.83 2161.5 2268.67 1461.83 1242.83 3375.5 65.67 161.0 490.17 566.8299999999998 36.0 920.83 24.5 132.5 6007.0 6420.5 743.67 4467.67 4205.33 1754.67 5288.17 2713.33 2901.67 276.83000000000004 3001.17 2427.17 627.0 2661.5 2626.67 153.5 4541.67 923.67 939.67 941.17 3119.0 5149.83 4630.67 3884.83 162.17000000000004 326.67 457.83 962.0 716.5 261.0 223.0 40.0 1176.33 1371.0 2894.17 1388.17 1219.83 746.83 1104.0 1131.33 6855.17 3690.17 2104.17 4424.0 2422.5 6163.5 7018.5 4150.5 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (uridine(2552)-2'-O)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.166 EC:2.1.1.166 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (guanine(527)-N(7))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.170 EC:2.1.1.170 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (guanine(966)-N(2))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.171 EC:2.1.1.171 71601.70000000001 3505.67 1979.67 2285.83 3465.5 3627.67 3026.83 2780.83 1413.5 7.67 87.0 248.17 264.83000000000004 22.0 88.83 5.5 105.5 49.0 50.5 110.67 160.67 82.33 465.67 47.17 517.3299999999998 110.67 182.83 2995.17 2366.17 62.0 2541.5 162.67000000000004 112.5 3657.67 887.67 891.67 840.17 2972.0 2924.83 3940.67 3671.83 120.17 250.67 430.83 910.0 563.5 243.0 222.0 37.0 1177.33 1041.0 885.1700000000002 1527.17 999.83 746.83 1154.0 808.33 451.17 1228.17 1896.17 838.0 1118.5 290.5 608.5 1335.5 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (guanine(1207)-N(2))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.172 EC:2.1.1.172 204688.90000000002 4642.34 2452.34 2793.66 4597.5 4943.84 3882.16 3340.66 4134.0 1227.84 198.8 535.3399999999998 622.96 46.2 2085.16 25.9 143.5 6021.0 6443.5 849.84 4611.34 4263.16 1872.84 5313.84 3000.16 922.34 567.6600000000002 3081.34 2509.34 714.5 2697.5 1374.84 309.5 4730.34 2656.34 2617.34 2497.84 3649.0 5456.66 4682.34 3936.66 3415.84 3503.34 1190.66 2166.5 1311.0 1649.0 4981.5 6763.0 2441.16 4660.0 4596.34 4932.34 5549.16 1502.66 2911.0 1935.16 7138.84 4339.84 3120.34 4687.4 3159.9 6320.5 7410.5 4551.5 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (guanine(2445)-N(2))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.173 EC:2.1.1.173 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (guanine(1835)-N(2))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.174 EC:2.1.1.174 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (cytosine(967)-C(5))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.176 EC:2.1.1.176 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (pseudouridine(1915)-N(3))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.177 EC:2.1.1.177 196651.69999999998 4492.67 1200.67 2526.83 4283.5 4766.67 3760.83 3044.83 4047.5 3759.67 568.8 1511.17 545.6299999999999 5648.2 2204.83 1950.9 3505.5 5972.0 6420.5 744.67 4464.67 4230.33 1511.67 5271.17 2712.33 2906.67 409.83 3020.17 2392.17 710.0 2674.5 2670.67 209.5 1473.67 2083.67 1920.67 1876.17 1890.0 3246.83 1667.67 813.83 3350.17 3289.67 813.83 1323.0 796.5 1464.0 4860.0 6754.0 1322.33 4456.0 4298.17 4813.17 5428.83 759.83 1912.0 1254.33 7138.17 4333.17 3065.17 4685.4 3153.9 6314.5 7411.5 4542.5 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (cytosine(1407)-C(5))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.178 EC:2.1.1.178 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (adenine(1618)-N(6))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.181 EC:2.1.1.181 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (adenine(1518)-N(6)/adenine(1519)-N(6))-dimethyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.182 EC:2.1.1.182 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (guanosine(2251)-2'-O)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.185 EC:2.1.1.185 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (cytidine(2498)-2'-O)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.186 EC:2.1.1.186 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (guanine(745)-N(1))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.187 EC:2.1.1.187 184789.19999999998 3717.67 2343.17 2168.33 3695.0 4129.17 3191.83 2858.83 3477.5 1226.17 190.3 493.17 582.6299999999999 37.7 2077.83 23.4 118.0 6021.0 6443.5 848.17 4606.17 4259.33 1861.17 5311.67 2943.83 911.67 429.33 3032.17 2438.17 708.5 2694.0 1287.67 236.5 4531.17 2552.67 2555.67 2450.67 2043.0 5167.83 3907.17 3428.83 3404.67 3493.17 1175.33 2113.5 963.0 1640.5 4898.5 6753.0 1309.83 4283.0 4067.17 4253.17 5087.33 759.83 1855.0 1190.83 6898.67 3752.17 2183.17 4074.9 2759.4 6153.0 7140.5 3579.0 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (uracil(1939)-C(5))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.190 EC:2.1.1.190 213634.19999999998 5413.67 1309.17 3148.33 5183.0 5578.17 4447.83 3521.83 4703.5 4917.17 609.1 1553.17 600.43 5656.9 3311.83 1953.8 3531.0 5972.0 6420.5 745.17 4469.17 4233.33 1522.17 5272.67 2767.83 2906.67 412.33 3021.17 2392.17 711.5 2675.0 2672.67 210.5 1669.17 2157.67 1952.67 1897.67 3026.0 3529.83 2441.17 1314.83 3360.67 3299.17 826.33 1374.5 831.0 1469.5 4942.5 6764.0 1337.83 4802.0 4563.17 5471.17 5852.33 760.83 1983.0 1333.83 7376.67 4920.17 4001.17 5298.3 3555.8 6482.0 7681.5 5514.0 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (cytosine(1962)-C(5))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.191 EC:2.1.1.191 139992.40000000002 3233.34 1022.84 1838.16 3153.0 3871.34 2878.16 2456.66 3293.0 2602.34 524.5 1439.34 441.16 5637.5 1096.16 1946.0 3472.0 5958.0 6413.5 642.34 4320.84 4106.16 1265.34 5245.34 2542.66 920.34 407.16 3035.34 2430.34 556.0 2567.0 1210.84 178.5 1231.84 247.34 264.34000000000003 305.3400000000001 1188.0 2837.66 826.84 287.66 109.34 121.84 100.16 69.0 780.5 95.5 30.0 18.0 2316.66 1374.0 3181.34 1381.34 1196.66 1489.66 2088.0 1748.66 6819.34 3730.84 2011.34 4015.5 2719.0 6098.0 7076.5 3527.0 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (adenine(2503)-C(2))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.192 EC:2.1.1.192 76384.20000000001 2584.67 1871.17 1664.33 2582.0 2822.17 2339.83 2305.83 757.5 2538.17 453.5 1361.17 359.8300000000001 5620.5 202.83 1928.0 3519.0 49.0 53.5 111.17 158.17 116.33 525.1700000000002 45.67 461.83 2105.67 181.33 2994.17 2378.17 103.5 2582.0 1605.67 120.5 3474.17 923.67 915.67 898.67 1852.0 2721.83 3222.17 3181.83 115.67 244.17 422.33 862.5 538.0 245.5 140.5 31.0 1161.83 695.0 620.1700000000002 876.1700000000002 580.3299999999998 745.83 1083.0 728.83 216.67 641.17 960.17 229.5 721.0 126.0 342.5 364.0 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (uracil(1498)-N(3))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.193 EC:2.1.1.193 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Methyltransferases;Cobalt-precorrin-5B (C(1))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.195 EC:2.1.1.195 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Malonyl-[acyl-carrier protein] O-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.197 EC:2.1.1.197 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (cytidine(1402)-2'-O)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.198 EC:2.1.1.198 223114.69999999998 4638.67 2451.67 2789.83 4626.5 4952.67 3878.83 3339.83 4133.5 3759.67 574.8 1696.17 766.6299999999999 5653.2 2205.83 1951.9 3582.5 6021.0 6449.5 850.67 4614.67 4336.33 2011.67 5313.17 2999.33 4901.67 433.83 3033.17 2462.17 796.0 2776.5 4179.67 255.5 4750.67 2846.67 2699.67 2632.17 3211.0 5610.83 4790.67 3951.83 3427.17 3508.67 1195.83 2173.0 1015.5 1662.0 4983.0 6771.0 1325.33 4629.0 4332.17 4925.17 5518.83 760.83 1926.0 1270.33 7145.17 4339.17 3119.17 4695.4 3165.9 6326.5 7418.5 4550.5 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (cytosine(1402)-N(4))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.199 EC:2.1.1.199 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (cytidine(32)/uridine(32)-2'-O)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.200 EC:2.1.1.200 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;2-methoxy-6-polyprenyl-1,4-benzoquinol methylase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.201 EC:2.1.1.201 139337.7 1888.67 1778.67 1346.83 2161.5 2268.67 1461.83 1242.83 3375.5 65.67 161.0 490.17 566.8299999999998 36.0 920.83 24.5 132.5 6007.0 6420.5 743.67 4467.67 4205.33 1754.67 5288.17 2713.33 2901.67 276.83000000000004 3001.17 2427.17 627.0 2661.5 2626.67 153.5 4541.67 923.67 939.67 941.17 3119.0 5149.83 4630.67 3884.83 162.17000000000004 326.67 457.83 962.0 716.5 261.0 223.0 40.0 1176.33 1371.0 2894.17 1388.17 1219.83 746.83 1104.0 1131.33 6855.17 3690.17 2104.17 4424.0 2422.5 6163.5 7018.5 4150.5 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (cytidine(34)-2'-O)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.207 EC:2.1.1.207 196651.69999999998 4492.67 1200.67 2526.83 4283.5 4766.67 3760.83 3044.83 4047.5 3759.67 568.8 1511.17 545.6299999999999 5648.2 2204.83 1950.9 3505.5 5972.0 6420.5 744.67 4464.67 4230.33 1511.67 5271.17 2712.33 2906.67 409.83 3020.17 2392.17 710.0 2674.5 2670.67 209.5 1473.67 2083.67 1920.67 1876.17 1890.0 3246.83 1667.67 813.83 3350.17 3289.67 813.83 1323.0 796.5 1464.0 4860.0 6754.0 1322.33 4456.0 4298.17 4813.17 5428.83 759.83 1912.0 1254.33 7138.17 4333.17 3065.17 4685.4 3153.9 6314.5 7411.5 4542.5 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (adenine(22)-N(1))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.217 EC:2.1.1.217 187241.5 4489.0 1200.0 2523.0 4264.5 4757.5 3757.5 3038.0 4047.0 3759.5 567.8 1505.0 536.3 5648.2 2204.5 1949.9 3505.5 5972.0 6417.5 742.5 4462.0 4192.5 1440.5 5270.5 2711.5 901.0 273.0 2972.0 2309.0 662.5 2630.5 1140.5 128.5 1458.0 1944.0 1835.0 1770.5 1404.0 3161.0 1611.0 796.0 3343.5 3286.0 807.0 1317.5 474.0 1453.0 4858.5 6750.0 206.5 4425.0 4034.0 4785.0 5386.5 18.0 927.0 589.5 7132.5 4332.5 3064.0 4681.4 3150.9 6311.5 7407.5 4541.5 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (adenine(57)-N(1)/adenine(58)-N(1))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.219 EC:2.1.1.219 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (adenine(58)-N(1))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.220 EC:2.1.1.220 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring one-carbon groups;Methyltransferases;2-polyprenyl-6-hydroxyphenol methylase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.222 EC:2.1.1.222 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA(1)(Val) (adenine(37)-N(6))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.223 EC:2.1.1.223 24087.7 924.67 109.17 625.33 918.5 820.67 690.33 483.83 656.5 1.67 9.5 48.17 49.33 8.5 7.33 3.5 25.5 0.0 3.0 2.67 7.17 40.83 81.67 2.17 56.33 2005.67 139.33 49.17 83.17 49.0 44.5 1532.17 82.0 211.17 213.67 117.67 127.17 1622.0 368.83 830.17 518.83 17.17 13.17 19.33 57.0 357.0 16.5 84.0 14.0 1131.33 377.0 529.1700000000002 686.17 465.83 742.83 1056.0 744.33 244.17 587.67 937.17 616.5 403.5 170.5 274.0 972.5 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (cytidine(1920)-2'-O)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.226 EC:2.1.1.226 209516.5 4635.0 2451.0 2786.0 4591.5 4937.5 3875.5 3331.0 4133.0 3759.5 572.8 1684.0 748.3 5653.2 2205.5 1949.9 3582.5 6021.0 6443.5 847.5 4610.0 4261.5 1870.5 5312.5 2998.5 901.0 296.0 2985.0 2367.0 705.5 2691.5 1204.5 165.5 4723.0 2597.0 2558.0 2446.5 2709.0 5445.0 4679.0 3923.0 3414.5 3502.0 1185.0 2163.5 684.0 1643.0 4980.5 6763.0 209.5 4598.0 4068.0 4890.0 5472.5 19.0 941.0 605.5 7135.5 4338.5 3118.0 4687.4 3159.9 6320.5 7410.5 4549.5 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (cytidine(1409)-2'-O)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.227 EC:2.1.1.227 209516.5 4635.0 2451.0 2786.0 4591.5 4937.5 3875.5 3331.0 4133.0 3759.5 572.8 1684.0 748.3 5653.2 2205.5 1949.9 3582.5 6021.0 6443.5 847.5 4610.0 4261.5 1870.5 5312.5 2998.5 901.0 296.0 2985.0 2367.0 705.5 2691.5 1204.5 165.5 4723.0 2597.0 2558.0 2446.5 2709.0 5445.0 4679.0 3923.0 3414.5 3502.0 1185.0 2163.5 684.0 1643.0 4980.5 6763.0 209.5 4598.0 4068.0 4890.0 5472.5 19.0 941.0 605.5 7135.5 4338.5 3118.0 4687.4 3159.9 6320.5 7410.5 4549.5 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (guanine(37)-N(1))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.228 EC:2.1.1.228 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Methyltransferases;16S rRNA (guanine(1516)-N(2))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.242 EC:2.1.1.242 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (pseudouridine(54)-N(1))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.257 EC:2.1.1.257 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (guanine(2069)-N(7))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.264 EC:2.1.1.264 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;23S rRNA (adenine(2030)-N(6))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.266 EC:2.1.1.266 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Cobalt-precorrin-4 methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.271 EC:2.1.1.271 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Peptide chain release factor N(5)-glutamine methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.297 EC:2.1.1.297 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Methyltransferases;Ribosomal protein L3 N(5)-glutamine methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.298 EC:2.1.1.298 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (guanine(46)-N(7))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.33 EC:2.1.1.33 208876.90000000002 4642.34 2452.34 2793.66 4613.5 4949.84 3882.16 3342.66 4134.0 1227.84 199.8 541.3399999999998 631.96 46.2 2085.16 26.9 143.5 6021.0 6446.5 850.84 4613.34 4300.16 1942.84 5313.84 3000.16 2917.34 568.6600000000002 3081.34 2521.34 757.5 2738.5 2819.84 318.5 4742.34 2766.34 2673.34 2577.84 3665.0 5536.66 4737.34 3947.66 3421.84 3506.34 1194.66 2170.5 1320.0 1657.0 4982.5 6767.0 2441.16 4660.0 4596.34 4939.34 5553.16 1502.66 2911.0 1935.16 7142.84 4339.84 3120.34 4691.4 3162.9 6323.5 7414.5 4551.5 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (guanosine(18)-2'-O)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.34 EC:2.1.1.34 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (uracil(54)-C(5))-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.35 EC:2.1.1.35 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;DNA (cytosine-5-)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.37 EC:2.1.1.37 133736.0 3226.0 1021.5 1830.5 3163.0 3871.0 2871.5 2449.0 3292.0 2602.0 525.5 1445.0 449.5 5637.5 1095.5 1947.0 3472.0 5958.0 6416.5 641.0 4321.5 4141.5 1333.0 5244.0 2541.0 2894.0 136.5 2939.0 2300.0 590.0 2602.0 2485.5 43.5 1236.5 298.0 261.0 334.0 264.0 2906.0 878.5 285.0 114.0 123.5 98.5 70.0 162.5 97.5 30.0 22.0 85.0 1312.0 2653.0 1346.0 1124.0 6.0 118.0 419.0 6820.0 3729.5 2009.0 4019.5 2722.0 6101.0 7080.5 3525.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Thymidylate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.45 EC:2.1.1.45 218332.19999999998 5559.67 2560.17 3411.33 5510.0 5758.17 4565.83 3814.83 4789.5 1229.17 208.3 583.1700000000002 671.6299999999999 54.7 2091.83 29.4 169.0 6021.0 6446.5 850.17 4617.17 4302.33 1952.17 5314.67 3054.83 2906.67 435.33 3034.17 2450.17 754.5 2736.0 2736.67 247.5 4934.17 2810.67 2675.67 2573.67 4331.0 5813.83 5509.17 4441.83 3431.67 3515.17 1204.33 2220.5 1041.0 1659.5 5064.5 6777.0 1340.83 4975.0 4597.17 5576.17 5938.33 761.83 1997.0 1349.83 7379.67 4926.17 4055.17 5303.9 3563.4 6491.0 7684.5 5522.0 +Transferases;Transferring one-carbon groups;Methyltransferases;tRNA (5-methylaminomethyl-2-thiouridylate)-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.61 EC:2.1.1.61 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Methylated-DNA--[protein]-cysteine S-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.63 EC:2.1.1.63 317123.89999999997 5460.34 2870.84 3252.16 5529.5 6217.84 4535.66 3808.66 6767.0 3823.84 720.3 1953.34 1063.4599999999996 5675.7 3118.66 1971.9 3612.5 11979.0 12838.0 1486.84 8925.84 8395.66 3185.84 10557.84 5370.16 3813.34 683.1600000000002 6020.34 4807.34 1292.5 5294.5 3850.34 353.0 5807.84 2823.34 2772.34 2715.84 3857.0 8033.66 5469.84 4186.66 3495.84 3603.84 1255.16 2229.5 1469.5 1711.5 4999.5 6780.0 2483.16 5481.0 6927.34 5536.34 6221.16 1505.66 2945.0 2306.16 13750.84 7436.34 4233.34 8492.9 5172.9 12307.5 14156.0 7721.5 +Transferases;Transferring one-carbon groups;Methyltransferases;3-demethylubiquinol 3-O-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.64 EC:2.1.1.64 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Thiopurine S-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.67 EC:2.1.1.67 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Site-specific DNA-methyltransferase (adenine-specific) https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.72 EC:2.1.1.72 653529.8999999999 11821.69 3370.69 6605.81 11532.5 12875.69 9729.81 7563.809999999998 14082.5 9025.69 1576.8 4770.190000000001 1894.61 16957.2 5210.81 5865.9 10543.5 23874.0 25623.5 2870.69 17700.69 16779.31 5750.69 21051.19 10330.31 9364.69 1864.81 3393.19 3040.19 2668.0 3170.5 9368.69 943.5 5238.69 6295.690000000001 5870.690000000001 5750.190000000001 7671.0 11862.81 5631.690000000001 2666.81 10081.19 9941.69 2468.81 4015.0 3784.5 4395.0 14572.0 20243.0 8429.31 13822.0 15960.19 14376.19 16655.809999999998 5246.81 9626.0 6745.31 27821.19 15461.19 9390.19 17626.4 10759.9 24813.5 28639.5 16446.5 +Transferases;Transferring one-carbon groups;Methyltransferases;(FADH(2)-oxidizing) https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.74 EC:2.1.1.74 85410.0 2777.0 689.5 1468.5 2454.0 2714.0 2417.5 2120.0 770.0 2538.0 450.5 1200.0 179.5 5617.5 203.5 1928.0 3450.0 14.0 28.5 106.0 145.5 94.5 191.0 28.0 289.0 102.0 156.5 2965.0 2258.0 127.0 2546.0 109.5 95.5 231.5 1813.0 1705.0 1612.0 81.0 404.0 111.5 58.0 3263.0 3180.5 737.5 1211.0 291.5 1402.5 4764.0 6736.0 149.0 3258.0 1438.0 3531.0 4295.0 14.0 822.0 139.0 286.0 650.5 1024.0 272.5 739.0 160.0 396.5 400.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Protein-L-isoaspartate(D-aspartate) O-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.77 EC:2.1.1.77 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring one-carbon groups;Methyltransferases;Cyclopropane-fatty-acyl-phospholipid synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.79 EC:2.1.1.79 79181.1 1301.01 197.01 729.49 1131.5 938.01 896.49 630.49 768.5 2.01 81.0 66.51 85.49000000000002 11.0 28.49 5.5 33.5 14.0 6.5 106.01 145.01 90.99 185.01 31.51 175.99 131.01 545.49 3110.51 2469.51 130.0 2550.5 357.01 312.5 279.01 1845.01 1720.01 1594.51 2571.0 375.49 799.01 544.49 3241.51 3169.01 724.49 1260.0 1262.5 1382.0 4836.0 6741.0 3468.99 3206.0 2173.51 3510.51 4381.49 2237.49 3764.0 2164.99 321.51 606.51 1067.51 671.0 430.5 213.5 331.5 1019.5 +Transferases;Transferring one-carbon groups;Methyltransferases;Protein-glutamate O-methyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.1.80 EC:2.1.1.80 25716.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 2532.34 374.0 1149.34 126.66 5607.0 121.66 1924.0 3439.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Transferases;Transferring one-carbon groups;Hydroxymethyl-, formyl- and related transferases;Glycine hydroxymethyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.2.1 EC:2.1.2.1 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Hydroxymethyl-, formyl- and related transferases;Aminomethyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.2.10 EC:2.1.2.10 131806.2 940.67 1653.67 699.8299999999998 1257.0 1421.17 774.33 740.8299999999998 2707.5 2596.17 457.0 1597.17 649.3299999999998 5634.0 1016.33 1944.0 3546.0 6007.0 6418.0 743.17 4462.67 4201.83 1740.17 5283.67 2654.83 2804.67 273.83000000000004 67.17 192.17 624.5 189.0 2623.17 150.0 4311.67 849.6700000000002 906.67 918.67 1978.0 4843.83 3850.67 3381.83 147.67000000000004 315.67 441.83 906.5 680.5 246.0 135.5 21.0 1160.83 1025.0 2629.17 729.17 796.33 745.83 1033.0 1051.83 6616.67 3101.67 1159.17 3806.0 2022.0 5996.0 6748.0 3179.0 +Transferases;Transferring one-carbon groups;Hydroxymethyl-, formyl- and related transferases;3-methyl-2-oxobutanoate hydroxymethyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.2.11 EC:2.1.2.11 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring one-carbon groups;Hydroxymethyl-, formyl- and related transferases;Phosphoribosylglycinamide formyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.2.2 EC:2.1.2.2 228336.90000000002 4642.34 2452.34 2793.66 4629.5 4955.84 3882.16 3344.66 4134.0 3759.84 574.8 1696.34 766.96 5653.2 2206.16 1951.9 3582.5 6021.0 6449.5 851.84 4615.34 4337.16 2012.84 5313.84 3000.16 4912.34 569.6600000000002 3081.34 2533.34 800.5 2779.5 4264.84 327.5 4754.34 2876.34 2729.34 2657.84 3681.0 5616.66 4792.34 3958.66 3427.84 3509.34 1198.66 2174.5 1329.0 1665.0 4983.5 6771.0 2441.16 4660.0 4596.34 4946.34 5557.16 1502.66 2911.0 1935.16 7146.84 4339.84 3120.34 4695.4 3165.9 6326.5 7418.5 4551.5 +Transferases;Transferring one-carbon groups;Hydroxymethyl-, formyl- and related transferases;Phosphoribosylaminoimidazolecarboxamide formyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.2.3 EC:2.1.2.3 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Hydroxymethyl-, formyl- and related transferases;Methionyl-tRNA formyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.2.9 EC:2.1.2.9 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Carboxy- and carbamoyltransferases;Methylmalonyl-CoA carboxytransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.3.1 EC:2.1.3.1 89100.0 584.0 5004.0 1052.0 1308.0 720.0 472.0 1172.0 344.0 0.0 20.0 716.0 848.0 20.0 4.0 0.0 308.0 196.0 104.0 420.0 592.0 276.0 1720.0 168.0 1148.0 0.0 92.0 52.0 232.0 172.0 244.0 256.0 148.0 13060.0 2612.0 2892.0 2704.0 5220.0 9136.0 12272.0 12508.0 284.0 864.0 1512.0 3384.0 840.0 760.0 488.0 52.0 12.0 692.0 136.0 420.0 344.0 4.0 56.0 64.0 12.0 24.0 216.0 24.0 36.0 36.0 12.0 32.0 +Transferases;Transferring one-carbon groups;Carboxy- and carbamoyltransferases;N-succinylornithine carbamoyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.3.11 EC:2.1.3.11 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Transferring one-carbon groups;Carboxy- and carbamoyltransferases;Aspartate carbamoyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.3.2 EC:2.1.3.2 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring one-carbon groups;Carboxy- and carbamoyltransferases;Ornithine carbamoyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.3.3 EC:2.1.3.3 214738.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 3759.67 572.8 1684.17 748.6299999999999 5653.2 2205.83 1949.9 3582.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Transferases;Transferring one-carbon groups;Carboxy- and carbamoyltransferases;Putrescine carbamoyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.3.6 EC:2.1.3.6 21301.0 2408.0 603.0 1372.0 2231.0 2597.0 2218.0 1981.0 659.0 6.0 4.0 27.0 9.0 8.0 62.0 1.0 3.0 0.0 22.0 4.0 7.0 9.0 20.0 0.0 171.0 3.0 21.0 0.0 2.0 12.0 5.0 10.0 0.0 159.0 131.0 106.0 116.0 56.0 329.0 91.0 35.0 34.0 23.0 34.0 7.0 4.0 35.0 12.0 5.0 43.0 491.0 322.0 742.0 452.0 3.0 84.0 48.0 208.0 633.0 896.0 214.0 709.0 114.0 335.0 355.0 +Transferases;Transferring one-carbon groups;Amidinotransferases;Glycine amidinotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.1.4.1 EC:2.1.4.1 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring molybdenum- or tungsten-containing groups;Molybdenumtransferases or tungstentransferases with sulfide groups as acceptors;Molybdopterin molybdotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.10.1.1 EC:2.10.1.1 79676.6 303.01 2504.01 537.49 679.0 375.51 245.99 602.49 173.5 2532.51 385.0 1513.51 559.99 5617.0 123.99 1925.0 3593.0 98.0 55.0 214.51 300.01 177.49 933.51 86.01 576.49 2027.01 454.49 170.51 341.51 142.5 172.0 1828.51 299.0 6553.01 1505.01 1591.01 1509.01 4036.0 4665.49 6196.01 6285.49 150.01 437.01 768.49 1700.5 1369.5 397.0 246.5 30.0 3353.49 439.0 860.51 280.51 290.99 2227.49 2983.0 2026.49 15.01 14.01 111.51 16.0 21.0 21.0 10.0 19.0 +Transferases;Transferring aldehyde or ketonic groups;Transketolases and transaldolases;Transketolase https://www.genome.jp/dbget-bin/www_bget?EC:2.2.1.1 EC:2.2.1.1 370290.9 5882.34 3186.34 3588.66 6233.5 7338.84 4989.16 4112.66 9277.0 5263.84 1068.0 3347.34 1441.16 11302.0 3013.16 3912.5 7073.5 17923.0 19223.5 2021.84 13101.34 12442.16 4323.84 15770.84 7619.16 6508.34 662.6600000000002 3061.34 2614.34 1754.5 2878.5 6224.84 298.5 6778.34 1308.34 1327.34 1436.84 4035.0 10512.66 6230.34 4411.66 342.8400000000001 545.3399999999998 612.66 1084.5 1339.0 397.0 260.5 57.0 2419.16 3535.0 8142.34 3350.34 3050.16 1497.66 2241.0 2586.16 20284.84 10513.84 5209.34 12234.0 7154.5 18248.5 20839.5 10846.5 +Transferases;Transferring aldehyde or ketonic groups;Transketolases and transaldolases;Transaldolase https://www.genome.jp/dbget-bin/www_bget?EC:2.2.1.2 EC:2.2.1.2 131806.2 940.67 1653.67 699.8299999999998 1257.0 1421.17 774.33 740.8299999999998 2707.5 2596.17 457.0 1597.17 649.3299999999998 5634.0 1016.33 1944.0 3546.0 6007.0 6418.0 743.17 4462.67 4201.83 1740.17 5283.67 2654.83 2804.67 273.83000000000004 67.17 192.17 624.5 189.0 2623.17 150.0 4311.67 849.6700000000002 906.67 918.67 1978.0 4843.83 3850.67 3381.83 147.67000000000004 315.67 441.83 906.5 680.5 246.0 135.5 21.0 1160.83 1025.0 2629.17 729.17 796.33 745.83 1033.0 1051.83 6616.67 3101.67 1159.17 3806.0 2022.0 5996.0 6748.0 3179.0 +Transferases;Transferring aldehyde or ketonic groups;Transketolases and transaldolases;Acetolactate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.2.1.6 EC:2.2.1.6 556424.5 11842.35 4866.35 6848.15 11833.5 13855.35 10287.15 8644.15 13316.5 6496.35 1187.8 3688.85 1817.95 11342.2 5134.15 3934.9 7117.5 23895.0 25660.5 2771.35 17567.35 16642.65 5773.35 21038.85 10445.65 7347.35 1361.15 3243.85 2903.85 2440.0 3050.5 7627.35 639.5 8176.35 3398.35 3324.35 3377.85 5764.0 13714.15 7157.35 4760.15 3707.85 3845.35 1446.15 2358.0 2721.5 1879.0 5045.0 6793.0 6000.65 8198.0 13025.85 8281.85 8580.15 3743.15 6136.0 5138.65 27391.85 14892.85 8227.85 16511.4 10613.9 24506.5 28311.5 14774.5 +Transferases;Transferring aldehyde or ketonic groups;Transketolases and transaldolases;1-deoxy-D-xylulose-5-phosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.2.1.7 EC:2.2.1.7 139932.2 967.67 1670.17 725.3299999999998 1262.0 1457.17 774.83 765.8299999999998 2719.5 2596.17 526.5 1597.17 652.8299999999998 5634.5 1034.83 1946.0 3546.0 6007.0 6420.5 743.17 4463.17 4202.33 1744.17 5286.67 2657.83 2901.67 274.33000000000004 3000.17 2427.17 625.5 2661.0 2624.67 152.5 4346.17 849.6700000000002 907.67 919.67 1983.0 4866.83 3857.17 3383.83 151.67000000000004 317.17 445.33 910.5 682.0 255.5 140.5 30.0 1160.83 1025.0 2629.17 730.17 796.33 745.83 1033.0 1051.83 6616.67 3103.17 1168.17 3811.5 2022.0 5996.0 6748.5 3179.0 +Transferases;Transferring aldehyde or ketonic groups;Transketolases and transaldolases;synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.2.1.9 EC:2.2.1.9 146864.9 1892.34 1779.34 1350.66 2164.5 2271.84 1465.16 1247.66 3376.0 1221.84 192.8 490.34 581.96 36.2 2021.16 24.9 132.5 6007.0 6420.5 744.84 4468.34 4206.16 1755.84 5288.84 2714.16 2912.34 412.66 3049.34 2498.34 631.5 2664.5 2711.84 225.5 4545.34 953.34 969.34 966.84 3589.0 5155.66 4632.34 3891.66 162.84 327.3400000000001 460.66 963.5 1030.0 264.0 223.5 40.0 2292.16 1402.0 3158.34 1409.34 1258.16 1488.66 2089.0 1796.16 6856.84 3690.84 2105.34 4424.4 2423.9 6163.5 7018.5 4151.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Amino-acid N-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.1 EC:2.3.1.1 153546.90000000002 4273.34 2365.84 2697.16 4374.5 4826.84 3682.66 3201.66 4023.0 71.84 94.5 511.34 563.6600000000002 43.5 964.66 22.5 135.5 6007.0 6437.0 747.84 4472.84 4177.66 1701.84 5285.84 2882.16 823.34 432.16 116.34 253.34 599.5 156.5 1275.34 214.0 4657.84 974.34 1018.34 1001.84 3624.0 5381.66 4661.84 3913.66 186.84 345.8400000000001 487.16 962.5 1023.5 281.5 229.5 32.0 2335.16 1893.0 3480.34 2143.34 1706.16 1491.66 2173.0 1844.16 7060.84 4322.34 2992.34 4628.5 3128.5 6274.5 7349.0 4506.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Arginine N-succinyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.109 EC:2.3.1.109 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;2,3,4,5-tetrahydropyridine-2,6-dicarboxylate N-succinyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.117 EC:2.3.1.117 67663.70000000001 3478.67 1963.17 2260.33 3476.5 3597.67 3026.33 2757.83 1401.5 7.67 18.5 254.17 270.33000000000004 21.5 70.33 4.5 105.5 49.0 51.0 111.67 162.17 118.83 531.6700000000002 44.17 514.3299999999998 2008.67 183.33 62.17 143.17000000000004 104.0 110.5 1606.17 119.0 3635.17 997.67 946.67 919.17 2983.0 2981.83 3989.17 3680.83 122.17 252.17 431.33 910.0 571.0 241.5 218.0 32.0 1177.33 1041.0 885.1700000000002 1533.17 1003.83 746.83 1154.0 808.33 455.17 1226.67 1887.17 836.5 1121.5 293.5 612.0 1335.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Dihydrolipoyllysine-residue acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.12 EC:2.3.1.12 203654.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 1227.67 199.8 541.1700000000002 631.6299999999999 46.2 2084.83 26.9 143.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Acyl-[acyl-carrier-protein]--UDP-N-acetylglucosamine O-acyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.129 EC:2.3.1.129 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Glycerol-3-phosphate 1-O-acyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.15 EC:2.3.1.15 390149.60000000003 8989.01 2402.01 5057.49 8538.0 9524.51 7524.99 6090.49 8095.5 7519.51 1135.6 3010.51 1073.59 11296.4 4409.99 3899.8 7011.0 11944.0 12835.0 1488.51 8926.01 8387.49 2884.51 10543.01 5425.49 1834.01 953.49 6088.51 4831.51 1338.5 5270.0 2536.51 473.0 2927.01 3977.01 3759.01 3618.01 4218.0 6339.49 3227.01 1612.49 6689.01 6574.01 1622.49 2639.5 1888.5 2915.0 9718.5 13500.0 3760.49 8943.0 8860.51 9633.51 10887.99 2261.49 4809.0 3173.49 14270.01 8667.01 6131.51 9362.8 6301.8 12623.0 14815.0 9086.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Glucosamine-1-phosphate N-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.157 EC:2.3.1.157 214738.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 3759.67 572.8 1684.17 748.6299999999999 5653.2 2205.83 1949.9 3582.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Acetyl-CoA C-acyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.16 EC:2.3.1.16 14632.4 7.34 1.34 7.66 22.0 12.34 6.66 11.66 1.0 0.34 1.0 6.34 9.66 0.0 0.66 1.0 0.0 0.0 3.0 3.34 3.34 38.66 72.34 1.34 1.66 2016.34 272.66 96.34 154.34 52.0 47.0 1615.34 153.0 19.34 169.34 115.34 131.34 956.0 91.66 58.34 24.66 7.34 4.34 9.66 7.0 636.0 14.0 2.0 4.0 2231.66 62.0 528.34 49.34 80.66 1483.66 1970.0 1329.66 7.34 1.34 2.34 4.0 3.0 3.0 4.0 2.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Dihydrolipoyllysine-residue (2-methylpropanoyl)transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.168 EC:2.3.1.168 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Beta-ketoacyl-[acyl-carrier-protein] synthase II https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.179 EC:2.3.1.179 308997.89999999997 5433.34 2854.34 3226.66 5524.5 6181.84 4535.16 3783.66 6755.0 3823.84 650.8 1953.34 1059.9599999999996 5675.2 3100.16 1969.9 3612.5 11979.0 12835.5 1486.84 8925.34 8395.16 3181.84 10554.84 5367.16 3716.34 682.6600000000002 3087.34 2572.34 1291.5 2822.5 3848.84 350.5 5773.34 2823.34 2771.34 2714.84 3852.0 8010.66 5463.34 4184.66 3491.84 3602.34 1251.66 2225.5 1468.0 1702.0 4994.5 6771.0 2483.16 5481.0 6927.34 5535.34 6221.16 1505.66 2945.0 2306.16 13750.84 7434.84 4224.34 8487.4 5172.9 12307.5 14155.5 7721.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Galactoside O-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.18 EC:2.3.1.18 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Beta-ketoacyl-[acyl-carrier-protein] synthase III https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.180 EC:2.3.1.180 251390.4 5563.34 2560.84 3415.16 5561.0 5779.34 4569.16 3825.66 4790.0 3761.34 585.3 1750.34 824.96 5661.7 2213.16 1956.4 3608.0 6021.0 6455.5 854.34 4623.84 4414.16 2163.34 5315.34 3055.66 8902.34 574.1600000000002 3082.34 2557.34 888.0 2862.0 7156.84 346.5 4973.84 3170.34 2873.34 2839.34 4849.0 6059.66 5675.84 4481.66 3450.34 3524.84 1219.16 2234.0 1381.5 1686.5 5068.0 6789.0 2456.66 5006.0 4861.34 5618.34 5988.66 1503.66 2982.0 2014.66 7393.34 4926.84 4056.34 5315.9 3572.4 6500.0 7696.5 5523.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Lipoyl(octanoyl) transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.181 EC:2.3.1.181 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;(R)-citramalate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.182 EC:2.3.1.182 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Phosphinothricin acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.183 EC:2.3.1.183 111312.0 937.0 1653.0 696.0 1254.0 1418.0 771.0 736.0 2707.0 64.0 83.0 448.0 523.0 27.0 895.0 20.0 107.0 6007.0 6418.0 742.0 4462.0 4201.0 1739.0 5283.0 2654.0 2794.0 138.0 19.0 121.0 620.0 186.0 2538.0 78.0 4308.0 820.0 877.0 893.0 1508.0 4838.0 3849.0 3375.0 147.0 315.0 439.0 905.0 367.0 243.0 135.0 21.0 45.0 994.0 2365.0 708.0 758.0 4.0 48.0 387.0 6615.0 3101.0 1158.0 3806.0 2022.0 5996.0 6748.0 3178.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Acyl-homoserine-lactone synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.184 EC:2.3.1.184 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Phosphate butyryltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.19 EC:2.3.1.19 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;UDP-3-O-(3-hydroxymyristoyl)glucosamine N-acyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.191 EC:2.3.1.191 17786.2 3.67 0.67 3.83 51.0 21.17 3.33 10.83 0.5 0.17 3.0 18.17 27.33 0.0 0.33 3.0 0.0 0.0 9.0 4.17 6.67 111.83 211.17 0.67 0.83 5995.67 138.83 48.17 107.17 133.5 126.0 4420.17 99.0 39.67 359.67 197.67 265.67 518.0 245.83 166.67 39.83 18.67 9.67 14.83 13.5 340.5 27.0 3.5 12.0 1115.83 31.0 264.17 42.17 50.33 741.83 985.0 664.83 13.67 0.67 1.17 12.0 9.0 9.0 12.0 1.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;tRNA(Met) cytidine acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.193 EC:2.3.1.193 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Octanoyl-[GcvH]:protein N-octanoyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.204 EC:2.3.1.204 169698.0 1582.0 804.0 866.0 1822.0 2464.0 1306.0 882.0 5242.0 128.0 154.0 526.0 604.0 44.0 1788.0 38.0 60.0 11916.0 12778.0 1272.0 8624.0 8190.0 2478.0 10482.0 4734.0 1598.0 228.0 12.0 102.0 1068.0 168.0 2058.0 64.0 2062.0 114.0 196.0 274.0 374.0 4948.0 1452.0 474.0 140.0 192.0 114.0 110.0 296.0 90.0 24.0 8.0 84.0 1642.0 4662.0 1192.0 1336.0 6.0 68.0 742.0 13216.0 6190.0 2208.0 7592.0 4020.0 11968.0 13482.0 6340.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;N(6)-L-threonylcarbamoyladenine synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.234 EC:2.3.1.234 234198.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 6291.67 947.8 2839.17 883.6299999999999 11260.2 2326.83 3874.9 7021.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Kdo(2)-lipid IV(A) lauroyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.241 EC:2.3.1.241 14632.4 7.34 1.34 7.66 22.0 12.34 6.66 11.66 1.0 0.34 1.0 6.34 9.66 0.0 0.66 1.0 0.0 0.0 3.0 3.34 3.34 38.66 72.34 1.34 1.66 2016.34 272.66 96.34 154.34 52.0 47.0 1615.34 153.0 19.34 169.34 115.34 131.34 956.0 91.66 58.34 24.66 7.34 4.34 9.66 7.0 636.0 14.0 2.0 4.0 2231.66 62.0 528.34 49.34 80.66 1483.66 1970.0 1329.66 7.34 1.34 2.34 4.0 3.0 3.0 4.0 2.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Lauroyl-Kdo(2)-lipid IV(A) myristoyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.243 EC:2.3.1.243 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Chloramphenicol O-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.28 EC:2.3.1.28 58247.200000000004 372.67 87.17 100.33 242.0 126.17 202.83 145.82999999999996 111.5 0.17 73.5 30.17 53.83 2.5 20.83 4.0 8.0 14.0 9.5 104.17 141.17 123.33 242.17 28.67 118.83 2104.67 272.33000000000004 3013.17 2339.17 162.5 2585.0 1629.67 176.5 88.17 1821.67 1684.67 1601.67 511.0 160.82999999999996 77.17 40.83 3235.67 3161.17 710.33 1209.5 610.0 1378.5 4753.5 6735.0 1221.83 2798.0 1380.17 2817.17 3885.33 752.83 1723.0 755.83 83.67 18.17 129.17000000000002 62.5 33.0 49.0 65.5 46.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Glycine C-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.29 EC:2.3.1.29 84710.20000000001 518.6700000000002 1338.17 363.33 585.0 312.17 320.8300000000001 440.83 197.5 0.17 79.5 215.17 274.83 7.5 21.83 5.0 85.0 63.0 38.5 210.17 291.17 229.33 742.17 70.67 405.83 4099.67 296.3300000000001 3026.17 2409.17 248.5 2687.0 3138.67 222.5 3365.17 2584.67 2463.67 2357.67 1832.0 2524.83 3200.17 3178.83 3312.67 3380.17 1092.33 2059.5 829.0 1576.5 4876.5 6752.0 1224.83 2971.0 1414.17 2929.17 3975.33 753.83 1737.0 771.83 90.67 24.17 183.17 72.5 45.0 61.0 72.5 54.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Serine O-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.30 EC:2.3.1.30 185320.90000000002 4300.34 2382.34 2722.66 4411.5 4874.84 3683.16 3230.66 4035.0 2603.84 540.0 1672.34 711.1600000000002 5651.0 1104.16 1950.5 3574.5 6007.0 6445.5 749.84 4477.34 4252.16 1845.84 5288.84 2885.16 4910.34 434.66 3049.34 2512.34 686.5 2710.5 4166.84 234.5 4716.34 1194.34 1131.34 1162.84 3661.0 5564.66 4778.34 3937.66 202.84 353.3400000000001 498.66 974.5 1043.0 307.0 236.5 49.0 2335.16 1893.0 3480.34 2158.34 1714.16 1491.66 2173.0 1844.16 7068.84 4323.84 3001.34 4642.0 3134.5 6280.5 7357.5 4506.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Homoserine O-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.31 EC:2.3.1.31 89037.0 791.0 402.0 433.0 927.0 1238.0 653.0 443.0 2621.0 64.0 78.0 269.0 311.0 22.0 894.0 20.0 30.0 5958.0 6392.0 637.0 4314.0 4132.0 1309.0 5241.0 2367.0 2794.0 115.0 6.0 63.0 577.0 125.0 2474.0 41.0 1043.0 167.0 154.0 217.0 203.0 2554.0 781.0 248.0 76.0 99.0 61.0 59.0 157.0 53.0 13.0 8.0 42.0 821.0 2331.0 603.0 672.0 3.0 34.0 371.0 6612.0 3095.0 1104.0 3800.0 2013.0 5987.0 6745.0 3170.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Glutamate N-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.35 EC:2.3.1.35 143102.5 4266.0 2364.5 2689.5 4368.5 4820.5 3676.0 3192.0 4022.0 71.5 94.5 511.0 563.0 43.5 964.0 22.5 135.5 6007.0 6437.0 745.5 4471.5 4176.0 1699.5 5284.5 2880.5 802.0 160.5 20.0 111.0 590.5 150.5 1105.0 70.0 4650.5 915.0 959.0 950.5 2684.0 5370.0 4658.5 3900.0 185.5 344.5 481.5 959.5 396.5 275.5 228.5 32.0 103.5 1831.0 2952.0 2101.0 1629.5 8.0 203.0 514.5 7057.5 4321.0 2990.0 4628.5 3128.5 6274.5 7349.0 4504.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;[Acyl-carrier-protein] S-malonyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.39 EC:2.3.1.39 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Beta-ketoacyl-[acyl-carrier-protein] synthase I https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.41 EC:2.3.1.41 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Homoserine O-succinyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.46 EC:2.3.1.46 56472.700000000004 3332.67 712.17 1997.33 3133.5 3411.67 2908.33 2462.83 1315.5 2539.67 386.5 1218.17 175.32999999999996 5623.5 190.33 1927.5 3467.5 0.0 22.0 5.67 12.17 12.83 31.67 2.17 227.33 13.67 159.33 49.17 73.17 18.0 8.5 97.17 73.0 358.17 234.67 167.67000000000004 163.17000000000004 1662.0 617.8299999999998 866.17 542.8299999999998 45.17 33.17 49.33 60.0 352.0 43.5 95.0 15.0 1174.33 868.0 851.1700000000002 1421.17 913.83 745.83 1140.0 792.33 448.17 1220.67 1833.17 826.5 1109.5 281.5 605.0 1327.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;8-amino-7-oxononanoate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.47 EC:2.3.1.47 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;1-acylglycerol-3-phosphate O-acyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.51 EC:2.3.1.51 245389.7 4784.67 3702.67 3052.83 4953.5 5132.67 3996.83 3632.83 4219.5 3759.67 579.8 1875.17 978.63 5658.2 2206.83 1951.9 3659.5 6070.0 6475.5 955.67 4762.67 4405.33 2441.67 5355.17 3286.33 4901.67 456.83 3046.17 2520.17 839.0 2837.5 4243.67 292.5 8015.67 3499.67 3422.67 3308.17 4516.0 7894.83 7858.67 7078.83 3498.17 3724.67 1573.83 3019.0 1225.5 1852.0 5105.0 6784.0 1328.33 4802.0 4366.17 5030.17 5604.83 761.83 1940.0 1286.33 7148.17 4345.17 3173.17 4701.4 3174.9 6335.5 7421.5 4558.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Formate C-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.54 EC:2.3.1.54 180703.40000000002 3575.34 1092.84 1909.16 3371.0 3952.34 3077.16 2570.66 3392.0 2602.34 527.5 1463.34 482.16 5639.5 1098.16 1947.0 3480.0 5972.0 6417.5 744.34 4458.84 4191.16 1432.34 5270.34 2657.66 922.34 542.1600000000002 3067.34 2451.34 670.0 2636.0 1308.84 271.5 1269.84 1929.34 1862.34 1800.34 1208.0 2889.66 840.84 308.66 3334.34 3277.84 800.16 1269.0 1066.5 1453.5 4777.0 6740.0 2422.66 4141.0 4297.34 4169.34 5039.66 1500.66 2826.0 1839.66 6897.34 3746.84 2130.34 4068.5 2749.0 6144.0 7137.5 3572.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Diamine N-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.57 EC:2.3.1.57 55819.7 3359.67 728.67 2022.83 3154.5 3453.67 2908.83 2489.83 1327.5 1163.67 114.8 75.17 76.63 17.2 1187.83 6.9 28.5 0.0 27.5 6.67 14.67 50.33 105.67 5.17 230.33 2105.67 160.83 2982.17 2320.17 62.0 2521.5 1543.67 84.5 404.67 344.67 224.67 244.17 1683.0 720.8299999999998 927.67 555.83 55.17 37.67 56.83 68.0 362.5 61.0 101.0 28.0 1174.33 868.0 851.1700000000002 1429.17 917.83 745.83 1140.0 792.33 452.17 1222.17 1842.17 836.4 1113.9 284.5 609.5 1327.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Dihydrolipoyllysine-residue succinyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.61 EC:2.3.1.61 35873.200000000004 149.67 1251.67 266.83 362.0 195.17 121.33 301.83 86.5 0.17 7.0 191.17 230.33 5.0 1.33 2.0 77.0 49.0 32.0 108.17 152.67 143.82999999999996 571.17 42.67 287.83 4000.67 160.83 61.17 153.17000000000004 133.5 146.0 3039.17 127.0 3292.67 902.67 864.6700000000002 861.6700000000002 1807.0 2449.83 3179.67 3155.83 83.67 222.67 388.83 855.5 541.5 209.0 124.5 21.0 1118.83 204.0 298.17 140.17000000000002 132.32999999999998 742.83 999.0 680.83 12.67 6.67 55.17 14.0 15.0 15.0 11.0 9.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Maltose O-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.79 EC:2.3.1.79 270961.19999999995 2296.67 961.17 1037.33 2282.0 2671.17 1707.83 1141.83 5452.5 1284.17 262.3 580.17 713.63 48.7 2910.83 43.4 76.0 11944.0 12791.5 1478.17 8903.17 8398.33 2887.17 10535.67 4967.83 3704.67 635.33 3057.17 2462.17 1344.5 2822.0 3785.67 333.5 2188.17 3617.67 3478.67 3370.67 905.0 5160.83 1543.17 535.8299999999998 6600.67 6509.17 1524.33 2519.5 1192.0 2826.5 9524.5 13465.0 1411.83 7207.0 7158.17 6797.17 9064.33 769.83 2529.0 1588.83 13377.67 6224.17 2456.17 7707.9 4084.4 12063.0 13608.5 6431.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Phosphate acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.8 EC:2.3.1.8 196651.69999999998 4492.67 1200.67 2526.83 4283.5 4766.67 3760.83 3044.83 4047.5 3759.67 568.8 1511.17 545.6299999999999 5648.2 2204.83 1950.9 3505.5 5972.0 6420.5 744.67 4464.67 4230.33 1511.67 5271.17 2712.33 2906.67 409.83 3020.17 2392.17 710.0 2674.5 2670.67 209.5 1473.67 2083.67 1920.67 1876.17 1890.0 3246.83 1667.67 813.83 3350.17 3289.67 813.83 1323.0 796.5 1464.0 4860.0 6754.0 1322.33 4456.0 4298.17 4813.17 5428.83 759.83 1912.0 1254.33 7138.17 4333.17 3065.17 4685.4 3153.9 6314.5 7411.5 4542.5 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Tetrahydrodipicolinate N-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.89 EC:2.3.1.89 87154.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 1220.0 108.8 263.0 316.8 22.2 1994.0 19.4 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.4 2011.4 5984.0 6741.0 3170.0 +Transferases;Acyltransferases;Transferring groups other than aminoacyl groups;Acetyl-CoA C-acetyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.1.9 EC:2.3.1.9 272045.39999999997 4366.34 1494.84 2342.16 4298.0 5190.34 3730.16 3013.66 6013.0 3822.34 637.3 1732.34 807.9599999999998 5661.7 3092.16 1967.4 3510.0 11930.0 12809.5 1381.34 8772.84 8323.16 2741.34 10511.34 5024.66 3716.34 657.1600000000002 3073.34 2514.34 1247.0 2761.0 3782.84 312.5 2312.84 2096.34 2016.34 2017.34 1411.0 5443.66 1621.84 556.6600000000002 3410.34 3376.84 861.16 1328.0 1223.5 1506.5 4790.0 6748.0 2464.66 4962.0 6628.34 4772.34 5711.66 1503.66 2860.0 2210.66 13509.34 6841.84 3234.34 7868.9 4763.4 12131.0 13882.5 6742.0 +Transferases;Acyltransferases;Aminoacyltransferases;UDP-N-acetylmuramoylpentapeptide-lysine N(6)-alanyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.2.10 EC:2.3.2.10 29427.0 2435.0 619.5 1397.5 2236.0 2633.0 2218.5 2006.0 671.0 6.0 73.5 27.0 12.5 8.5 80.5 3.0 3.0 0.0 24.5 4.0 7.5 9.5 24.0 3.0 174.0 100.0 21.5 2933.0 2237.0 13.0 2477.0 11.5 2.5 193.5 131.0 107.0 117.0 61.0 352.0 97.5 37.0 38.0 24.5 37.5 11.0 5.5 44.5 17.0 14.0 43.0 491.0 322.0 743.0 452.0 3.0 84.0 48.0 208.0 634.5 905.0 219.5 709.0 114.0 335.5 355.0 +Transferases;Acyltransferases;Aminoacyltransferases;Gamma-glutamyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.2.2 EC:2.3.2.2 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Acyltransferases;Aminoacyltransferases;Lysyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.2.3 EC:2.3.2.3 169664.5 4489.0 1200.0 2523.0 4264.5 4757.5 3757.5 3038.0 4047.0 71.5 162.0 356.0 395.5 41.0 983.5 25.5 66.5 5972.0 6417.5 742.5 4462.0 4192.5 1440.5 5270.5 2711.5 901.0 273.0 2972.0 2309.0 662.5 2630.5 1140.5 128.5 1458.0 1944.0 1835.0 1770.5 1404.0 3161.0 1611.0 796.0 3343.5 3286.0 807.0 1317.5 474.0 1453.0 4858.5 6750.0 206.5 4425.0 4034.0 4785.0 5386.5 18.0 927.0 589.5 7132.5 4332.5 3064.0 4681.0 3149.5 6311.5 7407.5 4541.5 +Transferases;Acyltransferases;Aminoacyltransferases;Leucyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.2.6 EC:2.3.2.6 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Transferases;Acyltransferases;Aminoacyltransferases;Arginyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.2.8 EC:2.3.2.8 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Acyltransferases;Acyl groups converted into alkyl groups on transfer;Citrate (Si)-synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.3.1 EC:2.3.3.1 160110.2 3494.67 3507.67 2334.83 3815.0 4198.17 3110.33 3014.83 3452.5 70.17 92.0 654.1700000000002 744.3299999999998 40.0 958.33 21.0 187.0 6056.0 6466.0 852.17 4617.67 4279.83 2190.17 5325.67 3112.83 2807.67 317.8300000000001 80.17 252.17 679.5 255.0 2697.17 187.0 7735.67 1633.67 1735.67 1710.67 3339.0 7456.83 7009.67 6543.83 252.67 554.67 853.83 1759.5 894.5 471.0 269.5 39.0 1206.83 1689.0 2985.17 1576.17 1334.33 749.83 1131.0 1115.83 6827.67 3740.67 2109.17 4026.0 2740.0 6119.0 7086.0 3542.0 +Transferases;Acyltransferases;Acyl groups converted into alkyl groups on transfer;Hydroxymethylglutaryl-CoA synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.3.10 EC:2.3.3.10 154856.5 2081.0 597.0 1151.0 2049.5 2166.5 1539.5 1059.0 3388.0 1221.5 190.8 335.0 410.3 33.2 2021.5 25.9 63.5 5972.0 6398.5 739.5 4457.0 4220.5 1490.5 5270.5 2540.5 2893.0 253.0 2972.0 2319.0 693.5 2666.5 2575.5 137.5 1311.0 1923.0 1785.0 1734.5 1364.0 2912.0 1575.0 772.0 3315.5 3266.0 777.0 1314.5 479.0 1426.0 4847.5 6749.0 163.5 3934.0 3712.0 4050.0 4938.5 15.0 843.0 541.5 6928.5 3699.5 2168.0 4471.4 2444.9 6200.5 7076.5 4186.5 +Transferases;Acyltransferases;Acyl groups converted into alkyl groups on transfer;2-isopropylmalate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.3.13 EC:2.3.3.13 183056.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 5135.67 843.5 2815.17 824.3299999999998 11257.5 1206.33 3871.5 7013.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Transferases;Acyltransferases;Acyl groups converted into alkyl groups on transfer;Malate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.3.3.9 EC:2.3.3.9 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Glycosyltransferases;Hexosyltransferases;Glycogen phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.1 EC:2.4.1.1 72196.20000000001 2584.67 1871.17 1664.33 2566.0 2816.17 2339.83 2303.83 757.5 2538.17 452.5 1355.17 350.8300000000001 5620.5 202.83 1927.0 3519.0 49.0 50.5 110.17 156.17 79.33 455.17 45.67 461.83 110.67 180.33 2994.17 2366.17 60.5 2541.0 160.67000000000004 111.5 3462.17 813.67 859.67 818.67 1836.0 2641.83 3167.17 3170.83 109.67 241.17 418.33 858.5 529.0 237.5 139.5 27.0 1161.83 695.0 620.1700000000002 869.17 576.33 745.83 1083.0 728.83 212.67 641.17 960.17 225.5 718.0 123.0 338.5 364.0 +Transferases;Glycosyltransferases;Hexosyltransferases;Levansucrase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.10 EC:2.4.1.10 14677.5 921.0 108.5 621.5 899.5 811.5 687.0 477.0 656.0 1.5 8.5 42.0 40.0 8.5 7.0 2.5 25.5 0.0 0.0 0.5 4.5 3.0 10.5 1.5 55.5 0.0 2.5 1.0 0.0 1.5 0.5 2.0 1.0 195.5 74.0 32.0 21.5 1136.0 283.0 773.5 501.0 10.5 9.5 12.5 51.5 34.5 5.5 82.5 10.0 15.5 346.0 265.0 658.0 423.5 1.0 71.0 79.5 238.5 587.0 936.0 612.5 400.5 167.5 270.0 971.5 +Transferases;Glycosyltransferases;Hexosyltransferases;Cellulose synthase (UDP-forming) https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.12 EC:2.4.1.12 16982.5 921.0 108.5 621.5 899.5 811.5 687.0 477.0 656.0 1157.5 40.3 42.0 54.8 8.7 1107.0 2.9 25.5 0.0 0.0 0.5 4.5 3.0 10.5 1.5 55.5 0.0 2.5 1.0 0.0 1.5 0.5 2.0 1.0 195.5 74.0 32.0 21.5 1136.0 283.0 773.5 501.0 10.5 9.5 12.5 51.5 34.5 5.5 82.5 10.0 15.5 346.0 265.0 658.0 423.5 1.0 71.0 79.5 238.5 587.0 936.0 612.9 401.9 167.5 270.0 971.5 +Transferases;Glycosyltransferases;Hexosyltransferases;Peptidoglycan glycosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.129 EC:2.4.1.129 197685.90000000002 4496.34 1201.34 2530.66 4270.5 4763.84 3764.16 3047.66 4048.0 3759.84 567.8 1505.34 536.96 5648.2 2205.16 1949.9 3505.5 5972.0 6417.5 744.84 4463.34 4194.16 1442.84 5271.84 2713.16 922.34 544.6600000000002 3068.34 2451.34 671.5 2636.5 1310.84 272.5 1465.34 2003.34 1894.34 1821.84 2344.0 3172.66 1614.34 809.66 3344.84 3287.34 812.66 1320.5 1101.0 1459.0 4859.5 6750.0 2438.16 4487.0 4562.34 4827.34 5463.16 1501.66 2897.0 1919.16 7135.84 4333.84 3066.34 4681.4 3150.9 6311.5 7407.5 4543.5 +Transferases;Glycosyltransferases;Hexosyltransferases;Alpha,alpha-trehalose-phosphate synthase (UDP-forming) https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.15 EC:2.4.1.15 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Glycosyltransferases;Hexosyltransferases;1,4-alpha-glucan branching enzyme https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.18 EC:2.4.1.18 76384.20000000001 2584.67 1871.17 1664.33 2582.0 2822.17 2339.83 2305.83 757.5 2538.17 453.5 1361.17 359.8300000000001 5620.5 202.83 1928.0 3519.0 49.0 53.5 111.17 158.17 116.33 525.1700000000002 45.67 461.83 2105.67 181.33 2994.17 2378.17 103.5 2582.0 1605.67 120.5 3474.17 923.67 915.67 898.67 1852.0 2721.83 3222.17 3181.83 115.67 244.17 422.33 862.5 538.0 245.5 140.5 31.0 1161.83 695.0 620.1700000000002 876.1700000000002 580.3299999999998 745.83 1083.0 728.83 216.67 641.17 960.17 229.5 721.0 126.0 342.5 364.0 +Transferases;Glycosyltransferases;Hexosyltransferases;Lipid-A-disaccharide synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.182 EC:2.4.1.182 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Glycosyltransferases;Hexosyltransferases;mannosaminyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.187 EC:2.4.1.187 125560.0 1133.0 472.0 504.0 1129.0 1313.0 852.0 555.0 2720.0 64.0 80.0 287.0 343.0 24.0 896.0 20.0 38.0 5972.0 6393.0 738.0 4450.0 4180.0 1406.0 5266.0 2482.0 801.0 249.0 38.0 72.0 648.0 153.0 1127.0 125.0 1069.0 1739.0 1696.0 1632.0 207.0 2526.0 740.0 258.0 3295.0 3252.0 757.0 1255.0 434.0 1403.0 4759.0 6726.0 148.0 3588.0 3447.0 3384.0 4511.0 14.0 772.0 462.0 6686.0 3111.0 1223.0 3849.0 2040.0 6030.0 6802.0 3215.0 +Transferases;Glycosyltransferases;Hexosyltransferases;Diglucosyl diacylglycerol synthase (1,2-linking) https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.208 EC:2.4.1.208 84815.5 3698.0 798.0 2090.0 3353.5 3525.5 3104.5 2597.0 1426.0 7.5 85.0 93.0 93.5 19.0 89.5 6.5 36.5 14.0 28.5 106.5 150.0 97.5 201.5 29.5 344.5 102.0 159.0 2966.0 2258.0 128.5 2546.5 111.5 96.5 427.0 1887.0 1737.0 1633.5 1217.0 687.0 885.0 559.0 3273.5 3190.0 750.0 1262.5 326.0 1408.0 4846.5 6746.0 164.5 3604.0 1703.0 4189.0 4718.5 15.0 893.0 218.5 524.5 1237.5 1960.0 885.0 1139.5 327.5 666.5 1371.5 +Transferases;Glycosyltransferases;Hexosyltransferases;Starch synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.21 EC:2.4.1.21 75350.0 2581.0 1870.5 1660.5 2595.0 2825.0 2336.5 2303.0 757.0 2538.0 454.5 1367.0 368.5 5620.5 202.5 1929.0 3519.0 49.0 56.5 111.0 159.5 152.5 594.0 45.0 461.0 4090.0 46.5 2946.0 2319.0 142.0 2620.0 2965.5 57.5 3482.5 1004.0 942.0 953.0 1398.0 2796.0 3275.5 3186.0 121.0 246.5 423.5 865.0 233.5 250.5 141.0 35.0 46.0 664.0 356.0 862.0 546.0 4.0 98.0 64.0 219.0 640.5 959.0 233.5 724.0 129.0 346.5 363.0 +Transferases;Glycosyltransferases;Hexosyltransferases;1,3-beta-galactosyl-N-acetylhexosamine phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.211 EC:2.4.1.211 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Glycosyltransferases;Hexosyltransferases;acetylglucosaminyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.227 EC:2.4.1.227 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Glycosyltransferases;Hexosyltransferases;4-alpha-glucanotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.25 EC:2.4.1.25 48798.200000000004 2557.67 1854.67 1638.83 2561.0 2780.17 2339.33 2278.83 745.5 6.17 9.0 206.17 221.33 13.0 63.33 1.0 80.0 49.0 48.0 110.17 155.67 78.83 451.17 42.67 458.83 13.67 179.83 61.17 131.17000000000002 59.5 69.0 159.17000000000004 109.0 3427.67 813.67 858.67 817.67 1831.0 2618.83 3160.67 3168.83 105.67 239.67 414.83 854.5 527.5 228.0 134.5 18.0 1161.83 695.0 620.1700000000002 868.17 576.33 745.83 1083.0 728.83 212.67 639.67 951.17 220.0 718.0 123.0 338.0 364.0 +Transferases;Glycosyltransferases;Hexosyltransferases;N,N'-diacetylchitobiose phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.280 EC:2.4.1.280 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Glycosyltransferases;Hexosyltransferases;Diglucosyl diacylglycerol synthase (1,6-linking) https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.315 EC:2.4.1.315 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Transferases;Glycosyltransferases;Hexosyltransferases;Amylosucrase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.4 EC:2.4.1.4 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Glycosyltransferases;Hexosyltransferases;Dextransucrase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.5 EC:2.4.1.5 29355.0 1842.0 217.0 1243.0 1799.0 1623.0 1374.0 954.0 1312.0 3.0 17.0 84.0 80.0 17.0 14.0 5.0 51.0 0.0 0.0 1.0 9.0 6.0 21.0 3.0 111.0 0.0 5.0 2.0 0.0 3.0 1.0 4.0 2.0 391.0 148.0 64.0 43.0 2272.0 566.0 1547.0 1002.0 21.0 19.0 25.0 103.0 69.0 11.0 165.0 20.0 31.0 692.0 530.0 1316.0 847.0 2.0 142.0 159.0 477.0 1174.0 1872.0 1225.0 801.0 335.0 540.0 1943.0 +Transferases;Glycosyltransferases;Hexosyltransferases;Alpha,alpha-trehalose phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.64 EC:2.4.1.64 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Glycosyltransferases;Hexosyltransferases;Sucrose phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.7 EC:2.4.1.7 44104.5 3356.0 728.0 2019.0 3135.5 3444.5 2905.5 2483.0 1327.0 7.5 82.0 69.0 52.5 17.0 87.5 5.5 28.5 0.0 24.5 4.5 12.0 12.5 34.5 4.5 229.5 100.0 24.0 2934.0 2237.0 14.5 2477.5 13.5 3.5 389.0 205.0 139.0 138.5 1197.0 635.0 871.0 538.0 48.5 34.0 50.0 62.5 40.0 50.0 99.5 24.0 58.5 837.0 587.0 1401.0 875.5 4.0 155.0 127.5 446.5 1221.5 1841.0 832.0 1109.5 281.5 605.5 1326.5 +Transferases;Glycosyltransferases;Hexosyltransferases;Maltose phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.8 EC:2.4.1.8 173852.5 4489.0 1200.0 2523.0 4280.5 4763.5 3757.5 3040.0 4047.0 71.5 163.0 362.0 404.5 41.0 983.5 26.5 66.5 5972.0 6420.5 743.5 4464.0 4229.5 1510.5 5270.5 2711.5 2896.0 274.0 2972.0 2321.0 705.5 2671.5 2585.5 137.5 1470.0 2054.0 1891.0 1850.5 1420.0 3241.0 1666.0 807.0 3349.5 3289.0 811.0 1321.5 483.0 1461.0 4859.5 6754.0 206.5 4425.0 4034.0 4792.0 5390.5 18.0 927.0 589.5 7136.5 4332.5 3064.0 4685.0 3152.5 6314.5 7411.5 4541.5 +Transferases;Glycosyltransferases;Hexosyltransferases;Dolichyl-phosphate beta-D-mannosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.1.83 EC:2.4.1.83 26463.0 146.0 1251.0 263.0 343.0 186.0 118.0 295.0 86.0 0.0 6.0 185.0 221.0 5.0 1.0 1.0 77.0 49.0 29.0 106.0 150.0 106.0 500.0 42.0 287.0 1995.0 24.0 13.0 70.0 86.0 102.0 1509.0 46.0 3277.0 763.0 779.0 756.0 1321.0 2364.0 3123.0 3138.0 77.0 219.0 382.0 850.0 219.0 198.0 123.0 17.0 3.0 173.0 34.0 112.0 90.0 1.0 14.0 16.0 7.0 6.0 54.0 10.0 12.0 12.0 7.0 8.0 +Transferases;Glycosyltransferases;Pentosyltransferases;Purine-nucleoside phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.1 EC:2.4.2.1 413818.60000000003 7742.01 3768.01 4439.49 7775.0 9238.51 6722.99 5758.49 9391.5 3892.51 792.8 2201.51 1334.79 5697.2 4067.99 1989.4 3620.0 17937.0 19249.0 2127.51 13241.01 12497.49 4435.51 15798.01 7853.49 4626.01 951.49 6073.51 4931.51 1841.5 5386.0 4972.51 456.0 6806.01 2967.01 2974.01 2973.01 3434.0 10559.49 5515.01 3964.49 3590.01 3714.01 1336.49 2241.5 1900.5 1789.0 4941.5 6779.0 3668.49 6478.0 9579.51 6237.51 6955.99 2252.49 3977.0 3310.49 20330.01 10578.01 5298.51 11890.4 7491.4 18238.0 20962.0 10276.0 +Transferases;Glycosyltransferases;Pentosyltransferases;Orotate phosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.10 EC:2.4.2.10 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Glycosyltransferases;Pentosyltransferases;Nicotinamide phosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.12 EC:2.4.2.12 14677.5 921.0 108.5 621.5 899.5 811.5 687.0 477.0 656.0 1.5 8.5 42.0 40.0 8.5 7.0 2.5 25.5 0.0 0.0 0.5 4.5 3.0 10.5 1.5 55.5 0.0 2.5 1.0 0.0 1.5 0.5 2.0 1.0 195.5 74.0 32.0 21.5 1136.0 283.0 773.5 501.0 10.5 9.5 12.5 51.5 34.5 5.5 82.5 10.0 15.5 346.0 265.0 658.0 423.5 1.0 71.0 79.5 238.5 587.0 936.0 612.5 400.5 167.5 270.0 971.5 +Transferases;Glycosyltransferases;Pentosyltransferases;Amidophosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.14 EC:2.4.2.14 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Glycosyltransferases;Pentosyltransferases;ATP phosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.17 EC:2.4.2.17 153107.2 3348.67 2256.67 2071.83 3488.0 4018.17 2992.33 2721.83 3366.5 2602.17 461.0 1624.17 658.3299999999998 5642.0 1078.33 1945.0 3549.0 6007.0 6440.0 747.17 4469.67 4210.83 1760.17 5283.67 2825.83 2807.67 294.8300000000001 67.17 194.17 636.5 194.0 2633.17 150.0 4470.67 980.67 1012.67 1034.67 2034.0 5172.83 3941.67 3416.83 181.67 338.67 475.83 913.5 684.5 281.0 147.5 26.0 1203.83 1516.0 2951.17 1471.17 1248.33 748.83 1117.0 1099.83 6824.67 3734.67 2055.17 4020.0 2731.0 6110.0 7083.0 3534.0 +Transferases;Glycosyltransferases;Pentosyltransferases;Anthranilate phosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.18 EC:2.4.2.18 130832.2 3202.67 1005.67 1808.83 3161.0 3838.17 2874.33 2428.83 3280.5 2602.17 456.0 1445.17 446.33 5637.0 1077.33 1945.0 3472.0 5958.0 6414.0 642.17 4321.67 4141.83 1330.17 5241.67 2538.83 2807.67 271.83000000000004 54.17 136.17000000000002 593.5 133.0 2569.17 113.0 1205.67 327.67 289.67 358.67 729.0 2888.83 873.67 289.8300000000001 110.67 122.67 97.83 67.5 474.5 91.0 25.5 13.0 1200.83 1343.0 2917.17 1366.17 1162.33 747.83 1103.0 1083.83 6821.67 3728.67 2001.17 4014.0 2722.0 6101.0 7080.0 3526.0 +Transferases;Glycosyltransferases;Pentosyltransferases;Nicotinate-nucleotide diphosphorylase (carboxylating) https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.19 EC:2.4.2.19 24682.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 2532.17 375.0 1155.17 135.33 5607.0 121.33 1925.0 3439.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Glycosyltransferases;Pentosyltransferases;Pyrimidine-nucleoside phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.2 EC:2.4.2.2 170259.0 3568.0 1091.5 1901.5 3365.0 3946.0 3070.5 2561.0 3391.0 2602.0 527.5 1463.0 481.5 5639.5 1097.5 1947.0 3480.0 5972.0 6417.5 742.0 4457.5 4189.5 1430.0 5269.0 2656.0 901.0 270.5 2971.0 2309.0 661.0 2630.0 1138.5 127.5 1262.5 1870.0 1803.0 1749.0 268.0 2878.0 837.5 295.0 3333.0 3276.5 794.5 1266.0 439.5 1447.5 4776.0 6740.0 191.0 4079.0 3769.0 4127.0 4963.0 17.0 856.0 510.0 6894.0 3745.5 2128.0 4068.5 2749.0 6144.0 7137.5 3570.0 +Transferases;Glycosyltransferases;Pentosyltransferases;Nicotinate-nucleotide--dimethylbenzimidazole phosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.21 EC:2.4.2.21 19460.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 2532.0 375.0 1155.0 135.0 5607.0 121.0 1925.0 3439.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Glycosyltransferases;Pentosyltransferases;Xanthine phosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.22 EC:2.4.2.22 177191.69999999998 4492.67 1200.67 2526.83 4267.5 4760.67 3760.83 3042.83 4047.5 1227.67 193.8 356.17 410.63 41.2 2083.83 25.9 66.5 5972.0 6417.5 743.67 4462.67 4193.33 1441.67 5271.17 2712.33 911.67 408.83 3020.17 2380.17 667.0 2633.5 1225.67 200.5 1461.67 1973.67 1864.67 1796.17 1874.0 3166.83 1612.67 802.83 3344.17 3286.67 809.83 1319.0 787.5 1456.0 4859.0 6750.0 1322.33 4456.0 4298.17 4806.17 5424.83 759.83 1912.0 1254.33 7134.17 4333.17 3065.17 4681.4 3150.9 6311.5 7407.5 4542.5 +Transferases;Glycosyltransferases;Pentosyltransferases;S-methyl-5'-thioadenosine phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.28 EC:2.4.2.28 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Transferases;Glycosyltransferases;Pentosyltransferases;tRNA-guanine(34) transglycosylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.29 EC:2.4.2.29 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Glycosyltransferases;Pentosyltransferases;Uridine phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.3 EC:2.4.2.3 14632.4 7.34 1.34 7.66 22.0 12.34 6.66 11.66 1.0 0.34 1.0 6.34 9.66 0.0 0.66 1.0 0.0 0.0 3.0 3.34 3.34 38.66 72.34 1.34 1.66 2016.34 272.66 96.34 154.34 52.0 47.0 1615.34 153.0 19.34 169.34 115.34 131.34 956.0 91.66 58.34 24.66 7.34 4.34 9.66 7.0 636.0 14.0 2.0 4.0 2231.66 62.0 528.34 49.34 80.66 1483.66 1970.0 1329.66 7.34 1.34 2.34 4.0 3.0 3.0 4.0 2.0 +Transferases;Glycosyltransferases;Pentosyltransferases;Thymidine phosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.4 EC:2.4.2.4 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Transferases;Glycosyltransferases;Pentosyltransferases;Triphosphoribosyl-dephospho-CoA synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.52 EC:2.4.2.52 55388.5 1263.0 178.5 692.5 1117.5 892.5 886.0 591.0 755.0 1.5 11.5 66.0 81.0 10.5 9.0 3.5 33.5 14.0 4.0 102.5 142.5 88.0 177.5 26.5 170.5 2.0 137.5 33.0 21.0 115.5 69.5 100.0 94.0 233.5 1756.0 1630.0 1516.5 1156.0 335.0 787.5 522.0 3235.5 3165.5 712.5 1251.5 320.5 1363.5 4829.5 6732.0 121.5 3113.0 1381.0 3446.0 4266.5 12.0 809.0 170.5 316.5 603.0 1055.0 665.5 430.5 213.5 331.0 1016.5 +Transferases;Glycosyltransferases;Pentosyltransferases;Nucleoside deoxyribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.6 EC:2.4.2.6 98404.5 1605.0 248.5 763.5 1335.5 973.5 1085.0 705.0 854.0 1157.5 46.3 90.0 136.8 12.7 1111.0 4.9 41.5 28.0 8.0 204.5 280.5 173.0 344.5 51.5 285.5 4.0 272.5 65.0 42.0 229.5 138.5 198.0 187.0 271.5 3438.0 3228.0 3011.5 1176.0 387.0 801.5 543.0 6460.5 6321.5 1412.5 2451.5 606.5 2721.5 9576.5 13454.0 227.5 5880.0 2497.0 6234.0 8109.5 23.0 1547.0 261.5 394.5 619.0 1174.0 718.9 461.9 259.5 392.0 1061.5 +Transferases;Glycosyltransferases;Pentosyltransferases;Adenine phosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.7 EC:2.4.2.7 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Glycosyltransferases;Pentosyltransferases;Hypoxanthine phosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.8 EC:2.4.2.8 241131.39999999997 5563.34 2560.84 3415.16 5513.0 5761.34 4569.16 3819.66 4790.0 4917.34 614.1 1732.34 812.7600000000001 5661.9 3313.16 1953.8 3608.0 6021.0 6446.5 851.34 4617.84 4303.16 1953.34 5315.34 3055.66 2917.34 571.1600000000002 3082.34 2521.34 759.0 2739.0 2821.84 319.5 4937.84 2840.34 2705.34 2599.34 4801.0 5819.66 5510.84 4448.66 3432.34 3515.84 1207.16 2222.0 1354.5 1662.5 5065.0 6777.0 2456.66 5006.0 4861.34 5597.34 5976.66 1503.66 2982.0 2014.66 7381.34 4926.84 4056.34 5304.3 3564.8 6491.0 7684.5 5523.0 +Transferases;Glycosyltransferases;Pentosyltransferases;Uracil phosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.2.9 EC:2.4.2.9 436819.2 9273.67 4902.67 5575.83 9234.0 9896.17 7754.33 6672.83 8266.5 7519.17 1148.6 3386.17 1523.9299999999996 11306.4 4411.33 3902.8 7165.0 12042.0 12896.0 1699.17 9226.67 8634.83 3952.17 10625.67 5997.83 7797.67 730.83 6018.17 4841.17 1544.5 5509.0 6829.17 430.0 9485.67 5553.67 5313.67 5158.67 5936.0 11135.83 9524.67 7885.83 6847.67 7013.67 2384.83 4340.5 1708.5 3313.0 9964.5 13538.0 1534.83 9227.0 8400.17 9822.17 10995.33 779.83 2867.0 1875.83 14284.67 8677.67 6237.17 9386.8 6328.8 12650.0 14833.0 9100.0 +Transferases;Glycosyltransferases;Transferring other glycosyl groups;Beta-galactoside alpha-2,6-sialyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.99.1 EC:2.4.99.1 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Glycosyltransferases;Transferring other glycosyl groups;Lipid IV(A) 3-deoxy-D-manno-octulosonic acid transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.99.12 EC:2.4.99.12 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Glycosyltransferases;Transferring other glycosyl groups;(Kdo)-lipid IV(A) 3-deoxy-D-manno-octulosonic acid transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.99.13 EC:2.4.99.13 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Glycosyltransferases;Transferring other glycosyl groups;(Kdo)(2)-lipid IV(A) (2-8) 3-deoxy-D-manno-octulosonic acid transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.99.14 EC:2.4.99.14 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Glycosyltransferases;Transferring other glycosyl groups;(Kdo)(3)-lipid IV(A) (2-4) 3-deoxy-D-manno-octulosonic acid transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.99.15 EC:2.4.99.15 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Glycosyltransferases;Transferring other glycosyl groups;Starch synthase (maltosyl-transferring) https://www.genome.jp/dbget-bin/www_bget?EC:2.4.99.16 EC:2.4.99.16 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Glycosyltransferases;Transferring other glycosyl groups;S-adenosylmethionine:tRNA ribosyltransferase-isomerase https://www.genome.jp/dbget-bin/www_bget?EC:2.4.99.17 EC:2.4.99.17 196651.69999999998 4492.67 1200.67 2526.83 4283.5 4766.67 3760.83 3044.83 4047.5 3759.67 568.8 1511.17 545.6299999999999 5648.2 2204.83 1950.9 3505.5 5972.0 6420.5 744.67 4464.67 4230.33 1511.67 5271.17 2712.33 2906.67 409.83 3020.17 2392.17 710.0 2674.5 2670.67 209.5 1473.67 2083.67 1920.67 1876.17 1890.0 3246.83 1667.67 813.83 3350.17 3289.67 813.83 1323.0 796.5 1464.0 4860.0 6754.0 1322.33 4456.0 4298.17 4813.17 5428.83 759.83 1912.0 1254.33 7138.17 4333.17 3065.17 4685.4 3153.9 6314.5 7411.5 4542.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Dimethylallyltranstransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.1 EC:2.5.1.1 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);(2E,6E)-farnesyl diphosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.10 EC:2.5.1.10 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Dihydropteroate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.15 EC:2.5.1.15 204249.19999999998 3717.67 2343.17 2168.33 3711.0 4135.17 3191.83 2860.83 3477.5 3758.17 565.3 1648.17 717.6299999999999 5644.7 2198.83 1948.4 3557.0 6021.0 6446.5 849.17 4608.17 4296.33 1931.17 5311.67 2943.83 2906.67 430.33 3032.17 2450.17 751.5 2735.0 2732.67 245.5 4543.17 2662.67 2611.67 2530.67 2059.0 5247.83 3962.17 3439.83 3410.67 3496.17 1179.33 2117.5 972.0 1648.5 4899.5 6757.0 1309.83 4283.0 4067.17 4260.17 5091.33 759.83 1855.0 1190.83 6902.67 3752.17 2183.17 4078.9 2762.4 6156.0 7144.5 3579.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Spermidine synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.16 EC:2.5.1.16 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Cob(I)yrinic acid a,c-diamide adenosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.17 EC:2.5.1.17 154081.2 1086.67 2904.67 962.83 1584.0 1601.17 892.33 1033.83 2793.5 2596.17 462.0 1776.17 861.3299999999998 5639.0 1017.33 1944.0 3623.0 6056.0 6444.0 848.17 4610.67 4270.83 2170.17 5325.67 2941.83 2804.67 296.8300000000001 80.17 250.17 667.5 250.0 2687.17 187.0 7576.67 1502.67 1629.67 1594.67 3283.0 7127.83 6918.67 6508.83 218.67 531.67 819.83 1752.5 890.5 436.0 257.5 34.0 1163.83 1198.0 2663.17 834.17 882.33 746.83 1047.0 1067.83 6619.67 3107.67 1213.17 3812.0 2031.0 6005.0 6751.0 3187.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);3-phosphoshikimate 1-carboxyvinyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.19 EC:2.5.1.19 178215.7 4296.67 2381.67 2718.83 4392.5 4865.67 3679.83 3223.83 4034.5 3759.67 570.8 1666.17 716.6299999999999 5651.2 2203.83 1949.9 3574.5 6007.0 6442.5 747.67 4474.67 4214.33 1774.67 5288.17 2884.33 2904.67 297.8300000000001 3001.17 2429.17 639.0 2666.5 2636.67 153.5 4700.67 1054.67 1045.67 1057.17 3175.0 5478.83 4721.67 3919.83 196.17 349.67 491.83 969.0 720.5 296.0 235.0 45.0 1219.33 1862.0 3216.17 2130.17 1671.83 749.83 1188.0 1179.33 7063.17 4323.17 3000.17 4638.4 3132.9 6277.5 7353.5 4505.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Geranylgeranyl diphosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.29 EC:2.5.1.29 213704.5 4635.0 2451.0 2786.0 4607.5 4943.5 3875.5 3333.0 4133.0 3759.5 573.8 1690.0 757.3 5653.2 2205.5 1950.9 3582.5 6021.0 6446.5 848.5 4612.0 4298.5 1940.5 5312.5 2998.5 2896.0 297.0 2985.0 2379.0 748.5 2732.5 2649.5 174.5 4735.0 2707.0 2614.0 2526.5 2725.0 5525.0 4734.0 3934.0 3420.5 3505.0 1189.0 2167.5 693.0 1651.0 4981.5 6767.0 209.5 4598.0 4068.0 4897.0 5476.5 19.0 941.0 605.5 7139.5 4338.5 3118.0 4691.4 3162.9 6323.5 7414.5 4549.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Thiamine-phosphate diphosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.3 EC:2.5.1.3 221184.90000000002 2353.34 3083.84 1659.16 2720.5 2502.84 1781.66 1631.66 3549.0 3753.84 506.3 1848.34 966.46 5649.7 2126.66 1948.9 3656.5 6070.0 6451.0 952.84 4755.84 4396.66 2418.84 5352.84 3113.16 4812.34 571.1600000000002 161.34 354.3400000000001 830.5 363.5 4317.34 362.0 7825.84 3398.34 3345.34 3216.84 4925.0 7548.66 7762.84 7048.66 3460.84 3700.84 1539.16 3009.5 1533.5 1810.5 5088.5 6770.0 2401.16 4342.0 4308.34 4308.34 5191.16 1500.66 2841.0 1903.16 6941.84 3711.34 2269.34 4481.9 2465.9 6221.5 7086.0 4204.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Heptaprenyl diphosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.30 EC:2.5.1.30 206358.5 6755.0 3017.0 4138.0 6614.5 7525.5 5895.5 5248.0 4717.0 3765.5 712.8 1687.0 723.3 5660.2 2302.5 1953.9 3577.5 6007.0 6466.5 749.5 4480.0 4186.5 1731.5 5293.5 3060.5 1096.0 183.0 8819.0 6818.0 605.5 7571.5 1119.5 77.5 4913.0 1046.0 1068.0 1069.5 2755.0 5768.0 4769.0 3941.0 231.5 372.0 526.0 978.5 405.0 339.0 255.5 64.0 146.5 2322.0 3274.0 2846.0 2081.5 11.0 287.0 562.5 7265.5 4958.5 3913.0 4859.4 3838.9 6388.5 7685.5 4859.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);diphosphate specific) https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.31 EC:2.5.1.31 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);4-hydroxybenzoate polyprenyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.39 EC:2.5.1.39 13598.2 3.67 0.67 3.83 35.0 15.17 3.33 8.83 0.5 0.17 2.0 12.17 18.33 0.0 0.33 2.0 0.0 0.0 6.0 3.17 4.67 74.83 141.17 0.67 0.83 4000.67 137.83 48.17 95.17 90.5 85.0 2975.17 90.0 27.67 249.67 141.67000000000004 185.67 502.0 165.83 111.67 28.83 12.67 6.67 10.83 9.5 331.5 19.0 2.5 8.0 1115.83 31.0 264.17 35.17 46.33 741.83 985.0 664.83 9.67 0.67 1.17 8.0 6.0 6.0 8.0 1.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Deoxyhypusine synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.46 EC:2.5.1.46 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Cysteine synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.47 EC:2.5.1.47 181132.90000000002 4300.34 2382.34 2722.66 4395.5 4868.84 3683.16 3228.66 4035.0 2603.84 539.0 1666.34 702.1600000000002 5651.0 1104.16 1949.5 3574.5 6007.0 6442.5 748.84 4475.34 4215.16 1775.84 5288.84 2885.16 2915.34 433.66 3049.34 2500.34 643.5 2669.5 2721.84 225.5 4704.34 1084.34 1075.34 1082.84 3645.0 5484.66 4723.34 3926.66 196.84 350.3400000000001 494.66 970.5 1034.0 299.0 235.5 45.0 2335.16 1893.0 3480.34 2151.34 1710.16 1491.66 2173.0 1844.16 7064.84 4323.84 3001.34 4638.0 3131.5 6277.5 7353.5 4506.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Cystathionine gamma-synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.48 EC:2.5.1.48 126049.70000000001 4123.67 1114.17 2430.33 4044.5 4643.67 3561.33 2903.83 3936.5 71.67 89.5 332.17 351.33 38.5 963.33 22.5 58.5 5958.0 6411.0 641.67 4324.17 4107.83 1270.67 5243.17 2594.33 812.67 273.33000000000004 55.17 124.17 552.0 92.5 1126.17 105.0 1389.17 291.67 265.67 300.17 1849.0 3091.83 1592.17 779.83 115.17 129.17000000000002 106.33 115.0 500.0 88.5 107.0 19.0 1216.33 1689.0 3182.17 2017.17 1581.83 748.83 1174.0 1163.33 7056.17 4315.67 2937.17 4622.5 3119.5 6265.5 7346.0 4497.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);O-acetylhomoserine aminocarboxypropyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.49 EC:2.5.1.49 104309.0 791.0 402.0 433.0 927.0 1238.0 653.0 443.0 2621.0 2596.0 452.0 1418.0 437.0 5629.0 1015.0 1944.0 3469.0 5958.0 6392.0 637.0 4314.0 4132.0 1309.0 5241.0 2367.0 2794.0 115.0 6.0 63.0 577.0 125.0 2474.0 41.0 1043.0 167.0 154.0 217.0 203.0 2554.0 781.0 248.0 76.0 99.0 61.0 59.0 157.0 53.0 13.0 8.0 42.0 821.0 2331.0 603.0 672.0 3.0 34.0 371.0 6612.0 3095.0 1104.0 3800.0 2013.0 5987.0 6745.0 3170.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);3-deoxy-7-phosphoheptulonate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.54 EC:2.5.1.54 261756.10000000003 7054.01 3056.01 4169.49 6831.5 7544.01 6103.49 5326.49 4793.5 6298.01 950.8 2860.51 884.29 11268.2 2389.49 3874.9 7024.5 6021.0 6465.5 855.01 4619.01 4272.99 1894.01 5314.51 3171.99 936.01 724.49 3129.51 2582.51 731.0 2705.5 1470.01 381.5 4893.01 2817.01 2753.01 2639.51 4175.0 5791.49 4775.01 3978.49 3450.51 3527.01 1227.49 2175.0 1628.5 1687.0 4994.0 6768.0 3599.99 5182.0 5182.51 5695.51 6039.49 2247.49 3980.0 2647.99 7348.51 4973.51 4017.51 4901.4 3868.9 6434.5 7745.5 4907.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);3-deoxy-8-phosphooctulonate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.55 EC:2.5.1.55 24087.7 924.67 109.17 625.33 918.5 820.67 690.33 483.83 656.5 1.67 9.5 48.17 49.33 8.5 7.33 3.5 25.5 0.0 3.0 2.67 7.17 40.83 81.67 2.17 56.33 2005.67 139.33 49.17 83.17 49.0 44.5 1532.17 82.0 211.17 213.67 117.67 127.17 1622.0 368.83 830.17 518.83 17.17 13.17 19.33 57.0 357.0 16.5 84.0 14.0 1131.33 377.0 529.1700000000002 686.17 465.83 742.83 1056.0 744.33 244.17 587.67 937.17 616.5 403.5 170.5 274.0 972.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);N-acetylneuraminate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.56 EC:2.5.1.56 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Methionine adenosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.6 EC:2.5.1.6 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Hydroxymethylbilane synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.61 EC:2.5.1.61 131806.2 940.67 1653.67 699.8299999999998 1257.0 1421.17 774.33 740.8299999999998 2707.5 2596.17 457.0 1597.17 649.3299999999998 5634.0 1016.33 1944.0 3546.0 6007.0 6418.0 743.17 4462.67 4201.83 1740.17 5283.67 2654.83 2804.67 273.83000000000004 67.17 192.17 624.5 189.0 2623.17 150.0 4311.67 849.6700000000002 906.67 918.67 1978.0 4843.83 3850.67 3381.83 147.67000000000004 315.67 441.83 906.5 680.5 246.0 135.5 21.0 1160.83 1025.0 2629.17 729.17 796.33 745.83 1033.0 1051.83 6616.67 3101.67 1159.17 3806.0 2022.0 5996.0 6748.0 3179.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);(2Z,6E)-farnesyl diphosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.68 EC:2.5.1.68 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);UDP-N-acetylglucosamine 1-carboxyvinyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.7 EC:2.5.1.7 389185.7 8206.67 3543.17 4691.33 7975.5 8892.67 6949.33 5898.83 7524.5 6361.67 1101.3 3153.17 1239.13 11292.7 3303.33 3897.9 7062.5 11993.0 12864.0 1591.67 9070.17 8488.83 3371.67 10582.17 5655.33 3807.67 703.33 6004.17 4759.17 1414.0 5365.5 3873.17 374.0 6001.17 4606.67 4446.67 4301.17 3463.0 8408.83 5573.17 4235.83 6754.17 6782.17 1986.33 3435.0 1446.0 3101.5 9758.0 13507.0 1516.33 8708.0 8101.17 9045.17 10477.83 777.83 2782.0 1780.33 14035.17 8084.67 5247.17 8759.9 5911.9 12467.5 14552.0 8120.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Quinolinate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.72 EC:2.5.1.72 24682.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 2532.17 375.0 1155.17 135.33 5607.0 121.33 1925.0 3439.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);1,4-dihydroxy-2-naphthoate polyprenyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.74 EC:2.5.1.74 141642.69999999998 1888.67 1778.67 1346.83 2161.5 2268.67 1461.83 1242.83 3375.5 1221.67 192.8 490.17 581.6299999999999 36.2 2020.83 24.9 132.5 6007.0 6420.5 743.67 4467.67 4205.33 1754.67 5288.17 2713.33 2901.67 276.83000000000004 3001.17 2427.17 627.0 2661.5 2626.67 153.5 4541.67 923.67 939.67 941.17 3119.0 5149.83 4630.67 3884.83 162.17000000000004 326.67 457.83 962.0 716.5 261.0 223.0 40.0 1176.33 1371.0 2894.17 1388.17 1219.83 746.83 1104.0 1131.33 6855.17 3690.17 2104.17 4424.4 2423.9 6163.5 7018.5 4150.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);tRNA dimethylallyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.75 EC:2.5.1.75 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);6,7-dimethyl-8-ribityllumazine synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.78 EC:2.5.1.78 137028.40000000002 944.34 1654.34 703.6600000000002 1260.0 1424.34 777.66 745.6600000000002 2708.0 2596.34 457.0 1597.34 649.6600000000002 5634.0 1016.66 1944.0 3546.0 6007.0 6418.0 744.34 4463.34 4202.66 1741.34 5284.34 2655.66 2815.34 409.66 115.34 263.34000000000003 629.0 192.0 2708.34 222.0 4315.34 879.34 936.34 944.34 2448.0 4849.66 3852.34 3388.66 148.34 316.3400000000001 444.66 908.0 994.0 249.0 136.0 21.0 2276.66 1056.0 2893.34 750.34 834.66 1487.66 2018.0 1716.66 6618.34 3102.34 1160.34 3806.0 2022.0 5996.0 6748.0 3180.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);Riboflavin synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.9 EC:2.5.1.9 147472.80000000002 951.68 1655.68 711.3199999999998 1266.0 1430.68 784.32 755.3199999999998 2709.0 2596.68 457.0 1597.68 650.3199999999998 5634.0 1017.32 1944.0 3546.0 6007.0 6418.0 746.68 4464.68 4204.32 1743.68 5285.68 2657.32 2836.68 681.32 211.68 405.68 638.0 198.0 2878.68 366.0 4322.68 938.68 995.68 995.68 3388.0 4861.32 3855.68 3402.32 149.68 317.68 450.32 911.0 1621.0 255.0 137.0 21.0 4508.32 1118.0 3421.6800000000007 792.6800000000002 911.32 2971.32 3988.0 3046.32 6621.68 3103.68 1162.68 3806.0 2022.0 5996.0 6748.0 3182.0 +Transferases;Transferring alkyl or aryl groups, other than methyl groups;Transferring alkyl or aryl groups, other than methyl groups (only sub-subclass identified to date);All-trans-octaprenyl-diphosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.5.1.90 EC:2.5.1.90 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring nitrogenous groups;Transaminases;Aspartate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.1 EC:2.6.1.1 113719.20000000001 794.67 402.67 436.83 946.0 1247.17 656.33 449.83 2621.5 2596.17 453.0 1424.17 446.33 5629.0 1015.33 1945.0 3469.0 5958.0 6395.0 639.17 4316.67 4169.83 1380.17 5241.67 2367.83 4799.67 251.83 54.17 146.17000000000004 624.5 169.0 4004.17 122.0 1058.67 306.67 239.67 322.67 689.0 2639.83 837.67 265.83 82.67 102.67 67.83 64.5 479.5 64.0 14.5 12.0 1157.83 852.0 2595.17 631.17 714.33 744.83 1019.0 1035.83 6617.67 3095.67 1105.17 3804.0 2016.0 5990.0 6749.0 3171.0 +Transferases;Transferring nitrogenous groups;Transaminases;Acetylornithine transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.11 EC:2.6.1.11 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Transferases;Transferring nitrogenous groups;Transaminases;Ornithine aminotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.13 EC:2.6.1.13 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Transferring nitrogenous groups;Transaminases;Glutamine--fructose-6-phosphate transaminase (isomerizing) https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.16 EC:2.6.1.16 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring nitrogenous groups;Transaminases;Succinyldiaminopimelate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.17 EC:2.6.1.17 20494.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 2532.17 374.0 1149.17 126.33 5607.0 121.33 1924.0 3439.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring nitrogenous groups;Transaminases;4-aminobutyrate--2-oxoglutarate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.19 EC:2.6.1.19 14677.5 921.0 108.5 621.5 899.5 811.5 687.0 477.0 656.0 1.5 8.5 42.0 40.0 8.5 7.0 2.5 25.5 0.0 0.0 0.5 4.5 3.0 10.5 1.5 55.5 0.0 2.5 1.0 0.0 1.5 0.5 2.0 1.0 195.5 74.0 32.0 21.5 1136.0 283.0 773.5 501.0 10.5 9.5 12.5 51.5 34.5 5.5 82.5 10.0 15.5 346.0 265.0 658.0 423.5 1.0 71.0 79.5 238.5 587.0 936.0 612.5 400.5 167.5 270.0 971.5 +Transferases;Transferring nitrogenous groups;Transaminases;Alanine transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.2 EC:2.6.1.2 26523.2 2411.67 603.67 1375.83 2234.0 2600.17 2221.33 1985.83 659.5 6.17 4.0 27.17 9.33 8.0 62.33 1.0 3.0 0.0 22.0 5.17 7.67 9.83 21.17 0.67 171.83 13.67 156.83 48.17 73.17 16.5 8.0 95.17 72.0 162.67 160.67000000000004 135.67000000000002 141.67000000000004 526.0 334.83 92.67 41.83 34.67 23.67 36.83 8.5 317.5 38.0 12.5 5.0 1158.83 522.0 586.1700000000002 763.17 490.33 744.83 1069.0 712.83 209.67 633.67 897.17 214.0 709.0 114.0 335.0 356.0 +Transferases;Transferring nitrogenous groups;Transaminases;D-amino-acid transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.21 EC:2.6.1.21 111372.20000000001 3202.67 1005.67 1808.83 3145.0 3832.17 2874.33 2426.83 3280.5 70.17 81.0 290.17 311.33 30.0 956.33 20.0 33.0 5958.0 6411.0 641.17 4319.67 4104.83 1260.17 5241.67 2538.83 812.67 270.83000000000004 54.17 124.17 550.5 92.0 1124.17 104.0 1193.67 217.67 233.67 278.67 713.0 2808.83 818.67 278.83000000000004 104.67 119.67 93.83 63.5 465.5 83.0 24.5 9.0 1200.83 1343.0 2917.17 1359.17 1158.33 747.83 1103.0 1083.83 6817.67 3728.67 2001.17 4010.0 2719.0 6098.0 7076.0 3526.0 +Transferases;Transferring nitrogenous groups;Transaminases;2-aminoethylphosphonate--pyruvate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.37 EC:2.6.1.37 45933.200000000004 345.67 70.67 74.83 221.0 84.17 202.33 118.83 99.5 0.17 3.0 24.17 41.33 2.0 2.33 1.0 8.0 14.0 4.0 103.17 138.67 85.83 168.17 25.67 115.83 12.67 270.83000000000004 80.17 92.17 118.5 72.0 183.17 165.0 41.67 1711.67 1627.67 1520.67 490.0 57.83 15.67 27.83 3225.67 3156.67 702.83 1201.5 599.5 1361.0 4747.5 6722.0 1221.83 2798.0 1380.17 2809.17 3881.33 752.83 1723.0 755.83 79.67 16.67 120.17 53.0 30.0 46.0 61.0 46.0 +Transferases;Transferring nitrogenous groups;Transaminases;Branched-chain-amino-acid transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.42 EC:2.6.1.42 182403.7 4296.67 2381.67 2718.83 4408.5 4871.67 3679.83 3225.83 4034.5 3759.67 571.8 1672.17 725.6299999999999 5651.2 2203.83 1950.9 3574.5 6007.0 6445.5 748.67 4476.67 4251.33 1844.67 5288.17 2884.33 4899.67 298.8300000000001 3001.17 2441.17 682.0 2707.5 4081.67 162.5 4712.67 1164.67 1101.67 1137.17 3191.0 5558.83 4776.67 3930.83 202.17 352.67 495.83 973.0 729.5 304.0 236.0 49.0 1219.33 1862.0 3216.17 2137.17 1675.83 749.83 1188.0 1179.33 7067.17 4323.17 3000.17 4642.4 3135.9 6280.5 7357.5 4505.5 +Transferases;Transferring nitrogenous groups;Transaminases;Alanine--glyoxylate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.44 EC:2.6.1.44 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring nitrogenous groups;Transaminases;Serine--glyoxylate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.45 EC:2.6.1.45 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring nitrogenous groups;Transaminases;Serine--pyruvate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.51 EC:2.6.1.51 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring nitrogenous groups;Transaminases;Phosphoserine transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.52 EC:2.6.1.52 152512.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 71.67 95.5 517.1700000000002 572.3299999999998 43.5 964.33 23.5 135.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Transferases;Transferring nitrogenous groups;Transaminases;Taurine--2-oxoglutarate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.55 EC:2.6.1.55 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Transferases;Transferring nitrogenous groups;Transaminases;Aromatic-amino-acid transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.57 EC:2.6.1.57 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring nitrogenous groups;Transaminases;Adenosylmethionine--8-amino-7-oxononanoate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.62 EC:2.6.1.62 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Transferases;Transferring nitrogenous groups;Transaminases;Valine--pyruvate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.66 EC:2.6.1.66 31745.4 2415.34 604.34 1379.66 2237.0 2603.34 2224.66 1990.66 660.0 6.34 4.0 27.34 9.66 8.0 62.66 1.0 3.0 0.0 22.0 6.34 8.34 10.66 22.34 1.34 172.66 24.34 292.66 96.34 144.34 21.0 11.0 180.34 144.0 166.34 190.34 165.34 167.34 996.0 340.66 94.34 48.66 35.34 24.34 39.66 10.0 631.0 41.0 13.0 5.0 2274.66 553.0 850.34 784.34 528.66 1486.66 2054.0 1377.66 211.34 634.34 898.34 214.0 709.0 114.0 335.0 357.0 +Transferases;Transferring nitrogenous groups;Transaminases;LL-diaminopimelate aminotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.83 EC:2.6.1.83 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Transferases;Transferring nitrogenous groups;Transaminases;Aminodeoxychorismate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.85 EC:2.6.1.85 58208.4 2561.34 1855.34 1642.66 2580.0 2789.34 2342.66 2285.66 746.0 6.34 10.0 212.34 230.66 13.0 63.66 2.0 80.0 49.0 51.0 112.34 158.34 116.66 522.34 43.34 459.66 2019.34 316.66 109.34 214.34 107.0 113.0 1689.34 190.0 3443.34 953.34 944.34 923.34 2317.0 2704.66 3217.34 3186.66 112.34 243.34 421.66 860.0 850.0 239.0 136.0 22.0 2277.66 726.0 884.34 896.34 618.66 1487.66 2068.0 1393.66 218.34 640.34 952.34 224.0 721.0 126.0 342.0 365.0 +Transferases;Transferring nitrogenous groups;Transaminases;Histidinol-phosphate transaminase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.1.9 EC:2.6.1.9 194247.7 4415.67 3616.17 2956.33 4730.5 5015.67 3797.33 3493.83 4108.5 2603.67 475.5 1851.17 919.33 5655.5 1086.33 1948.5 3651.5 6056.0 6469.0 853.67 4624.17 4319.83 2270.67 5327.17 3168.33 4802.67 321.3300000000001 81.17 264.17 724.0 296.5 4144.17 197.0 7943.17 1817.67 1823.67 1812.17 4491.0 7819.83 7838.17 7055.83 269.17 567.17 870.33 1815.0 938.0 484.5 353.0 53.0 1222.33 2035.0 3250.17 2241.17 1761.83 750.83 1202.0 1195.33 7070.17 4327.67 3045.17 4642.5 3143.5 6289.5 7360.0 4513.5 +Transferases;Transferring nitrogenous groups;Transferring other nitrogenous groups;Pyridoxine 5'-phosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.6.99.2 EC:2.6.99.2 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Diacylglycerol kinase (ATP) https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.107 EC:2.7.1.107 196651.69999999998 4492.67 1200.67 2526.83 4283.5 4766.67 3760.83 3044.83 4047.5 3759.67 568.8 1511.17 545.6299999999999 5648.2 2204.83 1950.9 3505.5 5972.0 6420.5 744.67 4464.67 4230.33 1511.67 5271.17 2712.33 2906.67 409.83 3020.17 2392.17 710.0 2674.5 2670.67 209.5 1473.67 2083.67 1920.67 1876.17 1890.0 3246.83 1667.67 813.83 3350.17 3289.67 813.83 1323.0 796.5 1464.0 4860.0 6754.0 1322.33 4456.0 4298.17 4813.17 5428.83 759.83 1912.0 1254.33 7138.17 4333.17 3065.17 4685.4 3153.9 6314.5 7411.5 4542.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;6-phosphofructokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.11 EC:2.7.1.11 265954.19999999995 4009.67 4845.17 2694.33 4381.0 4501.17 3427.83 3448.83 3649.5 5134.17 918.5 3161.17 1261.83 11261.5 1221.83 3873.0 7150.0 6119.0 6501.5 1060.17 4906.17 4471.33 2861.17 5395.67 3517.83 4901.67 477.33 3058.17 2578.17 880.5 2898.0 4305.67 328.5 11085.17 4078.67 4113.67 3962.67 4685.0 9895.83 10153.17 9704.83 3558.67 3931.17 1939.33 3813.5 1401.0 2036.5 5144.5 6787.0 1315.83 4629.0 4135.17 4477.17 5267.33 761.83 1883.0 1222.83 6912.67 3764.17 2291.17 4094.5 2782.0 6177.0 7154.5 3595.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Gluconokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.12 EC:2.7.1.12 199466.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 1227.67 198.8 535.1700000000002 622.6299999999999 46.2 2084.83 25.9 143.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Tetraacyldisaccharide 4'-kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.130 EC:2.7.1.130 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Tagatose-6-phosphate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.144 EC:2.7.1.144 29427.0 2435.0 619.5 1397.5 2236.0 2633.0 2218.5 2006.0 671.0 6.0 73.5 27.0 12.5 8.5 80.5 3.0 3.0 0.0 24.5 4.0 7.5 9.5 24.0 3.0 174.0 100.0 21.5 2933.0 2237.0 13.0 2477.0 11.5 2.5 193.5 131.0 107.0 117.0 61.0 352.0 97.5 37.0 38.0 24.5 37.5 11.0 5.5 44.5 17.0 14.0 43.0 491.0 322.0 743.0 452.0 3.0 84.0 48.0 208.0 634.5 905.0 219.5 709.0 114.0 335.5 355.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Deoxynucleoside kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.145 EC:2.7.1.145 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;4-(cytidine 5'-diphospho)-2-C-methyl-D-erythritol kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.148 EC:2.7.1.148 191935.19999999998 3690.67 2326.67 2142.83 3690.0 4093.17 3191.33 2833.83 3465.5 3758.17 494.8 1642.17 705.1299999999999 5644.2 2180.33 1945.4 3557.0 6021.0 6441.0 848.17 4605.67 4258.83 1857.17 5308.67 2940.83 814.67 428.83 99.17 203.17 707.5 222.0 1286.17 234.0 4496.67 2552.67 2554.67 2449.67 2038.0 5144.83 3900.67 3426.83 3400.67 3491.67 1171.83 2109.5 961.5 1631.0 4893.5 6744.0 1309.83 4283.0 4067.17 4252.17 5087.33 759.83 1855.0 1190.83 6898.67 3750.67 2174.17 4069.4 2759.4 6153.0 7140.0 3579.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Ribokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.15 EC:2.7.1.15 235612.40000000002 3301.34 3208.84 2306.16 3593.0 3338.34 2469.16 2129.66 4217.0 3755.34 582.3 1878.34 991.96 5658.7 2152.16 1951.4 3682.0 6070.0 6447.5 951.34 4756.84 4326.16 2293.34 5357.34 3171.66 919.34 572.1600000000002 3095.34 2565.34 747.0 2754.0 1430.84 347.5 8031.84 3252.34 3266.34 3079.34 6034.0 7694.66 8432.84 7529.66 3463.34 3705.84 1547.16 3057.0 1551.5 1809.5 5174.0 6781.0 2416.66 4688.0 4573.34 4953.34 5606.66 1501.66 2912.0 1982.66 7172.34 4299.84 3214.34 5091.9 2860.4 6383.0 7348.5 5176.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Adenosylcobinamide kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.156 EC:2.7.1.156 19460.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 2532.0 375.0 1155.0 135.0 5607.0 121.0 1925.0 3439.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Ribulokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.16 EC:2.7.1.16 78258.0 488.0 1321.0 334.0 545.0 261.0 317.0 407.0 185.0 2532.0 382.0 1352.0 379.0 5614.0 124.0 1925.0 3524.0 63.0 30.0 207.0 286.0 154.0 597.0 67.0 402.0 2.0 158.0 45.0 79.0 157.0 130.0 162.0 130.0 3303.0 2335.0 2321.0 2171.0 1325.0 2336.0 3082.0 3148.0 3296.0 3372.0 1078.0 2046.0 496.0 1548.0 4869.0 6735.0 109.0 2940.0 1150.0 2893.0 3929.0 12.0 752.0 107.0 81.0 22.0 173.0 59.0 39.0 55.0 64.0 53.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;3-deoxy-D-manno-octulosonic acid kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.166 EC:2.7.1.166 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;D-glycero-beta-D-manno-heptose-7-phosphate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.167 EC:2.7.1.167 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Xylulokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.17 EC:2.7.1.17 75765.5 921.0 108.5 621.5 899.5 811.5 687.0 477.0 656.0 10129.5 1504.5 4638.0 544.0 22436.5 491.0 7698.5 13781.5 0.0 0.0 0.5 4.5 3.0 10.5 1.5 55.5 0.0 2.5 1.0 0.0 1.5 0.5 2.0 1.0 195.5 74.0 32.0 21.5 1136.0 283.0 773.5 501.0 10.5 9.5 12.5 51.5 34.5 5.5 82.5 10.0 15.5 346.0 265.0 658.0 423.5 1.0 71.0 79.5 238.5 587.0 936.0 612.5 400.5 167.5 270.0 971.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Anhydro-N-acetylmuramic acid kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.170 EC:2.7.1.170 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Phosphoribulokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.19 EC:2.7.1.19 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Glucokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.2 EC:2.7.1.2 269687.5 4977.0 2521.0 2857.0 4825.5 5024.5 4074.5 3447.0 4232.0 6291.5 950.8 2863.0 924.3 11262.2 2328.5 3875.9 7029.5 6035.0 6450.5 950.5 4750.0 4383.5 2107.5 5337.5 3113.5 2898.0 432.0 3017.0 2400.0 862.5 2801.5 2747.5 267.5 4773.0 4389.0 4212.0 4021.5 2745.0 5577.0 4748.0 3955.0 6645.5 6661.0 1889.0 3367.5 979.0 3009.0 9728.5 13489.0 315.5 7365.0 5184.0 7685.0 9319.5 30.0 1679.0 696.5 7217.5 4354.5 3237.0 4744.4 3192.9 6369.5 7475.5 4594.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Thymidine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.21 EC:2.7.1.21 203654.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 1227.67 199.8 541.1700000000002 631.6299999999999 46.2 2084.83 26.9 143.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;NAD(+) kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.23 EC:2.7.1.23 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Dephospho-CoA kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.24 EC:2.7.1.24 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Adenylyl-sulfate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.25 EC:2.7.1.25 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Riboflavin kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.26 EC:2.7.1.26 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Glycerone kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.29 EC:2.7.1.29 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Glycerol kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.30 EC:2.7.1.30 312918.19999999995 4535.67 2761.67 2626.83 4611.0 5397.17 3845.33 3324.83 6110.5 8666.17 1148.4 3054.17 1169.73 11274.6 5432.33 3893.2 7026.0 11979.0 12835.0 1484.17 8918.67 8354.83 3104.17 10555.67 5313.83 1807.67 543.83 5971.17 4724.17 1243.5 5250.0 2318.17 271.0 5596.67 2609.67 2654.67 2588.67 2235.0 7664.83 4639.67 3667.83 3478.67 3590.67 1235.83 2172.5 1112.5 1695.0 4915.5 6766.0 1351.83 5104.0 6398.17 4850.17 5755.33 762.83 1889.0 1561.83 13506.67 6848.67 3296.17 7877.2 4772.2 12137.0 13882.0 6749.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Glycerate 3-kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.31 EC:2.7.1.31 197756.2 3717.67 2343.17 2168.33 3695.0 4129.17 3191.83 2858.83 3477.5 2602.17 532.5 1642.17 693.8299999999998 5644.5 1098.83 1947.0 3557.0 6021.0 6443.5 848.17 4606.17 4259.33 1861.17 5311.67 2943.83 911.67 429.33 3032.17 2438.17 708.5 2694.0 1287.67 236.5 4531.17 2552.67 2555.67 2450.67 2043.0 5167.83 3907.17 3428.83 3404.67 3493.17 1175.33 2113.5 963.0 1640.5 4898.5 6753.0 1309.83 4283.0 4067.17 4253.17 5087.33 759.83 1855.0 1190.83 6898.67 3752.17 2183.17 4074.5 2758.0 6153.0 7140.5 3579.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Pantothenate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.33 EC:2.7.1.33 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Pyridoxal kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.35 EC:2.7.1.35 243042.69999999998 7192.67 4305.67 4424.83 7152.5 7717.67 6214.83 5609.83 4878.5 1233.67 207.8 741.1700000000002 843.6299999999999 59.2 2147.83 26.9 223.5 6070.0 6491.5 957.67 4765.67 4340.33 2321.67 5355.17 3457.33 914.67 475.83 3046.17 2498.17 765.0 2760.5 1363.67 274.5 8150.67 3410.67 3416.67 3264.17 4540.0 8063.83 7839.67 7091.83 3520.17 3741.67 1599.83 3018.0 1211.5 1871.0 5115.0 6781.0 1371.33 5293.0 4688.17 5758.17 6048.83 764.83 2024.0 1334.33 7348.17 4978.17 4069.17 4907.4 3877.9 6443.5 7748.5 4913.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Mevalonate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.36 EC:2.7.1.36 154856.5 2081.0 597.0 1151.0 2049.5 2166.5 1539.5 1059.0 3388.0 1221.5 190.8 335.0 410.3 33.2 2021.5 25.9 63.5 5972.0 6398.5 739.5 4457.0 4220.5 1490.5 5270.5 2540.5 2893.0 253.0 2972.0 2319.0 693.5 2666.5 2575.5 137.5 1311.0 1923.0 1785.0 1734.5 1364.0 2912.0 1575.0 772.0 3315.5 3266.0 777.0 1314.5 479.0 1426.0 4847.5 6749.0 163.5 3934.0 3712.0 4050.0 4938.5 15.0 843.0 541.5 6928.5 3699.5 2168.0 4471.4 2444.9 6200.5 7076.5 4186.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Homoserine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.39 EC:2.7.1.39 170089.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 3759.67 501.3 1666.17 713.1299999999999 5650.7 2185.33 1947.9 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.9 3132.9 6277.5 7353.0 4505.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Fructokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.4 EC:2.7.1.4 268152.5 5253.0 1585.5 2930.5 5186.5 5959.5 4410.0 3456.0 6656.0 3823.5 576.3 1774.0 843.8 5669.7 3080.0 1967.9 3535.5 11930.0 12807.0 1379.5 8775.5 8324.0 2745.5 10508.5 5075.5 3598.0 387.5 45.0 137.0 1238.5 283.5 3613.0 167.0 2466.5 2111.0 1988.0 1986.5 1602.0 5692.0 2385.5 1042.0 3415.5 3383.5 864.5 1372.5 629.5 1496.5 4866.5 6749.0 248.5 5246.0 6365.0 5387.0 6058.5 21.0 961.0 960.5 13744.5 7426.0 4159.0 8475.9 5163.9 12298.5 14152.0 7711.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Pyruvate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.40 EC:2.7.1.40 224148.90000000002 4642.34 2452.34 2793.66 4613.5 4949.84 3882.16 3342.66 4134.0 3759.84 573.8 1690.34 757.96 5653.2 2206.16 1950.9 3582.5 6021.0 6446.5 850.84 4613.34 4300.16 1942.84 5313.84 3000.16 2917.34 568.6600000000002 3081.34 2521.34 757.5 2738.5 2819.84 318.5 4742.34 2766.34 2673.34 2577.84 3665.0 5536.66 4737.34 3947.66 3421.84 3506.34 1194.66 2170.5 1320.0 1657.0 4982.5 6767.0 2441.16 4660.0 4596.34 4939.34 5553.16 1502.66 2911.0 1935.16 7142.84 4339.84 3120.34 4691.4 3162.9 6323.5 7414.5 4551.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;2-dehydro-3-deoxygluconokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.45 EC:2.7.1.45 166797.09999999998 4001.01 3302.01 2627.49 4032.5 3901.01 3350.49 3199.49 1599.5 3696.01 501.8 1606.51 668.29 5636.2 1313.49 1931.9 3629.5 112.0 83.5 321.01 450.01 274.99 1135.01 115.51 920.99 2129.01 613.49 3136.51 2599.51 271.0 2718.5 1940.01 395.5 6980.01 3392.01 3328.01 3142.51 5253.0 5352.49 7081.01 6844.49 3423.51 3627.01 1518.49 2963.0 1695.5 1805.0 5093.0 6776.0 3517.99 4043.0 2563.51 4469.51 5009.49 2242.49 3876.0 2244.99 539.51 1251.51 2071.51 901.4 1161.9 348.5 676.5 1390.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Uridine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.48 EC:2.7.1.48 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Hydroxymethylpyrimidine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.49 EC:2.7.1.49 229616.19999999998 3466.67 2010.67 2084.83 3492.0 3206.17 2546.33 1922.83 4217.5 1223.17 137.8 580.1700000000002 700.1299999999999 48.2 2013.33 27.4 174.0 6035.0 6426.0 948.17 4747.67 4377.83 2095.17 5336.67 2995.83 2808.67 548.83 133.17000000000002 234.17 855.5 328.0 2823.17 338.0 4778.67 4361.67 4166.67 3951.67 4290.0 5513.83 5425.67 4425.83 6618.67 6646.67 1866.83 3409.5 1321.5 2973.0 9794.5 13485.0 1403.83 7251.0 5391.17 7621.17 9329.33 769.83 2651.0 1392.83 7249.67 4307.67 3269.17 5137.4 2884.4 6423.0 7410.0 5212.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Rhamnulokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.5 EC:2.7.1.5 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Hydroxyethylthiazole kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.50 EC:2.7.1.50 207586.69999999998 2349.67 3083.17 1655.33 2685.5 2487.67 1778.33 1622.83 3548.5 3753.67 504.3 1836.17 948.13 5649.7 2126.33 1946.9 3656.5 6070.0 6445.0 949.67 4751.17 4321.83 2277.67 5352.17 3112.33 811.67 433.33 113.17 259.17 740.0 278.5 1342.17 272.0 7798.17 3148.67 3203.67 3031.17 4423.0 7382.83 7651.17 7019.83 3448.17 3694.17 1528.33 3000.0 1202.0 1791.5 5086.0 6762.0 1285.33 4311.0 4044.17 4273.17 5144.83 758.83 1856.0 1238.33 6932.17 3710.67 2268.17 4473.9 2459.9 6215.5 7078.0 4203.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;1-phosphofructokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.56 EC:2.7.1.56 190158.7 4492.67 1200.67 2526.83 4267.5 4760.67 3760.83 3042.83 4047.5 2603.67 536.0 1505.17 521.8299999999998 5648.0 1104.83 1949.5 3505.5 5972.0 6417.5 743.67 4462.67 4193.33 1441.67 5271.17 2712.33 911.67 408.83 3020.17 2380.17 667.0 2633.5 1225.67 200.5 1461.67 1973.67 1864.67 1796.17 1874.0 3166.83 1612.67 802.83 3344.17 3286.67 809.83 1319.0 787.5 1456.0 4859.0 6750.0 1322.33 4456.0 4298.17 4806.17 5424.83 759.83 1912.0 1254.33 7134.17 4333.17 3065.17 4681.0 3149.5 6311.5 7407.5 4542.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;N-acetylglucosamine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.59 EC:2.7.1.59 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Galactokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.6 EC:2.7.1.6 145268.7 3993.67 3300.67 2619.83 4042.5 3900.67 3343.83 3191.83 1598.5 1163.67 128.8 463.17 550.6299999999999 29.2 1191.83 8.9 190.5 112.0 86.5 319.67 450.67 310.33 1202.67 114.17 919.33 4102.67 342.8300000000001 3040.17 2469.17 305.0 2753.5 3214.67 260.5 6984.67 3442.67 3324.67 3171.17 4329.0 5420.83 7132.67 6841.83 3428.17 3628.67 1516.83 2964.0 1077.5 1807.0 5093.0 6780.0 1286.33 3981.0 2035.17 4434.17 4936.83 758.83 1906.0 915.33 540.1700000000002 1250.17 2069.17 905.4 1164.9 351.5 680.5 1388.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;N-acylmannosamine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.60 EC:2.7.1.60 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Polyphosphate--glucose phosphotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.63 EC:2.7.1.63 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Undecaprenol kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.66 EC:2.7.1.66 171969.5 4489.0 1200.0 2523.0 4264.5 4757.5 3757.5 3038.0 4047.0 1227.5 193.8 356.0 410.3 41.2 2083.5 25.9 66.5 5972.0 6417.5 742.5 4462.0 4192.5 1440.5 5270.5 2711.5 901.0 273.0 2972.0 2309.0 662.5 2630.5 1140.5 128.5 1458.0 1944.0 1835.0 1770.5 1404.0 3161.0 1611.0 796.0 3343.5 3286.0 807.0 1317.5 474.0 1453.0 4858.5 6750.0 206.5 4425.0 4034.0 4785.0 5386.5 18.0 927.0 589.5 7132.5 4332.5 3064.0 4681.4 3150.9 6311.5 7407.5 4541.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Shikimate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.71 EC:2.7.1.71 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Inosine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.73 EC:2.7.1.73 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Glucosamine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.8 EC:2.7.1.8 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Pseudouridine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.83 EC:2.7.1.83 81422.0 684.0 140.0 142.0 436.0 162.0 398.0 228.0 198.0 0.0 6.0 48.0 82.0 4.0 4.0 2.0 16.0 28.0 8.0 204.0 276.0 170.0 334.0 50.0 230.0 4.0 270.0 64.0 42.0 228.0 138.0 196.0 186.0 76.0 3364.0 3196.0 2990.0 40.0 104.0 28.0 42.0 6450.0 6312.0 1400.0 2400.0 572.0 2716.0 9494.0 13444.0 212.0 5534.0 2232.0 5576.0 7686.0 22.0 1476.0 182.0 156.0 32.0 238.0 106.0 60.0 92.0 122.0 90.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Beta-glucoside kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.85 EC:2.7.1.85 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;Diphosphate--fructose-6-phosphate 1-phosphotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.90 EC:2.7.1.90 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with an alcohol group as acceptor;5-dehydro-2-deoxygluconokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.1.92 EC:2.7.1.92 107124.0 937.0 1653.0 696.0 1238.0 1412.0 771.0 734.0 2707.0 64.0 82.0 442.0 514.0 27.0 895.0 19.0 107.0 6007.0 6415.0 741.0 4460.0 4164.0 1669.0 5283.0 2654.0 799.0 137.0 19.0 109.0 577.0 145.0 1093.0 69.0 4296.0 710.0 821.0 813.0 1492.0 4758.0 3794.0 3364.0 141.0 312.0 435.0 901.0 358.0 235.0 134.0 17.0 45.0 994.0 2365.0 701.0 754.0 4.0 48.0 387.0 6611.0 3101.0 1158.0 3802.0 2019.0 5993.0 6744.0 3178.0 +Transferases;Transferring phosphorus-containing groups;Protein-serine/threonine kinases;Non-specific serine/threonine protein kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.11.1 EC:2.7.11.1 557003.8999999999 9569.34 5512.34 5727.66 9920.5 11428.84 8177.16 6941.66 12742.0 9021.84 1562.8 4989.34 2145.96 16946.2 5193.16 5857.9 10630.5 23944.0 25664.5 2868.84 17706.34 16700.16 6179.84 21078.84 10559.16 7312.34 955.66 3112.34 2746.34 2457.5 3097.5 7425.84 460.5 11271.34 3831.34 3852.34 3860.84 5603.0 15651.66 10129.34 7831.66 3742.84 4036.34 1781.66 3192.5 1987.0 2025.0 5153.5 6801.0 2613.16 7787.0 11945.34 7581.34 8099.16 1515.66 3111.0 3112.16 27181.84 14263.84 7382.34 16303.4 9913.9 24401.5 27979.5 14424.5 +Transferases;Transferring phosphorus-containing groups;Protein-serine/threonine kinases;[Isocitrate dehydrogenase (NADP(+))] kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.11.5 EC:2.7.11.5 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Protein-histidine kinases;Histidine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.13.3 EC:2.7.13.3 1374796.0 22531.7 11820.7 13347.3 23015.0 25965.7 18800.3 15585.3 29642.0 21799.7 3770.4 11523.7 4905.7 39543.6 12558.3 13670.2 24797.0 53874.0 57731.0 6585.7 40014.7 37677.3 13968.7 47461.7 23837.3 15685.7 3116.3 12451.7 10482.7 5709.0 11380.0 16594.7 1578.0 24131.7 11409.7 11242.7 11047.7 16535.0 34528.3 22582.7 16989.3 14038.7 14506.7 5069.3 8960.0 6647.0 6859.0 19991.0 27088.0 12206.3 22807.0 30568.7 22779.7 25629.3 7509.3 13784.0 10925.3 61614.7 32835.7 18003.7 37745.2 22700.2 55214.0 63363.0 34058.0 +Transferases;Transferring phosphorus-containing groups;Protein-arginine kinases;Protein arginine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.14.1 EC:2.7.14.1 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a carboxy group as acceptor;Acetate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.2.1 EC:2.7.2.1 306099.39999999997 6128.34 1466.34 3319.66 5627.0 5779.34 4849.66 3779.66 4914.0 3761.34 652.8 1601.34 671.46 5661.2 2234.66 1957.4 3547.0 6000.0 6431.0 950.34 4746.34 4404.66 1861.34 5326.34 3001.66 3018.34 818.6600000000002 6066.34 4740.34 945.0 5288.0 2955.34 471.0 1783.34 5551.34 5179.34 4914.34 3541.0 3662.66 2477.34 1365.66 9815.34 9613.34 2232.66 3780.0 1718.0 4198.0 14442.0 20217.0 2665.66 10367.0 7059.34 11069.34 13576.66 1524.66 4444.0 2180.66 7534.34 4954.34 4249.34 5409.4 3614.4 6574.0 7804.0 5605.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a carboxy group as acceptor;Glutamate 5-kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.2.11 EC:2.7.2.11 175910.7 4296.67 2381.67 2718.83 4392.5 4865.67 3679.83 3223.83 4034.5 2603.67 539.0 1666.17 701.8299999999998 5651.0 1103.83 1949.5 3574.5 6007.0 6442.5 747.67 4474.67 4214.33 1774.67 5288.17 2884.33 2904.67 297.8300000000001 3001.17 2429.17 639.0 2666.5 2636.67 153.5 4700.67 1054.67 1045.67 1057.17 3175.0 5478.83 4721.67 3919.83 196.17 349.67 491.83 969.0 720.5 296.0 235.0 45.0 1219.33 1862.0 3216.17 2130.17 1671.83 749.83 1188.0 1179.33 7063.17 4323.17 3000.17 4638.0 3131.5 6277.5 7353.5 4505.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a carboxy group as acceptor;Carbamate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.2.2 EC:2.7.2.2 115212.2 2926.67 1941.17 1735.33 2784.0 2897.17 2538.83 2417.83 856.5 3694.17 487.3 1379.17 406.63 5622.7 1304.83 1928.4 3527.0 63.0 54.5 212.17 294.17 164.32999999999996 622.17 70.67 576.8299999999998 112.67 315.3300000000001 3026.17 2387.17 174.5 2610.0 258.67 204.5 3500.17 2495.67 2457.67 2313.67 1856.0 2693.83 3181.17 3191.83 3334.67 3397.17 1118.33 2058.5 815.0 1595.5 4886.5 6749.0 1267.83 3462.0 1736.17 3657.17 4419.33 756.83 1821.0 819.83 290.67 657.17 1079.17 278.9 749.4 169.0 399.5 409.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a carboxy group as acceptor;Phosphoglycerate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.2.3 EC:2.7.2.3 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a carboxy group as acceptor;Aspartate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.2.4 EC:2.7.2.4 298441.30000000005 5071.68 2769.18 3137.82 5355.5 6089.18 4342.32 3660.32 6645.0 6356.18 955.3 3096.68 1169.12 11279.7 3201.32 3893.9 7043.5 11965.0 12838.0 1390.18 8794.18 8422.32 3223.18 10528.18 5250.82 9623.68 821.82 218.68 494.68 1314.5 410.5 8254.68 426.0 5744.18 1530.68 1399.68 1510.18 4815.0 8187.32 5611.18 4208.32 282.18 455.18 565.8199999999998 1036.5 1834.5 364.5 246.5 52.0 4608.82 2776.0 6339.68 2809.6800000000007 2466.82 2978.32 4177.0 3544.82 13688.18 7418.68 4098.68 8440.9 5151.9 12270.5 14106.0 7678.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a carboxy group as acceptor;Butyrate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.2.7 EC:2.7.2.7 169698.0 1582.0 804.0 866.0 1822.0 2464.0 1306.0 882.0 5242.0 128.0 154.0 526.0 604.0 44.0 1788.0 38.0 60.0 11916.0 12778.0 1272.0 8624.0 8190.0 2478.0 10482.0 4734.0 1598.0 228.0 12.0 102.0 1068.0 168.0 2058.0 64.0 2062.0 114.0 196.0 274.0 374.0 4948.0 1452.0 474.0 140.0 192.0 114.0 110.0 296.0 90.0 24.0 8.0 84.0 1642.0 4662.0 1192.0 1336.0 6.0 68.0 742.0 13216.0 6190.0 2208.0 7592.0 4020.0 11968.0 13482.0 6340.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a carboxy group as acceptor;Acetylglutamate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.2.8 EC:2.7.2.8 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a nitrogenous group as acceptor;Phosphoenolpyruvate--protein phosphotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.3.9 EC:2.7.3.9 204688.90000000002 4642.34 2452.34 2793.66 4597.5 4943.84 3882.16 3340.66 4134.0 1227.84 198.8 535.3399999999998 622.96 46.2 2085.16 25.9 143.5 6021.0 6443.5 849.84 4611.34 4263.16 1872.84 5313.84 3000.16 922.34 567.6600000000002 3081.34 2509.34 714.5 2697.5 1374.84 309.5 4730.34 2656.34 2617.34 2497.84 3649.0 5456.66 4682.34 3936.66 3415.84 3503.34 1190.66 2166.5 1311.0 1649.0 4981.5 6763.0 2441.16 4660.0 4596.34 4932.34 5549.16 1502.66 2911.0 1935.16 7138.84 4339.84 3120.34 4687.4 3159.9 6320.5 7410.5 4551.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a phosphate group as acceptor;Polyphosphate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.4.1 EC:2.7.4.1 48667.7 1070.67 1360.17 888.3299999999998 1245.5 1000.67 808.33 776.8299999999998 742.5 1157.67 46.3 227.17 276.13000000000005 13.7 1108.33 3.9 102.5 49.0 29.0 107.67 155.17 109.83 511.67 44.17 343.33 2005.67 162.33 62.17 141.17000000000004 92.0 105.5 1596.17 119.0 3476.17 866.6700000000002 840.67 803.17 2927.0 2652.83 3898.17 3645.83 88.17 229.17 397.33 903.0 567.0 206.5 206.0 27.0 1134.33 550.0 563.1700000000002 791.1700000000002 551.8299999999998 743.83 1070.0 760.33 247.17 593.67 991.17 622.9 413.9 179.5 277.0 980.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a phosphate group as acceptor;UMP/CMP kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.4.14 EC:2.7.4.14 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a phosphate group as acceptor;Thiamine-phosphate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.4.16 EC:2.7.4.16 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a phosphate group as acceptor;Phosphomevalonate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.4.2 EC:2.7.4.2 150668.5 2081.0 597.0 1151.0 2033.5 2160.5 1539.5 1057.0 3388.0 1221.5 189.8 329.0 401.3 33.2 2021.5 24.9 63.5 5972.0 6395.5 738.5 4455.0 4183.5 1420.5 5270.5 2540.5 898.0 252.0 2972.0 2307.0 650.5 2625.5 1130.5 128.5 1299.0 1813.0 1729.0 1654.5 1348.0 2832.0 1520.0 761.0 3309.5 3263.0 773.0 1310.5 470.0 1418.0 4846.5 6745.0 163.5 3934.0 3712.0 4043.0 4934.5 15.0 843.0 541.5 6924.5 3699.5 2168.0 4467.4 2441.9 6197.5 7072.5 4186.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a phosphate group as acceptor;UMP kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.4.22 EC:2.7.4.22 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a phosphate group as acceptor;Adenylate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.4.3 EC:2.7.4.3 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a phosphate group as acceptor;Nucleoside-diphosphate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.4.6 EC:2.7.4.6 162943.7 4296.67 2381.67 2718.83 4392.5 4865.67 3679.83 3223.83 4034.5 1227.67 196.8 517.1700000000002 590.6299999999999 44.2 2082.83 25.9 135.5 6007.0 6442.5 747.67 4474.67 4214.33 1774.67 5288.17 2884.33 2904.67 297.8300000000001 3001.17 2429.17 639.0 2666.5 2636.67 153.5 4700.67 1054.67 1045.67 1057.17 3175.0 5478.83 4721.67 3919.83 196.17 349.67 491.83 969.0 720.5 296.0 235.0 45.0 1219.33 1862.0 3216.17 2130.17 1671.83 749.83 1188.0 1179.33 7063.17 4323.17 3000.17 4638.4 3132.9 6277.5 7353.5 4505.5 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a phosphate group as acceptor;Phosphomethylpyrimidine kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.4.7 EC:2.7.4.7 229616.19999999998 3466.67 2010.67 2084.83 3492.0 3206.17 2546.33 1922.83 4217.5 1223.17 137.8 580.1700000000002 700.1299999999999 48.2 2013.33 27.4 174.0 6035.0 6426.0 948.17 4747.67 4377.83 2095.17 5336.67 2995.83 2808.67 548.83 133.17000000000002 234.17 855.5 328.0 2823.17 338.0 4778.67 4361.67 4166.67 3951.67 4290.0 5513.83 5425.67 4425.83 6618.67 6646.67 1866.83 3409.5 1321.5 2973.0 9794.5 13485.0 1403.83 7251.0 5391.17 7621.17 9329.33 769.83 2651.0 1392.83 7249.67 4307.67 3269.17 5137.4 2884.4 6423.0 7410.0 5212.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a phosphate group as acceptor;Guanylate kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.4.8 EC:2.7.4.8 276620.2 5901.67 2630.17 3482.33 5728.0 5839.17 4764.83 3928.83 4888.5 4917.17 617.1 1756.17 853.43 5663.9 3314.83 1954.8 3616.0 6035.0 6450.5 952.17 4755.17 4387.33 2119.17 5339.67 3169.83 2908.67 570.33 3066.17 2471.17 868.5 2805.0 2834.67 340.5 4972.17 4492.67 4273.67 4068.67 4351.0 5865.83 5523.17 4462.83 6656.67 6671.17 1904.33 3420.5 1327.0 3017.5 9811.5 13499.0 1446.83 7742.0 5713.17 8364.17 9781.33 772.83 2735.0 1440.83 7457.67 4942.17 4174.17 5357.3 3594.8 6537.0 7745.5 5567.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with a phosphate group as acceptor;dTMP kinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.4.9 EC:2.7.4.9 214738.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 3759.67 572.8 1684.17 748.6299999999999 5653.2 2205.83 1949.9 3582.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Diphosphotransferases;Ribose-phosphate diphosphokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.6.1 EC:2.7.6.1 354373.2 8785.67 3581.67 5241.83 8673.0 9629.17 7437.33 6263.83 8081.5 4987.17 765.6 2028.17 1135.9299999999996 5692.4 4287.33 1976.8 3641.0 11979.0 12863.0 1491.17 8938.67 8443.83 3285.17 10558.67 5595.83 5800.67 571.83 5973.17 4750.17 1344.5 5338.0 5222.17 291.0 6170.67 3108.67 2936.67 2907.67 4595.0 8719.83 6387.67 4726.83 3545.67 3638.67 1302.83 2290.5 1203.5 1757.0 5094.5 6799.0 1425.83 6287.0 7250.17 6922.17 7062.33 767.83 2115.0 1768.83 14199.67 8655.67 6064.17 9323.8 6286.8 12592.0 14765.0 9047.0 +Transferases;Transferring phosphorus-containing groups;Diphosphotransferases;Thiamine diphosphokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.6.2 EC:2.7.6.2 191429.5 4489.0 1200.0 2523.0 4280.5 4763.5 3757.5 3040.0 4047.0 3759.5 568.8 1511.0 545.3 5648.2 2204.5 1950.9 3505.5 5972.0 6420.5 743.5 4464.0 4229.5 1510.5 5270.5 2711.5 2896.0 274.0 2972.0 2321.0 705.5 2671.5 2585.5 137.5 1470.0 2054.0 1891.0 1850.5 1420.0 3241.0 1666.0 807.0 3349.5 3289.0 811.0 1321.5 483.0 1461.0 4859.5 6754.0 206.5 4425.0 4034.0 4792.0 5390.5 18.0 927.0 589.5 7136.5 4332.5 3064.0 4685.4 3153.9 6314.5 7411.5 4541.5 +Transferases;Transferring phosphorus-containing groups;Diphosphotransferases;2-amino-4-hydroxy-6-hydroxymethyldihydropteridine diphosphokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.6.3 EC:2.7.6.3 194852.40000000002 3694.34 2327.34 2146.66 3693.0 4096.34 3194.66 2838.66 3466.0 2602.34 463.0 1642.34 690.6600000000002 5644.0 1080.66 1945.0 3557.0 6021.0 6441.0 849.34 4606.34 4259.66 1858.34 5309.34 2941.66 825.34 564.6600000000002 147.34 274.34000000000003 712.0 225.0 1371.34 306.0 4500.34 2582.34 2584.34 2475.34 2508.0 5150.66 3902.34 3433.66 3401.34 3492.34 1174.66 2111.0 1275.0 1634.0 4894.0 6744.0 2425.66 4314.0 4331.34 4273.34 5125.66 1501.66 2840.0 1855.66 6900.34 3751.34 2175.34 4069.0 2758.0 6153.0 7140.0 3580.0 +Transferases;Transferring phosphorus-containing groups;Diphosphotransferases;GTP diphosphokinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.6.5 EC:2.7.6.5 483871.2 9945.67 4070.17 5771.33 9791.0 10972.17 8289.83 6841.83 10813.5 5051.17 914.1 2309.17 1473.4299999999996 5716.9 5201.83 1997.8 3679.0 17951.0 19255.5 2228.17 13387.17 12587.33 4625.17 15827.67 8080.83 4703.67 820.33 8944.17 7045.17 1950.5 7922.0 4905.67 409.5 7262.17 4737.67 4577.67 4460.67 4791.0 11188.83 7079.17 4975.83 6838.67 6889.17 2059.33 3545.5 1630.0 3161.5 9857.5 13530.0 1573.83 9875.0 10697.17 10300.17 11569.33 781.83 2887.0 2230.83 20881.67 11768.17 7296.17 13174.3 8323.8 18619.0 21563.5 12262.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;UDP-glucose--hexose-1-phosphate uridylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.12 EC:2.7.7.12 96530.7 3701.67 798.6700000000002 2093.83 3372.5 3534.67 3107.83 2603.83 1426.5 1163.67 117.8 99.17 117.63 19.2 1189.83 7.9 36.5 14.0 31.5 108.67 152.67 135.32999999999998 272.67 30.17 345.33 2107.67 295.8300000000001 3014.17 2341.17 176.0 2590.5 1641.67 177.5 442.67 2026.67 1822.67 1739.17 1703.0 772.8299999999998 941.67 576.83 3280.17 3193.67 756.83 1268.0 648.5 1419.0 4848.0 6750.0 1280.33 3635.0 1967.17 4217.17 4760.83 756.83 1878.0 883.33 530.1700000000002 1238.17 1961.17 889.4 1143.9 330.5 670.5 1372.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Mannose-1-phosphate guanylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.13 EC:2.7.7.13 52179.4 153.34 1252.34 270.66 349.0 192.34 124.66 304.66 87.0 2532.34 380.0 1334.34 347.66 5612.0 122.66 1925.0 3516.0 49.0 29.0 108.34 151.34 107.66 502.34 43.34 288.66 2016.34 295.66 109.34 212.34 95.0 108.0 1679.34 190.0 3284.34 822.34 838.34 807.34 2261.0 2375.66 3126.34 3151.66 78.34 220.34 387.66 853.0 846.0 204.0 124.0 17.0 2234.66 235.0 562.34 154.34 166.66 1484.66 1984.0 1345.66 10.34 7.34 56.34 10.0 12.0 12.0 7.0 10.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Nicotinate-nucleotide adenylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.18 EC:2.7.7.18 248353.69999999998 7073.67 3071.17 4187.33 6846.5 7579.67 6097.33 5343.83 4804.5 3765.67 647.3 1717.17 770.1299999999999 5661.7 2286.33 1953.9 3585.5 6021.0 6471.0 853.67 4620.17 4308.83 1965.67 5316.17 3173.33 3006.67 454.33 5966.17 4687.17 766.0 5212.5 2746.17 249.0 4932.17 2867.67 2750.67 2669.17 3256.0 5882.83 4833.17 3977.83 3459.17 3530.17 1229.33 2180.0 1012.0 1698.5 4999.0 6781.0 1368.33 5120.0 4654.17 5661.17 5966.83 763.83 2010.0 1318.33 7349.17 4973.67 4024.17 4910.9 3871.9 6437.5 7750.0 4905.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Polynucleotide adenylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.19 EC:2.7.7.19 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;FAD synthetase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.2 EC:2.7.7.2 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;UDP-N-acetylglucosamine diphosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.23 EC:2.7.7.23 237013.69999999998 4784.67 3702.67 3052.83 4921.5 5120.67 3996.83 3628.83 4219.5 3759.67 577.8 1863.17 960.63 5658.2 2206.83 1949.9 3659.5 6070.0 6469.5 953.67 4758.67 4331.33 2301.67 5355.17 3286.33 911.67 454.83 3046.17 2496.17 753.0 2755.5 1353.67 274.5 7991.67 3279.67 3310.67 3148.17 4484.0 7734.83 7748.67 7056.83 3486.17 3718.67 1565.83 3011.0 1207.5 1836.0 5103.0 6776.0 1328.33 4802.0 4366.17 5016.17 5596.83 761.83 1940.0 1286.33 7140.17 4345.17 3173.17 4693.4 3168.9 6329.5 7413.5 4558.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Glucose-1-phosphate thymidylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.24 EC:2.7.7.24 75350.0 2581.0 1870.5 1660.5 2595.0 2825.0 2336.5 2303.0 757.0 2538.0 454.5 1367.0 368.5 5620.5 202.5 1929.0 3519.0 49.0 56.5 111.0 159.5 152.5 594.0 45.0 461.0 4090.0 46.5 2946.0 2319.0 142.0 2620.0 2965.5 57.5 3482.5 1004.0 942.0 953.0 1398.0 2796.0 3275.5 3186.0 121.0 246.5 423.5 865.0 233.5 250.5 141.0 35.0 46.0 664.0 356.0 862.0 546.0 4.0 98.0 64.0 219.0 640.5 959.0 233.5 724.0 129.0 346.5 363.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Glucose-1-phosphate adenylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.27 EC:2.7.7.27 115861.0 5016.0 2490.0 3058.0 4815.0 5452.0 4555.0 4307.0 1428.0 5076.0 901.0 2537.0 498.0 11236.0 404.0 3855.0 6961.0 49.0 78.0 114.0 165.0 125.0 548.0 48.0 635.0 2195.0 67.0 5879.0 4544.0 112.0 5056.0 1532.0 51.0 3664.0 1025.0 993.0 990.0 1443.0 3068.0 3318.0 3212.0 153.0 268.0 457.0 872.0 230.0 287.0 157.0 45.0 89.0 1155.0 678.0 1598.0 994.0 7.0 182.0 112.0 423.0 1275.0 1864.0 449.0 1430.0 240.0 678.0 718.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Pantetheine-phosphate adenylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.3 EC:2.7.7.3 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;3-deoxy-manno-octulosonate cytidylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.38 EC:2.7.7.38 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Glycerol-3-phosphate cytidylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.39 EC:2.7.7.39 191379.5 2423.0 667.0 1222.0 2251.5 2241.5 1738.5 1171.0 3487.0 1221.5 192.8 353.0 442.3 35.2 2023.5 25.9 71.5 5986.0 6399.5 840.5 4593.0 4268.5 1587.5 5295.5 2655.5 900.0 387.0 3004.0 2328.0 764.5 2694.5 1228.5 221.5 1337.0 3495.0 3327.0 3149.5 1368.0 2884.0 1534.0 782.0 6534.5 6419.0 1473.0 2510.5 756.0 2776.0 9593.5 13467.0 269.5 6701.0 4828.0 6831.0 8777.5 26.0 1581.0 632.5 7002.5 3715.5 2287.0 4520.4 2471.9 6243.5 7133.5 4231.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Sulfate adenylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.4 EC:2.7.7.4 18820.4 7.34 1.34 7.66 38.0 18.34 6.66 13.66 1.0 0.34 2.0 12.34 18.66 0.0 0.66 2.0 0.0 0.0 6.0 4.34 5.34 75.66 142.34 1.34 1.66 4011.34 273.66 96.34 166.34 95.0 88.0 3060.34 162.0 31.34 279.34000000000003 171.34 211.34 972.0 171.66 113.34 35.66 13.34 7.34 13.66 11.0 645.0 22.0 3.0 8.0 2231.66 62.0 528.34 56.34 84.66 1483.66 1970.0 1329.66 11.34 1.34 2.34 8.0 6.0 6.0 8.0 2.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Phosphatidate cytidylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.41 EC:2.7.7.41 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;[Glutamate--ammonia-ligase] adenylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.42 EC:2.7.7.42 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;N-acylneuraminate cytidylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.43 EC:2.7.7.43 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;RNA-directed DNA polymerase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.49 EC:2.7.7.49 14632.4 7.34 1.34 7.66 22.0 12.34 6.66 11.66 1.0 0.34 1.0 6.34 9.66 0.0 0.66 1.0 0.0 0.0 3.0 3.34 3.34 38.66 72.34 1.34 1.66 2016.34 272.66 96.34 154.34 52.0 47.0 1615.34 153.0 19.34 169.34 115.34 131.34 956.0 91.66 58.34 24.66 7.34 4.34 9.66 7.0 636.0 14.0 2.0 4.0 2231.66 62.0 528.34 49.34 80.66 1483.66 1970.0 1329.66 7.34 1.34 2.34 4.0 3.0 3.0 4.0 2.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;ATP adenylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.53 EC:2.7.7.53 32719.4 153.34 1252.34 270.66 333.0 186.34 124.66 302.66 87.0 0.34 5.0 179.34 212.66 5.0 1.66 0.0 77.0 49.0 26.0 107.34 149.34 70.66 432.34 43.34 288.66 21.34 294.66 109.34 200.34 52.0 67.0 234.34 181.0 3272.34 712.34 782.34 727.34 2245.0 2295.66 3071.34 3140.66 72.34 217.34 383.66 849.0 837.0 196.0 123.0 13.0 2234.66 235.0 562.34 147.34 162.66 1484.66 1984.0 1345.66 6.34 7.34 56.34 6.0 9.0 9.0 3.0 10.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;tRNA nucleotidyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.56 EC:2.7.7.56 42769.200000000004 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 2532.17 379.0 1328.17 338.3300000000001 5612.0 122.33 1924.0 3516.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;[Protein-PII] uridylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.59 EC:2.7.7.59 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;DNA-directed RNA polymerase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.6 EC:2.7.7.6 871518.7999999999 18554.68 9806.68 11159.32 18426.0 19780.68 15515.32 13349.32 16534.0 15038.68 2294.2 6754.68 3021.5199999999995 22612.8 8823.32 7802.6 14330.0 24084.0 25783.0 3397.68 18448.68 17160.32 7696.68 21252.68 11997.32 9631.68 1730.3200000000004 12132.68 9788.68 2969.0 10901.0 9493.68 977.0 18942.68 10836.68 10518.68 10128.68 12764.0 22043.32 18887.68 15752.32 13678.68 14019.68 4763.32 8672.0 4017.0 6608.0 19927.0 27064.0 5301.32 18516.0 17328.68 19665.68 22055.32 3043.32 7704.0 5081.32 28560.68 17356.68 12476.68 18761.6 12648.6 25291.0 29654.0 18202.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;2-C-methyl-D-erythritol 4-phosphate cytidylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.60 EC:2.7.7.60 151224.2 3348.67 2256.67 2071.83 3472.0 4012.17 2992.33 2719.83 3366.5 3758.17 491.8 1618.17 664.1299999999999 5642.2 2178.33 1944.4 3549.0 6007.0 6437.0 746.17 4467.67 4173.83 1690.17 5283.67 2825.83 812.67 293.8300000000001 67.17 182.17 593.5 153.0 1188.17 141.0 4458.67 870.67 956.67 954.67 2018.0 5092.83 3886.67 3405.83 175.67000000000004 335.67 471.83 909.5 675.5 273.0 146.5 22.0 1203.83 1516.0 2951.17 1464.17 1244.33 748.83 1117.0 1099.83 6820.67 3734.67 2055.17 4016.4 2729.4 6107.0 7079.0 3534.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Citrate lyase holo-[acyl-carrier protein] synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.61 EC:2.7.7.61 55388.5 1263.0 178.5 692.5 1117.5 892.5 886.0 591.0 755.0 1.5 11.5 66.0 81.0 10.5 9.0 3.5 33.5 14.0 4.0 102.5 142.5 88.0 177.5 26.5 170.5 2.0 137.5 33.0 21.0 115.5 69.5 100.0 94.0 233.5 1756.0 1630.0 1516.5 1156.0 335.0 787.5 522.0 3235.5 3165.5 712.5 1251.5 320.5 1363.5 4829.5 6732.0 121.5 3113.0 1381.0 3446.0 4266.5 12.0 809.0 170.5 316.5 603.0 1055.0 665.5 430.5 213.5 331.0 1016.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Adenosylcobinamide-phosphate guanylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.62 EC:2.7.7.62 19460.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 2532.0 375.0 1155.0 135.0 5607.0 121.0 1925.0 3439.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;DNA-directed DNA polymerase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.7 EC:2.7.7.7 1995022.5 41751.7 22065.7 25112.3 41513.5 44529.2 34912.8 30047.3 37202.0 36369.2 5539.2 16366.7 6954.0 56485.8 19973.8 19483.1 35681.5 54189.0 58021.5 7649.2 41516.7 38731.8 17546.2 47819.2 26994.8 28165.7 4032.3 27346.7 22134.7 6824.5 24663.5 26142.2 2299.5 42663.7 24769.7 23878.7 23075.2 29241.0 49863.3 42677.7 35485.3 30797.2 31554.7 10733.3 19526.5 9381.0 14897.0 44839.5 60907.0 13043.8 41692.0 39253.7 44291.7 49675.8 7589.3 18319.0 12097.8 64276.2 39053.2 28073.7 42226.6 28469.1 56914.5 66734.5 40955.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;D-glycero-beta-D-manno-heptose 1-phosphate adenylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.70 EC:2.7.7.70 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;CCA tRNA nucleotidyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.72 EC:2.7.7.72 196651.69999999998 4492.67 1200.67 2526.83 4283.5 4766.67 3760.83 3044.83 4047.5 3759.67 568.8 1511.17 545.6299999999999 5648.2 2204.83 1950.9 3505.5 5972.0 6420.5 744.67 4464.67 4230.33 1511.67 5271.17 2712.33 2906.67 409.83 3020.17 2392.17 710.0 2674.5 2670.67 209.5 1473.67 2083.67 1920.67 1876.17 1890.0 3246.83 1667.67 813.83 3350.17 3289.67 813.83 1323.0 796.5 1464.0 4860.0 6754.0 1322.33 4456.0 4298.17 4813.17 5428.83 759.83 1912.0 1254.33 7138.17 4333.17 3065.17 4685.4 3153.9 6314.5 7411.5 4542.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Sulfur carrier protein ThiS adenylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.73 EC:2.7.7.73 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Molybdopterin adenylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.75 EC:2.7.7.75 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Molybdenum cofactor cytidylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.76 EC:2.7.7.76 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Molybdenum cofactor guanylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.77 EC:2.7.7.77 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Polyribonucleotide nucleotidyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.8 EC:2.7.7.8 139932.2 967.67 1670.17 725.3299999999998 1262.0 1457.17 774.83 765.8299999999998 2719.5 2596.17 526.5 1597.17 652.8299999999998 5634.5 1034.83 1946.0 3546.0 6007.0 6420.5 743.17 4463.17 4202.33 1744.17 5286.67 2657.83 2901.67 274.33000000000004 3000.17 2427.17 625.5 2661.0 2624.67 152.5 4346.17 849.6700000000002 907.67 919.67 1983.0 4866.83 3857.17 3383.83 151.67000000000004 317.17 445.33 910.5 682.0 255.5 140.5 30.0 1160.83 1025.0 2629.17 730.17 796.33 745.83 1033.0 1051.83 6616.67 3103.17 1168.17 3811.5 2022.0 5996.0 6748.5 3179.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;UDP-N-acetylgalactosamine diphosphorylase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.83 EC:2.7.7.83 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;Diadenylate cyclase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.85 EC:2.7.7.85 209516.5 4635.0 2451.0 2786.0 4591.5 4937.5 3875.5 3331.0 4133.0 3759.5 572.8 1684.0 748.3 5653.2 2205.5 1949.9 3582.5 6021.0 6443.5 847.5 4610.0 4261.5 1870.5 5312.5 2998.5 901.0 296.0 2985.0 2367.0 705.5 2691.5 1204.5 165.5 4723.0 2597.0 2558.0 2446.5 2709.0 5445.0 4679.0 3923.0 3414.5 3502.0 1185.0 2163.5 684.0 1643.0 4980.5 6763.0 209.5 4598.0 4068.0 4890.0 5472.5 19.0 941.0 605.5 7135.5 4338.5 3118.0 4687.4 3159.9 6320.5 7410.5 4549.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;L-threonylcarbamoyladenylate synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.87 EC:2.7.7.87 196651.69999999998 4492.67 1200.67 2526.83 4283.5 4766.67 3760.83 3044.83 4047.5 3759.67 568.8 1511.17 545.6299999999999 5648.2 2204.83 1950.9 3505.5 5972.0 6420.5 744.67 4464.67 4230.33 1511.67 5271.17 2712.33 2906.67 409.83 3020.17 2392.17 710.0 2674.5 2670.67 209.5 1473.67 2083.67 1920.67 1876.17 1890.0 3246.83 1667.67 813.83 3350.17 3289.67 813.83 1323.0 796.5 1464.0 4860.0 6754.0 1322.33 4456.0 4298.17 4813.17 5428.83 759.83 1912.0 1254.33 7138.17 4333.17 3065.17 4685.4 3153.9 6314.5 7411.5 4542.5 +Transferases;Transferring phosphorus-containing groups;Nucleotidyltransferases;UTP--glucose-1-phosphate uridylyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.7.9 EC:2.7.7.9 219960.90000000002 4642.34 2452.34 2793.66 4597.5 4943.84 3882.16 3340.66 4134.0 3759.84 572.8 1684.34 748.96 5653.2 2206.16 1949.9 3582.5 6021.0 6443.5 849.84 4611.34 4263.16 1872.84 5313.84 3000.16 922.34 567.6600000000002 3081.34 2509.34 714.5 2697.5 1374.84 309.5 4730.34 2656.34 2617.34 2497.84 3649.0 5456.66 4682.34 3936.66 3415.84 3503.34 1190.66 2166.5 1311.0 1649.0 4981.5 6763.0 2441.16 4660.0 4596.34 4932.34 5549.16 1502.66 2911.0 1935.16 7138.84 4339.84 3120.34 4687.4 3159.9 6320.5 7410.5 4551.5 +Transferases;Transferring phosphorus-containing groups;Transferases for other substituted phosphate groups;CDP-glycerol glycerophosphotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.8.12 EC:2.7.8.12 243643.5 2899.0 1015.5 1609.5 2949.5 3428.5 2193.0 1523.0 6021.0 1285.5 336.3 592.0 706.8 55.7 2934.0 45.9 93.5 11930.0 12787.0 1374.5 8767.5 8279.0 2663.5 10514.5 4910.5 1794.0 366.5 5911.0 4593.0 1185.5 5181.5 2161.0 163.0 2364.5 1870.0 1828.0 1792.5 1540.0 5329.0 2252.5 1000.0 3383.5 3360.5 833.5 1369.5 619.5 1472.5 4863.5 6758.0 205.5 4755.0 6043.0 4640.0 5602.5 18.0 877.0 912.5 13532.5 6796.0 3281.0 8268.9 4451.9 12181.5 13814.0 7356.5 +Transferases;Transferring phosphorus-containing groups;Transferases for other substituted phosphate groups;Phospho-N-acetylmuramoyl-pentapeptide-transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.8.13 EC:2.7.8.13 224148.90000000002 4642.34 2452.34 2793.66 4613.5 4949.84 3882.16 3342.66 4134.0 3759.84 573.8 1690.34 757.96 5653.2 2206.16 1950.9 3582.5 6021.0 6446.5 850.84 4613.34 4300.16 1942.84 5313.84 3000.16 2917.34 568.6600000000002 3081.34 2521.34 757.5 2738.5 2819.84 318.5 4742.34 2766.34 2673.34 2577.84 3665.0 5536.66 4737.34 3947.66 3421.84 3506.34 1194.66 2170.5 1320.0 1657.0 4982.5 6767.0 2441.16 4660.0 4596.34 4939.34 5553.16 1502.66 2911.0 1935.16 7142.84 4339.84 3120.34 4691.4 3162.9 6323.5 7414.5 4551.5 +Transferases;Transferring phosphorus-containing groups;Transferases for other substituted phosphate groups;CDP-ribitol ribitolphosphotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.8.14 EC:2.7.8.14 92975.0 818.0 418.5 458.5 916.0 1268.0 653.5 466.0 2633.0 64.0 146.5 263.0 305.5 22.5 912.5 21.0 30.0 5958.0 6391.5 636.0 4312.5 4095.5 1243.0 5244.0 2370.0 896.0 114.5 2939.0 2286.0 535.0 2556.0 1030.5 34.5 1065.5 57.0 99.0 138.0 192.0 2497.0 732.5 239.0 74.0 97.5 60.5 59.0 149.5 54.5 17.0 13.0 42.0 821.0 2331.0 597.0 668.0 3.0 34.0 371.0 6608.0 3096.5 1113.0 3801.5 2010.0 5984.0 6741.5 3170.0 +Transferases;Transferring phosphorus-containing groups;Transferases for other substituted phosphate groups;Phosphatidylglycerol--membrane-oligosaccharide glycerophosphotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.8.20 EC:2.7.8.20 229663.0 5752.0 1378.5 3215.5 5382.0 5650.0 4643.5 3629.0 4802.0 2385.0 237.1 422.0 506.1 51.9 3192.5 29.8 100.0 5986.0 6421.5 845.0 4604.5 4280.5 1618.0 5297.0 2882.0 903.0 410.5 3005.0 2330.0 778.0 2700.0 1240.5 222.5 1691.5 3700.0 3465.0 3287.0 2560.0 3496.0 2398.5 1318.0 6579.0 6451.5 1519.5 2569.0 794.5 2816.5 9688.0 13482.0 328.0 7538.0 5415.0 8231.0 9653.0 30.0 1736.0 760.0 7449.0 4935.5 4119.0 5347.3 3582.8 6525.0 7738.5 5558.0 +Transferases;Transferring phosphorus-containing groups;Transferases for other substituted phosphate groups;Adenosylcobinamide-GDP ribazoletransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.8.26 EC:2.7.8.26 41735.0 146.0 1251.0 263.0 343.0 186.0 118.0 295.0 86.0 2532.0 380.0 1334.0 347.0 5612.0 122.0 1925.0 3516.0 49.0 29.0 106.0 150.0 106.0 500.0 42.0 287.0 1995.0 24.0 13.0 70.0 86.0 102.0 1509.0 46.0 3277.0 763.0 779.0 756.0 1321.0 2364.0 3123.0 3138.0 77.0 219.0 382.0 850.0 219.0 198.0 123.0 17.0 3.0 173.0 34.0 112.0 90.0 1.0 14.0 16.0 7.0 6.0 54.0 10.0 12.0 12.0 7.0 8.0 +Transferases;Transferring phosphorus-containing groups;Transferases for other substituted phosphate groups;N-acetylglucosaminephosphotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.8.33 EC:2.7.8.33 202978.40000000002 3721.34 2343.84 2172.16 3698.0 4132.34 3195.16 2863.66 3478.0 2602.34 532.5 1642.34 694.1600000000002 5644.5 1099.16 1947.0 3557.0 6021.0 6443.5 849.34 4606.84 4260.16 1862.34 5312.34 2944.66 922.34 565.1600000000002 3080.34 2509.34 713.0 2697.0 1372.84 308.5 4534.84 2582.34 2585.34 2476.34 2513.0 5173.66 3908.84 3435.66 3405.34 3493.84 1178.16 2115.0 1276.5 1643.5 4899.0 6753.0 2425.66 4314.0 4331.34 4274.34 5125.66 1501.66 2840.0 1855.66 6900.34 3752.84 2184.34 4074.5 2758.0 6153.0 7140.5 3580.0 +Transferases;Transferring phosphorus-containing groups;Transferases for other substituted phosphate groups;Cardiolipin synthase (CMP-forming) https://www.genome.jp/dbget-bin/www_bget?EC:2.7.8.41 EC:2.7.8.41 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring phosphorus-containing groups;Transferases for other substituted phosphate groups;CDP-diacylglycerol--glycerol-3-phosphate 3-phosphatidyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.8.5 EC:2.7.8.5 237013.69999999998 4784.67 3702.67 3052.83 4921.5 5120.67 3996.83 3628.83 4219.5 3759.67 577.8 1863.17 960.63 5658.2 2206.83 1949.9 3659.5 6070.0 6469.5 953.67 4758.67 4331.33 2301.67 5355.17 3286.33 911.67 454.83 3046.17 2496.17 753.0 2755.5 1353.67 274.5 7991.67 3279.67 3310.67 3148.17 4484.0 7734.83 7748.67 7056.83 3486.17 3718.67 1565.83 3011.0 1207.5 1836.0 5103.0 6776.0 1328.33 4802.0 4366.17 5016.17 5596.83 761.83 1940.0 1286.33 7140.17 4345.17 3173.17 4693.4 3168.9 6329.5 7413.5 4558.5 +Transferases;Transferring phosphorus-containing groups;Transferases for other substituted phosphate groups;Holo-[acyl-carrier-protein] synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.8.7 EC:2.7.8.7 214738.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 3759.67 572.8 1684.17 748.6299999999999 5653.2 2205.83 1949.9 3582.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Transferases;Transferring phosphorus-containing groups;Transferases for other substituted phosphate groups;CDP-diacylglycerol--serine O-phosphatidyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.8.8 EC:2.7.8.8 94259.20000000001 794.67 402.67 436.83 930.0 1241.17 656.33 447.83 2621.5 64.17 78.0 269.17 311.33 22.0 894.33 20.0 30.0 5958.0 6392.0 638.17 4314.67 4132.83 1310.17 5241.67 2367.83 2804.67 250.83 54.17 134.17000000000002 581.5 128.0 2559.17 113.0 1046.67 196.67 183.67 242.67 673.0 2559.83 782.67 254.83 76.67 99.67 63.83 60.5 470.5 56.0 13.5 8.0 1157.83 852.0 2595.17 624.17 710.33 744.83 1019.0 1035.83 6613.67 3095.67 1105.17 3800.0 2013.0 5987.0 6745.0 3171.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with paired acceptors;Pyruvate, phosphate dikinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.9.1 EC:2.7.9.1 256082.0 2097.0 2141.5 1225.5 2372.0 2761.0 1623.5 1314.0 5439.0 2660.0 605.5 1878.0 986.5 5658.5 1930.5 1965.0 3584.0 11979.0 12810.5 1479.0 8910.5 8344.5 3079.0 10552.0 5139.0 1697.0 386.5 2990.0 2416.0 1226.0 2770.0 2221.5 196.5 5399.5 2449.0 2518.0 2446.0 1704.0 7307.0 4540.5 3624.0 3440.0 3565.5 1195.5 2160.0 793.5 1647.5 4898.0 6752.0 193.0 4582.0 5812.0 4086.0 5265.0 18.0 820.0 849.0 13297.0 6213.5 2390.0 7656.5 4059.0 12023.0 13546.5 6393.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with paired acceptors;Pyruvate, water dikinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.9.2 EC:2.7.9.2 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Transferases;Transferring phosphorus-containing groups;Phosphotransferases with paired acceptors;Selenide, water dikinase https://www.genome.jp/dbget-bin/www_bget?EC:2.7.9.3 EC:2.7.9.3 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Transferases;Transferring sulfur-containing groups;Sulfurtransferases;Thiosulfate sulfurtransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.1.1 EC:2.8.1.1 25076.800000000003 14.68 2.68 15.32 28.0 18.68 13.32 21.32 2.0 0.68 1.0 6.68 10.32 0.0 1.32 1.0 0.0 0.0 3.0 5.68 4.68 40.32 74.68 2.68 3.32 2037.68 544.32 192.68 296.68 61.0 53.0 1785.68 297.0 26.68 228.68 174.68 182.68 1896.0 103.32 61.68 38.32 8.68 5.68 15.32 10.0 1263.0 20.0 3.0 4.0 4463.32 124.0 1056.68 91.68 157.32 2967.32 3940.0 2659.32 10.68 2.68 4.68 4.0 3.0 3.0 4.0 4.0 +Transferases;Transferring sulfur-containing groups;Sulfurtransferases;Thiazole synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.1.10 EC:2.8.1.10 46957.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 2532.17 380.0 1334.17 347.3300000000001 5612.0 122.33 1925.0 3516.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Transferases;Transferring sulfur-containing groups;Sulfurtransferases;Molybdopterin synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.1.12 EC:2.8.1.12 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Transferases;Transferring sulfur-containing groups;Sulfurtransferases;3-mercaptopyruvate sulfurtransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.1.2 EC:2.8.1.2 19854.6 11.01 2.01 11.49 25.0 15.51 9.99 16.490000000000002 1.5 0.51 1.0 6.51 9.99 0.0 0.99 1.0 0.0 0.0 3.0 4.51 4.01 39.49 73.51 2.01 2.49 2027.01 408.49 144.51 225.51 56.5 50.0 1700.51 225.0 23.01 199.01 145.01 157.01 1426.0 97.49 60.01 31.49 8.01 5.01 12.49 8.5 949.5 17.0 2.5 4.0 3347.49 93.0 792.51 70.51 118.99 2225.49 2955.0 1994.49 9.01 2.01 3.51 4.0 3.0 3.0 4.0 3.0 +Transferases;Transferring sulfur-containing groups;Sulfurtransferases;Biotin synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.1.6 EC:2.8.1.6 46957.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 2532.17 380.0 1334.17 347.3300000000001 5612.0 122.33 1925.0 3516.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Transferases;Transferring sulfur-containing groups;Sulfurtransferases;Cysteine desulfurase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.1.7 EC:2.8.1.7 573552.8999999999 11924.34 5886.34 6859.66 11686.5 13027.84 10141.16 8759.66 11002.0 5275.84 1229.0 3652.34 1801.16 11330.0 3181.16 3921.5 7180.5 18014.0 19310.5 2440.84 13678.34 12785.16 5302.84 15893.84 8599.16 6714.34 1133.66 9036.34 7209.34 2165.5 8100.5 6605.84 619.5 10544.34 7269.34 7058.34 6831.84 5522.0 13656.66 9535.34 7675.66 10164.84 10278.34 3165.66 5552.5 2418.0 4750.0 14657.5 20264.0 2826.16 12991.0 12168.34 13305.34 15569.16 1537.66 4637.0 2971.16 20937.84 11836.84 7430.34 12838.0 8671.5 18623.5 21696.5 11699.5 +Transferases;Transferring sulfur-containing groups;Sulfurtransferases;Lipoyl synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.1.8 EC:2.8.1.8 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Transferases;Transferring sulfur-containing groups;Sulfotransferases;Aryl-sulfate sulfotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.2.22 EC:2.8.2.22 40711.0 342.0 70.0 71.0 218.0 81.0 199.0 114.0 99.0 0.0 3.0 24.0 41.0 2.0 2.0 1.0 8.0 14.0 4.0 102.0 138.0 85.0 167.0 25.0 115.0 2.0 135.0 32.0 21.0 114.0 69.0 98.0 93.0 38.0 1682.0 1598.0 1495.0 20.0 52.0 14.0 21.0 3225.0 3156.0 700.0 1200.0 286.0 1358.0 4747.0 6722.0 106.0 2767.0 1116.0 2788.0 3843.0 11.0 738.0 91.0 78.0 16.0 119.0 53.0 30.0 46.0 61.0 45.0 +Transferases;Transferring sulfur-containing groups;CoA-transferases;Citrate CoA-transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.3.10 EC:2.8.3.10 55388.5 1263.0 178.5 692.5 1117.5 892.5 886.0 591.0 755.0 1.5 11.5 66.0 81.0 10.5 9.0 3.5 33.5 14.0 4.0 102.5 142.5 88.0 177.5 26.5 170.5 2.0 137.5 33.0 21.0 115.5 69.5 100.0 94.0 233.5 1756.0 1630.0 1516.5 1156.0 335.0 787.5 522.0 3235.5 3165.5 712.5 1251.5 320.5 1363.5 4829.5 6732.0 121.5 3113.0 1381.0 3446.0 4266.5 12.0 809.0 170.5 316.5 603.0 1055.0 665.5 430.5 213.5 331.0 1016.5 +Transferases;Transferring sulfur-containing groups;CoA-transferases;Succinyl-CoA:acetate CoA-transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.3.18 EC:2.8.3.18 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Transferases;Transferring sulfur-containing groups;CoA-transferases;3-oxoacid CoA-transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.3.5 EC:2.8.3.5 8376.0 0.0 0.0 0.0 32.0 12.0 0.0 4.0 0.0 0.0 2.0 12.0 18.0 0.0 0.0 2.0 0.0 0.0 6.0 2.0 4.0 74.0 140.0 0.0 0.0 3990.0 2.0 0.0 24.0 86.0 82.0 2890.0 18.0 24.0 220.0 112.0 160.0 32.0 160.0 110.0 22.0 12.0 6.0 8.0 8.0 18.0 16.0 2.0 8.0 0.0 0.0 0.0 14.0 8.0 0.0 0.0 0.0 8.0 0.0 0.0 8.0 6.0 6.0 8.0 0.0 +Transferases;Transferring sulfur-containing groups;Transferring alkylthio groups;tRNA-2-methylthio-N(6)-dimethylallyladenosine synthase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.4.3 EC:2.8.4.3 46957.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 2532.17 380.0 1334.17 347.3300000000001 5612.0 122.33 1925.0 3516.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Transferases;Transferring sulfur-containing groups;Transferring alkylthio groups;[Ribosomal protein S12] (aspartate(89)-C(3))-methylthiotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.4.4 EC:2.8.4.4 19460.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 2532.0 375.0 1155.0 135.0 5607.0 121.0 1925.0 3439.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Transferring sulfur-containing groups;Transferring alkylthio groups;tRNA (N(6)-L-threonylcarbamoyladenosine(37)-C(2))-methylthiotransferase https://www.genome.jp/dbget-bin/www_bget?EC:2.8.4.5 EC:2.8.4.5 19460.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 2532.0 375.0 1155.0 135.0 5607.0 121.0 1925.0 3439.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Transferases;Transferring selenium-containing groups;Selenotransferases;L-seryl-tRNA(Sec) selenium transferase https://www.genome.jp/dbget-bin/www_bget?EC:2.9.1.1 EC:2.9.1.1 90071.20000000001 794.67 402.67 436.83 914.0 1235.17 656.33 445.83 2621.5 64.17 77.0 263.17 302.33 22.0 894.33 19.0 30.0 5958.0 6389.0 637.17 4312.67 4095.83 1240.17 5241.67 2367.83 809.67 249.83 54.17 122.17 538.5 87.0 1114.17 104.0 1034.67 86.67 127.67 162.67000000000004 657.0 2479.83 727.67 243.83 70.67 96.67 59.83 56.5 461.5 48.0 12.5 4.0 1157.83 852.0 2595.17 617.17 706.33 744.83 1019.0 1035.83 6609.67 3095.67 1105.17 3796.0 2010.0 5984.0 6741.0 3171.0 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;Carboxylesterase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.1 EC:3.1.1.1 125560.0 1133.0 472.0 504.0 1129.0 1313.0 852.0 555.0 2720.0 64.0 80.0 287.0 343.0 24.0 896.0 20.0 38.0 5972.0 6393.0 738.0 4450.0 4180.0 1406.0 5266.0 2482.0 801.0 249.0 38.0 72.0 648.0 153.0 1127.0 125.0 1069.0 1739.0 1696.0 1632.0 207.0 2526.0 740.0 258.0 3295.0 3252.0 757.0 1255.0 434.0 1403.0 4759.0 6726.0 148.0 3588.0 3447.0 3384.0 4511.0 14.0 772.0 462.0 6686.0 3111.0 1223.0 3849.0 2040.0 6030.0 6802.0 3215.0 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;Pectinesterase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.11 EC:3.1.1.11 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;Aminoacyl-tRNA hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.29 EC:3.1.1.29 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;Triacylglycerol lipase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.3 EC:3.1.1.3 44550.0 292.0 2502.0 526.0 654.0 360.0 236.0 586.0 172.0 0.0 10.0 358.0 424.0 10.0 2.0 0.0 154.0 98.0 52.0 210.0 296.0 138.0 860.0 84.0 574.0 0.0 46.0 26.0 116.0 86.0 122.0 128.0 74.0 6530.0 1306.0 1446.0 1352.0 2610.0 4568.0 6136.0 6254.0 142.0 432.0 756.0 1692.0 420.0 380.0 244.0 26.0 6.0 346.0 68.0 210.0 172.0 2.0 28.0 32.0 6.0 12.0 108.0 12.0 18.0 18.0 6.0 16.0 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;6-phosphogluconolactonase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.31 EC:3.1.1.31 218332.19999999998 5559.67 2560.17 3411.33 5510.0 5758.17 4565.83 3814.83 4789.5 1229.17 208.3 583.1700000000002 671.6299999999999 54.7 2091.83 29.4 169.0 6021.0 6446.5 850.17 4617.17 4302.33 1952.17 5314.67 3054.83 2906.67 435.33 3034.17 2450.17 754.5 2736.0 2736.67 247.5 4934.17 2810.67 2675.67 2573.67 4331.0 5813.83 5509.17 4441.83 3431.67 3515.17 1204.33 2220.5 1041.0 1659.5 5064.5 6777.0 1340.83 4975.0 4597.17 5576.17 5938.33 761.83 1997.0 1349.83 7379.67 4926.17 4055.17 5303.9 3563.4 6491.0 7684.5 5522.0 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;Phospholipase A(1) https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.32 EC:3.1.1.32 14632.4 7.34 1.34 7.66 22.0 12.34 6.66 11.66 1.0 0.34 1.0 6.34 9.66 0.0 0.66 1.0 0.0 0.0 3.0 3.34 3.34 38.66 72.34 1.34 1.66 2016.34 272.66 96.34 154.34 52.0 47.0 1615.34 153.0 19.34 169.34 115.34 131.34 956.0 91.66 58.34 24.66 7.34 4.34 9.66 7.0 636.0 14.0 2.0 4.0 2231.66 62.0 528.34 49.34 80.66 1483.66 1970.0 1329.66 7.34 1.34 2.34 4.0 3.0 3.0 4.0 2.0 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;Phospholipase A(2) https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.4 EC:3.1.1.4 14632.4 7.34 1.34 7.66 22.0 12.34 6.66 11.66 1.0 0.34 1.0 6.34 9.66 0.0 0.66 1.0 0.0 0.0 3.0 3.34 3.34 38.66 72.34 1.34 1.66 2016.34 272.66 96.34 154.34 52.0 47.0 1615.34 153.0 19.34 169.34 115.34 131.34 956.0 91.66 58.34 24.66 7.34 4.34 9.66 7.0 636.0 14.0 2.0 4.0 2231.66 62.0 528.34 49.34 80.66 1483.66 1970.0 1329.66 7.34 1.34 2.34 4.0 3.0 3.0 4.0 2.0 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;Lysophospholipase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.5 EC:3.1.1.5 37941.6 157.01 1253.01 274.49 336.0 189.51 127.99 307.49 87.5 0.51 5.0 179.51 212.99 5.0 1.99 0.0 77.0 49.0 26.0 108.51 150.01 71.49 433.51 44.01 289.49 32.01 430.49 157.51 271.51 56.5 70.0 319.51 253.0 3276.01 742.01 812.01 753.01 2715.0 2301.49 3073.01 3147.49 73.01 218.01 386.49 850.5 1150.5 199.0 123.5 13.0 3350.49 266.0 826.51 168.51 200.99 2226.49 2969.0 2010.49 8.01 8.01 57.51 6.0 9.0 9.0 3.0 11.0 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;Sialate O-acetylesterase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.53 EC:3.1.1.53 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;Protein-glutamate methylesterase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.61 EC:3.1.1.61 25716.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 2532.34 374.0 1149.34 126.66 5607.0 121.66 1924.0 3439.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Hydrolases;Acting on ester bonds;Carboxylic-ester hydrolases;Pimeloyl-[acyl-carrier protein] methyl ester esterase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.1.85 EC:3.1.1.85 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Exodeoxyribonucleases producing 5'-phosphomonoesters;Exodeoxyribonuclease I https://www.genome.jp/dbget-bin/www_bget?EC:3.1.11.1 EC:3.1.11.1 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Exodeoxyribonucleases producing 5'-phosphomonoesters;Exodeoxyribonuclease III https://www.genome.jp/dbget-bin/www_bget?EC:3.1.11.2 EC:3.1.11.2 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Hydrolases;Acting on ester bonds;Exodeoxyribonucleases producing 5'-phosphomonoesters;Exodeoxyribonuclease V https://www.genome.jp/dbget-bin/www_bget?EC:3.1.11.5 EC:3.1.11.5 269733.10000000003 4938.01 4955.01 3323.49 5254.5 5307.01 4121.49 3931.49 4306.5 3760.01 582.8 2042.51 1173.29 5663.2 2208.49 1949.9 3736.5 6119.0 6495.5 1061.01 4908.01 4401.99 2734.01 5398.51 3574.99 933.01 749.49 3155.51 2696.51 805.0 2822.5 1588.01 455.5 11264.01 3992.01 4093.01 3875.51 6729.0 10030.49 10820.01 10197.49 3558.51 3936.01 1949.49 3860.0 2044.5 2032.0 5226.0 6789.0 3562.99 5037.0 4928.51 5163.51 5759.49 2246.49 3924.0 2631.99 7146.51 4352.51 3229.51 4699.4 3177.9 6338.5 7416.5 4568.5 +Hydrolases;Acting on ester bonds;Exodeoxyribonucleases producing 5'-phosphomonoesters;Exodeoxyribonuclease VII https://www.genome.jp/dbget-bin/www_bget?EC:3.1.11.6 EC:3.1.11.6 429477.39999999997 9277.34 4903.34 5579.66 9189.0 9881.34 7757.66 6671.66 8267.0 7519.34 1145.6 3368.34 1497.2599999999998 11306.4 4411.66 3899.8 7165.0 12042.0 12887.0 1697.34 9221.34 8524.66 3743.34 10626.34 5998.66 1823.34 863.6600000000002 6066.34 4876.34 1420.0 5389.0 2579.34 475.0 9453.34 5253.34 5175.34 4944.34 6358.0 10901.66 9361.34 7859.66 6830.34 7005.34 2375.66 4330.0 1995.0 3292.0 9962.0 13526.0 2650.66 9258.0 8664.34 9822.34 11021.66 1521.66 3852.0 2540.66 14274.34 8678.34 6238.34 9374.8 6319.8 12641.0 14821.0 9101.0 +Hydrolases;Acting on ester bonds;Exodeoxyribonucleases producing 3'-phosphomonoesters;5' to 3' exodeoxyribonuclease (nucleoside 3'-phosphate-forming) https://www.genome.jp/dbget-bin/www_bget?EC:3.1.12.1 EC:3.1.12.1 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Acting on ester bonds;Exoribonucleases producing 5'-phosphomonoesters;Exoribonuclease II https://www.genome.jp/dbget-bin/www_bget?EC:3.1.13.1 EC:3.1.13.1 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Exoribonucleases producing 5'-phosphomonoesters;Oligonucleotidase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.13.3 EC:3.1.13.3 191429.5 4489.0 1200.0 2523.0 4280.5 4763.5 3757.5 3040.0 4047.0 3759.5 568.8 1511.0 545.3 5648.2 2204.5 1950.9 3505.5 5972.0 6420.5 743.5 4464.0 4229.5 1510.5 5270.5 2711.5 2896.0 274.0 2972.0 2321.0 705.5 2671.5 2585.5 137.5 1470.0 2054.0 1891.0 1850.5 1420.0 3241.0 1666.0 807.0 3349.5 3289.0 811.0 1321.5 483.0 1461.0 4859.5 6754.0 206.5 4425.0 4034.0 4792.0 5390.5 18.0 927.0 589.5 7136.5 4332.5 3064.0 4685.4 3153.9 6314.5 7411.5 4541.5 +Hydrolases;Acting on ester bonds;Exoribonucleases producing 5'-phosphomonoesters;Ribonuclease D https://www.genome.jp/dbget-bin/www_bget?EC:3.1.13.5 EC:3.1.13.5 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Hydrolases;Acting on ester bonds;Thioester hydrolases;S-formylglutathione hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.2.12 EC:3.1.2.12 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Thioester hydrolases;Acyl-CoA hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.2.20 EC:3.1.2.20 40711.0 342.0 70.0 71.0 218.0 81.0 199.0 114.0 99.0 0.0 3.0 24.0 41.0 2.0 2.0 1.0 8.0 14.0 4.0 102.0 138.0 85.0 167.0 25.0 115.0 2.0 135.0 32.0 21.0 114.0 69.0 98.0 93.0 38.0 1682.0 1598.0 1495.0 20.0 52.0 14.0 21.0 3225.0 3156.0 700.0 1200.0 286.0 1358.0 4747.0 6722.0 106.0 2767.0 1116.0 2788.0 3843.0 11.0 738.0 91.0 78.0 16.0 119.0 53.0 30.0 46.0 61.0 45.0 +Hydrolases;Acting on ester bonds;Thioester hydrolases;Dodecanoyl-[acyl-carrier-protein] hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.2.21 EC:3.1.2.21 87120.5 3698.0 798.0 2090.0 3353.5 3525.5 3104.5 2597.0 1426.0 1163.5 116.8 93.0 108.3 19.2 1189.5 6.9 36.5 14.0 28.5 106.5 150.0 97.5 201.5 29.5 344.5 102.0 159.0 2966.0 2258.0 128.5 2546.5 111.5 96.5 427.0 1887.0 1737.0 1633.5 1217.0 687.0 885.0 559.0 3273.5 3190.0 750.0 1262.5 326.0 1408.0 4846.5 6746.0 164.5 3604.0 1703.0 4189.0 4718.5 15.0 893.0 218.5 524.5 1237.5 1960.0 885.4 1140.9 327.5 666.5 1371.5 +Hydrolases;Acting on ester bonds;Thioester hydrolases;Hydroxyacylglutathione hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.2.6 EC:3.1.2.6 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Hydrolases;Acting on ester bonds;Endodeoxyribonucleases producing 5'-phosphomonoesters;Deoxyribonuclease I https://www.genome.jp/dbget-bin/www_bget?EC:3.1.21.1 EC:3.1.21.1 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Hydrolases;Acting on ester bonds;Endodeoxyribonucleases producing 5'-phosphomonoesters;Deoxyribonuclease IV https://www.genome.jp/dbget-bin/www_bget?EC:3.1.21.2 EC:3.1.21.2 168329.2 1282.67 1723.67 770.8299999999998 1459.0 1496.17 973.33 852.8299999999998 2806.5 2596.17 459.0 1615.17 681.3299999999998 5636.0 1018.33 1944.0 3554.0 6021.0 6419.0 844.17 4598.67 4249.83 1837.17 5308.67 2769.83 811.67 407.83 99.17 201.17 695.5 217.0 1276.17 234.0 4337.67 2421.67 2448.67 2333.67 1982.0 4815.83 3809.67 3391.83 3366.67 3468.67 1137.83 2102.5 957.5 1596.0 4881.5 6739.0 1266.83 3792.0 3745.17 3510.17 4635.33 756.83 1771.0 1142.83 6690.67 3117.67 1278.17 3855.0 2049.0 6039.0 6805.0 3224.0 +Hydrolases;Acting on ester bonds;Endodeoxyribonucleases producing 5'-phosphomonoesters;Type I site-specific deoxyribonuclease https://www.genome.jp/dbget-bin/www_bget?EC:3.1.21.3 EC:3.1.21.3 617433.2 15451.02 4643.02 8918.98 15360.0 18214.02 13530.98 11119.98 17056.0 5412.02 1170.0 3830.02 1915.98 11373.0 4975.98 3956.0 7091.0 29790.0 32045.0 3208.02 21609.02 20669.98 6583.02 26212.02 12634.98 12051.02 1477.98 321.02 738.02 2920.0 623.0 11480.02 630.0 6252.02 1575.02 1380.02 1666.02 6315.0 14606.98 5771.02 2411.98 535.02 607.02 478.98 431.0 2742.0 426.0 280.0 76.0 7107.98 6947.0 15058.02 7419.02 6240.98 4479.980000000001 6558.0 6194.980000000001 34375.02 19185.02 10983.02 21077.0 13699.0 30723.0 35601.0 19219.0 +Hydrolases;Acting on ester bonds;Endodeoxyribonucleases producing 5'-phosphomonoesters;Type III site-specific deoxyribonuclease https://www.genome.jp/dbget-bin/www_bget?EC:3.1.21.5 EC:3.1.21.5 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Hydrolases;Acting on ester bonds;Endoribonucleases producing 5'-phosphomonoesters;Ribonuclease Z https://www.genome.jp/dbget-bin/www_bget?EC:3.1.26.11 EC:3.1.26.11 176157.5 4489.0 1200.0 2523.0 4280.5 4763.5 3757.5 3040.0 4047.0 1227.5 194.8 362.0 419.3 41.2 2083.5 26.9 66.5 5972.0 6420.5 743.5 4464.0 4229.5 1510.5 5270.5 2711.5 2896.0 274.0 2972.0 2321.0 705.5 2671.5 2585.5 137.5 1470.0 2054.0 1891.0 1850.5 1420.0 3241.0 1666.0 807.0 3349.5 3289.0 811.0 1321.5 483.0 1461.0 4859.5 6754.0 206.5 4425.0 4034.0 4792.0 5390.5 18.0 927.0 589.5 7136.5 4332.5 3064.0 4685.4 3153.9 6314.5 7411.5 4541.5 +Hydrolases;Acting on ester bonds;Endoribonucleases producing 5'-phosphomonoesters;Ribonuclease E https://www.genome.jp/dbget-bin/www_bget?EC:3.1.26.12 EC:3.1.26.12 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Hydrolases;Acting on ester bonds;Endoribonucleases producing 5'-phosphomonoesters;Ribonuclease III https://www.genome.jp/dbget-bin/www_bget?EC:3.1.26.3 EC:3.1.26.3 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Hydrolases;Acting on ester bonds;Endoribonucleases producing 5'-phosphomonoesters;Ribonuclease H https://www.genome.jp/dbget-bin/www_bget?EC:3.1.26.4 EC:3.1.26.4 585618.1000000001 11335.01 5484.51 6708.99 11252.5 12021.01 9299.99 7712.49 11643.5 8741.01 1267.9 3709.51 1913.39 11339.1 6414.99 3924.7 7228.5 18014.0 19286.0 2439.01 13680.51 12782.49 5301.01 15894.51 8536.99 6625.01 1252.99 6153.51 5043.51 2160.0 5627.5 6683.51 691.0 10745.51 7316.01 7045.01 6783.51 8203.0 13876.49 10986.51 8647.49 10148.51 10273.51 3155.99 5646.0 2795.0 4719.5 14806.0 20270.0 3929.99 13223.0 12640.51 13899.51 16002.49 2278.49 5680.0 3746.99 21208.51 12377.01 8398.51 13844.7 8767.7 18844.5 21901.0 13288.5 +Hydrolases;Acting on ester bonds;Endoribonucleases producing 5'-phosphomonoesters;Ribonuclease P https://www.genome.jp/dbget-bin/www_bget?EC:3.1.26.5 EC:3.1.26.5 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Hydrolases;Acting on ester bonds;Endoribonucleases producing 5'-phosphomonoesters;Ribonuclease M5 https://www.genome.jp/dbget-bin/www_bget?EC:3.1.26.8 EC:3.1.26.8 171969.5 4489.0 1200.0 2523.0 4264.5 4757.5 3757.5 3038.0 4047.0 1227.5 193.8 356.0 410.3 41.2 2083.5 25.9 66.5 5972.0 6417.5 742.5 4462.0 4192.5 1440.5 5270.5 2711.5 901.0 273.0 2972.0 2309.0 662.5 2630.5 1140.5 128.5 1458.0 1944.0 1835.0 1770.5 1404.0 3161.0 1611.0 796.0 3343.5 3286.0 807.0 1317.5 474.0 1453.0 4858.5 6750.0 206.5 4425.0 4034.0 4785.0 5386.5 18.0 927.0 589.5 7132.5 4332.5 3064.0 4681.4 3150.9 6311.5 7407.5 4541.5 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Alkaline phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.1 EC:3.1.3.1 13598.2 3.67 0.67 3.83 35.0 15.17 3.33 8.83 0.5 0.17 2.0 12.17 18.33 0.0 0.33 2.0 0.0 0.0 6.0 3.17 4.67 74.83 141.17 0.67 0.83 4000.67 137.83 48.17 95.17 90.5 85.0 2975.17 90.0 27.67 249.67 141.67000000000004 185.67 502.0 165.83 111.67 28.83 12.67 6.67 10.83 9.5 331.5 19.0 2.5 8.0 1115.83 31.0 264.17 35.17 46.33 741.83 985.0 664.83 9.67 0.67 1.17 8.0 6.0 6.0 8.0 1.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Fructose-bisphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.11 EC:3.1.3.11 184891.40000000002 3575.34 1092.84 1909.16 3387.0 3958.34 3077.16 2572.66 3392.0 2602.34 528.5 1469.34 491.16 5639.5 1098.16 1948.0 3480.0 5972.0 6420.5 745.34 4460.84 4228.16 1502.34 5270.34 2657.66 2917.34 543.1600000000002 3067.34 2463.34 713.0 2677.0 2753.84 280.5 1281.84 2039.34 1918.34 1880.34 1224.0 2969.66 895.84 319.66 3340.34 3280.84 804.16 1273.0 1075.5 1461.5 4778.0 6744.0 2422.66 4141.0 4297.34 4176.34 5043.66 1500.66 2826.0 1839.66 6901.34 3746.84 2130.34 4072.5 2752.0 6147.0 7141.5 3572.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Trehalose-phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.12 EC:3.1.3.12 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Histidinol-phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.15 EC:3.1.3.15 252633.69999999998 5060.67 2767.17 3126.33 5298.5 6061.67 4332.33 3639.83 6643.5 2667.67 546.5 1929.17 1000.33 5672.5 1979.33 1966.5 3604.5 11965.0 12829.0 1383.67 8786.17 8308.83 3009.67 10526.17 5248.33 3606.67 411.33 74.17 245.17 1172.0 278.5 3664.17 183.0 5697.17 1111.67 1142.67 1193.17 3357.0 7929.83 5441.17 4154.83 262.17 444.17 545.3299999999998 1020.0 867.0 331.5 242.0 40.0 1261.33 2683.0 5547.17 2725.17 2339.83 752.83 1222.0 1550.33 13671.17 7416.67 4095.17 8428.5 5141.5 12261.5 14094.0 7675.5 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Protein-serine/threonine phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.16 EC:3.1.3.16 234198.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 6291.67 947.8 2839.17 883.6299999999999 11260.2 2326.83 3874.9 7021.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Phosphoglycolate phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.18 EC:3.1.3.18 82506.20000000001 2753.67 673.67 1446.83 2452.0 2681.17 2420.33 2099.83 758.5 2538.17 381.0 1200.17 176.32999999999996 5617.0 185.33 1926.0 3450.0 14.0 26.0 107.17 145.67 94.83 188.17 25.67 286.83 15.67 291.8300000000001 80.17 94.17 130.5 77.0 193.17 165.0 200.67 1842.67 1733.67 1636.67 546.0 386.83 106.67 62.83 3259.67 3179.67 736.83 1208.5 603.5 1396.0 4759.5 6727.0 1264.83 3289.0 1702.17 3551.17 4333.33 755.83 1807.0 803.83 287.67 649.67 1016.17 267.0 739.0 160.0 396.0 401.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Acid phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.2 EC:3.1.3.2 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Sugar-phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.23 EC:3.1.3.23 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Inositol-phosphate phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.25 EC:3.1.3.25 177191.69999999998 4492.67 1200.67 2526.83 4267.5 4760.67 3760.83 3042.83 4047.5 1227.67 193.8 356.17 410.63 41.2 2083.83 25.9 66.5 5972.0 6417.5 743.67 4462.67 4193.33 1441.67 5271.17 2712.33 911.67 408.83 3020.17 2380.17 667.0 2633.5 1225.67 200.5 1461.67 1973.67 1864.67 1796.17 1874.0 3166.83 1612.67 802.83 3344.17 3286.67 809.83 1319.0 787.5 1456.0 4859.0 6750.0 1322.33 4456.0 4298.17 4806.17 5424.83 759.83 1912.0 1254.33 7134.17 4333.17 3065.17 4681.4 3150.9 6311.5 7407.5 4542.5 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Phosphatidylglycerophosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.27 EC:3.1.3.27 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Phosphoserine phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.3 EC:3.1.3.3 153107.2 3348.67 2256.67 2071.83 3488.0 4018.17 2992.33 2721.83 3366.5 2602.17 461.0 1624.17 658.3299999999998 5642.0 1078.33 1945.0 3549.0 6007.0 6440.0 747.17 4469.67 4210.83 1760.17 5283.67 2825.83 2807.67 294.8300000000001 67.17 194.17 636.5 194.0 2633.17 150.0 4470.67 980.67 1012.67 1034.67 2034.0 5172.83 3941.67 3416.83 181.67 338.67 475.83 913.5 684.5 281.0 147.5 26.0 1203.83 1516.0 2951.17 1471.17 1248.33 748.83 1117.0 1099.83 6824.67 3734.67 2055.17 4020.0 2731.0 6110.0 7083.0 3534.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Phosphatidate phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.4 EC:3.1.3.4 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;4-nitrophenylphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.41 EC:3.1.3.41 171969.5 4489.0 1200.0 2523.0 4264.5 4757.5 3757.5 3038.0 4047.0 1227.5 193.8 356.0 410.3 41.2 2083.5 25.9 66.5 5972.0 6417.5 742.5 4462.0 4192.5 1440.5 5270.5 2711.5 901.0 273.0 2972.0 2309.0 662.5 2630.5 1140.5 128.5 1458.0 1944.0 1835.0 1770.5 1404.0 3161.0 1611.0 796.0 3343.5 3286.0 807.0 1317.5 474.0 1453.0 4858.5 6750.0 206.5 4425.0 4034.0 4785.0 5386.5 18.0 927.0 589.5 7132.5 4332.5 3064.0 4681.4 3150.9 6311.5 7407.5 4541.5 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;3-deoxy-manno-octulosonate-8-phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.45 EC:3.1.3.45 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Protein-tyrosine-phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.48 EC:3.1.3.48 506619.69999999995 9312.67 3998.67 5169.83 9099.5 10169.67 7800.83 6428.83 10232.5 6425.67 1111.8 3440.17 1578.63 11316.2 4180.83 3915.9 7100.5 17965.0 19254.5 2329.67 13519.67 12668.33 4773.67 15845.17 8134.33 4511.67 951.83 3109.17 2596.17 2061.0 3046.5 4998.67 496.5 7035.67 6345.67 6141.67 5932.17 3665.0 10911.83 6306.67 4491.83 10045.17 10032.67 2739.83 4686.0 1878.5 4495.0 14512.0 20224.0 1664.33 12296.0 11548.17 12428.17 14988.83 791.83 3554.0 2242.33 20721.17 11194.17 6461.17 12603.4 7951.9 18497.5 21353.5 11335.5 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;5'-nucleotidase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.5 EC:3.1.3.5 66811.79999999999 160.68 1253.68 278.32 371.0 204.68 131.32 316.32 88.0 2532.68 381.0 1340.68 357.32 5612.0 123.32 1926.0 3516.0 49.0 32.0 111.68 154.68 146.32 574.6800000000002 44.68 290.32 4032.68 568.32 205.68 366.68 147.0 155.0 3294.68 343.0 3303.68 991.68 953.68 938.68 3217.0 2467.32 3184.68 3176.32 85.68 224.68 397.32 860.0 1482.0 218.0 126.0 21.0 4466.32 297.0 1090.68 203.68 247.32 2968.32 3954.0 2675.32 17.68 8.68 58.68 14.0 15.0 15.0 11.0 12.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;3'-nucleotidase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.6 EC:3.1.3.6 65780.7 3478.67 1963.17 2260.33 3460.5 3591.67 3026.33 2755.83 1401.5 1163.67 49.3 248.17 276.13000000000005 21.7 1170.33 3.9 105.5 49.0 48.0 110.67 160.17 81.83 461.67 44.17 514.3299999999998 13.67 182.33 62.17 131.17000000000002 61.0 69.5 161.17000000000004 110.0 3623.17 887.67 890.67 839.17 2967.0 2901.83 3934.17 3669.83 116.17 249.17 427.33 906.0 562.0 233.5 217.0 28.0 1177.33 1041.0 885.1700000000002 1526.17 999.83 746.83 1154.0 808.33 451.17 1226.67 1887.17 832.9 1119.9 290.5 608.0 1335.5 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;3'(2'),5'-bisphosphate nucleotidase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.7 EC:3.1.3.7 201873.90000000002 4496.34 1201.34 2530.66 4286.5 4769.84 3764.16 3049.66 4048.0 3759.84 568.8 1511.34 545.96 5648.2 2205.16 1950.9 3505.5 5972.0 6420.5 745.84 4465.34 4231.16 1512.84 5271.84 2713.16 2917.34 545.6600000000002 3068.34 2463.34 714.5 2677.5 2755.84 281.5 1477.34 2113.34 1950.34 1901.84 2360.0 3252.66 1669.34 820.6600000000002 3350.84 3290.34 816.66 1324.5 1110.0 1467.0 4860.5 6754.0 2438.16 4487.0 4562.34 4834.34 5467.16 1501.66 2897.0 1919.16 7139.84 4333.84 3066.34 4685.4 3153.9 6314.5 7411.5 4543.5 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;2-phosphosulfolactate phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.71 EC:3.1.3.71 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Adenosylcobalamin/alpha-ribazole phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.73 EC:3.1.3.73 19460.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 2532.0 375.0 1155.0 135.0 5607.0 121.0 1925.0 3439.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;3-phytase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.8 EC:3.1.3.8 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Diacylglycerol diphosphate phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.81 EC:3.1.3.81 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;D-glycero-beta-D-manno-heptose 1,7-bisphosphate 7-phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.82 EC:3.1.3.82 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;D-glycero-alpha-D-manno-heptose-1,7-bisphosphate 7-phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.83 EC:3.1.3.83 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;5'-deoxynucleotidase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.89 EC:3.1.3.89 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Phosphoric-monoester hydrolases;Maltose 6'-phosphate phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.3.90 EC:3.1.3.90 90071.20000000001 794.67 402.67 436.83 914.0 1235.17 656.33 445.83 2621.5 64.17 77.0 263.17 302.33 22.0 894.33 19.0 30.0 5958.0 6389.0 637.17 4312.67 4095.83 1240.17 5241.67 2367.83 809.67 249.83 54.17 122.17 538.5 87.0 1114.17 104.0 1034.67 86.67 127.67 162.67000000000004 657.0 2479.83 727.67 243.83 70.67 96.67 59.83 56.5 461.5 48.0 12.5 4.0 1157.83 852.0 2595.17 617.17 706.33 744.83 1019.0 1035.83 6609.67 3095.67 1105.17 3796.0 2010.0 5984.0 6741.0 3171.0 +Hydrolases;Acting on ester bonds;Phosphoric-diester hydrolases;2',3'-cyclic-nucleotide 2'-phosphodiesterase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.4.16 EC:3.1.4.16 65780.7 3478.67 1963.17 2260.33 3460.5 3591.67 3026.33 2755.83 1401.5 1163.67 49.3 248.17 276.13000000000005 21.7 1170.33 3.9 105.5 49.0 48.0 110.67 160.17 81.83 461.67 44.17 514.3299999999998 13.67 182.33 62.17 131.17000000000002 61.0 69.5 161.17000000000004 110.0 3623.17 887.67 890.67 839.17 2967.0 2901.83 3934.17 3669.83 116.17 249.17 427.33 906.0 562.0 233.5 217.0 28.0 1177.33 1041.0 885.1700000000002 1526.17 999.83 746.83 1154.0 808.33 451.17 1226.67 1887.17 832.9 1119.9 290.5 608.0 1335.5 +Hydrolases;Acting on ester bonds;Phosphoric-diester hydrolases;3',5'-cyclic-nucleotide phosphodiesterase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.4.17 EC:3.1.4.17 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Phosphoric-diester hydrolases;Phospholipase C https://www.genome.jp/dbget-bin/www_bget?EC:3.1.4.3 EC:3.1.4.3 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Phosphoric-diester hydrolases;Glycerophosphodiester phosphodiesterase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.4.46 EC:3.1.4.46 512547.1 12386.01 5299.51 7518.99 12140.5 12412.01 10020.99 8225.49 10334.5 4992.01 802.1 2381.51 1550.59 5726.9 4313.99 1986.3 3810.5 12056.0 12897.0 1804.01 9377.51 8693.49 4083.01 10656.51 6280.99 5826.01 1143.99 6149.51 4992.51 1629.0 5544.5 5658.51 661.0 10105.51 7407.01 7011.01 6689.51 10288.0 11968.49 11807.51 9412.49 10099.51 10196.51 3123.99 5694.0 2716.0 4685.5 14959.0 20286.0 3918.99 13094.0 10839.51 14619.51 16181.49 2277.49 5788.0 3534.99 15077.51 10456.01 9166.51 11273.3 7557.3 13195.5 15700.0 12061.5 +Hydrolases;Acting on ester bonds;Phosphoric-diester hydrolases;Cyclic-guanylate-specific phosphodiesterase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.4.52 EC:3.1.4.52 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Phosphoric-diester hydrolases;Phosphoribosyl 1,2-cyclic phosphate phosphodiesterase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.4.55 EC:3.1.4.55 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on ester bonds;Triphosphoric-monoester hydrolases;dGTPase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.5.1 EC:3.1.5.1 46957.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 2532.17 380.0 1334.17 347.3300000000001 5612.0 122.33 1925.0 3516.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Hydrolases;Acting on ester bonds;Sulfuric-ester hydrolases;N-acetylglucosamine-6-sulfatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.6.14 EC:3.1.6.14 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on ester bonds;Diphosphoric-monoester hydrolases;Guanosine-3',5'-bis(diphosphate) 3'-diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.1.7.2 EC:3.1.7.2 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on carbon-phosphorus bonds;Acting on carbon-phosphorus bonds (only sub-subclass identified to date);Phosphonoacetaldehyde hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.11.1.1 EC:3.11.1.1 45933.200000000004 345.67 70.67 74.83 221.0 84.17 202.33 118.83 99.5 0.17 3.0 24.17 41.33 2.0 2.33 1.0 8.0 14.0 4.0 103.17 138.67 85.83 168.17 25.67 115.83 12.67 270.83000000000004 80.17 92.17 118.5 72.0 183.17 165.0 41.67 1711.67 1627.67 1520.67 490.0 57.83 15.67 27.83 3225.67 3156.67 702.83 1201.5 599.5 1361.0 4747.5 6722.0 1221.83 2798.0 1380.17 2809.17 3881.33 752.83 1723.0 755.83 79.67 16.67 120.17 53.0 30.0 46.0 61.0 46.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Alpha-amylase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.1 EC:3.2.1.1 26463.0 146.0 1251.0 263.0 343.0 186.0 118.0 295.0 86.0 0.0 6.0 185.0 221.0 5.0 1.0 1.0 77.0 49.0 29.0 106.0 150.0 106.0 500.0 42.0 287.0 1995.0 24.0 13.0 70.0 86.0 102.0 1509.0 46.0 3277.0 763.0 779.0 756.0 1321.0 2364.0 3123.0 3138.0 77.0 219.0 382.0 850.0 219.0 198.0 123.0 17.0 3.0 173.0 34.0 112.0 90.0 1.0 14.0 16.0 7.0 6.0 54.0 10.0 12.0 12.0 7.0 8.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Oligo-1,6-glucosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.10 EC:3.2.1.10 233630.2 5269.67 1238.67 3355.83 5423.0 5713.17 4057.33 2794.83 7866.5 134.17 188.0 694.17 764.33 78.0 1816.33 48.0 162.0 11916.0 12778.0 1275.17 8642.67 8202.83 2521.17 10488.67 4956.83 1608.67 373.83 64.17 173.17000000000004 1078.5 173.0 2151.17 140.0 2847.67 439.67 353.67 385.67 5388.0 6085.83 4547.67 2484.83 182.67 230.67 166.82999999999996 317.5 747.5 115.0 354.5 48.0 1261.83 3057.0 5986.17 3845.17 3068.33 751.83 1337.0 1724.83 14171.67 8538.67 5953.17 10042.0 5622.0 12638.0 14562.0 10227.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Maltose-6'-phosphate glucosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.122 EC:3.2.1.122 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Endoglycosylceramidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.123 EC:3.2.1.123 44550.0 292.0 2502.0 526.0 654.0 360.0 236.0 586.0 172.0 0.0 10.0 358.0 424.0 10.0 2.0 0.0 154.0 98.0 52.0 210.0 296.0 138.0 860.0 84.0 574.0 0.0 46.0 26.0 116.0 86.0 122.0 128.0 74.0 6530.0 1306.0 1446.0 1352.0 2610.0 4568.0 6136.0 6254.0 142.0 432.0 756.0 1692.0 420.0 380.0 244.0 26.0 6.0 346.0 68.0 210.0 172.0 2.0 28.0 32.0 6.0 12.0 108.0 12.0 18.0 18.0 6.0 16.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Neopullulanase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.135 EC:3.2.1.135 99526.5 1712.0 510.5 1054.5 1810.5 2043.5 1340.0 918.0 3277.0 65.5 85.5 305.0 342.0 30.5 901.0 21.5 55.5 5958.0 6389.0 636.5 4316.5 4098.0 1249.5 5242.5 2422.5 799.0 116.5 7.0 51.0 535.5 84.5 1031.0 33.0 1226.5 131.0 130.0 158.5 1323.0 2757.0 1499.5 738.0 80.5 105.5 69.5 106.5 182.5 50.5 94.5 14.0 57.5 1167.0 2596.0 1254.0 1091.5 4.0 105.0 450.5 6846.5 3682.0 2040.0 4408.5 2410.5 6151.5 7011.0 4141.5 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Chitinase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.14 EC:3.2.1.14 22758.4 34.34 17.84 33.16 27.0 48.34 7.16 36.66 13.0 0.34 70.5 6.34 13.16 0.5 19.16 3.0 0.0 0.0 5.5 3.34 3.84 39.16 76.34 4.34 4.66 2113.34 273.16 3029.34 2389.34 53.0 2519.0 1616.84 155.5 53.84 169.34 116.34 132.34 961.0 114.66 64.84 26.66 11.34 5.84 13.16 11.0 637.5 23.5 7.0 13.0 2231.66 62.0 528.34 50.34 80.66 1483.66 1970.0 1329.66 7.34 2.84 11.34 9.5 3.0 3.0 4.5 2.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Lysozyme https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.17 EC:3.2.1.17 220853.40000000002 1931.34 875.34 944.66 2046.0 2551.34 1511.66 1005.66 5342.0 128.34 157.0 550.34 645.66 46.0 1790.66 39.0 68.0 11930.0 12782.0 1376.34 8763.34 8276.66 2647.34 10508.34 4850.66 1621.34 634.6600000000002 140.34 265.34000000000003 1191.0 243.0 2326.34 301.0 2107.34 1855.34 1853.34 1820.34 1334.0 5011.66 1469.34 508.66 3366.34 3349.34 819.66 1313.0 1209.0 1454.0 4772.0 6730.0 2421.66 4471.0 6306.34 4022.34 5255.66 1500.66 2776.0 2162.66 13297.34 6207.34 2329.34 7645.0 4050.0 12014.0 13543.0 6387.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Mannosylglycerate hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.170 EC:3.2.1.170 16252.0 54.0 33.0 51.0 10.0 72.0 1.0 50.0 24.0 0.0 139.0 0.0 7.0 1.0 37.0 4.0 0.0 0.0 5.0 0.0 1.0 1.0 8.0 6.0 6.0 194.0 1.0 5866.0 4470.0 2.0 4944.0 3.0 5.0 69.0 0.0 2.0 2.0 10.0 46.0 13.0 4.0 8.0 3.0 7.0 8.0 3.0 19.0 10.0 18.0 0.0 0.0 0.0 2.0 0.0 0.0 0.0 0.0 0.0 3.0 18.0 11.0 0.0 0.0 1.0 0.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Unsaturated rhamnogalacturonyl hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.172 EC:3.2.1.172 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Exo-alpha-sialidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.18 EC:3.2.1.18 49772.200000000004 295.67 2502.67 529.83 657.0 363.17 239.33 590.83 172.5 0.17 10.0 358.17 424.33 10.0 2.33 0.0 154.0 98.0 52.0 211.17 296.67 138.83 861.17 84.67 574.83 10.67 181.83 74.17 187.17 90.5 125.0 213.17 146.0 6533.67 1335.67 1475.67 1377.67 3080.0 4573.83 6137.67 6260.83 142.67 432.67 758.83 1693.5 733.5 383.0 244.5 26.0 1121.83 377.0 332.17 231.17 210.33 743.83 1013.0 696.83 7.67 12.67 109.17 12.0 18.0 18.0 6.0 17.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Unsaturated chondroitin disaccharide hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.180 EC:3.2.1.180 48837.0 369.0 86.5 96.5 223.0 117.0 199.5 139.0 111.0 0.0 72.5 24.0 44.5 2.5 20.5 3.0 8.0 14.0 6.5 102.0 138.5 85.5 171.0 28.0 118.0 99.0 135.5 2965.0 2256.0 115.0 2541.0 99.5 95.5 72.5 1682.0 1599.0 1496.0 25.0 75.0 20.5 23.0 3229.0 3157.5 703.5 1204.0 287.5 1367.5 4752.0 6731.0 106.0 2767.0 1116.0 2789.0 3843.0 11.0 738.0 91.0 78.0 17.5 128.0 58.5 30.0 46.0 61.5 45.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;UDP-N-acetylglucosamine 2-epimerase (hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.183 EC:3.2.1.183 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Alpha-glucosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.20 EC:3.2.1.20 215619.69999999998 4615.67 4900.17 3270.33 5051.5 5261.67 3916.33 3834.83 4218.5 1227.67 276.3 875.1700000000002 1018.13 54.7 2103.33 27.9 289.5 6105.0 6497.0 957.67 4771.17 4352.83 2638.67 5375.17 3461.33 3001.67 344.3300000000001 5960.17 4780.17 726.0 5260.5 2766.17 230.0 11265.17 2360.67 2492.67 2410.17 5790.0 10069.83 10864.17 10175.83 342.17 783.17 1251.33 2665.0 1142.0 685.5 484.0 80.0 1225.33 2208.0 3284.17 2341.17 1843.83 751.83 1216.0 1211.33 7069.17 4336.67 3117.17 4655.9 3150.9 6295.5 7360.0 4521.5 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Beta-glucosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.21 EC:3.2.1.21 401964.0 3164.0 1608.0 1732.0 3708.0 4952.0 2612.0 1772.0 10484.0 7852.0 1434.0 4523.0 1622.0 16909.0 3939.0 5852.0 10437.0 23832.0 25568.0 2548.0 17256.0 16528.0 5236.0 20964.0 9468.0 11176.0 460.0 24.0 252.0 2308.0 500.0 9896.0 164.0 4172.0 668.0 616.0 868.0 812.0 10216.0 3124.0 992.0 304.0 396.0 244.0 236.0 628.0 212.0 52.0 32.0 168.0 3284.0 9324.0 2412.0 2688.0 12.0 136.0 1484.0 26448.0 12380.0 4416.0 15200.0 8052.0 23948.0 26980.0 12680.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Alpha-galactosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.22 EC:3.2.1.22 84258.70000000001 1266.67 179.17000000000004 696.33 1152.5 907.67 889.33 599.83 755.5 2533.67 387.5 1227.17 225.33 5617.5 130.33 1929.5 3472.5 14.0 10.0 105.67 147.17 162.82999999999996 318.67 27.17 171.32999999999996 4002.67 275.33000000000004 81.17 116.17 206.0 154.5 3075.17 184.0 261.17 2005.67 1771.67 1702.17 1658.0 500.83 899.17 550.83 3248.17 3172.17 723.33 1261.0 652.0 1382.5 4832.0 6740.0 1237.33 3144.0 1645.17 3481.17 4312.83 753.83 1794.0 835.33 326.17 603.67 1056.17 673.5 436.5 219.5 339.0 1017.5 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Beta-galactosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.23 EC:3.2.1.23 253088.7 2269.67 2837.67 1389.83 2263.5 1471.67 1523.83 1440.83 1137.5 7597.67 1222.0 3937.17 995.83 16846.0 396.83 5782.5 10520.5 140.0 75.5 520.6700000000002 721.6700000000002 508.33 1586.67 164.17000000000004 978.33 6098.67 592.83 3104.17 2521.17 564.0 2927.5 4845.67 455.5 6913.67 6785.67 6470.67 6125.17 4329.0 5275.83 7124.67 6859.83 9850.17 9920.67 2886.83 5361.0 1654.5 4496.0 14576.0 20223.0 1455.33 9024.0 3945.17 9275.17 12174.83 777.83 3298.0 1049.33 492.17 649.17 1411.17 801.0 517.5 332.5 471.5 1123.5 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Alpha-mannosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.24 EC:3.2.1.24 137525.0 1110.0 2920.5 984.5 1570.0 1628.0 889.5 1052.0 2805.0 64.0 156.5 621.0 729.5 32.5 914.5 21.0 184.0 6056.0 6443.5 846.0 4608.5 4233.5 2103.0 5328.0 2944.0 896.0 160.5 2965.0 2402.0 621.0 2678.0 1158.5 108.5 7595.5 1363.0 1545.0 1490.0 2802.0 7065.0 6868.5 6493.0 216.0 529.5 816.5 1751.0 569.5 434.5 261.0 39.0 48.0 1167.0 2399.0 807.0 840.0 5.0 62.0 403.0 6614.0 3108.5 1221.0 3813.5 2028.0 6002.0 6747.5 3186.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Beta-mannosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.25 EC:3.2.1.25 14632.4 7.34 1.34 7.66 22.0 12.34 6.66 11.66 1.0 0.34 1.0 6.34 9.66 0.0 0.66 1.0 0.0 0.0 3.0 3.34 3.34 38.66 72.34 1.34 1.66 2016.34 272.66 96.34 154.34 52.0 47.0 1615.34 153.0 19.34 169.34 115.34 131.34 956.0 91.66 58.34 24.66 7.34 4.34 9.66 7.0 636.0 14.0 2.0 4.0 2231.66 62.0 528.34 49.34 80.66 1483.66 1970.0 1329.66 7.34 1.34 2.34 4.0 3.0 3.0 4.0 2.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Beta-fructofuranosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.26 EC:3.2.1.26 176216.0 5383.0 1292.0 3119.0 5159.0 5533.0 4444.0 3490.0 4691.0 73.0 101.0 398.0 432.0 49.0 972.0 26.0 92.0 5972.0 6415.0 743.0 4466.0 4195.0 1447.0 5269.0 2764.0 804.0 275.0 40.0 74.0 663.0 159.0 1141.0 127.0 1619.0 2018.0 1866.0 1791.0 2535.0 3421.0 2378.0 1295.0 3350.0 3294.0 816.0 1365.0 507.0 1449.0 4936.0 6751.0 222.0 4771.0 4299.0 5442.0 5810.0 19.0 998.0 669.0 7371.0 4918.0 3991.0 5288.0 3550.0 6479.0 7677.0 5513.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Beta-glucuronidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.31 EC:3.2.1.31 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Xylan 1,4-beta-xylosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.37 EC:3.2.1.37 14677.5 921.0 108.5 621.5 899.5 811.5 687.0 477.0 656.0 1.5 8.5 42.0 40.0 8.5 7.0 2.5 25.5 0.0 0.0 0.5 4.5 3.0 10.5 1.5 55.5 0.0 2.5 1.0 0.0 1.5 0.5 2.0 1.0 195.5 74.0 32.0 21.5 1136.0 283.0 773.5 501.0 10.5 9.5 12.5 51.5 34.5 5.5 82.5 10.0 15.5 346.0 265.0 658.0 423.5 1.0 71.0 79.5 238.5 587.0 936.0 612.5 400.5 167.5 270.0 971.5 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Cellulase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.4 EC:3.2.1.4 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Alpha-L-rhamnosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.40 EC:3.2.1.40 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Pullulanase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.41 EC:3.2.1.41 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Glucosylceramidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.45 EC:3.2.1.45 8376.0 0.0 0.0 0.0 32.0 12.0 0.0 4.0 0.0 0.0 2.0 12.0 18.0 0.0 0.0 2.0 0.0 0.0 6.0 2.0 4.0 74.0 140.0 0.0 0.0 3990.0 2.0 0.0 24.0 86.0 82.0 2890.0 18.0 24.0 220.0 112.0 160.0 32.0 160.0 110.0 22.0 12.0 6.0 8.0 8.0 18.0 16.0 2.0 8.0 0.0 0.0 0.0 14.0 8.0 0.0 0.0 0.0 8.0 0.0 0.0 8.0 6.0 6.0 8.0 0.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Alpha-L-fucosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.51 EC:3.2.1.51 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Beta-N-acetylhexosaminidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.52 EC:3.2.1.52 215676.80000000002 3559.68 3542.68 2397.32 3866.0 4291.68 3121.32 3083.32 3478.0 2602.68 607.0 1815.68 896.3199999999998 5648.0 1117.3200000000004 1951.0 3626.0 6056.0 6477.0 857.68 4624.68 4357.32 2341.6800000000007 5333.68 3121.32 7023.68 728.32 6090.68 4959.68 781.0 5290.0 5845.68 426.0 7839.68 1942.68 1938.68 1949.68 4791.0 7680.32 7137.68 6590.32 274.68 565.6800000000002 877.3199999999998 1780.0 1856.0 515.0 283.0 65.0 4554.32 1782.0 3777.68 1655.68 1457.32 2975.32 4086.0 3110.32 6840.68 3745.68 2130.6800000000007 4045.0 2746.0 6125.0 7095.0 3545.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Glucan 1,6-alpha-glucosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.70 EC:3.2.1.70 70138.0 2777.0 689.5 1468.5 2454.0 2714.0 2417.5 2120.0 770.0 6.0 76.5 51.0 53.5 10.5 82.5 4.0 11.0 14.0 28.5 106.0 145.5 94.5 191.0 28.0 289.0 102.0 156.5 2965.0 2258.0 127.0 2546.0 109.5 95.5 231.5 1813.0 1705.0 1612.0 81.0 404.0 111.5 58.0 3263.0 3180.5 737.5 1211.0 291.5 1402.5 4764.0 6736.0 149.0 3258.0 1438.0 3531.0 4295.0 14.0 822.0 139.0 286.0 650.5 1024.0 272.5 739.0 160.0 396.5 400.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;6-phospho-beta-glucosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.86 EC:3.2.1.86 1248141.7000000002 28893.67 10143.67 16456.83 28444.5 33611.67 24838.83 20522.83 33258.5 686.67 1324.0 3196.17 3562.83 316.0 9531.83 221.5 498.5 59671.0 64099.5 6801.67 43748.67 41350.33 13521.67 52553.17 25687.33 8706.67 1861.83 20751.17 16361.17 5825.0 18451.5 10819.67 728.5 15633.67 7437.67 7371.67 7440.17 7540.0 30498.83 13374.67 7328.83 10744.17 10844.67 3350.83 5229.0 3003.5 5045.0 14850.0 20347.0 2204.33 21190.0 30005.17 21625.17 22767.83 829.83 4354.0 5238.33 68490.17 37207.17 20595.17 41499.0 26363.5 61287.5 70754.5 37243.5 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Alpha,alpha-phosphotrehalase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.93 EC:3.2.1.93 154987.0 3568.0 1091.5 1901.5 3365.0 3946.0 3070.5 2561.0 3391.0 70.0 153.5 314.0 355.5 32.5 976.5 23.0 41.0 5972.0 6417.5 742.0 4457.5 4189.5 1430.0 5269.0 2656.0 901.0 270.5 2971.0 2309.0 661.0 2630.0 1138.5 127.5 1262.5 1870.0 1803.0 1749.0 268.0 2878.0 837.5 295.0 3333.0 3276.5 794.5 1266.0 439.5 1447.5 4776.0 6740.0 191.0 4079.0 3769.0 4127.0 4963.0 17.0 856.0 510.0 6894.0 3745.5 2128.0 4068.5 2749.0 6144.0 7137.5 3570.0 +Hydrolases;Glycosylases;Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds;Mannosyl-glycoprotein endo-beta-N-acetylglucosaminidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.1.96 EC:3.2.1.96 30401.0 173.0 1267.5 288.5 332.0 216.0 118.5 318.0 98.0 0.0 74.5 179.0 215.5 5.5 19.5 2.0 77.0 49.0 28.5 105.0 148.5 69.5 434.0 45.0 290.0 97.0 23.5 2946.0 2293.0 44.0 2533.0 65.5 39.5 3299.5 653.0 724.0 677.0 1310.0 2307.0 3074.5 3129.0 75.0 217.5 381.5 850.0 211.5 199.5 127.0 22.0 3.0 173.0 34.0 106.0 86.0 1.0 14.0 16.0 3.0 7.5 63.0 11.5 9.0 9.0 3.5 8.0 +Hydrolases;Glycosylases;Hydrolysing N-glycosyl compounds;Purine nucleosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.2.1 EC:3.2.2.1 183742.5 3789.0 535.5 2077.5 3352.5 2677.5 2658.0 1773.0 2265.0 3692.5 440.3 1347.0 383.8 5638.7 1248.0 1934.9 3539.5 42.0 12.0 307.5 427.5 264.0 532.5 79.5 511.5 6.0 412.5 99.0 63.0 346.5 208.5 300.0 282.0 700.5 5268.0 4890.0 4549.5 3468.0 1005.0 2362.5 1566.0 9706.5 9496.5 2137.5 3754.5 961.5 4090.5 14488.5 20196.0 364.5 9339.0 4143.0 10338.0 12799.5 36.0 2427.0 511.5 949.5 1809.0 3165.0 1996.9 1292.9 640.5 993.0 3049.5 +Hydrolases;Glycosylases;Hydrolysing N-glycosyl compounds;DNA-3-methyladenine glycosylase I https://www.genome.jp/dbget-bin/www_bget?EC:3.2.2.20 EC:3.2.2.20 306939.7 5625.67 1672.67 3030.83 5412.5 6079.67 4612.83 3599.83 6767.5 1291.67 274.8 649.17 762.63 65.2 2979.83 46.9 104.5 11944.0 12813.5 1482.67 8914.67 8410.33 2917.67 10537.17 5194.33 3707.67 658.83 3058.17 2464.17 1358.0 2827.5 3797.67 334.5 2542.67 3822.67 3616.67 3508.17 2097.0 5772.83 2407.67 1071.83 6645.17 6541.67 1570.83 2578.0 1230.5 2867.0 9619.0 13480.0 1470.33 8044.0 7745.17 8197.17 9939.83 773.83 2684.0 1716.33 13824.17 7444.17 4288.17 8534.4 5193.9 12344.5 14213.5 7757.5 +Hydrolases;Glycosylases;Hydrolysing N-glycosyl compounds;DNA-3-methyladenine glycosylase II https://www.genome.jp/dbget-bin/www_bget?EC:3.2.2.21 EC:3.2.2.21 175421.0 1306.0 1739.5 792.5 1477.0 1535.0 970.5 875.0 2818.0 2596.0 529.5 1621.0 693.5 5636.5 1036.5 1947.0 3554.0 6021.0 6424.5 844.0 4600.5 4286.5 1910.0 5311.0 2772.0 2893.0 273.5 2984.0 2377.0 735.0 2727.0 2637.5 173.5 4380.5 2502.0 2476.0 2389.0 1533.0 4913.0 3869.5 3398.0 3376.0 3472.5 1142.5 2109.0 654.5 1610.5 4887.0 6752.0 151.0 3761.0 3481.0 3497.0 4601.0 15.0 786.0 478.0 6693.0 3118.5 1286.0 3864.5 2052.0 6042.0 6809.5 3223.0 +Hydrolases;Glycosylases;Hydrolysing N-glycosyl compounds;DNA-formamidopyrimidine glycosylase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.2.23 EC:3.2.2.23 199466.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 1227.67 198.8 535.1700000000002 622.6299999999999 46.2 2084.83 25.9 143.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Hydrolases;Glycosylases;Hydrolysing N-glycosyl compounds;Uracil-DNA glycosylase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.2.27 EC:3.2.2.27 182353.69999999998 2230.67 1848.67 1417.83 2379.5 2349.67 1660.83 1356.83 3474.5 1221.67 195.8 514.1700000000002 622.6299999999999 38.2 2022.83 25.9 140.5 6021.0 6424.5 845.67 4605.67 4290.33 1921.67 5313.17 2828.33 2903.67 411.83 3033.17 2448.17 741.0 2730.5 2724.67 246.5 4579.67 2605.67 2537.67 2436.17 3139.0 5201.83 4644.67 3905.83 3387.17 3482.67 1157.83 2162.0 1002.5 1619.0 4970.0 6762.0 1282.33 4138.0 4010.17 4176.17 5062.83 757.83 1842.0 1222.33 6933.17 3706.17 2223.17 4477.4 2453.9 6209.5 7079.5 4195.5 +Hydrolases;Glycosylases;Hydrolysing N-glycosyl compounds;Adenosylhomocysteine nucleosidase https://www.genome.jp/dbget-bin/www_bget?EC:3.2.2.9 EC:3.2.2.9 209911.10000000003 4646.01 2453.01 2797.49 4600.5 4947.01 3885.49 3345.49 4134.5 1228.01 198.8 535.51 623.29 46.2 2085.49 25.9 143.5 6021.0 6443.5 851.01 4612.01 4263.99 1874.01 5314.51 3000.99 933.01 703.49 3129.51 2580.51 719.0 2700.5 1460.01 381.5 4734.01 2686.01 2647.01 2523.51 4119.0 5462.49 4684.01 3943.49 3416.51 3504.01 1193.49 2168.0 1624.5 1652.0 4982.0 6763.0 3556.99 4691.0 4860.51 4953.51 5587.49 2244.49 3896.0 2599.99 7140.51 4340.51 3121.51 4687.4 3159.9 6320.5 7410.5 4552.5 +Hydrolases;Acting on ether bonds;Thioether and trialkylsulfonium hydrolases;Adenosylhomocysteinase https://www.genome.jp/dbget-bin/www_bget?EC:3.3.1.1 EC:3.3.1.1 24682.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 2532.17 375.0 1155.17 135.33 5607.0 121.33 1925.0 3439.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Hydrolases;Acting on peptide bonds (peptidases);Aminopeptidases;Leucyl aminopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.11.1 EC:3.4.11.1 32719.4 153.34 1252.34 270.66 333.0 186.34 124.66 302.66 87.0 0.34 5.0 179.34 212.66 5.0 1.66 0.0 77.0 49.0 26.0 107.34 149.34 70.66 432.34 43.34 288.66 21.34 294.66 109.34 200.34 52.0 67.0 234.34 181.0 3272.34 712.34 782.34 727.34 2245.0 2295.66 3071.34 3140.66 72.34 217.34 383.66 849.0 837.0 196.0 123.0 13.0 2234.66 235.0 562.34 147.34 162.66 1484.66 1984.0 1345.66 6.34 7.34 56.34 6.0 9.0 9.0 3.0 10.0 +Hydrolases;Acting on peptide bonds (peptidases);Aminopeptidases;Methionyl aminopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.11.18 EC:3.4.11.18 326050.7 5575.67 4104.67 3485.83 5848.5 6358.67 4649.83 4071.83 6840.5 3823.67 655.8 2132.17 1271.63 5680.2 3100.83 1969.9 3689.5 12028.0 12861.5 1590.67 9072.67 8463.33 3610.67 10596.17 5653.33 3705.67 569.83 3052.17 2559.17 1330.0 2880.5 3827.67 315.5 9034.67 3446.67 3464.67 3365.17 4687.0 10288.83 8529.67 7304.83 3562.17 3817.67 1626.83 3070.0 1364.5 1889.0 5116.0 6784.0 1370.33 5623.0 6697.17 5619.17 6268.83 764.83 1974.0 1657.33 13752.17 7440.17 4277.17 8493.4 5181.9 12316.5 14158.5 7728.5 +Hydrolases;Acting on peptide bonds (peptidases);Aminopeptidases;Membrane alanyl aminopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.11.2 EC:3.4.11.2 142963.7 3993.67 3300.67 2619.83 4042.5 3900.67 3343.83 3191.83 1598.5 7.67 97.0 463.17 535.8299999999998 29.0 91.83 8.5 190.5 112.0 86.5 319.67 450.67 310.33 1202.67 114.17 919.33 4102.67 342.8300000000001 3040.17 2469.17 305.0 2753.5 3214.67 260.5 6984.67 3442.67 3324.67 3171.17 4329.0 5420.83 7132.67 6841.83 3428.17 3628.67 1516.83 2964.0 1077.5 1807.0 5093.0 6780.0 1286.33 3981.0 2035.17 4434.17 4936.83 758.83 1906.0 915.33 540.1700000000002 1250.17 2069.17 905.0 1163.5 351.5 680.5 1388.5 +Hydrolases;Acting on peptide bonds (peptidases);Aminopeptidases;Aspartyl aminopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.11.21 EC:3.4.11.21 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Hydrolases;Acting on peptide bonds (peptidases);Aminopeptidases;PepB aminopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.11.23 EC:3.4.11.23 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Hydrolases;Acting on peptide bonds (peptidases);Aminopeptidases;Tripeptide aminopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.11.4 EC:3.4.11.4 207096.09999999998 4500.01 1202.01 2534.49 4289.5 4773.01 3767.49 3054.49 4048.5 3760.01 568.8 1511.51 546.29 5648.2 2205.49 1950.9 3505.5 5972.0 6420.5 747.01 4466.01 4231.99 1514.01 5272.51 2713.99 2928.01 681.49 3116.51 2534.51 719.0 2680.5 2841.01 353.5 1481.01 2143.01 1980.01 1927.51 2830.0 3258.49 1671.01 827.49 3351.51 3291.01 819.49 1326.0 1423.5 1470.0 4861.0 6754.0 3553.99 4518.0 4826.51 4855.51 5505.49 2243.49 3882.0 2583.99 7141.51 4334.51 3067.51 4685.4 3153.9 6314.5 7411.5 4544.5 +Hydrolases;Acting on peptide bonds (peptidases);Aminopeptidases;Prolyl aminopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.11.5 EC:3.4.11.5 89449.0 634.0 2572.0 597.0 888.0 447.0 435.0 702.0 271.0 0.0 14.0 388.0 474.0 12.0 4.0 2.0 162.0 112.0 59.0 313.0 436.0 260.0 1097.0 109.0 689.0 1997.0 182.0 58.0 149.0 243.0 232.0 1671.0 176.0 6580.0 3098.0 3100.0 2927.0 2646.0 4700.0 6205.0 6286.0 3373.0 3591.0 1460.0 2896.0 715.0 1746.0 4992.0 6752.0 112.0 3113.0 1184.0 3005.0 4019.0 13.0 766.0 123.0 88.0 28.0 227.0 69.0 51.0 67.0 71.0 61.0 +Hydrolases;Acting on peptide bonds (peptidases);Aminopeptidases;Glutamyl aminopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.11.7 EC:3.4.11.7 84815.5 3698.0 798.0 2090.0 3353.5 3525.5 3104.5 2597.0 1426.0 7.5 85.0 93.0 93.5 19.0 89.5 6.5 36.5 14.0 28.5 106.5 150.0 97.5 201.5 29.5 344.5 102.0 159.0 2966.0 2258.0 128.5 2546.5 111.5 96.5 427.0 1887.0 1737.0 1633.5 1217.0 687.0 885.0 559.0 3273.5 3190.0 750.0 1262.5 326.0 1408.0 4846.5 6746.0 164.5 3604.0 1703.0 4189.0 4718.5 15.0 893.0 218.5 524.5 1237.5 1960.0 885.0 1139.5 327.5 666.5 1371.5 +Hydrolases;Acting on peptide bonds (peptidases);Aminopeptidases;Xaa-Pro aminopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.11.9 EC:3.4.11.9 223114.69999999998 4638.67 2451.67 2789.83 4626.5 4952.67 3878.83 3339.83 4133.5 3759.67 574.8 1696.17 766.6299999999999 5653.2 2205.83 1951.9 3582.5 6021.0 6449.5 850.67 4614.67 4336.33 2011.67 5313.17 2999.33 4901.67 433.83 3033.17 2462.17 796.0 2776.5 4179.67 255.5 4750.67 2846.67 2699.67 2632.17 3211.0 5610.83 4790.67 3951.83 3427.17 3508.67 1195.83 2173.0 1015.5 1662.0 4983.0 6771.0 1325.33 4629.0 4332.17 4925.17 5518.83 760.83 1926.0 1270.33 7145.17 4339.17 3119.17 4695.4 3165.9 6326.5 7418.5 4550.5 +Hydrolases;Acting on peptide bonds (peptidases);Dipeptidases;Membrane dipeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.13.19 EC:3.4.13.19 19460.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 2532.0 375.0 1155.0 135.0 5607.0 121.0 1925.0 3439.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on peptide bonds (peptidases);Dipeptidases;Dipeptidase E https://www.genome.jp/dbget-bin/www_bget?EC:3.4.13.21 EC:3.4.13.21 45388.700000000004 3332.67 712.17 1997.33 3149.5 3417.67 2908.33 2464.83 1315.5 7.67 13.5 75.17 58.33 16.5 69.33 4.5 28.5 0.0 25.0 6.67 14.17 49.83 101.67 2.17 227.33 2008.67 160.33 49.17 85.17 61.0 49.5 1542.17 82.0 370.17 344.67 223.67 243.17 1678.0 697.8299999999998 921.17 553.83 51.17 36.17 53.33 64.0 361.0 51.5 96.0 19.0 1174.33 868.0 851.1700000000002 1428.17 917.83 745.83 1140.0 792.33 452.17 1220.67 1833.17 830.5 1112.5 284.5 609.0 1327.5 +Hydrolases;Acting on peptide bonds (peptidases);Dipeptidases;D-Ala-D-Ala dipeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.13.22 EC:3.4.13.22 6493.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 1156.0 32.8 6.0 23.8 0.2 1100.0 1.4 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.4 4.4 3.0 4.0 0.0 +Hydrolases;Acting on peptide bonds (peptidases);Dipeptidases;Xaa-Pro dipeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.13.9 EC:3.4.13.9 187241.5 4489.0 1200.0 2523.0 4264.5 4757.5 3757.5 3038.0 4047.0 3759.5 567.8 1505.0 536.3 5648.2 2204.5 1949.9 3505.5 5972.0 6417.5 742.5 4462.0 4192.5 1440.5 5270.5 2711.5 901.0 273.0 2972.0 2309.0 662.5 2630.5 1140.5 128.5 1458.0 1944.0 1835.0 1770.5 1404.0 3161.0 1611.0 796.0 3343.5 3286.0 807.0 1317.5 474.0 1453.0 4858.5 6750.0 206.5 4425.0 4034.0 4785.0 5386.5 18.0 927.0 589.5 7132.5 4332.5 3064.0 4681.4 3150.9 6311.5 7407.5 4541.5 +Hydrolases;Acting on peptide bonds (peptidases);Dipeptidyl-peptidases and tripeptidyl-peptidases;Xaa-Pro dipeptidyl-peptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.14.11 EC:3.4.14.11 87120.5 3698.0 798.0 2090.0 3353.5 3525.5 3104.5 2597.0 1426.0 1163.5 116.8 93.0 108.3 19.2 1189.5 6.9 36.5 14.0 28.5 106.5 150.0 97.5 201.5 29.5 344.5 102.0 159.0 2966.0 2258.0 128.5 2546.5 111.5 96.5 427.0 1887.0 1737.0 1633.5 1217.0 687.0 885.0 559.0 3273.5 3190.0 750.0 1262.5 326.0 1408.0 4846.5 6746.0 164.5 3604.0 1703.0 4189.0 4718.5 15.0 893.0 218.5 524.5 1237.5 1960.0 885.4 1140.9 327.5 666.5 1371.5 +Hydrolases;Acting on peptide bonds (peptidases);Dipeptidyl-peptidases and tripeptidyl-peptidases;Dipeptidyl-peptidase IV https://www.genome.jp/dbget-bin/www_bget?EC:3.4.14.5 EC:3.4.14.5 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on peptide bonds (peptidases);Peptidyl-dipeptidases;Peptidyl-dipeptidase Dcp https://www.genome.jp/dbget-bin/www_bget?EC:3.4.15.5 EC:3.4.15.5 8376.0 0.0 0.0 0.0 32.0 12.0 0.0 4.0 0.0 0.0 2.0 12.0 18.0 0.0 0.0 2.0 0.0 0.0 6.0 2.0 4.0 74.0 140.0 0.0 0.0 3990.0 2.0 0.0 24.0 86.0 82.0 2890.0 18.0 24.0 220.0 112.0 160.0 32.0 160.0 110.0 22.0 12.0 6.0 8.0 8.0 18.0 16.0 2.0 8.0 0.0 0.0 0.0 14.0 8.0 0.0 0.0 0.0 8.0 0.0 0.0 8.0 6.0 6.0 8.0 0.0 +Hydrolases;Acting on peptide bonds (peptidases);Peptidyl-dipeptidases;Cyanophycinase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.15.6 EC:3.4.15.6 89037.0 791.0 402.0 433.0 927.0 1238.0 653.0 443.0 2621.0 64.0 78.0 269.0 311.0 22.0 894.0 20.0 30.0 5958.0 6392.0 637.0 4314.0 4132.0 1309.0 5241.0 2367.0 2794.0 115.0 6.0 63.0 577.0 125.0 2474.0 41.0 1043.0 167.0 154.0 217.0 203.0 2554.0 781.0 248.0 76.0 99.0 61.0 59.0 157.0 53.0 13.0 8.0 42.0 821.0 2331.0 603.0 672.0 3.0 34.0 371.0 6612.0 3095.0 1104.0 3800.0 2013.0 5987.0 6745.0 3170.0 +Hydrolases;Acting on peptide bonds (peptidases);Serine-type carboxypeptidases;Serine-type D-Ala-D-Ala carboxypeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.16.4 EC:3.4.16.4 407479.80000000005 8796.68 3583.68 5253.32 8650.0 9626.68 7447.32 6274.32 8083.0 12583.68 1885.6 5463.68 1496.92 22513.4 4651.32 7746.8 13958.0 11979.0 12857.0 1492.68 8936.68 8372.32 3148.68 10560.68 5598.32 1842.68 977.32 6117.68 4939.68 1272.0 5265.0 2587.68 489.0 6157.68 2977.6800000000007 2913.6800000000007 2824.6800000000007 5973.0 8577.32 6282.68 4725.32 3535.68 3634.68 1303.32 2287.0 2126.0 1750.0 5094.0 6791.0 4773.32 6380.0 8042.68 6971.68 7169.32 2993.32 5070.0 3763.32 14196.68 8657.68 6067.68 9315.8 6280.8 12586.0 14757.0 9050.0 +Hydrolases;Acting on peptide bonds (peptidases);Metallocarboxypeptidases;Glutamate carboxypeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.17.11 EC:3.4.17.11 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on peptide bonds (peptidases);Metallocarboxypeptidases;Muramoyltetrapeptide carboxypeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.17.13 EC:3.4.17.13 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Hydrolases;Acting on peptide bonds (peptidases);Metallocarboxypeptidases;Carboxypeptidase Taq https://www.genome.jp/dbget-bin/www_bget?EC:3.4.17.19 EC:3.4.17.19 104748.70000000001 1715.67 511.17 1058.33 1813.5 2046.67 1343.33 922.83 3277.5 65.67 85.5 305.17 342.33 30.5 901.33 21.5 55.5 5958.0 6389.0 637.67 4317.17 4098.83 1250.67 5243.17 2423.33 809.67 252.33 55.17 122.17 540.0 87.5 1116.17 105.0 1230.17 160.67000000000004 159.67000000000004 184.17 1793.0 2762.83 1501.17 744.83 81.17 106.17 72.33 108.0 496.0 53.5 95.0 14.0 1173.33 1198.0 2860.17 1275.17 1129.83 745.83 1090.0 1115.33 6848.17 3682.67 2041.17 4408.5 2410.5 6151.5 7011.0 4142.5 +Hydrolases;Acting on peptide bonds (peptidases);Omega peptidases;Glutathione hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.19.13 EC:3.4.19.13 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Hydrolases;Acting on peptide bonds (peptidases);Omega peptidases;Pyroglutamyl-peptidase I https://www.genome.jp/dbget-bin/www_bget?EC:3.4.19.3 EC:3.4.19.3 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on peptide bonds (peptidases);Omega peptidases;Beta-aspartyl-peptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.19.5 EC:3.4.19.5 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Hydrolases;Acting on peptide bonds (peptidases);Serine endopeptidases;C-terminal processing peptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.21.102 EC:3.4.21.102 122095.20000000001 794.67 402.67 436.83 978.0 1259.17 656.33 453.83 2621.5 2596.17 455.0 1436.17 464.33 5629.0 1015.33 1947.0 3469.0 5958.0 6401.0 641.17 4320.67 4243.83 1520.17 5241.67 2367.83 8789.67 253.83 54.17 170.17000000000004 710.5 251.0 6894.17 140.0 1082.67 526.67 351.67 482.67 721.0 2799.83 947.67 287.83 94.67 108.67 75.83 72.5 497.5 80.0 16.5 20.0 1157.83 852.0 2595.17 645.17 722.33 744.83 1019.0 1035.83 6625.67 3095.67 1105.17 3812.0 2022.0 5996.0 6757.0 3171.0 +Hydrolases;Acting on peptide bonds (peptidases);Serine endopeptidases;Rhomboid protease https://www.genome.jp/dbget-bin/www_bget?EC:3.4.21.105 EC:3.4.21.105 142542.5 2054.0 580.5 1125.5 2028.5 2124.5 1539.0 1032.0 3376.0 1221.5 120.3 329.0 397.8 32.7 2003.0 22.9 63.5 5972.0 6393.0 738.5 4454.5 4183.0 1416.5 5267.5 2537.5 801.0 251.5 39.0 72.0 649.5 153.5 1129.0 126.0 1264.5 1813.0 1728.0 1653.5 1343.0 2809.0 1513.5 759.0 3305.5 3261.5 769.5 1306.5 468.5 1408.5 4841.5 6736.0 163.5 3934.0 3712.0 4042.0 4934.5 15.0 843.0 541.5 6924.5 3698.0 2159.0 4461.9 2441.9 6197.5 7072.0 4186.5 +Hydrolases;Acting on peptide bonds (peptidases);Serine endopeptidases;Peptidase Do https://www.genome.jp/dbget-bin/www_bget?EC:3.4.21.107 EC:3.4.21.107 207141.19999999998 5413.67 1309.17 3148.33 5167.0 5572.17 4447.83 3519.83 4703.5 3761.17 576.3 1547.17 576.6299999999999 5656.7 2211.83 1952.4 3531.0 5972.0 6417.5 744.17 4467.17 4196.33 1452.17 5272.67 2767.83 911.67 411.33 3021.17 2380.17 668.5 2634.0 1227.67 201.5 1657.17 2047.67 1896.67 1817.67 3010.0 3449.83 2386.17 1303.83 3354.67 3296.17 822.33 1370.5 822.0 1461.5 4941.5 6760.0 1337.83 4802.0 4563.17 5464.17 5848.33 760.83 1983.0 1333.83 7372.67 4920.17 4001.17 5293.9 3551.4 6479.0 7677.5 5514.0 +Hydrolases;Acting on peptide bonds (peptidases);Serine endopeptidases;SpoIVB peptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.21.116 EC:3.4.21.116 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Acting on peptide bonds (peptidases);Serine endopeptidases;Prolyl oligopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.21.26 EC:3.4.21.26 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on peptide bonds (peptidases);Serine endopeptidases;Endopeptidase La https://www.genome.jp/dbget-bin/www_bget?EC:3.4.21.53 EC:3.4.21.53 24682.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 2532.17 375.0 1155.17 135.33 5607.0 121.33 1925.0 3439.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Hydrolases;Acting on peptide bonds (peptidases);Serine endopeptidases;Oligopeptidase B https://www.genome.jp/dbget-bin/www_bget?EC:3.4.21.83 EC:3.4.21.83 19854.6 11.01 2.01 11.49 25.0 15.51 9.99 16.490000000000002 1.5 0.51 1.0 6.51 9.99 0.0 0.99 1.0 0.0 0.0 3.0 4.51 4.01 39.49 73.51 2.01 2.49 2027.01 408.49 144.51 225.51 56.5 50.0 1700.51 225.0 23.01 199.01 145.01 157.01 1426.0 97.49 60.01 31.49 8.01 5.01 12.49 8.5 949.5 17.0 2.5 4.0 3347.49 93.0 792.51 70.51 118.99 2225.49 2955.0 1994.49 9.01 2.01 3.51 4.0 3.0 3.0 4.0 3.0 +Hydrolases;Acting on peptide bonds (peptidases);Serine endopeptidases;Repressor LexA https://www.genome.jp/dbget-bin/www_bget?EC:3.4.21.88 EC:3.4.21.88 270160.7 2994.67 2234.17 1825.33 3269.5 3539.67 2313.33 1770.83 6083.5 3817.67 576.3 1920.17 1038.13 5666.7 3019.33 1965.9 3609.5 11979.0 12808.0 1480.67 8915.17 8347.83 3086.67 10551.17 5192.33 1610.67 524.33 106.17 252.17 1231.0 301.5 2307.17 267.0 5564.17 2552.67 2578.67 2492.17 3305.0 7572.83 5309.17 4129.83 3447.17 3574.17 1207.33 2209.0 1140.0 1646.5 4976.0 6753.0 1324.33 4959.0 6341.17 4764.17 5726.83 760.83 1876.0 1593.33 13537.17 6799.67 3318.17 8263.9 4460.9 12190.5 13816.0 7365.5 +Hydrolases;Acting on peptide bonds (peptidases);Serine endopeptidases;Signal peptidase I https://www.genome.jp/dbget-bin/www_bget?EC:3.4.21.89 EC:3.4.21.89 540707.8999999999 9765.34 4331.34 5535.66 9795.5 11323.84 8258.16 6760.66 12755.0 3957.84 811.8 2530.34 1713.96 5729.2 4952.16 2009.9 3683.5 23909.0 25639.5 2864.84 17694.34 16679.16 5846.84 21061.84 10387.16 5319.34 1066.66 3131.34 2697.34 2485.5 3064.5 6014.84 507.5 8032.34 4750.34 4671.34 4599.84 4302.0 13339.66 7020.34 4714.66 6890.84 6973.34 2099.66 3542.5 2054.0 3185.0 9777.5 13506.0 2716.16 10381.0 13027.34 10257.34 11852.16 1525.66 3835.0 3187.16 27252.84 14273.84 7447.34 16346.4 9931.9 24435.5 28033.5 14461.5 +Hydrolases;Acting on peptide bonds (peptidases);Serine endopeptidases;Endopeptidase Clp https://www.genome.jp/dbget-bin/www_bget?EC:3.4.21.92 EC:3.4.21.92 241201.69999999998 4784.67 3702.67 3052.83 4937.5 5126.67 3996.83 3630.83 4219.5 3759.67 578.8 1869.17 969.63 5658.2 2206.83 1950.9 3659.5 6070.0 6472.5 954.67 4760.67 4368.33 2371.67 5355.17 3286.33 2906.67 455.83 3046.17 2508.17 796.0 2796.5 2798.67 283.5 8003.67 3389.67 3366.67 3228.17 4500.0 7814.83 7803.67 7067.83 3492.17 3721.67 1569.83 3015.0 1216.5 1844.0 5104.0 6780.0 1328.33 4802.0 4366.17 5023.17 5600.83 761.83 1940.0 1286.33 7144.17 4345.17 3173.17 4697.4 3171.9 6332.5 7417.5 4558.5 +Hydrolases;Acting on peptide bonds (peptidases);Cysteine endopeptidases;Bleomycin hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.22.40 EC:3.4.22.40 132019.5 4040.0 868.0 2161.0 3587.5 3612.5 3303.5 2713.0 1525.0 1163.5 120.8 123.0 158.3 21.2 1191.5 8.9 44.5 28.0 35.5 209.5 290.0 219.5 438.5 54.5 459.5 2099.0 295.0 2998.0 2291.0 285.5 2656.5 1654.5 198.5 477.0 3679.0 3391.0 3208.5 1253.0 819.0 954.0 591.0 6504.5 6349.0 1454.0 2466.5 621.0 2774.0 9594.5 13472.0 270.5 6371.0 2819.0 6984.0 8565.5 26.0 1631.0 309.5 606.5 1253.5 2079.0 942.4 1173.9 376.5 731.5 1416.5 +Hydrolases;Acting on peptide bonds (peptidases);Cysteine endopeptidases;Sortase A https://www.genome.jp/dbget-bin/www_bget?EC:3.4.22.70 EC:3.4.22.70 463056.0 12177.0 3405.0 6851.0 11671.0 13344.0 10386.0 8498.0 11374.0 3901.0 810.8 2151.0 1242.8 5719.2 4144.0 1995.4 3605.0 17902.0 19246.0 2125.0 13243.0 12489.0 4140.0 15782.0 7961.0 2604.0 681.0 5950.0 4671.0 1871.0 5350.0 3320.0 289.0 4106.0 4076.0 3874.0 3794.0 3051.0 9125.0 4039.0 1864.0 6791.0 6691.0 1705.0 2697.0 1100.0 2986.0 9741.0 13509.0 498.0 10162.0 10721.0 10908.0 11893.0 42.0 1972.0 1598.0 21081.0 12393.0 8128.0 13372.4 9019.4 18721.0 21891.0 12608.0 +Hydrolases;Acting on peptide bonds (peptidases);Aspartic endopeptidases;Signal peptidase II https://www.genome.jp/dbget-bin/www_bget?EC:3.4.23.36 EC:3.4.23.36 207166.40000000002 3721.34 2343.84 2172.16 3714.0 4138.34 3195.16 2865.66 3478.0 2602.34 533.5 1648.34 703.1600000000002 5644.5 1099.16 1948.0 3557.0 6021.0 6446.5 850.34 4608.84 4297.16 1932.34 5312.34 2944.66 2917.34 566.1600000000002 3080.34 2521.34 756.0 2738.0 2817.84 317.5 4546.84 2692.34 2641.34 2556.34 2529.0 5253.66 3963.84 3446.66 3411.34 3496.84 1182.16 2119.0 1285.5 1651.5 4900.0 6757.0 2425.66 4314.0 4331.34 4281.34 5129.66 1501.66 2840.0 1855.66 6904.34 3752.84 2184.34 4078.5 2761.0 6156.0 7144.5 3580.0 +Hydrolases;Acting on peptide bonds (peptidases);Aspartic endopeptidases;Prepilin peptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.23.43 EC:3.4.23.43 105309.70000000001 3701.67 798.6700000000002 2093.83 3356.5 3528.67 3107.83 2601.83 1426.5 2539.67 459.0 1242.17 219.83 5626.0 210.83 1930.5 3475.5 14.0 28.5 107.67 150.67 98.33 202.67 30.17 345.33 112.67 294.8300000000001 3014.17 2329.17 133.0 2549.5 196.67 168.5 430.67 1916.67 1766.67 1659.17 1687.0 692.8299999999998 886.67 565.83 3274.17 3190.67 752.83 1264.0 639.5 1411.0 4847.0 6746.0 1280.33 3635.0 1967.17 4210.17 4756.83 756.83 1878.0 883.33 526.1700000000002 1238.17 1961.17 885.0 1139.5 327.5 666.5 1372.5 +Hydrolases;Acting on peptide bonds (peptidases);Aspartic endopeptidases;HycI peptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.23.51 EC:3.4.23.51 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on peptide bonds (peptidases);Metalloendopeptidases;Oligopeptidase A https://www.genome.jp/dbget-bin/www_bget?EC:3.4.24.70 EC:3.4.24.70 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on peptide bonds (peptidases);Metalloendopeptidases;Endothelin-converting enzyme 1 https://www.genome.jp/dbget-bin/www_bget?EC:3.4.24.71 EC:3.4.24.71 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on peptide bonds (peptidases);Metalloendopeptidases;GPR endopeptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.24.78 EC:3.4.24.78 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Acting on peptide bonds (peptidases);Threonine endopeptidases;Proteasome endopeptidase complex https://www.genome.jp/dbget-bin/www_bget?EC:3.4.25.1 EC:3.4.25.1 44550.0 292.0 2502.0 526.0 654.0 360.0 236.0 586.0 172.0 0.0 10.0 358.0 424.0 10.0 2.0 0.0 154.0 98.0 52.0 210.0 296.0 138.0 860.0 84.0 574.0 0.0 46.0 26.0 116.0 86.0 122.0 128.0 74.0 6530.0 1306.0 1446.0 1352.0 2610.0 4568.0 6136.0 6254.0 142.0 432.0 756.0 1692.0 420.0 380.0 244.0 26.0 6.0 346.0 68.0 210.0 172.0 2.0 28.0 32.0 6.0 12.0 108.0 12.0 18.0 18.0 6.0 16.0 +Hydrolases;Acting on peptide bonds (peptidases);Threonine endopeptidases;HslU--HslV peptidase https://www.genome.jp/dbget-bin/www_bget?EC:3.4.25.2 EC:3.4.25.2 61205.200000000004 345.67 70.67 74.83 221.0 84.17 202.33 118.83 99.5 2532.17 377.0 1173.17 167.32999999999996 5609.0 123.33 1925.0 3447.0 14.0 4.0 103.17 138.67 85.83 168.17 25.67 115.83 12.67 270.83000000000004 80.17 92.17 118.5 72.0 183.17 165.0 41.67 1711.67 1627.67 1520.67 490.0 57.83 15.67 27.83 3225.67 3156.67 702.83 1201.5 599.5 1361.0 4747.5 6722.0 1221.83 2798.0 1380.17 2809.17 3881.33 752.83 1723.0 755.83 79.67 16.67 120.17 53.0 30.0 46.0 61.0 46.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Asparaginase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.1 EC:3.5.1.1 273675.60000000003 5909.01 2631.51 3489.99 5750.0 5851.51 4771.49 3940.49 4889.5 1229.51 212.3 613.51 722.29 56.7 2094.49 31.4 177.0 6035.0 6453.5 955.51 4758.51 4425.99 2191.51 5341.01 3171.49 4925.01 842.99 3162.51 2625.51 920.5 2852.0 4450.01 493.5 4991.51 4662.01 4389.01 4200.01 5307.0 5957.49 5581.51 4487.49 6664.01 6675.51 1913.99 3427.5 1963.0 3031.5 9813.5 13503.0 3678.49 7804.0 6241.51 8413.51 9861.99 2256.49 4705.0 2770.49 7465.01 4943.51 4176.51 5360.9 3596.4 6540.0 7749.5 5569.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Formyltetrahydrofolate deformylase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.10 EC:3.5.1.10 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Chitin disaccharide deacetylase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.105 EC:3.5.1.105 51155.4 349.34 71.34 78.66 224.0 87.34 205.66 123.66 100.0 0.34 3.0 24.34 41.66 2.0 2.66 1.0 8.0 14.0 4.0 104.34 139.34 86.66 169.34 26.34 116.66 23.34 406.66 128.34 163.34 123.0 75.0 268.34000000000003 237.0 45.34 1741.34 1657.34 1546.34 960.0 63.66 17.34 34.66 3226.34 3157.34 705.66 1203.0 913.0 1364.0 4748.0 6722.0 2337.66 2829.0 1644.34 2830.34 3919.66 1494.66 2708.0 1420.66 81.34 17.34 121.34 53.0 30.0 46.0 61.0 47.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;UDP-3-O-acyl-N-acetylglucosamine deacetylase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.108 EC:3.5.1.108 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Penicillin amidase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.11 EC:3.5.1.11 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Gamma-glutamyl hercynylcysteine S-oxide hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.118 EC:3.5.1.118 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Aspartoacylase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.15 EC:3.5.1.15 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Acetylornithine deacetylase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.16 EC:3.5.1.16 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Succinyl-diaminopimelate desuccinylase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.18 EC:3.5.1.18 285290.7 2941.67 2005.17 1585.33 2804.5 2541.67 2059.33 1607.83 3684.5 4909.67 676.1 1705.17 839.93 5649.9 3266.33 1953.3 3595.5 6049.0 6432.0 1048.67 4880.17 4423.83 2189.67 5366.17 3061.33 1009.67 681.33 6030.17 4713.17 927.0 5299.5 1477.17 426.0 4678.17 5859.67 5678.67 5347.17 3168.0 5248.83 4624.17 3938.83 9835.17 9793.17 2557.33 4562.0 1567.0 4336.5 14468.0 20211.0 1494.33 9672.0 6242.17 9746.17 12744.83 779.83 3318.0 1404.33 7085.17 3739.67 2470.17 4585.3 2512.3 6298.5 7198.0 4285.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Nicotinamidase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.19 EC:3.5.1.19 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Glutaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.2 EC:3.5.1.2 95293.40000000001 798.34 403.34 440.66 917.0 1238.34 659.66 450.66 2622.0 64.34 77.0 263.34 302.66 22.0 894.66 19.0 30.0 5958.0 6389.0 638.34 4313.34 4096.66 1241.34 5242.34 2368.66 820.34 385.66 102.34 193.34 543.0 90.0 1199.34 176.0 1038.34 116.34 157.34 188.34 1127.0 2485.66 729.34 250.66 71.34 97.34 62.66 58.0 775.0 51.0 13.0 4.0 2273.66 883.0 2859.34 638.34 744.66 1486.66 2004.0 1700.66 6611.34 3096.34 1106.34 3796.0 2010.0 5984.0 6741.0 3172.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Choloylglycine hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.24 EC:3.5.1.24 146435.4 1167.34 489.84 537.1600000000002 1140.0 1355.34 859.16 589.6600000000002 2733.0 1220.34 181.3 287.34 361.96 24.7 2015.16 22.4 38.0 5972.0 6395.5 740.34 4451.84 4182.16 1412.34 5270.34 2486.66 919.34 521.1600000000002 3067.34 2449.34 658.0 2631.0 1298.84 271.5 1110.84 1798.34 1756.34 1684.34 1152.0 2560.66 749.84 273.66 3300.34 3254.84 766.16 1262.0 1062.5 1418.5 4765.0 6735.0 2379.66 3650.0 3975.34 3427.34 4587.66 1497.66 2742.0 1791.66 6689.34 3113.84 1234.34 3854.9 2041.4 6030.0 6802.5 3217.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;N-acetylglucosamine-6-phosphate deacetylase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.25 EC:3.5.1.25 242719.30000000002 4676.68 2470.1800000000007 2826.82 4624.5 4992.18 3889.32 3377.32 4147.0 3760.18 643.3 1690.68 762.1199999999999 5653.7 2225.32 1952.9 3582.5 6021.0 6449.0 853.18 4615.18 4302.32 1949.18 5318.18 3004.82 3035.68 840.82 6110.68 4898.68 767.5 5216.5 2991.68 465.0 4784.18 2825.6800000000007 2733.6800000000007 2630.1800000000007 4610.0 5571.32 4747.18 3963.32 3427.18 3509.18 1203.82 2177.5 1948.5 1672.5 4988.5 6776.0 4672.82 4722.0 5124.68 4982.68 5629.82 2986.32 4881.0 3264.82 7146.18 4342.68 3131.6800000000007 4696.9 3162.9 6323.5 7415.0 4553.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;N(4)-(beta-N-acetylglucosaminyl)-L-asparaginase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.26 EC:3.5.1.26 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;N-acetylmuramoyl-L-alanine amidase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.28 EC:3.5.1.28 470193.89999999997 6286.34 1796.84 3151.16 5878.5 6220.84 5013.66 3811.66 6954.0 13951.84 2083.3 6454.34 1489.4599999999996 28103.7 3570.66 9668.9 17315.5 11972.0 12825.0 1689.84 9194.84 8654.66 3388.84 10584.84 5422.16 7615.34 1066.16 237.34 366.34 1675.5 578.5 6967.34 608.0 2611.84 7436.34 6953.34 6682.84 2634.0 6019.66 2540.84 1140.66 13103.84 12858.84 2978.16 4983.5 2132.5 5592.5 19110.5 26923.0 2798.16 13609.0 10241.34 13807.34 17672.16 1537.66 5145.0 2563.16 13989.84 7475.34 4518.34 8642.9 5259.9 12442.5 14343.0 7848.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Hippurate hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.32 EC:3.5.1.32 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Amidase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.4 EC:3.5.1.4 51702.0 2581.0 1870.5 1660.5 2563.0 2813.0 2336.5 2299.0 757.0 6.0 78.5 206.0 224.5 13.5 81.5 3.0 80.0 49.0 50.5 109.0 155.5 78.5 454.0 45.0 461.0 100.0 44.5 2946.0 2295.0 56.0 2538.0 75.5 39.5 3458.5 784.0 830.0 793.0 1366.0 2636.0 3165.5 3164.0 109.0 240.5 415.5 857.0 215.5 234.5 139.0 27.0 46.0 664.0 356.0 848.0 538.0 4.0 98.0 64.0 211.0 640.5 959.0 225.5 718.0 123.0 338.5 363.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Nicotinamide-nucleotide amidase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.42 EC:3.5.1.42 148788.7 1861.67 1762.17 1321.33 2156.5 2232.67 1461.33 1217.83 3363.5 3753.67 497.3 1639.17 704.1299999999999 5642.7 2123.33 1946.9 3571.5 6007.0 6418.0 743.67 4467.17 4204.83 1750.67 5285.17 2710.33 2804.67 276.33000000000004 68.17 192.17 626.0 189.5 2625.17 151.0 4507.17 923.67 938.67 940.17 3114.0 5126.83 4624.17 3882.83 158.17000000000004 325.17 454.33 958.0 715.0 251.5 218.0 31.0 1176.33 1371.0 2894.17 1387.17 1219.83 746.83 1104.0 1131.33 6855.17 3688.67 2095.17 4418.9 2423.9 6163.5 7018.0 4150.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Protein-glutamine glutaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.44 EC:3.5.1.44 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;6-aminohexanoate-oligomer exohydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.46 EC:3.5.1.46 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;N-acetyldiaminopimelate deacetylase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.47 EC:3.5.1.47 123132.5 4120.0 1113.5 2426.5 4041.5 4640.5 3558.0 2899.0 3936.0 1227.5 121.3 332.0 365.8 38.7 2063.0 22.9 58.5 5958.0 6411.0 640.5 4323.5 4107.0 1269.5 5242.5 2593.5 802.0 137.5 7.0 53.0 547.5 89.5 1041.0 33.0 1385.5 262.0 236.0 274.5 1379.0 3086.0 1590.5 773.0 114.5 128.5 103.5 113.5 186.5 85.5 106.5 19.0 100.5 1658.0 2918.0 1996.0 1543.5 7.0 189.0 498.5 7054.5 4315.0 2936.0 4622.9 3120.9 6265.5 7346.0 4496.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Urease https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.5 EC:3.5.1.5 28230.600000000002 11.01 2.01 11.49 57.0 27.51 9.99 20.49 1.5 0.51 3.0 18.51 27.99 0.0 0.99 3.0 0.0 0.0 9.0 6.51 8.01 113.49 213.51 2.01 2.49 6017.01 410.49 144.51 249.51 142.5 132.0 4590.51 243.0 47.01 419.01 257.01 317.01 1458.0 257.49 170.01 53.49 20.01 11.01 20.49 16.5 967.5 33.0 4.5 12.0 3347.49 93.0 792.51 84.51 126.99 2225.49 2955.0 1994.49 17.009999999999998 2.01 3.51 12.0 9.0 9.0 12.0 3.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;N-carbamoylputrescine amidase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.53 EC:3.5.1.53 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Glutathionylspermidine amidase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.78 EC:3.5.1.78 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;N-carbamoyl-L-amino-acid hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.87 EC:3.5.1.87 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Peptide deformylase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.88 EC:3.5.1.88 264859.89999999997 4984.34 2522.34 2864.66 4831.5 5030.84 4081.16 3456.66 4233.0 3759.84 576.8 1714.34 798.96 5655.2 2208.16 1951.9 3590.5 6035.0 6450.5 952.84 4751.34 4385.16 2109.84 5338.84 3115.16 2919.34 703.6600000000002 3113.34 2542.34 871.5 2807.5 2917.84 411.5 4780.34 4448.34 4271.34 4072.84 3685.0 5588.66 4751.34 3968.66 6646.84 6662.34 1894.66 3370.5 1606.0 3015.0 9729.5 13489.0 2547.16 7427.0 5712.34 7727.34 9396.16 1513.66 3649.0 2026.16 7220.84 4355.84 3239.34 4744.4 3192.9 6369.5 7475.5 4596.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Arylformamidase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.9 EC:3.5.1.9 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amides;Succinylglutamate desuccinylase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.1.96 EC:3.5.1.96 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amides;Dihydroorotase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.2.3 EC:3.5.2.3 307963.7 5429.67 2853.67 3222.83 5537.5 6184.67 4531.83 3780.83 6754.5 3823.67 651.8 1959.17 1068.63 5675.2 3099.83 1970.9 3612.5 11979.0 12838.5 1486.67 8926.67 8431.33 3250.67 10554.17 5366.33 5700.67 547.83 3039.17 2513.17 1330.0 2860.5 5208.67 287.5 5781.67 2903.67 2797.67 2769.17 3398.0 8084.83 5516.67 4188.83 3497.17 3604.67 1252.83 2228.0 1163.5 1707.0 4995.0 6775.0 1367.33 5450.0 6663.17 5521.17 6186.83 763.83 1960.0 1641.33 13753.17 7434.17 4223.17 8491.4 5175.9 12310.5 14159.5 7720.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amides;Beta-lactamase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.2.6 EC:3.5.2.6 75360.20000000001 2780.67 690.17 1472.33 2457.0 2717.17 2420.83 2124.83 770.5 6.17 76.5 51.17 53.83 10.5 82.83 4.0 11.0 14.0 28.5 107.17 146.17 95.33 192.17 28.67 289.83 112.67 292.3300000000001 3013.17 2329.17 131.5 2549.0 194.67 167.5 235.17 1842.67 1734.67 1637.67 551.0 409.83 113.17 64.83 3263.67 3181.17 740.33 1212.5 605.0 1405.5 4764.5 6736.0 1264.83 3289.0 1702.17 3552.17 4333.33 755.83 1807.0 803.83 287.67 651.17 1025.17 272.5 739.0 160.0 396.5 401.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amides;Imidazolonepropionase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.2.7 EC:3.5.2.7 26463.0 146.0 1251.0 263.0 343.0 186.0 118.0 295.0 86.0 0.0 6.0 185.0 221.0 5.0 1.0 1.0 77.0 49.0 29.0 106.0 150.0 106.0 500.0 42.0 287.0 1995.0 24.0 13.0 70.0 86.0 102.0 1509.0 46.0 3277.0 763.0 779.0 756.0 1321.0 2364.0 3123.0 3138.0 77.0 219.0 382.0 850.0 219.0 198.0 123.0 17.0 3.0 173.0 34.0 112.0 90.0 1.0 14.0 16.0 7.0 6.0 54.0 10.0 12.0 12.0 7.0 8.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amidines;Arginase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.3.1 EC:3.5.3.1 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amidines;Agmatinase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.3.11 EC:3.5.3.11 20494.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 2532.17 374.0 1149.17 126.33 5607.0 121.33 1924.0 3439.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amidines;Agmatine deiminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.3.12 EC:3.5.3.12 25489.0 2408.0 603.0 1372.0 2247.0 2603.0 2218.0 1983.0 659.0 6.0 5.0 33.0 18.0 8.0 62.0 2.0 3.0 0.0 25.0 5.0 9.0 46.0 90.0 0.0 171.0 1998.0 22.0 0.0 14.0 55.0 46.0 1455.0 9.0 171.0 241.0 162.0 196.0 72.0 409.0 146.0 46.0 40.0 26.0 38.0 11.0 13.0 43.0 13.0 9.0 43.0 491.0 322.0 749.0 456.0 3.0 84.0 48.0 212.0 633.0 896.0 218.0 712.0 117.0 339.0 355.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amidines;N-succinylarginine dihydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.3.23 EC:3.5.3.23 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amidines;Arginine deiminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.3.6 EC:3.5.3.6 78639.2 518.6700000000002 1338.17 363.33 553.0 300.17 320.8300000000001 436.83 197.5 1156.17 109.3 203.17 271.63 7.7 1121.83 3.4 85.0 63.0 32.5 208.17 287.17 155.32999999999996 602.17 70.67 405.83 109.67 294.3300000000001 3026.17 2385.17 162.5 2605.0 248.67 204.5 3341.17 2364.67 2351.67 2197.67 1800.0 2364.83 3090.17 3156.83 3300.67 3374.17 1084.33 2051.5 811.0 1560.5 4874.5 6744.0 1224.83 2971.0 1414.17 2915.17 3967.33 753.83 1737.0 771.83 82.67 24.17 183.17 64.9 40.4 55.0 64.5 54.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In linear amidines;Formimidoylglutamase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.3.8 EC:3.5.3.8 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;Cytosine deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.1 EC:3.5.4.1 45933.200000000004 345.67 70.67 74.83 221.0 84.17 202.33 118.83 99.5 0.17 3.0 24.17 41.33 2.0 2.33 1.0 8.0 14.0 4.0 103.17 138.67 85.83 168.17 25.67 115.83 12.67 270.83000000000004 80.17 92.17 118.5 72.0 183.17 165.0 41.67 1711.67 1627.67 1520.67 490.0 57.83 15.67 27.83 3225.67 3156.67 702.83 1201.5 599.5 1361.0 4747.5 6722.0 1221.83 2798.0 1380.17 2809.17 3881.33 752.83 1723.0 755.83 79.67 16.67 120.17 53.0 30.0 46.0 61.0 46.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;IMP cyclohydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.10 EC:3.5.4.10 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;dCMP deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.12 EC:3.5.4.12 192403.5 2227.0 1848.0 1414.0 2376.5 2346.5 1657.5 1352.0 3474.0 3753.5 569.8 1663.0 748.3 5645.2 2143.5 1949.9 3579.5 6021.0 6424.5 844.5 4605.0 4289.5 1920.5 5312.5 2827.5 2893.0 276.0 2985.0 2377.0 736.5 2727.5 2639.5 174.5 4576.0 2576.0 2508.0 2410.5 2669.0 5196.0 4643.0 3899.0 3386.5 3482.0 1155.0 2160.5 689.0 1616.0 4969.5 6762.0 166.5 4107.0 3746.0 4155.0 5024.5 16.0 857.0 557.5 6931.5 3705.5 2222.0 4477.4 2453.9 6209.5 7079.5 4194.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;dCTP deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.13 EC:3.5.4.13 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;GTP cyclohydrolase I https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.16 EC:3.5.4.16 246843.2 4059.67 2413.17 2239.33 3945.0 4222.17 3390.83 2976.83 3576.5 2602.17 537.5 1678.17 752.8299999999998 5646.5 1100.83 1950.0 3565.0 6035.0 6453.5 952.17 4748.17 4418.33 2168.17 5336.67 3058.83 4903.67 566.33 3064.17 2483.17 908.5 2845.0 4275.67 347.5 4593.17 4454.67 4265.67 4105.67 2095.0 5379.83 4031.17 3471.83 6641.67 6655.17 1883.33 3321.5 1267.0 3014.5 9647.5 13483.0 1415.83 7050.0 5183.17 7055.17 8938.33 770.83 2593.0 1281.83 6984.67 3768.17 2302.17 4135.5 2794.0 6205.0 7209.5 3624.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;Phosphoribosyl-AMP cyclohydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.19 EC:3.5.4.19 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;Adenine deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.2 EC:3.5.4.2 183253.5 2396.0 650.5 1196.5 2246.5 2205.5 1738.0 1146.0 3475.0 1221.5 123.3 353.0 438.8 34.7 2005.0 23.9 71.5 5986.0 6397.0 840.5 4592.5 4268.0 1583.5 5292.5 2652.5 803.0 386.5 71.0 93.0 763.5 222.5 1227.0 219.0 1302.5 3495.0 3326.0 3148.5 1363.0 2861.0 1527.5 780.0 6530.5 6417.5 1469.5 2506.5 754.5 2766.5 9588.5 13458.0 269.5 6701.0 4828.0 6830.0 8777.5 26.0 1581.0 632.5 7002.5 3714.0 2278.0 4514.9 2471.9 6243.5 7133.0 4231.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;GTP cyclohydrolase II https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.25 EC:3.5.4.25 147472.80000000002 951.68 1655.68 711.3199999999998 1266.0 1430.68 784.32 755.3199999999998 2709.0 2596.68 457.0 1597.68 650.3199999999998 5634.0 1017.32 1944.0 3546.0 6007.0 6418.0 746.68 4464.68 4204.32 1743.68 5285.68 2657.32 2836.68 681.32 211.68 405.68 638.0 198.0 2878.68 366.0 4322.68 938.68 995.68 995.68 3388.0 4861.32 3855.68 3402.32 149.68 317.68 450.32 911.0 1621.0 255.0 137.0 21.0 4508.32 1118.0 3421.6800000000007 792.6800000000002 911.32 2971.32 3988.0 3046.32 6621.68 3103.68 1162.68 3806.0 2022.0 5996.0 6748.0 3182.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;Diaminohydroxyphosphoribosylaminopyrimidine deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.26 EC:3.5.4.26 131806.2 940.67 1653.67 699.8299999999998 1257.0 1421.17 774.33 740.8299999999998 2707.5 2596.17 457.0 1597.17 649.3299999999998 5634.0 1016.33 1944.0 3546.0 6007.0 6418.0 743.17 4462.67 4201.83 1740.17 5283.67 2654.83 2804.67 273.83000000000004 67.17 192.17 624.5 189.0 2623.17 150.0 4311.67 849.6700000000002 906.67 918.67 1978.0 4843.83 3850.67 3381.83 147.67000000000004 315.67 441.83 906.5 680.5 246.0 135.5 21.0 1160.83 1025.0 2629.17 729.17 796.33 745.83 1033.0 1051.83 6616.67 3101.67 1159.17 3806.0 2022.0 5996.0 6748.0 3179.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;S-adenosylhomocysteine deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.28 EC:3.5.4.28 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;Guanine deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.3 EC:3.5.4.3 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;S-methyl-5'-thioadenosine deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.31 EC:3.5.4.31 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;tRNA(adenine(34)) deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.33 EC:3.5.4.33 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;Adenosine deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.4 EC:3.5.4.4 107045.40000000001 2930.34 1941.84 1739.16 2803.0 2906.34 2542.16 2424.66 857.0 6.34 82.5 236.34 275.16 15.5 84.16 5.0 88.0 63.0 57.5 214.34 296.8400000000001 202.16 693.34 71.34 577.66 2118.34 452.16 3074.34 2470.34 222.0 2654.0 1788.84 285.5 3515.84 2635.34 2543.34 2419.34 2342.0 2779.66 3237.84 3209.66 3341.34 3400.84 1125.16 2064.0 1137.5 1606.5 4888.0 6753.0 2383.66 3493.0 2000.34 3685.34 4461.66 1498.66 2806.0 1484.66 296.3400000000001 657.84 1080.34 282.5 751.0 172.0 403.5 410.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;Cytidine deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.5 EC:3.5.4.5 175910.7 4296.67 2381.67 2718.83 4392.5 4865.67 3679.83 3223.83 4034.5 2603.67 539.0 1666.17 701.8299999999998 5651.0 1103.83 1949.5 3574.5 6007.0 6442.5 747.67 4474.67 4214.33 1774.67 5288.17 2884.33 2904.67 297.8300000000001 3001.17 2429.17 639.0 2666.5 2636.67 153.5 4700.67 1054.67 1045.67 1057.17 3175.0 5478.83 4721.67 3919.83 196.17 349.67 491.83 969.0 720.5 296.0 235.0 45.0 1219.33 1862.0 3216.17 2130.17 1671.83 749.83 1188.0 1179.33 7063.17 4323.17 3000.17 4638.0 3131.5 6277.5 7353.5 4505.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In cyclic amidines;Methenyltetrahydrofolate cyclohydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.4.9 EC:3.5.4.9 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In other compounds;2-iminobutanoate/2-iminopropanoate deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.99.10 EC:3.5.99.10 155464.40000000002 1140.34 473.34 511.66 1151.0 1325.34 858.66 566.6600000000002 2721.0 2596.34 455.0 1442.34 478.66 5631.0 1017.66 1945.0 3477.0 5972.0 6396.0 741.34 4453.34 4218.66 1478.34 5267.34 2483.66 2817.34 521.6600000000002 134.34 226.34 700.0 200.0 2742.34 278.0 1088.34 1908.34 1811.34 1763.34 1163.0 2617.66 798.34 282.66 3302.34 3256.34 766.66 1262.0 1070.0 1417.0 4761.0 6730.0 2379.66 3650.0 3975.34 3433.34 4591.66 1497.66 2742.0 1791.66 6693.34 3112.34 1225.34 3853.0 2043.0 6033.0 6806.0 3217.0 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In other compounds;Aminopyrimidine aminohydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.99.2 EC:3.5.99.2 147764.69999999998 2057.67 581.1700000000002 1129.33 2031.5 2127.67 1542.33 1036.83 3376.5 1221.67 120.3 329.17 398.13 32.7 2003.33 22.9 63.5 5972.0 6393.0 739.67 4455.17 4183.83 1417.67 5268.17 2538.33 811.67 387.33 87.17 143.17000000000004 654.0 156.5 1214.17 198.0 1268.17 1842.67 1757.67 1679.17 1813.0 2814.83 1515.17 765.83 3306.17 3262.17 772.33 1308.0 782.0 1411.5 4842.0 6736.0 1279.33 3965.0 3976.17 4063.17 4972.83 756.83 1828.0 1206.33 6926.17 3698.67 2160.17 4461.9 2441.9 6197.5 7072.0 4187.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In other compounds;Glucosamine-6-phosphate deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.99.6 EC:3.5.99.6 232524.90000000002 4642.34 2452.34 2793.66 4645.5 4961.84 3882.16 3346.66 4134.0 3759.84 575.8 1702.34 775.96 5653.2 2206.16 1952.9 3582.5 6021.0 6452.5 852.84 4617.34 4374.16 2082.84 5313.84 3000.16 6907.34 570.6600000000002 3081.34 2545.34 843.5 2820.5 5709.84 336.5 4766.34 2986.34 2785.34 2737.84 3697.0 5696.66 4847.34 3969.66 3433.84 3512.34 1202.66 2178.5 1338.0 1673.0 4984.5 6775.0 2441.16 4660.0 4596.34 4953.34 5561.16 1502.66 2911.0 1935.16 7150.84 4339.84 3120.34 4699.4 3168.9 6329.5 7422.5 4551.5 +Hydrolases;Acting on carbon-nitrogen bonds, other than peptide bonds;In other compounds;1-aminocyclopropane-1-carboxylate deaminase https://www.genome.jp/dbget-bin/www_bget?EC:3.5.99.7 EC:3.5.99.7 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;Inorganic diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.1 EC:3.6.1.1 277135.10000000003 7200.01 4307.01 4432.49 7190.5 7736.01 6221.49 5623.49 4879.5 3766.01 583.8 1902.51 988.29 5666.2 2269.49 1952.9 3662.5 6070.0 6497.5 962.01 4771.01 4415.99 2464.01 5356.51 3458.99 4926.01 749.49 3142.51 2664.51 860.0 2848.5 4424.01 436.5 8182.01 3690.01 3588.01 3475.51 5512.0 8235.49 7953.01 7127.49 3533.51 3749.01 1613.49 3029.0 1856.5 1893.0 5118.0 6789.0 3602.99 5355.0 5216.51 5814.51 6133.49 2248.49 3994.0 2663.99 7359.51 4979.51 4071.51 4915.4 3883.9 6449.5 7756.5 4915.5 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;Exopolyphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.11 EC:3.6.1.11 183365.90000000002 3707.34 1979.84 2568.16 3958.5 3858.84 2838.66 2176.66 4676.0 3756.84 514.3 1723.34 784.46 5659.7 2137.66 1951.9 3622.5 6007.0 6418.0 745.84 4476.84 4211.66 1772.84 5288.84 2822.16 2815.34 417.16 118.34 263.34000000000003 633.5 193.5 2714.34 225.0 4901.84 1101.34 1032.34 1008.84 5856.0 5698.66 6172.84 4891.66 179.84 344.8400000000001 482.16 1062.5 1097.5 265.5 383.5 51.0 2323.16 2094.0 3688.34 2724.34 2105.16 1490.66 2231.0 1955.16 7333.84 4863.34 3968.34 5643.9 3224.9 6498.5 7558.0 6094.5 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;ADP-ribose diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.13 EC:3.6.1.13 301382.89999999997 5326.34 2592.34 2935.66 5033.5 5105.84 4280.16 3568.66 4332.0 3759.84 578.8 1732.34 830.96 5657.2 2210.16 1951.9 3598.5 6049.0 6451.5 1053.84 4887.34 4433.16 2206.84 5363.84 3230.16 926.34 837.6600000000002 3145.34 2551.34 942.5 2835.5 1570.84 495.5 4806.34 6020.34 5813.34 5487.84 3689.0 5560.66 4710.34 3978.66 9865.84 9815.34 2590.66 4566.5 1883.0 4365.0 14475.5 20207.0 2653.16 10194.0 6828.34 10508.34 13235.16 1524.66 4387.0 2117.16 7294.84 4371.84 3358.34 4793.4 3219.9 6412.5 7532.5 4641.5 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;NAD(+) diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.22 EC:3.6.1.22 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;dUTP diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.23 EC:3.6.1.23 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;Triphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.25 EC:3.6.1.25 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;Undecaprenyl-diphosphate phosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.27 EC:3.6.1.27 423704.39999999997 9158.34 3668.84 5342.16 8899.0 9749.34 7640.16 6407.66 8193.0 7519.34 1212.1 3201.34 1306.7599999999998 11301.9 4429.16 3903.8 7088.0 11993.0 12869.5 1594.34 9077.84 8530.16 3457.34 10587.34 5714.66 5910.34 843.1600000000002 8986.34 7077.34 1464.0 7882.0 5406.84 458.5 6246.84 4820.34 4565.34 4429.34 5090.0 8800.66 6409.84 4756.66 6775.34 6796.84 2009.16 3496.0 1804.5 3127.5 9847.0 13530.0 2647.66 9085.0 8630.34 9732.34 10943.66 1520.66 3838.0 2524.66 14279.34 8673.84 6193.34 9382.3 6316.8 12638.0 14826.5 9093.0 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;Phosphoribosyl-ATP diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.31 EC:3.6.1.31 252633.69999999998 5060.67 2767.17 3126.33 5298.5 6061.67 4332.33 3639.83 6643.5 2667.67 546.5 1929.17 1000.33 5672.5 1979.33 1966.5 3604.5 11965.0 12829.0 1383.67 8786.17 8308.83 3009.67 10526.17 5248.33 3606.67 411.33 74.17 245.17 1172.0 278.5 3664.17 183.0 5697.17 1111.67 1142.67 1193.17 3357.0 7929.83 5441.17 4154.83 262.17 444.17 545.3299999999998 1020.0 867.0 331.5 242.0 40.0 1261.33 2683.0 5547.17 2725.17 2339.83 752.83 1222.0 1550.33 13671.17 7416.67 4095.17 8428.5 5141.5 12261.5 14094.0 7675.5 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;Guanosine-5'-triphosphate,3'-diphosphate diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.40 EC:3.6.1.40 183365.90000000002 3707.34 1979.84 2568.16 3958.5 3858.84 2838.66 2176.66 4676.0 3756.84 514.3 1723.34 784.46 5659.7 2137.66 1951.9 3622.5 6007.0 6418.0 745.84 4476.84 4211.66 1772.84 5288.84 2822.16 2815.34 417.16 118.34 263.34000000000003 633.5 193.5 2714.34 225.0 4901.84 1101.34 1032.34 1008.84 5856.0 5698.66 6172.84 4891.66 179.84 344.8400000000001 482.16 1062.5 1097.5 265.5 383.5 51.0 2323.16 2094.0 3688.34 2724.34 2105.16 1490.66 2231.0 1955.16 7333.84 4863.34 3968.34 5643.9 3224.9 6498.5 7558.0 6094.5 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;Bis(5'-nucleosyl)-tetraphosphatase (symmetrical) https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.41 EC:3.6.1.41 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;UDP-sugar diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.45 EC:3.6.1.45 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;UDP-2,3-diacylglucosamine diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.54 EC:3.6.1.54 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;8-oxo-dGTP diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.55 EC:3.6.1.55 337301.89999999997 7987.34 4708.34 4861.66 8082.5 8958.84 6871.16 6057.66 7500.0 1297.84 285.8 1010.34 1154.9599999999996 81.2 3042.16 46.9 253.5 12028.0 12883.5 1595.84 9080.34 8473.16 3631.84 10596.84 5825.16 3719.34 726.6600000000002 3100.34 2632.34 1346.5 2888.5 3922.84 387.5 9197.34 3607.34 3600.34 3506.84 5213.0 10623.66 8622.34 7346.66 3596.84 3841.34 1663.66 3078.5 1682.0 1927.0 5128.5 6789.0 2529.16 6145.0 7283.34 6382.34 6759.16 1509.66 3043.0 2370.16 13961.84 8073.84 5174.34 8707.4 5890.9 12430.5 14493.5 8084.5 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;(d)CTP diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.65 EC:3.6.1.65 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;XTP/dITP diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.66 EC:3.6.1.66 213535.19999999998 5336.67 3724.67 3577.83 5630.0 5827.17 4484.33 3970.83 4764.5 4917.17 547.6 1893.17 988.93 5664.4 3293.33 1951.8 3677.0 6056.0 6469.0 854.17 4628.67 4322.83 2281.17 5328.67 3223.83 4802.67 323.8300000000001 82.17 264.17 725.5 297.0 4146.17 198.0 8138.67 1891.67 1855.67 1833.67 5627.0 8102.83 8611.67 7556.83 279.67 576.67 882.83 1866.5 972.5 490.0 435.5 63.0 1237.83 2381.0 3515.17 2899.17 2185.33 751.83 1273.0 1274.83 7308.67 4914.67 3981.17 5255.8 3546.8 6457.0 7630.0 5485.0 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;Acylphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.7 EC:3.6.1.7 177191.69999999998 4492.67 1200.67 2526.83 4267.5 4760.67 3760.83 3042.83 4047.5 1227.67 193.8 356.17 410.63 41.2 2083.83 25.9 66.5 5972.0 6417.5 743.67 4462.67 4193.33 1441.67 5271.17 2712.33 911.67 408.83 3020.17 2380.17 667.0 2633.5 1225.67 200.5 1461.67 1973.67 1864.67 1796.17 1874.0 3166.83 1612.67 802.83 3344.17 3286.67 809.83 1319.0 787.5 1456.0 4859.0 6750.0 1322.33 4456.0 4298.17 4806.17 5424.83 759.83 1912.0 1254.33 7134.17 4333.17 3065.17 4681.4 3150.9 6311.5 7407.5 4542.5 +Hydrolases;Acting on acid anhydrides;In phosphorus-containing anhydrides;ATP diphosphatase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.1.8 EC:3.6.1.8 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Hydrolases;Acting on acid anhydrides;Acting on acid anhydrides to facilitate cellular and subcellular movement;DNA helicase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.4.12 EC:3.6.4.12 2048385.0 43187.7 23511.7 26093.3 42947.0 45631.7 35917.3 30954.3 38055.0 32462.7 4908.0 14307.7 7004.3 45288.0 20860.3 15640.0 28914.0 54252.0 58051.0 7855.7 41805.7 38852.3 18087.7 47890.7 27455.3 26269.7 4192.3 30325.7 24436.7 6941.0 27225.0 24862.7 2424.0 46184.7 27068.7 26176.7 25188.7 31691.0 52425.3 46484.7 39125.3 34101.7 34934.7 11823.3 21624.0 9904.0 16452.0 49795.0 67657.0 13168.3 44978.0 40668.7 47836.7 54024.3 7602.3 19142.0 12284.3 64591.7 39663.7 29191.7 42900.0 28907.0 57134.0 67065.0 41980.0 +Hydrolases;Acting on acid anhydrides;Acting on acid anhydrides to facilitate cellular and subcellular movement;RNA helicase https://www.genome.jp/dbget-bin/www_bget?EC:3.6.4.13 EC:3.6.4.13 469293.60000000003 9445.36 6158.36 5865.6399999999985 9598.0 10104.36 7895.64 7001.6399999999985 8356.0 2456.36 406.6 1274.36 1495.2399999999998 97.4 4172.64 55.8 364.0 12091.0 12925.0 1813.36 9381.36 8746.64 4460.3600000000015 10672.36 6290.64 9867.36 1705.64 6368.36 5409.36 1662.0 5632.0 8934.36 980.0 12788.36 6524.36 6300.3600000000015 6094.3600000000015 10547.0 13540.64 12659.36 11071.64 6929.36 7237.36 2786.64 5201.0 4122.0 3532.0 10091.0 13555.0 9348.64 9617.0 10283.36 10082.36 11353.64 5973.64 9776.0 6545.64 14303.36 8688.36 6299.3600000000015 9396.8 6340.8 12662.0 14840.0 9115.0 +Hydrolases;Acting on carbon-carbon bonds;In ketonic substances;Cobalt-precorrin 5A hydrolase https://www.genome.jp/dbget-bin/www_bget?EC:3.7.1.12 EC:3.7.1.12 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Hydrolases;Acting on carbon-carbon bonds;In ketonic substances;Fumarylacetoacetase https://www.genome.jp/dbget-bin/www_bget?EC:3.7.1.2 EC:3.7.1.2 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on carbon-carbon bonds;In ketonic substances;3D-(3,5/4)-trihydroxycyclohexane-1,2-dione acylhydrolase (decyclizing) https://www.genome.jp/dbget-bin/www_bget?EC:3.7.1.22 EC:3.7.1.22 107124.0 937.0 1653.0 696.0 1238.0 1412.0 771.0 734.0 2707.0 64.0 82.0 442.0 514.0 27.0 895.0 19.0 107.0 6007.0 6415.0 741.0 4460.0 4164.0 1669.0 5283.0 2654.0 799.0 137.0 19.0 109.0 577.0 145.0 1093.0 69.0 4296.0 710.0 821.0 813.0 1492.0 4758.0 3794.0 3364.0 141.0 312.0 435.0 901.0 358.0 235.0 134.0 17.0 45.0 994.0 2365.0 701.0 754.0 4.0 48.0 387.0 6611.0 3101.0 1158.0 3802.0 2019.0 5993.0 6744.0 3178.0 +Hydrolases;Acting on carbon-carbon bonds;In ketonic substances;Kynureninase https://www.genome.jp/dbget-bin/www_bget?EC:3.7.1.3 EC:3.7.1.3 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Hydrolases;Acting on halide bonds;In carbon-halide compounds;(S)-2-haloacid dehalogenase https://www.genome.jp/dbget-bin/www_bget?EC:3.8.1.2 EC:3.8.1.2 174397.0 1502.0 558.5 600.5 1352.0 1430.0 1051.5 694.0 2831.0 64.0 152.5 311.0 387.5 26.5 916.5 23.0 46.0 5986.0 6399.5 840.0 4588.5 4265.5 1577.0 5294.0 2600.0 900.0 384.5 3003.0 2328.0 763.0 2694.0 1226.5 220.5 1141.5 3421.0 3295.0 3128.0 232.0 2601.0 760.5 281.0 6524.0 6409.5 1460.5 2459.0 721.5 2770.5 9511.0 13457.0 254.0 6355.0 4563.0 6173.0 8354.0 25.0 1510.0 553.0 6764.0 3128.5 1351.0 3907.5 2070.0 6076.0 6863.5 3260.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Aspartate 1-decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.11 EC:4.1.1.11 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Aspartate 4-decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.12 EC:4.1.1.12 48837.0 369.0 86.5 96.5 223.0 117.0 199.5 139.0 111.0 0.0 72.5 24.0 44.5 2.5 20.5 3.0 8.0 14.0 6.5 102.0 138.5 85.5 171.0 28.0 118.0 99.0 135.5 2965.0 2256.0 115.0 2541.0 99.5 95.5 72.5 1682.0 1599.0 1496.0 25.0 75.0 20.5 23.0 3229.0 3157.5 703.5 1204.0 287.5 1367.5 4752.0 6731.0 106.0 2767.0 1116.0 2789.0 3843.0 11.0 738.0 91.0 78.0 17.5 128.0 58.5 30.0 46.0 61.5 45.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Glutamate decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.15 EC:4.1.1.15 31745.4 2415.34 604.34 1379.66 2237.0 2603.34 2224.66 1990.66 660.0 6.34 4.0 27.34 9.66 8.0 62.66 1.0 3.0 0.0 22.0 6.34 8.34 10.66 22.34 1.34 172.66 24.34 292.66 96.34 144.34 21.0 11.0 180.34 144.0 166.34 190.34 165.34 167.34 996.0 340.66 94.34 48.66 35.34 24.34 39.66 10.0 631.0 41.0 13.0 5.0 2274.66 553.0 850.34 784.34 528.66 1486.66 2054.0 1377.66 211.34 634.34 898.34 214.0 709.0 114.0 335.0 357.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Lysine decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.18 EC:4.1.1.18 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Arginine decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.19 EC:4.1.1.19 45965.600000000006 29.36 5.36 30.64 40.0 31.36 26.64 40.64 4.0 1.36 1.0 7.36 11.64 0.0 2.64 1.0 0.0 0.0 3.0 10.36 7.36 43.64 79.36 5.36 6.64 2080.36 1087.64 385.36 581.36 79.0 65.0 2126.36 585.0 41.36 347.36 293.36 285.36 3776.0 126.64 68.36 65.64 11.36 8.36 26.64 16.0 2517.0 32.0 5.0 4.0 8926.64 248.0 2113.36 176.36 310.64 5934.64 7880.0 5318.64 17.36 5.36 9.36 4.0 3.0 3.0 4.0 8.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Diaminopimelate decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.20 EC:4.1.1.20 170089.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 3759.67 501.3 1666.17 713.1299999999999 5650.7 2185.33 1947.9 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.9 3132.9 6277.5 7353.0 4505.5 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Histidine decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.22 EC:4.1.1.22 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Orotidine-5'-phosphate decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.23 EC:4.1.1.23 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Phosphoenolpyruvate carboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.31 EC:4.1.1.31 24087.7 924.67 109.17 625.33 918.5 820.67 690.33 483.83 656.5 1.67 9.5 48.17 49.33 8.5 7.33 3.5 25.5 0.0 3.0 2.67 7.17 40.83 81.67 2.17 56.33 2005.67 139.33 49.17 83.17 49.0 44.5 1532.17 82.0 211.17 213.67 117.67 127.17 1622.0 368.83 830.17 518.83 17.17 13.17 19.33 57.0 357.0 16.5 84.0 14.0 1131.33 377.0 529.1700000000002 686.17 465.83 742.83 1056.0 744.33 244.17 587.67 937.17 616.5 403.5 170.5 274.0 972.5 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Diphosphomevalonate decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.33 EC:4.1.1.33 154856.5 2081.0 597.0 1151.0 2049.5 2166.5 1539.5 1059.0 3388.0 1221.5 190.8 335.0 410.3 33.2 2021.5 25.9 63.5 5972.0 6398.5 739.5 4457.0 4220.5 1490.5 5270.5 2540.5 2893.0 253.0 2972.0 2319.0 693.5 2666.5 2575.5 137.5 1311.0 1923.0 1785.0 1734.5 1364.0 2912.0 1575.0 772.0 3315.5 3266.0 777.0 1314.5 479.0 1426.0 4847.5 6749.0 163.5 3934.0 3712.0 4050.0 4938.5 15.0 843.0 541.5 6928.5 3699.5 2168.0 4471.4 2444.9 6200.5 7076.5 4186.5 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Phosphopantothenoylcysteine decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.36 EC:4.1.1.36 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Uroporphyrinogen decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.37 EC:4.1.1.37 177622.2 940.67 1653.67 699.8299999999998 1257.0 1421.17 774.33 740.8299999999998 2707.5 10192.17 1579.0 5044.17 1027.33 22455.0 1379.33 7716.0 13863.0 6007.0 6418.0 743.17 4462.67 4201.83 1740.17 5283.67 2654.83 2804.67 273.83000000000004 67.17 192.17 624.5 189.0 2623.17 150.0 4311.67 849.6700000000002 906.67 918.67 1978.0 4843.83 3850.67 3381.83 147.67000000000004 315.67 441.83 906.5 680.5 246.0 135.5 21.0 1160.83 1025.0 2629.17 729.17 796.33 745.83 1033.0 1051.83 6616.67 3101.67 1159.17 3806.0 2022.0 5996.0 6748.0 3179.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;4-carboxymuconolactone decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.44 EC:4.1.1.44 173798.19999999998 1478.67 542.6700000000002 578.8299999999998 1350.0 1397.17 1054.33 673.8299999999998 2819.5 1220.17 114.8 311.17 399.13 26.2 1998.33 21.4 46.0 5986.0 6397.0 841.17 4588.67 4265.83 1574.17 5291.67 2597.83 813.67 519.83 118.17 164.17000000000004 766.5 225.0 1310.17 290.0 1110.67 3450.67 3323.67 3152.67 697.0 2583.83 755.67 285.8300000000001 6520.67 6408.67 1459.83 2456.5 1033.5 2764.0 9506.5 13448.0 1369.83 6386.0 4827.17 6193.17 8392.33 766.83 2495.0 1217.83 6765.67 3127.67 1343.17 3902.4 2071.4 6076.0 6863.0 3261.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Indole-3-glycerol-phosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.48 EC:4.1.1.48 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Phosphoenolpyruvate carboxykinase (ATP) https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.49 EC:4.1.1.49 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Acetolactate decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.5 EC:4.1.1.5 185317.69999999998 4519.67 1217.17 2552.33 4272.5 4796.67 3761.33 3067.83 4059.5 1227.67 263.3 356.17 414.13 41.7 2102.33 27.9 66.5 5972.0 6420.0 743.67 4463.17 4193.83 1445.67 5274.17 2715.33 1008.67 409.33 5953.17 4615.17 668.0 5105.5 1227.17 203.0 1496.17 1973.67 1865.67 1797.17 1879.0 3189.83 1619.17 804.83 3348.17 3288.17 813.33 1323.0 789.0 1465.5 4864.0 6759.0 1322.33 4456.0 4298.17 4807.17 5424.83 759.83 1912.0 1254.33 7134.17 4334.67 3074.17 4686.9 3150.9 6311.5 7408.0 4542.5 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Adenosylmethionine decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.50 EC:4.1.1.50 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Phosphatidylserine decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.65 EC:4.1.1.65 104703.6 802.01 404.01 444.49 936.0 1247.51 662.99 457.49 2622.5 64.51 78.0 269.51 311.99 22.0 894.99 20.0 30.0 5958.0 6392.0 640.51 4316.01 4134.49 1312.51 5243.01 2369.49 2826.01 522.49 150.51 276.51 590.5 134.0 2729.51 257.0 1054.01 256.01 243.01 294.01 1613.0 2571.49 786.01 268.49 78.01 101.01 69.49 63.5 1097.5 62.0 14.5 8.0 3389.49 914.0 3123.51 666.51 786.99 2228.49 2989.0 2365.49 6617.01 3097.01 1107.51 3800.0 2013.0 5987.0 6745.0 3173.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Indolepyruvate decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.74 EC:4.1.1.74 90071.20000000001 794.67 402.67 436.83 914.0 1235.17 656.33 445.83 2621.5 64.17 77.0 263.17 302.33 22.0 894.33 19.0 30.0 5958.0 6389.0 637.17 4312.67 4095.83 1240.17 5241.67 2367.83 809.67 249.83 54.17 122.17 538.5 87.0 1114.17 104.0 1034.67 86.67 127.67 162.67000000000004 657.0 2479.83 727.67 243.83 70.67 96.67 59.83 56.5 461.5 48.0 12.5 4.0 1157.83 852.0 2595.17 617.17 706.33 744.83 1019.0 1035.83 6609.67 3095.67 1105.17 3796.0 2010.0 5984.0 6741.0 3171.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;Threonine-phosphate decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.81 EC:4.1.1.81 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Lyases;Carbon-carbon lyases;Carboxy-lyases;3-dehydro-L-gulonate-6-phosphate decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.85 EC:4.1.1.85 36952.5 1067.0 1359.5 884.5 1226.5 991.5 805.0 770.0 742.0 1.5 13.5 221.0 252.0 13.5 8.0 2.5 102.5 49.0 26.0 105.5 152.5 72.0 440.5 43.5 342.5 0.0 25.5 14.0 58.0 44.5 61.5 66.0 38.0 3460.5 727.0 755.0 697.5 2441.0 2567.0 3841.5 3628.0 81.5 225.5 390.5 897.5 244.5 195.5 204.5 23.0 18.5 519.0 299.0 763.0 509.5 2.0 85.0 95.5 241.5 593.0 990.0 618.5 409.5 176.5 273.0 979.5 +Lyases;Carbon-carbon lyases;Carboxy-lyases;4-hydroxy-3-polyprenylbenzoate decarboxylase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.1.98 EC:4.1.1.98 91866.40000000001 691.34 141.34 149.66 442.0 168.34 404.66 237.66 199.0 0.34 6.0 48.34 82.66 4.0 4.66 2.0 16.0 28.0 8.0 206.34 277.34 171.66 336.34 51.34 231.66 25.34 541.6600000000002 160.34 184.34 237.0 144.0 366.34 330.0 83.34 3423.34 3255.34 3041.34 980.0 115.66 31.34 55.66 6451.34 6313.34 1405.66 2403.0 1199.0 2722.0 9495.0 13444.0 2443.66 5596.0 2760.34 5618.34 7762.66 1505.66 3446.0 1511.66 159.34 33.34 240.34 106.0 60.0 92.0 122.0 92.0 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;Fructose-bisphosphate aldolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.13 EC:4.1.2.13 254549.89999999997 4815.34 3719.84 3082.16 4945.5 5165.84 4000.66 3660.66 4232.0 3759.84 648.3 1869.34 973.46 5658.7 2225.66 1952.9 3659.5 6070.0 6475.0 955.84 4761.84 4369.66 2376.84 5358.84 3290.16 3014.34 592.1600000000002 6027.34 4814.34 801.5 5271.5 2885.34 358.0 8041.84 3419.34 3397.34 3254.84 4975.0 7843.66 7811.84 7076.66 3496.84 3723.84 1576.16 3020.5 1531.5 1856.5 5109.5 6789.0 2444.16 4833.0 4630.34 5045.34 5639.16 1503.66 2925.0 1951.16 7145.84 4347.34 3183.34 4702.9 3171.9 6332.5 7418.0 4559.5 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;2-dehydro-3-deoxy-phosphogluconate aldolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.14 EC:4.1.2.14 109103.6 2738.01 3123.51 1934.99 2915.0 3008.51 2464.49 2608.49 844.5 2538.51 458.5 1540.51 572.49 5625.5 204.49 1928.0 3596.0 98.0 79.5 218.51 307.51 186.99 957.51 89.01 750.49 2127.01 475.99 3103.51 2578.51 155.5 2649.0 1840.01 301.5 6746.51 1636.01 1698.01 1626.01 4097.0 5017.49 6293.51 6322.49 188.01 461.51 805.99 1711.5 1375.0 441.5 263.5 44.0 3396.49 930.0 1182.51 1023.51 742.99 2230.49 3067.0 2074.49 223.01 648.51 1016.51 235.5 730.0 135.0 345.5 374.0 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;L-fuculose-phosphate aldolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.17 EC:4.1.2.17 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;Fructose-6-phosphate phosphoketolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.22 EC:4.1.2.22 93672.0 4592.0 890.0 2686.0 4248.0 4301.0 3791.0 3049.0 2070.0 1165.0 55.8 135.0 144.8 27.2 1178.0 7.4 62.0 14.0 26.0 107.0 154.0 100.0 208.0 28.0 397.0 5.0 161.0 34.0 23.0 129.0 75.0 112.0 95.0 588.0 1961.0 1768.0 1654.0 2348.0 947.0 1652.0 1058.0 3280.0 3198.0 759.0 1310.0 359.0 1404.0 4924.0 6747.0 180.0 3950.0 1968.0 4846.0 5142.0 16.0 964.0 298.0 763.0 1823.0 2887.0 1492.4 1541.4 495.0 936.0 2343.0 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;Dihydroneopterin aldolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.25 EC:4.1.2.25 186672.2 3717.67 2343.17 2168.33 3711.0 4135.17 3191.83 2860.83 3477.5 70.17 159.5 499.17 576.8299999999998 37.5 977.83 24.0 118.0 6021.0 6446.5 849.17 4608.17 4296.33 1931.17 5311.67 2943.83 2906.67 430.33 3032.17 2450.17 751.5 2735.0 2732.67 245.5 4543.17 2662.67 2611.67 2530.67 2059.0 5247.83 3962.17 3439.83 3410.67 3496.17 1179.33 2117.5 972.0 1648.5 4899.5 6757.0 1309.83 4283.0 4067.17 4260.17 5091.33 759.83 1855.0 1190.83 6902.67 3752.17 2183.17 4078.5 2761.0 6156.0 7144.5 3579.0 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;5-dehydro-2-deoxyphosphogluconate aldolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.29 EC:4.1.2.29 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;Deoxyribose-phosphate aldolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.4 EC:4.1.2.4 311373.2 4654.67 3996.17 2864.33 4949.0 5547.17 3962.83 3594.83 6184.5 3822.17 647.3 2090.17 1231.63 5671.7 3093.83 1967.4 3664.0 12028.0 12861.5 1590.17 9068.17 8460.33 3600.17 10594.67 5597.83 3705.67 567.33 3051.17 2559.17 1328.5 2880.0 3825.67 314.5 8839.17 3372.67 3432.67 3343.67 3551.0 10005.83 7756.17 6803.83 3551.67 3808.17 1614.33 3018.5 1330.0 1883.5 5033.5 6774.0 1354.83 5277.0 6432.17 4961.17 5845.33 763.83 1903.0 1577.83 13513.67 6853.17 3341.17 7880.9 4781.4 12149.0 13888.5 6757.0 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;Tagatose-bisphosphate aldolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.40 EC:4.1.2.40 119498.20000000001 3229.67 1022.17 1834.33 3150.0 3868.17 2874.83 2451.83 3292.5 70.17 150.5 290.17 314.83 30.5 974.83 22.0 33.0 5958.0 6413.5 641.17 4320.17 4105.33 1264.17 5244.67 2541.83 909.67 271.33000000000004 2987.17 2359.17 551.5 2564.0 1125.67 106.5 1228.17 217.67 234.67 279.67 718.0 2831.83 825.17 280.83000000000004 108.67 121.17 97.33 67.5 467.0 92.5 29.5 18.0 1200.83 1343.0 2917.17 1360.17 1158.33 747.83 1103.0 1083.83 6817.67 3730.17 2010.17 4015.5 2719.0 6098.0 7076.5 3526.0 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;L-threonine aldolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.5 EC:4.1.2.5 114753.40000000001 798.34 403.34 440.66 933.0 1244.34 659.66 452.66 2622.0 2596.34 452.0 1418.34 437.66 5629.0 1015.66 1944.0 3469.0 5958.0 6392.0 639.34 4315.34 4133.66 1311.34 5242.34 2368.66 2815.34 386.66 102.34 205.34 586.0 131.0 2644.34 185.0 1050.34 226.34 213.34 268.34000000000003 1143.0 2565.66 784.34 261.66 77.34 100.34 66.66 62.0 784.0 59.0 14.0 8.0 2273.66 883.0 2859.34 645.34 748.66 1486.66 2004.0 1700.66 6615.34 3096.34 1106.34 3800.0 2013.0 5987.0 6745.0 3172.0 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;6-carboxytetrahydropterin synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.50 EC:4.1.2.50 8376.0 0.0 0.0 0.0 32.0 12.0 0.0 4.0 0.0 0.0 2.0 12.0 18.0 0.0 0.0 2.0 0.0 0.0 6.0 2.0 4.0 74.0 140.0 0.0 0.0 3990.0 2.0 0.0 24.0 86.0 82.0 2890.0 18.0 24.0 220.0 112.0 160.0 32.0 160.0 110.0 22.0 12.0 6.0 8.0 8.0 18.0 16.0 2.0 8.0 0.0 0.0 0.0 14.0 8.0 0.0 0.0 0.0 8.0 0.0 0.0 8.0 6.0 6.0 8.0 0.0 +Lyases;Carbon-carbon lyases;Aldehyde-lyases;Phosphoketolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.2.9 EC:4.1.2.9 93672.0 4592.0 890.0 2686.0 4248.0 4301.0 3791.0 3049.0 2070.0 1165.0 55.8 135.0 144.8 27.2 1178.0 7.4 62.0 14.0 26.0 107.0 154.0 100.0 208.0 28.0 397.0 5.0 161.0 34.0 23.0 129.0 75.0 112.0 95.0 588.0 1961.0 1768.0 1654.0 2348.0 947.0 1652.0 1058.0 3280.0 3198.0 759.0 1310.0 359.0 1404.0 4924.0 6747.0 180.0 3950.0 1968.0 4846.0 5142.0 16.0 964.0 298.0 763.0 1823.0 2887.0 1492.4 1541.4 495.0 936.0 2343.0 +Lyases;Carbon-carbon lyases;Oxo-acid-lyases;Isocitrate lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.3.1 EC:4.1.3.1 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Lyases;Carbon-carbon lyases;Oxo-acid-lyases;Anthranilate synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.3.27 EC:4.1.3.27 276341.9 7326.34 2119.84 4239.16 7221.5 8487.84 6435.66 5334.66 7217.0 5205.84 920.5 2932.34 932.66 11282.5 2161.66 3892.5 6969.5 11916.0 12828.0 1284.84 8647.84 8286.66 2670.84 10484.84 5133.16 5615.34 546.1600000000002 109.34 272.34000000000003 1188.5 266.5 5140.34 227.0 2606.84 729.34 611.34 738.84 2594.0 6060.66 2520.84 1080.66 231.84 254.84 208.16 186.5 983.5 187.5 133.5 36.0 2417.16 3032.0 6099.34 3390.34 2748.16 1496.66 2277.0 2247.16 13881.84 8044.34 4938.34 8640.5 5844.5 12369.5 14430.0 8023.5 +Lyases;Carbon-carbon lyases;Oxo-acid-lyases;N-acetylneuraminate lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.3.3 EC:4.1.3.3 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Lyases;Carbon-carbon lyases;Oxo-acid-lyases;Citryl-CoA lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.3.34 EC:4.1.3.34 77663.5 1409.0 1429.5 955.5 1444.5 1072.5 1004.0 884.0 841.0 1.5 16.5 245.0 293.0 15.5 10.0 3.5 110.5 63.0 30.0 207.5 290.5 157.0 607.5 68.5 457.5 2.0 160.5 46.0 79.0 158.5 130.5 164.0 131.0 3498.5 2409.0 2353.0 2192.5 2461.0 2619.0 3855.5 3649.0 3306.5 3381.5 1090.5 2097.5 530.5 1553.5 4951.5 6745.0 124.5 3286.0 1415.0 3551.0 4352.5 13.0 823.0 186.5 319.5 609.0 1109.0 671.5 439.5 222.5 334.0 1024.5 +Lyases;Carbon-carbon lyases;Oxo-acid-lyases;1,4-dihydroxy-2-naphthoyl-CoA synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.3.36 EC:4.1.3.36 141642.69999999998 1888.67 1778.67 1346.83 2161.5 2268.67 1461.83 1242.83 3375.5 1221.67 192.8 490.17 581.6299999999999 36.2 2020.83 24.9 132.5 6007.0 6420.5 743.67 4467.67 4205.33 1754.67 5288.17 2713.33 2901.67 276.83000000000004 3001.17 2427.17 627.0 2661.5 2626.67 153.5 4541.67 923.67 939.67 941.17 3119.0 5149.83 4630.67 3884.83 162.17000000000004 326.67 457.83 962.0 716.5 261.0 223.0 40.0 1176.33 1371.0 2894.17 1388.17 1219.83 746.83 1104.0 1131.33 6855.17 3690.17 2104.17 4424.4 2423.9 6163.5 7018.5 4150.5 +Lyases;Carbon-carbon lyases;Oxo-acid-lyases;Aminodeoxychorismate lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.3.38 EC:4.1.3.38 48798.200000000004 2557.67 1854.67 1638.83 2561.0 2780.17 2339.33 2278.83 745.5 6.17 9.0 206.17 221.33 13.0 63.33 1.0 80.0 49.0 48.0 110.17 155.67 78.83 451.17 42.67 458.83 13.67 179.83 61.17 131.17000000000002 59.5 69.0 159.17000000000004 109.0 3427.67 813.67 858.67 817.67 1831.0 2618.83 3160.67 3168.83 105.67 239.67 414.83 854.5 527.5 228.0 134.5 18.0 1161.83 695.0 620.1700000000002 868.17 576.33 745.83 1083.0 728.83 212.67 639.67 951.17 220.0 718.0 123.0 338.0 364.0 +Lyases;Carbon-carbon lyases;Oxo-acid-lyases;Hydroxymethylglutaryl-CoA lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.3.4 EC:4.1.3.4 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Lyases;Carbon-carbon lyases;Oxo-acid-lyases;Chorismate lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.3.40 EC:4.1.3.40 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Lyases;Carbon-carbon lyases;Oxo-acid-lyases;3-hydroxy-D-aspartate aldolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.3.41 EC:4.1.3.41 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Lyases;Carbon-carbon lyases;Oxo-acid-lyases;(4S)-4-hydroxy-2-oxoglutarate aldolase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.3.42 EC:4.1.3.42 109103.6 2738.01 3123.51 1934.99 2915.0 3008.51 2464.49 2608.49 844.5 2538.51 458.5 1540.51 572.49 5625.5 204.49 1928.0 3596.0 98.0 79.5 218.51 307.51 186.99 957.51 89.01 750.49 2127.01 475.99 3103.51 2578.51 155.5 2649.0 1840.01 301.5 6746.51 1636.01 1698.01 1626.01 4097.0 5017.49 6293.51 6322.49 188.01 461.51 805.99 1711.5 1375.0 441.5 263.5 44.0 3396.49 930.0 1182.51 1023.51 742.99 2230.49 3067.0 2074.49 223.01 648.51 1016.51 235.5 730.0 135.0 345.5 374.0 +Lyases;Carbon-carbon lyases;Other carbon-carbon lyases;Tryptophanase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.99.1 EC:4.1.99.1 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Lyases;Carbon-carbon lyases;Other carbon-carbon lyases;3,4-dihydroxy-2-butanone-4-phosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.99.12 EC:4.1.99.12 137028.40000000002 944.34 1654.34 703.6600000000002 1260.0 1424.34 777.66 745.6600000000002 2708.0 2596.34 457.0 1597.34 649.6600000000002 5634.0 1016.66 1944.0 3546.0 6007.0 6418.0 744.34 4463.34 4202.66 1741.34 5284.34 2655.66 2815.34 409.66 115.34 263.34000000000003 629.0 192.0 2708.34 222.0 4315.34 879.34 936.34 944.34 2448.0 4849.66 3852.34 3388.66 148.34 316.3400000000001 444.66 908.0 994.0 249.0 136.0 21.0 2276.66 1056.0 2893.34 750.34 834.66 1487.66 2018.0 1716.66 6618.34 3102.34 1160.34 3806.0 2022.0 5996.0 6748.0 3180.0 +Lyases;Carbon-carbon lyases;Other carbon-carbon lyases;Spore photoproduct lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.99.14 EC:4.1.99.14 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Lyases;Carbon-carbon lyases;Other carbon-carbon lyases;Phosphomethylpyrimidine synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.99.17 EC:4.1.99.17 24682.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 2532.17 375.0 1155.17 135.33 5607.0 121.33 1925.0 3439.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Lyases;Carbon-carbon lyases;Other carbon-carbon lyases;2-iminoacetate synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.99.19 EC:4.1.99.19 24682.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 2532.17 375.0 1155.17 135.33 5607.0 121.33 1925.0 3439.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Lyases;Carbon-carbon lyases;Other carbon-carbon lyases;Deoxyribodipyrimidine photo-lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.1.99.3 EC:4.1.99.3 98447.20000000001 794.67 402.67 436.83 946.0 1247.17 656.33 449.83 2621.5 64.17 79.0 275.17 320.33 22.0 894.33 21.0 30.0 5958.0 6395.0 639.17 4316.67 4169.83 1380.17 5241.67 2367.83 4799.67 251.83 54.17 146.17000000000004 624.5 169.0 4004.17 122.0 1058.67 306.67 239.67 322.67 689.0 2639.83 837.67 265.83 82.67 102.67 67.83 64.5 479.5 64.0 14.5 12.0 1157.83 852.0 2595.17 631.17 714.33 744.83 1019.0 1035.83 6617.67 3095.67 1105.17 3804.0 2016.0 5990.0 6749.0 3171.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Carbonate dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.1 EC:4.2.1.1 167441.90000000002 6535.34 1717.84 3806.16 6326.5 7261.84 5782.66 4895.66 4596.0 1233.84 128.3 377.34 402.46 46.7 2125.66 26.9 61.5 5958.0 6442.0 649.84 4337.84 4228.66 1501.84 5243.84 2766.16 6811.34 433.16 103.34 233.34 697.5 223.5 5556.34 204.0 1587.84 782.34 569.34 681.84 2423.0 3666.66 1849.84 854.6600000000002 167.84 161.84 155.16 135.5 844.5 150.5 122.5 36.0 2375.16 2211.0 3768.34 2801.34 2084.16 1493.66 2243.0 1876.16 7277.84 4949.34 3834.34 4848.9 3838.9 6388.5 7693.0 4853.5 +Lyases;Carbon-oxygen lyases;Hydro-lyases;3-dehydroquinate dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.10 EC:4.2.1.10 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Phosphopyruvate hydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.11 EC:4.2.1.11 224148.90000000002 4642.34 2452.34 2793.66 4613.5 4949.84 3882.16 3342.66 4134.0 3759.84 573.8 1690.34 757.96 5653.2 2206.16 1950.9 3582.5 6021.0 6446.5 850.84 4613.34 4300.16 1942.84 5313.84 3000.16 2917.34 568.6600000000002 3081.34 2521.34 757.5 2738.5 2819.84 318.5 4742.34 2766.34 2673.34 2577.84 3665.0 5536.66 4737.34 3947.66 3421.84 3506.34 1194.66 2170.5 1320.0 1657.0 4982.5 6767.0 2441.16 4660.0 4596.34 4939.34 5553.16 1502.66 2911.0 1935.16 7142.84 4339.84 3120.34 4691.4 3162.9 6323.5 7414.5 4551.5 +Lyases;Carbon-oxygen lyases;Hydro-lyases;o-succinylbenzoate synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.113 EC:4.2.1.113 137454.69999999998 1888.67 1778.67 1346.83 2145.5 2262.67 1461.83 1240.83 3375.5 1221.67 191.8 484.17 572.6299999999999 36.2 2020.83 23.9 132.5 6007.0 6417.5 742.67 4465.67 4168.33 1684.67 5288.17 2713.33 906.67 275.83000000000004 3001.17 2415.17 584.0 2620.5 1181.67 144.5 4529.67 813.67 883.67 861.1700000000002 3103.0 5069.83 4575.67 3873.83 156.17000000000004 323.67 453.83 958.0 707.5 253.0 222.0 36.0 1176.33 1371.0 2894.17 1381.17 1215.83 746.83 1104.0 1131.33 6851.17 3690.17 2104.17 4420.4 2420.9 6160.5 7014.5 4150.5 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Phosphogluconate dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.12 EC:4.2.1.12 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;N-acetylmuramic acid 6-phosphate etherase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.126 EC:4.2.1.126 145961.2 3375.67 2273.17 2097.33 3493.0 4054.17 2992.83 2746.83 3378.5 70.17 156.5 475.17 535.8299999999998 35.5 975.83 23.0 110.0 6007.0 6442.5 747.17 4470.17 4211.33 1764.17 5286.67 2828.83 2904.67 295.3300000000001 3000.17 2429.17 637.5 2666.0 2634.67 152.5 4505.17 980.67 1013.67 1035.67 2039.0 5195.83 3948.17 3418.83 185.67 340.17 479.33 917.5 686.0 290.5 152.5 35.0 1203.83 1516.0 2951.17 1472.17 1248.33 748.83 1117.0 1099.83 6824.67 3736.17 2064.17 4025.5 2731.0 6110.0 7083.5 3534.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;3-methylfumaryl-CoA hydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.153 EC:4.2.1.153 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Enoyl-CoA hydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.17 EC:4.2.1.17 52179.4 153.34 1252.34 270.66 349.0 192.34 124.66 304.66 87.0 2532.34 380.0 1334.34 347.66 5612.0 122.66 1925.0 3516.0 49.0 29.0 108.34 151.34 107.66 502.34 43.34 288.66 2016.34 295.66 109.34 212.34 95.0 108.0 1679.34 190.0 3284.34 822.34 838.34 807.34 2261.0 2375.66 3126.34 3151.66 78.34 220.34 387.66 853.0 846.0 204.0 124.0 17.0 2234.66 235.0 562.34 154.34 166.66 1484.66 1984.0 1345.66 10.34 7.34 56.34 10.0 12.0 12.0 7.0 10.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Methylglutaconyl-CoA hydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.18 EC:4.2.1.18 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Imidazoleglycerol-phosphate dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.19 EC:4.2.1.19 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Fumarate hydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.2 EC:4.2.1.2 152300.40000000002 944.34 1654.34 703.6600000000002 1260.0 1424.34 777.66 745.6600000000002 2708.0 5128.34 831.0 2746.34 775.6600000000002 11241.0 1137.66 3868.0 6985.0 6007.0 6418.0 744.34 4463.34 4202.66 1741.34 5284.34 2655.66 2815.34 409.66 115.34 263.34000000000003 629.0 192.0 2708.34 222.0 4315.34 879.34 936.34 944.34 2448.0 4849.66 3852.34 3388.66 148.34 316.3400000000001 444.66 908.0 994.0 249.0 136.0 21.0 2276.66 1056.0 2893.34 750.34 834.66 1487.66 2018.0 1716.66 6618.34 3102.34 1160.34 3806.0 2022.0 5996.0 6748.0 3180.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Tryptophan synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.20 EC:4.2.1.20 306214.4 6697.34 4513.34 4143.66 6976.0 8036.34 5984.66 5443.66 6733.0 5204.34 922.0 3248.34 1316.66 11284.0 2156.66 3890.0 7098.0 12014.0 12880.0 1494.34 8939.34 8421.66 3520.34 10567.34 5651.66 5615.34 589.6600000000002 134.34 388.34 1273.0 388.0 5266.34 300.0 8941.34 1961.34 2025.34 2069.34 4068.0 10345.66 7883.34 6833.66 363.34 677.34 951.66 1827.0 1369.0 562.0 295.0 52.0 2407.66 3032.0 5902.34 2942.34 2496.66 1497.66 2234.0 2199.66 13649.34 7469.34 4110.34 8040.0 5462.0 12220.0 14166.0 7068.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Cystathionine beta-synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.22 EC:4.2.1.22 30651.0 146.0 1251.0 263.0 359.0 192.0 118.0 297.0 86.0 0.0 7.0 191.0 230.0 5.0 1.0 2.0 77.0 49.0 32.0 107.0 152.0 143.0 570.0 42.0 287.0 3990.0 25.0 13.0 82.0 129.0 143.0 2954.0 55.0 3289.0 873.0 835.0 836.0 1337.0 2444.0 3178.0 3149.0 83.0 222.0 386.0 854.0 228.0 206.0 124.0 21.0 3.0 173.0 34.0 119.0 94.0 1.0 14.0 16.0 11.0 6.0 54.0 14.0 15.0 15.0 11.0 8.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Porphobilinogen synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.24 EC:4.2.1.24 137028.40000000002 944.34 1654.34 703.6600000000002 1260.0 1424.34 777.66 745.6600000000002 2708.0 2596.34 457.0 1597.34 649.6600000000002 5634.0 1016.66 1944.0 3546.0 6007.0 6418.0 744.34 4463.34 4202.66 1741.34 5284.34 2655.66 2815.34 409.66 115.34 263.34000000000003 629.0 192.0 2708.34 222.0 4315.34 879.34 936.34 944.34 2448.0 4849.66 3852.34 3388.66 148.34 316.3400000000001 444.66 908.0 994.0 249.0 136.0 21.0 2276.66 1056.0 2893.34 750.34 834.66 1487.66 2018.0 1716.66 6618.34 3102.34 1160.34 3806.0 2022.0 5996.0 6748.0 3180.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Aconitate hydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.3 EC:4.2.1.3 157295.2 3348.67 2256.67 2071.83 3504.0 4024.17 2992.33 2723.83 3366.5 2602.17 462.0 1630.17 667.3299999999998 5642.0 1078.33 1946.0 3549.0 6007.0 6443.0 748.17 4471.67 4247.83 1830.17 5283.67 2825.83 4802.67 295.8300000000001 67.17 206.17 679.5 235.0 4078.17 159.0 4482.67 1090.67 1068.67 1114.67 2050.0 5252.83 3996.67 3427.83 187.67 341.67 479.83 917.5 693.5 289.0 148.5 30.0 1203.83 1516.0 2951.17 1478.17 1252.33 748.83 1117.0 1099.83 6828.67 3734.67 2055.17 4024.0 2734.0 6113.0 7087.0 3534.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;3-isopropylmalate dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.33 EC:4.2.1.33 335569.4 8539.34 4730.34 5386.66 8775.0 9659.34 7358.66 6397.66 8045.0 5207.34 939.0 3332.34 1396.66 11301.0 2170.66 3895.0 7149.0 12014.0 12880.0 1495.34 8948.34 8427.66 3541.34 10570.34 5762.66 5615.34 594.6600000000002 136.34 388.34 1276.0 389.0 5270.34 302.0 9332.34 2109.34 2089.34 2112.34 6340.0 10911.66 9430.34 7835.66 384.34 696.34 976.66 1930.0 1438.0 573.0 460.0 72.0 2438.66 3724.0 6432.34 4258.34 3343.66 1499.66 2376.0 2358.66 14126.34 8643.34 5982.34 9265.0 6263.0 12555.0 14706.0 9011.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;(R)-2-methylmalate dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.35 EC:4.2.1.35 335569.4 8539.34 4730.34 5386.66 8775.0 9659.34 7358.66 6397.66 8045.0 5207.34 939.0 3332.34 1396.66 11301.0 2170.66 3895.0 7149.0 12014.0 12880.0 1495.34 8948.34 8427.66 3541.34 10570.34 5762.66 5615.34 594.6600000000002 136.34 388.34 1276.0 389.0 5270.34 302.0 9332.34 2109.34 2089.34 2112.34 6340.0 10911.66 9430.34 7835.66 384.34 696.34 976.66 1930.0 1438.0 573.0 460.0 72.0 2438.66 3724.0 6432.34 4258.34 3343.66 1499.66 2376.0 2358.66 14126.34 8643.34 5982.34 9265.0 6263.0 12555.0 14706.0 9011.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Myo-inosose-2 dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.44 EC:4.2.1.44 107124.0 937.0 1653.0 696.0 1238.0 1412.0 771.0 734.0 2707.0 64.0 82.0 442.0 514.0 27.0 895.0 19.0 107.0 6007.0 6415.0 741.0 4460.0 4164.0 1669.0 5283.0 2654.0 799.0 137.0 19.0 109.0 577.0 145.0 1093.0 69.0 4296.0 710.0 821.0 813.0 1492.0 4758.0 3794.0 3364.0 141.0 312.0 435.0 901.0 358.0 235.0 134.0 17.0 45.0 994.0 2365.0 701.0 754.0 4.0 48.0 387.0 6611.0 3101.0 1158.0 3802.0 2019.0 5993.0 6744.0 3178.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;dTDP-glucose 4,6-dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.46 EC:4.2.1.46 113685.70000000001 3701.67 798.6700000000002 2093.83 3388.5 3540.67 3107.83 2605.83 1426.5 2539.67 461.0 1254.17 237.83 5626.0 210.83 1932.5 3475.5 14.0 34.5 109.67 154.67 172.32999999999996 342.67 30.17 345.33 4102.67 296.8300000000001 3014.17 2353.17 219.0 2631.5 3086.67 186.5 454.67 2136.67 1878.67 1819.17 1719.0 852.83 996.67 587.83 3286.17 3196.67 760.83 1272.0 657.5 1427.0 4849.0 6754.0 1280.33 3635.0 1967.17 4224.17 4764.83 756.83 1878.0 883.33 534.1700000000002 1238.17 1961.17 893.0 1145.5 333.5 674.5 1372.5 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Urocanate hydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.49 EC:4.2.1.49 26463.0 146.0 1251.0 263.0 343.0 186.0 118.0 295.0 86.0 0.0 6.0 185.0 221.0 5.0 1.0 1.0 77.0 49.0 29.0 106.0 150.0 106.0 500.0 42.0 287.0 1995.0 24.0 13.0 70.0 86.0 102.0 1509.0 46.0 3277.0 763.0 779.0 756.0 1321.0 2364.0 3123.0 3138.0 77.0 219.0 382.0 850.0 219.0 198.0 123.0 17.0 3.0 173.0 34.0 112.0 90.0 1.0 14.0 16.0 7.0 6.0 54.0 10.0 12.0 12.0 7.0 8.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Prephenate dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.51 EC:4.2.1.51 130832.2 3202.67 1005.67 1808.83 3161.0 3838.17 2874.33 2428.83 3280.5 2602.17 456.0 1445.17 446.33 5637.0 1077.33 1945.0 3472.0 5958.0 6414.0 642.17 4321.67 4141.83 1330.17 5241.67 2538.83 2807.67 271.83000000000004 54.17 136.17000000000002 593.5 133.0 2569.17 113.0 1205.67 327.67 289.67 358.67 729.0 2888.83 873.67 289.8300000000001 110.67 122.67 97.83 67.5 474.5 91.0 25.5 13.0 1200.83 1343.0 2917.17 1366.17 1162.33 747.83 1103.0 1083.83 6821.67 3728.67 2001.17 4014.0 2722.0 6101.0 7080.0 3526.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Oleate hydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.53 EC:4.2.1.53 107090.5 3844.0 2049.0 2353.0 3680.5 3705.5 3222.5 2890.0 1512.0 7.5 90.0 272.0 305.5 24.0 90.5 6.5 113.5 63.0 54.5 211.5 298.0 166.5 631.5 71.5 631.5 102.0 182.0 2979.0 2316.0 171.5 2607.5 175.5 133.5 3692.0 2540.0 2460.0 2309.5 2522.0 2971.0 3953.0 3686.0 3344.5 3406.0 1128.0 2108.5 536.0 1598.0 4968.5 6759.0 167.5 3777.0 1737.0 4294.0 4804.5 16.0 907.0 234.5 527.5 1243.5 2014.0 891.0 1148.5 336.5 669.5 1379.5 +Lyases;Carbon-oxygen lyases;Hydro-lyases;3-hydroxyacyl-[acyl-carrier-protein] dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.59 EC:4.2.1.59 271881.39999999997 5786.34 1396.34 3248.66 5425.0 5704.34 4650.66 3667.66 4815.0 4917.34 682.6 1583.34 654.2600000000001 5659.4 3332.66 1957.8 3539.0 5986.0 6430.0 849.34 4610.34 4356.66 1764.34 5301.34 2886.66 5011.34 684.6600000000002 6034.34 4731.34 874.0 5260.0 4302.34 387.0 1757.34 3979.34 3637.34 3499.34 3537.0 3690.66 2518.34 1355.66 6596.34 6460.34 1536.66 2584.0 1441.0 2848.0 9696.0 13499.0 2559.66 7600.0 5943.34 8288.34 9737.66 1513.66 3706.0 2089.66 7460.34 4938.34 4130.34 5360.8 3588.8 6531.0 7747.0 5560.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Altronate dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.7 EC:4.2.1.7 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Uroporphyrinogen-III synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.75 EC:4.2.1.75 158269.2 1086.67 2904.67 962.83 1600.0 1607.17 892.33 1035.83 2793.5 2596.17 463.0 1782.17 870.3299999999998 5639.0 1017.33 1945.0 3623.0 6056.0 6447.0 849.17 4612.67 4307.83 2240.17 5325.67 2941.83 4799.67 297.8300000000001 80.17 262.17 710.5 291.0 4132.17 196.0 7588.67 1612.67 1685.67 1674.67 3299.0 7207.83 6973.67 6519.83 224.67 534.67 823.83 1756.5 899.5 444.0 258.5 38.0 1163.83 1198.0 2663.17 841.17 886.33 746.83 1047.0 1067.83 6623.67 3107.67 1213.17 3816.0 2034.0 6008.0 6755.0 3187.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Mannonate dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.8 EC:4.2.1.8 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;Dihydroxy-acid dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.9 EC:4.2.1.9 130832.2 3202.67 1005.67 1808.83 3161.0 3838.17 2874.33 2428.83 3280.5 2602.17 456.0 1445.17 446.33 5637.0 1077.33 1945.0 3472.0 5958.0 6414.0 642.17 4321.67 4141.83 1330.17 5241.67 2538.83 2807.67 271.83000000000004 54.17 136.17000000000002 593.5 133.0 2569.17 113.0 1205.67 327.67 289.67 358.67 729.0 2888.83 873.67 289.8300000000001 110.67 122.67 97.83 67.5 474.5 91.0 25.5 13.0 1200.83 1343.0 2917.17 1366.17 1162.33 747.83 1103.0 1083.83 6821.67 3728.67 2001.17 4014.0 2722.0 6101.0 7080.0 3526.0 +Lyases;Carbon-oxygen lyases;Hydro-lyases;2-methylisocitrate dehydratase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.1.99 EC:4.2.1.99 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Lyases;Carbon-oxygen lyases;Acting on polysaccharides;Hyaluronate lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.2.1 EC:4.2.2.1 35623.200000000004 176.67 1268.17 292.33 335.0 219.17 121.83 322.83 98.5 0.17 74.5 179.17 215.83 5.5 19.83 2.0 77.0 49.0 28.5 106.17 149.17 70.33 435.17 45.67 290.83 107.67 159.33 2994.17 2364.17 48.5 2536.0 150.67000000000004 111.5 3303.17 682.67 753.67 702.67 1780.0 2312.83 3076.17 3135.83 75.67 218.17 384.33 851.5 525.0 202.5 127.5 22.0 1118.83 204.0 298.17 127.17 124.33 742.83 999.0 680.83 4.67 8.17 64.17 11.5 9.0 9.0 3.5 9.0 +Lyases;Carbon-oxygen lyases;Acting on polysaccharides;Pectin lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.2.10 EC:4.2.2.10 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Lyases;Carbon-oxygen lyases;Acting on polysaccharides;Chondroitin-sulfate-ABC endolyase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.2.20 EC:4.2.2.20 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Lyases;Carbon-oxygen lyases;Acting on polysaccharides;Chondroitin-sulfate-ABC exolyase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.2.21 EC:4.2.2.21 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Lyases;Carbon-oxygen lyases;Acting on phosphates;Threonine synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.3.1 EC:4.2.3.1 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Lyases;Carbon-oxygen lyases;Acting on phosphates;6-pyruvoyltetrahydropterin synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.3.12 EC:4.2.3.12 8376.0 0.0 0.0 0.0 32.0 12.0 0.0 4.0 0.0 0.0 2.0 12.0 18.0 0.0 0.0 2.0 0.0 0.0 6.0 2.0 4.0 74.0 140.0 0.0 0.0 3990.0 2.0 0.0 24.0 86.0 82.0 2890.0 18.0 24.0 220.0 112.0 160.0 32.0 160.0 110.0 22.0 12.0 6.0 8.0 8.0 18.0 16.0 2.0 8.0 0.0 0.0 0.0 14.0 8.0 0.0 0.0 0.0 8.0 0.0 0.0 8.0 6.0 6.0 8.0 0.0 +Lyases;Carbon-oxygen lyases;Acting on phosphates;Methylglyoxal synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.3.3 EC:4.2.3.3 65393.200000000004 345.67 70.67 74.83 237.0 90.17 202.33 120.83 99.5 2532.17 378.0 1179.17 176.32999999999996 5609.0 123.33 1926.0 3447.0 14.0 7.0 104.17 140.67 122.83 238.17 25.67 115.83 2007.67 271.83000000000004 80.17 104.17 161.5 113.0 1628.17 174.0 53.67 1821.67 1683.67 1600.67 506.0 137.82999999999998 70.67 38.83 3231.67 3159.67 706.83 1205.5 608.5 1369.0 4748.5 6726.0 1221.83 2798.0 1380.17 2816.17 3885.33 752.83 1723.0 755.83 83.67 16.67 120.17 57.0 33.0 49.0 65.0 46.0 +Lyases;Carbon-oxygen lyases;Acting on phosphates;3-dehydroquinate synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.3.4 EC:4.2.3.4 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Lyases;Carbon-oxygen lyases;Acting on phosphates;Chorismate synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.3.5 EC:4.2.3.5 178215.7 4296.67 2381.67 2718.83 4392.5 4865.67 3679.83 3223.83 4034.5 3759.67 570.8 1666.17 716.6299999999999 5651.2 2203.83 1949.9 3574.5 6007.0 6442.5 747.67 4474.67 4214.33 1774.67 5288.17 2884.33 2904.67 297.8300000000001 3001.17 2429.17 639.0 2666.5 2636.67 153.5 4700.67 1054.67 1045.67 1057.17 3175.0 5478.83 4721.67 3919.83 196.17 349.67 491.83 969.0 720.5 296.0 235.0 45.0 1219.33 1862.0 3216.17 2130.17 1671.83 749.83 1188.0 1179.33 7063.17 4323.17 3000.17 4638.4 3132.9 6277.5 7353.5 4505.5 +Lyases;Carbon-oxygen lyases;Other carbon-oxygen lyases;DNA-(apurinic or apyrimidinic site) lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.99.18 EC:4.2.99.18 443145.89999999997 8502.34 6045.84 5221.16 8648.5 9261.84 7188.66 6491.66 7697.0 6361.84 1112.3 3517.34 1672.4599999999996 11302.7 3305.66 3898.9 7216.5 12091.0 12919.0 1803.84 9368.84 8664.66 4302.84 10666.84 6230.16 5813.34 886.1600000000002 6078.34 4958.34 1547.5 5531.5 5531.34 529.0 12546.84 6052.34 5978.34 5758.84 6559.0 13062.66 11765.84 10507.66 6902.84 7217.84 2749.16 5132.5 2188.5 3492.5 10003.5 13537.0 2638.16 9085.0 8433.34 9283.34 10692.16 1521.66 3795.0 2477.16 14046.84 8097.34 5356.34 8775.9 5932.9 12488.5 14562.0 8137.5 +Lyases;Carbon-oxygen lyases;Other carbon-oxygen lyases;2-succinyl-6-hydroxy-2,4-cyclohexadiene-1-carboxylate synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.2.99.20 EC:4.2.99.20 115179.69999999998 1742.67 527.6700000000002 1083.83 1818.5 2082.67 1343.83 947.83 3289.5 1221.67 186.8 305.17 360.63 31.2 2019.83 23.9 55.5 5958.0 6391.5 637.67 4317.67 4099.33 1254.67 5246.17 2426.33 906.67 252.83 2988.17 2357.17 541.0 2559.5 1117.67 107.5 1264.67 160.67000000000004 160.67000000000004 185.17 1798.0 2785.83 1507.67 746.83 85.17 107.67 75.83 112.0 497.5 63.0 100.0 23.0 1173.33 1198.0 2860.17 1276.17 1129.83 745.83 1090.0 1115.33 6848.17 3684.17 2050.17 4414.4 2411.9 6151.5 7011.5 4142.5 +Lyases;Carbon-nitrogen lyases;Ammonia-lyases;Aspartate ammonia-lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.3.1.1 EC:4.3.1.1 131211.7 1861.67 1762.17 1321.33 2156.5 2232.67 1461.33 1217.83 3363.5 65.67 91.5 490.17 563.3299999999998 35.5 902.33 22.5 132.5 6007.0 6418.0 743.67 4467.17 4204.83 1750.67 5285.17 2710.33 2804.67 276.33000000000004 68.17 192.17 626.0 189.5 2625.17 151.0 4507.17 923.67 938.67 940.17 3114.0 5126.83 4624.17 3882.83 158.17000000000004 325.17 454.33 958.0 715.0 251.5 218.0 31.0 1176.33 1371.0 2894.17 1387.17 1219.83 746.83 1104.0 1131.33 6855.17 3688.67 2095.17 4418.5 2422.5 6163.5 7018.0 4150.5 +Lyases;Carbon-nitrogen lyases;Ammonia-lyases;L-serine ammonia-lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.3.1.17 EC:4.3.1.17 341659.19999999995 7285.67 3434.67 4069.83 7076.0 8081.17 6262.33 5421.83 6868.5 140.17 313.0 813.17 932.33 70.0 1954.33 47.0 159.0 11993.0 12864.0 1591.17 9065.67 8485.83 3361.17 10580.67 5599.83 3807.67 700.83 6003.17 4759.17 1412.5 5365.0 3871.17 373.0 5805.67 4532.67 4414.67 4279.67 2327.0 8125.83 4799.67 3734.83 6743.67 6772.67 1973.83 3383.5 1411.5 3096.0 9675.5 13497.0 1500.83 8362.0 7836.17 8387.17 10054.33 776.83 2711.0 1700.83 13796.67 7497.67 4311.17 8147.0 5510.0 12300.0 14282.0 7149.0 +Lyases;Carbon-nitrogen lyases;Ammonia-lyases;Threonine ammonia-lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.3.1.19 EC:4.3.1.19 164397.2 3571.67 1092.17 1905.33 3384.0 3955.17 3073.83 2567.83 3391.5 70.17 154.5 320.17 364.83 32.5 976.83 24.0 41.0 5972.0 6420.5 744.17 4460.17 4227.33 1501.17 5269.67 2656.83 2906.67 407.33 3019.17 2392.17 708.5 2674.0 2668.67 208.5 1278.17 2009.67 1888.67 1854.67 754.0 2963.83 894.17 312.8300000000001 3339.67 3280.17 801.33 1271.5 762.0 1458.5 4777.5 6744.0 1306.83 4110.0 4033.17 4155.17 5005.33 758.83 1841.0 1174.83 6899.67 3746.17 2129.17 4072.5 2752.0 6147.0 7141.5 3571.0 +Lyases;Carbon-nitrogen lyases;Ammonia-lyases;Histidine ammonia-lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.3.1.3 EC:4.3.1.3 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Lyases;Carbon-nitrogen lyases;Ammonia-lyases;Ethanolamine ammonia-lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.3.1.7 EC:4.3.1.7 169698.0 1582.0 804.0 866.0 1822.0 2464.0 1306.0 882.0 5242.0 128.0 154.0 526.0 604.0 44.0 1788.0 38.0 60.0 11916.0 12778.0 1272.0 8624.0 8190.0 2478.0 10482.0 4734.0 1598.0 228.0 12.0 102.0 1068.0 168.0 2058.0 64.0 2062.0 114.0 196.0 274.0 374.0 4948.0 1452.0 474.0 140.0 192.0 114.0 110.0 296.0 90.0 24.0 8.0 84.0 1642.0 4662.0 1192.0 1336.0 6.0 68.0 742.0 13216.0 6190.0 2208.0 7592.0 4020.0 11968.0 13482.0 6340.0 +Lyases;Carbon-nitrogen lyases;Amidine-lyases;Argininosuccinate lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.3.2.1 EC:4.3.2.1 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Lyases;Carbon-nitrogen lyases;Amidine-lyases;Adenylosuccinate lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.3.2.2 EC:4.3.2.2 259637.7 4980.67 2521.67 2860.83 4828.5 5027.67 4077.83 3451.83 4232.5 3759.67 576.8 1714.17 798.6299999999999 5655.2 2207.83 1951.9 3590.5 6035.0 6450.5 951.67 4750.67 4384.33 2108.67 5338.17 3114.33 2908.67 567.83 3065.17 2471.17 867.0 2804.5 2832.67 339.5 4776.67 4418.67 4241.67 4047.17 3215.0 5582.83 4749.67 3961.83 6646.17 6661.67 1891.83 3369.0 1292.5 3012.0 9729.0 13489.0 1431.33 7396.0 5448.17 7706.17 9357.83 771.83 2664.0 1361.33 7219.17 4355.17 3238.17 4744.4 3192.9 6369.5 7475.5 4595.5 +Lyases;Carbon-nitrogen lyases;Amine-lyases;Pyridoxal 5'-phosphate synthase (glutamine hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:4.3.3.6 EC:4.3.3.6 244792.0 1874.0 3306.0 1392.0 2476.0 2824.0 1542.0 1468.0 5414.0 5192.0 912.0 3182.0 1280.0 11268.0 2032.0 3886.0 7092.0 12014.0 12830.0 1482.0 8920.0 8328.0 3338.0 10566.0 5308.0 1598.0 274.0 38.0 218.0 1154.0 290.0 2186.0 138.0 8592.0 1420.0 1642.0 1626.0 2984.0 9516.0 7588.0 6728.0 282.0 624.0 870.0 1802.0 716.0 470.0 268.0 34.0 90.0 1988.0 4730.0 1402.0 1508.0 8.0 96.0 774.0 13222.0 6202.0 2316.0 7604.0 4038.0 11986.0 13488.0 6356.0 +Lyases;Carbon-nitrogen lyases;Amine-lyases;4-hydroxy-tetrahydrodipicolinate synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.3.3.7 EC:4.3.3.7 196552.7 4415.67 3616.17 2956.33 4730.5 5015.67 3797.33 3493.83 4108.5 3759.67 507.3 1851.17 934.13 5655.7 2186.33 1948.9 3651.5 6056.0 6469.0 853.67 4624.17 4319.83 2270.67 5327.17 3168.33 4802.67 321.3300000000001 81.17 264.17 724.0 296.5 4144.17 197.0 7943.17 1817.67 1823.67 1812.17 4491.0 7819.83 7838.17 7055.83 269.17 567.17 870.33 1815.0 938.0 484.5 353.0 53.0 1222.33 2035.0 3250.17 2241.17 1761.83 750.83 1202.0 1195.33 7070.17 4327.67 3045.17 4642.9 3144.9 6289.5 7360.0 4513.5 +Lyases;Carbon-nitrogen lyases;Other carbon-nitrogen lyases;7-carboxy-7-deazaguanine synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.3.99.3 EC:4.3.99.3 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Lyases;Carbon-sulfur lyases;Carbon-sulfur lyases (only sub-subclass identified to date);Methionine gamma-lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.4.1.11 EC:4.4.1.11 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Lyases;Carbon-sulfur lyases;Carbon-sulfur lyases (only sub-subclass identified to date);Selenocysteine lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.4.1.16 EC:4.4.1.16 201349.7 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 71.67 168.0 541.1700000000002 616.8299999999998 46.0 984.83 26.5 143.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.0 3161.5 6323.5 7414.5 4550.5 +Lyases;Carbon-sulfur lyases;Carbon-sulfur lyases (only sub-subclass identified to date);S-ribosylhomocysteine lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.4.1.21 EC:4.4.1.21 156450.7 4296.67 2381.67 2718.83 4376.5 4859.67 3679.83 3221.83 4034.5 71.67 164.0 511.17 566.8299999999998 44.0 982.83 24.5 135.5 6007.0 6439.5 746.67 4472.67 4177.33 1704.67 5288.17 2884.33 909.67 296.8300000000001 3001.17 2417.17 596.0 2625.5 1191.67 144.5 4688.67 944.67 989.67 977.17 3159.0 5398.83 4666.67 3908.83 190.17 346.67 487.83 965.0 711.5 288.0 234.0 41.0 1219.33 1862.0 3216.17 2123.17 1667.83 749.83 1188.0 1179.33 7059.17 4323.17 3000.17 4634.0 3128.5 6274.5 7349.5 4505.5 +Lyases;Carbon-sulfur lyases;Carbon-sulfur lyases (only sub-subclass identified to date);S-(hydroxymethyl)glutathione synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.4.1.22 EC:4.4.1.22 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Lyases;Carbon-sulfur lyases;Carbon-sulfur lyases (only sub-subclass identified to date);Lactoylglutathione lyase https://www.genome.jp/dbget-bin/www_bget?EC:4.4.1.5 EC:4.4.1.5 379828.4 7592.34 2516.34 4172.66 7429.0 9049.34 6601.66 5458.66 9305.0 2736.34 755.0 2016.34 1098.66 5692.0 2966.66 1988.0 3543.0 17888.0 19220.0 2020.34 13090.34 12390.66 3934.34 15755.34 7565.66 2620.34 791.6600000000002 6012.34 4790.34 1751.0 5281.0 3378.34 338.0 3525.34 2174.34 2165.34 2191.34 1643.0 8189.66 2390.34 819.66 3512.34 3494.34 951.66 1390.0 1368.0 1588.0 4818.0 6762.0 2549.66 6274.0 9281.34 6104.34 6827.66 1509.66 2978.0 2629.66 20321.34 10571.34 5243.34 11880.0 7478.0 18226.0 20955.0 10267.0 +Lyases;Phosphorus-oxygen lyases;Phosphorus-oxygen lyases (only sub-subclass identified to date);Adenylate cyclase https://www.genome.jp/dbget-bin/www_bget?EC:4.6.1.1 EC:4.6.1.1 14632.4 7.34 1.34 7.66 22.0 12.34 6.66 11.66 1.0 0.34 1.0 6.34 9.66 0.0 0.66 1.0 0.0 0.0 3.0 3.34 3.34 38.66 72.34 1.34 1.66 2016.34 272.66 96.34 154.34 52.0 47.0 1615.34 153.0 19.34 169.34 115.34 131.34 956.0 91.66 58.34 24.66 7.34 4.34 9.66 7.0 636.0 14.0 2.0 4.0 2231.66 62.0 528.34 49.34 80.66 1483.66 1970.0 1329.66 7.34 1.34 2.34 4.0 3.0 3.0 4.0 2.0 +Lyases;Phosphorus-oxygen lyases;Phosphorus-oxygen lyases (only sub-subclass identified to date);2-C-methyl-D-erythritol 2,4-cyclodiphosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:4.6.1.12 EC:4.6.1.12 148919.2 3348.67 2256.67 2071.83 3472.0 4012.17 2992.33 2719.83 3366.5 2602.17 460.0 1618.17 649.3299999999998 5642.0 1078.33 1944.0 3549.0 6007.0 6437.0 746.17 4467.67 4173.83 1690.17 5283.67 2825.83 812.67 293.8300000000001 67.17 182.17 593.5 153.0 1188.17 141.0 4458.67 870.67 956.67 954.67 2018.0 5092.83 3886.67 3405.83 175.67000000000004 335.67 471.83 909.5 675.5 273.0 146.5 22.0 1203.83 1516.0 2951.17 1464.17 1244.33 748.83 1117.0 1099.83 6820.67 3734.67 2055.17 4016.0 2728.0 6107.0 7079.0 3534.0 +Lyases;Other lyases;Sole sub-subclass for lyases that do not belong in the other subclasses;Ferrochelatase https://www.genome.jp/dbget-bin/www_bget?EC:4.99.1.1 EC:4.99.1.1 124660.20000000001 967.67 1670.17 725.3299999999998 1262.0 1457.17 774.83 765.8299999999998 2719.5 64.17 152.5 448.17 526.8299999999998 27.5 913.83 22.0 107.0 6007.0 6420.5 743.17 4463.17 4202.33 1744.17 5286.67 2657.83 2901.67 274.33000000000004 3000.17 2427.17 625.5 2661.0 2624.67 152.5 4346.17 849.6700000000002 907.67 919.67 1983.0 4866.83 3857.17 3383.83 151.67000000000004 317.17 445.33 910.5 682.0 255.5 140.5 30.0 1160.83 1025.0 2629.17 730.17 796.33 745.83 1033.0 1051.83 6616.67 3103.17 1168.17 3811.5 2022.0 5996.0 6748.5 3179.0 +Lyases;Other lyases;Sole sub-subclass for lyases that do not belong in the other subclasses;Sirohydrochlorin cobaltochelatase https://www.genome.jp/dbget-bin/www_bget?EC:4.99.1.3 EC:4.99.1.3 20494.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 2532.17 374.0 1149.17 126.33 5607.0 121.33 1924.0 3439.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Lyases;Other lyases;Sole sub-subclass for lyases that do not belong in the other subclasses;Sirohydrochlorin ferrochelatase https://www.genome.jp/dbget-bin/www_bget?EC:4.99.1.4 EC:4.99.1.4 35126.6 11.01 2.01 11.49 25.0 15.51 9.99 16.490000000000002 1.5 2532.51 375.0 1155.51 135.99 5607.0 121.99 1925.0 3439.0 0.0 3.0 4.51 4.01 39.49 73.51 2.01 2.49 2027.01 408.49 144.51 225.51 56.5 50.0 1700.51 225.0 23.01 199.01 145.01 157.01 1426.0 97.49 60.01 31.49 8.01 5.01 12.49 8.5 949.5 17.0 2.5 4.0 3347.49 93.0 792.51 70.51 118.99 2225.49 2955.0 1994.49 9.01 2.01 3.51 4.0 3.0 3.0 4.0 3.0 +Isomerases;Racemases and epimerases;Acting on amino acids and derivatives;Alanine racemase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.1.1 EC:5.1.1.1 251181.2 5559.67 2560.17 3411.33 5510.0 5758.17 4565.83 3814.83 4789.5 7449.17 988.1 2881.17 938.43 11268.9 3433.83 3877.8 7047.0 6021.0 6446.5 850.17 4617.17 4302.33 1952.17 5314.67 3054.83 2906.67 435.33 3034.17 2450.17 754.5 2736.0 2736.67 247.5 4934.17 2810.67 2675.67 2573.67 4331.0 5813.83 5509.17 4441.83 3431.67 3515.17 1204.33 2220.5 1041.0 1659.5 5064.5 6777.0 1340.83 4975.0 4597.17 5576.17 5938.33 761.83 1997.0 1349.83 7379.67 4926.17 4055.17 5304.3 3564.8 6491.0 7684.5 5522.0 +Isomerases;Racemases and epimerases;Acting on amino acids and derivatives;Aspartate racemase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.1.13 EC:5.1.1.13 44899.0 342.0 70.0 71.0 234.0 87.0 199.0 116.0 99.0 0.0 4.0 30.0 50.0 2.0 2.0 2.0 8.0 14.0 7.0 103.0 140.0 122.0 237.0 25.0 115.0 1997.0 136.0 32.0 33.0 157.0 110.0 1543.0 102.0 50.0 1792.0 1654.0 1575.0 36.0 132.0 69.0 32.0 3231.0 3159.0 704.0 1204.0 295.0 1366.0 4748.0 6726.0 106.0 2767.0 1116.0 2795.0 3847.0 11.0 738.0 91.0 82.0 16.0 119.0 57.0 33.0 49.0 65.0 45.0 +Isomerases;Racemases and epimerases;Acting on amino acids and derivatives;Glutamate racemase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.1.3 EC:5.1.1.3 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Isomerases;Racemases and epimerases;Acting on amino acids and derivatives;Diaminopimelate epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.1.7 EC:5.1.1.7 131806.2 940.67 1653.67 699.8299999999998 1257.0 1421.17 774.33 740.8299999999998 2707.5 2596.17 457.0 1597.17 649.3299999999998 5634.0 1016.33 1944.0 3546.0 6007.0 6418.0 743.17 4462.67 4201.83 1740.17 5283.67 2654.83 2804.67 273.83000000000004 67.17 192.17 624.5 189.0 2623.17 150.0 4311.67 849.6700000000002 906.67 918.67 1978.0 4843.83 3850.67 3381.83 147.67000000000004 315.67 441.83 906.5 680.5 246.0 135.5 21.0 1160.83 1025.0 2629.17 729.17 796.33 745.83 1033.0 1051.83 6616.67 3101.67 1159.17 3806.0 2022.0 5996.0 6748.0 3179.0 +Isomerases;Racemases and epimerases;Acting on amino acids and derivatives;4-hydroxyproline epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.1.8 EC:5.1.1.8 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Isomerases;Racemases and epimerases;Acting on hydroxy acids and derivatives;3-hydroxybutyryl-CoA epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.2.3 EC:5.1.2.3 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;Ribulose-phosphate 3-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.1 EC:5.1.3.1 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;dTDP-4-dehydrorhamnose 3,5-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.13 EC:5.1.3.13 33615.0 2435.0 619.5 1397.5 2252.0 2639.0 2218.5 2008.0 671.0 6.0 74.5 33.0 21.5 8.5 80.5 4.0 3.0 0.0 27.5 5.0 9.5 46.5 94.0 3.0 174.0 2095.0 22.5 2933.0 2249.0 56.0 2518.0 1456.5 11.5 205.5 241.0 163.0 197.0 77.0 432.0 152.5 48.0 44.0 27.5 41.5 15.0 14.5 52.5 18.0 18.0 43.0 491.0 322.0 750.0 456.0 3.0 84.0 48.0 212.0 634.5 905.0 223.5 712.0 117.0 339.5 355.0 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;UDP-N-acetylglucosamine 2-epimerase (non-hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.14 EC:5.1.3.14 260270.0 2097.0 2141.5 1225.5 2388.0 2767.0 1623.5 1316.0 5439.0 2660.0 606.5 1884.0 995.5 5658.5 1930.5 1966.0 3584.0 11979.0 12813.5 1480.0 8912.5 8381.5 3149.0 10552.0 5139.0 3692.0 387.5 2990.0 2428.0 1269.0 2811.0 3666.5 205.5 5411.5 2559.0 2574.0 2526.0 1720.0 7387.0 4595.5 3635.0 3446.0 3568.5 1199.5 2164.0 802.5 1655.5 4899.0 6756.0 193.0 4582.0 5812.0 4093.0 5269.0 18.0 820.0 849.0 13301.0 6213.5 2390.0 7660.5 4062.0 12026.0 13550.5 6393.0 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;Glucose-6-phosphate 1-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.15 EC:5.1.3.15 27497.2 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 0.17 5.0 179.17 212.33 5.0 1.33 0.0 77.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;UDP-glucose 4-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.2 EC:5.1.3.2 348674.7 5771.67 2923.67 3293.83 5755.5 6265.67 4730.83 3894.83 6853.5 3823.67 654.8 1983.17 1109.63 5677.2 3101.83 1971.9 3620.5 11993.0 12842.5 1588.67 9064.67 8516.33 3417.67 10579.17 5481.33 5702.67 682.83 3071.17 2534.17 1444.0 2929.5 5306.67 380.5 5819.67 4585.67 4395.67 4264.17 3418.0 8136.83 5530.67 4209.83 6722.17 6760.67 1952.83 3428.0 1449.5 3065.0 9742.0 13497.0 1473.33 8217.0 7779.17 8309.17 10029.83 774.83 2698.0 1732.33 13831.17 7450.17 4342.17 8544.4 5205.9 12356.5 14220.5 7765.5 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;L-ribulose-5-phosphate 3-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.22 EC:5.1.3.22 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;N-acetylneuraminate epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.24 EC:5.1.3.24 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;Aldose 1-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.3 EC:5.1.3.3 248553.7 4980.67 2521.67 2860.83 4844.5 5033.67 4077.83 3453.83 4232.5 1227.67 203.8 571.1700000000002 681.6299999999999 48.2 2086.83 28.9 151.5 6035.0 6453.5 952.67 4752.67 4421.33 2178.67 5338.17 3114.33 4903.67 568.83 3065.17 2483.17 910.0 2845.5 4277.67 348.5 4788.67 4528.67 4297.67 4127.17 3231.0 5662.83 4804.67 3972.83 6652.17 6664.67 1895.83 3373.0 1301.5 3020.0 9730.0 13493.0 1431.33 7396.0 5448.17 7713.17 9361.83 771.83 2664.0 1361.33 7223.17 4355.17 3238.17 4748.4 3195.9 6372.5 7479.5 4595.5 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;L-ribulose-5-phosphate 4-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.4 EC:5.1.3.4 128914.0 4738.0 2141.0 2949.0 4575.0 4481.0 3909.0 3342.0 2156.0 2541.0 403.0 1463.0 468.0 5639.0 200.0 1931.0 3578.0 63.0 52.0 212.0 302.0 169.0 638.0 70.0 684.0 5.0 184.0 47.0 81.0 172.0 136.0 176.0 132.0 3853.0 2614.0 2491.0 2330.0 3653.0 3231.0 4720.0 4185.0 3351.0 3414.0 1137.0 2156.0 569.0 1594.0 5046.0 6760.0 183.0 4123.0 2002.0 4951.0 5228.0 17.0 978.0 314.0 766.0 1829.0 2941.0 1498.0 1549.0 504.0 939.0 2351.0 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;UDP-glucuronate 4-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.6 EC:5.1.3.6 10444.4 7.34 1.34 7.66 6.0 6.34 6.66 9.66 1.0 0.34 0.0 0.34 0.66 0.0 0.66 0.0 0.0 0.0 0.0 2.34 1.34 1.66 2.34 1.34 1.66 21.34 271.66 96.34 142.34 9.0 6.0 170.34 144.0 7.34 59.34 59.34 51.34 940.0 11.66 3.34 13.66 1.34 1.34 5.66 3.0 627.0 6.0 1.0 0.0 2231.66 62.0 528.34 42.34 76.66 1483.66 1970.0 1329.66 3.34 1.34 2.34 0.0 0.0 0.0 0.0 2.0 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;UDP-N-acetylglucosamine 4-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.7 EC:5.1.3.7 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;N-acylglucosamine 2-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.8 EC:5.1.3.8 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Isomerases;Racemases and epimerases;Acting on carbohydrates and derivatives;N-acylglucosamine-6-phosphate 2-epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.3.9 EC:5.1.3.9 183458.2 1455.67 2991.17 1059.33 1791.0 1712.17 1091.83 1170.83 2904.5 64.17 159.5 645.1700000000002 770.8299999999998 34.5 916.83 22.0 192.0 6070.0 6447.5 949.17 4747.17 4319.33 2271.17 5353.67 3059.83 908.67 431.33 3045.17 2494.17 739.5 2750.0 1341.67 273.5 7637.17 3074.67 3172.67 3010.67 3292.0 7122.83 6884.17 6520.83 3441.67 3686.17 1519.33 2952.5 1169.0 1795.5 5008.5 6761.0 1269.83 3965.0 3779.17 3616.17 4721.33 757.83 1785.0 1158.83 6693.67 3125.17 1341.17 3866.5 2058.0 6048.0 6808.5 3232.0 +Isomerases;Racemases and epimerases;Acting on other compounds;Methylmalonyl-CoA epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.99.1 EC:5.1.99.1 26463.0 146.0 1251.0 263.0 343.0 186.0 118.0 295.0 86.0 0.0 6.0 185.0 221.0 5.0 1.0 1.0 77.0 49.0 29.0 106.0 150.0 106.0 500.0 42.0 287.0 1995.0 24.0 13.0 70.0 86.0 102.0 1509.0 46.0 3277.0 763.0 779.0 756.0 1321.0 2364.0 3123.0 3138.0 77.0 219.0 382.0 850.0 219.0 198.0 123.0 17.0 3.0 173.0 34.0 112.0 90.0 1.0 14.0 16.0 7.0 6.0 54.0 10.0 12.0 12.0 7.0 8.0 +Isomerases;Racemases and epimerases;Acting on other compounds;NAD(P)H-hydrate epimerase https://www.genome.jp/dbget-bin/www_bget?EC:5.1.99.6 EC:5.1.99.6 20494.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 2532.17 374.0 1149.17 126.33 5607.0 121.33 1924.0 3439.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Isomerases;cis-trans-Isomerases;cis-trans Isomerases (only sub-subclass identified to date);Maleylpyruvate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.2.1.4 EC:5.2.1.4 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Isomerases;cis-trans-Isomerases;cis-trans Isomerases (only sub-subclass identified to date);Peptidylprolyl isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.2.1.8 EC:5.2.1.8 677970.5 16180.7 9160.2 9985.8 16213.5 17600.2 13797.3 12234.3 13062.0 6222.2 1049.9 2961.7 2215.7000000000007 5757.1 6457.3 2007.7 3941.5 18098.0 19389.0 2565.2 13862.2 12934.3 6190.2 15964.2 9349.8 10887.7 2159.8 12350.7 10134.7 2275.5 10737.5 10222.7 1199.0 17674.2 7629.7 7426.7 7214.2 14237.0 19297.3 17425.2 15024.3 7158.2 7609.2 3314.8 6178.5 5152.5 3867.5 10342.5 13610.0 11726.8 12001.0 14085.7 12969.7 13511.8 7468.3 12033.0 8437.8 21572.2 13646.7 10205.7 14250.7 10179.7 19050.5 22525.0 13976.5 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;Triose-phosphate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.1 EC:5.3.1.1 235909.19999999998 5559.67 2560.17 3411.33 5510.0 5758.17 4565.83 3814.83 4789.5 4917.17 614.1 1732.17 812.43 5661.9 3312.83 1953.8 3608.0 6021.0 6446.5 850.17 4617.17 4302.33 1952.17 5314.67 3054.83 2906.67 435.33 3034.17 2450.17 754.5 2736.0 2736.67 247.5 4934.17 2810.67 2675.67 2573.67 4331.0 5813.83 5509.17 4441.83 3431.67 3515.17 1204.33 2220.5 1041.0 1659.5 5064.5 6777.0 1340.83 4975.0 4597.17 5576.17 5938.33 761.83 1997.0 1349.83 7379.67 4926.17 4055.17 5304.3 3564.8 6491.0 7684.5 5522.0 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;Glucuronate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.12 EC:5.3.1.12 72396.20000000001 491.67 1321.67 337.83 564.0 270.17 320.3300000000001 413.83 185.5 0.17 9.0 209.17 262.33 7.0 3.33 2.0 85.0 63.0 33.0 209.17 288.67 191.83 668.1700000000002 67.67 402.83 2007.67 294.8300000000001 93.17 162.17000000000004 204.5 174.0 1692.17 211.0 3318.67 2474.67 2406.67 2276.67 1811.0 2421.83 3138.67 3165.83 3302.67 3375.67 1084.83 2051.5 818.5 1559.0 4870.5 6739.0 1224.83 2971.0 1414.17 2921.17 3971.33 753.83 1737.0 771.83 86.67 22.67 174.17000000000004 63.0 42.0 58.0 68.0 54.0 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;Arabinose-5-phosphate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.13 EC:5.3.1.13 24087.7 924.67 109.17 625.33 918.5 820.67 690.33 483.83 656.5 1.67 9.5 48.17 49.33 8.5 7.33 3.5 25.5 0.0 3.0 2.67 7.17 40.83 81.67 2.17 56.33 2005.67 139.33 49.17 83.17 49.0 44.5 1532.17 82.0 211.17 213.67 117.67 127.17 1622.0 368.83 830.17 518.83 17.17 13.17 19.33 57.0 357.0 16.5 84.0 14.0 1131.33 377.0 529.1700000000002 686.17 465.83 742.83 1056.0 744.33 244.17 587.67 937.17 616.5 403.5 170.5 274.0 972.5 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;L-rhamnose isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.14 EC:5.3.1.14 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.16 EC:5.3.1.16 145509.7 4123.67 1114.17 2430.33 4060.5 4649.67 3561.33 2905.83 3936.5 2603.67 464.5 1487.17 486.33 5645.5 1084.33 1947.5 3497.5 5958.0 6414.0 642.67 4326.17 4144.83 1340.67 5243.17 2594.33 2807.67 274.33000000000004 55.17 136.17000000000002 595.0 133.5 2571.17 114.0 1401.17 401.67 321.67 380.17 1865.0 3171.83 1647.17 790.83 121.17 132.17000000000002 110.33 119.0 509.0 96.5 108.0 23.0 1216.33 1689.0 3182.17 2024.17 1585.83 748.83 1174.0 1163.33 7060.17 4315.67 2937.17 4626.5 3122.5 6268.5 7350.0 4497.5 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;5-dehydro-4-deoxy-D-glucuronate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.17 EC:5.3.1.17 17536.2 30.67 17.17 29.33 24.0 45.17 3.83 31.83 12.5 0.17 70.5 6.17 12.83 0.5 18.83 3.0 0.0 0.0 5.5 2.17 3.17 38.33 75.17 3.67 3.83 2102.67 137.33 2981.17 2318.17 48.5 2516.0 1531.67 83.5 50.17 139.67000000000002 86.67 106.67 491.0 108.83 63.17 19.83 10.67 5.17 10.33 9.5 324.0 20.5 6.5 13.0 1115.83 31.0 264.17 29.17 42.33 741.83 985.0 664.83 5.67 2.17 10.17 9.5 3.0 3.0 4.5 1.0 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;S-methyl-5-thioribose-1-phosphate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.23 EC:5.3.1.23 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;Phosphoribosylanthranilate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.24 EC:5.3.1.24 208495.7 4611.67 2435.17 2764.33 4605.5 4910.67 3878.33 3312.83 4121.5 2603.67 472.5 1690.17 739.3299999999998 5652.5 1087.33 1948.5 3582.5 6021.0 6444.0 849.67 4612.17 4298.83 1937.67 5310.17 2996.33 2809.67 432.33 100.17 215.17 752.0 263.5 2733.17 244.0 4704.17 2736.67 2642.67 2551.17 3190.0 5507.83 4729.17 3938.83 3417.17 3504.17 1188.33 2165.0 1005.0 1644.5 4977.0 6758.0 1325.33 4629.0 4332.17 4917.17 5514.83 760.83 1926.0 1270.33 7141.17 4337.67 3110.17 4685.5 3161.5 6323.5 7414.0 4550.5 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;L-fucose isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.25 EC:5.3.1.25 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;D-sedoheptulose 7-phosphate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.28 EC:5.3.1.28 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;5-deoxy-glucuronate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.30 EC:5.3.1.30 107124.0 937.0 1653.0 696.0 1238.0 1412.0 771.0 734.0 2707.0 64.0 82.0 442.0 514.0 27.0 895.0 19.0 107.0 6007.0 6415.0 741.0 4460.0 4164.0 1669.0 5283.0 2654.0 799.0 137.0 19.0 109.0 577.0 145.0 1093.0 69.0 4296.0 710.0 821.0 813.0 1492.0 4758.0 3794.0 3364.0 141.0 312.0 435.0 901.0 358.0 235.0 134.0 17.0 45.0 994.0 2365.0 701.0 754.0 4.0 48.0 387.0 6611.0 3101.0 1158.0 3802.0 2019.0 5993.0 6744.0 3178.0 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;L-arabinose isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.4 EC:5.3.1.4 55388.5 1263.0 178.5 692.5 1117.5 892.5 886.0 591.0 755.0 1.5 11.5 66.0 81.0 10.5 9.0 3.5 33.5 14.0 4.0 102.5 142.5 88.0 177.5 26.5 170.5 2.0 137.5 33.0 21.0 115.5 69.5 100.0 94.0 233.5 1756.0 1630.0 1516.5 1156.0 335.0 787.5 522.0 3235.5 3165.5 712.5 1251.5 320.5 1363.5 4829.5 6732.0 121.5 3113.0 1381.0 3446.0 4266.5 12.0 809.0 170.5 316.5 603.0 1055.0 665.5 430.5 213.5 331.0 1016.5 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;Xylose isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.5 EC:5.3.1.5 14677.5 921.0 108.5 621.5 899.5 811.5 687.0 477.0 656.0 1.5 8.5 42.0 40.0 8.5 7.0 2.5 25.5 0.0 0.0 0.5 4.5 3.0 10.5 1.5 55.5 0.0 2.5 1.0 0.0 1.5 0.5 2.0 1.0 195.5 74.0 32.0 21.5 1136.0 283.0 773.5 501.0 10.5 9.5 12.5 51.5 34.5 5.5 82.5 10.0 15.5 346.0 265.0 658.0 423.5 1.0 71.0 79.5 238.5 587.0 936.0 612.5 400.5 167.5 270.0 971.5 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;Ribose-5-phosphate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.6 EC:5.3.1.6 291857.7 9034.67 4522.67 5667.83 8967.5 9346.67 7588.83 6565.83 6190.5 3768.67 599.8 1980.17 1058.63 5683.2 2282.83 1956.9 3713.5 6070.0 6494.5 959.67 4776.67 4383.33 2412.67 5358.17 3568.33 2909.67 481.83 3048.17 2510.17 811.0 2802.5 2812.67 285.5 8553.67 3668.67 3536.67 3387.17 6828.0 8709.83 9441.67 8104.83 3547.17 3763.67 1628.83 3125.0 1289.5 1890.0 5281.0 6805.0 1402.33 5985.0 5218.17 7081.17 6899.83 766.83 2166.0 1493.33 7829.17 6152.17 5941.17 6136.4 4681.9 6781.5 8292.5 6856.5 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;Mannose-6-phosphate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.8 EC:5.3.1.8 241201.69999999998 4784.67 3702.67 3052.83 4937.5 5126.67 3996.83 3630.83 4219.5 3759.67 578.8 1869.17 969.63 5658.2 2206.83 1950.9 3659.5 6070.0 6472.5 954.67 4760.67 4368.33 2371.67 5355.17 3286.33 2906.67 455.83 3046.17 2508.17 796.0 2796.5 2798.67 283.5 8003.67 3389.67 3366.67 3228.17 4500.0 7814.83 7803.67 7067.83 3492.17 3721.67 1569.83 3015.0 1216.5 1844.0 5104.0 6780.0 1328.33 4802.0 4366.17 5023.17 5600.83 761.83 1940.0 1286.33 7144.17 4345.17 3173.17 4697.4 3171.9 6332.5 7417.5 4558.5 +Isomerases;Intramolecular oxidoreductases;Interconverting aldoses and ketoses, and related compounds;Glucose-6-phosphate isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.1.9 EC:5.3.1.9 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Isomerases;Intramolecular oxidoreductases;Interconverting keto- and enol-groups;2-hydroxymuconate tautomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.2.6 EC:5.3.2.6 171969.5 4489.0 1200.0 2523.0 4264.5 4757.5 3757.5 3038.0 4047.0 1227.5 193.8 356.0 410.3 41.2 2083.5 25.9 66.5 5972.0 6417.5 742.5 4462.0 4192.5 1440.5 5270.5 2711.5 901.0 273.0 2972.0 2309.0 662.5 2630.5 1140.5 128.5 1458.0 1944.0 1835.0 1770.5 1404.0 3161.0 1611.0 796.0 3343.5 3286.0 807.0 1317.5 474.0 1453.0 4858.5 6750.0 206.5 4425.0 4034.0 4785.0 5386.5 18.0 927.0 589.5 7132.5 4332.5 3064.0 4681.4 3150.9 6311.5 7407.5 4541.5 +Isomerases;Intramolecular oxidoreductases;Transposing C=C bonds;5-carboxymethyl-2-hydroxymuconate Delta-isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.3.10 EC:5.3.3.10 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Isomerases;Intramolecular oxidoreductases;Transposing C=C bonds;Trans-2-decenoyl-[acyl-carrier-protein] isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.3.14 EC:5.3.3.14 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Isomerases;Intramolecular oxidoreductases;Transposing C=C bonds;Isopentenyl-diphosphate Delta-isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.3.2 EC:5.3.3.2 182353.69999999998 2230.67 1848.67 1417.83 2379.5 2349.67 1660.83 1356.83 3474.5 1221.67 195.8 514.1700000000002 622.6299999999999 38.2 2022.83 25.9 140.5 6021.0 6424.5 845.67 4605.67 4290.33 1921.67 5313.17 2828.33 2903.67 411.83 3033.17 2448.17 741.0 2730.5 2724.67 246.5 4579.67 2605.67 2537.67 2436.17 3139.0 5201.83 4644.67 3905.83 3387.17 3482.67 1157.83 2162.0 1002.5 1619.0 4970.0 6762.0 1282.33 4138.0 4010.17 4176.17 5062.83 757.83 1842.0 1222.33 6933.17 3706.17 2223.17 4477.4 2453.9 6209.5 7079.5 4195.5 +Isomerases;Intramolecular oxidoreductases;Transposing C=C bonds;Dodecenoyl-CoA isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.3.8 EC:5.3.3.8 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Isomerases;Intramolecular oxidoreductases;Transposing S-S bonds;Protein disulfide-isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.4.1 EC:5.3.4.1 13598.2 3.67 0.67 3.83 35.0 15.17 3.33 8.83 0.5 0.17 2.0 12.17 18.33 0.0 0.33 2.0 0.0 0.0 6.0 3.17 4.67 74.83 141.17 0.67 0.83 4000.67 137.83 48.17 95.17 90.5 85.0 2975.17 90.0 27.67 249.67 141.67000000000004 185.67 502.0 165.83 111.67 28.83 12.67 6.67 10.83 9.5 331.5 19.0 2.5 8.0 1115.83 31.0 264.17 35.17 46.33 741.83 985.0 664.83 9.67 0.67 1.17 8.0 6.0 6.0 8.0 1.0 +Isomerases;Intramolecular oxidoreductases;Other intramolecular oxidoreductases;2-keto-myo-inositol isomerase https://www.genome.jp/dbget-bin/www_bget?EC:5.3.99.11 EC:5.3.99.11 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Isomerases;Intramolecular transferases;Phosphotransferases (phosphomutases);Phosphoglucosamine mutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.2.10 EC:5.4.2.10 214738.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 3759.67 572.8 1684.17 748.6299999999999 5653.2 2205.83 1949.9 3582.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Isomerases;Intramolecular transferases;Phosphotransferases (phosphomutases);Phosphoglycerate mutase (2,3-diphosphoglycerate-dependent) https://www.genome.jp/dbget-bin/www_bget?EC:5.4.2.11 EC:5.4.2.11 361979.2 6838.67 4283.17 4178.33 6950.0 7245.17 5535.83 4660.83 7595.5 1293.17 292.3 1043.17 1217.63 83.7 2988.83 48.4 284.0 12042.0 12862.5 1692.17 9213.17 8514.33 3718.17 10622.67 5823.83 1712.67 706.33 3085.17 2568.17 1402.5 2909.0 2482.67 400.5 9256.17 5092.67 5038.67 4801.67 5827.0 10543.83 9262.17 7815.83 6791.67 6980.17 2335.33 4317.5 1676.0 3244.5 9944.5 13512.0 1491.83 8736.0 8078.17 9058.17 10531.33 776.83 2783.0 1827.83 14064.67 8043.17 5332.17 9154.9 5609.4 12527.0 14485.5 8745.0 +Isomerases;Intramolecular transferases;Phosphotransferases (phosphomutases);Phosphoglycerate mutase (2,3-diphosphoglycerate-independent) https://www.genome.jp/dbget-bin/www_bget?EC:5.4.2.12 EC:5.4.2.12 775332.8999999999 15348.34 6907.34 8968.66 15291.5 17108.84 12821.16 10593.66 17556.0 8874.84 1494.4 4256.34 2520.56 11391.6 8283.16 3964.7 7291.5 29930.0 32085.5 3712.84 22309.34 20944.16 7731.84 26378.84 13444.16 6317.34 1365.66 9050.34 7299.34 3193.5 8228.5 7222.84 676.5 12985.34 7421.34 7262.34 7068.84 8152.0 19090.66 12479.34 9140.66 10319.84 10486.34 3300.66 5761.5 2774.0 4843.0 14845.5 20288.0 2941.16 15325.0 17360.34 15806.34 17748.16 1545.66 4847.0 3872.16 34626.84 19200.84 11510.34 21652.2 13493.7 30923.5 35714.5 19982.5 +Isomerases;Intramolecular transferases;Phosphotransferases (phosphomutases);Phosphoglucomutase (alpha-D-glucose-1,6-bisphosphate-dependent) https://www.genome.jp/dbget-bin/www_bget?EC:5.4.2.2 EC:5.4.2.2 214738.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 3759.67 572.8 1684.17 748.6299999999999 5653.2 2205.83 1949.9 3582.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Isomerases;Intramolecular transferases;Phosphotransferases (phosphomutases);Beta-phosphoglucomutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.2.6 EC:5.4.2.6 261006.5 5280.0 1602.0 2956.0 5191.5 5995.5 4410.5 3481.0 6668.0 1291.5 271.8 625.0 721.3 63.2 2977.5 45.9 96.5 11930.0 12809.5 1379.5 8776.0 8324.5 2749.5 10511.5 5078.5 3695.0 388.0 2978.0 2372.0 1239.5 2755.5 3614.5 169.5 2501.0 2111.0 1989.0 1987.5 1607.0 5715.0 2392.0 1044.0 3419.5 3385.0 868.0 1376.5 631.0 1506.0 4871.5 6758.0 248.5 5246.0 6365.0 5388.0 6058.5 21.0 961.0 960.5 13744.5 7427.5 4168.0 8481.4 5163.9 12298.5 14152.5 7711.5 +Isomerases;Intramolecular transferases;Phosphotransferases (phosphomutases);Phosphopentomutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.2.7 EC:5.4.2.7 177786.19999999998 3571.67 1092.17 1905.33 3368.0 3949.17 3073.83 2565.83 3391.5 3758.17 559.3 1463.17 496.63 5639.7 2197.83 1947.4 3480.0 5972.0 6417.5 743.17 4458.17 4190.33 1431.17 5269.67 2656.83 911.67 406.33 3019.17 2380.17 665.5 2633.0 1223.67 199.5 1266.17 1899.67 1832.67 1774.67 738.0 2883.83 839.17 301.8300000000001 3333.67 3277.17 797.33 1267.5 753.0 1450.5 4776.5 6740.0 1306.83 4110.0 4033.17 4148.17 5001.33 758.83 1841.0 1174.83 6895.67 3746.17 2129.17 4068.9 2750.4 6144.0 7137.5 3571.0 +Isomerases;Intramolecular transferases;Phosphotransferases (phosphomutases);Phosphomannomutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.2.8 EC:5.4.2.8 57401.6 157.01 1253.01 274.49 352.0 195.51 127.99 309.49 87.5 2532.51 380.0 1334.51 347.99 5612.0 122.99 1925.0 3516.0 49.0 29.0 109.51 152.01 108.49 503.51 44.01 289.49 2027.01 431.49 157.51 283.51 99.5 111.0 1764.51 262.0 3288.01 852.01 868.01 833.01 2731.0 2381.49 3128.01 3158.49 79.01 221.01 390.49 854.5 1159.5 207.0 124.5 17.0 3350.49 266.0 826.51 175.51 204.99 2226.49 2969.0 2010.49 12.01 8.01 57.51 10.0 12.0 12.0 7.0 11.0 +Isomerases;Intramolecular transferases;Transferring amino groups;Lysine 2,3-aminomutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.3.2 EC:5.4.3.2 15272.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2532.0 374.0 1149.0 126.0 5607.0 121.0 1924.0 3439.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 +Isomerases;Intramolecular transferases;Transferring amino groups;D-ornithine 4,5-aminomutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.3.5 EC:5.4.3.5 44550.0 292.0 2502.0 526.0 654.0 360.0 236.0 586.0 172.0 0.0 10.0 358.0 424.0 10.0 2.0 0.0 154.0 98.0 52.0 210.0 296.0 138.0 860.0 84.0 574.0 0.0 46.0 26.0 116.0 86.0 122.0 128.0 74.0 6530.0 1306.0 1446.0 1352.0 2610.0 4568.0 6136.0 6254.0 142.0 432.0 756.0 1692.0 420.0 380.0 244.0 26.0 6.0 346.0 68.0 210.0 172.0 2.0 28.0 32.0 6.0 12.0 108.0 12.0 18.0 18.0 6.0 16.0 +Isomerases;Intramolecular transferases;Transferring amino groups;Glutamate-1-semialdehyde 2,1-aminomutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.3.8 EC:5.4.3.8 131806.2 940.67 1653.67 699.8299999999998 1257.0 1421.17 774.33 740.8299999999998 2707.5 2596.17 457.0 1597.17 649.3299999999998 5634.0 1016.33 1944.0 3546.0 6007.0 6418.0 743.17 4462.67 4201.83 1740.17 5283.67 2654.83 2804.67 273.83000000000004 67.17 192.17 624.5 189.0 2623.17 150.0 4311.67 849.6700000000002 906.67 918.67 1978.0 4843.83 3850.67 3381.83 147.67000000000004 315.67 441.83 906.5 680.5 246.0 135.5 21.0 1160.83 1025.0 2629.17 729.17 796.33 745.83 1033.0 1051.83 6616.67 3101.67 1159.17 3806.0 2022.0 5996.0 6748.0 3179.0 +Isomerases;Intramolecular transferases;Transferring hydroxy groups;Isochorismate synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.4.2 EC:5.4.4.2 163917.7 2034.67 3029.67 1609.83 2488.5 2448.67 1579.83 1535.83 3461.5 1221.67 197.8 669.1700000000002 793.6299999999999 41.2 2021.83 24.9 209.5 6056.0 6446.5 848.67 4615.67 4274.33 2184.67 5330.17 3000.33 2901.67 299.8300000000001 3014.17 2485.17 670.0 2722.5 2690.67 190.5 7806.67 1576.67 1662.67 1617.17 4424.0 7433.83 7698.67 7011.83 233.17 542.67 835.83 1808.0 926.5 451.0 345.0 53.0 1179.33 1544.0 2928.17 1493.17 1305.83 747.83 1118.0 1147.33 6858.17 3696.17 2158.17 4430.4 2432.9 6172.5 7021.5 4158.5 +Isomerases;Intramolecular transferases;Transferring other groups;tRNA pseudouridine(38-40) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.12 EC:5.4.99.12 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Isomerases;Intramolecular transferases;Transferring other groups;Maltose alpha-D-glucosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.16 EC:5.4.99.16 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Isomerases;Intramolecular transferases;Transferring other groups;5-(carboxyamino)imidazole ribonucleotide mutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.18 EC:5.4.99.18 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Isomerases;Intramolecular transferases;Transferring other groups;16S rRNA pseudouridine(516) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.19 EC:5.4.99.19 188829.40000000002 3602.34 1109.34 1934.66 3376.0 3988.34 3077.66 2595.66 3404.0 2602.34 597.0 1463.34 485.66 5640.0 1116.66 1949.0 3480.0 5972.0 6420.0 744.34 4459.34 4191.66 1436.34 5273.34 2660.66 1019.34 542.6600000000002 6000.34 4686.34 671.0 5108.0 1310.34 274.0 1304.34 1929.34 1863.34 1801.34 1213.0 2912.66 847.34 310.66 3338.34 3279.34 803.66 1273.0 1068.0 1463.0 4782.0 6749.0 2422.66 4141.0 4297.34 4170.34 5039.66 1500.66 2826.0 1839.66 6897.34 3748.34 2139.34 4074.0 2749.0 6144.0 7138.0 3572.0 +Isomerases;Intramolecular transferases;Transferring other groups;Methylmalonyl-CoA mutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.2 EC:5.4.99.2 57114.0 292.0 2502.0 526.0 702.0 378.0 236.0 592.0 172.0 0.0 13.0 376.0 451.0 10.0 2.0 3.0 154.0 98.0 61.0 213.0 302.0 249.0 1070.0 84.0 574.0 5985.0 49.0 26.0 152.0 215.0 245.0 4463.0 101.0 6566.0 1636.0 1614.0 1592.0 2658.0 4808.0 6301.0 6287.0 160.0 441.0 768.0 1704.0 447.0 404.0 247.0 38.0 6.0 346.0 68.0 231.0 184.0 2.0 28.0 32.0 18.0 12.0 108.0 24.0 27.0 27.0 18.0 16.0 +Isomerases;Intramolecular transferases;Transferring other groups;23S rRNA pseudouridine(2457) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.20 EC:5.4.99.20 32213.7 951.67 125.67 650.83 923.5 856.67 690.83 508.83 668.5 1.67 79.0 48.17 52.83 9.0 25.83 5.5 25.5 0.0 5.5 2.67 7.67 41.33 85.67 5.17 59.33 2102.67 139.83 2982.17 2318.17 50.0 2516.5 1533.67 84.5 245.67 213.67 118.67 128.17000000000002 1627.0 391.83 836.67 520.83 21.17 14.67 22.83 61.0 358.5 26.0 89.0 23.0 1131.33 377.0 529.1700000000002 687.17 465.83 742.83 1056.0 744.33 244.17 589.17 946.17 622.0 403.5 170.5 274.5 972.5 +Isomerases;Intramolecular transferases;Transferring other groups;23S rRNA pseudouridine(2604) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.21 EC:5.4.99.21 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Isomerases;Intramolecular transferases;Transferring other groups;23S rRNA pseudouridine(2605) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.22 EC:5.4.99.22 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Isomerases;Intramolecular transferases;Transferring other groups;23S rRNA pseudouridine(1911/1915/1917) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.23 EC:5.4.99.23 623036.7000000001 13958.67 4921.67 7906.83 13373.5 14548.67 11592.83 9529.83 12326.5 8746.67 1339.4 3581.17 1754.23 11344.6 6495.83 3928.7 7162.5 17979.0 19288.5 2437.67 13676.67 12806.33 5059.67 15879.17 8537.33 6705.67 1114.83 9009.17 7101.17 2235.0 8106.5 6558.67 605.5 7704.67 8416.67 7967.67 7668.17 6039.0 11984.83 8026.67 5564.83 13339.17 13236.67 3509.83 6008.0 2249.5 5926.0 19447.0 26993.0 1844.33 16246.0 13516.17 17283.17 20134.83 807.83 4518.0 2540.33 21488.17 13020.17 9366.17 14111.2 9497.7 18995.5 22294.5 13678.5 +Isomerases;Intramolecular transferases;Transferring other groups;23S rRNA pseudouridine(955/2504/2580) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.24 EC:5.4.99.24 20494.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 2532.17 374.0 1149.17 126.33 5607.0 121.33 1924.0 3439.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Isomerases;Intramolecular transferases;Transferring other groups;tRNA pseudouridine(55) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.25 EC:5.4.99.25 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Isomerases;Intramolecular transferases;Transferring other groups;tRNA pseudouridine(65) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.26 EC:5.4.99.26 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Isomerases;Intramolecular transferases;Transferring other groups;tRNA pseudouridine(13) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.27 EC:5.4.99.27 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Isomerases;Intramolecular transferases;Transferring other groups;tRNA pseudouridine(32) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.28 EC:5.4.99.28 37941.6 157.01 1253.01 274.49 336.0 189.51 127.99 307.49 87.5 0.51 5.0 179.51 212.99 5.0 1.99 0.0 77.0 49.0 26.0 108.51 150.01 71.49 433.51 44.01 289.49 32.01 430.49 157.51 271.51 56.5 70.0 319.51 253.0 3276.01 742.01 812.01 753.01 2715.0 2301.49 3073.01 3147.49 73.01 218.01 386.49 850.5 1150.5 199.0 123.5 13.0 3350.49 266.0 826.51 168.51 200.99 2226.49 2969.0 2010.49 8.01 8.01 57.51 6.0 9.0 9.0 3.0 11.0 +Isomerases;Intramolecular transferases;Transferring other groups;23S rRNA pseudouridine(746) synthase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.29 EC:5.4.99.29 37941.6 157.01 1253.01 274.49 336.0 189.51 127.99 307.49 87.5 0.51 5.0 179.51 212.99 5.0 1.99 0.0 77.0 49.0 26.0 108.51 150.01 71.49 433.51 44.01 289.49 32.01 430.49 157.51 271.51 56.5 70.0 319.51 253.0 3276.01 742.01 812.01 753.01 2715.0 2301.49 3073.01 3147.49 73.01 218.01 386.49 850.5 1150.5 199.0 123.5 13.0 3350.49 266.0 826.51 168.51 200.99 2226.49 2969.0 2010.49 8.01 8.01 57.51 6.0 9.0 9.0 3.0 11.0 +Isomerases;Intramolecular transferases;Transferring other groups;Chorismate mutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.5 EC:5.4.99.5 307287.4 4512.34 2745.84 2605.16 4625.0 5370.34 3848.16 3306.66 6099.0 5198.34 984.5 3060.34 1131.16 11273.5 2114.16 3891.0 7026.0 11979.0 12835.5 1486.34 8920.84 8392.16 3171.34 10553.34 5311.66 3716.34 680.1600000000002 3086.34 2572.34 1290.0 2822.0 3846.84 349.5 5577.84 2749.34 2739.34 2693.34 2716.0 7727.66 4689.84 3683.66 3481.34 3592.84 1239.16 2174.0 1433.5 1696.5 4912.0 6761.0 2467.66 5135.0 6662.34 4877.34 5797.66 1504.66 2874.0 2226.66 13512.34 6847.84 3288.34 7874.5 4771.0 12140.0 13885.5 6750.0 +Isomerases;Intramolecular transferases;Transferring other groups;Cobalt-precorrin-8 methylmutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.60 EC:5.4.99.60 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Isomerases;Intramolecular transferases;Transferring other groups;Precorrin-8X methylmutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.61 EC:5.4.99.61 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Isomerases;Intramolecular transferases;Transferring other groups;D-ribose pyranase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.62 EC:5.4.99.62 178165.69999999998 2230.67 1848.67 1417.83 2363.5 2343.67 1660.83 1354.83 3474.5 1221.67 194.8 508.17 613.6299999999999 38.2 2022.83 24.9 140.5 6021.0 6421.5 844.67 4603.67 4253.33 1851.67 5313.17 2828.33 908.67 410.83 3033.17 2436.17 698.0 2689.5 1279.67 237.5 4567.67 2495.67 2481.67 2356.17 3123.0 5121.83 4589.67 3894.83 3381.17 3479.67 1153.83 2158.0 993.5 1611.0 4969.0 6758.0 1282.33 4138.0 4010.17 4169.17 5058.83 757.83 1842.0 1222.33 6929.17 3706.17 2223.17 4473.4 2450.9 6206.5 7075.5 4195.5 +Isomerases;Intramolecular transferases;Transferring other groups;UDP-galactopyranose mutase https://www.genome.jp/dbget-bin/www_bget?EC:5.4.99.9 EC:5.4.99.9 16982.5 921.0 108.5 621.5 899.5 811.5 687.0 477.0 656.0 1157.5 40.3 42.0 54.8 8.7 1107.0 2.9 25.5 0.0 0.0 0.5 4.5 3.0 10.5 1.5 55.5 0.0 2.5 1.0 0.0 1.5 0.5 2.0 1.0 195.5 74.0 32.0 21.5 1136.0 283.0 773.5 501.0 10.5 9.5 12.5 51.5 34.5 5.5 82.5 10.0 15.5 346.0 265.0 658.0 423.5 1.0 71.0 79.5 238.5 587.0 936.0 612.9 401.9 167.5 270.0 971.5 +Isomerases;Intramolecular lyases;Intramolecular lyases (only sub-subclass identified to date);Lycopene beta-cyclase https://www.genome.jp/dbget-bin/www_bget?EC:5.5.1.19 EC:5.5.1.19 4188.0 0.0 0.0 0.0 16.0 6.0 0.0 2.0 0.0 0.0 1.0 6.0 9.0 0.0 0.0 1.0 0.0 0.0 3.0 1.0 2.0 37.0 70.0 0.0 0.0 1995.0 1.0 0.0 12.0 43.0 41.0 1445.0 9.0 12.0 110.0 56.0 80.0 16.0 80.0 55.0 11.0 6.0 3.0 4.0 4.0 9.0 8.0 1.0 4.0 0.0 0.0 0.0 7.0 4.0 0.0 0.0 0.0 4.0 0.0 0.0 4.0 3.0 3.0 4.0 0.0 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Tyrosine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.1 EC:6.1.1.1 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Methionine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.10 EC:6.1.1.10 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Serine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.11 EC:6.1.1.11 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Aspartate--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.12 EC:6.1.1.12 240227.69999999998 7046.67 3054.67 4161.83 6841.5 7543.67 6096.83 5318.83 4792.5 3765.67 577.8 1717.17 766.6299999999999 5661.2 2267.83 1951.9 3585.5 6021.0 6468.5 853.67 4619.67 4308.33 1961.67 5313.17 3170.33 2909.67 453.83 3033.17 2452.17 765.0 2740.5 2744.67 246.5 4897.67 2867.67 2749.67 2668.17 3251.0 5859.83 4826.67 3975.83 3455.17 3528.67 1225.83 2176.0 1010.5 1689.0 4994.0 6772.0 1368.33 5120.0 4654.17 5660.17 5966.83 763.83 2010.0 1318.33 7349.17 4972.17 4015.17 4905.4 3871.9 6437.5 7749.5 4905.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;D-alanine--poly(phosphoribitol) ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.13 EC:6.1.1.13 343939.0 8978.0 2400.0 5046.0 8529.0 9515.0 7515.0 6076.0 8094.0 2455.0 387.6 712.0 820.6 82.4 4167.0 51.8 133.0 11944.0 12835.0 1485.0 8924.0 8385.0 2881.0 10541.0 5423.0 1802.0 546.0 5944.0 4618.0 1325.0 5261.0 2281.0 257.0 2916.0 3888.0 3670.0 3541.0 2808.0 6322.0 3222.0 1592.0 6687.0 6572.0 1614.0 2635.0 948.0 2906.0 9717.0 13500.0 413.0 8850.0 8068.0 9570.0 10773.0 36.0 1854.0 1179.0 14265.0 8665.0 6128.0 9362.8 6301.8 12623.0 14815.0 9083.0 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Glycine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.14 EC:6.1.1.14 396118.39999999997 9131.34 3652.34 5316.66 8878.0 9707.34 7639.66 6380.66 8181.0 4987.34 767.6 2046.34 1168.2599999999998 5694.4 4289.66 1976.8 3649.0 11993.0 12864.0 1593.34 9075.34 8492.66 3383.34 10584.34 5711.66 3818.34 841.6600000000002 6053.34 4830.34 1420.0 5369.0 3960.34 447.0 6200.34 4710.34 4508.34 4348.34 5069.0 8697.66 6348.34 4743.66 6765.34 6792.34 2001.66 3488.0 1794.0 3110.0 9841.0 13517.0 2647.66 9085.0 8630.34 9724.34 10939.66 1520.66 3838.0 2524.66 14275.34 8672.34 6184.34 9372.8 6313.8 12635.0 14822.0 9093.0 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Proline--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.15 EC:6.1.1.15 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Cysteine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.16 EC:6.1.1.16 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Glutamate--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.17 EC:6.1.1.17 69232.20000000001 295.67 2502.67 529.83 673.0 369.17 239.33 592.83 172.5 2532.17 385.0 1513.17 559.3299999999998 5617.0 123.33 1925.0 3593.0 98.0 55.0 212.17 298.67 175.82999999999996 931.17 84.67 574.83 2005.67 182.83 74.17 199.17 133.5 166.0 1658.17 155.0 6545.67 1445.67 1531.67 1457.67 3096.0 4653.83 6192.67 6271.83 148.67 435.67 762.83 1697.5 742.5 391.0 245.5 30.0 1121.83 377.0 332.17 238.17 214.33 743.83 1013.0 696.83 11.67 12.67 109.17 16.0 21.0 21.0 10.0 17.0 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Glutamine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.18 EC:6.1.1.18 46957.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 2532.17 380.0 1334.17 347.3300000000001 5612.0 122.33 1925.0 3516.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Arginine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.19 EC:6.1.1.19 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Tryptophan--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.2 EC:6.1.1.2 224148.90000000002 4642.34 2452.34 2793.66 4613.5 4949.84 3882.16 3342.66 4134.0 3759.84 573.8 1690.34 757.96 5653.2 2206.16 1950.9 3582.5 6021.0 6446.5 850.84 4613.34 4300.16 1942.84 5313.84 3000.16 2917.34 568.6600000000002 3081.34 2521.34 757.5 2738.5 2819.84 318.5 4742.34 2766.34 2673.34 2577.84 3665.0 5536.66 4737.34 3947.66 3421.84 3506.34 1194.66 2170.5 1320.0 1657.0 4982.5 6767.0 2441.16 4660.0 4596.34 4939.34 5553.16 1502.66 2911.0 1935.16 7142.84 4339.84 3120.34 4691.4 3162.9 6323.5 7414.5 4551.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Phenylalanine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.20 EC:6.1.1.20 437853.39999999997 9277.34 4903.34 5579.66 9221.0 9893.34 7757.66 6675.66 8267.0 7519.34 1147.6 3380.34 1515.2599999999998 11306.4 4411.66 3901.8 7165.0 12042.0 12893.0 1699.34 9225.34 8598.66 3883.34 10626.34 5998.66 5813.34 865.6600000000002 6066.34 4900.34 1506.0 5471.0 5469.34 493.0 9477.34 5473.34 5287.34 5104.34 6390.0 11061.66 9471.34 7881.66 6842.34 7011.34 2383.66 4338.0 2013.0 3308.0 9964.0 13534.0 2650.66 9258.0 8664.34 9836.34 11029.66 1521.66 3852.0 2540.66 14282.34 8678.34 6238.34 9382.8 6325.8 12647.0 14829.0 9101.0 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Histidine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.21 EC:6.1.1.21 234593.30000000002 4649.68 2453.6800000000007 2801.32 4619.5 4956.18 3888.82 3352.32 4135.0 3760.18 573.8 1690.68 758.6199999999999 5653.2 2206.82 1950.9 3582.5 6021.0 6446.5 853.18 4614.68 4301.82 1945.18 5315.18 3001.82 2938.68 840.32 3177.68 2663.68 766.5 2744.5 2990.18 462.5 4749.68 2825.6800000000007 2732.6800000000007 2629.1800000000007 4605.0 5548.32 4740.68 3961.32 3423.18 3507.68 1200.32 2173.5 1947.0 1663.0 4983.5 6767.0 4672.82 4722.0 5124.68 4981.68 5629.82 2986.32 4881.0 3264.82 7146.18 4341.18 3122.6800000000007 4691.4 3162.9 6323.5 7414.5 4553.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Asparagine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.22 EC:6.1.1.22 181379.69999999998 4492.67 1200.67 2526.83 4283.5 4766.67 3760.83 3044.83 4047.5 1227.67 194.8 362.17 419.63 41.2 2083.83 26.9 66.5 5972.0 6420.5 744.67 4464.67 4230.33 1511.67 5271.17 2712.33 2906.67 409.83 3020.17 2392.17 710.0 2674.5 2670.67 209.5 1473.67 2083.67 1920.67 1876.17 1890.0 3246.83 1667.67 813.83 3350.17 3289.67 813.83 1323.0 796.5 1464.0 4860.0 6754.0 1322.33 4456.0 4298.17 4813.17 5428.83 759.83 1912.0 1254.33 7138.17 4333.17 3065.17 4685.4 3153.9 6314.5 7411.5 4542.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Glutamate--tRNA(Gln) ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.24 EC:6.1.1.24 187241.5 4489.0 1200.0 2523.0 4264.5 4757.5 3757.5 3038.0 4047.0 3759.5 567.8 1505.0 536.3 5648.2 2204.5 1949.9 3505.5 5972.0 6417.5 742.5 4462.0 4192.5 1440.5 5270.5 2711.5 901.0 273.0 2972.0 2309.0 662.5 2630.5 1140.5 128.5 1458.0 1944.0 1835.0 1770.5 1404.0 3161.0 1611.0 796.0 3343.5 3286.0 807.0 1317.5 474.0 1453.0 4858.5 6750.0 206.5 4425.0 4034.0 4785.0 5386.5 18.0 927.0 589.5 7132.5 4332.5 3064.0 4681.4 3150.9 6311.5 7407.5 4541.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Threonine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.3 EC:6.1.1.3 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Leucine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.4 EC:6.1.1.4 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Isoleucine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.5 EC:6.1.1.5 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Lysine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.6 EC:6.1.1.6 251646.10000000003 4792.01 3704.01 3060.49 4943.5 5133.01 4003.49 3640.49 4220.5 3760.01 578.8 1869.51 970.29 5658.2 2207.49 1950.9 3659.5 6070.0 6472.5 957.01 4762.01 4369.99 2374.01 5356.51 3287.99 2928.01 727.49 3142.51 2650.51 805.0 2802.5 2969.01 427.5 8011.01 3449.01 3426.01 3279.51 5440.0 7826.49 7807.01 7081.49 3493.51 3723.01 1575.49 3018.0 1843.5 1850.0 5105.0 6780.0 3559.99 4864.0 4894.51 5065.51 5677.49 2245.49 3910.0 2615.99 7147.51 4346.51 3175.51 4697.4 3171.9 6332.5 7417.5 4560.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Alanine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.7 EC:6.1.1.7 224148.90000000002 4642.34 2452.34 2793.66 4613.5 4949.84 3882.16 3342.66 4134.0 3759.84 573.8 1690.34 757.96 5653.2 2206.16 1950.9 3582.5 6021.0 6446.5 850.84 4613.34 4300.16 1942.84 5313.84 3000.16 2917.34 568.6600000000002 3081.34 2521.34 757.5 2738.5 2819.84 318.5 4742.34 2766.34 2673.34 2577.84 3665.0 5536.66 4737.34 3947.66 3421.84 3506.34 1194.66 2170.5 1320.0 1657.0 4982.5 6767.0 2441.16 4660.0 4596.34 4939.34 5553.16 1502.66 2911.0 1935.16 7142.84 4339.84 3120.34 4691.4 3162.9 6323.5 7414.5 4551.5 +Ligases;Forming carbon-oxygen bonds;Ligases forming aminoacyl-tRNA and related compounds;Valine--tRNA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.1.1.9 EC:6.1.1.9 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-sulfur bonds;Acid-thiol ligases;Acetate--CoA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.2.1.1 EC:6.2.1.1 176356.2 1232.67 4155.67 1225.83 1911.0 1781.17 1010.33 1326.83 2879.5 2596.17 467.0 1955.17 1073.33 5644.0 1018.33 1944.0 3700.0 6105.0 6470.0 953.17 4758.67 4339.83 2600.17 5367.67 3228.83 2804.67 319.8300000000001 93.17 308.17 710.5 311.0 2751.17 224.0 10841.67 2155.67 2352.67 2270.67 4588.0 9411.83 9986.67 9635.83 289.67 747.67 1197.83 2598.5 1100.5 626.0 379.5 47.0 1166.83 1371.0 2697.17 939.17 968.33 747.83 1061.0 1083.83 6622.67 3113.67 1267.17 3818.0 2040.0 6014.0 6754.0 3195.0 +Ligases;Forming carbon-sulfur bonds;Acid-thiol ligases;6-carboxyhexanoate--CoA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.2.1.14 EC:6.2.1.14 22275.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 0.0 5.0 179.0 212.0 5.0 1.0 0.0 77.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Ligases;Forming carbon-sulfur bonds;Acid-thiol ligases;Long-chain-fatty-acid--luciferin-component ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.2.1.19 EC:6.2.1.19 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Ligases;Forming carbon-sulfur bonds;Acid-thiol ligases;[Citrate (pro-3S)-lyase] ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.2.1.22 EC:6.2.1.22 55388.5 1263.0 178.5 692.5 1117.5 892.5 886.0 591.0 755.0 1.5 11.5 66.0 81.0 10.5 9.0 3.5 33.5 14.0 4.0 102.5 142.5 88.0 177.5 26.5 170.5 2.0 137.5 33.0 21.0 115.5 69.5 100.0 94.0 233.5 1756.0 1630.0 1516.5 1156.0 335.0 787.5 522.0 3235.5 3165.5 712.5 1251.5 320.5 1363.5 4829.5 6732.0 121.5 3113.0 1381.0 3446.0 4266.5 12.0 809.0 170.5 316.5 603.0 1055.0 665.5 430.5 213.5 331.0 1016.5 +Ligases;Forming carbon-sulfur bonds;Acid-thiol ligases;o-succinylbenzoate--CoA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.2.1.26 EC:6.2.1.26 141642.69999999998 1888.67 1778.67 1346.83 2161.5 2268.67 1461.83 1242.83 3375.5 1221.67 192.8 490.17 581.6299999999999 36.2 2020.83 24.9 132.5 6007.0 6420.5 743.67 4467.67 4205.33 1754.67 5288.17 2713.33 2901.67 276.83000000000004 3001.17 2427.17 627.0 2661.5 2626.67 153.5 4541.67 923.67 939.67 941.17 3119.0 5149.83 4630.67 3884.83 162.17000000000004 326.67 457.83 962.0 716.5 261.0 223.0 40.0 1176.33 1371.0 2894.17 1388.17 1219.83 746.83 1104.0 1131.33 6855.17 3690.17 2104.17 4424.4 2423.9 6163.5 7018.5 4150.5 +Ligases;Forming carbon-sulfur bonds;Acid-thiol ligases;Long-chain-fatty-acid--CoA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.2.1.3 EC:6.2.1.3 80483.40000000001 2707.34 3106.34 1905.66 2907.0 2969.34 2460.66 2578.66 832.0 6.34 15.0 391.34 442.66 18.0 64.66 2.0 157.0 98.0 77.0 217.34 306.34 185.66 952.34 85.34 746.66 2019.34 339.66 122.34 272.34000000000003 150.0 174.0 1753.34 227.0 6708.34 1606.34 1667.34 1599.34 3622.0 4988.66 6285.34 6313.66 183.34 459.34 799.66 1706.0 1060.0 429.0 258.0 35.0 2280.66 899.0 918.34 1001.34 704.66 1488.66 2082.0 1409.66 221.34 646.34 1006.34 230.0 730.0 135.0 345.0 373.0 +Ligases;Forming carbon-sulfur bonds;Acid-thiol ligases;Phenylacetate--CoA ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.2.1.30 EC:6.2.1.30 38920.0 0.0 0.0 0.0 32.0 12.0 0.0 4.0 0.0 5064.0 750.0 2310.0 270.0 11214.0 242.0 3850.0 6878.0 0.0 6.0 2.0 4.0 74.0 140.0 0.0 0.0 3990.0 2.0 0.0 24.0 86.0 82.0 2890.0 18.0 24.0 220.0 112.0 160.0 32.0 160.0 110.0 22.0 12.0 6.0 8.0 8.0 18.0 16.0 2.0 8.0 0.0 0.0 0.0 14.0 8.0 0.0 0.0 0.0 8.0 0.0 0.0 8.0 6.0 6.0 8.0 0.0 +Ligases;Forming carbon-sulfur bonds;Acid-thiol ligases;Succinate--CoA ligase (ADP-forming) https://www.genome.jp/dbget-bin/www_bget?EC:6.2.1.5 EC:6.2.1.5 63370.40000000001 299.34 2503.34 533.66 692.0 378.34 242.66 599.66 173.0 0.34 12.0 370.34 442.66 10.0 2.66 2.0 154.0 98.0 58.0 214.34 301.34 213.66 1002.34 85.34 575.66 4011.34 319.66 122.34 282.3400000000001 181.0 210.0 3188.34 236.0 6561.34 1585.34 1617.34 1563.34 3582.0 4739.66 6249.34 6289.66 155.34 439.34 769.66 1703.0 1065.0 402.0 247.0 34.0 2237.66 408.0 596.34 266.34000000000003 256.66 1485.66 1998.0 1361.66 17.34 13.34 110.34 20.0 24.0 24.0 14.0 18.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-ammonia (or amine) ligases (amide synthases);Aspartate--ammonia ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.1.1 EC:6.3.1.1 8126.0 27.0 16.5 25.5 5.0 36.0 0.5 25.0 12.0 0.0 69.5 0.0 3.5 0.5 18.5 2.0 0.0 0.0 2.5 0.0 0.5 0.5 4.0 3.0 3.0 97.0 0.5 2933.0 2235.0 1.0 2472.0 1.5 2.5 34.5 0.0 1.0 1.0 5.0 23.0 6.5 2.0 4.0 1.5 3.5 4.0 1.5 9.5 5.0 9.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 1.5 9.0 5.5 0.0 0.0 0.5 0.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-ammonia (or amine) ligases (amide synthases);Adenosylcobinamide-phosphate synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.1.10 EC:6.3.1.10 42769.200000000004 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 2532.17 379.0 1328.17 338.3300000000001 5612.0 122.33 1924.0 3516.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-ammonia (or amine) ligases (amide synthases);D-aspartate ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.1.12 EC:6.3.1.12 40711.0 342.0 70.0 71.0 218.0 81.0 199.0 114.0 99.0 0.0 3.0 24.0 41.0 2.0 2.0 1.0 8.0 14.0 4.0 102.0 138.0 85.0 167.0 25.0 115.0 2.0 135.0 32.0 21.0 114.0 69.0 98.0 93.0 38.0 1682.0 1598.0 1495.0 20.0 52.0 14.0 21.0 3225.0 3156.0 700.0 1200.0 286.0 1358.0 4747.0 6722.0 106.0 2767.0 1116.0 2788.0 3843.0 11.0 738.0 91.0 78.0 16.0 119.0 53.0 30.0 46.0 61.0 45.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-ammonia (or amine) ligases (amide synthases);Glutamate--ammonia ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.1.2 EC:6.3.1.2 281962.7 7192.67 4305.67 4424.83 7184.5 7729.67 6214.83 5613.83 4878.5 6297.67 957.8 3051.17 1113.63 11273.2 2389.83 3876.9 7101.5 6070.0 6497.5 959.67 4769.67 4414.33 2461.67 5355.17 3457.33 4904.67 477.83 3046.17 2522.17 851.0 2842.5 4253.67 292.5 8174.67 3630.67 3528.67 3424.17 4572.0 8223.83 7949.67 7113.83 3532.17 3747.67 1607.83 3026.0 1229.5 1887.0 5117.0 6789.0 1371.33 5293.0 4688.17 5772.17 6056.83 764.83 2024.0 1334.33 7356.17 4978.17 4069.17 4915.4 3883.9 6449.5 7756.5 4913.5 +Ligases;Forming carbon-nitrogen bonds;Acid-D-ammonia (or amine) ligases (amide synthases);NAD(+) synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.1.5 EC:6.3.1.5 181379.69999999998 4492.67 1200.67 2526.83 4283.5 4766.67 3760.83 3044.83 4047.5 1227.67 194.8 362.17 419.63 41.2 2083.83 26.9 66.5 5972.0 6420.5 744.67 4464.67 4230.33 1511.67 5271.17 2712.33 2906.67 409.83 3020.17 2392.17 710.0 2674.5 2670.67 209.5 1473.67 2083.67 1920.67 1876.17 1890.0 3246.83 1667.67 813.83 3350.17 3289.67 813.83 1323.0 796.5 1464.0 4860.0 6754.0 1322.33 4456.0 4298.17 4813.17 5428.83 759.83 1912.0 1254.33 7138.17 4333.17 3065.17 4685.4 3153.9 6314.5 7411.5 4542.5 +Ligases;Forming carbon-nitrogen bonds;Acid-D-ammonia (or amine) ligases (amide synthases);Glutathionylspermidine synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.1.8 EC:6.3.1.8 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);Pantoate--beta-alanine ligase (AMP-forming) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.1 EC:6.3.2.1 9410.2 3.67 0.67 3.83 19.0 9.17 3.33 6.83 0.5 0.17 1.0 6.17 9.33 0.0 0.33 1.0 0.0 0.0 3.0 2.17 2.67 37.83 71.17 0.67 0.83 2005.67 136.83 48.17 83.17 47.5 44.0 1530.17 81.0 15.67 139.67000000000002 85.67 105.67 486.0 85.83 56.67 17.83 6.67 3.67 6.83 5.5 322.5 11.0 1.5 4.0 1115.83 31.0 264.17 28.17 42.33 741.83 985.0 664.83 5.67 0.67 1.17 4.0 3.0 3.0 4.0 1.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);UDP-N-acetylmuramoyl-tripeptide--D-alanyl-D-alanine ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.10 EC:6.3.2.10 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);Dihydrofolate synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.12 EC:6.3.2.12 276620.2 5901.67 2630.17 3482.33 5728.0 5839.17 4764.83 3928.83 4888.5 4917.17 617.1 1756.17 853.43 5663.9 3314.83 1954.8 3616.0 6035.0 6450.5 952.17 4755.17 4387.33 2119.17 5339.67 3169.83 2908.67 570.33 3066.17 2471.17 868.5 2805.0 2834.67 340.5 4972.17 4492.67 4273.67 4068.67 4351.0 5865.83 5523.17 4462.83 6656.67 6671.17 1904.33 3420.5 1327.0 3017.5 9811.5 13499.0 1446.83 7742.0 5713.17 8364.17 9781.33 772.83 2735.0 1440.83 7457.67 4942.17 4174.17 5357.3 3594.8 6537.0 7745.5 5567.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);UDP-N-acetylmuramoyl-L-alanyl-D-glutamate--2,6-diaminopimelate ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.13 EC:6.3.2.13 369595.2 6719.67 3048.67 3940.83 6644.0 7107.17 5418.33 4394.83 7521.5 4981.17 763.6 2019.17 1158.9299999999996 5686.4 4227.33 1975.8 3646.0 11993.0 12842.0 1588.17 9067.67 8482.83 3362.17 10583.67 5539.83 3804.67 684.83 6005.17 4757.17 1403.5 5361.0 3865.17 375.0 6037.67 4549.67 4372.67 4206.67 4543.0 8362.83 6255.67 4701.83 6730.67 6768.67 1964.83 3479.5 1476.5 3072.0 9828.5 13512.0 1488.83 8563.0 8044.17 8961.17 10449.33 775.83 2769.0 1811.83 14065.67 8038.67 5287.17 9158.8 5604.8 12521.0 14487.0 8737.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);Tetrahydrofolate synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.17 EC:6.3.2.17 276620.2 5901.67 2630.17 3482.33 5728.0 5839.17 4764.83 3928.83 4888.5 4917.17 617.1 1756.17 853.43 5663.9 3314.83 1954.8 3616.0 6035.0 6450.5 952.17 4755.17 4387.33 2119.17 5339.67 3169.83 2908.67 570.33 3066.17 2471.17 868.5 2805.0 2834.67 340.5 4972.17 4492.67 4273.67 4068.67 4351.0 5865.83 5523.17 4462.83 6656.67 6671.17 1904.33 3420.5 1327.0 3017.5 9811.5 13499.0 1446.83 7742.0 5713.17 8364.17 9781.33 772.83 2735.0 1440.83 7457.67 4942.17 4174.17 5357.3 3594.8 6537.0 7745.5 5567.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);Glutamate--cysteine ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.2 EC:6.3.2.2 177191.69999999998 4492.67 1200.67 2526.83 4267.5 4760.67 3760.83 3042.83 4047.5 1227.67 193.8 356.17 410.63 41.2 2083.83 25.9 66.5 5972.0 6417.5 743.67 4462.67 4193.33 1441.67 5271.17 2712.33 911.67 408.83 3020.17 2380.17 667.0 2633.5 1225.67 200.5 1461.67 1973.67 1864.67 1796.17 1874.0 3166.83 1612.67 802.83 3344.17 3286.67 809.83 1319.0 787.5 1456.0 4859.0 6750.0 1322.33 4456.0 4298.17 4806.17 5424.83 759.83 1912.0 1254.33 7134.17 4333.17 3065.17 4681.4 3150.9 6311.5 7407.5 4542.5 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);Glutathione synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.3 EC:6.3.2.3 15666.599999999999 11.01 2.01 11.49 9.0 9.51 9.99 14.49 1.5 0.51 0.0 0.51 0.99 0.0 0.99 0.0 0.0 0.0 0.0 3.51 2.01 2.49 3.51 2.01 2.49 32.01 407.49 144.51 213.51 13.5 9.0 255.51 216.0 11.01 89.01 89.01 77.01 1410.0 17.490000000000002 5.01 20.49 2.01 2.01 8.49 4.5 940.5 9.0 1.5 0.0 3347.49 93.0 792.51 63.51000000000001 114.99 2225.49 2955.0 1994.49 5.01 2.01 3.51 0.0 0.0 0.0 0.0 3.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);D-alanine--D-alanine ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.4 EC:6.3.2.4 241201.69999999998 4784.67 3702.67 3052.83 4937.5 5126.67 3996.83 3630.83 4219.5 3759.67 578.8 1869.17 969.63 5658.2 2206.83 1950.9 3659.5 6070.0 6472.5 954.67 4760.67 4368.33 2371.67 5355.17 3286.33 2906.67 455.83 3046.17 2508.17 796.0 2796.5 2798.67 283.5 8003.67 3389.67 3366.67 3228.17 4500.0 7814.83 7803.67 7067.83 3492.17 3721.67 1569.83 3015.0 1216.5 1844.0 5104.0 6780.0 1328.33 4802.0 4366.17 5023.17 5600.83 761.83 1940.0 1286.33 7144.17 4345.17 3173.17 4697.4 3171.9 6332.5 7417.5 4558.5 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);Phosphopantothenate--cysteine ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.5 EC:6.3.2.5 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);Phosphoribosylaminoimidazolesuccinocarboxamide synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.6 EC:6.3.2.6 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);UDP-N-acetylmuramoyl-L-alanyl-D-glutamate--L-lysine ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.7 EC:6.3.2.7 29427.0 2435.0 619.5 1397.5 2236.0 2633.0 2218.5 2006.0 671.0 6.0 73.5 27.0 12.5 8.5 80.5 3.0 3.0 0.0 24.5 4.0 7.5 9.5 24.0 3.0 174.0 100.0 21.5 2933.0 2237.0 13.0 2477.0 11.5 2.5 193.5 131.0 107.0 117.0 61.0 352.0 97.5 37.0 38.0 24.5 37.5 11.0 5.5 44.5 17.0 14.0 43.0 491.0 322.0 743.0 452.0 3.0 84.0 48.0 208.0 634.5 905.0 219.5 709.0 114.0 335.5 355.0 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);UDP-N-acetylmuramate--L-alanine ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.8 EC:6.3.2.8 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Acid-D-amino-acid ligases (peptide synthases);UDP-N-acetylmuramoyl-L-alanine--D-glutamate ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.2.9 EC:6.3.2.9 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Cyclo-ligases;Phosphoribosylformylglycinamidine cyclo-ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.3.1 EC:6.3.3.1 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Cyclo-ligases;5-formyltetrahydrofolate cyclo-ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.3.2 EC:6.3.3.2 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Cyclo-ligases;Dethiobiotin synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.3.3 EC:6.3.3.3 31685.200000000004 149.67 1251.67 266.83 346.0 189.17 121.33 299.83 86.5 0.17 6.0 185.17 221.33 5.0 1.33 1.0 77.0 49.0 29.0 107.17 150.67 106.83 501.17 42.67 287.83 2005.67 159.83 61.17 141.17000000000004 90.5 105.0 1594.17 118.0 3280.67 792.6700000000002 808.67 781.67 1791.0 2369.83 3124.67 3144.83 77.67 219.67 384.83 851.5 532.5 201.0 123.5 17.0 1118.83 204.0 298.17 133.17000000000002 128.32999999999998 742.83 999.0 680.83 8.67 6.67 55.17 10.0 12.0 12.0 7.0 9.0 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;Phosphoribosylamine--glycine ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.13 EC:6.3.4.13 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;Biotin carboxylase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.14 EC:6.3.4.14 203654.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 1227.67 199.8 541.1700000000002 631.6299999999999 46.2 2084.83 26.9 143.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;Biotin--[acetyl-CoA-carboxylase] ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.15 EC:6.3.4.15 240227.69999999998 7046.67 3054.67 4161.83 6841.5 7543.67 6096.83 5318.83 4792.5 3765.67 577.8 1717.17 766.6299999999999 5661.2 2267.83 1951.9 3585.5 6021.0 6468.5 853.67 4619.67 4308.33 1961.67 5313.17 3170.33 2909.67 453.83 3033.17 2452.17 765.0 2740.5 2744.67 246.5 4897.67 2867.67 2749.67 2668.17 3251.0 5859.83 4826.67 3975.83 3455.17 3528.67 1225.83 2176.0 1010.5 1689.0 4994.0 6772.0 1368.33 5120.0 4654.17 5660.17 5966.83 763.83 2010.0 1318.33 7349.17 4972.17 4015.17 4905.4 3871.9 6437.5 7749.5 4905.5 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;5-(carboxyamino)imidazole ribonucleotide synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.18 EC:6.3.4.18 246670.7 4980.67 2521.67 2860.83 4828.5 5027.67 4077.83 3451.83 4232.5 2383.67 234.6 565.1700000000002 687.43 48.4 3186.83 28.3 151.5 6035.0 6450.5 951.67 4750.67 4384.33 2108.67 5338.17 3114.33 2908.67 567.83 3065.17 2471.17 867.0 2804.5 2832.67 339.5 4776.67 4418.67 4241.67 4047.17 3215.0 5582.83 4749.67 3961.83 6646.17 6661.67 1891.83 3369.0 1292.5 3012.0 9729.0 13489.0 1431.33 7396.0 5448.17 7706.17 9357.83 771.83 2664.0 1361.33 7219.17 4355.17 3238.17 4744.8 3194.3 6369.5 7475.5 4595.5 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;tRNA(Ile)-lysidine synthetase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.19 EC:6.3.4.19 259637.7 4980.67 2521.67 2860.83 4828.5 5027.67 4077.83 3451.83 4232.5 3759.67 576.8 1714.17 798.6299999999999 5655.2 2207.83 1951.9 3590.5 6035.0 6450.5 951.67 4750.67 4384.33 2108.67 5338.17 3114.33 2908.67 567.83 3065.17 2471.17 867.0 2804.5 2832.67 339.5 4776.67 4418.67 4241.67 4047.17 3215.0 5582.83 4749.67 3961.83 6646.17 6661.67 1891.83 3369.0 1292.5 3012.0 9729.0 13489.0 1431.33 7396.0 5448.17 7706.17 9357.83 771.83 2664.0 1361.33 7219.17 4355.17 3238.17 4744.4 3192.9 6369.5 7475.5 4595.5 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;CTP synthase (glutamine hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.2 EC:6.3.4.2 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;7-cyano-7-deazaguanine synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.20 EC:6.3.4.20 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;Nicotinate phosphoribosyltransferase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.21 EC:6.3.4.21 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;Formate--tetrahydrofolate ligase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.3 EC:6.3.4.3 214738.69999999998 4638.67 2451.67 2789.83 4594.5 4940.67 3878.83 3335.83 4133.5 3759.67 572.8 1684.17 748.6299999999999 5653.2 2205.83 1949.9 3582.5 6021.0 6443.5 848.67 4610.67 4262.33 1871.67 5313.17 2999.33 911.67 431.83 3033.17 2438.17 710.0 2694.5 1289.67 237.5 4726.67 2626.67 2587.67 2472.17 3179.0 5450.83 4680.67 3929.83 3415.17 3502.67 1187.83 2165.0 997.5 1646.0 4981.0 6763.0 1325.33 4629.0 4332.17 4911.17 5510.83 760.83 1926.0 1270.33 7137.17 4339.17 3119.17 4687.4 3159.9 6320.5 7410.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;Adenylosuccinate synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.4 EC:6.3.4.4 224148.90000000002 4642.34 2452.34 2793.66 4613.5 4949.84 3882.16 3342.66 4134.0 3759.84 573.8 1690.34 757.96 5653.2 2206.16 1950.9 3582.5 6021.0 6446.5 850.84 4613.34 4300.16 1942.84 5313.84 3000.16 2917.34 568.6600000000002 3081.34 2521.34 757.5 2738.5 2819.84 318.5 4742.34 2766.34 2673.34 2577.84 3665.0 5536.66 4737.34 3947.66 3421.84 3506.34 1194.66 2170.5 1320.0 1657.0 4982.5 6767.0 2441.16 4660.0 4596.34 4939.34 5553.16 1502.66 2911.0 1935.16 7142.84 4339.84 3120.34 4691.4 3162.9 6323.5 7414.5 4551.5 +Ligases;Forming carbon-nitrogen bonds;Other carbon-nitrogen ligases;Argininosuccinate synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.4.5 EC:6.3.4.5 167784.7 4269.67 2365.17 2693.33 4387.5 4829.67 3679.33 3198.83 4022.5 2603.67 469.5 1666.17 698.3299999999998 5650.5 1085.33 1947.5 3574.5 6007.0 6440.0 747.67 4474.17 4213.83 1770.67 5285.17 2881.33 2807.67 297.3300000000001 68.17 194.17 638.0 194.5 2635.17 151.0 4666.17 1054.67 1044.67 1056.17 3170.0 5455.83 4715.17 3917.83 192.17 348.17 488.33 965.0 719.0 286.5 230.0 36.0 1219.33 1862.0 3216.17 2129.17 1671.83 749.83 1188.0 1179.33 7063.17 4321.67 2991.17 4632.5 3131.5 6277.5 7353.0 4505.5 +Ligases;Forming carbon-nitrogen bonds;Carbon-nitrogen ligases with glutamine as amido-N-donor;NAD(+) synthase (glutamine-hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.5.1 EC:6.3.5.1 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Ligases;Forming carbon-nitrogen bonds;Carbon-nitrogen ligases with glutamine as amido-N-donor;Adenosylcobyric acid synthase (glutamine-hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.5.10 EC:6.3.5.10 42769.200000000004 149.67 1251.67 266.83 330.0 183.17 121.33 297.83 86.5 2532.17 379.0 1328.17 338.3300000000001 5612.0 122.33 1924.0 3516.0 49.0 26.0 106.17 148.67 69.83 431.17 42.67 287.83 10.67 158.83 61.17 129.17000000000002 47.5 64.0 149.17000000000004 109.0 3268.67 682.67 752.67 701.67 1775.0 2289.83 3069.67 3133.83 71.67 216.67 380.83 847.5 523.5 193.0 122.5 13.0 1118.83 204.0 298.17 126.17 124.33 742.83 999.0 680.83 4.67 6.67 55.17 6.0 9.0 9.0 3.0 9.0 +Ligases;Forming carbon-nitrogen bonds;Carbon-nitrogen ligases with glutamine as amido-N-donor;Cobyrinate a,c-diamide synthase (glutamine-hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.5.11 EC:6.3.5.11 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Ligases;Forming carbon-nitrogen bonds;Carbon-nitrogen ligases with glutamine as amido-N-donor;GMP synthase (glutamine-hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.5.2 EC:6.3.5.2 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming carbon-nitrogen bonds;Carbon-nitrogen ligases with glutamine as amido-N-donor;Phosphoribosylformylglycinamidine synthase https://www.genome.jp/dbget-bin/www_bget?EC:6.3.5.3 EC:6.3.5.3 457689.7 8155.67 4494.67 4921.83 8093.5 8215.67 6422.83 5303.83 8374.5 6138.67 881.4 2264.17 1470.23 5702.6 5355.83 1981.7 3756.5 12056.0 12874.5 1795.67 9358.67 8640.33 3973.67 10655.17 6000.33 3903.67 845.83 8984.17 7071.17 1563.0 7963.5 4030.67 508.5 9570.67 6958.67 6726.67 6400.17 7009.0 11004.83 10117.67 8352.83 10041.17 10151.67 3058.83 5581.0 2008.5 4635.0 14785.0 20266.0 1613.33 11849.0 9459.17 12513.17 14801.83 788.83 3592.0 1998.33 14385.17 8649.17 6405.17 9836.2 6045.7 12743.5 14821.5 9761.5 +Ligases;Forming carbon-nitrogen bonds;Carbon-nitrogen ligases with glutamine as amido-N-donor;Asparagine synthase (glutamine-hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.5.4 EC:6.3.5.4 154430.2 1136.67 472.67 507.83 1164.0 1328.17 855.33 563.8299999999998 2720.5 2596.17 456.0 1448.17 487.33 5631.0 1017.33 1946.0 3477.0 5972.0 6399.0 741.17 4454.67 4254.83 1547.17 5266.67 2482.83 4801.67 386.83 86.17 167.17000000000004 738.5 238.0 4102.17 215.0 1096.67 1988.67 1837.67 1817.67 709.0 2691.83 851.67 286.83 3307.67 3258.67 767.83 1264.5 765.5 1422.0 4761.5 6734.0 1263.83 3619.0 3711.17 3419.17 4557.33 755.83 1757.0 1126.83 6695.67 3111.67 1224.17 3857.0 2046.0 6036.0 6810.0 3216.0 +Ligases;Forming carbon-nitrogen bonds;Carbon-nitrogen ligases with glutamine as amido-N-donor;Carbamoyl-phosphate synthase (glutamine-hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.5.5 EC:6.3.5.5 471818.39999999997 11119.34 5120.34 6822.66 11020.0 11516.34 9131.66 7629.66 9579.0 9834.34 1228.2 3464.34 1624.86 11323.8 6625.66 3907.6 7216.0 12042.0 12893.0 1700.34 9234.34 8604.66 3904.34 10629.34 6109.66 5813.34 870.6600000000002 6068.34 4900.34 1509.0 5472.0 5473.34 495.0 9868.34 5621.34 5351.34 5147.34 8662.0 11627.66 11018.34 8883.66 6863.34 7030.34 2408.66 4441.0 2082.0 3319.0 10129.0 13554.0 2681.66 9950.0 9194.34 11152.34 11876.66 1523.66 3994.0 2699.66 14759.34 9852.34 8110.34 10608.6 7129.6 12982.0 15369.0 11044.0 +Ligases;Forming carbon-nitrogen bonds;Carbon-nitrogen ligases with glutamine as amido-N-donor;Asparaginyl-tRNA synthase (glutamine-hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.5.6 EC:6.3.5.6 628549.5 13905.0 7353.0 8358.0 13774.5 14812.5 11626.5 9993.0 12399.0 11278.5 1718.4 5052.0 2244.9 16959.6 6616.5 5849.7 10747.5 18063.0 19330.5 2542.5 13830.0 12784.5 5611.5 15937.5 8995.5 2703.0 888.0 8955.0 7101.0 2116.5 8074.5 3613.5 496.5 14169.0 7791.0 7674.0 7339.5 8127.0 16335.0 14037.0 11769.0 10243.5 10506.0 3555.0 6490.5 2052.0 4929.0 14941.5 20289.0 628.5 13794.0 12204.0 14670.0 16417.5 57.0 2823.0 1816.5 21406.5 13015.5 9354.0 14062.2 9479.7 18961.5 22231.5 13648.5 +Ligases;Forming carbon-nitrogen bonds;Carbon-nitrogen ligases with glutamine as amido-N-donor;Glutaminyl-tRNA synthase (glutamine-hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.5.7 EC:6.3.5.7 628549.5 13905.0 7353.0 8358.0 13774.5 14812.5 11626.5 9993.0 12399.0 11278.5 1718.4 5052.0 2244.9 16959.6 6616.5 5849.7 10747.5 18063.0 19330.5 2542.5 13830.0 12784.5 5611.5 15937.5 8995.5 2703.0 888.0 8955.0 7101.0 2116.5 8074.5 3613.5 496.5 14169.0 7791.0 7674.0 7339.5 8127.0 16335.0 14037.0 11769.0 10243.5 10506.0 3555.0 6490.5 2052.0 4929.0 14941.5 20289.0 628.5 13794.0 12204.0 14670.0 16417.5 57.0 2823.0 1816.5 21406.5 13015.5 9354.0 14062.2 9479.7 18961.5 22231.5 13648.5 +Ligases;Forming carbon-nitrogen bonds;Carbon-nitrogen ligases with glutamine as amido-N-donor;Hydrogenobyrinic acid a,c-diamide synthase (glutamine-hydrolyzing) https://www.genome.jp/dbget-bin/www_bget?EC:6.3.5.9 EC:6.3.5.9 37547.0 146.0 1251.0 263.0 327.0 180.0 118.0 293.0 86.0 2532.0 379.0 1328.0 338.0 5612.0 122.0 1924.0 3516.0 49.0 26.0 105.0 148.0 69.0 430.0 42.0 287.0 0.0 23.0 13.0 58.0 43.0 61.0 64.0 37.0 3265.0 653.0 723.0 676.0 1305.0 2284.0 3068.0 3127.0 71.0 216.0 378.0 846.0 210.0 190.0 122.0 13.0 3.0 173.0 34.0 105.0 86.0 1.0 14.0 16.0 3.0 6.0 54.0 6.0 9.0 9.0 3.0 8.0 +Ligases;Forming carbon-carbon bonds;Ligases that form carbon-carbon bonds (only sub-subclass identified to date);Pyruvate carboxylase https://www.genome.jp/dbget-bin/www_bget?EC:6.4.1.1 EC:6.4.1.1 114276.0 3226.0 1021.5 1830.5 3147.0 3865.0 2871.5 2447.0 3292.0 70.0 150.5 290.0 314.5 30.5 974.5 22.0 33.0 5958.0 6413.5 640.0 4319.5 4104.5 1263.0 5244.0 2541.0 899.0 135.5 2939.0 2288.0 547.0 2561.0 1040.5 34.5 1224.5 188.0 205.0 254.0 248.0 2826.0 823.5 274.0 108.0 120.5 94.5 66.0 153.5 89.5 29.0 18.0 85.0 1312.0 2653.0 1339.0 1120.0 6.0 118.0 419.0 6816.0 3729.5 2009.0 4015.5 2719.0 6098.0 7076.5 3525.0 +Ligases;Forming carbon-carbon bonds;Ligases that form carbon-carbon bonds (only sub-subclass identified to date);Acetyl-CoA carboxylase https://www.genome.jp/dbget-bin/www_bget?EC:6.4.1.2 EC:6.4.1.2 566414.1000000001 13624.01 4853.01 7843.49 13177.5 14480.01 11400.49 9427.49 12228.5 3683.01 589.4 1265.51 1470.89 128.6 6252.49 80.7 276.5 17965.0 19287.5 2339.01 13542.01 12759.99 4965.01 15855.51 8423.99 8720.01 1252.49 9073.51 7234.51 2173.0 8084.5 8076.01 665.5 7686.01 6904.01 6485.01 6304.51 6975.0 12024.49 8071.01 5568.49 10121.51 10085.01 2819.49 4815.0 2599.5 4582.0 14702.0 20275.0 3969.99 13541.0 12928.51 14544.51 16372.49 2280.49 5750.0 3778.99 21417.51 13005.51 9249.51 14062.2 9470.7 18952.5 22237.5 13635.5 +Ligases;Forming carbon-carbon bonds;Ligases that form carbon-carbon bonds (only sub-subclass identified to date);Propionyl-CoA carboxylase https://www.genome.jp/dbget-bin/www_bget?EC:6.4.1.3 EC:6.4.1.3 52926.0 292.0 2502.0 526.0 686.0 372.0 236.0 590.0 172.0 0.0 12.0 370.0 442.0 10.0 2.0 2.0 154.0 98.0 58.0 212.0 300.0 212.0 1000.0 84.0 574.0 3990.0 48.0 26.0 140.0 172.0 204.0 3018.0 92.0 6554.0 1526.0 1558.0 1512.0 2642.0 4728.0 6246.0 6276.0 154.0 438.0 764.0 1700.0 438.0 396.0 246.0 34.0 6.0 346.0 68.0 224.0 180.0 2.0 28.0 32.0 14.0 12.0 108.0 20.0 24.0 24.0 14.0 16.0 +Ligases;Forming phosphoric-ester bonds;Ligases that form phosphoric-ester bonds (only sub-subclass identified to date);DNA ligase (ATP) https://www.genome.jp/dbget-bin/www_bget?EC:6.5.1.1 EC:6.5.1.1 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Ligases;Forming phosphoric-ester bonds;Ligases that form phosphoric-ester bonds (only sub-subclass identified to date);DNA ligase (NAD(+)) https://www.genome.jp/dbget-bin/www_bget?EC:6.5.1.2 EC:6.5.1.2 218926.69999999998 4638.67 2451.67 2789.83 4610.5 4946.67 3878.83 3337.83 4133.5 3759.67 573.8 1690.17 757.6299999999999 5653.2 2205.83 1950.9 3582.5 6021.0 6446.5 849.67 4612.67 4299.33 1941.67 5313.17 2999.33 2906.67 432.83 3033.17 2450.17 753.0 2735.5 2734.67 246.5 4738.67 2736.67 2643.67 2552.17 3195.0 5530.83 4735.67 3940.83 3421.17 3505.67 1191.83 2169.0 1006.5 1654.0 4982.0 6767.0 1325.33 4629.0 4332.17 4918.17 5514.83 760.83 1926.0 1270.33 7141.17 4339.17 3119.17 4691.4 3162.9 6323.5 7414.5 4550.5 +Ligases;Forming phosphoric-ester bonds;Ligases that form phosphoric-ester bonds (only sub-subclass identified to date);RNA ligase (ATP) https://www.genome.jp/dbget-bin/www_bget?EC:6.5.1.3 EC:6.5.1.3 84849.0 791.0 402.0 433.0 911.0 1232.0 653.0 441.0 2621.0 64.0 77.0 263.0 302.0 22.0 894.0 19.0 30.0 5958.0 6389.0 636.0 4312.0 4095.0 1239.0 5241.0 2367.0 799.0 114.0 6.0 51.0 534.0 84.0 1029.0 32.0 1031.0 57.0 98.0 137.0 187.0 2474.0 726.0 237.0 70.0 96.0 57.0 55.0 148.0 45.0 12.0 4.0 42.0 821.0 2331.0 596.0 668.0 3.0 34.0 371.0 6608.0 3095.0 1104.0 3796.0 2010.0 5984.0 6741.0 3170.0 +Ligases;Forming phosphoric-ester bonds;Ligases that form phosphoric-ester bonds (only sub-subclass identified to date);DNA ligase (ATP or NAD(+)) https://www.genome.jp/dbget-bin/www_bget?EC:6.5.1.6 EC:6.5.1.6 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Ligases;Forming phosphoric-ester bonds;Ligases that form phosphoric-ester bonds (only sub-subclass identified to date);DNA ligase (ATP, ADP or GTP) https://www.genome.jp/dbget-bin/www_bget?EC:6.5.1.7 EC:6.5.1.7 5222.2 3.67 0.67 3.83 3.0 3.17 3.33 4.83 0.5 0.17 0.0 0.17 0.33 0.0 0.33 0.0 0.0 0.0 0.0 1.17 0.67 0.83 1.17 0.67 0.83 10.67 135.83 48.17 71.17 4.5 3.0 85.17 72.0 3.67 29.67 29.67 25.67 470.0 5.83 1.67 6.83 0.67 0.67 2.83 1.5 313.5 3.0 0.5 0.0 1115.83 31.0 264.17 21.17 38.33 741.83 985.0 664.83 1.67 0.67 1.17 0.0 0.0 0.0 0.0 1.0 +Ligases;Forming nitrogen-D-metal bonds;Forming coordination complexes;Magnesium chelatase https://www.genome.jp/dbget-bin/www_bget?EC:6.6.1.1 EC:6.6.1.1 93288.0 584.0 5004.0 1052.0 1324.0 726.0 472.0 1174.0 344.0 0.0 21.0 722.0 857.0 20.0 4.0 1.0 308.0 196.0 107.0 421.0 594.0 313.0 1790.0 168.0 1148.0 1995.0 93.0 52.0 244.0 215.0 285.0 1701.0 157.0 13072.0 2722.0 2948.0 2784.0 5236.0 9216.0 12327.0 12519.0 290.0 867.0 1516.0 3388.0 849.0 768.0 489.0 56.0 12.0 692.0 136.0 427.0 348.0 4.0 56.0 64.0 16.0 24.0 216.0 28.0 39.0 39.0 16.0 32.0 +Ligases;Forming nitrogen-D-metal bonds;Forming coordination complexes;Cobaltochelatase https://www.genome.jp/dbget-bin/www_bget?EC:6.6.1.2 EC:6.6.1.2 44550.0 292.0 2502.0 526.0 654.0 360.0 236.0 586.0 172.0 0.0 10.0 358.0 424.0 10.0 2.0 0.0 154.0 98.0 52.0 210.0 296.0 138.0 860.0 84.0 574.0 0.0 46.0 26.0 116.0 86.0 122.0 128.0 74.0 6530.0 1306.0 1446.0 1352.0 2610.0 4568.0 6136.0 6254.0 142.0 432.0 756.0 1692.0 420.0 380.0 244.0 26.0 6.0 346.0 68.0 210.0 172.0 2.0 28.0 32.0 6.0 12.0 108.0 12.0 18.0 18.0 6.0 16.0
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/test-data/input/sample_metadata.tsv Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,65 @@ + EnvType Description FoodType +BHT0.LOT01 BoeufHache LOT1 Meat +BHT0.LOT03 BoeufHache LOT3 Meat +BHT0.LOT04 BoeufHache LOT4 Meat +BHT0.LOT05 BoeufHache LOT5 Meat +BHT0.LOT06 BoeufHache LOT6 Meat +BHT0.LOT07 BoeufHache LOT7 Meat +BHT0.LOT08 BoeufHache LOT8 Meat +BHT0.LOT10 BoeufHache LOT10 Meat +VHT0.LOT01 VeauHache LOT1 Meat +VHT0.LOT02 VeauHache LOT2 Meat +VHT0.LOT03 VeauHache LOT3 Meat +VHT0.LOT04 VeauHache LOT4 Meat +VHT0.LOT06 VeauHache LOT6 Meat +VHT0.LOT07 VeauHache LOT7 Meat +VHT0.LOT08 VeauHache LOT8 Meat +VHT0.LOT10 VeauHache LOT10 Meat +DLT0.LOT01 DesLardons LOT1 Meat +DLT0.LOT03 DesLardons LOT3 Meat +DLT0.LOT04 DesLardons LOT4 Meat +DLT0.LOT05 DesLardons LOT5 Meat +DLT0.LOT06 DesLardons LOT6 Meat +DLT0.LOT07 DesLardons LOT7 Meat +DLT0.LOT08 DesLardons LOT8 Meat +DLT0.LOT10 DesLardons LOT10 Meat +MVT0.LOT01 MerguezVolaille LOT1 Meat +MVT0.LOT03 MerguezVolaille LOT3 Meat +MVT0.LOT05 MerguezVolaille LOT5 Meat +MVT0.LOT06 MerguezVolaille LOT6 Meat +MVT0.LOT07 MerguezVolaille LOT7 Meat +MVT0.LOT08 MerguezVolaille LOT8 Meat +MVT0.LOT09 MerguezVolaille LOT9 Meat +MVT0.LOT10 MerguezVolaille LOT10 Meat +SFT0.LOT01 SaumonFume LOT1 Seafood +SFT0.LOT02 SaumonFume LOT2 Seafood +SFT0.LOT03 SaumonFume LOT3 Seafood +SFT0.LOT04 SaumonFume LOT4 Seafood +SFT0.LOT05 SaumonFume LOT5 Seafood +SFT0.LOT06 SaumonFume LOT6 Seafood +SFT0.LOT07 SaumonFume LOT7 Seafood +SFT0.LOT08 SaumonFume LOT8 Seafood +FST0.LOT01 FiletSaumon LOT1 Seafood +FST0.LOT02 FiletSaumon LOT2 Seafood +FST0.LOT03 FiletSaumon LOT3 Seafood +FST0.LOT05 FiletSaumon LOT5 Seafood +FST0.LOT06 FiletSaumon LOT6 Seafood +FST0.LOT07 FiletSaumon LOT7 Seafood +FST0.LOT08 FiletSaumon LOT8 Seafood +FST0.LOT10 FiletSaumon LOT10 Seafood +FCT0.LOT01 FiletCabillaud LOT1 Seafood +FCT0.LOT02 FiletCabillaud LOT2 Seafood +FCT0.LOT03 FiletCabillaud LOT3 Seafood +FCT0.LOT05 FiletCabillaud LOT5 Seafood +FCT0.LOT06 FiletCabillaud LOT6 Seafood +FCT0.LOT07 FiletCabillaud LOT7 Seafood +FCT0.LOT08 FiletCabillaud LOT8 Seafood +FCT0.LOT10 FiletCabillaud LOT10 Seafood +CDT0.LOT02 Crevette LOT2 Seafood +CDT0.LOT04 Crevette LOT4 Seafood +CDT0.LOT05 Crevette LOT5 Seafood +CDT0.LOT06 Crevette LOT6 Seafood +CDT0.LOT07 Crevette LOT7 Seafood +CDT0.LOT08 Crevette LOT8 Seafood +CDT0.LOT09 Crevette LOT9 Seafood +CDT0.LOT10 Crevette LOT10 Seafood
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/test-data/input/tree.nwk Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,1 @@ 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) 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0 : start; + end = end >= pageCount ? pageCount : end; + + var first = false; + var last = false; + + if (start > 0 && me.visible > 1) { + start = start + 1; + first = true; + } + + if (end < pageCount && me.visible > 2) { + end = end - 1; + last = true; + } + + return { + first: first, + start: start, + end: end, + last: last + }; + }; + + me.getRowStart = function() { + var rowStart = page.number * page.rows; + if (rowStart < 0) + rowStart = 0; + + return rowStart; + }; + + me.getRowEnd = function() { + var rowStart = me.getRowStart(); + return Math.min(rowStart + me.rows, data.length); + }; + + me.getPaddingRows = function() { + var rowStart = me.getRowStart(); + var rowEnd = me.getRowEnd(); + return data.length > me.rows ? me.rows - (rowEnd - rowStart) : 0; + }; + }; + + var Columns = function(data, columns, options) { + var me = this; + + me.defaults = { + min: 5 + }; + + me.number = 0; + me.visible = 0; + me.total = columns.length; + me.subset = []; + me.padding = 0; + me.min = options.columns.min !== null ? options.columns.min : me.defaults.min; + me.max = options.columns.max !== null ? options.columns.max : null; + me.widths = {}; + + var widthsLookAhead = Math.max(100, options.rows.min); + var paddingColChars = 10; + + me.emptyNames = function() { + columns.forEach(function(column) { + if (columns.label !== null && columns.label !== "") + return false; + }); + + return true; + }; + + var parsePadding = function(value) { + return parseInt(value) >= 0 ? parseInt(value) : 0; + }; + + me.calculateWidths = function(measures) { + columns.forEach(function(column) { + var maxChars = Math.max( + column.label.toString().length, + column.type.toString().length + ); + + for (var idxRow = 0; idxRow < Math.min(widthsLookAhead, data.length); idxRow++) { + maxChars = Math.max(maxChars, data[idxRow][column.name.toString()].length); + } + + me.widths[column.name] = { + // width in characters + chars: maxChars, + // width for the inner html columns + inner: maxChars * measures.character, + // width adding outer styles like padding + outer: maxChars * measures.character + measures.padding + }; + }); + }; + + me.getWidth = function() { + var widthOuter = 0; + for (var idxCol = 0; idxCol < me.subset.length; idxCol++) { + var columnName = me.subset[idxCol].name; + widthOuter = widthOuter + me.widths[columnName].outer; + } + + widthOuter = widthOuter + me.padding * paddingColChars * measurer.measures.character; + + if (me.hasMoreLeftColumns()) { + widthOuter = widthOuter + columnNavigationWidthPX + measurer.measures.padding; + } + + if (me.hasMoreRightColumns()) { + widthOuter = widthOuter + columnNavigationWidthPX + measurer.measures.padding; + } + + return widthOuter; + }; + + me.updateSlice = function() { + if (me.number + me.visible >= me.total) + me.number = me.total - me.visible; + + if (me.number < 0) me.number = 0; + + me.subset = columns.slice(me.number, Math.min(me.number + me.visible, me.total)); + + me.subset = me.subset.map(function(column) { + Object.keys(column).forEach(function(colKey) { + column[colKey] = column[colKey] === null ? "" : column[colKey].toString(); + }); + + column.width = null; + return column; + }); + }; + + me.setVisibleColumns = function(columnNumber, newVisibleColumns, paddingCount) { + me.number = columnNumber; + me.visible = newVisibleColumns; + me.padding = paddingCount; + + me.updateSlice(); + }; + + me.incColumnNumber = function(increment) { + me.number = me.number + increment; + }; + + me.setColumnNumber = function(newNumber) { + me.number = newNumber; + }; + + me.setPaddingCount = function(newPadding) { + me.padding = newPadding; + }; + + me.getPaddingCount = function() { + return me.padding; + }; + + me.hasMoreLeftColumns = function() { + return me.number > 0; + }; + + me.hasMoreRightColumns = function() { + return me.number + me.visible < me.total; + }; + + me.updateSlice(0); + return me; + }; + + var data = source.data; + var page = new Page(data, options); + var measurer = new Measurer(data, options); + var columns = new Columns(data, source.columns, options); + + var table = null; + var tableDiv = null; + var header = null; + var footer = null; + var tbody = null; + + // Caches pagedTable.clientWidth, specially for webkit + var cachedPagedTableClientWidth = null; + + var onChangeCallbacks = []; + + var clearSelection = function() { + if(document.selection && document.selection.empty) { + document.selection.empty(); + } else if(window.getSelection) { + var sel = window.getSelection(); + sel.removeAllRanges(); + } + }; + + var columnNavigationWidthPX = 5; + + var renderColumnNavigation = function(increment, backwards) { + var arrow = document.createElement("div"); + arrow.setAttribute("style", + "border-top: " + columnNavigationWidthPX + "px solid transparent;" + + "border-bottom: " + columnNavigationWidthPX + "px solid transparent;" + + "border-" + (backwards ? "right" : "left") + ": " + columnNavigationWidthPX + "px solid;"); + + var header = document.createElement("th"); + header.appendChild(arrow); + header.setAttribute("style", + "cursor: pointer;" + + "vertical-align: middle;" + + "min-width: " + columnNavigationWidthPX + "px;" + + "width: " + columnNavigationWidthPX + "px;"); + + header.onclick = function() { + columns.incColumnNumber(backwards ? -1 : increment); + + me.animateColumns(backwards); + renderFooter(); + + clearSelection(); + triggerOnChange(); + }; + + return header; + }; + + var maxColumnWidth = function(width) { + var padding = 80; + var columnMax = Math.max(cachedPagedTableClientWidth - padding, 0); + + return parseInt(width) > 0 ? + Math.min(columnMax, parseInt(width)) + "px" : + columnMax + "px"; + }; + + var clearHeader = function() { + var thead = pagedTable.querySelectorAll("thead")[0]; + thead.innerHTML = ""; + }; + + var renderHeader = function(clear) { + cachedPagedTableClientWidth = pagedTable.clientWidth; + + var fragment = document.createDocumentFragment(); + + header = document.createElement("tr"); + fragment.appendChild(header); + + if (columns.number > 0) + header.appendChild(renderColumnNavigation(-columns.visible, true)); + + columns.subset = columns.subset.map(function(columnData) { + var column = document.createElement("th"); + column.setAttribute("align", columnData.align); + column.style.textAlign = columnData.align; + + column.style.maxWidth = maxColumnWidth(null); + if (columnData.width) { + column.style.minWidth = + column.style.maxWidth = maxColumnWidth(columnData.width); + } + + var columnName = document.createElement("div"); + columnName.setAttribute("class", "pagedtable-header-name"); + if (columnData.label === "") { + columnName.innerHTML = " "; + } + else { + columnName.appendChild(document.createTextNode(columnData.label)); + } + column.appendChild(columnName); + + var columnType = document.createElement("div"); + columnType.setAttribute("class", "pagedtable-header-type"); + if (columnData.type === "") { + columnType.innerHTML = " "; + } + else { + columnType.appendChild(document.createTextNode("<" + columnData.type + ">")); + } + column.appendChild(columnType); + + header.appendChild(column); + + columnData.element = column; + + return columnData; + }); + + for (var idx = 0; idx < columns.getPaddingCount(); idx++) { + var paddingCol = document.createElement("th"); + paddingCol.setAttribute("class", "pagedtable-padding-col"); + header.appendChild(paddingCol); + } + + if (columns.number + columns.visible < columns.total) + header.appendChild(renderColumnNavigation(columns.visible, false)); + + if (typeof(clear) == "undefined" || clear) clearHeader(); + var thead = pagedTable.querySelectorAll("thead")[0]; + thead.appendChild(fragment); + }; + + me.animateColumns = function(backwards) { + var thead = pagedTable.querySelectorAll("thead")[0]; + + var headerOld = thead.querySelectorAll("tr")[0]; + var tbodyOld = table.querySelectorAll("tbody")[0]; + + me.fitColumns(backwards); + + renderHeader(false); + + header.style.opacity = "0"; + header.style.transform = backwards ? "translateX(-30px)" : "translateX(30px)"; + header.style.transition = "transform 200ms linear, opacity 200ms"; + header.style.transitionDelay = "0"; + + renderBody(false); + + if (headerOld) { + headerOld.style.position = "absolute"; + headerOld.style.transform = "translateX(0px)"; + headerOld.style.opacity = "1"; + headerOld.style.transition = "transform 100ms linear, opacity 100ms"; + headerOld.setAttribute("class", "pagedtable-remove-head"); + if (headerOld.style.transitionEnd) { + headerOld.addEventListener("transitionend", function() { + var headerOldByClass = thead.querySelector(".pagedtable-remove-head"); + if (headerOldByClass) thead.removeChild(headerOldByClass); + }); + } + else { + thead.removeChild(headerOld); + } + } + + if (tbodyOld) table.removeChild(tbodyOld); + + tbody.style.opacity = "0"; + tbody.style.transition = "transform 200ms linear, opacity 200ms"; + tbody.style.transitionDelay = "0ms"; + + // force relayout + window.getComputedStyle(header).opacity; + window.getComputedStyle(tbody).opacity; + + if (headerOld) { + headerOld.style.transform = backwards ? "translateX(20px)" : "translateX(-30px)"; + headerOld.style.opacity = "0"; + } + + header.style.transform = "translateX(0px)"; + header.style.opacity = "1"; + + tbody.style.opacity = "1"; + } + + me.onChange = function(callback) { + onChangeCallbacks.push(callback); + }; + + var triggerOnChange = function() { + onChangeCallbacks.forEach(function(onChange) { + onChange(); + }); + }; + + var clearBody = function() { + if (tbody) { + table.removeChild(tbody); + tbody = null; + } + }; + + var renderBody = function(clear) { + cachedPagedTableClientWidth = pagedTable.clientWidth + + var fragment = document.createDocumentFragment(); + + var pageData = data.slice(page.getRowStart(), page.getRowEnd()); + + pageData.forEach(function(dataRow, idxRow) { + var htmlRow = document.createElement("tr"); + htmlRow.setAttribute("class", (idxRow % 2 !==0) ? "even" : "odd"); + + if (columns.hasMoreLeftColumns()) + htmlRow.appendChild(document.createElement("td")); + + columns.subset.forEach(function(columnData) { + var cellName = columnData.name; + var dataCell = dataRow[cellName]; + var htmlCell = document.createElement("td"); + + if (dataCell === "NA") htmlCell.setAttribute("class", "pagedtable-na-cell"); + if (dataCell === "__NA__") dataCell = "NA"; + + var cellText = document.createTextNode(dataCell); + htmlCell.appendChild(cellText); + if (dataCell.length > 50) { + htmlCell.setAttribute("title", dataCell); + } + htmlCell.setAttribute("align", columnData.align); + htmlCell.style.textAlign = columnData.align; + htmlCell.style.maxWidth = maxColumnWidth(null); + if (columnData.width) { + htmlCell.style.minWidth = htmlCell.style.maxWidth = maxColumnWidth(columnData.width); + } + htmlRow.appendChild(htmlCell); + }); + + for (var idx = 0; idx < columns.getPaddingCount(); idx++) { + var paddingCol = document.createElement("td"); + paddingCol.setAttribute("class", "pagedtable-padding-col"); + htmlRow.appendChild(paddingCol); + } + + if (columns.hasMoreRightColumns()) + htmlRow.appendChild(document.createElement("td")); + + fragment.appendChild(htmlRow); + }); + + for (var idxPadding = 0; idxPadding < page.getPaddingRows(); idxPadding++) { + var paddingRow = document.createElement("tr"); + + var paddingCellRow = document.createElement("td"); + paddingCellRow.innerHTML = " "; + paddingCellRow.setAttribute("colspan", "100%"); + paddingRow.appendChild(paddingCellRow); + + fragment.appendChild(paddingRow); + } + + if (typeof(clear) == "undefined" || clear) clearBody(); + tbody = document.createElement("tbody"); + tbody.appendChild(fragment); + + table.appendChild(tbody); + }; + + var getLabelInfo = function() { + var pageStart = page.getRowStart(); + var pageEnd = page.getRowEnd(); + var totalRows = data.length; + + var totalRowsLabel = options.rows.total ? options.rows.total : totalRows; + var totalRowsLabelFormat = totalRowsLabel.toString().replace(/(\d)(?=(\d\d\d)+(?!\d))/g, '$1,'); + + var infoText = (pageStart + 1) + "-" + pageEnd + " of " + totalRowsLabelFormat + " rows"; + if (totalRows < page.rows) { + infoText = totalRowsLabel + " row" + (totalRows != 1 ? "s" : ""); + } + if (columns.total > columns.visible) { + var totalColumnsLabel = options.columns.total ? options.columns.total : columns.total; + + infoText = infoText + " | " + (columns.number + 1) + "-" + + (Math.min(columns.number + columns.visible, columns.total)) + + " of " + totalColumnsLabel + " columns"; + } + + return infoText; + }; + + var clearFooter = function() { + footer = pagedTable.querySelectorAll("div.pagedtable-footer")[0]; + footer.innerHTML = ""; + + return footer; + }; + + var createPageLink = function(idxPage) { + var pageLink = document.createElement("a"); + pageLinkClass = idxPage === page.number ? "pagedtable-index pagedtable-index-current" : "pagedtable-index"; + pageLink.setAttribute("class", pageLinkClass); + pageLink.setAttribute("data-page-index", idxPage); + pageLink.onclick = function() { + page.setPageNumber(parseInt(this.getAttribute("data-page-index"))); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + + pageLink.appendChild(document.createTextNode(idxPage + 1)); + + return pageLink; + } + + var renderFooter = function() { + footer = clearFooter(); + + var next = document.createElement("a"); + next.appendChild(document.createTextNode("Next")); + next.onclick = function() { + page.setPageNumber(page.number + 1); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + if (data.length > page.rows) footer.appendChild(next); + + var pageNumbers = document.createElement("div"); + pageNumbers.setAttribute("class", "pagedtable-indexes"); + + var pageRange = page.getVisiblePageRange(); + + if (pageRange.first) { + var pageLink = createPageLink(0); + pageNumbers.appendChild(pageLink); + + var pageSeparator = document.createElement("div"); + pageSeparator.setAttribute("class", "pagedtable-index-separator-left"); + pageSeparator.appendChild(document.createTextNode("...")) + pageNumbers.appendChild(pageSeparator); + } + + for (var idxPage = pageRange.start; idxPage < pageRange.end; idxPage++) { + var pageLink = createPageLink(idxPage); + + pageNumbers.appendChild(pageLink); + } + + if (pageRange.last) { + var pageSeparator = document.createElement("div"); + pageSeparator.setAttribute("class", "pagedtable-index-separator-right"); + pageSeparator.appendChild(document.createTextNode("...")) + pageNumbers.appendChild(pageSeparator); + + var pageLink = createPageLink(page.total - 1); + pageNumbers.appendChild(pageLink); + } + + if (data.length > page.rows) footer.appendChild(pageNumbers); + + var previous = document.createElement("a"); + previous.appendChild(document.createTextNode("Previous")); + previous.onclick = function() { + page.setPageNumber(page.number - 1); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + if (data.length > page.rows) footer.appendChild(previous); + + var infoLabel = document.createElement("div"); + infoLabel.setAttribute("class", "pagedtable-info"); + infoLabel.setAttribute("title", getLabelInfo()); + infoLabel.appendChild(document.createTextNode(getLabelInfo())); + footer.appendChild(infoLabel); + + var enabledClass = "pagedtable-index-nav"; + var disabledClass = "pagedtable-index-nav pagedtable-index-nav-disabled"; + previous.setAttribute("class", page.number <= 0 ? disabledClass : enabledClass); + next.setAttribute("class", (page.number + 1) * page.rows >= data.length ? disabledClass : enabledClass); + }; + + var measuresCell = null; + + var renderMeasures = function() { + var measuresTable = document.createElement("table"); + measuresTable.style.visibility = "hidden"; + measuresTable.style.position = "absolute"; + measuresTable.style.whiteSpace = "nowrap"; + measuresTable.style.height = "auto"; + measuresTable.style.width = "auto"; + + var measuresRow = document.createElement("tr"); + measuresTable.appendChild(measuresRow); + + measuresCell = document.createElement("td"); + var sampleString = "ABCDEFGHIJ0123456789"; + measuresCell.appendChild(document.createTextNode(sampleString)); + + measuresRow.appendChild(measuresCell); + + tableDiv.appendChild(measuresTable); + } + + me.init = function() { + tableDiv = document.createElement("div"); + pagedTable.appendChild(tableDiv); + var pagedTableClass = data.length > 0 ? + "pagedtable pagedtable-not-empty" : + "pagedtable pagedtable-empty"; + + if (columns.total == 0 || (columns.emptyNames() && data.length == 0)) { + pagedTableClass = pagedTableClass + " pagedtable-empty-columns"; + } + + tableDiv.setAttribute("class", pagedTableClass); + + renderMeasures(); + measurer.calculate(measuresCell); + columns.calculateWidths(measurer.measures); + + table = document.createElement("table"); + table.setAttribute("cellspacing", "0"); + table.setAttribute("class", "table table-condensed"); + tableDiv.appendChild(table); + + table.appendChild(document.createElement("thead")); + + var footerDiv = document.createElement("div"); + footerDiv.setAttribute("class", "pagedtable-footer"); + tableDiv.appendChild(footerDiv); + + // if the host has not yet provided horizontal space, render hidden + if (tableDiv.clientWidth <= 0) { + tableDiv.style.opacity = "0"; + } + + me.render(); + + // retry seizing columns later if the host has not provided space + function retryFit() { + if (tableDiv.clientWidth <= 0) { + setTimeout(retryFit, 100); + } else { + me.render(); + triggerOnChange(); + } + } + if (tableDiv.clientWidth <= 0) { + retryFit(); + } + }; + + var registerWidths = function() { + columns.subset = columns.subset.map(function(column) { + column.width = columns.widths[column.name].inner; + return column; + }); + }; + + var parsePadding = function(value) { + return parseInt(value) >= 0 ? parseInt(value) : 0; + }; + + me.fixedHeight = function() { + return options.rows.max != null; + } + + me.fitRows = function() { + if (me.fixedHeight()) + return; + + measurer.calculate(measuresCell); + + var rows = options.rows.min !== null ? options.rows.min : 0; + var headerHeight = header !== null && header.offsetHeight > 0 ? header.offsetHeight : 0; + var footerHeight = footer !== null && footer.offsetHeight > 0 ? footer.offsetHeight : 0; + + if (pagedTable.offsetHeight > 0) { + var availableHeight = pagedTable.offsetHeight - headerHeight - footerHeight; + rows = Math.floor((availableHeight) / measurer.measures.height); + } + + rows = options.rows.min !== null ? Math.max(options.rows.min, rows) : rows; + + page.setRows(rows); + } + + // The goal of this function is to add as many columns as possible + // starting from left-to-right, when the right most limit is reached + // it tries to add columns from the left as well. + // + // When startBackwards is true columns are added from right-to-left + me.fitColumns = function(startBackwards) { + measurer.calculate(measuresCell); + columns.calculateWidths(measurer.measures); + + if (tableDiv.clientWidth > 0) { + tableDiv.style.opacity = 1; + } + + var visibleColumns = tableDiv.clientWidth <= 0 ? Math.max(columns.min, 1) : 1; + var columnNumber = columns.number; + var paddingCount = 0; + + // track a list of added columns as we build the visible ones to allow us + // to remove columns when they don't fit anymore. + var columnHistory = []; + + var lastTableHeight = 0; + var backwards = startBackwards; + + var tableDivStyle = window.getComputedStyle(tableDiv, null); + var tableDivPadding = parsePadding(tableDivStyle.paddingLeft) + + parsePadding(tableDivStyle.paddingRight); + + var addPaddingCol = false; + var currentWidth = 0; + + while (true) { + columns.setVisibleColumns(columnNumber, visibleColumns, paddingCount); + currentWidth = columns.getWidth(); + + if (tableDiv.clientWidth - tableDivPadding < currentWidth) { + break; + } + + columnHistory.push({ + columnNumber: columnNumber, + visibleColumns: visibleColumns, + paddingCount: paddingCount + }); + + if (columnHistory.length > 100) { + console.error("More than 100 tries to fit columns, aborting"); + break; + } + + if (columns.max !== null && + columns.visible + columns.getPaddingCount() >= columns.max) { + break; + } + + // if we run out of right-columns + if (!backwards && columnNumber + columns.visible >= columns.total) { + // if we started adding right-columns, try adding left-columns + if (!startBackwards && columnNumber > 0) { + backwards = true; + } + else if (columns.min === null || visibleColumns + columns.getPaddingCount() >= columns.min) { + break; + } + else { + paddingCount = paddingCount + 1; + } + } + + // if we run out of left-columns + if (backwards && columnNumber == 0) { + // if we started adding left-columns, try adding right-columns + if (startBackwards && columnNumber + columns.visible < columns.total) { + backwards = false; + } + else if (columns.min === null || visibleColumns + columns.getPaddingCount() >= columns.min) { + break; + } + else { + paddingCount = paddingCount + 1; + } + } + + // when moving backwards try fitting left columns first + if (backwards && columnNumber > 0) { + columnNumber = columnNumber - 1; + } + + if (columnNumber + visibleColumns < columns.total) { + visibleColumns = visibleColumns + 1; + } + } + + var lastRenderableColumn = { + columnNumber: columnNumber, + visibleColumns: visibleColumns, + paddingCount: paddingCount + }; + + if (columnHistory.length > 0) { + lastRenderableColumn = columnHistory[columnHistory.length - 1]; + } + + columns.setVisibleColumns( + lastRenderableColumn.columnNumber, + lastRenderableColumn.visibleColumns, + lastRenderableColumn.paddingCount); + + if (pagedTable.offsetWidth > 0) { + page.setVisiblePages(Math.max(Math.ceil(1.0 * (pagedTable.offsetWidth - 250) / 40), 2)); + } + + registerWidths(); + }; + + me.fit = function(startBackwards) { + me.fitRows(); + me.fitColumns(startBackwards); + } + + me.render = function() { + me.fitColumns(false); + + // render header/footer to measure height accurately + renderHeader(); + renderFooter(); + + me.fitRows(); + renderBody(); + + // re-render footer to match new rows + renderFooter(); + } + + var resizeLastWidth = -1; + var resizeLastHeight = -1; + var resizeNewWidth = -1; + var resizeNewHeight = -1; + var resizePending = false; + + me.resize = function(newWidth, newHeight) { + + function resizeDelayed() { + resizePending = false; + + if ( + (resizeNewWidth !== resizeLastWidth) || + (!me.fixedHeight() && resizeNewHeight !== resizeLastHeight) + ) { + resizeLastWidth = resizeNewWidth; + resizeLastHeight = resizeNewHeight; + + setTimeout(resizeDelayed, 200); + resizePending = true; + } else { + me.render(); + triggerOnChange(); + + resizeLastWidth = -1; + resizeLastHeight = -1; + } + } + + resizeNewWidth = newWidth; + resizeNewHeight = newHeight; + + if (!resizePending) resizeDelayed(); + }; +}; + +var PagedTableDoc; +(function (PagedTableDoc) { + var allPagedTables = []; + + PagedTableDoc.initAll = function() { + allPagedTables = []; + + var pagedTables = [].slice.call(document.querySelectorAll('[data-pagedtable="false"],[data-pagedtable=""]')); + pagedTables.forEach(function(pagedTable, idx) { + pagedTable.setAttribute("data-pagedtable", "true"); + pagedTable.setAttribute("pagedtable-page", 0); + pagedTable.setAttribute("class", "pagedtable-wrapper"); + + var pagedTableInstance = new PagedTable(pagedTable); + pagedTableInstance.init(); + + allPagedTables.push(pagedTableInstance); + }); + }; + + PagedTableDoc.resizeAll = function() { + allPagedTables.forEach(function(pagedTable) { + pagedTable.render(); + }); + }; + + window.addEventListener("resize", PagedTableDoc.resizeAll); + + return PagedTableDoc; +})(PagedTableDoc || (PagedTableDoc = {})); + +window.onload = function() { + PagedTableDoc.initAll(); +}; +</script> +<script> + +/** + * jQuery Plugin: Sticky Tabs + * + * @author Aidan Lister <aidan@php.net> + * adapted by Ruben Arslan to activate parent tabs too + * http://www.aidanlister.com/2014/03/persisting-the-tab-state-in-bootstrap/ + */ +(function($) { + "use strict"; + $.fn.rmarkdownStickyTabs = function() { + var context = this; + // Show the tab corresponding with the hash in the URL, or the first tab + var showStuffFromHash = function() { + var hash = window.location.hash; + var selector = hash ? 'a[href="' + hash + '"]' : 'li.active > a'; + var $selector = $(selector, context); + if($selector.data('toggle') === "tab") { + $selector.tab('show'); + // walk up the ancestors of this element, show any hidden tabs + $selector.parents('.section.tabset').each(function(i, elm) { + var link = $('a[href="#' + $(elm).attr('id') + '"]'); + if(link.data('toggle') === "tab") { + link.tab("show"); + } + }); + } + }; + + + // Set the correct tab when the page loads + showStuffFromHash(context); + + // Set the correct tab when a user uses their back/forward button + $(window).on('hashchange', function() { + showStuffFromHash(context); + }); + + // Change the URL when tabs are clicked + $('a', context).on('click', function(e) { + history.pushState(null, null, this.href); + showStuffFromHash(context); + }); + + return this; + }; +}(jQuery)); + +window.buildTabsets = function(tocID) { + + // build a tabset from a section div with the .tabset class + function buildTabset(tabset) { + + // check for fade and pills options + var fade = tabset.hasClass("tabset-fade"); + var pills = tabset.hasClass("tabset-pills"); + var navClass = pills ? "nav-pills" : "nav-tabs"; + + // determine the heading level of the tabset and tabs + var match = tabset.attr('class').match(/level(\d) /); + if (match === null) + return; + var tabsetLevel = Number(match[1]); + var tabLevel = tabsetLevel + 1; + + // find all subheadings immediately below + var tabs = tabset.find("div.section.level" + tabLevel); + if (!tabs.length) + return; + + // create tablist and tab-content elements + var tabList = $('<ul class="nav ' + navClass + '" role="tablist"></ul>'); + $(tabs[0]).before(tabList); + var tabContent = $('<div class="tab-content"></div>'); + $(tabs[0]).before(tabContent); + + // build the tabset + var activeTab = 0; + tabs.each(function(i) { + + // get the tab div + var tab = $(tabs[i]); + + // get the id then sanitize it for use with bootstrap tabs + var id = tab.attr('id'); + + // see if this is marked as the active tab + if (tab.hasClass('active')) + activeTab = i; + + // remove any table of contents entries associated with + // this ID (since we'll be removing the heading element) + $("div#" + tocID + " li a[href='#" + id + "']").parent().remove(); + + // sanitize the id for use with bootstrap tabs + id = id.replace(/[.\/?&!#<>]/g, '').replace(/\s/g, '_'); + tab.attr('id', id); + + // get the heading element within it, grab it's text, then remove it + var heading = tab.find('h' + tabLevel + ':first'); + var headingText = heading.html(); + heading.remove(); + + // build and append the tab list item + var a = $('<a role="tab" data-toggle="tab">' + headingText + '</a>'); + a.attr('href', '#' + id); + a.attr('aria-controls', id); + var li = $('<li role="presentation"></li>'); + li.append(a); + tabList.append(li); + + // set it's attributes + tab.attr('role', 'tabpanel'); + tab.addClass('tab-pane'); + tab.addClass('tabbed-pane'); + if (fade) + tab.addClass('fade'); + + // move it into the tab content div + tab.detach().appendTo(tabContent); + }); + + // set active tab + $(tabList.children('li')[activeTab]).addClass('active'); + var active = $(tabContent.children('div.section')[activeTab]); + active.addClass('active'); + if (fade) + active.addClass('in'); + + if (tabset.hasClass("tabset-sticky")) + tabset.rmarkdownStickyTabs(); + } + + // convert section divs with the .tabset class to tabsets + var tabsets = $("div.section.tabset"); + tabsets.each(function(i) { + buildTabset($(tabsets[i])); + }); +}; + +</script> +<script> +window.initializeCodeFolding = function(show) { + + // handlers for show-all and hide all + $("#rmd-show-all-code").click(function() { + $('div.r-code-collapse').each(function() { + $(this).collapse('show'); + }); + }); + $("#rmd-hide-all-code").click(function() { + $('div.r-code-collapse').each(function() { + $(this).collapse('hide'); + }); + }); + + // index for unique code element ids + var currentIndex = 1; + + // select all R code blocks + var rCodeBlocks = $('pre.r, pre.python, pre.bash, pre.sql, pre.cpp, pre.stan, pre.julia, pre.foldable'); + rCodeBlocks.each(function() { + // skip if the block has fold-none class + if ($(this).hasClass('fold-none')) return; + + // create a collapsable div to wrap the code in + var div = $('<div class="collapse r-code-collapse"></div>'); + var showThis = (show || $(this).hasClass('fold-show')) && !$(this).hasClass('fold-hide'); + var id = 'rcode-643E0F36' + currentIndex++; + div.attr('id', id); + $(this).before(div); + $(this).detach().appendTo(div); + + // add a show code button right above + var showCodeText = $('<span>' + (showThis ? 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id="rmd-download-source" href="#">Download Rmd</a></li> +</ul> +</div> + + + + +</div> + + +<!-- rnb-text-begin --> +<meta http-equiv="Content-Type" content="text/html; charset=UTF-8" /> +<meta name="author" content="Ta Thi Ngan - SIGENAE/GABI & Maria Bernard - SIGENAE/GABI" /> +<meta name="version" content="5.1.0" /> +<meta name="copyright" content="Copyright (C) 2025 INRAE" /> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<script> + +const DEFAULT_THEME = "DefaultTheme"; +var CURRENT_THEME = DEFAULT_THEME; + +const logo2 = 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" + +const logoBase64 = 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7sTrjBaBVBCUAzIphkovKMDYDJQAAoGmqLbjWVOJUbq8sbKkV0EqCEgBab31naZDkkkqMzcHKwtZAGQAAaKhVJXiivdhyC2gxQQnQaCsLW0NV4HGqkOS6SozVQAkAAGhov9CLyfMnOUyyXE3fALSSoASANjc9axGSTKJpMn4PAEBT9ZXgiev9wnmEQNsJSgBoperNsJsqMXZr3iwDAKDBPYNpkkc7Dkkc3g60nqAEgLY2PLdUYuwOVha2+soAAEBDWcs+mpAEmCmCEgBaZX1naTlCkklx6CUAAE3tG3oxTfIoQhJg5ghKAGhTs9ONg8UnZXtlYWtTGQAAaKi+EjzUXpKOkASYNYISgOnrKsH5VSHJMMkF1Ri7wyQ9ZQAAoKG9Qy+mSR5mI+UkiTMIgZnzESUAmLp5JTh3o9OJkGSSVlcWtvaVAQCAhuorwQMOk/RXFrbWlAKYVYISABptfWdpPslmhCSTsrGysDVQBgAAGto/9GKa5H57SXq22gJmnaAEaIMDC92ZbXLmU06SXFKNiTVRDnAHAKDJ+kqQxBQJwAOcUQK0wb4SzB4hyVQaqZ79igEAaHAP0YuX7JLyLJKOkATghIkSAJpqLUKSSSqM4wMA0HD9Gf/8GymnSPbdCgAPEpQA0DjrO0uDJNdVYmJuCEkAAGh4D9HLbE6THKY801FAMjv3epGkU/0kSfGY//t+TnbpGCa5p/djVglKAGjaom8QIckk3XB4OwAALdCbsc+7l3IKf9P2ua3uj7spg5AiSTdnDwMX7/vPr1R/zyTZTrKbMjwZuoeYBYISAJq0COxFSDJJQhIAANrQRxR58AvhttpOOT2yaXqk1fdzN2Xwt5zxTUktVj83q3+me4vWE5QA0JTFYC/JLZWYiOOD2zeVAgCAFui39HNt5+SN/6HL3Op+uJMyHOllOlvIHQcnb67vLN1OGZgMXBnaZO7o6EgVgKYvGIZp+NtBKwtbc67kY69xL0KSSTmMg9sBAGhPL1EkudPSdXvHlkitv3+7SVZTz50VDpIMkqy5D2kDEyUANGFhuKYSE7GdZNkiFwCAFum39HP5crrdfXAnZQhR55dCL6Y812R1fWdpzT1J0z2jBADUeHHYTTlKfkE1xu7VlYWtwsIWAIAW9RNF2nk2yWG8TNbWe3Z+fWdpkOQXDbp3L6QMTPar3SCgkQQlQBvYIqidC0QhyWQcJPnoysJWXykAAGiZtq5xvbnfzh54Ncl+6rnN1mlcSHJrfWdpWPXz0Ci23gLawAKxfQvE+SSbEZKM26sCEgAAWtpTFDFNQjPu1U7qv83WWSwm+fn6ztKLKwtb7lUaw0QJAHVbJM6nnCS5qBpjs5HkPwtJAABosbaudU2TtKv/XU65S0YbQ703q+mSeVeaJhCUAFCnReJxSHJJNcbidspttnorC1v7ygEAQEv7iiKmSaj/fdpP8k7avZPCYsqzS2zFRe3ZeguAOhlESDKOZmozSV84AgDAjOi39HOZJmmB6gXBtTT3LJKzupByK64bKwtbA3cAdSUoAaAui8VBkmsqMTJ71eJ7UzMFAMAM9RVFTJNQ3/tzlndRuLW+sxRhCXUlKAGox2KpM8tv+1chyXV3wrkbp2HK6ZGh6REAAGZUv6WfyzRJ8/teW02XYUl3ZWFr1R1B3QhKAOqhk2R/RheLqxGSnNVhygP/3v9ZWdjaVRYAAGaZaRJqfG8KSU7crCZLhCXUiqAEgGkuFntJ3lSJbCRZTfKkA+72TYoAAMAj9Vv6uUyTNLvvFZJ82M31naVd23BRJ4ISAKa1WOwluaUS2V5Z2OpV/3moHAAA8FT9RRHTJNTTIEKSh3FmCbXyjBIALTBUgsY1Md0ISZLywPVlZQAAgHPrt/RzmSZpdu+7luSaSjz6/q6+H4CpE5QAMOmFYjfCraQMSQpNDwAAnLvHKGKahPrdl8tJbqrEY11IslltTwZTJSgBYJILxeOQ5MKMl+IwQhIAABiVfks/l2mS5va+nZRbbvFkF9WKOhCUADCpheLxAXZCEiEJAACMqs8oYpqE+tnU+57JtfWdpVVlYJoEJQBMonkRkpw0O8XKwtauuwIAAEai39LPtenlqsb2v/04vP2pnuVqEgemQlACwLgXicchiYWikAQAAEbZaxRp5zRJ0t4AqO33ZCeJyYincyG24GKKBCUA9dBt8WfbjJAkSW4ISQAAYKTa+oX0xsrC1r7L20hrsZPCeSyu7ywtKwPT8BElAJpvrg0fYr6NV2Z955cHydyiezQ3Vhb+faAMAAAwsl6jk8xda+nH67vCjbwnixbfk5O0lvKFS5goEyUAjGuROEhyXSXyopAEAABGrt/Sz7WxsvDv+y6ve3KGXVzf+eWeMjBpghKgDSwia2Z955f7EZIcNzlrygAAACPtNzot7jf6rnAj78ki7T0vx3PATBCUAI23svDv+0dJmv7TFm/v/HLvKHmlDdfknD8bKwv/3vOEAgDAaB0l/Rb3EPuusHvSTy6+baqECROUADAy1ULmlkrk9ieFJAAAMI6eoxPTJNTrnuzGNInngcYTlAAwqsVhESFJkuwl6SkDAACMRb+ln2vjk6ZJmmpVCcbiYvU9A0zER5QAaIc5JZiit3d+pZvMbapE9pIUn1z4t3tKAQAAI+87OsmcaRLqdE/OJ3PLKjE2vSRDZWASTJQAcN6FYbdauFyY8VIcREgCAADj1G/p59r45MK/7bu8jbSsFx5vfcswCsZPUALAUyvf6BKSJDlMsiwkAQCAsfYepkmoG9Mk43UhSaEMTIKgBKAeGvcbf/VWx2aEJIcpJ0l23cYAADA2/ZZ+LtMkDVX1xNdUYuyEUUyEM0qAVjg6UoNJ+tbPfmU+5STJpRkvxWGS4lPPCkkAAGCM/UcnpkmomaMjkw4TIihhIgQlADyNYYQkSbIqJAEAgLHrt/RzbXzqWdMkTfKtn/1KkXJHiGU98cRc+NbPfqWr92bcBCVAW+xZpExsYThQ6yTJjU89+28DZQAAgLH2H52YJmF69183ZTBSxDZb01QkEZQwVoISoC0coj2ZReKgxU3KWQhJAABgMvot/VymSerZ886nnBYpqp+LqlILRZI1ZWCcBCUAnHbBuBYhyXFDM1AGAAAYew/SiWkSxn+fFTkJR+yeUE8dJWDcBCUAnGbh2EtyUyWy8aln/62nDAAAMBH9FvcV+y7v1Prb4+20lpMsqkgjCLAYO0EJ0BJzSjC2ReT/1UvmbqlENj717L/2lAEAACbSh3SSOdMkjOheen8rreVk7oKqNPI6dj/17L86p4SxEZQA8LiFSC+JkCTZS7KqDAAAMDH9ln6ujU89+6/7Lu/Ye9n7zxkxjdAO80rAOAlKAOqhU8OFZTcOS0vKkKT41LP/ek8pAABgIr1IJ84m4ez963E4YjutduomGSoD4yIoAaiHizVcZA6TzPpIspAEAAAmr9/Sz3XbNMnIetZOTs4ZKfSuM8FECWMlKAFa4cgZJSPz//3s/+4mc0MLzRwm6f3+s/8iJAEAgMn1I50Wn01iYv/p74v5PHjOyEVVAUZJUALABxefgwhJDpMUv//svzgoDgAAJqvf0s+1/fvP/svQ5T1Tf1rkJByxnRYwVoISoC2GFk7nXoTOV3Wc9YPuhCQAADC9nmS5pR+v7wo/8fp3crKVVhEv8AETJCgBWsHWW+fz//7sv8xX221dUo30/uDZnwhJAABg8n3datr55fj2Hzz7k6Er/LA+9P5zRmynBUyPoASApNwrV0iS3PiDZ3+yqQwAADBZ1Zfmqy39eH1X+P3rXOQkHNGDArUhKAGwUB0kua4SufEHz/5koAwAADAVpkna2W92c7KVVhHbaQE1JSgBWuFICZ7K3whJjr31aSEJAABMqy8xTdKua3n/OSO20wIaQVACMLvNSC9CkiTZ+PSzP1lVBgAAmJrWTpN8egamSf6m3E7rOByxnRbQSIISgPosLrufntAh4lVIckvVs/HpZ3/SUwYAAJhaH2SapIG9a04mRq65i5mQoRIwToISgPqYn9CithchSZLsCUkAAGDqTJPU3N/87L90chKMLMc5I0ALCUqAlphTglMtcP9rN5kTkiR71SIfAACYXn8yn8yZJqnntbnvnJE522kxdZ9+9p+HqsA4CUqAtthXgicudLsxqppUIcmnn/3ne0oBAABT1eJpkmZ9qVv1i0XKiZFFtyY1c6AEjJugBGiLfSV44qJ3GCPSh0mWhSQAADD1HsXZJNOtfycnwUihV6TmdpWAcROUAK1wdKQGj/LN9/7rfJJNC98cJik+c/mf990VAAAw9R6utdMkn7lcv2mSqi8schKOXHQX0iCCEsZOUALQYtVieGgR/H5IYnEFAAD16FNMk4y/zt2cTIzYTosmGyoB4yYoAWh38zFM4uC9ZFlIAgAAtWGaZDw9YCe206J9Dus4pUX7CEqAlphTgg/XZBAhSZLc+MzlH1tUAQBADXzzvV+dT+ZMk4yslvcHI3O206KN9PNMhKAEoJ3NxyDJNZXIjc9c/vFAGQAAoDZaPE0y/he0vvnerxY5CUe8GMcs2FQCJkFQAlAfRUbwpkQVklxXzrwqJAEAgPqoJiBMk5ytZp2cbKVVxHZazB5BCRMhKAFoV+OxGiFJkmx85vKP+8oAAAC1YprkyT3dfB4MRmynxSy7/ZnLP76nDEyCoASgJb753q/2krypEtn4zOUf95QBAABq1a+YJnl0bYqchCO204ITAyVgUgQlQFvsznjT0Utyy22QbSEJAADUUlunSfbOOk3yzfd+tZuTiRFnS8LDHXzm8o9tu8XECEqAVvjM5R/f++Z7vzqTn716+0hIkuylfAsLAACoV8/S5mmStVN8/k5OgpEittOCkTxbMEqCEqA1jjI3c5/5f77337rJnDcsypCk+MPL/8vepQAAUL9era3TJAd/ePl/DR7Rq913zsic7bTgbA5j2y0mTFAC0FBlSJJhSxuOMzUnEZIAAECdtf5skqo/K1JOuS+65HAua3p8Jk1QAtBA//O9/zYfIUlSvmWybAEFAAC17V16Le1bDqvPN0gZjlxwtWFkz5Ztt5g4QQlA8xoNIcnJ4qn4w8v/a9ddAQAAtdVv6ee6EGdFwjisehmSaXhGCQBqo/Ok/8N9IYk9boUkAABQa9U0iYPLgdPaftS5PzBughKA+uic4v+zGSFJktwQkgAAQO31lQA4g1UlYFpsvQW0xlHmWv35/vq9Xxskcw4FTG589vKPBsoAAAC17l96yZxpEuC0Xv3s5R95IZKpMVEC0IwmY5DkukrkRSEJAAA0Ql8JgFPa++zlH/k1g6kSlABtst3GD/XX7/1aP0KSJNn47OUfrSkDAADUvofpxdkkwOkcJllWBqZNUAJQ/wbjFZXIxmcv/6inDAAA0Ah9JQBOafmzl3+0rwxMm6AEoKaqkOSWSuS2kAQAABrVx5gmAU7jxmcv/2ioDNSBoASgns3FcoQkSbKXpKcMAADQGH0lAE5hwxmk1MlHlACgXv76vV/rJrFYKEOS4rOXf3RPKc59T80n6T7if7732cs/2lUlAABGsO7sxTQJ8GS216Z2BCVAaxwdzTX+M3zj7rVuMjdMcmHGL+dekuJzV24LSc52/xQpA5Fukk71xwvJ3JP+uvvrfi/JMMl+kuHnrtzeV1kAAE7Zk/VVAXiCjc9dud1TBupm7ujoSBWAVvjG3WvDJIsN/giH1R9nPSQ5TBmSmHJ48j3fTbKcpBjjvX+YMjjZTLIpvAIA4BFr015sHwxPslf98dKMfn4hCbVlogSgPi4ogZDkFA1oN+W5LcuZzLYGF5Jcq35ufePute2UW8MJTQAAuF9fCeBDDnLy4tnwc1du3/vG3Wvz1Z+btbDkxc9dub3mlqCuTJQArdGCiZJZJyR5/P3dS7Jao8X0YbXY79ueCwDAWjWmSeC4TxpWP5uP65W+cffaIMn1GalJ73NXbm+6PagzQQnQpsX5rCwy2urG567cHijDQ5vOfup9KOZ2ysBk6IoBAMzkmn7KFHQAACAASURBVHU/DnFndm3nJBjZPeOz00uylvbuMLGXMiTxQiS1JygB2rQ47yd5RSUaSUjy8AVzv2EN53a1CN53BQEAZmrdapqEWXKQaiutVNtpnfMZ6qbc3rhtW3G9lfKFOls20wjOKAFg2oQkH14kr6WZ28gtJvnFN+5esyAGAJgdfSWg5Y630zo+Z2R/lH/zatqi26KXPw9SvkA3dOvQJCZKgNb4xnvLbVlUzJKNz13e7ClD8o33luerJvNmSz5SuTi+vGlxDADQ3jVsL6ZJaKftHAcjlzd3J/hMdVJOlzTxxbnDlC/9rX3u8qaX5mgcEyUATIuQ5GQx3MZR64tJ7nzjveVyusRCGQCgjfpKQEvs5XgrrcubUzt0/HOXN/eTFN94b7monq+mBCYbVd+371aiqUyUAK1hoqRRhCQn920v7T6877jpWLZoBgBo3TrWNAlNdZj7zxmpaa/SgMBEQEJrmCgBWkPu2xh7SVaVIfn63eVBkusz8FEvJdn9+t3l5T+6YisuAICW9F99VaBhbqcKRv7oyuS20zqPaivj4ut3l7tVH72c6b9kd5DyZb/BH12xcwDtYaIEaI2v3zVR0gB7SYpZX0x9/e7yfMq3lxZn8OPf+KMrmwOPAgBAo9ezRZI7KkED+s9hks22vLBV9ZLL1c+1Cf6jD6oedtCUkAnOykQJAJNcpApJyoXtMO06j+Qsbn397nKEJQAAjdZXAmrooOq1hinDkdb1ntVnGlQ/+frd5eUkRZJuRvsi3uF9tRwKR5gFJkqA1jBRUmuHSbp/dGW29y0VkjzAZAkAQDPXtEVMk1CfPnMYX+bf/3x2k3RSBifz1R+PdZJcrP7z9gf+0mGSe0l2k+zaUotZJCgB2rQgWE7yjkrUcvFazPqiVUjyUMISAIDmrWuHmc0tZKmHvVSHsDv/EBglW28BbeKNh/oRkpzYjJDkg2zDBQDQINU0iZCESTreTus4HNH3A2MhKAFgnHpCkuTrd5cHGspHuvX1u8v73gYDAGiEvhIwZvdvp7U569s3A5MjKAFa4z8ypwj1cuPmlXc2Z70Ib919YTWZu+52eKzNt+6+0L155R1NEABAfde1RTLn5R/GYTtVOHLzyjtD5QCmQVACwDjcuHnlnYFm8oVukjfdDk90IeUofVcpAABqq68EjMhBtf4fpgxHbKcFTJ2gBIBRe0tIkrx194X5avHP6Vx66+4LazevvLOqFAAAtVvbFrGVLE/veDutzZTByL6SAHUjKAFglDZ80f2+fpKLynAmN9+6+8KmcXsAgFqubeEsjrfT2rx55Z1d5QDqTlACwKhs3LzyTk8Z3n/j7qZKPJVBko4yAADUam1rmoQn2cvJVlom64HGEZQAMJJFsZDkAQMleGoX37r7Qv/mlXf6SgEAUAvWZTzMYR48Z2RfSYAmE5QArXGUOUWYjr0khTKU1u5+rJ/M2XLrfFbX7n5ssHrlnzRbAADTXdsWyZxpEo5tpwpHVq/8k+20gFYRlACtsXrln4Zrdz+mEJO1l6RYvfJP95QiWbv7sfkkzmg5vwsp31zsKQUAwFT1lWDm+71hks3VK/80VA6gzQQlADytwwhJPmg15Zf8nN/1tbsf65sqAQCYjnKaxNkkM+Yg1VZaKcMRvR4wMwQlADwNIcmHG0nTJKPXj6kSAIBprsVov9upwhHbaQGzTFACwFkdhyQW0Q8yTTJ6pkoAAKbANEmr7eXknJGhcgCUBCUAnNWykOShekowtrr2lQEAYKKsv9rjeDut43DErgAADyEoAeAsbnjr6MPW7n5sOclFlRiLVY06AMBE17ZFTJM02WEePGdkX0kAnkxQArTMnBKMz43VK/84UIaH3nc9NRibC2t3f3159co/bioFAMBE1rZ9NWic+7bT+sehcgCcnaAEgNN4VUjycGt3f30+yTWVGKvlqvEDAGC8a9sipkma4KBaHw9ThiO20wI4J0EJAE+ysXrlH/vK8EjLSqDGAABNt3b311eTvKkStXS8ndbx1Mi+kgCMlqAEaJWjoxzEWRGjtPHic//YU4bH3nO+xB+/C2/+9NeXX3zO9lsAAKP25k9/fT7lF/AmSeplO1U48uJz/7irHADjJSgB2mY/gpJRuS0keWQzWSQ5/tFQTkYR228BAIx6XbucZJDkgmpM3V5ODmEfvvic7bQAJklQAsCjFuk9ZXi/geym3P6piGBkWgolAAAY2fp2Pkk/yU3VmJrD3HfOyIvP2U4LYJoEJUDLzCnB+e0lKV587h9m9g2mN3/6G92cTIwUyZw37KbvkhIAAIxqrTu3GZP407CdKhx58bl/sJ0WQI0ISgC430FmMCR586e/0UkZihxPjQhG6nmdihef+4ehSgAAPPV6qp/kFZWYmPe303rxuX+wjSxAjQlKADh2mGR5FkKS+4KR4x9v0zVDt2o0AQA4+/p3ENvIjttBTs4Z2ZzlKX2AphGUAJCUIUnR1vHvN3/6G/N5cGJEMNJMHSUAADjzWtiB7eN1OydTI7bTAmgoQQnQKkdK8LSKz7doUf8/ToKR4x/nW7RDVwkAAM60Jl5Lcl01Rup4O63Nz9sWFqA1BCUA3GhDSPI/fvobRU6mRgQj7TSvBAAAp1obd1MeGm6SejQOk6ymDEdspwXQQoISgNl24/PP/cOgoc1fkZOJEXstzwYBGADAk9fJ/TiwfZS2kywLSADaTVACtMzcbnxpflovfv65Hw6a0/D9P908sJ3WnD2WAQDgZL3cSbKZzHm5ZDQOk/Q//9wP15QCoP0EJUDbeMvndDbqvuCvGr3jw9eLOHwSAAAetXbupTyPxJp5NPaS9D7/3A8dzg4wIwQlALNn4/PP/bBXw+aukwcPYLefMgAAPH4NPZ9kkOSaaozMq59/7od9ZQCYLYISoFX+QwmeZOMLNQlJ/qps6oqcTI0IRgAA4PTr6SJlSGIdPRoHSXpfeO6HQ6UAmD2CEoDZsZdkdYqN3HEwcvxj72QAAHi6tXU/DmwfpdspQxJbOQPMKEEJwGzYS1JMeuFfveVWpJwaEYwAAMD51tedJJvW1iNzmDIg2VQKgNkmKAFov4mFJPcFI0WSRaUHAICRrbV7cWD7KG2nDEn2lQIAQQnQMnNK8KDqDam/H0tI8lc//c1uHthOa07TBgAAo11zVwe2zzmwfXRe/MJzf7+mDAAcE5QAtNdhkuILz/397gibtE5ODl8v4m02JutACQCAWfJXP/3NIg5sH6W9lC+S7SoFAPcTlAC000hCkioYKe770aAxTftKAADMir/66W/248D2UXorSX9c0/YANJugBGiboWYiSbL6NCFJNdZ//8SIYIQ62VcCAKDtqpeVHNg+OodJlr/w3N8PlQKARxGUALTPjS889/eDUzZh83lwYkQzRp3tKwEA0GZ/9dPf7MWB7aN0O2M8sxGA9hCUALTLE0OSap/j46kRwQhNMlQCAKCNTg5sjwPbR+Mw5TZbDmwH4FQEJUCrHB3NzfLH3/ji4g8GH/yTX9v+eJGTiZHFZM6NQlM5dBMAaJ1yvT43iG1vR2UvyfIXF3+wrxQAnJagBKAdNr64+INe1Wh1cxKMeCONtjj44uIPbJkAALTK17Y/3o8zFkfp1S8u/qCvDACclaAEaJtiBj/zXpLdr21/fLP6/PYzpo2GSgAAtMXXtj/eiQPbR+kgSe+Liz+wZgTgqQhKgLbpzuBnvpTkTZeelttUAgCgDb62/fFeHNg+ShtJVk0fA3AeghKgbbpKAK00VAIAoMm+tv1xB7aP1mHKKRIv1ABwbs8oAdCyxsMBiNA+t70hCAA0vFcpkuxGSDIq20m6QhIARsVECdAmhRJAK2mAAYDGcmD7yL34xcUfrCkDAKMkKAFa4yhzhSpA6xxGUAIANNBfbv9Wp1zHzDmwfTT2kvS+tPj9XaUAYNRsvQW0SaEE0DqbX1r8vm23AIBG+cvt3+ql3GpLSDIa20kKIQkA42KiBGhLIzKvCYFW6isBANCwvmQQZ5GMymGSXpJdL88AME6CEqAtlpUAWmf7S4vf31cGAKAJ/nL7t4qUIclF1RiJ2ym32hKQADB2ghKgLQolgNbpKwEA0AR/uf1b/TiwfVQOk/S/tPh9B7YDMDGCEqAtCiWAVtn+0uL3h8oAANRZdWD7IMmiaoyEA9sBmApBCdCG5qQb4+3QNqtKAADUvA9ZThmSXFCNkXjrS4vftwakbs/5fJJukuM/HutUP0ky/MBfNkwSL35BswhKgMb7D+eTQNtsvOQtQgCgpr5afnG6luS6aozEQZLeS75Uph7Pd5Fyx4oiZTBymiD0gxNlr1R/r+P7ezdleDLU50B9CUqANhCUQHscxjQJAFBTXy2n2Tdjon1UbqcMSRzYzrSe6U7K7xSKJNfG8I+4WP1cq/55h9WvIcMkm+59qI+5o6MjVQCavqj5hUpAa7zw0uL3N5UBAKhh79GPA9tH5TDJ6kuL3x8oBVN6nnspA5JrU34ONpMMTFTB9AlKgIYvbj6xmuRNlYBWuP3S4vdMiAEAdes55lN+menA9tHYS7L80uL39pWCKTzLq9VP3c4WOkjSf2nxewNXCqbD1ltA0/lSFdrhIElPGQCAOvnq9icc2D5ar760+L2+MjDh57jOAcmxi0lufXX7E/0ITGAqTJQATV/s/B+VgFb46EuL33OwIQBQp16jn+SmaoxEdWD794ZKwYSf5dXqWb7gmQEex0QJ0GSmSaAdbghJAIC6+Or2J7opp0guqcZIbCRZfWnxew6tZpLPcZFkrcHP8cUkd766/Ynb1fOz76rCeD2jBECD9ZQAGu8tY+UAQF1Ub5//PEKSUThM8sJLi9/rCUmY8HO8luROS57ja0l2v7r9iZ4rC+Nl6y2gqQufTpJfqAQ02sZLi9+z4AcA6tBfOLB9tLZTbhu0rxRM8Dlu+zTY7eq5EjzCGNh6C2iko6NnbLsFzbbx5eK7PWUAAKbtL4a/XSTPbMaB7aPy6peL7/aVgQk/x8vJM4OWP8fXkuz+xfC3l79cfNfWxTBitt4CmqqnBDTY4Yx/fiEJAFALfzH87eMteoQk53eQ5KNCEqbwHK8meWdGnuOLSYZlMASMkq23gCYugjqx7RbNaxqHKbdzGFZ/bpjZ3PtaSAIA1KGncGD7iNd4SVa/XHzXlkBM+lkeJLk+ox//xpeL7w7cBTAatt4CmmhVCai542BkmGT45eK7+w9Z0BdVc37NQh4AYHL+YvjbvSRrMUUyCodJel8uvrupFEzhWR5kdkOSJLn1F8Pfjh4LRsNECdDExdB+ynFTqFODOKx+Nh8WjDzmfl5LcnMG6rP85eK7Q7cKADDFPmI+s/eiyjhtpwxJ9pWCKTzPg8x2SHI/L6TBCAhKgKYthoqUewjDNN0fjAzPe5Betb/sIO18q3E7ZUhiGwYAYNp9xCBeuBoVB7Yzzed5ECHJBwlL4JwEJYAFEZzOdk6CkeEY7u22veF4mKT/5eK7a24dAGDKPUQ/ySsqMRIHKV+C2VUKPM+184Jt8ODpCUqAxvjz4X+fT7IfewkzGXupDl//SvGd4QTv8+WUe2Y3+W3H7SS9rxTf2XcbAQBT7B86KV9EWVSNkdhIsvqV4jsmhZnWM91LckslHukwSfGV4juCTHgKghLAoghKe7lvO61pNoBVKLha/TQpGDyommdvMQEA0+4d2ry16aQdpnwJxhqPaT7T3apX80w/uSfrCjTh7AQlQJMWRrtJLqkEI1xADnMyNXKvhvf8fMrpkusNqGX/K8V3Bm4rAMD6qVVMClOX53o3zhg6rdtfKb6zrAxwNoISoCkLo26Sn6sE53AcjAxTBiP7Dbr/6zphsp1kICABAGrUMwzi5apRefUrxXf6ykANnu1BhJ9n9eJXiu84LxLOQFACWBjRVod5cGJkvyXPQi/JcqZ36Pthyi8gBva+BQBqtEZaTfKmSozEQZJlaz1q8mwvJ3lHJZ6qb+uaBoPTE5QATVgYOcSd0y4EhzmZGNmdgediufopxvx8HJ/fsjnJg+0BAE65JtqMA9tHue7rJ3G+AXUxiC23ntb2V4rvFMoApyMoAZrQ/PTiEHcesfDLyRf4uzP+nHRTBibdJJ1zfFlwkDKYHKbcB3joIEAAoKbrnyJlSOKFKoCHe+ErxXc2lQGe7CNKANTdf5TnMkByEowMXzbZ8IAqKPpQWPR6+QXCsW6S+fv++25O3hbcf9lYNgDQEK8P//takpsqAfBYaykDZeAJTJQAdW+AHOI+2463fBqmDEdMNgAAzHZ/0En5pZ8D2wFO58bLxXcGygCPZ6IEqDvTJLPloGp8hxGMAABwn9fLLXnXYqstgLPopzzrBXgMEyVAnRuh+ST/RyVa7SAPTozsKwkAAA/pC9aSXFcNgKdiqgSewEQJUGc9JWidw1SHr0cwAgDAE1Rb8W4muagaAE+tH1Ml8FgmSoA6N0X7GqLGOw5GhimDkV0lAQDglP1AP8krKgEwEs+/XHxnqAzwcCZKgJo2Rb+znMwJSZppO9XUyMvF3wlGAAA4ay8wn2QzmVtUDYCR6VW9OvAQJkqAujZHwyQao2Y4DkaGLxd/Z9EFAMB5+oDllNvDOLAdYPT+08vF391TBvgwEyVAHZujToQkdbaXB7bTssgCAGAkfcBakpsqATA2x2E08AGCEqCO+kpQK4IRAADG5vXh73RTfnF3STUAxkpQAo8gKAFq5c/u/M58kusqMVUHuS8Y+ZPn/25fSQAAGNP6v5dkLbbaApiEQgng4QQlQN2sKsHEHSbZjGAEAIAJqV6QGiS5phoAE3Phz+78TvEnzztfFD5IUALUjaBk/A7z4MTIrpIAADApf3bnd7opX9S5qBoAE1dU3wcA9xGUADVqmH63l8wZuR+P7aoZHf7J838rGAEAYFpr/n4y94pKAExNoQTwYYISoE76SjAy23l/YuRvh8oBAMA0/dmd351P+eLOomoATFVXCeDD5o6OjlQBqEPjtJzkHZV4ans5CUY2lQMAgBqt9YuUIYnpcYB6+E9/8vzf3lMGOGGiBKiFI2eTnNX7wUiS4Z9a4AAAUEOv3fndtSQ3VQKgVrpxTgk8QFAC1KF5KmIE/0kO8mAwsq8kAADUeI3fSTlFckk1AGpnXgngQYISoA5Mk3zYYdVYDiMYAQCgQV6787u9JGux1RZAXXVTfucAVAQlwLSbqE6SayqRwzw4MbKrJAAANGxtP58yILmuGgBAkwhKgCmb68/wh99ONTXyp89vCEYAAGis1+5c7yZzm0kuqgZA7dl6Cz5AUAJMs5nqZLbeNtvO+xMjG0N3AAAALVnXryZ5UyUAGqOrBPAgQQkwTf2Wf769lMHIpmAEAIC2ee3O9fkkg9hKFwBoOEEJMBX9sqlq4zTJRqrttPrPb9xzpQEAaOl6vqjWvQ5sBwAaT1ACTMtqCz/TQf/5jZ5LCwBAm/XvXO8neUUlAIC2EJQA02is5tPOoGTg6gIA0OJ1fKda8y6qBkCj2QEDPkBQAkzB3GraOaK/5toCANBG/Tu95WRuEFttAbTBrhLAg55RAmDCDVZbp0k2+s8PvJEBAEAb1/BrSd6JkAQAaCkTJcCktXWapO/SAgDQqgXunV435VZbl1QDoFW86AkfYKIEmGSj1dZpku3+84N9VxgAgBat3XtJhhGSALSRrbfgA0yUAJPkbBIAAKix6uWmtSTXVQOgtfaVAB40d3R0pArApBqu/bQvKDnoPz/ouMIAALRgzd5NspnkomoAtPjX++cHc6oAD7L1FjApziYBAIC6Lmrv9FaT/DxCEoC221YC+DBbbwFj98q7rT2b5PDVq4OBKwwAQMPX6oMk11QDYCY4nwQewkQJMAnOJgEAgJp55d1ekfILMyEJwOwYKgF8mKAEGHfz1dppkghKAABo7jq9n+RObLUFMGuGSgAfZustYLzm5to6TbL56vO37rnAAAA0ySt3bswn2czc3KJqAMycPd9lwMOZKAHG3YSttvTj9V1hAAAatj4vkuwnEZIAzKaBEsDDCUqAcWrrNMnGq8/f2nd5AQBoilfu3FhLudXWBdUAmFmbSgAPZ+stYCz+9N1WT5M4mwQAgKasyzspvxi7pBoAM23vtate+oRHMVECjMta2vm22vZrV2/turwAANTdn757YznJboQkAHjpEx7LRAkwjoask+R6Sz9e3xUGAKDm6/H5at16UzUASHIY227BYwlKgHHot/Rzbb929dbQ5QUAoK7+9N0b3ZSH9ZoiAeDY5mtXb91TBng0QQkw4sbs9zrJXFunSYypwqOf/SLJfJJu9aeK+/7nTpKLj/hLt+/7z8Mk91JuEbL72tVvW8gDwNl+P+4lc23dAheAp9dXAni8uaOjI1UARtmcbSa51sKPdvDa1W93XGE847/XTRmG3P8zri9jDlKGJ8Mkm4ITAHjk78/zKV/qua4aAHzAxmtXv91TBng8QQkwygatSHKnpR/vxmtXvz1wlZmxZ3o+5WRIkTIQWZzyv9LtlPvqCk0A4OT3a1ttAfA4//m1q9/eVwZ4PEEJMDIvv/t7w0z/i9RxOHjdNAmz8QzfH4wUqe8XLscHEfZft+AHYLZ/715NuZ2KrbYAeJhXX7/67b4ywJM5owQYVZNWpJ0hSWIvT9r97HaTLKcMRpryDF9IubXI9Zff/b2NCEwAmL3fv+dTTpFcU41zu53yfLQmaXPv9UGHcVbkrHtFCZ7agecHTs9ECTCqZm037Rz3N01CG5/X5ZyEIxdb8rFeTbL2ui25AGj/7+PdlJOVF1XjXA5Tvmyx1sB7YD5luDMr98CLTbxOjOx+70dY8rReeP3qtzeVAU5HUAKMYOGy0ktyq6Uf78brV9cHrjINf0aPt9Q6Dkjauj3HQZLe61fXh646AC39PX01yZsqcW571Zpht8H3QpH2ng/5QYdJuq9fXd93685sLzOMc5jO6vbrV9eXlQFOT1ACjGLhsp92vs108PrV9Y4rTIOfzeNg5PqMffS3kvRfv7puugSAtvyebqst64SH3RdrSW7OyHXbe/3qetftO7O/BnaT/FwlTu0gZbioH4IzEJQA512w9NPeMVjTJDTxmTwOR9o8OXKqZjrJsjcPAWjB7+222hqNw5RTJJstuz/augXyw7z6+tX1vlt5Zn8tNFF3es+bsoezE5QA51mozCfZTzu/jDVNQpOexW6SXspwxJcoJw6TFE3eVgOAmf89vh97849Ca1+gmME37T9qbTfTvyYOMnvT8mf14utX153pA09BUAJo3B7ONAl1f/7mUwYjq7Ff7+MISwBo6u/zm0kWVePcWj+FMGNv2ttSyK+NQ/3PI228fnW9pwzwdAQlwNMuUDpJftHWxbdpEmr87BUpp0e8SXV6whIAmvZ7/WZmewvNUf3+vzwr28+8/O7KMLMTrL31+tX1Vbf4zP4aOZ9kNybpP2j79avrhTLA03tGCYCn1PfZYHLNwMvvrqy+/O7KfpI7EZKc1YUkw2prCgCo8+/5/er3eiHJ+dxO0pmxPfp7KcOhWXCzChSZQdU00fIM3e+nsVfVBDgHEyXAmf3xu58sqgaujQ7euPp2x1WmRs9aL4KRUTlM0nnj6tu2agCgbr/n22prdF584+rbazN6H/WS3LKuY0bu927KbbhmPVjeS1J4FuD8TJQAT6Pvs8HYFvzzf/zuJ3t//O4n92N6ZNQuVM0UANTp9/4iyX6EJOd1kOSjsxqSJMkbV98epJymmZV13cBtP7veuPr2bpKievZnlZAERshECXDWRm45yTttba5MkzDFZ6uT8mD2XrwVNW6vvnH17b4yAFCD3//7SV5RiXPbSLLqy8L3p5P2Z2g9eaMKiJjte36Y2TvgfeONq2/33AEwOoIS4KyLkP2099A0i2ym8UwVKQOSa6oxUR+t3kIDgGn8/m+rrdE4TBmQWMN/eH15Z4buge4bV9/ed+Vn/tfUwQz1VF78gjGw9RZwlsXHatobkhxosJjw83T/9lpCksnzvAMwrTVAEVttjcLxljN+T/+AN66+PUzy1ox8XFtwkTeuvn3vjatvLyd5teUf9TDJC0ISGA8TJcBpG7q2j3CbJmFSz9Fq9WN7Lc89ALO3FujHVluj8NYbV99eVYYnrjuHmZ3tiLxhz/G9X6QMz9r2kud2kp7pKRgfQQlw2sXGWpKbLf14e29cfbvrKjPG56eTpB8Hs9eNc4kAmNRawFZbo3GY8ovCTaU41X3XTfLzGfrItlbl/l9z+2nHdxiHSfpvXH17zZWF8RKUAE/0lf/9qU6SX7T4Iz7/57/0raErzRienSLl4ewCkvq68ee/9K2BMgAw5vXAZkyTntd2kt6f/9K39pXiTPdfP7MzxbSXpPjzX/rWPVee/5+9u32x6zrvxv+dkPea+y/Q9EUgEIjGEELh5oeO0YMly8qclEIJpeiYcjcPTavRndSW4wcd5cGWHbuasV07jgk6QwghEJKZOH6IY6MzhEAJAc8YAoG8yMx/oPkD7uj3Yh9VsiNZ83DOmX32+nxgcJumbfa11uxZa19rXdct79+FTO7NqpUk8957MB4SJcB2FhfLaW4PhdUnj7zaMsqMYEHejVOjk2DzySOvzggDACNaE3Sj1NYwXHzyyKtdYdj1POwXtC5dfPLIq8qy8eHfgc5gfzYp5bhWk3Qd6ITxkigB7ragaKVqNt1UbpNQ8gIc7wEARrMmUGprOLaStP2d3vN8nEmylnJuNVnbMan7NQkS2EcSJcDdFhJraW4DQLdJKGXBzUdbevLIqx1hAGBI64JWlNoahpVUpbaUURreevVKIY+7lWTmySOvXhskiWbu8u9fM8+K+31opyqRPFeT+bqcZOHJI6/qsQP7SKIE+KjFw3ySyw1+RCeN2Mvvx3SSdiRIGrGZfvLIq9PCAMAQ1gfdKLU1DOeePPKqxsXDn59NLqk8DOtJriXpp7qB05dAafzvxMxgT9fJ+A+IrqRK/2J7IwAAIABJREFUkCybZ1APEiXAnRYM00k20tyTcE6Qs5ffjfnBj5OizfH5J4+8uiwMAOxhfaDU1t5tpiq15VS1PV6d5uRyqqSJtWKzfz9mkrRu+Rn2Ybj1VEm4fiThoJYkSoDbOv/uvywkOdvgR/ybS0e+v2Gk2cHvhARJsy1eOvJ9jT8B2M0aoRWltoZhKcn8pSPf9/Fw9PP1qkjsyo0SSb1LR77fF47G/67MpCrb1koynWR28D86fJc5ciPR2091Q2nNfIHJIFEC3GlB8Ocmb8IuHfl+x0izzd8HCZIyrF868v1ZYQBgh+uEbpTa2qutVAmSnlCMbd42/VDcOGymKsG7LLkH0AwSJcDtFs79NLdswFaSGYtZtvF7IEFSnv/l3QDADtYJSm3t3XqSzqUj31dqa/zzt5/x92Ro6v5yIcmCdSTAZPuYEAAfWjS3G77hs4DlrhvHwenQjVQnRCVJyuFGCQDbWSu0BusESZK9WUzSkiQZv8F+qCMSQ3FgsGfYOP/uvyjjCjDBJEqAD1to8LNtNfz52AMJEiJRAsDd1wvdVP0drBP2tib//KUj39ePZB8NElQXRWJoDiS5fP7df9kYJFMBmDBKbwEf3vg1ucbyuUtHvi9RwofnvRJb3HDx0pHvd4UBgDusF5Ta2rv1JO1LR76/IRS1mdtrUYJrFBaTdCUDASaHGyXAjQXyTKoPxU21KUnCbeZ9J26QcFNLCAC4zXqhFaW2hmHx0pHvz0qS1E471S0fhutskrXz7/6LG8sAE0KiBBiYWkimDiRTaehP1xhzw/l3v9g5/+4XN5KpKw2f9352/AMAH1gzdJOpq9YLe/rZSqbuvXTk+/o31FCVuJrqmqcj+TmYTL13/t0vmvsAE0DpLSDn3/1iK1Wt5aZavXTklZaR5vy7X+wk6SY5KBp4VwDwEWsGpbaG9Lc1SfvSkVeUH6r/nF9OMicSI7OUZN7vAkB9fVwIgCS9hj9f1xAXv/FrDea5BAkfZVoIADj/7hdnUyVJrBv25uKlI69Yh0+OTqoSc8rRjsaZJLPn3/1iS7IEoJ7cKIHCPfzuF7tpdgP3laePvNI20sXO71aqRJnToGzL00deUX8LoOy1w3ySyyKxJ1tJ2k8feaUvFBM3/9tJfi4SI7WepPW0ZAlA7UiUQNkL4ek0/9TQ3zx95JUNo13c3J5NshAJEnZIogSg6HVxL0oP7dVKko6PwBP9u7CQqhE5oyNZAlBDSm9B2RbS7CTJoiRJcRu7mVQ3SM6IBrvctAJQ3vpBqa3hOPf0kVcWhGHidZO0/T6M1KEk/Yff/aJkCUCNfEwIoNgNYSvN/pi8Fb1JSprP04PTb3+OJAm7Z6MKUN4aopPkvfgovBebSe6RJGmGwYd7pYtH70ayRI88gJpwowTK1Wv48y04ndN8g43F/OBH40kAYCdriIU4YLFXSm010NNHXll7+N0vXkyze1nWwaHBe6gjFAD7z40SKHNj2E2zT81tPn3kla6Rbvw87iRZG2zgJEkAgO2uIWaT9CNJslfnnj7ySluSpJkG+yllSUfvzGB/DsA+kyiB8jaGM6lO3zfZvJFu9BxuPfzuFzeSXIkyGQxXXwgAGr+O6Aze94dEY9fWo9RWKdqpShozWhcGpbEB2EdKb0Fhrl+fanoD99Vnjn5v2Ug3z0PvfKmVpJtMHRYNAGAXa4leMuUWyd4sJZl/5uj33CIpwNNHXtl46J0vdZNcFo2RW37onS/N+N0C2D8SJVDW5rCVZK7hj9k10o2btzODcfVhg1HrCwFAY9cSy3GLZC+2UiVIekJRlmeOfm+hkH3kfjuQqo9oWygA9ofSW1CWpm9slp45+r2+YW6Gh9750vTgBNufI0nCeDjBB9C89UQ7VU8zSZLdW0/SkiQpWidKcI3D3OCdBcA+kCiBcjaJ3TS7n8NW3CZp0nydT7KRqlE7jMUzR7+3JgoAjVpPLCT5eZpddnbUllIlSfyNLHuNdC1VsoTRW3jonS9NCwPA+Cm9BWVsEmfS/A/OC88c/d6G0Z74udpOshBN2hm/VSEAaMx6Yjoatu+VUlt8wDNHv7f80DtfWkxyVjRG6mCS+TgECDB2bpRAGZq+wdl85uj3LCQn2EPvfGn2oXe+1E916lOShP3gpCxAM9YUrVS3UiVJdm89yawkCbfRTbIpDCM371YJwPi5UQIN9/V3vtxOpg43fSFppCd2fs5UG64pPUjYbxIlAJO/rugmU8p27s3is0dftrbmtp45+r1rX3/ny50kV0VjpA6kumXfEQqA8Zm6fv26KEBzN4vTqU7UNbku8+qzR19uGe2JnJvzgx91w6mDe549+rJkCcDkrit6SeZEY9e2knSePfryslCwjd+5bvQSHIf/9ezRl68JA8B4KL0FzdZN8z9CO/E2eRurTqrT+xciSTKJtpKsJHkwyWJTnkmSBGBi1xWzg3WFJMnurSeZlSRhu549+nJ3MG+w1wVoDKW3oLmbxlaa32hvycfNiZuT3SSHRWPibCVZTrJ860eUr7/z5ab8/vUNMcBEri06Sa6IxJ4otcVudQZrKAefRkdTd4AxkiiB5lpo+PNtxQmbiTAoh7GQRB+Syfsd+6vkyC3jOpvmNMrtG24Aa4sC/84rtcWuPXv05bVBCa7LojEyB77+zpc7zx59uScUAKMnUQLN3Dx205wPmHfSVa91YuaiPiSTZSVVcuRuG7JOg565b9gBJmZtMZuqH8kh0di19STtZ4++vCEU7MWzR19e+Po7X27HjfFRag/eeQCMmEQJNG/zOJPm37RYf/boywtGu9bzsDVY0B8Ujcn4nRqMV28HCch2Q559Uwk/gIlZX9z4YOgAxu4ptcWwObw2WnNff+fL0w4JAoyeRAk0zlQJm0ebu5r6+jtfmUmykExpqFp/N0prLTx79KW1HY5zK5lqShKsbyoATMQaYyGZOisSe/q733n26EtKbTHM38tp6/6xcKsEYAwkSqBZC9USrj2vPHv0pb7RruX860aZrUmwmqT37NGX9rLZ6jQoHt4nAPVeX0ynSuwr7bN7g1JbL20IBUPWEoKxkCgBGAOJEmjWJrLpiycN3Os591qpGqqqFV7v351d3R65w7um3aDYOFkLUO81xnIcwtiLxWePvmT9zKi0hWAsWkIAMHoSJdAQ15NuAZvIheechKuNr1UfzBeSnBGN2tpM9W5Yfu7oS0Opa3y92hA35V2zPqy4ADD0dcZ8kssisWtbSdrPuYnNaPegLVEYiwNfe+crs8/t8cATAB9NogSasZFsJWl6zebN546+1DXatZlznVRJEic862klVWKxP4L/250GxalnqgDUbo1x45a0vge7t5oqSeIwAKP+XT0oEmPTSiJRAjBCEiXQDL0CnrFjmGuxIZpNlSBRJ7x+bpTX6o7q5tXX3vnKTMPGXtktgPqtM3pRznMvLjpcxJjMCoF4AzSJRAlM/oaym+af5FlRNmDf59l0qv4wF0SjdjZTJa96Yzg52qQa55tK+QHUaq3Riduqe6HUFuPWEoKxkigBGDGJEpjoDeW/ziZTTf9wrYH7/s+zVjLVi6v1dbOeZOG5o//VG9//y6lOg+LnNglAfdYaC8nUWZHYtUGprf9SaosxmvLhfrzctAMYMYkSmGwLJTzjc0f/a8NQj9/X3vlXNcLraTVJ97mj/9Uf83xoUhP3RH8SgLqsNfrxAXAvLj539L+6wsA+mBaCsb8zZ+yNAUZHogQmd5E0n+b3idi08du3+dWJ8hd1s5QqQbJfm6NOw94tmmEC7O9ao5Xqdp+1xu4MSm2N9+AE3MKNkvGbSbIhDACjIVECE+jcr/91Jkm3gEftGO19mVu9aNZeJ0tJupeP7d/pscG8aNLNImW3APZ3vTGf5LJI7Np6ktblY0ptsX/+cl2SE4BmkSiBydRL80/frVw+5oTcOJ379b92o1l7XWylutGzUJOPIJ0GvkMBGP9aY3rw9+2MaOza4uVj/6V/H5RpNlW5QgBGQKIEJm+D2U7zT/tr4D7eOdVK9dFCffB6zP06JUhu6DQoxpuXjym7BbAP643ZVIlq643drxE6l4/9l1uR1OX3mfHTFwZghCRKYKIWpF+dTqZ6BTzqwuVjL24Y8XHMp3STqbOiUQtbuXnTYf7cr79al/9cM8nUwQbF2QcmgPGvOdqDNaxSPbuznqRtfUx9TPlgD0DjSJTAZClhg7l++diLXUM9Wud+/dXWYD4dFI3aOJBE0mo871EAxrfm6EZpz71YvHzsRTetAQBGTKIEJmeT2U6zminfiY3gaOfRdKoPxXOiQYE2Lx97UdktgPGtOZbT/JKxozIotfWim5AAAGMgUQKTs9HsFfCoS5ePvdg34iObR+2UcSsJ7mRBCADGsuaYTZUkcXN1d5Taou6uCQEATSNRAhPgetJN8z9ua+A+IvO//upMqg/EbpFQOqdyAUa/7ugM1h0OZuzO4oJSW9Tc5WMvrs3Xp59eSSSoAEZIogTqv9lspYy+Bd2FYy9a+A1//synjEQb3M3qgpO5AKNedyxEv63d2krSWVBqC7gzJWQBRkiiBOq92Syl5NbqwrEXlcQZ7tyZGcwddcGh0hMCgJGuWftJDonGrqwnaUvoAwDsH4kSqLWpbsqo7ay8wDCD+et/6yZT83GLBG7lhC7AaNYds8lU37pj1xYXjr1gLcwk7lVX41DWuG0IAcDoSJRAfTedrZRRuuDiwrEXXCEezpyZTXVq3mlO+KClhWMvKO0HMPy1RyfJFZHYla0k8wvHXugJBRPK2mrMFo69sCEKAKPzMSGAWm46Sym5tZmq2Sd7nzPdJO9FkgRupycEAENfe/QiSbJb60lakiRMOIfdxv/eAGCE3CiBGrpeNd8uoeRWZ9Ep7z056xYJ3M3m4rEX+sIAMLS1h34ke7OUZN4amAbsWSVKxku8AUZMogTqt/lspYySWys+Xu55rnSTXBAJ+Eg9IQAY2tpjNlWSRD+SndtKlSDxd4mm8OFevAEaRektqNfms5SSW1tJOkZ81/OkdfbX/7YRSRLYjp4QAAxl/dFJVeZTkmTn1pO0JEloksWqX8amSIxNXwgARsuNEqiVqW7KKLnVXTz2vHIDO3T21/8+naSbTJ0VDdiW1cVjz28IA8Ce1yC9ZOqMSOzKoNSWtS+N3L/2k3g3jN7W4rHn3SgBGDGJEqjPBrSVMkpurS4ee14D993Nj17KSKTBsPSEAGBP6w/9SPbmnHUvDdePRMm44gzAiEmUQH02ob1CHnfeiO94bnRTRhINhmlr8djzPWEA2PUaRD+S3dtM0nYCnAIsJ7kiDGOJMwAjpkcJ1EM3ZdwUuGjDuH2DWyRrkSSB3egJAcCu1yCd6EeyWytJZq15KcGgpNy6SIycRAnAGLhRAvu/EW2ljA/hm4vHnu8a8W3NCbdIYO+UOgHY3TqkF6V0dkupLUpdc7lVMjorehwBjIdECezvRrSkklsdI76tOdGKXiSwV5q4A+xuXdqPfiS7sZWq1FZfKCiQ8lujjy8AY6D0Fuyvbsr4IL5o4/jRzv7636fP/vrfF5JcjSQJ7FVPCAB2tA6ZTVXuU5Jk51aTzFjrUqrBbYclkRgJPfcAxsiNEtgn/1ZOya2tVAkhPnou9CJBAkN557xgQwmwk3VIJ1XpHP1Idu7iC0rLQv5SvUOU7Bs+pfwAxsiNEtifDWlRJbdeUFP1jvPg39wigWHrCQHAttciN3oLSJLszFaSz0uSQOWFY8+vpbpdxXBJlACMkRslsD+6KePD+MoLx55XU/U23CIBG0qAfVyH3Di0MycaO7aepP2CXlhwuz3uVWEYmiUHDgHGS6IExr8xbaecklvzRvyvxn96sIk4KxowdCs+XAHcdS0ymypJoh/Jzi2+cOx561u4jReOPd//t1//+2qSw6JhLw0wiZTegvFuTEsqudX1wfKvxr+VqlGqJAmMRk8IAO66FulHkmSntpI8KEkCd98DCsFQLLhNAjB+EiUwXr2UUQN69YVjzyt/M6AXCYzFplJ/AB+5HpkfrEX0I9mZ9SStF4493xMK+GgvHHu+n2RJJPa2po1SsgD7QqIExrc5baecOtAdI/4/496KWyQwDjaUAHdej/SSXBaJHVtKlSRZEwrYtvlUt7DYZfzcJgHYH1PXr18XBRixr77979NJNlLGCb6LLx5/vmvM9SKBMftfLx63qQS4zXqkH6W2duPci8fdkIZdvnvaSX4uEju28uLx59vCALA/3CiB8VhOGUmSdUmS5Ktvu0UCY7YkSQLwV+uR2cF6RJJkZzaT3CNJArv34vHnl5OsiMSObEVlBoB99XEhgJFvUueTHC7kcTuFj7VbJLA/fMwC+OCapDN4N+pHsjOrSdqS7zC0veFa9GjcLu8egH2m9BaMdJN6dmawOCyk5NZit+CxbiXp2QjA2K2+eHyxJQwA/7Mm6Sa5IBLWslCD99FskvdEwvsHYBK4UQKjVVDJrTIXdl99+6xbJLC/ekIA8D9rkoUkZ0RjR7aStF88vtgXChiuF48vrn317bMPJrkiGne0JEkCUA96lMDoNqvdlFMTer7QMW5FLxLYT5svHl/sCQNg3Xn2RtN2SZKdWU8yK0kCozNYq10UiTu+g+aFAaAe3CiBEfhKdcW4lJIHiy8Vtrn8ilskUBc9IQCsO8/OpkqS6EeyM0svHV/sCAOM3ovHF7tfqcpSS+betJ6k9dLxRX1JAGrCjRIY/mZ1OuV8vNtMlTAoaXxbcYsE6kITd6D0dWc7kiQ7tZXkQUkSGK/B79ySSCSRJAGoJYkSGL5uyim51SlpcfeVqpza1WjYDnWwZHMJlOwrb5+dT/LzSJLsxGaqj5M9oYDxkyxJIkkCUFtT169fFwUY3oa1lepDegkWXzq+OF/IuM6muiV0yCyH2rjnpeOLa8IAFLrm7EUJm51aSWGHfKDG77CFlHlDX5IEoMYkSmBoi7356SQbKeNU32aS2ZeOL1wrYFy7KaffDEyK1ZeOL7SEASh0vdmPwxs7dfGl4wtdYYBavc86Sa4U9MhLSeZL2EMDTCrN3GF4eimn9EGn6Qu8r7w97xYJ1JfeJEBxrE12ZStJ+6XjC32hgHp56fhC7ytvz6+ljD5L5146vmD9ClBzepTAcDau80nmCnncxaZvNge3SN6LDxFQR5svHV9YFgagsLXmbNwk2an1VDeg+0IB9fTS8YW1JDNJVpu6bk1yjyQJwGRwowT2vnGdSdXAvQSbTX5WJzVhInSFAChsrdlJWeVphmHppeMLHWGA+htUKmgNDh9205zbJYtJukptAUwON0pg75aj5NbEGyzM+5EkgTrbGrxzAYowuOUqSbKzvxMPSpLA5BncuphNsjLhj7KZ5N6Xji/oRwIwYTRzh71vXktp9L340vGF+QaO4UyqWySHzWioPc14gZLWmb0kZ0Ri2zZT9SNZEwqY+PdfK1VPukk6xLaV6gaJMlsAE0rpLdilL799rpVMlZIkaWTJrS+/fW4+meqmnBtBMOl6QgAUsMacTtJPptxy3b6VJJ2Xj192ehsaYNBbaPbLb5/rDPahB2v8H3crVVJnwTsIYLK5UQK738Cu1XzBNkz3vnz8cr9B4zcTt0hg0iy9fPxyRxiAhq8xZ1KVGJQk2b6LLx+/3BUGaPS7sZVkPslcjf5j3ThMuCxBAtAMbpTA7vRSTpJksWFJkk6qEz9ukcBkUcYAaLQvv31uNlW/NGuU7dlKdYtE7ypouMF+tD9IJncGP/uxH7/RL6/XpD0yABU3SmDnm9hOymmquZlktgknZAa3gHqp1ykkYHtWXz5+uSUMQIPXl+3BOkWSZHvWk7RfPn55Qyig2PfmbJJWknZGWylgM1VypC8xC9BsEiWws8XYTKqSW6VsYhtRcsvHB/AuAqjxOqWTcg7hDMNSknmlboAPvUtbqRInM4Of3SRP1pNcS3W7by1VcsS7BqAQEiWws8XXWsqpGb348vHL8xM+Xm6RwOTbfPn45RlhABq6tuwmuSAS23bu5eOXlWIEdvKenU0yfZd/25qECAB6lMDONrKlJEnWUzWmm+TxaqW6Iu0WyfCpCV7POd9JM08kd40u0ND3di/JGZHY9tqj7XYhsFMvH7+8JgoAbIdECWzDF3/1f1vJVEmn/Tqv3Pef1yZ0rKaTdJOps2buSCwm6U7q/Giyv1yf6jbwsTZfue8/e0YXaNi6cnDjdcqN1+1ZT9Ky9gAAYJQkSmB7m9mSTs5ffOW+/1yb0LFqpSq1ddDMHbrNVAm0vlDUcu63Gzrve0YXaOC6sp9ybinv1dIr9/1nRxgAABg1iRK4u17KKd+0/sp9/9mdtP/QN2+RxC2S0XCLpP7mG/hMW0nUoQca44u/+r8zqQ7fSJJsz4NuFQIAMC4SJfDRG9r5lNUIvDOBYzSbKpnlo8PwuUUyGb8DrSSHG/hoC5JzQIPe1bOpbpLonXZ3W6lKbekrAADA2HxMCOAjN7SXC3rkc5O2If3ir/5vN8l7kSQZhcUks5IkE6Hb0OfqGVqgQWvKfiRJtmM9yYwkCQAA4+ZGCdx+QztoslmM1Vfu+8+FCRoft0hGxy2SyXpXtdLM2yRLr9z3nxtGGGjIe3o5kiTbffd3hAEAgP3gRgnc3kLK+Qi/lQkquTUoh+YWyWhcjFskk6bruQBqu2bpJLkaSZLteFCSBACA/eRGCXzI//nV19rJ1JmCHrn76n3PbUzAuMwk6SVTh83SoVtP0nn1vueUuZisd1Wrob8PK5PwTgK4yzu6k0xdEYm72krSsgYBAGC/SZTABze1Mymr5NbKq/c9tzAB4zKf6oS5E5nDd/HV+57rCsNEauq4LRhaYMLXk50kkiR3t54qSXJNKAAA2G8SJfBBJdWQrn3Jrf/zq69ND8bELZLhc4tkgv2fX31ttqG/F6uv3vdc3wgDE/x+nk9yWSTuaunV+57rCAMAAHUhUQI3N7Yl9SVJqo/k12o8Hu1Ut3vcIhk+t0gm33xDn8u8BCZ5LdlLckYk7urBV+97ricMAADUydT169dFARvb6qP8zwt65Nqe4hvcIuklmTMzh84tkma8r2aS/LmBj7b56n3PzRhhYELfzb1IktyNfiQAANSWGyXY2N78MF+KzdT0NHrVnLqo8mfj5BZJc3Q9F0Ct1i+9SJLcjX4kAADUmkQJlPdhvnYltwbJqm6Ss6bj0LlF0iCD2yRN/Bi3qQwLMKHv5V4kSe5GPxIAAGpPooTSN7fdlNUo/GLdGiUPbpH0khw0I0cy3l1haJSu5wKozRqmF0mSuzn36n3PLQgDAAB1p0cJJW9uW0muFvTI66/e99xszcZgIW6RjGSs4xZJE99ZM2lmb5KtV+97btoIAxP2Tu5FkuQj3+1J2nU7oAMAAHfiRglF+ueq1NNyYZvVTo3iP5vqFskhs3EkriVZ+OdffU0kmmWmoc/lpDEwaevIXiRJPsp6kvYP7ntuQygAAJgUEiWUqrS+JN0f1OR2wT9X5c4umIIjdVgImBBbkSgBJogkyV2tJOn8QNN2AAAmjEQJJW5wuynrQ/LqD2pQG/qfq7JBvfiID9y04GMaMEFryE4kST7KxR/ojQYAwIT6mBBQ2Aa3lbJuM2wladcg7vNJ1iJJAnzw/eQ2CTApa8hOkisiccf3+YOSJAAATDI3Sihog/v16WRqubDH7vzgvmev7W/Ms5xMSZAAH7awn+8ngB2sZzrJlCTJ7W0laf3gvmfXhAIAgEnmRgklKa0vyeIP7nt23xJD//yrr7eTbMQtEuD2ekIA1N0//+rrs3H77U7Wk8xIkgAA0ARulFDKJrebsj7Yryfp7lOsp1N9AJ0z84A7WPrBfc9uCANQ8/XjbJJ+yjpos+33eJJ5NwMBAGgKiRIa78G3vt5KWX1JkqRz5cT4N66DWJd2cwfYua4QADVfP944+GFN89cuXjnxrPc4AACNIlFCCZvc0vqSnLtyYrwlEAZx7iY5a9YBd7F05YTbJEDtLSc5JAwfsJVk/sqJZ3tCAQBA00iU0HT9lHUScPXKiWfHWkf7wbe+PpvqY8JB0w3Yhq4QAHX24FtfX4geax+2laQ17sM4AAAwLhIlNHiT+x8LyVRJJwG3krTHHONuMnXBbAO2aenKie9uCANQ4/VjO5lyQ/aD1pO0rpz4rn4kAAA0lkQJDd7kFlcGqjOuDeyDb/3HbKq63UpSADvRFQKgxuvHmcH6hpuWksxLkgAA0HQSJdjkNsPilRPfXR5TfOdTfezU3BTYiRW3SYCa61nf/NX6cl4YAAAogUQJjfLgW/9xo3l7SZvc9YzhlPYtCSg1u4HdWBACoMZryI41zgdDcuXEd3vCAABAKSRKaJS/VB/iSutL0lkacTmEM1Ups16csgR2Z3XpxHf7wgDU0ZnqoI1k7s21ZWvpxHc1bQcAoCgSJTRpk9tJcqawx+6OciM7+HDQSzJnhgF7eVcJAVBj83EYJEk2k7QlSQAAKNHU9evXRYGJd6ZqLt4vbJO7snTiu+0RxrSV8sqYAcO3unTiuy1hAGq6hpxOsmG9k/VUN0k0bQcAoEhulNCUDW5pH/Q3k3RGGM9ukrNmFzAEXSEAasxtkmQpybwkCQAAJZMooQl6SQ4W9swj6UsyuJmzXGA8gdHQmwSorcHhkPnCw7C0dOK7HbMBAIDSfUwImPAN7nzK659xcRQfHs+89R/dJO9FkgQYnq4QADXWSdm3SR6UJAEAgIobJUysM2891EqmLhf22KtLJ57pDjmOs0l6ydQhswoY8vuqLwxAfU2VeptkK8n80olneuYAAABUJEqYSGfeeuhGX5LSNrWdIcdxPtWJbw3bgWHrCgFQ47XkbMq8RbuVpLV04pk1swAAAG6SKGFS9VPex/3O0olnNob0cWAmVW+Xw6YSMAJukwC1X1cV+MySJAAAcAd6lDBxzrz1UC9JaWWiFpdOPLM8pPi1k6xFkgQYna4QADXXLuwICrboAAAgAElEQVR515PMSJIAAMDtTV2/fl0UmBj/9NZDnSRXStvY/vDEM7NDiN10qlskc2YSMEKrPzzxTEsYgBqvJ2eS/LmktWSS1g9PPHPN6AMAwO25UcIkbWpnkywU9thD6UvyT2891EqyEUkSYPS6QgDUXKugZ12NJAkAANyVHiVMhH+62by9tL4k8z/cQ4mEQdy6Sc6aRcAYrP5QbxKg/mYLec6lH554pmO4AQDg7iRKmBBTy0kOFvbQSz888XRvt//L//TWw7PJVC/l9XMB9k9XCIAJWFeWkChZ+uGJpzvGGgAAtkfpLWrvn956uJvyGo+vJ5nfY8zeiyQJMD6rPzzxdF8YgAnQ9ESJJAkAAOyQGyXU2j+99XA7yYXCHnsrSeeHJ56+tot4zaQqUSZBAoxbVwiACdHkUq6SJAAAsAsSJdTWP7758GySXoGPPv+jk0+v7SJe86k+VB4we4AxW/3RSbdJgIlYX7Ya/HhLPzopSQIAALshUUJdN7HTqZIkpX30X/rRyZ31JRnEajnllScD6qMrBAD7vobsCAMAAOyOHiXUVS/llY/acV+Sf3zz4XaSjUiSAPvHbRKA/SVJAgAAe+RGCbXzj28+3E0yV9hjbyXp/Ojk9vqSDG6RLCQ5Y8YA+6wrBAD7RpIEAACGQKKEWvnHN8+3k6kLBT76/I9OXlrbZoxayVQvyUEzBthnqz86eakvDMDkmGrSwyz96OSljjEFAIC9U3qL2vjHN8+X2rx96UcnL/W2GaNukquRJAHqoSsEAPtiXZIEAACGx40SauEf3zxfavP2bfUluSWJdMhsAWrCbRKA/Vs/toQBAACGR6KEWvhLmUmArSSdH5+89JF9Sb7w5vn5JJfNEqBmukIATOCaswmu3W39CAAA7IxECfvuC1U5qbkCH33+xx/Rl+QLb56fSZVAOmyWADWz+mO3SQD2i7UhAAAMmR4l7KsvvHm+naTE5u1LP/6IviSDuKzZCAM11RUCYEJtNGgNDQAADIlECfu5wSu1efsd+5J84c3z01948/xykp+nvH4twGRwmwSYWD8+eWmjIY8iUQIAAEMkUcK++EK5zdu3krRvV1f6C2+eb6W6RTJnhgA11hUCoAHrsUknUQIAAEMkUcJ+WU55zduTqnn7xof/xS+8eX4hydUkB00NoMbcJgGaYK0Bz3DgC2+e7xhKAAAYDs3cGbtBUqDE3huLPz55aflDsbhRfuyQmQFMgK4QAA3QlD5wnZRZxhYAAIbOjRLGanDy7WyBj77+45OX5j8Ui26S9yJJAkwGt0mApthoyHMcHhy6AQAA9siNEsZmsJFbKPDRt5K0bonDTKrTf4fNCmCCdIUAaIi1Bj3LfKqbJQAAwB5MXb9+XRQYuUHz9o2U17w9Se69cQp7cKNmodA4AJNr9ccnL7WEAWjQ2rRJm6C/uV0PPAAAYPvcKGEs/pKpfspMDlz8ycmn+v/w5iPTSXrJ1JzZAEygeSEAGrY2XU1zbvfOe08DAMDeSJQwcv/w5iO9lNmHY+UnJ5/q/sObj7SSLMctkmHaTHPqi9MM0w1+zy395ORTa4YYaJh+mpMo6fzDm490f3LyqWuGFQAAdkeihJH6hzcfmU9ypsBH30wy/w9vPrKQMpvXj9JiEh8DqNu7rpfmJkq6RhhooH6SCw15lgOpbpR4XwMAwC7pUcLI/MObj7ST/LzAR9/KzRIIh8yEoca185OTTy0LBTV7180k+XNDH2/pJyef6hhloKHv7yZthLaSzDhIAgAAu/MxIWBEG8/ZJL1CH/9akiuRJBmmlcHmX5KEOmryu65reIGGry+a4oB3NgAA7J5ECUN3s3F5sT05DpoFQ7OV5MGfnHyq7YQkNX3ftdKcGvcftvSTk09tGGWgwZp2AOPs4JYjAACwQ3qUMHT/L1PLcZuCvVtN0vnpySc3hIIav++6DX68rhEGGv4O7zf03d0xugAAsDN6lDBUf//mN3ops3k7w3XupyefXBAGav6+ayW52tDHW/rpySc7Rhko4F2+luYd8LnnpyefXDO6AACwfUpvMcyNZieSJOzN+mBzL0nCJGjqPN2K2yRAOXr+PgEAABIlDMXgZPUVkWAPLv705JOzTkAyIe+8TppbYnBByTugIMsNfKbDg7U5AACwTRIl7Nnfv/mN2YZuMhmPzST3/vTkk12hYII0db5uxUlkoCCDxPBKAx+tZ3QBAGD7JErYk79/8xvTg43YAdFgFxaTzP705JN9oWCC3nudJAcb+ngLPz355DWjDBSmiQd+Dv79m9+YN7QAALA9mrmzJ3//5jf6SQ6LBDu0laTz05NPuonEpL3zppNspJnJ4a0kMxIlQKHv92sNfLd7rwMAwDZ9XAjYrb9749FeMiVJwk6tJOn87P7v2LQzcf5yfWo+zb1Bt+D3Eij4/d5LcrZhj3UgVTnFjhEGAICPpvQWu/J3bzw6n+SMSLADW0ke/Nn932n7GMuEvvemk8w3+PdTbxKgZE19B575uzcebRleAAD4aBIl7NjfvfFoO8llkWAHVpPM/uz+7/SEggnW5Nsk8xKYQMl+dv93NgbrlSaSCAcAgLuQKGFH/u6NR2dTNW+H7br4s/u/0xp8gIBJfffNJLnQ0MfblMQESBq8xj00uA0OAADcgUQJ2zYoO9NPc09UM1zrSe752f3f6QoFDdD1bADNNkgabzb1XT9YywMAALehmTvbIknCDi3+7P7vOLlIU95/M2luTya3SQA+aCHNLDF7INWNmbYhBgCAv+ZGCTvZNB4SBu5iM8m9kiQ0TK/Bz9Y1vAB/9c7fauizzWnsDgAAtydRwl393RuPLqS5p6kZnqVUDdv7QkGD3n+tJIcb+njrbpMAfNDP7v/OtTS7+bn3PgAA3MbU9evXRYE7+rs3Hu0kuSIS3MVikmVhoIG6aW6i5F6JTYDbrn9nkvy5wY94UQ85AAD4IIkSPmqT2EpyVSQAGmf1Z/d/pyUMAHdcB/fS7BvV9/zs/u+sGWkAAKho5s5ttd94bDaZckMAoJm6QgBwZ3/JVDfNTpQsJGkZaQAAqOhRwl9pv/HYdKoySgdEA6BxVpfv/3ZfGADubPn+b2+k6r/WVIfbbzw2b6QBAKAiUcIHDJIk/SQHRQOgkXwYA9iebtOfr/3GYzOGGQAAJEr4awtJDgkDQCMtLd//bTXpAbahgFslB5L0jDQAAEiUcIv2G48tpNm1mAFK1xUCAO/NWxxuv/FYxzADAFA6iRKSJIMN0lmRAGispcHpaAC2qYBbJUmyMCi/CwAAxZIoIe03HmsnuSISAI21FbdJAHZrfvAebSoluAAAKN7U9evXRaFgp994bDZV8/YDogHQWBdfu//bXWEA2PWauZvkQsMf8/Ov3f/tZaMNAECJ3Cgpe8M3E0kSgKbbSrIgDAB7spBm3ypJkt5pJbgAACiUREmhBpug5UiSADTdwmv3f/uaMADs3uA92m34YyrBBQBAsSRKytVPckgYABrNbRKAIXnt/m8vJNls+GPOna76FwIAQFEkSgp0+o3HepEkASjBvNskAMN9rxbwjEpwAQBQHImSwpx+47GFJGdEAqDxNl+7/9s9YQAYnkGz89WGP6YSXAAAFOfjQlCOU68/3kmmzooEQBG6QgAwfH+5PtVNcrXhjzl36vXHO6+f+lbPiAMAUIKp69evi0IBTr3+eDvJz0UCoAjrr5/61qwwAIxsbd1L829pbyWZff3UtzaMOAAATaf0Vhkbudm4Pg9QknkhABj5e3ar4c+oBBcAAMWQKGm4QZKkP9joANB8q6+f+lZfGABG5/VT37qWZKGARz186vXHJd8BAGg8iZIGO/X649OpToFJkgCUoysEAKP3+qlvdZNslvB3ZXD4CgAAGkuipKEGSZJ+kkOiAVCMJbdJAMaqU8AzKsEFAEDjSZQ0Vy+SJACl6QoBwPgMktMrBTzqoVOvP+5vDAAAjTV1/fp1UWiYU68/0UtyRiQAirL0+qlvdoQBYOxr75kkaymj3O09r5/65ppRBwCgadwoad5GrRtJEoDSbCXRbBdgH7x+6psbKaOxe5Isn3r9iWmjDgBA00iUNMip15/oJLkgEgDFWXj91DevCQPA/nj91De7KaOx+8Eo8wgAQAN9XAia4USVJLkiEgDF2Uo5J5kBauv/VY3drxbwqGdPvP5E/61T31w26gAANIUbJQ1w4vUnZuMjGUCpum+5TQKw79469c1+kqVCHrd3QgkuAAAaRKJkwg2SJP2U0TwSgA/afOvUNyXKAepjPtVNv6Y7kKRnuAEAaIqp69evi8KEOvH6hekkG5EkASjVg2+dutgTBoBardE7Kack7rm3Tl2UsAcAYOJJlEzuBmw61U2SQ6IBUKT1t05dnBUGgFqu1ftJDhfwqFtJWm+durhm1AEAmGRKb03mxkuSBIB5IQCorU6U4AIAgIkhUTKZepEkASjZ6lunLvaFAaCe3jp1cSNJKSWpDp14/YLyWwAATDSltybM8dcv9JKcEQmAot3ztjInAJOwdl9LOQec7n1bEh8AgAnlRslkbbR6kSQBKN2SJAnAxOgU9KzLx6sSwQAAMHEkSibE8dcvzEeSBICkKwQAk2GQ2L5YyOPqVwIAwMRSemsCHH+920lyRSQAirf49qmuJu4Ak7eeL6kE17m3T3X1LAEAYKK4UVL/TVUnkiQAJFtxmwRgUpWU5L58/PXurCEHAGCSSJTU2GCDIUkCQJIsvH2qe00YACbP26e6/SSLBT1y7/jrXf1KAACYGB8Xgno6+svubJK+SACQZDOJMiYAE+wv19NN0k5ysIDHPZTqFqRykQAATAQ3SmroliTJAdEAIEn3nQfcJgGYZIP3eKegRz579JfdtpEHAGASaOZeM0d/2Z1OshFJEgAqm+880J0RBoDGrPcXkpwt5HG3ksy+80B3w8gDAFBnbpTUa9M0HTdJAPigjhAANEo3VUnFEhxIsmzIAQCoOzdKauLIzSTJIdEAYGD13Qe6LWEAaNzav5XkakGPfPHdB7pdIw8AQF25UVKPjZIkCQC3owkuQAO9+0C3n+RiQY98YZAcAgCAWpIoqYdeJEkA+KCldx/orgkDQDMNblisF/TIy4MDYgAAUDsSJfvsyC+7vSRzIgHAh3SFAKDxOgU9q34lAADUlkTJPhokSc6IBAAfcvHdB7obwgDQbIObgyWV4Dp85JddZSUBAKgdiZJ9IkkCwB1sJVkQBoAyFFiC6/KRX3ZnjTwAAHXycSEYv3t/ebGbTEmSAHA73asPXLgmDADl+Eum2knWUpWnKsHyvb+8OOvvHQAAdTF1/fp1URije395sZPkikhMpK0k80k2hAL2zWySyw1+vs2rD1yYMcwARe4T5hv+N+7DVq4+cKFt5AEAqAOJkvFufjqRJJlUq0naTr3Bvr9H+0kON/gRP3/1gQsa3QL4O1eKc1cfuKDcJAAA+06iZHybnk4kSSbRVqoyODZw4D06aqtXH7jQMtIARf+tm051e/lAQY99z9UHLqwZfQAA9pNm7uPZ8HQiSTKJ1pO0JEmgFu/R6TS/wXnXSAOUbXB7uVPYYy8P/s4DAMC+kSgZsXt/ebEdSZJJtHj1gQuzTrdBbcyn2adrl64+cKFvmAEYlGBcKuiRDybpGXkAAPaTRMkI3fvLi7MW/RNnM8m9Vx+4MC8UUJt36UySCw1/zK6RBuAW84N1aSnmBs3sAQBgX+hRMiKHqyRJP2XVF550K0k6qxq2Q93ep/00u7HtxdUHLnSNNAC32U+8V9hj37PqRjcAAPvAjZLRbWr6kSSZFFtJHlx94EJbkgRq9z5tp9lJkq00v/cKALswSBhcLOyxlw/rVwIAwD6QKBkySZLJ24MmmV194EJPKKB279MiGrhL0AJwx4VqdeNwvaBH1q8EAIB98XEhGJ7Dv/zmbDLVjyTJpLi4+sATXWGAupqaT/XBpKk2Vx94wm0SAO7297CdZK2gPcbc4V9+c97fSAAAxsmNkiGpkiRukkyI9ST3SJJArd+pM2l+A/eOkQbgblYfeGIjVXP3klwe7K8AAGAsJEqGQJJkoiwmaa0+8IQmkVBvvYY/3+rqA0/0DTMA2/qj8cATvSQrhT328uFfflO/EgAAxkLprT0aLN57kSSpu60kndUHnlgWCqj9e7XpDdwTt0kA2N3fjrU0uyzlrW70K2kbegAARm3q+vXrorBL/99r35xOdZPkkGjU2kqSzm9OP6FhMkzGe7XpH4EWf3P6iXmjDcAu/k7OJnmvsMc+95vT+pUAADBaSm/tfpMiSVJ/W4ONVVuSBCZG0xu4byXpGmYAduM3p59YS3KxsMe+PEgQAQDAyLhRsguSJBNhPdUtEr1IYHLerTNJ/tzwx3QqFoBh/M3sp/llKm+1mWTW4ScAAEZFj5Idb0q+NZ1M9SNJUmcXf3P68a4wwKSZ6jX8Add/c/pxSRIAhvE3s5OqVGUpfRIPJllO0jL2AACMgtJbO1AlSdwkqbHNJPdKksBEvl9LaOCuLwkAQ/Gb049vpGruXpLD/99r37LOBwBgJJTe2iZJktobNGx/3HV8mMz3a9MbuK/85vTjbaMNwJD/hi4kOVvYY9/7m9OP940+AADD5EbJ9jYgkiT1tZXk8785/XhbkgQmVjfNb+DuNgkAo/obul7YMy8P9mcAADA0EiV3IUlSa6tJZn9z+vFloYCJfcfOpvknYRcGJVIAYKgGB4U6qZLypTiQql8JAAAMjUTJR5AkqbWLvzn9eMvHR5h4TW9uvlnAMwKwj35z+vG1lHdz8fCg7BgAAAyFHiV38L9f+7YkST2tJ+n89vRja0IBE/+e7SS50vDH/PxvTz/m1CsA4/i7upxkrrDH9ncWAIChcKPk9psMSZJ6WkzSkiSBxrxnm34SdNXHGwDGqJPqJmNJev/7tW/PGHoAAPbKjZIPkSSppa1Ut0h8cNy/34uZJLduQj/832eb/7O62hj87FV/F/8710pM/v3v1769kOb3JrlHYheAMf99nU3yXmGPvZ7qMNU1MwAAgN2SKPngxkKSpH5Wk7RtfEY252dSJTWmk8wO/uXW4J8zSQ6KUm0/CGz3d2Ij208CrW3z/+7aXn4nC/mIs/jb04/Nm6oA7MP6bj7J5cIee+m3px/rGH0AAHZLouTmhkKSpF62knR/e/oxTRr3PrdnUyVCWrmZEJmJJAijt3qHf73p828ryYwELwD7uP4rsV/Jg789/VjP6AMAsBsSJZEkqSEN23c3j2dzMwnSSpUUMadh/HyoAaAO+5u1lHUwZiv6GQIAsEvFJ0okSWpHuZrtzdtWqqTIjR/zF+ph9benH2sJAwA1WS9eLeyxN5PMutUJAMBOfbzkh/9bSZK6bWo6/336sb5Q/NU8bUVSBCaFRC8AtfDb04/1//a1b19McqGgxz6YpJekbQYAALATxd4o+duqifVyfHSug5VUSZLiT34Nknetwc9sksOmB0yMpf/WSBaA+q0v+wWuKS/+9+nHukYfAIDtKvJGyd9WvRz6SQ6YAvtqK8n8fxdcy3+QsGvd8qPBOkzw+0wYAKihdpKNwvY+F/72tW/33VYHAGC7irtRIklSG+tJ2v99+rGNwubf9GCz2orECDTJuf8+/diCMABQ0zVoK+X1K9lKMlvafgMAgN0pKlEiSVIbRV2F/9vXvn1rYkSpN2ie9f8+/disMABQ8zVpN2X1K/E3GgCAbSsmUSJJUgubqW6RrBUw11qpbo7oMQLNd6/SHgBMyDq1X+D6VA8xAADuqohEiSRJPTYoqfqRXGvoHGvnZkkt5bSgoHebjy8ATNCadTrl9StJkgdL7osIAMDdNT5R8tnXviNJsr+2knR+d/rR5YbNq5ncvDUyZ5ih2PfbzO9OP3pNKACYoHVsK2X2K2n97vSja2YAAAC30+hEyWdf+04nyRXDvG9WUyVJNhoyn26U1OpErxEgOfe7049q4A7AJK5ruymvX8lmklkHHAAAuJ3GJkokSfZdIz4gDpIjnVQ3R5TUAm5Y/93pRzWHBWCS17nLKe9m9MrvTj/aNvoAAHzYxxu66O9EkmS/rKe6RbI2wfNHcgS4m3khAGDCdZKsFbbenfvsa9/p/u70o13DDwDArRp3o0SSZF8tJulO4nV2yRFgB5Z+d/rRjjAA0IC902yS9wp89Ht/d/rRvhkAAMANjUqUfPa17ywkOWtYx24iG7ZLjgC7fN9p4A5Ak/ZQ80kuF/j3fLYpvRQBANi7xiRKPvvak70kZwzp2K0k6fzu9DeuTcg8kRwB9uLc705/QwN3ABrls689WWK/kvUkrUnZxwAAMFqN6FEiSbIvtpJ0J+GD4Wdfe3ImVWJkPpIjwO6tSpIA0FCdlNev5FCShcGzAwBQuIm+UfLZ156cTtJLeaef9tugYfs31mo+NzqDn0OGDBiCe+r83gOAPa6fZ5P0kxwo7NEf/N3pb/TMAACAsk1somTwIbwfH8HHbfF3p78xX+N50Ul1e0TyDCjm3QcAQ1xLXynw0R2GAAAo3EQmSj7zC0mSfbCVpP37z32jX8P50MrNviMHDBUwgvffzO8/p4Y5AM33mV8UWdbY33oAgMJNXI+Sz/ziydkky9FrYpxWknTqtHH4zC+enEnVc0RTdmDU5n04AaCkv3tJZlPWobQDqQ7izRp+AIAyTdSNkkGSpB+3BsZlK9UHwl5Nxn86N5uyu00EjMPq7z/3jZYwAFCSgvddi7//nFKbAAAlmphEyWd+8VQr1U0SSZLxWE/S/v3nHtmowdi3UyVIzhgWYMzu+f3nHlGzHIDiDNbgPy/w0R/8/ece6ZkBAABlmYhEyWd+8VQnZTYV3C8Xf/+5R7r7POazqfqOdCI5BuyPxd9/7hGnSgEo1md+8dRCkrOFPfZWkpaDEgAAZal9ouQzv3hqPsllQzUWm0k6v//cI/19GmultYA6vQ9nf/+5R/QmAaBon/nFU2sFrs2tAwAAClPrZu73/OKpXpRbGpeVJJ339mEzcI/SWkD9zL/n4wgA5P8lrSQbKeuW98FUZZ9bZgAAQBlqeaPknupmQS/JnCEaua1UCZLlMY/xTKqbI+3BRgSgLlbf+9wjLWEAgP9Zu7eSXC3w0RffU4YTAKAItUuUDJIk/Si9NA6rqZIkG2Mc23aqviOHhR+oqb8Z13sRACbFPb94qpvkQoGP/vlxHyoDAGD8apUouadq4L0cNwzG4eJ7Y2rYPjiB1kmVJNGYHfBuBIAJdM8vnlpOebf+t5K03tPcHQCg0WrTo2TwMX05PqSP2maS9qgX+oPSWjcas0t8AZPyflwQBgC4o06StcLW9weS9O75xVMt/csAAJqrFjdK7vnFU50kVwzHyC1lxA2KB2PZjv4ywOS5973PPdIXBgD4yPX+bJL3Cnz0lfc+90jbDAAAaKZ9T5QUXOt2nEbasH2wWeoMftwIAiaRjx8AsP31fydlHnRTohMAoKH2NVHy6ZWneknOGIaRWk3SeX9uuI2JP73y1HRuJkcOCTMwwbaSzA77PQkATVbwXu7z789p7g4A0DT7kigZfGTvxwf2Ubv4/txwTzx9euWpdqrkiNJaQFOce3/uEb1JAMCebju2krTen9PcHQCgScaeKPn0ylMzqZq2S5KMznqqWyRrQxyz+SitBTTwffn+3COzwgAAu94nrBW4R1hPlSzR3B0AoCE+PuaF9GyqU0c+to/OYpLuXhftSmsBhZgXAgDYnffnHtn49MpTnSQ/L+zRDyXpJdHfDACgIcZ2o2SwgF6IJMmobKW6RbK8x3FSWgsoxdL7c490hAEA9rzX6ya5UOCjL74/94hDFwAADTCWRMmnV56aT3JZuEdmNUl7t7dIBjd9OlFaCyjHVpIZJTMAYGh7vn6SwwU++oPvzz3SMwMAACbbyBMln1651EtyRqhH5tz7c+cXdjEuM6muis8nOSiMQGEefH/ufE8YAGBo+77pVP1KSttbDJq7n9fcHQBggo0sUTJYKPeihNOoDBq2b39BPhiT9uDHuAClWn1/7nxLGABg6HvAUntSbiaZfX/uvJuqAAAT6mMjWiBPDxbIPsaPxmJ2cGrp0yuX2oObPRtJrhgXoHBqiQPACAz2JyX+nT2YZNkMAACYXEO/UTI4RbQc5ZxGYdCw/fzyNsehE31HAG518f25811hAIDRKbj88uL7c+cdyAAAmEBDTZR8qtyr1uOwmqT9h4+4zv2pqu9IZ/AjUQXwQZtJZv+gLAYAjNynVi6tJTlU4KM/+Ad90AAAJs7QEiWfWrnUTtWTRJJkuLaSdP9wh4btn7rZlL1T6EYEYLs+/4dt3MgDAIayP5xJ1dy9tP3hVpLWHzR3BwCYKENJlHxq5VInVe8Lhms9SefDi+xP3WzKPh/JEYDtWPnD3Pm2MADA+Hxq5VIrydUCH30ryYxbrAAAk+Pje1/8Pt1JpiRJhm/xD3MPz98S5xvJkXYypRk7k2I9SZ02iNORXCzRVjRwB4Cx+8Pc+f6nVp4+l+RyYY9+IFVJ6lmzAABgMuzpRsmnVp6eL3DRO2pbSdp/mHu4/8HkSCRH2A83Eh3XUpVOSJKNwc9gA/xwv8TAfGrl6dlUiZedmhn87MRO/n9JBv21c3+Ye3hBGGCi3rHTufMHxt28R2/VGvxzL3+/1nKHgwCl/l2Eu/xOLxe6n1n6w9zDHTMAAKD+dp0o+dTK070kZ4RwqFZSnXpuRXKE8dhK9bFnY/Bz48PP2h/mHlYqoOE+tfJ0N8mFhj/m+h/mHnaaE8b7bvlwkuPDyd4P//czSQ42/V2UDyZWbj2AkDiEQBnvhX6Kbe7+cM8sAACot10lSj4pSTKqDfRGJEcYjRsJkRtJkbUka3+UDCnWJ1eenkkZDVbv/aMPjjCMd0Zr8F/emgSZyc2bHTNpfrJjP9eIN/5e33qT5ca77dof5x7WNJpJeI/MDubtgQIf33oEAKDmdpwokSSB2ruRFI1EMOUAACAASURBVOnnZkJkQ1j40Lu8n+Rwwx9z8Y+39HoCbvsuuHG7YyY3kx6twT9nIvkxaW5XMrM/+KcDEtThndNO8vNC1+ez1uQAAPW1o0TJJ1eeXkhyVtigVtZzMynStwFjG+/yEj5SbCWZ8VGQwn/Xb9z+uPUWSGvwz8MiVKzN3Cz19YEfawjG9G4qdU+5nqRlbQIAUE/bTpR8cuXpTpIrQgb7bjVVYqTvCj87NfhwupHml7148I/qgVPG7/SNREhr8C/d+KdECLt1I5HyP33LUpX3suZgmO+ufqHvqZU/zj3cNgMAAOpnW4mST64804kkCeyXWxIjD/WFg7345MozJZziXP3j3EMto02Dfm9vTYbcuB0yE2WxGL8b5T03Bj/9JNf+OPeQHins9L02PZhLJb7HLv5x7qGuWQAAUC93TZQMNufvCRWMzY1SWv0/zj20LBwMyydXnmkluVrAo/7NH+ce2jDiTNjv560JkJncTIocEh0maP1ybbCG2Uiy4YAH29hn9lNmc/cH/zj3UM8sAACoj49MlHxy5ZmZVCd9DggVjMzWYJO4nCo5siEkjMInV55ZS/M/ujqlSd1/D28kRG4kRW7819ZaNNWNUl79wb5iww0UbnkndlJm5YKtJC2/CwAA9XHHRMknlp+eHmxonGSE4dtMlRhZ/lNbzW9G7xPLT3eTXGj679Wf2g/PGG1q9HvXygdviEiIwE3ruVnGq59k7U9tTa4LfVf2kpwp8NG3ksyY9wAA9fBRiZIS6tjDuD8I9FIlRzaEg3H5xPLTM0n+XMCj3ivxyD7+js3kZjJkJg6awG7c6IHSH/xzzZqpmPdoCbdeb7s/+FP74VkzAABg/902UfKJ5afbSX4uPLBnK7l5c8RpMfbFJ5af7ic53PDHXPpT++GO0WYMv08zuVkuqxW3RGDUJE/KeLdOp7pdVOL71BoGAKAG/ipR8onlZ0pepMIw3JIceUhyhH31ieUian8PSlf4fWPovz83EiI3fg6LCtTmvX9r8qTvb0Bj3rnvFfr45/7UfmjBLAAA2D+3S5T0UmaNWNgLyRFqp6DEt48LDOP3ZSZuisAk28wtyZM/tR/qC8lEvos7KbO5e5J8/k/th5bNAgCA/fGBRMknlp9pJbkqLLAtkiPUWiGJ79U/tR9qGW12+LsxnQ8mRFqRFIFG/o3IB5MnG0Ji/VJjW0laf2o/tGYWAACM34cTJf0oKwEfRXKEiVBQ4vseHxTYxu/Dh2+KaLQOZdpMlTTpp0qc+PtR3/d2sc3dUyVL7DMAAMbs47csRluRJIE7bVh6SXo2LUyQXgHPeNFHLm5nsKZpxW0R4IMOprqpcGbwrtjKzcRJ39+UWmmlzL6Zh1IdymqZAgAA4/X/s3dvTXIch53o/63Vhs9Zr4mR1147bGvZVMQ+o/kJ0PgEHNwJgVo0RFGURFEYUNS+svFqysLg6Mj28a6NHokgJJEiBp+APZ+AM88bIc6EQgqJ1mWGulAMXfo8VA0wBHGZS/dMV9XvF9EBkgqHUZmVVZn5r8y8vaLkvy/+/WKSJxQJJCm+OBykCEdWFQdV8t8X/76f5KUGtNGO8JJyG61u7gQjPvoAdktwMl3P9yYf7r7wf2b/Z89dAACwf1qj0WjzANO3FQcGx7fDEQNjKqlBz/OjDupt9D3ejW20gP3pGw4jODnIZ34vzT3c/cL/mf2fA3cBAMD+aI1Go3xi8eW5JFcUBw11K8ng+7NfWVQUVN0nFl8epv5f1N/6/uxXZtV2Y+7pdu4EI90UW+cAHIStwcni92e/sqpI9uU9MEgzD3dPkqPfn/3K0F0AADB5m0FJUw/Lo7lWksyXg1xb91ALn1h8uZf6f3W5kaSt3db6Pm5HMAJUw+bh8ItJht5NE303NHW8upGk+/3Zr1jNBAAwYa3Hbv79TJJfKAoaMphdTDLvC0Dq5hOLL8+kGYeeXvr+7Ffm1Xjt7t1uktkIRoBqW8md0GSoOPRzxnhfdQVxAACT9dEUkxJQZwspVo7YWos6G6T+kwdLQpJ6+MTiy5uhSDdWtAL1cbj8vfSJxZc3t+naDE5WFc/ufX/2K+ufWHy5m2Ye7n64vI+M2wEAJqj12M2/7yd5SVFQM7bWojHKiYM3G3Cpj9t6orL3aCd3VowcUSJAQ/umw7JvOlQcu36f9NLcw90Xvj/7lZ67AABgMlqP3fz7YUxaUA+21qJxyq0ollP/7Youf3/2K301Xpn7sp0Pbqd1SKkA3LZR9lmH8VHPbt4xgzT3cPcL35/9ysBdAAAwfoIS6sDWWjTWJxZf7qf+qwLXknRMJE39vdjNnWDEdloA27eSYgvNRR/7bPud0+Qx7FGrkgAAxq/1326+PFIMVHhAOVibfdHkKY306OJXO2nGXt1H12ZfNCEwffdfO3eCkSeUCMBYbK6QXvTue+A7qCkrau9lI0l3bfZF25ECAIyRoISqDQoGKcIRAwNMEix+dZj6f015a232xVm1PTX3XDdWjQDsZ993MzSxcvrD76ROiu3Lmri941qSjg/GAADGR1BCFdwqB4gDRQG3Jwfmklyp+WVuJGmbBDjQ+2wmRTDirBGAg38nDnMnOPFuLN5TvTT3cPeVtdkXO+4CAIDxEJQwrdaSzJcDwVXFAR+YFGin2G6i7pPWl9ZmX5xX4/t+f3VShCK9WDUCMK1uRWiy+d6aT3KxoZe/sDb7Yk9zAADYO0EJ02Rze4GBPZnhgRMCi6n/mRBLa7MvdtX2vt1TmytGZtPM/d4BqqzxoUlD+kb348MSAIAxaP23my+vx1YaHKylFGeP2EYAHj4RMJvkZgMu9XFnEU30PprJnWBkVj8AoDYaGZqU77VhmrsS8oJtigEA9qb1d2+8PEz9DwNm+qyVg7j5HxyztRZsx8dvfnUmxZZbdf/i//IPjr3YV+MTuX82g5EnlAhA7d0OTX5wrP6hycdvNvpw940k3R8c85EJAMButf7ujZebvEyZ/bdQDtYWFQXseAKgCXtwryXpNGFCZ5/umXaKYKQX540ANNmtJIO698E/frMxK2/vZSNJWx8KAGB3Wn/3xsv9JC8pCiZoJeXB7DrusOuBfzfJmw241KM/OOaMoj3eK+0IRwC4t80zAWv74dLHb351LsmVBo+7usZcAAA71/q7N17uphmTb+wvW2vBeAf9y6n/pPetHxx7cVZt7+r+6KQ4c6QX4QgAO+uvD+q2ZdPHb351kOR8Q+tVfwoAYBdao9EoH7/51ZGiYExsrQXjH+z3U/+Vf7aL2Pl90UkRjMym/ufWADBZa7mzAny1Bu/Iph/ufvUHx16cc1sDAGzfZlDinBL2wtZaMLmBfjvFAe51P5j00g+OvTivxrd1P8xFOALA5CwlGVS9b1+GJatp5uHuSXLhB8deHLidAQC2ZzMo6SW5pjjYgbVyADWwtRZMdJA/THKk5pe59INjL3bV9n3vgXacOQLA/ts8z2RQ1fPDytWXbzW4Dp39BgCwTZtByUySXygOtjlYmq/bPsYwpYP7XpoRYj/umfKhum9HOALA9FhLEZj09acqN37r6mcBADxcazQabXYgB2nugXc82K1yYOTcEdi/QX1Ttou4XMVJlwnW+WyKrbWEIwBMo0pu5/Txm1+dT3KxoXW2lqRji2QAgAfbGpS0k7ytSCjVYm9iqKqGhNeNH7hvCUdm46wwAKbfRvnuXq3gO7fJ53KupFhZYlwHAHAfH938hx8ce3H1b2/+w0KsKmmylZThyA+PfXlVccDB+Nub/9BNWk14Fvd+eOzL6w2t4zIcac2muYfMAlA9h1Jsxdup2l/8j2n1kgzTzFWbh5PMp9jSEwCAe7i9oiRJ/vbmP7STLMekTZOslYOdwQ+PfdnetXDA/vbmP8yUz+FHa36pt3547MuzDavbTooJip73LAAVd/WHx748V9F38bDB7+FK1hsAwH74QFBSdh77SV5SNLUmHIHpHcA34Rm8kaTdhNUk5QcIm+eOPOoOB6BGjv3w2Jcrd4ZhsXI3bza43i788NiXB25fAIAP+lBQUnYel+Mg2brZSBGOLFZxQANNUH7l+FYDLvXSD499eb7G9bh57kgvyRF3NgA1Hl90qrhl79/e/IdekmsNrrujPzz25aFbGADgjvsFJe3YgqsugxfhCFRn0D5M/SfWl3547MvdmtZfN0U44twRAJqisu/1v735D4M093zOjSRduwsAANxxz6Ck7Dh20+wlyVXu9ApHoHqD9bkkVxpwqY9V8cvTB9RbO3fOHbG1FgBNdPmHx77cr+h7vMk7KaylWBG07hYGAHhAUFJ2HHtp9pLkqhCOQIU1aBVfZSdS7qovW2sBwAdVciun8p2+nOZ+7LCSYmWJsAQAaLwHBiVJ8jc3v9aLsGQabR7IPvzRsReEI1Bhf3Pza4tJnqj7M+tHx15oV7yeOikOZbe1FozPSpKtE3Sr5W+r9RQTmfey/qNjLyzv0zOg+4D/+V7/WyfJzJZ/b8fKM+prI0n7R8deqNyEe/l+Hzb43b7wo2Mv9NzCAEDTPTQoKTuPvQhLpsFmODLYr0kBYOKD89kkNxtwqUd/dOyFYUXrqJ1iAsUEJzzYUvnn3cHG1ra/+qNjL6wqqtuTs5tBykyKYGVTd8t/P6y0qIhbPzr2wqz+WCVd/dGxF+bcwgBAk20rKNnSeRzEV7T7baUs90UTC1Avf3PzazMpvpyu+3O10l8qNmTFD9zPRu6EHsPyz9XcWfWxXMUvyCv6LGqnWJWS3AlSNv+bQIVpcelHx16Yr2gba8p5cfdz4UfHXhi4hQGAptp2UFJ2HjspJu0NxCbrVu5sq7WqOKCe/ubm1+aTXKz5ZVZ2K46yjrpJ3nS3UmObq0CG5Z/LKVaEWPlR3XdLt/zHzRUrW//0wRP74fGqrn7/m5tfGyQ53+C6O2ZbZwCgqXYUlJSdx5kk/dR/cm8/raWYoFjUMYVmaNAEfKUH3H9z82vL8XEA1e9jrOZOALKc4lyPoaJp7PtnMzjplv+pGytSGP9zp1PhjySa/O7fSNK1zTMA0EQ7Dkq2dCC7KVaX2LN9d1ZSrBpZ1BGF5mnIIHzpR8de6Fa4jnpxPhfVsDUMuf2nFSHs4rnXTrGVV+euP/X32akqn1cyUz5Hm3rfV3o1MADAbu06KEmSv37jazNJ5sqfpfwPtrlqZJhk8cfHdTyhqf76ja/1k7zUgEF258fHqzlRW77fVr3bmDJLuXM+yHKS1R8f97EF+/Zc7ObOFl6bAYpVKDzIhR8fr+aZF3/9xtc65bitqf2AlSRdY1YAoEn2FJRs6UjOJJlPs/dzvdtG7gQjQxMZQPm8bCd5uwGXevnHx1/oV7iemnB+DNNrayAyTBGIrCoWpvR5uTU46cYKFD44HupWdRz01298bTbJzSa/i358vLorgwEAdmosQcmWzmSTV5gIRoDtPCeHSY7U/DJXfnz8hU6F66idZoRZTEFbyZ3VIctJlgUi1ORdt3XlyWaIckTJNPY5V9mVCX/9xtfmklxpcP0t/Pj4Cz23MQDQBGMNSu7qVPaS9Go8KFpJMakxTDGxIRgBDLYLR398vLoHRTckzGL/LWXLGSJVbiOwh+fr1vCk41nbGFd/fPyFuQrft4M0e+eESq8SBgDYrokFJVs6lu0ks+WvqoOhrV98Dk1uALt4FjblzIuqT4Z0k7zpjmUPNnLnQ4rV+JgCHvbcFZ40w7EfH39hscL36bDh92Zlz5sBANiuiQcld3UwZ1LsXbz5m7YDINfywS0wVoUiwJief4tJnqj5Za6lOMB9vcL1tBp767MzS1v6DUNbZ8FYnsXd3AlOup7LtbBR9hFWK3pPzqQIwA83uA6PGhsDAHW2r0HJQwZC7S1/TnIwtFT+uZxkffNPnT5ggs+5phwGWvWvRZu+DzkPZ9tNOJjn8+bHVpvBiVUnFX2GVvwMs075/D/U0PrbSHHejHcfAFBLBx6U3M9fvXFl8xDIJNn6z9s13PLPqz85fmlVdQMH9CxbTv2/hr31k+OXZiteT6tp7uQHH7ZR9iWWkwx/cvzSUJHAVD23N0OTbjlOsOqkGq7+5PiluQrfd900e4vOjSTtnxy/tO5WBgDqZmqDEoA6+Ks3rswnudiAQXOnyoH0X71xZZBmH9RKsVpkmDvByKoigUo9x9v54Ba/gpPpdbTK4fNfvXGll+Raw9+XXWEJAFA3ghKAyQ2ku2nGV4eXfnL80nyF66mT5C13bOMspQhGhkmWTfhA7d7B7QhOplXlVyU05EOYB75Df3L8UtetDADUiaAEYEL+6xtXllP/Qz+X3qn4QPm/vnFlGPvd193mNlrDJMN3jl+yvzo0753cjuBE/2G899RikicaXIcL7xy/1HMrAwB1ISgBmMzguZ/kpQZc6uNVnnT+r29cmU1y0x1bO4IR4GHP/3buhCazcUbVQbj8zvFL/QrfQzPle+Zwg+vw6jsVPnMGAGArQQnA+AfO7SRvN+BS6zDBsRxfFdeBYATY6zth83D42VhluJ+q/sHFTJLVNDtou/DO8UsDtzIAUHWCEoDxD5qHqf8ky1qSzjsV3l+8Qat+6upWBCPA5N4Rs7mz4uSwEtGfeMC90infR00OS469c/zSotsZAKgyQQnAWAfL870k1xpwqUffOT43rHA9tVOsJrHVSnXcPny9yvceUNl3RjfFapOud8fY3Xrn+Nys/l+lbSTpvnN8zocLAEBlCUoAxjdIbsr2CwvvHJ/rVbyuBknOu2un2lqSxdwJR9YVCTAl75BuitBkNrZvHJdL7xyfm6/4fTGX5EqD61BYAgBUmqAEYHwD5MUkTzRgENyu8qR1OcH1pjt2Ku+tYcpw5J3jc6uKBKjAO6WdO6GJs0325vGqT7L7ECMrKcISHzcAAJUjKAEYg79szuT7sX8/PrdY8boaxmTWtFhJGYz8u+20gOr3BWZyZ3uu2diiazfvhO6/V3ySXT+jHvUIADTPRxUBwJ4HxDNJBg241KUahCS9CEkO0tZVI4smUYA6KZ9pg80+wV++Mb81NLFF18MdTjKfpFfx65gt33WHG1yPg7IcAAAqw4oSgD36yzfm55NcrPllbiTp/HuFt0P6y+acITNtVlKGI1aNAA3uK3RSBABCk4e78O/H5wYVr+92kuWG9zkW/r3iZ9oBAM0iKAHYg79442onyVsNuNTLPz1+sV/xuuoneclduy9upQxHfnr84qriAPhQ36GbIjg5rEQ+ZCNJp+rvj7Keh2l2WHL1p8cvzrmlAYAqEJQA7G0QvJz6T3Ks/PT4xU7F66md5G137MRspNxOK8nwp8cv2lILYPvvp9kITWrX9yjrt5fkWsPr8sJPj18cuKUBgGknKAHY/eC3n2asUHj8p8cvLle8rhaTPOGuHau1FMHIoOr3B8CUvKvaEZpsVYvVCH/xxtW5JFcaXpfCEgBg6glKAHY36G2nGSsUKj9J8RdvXO0medNdOxYrKQ5otaUWwOT7GUKT5NhPj19crEF9DpKcb3A9biTp+rACAJhmghKAXfgv37s6THKk5pe5lqTzsxPV3kbpv3zv6mocnLsXt88b+dkJ4QjAAbzHmnwQ/EbZF1mtQT02oe/4sLrs/uyEsAQAmE6CEoCdD3SbsoXC0Z+duDhUV410K+WZI1UPygBq1gfZDE16ac4h4Us/O3GxW4O6m0nx4UGTVwhtJGnrWwAA00hQArDzQe5q6j85cetnJy7OqqtGEY4AVOs9N5tilclsA951l3924mK/BnXWTrLc8L7JSoqVJfoaAMBUEZQA7MCff68Rh4JvJGn/vOID2D//3tX5JBfdtQ90Oxz5uQkLgKq+72ZyJzCpcx/l6M8rvtK1rK9OipUljQ9L9D0AgGkiKAHY/sB2NsnNBlzqpZ+fuDhf8bpqJ3nbXXtPwhGA+vZV2ikCk7nU7zyTWnzIUdZTL8m1ht+uCz8/cbGn1QIA00JQArC9Ae1Miq0S6n6I6tLPa7AP+J87MPVuwhGA5vVdOikCkzptzXXr5xXfGnRL/fQiLBGWAABTQ1ACsL3BbFO2cXrs5ycurla8rpqy8udhhCMAbL4be6nP1lyVX/m6pV4GSc43/Pa8+vMTF+e0UgDgoAlKAB4+iO0mebMBl3r55zU4KPXPv3d1NfVf+XM/K0kGSQbCEQDu8Y5sJ+mVvyq/Kx//+YmLyzWpkyacf/cwF35+4uJACwUADpKgBODhA9jlJIdrfpkrPz9xsVODuuonealht+hmOLJY9dVAAOzrO3PzAPgqrmhYS9KpyXklMykOdz/c8FtSWAIAHChBCcADfOx7/08/zZh4P/qLE18aVryuZpKspj77sD/IWopttQa/OPGlZS0VgD2+P3up3gHwt35x4kuzNaqDJpyFV/v+KABQXYISgPsPWttJ3m7ApV79xYkvzdWgvgap9z7fG7kTjgy1UAAm8C7tpghNqvI+vfCLE18a1KTsOylWlhxq8C24kaTrIxAA4CAISgDuP2AdJjlS88tcS9L5xYkvrVe8rrqp7zkyt5Is1mUiCIBKvFerssqkVhPrZVjyVsNvP2EJAHAgBCUA9x6oziW50oBLPfaLE19arEF9DVOvUOv2uSO/OPGlVS0SgAN8x86mCE2m9cDxlRQT6+s1Ke9ekmsNv+1q8SEPAFAtghKADw9Qm3LWRS329q7RhMJGinDEuSMATOP7tp07q0ymrY9Ui21Et5R1Uz7YeZBaBWBA7d6JnSQz5b+2y992rac4lypJYltlmB6CEoAPd3oWM71fTY7LRpJ2DbbcqsPhp7dShCOLWh8AFXn/9lIEJoen6K91rE7v0gacvbYdwhLgoJ7Bm0FIt/xz898n+d5bS/HB5uZvOcmqj+hg/whKAD7YIZpNcrMBl3rpFye+NF+D+uoneamCf/W1JPMpAhKDfwCq+h7upAhMpmFCfyPFdk2rNSrfJny88zBLvzjxpa7WBkzwWdtNEYRs/g5P4V9zJUVwspxk2SoUmAxBCUBppjlbbi2t12DAOVNsAbJcofraSLKYZH7dV0EA1K8PNZeD35ZrZf3Elzo1K9dhpnPSbj8trJ/4Uk9LA8b0XO2mCES6qfY5l0vleHi4bncCGAtBCcCdTtN8kosNuNTH1mvwteVMdb6yXEmxemRx3eoRAOrfn+rlYLflurpeo/NKZuqxzeg4CEuA3T5HO0lmU/1g5GGWUnyYN/RhHuyOoASg6Dx1k7zZgEu9vH7iS331NXGbB7PPr9doCxAA2OG7ei4H81HD0fUabUtSTvINU/9Vzw9TqxAMmOhzczZ3wpEmBs1rKUKTgdAEtk9QApBk5ntfX21AB2pl/cTznZrU13KmcxuKpaIz+vxAqwKAZOZ7X28n6aeYsNqvif6NJO31E8+v16gchSWFC/pZwAOek73yffOoErltMzSZXz/x/KrigPsTlAA6VN/7ej/VPBB8p46un3h+WIP66iW5NkV/pS2rR3Q8AeA+7+/9Psdkaf3E892aleG09YEOirAE2Ppumc3BbvlYJVu2hX7ettBwF0EJ0PSOVSfJWw241KvrJ56fq0F9zSRZzXR8TWn1CADs7n3eS7HKZNJf/F5eP/F8v4ZlJywRloBxfBGO7OdqxTrZSLHKpO9jP7hDUAI0vYM1TL0PdEuKpbadOnwxMvO9r88nuXjAHcpBrB4BgHG81ze/Ap5kX+zx9RPPL9es3AZJzjf89tlI0q1b3QIPff71UmyvdURpjM1SisBkqChoOkEJ0NxO1utfn0typQGXemz95POLNaivdpK3D+j//Z0lyictUQaAMb/juylWmExi4qv4YKRm7++Z14Ul2QxLTgpLoObviJkU4chcnD0y8THv+kmr9WguQQnQ1M5WO8ly6r9M99b6yedna1Jnw+z/l0MLSQbrJ31dAwD71D/rZ/wBQG36Q3eV13LsyS8sgXq/E3rZv7OtKKwl6QtMaCJBCdDUTtcw9V+uu5GkXYcvKMsvTd/cx47hIMXXNFaPAMD+v/fbGX9gcmn95PPzNSunmSTDCEs2UqwaWtV6wDuAsY6Lez4apEkEJUATO16zSW424FJrMyEw8/rXVzP5ZdZLKcKRRa0EAKbi/d/OeL8mfrxuKw/KsGQ1vrZeSbGyxEcuUN3nWbd85gtIpktxhonAhAYQlABN63w1ZTC5tH7y+W5N6mySZ8lsJFksO36rWggATG3/bS57D0xqOZk+8/rXOylWlghLhCVQxWdYN5M7p4rxWTBupu4EJUDTOmGDNOMLlcfq0IGZYLC1luJw9oHBNABUql+w18BkYf3k870alk0nyVvuEmEJVOi51Y2ApGo2UuzC0FcU1JGgBGhaR+zNBlzq5bp0XCYQbNleCwCq3z/Ya2ByoY6H1M68/vVekmvuEGEJVGBc3o+ApOrP2TnbcVE3ghKgSQPq5Uz+nIsD77Csn3y+U5M6G+eXkQspApJlrQEAatW/201gUtvDv4Ult91aP/n8rGKAqXo+dSMgqZurKbbjEkxTCx9RBEBD9FP/kCTlREFd7PUg+o0kl5N8bP3k8z0hCQDUy/rJ59fLVbTt8p2/sc3/00MpziirY5kMUkxcNd0T5cpk4IDNvP717szrXx+m2N1BSFIvF5MslyEYVJ4VJUATOmZN2bP56vrJ5+dqUmezSW7u8v98LcVXLQbHANCsPt9OV5jUpu90j7IYpBnn8j1MLc+kgYo8h7qxgqRJLju7hKoTlAC1d+j1/3c5yeGaX+Zaks7GyS+u16C+drtN2lKS/sbJLw7d9QDQ6L7fTgKTYxsnv7hY03JYTPKEOyILGye/2FMMsG/Pnm4EJE21kmR24+QXVxUFVSQoAereSesneakBl1qbQf4u6mwhyfzGyS/aWgsA2Nqn2AxMHtSv2EjxsclqTa9/mPp/MLSt/qKwBCb+zOlGQELxXu3V9SME6k1QAtS5o9ZO8nYDLvXWxskvztaozpbz8K8/N5IMUgQkq+52nB71+gAAIABJREFUAOAh/Yt+7r8V1dLGyS92a3rtwpI7Lm+c/GJfMcDYnzPdCEj4sKsbJ784pxioEkEJUOcO27ABnbWNJO06bLlV1tkgD95PeyPFIe/zdblmAGDf+hnt3D8wqe0k+g4+RGmCCxsnvzhQDDDxZyokxfbYs8buVIWgBKhrp20uyRWDvUrVWTfJm/f5n9dSnD9iYAsA7LXP0Unx4cXdH9QcretZZ+U1DyMsqVX/GQ7oedKOgITtW0sRltgqm6knKAHq2HGbSbLagIFgrbaJuM8KoJUUq0cMZgGAcfc9uvngdjG1Wql7j+sVltwhLIGdP0PaEZCwO84toRIEJUDtPPL6NxaTPNGAjkbn3ZPPrdakznpJrm35T0tJ+u+efG7ojgYA9qEf0k/yaJJb7558brbm13pNrSdJLrx78rmBYoCHPjdmUqzCE5DguUutCUqAunXiZpPcbMClXn735HP9GnW8V1N83XgrybyABAA4gD7JXIrApP/uyefma3ydvQhLNpm0gweP0+bKn5VojMvVd08+55B3ppKgBKhbR261AZ24lXdPPtepUb31k7RTTEqsupMBgAPuT86l+HBjvcbX2U/ykhpPUqMPkGDMz0EBCZOy8O7J53qKgWkjKAHq1KGbT3KxAZf6+Lsnn1uuUb3N1HkiAgBgSvtgg9hKZ9Nakp5VzTT8mSAgYT8JS5g6ghKgLp26bpI3G3CplqkCADCuPvQgwpKtFpLM+YiHBj4LerlzVhPs2zNXWMI0EZQAdejUzSRZbkCnbi3FAe4GbgAAjKsvPUxyREnctpEiLBkoChrQ/nsRkHCwhCVMjY8oAqAG5hrSsesJSQAAGLPZJCuK4bZDSa498vo3ho+8/o2O4qCOHnn9G71HXv/GapJrEZJwsM6XqxvhwFlRAlS7g/faNzpJ3mrApS68e8pXFgAATKRPPZNkmOSw0viQq0n6757ywRK1aOvdJPPaOlPInAcHzooSoOoGDbjGjRSrZgAAYOzKEKBb9jv5oItJVh957Rs9RUFVPfLaN7qPvPaNYYpzPYUkTKPzj7xmZQkHy4oSoMqdvX6SlxpwqcfePfXcohoHAGDC/etOipUlh5TGPS0lmXv31HPLioKKtOluijNInENEVVx999RzPhTlQAhKgKp2+NopDnCv+yBu6d1Tz3XVOAAA+9TPFpY83EKKwMR2XExrO+5GQEJ1XXj31HMDxcB+s/UWUFWDBgzeNpL0VDUAAPulXC3RVRIPdD7Fdlx9RcE0eeS1b7Qfee0biym22BKSUFXXHnntG7OKgf1mRQlQxc7fXJIrDbjUS++eem5ejQMAcAB97l6Sa0riodZSrC6xVS4H2V7bKVaQnFca1MRGkq6tDtlPghKgWh3A1/9xJslqmrDl1skvdNU4AAAH2PfuRViy7f57kv67J78wVBTsYxttR0BCfa0l6bx78gu2OWRf2HoLqJpBmrFfssPLAAA4UO+e/MIgyQUlsS1Hkrz5yOv/OCgnr2FiHnn9H9uPvP6PgyRvR0hCfT2a4sws2BdWlABV6gzOJrnZgEu9/O7JL/TVOAAAU9IPn09yUUnsrE+fZN6X0Iy5LbZjBQnNc/Xdk1/wMSkTJygBqtIhbMqWW2vvnvxCW40DADBl/fFBTM7u1EaK7bicO8he2187AhKa7UK5yhEmRlACVMKfvdaYr9iO/vKUfY0BAJjKPvkgJmp3Yy1J/5enTPKx4zbXjoAEkiJ47vzy1BdWFQWTIigBqtA57CZ5swGXevWXpywnBQBgqvvmg5i03a2VJHM+jGIb7awdAQl86Bn6y1Nf6CgGJkVQAkx7B3EmyXKKQ7zqbC3F1xH2MAYAYNr758Mkh5XGri2lWGEyVBTc1b7aEZDAg/jAlIkRlABT3lH8p36Slxpwqcd+eerzi2ocAIAK9NGFJeNRBiafHyqKxrepdgQksF1HPTeZBEEJMM2dxU6Stxpwqbd+eerzs2ocAIAK9dWFJeOzkCIwWVUUjWtH7QhIYKfKHTk+b0cOxuojigCYYoMGXONGkp6qBgCgSsoJqm6KczfYm/NJ3v6z1/5pUE6cU3N/9to/tf/stX8aJHk7QhLYqUdTBIwwVlaUAFPpPzdny61Lvzr1+Xk1DgBARfvt7RRnCh5SGmOzkKT/KytM6tpe+hGOVN1SkvXy2ZcUq+u2o5NkZsufRxTlnhz9lS24GCNBCWCwdYCdq1+d+nxXjQMAUPH+eyfFRKGwZLwEJvUa4/YjIKmilfL5tpxk+VenPr88gefn5q8b2xnuxFqSzq9swcWYCEqAaexEDlP/Lys2yhe6QQ8AAHXowwtLJkdgUt120U0RkFg5UK2x+jDJYpLF/Z6E/8/F+U+z5e8J1fFQl3916vN9xcA4CEqAaetIziW54mUOAACV68sLSyZrIcnAVjOVaAvdCEiqZinFOamL07JCQWiybY+Pe6UPzSQoAaapMzmTZLUBA6uVX536fEeNAwBQwz69sGTyllKsMBkqiqm7/3tJ5mL7pKrYSBGOzE/7iq1y+7bN+8vz9a5nom3NGQdBCTBNL/7FNOMrCV87AABQ5379bJKbSmLillKsMBkoigO/53spVpA8qjQqYa2sr8Uqnm/hfrunC56F7JWgBDCY2l+23AIAoAn9+16Sa0piX6ylWGEyUBT7eo/PpPi63xf+1VGrcFFg8qHnoIPd2RNBCXDg/rQ5W26tJen82osbAIBm9PN7EZbsp40k80nmjTkmel+3U0xOz0ZAUhVLSfq/rul2dX/62j/1I7BLksu/9mEqeyAoAabhpT6f5GIDLvXor+0jDABAs/r6vQhL9ttGksUUE8OrimNs93I3xRkR55VGZSwkGTRhHF5+gDpIsw9930jSFhSzW4ISYBo6m2824FKv/vrU5+fUOAAADezz9yIsOShLKVaYLCqKPd2/vSRHlEZlLKShQWE5xzJIc7fjMvfCrglKgIN8gc8kWW7AC9xXDQAANL3v34uw5CCtpdiWa2Bcsu2x6lyKgMT5D9XR2IDkHvfvIM1dXfKY1XTshqAEOMiX9yDNWLZ8zBdcAADo/wtLpsDmtlzzvz71+WXF8aF7tJMiILG9VrUISO7/zJ1P884uWfj1qc/33AHslKAEOIiXdbvsnB9uwOXe+vWpz8+qdQAASP70tX+aS3JFSUyFlRSTqItNX2Vie63KEpA8/N7upFhdcrhhl25VCTsmKAEOogPalC8abLkFAAAfHhMM4ov9aRu3NG6VSfkB3+b2WofcBpUiINnZvT5TtvEmBYFWlbBjghJgn17M/9zEPTIv/frU5+bVPgAAfGh8MIiwZBptnmWy+OtTn1ut6b3Xi9UjVVUGJPW8Nz13x+5jvz71OR+usm2CEmA/XsbdFCFJkw7BW/r1qc911T4AANx3nDCIsGSa3UrxFfpi1Scb//S1f+6kCEd6sXqkigQk42sL/SQvNeRyL//61Of6ap3tEpQAXsLjt5GkoxMHAAAPHS8MIiypgsqFJn/62j+3k8ym2F7rUVVY2ftuzth67G2jl+RaAy613A7dqhK2R1ACTMR/+u4/t9OcA9vvdvk3p321AAAA2xw7zCXpx5f+VXE7NPnN6emagPxP3/3nmdwJRw6rqspaStL/zenPDRXFxNpKL80ISy785vTnBmqc7RCUAJN44c6m2GqriQOdld+c/lzHXQAAADsaQ7RTnI3xhNKolKUUocnwN6c/t3yA985s+XPuSPXvJwHJ/rWdXuoflqz95vTn2mqb7RCUAON8yc6Ug5smL51//KAGCAAAUIMxRZM/uqq6tSTDzd9vTk9uu6T/9N1/7qYIRrqxcqQOBCQH98wdpP5zOEfdW2yHoAQYi//7u/9fpxzQNLmTevm908/23Q0AALCnsYUPsOphI0Voslz+ufre6WdXd3lPdFOEIp3yT0FaPawl6b13+tmhojjQZ+6g5s/bW++dfnZWTfMwghJgHC9VewoXHbzOe6efdUgYAACMZ5zRTfExloO462UpyXqKACV3/XNSBCFJEYq0Y8VIXcfP/fdOPztQFFPzvF2ueVt7bLdBLc0hKAH28iKdKQcu9hFOjvoKBgAAJjLu6Cd5SUlA5QlIpvc5O5NkNfX9APbSe6efnVfTPIigBNjtS7ST4tA+X3clV987/eycYgAAgImNP9opPtJyWDdUj4CkGs/ZTpK36noPvnf62bZa5kE+ogiAXbw858qXp5Ck2He3rxgAAGBy3jv97Op7p5/tJrlQ9sGBaoyXL6fYpnqgOKb+Obuc5FJNL+/RMgiC+7KiBNg2W23d07H3Tj+7qBgAAGBfxyX9JBeVBkyljSTzSead41nJZ+ww9Vy9t/De6Wd7apj7EZQA231R2mrrw269d/rZWcUAAAAHNkaZj+24YFoISOrxbG0nWU79zivZeO/0szNqmPsRlAAP9X8VW21dURIf6gC2f6vzBwAABz1e6aWYnD2kNODALCSZM0auzXO1rvNAx35rVxDuQ1ACPOjFaKut+7v029PPzisGAACYmrFLP7bjgv22kKT/29PPriqK2j1Xh6nfir2F39p+i/sQlAD3eyF2UoQkh5XGhyz9tjhIEgAAmL5xjO24YPIEJPV/nraTvF2zy9r4re23uA9BCfAhf2Lp+gNfqkk67+sMAgDANI9pZssxjTMWYbwWkvSNiRvzLO0nealml3XsfdtvcQ8fUQTAXS/BQZJrEZLcjw4hAABMufdPP7v4/uln20kup/jYCdibpSRH3z/9bM+YuFHma/gM7alW7sWKEiBJ8ifFksrF2GrrQVbeP/1sRzEAAEDlxjr9JOeVBuzYUooPBoeKorHP0F6KD2rr5GPvn352Xe2ylRUlwOay9OUISR6mpwgAAKBa3j/97Or7xeG9j6eY9AUebnMFSVdI0vhn6CDJWs0ua1bNcrePKgJotj/57r/0k9ZLSuKhLr9/+rPLigEAAKrp/dPPLifp/sl3/8X5JXB/5QqSzw4VBXe0+qnXqpJekoF65QN3ua23oJn+5Lv/MlO+FJ5QGg+19v7pz7YVAwAA1GpMNJdiSy7nM4KAhIc/M1dTr4D5sfdPf3ZVzbLJ1lvQzJdbJ8VWW0KS7ekpAgAAqJf3T392Pkk7Dnyn2daSHH3/9Ge7QhIeYr5m12P7LT7AihJomD/57r/0ypebr6a25+r7pz87pxgAAKDW46R2HPhOs6ylWEEyUBRs8zk5k2Q19ZlPsnsIHyAogWa91OaTXFQSO+o4dt4//dl1RQEAAI0YM7VTfFhm9T11HucKSNjtM7Ju80qPO4+WTYISaMaLbCbJYpIjSmNHjlp6DAAAjRxDdVOsMDGGoi4EJIzj2dhO8naNLmnh/dOf7alZEkEJ1N5//O7/6qQISR5VGjty63enn7FfJQAANHs81Y3AhGpbS9L/3elnBg1tv4zfIPWZY9r43elnZlQpiaAE6t4p6MV5JLt6USZp/+70M7bcAgAANsdW/fgAjepoVEDyH7/7v2ZSHM49m6SjrbIDF5oYJPJhghKobyfBeSS7d+x3p59ZVAwAAMBd46xeBCZMt6UkgwYFJN0kvSTnVT27ZEcRkghKoI6dBOeReEECAACTHXf1IjBhuiylWEEybEgbbKfYAsrcB+Pw2O9OP7OqGJrtI4oAatVR6CRZ1lHYtY0kc4oBAAB4kN+dfmbwu9PPtJNcSLHFERyUpSRHf3f6mW6DQpK5FAeKm/tgXHqKACtKoD4dhdkUX1M4j2T3Lv3u9DPzigEAANjheKwXK0zYX41aQVK2s5kU8x5PqH7GbK0Mv2kwQQnUo7PQT/KSkti1jbKDKSQBAAD2MjbrRWDCZC2kOINk2LC2NZNkmOSwW4AJcV5twwlKoMI++p3/NZNkPg4t24ulJL3fn7EXJQAAMLaxWi/Ftr4mdRmXhST9Jo5dy7mPofbEpNvY788801MMzSUoAR2FJrv8+zPP9BUDAAAwoXFbN8UKE2cpsBsbSRbT0IBkSzsaakPsk4/9/swz64qhmQQlUM1OQidFSOI8kt1ZSbGKZFlRAAAA+zCG66ZYYeJsBbZjI8XuEfNNn7T96HdsNc6+uvT7M7ZlbypBCVSvk9ArO0xCkt25muJrHF8IAAAA+z2ea6dYYWL7ZO5lrbw/Fo1Zb38k+pbbgv1sg78/41D3phKUQLU6Cf34kmK3NlKsInEwFwAAcNBju5kUK0zm4iM4irMzB78/88xAUXygnQxjyy323zFzR80kKIHqdBAG8dXRbt1KEZJYRQIAAEzbWK+XYhXBo0qjkWPV+d+feWaoKD7ULrpJ3lQSHES7/P2ZZ2YVQ/MISmDK/Yfv/G+Htu/eRpL+H858xv6SAADAtI/9unGOSVPGqYvlWHVVcdy3PQxjNQkH5zHts3kEJTDdHYNO2YHyZdHOrSTp/eHMZxzYDgAAVGkc2E4RmPRiW646WUtx3ujgD2c+Y7eDh7eBt5UEB+jyH858pq8YmkVQAtPbMeimCEl0jHfu6h/OfGZOMQAAABUeE84kmU0RmthhoLqWksz/4cxnnHmw/Xt/LskVJcEB2vjDmc/MKIZmEZTAdHYKekmuKYmdv8hSrCLRAQUAAOo0RuykCExm42O6qoxNba+1+/t9GNtucfAu/OHMZwaKoTkEJTB9HYL5JBeVxI4tJZm1hBkAAKjxeNEqk+m2lqSfZNHYdE/3uclKpsHSH858pqsYmkNQAtPVGRgkOa8kdszekQAAQNPGj50U55j0YpXJQVtIcfbIUFGM5b5+S0kwJR539m1zfFQRwFR0BGaSDOOLoJ1aS7GKxEsLAABolHIcNJdk7j9853/PpghMnlAy+2YlySAOZx8350IwTebKZysNYEUJHLCPfOdf2yn2LhWS7MytJL0/nnlahxQAAKAYX9qaa7I2zx6Z/+OZp32wN5l72EHuTJvH/njm6VXFUH9WlMDBdgA6KVaSWCa9s45p/49nnp5XFAAAAHeUH5INkgzKj/I2V5oITfbmVpLFP555eqAoJs6KEqZNL8XZQ9ScFSVwQD7ynX+dLTuwQpLtW0mxisSXOwAAANsff7YjNNnN+HOQZGAng329V/tJXlISTJGNP555WoDXAIISOIiG951/7SW5piSYUmtJVlOsdlocCaYAAKBO49F2itCkG2ea3G0zHFkc2WrnoO7PXsyXMH0ujKwoq//zR1AC+/7S78fXEVTLRjlYmDdYAACAWo1PZ1IEJrPlr4k7HghHpuue7CZ5U0kwZdZGZ55uK4aaP38EJbCvL/xBkvNKggpbSNI3gAAAgFqOWTu5E5wcqfGl3sqdFfTGNtN1D7aTvK0kmEJHR2eeHiqGGj9/BCWwLy/6mRRfqFjWTB1spAhL5hUFAADUeizbTRGcdFPt4GQtyWKS4ejM04tqdurvu/U4z5XpszQ683RXMdT42SMogYm/4GdSfKniwDzq5laS3sjBhgAA0JTx7eaKk075m9Zx7lo5Dh+mCEdW1V6l7rPF+NCU6WRVSZ2fPYISmOjLXUhC3a0k6QpLAACgsePeborQpJ07Acp+rgbYSLJcjr2XUwQjxifVvqd6caA702lhdObpnmKo6bNHUAITe7F3yo6a5aLUnbAEAAC4e0zcTTKTIjhJipUoKf/bTj8m3AxDUo6z18t/X7VapJb3zkySXygJptRjnjs1ffYISmACDevbQhIapwhLnhSWAAAAOx5Dbw1UMnrS1jbuiX8dJDmvJJhCC6Mnn+4phho+dwQlMPaX+WyKg9uFJOgsAAAAwA61vv2v7SRvKwmm1Md8KFo/H1EEMNYXeS/JzQhJaKbzZVAIAAAAuzZ68unVJAtKgik1pwjqR1ACY1KGJA4bo+nmy2XzAAAAsBdzKc6ngam7N8191I+gBMag9e1/nYuQBJLk0fiyAgAAgD0qtzayawHT6FDMfdSOoAT2qDxg7IqSgNt6igAAAIC9Gj359DDJZSXBFLKqpGYEJbAHZUhyXknABzxabkUHAAAAezJ68ul+nFfC9LGqpGZao9FIKcBuGs+3/20QIQncz63Rk5+2RBoAAICxMA/DFNpI0h49+el1RVF9VpTAzl/MM61v/9uilzM80BOKAAAAgHEZPfnpXpILSoIpYlVJjVhRAjtpMN/+t5kkwySHlQY81NHRk58eKgYAAADGpfXtf+skGcTcDNPBqpKasKIEtv8iFpLAznQUAQAAAOM0evLTy6MnP91JsbpkTYlwwKwqqQlBCWyDkAR2ZUYRAAAAMAmjJz89GD356XaKwGRJiXCA5sq5QypMUAIPISSBXbOiBAAAgIkqA5Nuko+lCE2upghOrDZhv1hVUgPOKIEHNZBvXxOSwO4tjZ680FUMAAAAwKbWt6+tJnm0ZpdVnlVywVklFWVFCdz/od2JkAQAAAAAxmm+htdkVUnFCUrgHoQkAAAAADARgxQrMOpmrtydhgoSlMBdtoQkh5QG7MlQEQAAAABbldtT1XVVybwariZBCWwhJAEAAACAiRvU9LrOt759ra16q0dQAiUhCYzdUBEAAAAAdxs9eWE1yUJNL6+vhqtHUAIRksCEOj1DpQAAAADcR7+m13W+9e1rXdVbLYISGk9IAhNxSxEAAAAA92NVCdNEUEKjCUlgYhYVAQAAAPAQg5pe1xGrSqpFUEJjCUlgYjYiKAEAAAAeoty2e6mmlzdQw9UhKKGRWjeudTLKMKMcyijx8/Mb629+9OSFdU8aAAAA4KFG6dd0fuTR1o1rPRVcDYISGqd1w0oSmKCNJPOKAQAAANiO0dlaryqZb924NqOWp5+ghEYRksDE9UdnrSYBAAAAdqRf0+s6lGRO9U6/1mg0Ugo042a/MRCSwGQtjc72uooBAAAA2KnWjcFqkkdrenmPjc72VtXy9LKihKY8aGdSHKAkJIHJWEsyqxgAAACAXerX+NoGqne6WVFC/W/yIiQZJjmsNGAiNpJ0R2d7y4oCAAAA2K2aryo5OjrbG6rl6WRFCXV/uApJYLKEJAAAAMC49Gt8bQPVO70EJdSWkAQmbiVJR0gCAAAAjMPobG+QYnvvOnq0dWPQV8vTSVBCLQlJYOKuplhJsqooAAAAgDHq1/ja5lo3Bm1VPH2cUUL9bmohCUzSUpK+PTUBAACASan5WSW3Rmd7s2p5ulhRQh3NR0gCY3+Jpzh0rCskAQAAACasX+Nre6J1Y9BVxdPFihLqdUPfGAySnFcSsGdrSZaTLCYZ2mILAAAA2E+tG4Pl1Pdj6LUU576uq+np8FFFQI0enoMISe62kmROMbADq0IRAAAAYArMJXmzptf2aHl9fdU8HawooR43spDkXhaSzEmmAQAAAKii1o3BMMmRGl/i46OzvWU1ffCsKKEOD8xehCR3Wxid7fUUAwAAAAAV1k99V5UkySBJRzUfPIe5U2llSHJNSXyAkAQAAACAyhud7Q2TLNX4Eg+3bgxsmz8FBCVUlpDkni4ISQAAAACokX7dr691Y9BWzQdLUEIltW4sdJLWtaQVv9u/C6OzvYG7AwAAAIC6KFaVtBZqPKd3KGkN1PTBEpRQOUVIkqGS+IALo7PnPVABAAAAqKN+za/vSOvGgi24DpCghErZEpIcUhpJko0kx4QkAAAAANTV6Oz51SQLNb/MfuvGQlttHwxBCZXRurEwk2QQIcmmjSTd0dnzi4oCAAAAgJqbSzEfVleHUsx9cgAEJVRCGZIMkxxWGknuhCTLigIAAACAuhudPb+eZL7ml2kLrgMiKKEqFiMk2SQkAQAAAKCJ5pOs1fwabcF1AAQlTL3WqwuDjHIko8QvGxkJSQAAAABontHZ8+sZpV/z+b9DGcVW+/usNRqNlALTe4O+ujCf5KKSSJKsJOmNPikkAQAAAGiS1qsL7SRtJXHbYup/jvHl0SfP91X1PrUxQQlT/ALoJbmmJJIUIUl39Mnz64oCAAAAoL5ary7MJukm6SQ5okQa7XEfTe9TuxOUMMUvhJtKIomQBAAAAKDWyhUj/SSzqf9KCbZvLUnHvODkfVQRMH0vhm92ktZASSS5HZL8Dw9DAAAAgJppvfrNdpJ+0jqvNLiHR1McYN9TFBNui1aUMIUvh+VIzhMhCQAAAEBttV795lyKVSTmwXiYC6NP/o+BYphgexSUMEUvh5kkwySHlYaQBAAAAKCOyjmwQZInlAbbtJFirtB5JZNql4ISpuclsTCMA6oSZ5IAAAAA1FLr1QUfCrNb5gwn6COKgCl5SQwiJPHAAwAAAKgpIQl7dDjFeSVMgKCEaXhJzCVxYJWQBAAAAKDOhhGSsDfnW68u9BTD+Nl6i4O9AV/9Zi/JNSXhTBIAAACAumq9+s35JBeVBGPgvJJJtFFBCQf4guikSNIPNbwohCQAAAAANdV69ZvdJG8qCcZoLUnHfOL42HqLg3pBbO7JKCQRkgAAAADU2UARMGaPJllUDOMjKGHfCUluE5IAAAAA1Fi57fyjSoIJOFJu6cYYCEo4CPNxcJWQBAAAAKD++oqACbpYhnHskaCEfdV69Zv9JOcbXgxCEgAAAICaa736zdlYTcLkzZdnQbMHghL28+XQS/JSw4thI0ISAAAAgCaYVQTsg0NJhuVxB+xSazQaKQUmf6O9+q1OnEtShiSfWnZHAAAAANRb69VvrccZveyfchebT/lAexesKGE/XgoObxeSAAAAADRG69VvtSMkYX8dTnE2NLsgKGE/DCMkEZIAAAAANIczIzgI51uvfktYsguCEiaq9eq3BinSzKYSkgAAAAA0j6CEg3Kx9eq3eophZwQlTEzZIM83vBiEJAAAAADAfromLNkZQQkTUR7efq3hxXBBSAIAAAAAHID5co6WbRCUMHat69+aySjDjJIG/y6MPvmpgbsBAAAAoIFGfn4H/juUUYat68KS7RCUMAnDNPvw9gujc0ISAAAAAOBAHUqEJdshKGGsWtcbf3j7VSEJAAAAADAlDiUZtK5/a0ZR3J+ghLHyWfOIAAAgAElEQVRpXf9WL80+vH1hdO5Tc+4EAAAAgMZzbi3T5HCKlSXCkvsQlDAW5fKtJh/evjA696meOwEAAACACEqYPsKSB2iNRiOlwN5uoqJxLSd5tKFFsDI69yn7/AEAAABwW+v6t1bT3PkyptdKku7o3KfWFcUdVpQwDosNfuivJOm6BQAAAAC4y1ARMIWsLLkHQQl70rr+Sj9pHUlaaeBvLWlJXwEAAAC4h9agoXNmftP/O5y0hq3rrwhLNlurrbfY9c1z/ZVukjcbXARrSVbdCZW0nmK7uNUkw9G5p9QjAAAAMHat66+sxvZbTK9yG66nGv8huKCE3T7k2ykmmg8pDWpgLcUWcvNCEwAAAGBcWtdf6SW5piSYYsKSCErY/UN+OcV+dlA3C0n6AhMAAABgHKwqoQLWksyOzj213NQCcEYJu3m4z0dIQn2dT/J26/or8/ZpBAAAAMagpwiYco8mGbauv9JpagFYUcLObpjrr8wmuakkaIjGp+kAAADA3pUfHl9UEky5jRTbcDVuLkxQwk4e6O04l4RmviDmRueeGlS6/b5yo52krTqpgPXRU2eXJ9weuop5ai2Pnjq7rhhoRN/6lRudJNtavTp66uxQicHB9gm0Q/brmV9n2pGt7KmUC1WfC9tx+xSUsP2H+XUPcxr+gjhX2RdE65Ub/SQvqUYqYGn01NnuhNuDzk9F7oXyz2GS9RQfawhSqMI7d3MybPNZtvlnO+PZm3wtyeqW9pGyfaybgILb7bBbtsPOPrbDYfbhgw+m/vnfKe+zzXvQHMqD29Dy5p9NeYe1rl+fKZ8X7g2q4NLo3Ln5xjzHBSVs80FueSAkR0fnzlWy8yYooUIEJWxnYL1cDjCHJqQ4wHfr5iRsN3cmxg5PSRtZLdvIZsC4qsaoaTtsl+1vsy22Mx2HJW++q5a1w1rff93yvusmOaJExmJlSx9vsbb3jrCEalkYnTvXa8RzXVDCNh7gziWBwkaSzujcucoNcgQlVIighN08m4dJFstB9aoiYULPjq2hSDfTMRm703YyjICRerTDzbZYpXYo6K/HPTibZPNnW/LJu1X28Rbrtqq4DEsGSZ5QzVRhnJ5kdnTuXK1X9wtKeNiDux3nksAHXg6jc+e6FezQ9yMooSptTFDC3qyUg85FoQl7fFbMpJgI66Z6wcjDCBipSjtsl+1vsy0eqlk7XNxsi7aWnOr7sJNkLsKRg3YryaBuK01a16/PJem7t6jIOKs3OneutkG/oISHPbCHsYQU7la5PRoFJVSIoISx3k+5E5qYgGI7z4d27nwp3KQ+8GbA6Ct3pqkd9tKsbWkE/dN3L/ZSBCS2R5oua2Vbma9L/678SLmf5LzqZcptpFhZMqzlc19QwgMe1P2YWIX7vRjaVVpyKCihQgQlTOq5vZikb/KJezwTZlJMyPZiMiwxWcvBtMN2mhmOPKwdDgT9B3I/9lJMWj+qNKa+fzefegYmVi8x7S6Mzp0b1O75LyjhPg/nbpI3lQTc1+XRuXP9CnX2+xGUUA2CEibtVjmgHiqKhvd3i33me7E3+AOfySkmageKggm1w16KCUHt8MHvrUGdD7aesvuxHwFJ1dQuMElunxfcTXEeUyeCE6ZP7Q55F5Rwr4fxTIpzSXQO4P7WRufOtSvU6e9HUEI1CErYt3stxQqToaJoUD+3WD0ylyIg0dfdvo3c2eZkVXGwx3bYLtvgXEz87Wj8kZptNzRF92S3LFvvheq/q+aE+0zsWVHMlw5j5eNWt1KcW1KPVV2CEu7R8Bfjix7YjmOjc+cq8WWXoIQKEZSw7/dcOah2LkOd+7fFxGw/9v4e14DYqix20w67KQIS7XDvFmI7yXHckzMpAhLzH/p2sL3nxvXrnRRhiaD/jpUk3TqEJR9Rl9zV4Hs6CbBtXUUAUHlHkrzVeuXGoJwwoU5921dudFuv3BgmeTsmZ8fliSRvtl65MSwnvmG77fBN7XBszid5Wzvc0305m2Q15j/q3LfrKwrGbXTu3HKKLSO543CS5TJEqva7wYoS7nQUrrdTbLklFYXtWRk9da5TjfZtRQmVYUUJB2kjxRe684qi6v3aG90UK0iOKI3JP7djGzu0Q+2wOvelVSTNaxs9q68Y/7Pk+lySK0riQ2Op7uipc5VdzWVFCVstRkgCO2FfSoB6OZTkSvmFbkdxVHHQeqO95ct1k7P740isMOGD7bCrHR5oO/T+uv+92UnxcaiQpFltY7lcQQRjM3rq3HyKbRD54Fhq2HrlemXbm6CEssNwvR+TvrCbtmNCAKCeg+q3Wq/cmFMUVXkf35hpvXJjkGKLLROzB9duNidq24qjke2w3XrlxmIEJNPw/hpohx+6P3spzhVwYHvzHEpy01ZcjNvoqXO9FKuW+FB7u96r4l9eUEJa11/tpNV6Ka1W/Pz8dvEDoK42V5c4u2S6J7/6KfaZd/bBdDiS4uyEeW2nMW1wpmyHb8eX+tPifIqv6Pva4e33xLXYQaPpXio/qoAxPmBas2m1VsyNfeh3rXX91V7VqlNQ0vT2fP3VmRRbbgG7YwIAoN6OJFm1pdAU9mOL7X1WU5zBZfJr+lws247tTurdDmdTbGXkLLzpc6isl+Umv8PKiXH3J5vOt165sSxAZFxG5z65nuJw9w2l8SHXWtdfHVTpLywooR9LT2Ev7AEMUH+HUmwp1FcUB2/LNltv6sdWou3ctB1XLdvh5nlAN7XDqfdo+Q5bbNrkcPmusNqQux1OYsUwYzM698nVJN0IS+7lfJXCEkFJozu3r3YzysWMEj8/v13/hp4mAI3xUrnvu4H1gfVfb8zGNltVtHmYrnN/6tEO51KsInEOSbU8kQat8iqDPO8K7kdYwliNzn1yOaPMmSO75+9865VqhCWCksZ2bl+dSTJQEgAAO3LewPog+q43ZspDom/GNltVdSh3zv1pK47KtsNhkivaYaXb4c26ry4pV5II8ngYYQljNXrqk4MkF5TEvcdQVQhLBCXN1Y8l0jAO64oAoJED6+XWKzdsv7gPyr31l+OQ6LrYXF3i7JJqtcPN1Vwmn+thc3VJt4b36iBWkrCzPp2whLEpw5LLSuKepj4sEZQ0spP7ajfF4YrA3l+Cy0oBoJEeLQfWwpKJ9ltv9OMskjra/KrdVnbVaIfzsZqrru3wzbJ+63SvCknYqcOx4wpjNHrqk/0kC0rinqY6LBGUNK6Ta8stGKMlRQDQaIciLJlQn/X2Fj8vKY16D5a1oaluh+3WKzeW4yO7urtYbok3U/H7tedeZQ+eqFNoyMEbPfXJXoQl9+3/TWtYIihpnn58kQfjMlQEAI0nLBmzsiwdFN0cm9ue2Iprutpht2yHh5VGIxxJsRVXp6L3ayfJNdXIHl0sAzcYizIs8YHtvU1lWCIoaVRn15ZbMGaLigCACEvG2F+90UvxIYIPe5rXhm6WW61x8O1wLsWWd7baal47fKtqE8XlSpih6mNM5vXnGLPZJCuK4Z6mLiwRlDSnszuTtAZJK35+fmP5rTifBIC7JpiEJXvrr86n+CLY5GxzvVQexMzBtcNBkitKotGuVawdLnpvMOb+nPOzGJvRU59cT1rdpLViHu2ev/PT9M4RlDTHXHyZB+Nk/1IA7jW4Hhpc71w5QLLymSQ533rlxrJ2tO9tcKY8j8RB2Gy2w8Vpb4fl6ifbNDJuh1NsWw9jMXrq7HqSbqwsedA7ZzANfxFBSTM6vZ04CBPGaW301NmBYgDgHoQlO+unmpzlXjbPLWkriv1phym2LnIeCVs9Mc3vs/L50FdNTMjF8qwmGAthyUOdL8PvAyUoaYaBIoCx6ikCAB7gsP7Xw5mcZRvtaNl2dhNvh504tJ0Ht8NpDUsGseUWE77HfPjCOAlLHurKQZ+TJSipf8d3TqcXxurq6KmzQ8UAwEM84WDqB/ZRhSRsh7N/JtsOO2U7tEUzDzJ1oWU5kWbLLSbt0RTb2MPYCEse6lrrlRuzB/Z+GY1GqqC+Hd92iq+DfGUB47GSpFu+2Kr2POhnn7fgGz11tuWWYUrbw353fi6PnjrbV/IPrJNOkpny1yl/7dRjEv3Y6Kmzi2r5Q/W9mOZMzq4kWU8xIZ0tf2Y7H19saR8p28bMlj+bMlG4UfbBlrWgsbbDYYPGine3w+Xy35NkdfTU2dVttsGZu9phu0HPsqloh2XQvlqRe3ejvNeGW+655SqOJ8dQb93yH7tl2+lW6Pnz2IOeEbCHZ9kwPhqaqveNoKTejW4xxb6iwHge1J2qdpAEJfCB9iAoqdYAopNkthxQV3EgUen3xwTqtO6Tsyu5MyG2vB8DvPLjqM2AsZv6hifCEu1wmtthN0Vo0qnw+6oS77SDGNfsoowGSRbtRLCtZ1Gv7OdNc+B4a/TU2Vk1xoTGOsMIS6bmfSMoqW9jm01yU0mAgflBDSgEJUxxexCUVLfu2uVgulexAcXS6KmzXfVXy8Hg5oTsMMlwWr4SLidtu2V7qVN5C0v2fm/UMSTZbIdTMzFdPu+6W361eu6NnjrbOcByXZ3S+3cpyWD01NmBJ82u6nY2xTZX0xr2HxV8/f/s3X12G8ed7/9PJ87x5GZiMnfunX8Jr4DwCthegWA9w4KHzciO43gcQitQcwUGb8bxz3EcgmNIsCQnBlcgcAUBVxDwXyexATtOxsfx6d8fXbAgiZRIEOh66PfrnD6WlQcAVV3dVfWt+hboH1t5vxea1YVASbiNbCByzQLzejDXfF8JTKAEeKg9ECgJox6rZkC97slXLvV9ENgg8EAPVgsPPSn7mrlC2G1OsORsz82+wgiS7OlBcMSHdliRn4H+42xnjXrTQjm2HXzvH0pKmESfWx3HklK5FzBh0QvoJ5eg7REoCbOBpXJ7Kyrg0wAsCSGHLIES4KH2QKAkvIFF01yuT/69UMbJ3UAGf4fKgyNtnxdPmLpI5P9kLSntZqt73xfTeRWkfEJdVJQHTZqe10eh7zQHd5OMJaVZo97iCbOQ+k4ktRzr27GrBIu+79vyZxFYkXazRj0ppA4IlATXqCqS/kRJAGdyKKkZ0uG7BEqAh9oDgZIw63VZ+QrETYe/prV0JZbrZiB/J+X3JLVCnBjxcFfWY+1JBadj8Pz52Pe4He6adjgIsG5i5YFL39ph4Wc2OLYgNIisA548u3pyZ3dJYZO1KPV93xbBkqNsFJHa8HuUc3DaFAEws0Pz8K2EFCQBgDLIGvWRSQPyvPI84S5ajTrdZpnqxQz2fJucHUvalvR81qjXQl09mjXqAzPh8xNJW+Z3+2RV+eQ/nq7naTvckvSTrFFPQt2NlzXqfdMOn/eoHR4qD+4UzZX3527WqLOjrbi+XWzahgvWzeJkYJH3fWL6oXjYjlnks1AESsIaiMZy9+ArwOWO/q7ybbQVDt8DAO8HF0MzqH5Jbk44pWaFZBn6pqn8WhE3mZitZI16syyTYGYiKpVUkX8Bk1UTjMPx7bDt2Rhxuh2mZdkxZN5dvrTDwlMTmzRMLqRg2mBHgZX2kUracOX+p0ZQwD3fdOied0lv0eOoZyjjoJRlkPCC+eeypJhqxwxGynM0D0jXAADBDjB6ZtWfSykbpHyipxX6QNtMavl0Zt6W8tQ+oxK3mZHyQF5L/pz7I+UrfIekODyyHfqUWm1sno20Q7fb4YalXXaJI7+9zZPFWttoR52uJO1Y/iqJ8lSvQFH3vGtn9di0YsZ28cL6TpxRElQn+O0S/NQbHJYGzPSMSMUZJcCkPXBGCc9AFwR7IKjZFt/3ZFC3p/xcsiEt5bF69OHcn2kvkTr1ofqLJd335OtuKz8UmwVMR7fDltwIeFkJFDhyDitBEnfaRCL7wRLeN6BfbdfCxtek3gprEBO6fYIkAADgtExH2rVUXEH23aYOXnV9MHeoPFjFYbzHt5vJuT8vyN1zf6a1yR3/XTusmHbo/PhO0gsm1R1BkuPbYWLa4YHFr2IzUFCzXA3bBEmcahNtSTcsf40aNYEC7/mBpKrld4BrbpoFIXNHoCQMqcKPLI5FLkgAADD7IGOyTduVYMnaojr4lrWVb4t32ZY5l6xPyzjZAN2c+3NDbp+bsKQCcld7wvVg5Vh5poA41EPaF9QOq5baoe3dFDbnAfZNwBhutYeW8nNGbSFQgqLv+aEZx+xTGg/6Oovo8xEo8ZxZLbRZgp+asNoPAACccZAxkFvBkjSwfmlT0jmHv+KB8tXrKa1hpvbTUr6i0eVB+qryNEVlHh+2TDm4al9SlUwB3rRDq0ESM99h634eiwlxlzWV7w61YSnqdLk3UPTzf2QWruxSGnk71ALO6iZQ4r8ydDD3yP8IAADmNMgYSKpYHFxPC2ZXicmf7PJ5edtZo15l9fqZ289waneJq9bLOoFlfrfLi+gmu0iGtKa5tMOtBX+UC+dy2GzLCSnhnG4HI9ndbRRTC7B07yeO98OKdM4s1JqbZyhTrzvCsdxetTcPhyLlFgAAmPPg2kwo9mU/PU3q+2B76lwSF40l1UizNfc21Io63b7ylXwu7l5oR51utUwT8qYdth0e09UIVM69HaZRp9szz995pzx05fByW+/HfRZretEG+lGnuytpvUT3pivvnKryQGZV+QKkVe5I2BpLRZ1ub159PnaU+P1aSKVMgV+s4gAAAIsYXLuShmvNDDa9HqDIzXNJDpSn+Olzxy+0De05+PUWko7Bca6eS7Jn2iFBksW1w3mn4tpw6PDy2NLnci6JX30QG1bLdiZW1LldiTq3W1Hn9kjK/ihlN6XsnJStlmBuksvda0nK5vbOIlDi7wOqJmkt8J+5nTVeZmALAAAWwkwwJQ58FW8nZMwOZxdT/exKIsXP4tvQKGvUa1p8CqBZrM07HYPD7bDp6NhwK2vUayx8K6QdxpK25/B/50yQxCwisBH82yWw59X9P5S9Mxvicrxjbleizu22pD+ZPt8Sdx7c6/Pdnkufj0CJv0I/m+RQgR1wCgAAnBxg92R/knfdx1WJDqf6uZE16uxKLrYdpZI2ZH+H1qNScxh0sMzvc3HctGHuCxTXDpumHZ6lzlx6ptvabdnibvJOWrJ7tMB3zO1UeYBkndsMrj8Hos7tM/f5CJT4+aBK5GZ6g3lKssbLDG4BAMDCmcm8fctfI/FxQOJgn3Qja9SZ5LLTjtpyI53dtDKk4GrJrdW9Y0kvODbhXrZ2+NIM7XDDwTqzMQl9wG4SL+/7oeykgYxDLdOoc3s56tzuS7rJHQZPzKXPR6DET2ngv4+UWwAAoGg12Z3gTfwaQHercivl1ljSS0zO2uXQ2T/T1qJOtxZieZvfdc6xdhgz0Wy9HfZO2Q43HH122giUEGj3l417uBLmu+V2VdJA4af7R3jWzFEVMyNQ4t8DK1HYu0lIuQUAAApn0jQlFr/CqmeHurcd+i6Tydked7ITbcnFYEkrtEN3ze9pOdgOCZL41Q43HA4w23gn8h7x957vWXjvBDc3Z4IkfYWfxQbhaked2zP3+QiUePfUUqpICvgi5RYAALA5yN6z+BUSPwbR3UTSqiNfh8lZN9uSa8GSFUmhHezelDsTWbRDt9vhwTH/lQ3Hd+EVnVLugLOtvNe30CeKQym86NbtZUVqK9JS4POOXGFfS4pm7/MRKPHroZUo7KjubnaNlFsAAMAqm5OpzqcHcmwVO5OzDnMwWHIzlIPdze+4STvEKdrh7iP/kdNBEkuTz+wm8V+fIjhzG1ilGBCAm9Gt2Q52J1DilzTg3zZWeKu8AACAZ8yBoFuWPn7Fg4ncptw5OLrJ5Kzz7cm1YEko5w+4Mi4kSOJHOxxljXoi6Yb5qw3OczoS9zF1OIs4hIKLbt1uijNJEJaZ+nwESvx5aCUKezdJkl0j5RYAAHCmY21rYtfZXSWOrWJnos8TU8ESF5zzPU2K+f7rjnwdgiR+tcWWpJ948uysWPhM7mX/7/E+pTDDe+XW7WVxVjDCcy66dfvUfT4CJd488bNUWaZAr/3s2stscwUAAK4MtEeyt/Lc5fRbrgyitwiSeNemBpI2uI+D+v4bBEm8fb/5oGKhbIbcIUE4pAhOe/NnLWXZUsBzjlzlvU7dZyJQ4oGocytRuLtJxvLk4FIAAFAqtnaVOJn2wOwmcWEV+27WqKfcnh7Ow+TBrS0Hvsqar7tKzPd24RlBsBKhYXI9HMOCP6/ic2FFnVvLcmeXIrCAPt+tU/X5CJT4IeTBYCtrXBtSxQAAwCVm1W3bzqDVyUlcF/qjB+JMO9/bVSppj/vZ6++9R7ASARpSBJhRxfPvn1CFCNyp+iwEShwX3boVK9KKIinA6zBrXKOTDQAAXGUr/VbsVH/Ujd0kY0k1j9LG4HiJ7K/e9m5XiSO7SQ7FpBoAhCNSEuh8IxfX5FqLbp18VwmBEvelgQ+SAAAAnGTylR9Y+OjYsaJwoT+akD8+mHY1khtn8fg2znLh+xKsBIBARLduVSStUhIogRP3oQiUuP3QiuVonuo52MuuXetTywAAwHE2dpVUnemPurGbZDdr1HvciuEwh4DfsPw1vNlVYtqh7XHhDQ5vB4CgxBQBSuLEu0oIlLgtCfR3jUV+aQAA4AcbE/RLZmKU/mie6od+Y4CyRr0laZ/x1omklj9/39QXEKpligAlVKEIUCIn6ksRKHGU2QK3HujPa2XXOMAdAAC4z6SZsZF+y5XBq+0gRUKqn6AlyhdR2bLuUFDy6HFhp7tseVw4FimTET7SD6GMYooAJbJm5tqfiECJu0JdOXcoewejAgAAzMLGrhLrg9eo000kLVn8CttZo97n9guXOXcmtfw1EsaFT5RyPhAsKDxAboKSAIBwPbXP+Qxl5J7o1q1lhbtqJ82uXWNVIAAA8Elf0s2CP7PiwO+2OUF7KP8O28YMska9FXW6Ndk7g6Pp+L1mc1xIyi3YYuM8nKp538Pvd0pMKQA4Ri26dWv5SfPS7ChxtOJkd/Xe4jra1661qV4AAODZoLtv4WMrNn9z1OlWZTcVSZOUW6ViMyi3ZHZPOccEkFZKWi9A0WKKAACCtqR8zv1YBEoYKBQppWoBAICnij50umL59yY2yzpr1HvccuWRNeoDSdsWv0LN0aKx2Q53Tb0ANtjaUQIACNsT59wJlDgmunXL9uq9RdnLrl3rU8MAAMBTRU/arFj+vYnFz0653Uoplb2D3c+5dqi7OS/hnKWPH4vdJLDI0o7Cc5Q8AARv1cy9H4lAiXtdgqaUKcCLjjYAAPBZadJAmXQ/ttLA7nKAe0lHQfnEqM3zMFzbVWLz+7RIfQcHHFh6/wFlefMOAp1/5OJ62pUc1yoIlLgnxBfzbnatMaRqAQCAx/oWJmziEvZHU261UmvJ3q6SxLGysLXQbCy7AStgYsBzAFioIUWAkjr2WU+gxCHRrU6iMA9xZ8ALAADgQ380T/ezbunjd7NGnUF7iVneVbLqSvot8z1spWNmNwlcYeN94FwaPmCB+hQBSmoputU5cmEYgRK3hLibZIvdJAAAwHclSgcVW/zslDsNsrurxJXxmK3vwW4SuMTWezeh6FGKvu21xkDSISWBkiJQ4rLoVsfmYX10tAEAAHDsoKEA7CaBJOu7SpKSt0N2k8ClZ0Hf0kc3ze5KoAx6FAEY8zxAoIRB6WI72tcadLQBAADokz5Nm6LH9DjC0udaT79lJmjXaIeAJGnfwmcuiR2O4H0LhO7I9FsEStwRB/Z72E0CAADgEXN4vI3z8g5KlNoMJ2B2NeyWdFzGri7gAVvvhs2o061S/Aj+fZunyt+nJFBSj/X5CJS4I7QdJewmAQAA8HywUFS/kaKHQ/dFraTtsM0tBwfZTAtEm0BZNCkClBQ7SlwU3erEsrN6b1HYTQIAABDAYKGgfiP5sfGYrFEfSDqw8NGx5Z9u4/MP2dUFh58DY0sfvxp1usxrIPx2lh/qvk1JoIRWoludyvRfEChxQxzY7+mxmwQAAMAf5lyEVSv9Rg6PxvHaFj5zyVbKHXM+yoqFj2YyGC6zGUzfjDrdhCpACaSSDikGlFA8/S8ESpyQxVKmgK6UOgUAAPB3kFAgdpPAxfsjph0Czmhb/vwW55UgdPli56wmZePA5ie5uJ52PbSj/hkeB05YC+i3HEpKolsfUqt+G0kaSBpl114ZUBwAgLIzK71DZmMS6DBr1JmgxfETN436MOp09ySdK/ijY9nZZRFb+MwDDnGH48+BftTpHsrObispT5Pejzrd2KQCA8Jsa9deGUS3PkwkfUJpoEQe6nsRKLE96L71YRzYT1qRdJOaDeoelaR95SvNetm1VxhIAQDKqFKmQUJB+txWOIGe7ARKytIO29xi8EBbducZCJagFLJrr/SiWx9uSNqhNFASS9GtDyuTuU5Sb5VzUAqc1pqktyX9Kbr1YTvAAB8AAE9TsfCZw4Lf9UVjNwlOom9l0FzwLjJzTtAK7RA4UtuB7zAJliRUB0KWXXulLekFSWNKAyURT/5AoMShygA8sS7pfnTrw15068MKxQEAKInC33lFpcOxlHt9TNotnKIdHFj46Grgnyfl6e+G3GXw5Dmw68BXWZK0E3W6LWoFQbe5PAV7RXl2ESB03/XBCJQ4VBmAZ85JmuSwBAAgdDH90bnqc0vB8ful6HZh4xlDsBI+aTv0XTajTnfAIe8IWXbtlVF27ZVY0oby84iB4MdCBEosim5/uKxIS4okLi5PryVF2oluf9imRQMAytKBLkiRK/gqFsqzzy2FU7AxoR8H/oyhHcIrWaPel1ur21cl/THqdFsmdR4QZtu79ko7u/ZKRZE2FOmAeTCuAK/vUhATKCnXgBtYlHWCJQCAUJmzCpYK/thRgZ8VWyjWPncWTjxJk0+Qhj5Wq9AOgadKHfxOm5KGUaebFn22EVDou/jlV9rZy69UlZ9fsqU8cMk5JghjvHf7w6okPUNRWBVTBAjIenT7Q2Uvv5JQFAAA+mxnNijwsyoF/7Zx1qgPuK1wSg1HSncAACAASURBVPvSgxV/BSg6OLpa8OcdZo36iNsKPska9X7U6e4pTwPtkiVJNyXdjDrdXUk9zuFCsO3w5VcG0/3U6PaHy2IheJmlBffPFjkeGhAosYvtmQjNenT7w2H28ispRQEACEjNwmcOC/yslYJ/G0ESzHrfFDoQjzrduIjdLJbOOehzS8FTTbkXKHloTCxpPep0x6ad9c3za0BwEiHKXn5lxDulvEx2mRACJVVJPQIl9isBCM3N6PaH/ezlV3hRlv2F2elyDzg2qGQFNzCz2MJnDgt6Vtv4bbwfMAsb77DlwD7HdnliMc/xqqRWkZ+ZNeqxrd+bNerDqNPdVp7yymVLygM656bqSnLrnBWb7/++pBHjE8B7PUk7AfyOikTqLScqAQhQO7r9YdWsLEB5rVEETmEXIzCDqNOtqfgUPLbOZCgKkyLw5b6pqpiD5GPaIc7YxytbvztVvttzxcPvXuYx0vRvv2n6WZJ0aJ5JA0n9wPtAQFCyl18ZRbc/PFDxKUTnrSJxmLttKxQBAr63mxQDACAANtJuHRT4WbGF3zfktsKpB+J2Vh2HvMiAQAl8fh6MGG8GZUX5zpubku5HnW4Wdbr9qNNtRp1uheIBnBfCmUwViUCJNdHt/16WMnFxBXw18/scAABP+2ud7rLyXONF64dcrqTZwBkcFPx51cA+Z2LMWQkI4F3Sk7RHSQRrTdLbkv4UdbpDgiaA00/kfgBzmCsSgRKbOJ8EoVuSlFAMAACP2XqPFRlIKLpPeshthTMIdXK/6MVFBCsR0nua90r4VvQgaNKPOt2EIgHckb38H/0Qfkd0+7+XCZQAWCS2QwMAeI+dXpGDjaInaIfcVvCkbUjFnSVAOwRmYHZG1SiJUlmTtDO1y4QsFoAbDgL4DVUCJfbwMEcZrES3/5vdUwAA75jVijbOkzvMGvVhwEXLSnbgcUUfgDqkyBEKk87xBiVROpNdJsOo000JmAD08eeBQIk9TB6jLGKKAADgodTS5xZ9GGLRfVLORcBZ9CkCAI/KGvWWpF1KopSWlB8CPyQlF2DVMIDfQOotAAsXUwQAAJ9Y3E0iFT8RvESNA098HlQC/Fl9ahahyRr1RGGkfsHs/ZmdqNMdRJ1uTHEAhQthRwmptwAsXIUiAAB4JrX0ueOsUe8FXrZ9bi/Ql30g0EAMYEssgiVltyrpftTptkjHBRQqiF3jBEoAFNFRAQDAC1Gnm8rebpIeNQA8UYhn3FSoVmA+zOHusaQxpVF6m5LYXQIUh0AJAAAAEAqzsvumxa9AoAR4AjMJCgBPe07EIliCfOHLfbMIBsAin70v/weHuQMAAAABaVv87DKk3QLghgFFgJBljfpABEvwwM2o0+2TigvA0xAoAQAAQOmZ1YZrFr9Cm1oAUAR25qAk9/lAeWo7ziyBTB+vH3W6VYoCwHEIlAAAAKDUzKD5puWv0aYmAACYn6k0XARLIOXnpxIsAXAsAiUAFu2QIgAAuMqkYehb/hr7ZuUrAACYo6xRH2WNelXSLqUBSUuS/hh1uglFAeBRBEoALNqQIgAAuGgqSLJk+au0qQ0ABT77KpQCyiZr1BNJNygJGDsES4A59i1u/3cQZwARKAGwaH2KAADgqJbyNAw2HWaNepuqAFCgCkWAMsoa9ZakF0TWA+QIlgDzE0RKOwIl9pBeAdzrAABYEnW6bUnrDnyVFrUBnLjdLlMKAM7CpLokFRcmCJYA+A6BEntGFAFKYJy9/B89igEA4BKHgiRjlS/tFhPdOIsQD+BlURFQMHNuSSLpJbG7BHmwhAPegbOJQ+iTESix92rm4irDRZAEAOAUh4IkktTKGvWyLZ5hIgLeDZoXOiq08wwgYAnk7a9n3ktblEbp9QmWAGd6oi4HMIc5IlBiz5AiQAmkFAEAwAVRp7scdbp9uRMkGcuNtFuspIVPCp/gDzSYyWQgMNXGs0Y9lfS8pD1KpLSWJLVJ8QiUu29BoMTWy/jl9SGlgMDtc58DAFxgVgj2Ja059LWajkzAFv2urnBHouyDcADuyRr1Ydao1yS9KGmfEimlVZUvJSowL2sB/IYhgRKro3aNFUlcXIFeCY0cAGC9u9Xp1pQHSVYd+lqHWaNe1oF4hbsSZ1D0St9xQZ9T9KQsASfgGFmj3s8a9VjSC+LA9zI6F3W6KcUAnGK81d2NQ5jHzF5eJ1BiGQf3IVRbWZ3dJAAAix32PNVWS9InytMpuCRx6LsU/b6ucHfiDIqe4A91vEZqGeApskZ9YA58f175GSakqiyPm5xXApxKHMBvGEuk3irbwBQowkFWX08pBgCALVGnGyuf4Nx08OvtZY16v8T90RXuUJxBJdDfVXQavjVuJeBkTEquNGvUK8rTcu2quN1msKfHeSXAidUC+A0DiUCJ7VfuUMrExRXQdShlMW0bAGBD1OlWok63J+m+3JyQH0tqOvadRhbqib4CZlV0ux4E9jkPPS+5nYBTzuDkabmSrFFfVp6aa0ucZxLy+yalGICn9Ce67YqUrQYwnzmUpGeoUqtIvYWQjCXVsnoyoigAAIV20PMJv1TSuuNfNc0a9SH9UdJvYaZ2Hlv42FFgn/NoOxxyZwGzyRr1wfQ71DyjYtO2KmLnVgg2o063beoawNFqgfyOoUSgxIlKAAJwICnJ6gkdCEzbogh45wCL5FGARJL2s0a95eD3sjFBS95vzKJi4TOD3VGifEK3z20FzIdJq9l/pJ+yPPXOq6q85wNVpi7fUnC2FMb5C8CiJIH8joFEoMTui7SeDKJum4KA7/bFThIcPVhIKQUA82YmHWqmU+7Las2xq4OIrFEfRJ1u0R9LoASziC18ZlH926GF30Y7BBb/jh3pQfCkT4l815eLzTM99qAvtxZ1uknWqLepOeCRttxtx5JWA/k5Q4lAiQv2xZZM+GksKc3qSYuiAAAseEBdMYPpmqRzHv6ExMGUW9MOVewKT/q+mEXhE/tmhXgRnzMkYAmgLKZ335gFMInyM9xc3W2SSmpTc8DjY5xgnksmQw6BEvuGDBbhmbGknqQmu0gAAPM2laZicsXyL03DtN2sUe950B9dKbie46ImoRHMc6HoFYuHBX9e0QvoVqJOt+J4EBdA4Myum5akltlpksq9ObKVqNNNyZgATPXNuu2K/Eh/fNI+mCQCJS7oB3RjIWwHyldRtAmQAMCpxFGny8DqCeUz9efQFo8cKF8h6UN/dM1Cvfe5/THDc6IoRZ8bMrTUDtvcXgBcYBZQxFGnW1MePHFpoUxTeRAHQC6k9vBdn49AiUOVEYh9qjQYI3N/DiQNsnoypEgAYCZrYvdoGY0l1cxKSfqjj4u5ReD4/TKw8HnrFsq1ze0FwCVZo96LOt2+8onYTUe+1hJnlTxgdhPEkir06Uo9xg0FgRJnXgD5ge5jSUuB/KQ0qyd9ahYAAJRc7FFKGxuBkrWo0132JJAE+2olaBeDkpQrADyV6R80o063pzz1twtzZqlKHFyOuu3JeTKJwjnAG5Cmdrl/j7Jwq0ICkFCdAACg5DayRt2bXcMmoDO28NExtwqeJup0K7KTfmVQcDu0MSZcijpdDnUH4HIfpa/8zLoDB77OikkLVq73cLe9HHXbqfIUkW+LIAnCcjidQYdAiRv6Af2WdbMFDwAAoIxueJqWgdXscJWN++TQ0o4wGxOBCbcYAJeZ53EsN4IlpXpmRt12TXmA5KbCyYQDTOtP/wuBEgcrJQApVQoAAEpoN2vUW/RHT4xACU4iKdH4jHYIAEcwqbhi2Q+WnDM7HYNmdpG0JX0iAiQI20N9LwIlLjzw68lAdtIdLMq6yV0IAABQFrtZo56EMkgoyFIZU1jg5MxklI0UH7ZS59n43BXSbwHwgUPBkqD7LmY+ry9pnbsOJdCb/hcCJY5WTACaVCkAACgJ34Mkts5HkEj7AzfHFP2SfS7tEIAv/ZWReWbZXGwc7DNzKkjCOSQog4Osnoym/4JAiTuCC5SwqwQAAJSA90GSKfsWPvNc1OnSZ8RxbJ1PYmVHicnDzzklAPDkZ+XA8nNrNcT0WwRJUELtR/+CQIk7+oH9niWxqwQAAIRtO6AgiWRv4U7CrYRHmbRsKyUcl9n4/KWo06UdAvBG1qj3JG1b/ApxgMXaEkESlMtjYx8CJa485POtPnuB/Sx2lQAAgFBtZI16aItC+rb6jNxOOEJSsnZg+/MTbjkAnkllLwVXUOeURN12TZxJgnI5yOrJ8NG/JFDilKwnZQroWpKyFvUKAAACMpb0Utaot4PrieapLA4tfPQKh7pjmklpcs7Sx/cst8Oe7Ez8rYWYSgZAuMx5JbYWW8TBvHO7O8tS1g5sPpKL62nXkWM5AiVu6QX4m9aj7g4dbgAAEIJDSbGZyKQ/Ol/sKsG01NLn7pmJN9v6JSt3AJiJWbhiY5HHUtTpVgMpxqby9PlAmRw55iFQ4tIDvr4RYvotOtwAACAEe5Kqtg55LlDf0ueuRZ1uzG2GqNNdlr30H31HisFWwHKdXSUAPJRa+lzv+y35bhIWq6B09rP6xvCo/4BAiXNPKfUUSYFd69FHOwx8AQCAr25kjXrNkZXmC2Ux7Y/E4hrkbE7YuLJbzOb3oB0C8K3v0padXSX+7yiJVFOkpQDnIbm4nnS1j2sSBErcE2oqBzrcAADANweSXsga9bKduWarP8qukpIzuxlsBUr2s0Z96EI5mKCsrUwD7CoB4KO2hc8M4VnJbhKUzfhJYx0CJY7Jrm6MJO0G+NPWoo92OKQTAAD4Ylv5eSSDEv52m4GhlFuv1FLZy5Pedqws2FUCAG4/w9d8LrDoo51lSavcOijbs8LMvR+JQAkP+LIMugEAAE5isoukWYZUW0cxwaFDSx+/FnW6LK4pIbOLYd3iV+g51g7bspcGj10lAHzruwxNH87Gu8tXMXcOSuiJc9MESlx8wF/d6FscnC7SSvTRTkoNAwAAB42Vn0VSLekukke1XR3AgHtuAXYdDYz2SlofADCLvoXPrHhcXlVuGZTMfnb16EPcJwiUMFAoWjP6aKdC9QIAAIdsS6qU8CwSV/uiK1Gnm1IF5WHOplkr6f3+JDafSezuAuCbvoXPXPa4vGJuGZTMU8cXz1BGzmpJuhng71oyv41ONwAAsG1PUtOVA5xdkjXqw6jT3ZN0ztJXaEadbpu6CV/U6S7LbqDiMGvU+462w0HU6R7IXg75VtTp9suahhBWnwsVFbtSf8Ru0iDYqMOqHEvdCOCY/l6ewemJCJS4Oji9ujGKPtrZld08vYtyLvpoJz7JDQoAALBAQybin6gte4GSJfP5MdUQvKakFYuf7/pOspakHUufvaJ89WWT2xQFS1TswtF93jf+M4s8KAgAR0lP8l8i9Zb7g1N+GwAAwGJsklrmeFmj3pPdc/NI/RO4qNOtyu4u+rHr4xLLh7pPnpMxdysAT+xTBAAecZhd3ThRf49Aicud4nzHRagPeQ52BwAALmibFB84Wkr9YBEcSLklST1P0kq1HGiHy9y1APAYDkQHAhrPECjxYPAe8G/jYHcAAGDbktjp+iQ92V3NTv2EPWhddeA7+MB2oGTFo7ICgCIRRAbcduLdJBKBEueZyjwM9Octyf2cwAAAIHxrUaebUgxH9EXz1fYt6gfzZFKqbVr+Gru+nFFk2uGu5a9BqkIACMuQIkAJnGoMQaAkwEr1zLnoox063AAAwLab5OE/Vkt2d5VQPwExqdTajLG8/L5tc64MAMB/A4oAgTs4zW4SiUCJJ7KelI2lTIFereij37FdEQAA2EYe/qN6om7sKpGkHueV+M20r57yneU2ebObZKodDmV/V8kSz0kACKaHNwh4npGLS1LWPG2reIYHgwePrqs/HUUf/a4l6WagP3GS87ZJbQMAAnQotrafxJojfZK2JHa7Pq5l+mo2J7iXlAdLYk8O4MbR99GqA98j9bT8Uknrlr/DKs9JBIidUpiVt7sysqs/7Ucf/W4s+4sXgEXYz67+tH/a/xGBEganrtiMPvpdO7v6U7b+AQBC084a9ZRieLKo023L/gSgJJ2LOt0ka9Tb1MrUYLpRH0WdrgsLd1ZNvzihVrxr46kjbdy73SRT7XAYdbq7DpTjuajTbWWNOgvdEAomisNRdNDL94UbPUfezcC8zTRWIPWWL53iqz91JeXBIrWpaQAASqupfPeNC1rk4T+6XGT/rBJJWjeBNXgi6nQTubM7PvW8OFNH2uGmqVdgEYYWnlO89/1/1yyLoNdp0Z9CiLazqz+d6T1CoITBqUtWo49+l1LNAACUj0ml5EoqlyUGjsfWkSsryNeZpPWDqacdZwbOnu4mmWqHQ7mzgG6HdogFsdFOCZT4z0Yder2jxKQm2ufWQUDGOsOiGAIlfj3AyrCr5Gb00e8q1DYAACXs6zTqA0lbjnydVZNqCg/XUVvu7PxhktZxZoW2K0GSMw2cHePSAjraIUJBoMR/sYXPDCF9fMqtg4A0zfz5TAiU0Cl2UZtqBgCgnMx5Lq6sbNuMOt2YWnlM4tB3YZLWUSZI0nfoK6VmV1QIz0mXdndJpCvE/O9xG8+OGiXvPRt9Nu/fK2ZXyR63DwKwn139afss/wcESvx7gI2kLJUyBXytRR99wMGAAACUV03uLAzpmZzXmPRH8wkslwbUBEscYwKMfbmTK/4ga9RbgbXDttwJKi9J6tMOMWdF9wNWok63QrF7+95ZlrRm4Vk8CKMEs0TKxoHPNXKFfY3z+/hsCJT4+Pi6er0ld1IeLEoaffQBnRQAAMrY18lXSyeOfJ0lST1q5TFNubXLmWCJI0w93JdbB+o2A26HrliiHWLObExAc//6y8aOoGDm5bKr1106KxCYRSu7en141v8TAiX+SgP/fRyiCgBAiWWNek/StiNfZy3qdNnt+nD9DB3sj+5EnS79R4scO7h9YttSGp8i2qFL5zpNt8OE1oA5IFAC1+tuEFIBZlev9yVtcCvBQwfZ1etzGZcQKPH3AdaWO1utF4UUXAAAlFsq6cCR7/I2Ofgf6Y/mqYxc64+uR51um3RpxYs63ZbcC5IcKvwFZi5mG9gx9wNwFjYmoVeiTpdV9f69f6qykHZLgQVKpO/mGgmWwCdjzTFQSqDE/8mD4H8jKbgAACinqRRcrqR4YgL+cS7Vz8S68vMS6EMWIOp0l6NOtydp08X7M5QD3E/wnHTNZtTpcsYTzqJv6XNZrOmfZsnu0cW+Vx4ES8bcWvBAml29PregJYESvx9efbl1kOYikBccAIAy93fy1DKpI19nVfnqbTyon6HcXLyzKmlgDhXHgphVvH1J5xz8esGm3DqiHfblTqrCaeeUBy3ZjbdYy4He10PZmahd493h3Xto3eKzN8z3Sh4sieXOzm7gKPvmHO+5IVDivzKsdliNPvogpaoBACgnk+LJlcUh66TlOLJ+XEwJuyTpftTp0o9cAHMORV95UMo1ZUi59Wg7bMrNCa1V5cESnpuLaYdNSZ8E/BP7lj63zd3lDVsLWIIPIGRXrw+yq9erys/CYncJXDOWNPe+BYES/x9cQ0XaUiQFft2M7nzASiQAAMorkVspuCpUyUNqDg+ib0adLqm45sSk2morP49kydX7MfSUWx48J6ctSfqE84Pm3g57kt4O/Kfayi6xQpDdi3bQlJ2zSWzem4XLrl5PFali5h7HJZh/5PLjSrKr1+fe1yNQEgYXD/BbzKTEnQ/oWAMAUEJm0tOVFcmkBj26fhKHv+Ka8lRcrGo/A5OOZiBLaU5O6IZJ2VfGdjiQ2xkH1kVKvHm0w5qkodxMeTdvfYuffZO0cU63g4rs7hwsVT8wu3J9lF25nmZXri9LeknSrsoxDwk3bWdXri+kDUZZllG8Ibwk7nyQKF/VVYbG0DS/uSKpQu1jRoPsyvXSrDQ0K6JuFjxYj7jN4Gh7KLrzs5U16ikl7+/zjLo9Vf205Oah3tP2lR/yPaTGTlyvy8onpFyv272sUa9RX9223A5mSfmZKmlJd/6cpR225UCApMh+ftTpDmQvxd+BpJj71Mn2YPO+OMwa9Qq1IJnFzJOAYlWBnplkUVXlCIqf6rmcXbm+sCA2gZKwHlB92dt2WPTgdo0axxyMla9S6knqhRw4IVACPNQeCJQwOJ6nF8tyYPQp6seHPulYUou2eaL6TJTvYF9y/Ksyofmgzpbl7vkx0w4lNbNGnR16T6/TpvJgpRPtsOBASVN2U4wRgHWvPbRlNxi8bc6FAhZ3n9/5oKY8OL5EaTzUf68scu6O1FthKcuDmiAJ5mVJeXR+R9Ln0Z0PetGdD2KKBQCc59J5GOTcP7p+XE/HsKQ8rcqQdFzHDNA73dgEvVw+i2R64JwQJMlNpcJz/fDdFeVnl3CG0JPb4UB5oKCsk2W2A2nnzMQ83GgTbdnfMcf9gMXe53nWoE9EkOSxMcaiFzgTKAmpQ3zl+kD5FmYAM3aCJd2P7nzQN6ndAAAu9nnylEmJI19nhQHzY/UzOU9m7MHXnZ6ojam9PO+7mYi6L38WKCVlPZfkCe1wIHfOdXqaNUl/Moe90wd/0A57ph2ulvxeHkras/w11gmWONEuUtkPkhzyvsFC7/PyHK1wWjeyK9f7i/4QAiXhScWBSsB8Bmt3PmA7LQA4yqRq2XXk65wzqUHwoH5cP1T6qHf//TIHTKYCJH+S++dbPDxwJnXTce2wL2nDo6+8rpIHTB5ph+Slf6Dtwv1JsMRq22jLjTPqWtQGFnaf3/mgLYIkR9nNrlwvpO0RKAmtM5xvQWKgDszH2yYdFylVAMBNTbmzQCSNOt0qVTLVL23U25JuePa1pwMmSSkG5Xlqn578C5DkA+dGnUmrp7fDXc++9nTApEo7hAmGuvC+X4863QEpNwttG8umbbjQLsZiFzEWda/nQRKe/487yK5cL6xPTqAkxE7Eles95QeeAzi7c5L6BEsAwME+z4MUTy5YYvB8ZB215N8krZQHTHbMGSZpaJNiZuIpMWcf3JefK9f3skY9oZWdqB0mnrbDdUl/DDVwGUg7LJIrQdFVSZxvVUwbiSUNHGobPc7CwkLudYIkxzmUFBdaF1mWUewB+v6d31bMC4WDf4D5OJAUf3vlVS87Riafa6FblbNGPeK2gaPtoejOz1bWqKeU/ELrtKn8oFsXbGeNOrt7H6+jEAaAe8onSdoe10NNeXCx5vk44UBSzITVqet/IL/Pu5is5m77fEaA2SXT9Lkd2ujnm4D10LEy25XU5Fm0kLpOJW069tWeN2fmAHPz/Tu/DaGPvKh3fvztlVcLfd8TKAm7saVyI4cjEIq9b6+86uXKIQIlwEPtgUBJmPXalzsHT7/EmQlH1lFPYayYHkvqSerLg9WlAQVHJgiSzH4vLJv7NoTDwQ9NO/QiaGJWxk/a4YrvhW+rn29jTHPCd0JLUovn0lyeUU1zufa+2mUXI+bp+3d+u2zeY2uUxpFeKDpIIhEoKUPD833VEOCarW+vvJp62OksfFBBoAQOtwcCJeEOroeODKzHkipMmBxZR/0A+6b75nf1zeHZtsu5qjxNQazwUvkQJKEdHvfM7csEMF1Y8f1IO4wVWKYHi4ESF3eVTN+HbeUBk6FwmnqtSErkZoBkgt0kmBsTJAmxTzwvG99eebVt5XlEoCT4xleV9EdKApgrK5HtM3Y+UxEoASbtgUBJuHVbk/SJI19nP2vUY2rlsToqw8BwX3kK3IGk4SKDJ2YytiqponwyNuRViQRJaIcnNTbtrz9pi4uc4DSTvJO2GJt/Bp0C22Y/37F0m096XrWV7zocCse1m8kuK9ffXaRVxdwQJHkqa0ESiUBJWRphS+7ldgR8tv/tlVdjzzqiqQiUAJP2QKAk7Pp1qd9zwxxmjofrqIwDxMnE7cj8U1P//jTLyidepTwgMrlWSlR+BEloh/O6j0ZTbW+6PZ5E1bTH5ak/l3Kiy3Y/P+p0hx49A6cDd0NzldGkzcSevcPYJYy5IUjyVLvfXnk1sfkFnqEOSiFVILlQAUesff/Ob+Nvr7zapygAwC1Zo940ueBdGIC8HXW6fZ8PHV5QHY1MHbUVXmqo4yzpwYrZc9wFp0KQZLHtsK/yTNhMfif54P2XSLrv2fOf+85PKe8fzFFbBEmOYz1IIknfox7C9+2VV0fKcz0CmGOHiSIAAGclylcAuqBnVm5jStaoj7JGvSZpl9LAExAkWXA7VL66e5/SgGf3bl/SHiWBBdtnZzDm5ft3ftsWi2WO40SQRCJQUhrfXnm1Fynbi5SJi4trLtfaM3fer/B0AQAnJ1AGcmeRyIokBtnH11UigiU4ZtAsgiRFtMGROU+JdgjfJHJnUQTCMzb3GHBmz9x5vx0pW2ce7cjLmSCJRKCEjgSAs6hRBADgpqxRb8ud1abrUafLYPv4ukokbVASmLKbNeoJQZLC2+E2JQGP7tmRmMjG4qRZoz6kGHBWz9x5vy1pnZI40sE/r7zm1HOcQEmJ/PPKa3QkgPkiUAIAbkskHTryXVpRp1uhSo5mAlsbYlEPpA0zaY/i22FTBC3h1z3bE7uhMH+k3MJcECR5ogPl6T+dQqCkZP555bWeyEELzAsH8gGAwxxbbbokqUetPLG+2mbAdEhplNJY0ovmPoDddviCCFrCH03lE27AvN5FLIjEmT1z5/2mCJIc50BSbBb0O4VASTkldHyBub38KpQCALjLHPi65cjXWY063ZRaeWJ9DSRVxcKeUg6YTXuFO+2QyWf4cL9OFkUwx4F54GwsnNkzd95PJL1NSRzf53MxSCIRKCmlf155bSiJQTowHxWKAADcljXqqdyZeL8ZdboxtfLE+pocLs15CeUwObR9QFE41Q6HWaNeFWmN4Mf9OhC7AHB2G7yLcFYmSLJDSRxpTw4HSSQCJaX1zyuvtcRKPQAAUB6J3Flt2os63WWq5MnMeQkviVXCoRrLnEfC6l2n22Eizg+CH/dqX5yxg9ltk/oRvVzL5gAAIABJREFUZ/XMnferkjjf5mi7/7zyWs3lIIlEoKTUIimJpHGU/5mLi2u2q8rTBAC8mEAZyq3zShiMn6zeesp3b7LAJyyTVFu0Az/aYVuk4oI/9+oWJYFT2jWLM4CZ/eDO+9VI6kfSEvNkj127/7zyWuJDPRIoKbFvSMEFzAMrIAHAE2bS3ZU0MueiTpdB+cnqbZKK64ZY1R6CraxRr5LexLt2OEnFxSQ0XL9XU5EyDie3a3bOATP7wZ33l5UvglqiNB5vY994EiSRCJSU3jek4ALOakgRAIBXmnJnVXQadbrsTDyhrFFviYPefXYo6UUziQl/22Eq6QWxuwRu36eJCJbg6QiS4MxMkKQvaZXSeMy2T0ESiUAJJClSokhj9oJxcc14AQB8mjwZybEUXJxXcqr6G7K7xEtbWaNeMWcIwP92OJjaXUI7hKv3aSKCJTgeQRLMR6SWIq0yN/bYtfHNlde82z1PoAT65vJrQ4cmDADfkDYCADxjUv7ccOTrrIpUqLPU4WR3yR6l4bR9Sc+ziyTYdpiKXV5w+x5NHHrfwx0ESTAXP7j7fippnZJ4zMY3l19r+/jFCZRAkvTN5dd6DDSBUzv85vJrnFECAB4yE+2u9H02o063Rq2cug6HWaNek/SiSAPkXB9J0kbWqMdZoz6kOIJvh7Gkl0y9Ay6+7zfE7ifkNgiSYB5+cPf9RNJNSuIhY0kv+hokkQiU4GEJnQfgVPoUAQDQ95kTUnDNKGvU+yYNEBNhbgyQtyRVs0a9TXGUqh32ska9ItJxwc37sy0p5t4s/fvpJd5NmIcf3H2/KqlFSTzWxuJvLr/W9/lHECjBd8zK+ISSAE6sTxEAgL/MeSWu7ORYktSjVs5Un21JFTFRa8u2pErWqKembaGc7TClHcLRe3Ng7k1SxZXPgfIAPv0snNkP7n53ePsSpfFwG/vm8mvep6YnUIKHmBRc25QE8FRjn7cTAgBy5nBpV/o+a1Gnm1IrZ6rPERO1hdtVfg5JkwAJaIfw4N6MzX2JctjOGvUqaSAxR30RJJm2r3wnSRBtjEAJjpKK/LLA07QpAgAIQ9aoN+XOGRc3o063Sq2cuU6ZqF2ssfIA4/NZo54wAQXaobV2uKX8fBic7t5MJb0gzrcK2aGkF00fD5iLH9x9vy1plZL4zu43l1+LQzq7l0AJHvPN5ddG31NW+54ycXFxHXuRjxIAwlKTO5N4Pc4rmdtk2PRE7YZYDDSPiact5Sm2mgRIMEM7vEE7nEs73DDtMJXETq7Z7suBOd+KIF54tpWn2upTFJiXZ+/+JvmesnXmwr67bnxz+bUktHp+hlsdR/n68s8Gz979zZakm5QG8Jitry//jIkBAAhrwmQYdbpNSTsOfJ0V5TsXa9TM3Op3ZMq0HXW6saSmpHOUzIntS2pzCC7m0A5bklpRp1tTfj4m7fDk9kw75JyF+d6XadTpts29yf3o/7uqac6jAebm2bu/qToyRnDBWFLz68s/C7JPyI4SHOvryz9LxUFnwKMOTScaABAYMwm858jXORd1ugm1spB67meNek3S82J1+9P6PJP0WjFBEsy5Hfam2uEW7fCJ7XDLtMMaQZKF3Y9Dcz++KOZAfG0nL5p3FUESzNWzd38zObwdeZAkDjVIIrGjBE+XSBqIg4qAidrXl3/G9nYACL/vs+LAd2lFnW6f9EaLYcp1srq9auq+5kjd2xwA9yT1mJBFge0wlZSadtg07bDM489D0w7bTPoWfj/2JcVm52EqaY1ScdqBpBaBfCxYT8yJTtpbHPp8GIESPNHXl382fPbubxJJn1AagDa+vvwzBisAELCsUR+ZlDB/dODrLJnBGYe7L77eB8onaJslDJocKl8pSXAELrTDRJLMczguWTskOOLOvdhXHjCZBO/WKRWn7CkPkPRD/6HP3v1NxTwLK6Y/yBl2xVoWh7dL0q7ydFvBLxqOsiyjunGSh3NL0iYlgRLb/vryz5rePuw73VQFnzmUNeoRtw0cbQ9Fd362zGGr4Lk58zsoa9Sb1IqV+6CifKI2Vli56/f1IDjCpCxcb4dV0wZDaodj0wYn7XB4hvKJJd2nn7/Qe3BZeRAvEZOmtkxSYPdC32lrzsNIxC5XODIO8Xku7NTPewIlONmD+r1JTj46BSijra8vv5563rlPRaAEmLQHAiU46b3SlztpN14sw8pJD+6JWPlk7WTi1odUDGPl6eT6kvrcR6AdWmuHfXMN5tkOCZQUfv9VlE9gJ2J+ZNEO9CAdZPBB/WfvvheLlG9wy8bXl19vl+kHk3oLJ/L15ddHz959LzEdO3LzoSzGkpplezEAAL6TquDJpyfoRZ1uJWvUOSfLIjO52Z/8u5kwq05dFdmdODuUNDTfcaB8QnZIzYF2WKgD0w4HtMMg77+hHpxvtawHu52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" + +const logoCoral = "iVBORw0KGgoAAAANSUhEUgAABkoAAAhPCAYAAACXR9fmAAAACXBIWXMAAC4jAAAuIwF4pT92AAAgAElEQVR42uzd7Xpb53km7As5+l8cNmmTNAmRepJ42rcV4uS/0C0QswWCNoAU3Ui2I8sW5A9Z8kdEkxsgcAtCbUHA/9OGbKfTpp00ZOK2aafliFug98cCTdrWBykCC2stnOdx4LCd+EO4sZb43LjW/TytR48eBWBW7S8vdUd/2j32P3c/97ftjl5J8jDJdpLd+bX1XRUEAAAAgHprCUqAWbG/vNRJEYJ0k3SSLIzhX7uVIjjZTrI5v7b+UKUBAAAAoD4EJUCj7S8vLSY5fJ0r4T+5k2SYZDC/tr7tEwAAAACAahOUAI0zmhxZSXnhyJPsJBmkCE1MmgAAAABABQlKgMbYX17qJekluVDBX95Gkr5zTQAAAACgWgQlQO2NApJ+xnPmyKQJTAAAAACgQgQlQG3tLy91k6wmOV/DX/7HKQITW3IBAAAAwBQJSoDa2V9emksRkFyq+Vs5SLIyv7Y+8KkCAAAAwHQISoBa2V9eWkxxQPq5Br2trSSLpksAAAAAoHyCEqAWRlMk/SRXGvoWD5L05tfWN33aAAAAAFAeQQlQefvLS+0km6nnWSSndWt+bb3vUwcAAACAcghKgErbX17qJBmmWVttPctGirNLbMUFAAAAABP2JSUAqmp/eamX2QtJkuKQ+uFouzEAAAAAYIJMlACVNApJ7s94GXaSdE2WAAAAAMDkmCgBKkdI8qnzMVkCAAAAABNlogSolP3lpcUkP1OJzzBZAgAAAAATYqIEqIzRwe0DlfiC80k2lQEAAAAAxk9QAlTCaHupYWbv4PaTurC/vDRQBgAAAAAYL0EJUBXDCEme5dLo/BYAAAAAYEwEJcDU7S8vrabYXopnWx1tUQYAAAAAjIGgBJiq/eWlbpIrKnFi5+IcFwAAAAAYG0EJMDWjc0kGKnFq5/eXl/rKAAAAAABnJygBpqmfZEEZnstNW3ABAAAAwNkJSoCpGH3Jb8uts1lVAgAAAAA4G0EJMC2+5D+7C/vLS4vKAAAAAADPT1AClG50gPsFlRgLgRMAAAAAnIGgBJiGvhKMzcL+8lJPGQAAAADg+QhKgFKZJpmIvhIAAAAAwPMRlABlW1GCsVtwVgkAAAAAPB9BCVCa/eWldpKLKjERPSUAAAAAgNMTlABlMk0yORdHQRQAAAAAcAqCEqBMtodSXwAAAACoFEEJUIr95aVOkgWVmKieEgAAAADA6QhKgLL0lGDiztt+CwAAAABOR1AClKWrBKWw/RYAAAAAnIKgBJi40ZTDeZUoRVcJAAAAAODkBCVAGTpKUJquEgAAAADAyQlKgDJ0laA055xTAgAAAAAnJygBymCiRL0BAAAAoJJ+TwmAEvjivvx6byoDAABA/ewvL3WP/eX2/Nr6Q1UBmCxBCTDpBd5cknMqUSrBFAAAQHV75E6KLarbx14LT/lnjv/lVpKHSbZHr935tfVtlQU4G0EJMGm+tC/fnBIAAABUw/7y0mKKYKSb5PwZ/3UXRn+8eOzff5BkOHptzq+t76o6wOkISgCaRzgFAAAwRaNw5PA16V0WzqUITi4mube/vLSTZBChCcCJCUqASfOlfflsdQYAAFCy/eWldpLe6LUwxV/K+ST3UoQmD5Kszq+tD31CAE8mKAEmzTZQAAAANNYoIOknuVTBX97FJBf3l5f2kvTn19YHPjGALxKUAAAAAMApjQ5mX001A5LPW0hyf395qZ+kZ8IE4LO+pAQAAAAAcHKjwGE39QhJjltI8vP95aXhaBIGgAhKAAAAAOBE9peXOvvLS9tJbqbe50NeSPLrUeADMPMEJQAAAADwDKNQ4RcpDktvipv7y0vbpkuAWScoAQAAAIAn2F9emttfXhqmmCJpovNJtveXlxZ92sCscpg7AFSj+WonaT/jb9udX1vfVS0AAChtnd5JMky9t9k6iXNJfra/vPTx/Nr6ik8emDWCEmDStpUAvtBoHX+1UxyoeNJ/PkkORvfWp6/5tXX3GgAAjHftvphkkOaHJMdd2V9emkuyMr+2/tBVAMyK1qNHj1QBmOTCspvk5ypRqq35tfWuMlTmHphLspikO/rjpJqsgxRPum0mGZo8AQCAM63je0nuz3AJdpJ0hSXArBCUAJNeXLaT/FolSiUoqU5jtZjk4rSugxRPv21qbgAA4NRr+fsqISwBZoegBChjkek3mnLdml9b7yvDVK71dpKVJL1UZzz/IMWUSd+UCQAAPHNN34uQ5DhhCTATvqQEQEkLK8qzqwSlN1Pt/eWlQYrpqSup1h7G55JcSvLr/eWlweiMFAAA4Ivr+sUIST7vfIpJdYBGE5QAZXDIdLl2laC0RmruWEByqQa/5EtJfjEKTNo+QQAA+HRt34lA4EkujvoegMYSlABlEJSUaH5tfagKpTRSKylCqUs1/OUfTpj0fZIAAFjbL82l2K72nGo8uYcYbUsG0EiCEqAMQyUozZYSTLyJ6uwvL20nudeARurm/vLSru24AACYcZtJFpThme7rHYCmEpQAEze/tr6d4kBpJm+oBJMzmiIZptintykWUmzH1fcJAwAwg2v8fpILKnFim6MJHIBGEZQApS2mlECda9w8ze0vL22mGVMkT3Jzf3lpqOkBAGCG1vmdJDdV4lQWkvSVAWgaQQlQFl/gT97eaHqH8TZP7RRTJBdn4O1eSLJtnB4AgBkxUILncmV/eamrDECTCEqAUsyvrW/G9luTJowas1FgsJ1mbbX1LAtJhvvLS4uuAAAAGrzWX5mxdf64DZQAaBJBCVAmX+RbqNapceqkmCQ5N4Nv/1ySn+0vL/VcCQAANHCtPxfbR53VgnMOgSYRlABlGijBxNh2a7yN0yyHJMfdF5YAANBAfWv9sVhxxiHQFIISoDTza+vDJHsqMbGFPmMgJPkCYQkAAE1a77eTXFGJsTiXZEUZgCYQlABl6yvB2B3EtmbjapqEJI933wHvAADoSXkMUyVAIwhKgFLNr60PYqpk3Fbn19YfKsPZjBb3mxGSPMlQWAIAQAPW/JdUYqxMlQCNICgBpqGvBGNzkGRVGcZimGRBGZ7aAA08LQYAQI35Ql9dAR5LUAKUzlTJWJkmGYP95aXVJOdV4pnORzAHAEB99ZRgIs451xCoO0EJMC19JTizvfjS+sz2l5e6cZjjaVzSBAEAUMN1/2JMkE/SohIAdSYoAaZiNFWypRJnsmKa5MzN0lySgUqc2ur+8lJbGQAAqBFf5E/WRdv0AnUmKAGmqacEz21rfm19UxnOrB9PlT2PcxEwAQBQL4ISNQZ4IkEJMDXza+u7SW6pxKkdRMh0ZrbcOrMLo+0LAACgDmv/cyoxcfoDoLYEJcBUza+t92MLrtPqjUImzqavBGfmjBwAAOrAF/jluKgEQF0JSoCqLFoPlOFENmy5dXajw8gvqMSZLewvL/WVAQCAiusqQWm9lloDtSQoAaZudCC5J3yebWd+bb2nDGPRV4KxWXFoIwAAFXdeCUrTVQKgjgQlQCXMr60Pk1xWiSc6sOAcj9E0iQPcx+dckhVlAACgout/fVS5OkoA1JGgBKiM+bX1QZKPVeILDpJ0R5M3nJ0v9cevpwQAAFSUL+7VG+CZBCVApcyvra8k2VCJTx2GJNtKcXajp8mM3Y/fwmhSBwAAqqatBOX2BkoA1JGgBKic0TkcwhIhyST0lEBtAQCYKSYcSra/vKTmQO0ISoBKEpYISSawWJ9LsqgSE3Nhf3mprQwAADDz5pQAqBtBCVBZo7Dk5Rl863sRkkzCYoqDx5lsjQEAoEouKEHp2koA1I2gBKi0+bX11SQ/SjFhMQt2knSEJBPhS/zJ6ykBAADMvLYSAHUjKAEqb35tfTNJN0WI0GQfz6+td+bX1h/61CeiqwQTd360xRkAAABAbQhKgFoYTVh0k3zcwLd3kORH82vrKz7pydhfXurGtltlMbkDAAAA1IqgBKiN+bX1h6Mw4S9SnOPRBHtJ2qOpGSanqwRqDQAAAPA4ghKgdubX1odJOklupf5nl+zaaqsUXSUoTUcJAAAAgDoRlAC1NJou6Sdx6Dkn4cv78pxXAgAAAKBOBCUANNr+8lI7zicpu+ZdVQAAAADqQlACQNO1lUDNAQAAAJ5EUAJA09l2q3xtJQAAoCL2lKB0QyUA6kZQAkDTzSlB6dpKAABARewqAQDPIigBoOnaSqDmAADMrF0lKN22EgB1IygBmC7bQk1eWwkAAGBm7SpBqQ7m19YfKgNQN4ISgOk6pwQAAAATM1SCUpkmAWpJUAIAjJtzYQAAqApf3JdrqARAHQlKgLrbVQKonPNKAABAFYy2gdpTidIIpoBaEpQAdberBFA5O0oAAECFDJVArQGeRlACAIybwxsBAKiSTSUoxY6D3IG6EpQAAAAA0GRDJVBngKcRlADQdPbIBQCAGTaacnigEhM3UAKgrgQlADSd0e/y7SoBAAAVY/utydqbX1v3kBpQW4ISAJpOUFK+XSUAAKBiNpMcKMPErCoBUGeCEoAp219e6qrCRHmqqXy7SgAAQJWMtt8yVTI5agvUmqAEgKYTlJRvVwkAAKigvhJMxMb82roeAKg1QQkAjTZ6csyIfbk1H6oCAAAVXKfuJtlSibEbKAFQd4ISoO5MC3ASQyUozY4SAABQYX0lGKstD0oBTSAoAerOQd2chEBNrQEA4HD62VTJ+PSVAGgCQQkAs8DBguUZKgEAABW3ogRj8cA0CdAUghIAGm9+bX07zikpi1AKAIA69AcbKnEmBxE4AQ0iKAFgVvgCf/J25tfWbYcHAEAdrMTDVGexOr+2vqsMQFMISgCYFYKSyRsoAQAAdTB6wKenEs9lZ35tva8MQJMISgCmr60EpTRCm/HE2KQJowAAqFuP8EAlTq2nBEDTCEoApq+tBJO3v7w0l8S2UJOzZfQeAIAa6iXZU4YTe3l0xgtAowhKAJgVwyQLyjAxAyUAAKBuRltwrarEiTyYX1tXK6CRBCUANN7+8tIgyXmVmJi9+bX1gTIAAFBTK0rwTDux5RbQYIISoNbm19aHqsDTjEKSSyoxUQMlAACgpv1CLybPn+UgyeJo+gagkQQlADS56VmNkKSMpsn4PQAAddVXgmeu97vOIwSaTlACQCONngy7ohITt+rJMgAAatwzmCZ5ssOQxOHtQOMJSgBoasNzXyUmbm9+bb2vDAAA1JS17JMJSYCZIigBoFH2l5cWIyQpi0MvAQCoa9/Qi2mSJxGSADNHUAJAk5qdThwsXpat+bX1TWUAAKCm+krwWDtJ2kISYNYISgCmr6MEZzcKSYZJzqnGxB0k6SkDAAA17R16MU3yOBspJkmcQQjMnN9TAoCpm1OCMzc67QhJyrQyv7a+qwwAANRUXwk+4yBJf35tfVUpgFklKAGg1vaXl+aSbEZIUpaN+bX1gTIAAFDT/qEX0yTH7STp2WoLmHWCEqAJ9ix0Z7bJmUsxSXJeNUprohzgDgBAnfWVIIkpEoDPcEYJ0AS7SjB7hCRTaaR69isGAKDGPUQvHrJLirNI2kISgCMmSgCoq9UIScrUNY4PAEDN9Wf8/W+kmCLZdSkAfJagBIDa2V9eGiS5pBKluSwkAQCg5j1EL7M5TXKQ4kxHAcnsXOvdJO3RK0m6T/nbd3O0S8cwyUO9H7NKUAJA3RZ9gwhJynTZ4e0AADRAb8be706KKfxN2+c2uj/upAhCukk6OX0YeOHYn98c/TuTZCvJdorwZOgaYhYISgCo0yKwFyFJmYQkAAA0oY/o5rNfCDfVVorpkU3TI42+njspgr/FTG5K6sLodWX033Rt0XiCEgDqshjsJbmvEqU4PLh9UykAAGiAfkPf11aOnvgf+pgb3Q+3U4QjvUxnC7nD4OTe/vLSgxSBycAnQ5MISgCm74ISPHNR2IuQpCwHcXA7AADN6SW6De25DpIs2hKp8ddvJ8lKqrWzwsUkF/eXl/pJBklWXYc0gaAEgDosDFdVohRbmi0AABqm39D35cvpZvfB7RQhRJVDvoUU55qs7C8vrbomqbsvKQEAFV4cdlKMkp9TjYm7Nb+23rWwBQCgQf1EN82dJvEwWTOv2bn95aVBkl/X6No9lyIw2R3tBgG1JCgBmsAWQc1cIApJyrGX5Pvza+t9pQAAoGGausb15H4ze+CVJLup1jZbp3Euyf395aXhqJ+HWrH1FtAEFojNWyDOJdmMkGTSbglIAABoaE/RjWkS6nGttlP9bbZO40KSX+wvL708v7buWqU2TJQAULVF4lyKSZIF1ZiYjSTfFpIAANBgTV3rmiZpVv+7mGKXjCaGevdG0yVzPmnqQFACQJUWiYchyXnVmIgHKbbZ6s2vre8qBwAADe0rujFNQvWv036Sn6XZOylcSHF2ia24qDxbbwFQJYMISSbRTG0m6QtHAACYEf2Gvi/TJA0wekBwNfU9i+S0zqXYiuvy/Nr6wBVAVQlKAKjKYnGQ5KJKjM3OaPG9qZkCAGCG+opuTJNQ3etzlndRuL+/vBRhCVUlKAGoxmKpPctP+49CkkuuhDM3TsMU0yND0yMAAMyofkPfl2mS+ve9tpouwpLO/Nr6iiuCqhGUAFRDO8nujC4WVyIkOa2DFAf+ffqaX1vfVhYAAGaZaRIqfG0KSY5cGU2WCEuoFEEJANNcLPaS3FOJbCRZSfKsA+52TYoAAMAT9Rv6vkyT1LvvFZJ80ZX95aVt23BRJYISAKa1WOwlua8S2ZpfW++N/nyoHAAA8Fz9RTemSaimQYQkj+PMEirlS0oANMBQCWrXxHQiJEmKA9cXlQEAAM6s39D3ZZqk3r3vapKLKvHk63v0/QBMnaAEgLIXip0It5IiJOlqegAA4Mw9RjemSajedbmY5IpKPNW5JJuj7clgqgQlAJS5UDwMSc7NeCkOIiQBAIBx6Tf0fZkmqW/v206x5RbPtqBWVIGgBICyFoqHB9gJSYQkAAAwrj6jG9MkVM+m3vdULu4vL60oA9MkKAGgjOZFSHLU7HTn19a3XRUAADAW/Ya+r00PV9W2/+3H4e3PdS+PJnFgKgQlAEx6kXgYklgoCkkAAGCcvUY3zZwmSZobADX9mmwnMRnxfM7FFlxMkaAEoBo6DX5vmxGSJMllIQkAAIxVU7+Q3phfW9/18dbSauykcBYX9peXFpWBafg9JQBqr9WIdzHXxI9m/8rSIK3GPuF1GpfnP14fKAMAAIyt12inlYsNfXt9n3Atr8lug6/JMq2meOASSmWiBIBJLRIHSS6pRF4WkgAAwNj1G/q+NuY/Nk3impxpC/tXlnrKQNkEJUATWERWzP6VpX6EJIdNzqoyAADAWPuNdoP7jb5PuJbXZDexm4L7gDoTlAC1N//x+u6jJHV/NcV/XVnqPUpuNuEzOeNrY/7j9Z47FAAAxutR0m9wD7HrE3ZNemXhv0yVUDJBCQBjM1rI3FeJPPh9IQkAAEyi52jHNAnVuiY7MU3ifqD2BCUAjGtx2I2QJEl2kvSUAQAAJqLf0Pe18fumSepqRQkmYmH0PQOU4veUAGiEVksNpui/VpY7abU2VSI7Sbq/v7r2UCkAAGDsfUc7rZZpEqp0Tc6l1VpUiYnpJRkqA2UwUQLAWReGndHC5dyMl2IvQhIAAJikfkPf18bvr67t+nhraVEvPNn6/tfK8pwyUAZBCQDP7b9WltsRkiTJQZJFIQkAAEy09zBNQtWYJpmsc0m6ykAZBCUA1VC7H/yjpzo2IyQ5SDFJsu0yBgCAiek39H2ZJqmpUU98USUmThhFKZxRAjTCI0eUlOo/X16eSyvDJOdnvBQHSbpfvickAQCACfYf7bRMk1Atj1omHUoiKKEUghIAnscwQpIkWRGSAADAxPUb+r42vnzPNEmd/OfLy90UO0Is6olLc+4/X17u6L2ZNEEJ0BQ7FimlLQwHap0kufzle2sDZQAAgIn2H+04m4TpXX+dFMFIN7bZmqZuEkEJEyUoAZrCIdrlLBIHDW5STkNIAgAA5eg39H2ZJqlmzzuXYlqkO3otqEoldJOsKgOTJCgB4KQLxtUISQ4bmoEyAADAxHuQdkyTMPnrrJujcMTuCdXUVgImTVACwEkWjr0kV1QiG1++t9ZTBgAAKEW/wX3Fro93av3t4XZai0kuqEgtCLCYOEEJ0AytlhpMahH5l1d6abXuq0Q2vvzTj3vKAAAApfQh7bRapkkYz7V0tJXWYlqtc6pSy8+x8+WffuycEiZGUALA0xYivSRCkmQnyYoyAABAafoNfV8bX/7px7s+3on3ssfPGTGN0AxzSsAkCUoAqqFdwYVlJw5LS4qQpPvln378UCkAAKCUXqQdZ5Nw+v71MByxnVYzdZIMlYFJEZQAVMNCBReZwySzPpIsJAEAgPL1G/q+HpgmGVvP2s7ROSNdvetMMFHCRAlKgEZ45IiSsfm/P77SSUtIkuQgSe8rHwlJAACgxH6knVZjp0lM7D//dTGXz5wzUq2HDYH6E5QA8PnF5yBCkoMk3a985KA4AAAoWb+h72vrKx99PPTxnqo/7eYoHLGdFjBRghKgKYYWTmdehM6N6jjrB90JSQAAYHo9yWJD317fJ/zMz7+do620uvEAH1AiQQnQDC17b51pQXp1ZS6t1jBCkiTpfeXDVSEJAACU39etpJlfjm995cPVoQ/4MX3o8XNGWi3baQFTIygBICn2yhWSJJe/8uHqpjIAAEC5Rl+arzT07fV9wp9+zt0chSN6UKAyBCUAFqqDpLGHJZ7G5a98uDpQBgAAmArTJM3sNzs52kqrG9tpARUlKAEa4ZESPJf/EJIc+vgPhCQAADCtvsQ0SbM+y+PnjNhOC6gFQQnA7DYjvQhJkmTjDz5cXVEGAACYmsZOk/zBDEyT/EexndZhOGI7LaCWBCUA1Vlcdv6gpEPERyHJfVXPxh98uNpTBgAAmFofZJqkhr1rjiZGLrqKKclQCZgkQQlAdcyVtKjtRUiSJDtCEgAAmDrTJBX3H1dX2jkKRhbjnBGggQQlQCM4o+Rk/r148kdIkuyMFvkAAMD0+hPTJNX9bI6fM2I7LabuD2dgGzumS1ACNMWuEjxzoduJUdVkFJL84YerD5UCAACmqrHTJHX7Uvffj7bTWkxywaVJxewpAZMmKAGaYlcJnrnoHcaI9EGSRSEJAABMvUcxTTLd+rdzFIx09YpU3LYSMGmCEqAZWkrwxAXwtZW5tLJp4ZuDJN0//GB111UBAABT7+GaO03yQfWmSf792spcjp8z0sqCi5AaEZQwcYISgAYbLYaHycwvgg9DEosrAACoRp9immTyde7kaGLEdlrU2VAJmDRBCUCzm49hHLyXJItCEgAAqAzTJJPpAduxnRbNc1DFKS2aR1ACNMIjJXhcTQYRkiTJ5a9aVAEAQCX8zjTJuGvZzVEwYjstmkg/TykEJQDNbD4GSS6qRC5/9YPVgTIAAEBlNHaapIwHtH53baWbo3DEg3HMgk0loAyCEoDq6GYMT0qMQpJLyplbQhIAAKgO0yTPVbN2jiZGurGdFrNHUEIpBCVAM7RaapDkd6+8vJJWS0iSbHz1/Xt9ZQAAgEr1bc2dJnn/3nBMPd1cjgcjrZbttJhlD776/r2HykAZBCUADfG7V17uJbmnEtn46vv3esoAAACV6ldMkzy5Nt0chSO204IjAyWgLIISoCm2Z7zp6CW57zLIlpAEAAAqqanTJDunnSb53Ssvd3K0lZazJeHx9r76/j3bblEaQQnQCF99/97D373y8ky+99HTR0KSZCfFU1gAAEC1epYmT5OsnuD9t3MUjHST2E4LxnBvwTgJSoDGeDSDx5T826svd9JysFmKkKT7tbv2LgUAgAr2ak2dJtn72t17gyf0asfOGbGdFpzSQWy7RckEJQA19W+vvtxJMmxow3Gq5iRCEgAAqLLGn00y6s+6KabcL/jI4UxW9fiUTVACUEP/9urLcxGSJMVTJosWUAAAUNnepdfQvuVg9P4GKcKRcz5tGNu9ZdstSicoAahfoyEkOVo8db929962qwIAACqr39D3dS7OioRJWPEwJNPwJSUAqIz2s/6GYyGJPW6FJAAAUGmjaRIHlwMntfWkc39g0gQlANXRPsHfsxkhSZJcFpIAAEDl9ZUAOIUVJWBabL0FNEir0e/u3179y0HScihgcvlrd386UAYAAKh0/9JLWqZJgJO69bW7P/VAJFNjogSgHk3GIMkllcjLQhIAAKiFvhIAJ7Tztbs/9XsGUyUoAZpkq4lv6t9e/ct+hCRJsvG1uz9dVQYAAKh8D9OLs0mAkzlIsqgMTJugBKD6DcZNlcjG1+7+tKcMAABQC30lAE5o8Wt3f7qrDEybM0qAxnjUatYZJf/62o97abXu+2Tz4Ot3PuopAwAA1KaPMU0CnMTlr9/5aKgMVIGJEoBqNheLSYQkyU6SnjIAAEBt9JUAOIGNr9/5aKAMVIWJEoCK+dfXftxJYrFQhCTdr9/56KFSnPmamkvSecL//fDrdz7aViUAAMaw7uzF2STAs23YOYKqEZQAVKux6CQZJjk346UQkjzf9dNNEYh0krRHfzx3gn/ueN0fjq7B3STDr9/5aFdlAQA4ob4SAM8gJKGSWo8ePVIFoBH+9bUfD5NcqPFbOBj9cdZDkoMUIYkph2df850ki0m6E7z2D1IEJ5tJNoVXAAA8YW3ai+2D4Vl2Rn88P6PvX0hCZZkoAaiOc0ogJDlBA9pJcW7LYsrZ1uBckouj1/1/fe3HWym2hhOaAABwXF8J4Av2cvTg2fDrdz56ONoaeZjZC0te/vqdj1ZdElSViRKgMf7lJ7WfKJl1B0m6f/SekOQJ13cvyUqFFtMHo8V+/4/esz0XAIC1qmkSyNFE/jDJ5tN6pX/5yY8HSS7NSE16f/TeR5suD6pMUAI0aXE+K4uMprr8R+99NFCGxzad/VT7UMytFIHJ0CcGADCTa9bdOMSd2bWVo2Bk+5T3Tiot65wAACAASURBVC/Japq7w8ROipDEA5FUnqAEaNLivJ/kpkrUkpDk8Qvmfs0azq3RInjXJwgAMFPrVtMkzJK9jLbSSjL8o/fOtiXxv/zkx50U2xs3bSuuj1M8UGfLZmrBGSUATJuQ5IuL5NXUcxu5C0l+/S8/+bEFMQDA7OgrAQ13uJ3WZopgZHec//LRtEWnQQ9/7qV4gG7o0qFOTJQAjfHJdRMlNbTxjdsf9ZQh+eT6j+dGTeaVhrylvSS9b9y2OAYAaPAathfTJDTTVkbByDdul7dt1CfXf9xOMV1SxwfnDlI89Lf6jdsemqN+TJQAMC1CkqPFcBNHrReS/PyT68V0iYUyAEAj9ZWAhtjJaCutb9ye3qHj37j90W6S7ifXf9wd3V91CUw2Rn3frkuJujJRAjSGiZJaEZIcXbe9NPvwvsOmY9GiGQCgcetY0yTU1UGOnTNS1V6lBoGJgITGMFECNEhLCephJ8mKMiSfXL86SFqXZuCtnk+y/cn1q4vfuP3h0CcPANCI/quvBtTMg3wajHy4XYdf8Ggr4+4n1692Rn30Yqb/kN1eiof9Bt+4/aGdA2jOTzUTJUBTfHL9aj8mSqpuJ0l31hdTn1y/Opfi6aULM/j2L3/j9ocDtwIAQK3Xs90kP1cJatB/DpNsNuWBrVEvuTh6XSzxP7036mEHdQmZ4LRMlABQ5iJVSFIsbIdp1nkkp3H/k+tXIywBAKi1vhJQQXujXmuYIhxpXO85ek+D0SufXL+6mKSbpJPxPoh3cKyWQ+EIs8BECdAYvzVRUmUHSTrfvP3h7oxfo7Mekhx3+ZvCEgCAOq5puzFNQnX6zOHh65u+zM9viy262imCk7nRHw+1kyyM/nzrc//oMMnDJNtJtr9pSy1mkKAEaNKCYDHJz1SikovX7qwvWoUkjyUsAQCo37p2mNncQpZq2MnoEPZvOv8QGCNbbwFN4omH6hGSHNmMkOTz7v/2+tUISwAA6mE0TSIkoUyH22kdhiP6fmAiBCUATFJPSJL89vrVgYbyie7/9vrVXU+DAQDUQl8JmLDj22ltzvr2zUB5BCVAc7SUoGIuf/PdDzdnvQi/ff3qSlq55HJ4qs3fvn618813NUEAABVe13bT8vAPE7GVw3NG3vUAFTAdghIAJuHyN9+1ndJvX7/aSXLP5fBM51KM0neUAgCgsvpKwJjsjdb/wxThiO20gKkTlAAwbh8LSZLfvn51brT452TO//b1q6vffPfDFaUAAKjc2rYbW8ny/A630yrOGTFJDlSQoARojEcte29VwMa33vnAF93F9dhPsqASp3LlNzeubX7rnQ+GSgEAULm1LZzG4XZam99654Nt5QCqTlACwLhsfOudD3rKkPzmxrVukisq8VwGSdrKAABQqbWtaRKeZSejrbS+9c4HJuuB2hGUADCWRbGQ5DMGSvDcFn5z41r/W+980FcKAIBKsC7jcQ5y7JyRb73zwa6SAHUmKAHgrHaSdJWh8Jsb1/qx5dZZrfzmxrWBZgsAYOpr225Mk3BkK6NwxHZaQNMISoDG+NY7Hwx/c+OaQpRrJ0n3W+988FApkt/cuDaXxBktZ3cuxZOLPaUAAJiqvhLMfL83THHOyFA5gCYTlADwvA4iJPm8lRRf8nN2l0ZbcO0qBQBA+UyTzKS9jLbSShGO6PWAmSEoAeB5CEm+2EiaJhm/fkyVAABMcy1G8z3I0TkjttMCZpagBGiWlhKUoAhJ3raI/ty1Z5pk/C795o1r/W+9baoEAKBMv3njWjct0yQNtZPDc0betp0WwCFBCQCntSgkeayeEkysrn1lAAAolfVXcxxup3UYjtgVAOAxBCUAnMZlTx190W/euLaYZEElJmJFow4AUOrathtnk9TZQY6fM2I6G+BEBCVAozxSgkm6vPD2BwNleOx111OFiTm398a1xYW3P9hUCgCAUta2fVWonU+301rwYBvAcxGUAHASt4Qkj7f3xrW5JBdVYqIWR40fAACTXdt2Y5qkFh/VaH08TBGO2E4L4IwEJQA8y8bC2x/0leGJFpVAjQEA6m7vjWsrSe6pRCUdbqd1ODWyqyQA4yUoARqmtRdnRYzTxsLb7/eU4anXnC/xJ+/c3huvLC68/b6pEgCAMdt745W5JJtJyyRJtWxlFI4svP3+tnIATJagBGia3QhKxuWBkOSJzWQ3yeFLQ1mObmy/BQAw7nXtYpJBknOqMXU7OTqEfbjw9vu20wIokaAEgCct0nvK8GkD2Umx/VM3gpFp6SoBAMDY1rdzKQ5tv6IaU3OQz5wz8v6ukgBMj6AEaJRHLTUYg50k3fZbs/sE0+6br3RyNDHSTcsTdhVwXgkAAMa01m1lMybxp2Ero3Ck/ZbttACqRFACwHF7mcGQZPfNV9opQpHDqRHBSDU/p277rfeHKgEA8NzrqX6SmypRmk+302q/5bw9gCoTlABw6CDJ4iyEJMeCkcOXp+nqoTNqNAEAOP36dxDbyE7aXo7OGdmc5Sl9gLoRlACQFCFJt6nj37tvvjKXz06MCEbqqa0EAACnXgs7sH2yHuRoasR2WgA1JSgBmqXlkJLn1G3futuYRf3uzVcPg5Hi1Wo536IZOkoAAHCqNfFqWq1LqjFWh9tpbbZv3R0qB0AzCEoAuNyEkGT35qvdHE2NCEaaaU4JAABOtDbuJA5sH6ODJCspwhHbaQE0kKAEYLZdbt+6O6hp89fN0dSIvZZngwAMAODZ6+R+HNg+TltJFgUkAM0mKAEa5VGyHV+an9TL365RSPLr4qm47rGXPZYBAOBovdxOMUXi4ZLxOEjS//atu6tKAdB8ghKgaTzlczIbVV/wjxq9w8PXuxGMAADAk9bOvSSr1sxjs5Ok9+0GneMIwNMJSgBmz8a3b93tVbC5a+ezEyP2UwYAgKevoeeSDJJcVI2xufXtW3f7ygAwWwQlQKM8UoJn2fjjioQk/1w0dd0cTY0IRgAA4OTr6W6KkMQ6ejz2kvT++NbdoVIAzB5BCcDs2EmyMsVG7jAYOXzZOxkAAJ5vbd2PA9vH6UGKkMRWzgAzSlACMBt2knTLXviPnnLrppgaEYwAAMDZ1tftOLB9nA5SBCSbSgEw2wQlAM1XWkhyLBjpJrmg9AAAMLa1di8ObB+nrRQhya5SACAoAZqlpQSfUzwh1Z9MSPLP/Vc7Ob6dVkvTBgAAY15zFwe2txzYPkYv/3H/7qoyAHBIUALQXAdJun/cv7s9xiatnaPD17vxNBvl2lMCAGCW/HPfge1jtpPiQbJtpQDgOEEJQDONJSQZBSPdYy8NGtO0qwQAwKz4574D28fs4yT9SU3bA1BvghKgUR4lQ81EkmTlhecISX5VjPUfnxgRjFAlu0oAADTdr/oObB+zgySLL/TvDpUCgCcRlAA0z+UX+ncHJ2zC5vLZiRHNGFW2qwQAQJP9qu/A9jF7kKT3gikSAJ5BUALQLM8MSX5V7HN8ODUiGKFOhkoAADTRrw4PbI8D28fkIEn/BQe2A3BCghKgWVqtWX73Gy/cvDP4QtN167VujiZGLsx4jag3h24CAI3zq1uvddNqDWLb23HZSbL4ws07u0oBwEkJSgCaYeOFm3d6o0ark6NgxBNpNMXeCzfv2DIBAGiUX916rR9nLI7TrRdu3ukrAwCnJSgBmqY7g+95J8n2r269tjl6//YzpomGSgAANMWvbr3WjgPbx2kvSe+Fm3esGQF4LoISoGk6M/iezye556On4TaVAABogl/deq0XB7aP00aSFdPHAJyFoARomo4SQCMNlQAAqLNf3XrNge3jdZBiisQDNQCc2ZeUAGhY4+EARGieB54QBABq3qt0k2xHSDIuW0k6QhIAxsVECdAkXSWARtIAAwC15cD2sXv5hZt3VpUBgHESlACN8aglKIEGOoigBACoof/z1ujA9pYD28dkJ0nvv795Z1spABg3W28BTdJVAmiczf/+pm23AIB6+T9vvdZLsdWWkGQ8tpJ0hSQATIqJEqApjcicJgQaqa8EAEDN+pJBnEUyLgdJekm2PTwDwCQJSoBGeJQsqgI0ztZ33ryzqwwAQB3801uvdVOEJAuqMRYPkvS+IyABoASCEqApukoAjdNXAgCgDv7pLQe2j9FBkv533nRgOwDlEZQATdFVAmiUre+8eWeoDABAlf1TcWD7IMkF1RiLnRRTJM4iAaBUghKgCc1JJ8bboWlWlAAAqHgfspgiJDmnGmPx8XfevGMNSNXu87kknSSHfzzUHr2SZPi5f2yYJB78gnoRlAAN0HI+CTTLxnfefM9ThABAJf3TWz+ZS7KatC6pxljsJel95833hkpBBe7vboodK7pJOknrJEHo5yfKbo7+XYfX93aK8GSoz4HqEpQATSAogeY4iGkSAKCi/umtn3SSbMZE+7iMDmx/z4HtTOuebqf4TqGb5OIE/hMLo9fF0X/vYPR7yDDJpmsfqqP16NEjVQDqvqj5tUpAY/zoO2++t6kMAEAFe49+HNg+LgdJVr7z5nsDpWBK93MvRUByccr3wWaSgYkqmD5BCVBr//j29ZUk91QCGuHBd9+4bUIMAKhazzGX4stMB7aPx06Sxe++cXtXKZjCvbwyelXtbKG9JP3vvnF74JOC6bD1FlB3vlSFZthL0lMGAKBK/vHt6w5sH69b333jdl8ZKPk+rnJAcmghyf1/fPt6PwITmAoTJUDdFzv/TyWgEb7/3TduO9gQAKhSr9FPckU1xmIvSe+7b9weKgUl38sro3v5nHsGeBoTJUCdmSaBZrgsJAEAquIf377eSTFFcl41xmIjycp337jt0GrKvI+7SVZrfB8vJPn5P759/cHo/tn1qcJkfUkJgBrrKQHU3sfGygGAqhg9ff6LCEnG4SDJj777xu2ekISS7+PVJD9vyH18Mcn2P759veeThcmy9RZQ14VPO8mvVQJqbeO7b9y24AcAqtBfOLB9vLZSbBu0qxSUeB83fRrswei+EjzCBNh6C6ilRy3bbkHNbXzvhpAEAJi+X75zvZtWNuPA9nG59b0bDmyn9Pt4Ma0MGn4fX0yy/ct3ri9+74ati2HcbL0F1FVPCaixgxl//0ISAKASfvnOp1v0CEnObi/J94UkTOE+Xknysxm5jxeSDH/5znUPj8KY2XoLqOMiqB3bblG/pnGYYjuH4eh/G2Y2974WkgAAVegpHNg+5jVekpXv3bAlEKXfy4Mkl2b07V/+3g3nPcK42HoLqKMVJaDiDoORYZLh9258cW/mX75zvTtqzi9ayAMAlOeX71zvJVmNKZJxOEjS+96N25tKwRTu5UFmNyRJkvu/fOd69FgwHiZKgNr5h3eu76YYN4UqNYjD0WvzxRsnP7TyH4rtHq7MQH0WX7xxe+hSAQCm2EfMZfYeVJmkrSS906x9YYz38yCzHZIcd/lFYQmcmaAEqNtiqJtiD2GYpuPByPDFMx6k9w/F/rKDNPOpxq0UIYltGACAafcRg3jgalxuvegsEqZ3Pw8iJPk8YQmckaAEsCCCk9nKUTAynMC13bQnHA+S9F+8cXvVpQMATLmH6Ce5qRJjsZfiIZhtpcD9XDk/etE2ePDcBCVAnRZEc0l2Yy9hyrGT0eHrZW4ZNZouWU29n3a0DQMAUIX+oZ3iQZQLqjEWG0lWTAozxXu6l+S+SjzRQZKuIBOej6AEsCiCwk4+u53Wwyle63NJVkavOgWDe6Pm2VNMAMC0e4cmb21atoMUD8FY4zHNe7oz6tXc08/uyToCTTg9QQlQp4XRdpLzKsEYF5DDHE2NPKzgNT+XYrrkUg1q2bcnLgBg/dQ4JoWpyn29HWcMndSDF2/cXlQGOB1BCVCPhdG7r3eS/EIlOIPDYGSYZPji6+/u1uj6r+qEyVaSwYuvvztweQEAFekZBvFw1bjcevH1d/vKQAXu7UGEn6f18ouvv+u8SDgFQQlgYURTHeT4xEiNgpFn3Au9JIuZ3qHvBym+gBi8+Pq79r4FAKqyRlpJck8lxqI4sN1aj2rc24tJfqYSz9W3dZrSB0MZBCVAHRZGDnHnpAvBYY4mRrZn4L5YHL26E74/Ds9v2Xzx9XeHLjUAoGJros04sH2c675+EucbUBWD2HLreW29+Pq7XWWAkxGUAHVofnpxiDtPWPjl6Av87Rm/TzopApNOkvYZvizYSxFMDlPsAzx88fV3NcoAQBXXP90UIYkHqgAe70cvvv7upjLAs/2eEgBV96iVFVVg5DAYGf6P6yYbjhsFRV8Ii/7+9uvdY3/ZSTJ37K+3c/S04O7/uG4sGwCoh7+//fpqWrmiEgBPtZoiUAaewUQJUPUGyCHus+1wy6dhinDEZAMAwGz3B+0UX/o5sB3gZC7/j+vvDpQBns5ECVB1pklmy96o8R1GMAIAwDF/f/v1Xoqno221BXBy/RRnvQBPYaIEqKz/ffv1uST/TyUabS/HJkb+xNZPAAA8vi9YTXJJNQCey+U/MVUCT2WiBKiynhI0zkFGh69HMAIAwDP872Ir3s0kC6oB8Nz6MVUCT2WiBKhyU7SrIaq9w2BkmCIY2VYSAABO2A/0k9xUCYCx+Is/uf7uUBng8UyUAFVtihYjJKmrrYymRgQjAAA8Ry8wl2KK5IJqAIxNb9SrA49hogSoanM01BjVxmEwMvR0CgAAZ+wDFlNsD+PAdoDx+29/cv3dh8oAX2SiBKhic9SOkKTKdvLZ7bQssgAAGEcfsJrkikoATMxhGA18jqAEqKK+ElSKYAQAgIkZHdg+SHJeNQAmSlACTyAoASrl7967MZdW65JKTNVejgUjf/qTd3aVBACACa3/e2m1VmOrLYAydJUAHk9QAlTNihKU7iDFYZnDCEYAACjB3713Yy7FU80XVQOgNOf+7r0b3T/9yTtDpYDPEpQAVSMombyDfHZiZFtJAAAoy9+9d6OT4kGdBdUAKF139H0AcIygBKhOw3TnRi8tI/cTsjVqRod/+ppgBACAqa35+2nlpkoATE1XCeCLBCVAlfSVYGy2cjgx8pqRWgAApuvv7tyYS/HgzgXVAJiqjhLAF7UePXqkCkAVGqfFJD9Tiee2k6NgZFM5AACo0Fq/myIkMT0OUA3/7U9fe+ehMsAREyVAJTxyNslpfRqMJBn+fxY4AABU0P+6c2M1yRWVAKiUTpxTAp8hKAGq0Dx1YwT/Wfby2WBkV0kAAKjwGr+dYorkvGoAVM6cEsBnCUqAKjBN8kUHo8ZyGMEIAAA18r/u3OglWY2ttgCqqpPiOwdgRFACTLuJaie5qBI5yGcnRraVBACAmq3t51IEJJdUAwCoE0EJMFWP0urP8Nvfymhq5M9ee1swAgBAbf3tnTc6SWszyYJqAFSerbfgcwQlwDSbqXZm62mzrYwmRv7stbeHrgAAABqyrl9Jck8lAGqjowTwWYISYJr6DX9/OymCkU3BCAAATfO3d96YSzKIrXQBgJoTlADTaaruvjGXViOnSTZyuJ3Wq28/9EkDANDQ9Xw3rWzGge0AQAMISoBpWWnge9r7s1ff7vloAQBosr+9+0Y/yU2VAACaQlACTKOxmkszg5KBTxcAgAav49ujNe8F1QCoNTtgwOcISoDSPSpCkiaO6K/6dAEAaKK/ufvGYoqQxFZbAPW3rQTwWV9SAqDkBqup0yQbf+5MEgAAmrmGX03yswhJAICGMlEClK2p0yR9Hy0AAE3yN3ff6KSYIjmvGgCN4kFP+BwTJUCZjVZTp0m2/vzVt3d9wgAANGjt3ksyjJAEoIlsvQWfY6IEKJOzSQAAoMJGDzetJrmkGgCNtasE8FmtR48eqQJQVsO1m+YFJXt//urbbZ8wAAANWLN3kmwmWVANgOb681ffbqkCfJatt4CyOJsEAAAq6m/uvrGS5BcRkgA03ZYSwBfZeguYfNP1/ptzabWaeDbJwZ+/8tbAJwwAQK3X6skgrdZF1QCYCc4ngccwUQKUwdkkAABQMX/z/pvdFF+YCUkAZsdQCeCLBCXApJuvuRRBSdMcRFACAEB91+n9JD+PrbYAZs1QCeCLbL0FTNSj5k6TbJ5/5a2HPmEAAOpkp3iQaTPJBdUAmL0fA77LgMczUQJMuglbaejb6/uEAQCo2fq8m2Q3QhKAWTVQAng8QQkwSU2dJtk4/8pbuz5eAADqYuf9N1dTbLV1TjUAZtamEsDj2XoLmIjtZk+TOJsEAIC6rMvbKb4YO68aADNtp+OhT3giEyXApKymmU+rbXVeeWvbxwsAQNVtv//mYpLtCEkA8NAnPJWJEmASDVk7yaWGvr2+TxgAgIqvx+dG69YrqgFAkoPYdgueSlACTEK/oe9rq/PKW0MfLwAAVbX9/pudFIf1miIB4NBm55W3HioDPJmgBBhvY/bBm+20GjtNYkwVnnzvd5PMJemM/qfusf+7nWThCf/o1rE/HyZ5mGKLkO3ONQt5ADjlz+NeWo3dAheA59dXAni61qNHj1QBGGdztpnkYgPf2l7n2lttnzDu8Tc7KcKQ469JfRmzlyI8GSbZFJwAwBN/Ps+leKjnkmoA8DkbnWtv9ZQBnk5QAoyzQesm+XlD397lzrW3Bj5lZuyenksxGdJNEYhcmPIv6UGKfXWFJgBw9PPaVlsAPM23O9fe2lUGeDpBCTA2v/jgzWGm/0XqJOx93zQJs3EPHw9GuqnuFy6HBxH2v2/BD8Bs/+xeSbGdiq22AHicW9+/9lZfGeDZnFECjKtJ66aZIUliL0+afe92kiymCEbqcg+fS7G1yKVffPDmRgQmAMzez++5FFMkF1XjzB6kOB+tTprce33eQZwVOetuKsFz23P/wMmZKAHG1axtp5nj/qZJaOL9upijcGShIW/rVpLV79uSC4Dm/xzvpJisXFCNMzlI8bDFag2vgbkU4c6sXAMv1/FzYmzXez/Ckuf1o+9fe2tTGeBkBCXAmf31Bzd7Se439O1dfunarYFPmZrfo4dbah0GJE3dnmMvSe+la7eGPnUAGvozfSXJPZU4s53RmmG7xtdCN809H/LzDpJ0Xrp2a9elO7O9zDDOYTqtBy9du7WoDHByghJgHAuX3TTzaaa9l67davuEqfG9eRiMXJqxt/5xkv5L126ZLgGgKT/TbbVlnfC462I1yZUZ+dx2Xrp2q+PyndnfAztJfqESJ7aXIlzUD8EpCEqAsy5Y+mnuGKxpEup4Tx6GI02eHDlRM51k0ZOHADTgZ7uttsbjIMUUyWbDro+mboH8OLdeunar71Ke2d8LTdSd3F+YsofTE5QAZ1mozCXZTTO/jDVNQp3uxU6SXopwxJcoRw6SdOu8rQYAM/8zvh97849DYx+gmMEn7b9vbTfTvycOMnvT8qf18kvXbjnTB56DoAR4/kXKh/0mN26XX7raH/iUqfD9N5ciGFmJ/XqfpghLrvY11ADU7ef8ZpILqnFmt1662u83/HqZpSftiy2FrvZtKTS7vzcO9T9PtPHS1X5PGeD5CEqA512gtJP8uqmL75eu9ts+ZSp673VTTI94kurkhCUA1O1n/WZmewvNcf38X3zpan84I9fNMLMTrH380tX+ikt8Zn+PnEuyHZP0n7f10tV+Vxng+X1JCYDn1PfeoLxm4K8/7K/89Yf93SQ/j5DktM4lGf71h30HgAJQ9Z/5/dHPeiHJ2TxI0p6VkGSklyIcmgVXRoEiM2g0TbQ4Q9f7SeyMagKcgYkS4NT+qliU/ryhb2/vB6ZJqNa91otgZFwOkrR/YKsGAKr3M99WW+Pz8g+u9ldn9DrqJblvXceMXO+dFNtwzXqwvJOk616AszNRAjyPvvcGE1vwz/3Vh/3eX5kemYRzo2YKAKr0s7+bZDdCkrPaS/L9WQ1JkuQHxRmLD2ZoXTdw2c+uHxTb6nZH9/6sEpLAGJkoAU7byC0m+VlTmyvTJEzx3mqnOJi9F09FTdqtHzT8UFcAavPzv5/kpkqc2UaSFV8WfjqdtDtD68nLo4CI2b7mh5m9A943fuDgdhgrQQlwKv+zeMq9qYemXf6hRTbl31PdFAHJRdUo1fd/6HB3AKb3899WW+NxkGTFGv6x68ufz9A10Pnh1f6uT37mf08dzFBPdeuHHvyCsbP1FnCaxcdKmhuS7GmwKPl+6v3Po+21hCTlc78DMK01QDe22hqHnSRda/gv+mFxiP3HM/J2bcFFfni1//CHV/uLSW41/K0eJPmRkAQmw0QJcNKGrukj3KZJKOs+Whm9bK/lvgdg9tYC/dhqaxw+/uHV/ooyPHPdOczsbEfkCXsOr/1uivCsaQ95biXpmZ6CyRGUACddbKwmudLQt7fzw6v9jk+ZCd4/7ST9OJi9avZ+6FwiAMpZC9hqazwOUnxRuKkUJ7ruOkl+MUNv2daqHP89t///s3en23Fd553w//Dyd6KvgMgVCF62Wh0lDktxbCdOYsJOO+kMIouaOYgskNY8sOBZsiQCsizKlmwWpLydvG3HAtOdpDN0VOjBmfpdBq7AwB0IV4D3wyla1EARQ1Xh1Nm/31q1KMuTzrNPndr7PHs/T5rxDmMrSfcTX+4uGlkYLYkS4Kb+v+e7M0l+3uBLvOPjF7p9I80IvjutVM3ZJUjq68THLzhVAsDI5wMrcZp0v1aTtD9+wW7qXd5/3ZRzimk9SevjF7pvG3mue/4uZnJPVl1N0vHcg/GQKAF2MrlYSXN7KKx+/EK3ZZQZwYS8G7tGJ8Hmxy84VQLAyOYE3Si1NQwLH7+grNI+7sN+QfPSpY9fUJaN930H2oP12aSU41pN0rWhE8ZLogS42YSilarZdFM5TULJE3A8BwAYzZxAqa3h2Eoy53d63/fjTJK1lHOqydyOSV2vSZDAAZIoAT7U/31hYS3NbQC4+onzF1tGmSF8T+o+4ebDLX/i/MW2MAAwpHlBK0ptDcPVJO1PnL+ojNLw5qtXCrncrSQznzh/8e3/+8LCTJKZm/zn19xnxX0f5lKVSD5ak/t1SGYpsgAAIABJREFUJcniJ85f1GMHDpBECfBhk4dOkksNvsQ7PnH+Yt9Is8fvx3SSuUiQNGIx/YnzF6eFAYAhzA+6UWprGOY/cf6ixsXDvz+bXFJ5GNaTvJ2kn+oETl8CpfHfiZnBmq6d8W8QvZoqQbLiPoN6kCgBbjRhmE6ykebuhLODnP18NzqDj52izfGFT5y/uCIMAOxjfqDU1v5tJpmzq9oar2b35EqqpIm5YrO/HzNJWtd9hr0Zbj1VEq4fSTioJYkS4AP92/MLi0nONfgSf+nWCxc3jDS7+E5IkDTb0q0XLmr8CcBe5gitKLU1DMtJOrde8PJwDPfrWyKxJ9dKJPVuvaAyQQHflZlUZdtaSaaTzA7+rSM3uUeuJXr7qU4orblfYDJIlAA3mhD8vMmLsFsvOE3Cjr8PEiRlWL/1wsVZYQBgl/OEbpTa2q+tVAmSnlCM7b5t+qa4cdhMVYJ3RXIPoBkkSoAPmjj309yyAVtJZkxm2cH3QIKkPP/OswGAXcwTlNrav/Uk7VsvKLV1APdvP+PvydDU9eVikkXzSIDJ9hEhAN4zaZ5r+ILPBJabLhwHu0M3Uu0QlSQphxMlAOxkrtAazBMkSfZnKUlLkmT8BuuhtkgMxaHBmmHj355fUMYVYIJ9VAiAd5nKYoOv7tpuH3iff7vWpH3KCZKCzabaXQkAN5ovdDOl1NYQ5uTtWzXGPlC3Xri49m8vLCxE6bhhOZTk0r+9sNAZ3N/mlAATRukt4N0Lv2ZPlOdvPX9RooT33vdKbHHNwq3nL3aFAYAbzBeU2tq/9SRzt56/uCEUtbm316IE1ygsJeneel41A4BJofQWcG2CPJPqRXFTbUqS8AH3fTtKbPGOlhAA8AHzhVaU2hqGpVvPX5yVJKmduVSnfBiuc0nW/u2FBaVdASaERAmQJNlOFreTQ9vVXzfx0zXKXPOvLyy0//WFhY3t5ErD73ufXX4A4D1zhu528pb5wr4+W9vJHbeev6h/Qw3dev7ixnbSdZ+O5HN4O/nZv76gdwnAJFB6C8i/Vrvk3mrwJa7++/MXW0aaf61OkHSTHBYNPCsA+JA5g1JbQ/ptTTL375UfmoR7fiXJUZEYmeUkHd8FgPrSzB1Ikl7Dr69riItf+LUG97kECR9mWggA+NeqVM6KecO+Lfx7vb8mSTtViTnlaEfjeJLZf31hoSVZAlBPTpRA4f6l+Q3cr952/uKckS72/m6lSpTZDcqO3Hb+4pQoABQ9d+gkuSQS+7KVZO628xf7QjFx9/9ckjdFYqTWk7RukywBqB2JEih7Ijyd5u8a+qXbNIws8d6eTbIYCRJ2SaIEoOh5cS9KD+3X1SRtL4En+ruwmKoROaMjWQJQQ0pvQdkW0+wkyZIkSXELu5lUJ0iOiwZ7XLQCUN78Qamt4Zi/7fzFRWGYeN0kc74PI3VLkv6/vLAgWQJQI06UQKkLwktfaaXZDdy3kszcNv+0iWcZ9/P0YFFn9xv7sXrb/NMtYQAoag7RTnJFJPZlM8ncbfNPrwlFY74Xs0l+JhIjV50ssWYFqAUnSqBcvYZf36IJZxGLuOkkncFH40kAYDdziMU4hbpfVakt8+5GuW3+6bV/ufSVhTS7l2Ud3DJ4DrWFAuDgfUQIoMiFYTfNPkq9edv8010j3fj7uJ1kbbCAkyQBAHY6h5hN0o8kyX7N3zb/9JwkSTMN1lPKko7e8cH6HIADJlEC5S0MZ1Ltvm+yjpFu9D3c+pdLX9lIVSZD7WSGqS8EAI2fR7QHz/tbRGPP1pN87Lb5p/Ujab65VCWNGa2Lg9LYABwgiRIozHayuJ0c2q7+uomf1dvmn14x0s3zz5e+0vrnS1/pbydvbSeHG3wP+xzgB4BGzyV628mVhs+FR/1Z3q56KuhHUoDb5p/e2E667vuxfFb+uSoJCMAB0aMEyloctpIcbfhldo104+7bmcG4Ko/BqPWFAKCxc4mVOEWyH1tJOv9h/umeUJTlP8w/vVjIOvKgHUrVR3ROKAAOhhMlUJamL2yW/8P8033D3Az/fOkr0/9c1ev9eSRJGA811gGaN5+YS9XTTJJk79aTtCRJitaOElzjcHTwzALgAExtbys0ASX4p+qF88UGX+JWktlfnn96w2g34n7tpDpFokk7Y/PL809PiQJAo+YTi0nOicS+LCfp/LKG7b5P1Qv8N0Vi5DYH61rfOYAxU3oLypjUzqTZSZIkWZQkacwCbDGatDN+q0IA0Jj5xHQ0bN+vrVQJkp5QkCS/PP/0yj9d+spSJB9H7XCSa5vGABgjpbegDE1f4Gz+8vzTJpIT7J8ufWX2ny59pZ9ql5okCQdBU1qAZswpWkk2IkmyH+updrT3hIL36KY68cBodf5JY3eAsXOiBBrup4tfncvU1JGmTySN9MTenzNJupma0oOEgyZRAjD584pupqYuisS+LN3eecrcmg/0y/NPv/3Txa+2k7wlGiN1KNUp+7ZQAIyPHiXQ7MXidKoddU3u87B6e+epltGeyHuzM/joQ0IdfOz2zlOSJQCTO6/oJTkqGnu2laR9e+epFaFgB9+5bppf2rkO/t3tnaf0KgEYE6W3oNm6af5LaDveJm9h1U61e/9iJEkm0VaSq0lOJFlqyjVJkgBM7LxidjCvkCTZu/Uks5Ik7NTtnae6g/sGa12AxlB6C5q7aGyl+Y32lr3cnLh7spvkiGhMnK0kK0lWrn+J8tPFrzbl+9c3xAATObdoJ7kiEvui1BZ71R7MoWx8Gh1N3QHGSKIEmmoqiw2/wq3YYTMRfrr01ekki5mKPiST9x2rkiPn3r/D9KdLX53NVGMa5fYNN4C5RYG/8+0P+o2Hnbi989TaT5e+2k1ySTRG5tBPl77avv3cUz2hABg9iRJo5uKxmzTmBeaNdG8/p17rhNyL+pBMlqupkiM3W5C1G3TNfcMOMDFzi9lU/UhuEY09W08yd/u5pzaEgv24/dxTiz9d+upcnBgfpbnBMw+AEZMogeYtHmfS/JMW67efe2rRaNf6PmwNJvSHRWMyvlOD8ertIgE515Br37z9nBJ+ABMyv7j2wtAGjL1buv2cUlsMlc1ro3X0p0tfnbZJEGD0JEqgabaLWDxa3NXUTxe/OpNkMRqqToJrpbUWd9vrZ9BvpilJsL5bAWAi5hiLaX7/vVH/7rc1bGfI38tp8/6xcKoEYAwkSqBZE9USjj1fvb3zVN9o1/L+60aZrUmwmqR3e2dftY7bDYqH5wlAvecX06kS+0r77F1Vaquj1BZD1xKCsZAoARgDiRJo1iKy6ZMnDdzree+1Up0iUSu83t+dPZ0eucGzZq5BsbGzFqDec4yV2ISxH0u3d5TaYmTmhGAsWkIAMHoSJdAQ21NT3QIWkYu/cu7JDaNdD/9n6WvTSRYzNXVcNGprM0k3ycqvnHtyKHWNt6em5hr0rFkfVlwAGPo8o5OpqUsisWdbSeZ+5dyTfaFghGvQliiMxaH/s/S12V8596S+egAjJFECzVhIttL8ms2bv3Luya7Rrs091051isQOz3q6miqx2B/B/3a7QXHquVUAajfHuHZKWt+DvVtNlSSxGYBRf1cPi8TYtJJIlACMkEQJNEOvgGtsG+ZaLIhmUyVI1Amvn2vltbqjOnn1f5a+NtOwsVd2C6B+84xelPPcjwWbixiTWSEQb4AmkSiByV9QdtP8nTxXlQ048PtsOlV/mIuiUTubqZJXvTHsHG1SjfNNpfwAajXXaMdp1f1QaotxawnBWEmUAIyYRAlMsP9d7bpr+otrDdwP/j5rpdrd6Wh9vawnWfzVc0/2xvV/uN2sk11OkwDUZ66xmOaXkR2l1SRzv6rUFmO07cX9uDlpBzBiEiUw2RZLuMZftev7QPxvNcLrajVJ91fHvGP0fy99rUlN3BP9SQDqMtfoxwvA/Vj4VaW2OBjTQjD2Z+aMtTHA6EiUwOROkjppfp+ITQu/A7u/2lH+om6WUyVIDmpx1G7Ys0UzTICDnWu0Up3uM9fYm61Up0j6QsEBcaJk/GaSbAgDwGhIlMAE+l8vfm0mU+kWcKlto30A91bSy5Rm7TWynKT7ybMHt3ts8Mxp0skiZbcADna+0clULonEnq0naX3yrFJbHJztKUlOAJpFogQmUy/N33139ZNn7ZAbp//14te60ay9LrZSnehZrMlLkHYDn6EAjH+uMT34fTsuGnu29MmzT+rfB2WaTVWuEIARkCiByVtgzqX5Jbc0cB/vPdVK9dJCffB63Pt1SpBc025QjDc/eVbZLYADmG/MpkpUm2/sfY7Q/uTZJ52KpC7fZ8ZPXxiAEZIogcmakF5rrt10iwdZZqiw+6mb5Jxo1MLWdd/vzv968Wt1+eeaSXK4QXH2gglg/HOOuZRxInpU1pPMmR9TI17YA9A4EiUwWUpYYK5/8qwG7qM2OEXSS7NegE+6Q5G0GtdzFIDxzTm6UdpzP5TaAgAYA4kSmJxF5lzSqGbKN2IhONr76NqppKOiQYGU3QIY75xjJc0vGTsqSm0BAIyRRAlMzkKzV8ClLmvgPtL7SNkLSrcoBABjmXPMpkqSOLm6N0ptUXdvCwEATSNRAhNgO1PdNP/ltgbuI/I/X/z6TJLFZMopEkpnVy7A6Ocd7WRqMTZm7NXSr519wpyYWvvk2SfX/ueLXxeI8ZOgAhghiRKo/2KzlTL6FnR/7ewTJn7Dv386qRq2e1lB6VZ/7ewTG8IAMNJ5x2L029qrrSTtXzv7hKQ+cCNKyAKMkEQJ1HuxWUrJrdVfO/uEkjjDvXdmBveOuuBQ6QkBwEjnrP0kt4jGnqwnmZPQBwA4OBIlUGPbU+mmjNrOygsM0ep3vt7NVDpxigSuZ4cuwGjmHbOZSt+8Y8+Wjjyo1BYTuVZdjU1Z47YhBACjI1EC9V10tlJG6YKFIw8+4QjxcO6Z2VS75u3mhHdbPvKg0n4AI5h7tJNcEYk92UrSOfLgEz2hYEKZW43ZkQedOgMYpY8IAdRy0VlKya3NJEpuDeee6Sb5WSRJ4IP0hABg6HOPXiRJ9mo9SUuShAlns9v4nxsAjJATJVBD25nqpoySW+3Wg4/bibQP/e98Y3CKZEqCBD7YZuvBx/vCADC0ucegH4m5xx4tJ+mYA9OANatEyXiJN8CISZRA/RafrZRRcuuql5f7vle6SS6KBHyonhAADG3uMZvoR7JHW6kSJH6XaAov7sUboFGU3oJ6LT5LKbm1laRtxPd8n7T63/nGRiRJYCd6QgAwlPlHO1WZT0mS3VtP0pIkoUlaDz6+kaqUMmN6DAsBwGg5UQL10k0ZJbe6yg3sYWZcJdK6KePEEQzD6mARD8D+5iC9JMdFYk+U2qLRjwfPhrHYaj34uBMlACMmUQL1WYC2UsYL8NXWg49r4L63+6OXMhJpMCw9IQDY1/xj0I8k+pHszbx5L01/TESiZFxxBmDEJEqgPovQXiGX2zHiu743unGKBHZrS4kTgH3NQfQj2bvNJHN2gFOAlSRXhGEscQZgxPQogXropoyTAgsWjDs3OEWyFkkS2IueEADseQ7Sjn4ke3U1yaw5LyUYlJRbF4mRkygBGAMnSuCgF6IvfaOVqSJehG+2zjzeNeI7uieqUyRTEiSwD0qdAOxtHtLLlFI6ezTfOqPUFoWZymKcKhmlq60zehwBjINECRzsQrSkklttI76je6IVvUhgv1ZbZzRxB9jDvLQf/Uj2YivJXOvM432hoEDKb40+vgCMgdJbcLC6KeOF+JKF44frv/SN6f5L31hM8lYkSWC/ekIAsKt5yGyqcp+SJLu3mmTGXJdSDU47LIvESGy1zui5BzAuTpTAAXmrOjlQQmmlrVQJIT78XuhFggSG8sy5w4ISYDfzkHaqcoX6kezewh1Ky0K2q2eIkn3Dp5QfwBg5UQIHsyAtquTWHWqq3vA+eMspEhi2nhAA7Hgucq23gCTJ7mwl+YIkCVTuOPP4WqrTVQyXRAnAGDlRAgejmzJejF+948zjaqp+AKdIwIIS4ADnIdc27RwVjV1bTzJ3h15Y8EFr3LeEYWiWbTgEGC+JEhizf3zpG3Mpp+RWx4i/b/ynB4uIc6IBQ3f11724ArjZXGQ2VZJEP5LdW/r1M4+b38IHuOPM4/1/fOkbq0mOiIa1NMAkUnoLxrswLankVtcLy/eNfytVo1RJEhiNnhAA3HQu0o8kyW5tJTkhSQI3XwMKwVAs/rrTJABjJ1EC49VLGTWgV3/9zOPK3wz840vfmP5HvUhg1DZ/Xak/gA+bj3QGcxH9SHZnPUnr18883hMK+HC/fubxfpJlkdjfnDZKyQIcCIkSGN/idC7l1IFuG/FfjHsrTpHAOFhQAtx4PtJLckkkdm05VZJkTShgxzqpTmGxx/g5TQJwMKa2t7dFAUbsf3z3m9NJNlLGDr6FT51+rGvMv6kXCYzXv/vU6ccsKgHePx/pR6mtvZj/1OnHJOFhb8+euSRvisSuXf3U6cfmhAHgYDhRAuOxkjKSJOuSJMn/+O43W3GKBMZpWZIE4H3zkdnBfESSZHc2k3xMkgT27lOnH1tJclUkdmUrKjMAHKiPCgGMfJHaSXKkkMttFz7WTpHAwfAyC+Ddc5L24NmoH8nurCaZk3yHoa0N16JH40559gAcMKW3YLSL1JnB5FDJreaPdStJz0IAxm71U6cfawkDwC/mJN0kF0XCXBZq8DyaTfIzkfD8AZgETpTAaCm51fzJv1MkcLB6QgDwiznJYpLjorErW6l2cveFAobrU6cfW/sf3/3miSRXROOGliVJAOpBjxIY3WK1m3JqQncKHeNW9CKBg7T5qdOP9YQBMO/8RdN2SZLdWU8yK0kCozOYqy2IxA2fQR1hAKgHJ0pgBP6hOmJcSsmDpd8obHH5D06RQF30hAAw7/zmbKokiX4ku7P8G6cfawsDjN6nTj/W/YeqLLVk7jvWk7R+Q18SgNpwogSGv1idTjkv7zZTJQxKGt9WnCKButDEHSh93jkXSZLd2kpyQpIExmvwnVsWiSSSJAC1JFECw9dNOSW32iVN7v6hKqf2VjRshzpYtrgESvYP3/1mJ8mbkSTZjc1ULyd7QgHjJ1mSRJIEoLamtre3RQGGt2BtpXqRXoKl3zj9WKeQcZ1NdUroFnc51MbHfuP0Y2vCABQ65+xFCZvduprCNvlAjZ9hiynzhL4kCUCNSZTAkPz9y9+cTrKRMnb1bSaZ/fSp5k/w/v7lb3ZTTr8ZmBSrnz71WEsYgELnm/3YvLFbC58+9VhXGKBWz7N2kisFXfJykk4Ja2iASaWZOwxPL+WUPmg3fYL39y87RQI1pjcJUBxzkz3ZSjL36VOP9YUC6uXTpx7r/f3L31xLGX2W5j996jHzV4Ca06MEhrNw7SQ5WsjlLjV9sTk4RfKzeBEBdbT56VOPrQgDUNhcczZOkuzWeqoT0H2hgHr69KnH1pLMJFlt6rw1ycckSQAmgxMlsE9/9/I3Z1I1cC/BZpOv9e/s1IRJ0BUCoLC5ZjtllacZhuXPnHqsLQxQf4NKBa2/qzYfdtOc0yVLSbqfUWoLYGI4UQL7t5KCSm41daI3mJj3I0kCdbY1eOYCFOHvqlOukiS7+504IUkCk+cz1amL2SRXJ/xSNpPc8ZlTj3UkSQAmi2busP/FaymNvpc+c+qxTgPHcCbVKZIj7miovYXPaMYLlDPP7CU5LhI7tplk7jNVKR9gsp9/rVQ96SZpE9tWqhMkymwBTCilt2DPk7dvtZKpUpIkjSy59Xcvf6uTTHVTzokgmHQ9IQAKmGNOJ+knU0657tzVJO3PnHrU7m1ogM9UvYVm/+7lb7UH69DDNf7H3UqV1Fn0DAKYbE6UwN4XsGs1n7AN0x2fOfVov0HjNxOnSGDSLH/m1KNtYQAaPsecSVViUJJk5xY+c+rRrjBAo5+NrSSdJEdr9I91bTPhigQJQDM4UQJ700s5SZKlhiVJ2ql2/DhFApNFGQOg0f7u5W/NpuqXZo6yM1upTpHoXQUNN1iP9gfJ5PbgcxDr8Wv98npNWiMDUHGiBHa/iG2nnKaam0lmm7BDZnAKqJd67UICdmb1M6cebQkD0OD55dxgniJJsjPrSeY+c+rRDaGAYp+bs0laSeYy2koBm6mSI32JWYBmkyiBXfjbl5+ZSVVyq5RF7B2fPfVIvwHj5uUDeBYB1HWe0k45m3CGYTlJ57OnHlHqBrj+WdpKlTiZGXz2kjxZT/J2qtN9a0n6njUA5ZAogd1NvtZSTs3opc+eeqQz4ePlFAlMvs3PnnpkRhiAhs4tu0kuisSOzX/21CNKMQK7ec7OJpm+yX9sTUIEAD1KYHcL2VKSJOupGtNN8ni1Uh2Rdopk+LaStD976hFHz+t1z7fTzB3JXaMLNPS53UtyXCR2PPeYc7oQ2K3PnnpkTRQA2AmJEtjJQvbyM61MFbXbr/3Zk5O5o+ZvLz8znaSbqZxz547EUpLupN4fjTbVyITC5mdPPtIzuEDD5pXVidcpJ153aD1Jy9wDAIBRkiiBnS1mS9o5v/DZk5O56+ZvLz/TSlVq67A7d+g2UyXQ+kJRy3t/rqH3fc/oAg2cV/ZTzinl/Vr+7MlH2sIAAMCoSZTAzfVSTvmm9c+efKQ7af/QvzhFEqdIRsQpkvrrNPCatpKoQw80xt9efmYm1eYbSZKdOeFUIQAA4yJRAh/iv19+ppOyGoG3J3CMZlMls7x0GL7NJO3fdIqk7t+BVpIjDby0xd+UnAOa86yeTXWSRO+0m9tK0vrNk/oKAAAwPh8RAvjQBe2lgi55ftIWpP/98jPdJD+LJMkoLCWZlSSZCN2GXlfP0AINmlP2I0myE+tJZiRJAAAYNydK4IMXtFWTzXKs/ubJRxYnaHycIhkdp0gm61nVSjNPkyz/5slHNoww0JDn9EokSXb67G8LAwAAB8GJEvhgiynnJfxWJqjk1qAcmlMko7EQp0gmTdd1AdR2ztJO8lYkSXbihCQJAAAHyYkSeI+/ufzMXJLjBV1y97cmYOf231QNUHtp5u75g7aepP1bylxM2rOq1dDvw9XfcpoEmPxndDvJFZG4qa0kLXMQAAAOmkQJvHtRO5OySm5d/a0JKLn1N9Upkm7syByFhd86+UhXGCZSU8dt0dACEz6fbEeSZCfWUyVJ3hYKAAAOmkQJvFtJNaRrX3Lrb6peMStximQUnCKZYH9T9elp4vdi9beUfgMm+/ncSXJJJG5q+beU2gIAoEYkSmDgr195ZjFTRfW9aH/ugfru4PvrV56Zy1R6cYpkFBY+94BTJJNseyqdhl6a+xKY5LlkL1NFlW/dqxOfe+CRnjAAAFAnU9vb26KAhe0rz8wlebOgS17+3AP13MX31688M52q/NlRd+bQradKkDlFMtnPq5kkP2/gpW1+7oFHZowwMKHP5l4iSXITW0la5iEAANSREyVY2L7zYr4Um0k9d6P/9SvPtFJW+bNxcoqkObquC6BW85deJEluZj1VkkQ/EgAAakmiBLaLezHf/lzNmmb+ddWLpJvknBty6NYHY273ZgP89eVnZtLMl3GbnzupDAswkc/lXiRJbmb5c/qRAABQcxIllL647aasRuELn6tZo+S/vvxMK9WJnsPuyJGMd1cYGqXrugBqM4fpRZLkZuY/d/KRRWEAAKDu9Cih5MVtK8lbBV3y+udOPjJbszFYjFMkIxnrOEXSxGfWTJrZm2TrcycfmTbCwIQ9k3uRJPnQZ3uSubpt0AEAgBtxooQi/dUrz05namqlsMVqu0bxn03Sy9TULe7GkXg7yeJfvfKsSDTJ1NRMQ6/MTmNg0uaRvUxNSZLc2HqSud9+4OENoQAAYFJIlFCq0vqSdH/7gYdrcbrgr155tpvkoltwpI4IARNiKxIlwAT5q1ee7cVJkg9zNUn7tx94WNN2AAAmikQJJS5wuynrRfLqbz/w8GIN4j6TqheJl/jANYtepgETNIdsR5Lkwyz89gMPd4UBAIBJ9BEhoLAFbitlnWbYSjJXg7h3kqxFkgR49/PJaRJgUuaQ7SRXROKGz/MTkiQAAEwyJ0ooxn975dnpVCW3StL+nQPcrX1dzCVIgPda/B2nSYDJmEO2I0lyI1tJWr9TkxKvAACwV06UUJLS+pIs/c4DDx9YYui/vfLsXJKNSJIAH6wnBEDd/bdXnp2N0283sp5kRpIEAIAmcKKEUha53ZT1wn49SfeAYj2d6gXoUXcecAPLv/PAwxvCANR8/jibpJ+yNtrs+DmepONkIAAATSFRQuP91/L6kiRJ+3cPYOE6iHVpJ3eA3esKAVDz+eO1jR/mNO+38Lv6kQAA0DASJZSwyC2tL8n87465BMIgzt0k59x1wE0s/67TJED9rSS5RRjeZStJ53cfeLgnFAAANI1ECU3XT1k7AVd/94GHx1pH+79WZSlWkhx2uwE70BUCoM7+6yvPLkaPtffaStL6Xf1IAABoKIkSGusvv/fsYqaK2gm4lWRuzDHuZqq4smbA3i1//n6nSYBazx/nMuWE7HusJ2l9/n79SAAAaC6JEpq7yC2vDFR7XAvYv/zes7Op6nYrSQHsRlcIgBrPH2cG8xvesZykI0kCAEDTSZRgkdsMS5+//+GVMcW3k+plp+amwG5cdZoEqLme+c375pcdYQAAoAQSJTTKX37vF83bS1rkrmcMu7SvS0Cp2Q3sxaIQADWeQ7bNcd7lxOfv17QdAIBySJTQNItJcX1JRl5ya1DKrBe7LIG9Wf38/Q/3hQGoo8FGG8ncd+aWrc/fr2k7AABlkSihSYvcdpLjhV12d5QL2cGLg16So+4wYD/PKiEAaqwTm0GSZDPJnCQJAAAlmtre3hYFJt6guXi/sEXu1c/f//DcCGPaSnllzIDhW/38/Q+3hAGo6RxyOsmG+U7WU50k0bQdAIAiOVFCUxa4pb3Q30zSHmE8u0nOubuAIegKAVBjTpMky0k6kiRxqgqkAAAgAElEQVQAAJRMooQm6CU5XNg1j6QvyeBkzkqB8QRGQ28SoLYGm0M6hYdh+fP3P9x2NwAAULqPCAETvsDtpLz+GQujePH4l997tpvkZ5EkAYanKwRAjbVT9mmSE5IkAABQcaKEiXX1e99uJVOXCrvs1aP3P9Qdchxnk/SSqVvcVcCQn1d9YQDqajtTpZ4m2UrSOXr/Qz13AQAAVCRKmEhXv/fta31JSlvUtoccx06qHd8atgPD1hUCoMZzydmUeYp2K0nr6P0PrbkLAADgHRIlTKp+ynu53z56/0MbQ3o5MJOqt8sRtxIwAk6TALWfVxV4zZIkAABwA3qUMHGufu/bvSSllYlaOnr/QytDit9ckrVIkgCj0xUCoObmCrve9SQzkiQAAPDBpra3t0WBibHy/W+3k1wpbWE7d99Ds0OI3XSqUyRH3UnACK3O3fdQSxiAGs8nZ5L8vKS5ZJLW3H0PvW30AQDggzlRwiQtameTLBZ22UPpS7Ly/W+3kmxEkgQYva4QADXXKuhaVyNJAgAAN6VHCRNhcBpiJeX1JenM3bf3EgmDuHWTnHMXAWOwOnef3iRA7c0Wcp3Lc/c91DbcAABwcxIlTITtKklyuLDLXv7CfQ/19vpffrM6gdNLef1cgIPTFQJgAuaVJSRKlr8gSQIAADum9Ba19+b3v91NeY3H15N09hmzn0WSBBif1S84TQJMhqYnSiRJAABgl5woodbe/P6355JcLOyyt5K0v7CHWtJvVs1JVyJBAoxfVwiACdHkUq6SJAAAsAcSJdTWT77/3Gwy1Svw0jtfvO/La3uIVyeZ6qa8Pi7AwVv94n1f7gsDMAHzy1Yy1dTLW/7ifV9uG2UAANg9iRLquoidTtVfo7SX/stfvO/LvT3EaiXllScD6qMrBAAHPodsCwMAAOyNHiXUVS/llY/adV+Sn3z/ubkkG5EkAQ6O0yQAB0uSBAAA9smJEmrnJ99/rpvkaGGXvZWk/cX7vvz2DmM0nWQxyXF3DHDAukIAcGAkSQAAYAgkSqiVn7z63FymimveniSdL967s74kP3n1uVam0kty2B0DHLDVL97rNAkwQZrVnmT5i/dKkgAAwDAovUVt/OTV52ZTldwqzfIX791ZX5KfvPpcN8lbkSQB6qErBAAHYl2SBAAAhseJEmrhJ68W27x9R31Jrksi3eJuAWrCaRKAg5s/toQBAACGR6KEWtguMwmwlaT9e/d+eF+Sv3j1uU6SS+4SoGa6QgBM4JyzCd6+2fwRAADYHYkSDtxfvFpk8/Yk6fzeh/Ql+YtXn5tJlUA64i4Bamb195wmATgo5oYAADBkepRwoP7i1efmkiKbty//3of0JRnEZc1CGKiprhAAE2qjQXNoAABgSJwo4cD8uNzm7TfsS/Ljd3q1HHWHADW1+h+dJgEm1O/d++WNH7/6XBMuZS7JihEFAIDhcKKEA/Hjcpu3byWZ+48fUFf6x68+10p1ikSSBKizrhAADZiPTTonSgAAYIgkSjgoKymveXuStP/jvV/eeO/f/PGrzy0meSvJYbcGUGNOkwBNsNaAazj041efaxtKAAAYDqW3GLsfvfr8YjJVYu+NpS/de2HlPbEYlB+busWdAUyArhAAk247U03pA9dOmWVsAQBg6JwoYax+9Orz7STnCrz09S/de6Hznlh0k/wsZZ6sASbP6pfuvdAXBqABNhpyHUcGm24AAIB9cqKEsRks5BYLvPStJK3r4jCTavffEXcFMEG6QgA0xFqDrqWT6mQJAACwD1Pb29uiwMj96NXnp1Pt3jtU4OXfcW0X9uBEzWKhcQAm1+qX7r3QEgagQXPTJi2CfulL917YMKoAALB3TpQwHlPpp8zkwMKX7rnQ/9Frz08n6WUqR90MwATqCAHQsLnpappzurfjOQ0AAPsjUcLI/ei153spsw/H1S/dc6H7o9eebyVZiVMkw7SZ5tQXpxmmG/ycW/7SPRfWDDHQMP00J1HS/tFrz3e/dM+Ftw0rAADsjUQJI/Wj157vJDle4KVvJun86LXnF1Nm8/pRWkriZQB1e9b10txESdcIAw3UT3KxIddyKNWJEs9rAADYIz1KGJn/8trzc0neLPDSt/JOCYRb3AlDjWv79++5sCIU1OxZN5Pk5w29vOXfv+dC2ygDDX1+N2khtJVk5vdtJAEAgD35iBAwooXnbJJeoZf/dpIrkSQZpquDxb8kCXXU5Gdd1/ACDZ9fNMUhz2wAANg7iRKG7r9ca1xebk+Ow+6CodlKcuL377kwZ4ckNX3etdKcGvfvtfz791zYMMpAgzVtA8a5wSlHAABgl/QoYei2q0Wn0xTs12qS9h94UUu9n3fdBl9e1wgDDX+G9xv67G4bXQAA2B09Shiq/7dqaHxcJNin+T+458KiMFDz510ryVsNvbzlP9CbBCjjWb6W5m3w+dgf3HNhzegCAMDOKb3FMBea7UiSsD/rg8W9JAmToKn36VacJgHK0fP7BAAASJQwFIOd1VdEgn1Y+IN7LszaAcmEPPPaaW6JwUUl74CCrDTwmo4M5uYAAMAO6VHCvv35ay/MJlMrIsEebSZp/6d7zveFgkmxnaluQy9tK3YiAwX5g3subPz5ay9cTXK0YZfWSzJjhAEAYGecKGFf/vy1F6YHC7FDosEeLCWZlSRhwp577SSHG3p5i//pnvNvG2WgME3c8HP4z197oWNoAQBgZzRzZ1/+/LUX+kmOiAS7tJXqFImTSEzaM286yUaamRzeSjIjUQIU+nx/u4HPds91AADYIaW32LM/e+2FXiRJ2L2rSdp/aNHOBNpOOmnuCbpF30ug4Od7L8m5hl3WoVTlFNtGGAAAPpzSW+zJn1VH+Y+LBLuwleTEH95zfs7LWCb0uTedKlHS1O+n3iRAyZr6DDz+Z6+90DK8AADw4SRK2LU/e+2FuSSXRIJdWE0y+4f3nO8JBROsyadJOhKYQMn+8J7zG4P5ShNJhAMAwE3oUcKu/OcfvDCbpB/N29m5hT+6+3xXGJjwZ99Mkp839PI2/+ju8zNGGfCsf6Gd5EpDL2/+j+4+L2ECAAA34EQJu1k8TkeShJ1bT/IxSRIaouvaAJrtj+4+30uy2dRn/WAuDwAAfADN3NkRSRJ2aemP7j7fEQYa8vybSXN7Mm0OXgwCUFlMM0vMHkrVsH7OEAMAwPs5UcJuFo23CAM3sZnkDkkSGqbX4GvrGl6A9z3ztxp6bUf/8w80dgcAgA+iRwk39f/84NJiknMiwU0sJ+n88d3zGkLTpOdfK8lbDb289T++e37WKAO879nfTXKxoZe3+cd3z88YZQAAeDeJEm62UGynuU0tGZ6lJCvCQAN1kxxp6LXd8cd3z/cNMcD75r8zSX7e4Etc+OO757tGGgAA3iFRwoctEltp7k5qgJKt/vHd8y1hALjhPLiX5vanSpKP/fHd82tGGgAAKpq584H+9AeXZuOEAEBTdYUA4Ma2q+dkkxMli0laRhoAACqaufM+f/qDS9OpkiSHRAOgcVb/RMktgA/1J3fPb6Tqv9ZUR/70B5c6RhoAACoSJbzLIEnST3JYNAAayYsxgJ3pNv36/rTqxwIAAMWTKOFdtpPF7eSW7eqvfXx8fHya9Vn+EzXpAXbkT+6e39hOlhv8m3BoO+kZaQAAkCjhOm/84NJiml2LGaB0XSEA8Ny8zpE3fnCpbZgBACidRAlJksEC6ZxIADTW8p1VzX0AdujO5vcqSZLFN6ryuwAAUCyJEvLGDy7NJbkiEgCNtRWnSQD2qjN4jjbVoSjBBQBA4SRKCvfGDy7NWhgBNN6i0yQAe3Pn3fNvJ1ls+GUeHWyeAgCAIkmUFOyNH1yaSdJPtYsMgGbaSvNf8AGM2mKafaokSXpKcAEAUCqJkkINFkErkSQBaLrFwW5oAPZo8BztNvwyleACAKBYU9vb26JQoDd+uLiW5BaRAGi0rSQzd97VkSgBGM4ceiPJ4YZf5hfuvKuzYrQBACiJEyVlLvB6kSQBKEFHkgRguM/VAq6x98YPF5XgAgCgKBIlhXnjh4uLSY6LBEDjbd55V6cnDADDMzhpsdrwy1SCCwCA4kiUFOT1Hy62t5Nz20l8fHx8fBr/6frlAxi+7aRbwG/I0dd/uNg22gAAlEKPkkK8/sPFuSRvigRAEdaP3dWZFQaAkc2te2n+Ke2tJLPH7upsGHEAAJrOiZIyFnKzcXweoCQdIQAY+XN2q+HXqAQXAADFcKKk4ZarJEl/sNABoPlWj9/VaQkDwMjn2d0kFwu41Pnjd3UWjTgAAE3mREmzF2/TqXaBSZIAlKMrBACjd/yuTjfJZgm/K4PNVwAA0FgSJQ01SJL0k9wiGgDlPP6P39XpCwPA2LQLuEYluAAAaDyJkubqRZIEoDRdIQAYn0Fy+moBl3rLoNQYAAA0kh4lDdS7sthLclwkAIqy3D7RaQsDwNjn3jNJ1lJGuduPtU901ow6AABN40RJ8xZq3UiSAJRmK0lHGADGr32is5GklGbnK70ri9NGHQCAppEoaZDelcV2kosiAVCcxfaJztvCAHAw2ieKaex+OMo8AgDQQB8Vgma48sOldjJ1RSQAirOVcnYyA9TW9vZUO8lbBVzquSs/XOqfuOvcilEHAKApnChpgCs/XJqNl2QApeqeuOuc0yQAB+zEXef6SZYLudzelR8uKcEFAEBjSJRMuEGSpJ8ymkcC8G6bJ+46J1EOUB+dVCf9mu5Qkp7hBgCgKaa2t7dFYUL98MrSdJKNSJIAlOrEXSfO9YQBoFZz9HaSUkrizt91QsIeAIDJJ1EyuQuw6VQnSW4RDYAird914tysMADUcq7eT3KkgEvdStK668S5NaMOAMAkU3prMhdekiQAdIQAoLbaUYILAAAmhkTJZOpFkgSgZKt3nTjXFwaAerrrxLmNJKWUpLrlh1eWlN8CAGCiKb01YX5wZamX5LhIABTtY3crcwIwCXP3tZSzwemOuyXxAQCYUE6UTNZCqxdJEoDSLUuSAEyMdkHXuvKDqkQwAABMHImSCfGDK0udSJIAkHSFAGAyDBLbC4Vcrn4lAABMLKW3JsBrV5baSa6IBEDxlu45cU4Td4DJm8+XVIJr/p4T5/QsAQBgojhRUv9FVTuSJAAkW3GaBGBSlZTkvvTalaVZQw4AwCSRKKmxwQJDkgSAJFm858S5t4UBYPLcUzU5Xyroknuv6VcCAMAE+agQ1NOrV16cTab6IgFAks0kypgATLDtTHWTzCU5XMDl3pLqFKRykQAATAQnSmqoSpKkn6ohIgB07z1x1mkSgAk2eI63C7rkc69eeXHOyAMAMAk0c6+ZV6+8OJ1kI5IkAFQ27z1xdkYYABoz319Mcq6Qy91KMnvvibMbRh4AgDpzoqRei6bpOEkCwLu1hQCgUbqpSiqW4FCSFUMOAEDdOVFSE99/J0lyi2gAMLB634mzLWEAaNzcv5XkrYIueeG+E2e7Rh4AgLpyoqQeCyVJEgA+iCa4AA1034mz/SQLBV3yxUFyCAAAakmipB56kSQB4N2W7ztxdk0YAJppcMJivaBLXhlsEAMAgNqRKDlg37/yYi/JUZEA4D26QgDQeO2CrlW/EgAAakui5AANkiTHRQKA91i478TZDWEAaLbBycGSSnAd+f6VF5WVBACgdiRKDogkCQA3sJVkURgAylBgCa5L37/y4qyRBwCgTj4qBOP3vd6L3UxJkgDwgbr3t8++LQwA5dieylyStVTlqUqw8r3ei7N+7wAAqIup7e1tURij7/VebCe5IhITaStJJ8mGUMCBmU1yqcHXt3l/++yMYQYocp3Qafhv3Htdvb99ds7IAwBQBxIl4138tCNJMqlWk8zZ9QYH/hztJznS4Ev8wv3tsxrdAvidK8X8/e2zyk0CAHDgJErGt+hpR5JkEm2lKoNjAQeeo6O2en/7bMtIAxT9Wzed6vTyoYIu+2P3t8+uGX0AAA6SRMkYvNL7TjuSJJNoPUn7gfaDFm5w8M/REl4c3fFA+8G+0QYo/jdvLsmbBV3yZpLZB9oPOrkNAMCB+YgQjGWhI0kyeZYeaD84K0kCtdFJs5Mky5IkACTJA+0HV5IsF3TJh5P0jDwAAAdJomSEXul9Z9akf+JsptrV3REKqM2zdCbJxYZfZtdIA3CdzmBeWoqjr/S+Y/4NAMCBkSgZkcu978xuJ/3t5NB2Ep+J+Fzdro79993BUB/bSa/hz56FB9oPbhhpAK55oP3g29vJXGFz8UuXq41mAAAwdhIlIzCY4PdTVhPGSbaV5MTJ9oNzJ9VGhro9T+eSHGn482fRSAPwXierErALhV32yuWqLxkAAIyVRMmQSZJMnNUksyfbD/aEAmr3PJ1O85MIXQlaAG7kZPvBbpL1gi5ZvxIAAA7ER4VgeF6WJJk0C6eqxSdQQ9tVffbDDb7EzVPtB50mAeBmv4dzSdYKWmMcfbn3nY7fSAAAxsmJkiGRJJko60k+JkkCtX6mzqT5DdzbRhqAmzlV9bEqrdH5pZf1KwEAYIwkSoZAkmSiLCVpnapqPgP11Wv49a2eaj/YN8wA7MSpqkzs1cIue+Vl/UoAABgTpbf2aTB570WSpO62krRPtR9cEQqo/XO16Q3cE6dJANjbb8daml2W8nrX+pXMGXoAAEZtant7WxT26Lu9l6ZTnSS5RTRq7WqS9un2GQ2TYTKeq01/CbR0un2mY7QB2MPv5GySnxV22fOn22f0KwEAYKSU3tr7IkWSpP62BgurOUkSmBhNb+C+laRrmAHYi9PtM2tJFgq77EuDBBEAAIyMEyV7IEkyEdZTnSLRiwQm59k6k+TnDb9Mu2IBGMZvZj/NL1N5vc0kszY/AQAwKnqU7NJLyy9NZ0qSpOYWzhw/0xUGmCzbU41v4L5+5rgkCQBD+c1spypVWUqfxMNJVpK0jD4AAKOg9NYuvLTsJEnNbSa5Q5IEJvL5WkIDd31JABiKM8fPbKRq7l6SIy8tv2SeDwDASCi9tUOSJLV3NUn7zHHH8WFCn69Nb+B+9czxM3NGG4Ah/4YuJjlX2GXfceb4mb7RBwBgmJTe2oHv6ElSZ1tJ2g+2z6wIBUym7e100/wG7k6TADCq39BWYeuUle/0Xpp5UL8SAACGSOmtm5AkqbXVJLOSJDDRz9jZNH8n7OKD7TMbRhuAYRskC9qpkvKlOJSqXwkAAAyNRMmHkCSptYUH22daXj7CxGt6c/PNAq4RgAP0YPvMWso7uXjkO72X/L4CADA0epTcwIt6ktTVepL22eNn1oQCJv45205ypeGX+YWzx516A2Asv6srSY4Wdtl+ZwEAGAonSj54kSFJUk9LSVqSJNCY52zTd4KuenkDwBi1U51kLEnvxeWXZgw9AAD75UTJe0iS1NJWqlMkXjge3PdiJsn1i9D3/uvs8N+rq43BZ7/6e/jvvF1i8u/F5ZcW0/zeJB+T2AVgzL+vs0l+Vthlr6faTKW5OwAAeyZR8u6FhSRJ/awmmbPwGdk9P5MqqTGdZHbwt1uDP2eSHBal2r4Q2Ol3YiM7TwKt7fB/d20/38lCXuIsnT1+puNWBeAA5nedJJcKu+zls8fPtI0+AAB7JVEysCRJUjdbSbrnjp/RpHH/9/ZsqkRIK+8kRGYiCcLord7g7zf9/ttKMnNOgheAg5v/ldiv5MS542d6Rh8AgL2QKIkkSQ2tJ2mfU7Jmt/fxbN5JgrRSJUXc0zB+XtQAUIf1zVrK2hizlaRlDQEAwF4UnyiRJKnfkJxTrmYn920rVVLk2sf9C/Wweu74mZYwAFCT+eJbhV32ZpJZpzoBANitjxa+eJAkqdeipn3u+Jm+UHzgIldSBCaDRC8AtXDu+Jn+0vJLC0kuFnTZh5P0ksy5AwAA2I1iT5QsVU2sV+Klcx1cTZUkKX7n1yB51xp8ZpMccXvAxFg+p5EsAPWbX/YLnFMunDt+pmv0AQDYqSJPlAx6OfSTHHILHKitJJ2Sa/kPEnat6z4arMMEP8+EAYAamkuyUdja5+LS8kt9p9UBANip4k6ULC5/V5KkHtaTzHWOn94o7P6bHixWW5EYgSaZ7xw/vSgMANR0DtpKef1KtpLMlrbeAABgb4pKlEiS1MZC5/jpbkH33fWJEaXeoHnWO8dPzwoDADWfk3ZTVr8Sv9EAAOxYMYkSSZJa2Ex1imStgHutlerkiB4j0Hx3dI6f7gsDABMwT+0XOD9d7hw/3Tb6AAB8mCISJZIk9VigJOl0jp9+u6H32FzeKamlnBYU9Gzz8gWACZqzTqe8fiVJcqJz/HTPHQAAwI00PlFy6XVJkgO2laQ9f+z0SsPuq5m8c2rkqGGGYp9vM/PHmpkABqCx66NWyuxX0po/1uyT7QAA7F2jEyWXXv9uO8kVw3xgVlMlSTYacj9dK6nVjl4jQDI/f0wDdwAmcl7bTXn9SjaTzNrgAADAB2lsokSS5MA14gXiIDnSTnVyREkt4Jr1+WOawwIw0fPclZR3Mvrq/LHTc0YfAID3+mgTL+qFZUmSA7SepH1+ghu2v7AsOQLcVEcIAJhk29tpJ1krbL579IXl73bPHz/ddQcAAHC9xp0okSQ5UEtJuucnsGG75AiwC8vnNXAHoBlrp9kkPyvw0u84f/x03x0AAMA1jUqUvLD83cUk5wzr2G2lOkWyMmH3i+QIsJfn3cwkJoQB4AZz4k6SSwX+ns+eP96MXooAAOxfYxIlz7/+3V6S44Z07K4maV+YkKaIz+s5AuzP/AUN3AFomOfL7FeynqR1QXN3AADSkB4lkiQHYitJdxJeGD7/+ndnUiVGOpEcAfZuVZIEgIZqp7x+JbckWRxcOwAAhZvoEyXPv/7d6SS9lLf76aCtpzpFslbze6M9+NxiyIAh+Fidn3sAsM/582ySfpJDhV36iQvHTvfcAQAAZZvYRMngRXg/XoKP29KFY6c7Nb4v2qlOj0ieAcU8+wBgiHPpKwVeus0QAACFm8hEyXOSJAdhK8ncl4+d7tfwfmjlnb4jhwwVMILn38yX1TAHoADPlVnW2G89AEDhJq5HyXPVkfCV6DUxTleTtOu0cHiu6jvSiabswOh1vDgBoKTfvSSzKWtT2qFUG/FmDT8AQJkm6kTJc+XWzT0oW6leEPZqMv7Teacpu9NEwDisfvnY6ZYwAFCSgtddS19WahMAoEgTkyj59usvt1KdJJEkGY/1JHMPHTu1UYOxn0uVIDluWIAx+9hDx06pWQ5AcQZz8DcLvPQTDx071XMHAACUZSISJd9+/eV2ymwqeFAWHjp2qnvAYz6bqu9IO5JjwMFYeujYKbtKASjWt19/eTHJucIueytJy0YJAICy1D5R8u3XX+4kuWSoxmIzSfuhY6f6BzTWSmsBdXoezj507JTeJAAU7duvv7xW4NzcPAAAoDC1bub+7Osv96Lc0rhcTdJ++AAWA88qrQXUT+dhL0cAINtJK8lGyjrlfThV2eeWOwAAoAy1PFHybHWyoJfkqCEaua1UCZKVMY/xTKqTI3ODhQhAXaw+fOxUSxgA4Bdz91aStwq89KWHleEEAChC7RIlgyRJP0ovjcNqqiTJxhjHdi5V35Ejwg/U1C+N67kIAJPi2ddf7ia5WOClf2Hcm8oAABi/WiVKnq0aeK/ECYNxWHh4TA3bBzvQ2qmSJBqzA56NADCBnn395ZWUd+p/K0nrYc3dAQAarTY9Sp6pXqavxIv0UdtMMvfIiCf6z1Slta41Zpf4Aibl+bgoDADwwbarzU9rhc3vDyXpPfP6y61H9C8DAGisWpwoeeb1l9tJrhiOkVtO0hnlBH8wlnPRXwaYPHc8cuxUXxgA4EPn+7NJflbgpV995NipOXcAAEAzHXii5Jlya92O01aS9iMjqq07WCy1Bx8ngoBJ5OUHAOx8/t9OmRvdFh5RohMAoJEONFHyrdcv95IcNwwjtZqk/eixkxtDHrvpvJMcuUWYgQm2lWR22M9JAGiygtdyX3j02EnN3QEAGuZAEiWDl+z9eME+aguPHjvZHfLYzaVKjiitBTTF/KPHTupNAgDWdDuxlaT16LGTmrsDADTI2BMl33r98kyqpu2SJKOznuoUydoQx6wTpbWABj4vHz12clYYAGDP64S1AtcI66mSJZq7AwA0xEfHPJGeTbXryMv20VlK0t3vpF1pLaAQHSEAgL159NjJjW+9frmd5M3CLv2WJL0k+psBADTE2E6UDCbQi5EkGZWtVKdIVvY5TkprAaVYfvTYybYwAMC+13rdJBcLvPSlR4+dtOkCAKABxpIo+dbrlztJLgn3yKwmmdvrKZLBSZ92lNYCyrGVZEbJDAAY2pqvn+RIgZd+4tFjJ3vuAACAyTbyRMk33rjcS3JcqEdm/vE7d9+E+BtvXJ5JdVS8k+SwMAKFOfH4nV5qAMAQ133TqfqVlLa22ErSevxOzd0BACbZyBIlg4lyL0o4jcp6kvZuJuSDMZkbfIwLUKrVx+882RIGABj6GrDUnpSbSWYfv9NJVQCASfWREU2QpwcTZC/jR2Mpu9i19I03Ls8NTvZsJLliXIDCqSUOACMwWJ+U+Dt7OMmKOwAAYHIN/UTJYBfRSpRzGoWtVKdIVnY4Du3oOwJwvYXH7zzZFQYAGJ2Cyy8vPX6n5u4AAJNoqImSr5d71HocVpPMPfEhx7m/XvUdaQ8+ElUA77aZZPYJZTEAYOS+/sbltSS3FHjpJ57QBw0AYOIMLVHy9Tcuz6XqSSJJMlxbSbpP3KBh+9ffacreLnQhArBTX3hiByfyAIChrA9nUjV3L219uJWk9YTm7gAAE2UoiZKvv3G5nar3BcO1nqT93kn2199pyt6J5AjATlx94s6Tc8IAAOPz9Tcut5K8VeClbyWZcYoVAGByfHS//wNfkyQZlaUnr6tv+7V3kiNz0YydybGepE4LxOlILpZoKxq4A8DYPXHnyf7X3rg8n+RSYZd+KJfizxkAACAASURBVFVJ6ll3AQDAZNjXiZKvvXG5U+Ckd9S2ksw9WS0qJEc4aNcSHW+nKp2QJBuDT5LkyTtP9ksMzNeqnkzTe/ivzgw+u7Gb/y/JoPebf/IG5QuB2j5jp3PjF4x7eY5erzX4cz+/X2u5wUaAUn8X4Sbf6ZVC1zPLT955su0OAACovz0nSr72xuVekuNCOFRXU+16bkVyhPHYSvWyZ2PwufbiZ+1JpQIa72tvXO4mudjwy1x/8s6TdnPCeJ8t701yvDfZ+95/PZPkcNOfRXl3YuX6DQiJTQiU8Vzop9Dm7k9q7g4AUHt7SpR8VZJkVAvojUiOMBrXEiLXkiJrSdaekgwp1lfLabB6x1NeOMIwnhmtwV9enwSZyTsnO2bS/GTHQc4Rr/1eX3+S5dqz7e2nNI1mMp4js4P79lCBl28+AgBQc7tOlEiSQO1dS4r0805CZENYeM+zvJ/kSMMvc+mp63o9AR/4LLh2umMm7yQ9WoM/ZyL5MWk+qGRmf/CnDRLU4Zkzl+TNQufns+bkAAD1tatEyVffuLyY5JywQa2s552kSN8CjB08y0t4SbGVZMZLQQr/rl87/XH9KZDW4M8jIlSszbxT6utdH3MIxvRsKnVNuZ6kZW4CAFBPO06UfPWNy+0kV4QMDtxqqsRI3xF+dmvw4nQjzS97ceIp9cAp4zt9LRHSGvyta39KhLBX1xIpv+hblqq8lzkHw3x29Qt9Tl196s6Tc+4AAID62VGiZEGSBA7SLxIjF72kYJ8WytjFuXrxzpMto02DvrfXJ0OunQ6ZibJYjN+18p4bg08/ydsX9Uhh98+16cG9VOJzbOHinSe77gIAgHq5aaJksDj/mVDB2FwrpdW/eOfJFeFgaKvyqhnzWwVc6i9dVD6Gyft+Xp8Amck7SZFbRIcJmr+8PZjDbCTZsMGDHawz+ymzufuJi06+AgDUyocmShbeuDyTaqfPIaGCkdkaLBJXUiVHNoSEUVh44/Jamv/S1S5N6v49vJYQuZYUufbX5lo01bVSXv3BumLDCRSueya2U2blgq0kLd8FAID6uGGipFst5PuxkxFGYTNVYmSla7clY9B943I3ycWmf6+6d56cMdrU6HvXyrtPiEiIwDvW804Zr36Sta4m16U+K3tJjhd46VtJZtz3AAD18GGJkhLq2MO4Xwj0UiVHNoSDcelWpwN/XsCl3iHxyAF+x2byTjJkJjaawF5c64HSH/y5Zs5UzHO0hFOvH7g+6N55ctYd8P+zd7chkqWHfej/rWwIxpBpES4XLiFbgoRAPtypDZcLIdhTEwjmgvH2Irhku3q2q3e1LybB2xtkO45lpgbLMrKEpkfIaF+yO9U73T3CILbHCIwRaKplhMAIbbc+GIQN022MwJig6UC4BGP3/XBOT8/Ozku/VHXXOef3g2J2VxjPec5zznme5/+8AACcvYcGJf0bX59J8oHigRO7lYOVI2aLcSb6N74+THKh5pe53L/0yz13m1N4nlo52C6rE6tEYNyEJ814t06nWF3UxPepNgwAwAT4WFBy+cabTW6kwijcC0euXHpNOMKZunzjzV7qv/f3bpKW540xPD/7gcj+74JSgYl5798fngx9A2rzzv2woZf/xpVLry2pBQAAZ+dhQckgzdwjFk5COMLEaVDwbXCBUTwvrVgpAlW2k/vCkyuXXhsqkkq+i3tp5uHuSfLclUuvrasFAABn4yNByeUbb3aS3FYscCjCESZaQ4LvjSuXXuu42xzx2ZjORwORToQiUMtvRD4anmwrEu2XCbabpHPl0mubagEAwOl7MCgZxrYS8DjCESqhQcH3MwYUOMTz8OBKEQetQzPtpAhNhimCE9+PyX1vN/Zw9xRhiX4GAMApe2r/H36rGFQTksDDOyyDJIPf1mmhIv6+qLN1d+W3DXLxEGWbphOrRYCPejrFSoX58l2xm4PgZOibMlHtmE6aeW7m+RSTsjpqAQDA6bq3ouS3bry5nuRZRQJJihmHgxThyLbioEp+68ab/SSXG/CMtoWX/FaxjVYnB8GISR/AcQlOJuv93uTD3Zd/+9JrPbUAAOD0TO3t7eW3igNM7ygOdI7vhSM6xlRSg97nF3/bQb1NruOd2EYLOJ224TCCk7N85/fS3MPdF3770msDtQAA4HRM7e3t5XM33lxMclVx0FC3kgw+f+m1dUVB1X2uGWdN3fr8pddm3O3G1OlWDoKRToqtcwDOwv3ByfrnrTo+re/AIM083D1JLn7exBAAgFOxH5Q09bA8mmsryVLZybV1D7XwuWbMutxN0vLc1roetyIYAaph/3D49SRD36axfhua2l/dTdL5vNVMAABjN/Wb7399OslPFQUN6cyuJ1kyA5C6+VxxTsN26n/o6Rufv/Takjteu7rbSTITwQhQbVs5CE2GikM7Z4T1qiOIAwAYr6dSDEpAnS2nWDliay3qbJD6Dx5sCEnq4XM33twPRTqxohWoj/Pl7/Lnbry5v03XfnCyrXiO7/OXXrv7uRtvdtLMw93Pl/VIvx0AYIymfvP9r/eTXFYU1IyttWiMcuDgdgMu9RlbT1S2jrZzsGLkghIBGto2HZZt06HiOPb3pJfmHu6+/PlLr/XUAgCA8Zj6zfe/PoxBC+rB1lo0TrkVxWbqv13Rlc9feq3vjlemXrby0e20zikVgHt2yzbrMCb1HOcbM0hzD3df+Pyl1wZqAQDA6AlKqANba9FYn7vxZj/1XxW4k6RtIGni62InB8GI7bQADm8rxRaa6yb7HPqb0+Q+7EWrkgAARm/qv954c08xUOEO5eB35l41eEoj/ebKW+00Y6/ui78z96oBgcmrf60cBCPPKhGAkdhfIb3u2/fYb1BTVtQ+zG6Szu/MvWo7UgCAERKUULVOwSBFOKJjgEGClbeGqf9sylu/M/fqjLs9MXWuE6tGAE6z7bsfmlg5/fFvUjvF9mVN3N5xJ0nbhDEAgNF5ShFQAbfKDuJAUcC9wYHF1D8k2U3Sc7fPtJ5NpwhGnDUCcPrOpTiLY/43V97aTXmmSdkubvwA+e/MvbpZtoeaeLj702V9aHtMAABGY+o33reihIm0k2QpyfoXLr26rTjgwH+98VYrxXYTdR+0fuMLl15dcsdPvX61U4QivVg1AjCpbqUMTb5wqdmhyX+98dZSktcbevnLX7j0as/jAABwcoISJsn+9gKDL1yyJzM8ZkBgPfU/E2LjC5de7bjbp1an9leMzKSZ+70DVFnjQ5OGtI0excQSAIARmPqN99+8G1tpcLY2Upw90vgZcXCIgYCZJB804FKf+cIlZxGNsR5N5yAYmdEOAKiNRoYm5XdtmOauhFz4wiXbFAMAnMTUf7nx5jD13+eeybNTduKWfnfu1W3FAU/2G8V5EZup/4z/K78792rfHR9L/dkPRp5VIgC1dy80+d0GnGnyG80+3H03Sed350wyAQA4rqn/cuPNJi9T5vQtl521dUUBRx4AaMIe3DtJ2r/rkNpR1ZlWimCkF+eNADTZrSSDurfBf2OlMStvH2Y3SUsbCgDgeKb+y403+0kuKwrGaCvlwewa7nDsjn8nye0GXOrF351zRtEJ60orwhEAHm7/TMDaTlz6jZW3FpNcbXC/q6PPBQBwdFO/duPNTpox+Mbpure11hdtrQUn9usrb22m/oPet7449+qMu32s+tFOceZIL8IRAI7WXh98sWZbNv36yluDJPMNva/aUwAAxzC1t7eXX195a09RMCLLSda/aGstGGVnv5/6r/zbTdL6ohmQR6kX7RTByEzqf24NAOO1k3IFeB0mOf36SuMPd7/2xblXF1VrAIDD2w9KnFPCSWzd17EyyAmj7ei3UhzgXveDSd/44tyrS+74oerDYoQjAIzPRpJB1dv2ZViynWYe7p4kC1+ce3WgOgMAHM5+UNJLcl1xcAQ7ZQdqYGstGGsnf5jkQs0vc+OLc6923O1H1oFWnDkCwOnbP89k8MWKnh9Wrr78sMH38OIXnf0GAHAoU3t7e/m1YrbNTxUHh+wsLf1ezfYxhkn0a80JsZ/xTvnYvW9FOALA5NhJMvi9uVf72lOV6791tLMAAJ5sam9vb78BOUhzD7zj8W6VHSPnjsDpdeqbsl3ElSoOuozxns+k2FpLOALAJFr4vQpu5/RrK28tJXm9ofdsJ0n792yRDADwWPcHJa0kdxQJpXt7E2tUw5l06Aepf3jd+I77feHITJwVBsDk2y2/3dsV/OY2+VzOrRQrS/TrAAAe4an9f/i9uVe3f3XlreVYVdJkWynDkS85dwTOzK+uvNVpyLu496WGdth/deWt/XBkJs09ZBaA6jmXYivedtX+4nvFdpbDNHPV5vkkSynKAACAh7i3oiRJfrVYVbIZgzZNslN2dgZfsnctnLlfLVYYbCZ5uuaXeutLc6/ONOzetlMMUPR8ZwGouGtfmnt1saLf4mGDv8OVvG8AAKfhI0FJ2XjsJ7msaGpNOAKT24Fvwjt4N0mrCatJfvXgUPbF1D/8AqBZnvtSBc8wLFfu3m7wfVv4UgXPmQEAGLePBSVJ8tmVtzbjINm62U0Rjqx/2aHsMJE+W8xy/LABl/rGl+deXarxfdw/d6SX5IKaDUCN+xftL1dwy97PrrzVS3K9wffu4pfnXh2qwgAAB556xH+fiS246tJ5EY5AdSw14Bo36hqSfLaYodqLc0cAaIZzKc437FTtL/7luVcHn23OmXAPs/7Zlbc6X7a7AADAPQ9dUZLcG/C5rYgqRzgCFfTZlbcWk1xtwKV+qoozTx9z31o5OHfE1loANNGVL8+92q/od7zJOynspFgRdFcVBgB4TFBSNhx7afaS5KoQjkCFlYPtTVjFV9mBlAful621AOCjKrmVU/lN30xzJztsJekISwAAnhCUJMl/Xnm7F2HJJNo/kH34lblXhCNQYf955e31JM/W/Z31lblXWhW/T+0Uh7LbWgtGZyvJ/QN02+XvfndTDGQ+zN2vzL2yeUrvgM5j/ueH/W/tJNP3/XsrVp5RX7tJWl+Ze6VyA+7l933Y4G/78lfmXumpwgBA0z0xKCkbj70ISybBfjgyOK1BAWDsnfOZJB804FIvfmXulWFF71ErxQCKAU54vI3yzweDjfuf/e2vzL2yrajuDc7uBynTKYKVfZ37/vt5pUVF3PrK3Csz2mOVdO0rc68sqsIAQJMdKii5r/E4iFm0p22rLPd1AwtQL/955e3pFDOn6/5erfRMxYas+IFH2c1B6DEs/9zOwaqPzSrOIK/ou6iVYlVKchCk7P83gQqT4o2vzL2yVNFnrCnnxT3KwlfmXhmowgBAUx06KEmSN4qZbwMdsbG7lXJbravCEaitN1beXkryes0vczdJ62pFB1LfKLbaua22UmP7q0CG5Z+bKVaEbGuDVPbb0in/cX/Fyv1/mvDEaXjmakVXv7+x8vYgyXyD791zV23rDAA01JGCkrLxOJ2kn/oP7p2mnRQDFOsaptAMDRqAr3SH+42VtzdjcgDVb2Ns5yAA2Uxy92pFt8JjJO+1/eCkU/6nTqxIYfTvnXaFJ0k0+du/m6Rz1TbPAEADHTkoua8B2UmxusSe7cezlWLVyLqGKDRPQzrhG1fnXulU+B714nwuquH+MOTen1aEcIz3XivFVl7tB/7U3ueobl2t6Hkl5cTAzQbX+0qvBgYAOK5jByX3NSIXy5+l/I+3v2pkmCIc0fCEhnpj5e1+kssN6GS3qzpQ+0Zzzo+hWjZycD7IfhhisgWn9V7s5GALr/0AxSoUHmfhakXPvChXXg0b3A7YSrGyRJ8VAGiMEwUl9zUkp5Mspdn7uT5oNwfByNBABlC+L1tJ7jTgUq9cnXulX+H71ITzY5hc9wciw1gdwmS/L+8PTjqxAoWP9oc6FT6vZCbJB03+FlV5ZTAAwFGNJCi5rzHZ5BUmghHgMO/JYZILNb/Mratzr7QrfI9aaUaYxQQ8KzlYHbKZZFMgQk2+dfevPNkPUS4omca+5zoVPq9kMcnVBt+/5atzr/RUYwCgCUYalDzQqOwl6dW4U7SVYlBjmGJgQzAC6GwXLlb5oOiGhFmcvo3cd4aIw9Rp6Hfw/vCk7V3bGNeuzr2yWOF6O0izd06o9CphAIDDGltQsu/1lXdaSWbKX1U7Q/fP+Bxem3t5qOoAR3wXNuXMi2vX5l5erPB96iS5rcZyArs5mEixnWTz2tzLJlPAo9+7wpNmeO7a3MvrFa6nw4bXzYVrcy8PVGMAoM7GHpQ80MCcTrF38f5v0g6A3MlHt8DYFooAI3r/rSd5tuaXuZOkfW3u5bsVvk/bsbc+R7NxX7theG3u5W1FAid+F3dyEJx0vJdrYbdsI2xXtE5OpwjAzzf4Hl7UNwYA6uxUg5IndIRa9/05zs7QRvnnZpK7+39q9AFjfM815TDQqs8Wbfo+5DzZR7bdtFIETu39vD/Zaj84seqkou/Qa3MvtytcD9vl+/9cQ+/fbpKObx8AUFdnHpQ8yq8UHaL9hvT9/3xYw/v+efurZngCZ/cu20z9Z8Pe+urcyzMVv0/bae7gBx+3W7YlNpMMv2pCBUzae3s/NOmU/QSrTqrh2lcrvEXnr9iiczdJ66sVXj0MAPAoExuUANTBr6y8s5Tk9QZ0mttVDqR/ZeWdQZp9UCvFapFhDoKRbUUClXqPt/LRLX4FJ5PrYpXD519ZeaeX5HrDv5cdYQkAUDeCEoDxdaQ7acaswze+OvfyUoXvUzvJh2ps42ykCEaGSTYN+EDtvsGtCE4mVeVXJTRkIsxjv6FfnXu5oyoDAHUiKAEYk/+08s5m6n/o58bXKt5R/k8r7wxjv/u6299Ga5hk+DX7q0MTv8mtCE60H0Zbp9aTPNvge7j8tbmXe6oyAFAXghKA8XSe+0kuN+BSn6nyoPN/WnlnJskHamztCEaAJ73/WzkITWbijKqzcOVrcy/3K1yHpsvvzPkG38NrX6vwmTMAAPcTlACMvuPcSnKnAZdahwGOzZhVXAeCEeCk34T9w+FnYpXhaar6hIvpJNtpdtC28LW5lweqMgBQdYISgNF3moep/yDLTpL21yq8v3iDVv3U1a0IRoDxfSNmcrDi5LwS0Z54TF1pl9+jJoclz31t7uV11RkAqDJBCcAI/ceVd3pJrjfgUi/+/tzLwwrfp1aK1SS2WqmOe4evV7nuAZX9ZnRSrDbp+HaM3K3fn3t5Rvuv0naTdH7fxAUAoMIEJQCj6yQ3ZfuF5d+v+OGd/3HlnUGSebV2ou0kWc9BOHJXkQAT8g3ppAhNZmL7xlF54/fnXl6qeL1YTHK1wfdQWAIAVJqgBGB0HeT1JM82oBPcqvKgdTnAdVuNnci6NUwZjvz+3MvbigSowDellYPQxNkmJ/NM1QfZTcTIVoqwxOQGAKByBCUAI/DLzRl8f+7rFd+D+pebcYZMVWylDEa+bjstoPptgekcbM81E1t0Heeb0Pl6xQfZtTPqcR8BgOZ5ShEAnLhDPJ1k0IBL3ahBSNKLkOQs3b9qZN0gClAn5TttsN8m+OWDA+Ft0XU455MsJelV/Dpmym/d+Qbfx0FZDgAAlWFFCcAJ/fLKO0tJXq/5Ze4maX+9wtsh/XJzzpCZNFspwxGrRoAGtxXaKQIAocmTLXx97uVBxe93K8lmw9scy1+v+Jl2AECzCEoATuC1YuDjwwZc6pU3517uV/xe9ZNcVmtPxa2U4cibzhoBeFjboZMiODmvRD5mN0m76t+P8j4P0+yw5Nqbcy8vqtIAQBUISgBO1gneTP0HObbenHu5XfH71EpyR40dm92U22klGb5pSy2Ao3yfZiI0qV3bo7y/vSTXG34vF96s+AohAKAZBCUAx+/89tOMFQrPvDn38mbF79V6kmfV2pHaSRGMDKpePwAm5FvVitDkfrVYjfDayjuLSa42/F4KSwCAiScoAThep7eVZqxQqPwgxWsr73SS3FZrR2IrxQGtttQCGH87Q2iSPPfm3MvrNbifgyTzDb6Pu0k6JlYAAJNMUAJwDK+s/rdhkgs1v8ydJO23u5+5W/F7tR0H557EvfNG3u5+ZltxAJz6d6zJB8Hvlm2R7Rrcxya0HZ90Lztvdz8jLAEAJpKgBODoHd2mbKFw8e3uZ4buVSPdSnnmSNWDMoCatUH2Q5NemnNI+Mbb3c90anDvplNMPGjyCqHdJC1tCwBgEglKAI7eyd1O/Qcnbr3d/cyMe9UowhGAan3nZlKsMplpwLfuytvdz/RrcM9aSTYb3jbZSrGyRFsDAJgoghKAI3h59b814VDw3SStdyregX159b8tJXldrX2se+HIOwYsAKr6vZvOQWBS5zbKxXcqvtK1vF/tFCtLGh+WaHsAAJNEUAJw+I7tTJIPGnCpb7zT/cxSxe9VK8kdtfahhCMA9W2rtFIEJoup33kmtZjIUd6nXpLrDa+uy+90P9Pz1AIAk0JQAnC4Du10iq0S6n6I6sY7NdgH/GUHpj5IOALQvLZLO0VgUqetuW69U/GtQe+7P70IS4QlAMDEEJQAHMJLq+82ZRunT73bfWm74veqKSt/nuReOPJu9yXhCECz2zG91Gdrrjfe7b60VJP7Mkgy3/Dqee3d7kuLnlIA4KwJSgCe3IntJLndgEu98m73pX4N7td26r/y51G2kgySDIQjADzkG9lK0it/Vf5WPvNu96XNmtyTJpx/9yQL73ZfGnhCAYCzJCgBeHIHdjPJ+Zpf5ta73ZfaNbhX/SSXG1ZF98OR9aqvBgLgVL+Z+wfAV3FFw06Sdh0mBby0+u50isPdzze8SgpLAIAzJSgBeHzntZ9mDLxffLf70rDi92o6yXbqsw/74+yk2FZrUJcZtQCc6fezl+odAH/r3e5LMzW6B004C6/27VEAoLoEJQCP7rS2ktxpwKXWYm/oBuzzvZuDcGToCQVgDN/STorQpCrf09qsQnhp9d12ipUl5xpcBXeTdEwCAQDOgqAE4NEd1mGSCzW/zFpsXVHzc2RupdhWa+CpBOCUvqtVWWVSq4H1Miz5sOHVT1gCAJwJQQnAwzuqi0muNuBSn3u3+9J6De7XMPUKtZw7AsCkfGNnUoQmk3rg+FaKgfW7NSnvXpLrDa92tTmDBgCoDkEJwAMWmnPWxa3rNdjbe6E+Awq7KcKRwXWzKAGYvO9tKwerTCatjXTteg22Eb2vrJsyYedxtpJ0rgtLgMl8T7eTTJf/2ip/h3U3xblUSZLrtlWGiSEoAfh4o2c9kztrclR2k7Sq3vlcqMfhp7dShCPrnj4AKvL97aUITM5P0F/ruTp9Sxfqf/baYQhLgLN6B+8HIZ3yz/1/H+d3byfFhM3932aSbZPo4PQISgA+2iCaSfJBAy71jevdl5ZqcL/6SS5X8K++k2QpRUCi8w9AVb/D7RSBySQM6O8maV+v0ZaVDZm88yQb17svdTxtwBjftZ0UQcj+7/wE/jW3UgQnm0k2rUKB8RCUAJR6zdlya2NQgw5nr9gCZLNC92s3yXqSpYFZQQDUrw21mLPflmtr0H2pXbNyHWYyB+1O0/Kg+1LPkwaM6L3aSRGIdFLtcy43yv7wcGB3AhgJQQnAQaNpKcnrDbjUTw1qMNuyV51ZllspVo+sD6weAaD+7aleznZbrmuDGp1X0qvHNqOjICwBjvsebSeZSfWDkSfZSDExb2hiHhyPoASgaDx1ktxuwKVeGXRf6rtfY7d/MPvSoEZbgADAEb/VizmbSQ0XBzXalqQc5Bum/quen6RWIRgw1vfmTA7CkSYGzTspQpOB0AQOT1ACkOSF1Xe3G9CA2nq/JttRvLD67mYmcxuKjSSD97svDTxVAJC8UGyV2U8xYHVaA/27SVrv12gl5wvCkn0L2lnAY96TvfJ787QSuWc/NFl63yQ+eCxBCaBBVd0DwY/q4vs1mF35QrGlx/UJ+ivdWz2i4QkAj/x+n/Y5Jhvv1+wQ8AlsA50VYQlw/7dlJme75WOV3NsW+n3bQsPHCEqApjes2kk+bMClXnu/BlsVlA3h7UzGbEqrRwDgeN/zXopVJuOe8Xvl/RpsOfqQshOWCEtAP74IR05ztWKd7KZYZdI32Q8OCEqApjewhqn3gW5JsdS2XYcZIy+svruU5PUzblAOYvUIAIziu74/C3icbbFn3q/Z/uwvrL47SDLf8Oqzm6Tzvr33oWnfjV6K7bUuKI2R2UgRmAwVBU0nKAEa69Lqe4tJrjbgUp+70X1xvQb3q5Xkzhn9v7+3RPlG90VLlAFgtN/4TooVJuMY+NpJ0q7b9/vS6nuDCEt2k3RudF8UlkC9vxHTKcKRxTh7ZOx93hvdFweKgqYSlABNbWy1kmym/st0b93ovjhTk3s2zOnPHFpOMrjRfXHoqQGAU2mf9TP6AKA27aEHymsz9uQXlkC9vwm9nN7ZVhR2kvQFJjSRoARoaqNrmPov191N0qrDDMpypuntU2wYDlLMprF6BABO/7vfyugDkzdudF9cqlk5TScZRliym2LV0LanB3wDGGm/uGfSIE0iKAEap7v63kySDxpwqW+s1mRAoLv63nbGv8x6I8nSag22KQOAmnz/WxntbOJnVmu28qBbhCXbMdt6K0ln1SQXqPL7rFO+8wUkk2UjSX9VYEIDCEqApjW+mtKZ3FjtvtipyT0b51kyu0nWy4bfticEACa2/baYkwcmtRxM766+106xskRYIiyBKr7DOhnfOVWMzrJ+M3UnKAGa1ggbpBkzVD5VhwbMGIOtnRSHsw90pgGgUu2CkwYmy6vdF3s1LJt2kg/VEmEJVOi91YmApGp2U+zC0FcU1JGgBGiM50/3nIuzdOVmTRouz48+2NpIsnTT9loAUOX2wUkDk4WbNTyk9vnV93pJrqshRVhyU1gCk9wv70dAUvX37OJN23FRM4ISoEkd6s2M/5yLM2+w3Oy+2K7JPRvlzMjlFAHJpqcBAGrVvjtOYLKbpH2zOoEeogAAIABJREFUhtuHCEvuuXWz++KMYoCJej91IiCpm2tJ+oJp6uITigBoiH7qH5KkHCioi5MeRL+b5EqST97svtgTkgBAvdzsvni3XEXbKr/5u4f8Pz2X4oyyOpbJIMXAVdM9W65MBs7Y86vvdZ5ffW+YYncHIUm9vJ5kswzBoPKsKAGa0DBryp7N1252X1ysyT2bSfLBMf/Pd1LMatE5BoBmtfmOusKkNm2nh5TFIM04l+9Jlm/W8EwaqMh7qBMrSJqkNluA01yCEqD2/sPae5tJztf8MneStL8xW/0lr/9h7djbpG0k6X9j1j6pANDwtt9RApPnvjFbz7PL/sPae+tJnlUjsvyNWWEJnOK7pxMBSVNtJZn5xmz9trakGQQlQN0baf0klxtwqbXp5B/jni0nWfrGrK21AICPtCn2A5PHtSt2U0w22a7p9Q9T/wlDh2ovCktg7O+cTgQkFN/VXl0nIVBvghKgzg21VpI7DbjUW9+YrcdhleU928yTZ3/uJhmkCEi21XYA4Anti34evRXVxjdmX+zU9NqFJQeufGPWtjAwhvdMJwISPu7aN2brub0l9SUoAWrr/y0OjKt7Y203SesPutXfcqu8Z4M8fj/t3RSHvC/V5ZoBgFNrZ7Ty6MDkyh/UdG/18roPMxGlCRb+wDl2cBrvVEiK7bFn9N2pCkEJUNdG22KSqzp7lbpnnSS3H/E/7yTp69gCACNoc7RTTLx4cELNxT/o1vOss/KahxGW1Kr9DGf0PmlFQMLh7aQIS2yVzcQTlAB1bLhNJ9luQEdw4w+6L3ZqdN+G+fiAxVaK1SM6swDAqNsenXx0u5hardR9yPUKSw4IS+Do75BWBCQcz26S3h90nVvCZBOUALXz6dX31pM824CGRvub3Xqcz/Hp1fd6Sa7f9582kvS/WdNZnQDAxLVD+kmeTnLrm916nP12yDZXky18U1gCh3lvTKdYhScgwXuXWhOUAHVrxM0k+aABl3rlmzXZR/vTH10BdCvJkoAEADiDNsliisCk/83ui0s1vs5ehCX7DNrB4/tpi+XPSjRG5do3uw55ZzIJSoC6NeS2G9CI2/pm98V2je5bP0krxaDEtpoMAJxxe3IxxcSNuzW+zn6Sy+54khpNQIIRvwcFJIzL8je7L/YUA5NGUALUqUG3lOT1BlzqM9+s0UFon159b7rOAxEAABPaBhvEVjr7dpL0rGqm4e8EAQmnSVjCxBGUAPVo1K2910lyuwGXeu2bs5apAgAwkjb0IMKS+y0nWfzmrEk8NO5d0MvBWU1wau/cb84KS5gcghKgDo266SSbDWjU7SRp67gBADDCtvQwyQUlcc9uirBkoChowPPfi4CEsyUsYWJ8QhEANbDYkIZdT0gCAMCIzSTZUgz3nEty/dNr7w0/vfZeW3FQR59ee6/36bX3tpNcj5CEszVfrm6EM2dFCVDtXt3q9XaSDxtwqcvr3YWeOw4AwBja1NNJhknOK42PuZakv95dMGGJOjzrnSRLnnUmkDEPzpwVJUDVDRpwjbspVs0AAMDIlSFAp2x38lGvJ9meWb3eUxRU1czq9c7M6vVhinM9hSRMovmZ1esDxcBZsqIEqHJjr5/kcgMu9bn17sK6Ow4AwJjb1+0UK0vOKY2H2kiyuN5d2FQUVOSZ7qQ4g8Q5RFTFtfXugominAlBCVBJv7R2vZXiAPe6d+I2/nB2oeOOAwBwSu1sYcmTLSdZ/MNZ23Exsc9xJwISqmvhD2cXBoqB02brLaCqBg3ovO0m6bnVAACclj+cXdhMsQ0XjzafZPuX1q73FQWT5JfWrrd+ae36eoottoQkVNX1X1q7PqMYOG1WlABVbPwtJrnagEt94w9nF5bccQAAzqDN3UtyXUk80U6K1SW2yuUsn9dWihUk80qDmthN0inDezgVghKgUn5x7fp0ku00YMutb9lyCwCAs2179yIsOXT7PUn/W7MLQ0XBKT6jrQhIqK+dJO1v2eaQU2LrLaBqBmnGfskOLwMA4Ex9q9gjfkFJHMqFJLd/ce36oBy8hrH5xbXrrV9cuz5IcidCEurr6RRnZsGpsKIEqFJjcCbJBw241Cvfml3ou+MAAExIO3wpyetK4mht+iRLZkIz4mexFStIaJ5r35pdMJmUsROUAFVpEDZly62db80utNxxAAAmrD0+iMHZo9pNsR2Xcwc56fPXioCEZlsoVznC2AhKgEr4f5ozi+3iH9nXGACAyWyTD2Kg9jh2kvT/yCAfR3/mWhGQQFIEz+0/ml3YVhSMi6AEqELjsJPkdgMu9dofWU4KAMBkt80HMWh7XFtJFk2M4hDPWSsCEvjYO/SPZhfaioFxEZQAk95AnE6ymeIQrzrbSTE7wh7GAABMevt8mOS80ji2jRQrTIaKggeer1YEJPA4JpgyNoISYKL9wur1fpLLDbjU5/64u7DujgMAUIE2urBkNDaS9P+4KzDxTAlI4Aguem8yDoISYJIbi+0kHzbgUm/9cXdhxh0HAKBCbXVhyegspwhMthVF456jVgQkcFQ7Sdp/3LUjB6P1CUUATLBBA65xN0nPrQYAoErKAapOinM3OJn5JHd+YfX6oBw4p+Z+YfV66xdWrw+S3ImQBI7q6RQBI4yUFSXARPr3q4N+mrHl1hvf7vaW3HEAACrabm+lOFPwnNIYmeUk/W93e9uKopbPSz/CkarbSHK3fPclxeq6w2gnmb7vzwuK8kQufrvbGyoGRkVQAuhsnWHj6tvdXscdBwCg4u33doqBQmHJaAlM6tXH7UdAUkVb5fttM8nmt7u9zTG8P/d/ndjO8Ch2krS/3e3ZgouREJQAk9iIHKb+Myt2yw+6Tg8AAHVowwtLxkdgUt3nopMiILFyoFp99WGS9STrpz0I/+9XB9NJZsrfs27HE135drfXVwyMgqAEmLSG5GKSqz7mAABQuba8sGS8lpMMbDVTiWehEwFJ1WykOCd1fVJWKPx7oclhPTPqlT40k6AEmBj/bm0wnWS7AR2rre/M9truOAAANWzTC0vGbyNJ/zuzApMJrP+9JIuxfVJV7KYIR5a+MzvZK7b+3dqglWS/fnm/PvBO/M6sbc05OUEJMEkf/vU0Y5bEM9+ZNdsBAIDatutnknygJMZuI8ngO7O9gaI48zrfS7GC5GmlUQk75f1a/85s9c63UN8easG7kJMSlAA6U6fryndmbbkFAEDt2/e9JNeVxKnYSbHCZKAoTrWOT6eY3W+Gf3XUKlwUmHzsPdiuYvDF5BCUAGeus9qYLbd2krSHXR9uAAAa0c7vRVhymnaTLCVZ0ucYa71upRicnomApCo2kvSHNT3fp7M66EdglyRXhs6C5QQEJcAkfNSXkrzegEu9OHTwIgAAzWrr9yIsOW27SdZTDAxvK46R1eVOijMi5pVGZSwnGTShH15OQB2k2Ye+7yZpCYo5LkEJMAmNzdsNuNRrw25v0R0HAKCBbf5ehCVnZSPFCpN1RXGi+ttLckFpVMZyGhoUlmMsgzR3Oy5jLxyboAQ4Mz9fzHjYbMAHfDdJ67tmNQAA0Ny2fy/CkrO0k2JbroF+yaH7qospAhLnP1THcpL+dxu+kurnrS751HetpuMYBCXAWX68B2nGsuXnvmsGFwAA2v+9CEvO2v62XEvf7fY2FcfH6mg7RUBie61qEZA8+p27lOadXbL83W6vpwZwVIIS4Cw+1q2ycX6+AZd767vd3oy7DgAAyc+vDhaTXFUSE2ErxSDqetNXmfy87bWqSkDy5LrdTrG65HzDLt2qEo5MUAKcRQO0KTMabLkFAAAf7xMMYsb+pPVbGrfKpJzAt7+91jnVoFIEJEer69PlM96kINCqEo5MUAKcip9ba+QemW/8yWxvyd0HAICP9Q8GEZZMov2zTNb/ZLaeg9A/t2b1SIUtJ+nXtW56747cJ/9k1sRVDk9QApzGx7iTIiRp0iF4G38y2+u4+wAA8Mh+wiDCkkl2K8Us9PWqDzb+3NqgnSIc6cXqkSoSkIzuWegnudyQy73yJ7O9vrvOYQlKAB/h0dtN0taIAwCAJ/YXBhGWVEHlQpOfWxu0ksyk2F7rabewsvVuUd965M9GL8n1BlzqbpKWVSUclqAEGIt/26wD2x905XtdsxYAAOCQfYfFJP2Y6V8V90KT703YeYz/tjiLYT8cOe9WVdZGkv73ur2hohjbs9JLM8KShe91ewN3nMMQlADj+ODOpNhqq4kdna3vdXtttQAAAI7Uh2ilOBvjWaVRKRspQpPh987oIPiy7syUP+eOVL8+CUhO79nppf5hyc73ur2Wu81hCEqAUX5kp8vOTZOXzj9zVh0EAACoQZ+iyZOuqm4nyXD/973u+LZL+rerg06KYKQTK0fqQEBydu/cQeo/hnNR3eIwBCXASPybteV22aFpciP1yvdn5/tqAwAAnKhvYQJWPeymCE02yz+3vz87v33MOtFJEYq0yz8FafWwk6T3/dn5oaI403fuoObv21vfn52fcad5EkEJMIqPqj2FiwZe+/uz8w4JAwCA0fQzOikmYzmIu142ktxNEaDkgX9OiiAkKUKRVqwYqWv/uf/92fmBopiY9+1mzZ+1Tx03qKU5nlIEwAk+pNNlx8U+wsUsGCEJAACMSDnLvPVv1pb7SS4rkdrYP0dEP7J5BCSTq5NkO/WdADuTYqUiPJIVJcCxlFttrcfsriS59v3Z+UXFAAAAY+t/tFJM0nJYN1SPgKQa79l2kg/rWge/Pzvfcpd5HEEJcGT/d7HV1lUlkaTYd7f1p1aTAADAafRFeilmBTujAqrRX15KsqTPXJl3bJ3He57509n5TXeZRxGUAEf5YNpq6+Oe+9PZ+XXFAAAAp9ov6Sd5XWnARBKQVPsdO0w9V+8t/+nsfM8d5lEEJcBhP5S22vq4W386Oz+jGAAA4Mz6KEuxHRdMCgFJPd6trSSbqd/Kvd0/nZ2fdod5FEEJ8ET/16qtth7RAGz9oKvxBwAAZ9xf6cV2XHDWlpMs6iPX5r1a13Gg537QtSsIDycoAR73YbTV1qO98YPu/JJiAACAiem79GM7Ljhty0n6P+jObyuK2r1Xh6nfir3lH3Rtv8XDCUqAR30Q2ylCkvNK42M2ftCd7ygGAACYyH6M7bhg/AQk9X+ftpLcqdll7f6ga/stHk5QAnzMv7Z0/bEf1STtH2oMAgDAJPdpZso+jTMWYbSWk/T1iRvzLu0nuVyzy3ruh7bf4iE+oQiABz6CgyTXIyR5FA1CAACYcD/szq//sDvfSnIlxWQn4GQ2klz8YXe+p0/cKEs1fIf23FYexooSIEnyr1eXW0nWY6utx9n6YXe+rRgAAKByfZ1+knmlAUe2kWLC4FBRNPYd2ksxobZOPvnD7vxdd5f7WVEC7C9L34yQ5El6igAAAKrlh9357R8Wh/c+k2LQF3iy/RUkHSFJ49+hgyQ7NbusGXeWBz2lCKDZzq8t9zNVu/0mx+HK1uz8pmIAAIBq+mF3fjNJ5/ya80vgMTaS9LdmhSMc+Lup9FOvVSW9JAN3lvvZegsa6vza8nT5UXhWaTzRztbsfEsxAABArfpEiym25HI+IwhIePI7czv1Cpg/tTXrvB0O2HoLmvlxa6fYaktIcjg9RQAAAPWyNTu/lKQVB77TbDtJLm7NzneEJDzBUs2ux/ZbfIQVJdAw/2dxCNdSzJo6rGs/6s4vKgYAAKh1P6kVB77TLDtJ+j8qzp+Aw7wnp5Nspz7jSTs/6to9hAOCEmjWR20pyetK4kgNx/aPuvN3FQUAADSiz9RKMbHM6nvq3M8VkHDcd2TdxpWe+VHXebQUBCXQjA/ZdJL1JBeUxpFc/FHX0mMAAGhgH6qTYoWJPhR1ISBhFO/GVpI7Nbqk5R9153vuLImgBGrvX60ut1OEJE8rjSO59WfdeftVAgBAs/tTnQhMqLadJP0/a2BAUj6/jN4g9Rlj2v2z7vy0W0oiKIG6Nwp6cR7JsT6USVp/ZsstAADgoG/VjwloVEejApJ/VeykMVP+2p5VjmDhz6y0IoISqHMjwXkkx/fcn3Xn1xUDAADwQD+rF4EJk20jyaBBAUknSS/JvFvPMdlRhCSCEqidf+k8khN/IH/sAwkAADy+39WLwITJspGk/+OGnLP5L1eXWym2gDL2wSh86sfd+W3F0GyfUARQq4ZCO8mmhsKx7SZZVAwAAMDj/Lg7P/hxd76VZCHFFkdwVjaSXPxxd77ToJBkMcWB4sY+GJWeIsCKEqhPQ2EmxWwK55Ec3xs/7s4vKQYAAOCI/bFerDDhdDVqBUn5nE2nGPd41u1nxHbK8JsGE5RAPRoL/SSXlcSx7ZYNTCEJAABwkr5ZLwITxms5yaBJAUn5bE0nGSY5rwowJs/92Hm1jSYogQr7F2vvTydZikPLTmIjSe/PZ1/YVhQAAMCI+mq9FNv6GtRlVJaT9JvYdy3HPoaeJ8b9jP357As9xdBcghLQUGiyK38++0JfMQAAAGPqt3VSrDBxlgLHsZtkPQ0NSO57joaeIU7JJ/989oW7iqGZBCVQzUZCO0VI4jyS49lKsYpkU1EAAACn0IfrpFhh4mwFDmM3xe4RS00ftP0Xa+/3Y6txTs8bfz77gm3ZG0pQAhXzz1ff75UNJiHJ8VxL0v+LrhkCAADAqffnWilWmNg+mYfZKevHuj5r8s9X328n+VC14DSfwb/ovtBSDM0kKIFqNRL6MZPiuHaT9P6i+4KDuQAAgLPu202nWGGyGJPgKM7OHPxF94WBovjIczKMLbc4fc8ZO2omQQlUp4EwiFlHx3UrRUhiFQkAADBpfb1eilUETyuNRvZVl/6i+8JQUXzsuegkua0kOIvn8i+6L8wohuYRlMCE+9SqQ9tPYDdJ/07X/pIAAMDE9/06cY5JU/qp62VfdVtxPPJ5GMZqEs6wCno+m0dQApPdMGiXDSgzi45uK0nvTteB7QAAQKX6ga0UgUkvtuWqk50U540O7tjt4DDPwB0lwRm6cqf7Ql8xNIugBCa3YdBJEZJoGB/dtTvdFxYVAwAAUOE+4XSSmRShiR0GqmsjydIdZx4cpe4vJrmqJDhDu3e6L0wrhmYRlMBkNgp6Sa4riaN/yFKsItEABQAA6tRHbKcITGZiMl1V+qa21zp+fR/GtlucvYU73RcGiqE5BCUwYf7Z2o2lJK8riSPbSDLzl7OXLGEGAADq2l+0ymSy7STpJ1nXNz1RPTdYySTY+MvZSx3F0ByCEpisxsAgybySOLIrfzl7qa8YAACABvUf2ynOMenFKpOztpxk8Jezl4aKYiT1+kMlwYR45i9nLzn7tiGeUgQwEQ2B6STDmBF0VDspVpH4aAEAAI1S9oMWkyz+s7UbMykCk2eVzKnZSjJIEZBYPTI6zoVgkiyW71YawIoSOGP/dPVGK8XepUKSo7mVpPdXXQ1SAACAsn9pa67x2j97ZOmvuibsjakOO8idSfOpv+pe2lYM9WdFCZxtA6CdYiWJZdJHa5j2/6p7aUlRAAAAHCgnkg2SDMpJefsrTYQmJ3MryfpfdS8NFMXYWVHCpOmlOHuImhOUwBn5p6s3ZsoGrJDk8LZSrCIxcwcAAOAxyhnQS0mWhCbH7n8OkgzsZACNthhBSSPYegvOwP+xeqOX5LqSYELtJNlOsdpp/SeCKQAAqFN/tJUiNOnEmSYP2g9H1n9iq52zqp+9GC9h8iz8xIqy2hOUwOl/9PtJLisJKmS37Cws6SwAAECt+qfTKQKTmfLXxB0PhCOTVSc7SW4rCSbMzk+6l1qKod4EJXC6H/xBknklQYUtJ+nrQAAAQC37rO0cBCcXanypt3Kwgl7fZrLqYCvJHSXBBLr4k+6loWKoL0EJnM6HfjrFDBXLmqmD3RRhyZKiAACAWvdlOymCk06qHZzsJFlPMvxJ99K6Ozvx9e5unOfK5Nn4SfdSRzHUl6AExux/X7sxnWKmigPzqJtbSXp/PetgQwAAaEj/dn/FSbv8TWo/d6fshw+TDP961qqRitWz9ZhoymS6+NezVpXUlaAExvtxF5JQd1tJOsISAABobL+3kyI0aeUgQDnN1QC7STbLvvdmimBE/6TadaoXB7ozmZb/evZSTzHUk6AExvdhb5cNNctFqTthCQAA8GCfuJNkOkVwkhQrUVL+t6NOJtwPQ1L2s++W/75ttUgt6850kp8qCSbUp7x36klQAmPwv60KSWicrSSdv+kKSwAAgCP3oe8PVPI3DkxWJ1ZvDJLMKwkm0PLfdK0qqSNBCYz+Yz6T4uB2IQkaCwAAAHBE/9vqjVaSO0qCCfVJE0Xr5xOKAEb6Ie8l+SBCEpppvgwKAQAA4Nj+pntpO8mykmBCLSqC+rGiBEbkn6ze6MVhY7CTpP3fzawAAADgBP5JsSXbdkxGZfLsJmkZ+6gXK0pgNB/vxQhJIEmejpkVAAAAnFA5CG3XAibRuRj7qB1BCZzQPykOGLuqJOCeniIAAADgpP5799IwyRUlwQRaLFc9UROCEjiBMiSZVxLwEU+XW9EBAADAifz37qV+nFfC5LGqpGacUQLH9Mk1IQk8xq2fzl6yRBoAAICRMA7DBNpN0vrprLNK6sCKEjj6h3n6k2s31n2c4bGeVQQAAACMyk9nL/WSLCgJJohVJTViRQkcwSfXbkwnGSY5rzTgiS7+dPbSUDEAAAAwKp9cu9FOMoixGSaDVSU18ZQigMOZXhWSwBG1y2cGAAAARuKns5c2k7SnV2/0kvSTPK1UOEP7q0r6iqLabL0FhyAkgeM9OooAAACAcbjbvTS4273USrEd14YS4QwtlmOHVJigBJ5ASALH1lYEAAAAjFMZmHSSfDJFaHItRXCyo3Q4Jc4qqQFnlMBj/GMhCZzExv8oGqsAAAAASZJ/vHpjO/XbMm03Set/dJ1VUlVWlMCjX9r75ysISQAAAABgNJZqeE1WlVScoAQeQkgCAAAAAGMxSLECo24W/7GzSirrKUUAH/WzByHJOaUBJzJUBAAAAMD9/kf30t2fXb2xlORyzS7tXIrVMj13uXqsKIH7CEkAAAAAYOwGNb2u+Z9dvdFye6tHUAIlIQmM3FARAAAAAA/6n91L20mWa3p5fXe4egQlECEJjKnRM1QKAAAAwCP0a3pd8z+7eqPj9laLM0povJ9Zu9HOlJAERuyWIgAAAAAe5X92L23/zNqN5STzNby8fpKOu1wdVpTQaD+zZiUJjMm6IgAAAACeYFDT67rwM2tWlVSJoITGEpLA2OxGUAIAAAA8wf83e2mYZKOmlzdwh6vD1ls00j9aXWknU8MISWAclv5Xd+6uYgAAAACe5O/3pvpJbtfw0p7+R6srvf/VnRu4y5PPihIapwhJrCSBMdlNsqQYAAAAgMP4X925Yeq7qmTpH62uTLvLk09QQqMISWDs+laTAAAAAEfUr+l1nUuy6PZOvqm9vT2lQCP8QyEJjNvG33bnOooBAAAAOKp/uLqyneTpml7ep/62O7ftLk8uK0poyot2OsUBSkISGI+dJDOKAQAAADimfo2vbeD2TjYrSqi9MiQZJjmvNGAsdpN0/rY7t6koAAAAgOOq+aqSi39bnMfCBLKihLq/XIUkMF5CEgAAAGBU+jW+toHbO7msKKG2/oGQBMZtK8nM39ljEwAAABiRf1DvVSVX/q4713eXJ48VJdT1hSokgfG6lqQjJAEAAABGrF/ja1v8B6srLbd48lhRQu0ISWCsNpL0/86emgAAAMCY1HxVya2/687NuMuT5SlFQN38fbIUIQmM/COeZGlPQAIAAACM2d8Xq0qu1/Tynp1aXekYY5ksVpRQrwq9ujJIMq8k4MR2kmwmWU8y3LPFFgAAAHCKplZXNlPfydA7Sdp73bm77vRksKKEOr08BxGSPGgryaJi4Ai2hSIAAADABFhMcrum1/Z0eX19t3kyWFFCPSqykORhlpMsSqYBAAAAqKKp1ZVhkgs1vsRn9rpzm+702bOihDq8MHsRkjxoea8711MMAAAAAFRYP/VdVZIkgyRtt/nsfUIRUGVlSHJdSXyEkAQAAACAyisPPN+o8SWen1pdsW3+BBCUUFlCkodaEJIAAAAAUCP9ul/f1OpKy20+W4ISKmlqdbWdTF1PpuJ377ew150bqB0AAAAA1EWxqmRqucZjeueSqYE7fbYEJVROEZJkqCQ+YmGv2/VCBQAAAKCO+jW/vgtTq6u24DpDghIq5b6Q5JzSSJLsJnlOSAIAAABAXe11u9tJlmt+mf2p1dWWu302nlIEVMXU6sp0kkGEJPt2k3T2unObigIAAACAettbTDKT+o4Nnksx9tlxr0+fFSVUQhmSDJOcVxpJhCQAAAAANMhed+5ukqWaX+aFqdUVW3CdAUEJVbEeIck+IQkAAAAATbSUZKfm19ifWl1pudWnS1DCxJtaXR0kUxeSqfhN7SZTQhIAAAAAGqdYVTLVr/n437lkat3dPl1Te3t7SoHJraCrq0tJXlcSSZKtJL29bldIAgAAANAg5SHfLSVxz3rqf47xlb1ut+9Wn9IzJihhgj8AvSTXlUSSIiTp7HW7dxUFAAAAQH1Nra7OpDjQu53kghJptGdMmj6l505QwgR/ED5QEkmEJAAAAAC1Vq4Y6SeZSf1XSnB4O0naxgXH7ylFwAR+GNpJBkoiiZAEAAAAoLbuC0jmlQYP8XSKA+x7imLMz6IVJUzgx2EzkvNESAIAAABQW1Orq4spQhLjYDzJwl63O1AMY3weBSVM0MdhOskwyXmlISQBAAAAqKNyDGyQ5FmlwSHtphgrdF7JmHxCETBB1iMkSYQkAAAAALV030RhIQlHcS7JoKw/jIGghEn5SAySXFASQhIAAACAOrKbCid0PsV5JYyBoIRJ+EgsxoFViZAEAAAAoM6GEZJwMvNTq6s9xTB6ghLOVPlgX1USQhIAAACAuppaXV2KkITRWJpaXW0rhhE/ow5z5wwwxd2gAAAgAElEQVQ/EO0USfq5hheFkAQAAACgpqZWVztJbisJRmgnSdt44uhYUcJZfSD292QUkghJAAAAAOpsoAgYsaeTrCuG0RGUcOqEJPcISQAAAABqrNx2/mklwRhcKLd0YwQEJZwFezIKSQAAAACaoK8IGKPXHe4+GoISTtXU6mo/yXzDi0FIAgAAAFBzU6urM7GahPFzuPsICEo4zY9DL8nlhhfDboQkAAAAAE0wowg4BeeSDMvjDjimqb29PaXA+Cvaymo7ziUpQpK57qYaAQAAAFBvUyurd+OMXk5PsYvNnAnax2FFCafxUXB4u5AEAAAAoDGmVlZbEZJwus6nOBuaYxCUcBqGEZIISQAAAACaw5kRnIX5qZVVYckxCEoYq6mVtUEydT6ZSkN/u8mUkAQAAACgUabaDR4P8zvb3+tTK2s9z+DRCEoY3+egeCDnG14Mnb25WSEJAAAAAHBargtLjkZQwlhMray1k1xveDEsCEkAAAAAgDOwVI7RcgiCEkZuamVt//D2JlvYm5sdqA0AAAAAwBk4l2QoLDkcQQnjMEyzD28XkgAAAAAAZ01YckiCEkaqOLw95xtcBNeEJAAAAADAhDiXZFDuAsQjCEoYGYe3Z3lvbnZRTQAAAABoPOfWMknOp1hZIix5hKm9vT2lwMkr0upaO8mHDS6C5b3ubE9NAAAAAGBqda2V5I6SYMJsJensdWfvKooHnllBCSN48U+nSMmfbuoLZq87a58/AAAAAO6ZWl3bTnPHy5hcwpKHsPUWo7De4Jf+VpKOKgAAAADAA4aKgAlUbMO1ahuu+wlKOJGplbV+9nIhe0kDfzvZk74CAAAA8BB7GTR0zMxv8n/ns+fMkvvZeovjV56VtU6S2w0ugp0k22pCJd1NsV3cdpLh3tys+wgAAACM3NSK7beYaMU2XHMmggtKOO5LvpVioPmc0qAGdlJsIbckNAEAAABGZWplrZfkupJggglLIijh+C/5zRT72UHdLCfpC0wAAACAUbCqhArYSTKzNze72dQCcEYJx3m5L0VIQn3NJ7kztbK2ZJ9GAAAAYAR6ioAJ93SS4dTKWrupBWBFCUerMCtrM0k+UBI0ROPTdAAAAODkyonHrysJJtxuim24GjcWJijhKC/0VpxLQjM/EIt7c7ODaj+/N1tJWm4nFXB3b+75zTE/Dx3FPLE29+aev6sYaEbb+mY7yaFWr+7NPT9UYnC2bQLPIaf1zq8zz5Gt7KmUhaqPhR35+RSU4GUO9f9ATK3c7Ce57DZSARt7c893xvw8aPxUpC6Ufw6T3E0xWUOQQhW+ufuDYfvvsv0/WxnN3uQ7Sbbvez5SPh93DUDBveewUz6H7VN8Doc5hQkfTPz7v13Ws/06aAzl8c/Q5v6fTfmGlVt8D9UNKuKNvbnZpca8xwUlHPJFbnkgJBf35maH1XyGBSVUhqCEw3SsN8sO5tCAFGf4bd0fhO3kYGDs/IQ8I9vlM7IfMG67Y9T0OWyVz9/+s9jKZByWvP+t2vQc1rr+dcp610lyQYmMxNZ9bbz1+tYdYQmVsrw3N9trxHtdUMIhXuDOJYHCbpL23tzsdvWeY0EJlSEo4Tjv5mGS9bJTva1IGNO74/5QpJPJGIw96nMyjICRejyH+89ilZ5DQX896uBMkv2fbcnH71bZxluv26riMiwZJHnWbaYK/fQUZ/jWenW/oIQnvbhbcS4JfOTjsDc326lgg74fQQmVecYEJZzIVtnpXBeacMJ3xXSKgbBOqheMPImAkao8h63y+dt/Fs/V7Dlc338WbS050fWwnWQxwpGzdivJoG4rTaZW1haT9NUtKtLP6tX5kHdBCU96YQ9jCSk8qHJ7NApKqBBBCSOtTzkITQxAcZj3QysHM4Wb1AbeDxjNcmeSnsNemrUtjaB/8upiL0VAYnukybJTPitLdWnflZOU+0nm3V4m3G6KlSXDWr73BSU85kXdj4FVeNSHoVWlJYeCEipEUMK43tvrSfoGn3jIO2E6xYBsLwbDEoO1nM1z2Eozw5EnPYcDQf+Z1MdeikHrp5XGxLfvllLPwMTqJSbdwt7c7KB2739BCY94OXeS3FYS8EhX9uZm+xVq7PcjKKEaBCWM262yQz1UFE1v797cH5S1N/hj3skpBmoHioIxPYe9FAOCnsPHf7cGdT7YesLqYz8CkqqpXWBS1Me1/S0H2+VPcMKkqd0h74ISHvYynk5xLonGATzazt7cbKtCjf5+BCVUg6CEU6trKVaYDBVFk9q5N6dTbKPS09Y9kt0cbHOyrTg44XPYKp/BxRj4O1L/IzXbbmiC6mSnLFvfhep/qxaF+4zvXbE2neJcKSsfD9xKcW5JPVZ1CUp4yIO/HjN64DCe25ubXa/Gcy0ooTIEJZx6nSs71c5lqHX79mYr9v4eZYfYqiyO8xx2UgQknsOTW47tJEdRJ6dTBCTGP7Tt4JDvjbV2irBE0H9gK0mnDmHJJ9xLHnjgexoJcGgdRQBQeReSfDi1cnNQDphQq7btzc7Uys1hkjsxODsqzya5PbVyc1gOfMNhn8PbnsORmU9yx3N4ono5k2Q7xj/q3LbrKwpGbW9udjPFlpEcOJ9kswyRKk1Qwn0NhbVWin0dgcPRKQGoj/kk21MrNxcVRR3atR8ZmL2gRMbiQgQmeA49h9Wrl9NTKzfXk3wQM8Lr7nL5bLQUBaO0Nzc7TPKGkviIp5MMqx6WCEq437qGAhyJfSkB6uVckqtlp7qtOKpnauVmy8DsqTNQy4PPoYDkbJ9D369H1812ivNYrSJp1rOxWa4ggpHZm5tdSrENIh/tSw2nVtYq+7wJSigbDGv9GPSF4zw7BgQA6tmp/tDqkip9j29OT63cHKTYYsvA7Nk9N7fN3m30c9gqZ+oLSM7++zXwHH6sfvZSnCvgwPbmOZfkA1txMWp7c7O9FGfi8LHnba1Xxb+8oIRyVsXU5WQqfn5+x/kBUFP7q0ucXTLZbdl+in3mnX0wGS6kODthybPTmGdwunwO78RM/Ukxn2IWfd9zeO87cT120Gi6y+WkChjlG2YmmdoyLvax3/UyoK4UQYkGw3SKLbeA4zEAAFBvF1KcXdJRFBPXju1MrdzcTnI5Br8m0evls2O7k3o/hzMptjK6rDQmzrnyvmw2+RtWDoyrn+ybn1q5uSlAZFT25p6/m+Jw912l8THXqxZOCkrox9JTOAl7AAPU37kUWwr1FcXZu2+brdvasZV4dj6wHVctn8P984A+8BxOvKfLb9h60waHy2+F1YY86HwSK4YZmb2557eTdCIseZj5KoUlgpJmN247KWZ6Acc3VAQAjXG53Pddx/rs2q8zsc1WFe0fpuvcn3o8h4spVpE4h6Rank2DVnmVQZ5vBY8iLGGk9uae30yinfNwlQlLBCXNbdxOJxkoCQCAozX0dazPpu1aHhL9QWyzVVXncnDuT0txVPY5HCa56jms9HP4Qd1Xl5QDcoI8nkRYwkjtzT0/SLKgJB7eh6pCWCIoaa5+LJGGUbirCAAa2bHenFq5afvFU1Cugt6MQ6LrYn91ibNLqvUc7q/mMvhcD/urSzo1rKuDWEnC0dp0whJGpgxLriiJh5r4sERQ0tzOpi23YDQfwU2lANBIT5cda2HJeNut/TiLpI72Z7Xbyq4az+FSrOaq63N4u7y/daqrQhKO6nzsuMII7c0930+yrCQeaqLDEkFJ8xq5ttyC0dlQBACNdi7CkrG1Wcstfi4rjXp3lj1DE/0ctqZWbm7GJLu6e73cEm+64vW1p65yAs/WKTTk7O3NPd+LsOSR7b9JDUsEJc3Tjxl5MCpDRQDQeMKSESvL0kHRzbG/7YmtuCbrOeyUz+F5pdEIF1JsxdWuaH1tJ7nuNnJCr5eBG4xEGZaYYPtwExmWCEqa19g1wwJGZ10RABBhySjbq70UExFM7GneM/RBudUaZ/8cLqbY8u7/Z+/+XxxJ8jv/v7JnFuPDXNXCGcOyuDRguPvFLs1ibI4DV47BHIZlW4MxWF9qlDUzH/P5rdV/Qav/glH/uuuZSk1LJYMxozIDZlnYyTKYxcbsqry/2LAwKmMMyy5s6Th8HMeR90OGutXdVdX1Rcr4ks8HJN0z+0VSREZmRLwj3kGqreq1wx/5NlFsdsJkVB/WZEB/DmvWkHRKMVzIuWAJgZLqdHZJuQWs1ynnkwAAVhAsuXt/daBiRTCTs9X1yPVDPivQDlNJH1ESlXboWTuc8t7AmvtznJ+Ftck7zXNJsQiWXMapYAmBkuroiZV5wDqRvxQAcNHgOmNwfXNmgMTOZywHzDPaUeltcNucR8JB2Fi2w6nr7dDsfiJNI9ZtV0XaemAtCJZc652TuvBFCJRUo9NbFwdhAut0lneaKcUAALgAwZKb9VOZnMVFlueW1CiKctqhitRFnEeCVfddfp+Z50OfasKGPDDp64G1IFjyWl0T/LaKQEk1pBQBsFYJRQAAuMIu/a/XY3IW12hHM9LZbbwd1sWh7bi6HboaLElFyi1s+B5j4QvWiWDJa31k+5wsAiXhd3x7dHqBtXqSd5oZxQAAeI37HEx9ZR+VIAmug7N/NtsO66YdkqIZV3EuaGkm0ki5hU3bUZHGHlgbgiWvdRiNJg1r75c8z6mCcDu+NRWrg1hlAazHqaTYvNh8ex70VXIKvrzTjLhl4Gh7KLvz8zjvNPuU/JV1Upe0ba66uWoKYxL93bzTnFLLr9T3VNWZnD2VdK5iQlorf+o6iy9W2odM29he+bMqE4UL0web0YLW2g6zCo0VX26HM/PPkjTPO835Ndvg9kvtsFahZ5kT7dAE2uee3LsLc69lK/fczMfx5BrqLTZ/jU3biT16/rx11TMCuMOzLBOLhpx63xAoCbvRTVXkFQWwngd13dcOEoES4IX2QKDErwFEXVLDDKh9HEh4/f7YQJ2GPjl7qucTYrMyBnhmcdQywBgr3OAJwRLaocvtMFYRNKl7/L7y4p1mY1xzizJKJU3JRHCtZ1Fi+nkuBxyP806zQY1hQ2OdTARLnHnfECgJt7E1JH1GSQAMzG0NKAiUwOH2QKDE37qrmcF04tmA4iTvNGPqL8jB4HJCNpOUubJK2Ezaxqa9hFTeBEvufm+EGCRZtkNnJqbN8y5euYJ67uWdZt1iuc4dvX9PJKV5p5nypLlV3TZUpLlyNdj/DoEv0D+28n4vNasLgZJwG9lM5JoF1vVgbvi+EphACfBCeyBQEkY91s2AuuvJV670fRDYIPBUz1cLzz0p+4a5QthtTrDkbs/NTGEESY71PDjiQzusyc9A/2We5J1mz0I5pg6+988kJUyir62OY0l9uRcwYdEL6CdXoO0RKAmzgfXl9lZUwKcBWBJCDlkCJcAL7YFASXgDi565XJ/8e7uKk7uBDP7OVARHUp8XT5i6SOT/ZC0p7W5X974vpvMqSHlFXdRUBE16ntdHqe80B3eTLCT1805zwBNmI/WdSBo41rdjVwk2fd+n8mcRWJmGeaeZlFIHBEqCa1Q1SV9SEsCdnEnqhXT4LoES4IX2QKAkzHrdVrEC8YHDX9NauhLLdTOTv5Pyx5IGIU6MeLgr65X2pJLTMXj+fMw8bodD0w5nAdZNrCJw6Vs7LP3MBscWhAaRdcCTZ9dU7uwuKW2yFpW+71MRLLnIQRmpDe9RzsFJKQLg1s7Mw7cWUpAEAKog7zTPTRqQt1TkCXfRbjSa9KpUL2aw59vk7ELSE0lv5Z1mI9TVo3mnOTMTPl+V9Nj8bp/sqpj8x+tNPW2HjyV9Ne80k1B34+WdZmba4VsetcMzFcGdsrny/hzmnSY72srr28WmbbigaxYnA5u87xPTD8WLDs0in40iUBLWQDSWuwdfAS539IcqttHWOHwPALwfXMzNoPpduTnh1DcrJKvQN+3LrxVxy4nZWt5p9qoyCWYmovqSavIvYLJrgnG4vB2mno0RV9thvyo7hsy7y5d2WHpqYpOGyYUUTAfsKLDSPvqSDly5/6kRlHDP9xy6510y3fQ46k3KOChVGSS8bf7clhRT7biFcxU5mmekawCAYAcYU7Pqz6WUDVIx0TMIfaBtJrV8OjPvsYrUPucVbjPnKgJ5A/lz7o9UrPCdk+LwwnboU2q1hXk20g7dbocHlnbZJY789pQni7W2kUajiSQdWv4qiYpUr0BZ97xrZ/XYtGPGdvHG+k6cURJUJ/ijCvzUhxyWBtzqGdEXZ5QAy/bAGSU8A10Q7IGgZlt85smg7ljFuWRzWsor9ejDuT+r3iV16gv1F0v6wpOv+0TFodgsYLq4HQ7kRsDLSqDAkXNYCZK40yYS2Q+W8L4B/Wq7Nja+JvVWWIOY0J0QJAEAADdlOtKupeIKsu+2cvCq64O5MxXBKg7jvbzdLM/9eVvunvuzKiV3/LN2WDPt0PnxnaS3Tao7giSXt8PEtMNTi1/FZqCgYbkanhAkcapNpJIeWv4aDWoCJd7zM0l1y+8A1zwyC0LWjkBJGPoKP7K4ELkgAQDA7QcZy23argRL9jbVwbcsVbEt3mWPzblkGS3jegN0c+7PQ7l9bsKWSshd7QnXg5ULFZkC4lAPad9QO6xbaoe2d1PYnAc4MQFjuNUeBirOGbWFQAnKvufnZhxzQmk87+tsos9HoMRzZrXQgwr81ITVfgAA4I6DjJncCpb0A+uX9iTdd/grnqpYvd6nNdyq/QxUrGh0eZC+qyJNUZXHhwNTDq46kVQnU4A37dBqkMTMd9i6nxdiQtxlPRW7Q23YikYT7g2U/fw/NwtXhpRG0Q61gbO6CZT4rwodzGPyPwIAgDUNMmaSahYH16uC2VVi8ie7fF7ek7zTrLN6/c7tZ76yu8RV3apOYJnf7fIiuuUukjmtaS3t8PGGP8qFczlstuWElHBOt4Nz2d1tFFMLsHTvJ473w8p03yzUWps3KVOvO8Kx3F61tw5nIuUWAABY8+DaTChmsp+epu/7YHvlXBIXLSQ1SLO19jY0iEaTTMVKPhd3L6TRaFKv0oS8aYepw2O6BoHKtbfDfjSaTM3zd90pD105vNzW+/GExZpetIEsGk2GkroVujddeefUVQQy6yoWIO1yR8LWWCoaTabr6vOxo8Tzm6ECv5FVHAAAYBODa1fScO2ZwabvfVIXzyU5VZHiJ+OO32gbOnbw620kHYPjXD2X5Ni0Q4Ikm2uH607FdeDQ4eWxpc/lXBK/+iA27FbtTKxoNKlFo8kgGk3OJf1I0iMVi7cJkiCYPh+BEn8fUA1Je4H/zCcMbAEAwKaYCabEga/i7YSM2eHsYqqfoSRS/Gy+DZ3nnWZDm08BdBt7607H4HA77Dk6Nnycd5oNFr6V0g5jSU/W8H/nTJDELCKwEfwbEtjz6v6fy96ZDXFF3jG1aDRJJX1p+nxb3HkItc9HoMRfoZ9NcqZq7JgBAAB2B9hT2Z/k7fq4KtHhVD8P806TXcnltqO+pAPZ36H1sr45DDpY5ve5OG46MPcFymuHPdMO71JnLj3Tbe22HHA3eadfsXu0zHdMX0WApMttBtefA+vo8xEo8fNBlcjN9AbrxOAWAACUwkzmnVj+GomPAxIH+6QHeafJJJeddpTKjXR2q6qQgmsgt1b3LiS97diEe9Xa4bu3aIcHDtaZjUnoU3aTeHnfz2UnDWQcaplGo8m2OYvsEXcYPLGWPh+BEj/1A/99pNwCAABla8juBG/i2QC6LrdSbi0kvcvkrF0Onf2zas+kLQ6O+V33HWuHMRPN1tvh9Ibt8MDRZ6eNQAmBdn/ZuIdrgb5b6pJmCj/dP8Jz5z4fgRL/HliJwt5NQsotAABQOrOTNbH4FXY9O9Q9dei7LCdnp9zJTrQlF4Mlg9AO3TW/Z+BgOyRI4lc7PHA4wGzjnch7xN97fmrhvRPc3Jzpi2YKP4sNwpXepc9HoMQ//cB/Hym3AACAzUH2scWvkHgyiE4k7TrydZicdbMtuRYs2ZEU2sHuPbkzkUU7dLsdnl7yXzlwfBde2SnlTpmL8F5moU8Uh1J4K2fPcVg7fLZ1lz4fgRK/HlqJwo7qDkm5BQAALLM5mep8eiDHVrEzOeswB4Mlj0I52N38jke0Q9ygHQ5f+o+cDpJYmnxmN4n/Morgzm1gl2JAAG7d5yNQ4pd+wL9tofBWeQEAAM+YA0EfW/r4HQ8mcntyZ6Vhj8lZ59uTa8GSUM4fcGVcSJDEj3Z4nneaiaSH5l8dcJ7ThbiPqcPbiEMouGg06YkzSRCWW/X5CJT489BKFPZuElJuAQAAlzrWtiZ2nd1V4tgqdib6PLESLHHBfd/TpJjv33Xk6xAk8astDiR91ZNnZ83CZ3Iv+3+PZ5TCrd4r2+KsYITnVn0+AiX+PPL7Uq5ArxMO3wQAAA4NtM9lb+W5y+m3XBlEPyZI4l2bmkk64D4O6vsfECTx9v3mg5qFsplzhwThjCK48d0/kPKtgOccuap73bjPRKDEA9HoKFG4u0kW8uTgUgAAUCm2dpU4mfbA7CZxYRX7MO80+9yeHk7DFMGtxw58lT1fd5WY7+3CM4JgJULD5Ho45iV/Xs3nwopGR9tyZ5cisIE+39GN+nwESvwQ8mBwkHdac6oYAAC4xKy6Te0MWp2cxHWhP3oqzrTzvV31JR1zP3v9vY8JViJAc4oAt1Tz/PsnVCECd6M+C4ESx5nIV6i7Sc7yTotONgAAcJWt9FuxW/1RJ3aTLCQ1ONMuCInsr972bleJI7tJzsSkGgCE9k4GQnajXSUEStzX54EMAABQPpOv/NTCR8eOFYUL/dGE/PHBtKtzuXEWj2/jLBe+L8FKAAhENDqqSdqlJFAB1+5DEShx+6EVy9E81WtwnHdaGbUMAAAcZ2NXSd2d/qgTu0mGeac55VYMhzkE/KHlr+HNrhLTDm2PCx9yeDsABCWmCFAR195VQqDEbUmgv2sh8ksDAAA/2Jig3zITo/RHi1Q/9BsDlHeaA0knjLeupW/5809MfQGh2qYIUEE1igAVcq2+FIESR5ktcN1Afx4HuAMAAC+YNDM20m+5Mni1HaRISPUTtETFIipbug4FJS8ZF062LY8LFyJlMsJH+iFUUUwRoEL2zFz7lQiUuCvUlXNnsncwKgAAwG3Y2FViffAajSaJpC2LX+FJ3mlm3H7hMufO9C1/jYRx4ZX6nA8EC0oPkJugJAAgXK/tc75JGbknGh1tK9xVO/2802JVIAAA8Ekm6VHJn1lz4HfbnKA9k3+HbeMW8k5zEI0mDdk7g6Pn+L1mc1xIyi3YYuM8nLp538Pvd0pMKQC4RCMaHW1fNS/NjhJHK052V+9tsKPdSqleAADg2aA7s/CxNZu/ORpN6rKbiqRHyq1KsRmU2zK7p5xjAkg7Fa0XoGwxRQAAQdtSMed+KQIlDBTK1KdqAQCAp8o+dLpm+fcmNss67zSn3HLVkXeaM0lPLH6FhqNFY7MdDk29ADbY2lECAAjblXPuBEocE42ObK/e25TjvNPKqGEAAOCpsidtdiz/3sTiZ/e53SqpL3sHu9937VB3c17CfUsfvxC7SWCRpR2F9yl5AAjerpl7vxCBEvf0+F0AAADOqUwaKJPux1Ya2CEHuFeTmRi1eR6Ga7tKbH6fAanv4IBTS+8/oCrYNYiqSi77DwiUuCfEF/Mw77TmVC0AAPBYVvYHRqNJXMH+aJ9brdIGsrerJHGsLGwtNFvIbsAKWJrxHAA2ak4RoKIufdYTKHFINDpKFOYh7gx4AQAAvOiPTrYldS19/DDvNBm0V5jlXSW7rqTfMt/DVjpmdpPAFTbeB86l4QM2KKMIUFFb0ejowoVhBErcEuJuksfsJgEAAL6rUDqo2OJn97nTILu7SlwZj9n6HuwmgUtsvXcTih7V6Nu2ZpLOKAlUFIESl0WjI5uH9dHRBgAAwKWDhhKwmwSSrO8qSSreDtlNApeeBZmlj+6Z3ZVAFUwpAjDmeY5ACYPSDXe0W3S0AQAA6JO+TkrRY3UcYelzraffMhO0e7RDQJJ0YuEzt8QOR/C+BUJ3YfotAiXuiAP7PewmAQAA8Ig5PN7GeXmnFUpthmswuxqGFR2XsasLeM7Wu+FBNJrUKX6E/75tzWUnIAm44JU+H4ESd4S2o4TdJAAAAJ4PFsrqN1L0cOi+aFS0HabccnCQzbRAtAlURY8iQEWxo8RF0egolp3Ve5vCbhIAAIAABgsl9RvJj41X5J3mTNKphY+OLf90G59/xq4uOPwcWFj6+N1oNGFeAxVoZ62ZpCeUBCpoJxod1Vb/BYESN8SB/Z4pu0kAAAD8Yc5F2LXTb+TwaFwqtfCZW7ZS7pjzUXYsfDSTwXCZzWD6g2g0SagCVEBf0hnFgAqKV/+BQImDlRLIAxYAAAD0R1+H3SRw8f6IaYeAM1LLnz/gvBKEzix2bsjeDi7Alhd21L9JeThhL6DfciYpiUZH1KrfziXNJJ2bbZgAAFSaWekdMhuTQGd5p8kELS6Vd5rzaDQ5lnS/5I+OZWeXRWzhM085xB2OPweyaDQ5k53dVlKRJj2LRpPYpAIDAm1rrVk0OkokfUZpoEJe6HsRKLE+6D6KA/tJO5IeUbNB3aOSdKJipdk077QYSAEAqqhWpUFCSTJuK1zDVHYCJVVphym3GDyQyu48A8ESVELeaU2j0dGBpENKAxWxFY2Oasu5TlJv2RYpViRxcTl+7SnSR4r0ZTQ+SqNxcAE+AABep2bhM+clfpaNHc7sJsF1ZHYGzeXuIjPnBO3QDoELpQ58h2WwJKE6ELK800oV6W1FWjAXxlWRK17e/wRK7IspAnimK+mLaHw0jcZHNYoDAFARpb/zykqHYyn3+oK0W7hBOzi18NH1wD9PKtLfzbnL4MlzYOjAV9mSdBiNJgNqBUG3uXZrZvq+J5QGKuBZH4xAiUOVAXjmvqRZND5KKAoAQAXE9EfXKuOWguP3S9ntwsYzhmAlfJI69F0eRKPJjEPeEbK83VJA4kMAACAASURBVDrP261Y0oGK84iB4MdCBEosikZH28q1pVzi4vL02lKuw2h0lNKiAQBV6UCXpMwVfDUL5ZlxS+EGbEzox4E/Y2iH8EreaWZya3X7rqQfRaPJwKTOA8Jse+1WmrdbNeU6UK5T5sG4AryepSAmUFKtATewKV2CJQCAUJmzCrZK/tjzEj8rtlCsGXcWrj1JU0yQhj5Wq9EOgdfqO/idHkiaR6NJv+yzjYBy38WtNO+06pLelvRYReByQckgjPHeUV2S3qQorIopAgSkG42OlHdaCUUBAKDPdmezEj+rVvJvW+Sd5ozbCjd0Ij1f8VeCsoOjuyV/3lneaZ5zW8EneaeZRaPJsYo00C7ZkvRI0qNoNBlKmnIOF8Jth63Zaj81Gh1ti4XgVdYvuX+2yfHQjECJXWzPRGi60ehonndafYoCABCQhoXPnJf4WTsl/zaCJLjtfVPqQDwaTeIydrNYOucg45aCp3pyL1Dywpi4GBdPFqadZeb5NSM4iRDlndY575TqMtllQgiU1CVNCZRYvZuIuCJIj6LxUZa3W7woK//CnHAPODaoZAU3cGuxhc+cl/SstvHbeD/gNmy8w7YD+xzb5YnNPMfrkgZlfmbeaca2fm/eac6j0eSJipRXLttSEdC5v1JXklvnrNh8/2eSzhmfAL6/hDSVdBjAL6lJpN5yohKAAKXR+Kiet1usmKm2PYrAKexiBG7T9x9NGio/BY+tMxnKwqQIfLlv6irnIPmYdog79vGq1u/uq9jtuePhd6/yGGn1tz8y/SxJOjPPpJmkLPA+EBCUvN06j8ZHpyo/hei61SQOc7dthyJAwPd2j2IAAATARtqt0xI/K7bw++bcVrjxQNzOquOQFxkQKIHPz4NzxptB2VGx8+aRpC+i0SSPRpMsGk160WhSo3gA54VwJlNNIlBiTTQeb0u5uLgCvnrFfQ4AgKf9tdFkW0Wu8bJlIZcraTZwB6clf149sM9ZWnBWAgJ4l0wlHVMSwdqT9JGkL6PRZE7QBHD6iZwFMIe5IxEosYnzSRC6LUkJxQAA8Jit91iZgYSy+6Rn3Fa4g1An98teXESwEiG9p3mvhG9Hz4MmWTSaJBQJ4I683c5C+B3ReLxNoATAJrEdGgDAe+zmyhxslD1BO+e2gidtQyrvLAHaIXALZmdUg5KolD1Jhyu7TMhiAbjhNIDfUCdQYg8Pc1TBTjQes3sKAOAds1rRxnlyZ3mnOQ+4aFnJDryq7ANQ5xQ5QmHSOT6kJCpnuctkHo0mfQImAH38dSBQYg+Tx6iKmCIAAHiob+lzyz4Msew+Keci4C4yigDAy/JOcyBpSElU0paKQ+DnpOQCrJoH8BtIvQVg42KKAADgE4u7SaTyJ4K3qHHgyudBLcCflVGzCE3eaSYKI/ULbt+fOYxGk1k0msQUB1C6EHaUkHoLwMbVKAIAgGf6lj53kXea08DLNuP2An3Z5wINxAC2xCJYUnW7kr6IRpMB6biAUgWxa5xACYAyOioAAHghGk36srebZEoNAFcK8YybGtUKrIc53D2WtKA0Ku+BJHaXAOUhUAIAAACEwqzsfmTxKxAoAa5gJkEB4HXPiVgES1AsfPnCLIIBsMlnb7vNYe4AAABAQFKLn12FtFsA3DCjCBCyvNOciWAJnnsUjSYZqbgAvA6BEgAAAFSeWW24Z/ErpNQCgDKwMwcVuc9nKlLbcWYJZPp4WTSa1CkKAJchUAIAAIBKM4PmR5a/RkpNAACwPitpuAiWQCrOTyVYAuBSBEoAbNoZRQAAcJVJw5BZ/honZuUrAABYo7zTPM87zbqkIaUBSVuSfhSNJglFAeBlBErsva65uKpyzWnvAAAXrQRJtix/lZTaAFDis69GKaByMzCdZiLpISUB45BgCbDGvsV4tB3CHCaBEgCbllEEAABHDVSkYbDpLO80U6oCQIlqFAGqKO80B5LeFlkPUCBYAqxPECntCJTYQ3oFcK8DAGBJNJqkkroOfJUBtQFcu91uUwoA7sKkuiQVF5YIlgB4hkCJPecUASpgkbc7U4oBAOASh4IkC1Uv7RYT3biLEA/gZVERUDJzbkki6V2xuwRFsIQD3oG7iUPokxEosTdE5+KqwkWQBADgVg/MnSCJJA3yTrNqi2eYiIB3g+ZN/p9begYQsASK9jc176XHlEblZQRLgDuNsrYDmMM8J1Biz5wiQAX0KQIAgBNd99FkOxpNMrkTJFnIjbRbrKSFT0qf4A80mMlkILDSxvNOsy/pLUnHlEhlbUlKSfEIVLtvQaDE1su43Z5TCgjcCfc5AMAFZoVgJmnPoa/Vc2QCtux3dY07ElUfhANwT95pzvNOsyHpHUknlEgl7ap6KVGBddkL4DfMCZTYfRUvpFxcXIFeCW0cAGBbNJo0VARJdh36Wmd5p1nVgXiNuxJ3UPZK30VJn1P2pCwBJ+CyWZpOM8s7zVjS2+LA9yq6H40mfYoBuMF4azyKQ5jHzNttAiWWcXAfQvU4b3fmFAMAwFqHvUi1NZD0mYp0Ci5JHPouZb+va9yduIOyJ/hDHa+RWgZ4jbzTnJkD399ScYYJqSqr4xHnlQA3EgfwGxYSqbeqNjAFynCatzt9igEAYEs0msQqJjgfOPj1jvNOM6twf3SHOxR3UAv0d5Wdhm+PWwm4HpOSq593mjUVabmGKm+3GeyZcl4JcG2NAH7DTCJQUrWBKbBpZwojkgwA8FA0mtSi0WQq6Qu5OSG/kNRz7DudW6gn+gq4rbLb9Sywz3nhecntBNyMScuV5J3mtorUXI/FeSYhv2/6FAPwmv7EeFSTWymOb2suSW9SpVaRegshWUhq5O3OOUUBACi1g15M+PUldR3/qv2805zTHyX9Fm7VzmMLH3se2Oe83A7n3FnA7eSd5mz1HWqeUbFpWzWxcysED6LRJDV1DeBijUB+x1wiUOJEJQABOJWU5O0OHQisekwR8M4BNsmjAIkkneSd5sDB72Vjgpa837iNmoXPDHZHiYoJ3YzbClgPk1Yze6mfsr3yzquruucD1VYu31JwDkTWDOAqSSC/YyYRKLH7Im13ZtF4REHAdydiJwkuHiz0KQUA62YmHRqmU+7Las2Fq4OIvNOcRaNJ2R9LoAS3EVv4zLL6t3MLv412CGz+HXuu58GTjBJ51peLzTM99qAvtxeNJkneaabUHPBSWx6PYoWRdutZX4xAiX0nYksm/LSQ1M/bnQFFAQDY8IC6ZgbTDUn3PfwJiYMpt1adqdwVnvR9cRulT+ybFeJlfM6cgCWAqljdfWMWwCQqznBzdbdJX1JKzQGvjnGCeS6ZDDkESuybM1iEZxaSppJ67CIBAKzbSpqK5RXLvzQNq4Z5pzn1oD+6U3I9x2VNQiOY50LZKxbPSv68shfQ7USjSc3xIC6AwJldNwNJA7PTpC/35sh2otGkT8YEYKVvVhzi3g3k55ws/0KgxL4soBsLYTtVsYoiJUACADcSR6MJA6srymfl76EtHjlVsULSh/7onoV6z7j9cYvnRFnKPjdkbqkdptxeAFxgFlDE0WjSUBE8cWmhTE9FEAdAIaT28KzPR6DEocoIxAlVGoxzc3/OJM3ydmdOkQDAreyJ3aNVtJDUMCsl6Y++KuYWgeP3y8zC53UtlGvK7QXAJXmnOY1Gk0zFROwDR77WFmeVPGd2E8SSavTpKj3GDQWBEmdeAMWB7gtJW4H8pH7e7mTULAAAqLjYo5Q2NgIle9Fosu1JIAn2NSrQLmYVKVcAeC3TP+hFo8lURepvF+bM+qpwcDkaj5bnySQK5wBvQFrZ5X6PsnCrQgKQUJ0AAKDiDvJO05tdwyags7Dw0TG3Cl4nGk1qspN+ZVZyO7QxJtyKRhMOdQfgch8lU3Fm3akDX2fHpAWr1nt4PNqOxqO+ihSRH4kgCcJytppBh0CJA+5J2T1TGQFc3TeKLXgAAABV9NDTtAysZoerbNwnZ5Z2hNmYCEy4xQC4zDyPY7kRLKnUM/ON8ahxT5rfkx7dk7YCmrvk4lpe2eo9T6DEDVlgv6dPlQIAgAoa5p3mgP7otREowXUkFRqf0Q4B4AImFVcs+8GS+2anY9DeGI+23xiPUkmfKZyjAoDX9r0IlDjg/7Y7M9lJd7Ap3TeK3IUAAABVMcw7zSSUQUJJtqqYwgLXZyajbKT4sJU6z8bn7pB+C4APHAqWBN13MfN5maQudx0qYLr6DwRKHHFPmga2dalHrQIAgIrwPUhi63wEibQ/uJqtMUVWsc+lHQLwpb9ybp5ZNhcbB/vM/Mp4tG2OB9glJRNXBa7T/9vunK+2AQIl7piGNqj5CrtKAABA+LwPkqw4sfCZ96PRhD4jLmPrfBIrO0pMHn7OKQGAq5+VM8vPrd0Q02995flOEg5rR1WkL/8LAiXuyAL7PVtiVwkAAAjbk4CCJJK9hTsJtxJeZtKy7VRwXGbj87ei0YR2CMAbeac5lfTE4leIAyzWgQiSoFpeGfsQKHHE/ym2+hwH9rPYVQIAAEJ1kHeaoS0KyWz1GbmdcIGkYu3A9ucn3HIAPNOXvRRcQZ1T8pXxqCHOJEG1nP6fdmf+8r8kUOKQAM8p2bpXRKQBAABCsZD0bt5ppqH9MJPK4szCR+9wqDtWmZQm9y19/NRyO5zKzsTfXoipZACEy5xXYmuxRRxKOf5ScS5JynkVXBW7LhzLEShxyzTA39T9pfGIDjcAAAjBmaTYTGTSH10vdpVgVd/S5x6biTfbsoqVOwDcilm4YmORx1Y0mtQDKcaeivT5QJVcOOYhUOKQ/x1m+i063AAAIATHkuq2DnkuUWbpc/ei0STmNkM0mmzLXvqPzJFisBWw7LKrBICH+pY+1/t+yy8V6fJZrIKqOfnfF6TdkqQ3KRu33IvyqextM99Yh/uXj56m/6u1n1HDAADAQw/zTrMS6UTzTnMajSYL2VlZ2FeYh6PiZmxO2LiyW2wq6dDSZ/fFeSUA/Oq7pNFo0pe0U/JHe7+j5F6UN8RuElRPemmboGycE2oqhz5VCwAAPHMq6e2qBEkc6I+yq6TizG4GW4GSk7zTnLtQDib9l61MA+wqAeCj1MJnhvCsZDcJqmZx1ViHQIlj/ldr/1zSMMCftvfLR085pBMAAPjiiYrzSGYV/O02A0N9br1K68veytbUsbKY0g4BwOln+J7PBfbLR0+3Je1y66Bqzwoz934hAiUOinKlUS4FeA2oXQAA4LjlLpKeI4c6l84Eh84sffxeNJqwuKaKY6BiF0PX4leYOtYOUxWrHm1gVwkA3/ouc9OHs/Hu8vO9mysOdO6Ri+vWc9MEShz07+39zOLgdJN2/sP4aZ8aBgAADlqoOIukXtFdJC9LLX42i2u458o2dDQwOq1ofQDAbWQWPrPmcXnVuWVQMSf/3t6fX/VfIFDCQKFsvf8wflqjegEAgEOeSKpV8CwSV/uiO+ZQVlSEOZtmr6L3+1VsPpPY3QXAN5mFz9z2uLxibhlUzGvHF29SRs4aSHoU4O/aMr+NTjcAALDtWFLPlQOcXZJ3mvNoNDmWdN/SV+hFo0lK3YQvGk22ZTdQcZZ3mpmj7XAWjSanspdDfhCNJllV0xDC6nOhpnJX6p+zmzQINuqwLsdSNwK4uL9nMjhdiUCJo/69vX/+K+OnQ9nN07sp939l/DT+n9e4QQEAADZozkT8lVLZC5Rsmc+PqYbg9STtWPx813eSDSQdWvrsHRWrL3vcpihZonIXjp7wvvGfWeRBQVwTKYZQMX3aRRiDU34bAADAZjwgtczl8k5zKrvn5pH6J3DRaFKX3V30C9fHJZYPdV8+J2PuVgCeOKEIALzk7H+296/V3yNQ4jCz4yLUh/zOr3CwOwAAsC81KT5wsT71g01wIOWWJE09SSs1cKAdbnPXAsArOBAdCGg8Q6DEcfek9J6pqACv3n/kYHcAAGDXMsUTLjaV3dXs1E/Yg9ZdB76DD2wHSnY8KisAKJO3QeR7XFzVuK69m2TZLuCw/1FU5lmgP29L7ucEBgAA4duLRpM+xfAqs9p+QP1gnUxKtQeWv8bQlzOKTDscWv4apCoEgLDMKQJUwI3GEARKAqxUz9z/j+OndLgBAIBtj8jDf6mB7O4qoX4CYlKppYyxvPy+qTlXBgDgvxlFgMCd/o8b7CaRCJR44Z40vSctAt4GNdgePyXnLQAAsI08/BdwZFeJJE05r8Rvpn1NVewst8mb3SQr7XAu+7tKtnhOAkAY7kkz0jJxBX71btou3uTR4L7z9v759vjpQNKjQH/iMudtj9oGAAToTGxtv449R/okqSR2u75qYPpqNie4t1QES2JPDuDGxffRrgPfo+9p+fUldS1/h12ekwgQO6VwW97uyjhv72fb46cL2V+8AGzCyXl7P7vp/4hACYNTVzzYHj9Nz9v7bP0DAIQmzTvNPsVwtWg0SWV/AlCS7kejSZJ3mim18lzeaZ5Ho4kLC3d2Tb84oVa8a+N9R9q4d7tJVtrhPBpNhg6U4/1oNBnknSYL3RAKJorDUXbQy/eFG1NH3s3Aut1qrEDqLU+ct/ddSXmwSSk1DQBAZfVU7L5xwYA8/BeXi+yfVSJJXRNYgyei0SSRO7vj+54XZ9+RdvjA1CuwCXMLzyne+/6/a7ZF0Oum6E8hRE/O2/u3eo8QKPHpoR9pEEVaRJEU6LX71aOnfWoaAIDqMamUXEnlssXA8dI6cmUFeZdJWk/GMEU9HboycPZ1N8lKO5zLnQV0h7RDbIiNdkqgxH826tDrHSXn7f0sinQS8DwjV/WuRRTdflEMgRKP/KJViV0lj7569LRGbQMAUD15pzmT9NiRr7NrUk3hxTpK5c7OHyZpHWdWaLsSJFnI/90kS67s7qIdIiQESvwXW/jMENLH97l1EJCemT+/FQIldIpdlFLNAABUkznP5cSRr/MgGk1iauUViUPfhUlaR5kgSebQV+qbXVEhPCdd2t0lka4Q67/HbTw7GpS892z02bx/r/yitZ9JOub2QQBOftHaT+/yf0CgxL8H2PkbUv8NSQFfe//p6CkHAwIAUF0NubMwZGpyXsMwE1guDagJljjGBBgzuZMr/jTvNAeBtcNU7gSVtyRltEOsWdn9gJ1oNKlR7N6+d7Yl7Vl4Foewo0RvSMkb0iLwuUausK/FG2tYzEWgxEM/b+0P5E7Kg03p/ydScAEAUElmtXTiyNfZkjSlVl7Rk1u7nAmWOMLUwxdy60DdXsDt0BVbtEOsmY0JaO5ff9nYERTMvNzPi1RF7KqCzwY/b93uAPdVBEr81Q/893GIKgAAFZZ3mlNJTxz5OnvRaMJu1xfrZ+5gf/QwGk3oP1rk2MHtS08spfEpox26dK7TajtMaA1YAwIlcL3uZiEV4M+LFFwH3Erw0OnPW/trGZcQKPH3AZZGuU6iXAr42vvVMSm4AACosL6kU0e+y0fk4H+RSWV04tjX6kajSUq6tPJFo8lA7gVJzhT+AjMXsw0cmvsBuAsbk9A70WjCqnr/3j91WUi7pcACJdKzucaDwOcaucK6FlG+vkApgRL/Jw+C/42/OiYFFwAAVbSSgsuVFE9MwL/KpfpZ6qo4L4E+ZDkTVNvRaDKV9MDF+zOUA9yv8Zx0zYNoNOGMJ9xFZulzWazpn17F7tGN+ll7P1Wxs2TBrQUP9H/W3l9b0JJAid8Pr0xuHaS5CeQFBwCgwkxqmb4jX2dXxeptPK+fudxcvLMraWYOFceGmFW8maT7Dn69YFNuXdAOM7mTqnDVfRVBS3bjbdZ2oPf1XHYmavd4d3j3HupafPYGyQRLYrmzsxu4yMnP2vtrHZsRKPFfFVY77P7q+GmfqgYAoJpMiidXFod0SctxYf2cOPjVtiR9EY0m9CM3wJxDkakISrmmCim3Xm6HPbk5obWrIljCc3Mz7bAn6bOAf2Jm6XNT7i5v2FrAEnwA4Wft/dnP2vt1FWdhsbsErllIWnvfgkCJ/w+u+b1Ij+9FUuDXo187espKJAAAqiuRWym4alTJCxoOD6IfRaMJqbjWxKTaSlWcR7Ll6v0YesotD56Tq7Ykfcb5QWtvh1NJHwX+U21ll9ghyO5FO+jJztkkNu/N0v2svd+/F6lm5h4XFZh/5PLjSn7W3l97X49ASRhcPMBvI5MSv3b0lI41AAAVZCY9XVmRTGrQi+sncfgr7qlIxcWq9rtNSsUqDq/tOvw1H5qUfVVshzO5nXGgK1LiraMdNiTN5WbKu3XLLH72I9LGOd0OarK7c7BS/cCftvbPf9ra7/+0tb8t6V1JQ1VjHhJuevLT1v5G2mCU5znFG4BfO3qaqFjVVYXG0DO/uSapRu3jlmY/be1XZqWhWRH1qOTBesRtBkfbQ9mdn8d5p9mn5P19nlG3N6qfgdw81HvViYpDvufU2LXrdVvFhJTrdXucd5oN6muSyu1gllScqdKv6M6fu7TDVA4ESMrs50ejyUz2UvydSoq5T51sDzbvi7O806xRC5JZzLwMKNYV6JlJFtVVjaD4jZ7LP23tbyyITaAkIF8bP81kb9th2YPbPWoca7BQsUppKmn6b+1wAycESoAX2gOBEgbH6/ROVQ6MvkH9+NAnXUga0DavVZ+Jih3sW45/VSY0n9fZttw9P2bVmaRe3mmyQ+/1ddpTEax0oh2WHCjpyW6KMQKw7rWHVHaDwU/MuVDAxnxt/LShIji+RWm80H+vbXLujtRbYanKg5ogCdZlS0V0/lDSL742fjr92vhpTLEAgPNcOg+DnPsX14/r6Ri2VKRVmZOO62LRaBKboJfLZ5GsDpwTgiSFlVR4rh++u6Pi7BLOELq6Hc5UBAqqOllmO5B230zMw402kcr+jjnuB2zU18ZPE0mfiSDJK2OMTS9wJlASkH9r789UbGEGcMtOsKQvvjZ+mn1t/JTBGgA4yqRMShz5OjsMmF+pn+V5MgsPvu7qRG1M7RV5381E1BfyZ4FSUtVzSa5ohzO5c67T6+xJ+tIc9k4f/Hk7nJp2uFvxe3ku6djy1+gSLHGiXfRlP0hyxvsGm2SCJIeUxCse/lt7P9v0hxAoCcw9qX9POrtnKpeLi+tW19496cuvj5+ynRYA3J04mao4SNIF901qEDyvH9cPlX7ZnqQvqhwwWQmQfCn3z7d4YeBM6qZL22Em6cCjr9xVxQMmL7VD8tI/l7pwfxIssdo2UrlxRt2A2sCmfH38NL0nHTIn98o1/Lf2filtj0BJYP612ILEQB1Yj4++Pn46/fr4KSlVAMBNPbmT4qkfjSZ1quS5vNNMJT307GuvBkySKtSTSe0zlX8BEkka5p0mk1avb4dDz772asCkTjuECYa68L7vRqPJjJSbpbaNbdM2XGgXC7GLGBvy9fHTlOf/hU7/tb1fWp+cQEmA/rW9P1Vx4DmAu7svKSNYAgDuWUnx5IItBs8X1tFA/k3SSkXA5NCcYdIPbVLMTDwl5uyDL+TnyvXjvNNMaGXXaoeJp+2wK+lHoQYuA2mHZXIlKLorifOtymkjsaSZQ21jyllY2ASCJJc6kxSX+tzJ85xiD9CvHz2tmRcKB/8A63EqKf6X1r6XHSOTz7XUrcp5pxlx28DR9lB25+dx3mn2KfmN1mlPxUG3LniSd5rs7n21jkIYAB6rmCRJPa6HhorgYsPzccKppJgJqxvX/0x+n3exXM2d+nxGgNkl0/O5Hdro55uA9dyxMhtK6vEs2khd9yU9cOyrvWXOzAHW5tePCJJc8c6P/6W1X+r7nkBJ2I2tLzdyOAKhOP6X1r6XK4cIlAAvtAcCJWHWayZ3Dp5+lzMTLqyjqcJYMb2QNJWUyYPVpQEFR5YIktz+Xtg2920Ih4OfmXboRdDErIxftsMd3wvfVj/fxpjmmu+EgaQBz6W1PKN65nLtfTVkFyPW6dePnm6b99gepXGht8sOkkgESqrQ8HxfNQS45vG/tPb7HnY6Sx9UECiBw+2BQEm4g+u5IwPrhaQaEyYX1lEWYN/0xPyuzByebbuc6yrSFMQKL5UPQRLa4WXP3EwmgOnCiu+X2mGswDI9WAyUuLirZPU+TFUETObCTeq1JimRmwGSJXaTYG1MkCTEPvG6HPxLaz+18jwiUBJ846tL+hElAayVlcj2HTuffREoAZbtgUBJuHXbkPSZI1/nJO80Y2rllTqqwsDwREUK3Jmk+SaDJ2Yyti6ppmIyNuRViQRJaIfXtTDtL1u2xU1OcJpJ3mVbjM2fQafAttnPdyzd5lXPq1TFrsO5cFm7We6ycv3dRVpVrA1BkteyFiSRCJRUws7404Hcy+0I+OzkrP1e7FlHtC8CJcCyPRAoCbt+Xer3PDSHmePFOqriAHE5cXtu/tTKP7/OtoqJV6kIiCyvnQqVH0ES2uG67qPzlba32h6vo27a4/bK3ys50WW7nx+NJnOPnoGrgbu5uapo2WZiz95h7BLG2uyMPyVIcrXhWfu9xOYXeJM6qIS+AsmFCjhib2f8aXzWfi+jKADALXmn2TO54F0YgHwUjSaZz4cOb6iOzk0dpQovNdRltvR8xex97oIbIUiy2XaYqToTNsvfST54/yWSvvDs+c9956c+7x+sUSqCJJexHiSRpHvUQ/jO2u+dq8j1CGCNHSaKAACclahYAeiCqVm5jRV5p3med5oNSUNKA1cgSLLhdqhidfcJpQHP7t1M0jElgQ07YWcw1mVn/GkqFstcxokgiUSgpDLO2u9N70nH90ylc3Fx3fnae2v8aY2nCwA4OYEykzuLRHYkMci+vK4SESzBJYNmESQpow2em/OUaIfwTSJ3FkUgPAtzjwF39tb40/Se1GUe7cLLmSCJRKCEjgSAu2hQBADgprzTTOXOatNuNJow2L68rhJJB5QEVgzzTjMhSFJ6O3xCScCje/ZcTGRjc/p5pzmnGHBXbxU7SbqUxIVOv3QoSCIRKKmUL4sUXHQkgPUhUAIAbksknTnyXQbRaFKjSi5mpVeJWwAAIABJREFUAlsHYlEPpAMzaY/y22FPBC3h1z07FbuhsH6k3MJaECS50qmK9J9OIVBSMV+235u+IZ28IYmLi+vOFwfyAYDbEyguLRLZkjSlVq6sr9QMmM4ojUpaSHrH3Aew2w7fFkFL+KOnYsINWNe7iAWRuLPfGH/ae0PqMm924XX6hhSbBf1OIVBSTQkdX2BtL78apQAA7jIHvj525OvsRqNJn1q5sr5mkuricOmqWR7anlEUTrVDJp/hw/26XBTBHAfWgbOxcGe/Mf40kfQRJXF5n+8nDgZJJAIllfST9ntzSQzSgfWoUQQA4La80+zLnYn3R9FoElMrV9bX8nBpzkuohuWh7TOKwql2OM87zbpIawQ/7teZ2AWAuzvgXYS7MkGSQ0riQsdyOEgiESiprJ+03xuIlXoAAKA6Ermz2nQajSbbVMnVzHkJ74pVwqFayJxHwupdp9thIs4Pgh/3aibO2MHtPSH1I+7qN8af1iVxvs3Fhj9pv9dwOUgiESiptDeUJ28oX7yhXFxcXLe+6jxNAMCLCZS53DqvhMH49eptqmL3Jgt8wrJMtUU78KMdpiIVF/y5Vx9TErihoVmcAdzafx4P628oz95QvsU82SvX8Cft9xIf6pFASYX9c7s7Fym4gLtiBSQA+DOBMpU7aWTuR6MJg/Lr1dsyFddDsao9BI/zTrNOehPv2uEyFReT0HD9Xu2LlHG4vqHZOQfc2n8eD7dVLILaojRebWP/3O5608YIlFTcP7e7pOAC7mZOEQCAV3pyZ1V0PxpN2Jl4TXmnORAHvfvsTNI7ZhIT/rbDvqS3xe4SuH2fJiJYgtcjSII7M0GSTNIupfGKJz4FSSQCJZAURUqiSIsokri4uG5+AQC8mjw5l2MpuDiv5Eb1N2d3iZce551mzZwhAP/b4WxldwntEK7ep4kIluByBEmwFlGkQRRpl7mxV66Df253vds9T6AE+qdWd+7QhAHgG9JGAIB/kyczFRPtLtgVqVBvU4fL3SXHlIbTTiS9xS6SYNthX+zygtv3aOLQ+x7uIEiCtfgvR8O+pC4l8YqDf2p1Ux+/OIESSJL+qdWdMtAEbuzsn1pdzigBAA+ZiXZX+j4PotGkQa3cuA7neafZkPSOSAPkXB9J0kHeacZ5pzmnOIJvh7Gkd029Ay6+7w/E7icUDgiSYB3+y9EwkfSIknjBQtI7vgZJJOlN6hBLXyl2lczF4UPAdWUUAQB4zaW+TxqNJjWTGgw3YNI51aPRJJE0oC9rfYA8kDTgXq5cO5xKmkajSV/FWVC0Q7h0f6bRaDIz4zfuzeq+nxLzrALu5DePhvWvFP0dvNjG4h+3ul5nXWFHCZ75cbEyPqEkgGvLKAIA8JeZyHVlJ8eWJAbvd6vPVFJNnJtgyxNJtbzT7BMkqXQ77NMO4ei9OTP3JqniqudUUp0gCdbhN4+eHd5O0PWlNuZ7kEQiUIKX/LhIwfWEkgBea/Fjj7cTAgAKZjeCK32fPbMaG7evz3Mmaks3VHEOSY8ACWiH8ODejM19iWp4kneaddJAYo0yESRZdaJiJ0kQbYxACS7SF/llgddJKQIACEPeafbkzhkXj6LRpE6t3LlOmajdrIWKAONbeaeZMAEF2qG1dvhYxfkwuNm92Zf0tjjfKmRnkt4xfTxgLX7zaJhK2qUknhn+uNWNfxzQ2b0ESvCKH7e651GuRpRLXFxcl17kowSAsDTkziTeNBpNtqmStUyGrU7UHojFQOuYeHqsIsVWjwAJbtEOH9IO19IOD0w77EtiJ9ft7stZ3mnWRRAvRE9UpNrKKAqsy2+Nh0mUq8tc2LPr4Y9b3SS0euYwd1zoH9vd2W+Nh48lPaI0gFc8/sd2GNsKAQDPJkzm0WjSk3TowNfZUbFzsUHNrK1+z02ZptFoEqs4bPo+JXNtJ5JScw4McJd2OJA0iEaThorzMWmH13ds2iHnLKz3vuxHo0lq7k3uR//fVT1zHg2wNr81HtYdGSO4YCGp94/tMFPRs6MEl/rHdrcvDjoDXnZmOtEAgMCYSeBjR77O/Wg0SaiVjdRzlneaDUlvidXtr+vzLNNrxQRJsOZ2OF1ph49ph1e2w8emHTYIkmzsfpyb+/EdMQfiazt5x7yrCJJgrX5r/OzwdhRBkjjUIInEjhK8RhQpkTQTBxUBS43TgPIvAgBesez77DjwXQbRaJKR3mgzTLkuV7fXTd03HKl7mwPgqaQpE7IosR32JfVNO+yZdljl8eeZaYcpk76l34+ZpNjsPOxL2qNUnHYqaUAgH5sURZqKOdFle4tDnw8jUIKrW0GrO989GiaSPqM0AB2ctroMVgAgYHmneW5SwvzIga+zpWKyjMPdN1/vMxUTtL0KBk3OVKyUJDgCF9phIknmORxXrB0SHHHnXsxUBEyWwbsupeK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" + +const logoGold = "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" + +const logoSteel = "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" + +/**************************************************************************** */ + +paletteColors10 = { + //"DefaultTheme": ['#03A5A8','#8fc63e','#B85C3A','#BEDAC4','#412722','#DAB6C2','#58C1C4','#A1B56B','#C7A7B7','#E3DCCF'], + "DefaultTheme": ['#03A5A8','#8fc63e','#B85C3A', '#2F6F7E', '#5B8E3B', '#9C4F2E', '#6B4C7A', '#1F4E3D', '#C26A7A', '#B08A2E', '#4E5D63', '#7A6A4F', '#3F6B5F', '#8B5D7C', '#5C5A3A'], + //"SteelTheme" : ['#265763','#65c1bf','#D88C3A','#BEDAC4','#412722','#DAB6C2','#58C1C4','#A1B56B','#C7A7B7','#E3DCCF'], + "SteelTheme" : ['#265763','#65c1bf','#D88C3A', '#3E4F6A', '#4F7F78', '#8C5A2B', '#6A4E73', '#2E5F4A', '#B75C6E', '#A8922E', '#5E6266', '#7C6A4E', '#3F6C74', '#8A6A7C', '#6B6A3E'], + //"CoralTheme": ['#00A3A6','#ed6d6c','#1F3A44','#737F75','#7A8FA3','#D7B377','#A7C7A1','#A79BAE','#A0705A','#92B7C9'], + "CoralTheme": ['#00A3A6','#ed6d6c','#1F3A44','#2F6F7A', '#7A8F3A', '#9C4B3C', '#6A4F7A', '#2E5E4F', '#B85E73', '#B49A32', '#5A5F63', '#7A6B4A', '#3F6F6A', '#8A5E6E', '#5C5A3F'], + //"GoldTheme": ['#ed6d6c','#f9b136','#4C8F9C','#a2a32f','#7398A6','#D7A5B3','#6B8E3A','#CFA96E','#7E6FA8','#E3C9B2'] + "GoldTheme": ['#ed6d6c','#f9b136','#4C8F9C','#7E3F1D', '#C97F2A', '#8A9B3F', '#3B7A6A', '#1E4F6A', '#6E5B8C', '#A14C64', '#BFA65A', '#5C4632', '#7F8C92', '#4E6B3F', '#9C6B3D'] +} + +FROGSlogos = { + "DefaultTheme": logoBase64, + "SteelTheme" : logoSteel, + "CoralTheme" : logoCoral, + "GoldTheme" : logoGold +} + +function getFrogsSunburstPalette() { + switch (CURRENT_THEME) { + case "DefaultTheme": + return paletteColors10["DefaultTheme"]; + case "CoralTheme": + return paletteColors10["CoralTheme"]; + case "GoldTheme": + return paletteColors10["GoldTheme"]; + case "SteelTheme": + return paletteColors10["SteelTheme"]; + default: + return paletteColors10["DefaultTheme"]; + } +} + +function getLogo() { + switch (CURRENT_THEME) { + case "DefaultTheme": + return FROGSlogos["DefaultTheme"]; + case "CoralTheme": + return FROGSlogos["CoralTheme"]; + case "GoldTheme": + return FROGSlogos["GoldTheme"]; + case "SteelTheme": + return FROGSlogos["SteelTheme"]; + default: + return FROGSlogos["DefaultTheme"]; + } +} + +// Fonction pour changer le logo +function update_logo(val){ + CURRENT_THEME = val; + document.getElementById("logo").src = "data:image/png;base64," + getLogo(val); +} + +function update_theme_Rmd(CURRENT_THEME){ + if(CURRENT_THEME == "CoralTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + }else if(CURRENT_THEME == "SteelTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + }else if(CURRENT_THEME == "GoldTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + } + else if(CURRENT_THEME == "DefaultTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + } + const select = document.getElementById("themechoice"); + + // Réactiver uniquement les vraies options (celles avec une value) + Array.from(select.options).forEach(opt => { + if (opt.value) { + opt.disabled = false; + } + }); + + // Désactiver l’option actuellement sélectionnée (si ce n’est pas le placeholder) + const selectedOption = select.options[select.selectedIndex]; + if (selectedOption.value) { + selectedOption.disabled = true; + } + + update_logo(CURRENT_THEME); +} + + +</script> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +<div style="display:flex; align-items:center; gap:15px; margin-bottom:20px;"> +<img id="logo" src="data:image/png;base64," alt="FROGS logo" style="height:180px;"> +<h1 style="margin:0;"> +Stat: Import data <i><span class="text-accent">(phyloseq_import_data.py +v5.1.0)</span></i> +</h1> +</div> +<script> + +$(function () { + update_logo(CURRENT_THEME); +}); + + +</script> +<style type="text/css"> +:root { +--frogsColor: #03A5A8; --frogsColorHover: hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1); +--frogsPreColor: hsl(from var(--frogsColor) h s l / 0.1); +} +.text-accent { +color: #595c5f; +} +.main-container{ +max-width: 75% !important; +} +h1{ +color: var(--frogsColor); +} +h2{ +color: var(--frogsColor); +} +a { +color: var(--frogsColor); +} +a:hover{ +color: var(--frogsColorHover); +} +.nav-pills > li.active > a, .nav-pills > li.active > a:focus{ +color: #fff; +background-color: var(--frogsColor); +border-color: #dee2e6 #dee2e6 #fff; +} +.nav-pills > li.active > a:hover { +background-color: var(--frogsColorHover); +} +.button { +background-color: var(--frogsColor) ; +border : none; +color : white; +padding : 5px 10px; +text-align : center; +text-decoration : none; +display : inline-block; +font-size : 12px; +margin : 4px 2px; +cursor : pointer; +border-radius : 8px; +} +h4 { display : block; +font-size : 1em; +margin-top : 1.33em; +margin-bottom: 1.33em; +margin-left : 0; +margin-right : 0; +font-weight : bold; +color : var(--frogsColor); +} +code.r{ +font-size: 11px; +} +pre{ +font-size: 11px ; +background-color: var(--frogsPreColor) !important; +} +#themechoice{ +border-radius: 0.25em; +background-color: white; +border: 1px solid #dee2e6; +font-weight: 400; +line-height: 1.5; +padding: .375rem 2.25rem .375rem .75rem; +} +</style> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin 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--> +<pre class="r"><code>## Import packages +library(phyloseq) +library(ggplot2) +library(ape) + +## Settin variables + ## The ASV abundance matrix with taxonomy annotation file (biom format) + # biomfile <- "" + + ## The sample metadata file(TSV format) + # samplefile <- "" + + ## (optional) the ASV tree file (nwk format). Write "None" if you do not have any tree + # treefile <- "" + + ## The ordered taxonomic levels stored in BIOM. Each level is separated by one space. + ## default : "Kingdom Phylum Class Order Family Genus Species" + # ranks <- "" + + ## Do you want to normalise your data ? "True" or "False" + # normalisation <- "" + +## Create input and parameters dataframe + # params <- data.frame( "biomfile" = biomfile, "samplefile" = samplefile, "tree" = tree, "ranks" = ranks, "normalisation" = normalisation) + + +## Import data +biomfile <- params$biomfile +data <- import_biom(biomfile) +sampledata <- read.csv(params$samplefile, sep = "\t", row.names = 1, check.names = FALSE) + +# if taxonomy starts with k__ it means that its Greengenes like format +# import need to be done using parse_taxonomy_greengenes function +# in this case user taxonomic rank names are ignored +tax <- tax_table(data)[[1]] +if ((gregexpr('k__', tax))[[1]][1]>0) { + cat("Warning : Taxonomic affiliations come from Greengenes database, user specified ranks names are ignored.") + data <- import_biom(biomfile, parseFunction = parse_taxonomy_greengenes) +} else { +## else, custumize rank name with the user specified ranks variable + new_rank <- as.list(strsplit(params$ranks, " ")[[1]]) + colnames(tax_table(data)) <- new_rank +}</code></pre> +<!-- rnb-source-end --> +<!-- rnb-output-begin eyJkYXRhIjoiV2FybmluZyA6IFRheG9ub21pYyBhZmZpbGlhdGlvbnMgY29tZSBmcm9tIEdyZWVuZ2VuZXMgZGF0YWJhc2UsIHVzZXIgc3BlY2lmaWVkIHJhbmtzIG5hbWVzIGFyZSBpZ25vcmVkLlxuIn0= --> +<pre><code>Warning : Taxonomic affiliations come from Greengenes database, user specified ranks names are ignored.</code></pre> +<!-- rnb-output-end --> +<!-- rnb-source-begin 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 --> +<pre class="r"><code>## add sample name to metadata, as SampleID variable +sampledata$SampleID <- rownames(sampledata) +sample_data(data) <- sampledata + +## add tree metadata if available +if (params$treefile != "None"){ + treefile <- read.tree(params$treefile) + phy_tree(data) <- treefile +} + +## change de sample metadata order as in input samplefile +for ( variable in sample_variables(data)){ + variable.order = as.vector(unique(sampledata[,variable])) + sample_data(data)[,variable] <- factor(get_variable(data, variable),levels=variable.order) +} + +## remove empty samples +empty_samples <- sample_names(data)[which(sample_sums(data)==0)] +sample_to_keep <- sample_names(data)[which(sample_sums(data)>0)] +data <- prune_samples(sample_to_keep, data) + +empty_taxa <- taxa_names(data)[which(taxa_sums(data)==0)] +taxa_to_keep <- taxa_names(data)[which(taxa_sums(data)>0)] +data <- prune_taxa(taxa_to_keep, data) + +## abundance normalisation +if(params$normalisation){ data <- rarefy_even_depth(data, rngseed = 1121983)} + +## save phyloseq object in Rdata file +save(data, file=params$outputRdata)</code></pre> +<!-- rnb-source-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +<div id="section" class="section level1 tabset tabset-fade tabset-pills"> +<h1 class="tabset tabset-fade tabset-pills"></h1> +<div class="row"> + <div style="float:right"> + <select id="themechoice" class="form-select form-select-sm" style="width: auto;" onchange="update_theme_Rmd(this.value)" aria-label="Switch theme"> + <option selected disabled value>Switch theme</option> + <option disabled value="DefaultTheme">Default</option> + <option value="CoralTheme">Coral</option> + <option value="GoldTheme">Gold</option> + <option value="SteelTheme">Steel</option> + </select> + </div> +</div> +<div id="summary" class="section level2"> +<h2>Summary</h2> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin eyJkYXRhIjoiZGF0YSJ9 --> +<pre class="r"><code>data</code></pre> +<!-- rnb-source-end --> +<!-- rnb-output-begin eyJkYXRhIjoicGh5bG9zZXEtY2xhc3MgZXhwZXJpbWVudC1sZXZlbCBvYmplY3Rcbm90dV90YWJsZSgpICAgT1RVIFRhYmxlOiAgICAgICAgIFsgNTA3IHRheGEgYW5kIDY0IHNhbXBsZXMgXVxuc2FtcGxlX2RhdGEoKSBTYW1wbGUgRGF0YTogICAgICAgWyA2NCBzYW1wbGVzIGJ5IDQgc2FtcGxlIHZhcmlhYmxlcyBdXG50YXhfdGFibGUoKSAgIFRheG9ub215IFRhYmxlOiAgICBbIDUwNyB0YXhhIGJ5IDcgdGF4b25vbWljIHJhbmtzIF1cbnBoeV90cmVlKCkgICAgUGh5bG9nZW5ldGljIFRyZWU6IFsgNTA3IHRpcHMgYW5kIDUwNiBpbnRlcm5hbCBub2RlcyBdXG4ifQ== --> +<pre><code>phyloseq-class experiment-level object +otu_table() OTU Table: [ 507 taxa and 64 samples ] +sample_data() Sample Data: [ 64 samples by 4 sample variables ] +tax_table() Taxonomy Table: [ 507 taxa by 7 taxonomic ranks ] +phy_tree() Phylogenetic Tree: [ 507 tips and 506 internal nodes ]</code></pre> +<!-- rnb-output-end --> +<!-- rnb-source-begin eyJkYXRhIjpbImlmKGxlbmd0aChlbXB0eV9zYW1wbGVzKSA+IDApIHtjYXQocGFzdGUoJ1JlbW92ZSBlbXB0eSBzYW1wbGVzOiAnLCBwYXN0ZShlbXB0eV9zYW1wbGVzLCBjb2xsYXBzZT1cIixcIikpKX0iLCJpZihsZW5ndGgoZW1wdHlfdGF4YSkgPiAwKSB7Y2F0KHBhc3RlKCdSZW1vdmUgZW1wdHkgdGF4YTogJywgcGFzdGUoZW1wdHlfdGF4YSwgY29sbGFwc2U9XCIsXCIpKSl9Il19 --> +<pre class="r"><code>if(length(empty_samples) > 0) {cat(paste('Remove empty samples: ', paste(empty_samples, collapse=",")))} +if(length(empty_taxa) > 0) {cat(paste('Remove empty taxa: ', paste(empty_taxa, collapse=",")))}</code></pre> +<!-- rnb-source-end --> +<!-- rnb-output-begin eyJkYXRhIjoiUmVtb3ZlIGVtcHR5IHRheGE6ICBvdHVfMDE3ODFcbiJ9 --> +<pre><code>Remove empty taxa: otu_01781</code></pre> +<!-- rnb-output-end --> +<!-- rnb-source-begin eyJkYXRhIjoiaWYocGFyYW1zJG5vcm1hbGlzYXRpb24pe2NhdChwYXN0ZSgnTnVtYmVyIG9mIHNlcXVlbmNlcyBpbiBlYWNoIHNhbXBsZSBhZnRlciBub3JtYWxpc2F0aW9uOiAnLCBoZWFkKHNhbXBsZV9zdW1zKGRhdGEpKVtbMV1dKSl9In0= --> +<pre class="r"><code>if(params$normalisation){cat(paste('Number of sequences in each sample after normalisation: ', head(sample_sums(data))[[1]]))}</code></pre> +<!-- rnb-source-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +</div> +<div id="ranks-names" class="section level2"> +<h2>Ranks Names</h2> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin eyJkYXRhIjoiY2F0KHBhc3RlKCdSYW5rIG5hbWVzIDogJyxwYXN0ZShyYW5rX25hbWVzKGRhdGEpLGNvbGxhcHNlPScsICcpKSkifQ== --> +<pre class="r"><code>cat(paste('Rank names : ',paste(rank_names(data),collapse=', ')))</code></pre> +<!-- rnb-source-end --> +<!-- rnb-output-begin eyJkYXRhIjoiUmFuayBuYW1lcyA6ICBLaW5nZG9tLCBQaHlsdW0sIENsYXNzLCBPcmRlciwgRmFtaWx5LCBHZW51cywgU3BlY2llc1xuIn0= --> +<pre><code>Rank names : Kingdom, Phylum, Class, Order, Family, Genus, Species</code></pre> +<!-- rnb-output-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +</div> +<div id="sample-metadata" class="section level2"> +<h2>Sample metadata</h2> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin eyJkYXRhIjpbInZhcmlhYmxlcyA8LSBzYW1wbGVfdmFyaWFibGVzKGRhdGEpIiwiY2F0KHBhc3RlKCdTYW1wbGUgdmFyaWFibGVzOiAnLCBwYXN0ZSh2YXJpYWJsZXMsIGNvbGxhcHNlPScsICcgKSkpIl19 --> +<pre class="r"><code>variables <- sample_variables(data) +cat(paste('Sample variables: ', paste(variables, collapse=', ' )))</code></pre> +<!-- rnb-source-end --> +<!-- rnb-output-begin eyJkYXRhIjoiU2FtcGxlIHZhcmlhYmxlczogIEVudlR5cGUsIERlc2NyaXB0aW9uLCBGb29kVHlwZSwgU2FtcGxlSURcbiJ9 --> +<pre><code>Sample variables: EnvType, Description, FoodType, SampleID</code></pre> +<!-- rnb-output-end --> +<!-- rnb-source-begin eyJkYXRhIjoiZm9yICh2YXIgaW4gdmFyaWFibGVzKXtcbiAgY2F0KHBhc3RlKHZhciwnOiAnLHBhc3RlKGxldmVscyhmYWN0b3IoZ2V0X3ZhcmlhYmxlKGRhdGEsIHZhck5hbWUgPSB2YXIpKSksY29sbGFwc2U9JywgJyksICdcXG5cXG4nKSlcbn0ifQ== --> +<pre class="r"><code>for (var in variables){ + cat(paste(var,': ',paste(levels(factor(get_variable(data, varName = var))),collapse=', '), '\n\n')) +}</code></pre> +<!-- rnb-source-end --> +<!-- rnb-output-begin 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--> +<pre><code>EnvType : BoeufHache, VeauHache, DesLardons, MerguezVolaille, SaumonFume, FiletSaumon, FiletCabillaud, Crevette + +Description : LOT1, LOT3, LOT4, LOT5, LOT6, LOT7, LOT8, LOT10, LOT2, LOT9 + +FoodType : Meat, Seafood + +SampleID : BHT0.LOT01, BHT0.LOT03, BHT0.LOT04, BHT0.LOT05, BHT0.LOT06, BHT0.LOT07, BHT0.LOT08, BHT0.LOT10, VHT0.LOT01, VHT0.LOT02, VHT0.LOT03, VHT0.LOT04, VHT0.LOT06, VHT0.LOT07, VHT0.LOT08, VHT0.LOT10, DLT0.LOT01, DLT0.LOT03, DLT0.LOT04, DLT0.LOT05, DLT0.LOT06, DLT0.LOT07, DLT0.LOT08, DLT0.LOT10, MVT0.LOT01, MVT0.LOT03, MVT0.LOT05, MVT0.LOT06, MVT0.LOT07, MVT0.LOT08, MVT0.LOT09, MVT0.LOT10, SFT0.LOT01, SFT0.LOT02, SFT0.LOT03, SFT0.LOT04, SFT0.LOT05, SFT0.LOT06, SFT0.LOT07, SFT0.LOT08, FST0.LOT01, FST0.LOT02, FST0.LOT03, FST0.LOT05, FST0.LOT06, FST0.LOT07, FST0.LOT08, FST0.LOT10, FCT0.LOT01, FCT0.LOT02, FCT0.LOT03, FCT0.LOT05, FCT0.LOT06, FCT0.LOT07, FCT0.LOT08, FCT0.LOT10, CDT0.LOT02, CDT0.LOT04, CDT0.LOT05, CDT0.LOT06, CDT0.LOT07, CDT0.LOT08, CDT0.LOT09, CDT0.LOT10 </code></pre> +<!-- rnb-output-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +</div> +<div id="plot-tree" class="section level2"> +<h2>Plot tree</h2> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin eyJkYXRhIjoiaWYocGFyYW1zJHRyZWVmaWxlIT1cIk5vbmVcIil7XG4gIHAgPC0gcGxvdF90cmVlKGRhdGEsIGNvbG9yPXJhbmtfbmFtZXMoZGF0YSlbMl0pICsgXG4gICAgICAgICAgZ2d0aXRsZShwYXN0ZShcIlBoeWxvZ2VuZXRpYyB0cmVlIGNvbG9yZWQgYnlcIiwgcmFua19uYW1lcyhkYXRhKVsyXSkpICsgXG4gICAgICAgICAgdGhlbWUocGxvdC50aXRsZSA9IGVsZW1lbnRfdGV4dChoanVzdCA9IDAuNSkpXG4gIHBsb3QocClcbn0ifQ== --> +<pre class="r"><code>if(params$treefile!="None"){ + p <- plot_tree(data, color=rank_names(data)[2]) + + ggtitle(paste("Phylogenetic tree colored by", rank_names(data)[2])) + + theme(plot.title = element_text(hjust = 0.5)) + plot(p) +}</code></pre> +<!-- rnb-source-end --> +<!-- rnb-plot-begin --> +<p><img 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" width="960" /></p> +<!-- rnb-plot-end --> +<!-- rnb-source-begin eyJkYXRhIjoiaWYocGFyYW1zJHRyZWVmaWxlPT1cIk5vbmVcIil7XG4gIGNhdChcIlRoZXJlIGlzIG5vIHBoeWxvZ2VuZXRpYyB0cmVlIGluIHRoZSBvYmplY3QgeW91IGhhdmUgcHJvdmlkZWQuXCIpXG59In0= --> +<pre class="r"><code>if(params$treefile=="None"){ + cat("There is no phylogenetic tree in the object you have provided.") +}</code></pre> +<!-- rnb-source-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +</div> +<div id="reproducibility-token" class="section level2"> +<h2>Reproducibility token</h2> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin eyJkYXRhIjoic2Vzc2lvbmluZm86OnNlc3Npb25faW5mbygpIn0= --> +<pre class="r"><code>sessioninfo::session_info()</code></pre> +<!-- rnb-source-end --> +<!-- rnb-output-begin 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--> +<pre><code>─ Session info ─────────────────────────────────────────────────────────────── + setting value + version R version 4.1.2 (2021-11-01) + os Ubuntu 24.04.2 LTS + system x86_64, linux-gnu + ui X11 + language fr_FR:en + collate en_US.utf8 + ctype en_US.utf8 + tz Europe/Paris + date 2026-01-14 + pandoc 2.19.2 @ /home/maria/miniforge3/envs/frogs@5.1.0/bin/ (via rmarkdown) + +─ Packages ─────────────────────────────────────────────────────────────────── + package * version date (UTC) lib source + ade4 1.7-22 2023-02-06 [1] CRAN (R 4.1.3) + ape * 5.7-1 2023-03-13 [1] CRAN (R 4.1.3) + Biobase 2.54.0 2021-10-26 [1] Bioconductor + BiocGenerics 0.40.0 2021-10-26 [1] Bioconductor + biomformat 1.22.0 2021-10-26 [1] Bioconductor + Biostrings 2.62.0 2021-10-26 [1] Bioconductor + bitops 1.0-7 2021-04-24 [1] CRAN (R 4.1.3) + bslib 0.5.0 2023-06-09 [1] CRAN (R 4.1.3) + cachem 1.0.8 2023-05-01 [1] CRAN (R 4.1.3) + cli 3.6.1 2023-03-23 [1] CRAN (R 4.1.3) + cluster 2.1.4 2022-08-22 [1] CRAN (R 4.1.3) + codetools 0.2-19 2023-02-01 [1] CRAN (R 4.1.3) + colorspace 2.1-0 2023-01-23 [1] CRAN (R 4.1.3) + crayon 1.5.2 2022-09-29 [1] CRAN (R 4.1.3) + data.table 1.14.8 2023-02-17 [1] CRAN (R 4.1.3) + digest 0.6.31 2022-12-11 [1] CRAN (R 4.1.3) + dplyr 1.1.2 2023-04-20 [1] CRAN (R 4.1.3) + evaluate 0.21 2023-05-05 [1] CRAN (R 4.1.3) + fansi 1.0.4 2023-01-22 [1] CRAN (R 4.1.3) + farver 2.1.1 2022-07-06 [1] CRAN (R 4.1.3) + fastmap 1.1.1 2023-02-24 [1] CRAN (R 4.1.3) + foreach 1.5.2 2022-02-02 [1] CRAN (R 4.1.3) + generics 0.1.3 2022-07-05 [1] CRAN (R 4.1.3) + GenomeInfoDb 1.30.1 2022-01-30 [1] Bioconductor + GenomeInfoDbData 1.2.7 2026-01-14 [1] Bioconductor + ggplot2 * 3.4.2 2023-04-03 [1] CRAN (R 4.1.3) + glue 1.6.2 2022-02-24 [1] CRAN (R 4.1.3) + gtable 0.3.3 2023-03-21 [1] CRAN (R 4.1.3) + highr 0.10 2022-12-22 [1] CRAN (R 4.1.3) + htmltools 0.5.5 2023-03-23 [1] CRAN (R 4.1.3) + igraph 1.3.5 2022-09-22 [1] CRAN (R 4.1.3) + IRanges 2.28.0 2021-10-26 [1] Bioconductor + iterators 1.0.14 2022-02-05 [1] CRAN (R 4.1.3) + jquerylib 0.1.4 2021-04-26 [1] CRAN (R 4.1.3) + jsonlite 1.8.5 2023-06-05 [1] CRAN (R 4.1.3) + knitr 1.43 2023-05-25 [1] CRAN (R 4.1.3) + labeling 0.4.2 2020-10-20 [1] CRAN (R 4.1.3) + lattice 0.21-8 2023-04-05 [1] CRAN (R 4.1.3) + lifecycle 1.0.3 2022-10-07 [1] CRAN (R 4.1.3) + magrittr 2.0.3 2022-03-30 [1] CRAN (R 4.1.3) + MASS 7.3-58.3 2023-03-07 [1] CRAN (R 4.1.3) + Matrix 1.5-4.1 2023-05-18 [1] CRAN (R 4.1.3) + mgcv 1.8-42 2023-03-02 [1] CRAN (R 4.1.3) + multtest 2.50.0 2021-10-26 [1] Bioconductor + munsell 0.5.0 2018-06-12 [1] CRAN (R 4.1.3) + nlme 3.1-162 2023-01-31 [1] CRAN (R 4.1.3) + permute 0.9-7 2022-01-27 [1] CRAN (R 4.1.3) + phyloseq * 1.38.0 2021-10-26 [1] Bioconductor + pillar 1.9.0 2023-03-22 [1] CRAN (R 4.1.3) + pkgconfig 2.0.3 2019-09-22 [1] CRAN (R 4.1.3) + plyr 1.8.8 2022-11-11 [1] CRAN (R 4.1.3) + R6 2.5.1 2021-08-19 [1] CRAN (R 4.1.3) + Rcpp 1.0.10 2023-01-22 [1] CRAN (R 4.1.3) + RCurl 1.98-1.12 2023-03-27 [1] CRAN (R 4.1.3) + reshape2 1.4.4 2020-04-09 [1] CRAN (R 4.1.3) + rhdf5 2.38.1 2022-03-10 [1] Bioconductor + rhdf5filters 1.6.0 2021-10-26 [1] Bioconductor + Rhdf5lib 1.16.0 2021-10-26 [1] Bioconductor + rlang 1.1.1 2023-04-28 [1] CRAN (R 4.1.3) + rmarkdown 2.22 2023-06-01 [1] CRAN (R 4.1.3) + rstudioapi 0.14 2022-08-22 [1] CRAN (R 4.1.3) + S4Vectors 0.32.4 2022-03-24 [1] Bioconductor + sass 0.4.6 2023-05-03 [1] CRAN (R 4.1.3) + scales 1.2.1 2022-08-20 [1] CRAN (R 4.1.3) + sessioninfo 1.2.2 2021-12-06 [1] CRAN (R 4.1.3) + stringi 1.7.6 2021-11-29 [1] CRAN (R 4.1.1) + stringr 1.5.0 2022-12-02 [1] CRAN (R 4.1.3) + survival 3.5-5 2023-03-12 [1] CRAN (R 4.1.3) + tibble 3.2.1 2023-03-20 [1] CRAN (R 4.1.3) + tidyselect 1.2.0 2022-10-10 [1] CRAN (R 4.1.3) + utf8 1.2.3 2023-01-31 [1] CRAN (R 4.1.3) + vctrs 0.6.2 2023-04-19 [1] CRAN (R 4.1.3) + vegan 2.6-4 2022-10-11 [1] CRAN (R 4.1.3) + withr 2.5.0 2022-03-03 [1] CRAN (R 4.1.3) + xfun 0.39 2023-04-20 [1] CRAN (R 4.1.3) + XVector 0.34.0 2021-10-26 [1] Bioconductor + yaml 2.3.7 2023-01-23 [1] CRAN (R 4.1.3) + zlibbioc 1.40.0 2021-10-26 [1] Bioconductor + + [1] /home/maria/miniforge3/envs/frogs@5.1.0/lib/R/library + +──────────────────────────────────────────────────────────────────────────────</code></pre> +<!-- rnb-output-end --> +<!-- rnb-chunk-end --> +</div> +</div> + +<div id="rmd-source-code">---
copyright: "Copyright (C) 2025 INRAE"
license: "GNU General Public License"
output: 
  html_notebook:
    code_folding: hide
params:
  # Path ASV abundance biom file
  biomfile: 
    value: x
  # Path to sample metadata TSV file
  samplefile:
    value: x
  # (optional) Path to ASVs tree NWK file
  treefile:
    value: x
  # (optional) normalisation string option : TRUE or FALSE
  normalisation:
    value: x
  # Path to phyloseq object store in Rdata file
  outputRdata:
    value: x
  # List of taxonomic ranks names
  ranks : 
    value: x
  # Path to the phyloseq-extend R functions : https://github.com/mahendra-mariadassou/phyloseq-extended, typically stored in FROGS/lib/external-lib
  libdir:
    value: x
  version:
    value: x
  tool:
    value: x
---

<meta http-equiv="Content-Type" content="text/html; charset=UTF-8" />
<meta name="author" content="Ta Thi Ngan - SIGENAE/GABI & Maria Bernard - SIGENAE/GABI" />
<meta name="version" content="5.1.0" />
<meta name="copyright" content="Copyright (C) 2025 INRAE" />

```{r, echo=FALSE, results="asis"}
CURRENT_DIR <- knitr::opts_knit$get("output.dir")
if (is.null(CURRENT_DIR)) {
  CURRENT_DIR <- getwd()
}
THEME_DIR <- normalizePath(
  file.path(dirname(CURRENT_DIR), "static"),
  winslash = "/",
  mustWork = FALSE
)

js_theme_file <- normalizePath(
  file.path(THEME_DIR, "js", "theme.js"),
  winslash = "/",
  mustWork = FALSE
)

lines <- readLines(js_theme_file, warn = FALSE)

sep <- which(grepl("^//##", trimws(lines)))

if (length(sep) < 2) {
  stop("Tag not found in theme.js: '//##'")
}

js_code <- lines[(sep[1] + 1):(sep[2] - 1)]

cat("<script>\n")
cat(js_code, sep = "\n")
cat("\n</script>")
```

<div style="display:flex; align-items:center; gap:15px; margin-bottom:20px;">
  <img id="logo" src="data:image/png;base64," alt="FROGS logo" style="height:180px;">
  <h1 style="margin:0;">Stat: Import data <i><span class="text-accent">(`r params$tool` v`r params$version`)</span></i></h1>
</div>

<script>

$(function () {
  update_logo(CURRENT_THEME);
});


</script>

<style type="text/css">
:root {
			--frogsColor: #03A5A8; 
			--frogsColorHover: hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1);
			--frogsPreColor: hsl(from var(--frogsColor) h s l / 0.1);
		}
.text-accent {
  color: #595c5f;
}
.main-container{
	max-width: 75% !important;
}
h1{
	color: var(--frogsColor);
}
h2{
	color: var(--frogsColor);
}
a {
	color: var(--frogsColor);
}
a:hover{
	color: var(--frogsColorHover);
}
.nav-pills > li.active > a, .nav-pills > li.active > a:focus{
	color: #fff;
	background-color: var(--frogsColor);
	border-color: #dee2e6 #dee2e6 #fff;
}
.nav-pills > li.active > a:hover {
	background-color: var(--frogsColorHover);
}
.button {
    background-color: var(--frogsColor) ;
    border          : none;
    color           : white;
    padding         : 5px 10px;
    text-align      : center;
    text-decoration : none;
    display         : inline-block;
    font-size       : 12px;
    margin          : 4px 2px;
    cursor          : pointer;
    border-radius   : 8px;
}
h4 { 
    display      : block;
    font-size    : 1em;
    margin-top   : 1.33em;
    margin-bottom: 1.33em;
    margin-left  : 0;
    margin-right : 0;
    font-weight  : bold;
    color        : var(--frogsColor);
}
code.r{ /* Code block */
  font-size: 11px;
}
pre{
  font-size: 11px ;
  background-color: var(--frogsPreColor) !important;
}
#themechoice{
  border-radius: 0.25em;
  background-color: white;
  border: 1px solid #dee2e6;
  font-weight: 400;
  line-height: 1.5;
  padding: .375rem 2.25rem .375rem .75rem;
}
</style>
 
```{r package_import, message=FALSE, warning=FALSE}

## Import packages
library(phyloseq)
library(ggplot2)
library(ape)

## Settin variables
  ## The ASV abundance matrix with taxonomy annotation file (biom format)
  # biomfile <- ""

  ## The sample metadata file(TSV format)
  # samplefile <- ""

  ## (optional) the ASV tree file (nwk format). Write "None" if you do not have any tree
  # treefile <- ""

  ## The ordered taxonomic levels stored in BIOM. Each level is separated by one space.
  ## default : "Kingdom Phylum Class Order Family Genus Species"
  # ranks <- ""

  ## Do you want to normalise your data ? "True" or "False"
  # normalisation <- ""

## Create input and parameters dataframe
  # params <- data.frame( "biomfile" = biomfile, "samplefile" = samplefile, "tree" = tree, "ranks" = ranks, "normalisation" = normalisation)


## Import data
biomfile <- params$biomfile
data     <- import_biom(biomfile)
sampledata <- read.csv(params$samplefile, sep = "\t", row.names = 1, check.names = FALSE)

# if taxonomy starts with k__ it means that its Greengenes like format
# import need to be done using parse_taxonomy_greengenes function
# in this case user taxonomic rank names are ignored
tax      <- tax_table(data)[[1]]
if ((gregexpr('k__', tax))[[1]][1]>0) { 
  cat("Warning : Taxonomic affiliations come from Greengenes database, user specified ranks names are ignored.")
  data <- import_biom(biomfile, parseFunction = parse_taxonomy_greengenes)
} else {
## else, custumize rank name with the user specified ranks variable
  new_rank <- as.list(strsplit(params$ranks, " ")[[1]])
  colnames(tax_table(data)) <- new_rank
}

## add sample name to metadata, as SampleID variable
sampledata$SampleID <- rownames(sampledata)
sample_data(data) <- sampledata

## add tree metadata if available
if (params$treefile != "None"){
  treefile <- read.tree(params$treefile)
  phy_tree(data) <- treefile
}

## change de sample metadata order as in input samplefile
for ( variable in sample_variables(data)){
  variable.order = as.vector(unique(sampledata[,variable]))
  sample_data(data)[,variable] <- factor(get_variable(data, variable),levels=variable.order)
}

## remove empty samples
empty_samples <- sample_names(data)[which(sample_sums(data)==0)]
sample_to_keep <- sample_names(data)[which(sample_sums(data)>0)]
data <- prune_samples(sample_to_keep, data)

empty_taxa <- taxa_names(data)[which(taxa_sums(data)==0)]
taxa_to_keep <- taxa_names(data)[which(taxa_sums(data)>0)]
data <- prune_taxa(taxa_to_keep, data)

## abundance normalisation
if(params$normalisation){ data <- rarefy_even_depth(data, rngseed = 1121983)}

## save phyloseq object in Rdata file
save(data, file=params$outputRdata)
```

# {.tabset .tabset-fade .tabset-pills}

```{=html}
<div class="row">
  <div style="float:right">
  <select id="themechoice"
          class="form-select form-select-sm"
          style="width: auto;"
          onchange="update_theme_Rmd(this.value)"
          aria-label="Switch theme">
    <option selected disabled value="">Switch theme</option>
    <option disabled value="DefaultTheme">Default</option>
    <option value="CoralTheme">Coral</option>
    <option value="GoldTheme">Gold</option>
    <option value="SteelTheme">Steel</option>
  </select>
  </div>
</div>
```

## Summary
```{r summary}
data
if(length(empty_samples) > 0) {cat(paste('Remove empty samples: ', paste(empty_samples, collapse=",")))}
if(length(empty_taxa) > 0) {cat(paste('Remove empty taxa: ', paste(empty_taxa, collapse=",")))}
if(params$normalisation){cat(paste('Number of sequences in each sample after normalisation: ', head(sample_sums(data))[[1]]))}
```

## Ranks Names
```{r ranks}
cat(paste('Rank names : ',paste(rank_names(data),collapse=', ')))
```

## Sample metadata
```{r sample}
variables <- sample_variables(data)
cat(paste('Sample variables: ', paste(variables, collapse=', ' )))

for (var in variables){
  cat(paste(var,': ',paste(levels(factor(get_variable(data, varName = var))),collapse=', '), '\n\n'))
}
```

## Plot tree
```{r tree, fig.width=10, fig.height=8}

if(params$treefile!="None"){
  p <- plot_tree(data, color=rank_names(data)[2]) + 
          ggtitle(paste("Phylogenetic tree colored by", rank_names(data)[2])) + 
          theme(plot.title = element_text(hjust = 0.5))
  plot(p)
}

if(params$treefile=="None"){
  cat("There is no phylogenetic tree in the object you have provided.")
}
```

## Reproducibility token

```{r session, echo=TRUE, eval=TRUE}
sessioninfo::session_info()
```</div> + + + +</div> + +<script> + +// add bootstrap table styles to pandoc tables +function bootstrapStylePandocTables() { + $('tr.odd').parent('tbody').parent('table').addClass('table table-condensed'); +} +$(document).ready(function () { + bootstrapStylePandocTables(); +}); + +$(document).ready(function () { + $('.knitsql-table').addClass('kable-table'); + var container = $('.kable-table'); + container.each(function() { + + // move the caption out of the table + var table = $(this).children('table'); + var caption = table.children('caption').detach(); + caption.insertBefore($(this)).css('display', 'inherit'); + }); +}); + +</script> + +<!-- tabsets --> + +<script> +$(document).ready(function () { + window.buildTabsets("TOC"); +}); + +$(document).ready(function () { + $('.tabset-dropdown > .nav-tabs > li').click(function () { + $(this).parent().toggleClass('nav-tabs-open'); + }); +}); +</script> + +<!-- code folding --> +<script> +$(document).ready(function () { + window.initializeSourceEmbed("phyloseq_import_data.Rmd"); + window.initializeCodeFolding("hide" === "show"); +}); +</script> + + +<!-- dynamically load mathjax for compatibility with self-contained --> +<script> + (function () { + var script = document.createElement("script"); + script.type = "text/javascript"; + script.src = "https://mathjax.rstudio.com/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML"; + document.getElementsByTagName("head")[0].appendChild(script); + })(); +</script> + +</body> +</html>
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) 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0 : start; + end = end >= pageCount ? pageCount : end; + + var first = false; + var last = false; + + if (start > 0 && me.visible > 1) { + start = start + 1; + first = true; + } + + if (end < pageCount && me.visible > 2) { + end = end - 1; + last = true; + } + + return { + first: first, + start: start, + end: end, + last: last + }; + }; + + me.getRowStart = function() { + var rowStart = page.number * page.rows; + if (rowStart < 0) + rowStart = 0; + + return rowStart; + }; + + me.getRowEnd = function() { + var rowStart = me.getRowStart(); + return Math.min(rowStart + me.rows, data.length); + }; + + me.getPaddingRows = function() { + var rowStart = me.getRowStart(); + var rowEnd = me.getRowEnd(); + return data.length > me.rows ? me.rows - (rowEnd - rowStart) : 0; + }; + }; + + var Columns = function(data, columns, options) { + var me = this; + + me.defaults = { + min: 5 + }; + + me.number = 0; + me.visible = 0; + me.total = columns.length; + me.subset = []; + me.padding = 0; + me.min = options.columns.min !== null ? options.columns.min : me.defaults.min; + me.max = options.columns.max !== null ? options.columns.max : null; + me.widths = {}; + + var widthsLookAhead = Math.max(100, options.rows.min); + var paddingColChars = 10; + + me.emptyNames = function() { + columns.forEach(function(column) { + if (columns.label !== null && columns.label !== "") + return false; + }); + + return true; + }; + + var parsePadding = function(value) { + return parseInt(value) >= 0 ? parseInt(value) : 0; + }; + + me.calculateWidths = function(measures) { + columns.forEach(function(column) { + var maxChars = Math.max( + column.label.toString().length, + column.type.toString().length + ); + + for (var idxRow = 0; idxRow < Math.min(widthsLookAhead, data.length); idxRow++) { + maxChars = Math.max(maxChars, data[idxRow][column.name.toString()].length); + } + + me.widths[column.name] = { + // width in characters + chars: maxChars, + // width for the inner html columns + inner: maxChars * measures.character, + // width adding outer styles like padding + outer: maxChars * measures.character + measures.padding + }; + }); + }; + + me.getWidth = function() { + var widthOuter = 0; + for (var idxCol = 0; idxCol < me.subset.length; idxCol++) { + var columnName = me.subset[idxCol].name; + widthOuter = widthOuter + me.widths[columnName].outer; + } + + widthOuter = widthOuter + me.padding * paddingColChars * measurer.measures.character; + + if (me.hasMoreLeftColumns()) { + widthOuter = widthOuter + columnNavigationWidthPX + measurer.measures.padding; + } + + if (me.hasMoreRightColumns()) { + widthOuter = widthOuter + columnNavigationWidthPX + measurer.measures.padding; + } + + return widthOuter; + }; + + me.updateSlice = function() { + if (me.number + me.visible >= me.total) + me.number = me.total - me.visible; + + if (me.number < 0) me.number = 0; + + me.subset = columns.slice(me.number, Math.min(me.number + me.visible, me.total)); + + me.subset = me.subset.map(function(column) { + Object.keys(column).forEach(function(colKey) { + column[colKey] = column[colKey] === null ? "" : column[colKey].toString(); + }); + + column.width = null; + return column; + }); + }; + + me.setVisibleColumns = function(columnNumber, newVisibleColumns, paddingCount) { + me.number = columnNumber; + me.visible = newVisibleColumns; + me.padding = paddingCount; + + me.updateSlice(); + }; + + me.incColumnNumber = function(increment) { + me.number = me.number + increment; + }; + + me.setColumnNumber = function(newNumber) { + me.number = newNumber; + }; + + me.setPaddingCount = function(newPadding) { + me.padding = newPadding; + }; + + me.getPaddingCount = function() { + return me.padding; + }; + + me.hasMoreLeftColumns = function() { + return me.number > 0; + }; + + me.hasMoreRightColumns = function() { + return me.number + me.visible < me.total; + }; + + me.updateSlice(0); + return me; + }; + + var data = source.data; + var page = new Page(data, options); + var measurer = new Measurer(data, options); + var columns = new Columns(data, source.columns, options); + + var table = null; + var tableDiv = null; + var header = null; + var footer = null; + var tbody = null; + + // Caches pagedTable.clientWidth, specially for webkit + var cachedPagedTableClientWidth = null; + + var onChangeCallbacks = []; + + var clearSelection = function() { + if(document.selection && document.selection.empty) { + document.selection.empty(); + } else if(window.getSelection) { + var sel = window.getSelection(); + sel.removeAllRanges(); + } + }; + + var columnNavigationWidthPX = 5; + + var renderColumnNavigation = function(increment, backwards) { + var arrow = document.createElement("div"); + arrow.setAttribute("style", + "border-top: " + columnNavigationWidthPX + "px solid transparent;" + + "border-bottom: " + columnNavigationWidthPX + "px solid transparent;" + + "border-" + (backwards ? "right" : "left") + ": " + columnNavigationWidthPX + "px solid;"); + + var header = document.createElement("th"); + header.appendChild(arrow); + header.setAttribute("style", + "cursor: pointer;" + + "vertical-align: middle;" + + "min-width: " + columnNavigationWidthPX + "px;" + + "width: " + columnNavigationWidthPX + "px;"); + + header.onclick = function() { + columns.incColumnNumber(backwards ? -1 : increment); + + me.animateColumns(backwards); + renderFooter(); + + clearSelection(); + triggerOnChange(); + }; + + return header; + }; + + var maxColumnWidth = function(width) { + var padding = 80; + var columnMax = Math.max(cachedPagedTableClientWidth - padding, 0); + + return parseInt(width) > 0 ? + Math.min(columnMax, parseInt(width)) + "px" : + columnMax + "px"; + }; + + var clearHeader = function() { + var thead = pagedTable.querySelectorAll("thead")[0]; + thead.innerHTML = ""; + }; + + var renderHeader = function(clear) { + cachedPagedTableClientWidth = pagedTable.clientWidth; + + var fragment = document.createDocumentFragment(); + + header = document.createElement("tr"); + fragment.appendChild(header); + + if (columns.number > 0) + header.appendChild(renderColumnNavigation(-columns.visible, true)); + + columns.subset = columns.subset.map(function(columnData) { + var column = document.createElement("th"); + column.setAttribute("align", columnData.align); + column.style.textAlign = columnData.align; + + column.style.maxWidth = maxColumnWidth(null); + if (columnData.width) { + column.style.minWidth = + column.style.maxWidth = maxColumnWidth(columnData.width); + } + + var columnName = document.createElement("div"); + columnName.setAttribute("class", "pagedtable-header-name"); + if (columnData.label === "") { + columnName.innerHTML = " "; + } + else { + columnName.appendChild(document.createTextNode(columnData.label)); + } + column.appendChild(columnName); + + var columnType = document.createElement("div"); + columnType.setAttribute("class", "pagedtable-header-type"); + if (columnData.type === "") { + columnType.innerHTML = " "; + } + else { + columnType.appendChild(document.createTextNode("<" + columnData.type + ">")); + } + column.appendChild(columnType); + + header.appendChild(column); + + columnData.element = column; + + return columnData; + }); + + for (var idx = 0; idx < columns.getPaddingCount(); idx++) { + var paddingCol = document.createElement("th"); + paddingCol.setAttribute("class", "pagedtable-padding-col"); + header.appendChild(paddingCol); + } + + if (columns.number + columns.visible < columns.total) + header.appendChild(renderColumnNavigation(columns.visible, false)); + + if (typeof(clear) == "undefined" || clear) clearHeader(); + var thead = pagedTable.querySelectorAll("thead")[0]; + thead.appendChild(fragment); + }; + + me.animateColumns = function(backwards) { + var thead = pagedTable.querySelectorAll("thead")[0]; + + var headerOld = thead.querySelectorAll("tr")[0]; + var tbodyOld = table.querySelectorAll("tbody")[0]; + + me.fitColumns(backwards); + + renderHeader(false); + + header.style.opacity = "0"; + header.style.transform = backwards ? "translateX(-30px)" : "translateX(30px)"; + header.style.transition = "transform 200ms linear, opacity 200ms"; + header.style.transitionDelay = "0"; + + renderBody(false); + + if (headerOld) { + headerOld.style.position = "absolute"; + headerOld.style.transform = "translateX(0px)"; + headerOld.style.opacity = "1"; + headerOld.style.transition = "transform 100ms linear, opacity 100ms"; + headerOld.setAttribute("class", "pagedtable-remove-head"); + if (headerOld.style.transitionEnd) { + headerOld.addEventListener("transitionend", function() { + var headerOldByClass = thead.querySelector(".pagedtable-remove-head"); + if (headerOldByClass) thead.removeChild(headerOldByClass); + }); + } + else { + thead.removeChild(headerOld); + } + } + + if (tbodyOld) table.removeChild(tbodyOld); + + tbody.style.opacity = "0"; + tbody.style.transition = "transform 200ms linear, opacity 200ms"; + tbody.style.transitionDelay = "0ms"; + + // force relayout + window.getComputedStyle(header).opacity; + window.getComputedStyle(tbody).opacity; + + if (headerOld) { + headerOld.style.transform = backwards ? "translateX(20px)" : "translateX(-30px)"; + headerOld.style.opacity = "0"; + } + + header.style.transform = "translateX(0px)"; + header.style.opacity = "1"; + + tbody.style.opacity = "1"; + } + + me.onChange = function(callback) { + onChangeCallbacks.push(callback); + }; + + var triggerOnChange = function() { + onChangeCallbacks.forEach(function(onChange) { + onChange(); + }); + }; + + var clearBody = function() { + if (tbody) { + table.removeChild(tbody); + tbody = null; + } + }; + + var renderBody = function(clear) { + cachedPagedTableClientWidth = pagedTable.clientWidth + + var fragment = document.createDocumentFragment(); + + var pageData = data.slice(page.getRowStart(), page.getRowEnd()); + + pageData.forEach(function(dataRow, idxRow) { + var htmlRow = document.createElement("tr"); + htmlRow.setAttribute("class", (idxRow % 2 !==0) ? "even" : "odd"); + + if (columns.hasMoreLeftColumns()) + htmlRow.appendChild(document.createElement("td")); + + columns.subset.forEach(function(columnData) { + var cellName = columnData.name; + var dataCell = dataRow[cellName]; + var htmlCell = document.createElement("td"); + + if (dataCell === "NA") htmlCell.setAttribute("class", "pagedtable-na-cell"); + if (dataCell === "__NA__") dataCell = "NA"; + + var cellText = document.createTextNode(dataCell); + htmlCell.appendChild(cellText); + if (dataCell.length > 50) { + htmlCell.setAttribute("title", dataCell); + } + htmlCell.setAttribute("align", columnData.align); + htmlCell.style.textAlign = columnData.align; + htmlCell.style.maxWidth = maxColumnWidth(null); + if (columnData.width) { + htmlCell.style.minWidth = htmlCell.style.maxWidth = maxColumnWidth(columnData.width); + } + htmlRow.appendChild(htmlCell); + }); + + for (var idx = 0; idx < columns.getPaddingCount(); idx++) { + var paddingCol = document.createElement("td"); + paddingCol.setAttribute("class", "pagedtable-padding-col"); + htmlRow.appendChild(paddingCol); + } + + if (columns.hasMoreRightColumns()) + htmlRow.appendChild(document.createElement("td")); + + fragment.appendChild(htmlRow); + }); + + for (var idxPadding = 0; idxPadding < page.getPaddingRows(); idxPadding++) { + var paddingRow = document.createElement("tr"); + + var paddingCellRow = document.createElement("td"); + paddingCellRow.innerHTML = " "; + paddingCellRow.setAttribute("colspan", "100%"); + paddingRow.appendChild(paddingCellRow); + + fragment.appendChild(paddingRow); + } + + if (typeof(clear) == "undefined" || clear) clearBody(); + tbody = document.createElement("tbody"); + tbody.appendChild(fragment); + + table.appendChild(tbody); + }; + + var getLabelInfo = function() { + var pageStart = page.getRowStart(); + var pageEnd = page.getRowEnd(); + var totalRows = data.length; + + var totalRowsLabel = options.rows.total ? options.rows.total : totalRows; + var totalRowsLabelFormat = totalRowsLabel.toString().replace(/(\d)(?=(\d\d\d)+(?!\d))/g, '$1,'); + + var infoText = (pageStart + 1) + "-" + pageEnd + " of " + totalRowsLabelFormat + " rows"; + if (totalRows < page.rows) { + infoText = totalRowsLabel + " row" + (totalRows != 1 ? "s" : ""); + } + if (columns.total > columns.visible) { + var totalColumnsLabel = options.columns.total ? options.columns.total : columns.total; + + infoText = infoText + " | " + (columns.number + 1) + "-" + + (Math.min(columns.number + columns.visible, columns.total)) + + " of " + totalColumnsLabel + " columns"; + } + + return infoText; + }; + + var clearFooter = function() { + footer = pagedTable.querySelectorAll("div.pagedtable-footer")[0]; + footer.innerHTML = ""; + + return footer; + }; + + var createPageLink = function(idxPage) { + var pageLink = document.createElement("a"); + pageLinkClass = idxPage === page.number ? "pagedtable-index pagedtable-index-current" : "pagedtable-index"; + pageLink.setAttribute("class", pageLinkClass); + pageLink.setAttribute("data-page-index", idxPage); + pageLink.onclick = function() { + page.setPageNumber(parseInt(this.getAttribute("data-page-index"))); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + + pageLink.appendChild(document.createTextNode(idxPage + 1)); + + return pageLink; + } + + var renderFooter = function() { + footer = clearFooter(); + + var next = document.createElement("a"); + next.appendChild(document.createTextNode("Next")); + next.onclick = function() { + page.setPageNumber(page.number + 1); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + if (data.length > page.rows) footer.appendChild(next); + + var pageNumbers = document.createElement("div"); + pageNumbers.setAttribute("class", "pagedtable-indexes"); + + var pageRange = page.getVisiblePageRange(); + + if (pageRange.first) { + var pageLink = createPageLink(0); + pageNumbers.appendChild(pageLink); + + var pageSeparator = document.createElement("div"); + pageSeparator.setAttribute("class", "pagedtable-index-separator-left"); + pageSeparator.appendChild(document.createTextNode("...")) + pageNumbers.appendChild(pageSeparator); + } + + for (var idxPage = pageRange.start; idxPage < pageRange.end; idxPage++) { + var pageLink = createPageLink(idxPage); + + pageNumbers.appendChild(pageLink); + } + + if (pageRange.last) { + var pageSeparator = document.createElement("div"); + pageSeparator.setAttribute("class", "pagedtable-index-separator-right"); + pageSeparator.appendChild(document.createTextNode("...")) + pageNumbers.appendChild(pageSeparator); + + var pageLink = createPageLink(page.total - 1); + pageNumbers.appendChild(pageLink); + } + + if (data.length > page.rows) footer.appendChild(pageNumbers); + + var previous = document.createElement("a"); + previous.appendChild(document.createTextNode("Previous")); + previous.onclick = function() { + page.setPageNumber(page.number - 1); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + if (data.length > page.rows) footer.appendChild(previous); + + var infoLabel = document.createElement("div"); + infoLabel.setAttribute("class", "pagedtable-info"); + infoLabel.setAttribute("title", getLabelInfo()); + infoLabel.appendChild(document.createTextNode(getLabelInfo())); + footer.appendChild(infoLabel); + + var enabledClass = "pagedtable-index-nav"; + var disabledClass = "pagedtable-index-nav pagedtable-index-nav-disabled"; + previous.setAttribute("class", page.number <= 0 ? disabledClass : enabledClass); + next.setAttribute("class", (page.number + 1) * page.rows >= data.length ? disabledClass : enabledClass); + }; + + var measuresCell = null; + + var renderMeasures = function() { + var measuresTable = document.createElement("table"); + measuresTable.style.visibility = "hidden"; + measuresTable.style.position = "absolute"; + measuresTable.style.whiteSpace = "nowrap"; + measuresTable.style.height = "auto"; + measuresTable.style.width = "auto"; + + var measuresRow = document.createElement("tr"); + measuresTable.appendChild(measuresRow); + + measuresCell = document.createElement("td"); + var sampleString = "ABCDEFGHIJ0123456789"; + measuresCell.appendChild(document.createTextNode(sampleString)); + + measuresRow.appendChild(measuresCell); + + tableDiv.appendChild(measuresTable); + } + + me.init = function() { + tableDiv = document.createElement("div"); + pagedTable.appendChild(tableDiv); + var pagedTableClass = data.length > 0 ? + "pagedtable pagedtable-not-empty" : + "pagedtable pagedtable-empty"; + + if (columns.total == 0 || (columns.emptyNames() && data.length == 0)) { + pagedTableClass = pagedTableClass + " pagedtable-empty-columns"; + } + + tableDiv.setAttribute("class", pagedTableClass); + + renderMeasures(); + measurer.calculate(measuresCell); + columns.calculateWidths(measurer.measures); + + table = document.createElement("table"); + table.setAttribute("cellspacing", "0"); + table.setAttribute("class", "table table-condensed"); + tableDiv.appendChild(table); + + table.appendChild(document.createElement("thead")); + + var footerDiv = document.createElement("div"); + footerDiv.setAttribute("class", "pagedtable-footer"); + tableDiv.appendChild(footerDiv); + + // if the host has not yet provided horizontal space, render hidden + if (tableDiv.clientWidth <= 0) { + tableDiv.style.opacity = "0"; + } + + me.render(); + + // retry seizing columns later if the host has not provided space + function retryFit() { + if (tableDiv.clientWidth <= 0) { + setTimeout(retryFit, 100); + } else { + me.render(); + triggerOnChange(); + } + } + if (tableDiv.clientWidth <= 0) { + retryFit(); + } + }; + + var registerWidths = function() { + columns.subset = columns.subset.map(function(column) { + column.width = columns.widths[column.name].inner; + return column; + }); + }; + + var parsePadding = function(value) { + return parseInt(value) >= 0 ? parseInt(value) : 0; + }; + + me.fixedHeight = function() { + return options.rows.max != null; + } + + me.fitRows = function() { + if (me.fixedHeight()) + return; + + measurer.calculate(measuresCell); + + var rows = options.rows.min !== null ? options.rows.min : 0; + var headerHeight = header !== null && header.offsetHeight > 0 ? header.offsetHeight : 0; + var footerHeight = footer !== null && footer.offsetHeight > 0 ? footer.offsetHeight : 0; + + if (pagedTable.offsetHeight > 0) { + var availableHeight = pagedTable.offsetHeight - headerHeight - footerHeight; + rows = Math.floor((availableHeight) / measurer.measures.height); + } + + rows = options.rows.min !== null ? Math.max(options.rows.min, rows) : rows; + + page.setRows(rows); + } + + // The goal of this function is to add as many columns as possible + // starting from left-to-right, when the right most limit is reached + // it tries to add columns from the left as well. + // + // When startBackwards is true columns are added from right-to-left + me.fitColumns = function(startBackwards) { + measurer.calculate(measuresCell); + columns.calculateWidths(measurer.measures); + + if (tableDiv.clientWidth > 0) { + tableDiv.style.opacity = 1; + } + + var visibleColumns = tableDiv.clientWidth <= 0 ? Math.max(columns.min, 1) : 1; + var columnNumber = columns.number; + var paddingCount = 0; + + // track a list of added columns as we build the visible ones to allow us + // to remove columns when they don't fit anymore. + var columnHistory = []; + + var lastTableHeight = 0; + var backwards = startBackwards; + + var tableDivStyle = window.getComputedStyle(tableDiv, null); + var tableDivPadding = parsePadding(tableDivStyle.paddingLeft) + + parsePadding(tableDivStyle.paddingRight); + + var addPaddingCol = false; + var currentWidth = 0; + + while (true) { + columns.setVisibleColumns(columnNumber, visibleColumns, paddingCount); + currentWidth = columns.getWidth(); + + if (tableDiv.clientWidth - tableDivPadding < currentWidth) { + break; + } + + columnHistory.push({ + columnNumber: columnNumber, + visibleColumns: visibleColumns, + paddingCount: paddingCount + }); + + if (columnHistory.length > 100) { + console.error("More than 100 tries to fit columns, aborting"); + break; + } + + if (columns.max !== null && + columns.visible + columns.getPaddingCount() >= columns.max) { + break; + } + + // if we run out of right-columns + if (!backwards && columnNumber + columns.visible >= columns.total) { + // if we started adding right-columns, try adding left-columns + if (!startBackwards && columnNumber > 0) { + backwards = true; + } + else if (columns.min === null || visibleColumns + columns.getPaddingCount() >= columns.min) { + break; + } + else { + paddingCount = paddingCount + 1; + } + } + + // if we run out of left-columns + if (backwards && columnNumber == 0) { + // if we started adding left-columns, try adding right-columns + if (startBackwards && columnNumber + columns.visible < columns.total) { + backwards = false; + } + else if (columns.min === null || visibleColumns + columns.getPaddingCount() >= columns.min) { + break; + } + else { + paddingCount = paddingCount + 1; + } + } + + // when moving backwards try fitting left columns first + if (backwards && columnNumber > 0) { + columnNumber = columnNumber - 1; + } + + if (columnNumber + visibleColumns < columns.total) { + visibleColumns = visibleColumns + 1; + } + } + + var lastRenderableColumn = { + columnNumber: columnNumber, + visibleColumns: visibleColumns, + paddingCount: paddingCount + }; + + if (columnHistory.length > 0) { + lastRenderableColumn = columnHistory[columnHistory.length - 1]; + } + + columns.setVisibleColumns( + lastRenderableColumn.columnNumber, + lastRenderableColumn.visibleColumns, + lastRenderableColumn.paddingCount); + + if (pagedTable.offsetWidth > 0) { + page.setVisiblePages(Math.max(Math.ceil(1.0 * (pagedTable.offsetWidth - 250) / 40), 2)); + } + + registerWidths(); + }; + + me.fit = function(startBackwards) { + me.fitRows(); + me.fitColumns(startBackwards); + } + + me.render = function() { + me.fitColumns(false); + + // render header/footer to measure height accurately + renderHeader(); + renderFooter(); + + me.fitRows(); + renderBody(); + + // re-render footer to match new rows + renderFooter(); + } + + var resizeLastWidth = -1; + var resizeLastHeight = -1; + var resizeNewWidth = -1; + var resizeNewHeight = -1; + var resizePending = false; + + me.resize = function(newWidth, newHeight) { + + function resizeDelayed() { + resizePending = false; + + if ( + (resizeNewWidth !== resizeLastWidth) || + (!me.fixedHeight() && resizeNewHeight !== resizeLastHeight) + ) { + resizeLastWidth = resizeNewWidth; + resizeLastHeight = resizeNewHeight; + + setTimeout(resizeDelayed, 200); + resizePending = true; + } else { + me.render(); + triggerOnChange(); + + resizeLastWidth = -1; + resizeLastHeight = -1; + } + } + + resizeNewWidth = newWidth; + resizeNewHeight = newHeight; + + if (!resizePending) resizeDelayed(); + }; +}; + +var PagedTableDoc; +(function (PagedTableDoc) { + var allPagedTables = []; + + PagedTableDoc.initAll = function() { + allPagedTables = []; + + var pagedTables = [].slice.call(document.querySelectorAll('[data-pagedtable="false"],[data-pagedtable=""]')); + pagedTables.forEach(function(pagedTable, idx) { + pagedTable.setAttribute("data-pagedtable", "true"); + pagedTable.setAttribute("pagedtable-page", 0); + pagedTable.setAttribute("class", "pagedtable-wrapper"); + + var pagedTableInstance = new PagedTable(pagedTable); + pagedTableInstance.init(); + + allPagedTables.push(pagedTableInstance); + }); + }; + + PagedTableDoc.resizeAll = function() { + allPagedTables.forEach(function(pagedTable) { + pagedTable.render(); + }); + }; + + window.addEventListener("resize", PagedTableDoc.resizeAll); + + return PagedTableDoc; +})(PagedTableDoc || (PagedTableDoc = {})); + +window.onload = function() { + PagedTableDoc.initAll(); +}; +</script> +<script> + +/** + * jQuery Plugin: Sticky Tabs + * + * @author Aidan Lister <aidan@php.net> + * adapted by Ruben Arslan to activate parent tabs too + * http://www.aidanlister.com/2014/03/persisting-the-tab-state-in-bootstrap/ + */ +(function($) { + "use strict"; + $.fn.rmarkdownStickyTabs = function() { + var context = this; + // Show the tab corresponding with the hash in the URL, or the first tab + var showStuffFromHash = function() { + var hash = window.location.hash; + var selector = hash ? 'a[href="' + hash + '"]' : 'li.active > a'; + var $selector = $(selector, context); + if($selector.data('toggle') === "tab") { + $selector.tab('show'); + // walk up the ancestors of this element, show any hidden tabs + $selector.parents('.section.tabset').each(function(i, elm) { + var link = $('a[href="#' + $(elm).attr('id') + '"]'); + if(link.data('toggle') === "tab") { + link.tab("show"); + } + }); + } + }; + + + // Set the correct tab when the page loads + showStuffFromHash(context); + + // Set the correct tab when a user uses their back/forward button + $(window).on('hashchange', function() { + showStuffFromHash(context); + }); + + // Change the URL when tabs are clicked + $('a', context).on('click', function(e) { + history.pushState(null, null, this.href); + showStuffFromHash(context); + }); + + return this; + }; +}(jQuery)); + +window.buildTabsets = function(tocID) { + + // build a tabset from a section div with the .tabset class + function buildTabset(tabset) { + + // check for fade and pills options + var fade = tabset.hasClass("tabset-fade"); + var pills = tabset.hasClass("tabset-pills"); + var navClass = pills ? "nav-pills" : "nav-tabs"; + + // determine the heading level of the tabset and tabs + var match = tabset.attr('class').match(/level(\d) /); + if (match === null) + return; + var tabsetLevel = Number(match[1]); + var tabLevel = tabsetLevel + 1; + + // find all subheadings immediately below + var tabs = tabset.find("div.section.level" + tabLevel); + if (!tabs.length) + return; + + // create tablist and tab-content elements + var tabList = $('<ul class="nav ' + navClass + '" role="tablist"></ul>'); + $(tabs[0]).before(tabList); + var tabContent = $('<div class="tab-content"></div>'); + $(tabs[0]).before(tabContent); + + // build the tabset + var activeTab = 0; + tabs.each(function(i) { + + // get the tab div + var tab = $(tabs[i]); + + // get the id then sanitize it for use with bootstrap tabs + var id = tab.attr('id'); + + // see if this is marked as the active tab + if (tab.hasClass('active')) + activeTab = i; + + // remove any table of contents entries associated with + // this ID (since we'll be removing the heading element) + $("div#" + tocID + " li a[href='#" + id + "']").parent().remove(); + + // sanitize the id for use with bootstrap tabs + id = id.replace(/[.\/?&!#<>]/g, '').replace(/\s/g, '_'); + tab.attr('id', id); + + // get the heading element within it, grab it's text, then remove it + var heading = tab.find('h' + tabLevel + ':first'); + var headingText = heading.html(); + heading.remove(); + + // build and append the tab list item + var a = $('<a role="tab" data-toggle="tab">' + headingText + '</a>'); + a.attr('href', '#' + id); + a.attr('aria-controls', id); + var li = $('<li role="presentation"></li>'); + li.append(a); + tabList.append(li); + + // set it's attributes + tab.attr('role', 'tabpanel'); + tab.addClass('tab-pane'); + tab.addClass('tabbed-pane'); + if (fade) + tab.addClass('fade'); + + // move it into the tab content div + tab.detach().appendTo(tabContent); + }); + + // set active tab + $(tabList.children('li')[activeTab]).addClass('active'); + var active = $(tabContent.children('div.section')[activeTab]); + active.addClass('active'); + if (fade) + active.addClass('in'); + + if (tabset.hasClass("tabset-sticky")) + tabset.rmarkdownStickyTabs(); + } + + // convert section divs with the .tabset class to tabsets + var tabsets = $("div.section.tabset"); + tabsets.each(function(i) { + buildTabset($(tabsets[i])); + }); +}; + +</script> +<script> +window.initializeCodeFolding = function(show) { + + // handlers for show-all and hide all + $("#rmd-show-all-code").click(function() { + $('div.r-code-collapse').each(function() { + $(this).collapse('show'); + }); + }); + $("#rmd-hide-all-code").click(function() { + $('div.r-code-collapse').each(function() { + $(this).collapse('hide'); + }); + }); + + // index for unique code element ids + var currentIndex = 1; + + // select all R code blocks + var rCodeBlocks = $('pre.r, pre.python, pre.bash, pre.sql, pre.cpp, pre.stan, pre.julia, pre.foldable'); + rCodeBlocks.each(function() { + // skip if the block has fold-none class + if ($(this).hasClass('fold-none')) return; + + // create a collapsable div to wrap the code in + var div = $('<div class="collapse r-code-collapse"></div>'); + var showThis = (show || $(this).hasClass('fold-show')) && !$(this).hasClass('fold-hide'); + var id = 'rcode-643E0F36' + currentIndex++; + div.attr('id', id); + $(this).before(div); + $(this).detach().appendTo(div); + + // add a show code button right above + var showCodeText = $('<span>' + (showThis ? 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id="rmd-download-source" href="#">Download Rmd</a></li> +</ul> +</div> + + + + +</div> + + +<!-- rnb-text-begin --> +<meta http-equiv="Content-Type" content="text/html; charset=UTF-8" /> +<meta name="author" content="Ta Thi Ngan - SIGENAE/GABI & Maria Bernard - SIGENAE/GABI" /> +<meta name="version" content="5.1.0" /> +<meta name="copyright" content="Copyright (C) 2025 INRAE" /> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<script> + +const DEFAULT_THEME = "DefaultTheme"; +var CURRENT_THEME = DEFAULT_THEME; + +const logo2 = 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zqlTlCRJO7MNXwQRMTH8ciDUOLM5EUq24/fEpRQECJUDonfxX7i2ZdzBZbHL0EgAAAIh0HpWKAAkCm+NKyotNvwMmZo2jK2mdKsUC7BebH2cUAyQCJUAsg3zuLZnPdrH58YBiAAAAAKKZO9VUBkh2KQ0EKpSASS7pAdWJG/rA976ABT5XCJQAUQ36ubfkesojmJscwQQAAAACnyutqkxbTIAEsfA+YEJgEzd0Umx+XKMY8PKZQqAEiG4CkIl7S67jsNj8uEExAAAAAEHOj1Yltc0fcyTEKISAyaqkzPyRkgtX9bDY/DinGPDyWUKgBIhyMkBOz+vhKCYAAAAQ3rwoE5vIgKlQUnKtSqpLSs2/qktapXoXIrR07u8Vmx+PqVa8fH4QKAGinRSsqgyWbFEalzqRVCcFFwAAABDEXCg1c6E1SgN4SxABEyz8uZlJehzQTzouNj+uU7N4rZ0TKAFif9n90Zb0HSVxqUfF5kdtigEAAADwdu5TUxkg2aA0gEuZgMlHQ4oCya9/jBVWcHmv2PyoS83itXZOoARA8usfqaSBOHJ+mQ8YJAIAAADezXe4qB2Y377KgMmYooj2GZoprNMkkvR/i82PyBqC19s6gRIAM5OHobi35CInxeZHNYoBAAAA8Gaek4uL2oFFIGAS5zN0VdJIYZ0mOSw2P2pQu3jTOxQBAEkqNj86LTY/qkt6RGmca81MtAAAAAA4LPn1j9SkinkggiTAIuxK+iv59Y+uSWOHOLQV3n1OA6oVZ44dOFEC4E3v/PpHQ2XuXiYUZ3v/P5sfjSgGAAAAwLm5TE3cQwJUYV9S/h9OmIT+PB0prLWhiaTaf0i7hbPaPEUA4E3/2fxoIKku6ZjSOFOXIgAAAADc8c6vf6y+U57+/ksESYAq7Er6651f/8jfKdMzITwdhbeBdkCQBOeOJSgCAGcxu0JSlbtE8Lr1d379o00xAAAAAPaZE/EjlWm2AFTrgaQxAZMgn6tbAf400m7hXKTeAnCVF2SmMHcS3MREUp1jxgAAAIC1eUpNpNkCXJsndyR12LXv9bN1VdJY4a0BTf6z+RHBPJzf9ikCAJf5z+ZHXZWnS0jF9cqKSMEFAAAAVI40W4DT8+TpCROyMPirqzA3ynKaBBePLygCAFdhLi9PRSquWRsM/gAAAIDqkGYL8MKKpO/e+fWPsclQAX+esW2FmXJLYrMrLkHqLQDX9i6puGZNJNX+5lgxAAAAsMw5SE2k2QJ8dSIp/7vMVgF3n7N1SX+G2gb/3vyoRi3jIpwoAXBtf5OKaxYpuAAAAIAlerdMszUSQRLAV2uSHr/76x/jdzlh4upzdlVhp6bqUsu4DCdKANz0ZdqRdI+S0Pbfmx+R7xIAAABY3FwjVXmSfZ3SCMqxpFOVwa+LTuankmoqF9kRliOVJ0yGFIUzz9uhwg5Gv/f35kdjahoXIVACYBEv1IbCvezrqkjBBQAAACxmfrEqKRcbskJwJGmoMigy/ru8+3Ke9pBKqpv/5GRRWO2DgIn9Z25X0m7AP/Hw782PGtQ0LkOgBMCiXqw1lcc0Y97t9ejvzY+43B0AAACYf16RqtyExSkC/0xUBkWGkobzBEWu0U4aKoMmDdpKEAiY2HvmtiV9F/jPJAMIroRACYBFv2RzSQ8iLoIPGNwBAAAA155HrKoMkGxRGl45VhkYGdiaB5kLqFNJmUjT5rsjSRkpkirrO5mkx4H/TC5xx5URKAGwjJdtqvJ0SYypuE4k1UnBBQAAAFx5/kAqX78cmfnewLUFbZPpoCGCJr7bV3nCZExRLK2vZAo/SCJJ9//e/KhDjeMqCJQAWIr/84//jXlH2MN/3/owpxUAAAAAl84bMsWxWOe7Q5ngyL9vfXjqSduqSWqL9Fw+25eU//vWh2OKgufuHCaSar48s2AfgRIAy34Bt1VexBjb7rD3/33rwxEtAAAAADh3rpCJIInLjlVufhv4vlD9f/7xv6nKUyYNcXLJRwRMeO7O49G/b33IPbK4MgIlAKp4EdfNADumo8/H/771YZ3aBwAAAM6cI2QiSOKiE5UnRzohLkqbzAcNlSdNSM3lHwImN2v/XUm7Ef3k92gruA4CJQCqfCl3JN2L6CeTggsAAAB4e16QiSCJa/ZVnhwZRNQO63qVmotTJv61VwImV2/rq5I6iitIsv/vWx9m1D6ug0AJgKpf0Kniueh9IqnO4A0AAAB4OR/IRJDEFScqF0+7Mefw55SJ1wiYXN6+ayrXYGJr25wmwbURKAFgayDaVRwXvR/9+9aHKbUOAAAA5gEESRyxrzI4MqQo3mqjqcq7THYpDe/aNAGTt9tzQ+XaS2wnpjhNgrkQKAFg86UdSyqu+/++9WGHGgcAAEDEY/9MBElsOlG5YNplMflK7bWmMmDSFmm5fELARC83p+aKK/X5LE6TYC4ESgBY9V//+N+Rwj8COpFU+1fEx9kBAAAQ9Zg/E0ESW44kdf9168MuRXGj9ptLWqM0vLEvKf9XhIvl/1WeiupG3F73/8VpEsyJQAkA2y/xuqQ/I/iph/+69WGDGgcAAEBk4/1MBEls2FcZIBlSFAtry6nKgMkGpeFVP4giYPJfnCKRzD2x/+I0CeZEoASACy/0WFJwbf/r1ocDahwAAACRjPMzESSp0kTlTvIOC4VLbdc1lQvS3GPij33TL0YBP2s7Ik3cw3/d+jCnuWNeBEoAuPBSX5U0UvhHQ0nBBQAAgFjG+KmkF5REJab3j3SYa1TaxmviHhPfHKk8YTIMpA1mIi3cFOstuDECJQCYSFXr0b9ufdimxgEAwP9n725f7Lruu+F/Ffr2QnMHCoULbp1QKNxQ4iM7iW1Z0pyRZFuW7wuPuSiE0qKjlia0NHj0F/joL/CIhJQ0pD5DQgiU4BGhrhPH1hlbVuLEsWZCIGAImTEEAoFcGgL3W90v9h5rLOthHs7MnL3X5wPCjvPQ7rX22Xut/V1r/aDFY/tuklF8PN5ra6k++g41xYHe71OpwpJ+fLBuipVUweKwofdcPwKSO13wLGS3BCXAJL3sSzmCa8ZZwQAAtHRMLyTZe0upPvI61nfy7v9+fMBukvVUR1YNJ/24ujqQ66cK5dxfdzwT/7//98meZmC3BCXApL34VwuYVK2lKjBmSygAAG0azwtJ9larjg1q+W+hn+qD9kNaozGupApMFifsXppNMhs1ce7naFvrz7C/BCXApA0oZ5O8UsClKjIGAECbxvFCkr0jIGnu76KXaofJtNZojPUki/Wf0X4vcKwXkPZShSOznqkP5HhzxkZQAkziYHIxyXMFXKpVDwAAtGH83kmyHB/0xk1A0p7fSC8Ckyb/Dkf1M2553Ed0bQpGuvVf3SNbp4A7YyUoASbO//ivH5dyBNfKn54909XjAAA0fOw+iiOGxmkpyeBPz54ZaYrW/V56qY7kek5rNNZ66tAkyc1U3y5W63/v5p+ePbN8R593k0zV/3IqVSCy8dduBMy78fyfnj2jVhNjIygBJnUAOZfkpQIu9eINWpjVAAAgAElEQVSfnj0zr8cBAGjgmF1IMl4CknJ+O51UO0zUnYCdufKnZ8/MagbGSVACTPLgcZT2bztdT9L907NnVvU4AAANGqsLScZHQFLu76gTgQls13qSzp+ePePILcbqU5oAmGD9+gXYZoeTDHU1AABNISQZm6UkM3969kxPSFKmPz17ZvVPz57pJ/lMkgUtAlvSF5KwFwQlwEQPGpOUcCzV9P/4rx/39TgAAA0xjJBkN1YiIOGOua/ABLbksrok7BVHbwET73/814+XC5iI2ToKAEATxubDOCZop9ZSHbE11BQ84HfWiSO54E4rSXq+m7BX7CgBmqBfwDU6ggsAgIkmJNmx9SQX/vTsmY6QhK2wwwTu+hx15BZ7yo4SoBGm/uvHgyQvFnCpz9+0jRQAgMkbjw8jJNmu9VRHCc/f9HGP3f3+OrHDhLJduCloZo8JSoCmDAynkiwnOdLyS11L0jWRAgBggsbi/SQva4ltuZxkYFzPmH+LnQhMKM/CzWqHFewpQQnQpEFhL8nVEiZVN589M6fHAQCYgDF4P0KS7biSZO7ms2dWNQV7+LvsRGBCGVZuPnumqxnYD4ISoGkDwvkkLxRwqTM3nz0z0uMAABzg2LsfIclWraQKSIzh2c/faCdVrctprUELrSfp2JnHfhGUAE0bCE4lWU1V/LzVEy2rJgAAOMBxdy9l7OberbVUR2wNNQUH/HsdRGBCe6wn6d189syypmC/CEqAJg4CZ5O8UsClXrr57JmBHgcAYJ/H290ko7R/cdJuKNTOJP52exGY0A6Kt7PvBCVAUweAi0meK+BSj1pBAQDAPo6zhSQPpg4Jk/477kVgQnNdvPnsmXnNwH4TlACN9OlXizmCa+mP58709DgAAPswxu4kWY6Q5F5Wksz98Zw6JDTmN92LwIRmWfjjuTN9zcBBEJQATR70zSV5qYBLvfjHc1ZTAACwp2PrqVQ7SR7SGp+wnmRgTE6Df9/9VIHJEa3BBBOScKAEJUDTB3yjtH91zHqS7h/P2doPAMCejKmFJPe2kGoXiToktOG33o/AhMl05Y/nzsxqBg7SpzQB0HD9VEFCmx1OVSgSAADGSkhyTytJZv547kxfSEJb/PHcmeEfz53pJLmQZE2LMEHP275m4KAJSoCmD/RWU0aI8NynX/2x1RUAAIzbfIQkm62nOvq2qxYJLZ5HbwQmF9P+hYdMtpUkPYE0k0BQArRhkDeoX65tN6xX/LVKXTQUAID9H4cNk5zXEh+5kqSjFgkFzaXnk3SSXIrAhP0nJGGiCEqAtugXcI1tPYKr/+lXfzz69Ks/7rmNAYCD9OlXfzz16Vd/PNfGxSl3udb5CEk2rKU6ZmvWBztK88dzZ27Wiw87EZiwf5YiJGHCCEqAtgzulutBXdudb2GgsLGK6arABAA4KJ9+9cdzSVbrseXNll9rP8kLej1JcjmJY7Ywp/5kYAJ7ZeGP584ISZg4h27duqUVgLZM+KaSLCc50vJLXasnczdb1HezSV7Z9I9Wksz/8dyZoTsbANjjcUg/yaAeQ17547kzswVc78t6PklywXgT7vms6NTPRjvPGKeFP54709cMTCJBCdC2wVwvydUCLvVSvdqnTX03SjJ9xz9eSzIwgQUA9mjcONg0/mjdYpSCx8pbISSBrT03OhGYMB4X1YBikglKgNb581ffmE8ZRwkc/cO508st6rdukhv3+LfXUx3RNf+Hc6dtzwUAdjvmmM8nF2i0amx1j+sepap7V7oLfzh3eqgZYFvPkE4EJnju0mKCEqCNA7ipVOdLt30SuPKHc6e7Leu74QMG3huByfAP506vutsBgG2MMzq590e+i384d3q+xdcuJLnNxzrY/fPkbmEz3GsO32vzQgTaQ1ACtHXwdmfNi7Zq1aR+myHXQpKBwAQAeMD4opP7r4Je+sO5070WX38pdfy24vIfzp2e0wwwlmdLLx8/vhDutJJk1pydphCUAG0euC0mea7ll7mepNumgcefv/rGIMmL2/ivLKUKTEbuegBg05hiKslc/efwfcZSnbYe7Vm3wSjJQ+6ILPzh3Om+ZoCxP2d6EZhwl2dukjlHZ9MkghKgzQO2TqrVc20/YqB1qyD//NU3VrP9VY8rqWqYDN39AFD0GHArAcmGmTYvtvjzV99YjpAkEZLAfjxvehGYUC1AmDMvp4kEJUDbB2tzSV4q4FKf/8O504stG2Rf3eF/fS3JMAq/A0Bp477tBCRJcukP504PWtwewyi6nAhJ4CDmcoMITEq0kqSvHglNJSgBWu8vXn1jVMAgbT1J5/ctCgbG0G/rSRaTDH7vTFQAaPNYb7sBSZKs/P7c6W6L22QYIUmSLPxeSAIH9RyaTVX0XX2kMlyu594WK9JYghKghAFaJ8lvC7jUK78/d3pWv929bZLM/14dEwBo0xhvJwFJUtd4a+tCir8oZ0d1UWNjaPAzqZ9qh4nApJ3WkvTNtWkDQQlQyuBskO0VCG+qmTYNUP7i1Tfmk7wwxv/JlVSBydCvAgAaOz7YaUCy4fnft+jI0jvapp/kZXdJVpL0rGyGiXs+DSIwaRO7SGgVQQlQ0sCshGKWa6lWSN5sSZ9NJVnNzj6C3M96qm3gQ8dyAUCjxgW7CUiS5PLvz52ea2n7zCZ5xZ0iJIEJf1b1IzBpOrtIaCVBCVDSgKyXnRcIb5JWfQDYh5WRC6kCE4M8AJjMscA4ApKkxXVJ/uLVN7pJRhn/4pKmEZJAs+Z5/Sj63jSXUp3S4DlL6whKgNIGY+M+ymlSHf39udPLLeq3/dgN5FguAJis9/+4ApKk2k3aa9P4aFM7CUluj+WEJNC8Z1gv1Q4TgclkW0q1i2RVU9BWghKgxAn3ctq/zbdVKyb3eTfQepJhqtDEIBAA9v+930kVjvQzvo//F9q4GKIe247S/uNltzJ+6xq7QePnfIMITCbNSpI5JzBQAkEJUJz/+d9v9lLGEVyXfvfMqUGL+m0xyXP7/H/2SpLh7545teiXAwB7/q7vpPpIdn7M/9MLv3vmVL+F7SUkqawn6f3umVPLfkXQmvl6fw/eBWzPWpLB7545NdQUlEJQApQ6+DqIj+4HMWns/u6ZU6st6bNOkt8e4CBxPlVo4jgHABjvO76bagfJXnwUW6vHQzdb2G4ljGe3Mt4VkkA73w2d7E14zoPfmwISiiQoAUoddE0lWU37z3Je+t0zp3ot6rdBkhcP+P+NhVSBycgvCQB29V7vZe+PWTnaxo/o//O/3xzGx0MhCZQzdx9XvSruTUBC8QQlQMkDrn6Slwu41AttGezUg+RJqTGzlurjzqJdJgCw7THYXPb+yKiLv3vm1HwL22+Qg184YowLHNT7Y5D21xzdT0upFgJ6nlI8QQlQ+kBrlPYXi1tP0mnLx/wJDLjWkywmmbeiEQDu+f6eSnXm/Fz25wPXld89c2q2he04aeOggyIkgbLfKb2oY7JbTkqAOwhKgNIHWJ1UOxTavoW3VR8LJjjgWklVy8QuEwC4PdaaS/VBa7/GW62sS/I///vN2SSvuKuEJMDH3jH9+o9dJlt7P6q9CfcgKAEMrv77zbkkLxVwqTNtWS1SryC6OsH/L27sMrFCB4BSx1d7WaC9mDHPHe05ivP5W3mcGjC2OWI/yaxn5V3npk5AgAcQlAAk+b//+83l7P052QdtLUn3w5asHPm/m1PE9KNVOx9atQNA+8dU/VQfqg5q5+elD585NWhZm3ZSxg7oB1n48JlTfb8yYAvPzdlUgUmpoclGOLL44TOnFt0RsDWCEoBqINVNcqOAS7384TOn5lrSZ1NJVhs28L2SKjAxWAWgTeOo/a4/ci9LHz5zqtfCth2l/Qt6HkRIAuz0OdpLFZj0Wv4sXanfF8MP7RyBHRGUANweQA2SvFjApR5ty8CpwX22lnr784fPnFr16wOgoe/hTpJBJmPF7nqSTtt2bxay6/lBhCTAuJ6pU/U7q5vmBycrqXYbjlLtHHF6AeySoATg44Om5bS/CNzKh8+c6rao31Yb3mdLSYYGtwA06N3bz8Eer3U3z7dtx2aDjhnd03Frkp4xErCH3wA2QpNu/WcS55ZrqU5TGKUORzwXYfwEJQAfHyj1MtlFwselNed31+fPvtKCS/moAPyHCsADMHnv26lUR2v1M3kfkVpztOim9h5GSCIkAQ7yu0Cn/tNNshGo7PXuyaX6r6MkN1OFIsueg7A/BCUAZU5M11MVdl9tSZ+NMlmrWnfL0VwATMo7tpcqHJnUsVGrdsrWbd5P8nLht56QBJjUZ3QnVYCS3A5TtmsjBEmSm2qKwGQQlAB8YuBztYlFwndi6cNnZnot6bNukhst/lAwn2Txw2dmfCwAYL/GQrOp6o9M8vGW9cKPmdUWtX0/QpL1JL0Pn5nx4RAA2DeCEoC7T1LbcpzTg1z48JmZYUv6bD7JCy3vrytJhh8+M7PoVwrAHrxLu6mO15qE4uxb8Xyb3ol1+4/S/sU69yMkAQAOhKAE4N6T1cUkzxUwGe20YadCQTuBNvqtrmcyM/JrBWCX78/ZVAHJQw36f33hw2dm+i3qh06qY1iEJEISAOAACEoA7qHzWjET1iurZ2dmW9Jnc0leKuxW3ahnMlw968MCAFt+Z/ZS1R5pyu6RzVaS9FbPtuNIys5rV6dS7SR5qPDb8sLq2XbsdAYAmkdQAnD/iWspH95nVs+2Y2dC57Wrq5ns89T30lrqeiarZ9tzXjsAY3tHTqUKR+Ya/K5cTxWSLLeoX5YjJBGSAAAHSlAC8ODJ6yjJdMsvcy1Jtw0rM+sVslfduVlJMozQBMBY5rWrs6kCkjYcKXpx9ezMfIv6ZpjkfOG3aKv6FABoJkEJwIMnsN0kNwq41MurZ2fmWtJnJdSX2Y6N0GTYlmNKANjS+KVf/2nLMaKtOS607qP5JC8UfqsurJ5tT60ZAKC5BCUAW5vIDpK8WMClHm3DURZ1fZnfunPv6kqqmiaLQhOA1o1XNo7W6qd9Rzm1Zvdr3Vf9JC8XfssKSQCAiSEoAdj6hHY17a99sbJ6dqbbkv4apIxwazeEJgDteOf1UxVlb/NuyqNtqUvimNAkydLq2ZmeXy8AMCkEJQAmtXdqxTnR9ara1bTnuJG9diXJKGqaADRpXNJPFZC0/V3XmhoW9ZFoo8LHJytJehZpAACTRFACsA1/WcZZ0utJur9pwcfyv3SsxU59VAj+N0ITgEl6r23UHZlN+3e5blj6TUt2HvylRRwbY4zeb4QkAMCEEZQAmODeTZs+Siynfee076eN0GT0m5YceQLQsPdYJ1UwMpdywpEN60k6bfioXo8hR4WPSdZThSTGEwDAxBGUAGx/ojub5JUCLvX535ydWWxBf/XiHPBxWUtV02ToIwfAnr67OqnCkX7K/rA+85uzM6OW9Oli2l1D5kGEJADARBOUAOxosjsqYbJbr+LstWAV52iY5Lw7d+z3x2KSxd+c7S1qDoBdv6s6EY5sduk3Z3uDlvStcUgy85uzvZHbGgCYVIISgJ1NeDtJltP+I7gWfnO219dfbMGV3A5OnDsOsPX3k3Dkk1Z+c7bXbUkf96Ne2oXfnO0N3dYAwCQTlADsfOI7l+SlAi61FSsA//K10SDJi+7cfbGS26GJIzYAPv4+6kQ4cj/rSbq/OdtbbUFfl3Jc6/0ISQCARhCUAOxuAjxKMt3yy1xL9cHiZsP7airVrpIj7tx9v39GqYKTkd0mQKHjhW6qcGQ2wpEHeb4NRzrWfT5K2btZW7EzGQAog6AEYBf+qpoE3yjgUi990IJzwv/Kys5JcCV1cPJBC1YLA9znndPL7XBESL81lz8425trQd9PJVlN4SHJB0ISAKBBBCUAu58MD1LGkU5HP2jBMUp/VcYuoKZYS73TJMnoA7tNgGa/X6aS9HI7HFEXa3tWPmhBXZL6Phil7J1DrehLAKAsf6YJAHbng7O9Qb1Toe0T4vlUH4Cabi5l7AJqgiNJXqj/5K9eGy2lDk4+UNsEaIC/ul1vpJfkOS2yY+upara0wTCFhyQtGS8CAIWxowRgDOrjNa4WcKkXPzjbm29Bfw2TnHfnTrT1fHy3yaomASbonb8Rjqg3Mh4XPmhBwW/ji6wn6dghCgA0kaAEYHyT4/nUK+NbPgHuNv2jtbPDG2kldWgSx3QB+/vO6OT2kVo9746xa0Uti796bdRP8nLB/biepGdHKADQVIISgPFNkEv5+H7lg7O92Rb01yBl1JZpq5XcPqZrpDmAMb8jerFrZD+spVqAcbMF98vVwvvyqJAEAGgyQQnAeCfKs0leKeBSn//gbG+xBf21mqpOBs23lNu7TUaaA9jm+6CbKhTpRa2R/dT4j+v1vTNK2TuNWnF0GgBQNkEJwPgnzItp/0eWVpxBbQVoqwlOgPs9/zu5HYz0IjQ/CI2ve1bvJl4u/P4RkgAArSAoARj/pLlTT5rbvrLw8gdne3Mt6K9Rkml3but9FJwkWVbjBIp7N0/l43VGBCMHq/HHeNb31ChlH83WivoyAACJoARgrybPc0leKuBSZ5q+Wr8Otn7rri3O5uLwyx+c7a1qEmjVe7iTZPNxWuqMTI621CUZJjlfcD8KSQCAVhGUAOyR/+eHS6O0f6fCyq+fnu62oK/mk7zgri3aWurQJMno109PK0gLzXqOd+IoraaY+fXT06OG32+DJC8W3IcrSXq/fnra7kwAoDUEJQB7N4nuJrlRwKVe+vXT04OG99VUktWUXYiVT9o4rmsjPPFBCCbrHdur/3QjGDFm2L97r5/k5YL7UEgCALSSoARgbyfTg5Sx4vAzv356erXhfdVP2R8+eLC11KFJkuWmr4iGBj2fN+qLbIQj6ko109Kvn57uNfxeLGURzL2spwpJ7LoEAFpnIoOSejK0cZRLN8nUpn9787+32Wr9517/bLXpH/GAxk6qV9P+la6N//hR99VynGPP9qykCk+WIzyBcT2Le/V4fyMYsVuk+daTdJq8C6E+3m055e4+FZIAAK12oEFJPdjcPAmayv58oFqq/zra9NebBn3AHj3rekmuFnCpF3799PRQX4HwBLbx3O1umg90Y7dIWz3/66enFxt8n07Vc8aH9CEAQDvta1Byx1nCvUzmapyVVLtQNn/gWHWrALt8/pVQLLzxq0XrvlpM8py7lj0cX4zq8YXz3SntXdhL0olQpDSXf/309JyxQaM1fjEMAMCD7HlQ8tdVONJPMptmb5tfyu3wZPQr4QmwvWdhKcXCr/zq6enZhvdVJ8lv3bXsg/VNY4vlJKu/svuE9rzzNhZIdeq/d6xhmVZ+9fR0t+H3cwmLXe7n8q8aHnQBAGzFngQl9eRoLlVA0tYzhTc+boxSBScjtxPwgGfjbJJXCrjUmaY/E//6h0uDJC+6azkga6mC1VH9VwEKk/y87KUKQzq5XXD9sJahni91m7zA7K9/uNRP8nLBfbjwq6en+25lAKAEYw1K6lW4gyTnC23PldTBSarwxJEawJ3PyRKOblhL9WHkZoP7aSpVGK6AMJP221rNpgAlybLxBvv0XOzl44FIxzOSB3j+Vw2uafHX6patJOl5xwAApRhLUCIgue/gcpRk0UpQYNPzcjntX2176VdPTw8a3lf9lL2KlGZZyqbwJMlNYw928NzrJplKFYRsHJ9lhwg70eidCPVvYVTwvS8kAQCKs6ugpF5xOx8ByVZdye3dJsuaA8r01z9cmkvyUgGXerTpz7q//uHSKIoN03xLSW6mDlByux7KqqYp8h3Uy+0QZOOvndgdwvg0+iN7Pccdpdy6Out1/5mvAgBF2XFQUn/oG8QKs51aqwfgi3FMFxSnkA/wS796errX8H7qpexjNyhjPLKaTwYpsSOlkc+sOwOQpNodkgh92R+N/8he+CIJIQkAUKxtByX1BGzRZGvsNnabLFrhCe1XH+lwo4BLvfirp6fnG95Xw9g5SdlWUgUoH4UouR2q3PRBbd+eRb36bzv1n+R2CNKJHSF473vn796FXz09PXQbAwAl2lZQ8tkfvdVLFZLYRbK3Vup2XvzlUyd9fICW+uyP3hokebHll7mepPvLp06uNrifLBCArf/eN8YtN+/x90my/MunTha9k/azP3qrk9thR3I78Ehu7wjZ+Hvjbpriyi+fOjnb4N9lP2XXJrv4y6dOzruNAYBSbTkoMXA8MGupj+f65VMnFzUHtEf9AX457V8F3OgPJ5v6q5NkLslsrNyGcdrYsbLhzmBlw/Id/7lP/PvjDmDuEmjc6V7/fu+Ofz2VcusdUM6cpdvUELReEFjyUZsLv3zqZN9tDACUbEtByWd/9NZ8khc014Fbz+2dJkITaIGCJubPt+m59dkfvTWbpJ/kOXcxAORoU3fCf/ZHb3VTHYFc6u6tVixoAQDYrQcGJZ/90VvDOJt9Yge1uR2cKAYPDVXIc7bRK03v03dTqQKTfqwWB6BMjT2yqX6Pjwp+h68k6ZlLAgA8ICgp5Pz8thCaQEPVk/TVtH8l4+VfPnVyrsX92M3t0ERNAQBKsPTLp072GvzuHqXcGmTrSTrmjgAAlXsGJWqSNJrQBJo3UZ9N8koBl9rYozl20J/9OJoLgPZq9If2wo+XXk+1k2TZbQwAULlrUHLUOa1t8lFockNoAhPtaBmrGlduPHWyW1CfTqUq/j4XR3MB0C4zN546OWro+7mfshcFPn9DzUsAgI/5RFBy1DmtbSY0gcmetHeSLKf9IfWlG0+dHBTav/36zxF3PADe5QfyPu4muVFw31248dTJoVsYAODj7haUDKIuSQmuJBlaSQQTN3kv4Rm8nqR746mTqwX3s3omADRVY3eHFrQo5V4Wbjx1su8WBgD4pI8FJfXA8beapSjrub3LRGgCkzGJX077d/Ut3Whw8dcx9/dsquO5ZiM0AWDy5w6NXOzg5IRcufHUyVm3MADA3d0ZlIzS/vPxuf/EZ5hqp4nCfnBwE/lSjoRwPvYn+76fKjBRBB4A7+7xvmMXC36/riTpOX4ZAODePgpKjv7orV6Sq5qE2lpuhyarmgP2fTI/n+SFll/mepKOSftd+3+jCLzQBIBJsJJkvqm1LQo/Xtp4CwBgCzYHJcMk5zUJ95gYDVOFJgbYsD8T+qlUZ2i3vej35RtPnZzT4w+8F2aTzKXc40IA2H+t2G1e79Z8ueA+7DktAADgwQ7dunVr4yPM/9EcbMGVVPVMhpoC9nxiP5vklQIudebGUydHenxL90QnVWjSj9AEgL0b7w/bcDxmfZzpKOXWAHPMKQDAFm0EJXNJXtIcbMNGEfh5K5RgTyf4JZynvXLjqZNdvb3te6MToQkAY3oXJ5lPtSCqFTvIC9qdey8XLG4DANi6jaBkOT6ysHPqmcDeTvJX0/6VkJduPHVyoMd3fJ90IjQBwBh+87ux5Dnuwo2nTvbd4gAAW3fokR8uOXaLcVqqJ1yL76lnAmPxuTJ2/a0n6b4nbB3H/aIQPAD3spZqV/jwvRbvCv9c2fU3l9576mTPrQ4AsD2HHvnhUiln4LO/1jdNwkaaA3Y94R8lmTaxZ5v3jdAEgI1x+eJ7BdSr+FzZxdtXkvQsWAMA2L5Dj/xwaZDkRU3BHvpoW7/V4rDjSX83yY0CLvX59xQd3at7aCpJL7eDk8NaBaC1igpHNr3rekmuFtznducCAOzQoUd+uFRCoWAmh6O5YOeT/0HaH2yvJ+l4PuzL/TSb28HJES0C0Ip3aHHhyKb3WidV8fZSFwIcbfNxagAAe+3QIz9cGqX9x7kwuRM5R3PB9j4CrKb9H7Uvv/fUyTm9va/3VTe3d5ooBg/QvDH1Ysk7Mutdk6OC32EX3nvq5NDPAQBg5w498sOlm3H8BgdrLcl8PcFb1Rxw3w8BvZRxpMSMEPXA7rFObu80seMUYPIIRz757hqm3OLtl9576uTAXQAAsDuHHvnh0i3NwAS5Uk/6hpoCiv4YsPbeUyc7ensi7reNnSa9OKIL4KAIR+79nhqk3JqbC+89dbLvLgAA2L1DX/iRoISJnQwOkwzffdJZu7DZo6+/NZVkNe3fDXjp3SetkJywe6+bKjDpxxFdAHttLfVRtcbD93wvzSZ5pdDLX0nSe/dJdd0AAMZBUEJTJgHDepJoIgBlfRj4zLtPOpJvQu/BqdzeaTIbx3gCjHPcOxKOPPA91E1Vl6TE9896ko65EQDA+AhKaJqFJIvvPunIAXj09bdGSaZbfplL7z55sqe3G3E/bhSE7xVwXwKM05VUO0dGFgds+Z1TcvH29VQ7SQRpAABjdOgLP3pLUEITbRxFMP/ukydMKCn0I8HbnSTLaf9KygvvPnliqMcbdW9O5fZOk17UNgG4cxw7SrL47pMnLP7Z2XtmlHJD+efdNwAA43foCz8qYkUy7baU6oiCxXefPGH7OUV59PW3B2l/AdP6eAm/7wbfp53cDk16cUwXUOZ4td41csJOgN29U+aTvFDo5V9898kT8+4CAIDxE5TQJuv5qODliZHmoBSPvv72ctp/9MTCu0+e6Ovt1tyzjukC2u6jXSOpwhFh/3jeH/0kLxd6+cZCAAB76NAXfvTWIO1fjUyZk9NhqtBkVXPQZo++/nYvydUCLnVGCNrqe3gjOHlIiwANdSVVOGLXyN68K0ou3r7y7pMnuu4CAIC9c+jxH701m+QVTUGLfXQ013Wr+WipY2UcQ7Fy3UeCEu7ljfomG38EJ8DEvpdSByPX1YzYj3fDcsqsebWWpGseAwCwtw49/qO3ppL8H01BAT46muu6Vem0TEEfEC5df/LEQI8Xd2/3IjgBDt7GcVqjWICz3++CUco8qnE9Se+6HUoAAHvu0K1bt3KsjPPt4c6J7jBVaLKqOWiDY6+/XcIOwfVUqyr9bsu9zzeCk27UOAH2frw4yu1dI949B/PcL7l4+/N2KwEA7I+NoGQuyUuag0KtJJmPlYG0wLHX315M8lzLLxiNXo8AACAASURBVHPp+pMnenqbTfd9L7d3nHRT5vn1wO4JRibv+d5PucXbL15/8sS8uwAAYH9sBCWO34LKlVS7TKzcopGOvf52J9URXG3/UGyFJff7HWzsNtn46xGtAtyFYGTyn+WjlBl+L1x/8kTfXQAAsH8O3bp1a2MgOkxyXpNAEvVMaLBCdgmuJ+nYBcYWfxOO6wKSTcXXkywLRib+uV1q8faV60+e6LoLAAD21+agpJvkhiaBT1jL7dBEIUUaoZDaU5evP3liTm+zw9/I5l0n3ajVBm2znupD+yjVbpGRJmnUM3qUMkPttVS12CwEAQDYZx8FJYUPSGE7k5eNeiarmoNJVVD4PePjF2P6zUzl9o6TjfDEkV3QHCu5HYwsW9zS6OdxqcXb15P03LsAAAfjzqCkk+S3mgW2PCEfRmjChCrkQ4PjKdjL35DwBCbTWj4eiow0SWueu/2UW7z9wvUnTwzdBQAAB+NjQUk9OC11BQ/shtCEiVPQ+d6Xrj95YqDH2cff1ebwpBPHdsFe2ghFNgcjjiVq5/O15OLtxjIAAAfsE0HJ8R9fK7lwHozDR6HJtTPHVzUHB+n4j6/NJnml5Ze5nqTr98YB/9Z6uR2cdOMoU9jpGGo1m0KRa2eOC0XKeIaWPAdduHbmeN9dAABwsD4RlGya7F/VPDCWCf9iqtDEecMciOM/vraY5LmWX+aVa2eOz+ptJuy318ntI7vsPoHbNgqtb/xZvXbm+EizFP28HKXMgHklSU8gCABw8O4alNSD1UGSFzURjM1aqtBkdO3M8UXNwX6pV2mupv1HWTzvt0VDfpObd54IUGi7pfodtJpql8iqHYDc8UwsuXi7HbEAABPinkFJPWgdxdERsFcTo8VUHwwWrSJjrx3/8bW5JC+1/DLXUn1w8Huiqb/TzQFKp/5jHEZTCETYyXOvn3KLtx+14xwAYHI8KChRrwT2hyO62HOFhN+Xr505Pqe3adlvd6OAfCe3g5SpCFE4mPHKzdRBSP1HHRF2+mwruXj7hWtnjg/dBQAAk+O+QYkBLByI9fo3t3FM16omYRzq5/mNAi7VCk1K+l3fGaJs/mOhCzuxlCoMWd70V7tD2Itn1yhlHjtoUQcAwAR6YFCSJNOKu8NBWqsnkqMkoyUfKtiF6TLqT60snTne1duQTFcB6VQ+GaJMRV2UUi3Vfx1t/uuSYurs77NpMclzJf7+ls4c77kDAAAmz5aCknow20+558fCJBGcsGPT5RypeHHpzPF5PQ5beiZsBIt3hiqJ472aNj7YGBOM6r+u1n9uLtlpx+Q8dwZp/6KNu1lJ0ltyVB0AwETaclBSD2r7EZbApNk4qms5VXAy0iQ84FneS/t3Ca4n6fgYAWN7bmwOVDq5HaRshCsb/9xxX+O1OfxY3fT3G8di2QlC054ls0leKXS83hNYAgBMrm0FJfXgth9hCUy6lVQfUZaTLPuIwl2e5SUceXFl6czxWb0NB/KM2RysJB8PVO72r9t8FNjSHf96NbcDj0/8a+9sWvxc6NRj0xJrXz6/dOb4orsAAGBybTsoqQe5/QhLxm3jw/ZsoZMH9t5aNoUnqY7hGGmWMtUfMVcLeN7MuM+h0c+qOwOVze4MY/bD/Z4nq47DhPuOO0YpszaS40ABABpgR0FJPdjtR1gybiupgpJu/VehCfth41iPjWM8RvU/X3ZsUbvc5YNjP8n5Au7vrnsZAA50DDIsYMxxNwtLZ4733QEAAJNvx0FJPeDtR1gybutJ5pbOHB/WbbwRmAhNOCgrqc9Bz8dX0o7u+M+1Llh5wErmrejt4L+z3f+bXc+GB7q0dOb4QDMAwIGMp+aSvFToGFrxdgCAhthVUJIkp954px9hyV64kqT/5uknbm5qa6EJbbO0y/9+JwoHszWfefP0E6uaAQD2z6k33ukmuVHgpa8n6Rp7AAA0x66DknoAPJtkGB/vx20tVVgyukebC00AtmbpzdNP9DQDAOyPU2+8U0o9tLs5+ubpJ5bdBQAAzTGWoKQeCHdTHcXjo/34XX7z9BNz95mAbAQmz2kqgHu68ObpJ4aaAQD23qk33llOmcXbjTcAABpobEFJPRjuJlmMo3D2wkqq3SXL92n/jdCkn2RakwF8zHqSzuYjDQGA8Tv1xjvzSV4o8NIX3jz9RN8dAADQPGMNSupB8VSqnSUPad6xW08yePP0E/Nb6IdObocm+gKgcs8degDAWOaD/ZRZw3LlzdNPdN0BAADNNPagpB4cT6XaWWJXw974RKH3B/RHN1VgMhu7fQBm7lb7CQDY9Tyw1OOY7VoFAGi4PQlKNjz5xjvDJOc1854Nxmdf3+bHvicVgQdYed2KTwAY99yv5JMFjr6ueDsAQKN9ai//x1+vzme9pJn3xOEkV5+szv/dTp8s1v3SSXIh1e4UgJI89OQb7zh+CwDGa5hCi7cLSQAAmm9Pd5RseLLcc2r3y0qS/k4H6E+qZwKUZz1J9/XTT6xqCgDY9XxvLslLBV765dfVPgMAaIV9CUrqwXOp59Xul/Ukg9e3UOh9C/3Ur//oK6DNrrx++olZzQAAu5o/9JJcLfDSl14//UTPHQAA0A77FpTUg+huyt2SvV+upNpdcnMM/bWxy+Q5zQq01MzrCrsDwE7nC1NJVlPeAqu1VDtTFW8HAGiJfQ1KNg2mRxGW7KX1VGHJ4hj7rB9HcwHt40MHAOx8nrBc4PxgPUlPXRIAgHbZ96CkHlBPJZlPcl4X7KnLqY7jujnGvnM0F9A2l14//cRAMwDAtuYF80leKPDSL7x++omhOwAAoF0OJCi5Pbi+Xurgej/Vhd6PLe9B/zmaC2iLz7x++tiqZgCALc0D+kleLvDSL79++pji7QAALXSgQUnhg+z9dvH108fm96gPO0lmk8wlOaKpgQZaev30sZ5mAIAHjv27qY5SLm13ubECAECLHXhQUg+2Z1MVeXeU0x4P7pPMvn762M097MtuqsBkVn8CDfP866ePLWoGALjnWL/UepN1TbNjapoBALTURAQlSXK23JVJ+209Sf+1Pf4YeLaaRG0czTWt2YGGPB87r/kIAgD3GuMvprxjd9eT9F7bg6OMAQCYHBMTlNQD71JXKB2Ey0kG+/FB8Gx1NFe//uNoLmCin42vOXscAO42pp9L8lKBl37htdPHhu4AAIB2m6igpB6AT6U6hkuB8L23kmp3yfI+9u9sqp0m5zU/MKGOWjUKAB8bw3eT3Cjw0i2gAAAoxMQFJZsG48P4mL5fLr12+thgn/t342iuudhBBEyWpdcUawWAzeP21ZR3RPLKa6ePdd0BAABlmNigpB6Ul7q9+yAspdpdsnoA/dzN7aO51KgBJsHF104fm9cMAJTu7BvXRymv5qC6ZQAAhZnooKQemPeTvKyr9m1CsOeF3h/Q3xsF4B29Bhz089AHEgCKdvaN64MkLxZ46Y7hBAAozMQHJfUAvZdkMXYb7JeFJHMH+YGw3uLfr/84mgs4kGfha6eP9TUDACWqFzC9UuClK94OAFCgRgQlSXLuzevdJKMIS/bLWpLZV08d/Eqquu/7cTQXsP9mXj11bKQZACjJuTevd5IsFzj2Xnj1lEUSAAAlakxQUg/Yu0mGscNgP1169dT+Fnp/wD3gaC5gP628ekohVwDKcu7N68sFzrm88wEACtaooKQetE+l2lkiLNnHSUOq3SWrE3YfzCaZcy8Ae+ziq6cUdgegDOfevD5Mcr6wy15P0p2k+Q4AAPurcUFJNXj/ibDkYCYPc6+eenw4gfdDJ1VgMpvkiK4C9uD513n11OMKuwPQaufe/Ek/ycsFXvrMq6ceH7kDAADK1cigZNNAfpjyVjsdtCtJ+pP6wfDcmz/ppTqaazbqmQBjfPa9eurxWc0AQFude/MnpdaEvPjqqcftHAUAKFyjg5J6QD+MsGS/raUKS0YTfm+oZwKMk9WmALRSwTv2LYQAACBJ8qmmX8Crpx7vJ1nQlfvqSJKr5978yWDC743FeuLzfyW5kGo3DMBODTUBAC01nwKLt6daVAUAAM3fUbLhf735k7kkL+nSg5lg/ODU48sNuU+m6glRP2rcANt36QenHh9oBgDa4n+VWZdkPUmvKXMYAAD2XmuCkoIH+ZMy0Rj8oGFn+/6vqgj8xvFcQhNgq8+77g9OPb6qKQBowfypm+RGgZf+/A9OPb7oDgAAYEOrgpJ6sN+PsOSgXEm1u+RmA++bToQmwBafdT9wnjkAzZ83TSVZTnWsbkku/+DU43PuAAAANmtdUFIP+vupztk9rIv33XqS2R80uOCx0ATYgpkfKOwOQLPnTItJnivsspd+cOrxnt4HAOBOrQxK6oF/N8kowpKDcjnVcVw3G34fdVKFJr0CJ5LAva394NTjHc0AQEPHuCXWd1xLdXzmTXcAAAB3am1QUk8AhCUHq1GF3rdwP02lCk02ghP3FZRNYXcAmjpHKrEuyVHF2wEAuJdWByWbJgKj+Kh9kC42rdD7Fu+tzaHJEd0MxVHYHYCmjV9LrUty4QenHh+6AwAAuJfWByX1hEBYcvCWUtUuudnie6wXdU2gNAq7A9CkMWuJdUkWfnDq8b7eBwDgfooISupJgbDk4K2nOoprseX32sYRXb3YbQIlUNgdgCaMUUusS7KSpKcuCQAAD1JMUFJPDqZShSVW/B+shSRzpUxYNu026UVBeGgjhd0BaMJ4tLS6JI7IBABgy4oKSpJk9qqwZEKsJZldnCmvoOLs1Z/0cjs4mXYrQCtcWpxR2B2AiZ3/lFiX5PnFmXbvZAcAYHyKC0o2TRZGEZZMguI/LgpOoBXWk3QXZ6xaBWDixpol1iWxgAEAgG0pMiipJwzCksmxlKTvA+NH9+bmo7q6UeMEmuLK4ozC7gBM1LiyxLokS4szj/f0PgAA21FsUFJPHIQlk2M9ydzizONDTfGJ+7STKjDZCFC6SQ5rGZhIM4szCrsDMBFjyFLrknQWZxRvBwBge4oOSuoJhLBkslxJtbvE5Ob+920nHw9POrHzBCbB2uKMwu4ATMQcp8S6JEdLrIEIAMDuFR+UbJpIjCIsmRRrqcKSkabY9n28EZ50Nv293Sewvy4uzjw+rxkAOMBxYYl1Sbx/AQDYMUFJ7X9f/amwZPJc+v7MYwPNMJb7u5dkI0jpbPpjFwrjtLSF/8xqfR+2+Vm7nqTz/ZnH7IwD4CDGfSXWJVn4/sxjfb0PAMBOCUo+PqkQlkyelST97888Zgv93t33nVShyUaQklTHeaX+Z34PB/8b2M4H99EW/3M3Ux3JsRXL4/zoX99zv215v/lgA8BBjOu69VigpB3FK0l6FigAALAbgpJPTi6EJZNnPcng+zOP2Up/8L+P3l3+cW+L//XNQcx+GU3Y/+aySfxH99IgyYstv8yZ7888NtLbAJjH7Ok8oWdRFQAAuyUoMclokiupdpf40AzteM62vcjsyvdnHuvqbQD26d06THK+sMu+8P2Zx4Z6HwCA3fqUJvik+kN8L9U2bibHc0lW//fVn85qCmjFc3au5Zf50P+++tO+3gZgr9Xvm9JCkgUhCQAA42JHyf0nHHaWTK7LqY7jsrsEmv2cHSWZbvElKuwOwF6/SzupdmkWVZfErk0AAMbJjpL7sLNkor2QZFQXrASaq58qTGirw0kGuhmAPbSYskKS9SR2mAMAMFZ2lGzB39hZMuku/efMYwPNAI19xg7S/sLun/nPmcdW9TYAY36HzqdaQFSS5/9z5rFFvQ8AwDgJSrY+CRGWTLalJH0fIqGxz9jVtLuw+9J/zjzW09MAjPHd2UtytbDLvvyfM4/N6X0AAMbN0Vtb9J+O4Zp000mW/0ahd2iqftufUZ5PAIxLvYirtF0VS0ISAAD2iqBkG4QlE+9wklf+5upPF+vJI9Cc5+soyZWWX+a8ngZgTNQlAQCAMRKUbJOwpBGeS7W7pKcpoFHm0u7C7kfqeiwAsGN/c/Wnc6l2U5dktp6HAQDAnhCU7ICwpBGOJLnqoyQ06tm6mvbvupiz4w2Anfqbqz/tJnmpsMu+VO88BQCAPaOY+y58caTAe0OsJOl/r/fYsqaARjxbV9Puwu4L3+s91tfTAOxg7rHc8nfknZa+13usp/cBANhrdpTswvd6dpY0xENJRl8c/VTxR2iGfsuv7/wXRz/t6mYAtmk+ZYUk6pIAALBvBCW7JCxpjMNJXvri6KeL9Wo8YHKfq6Mo7A4AH/ni6KezSc4Xdtm9eq4FAAB7TlAyBsKSRnkuyWo92QQmV9sLu097DgGwFV8c/bSTZFjYZV90bC4AAPtJUDImwpJGOZzklS+OfjpvdwlM7DN1Ne3fdWFXCQBbMazHr6W48r3eY96RAADsK0HJGG0KS9a1RiO8kKp2iVoBMJnP1EGStRZf4pEvjn460NMA3Ev9npgu6JLX0v5aZQAATCBByZgJSxrnoSQ3fKyEidVv+fXN2dkGwN3Ui3leLOyyZ9UlAQDgIBy6deuWVtiTic273SSjlLVNvumWkvS/13t0VVPARD1PF1PVF2qrhe/1Hu3raQA2vfum6rnEQwVd9sXv9R515BYAAAfCjpI98r3eo8uxs6RpppMsf3H0rgLLMFnaXtj9/BdH73Z0MwCbDFJWSHJFSAIAwEESlOwhYUkj1YXe312sV/IBB/8sXU37C58P9TQASfLF0bu9VLX0SqEuCQAAB87RW/vgbx3D1ehJ23d7j440BUzEs3Q1yZEWX+KM5w1A8e+6qSSrhc0bjn63WmAGAAAHxo6SfVAP/B3n1DxHklz929G7jgGAydBv+fV51gAwTFkhySUhCQAAk8COkn30t6N3+0le1hKNtJJqd4mJHBzsc3SUqp5QW134bu/RoZ4GMFcowNJ3e4/29DwAAJNAUGICxNatpyqsKSyBg9Np+TN0LUn3u71Hb+pqgKLmCJ16jFnKbpL1JB3vOwAAJsWfaYL99d3eo8O/Hb2bCEua6HCSlzQDsIeOJJlLFcoCUI5hyjpya1ZIAgDAJFGj5ADUx6pc0BIA3MVcXcwXgAL87ejdubT7WMk7Xfpu79GRngcAYJIISg5IHZZc1hIA3OFwFHYHKMLfjt7tpqwdy0vf7T060PMAAEwaNUoO2N8tvTtMcl5LAHCHz3xn+tFVzQDQ6rnAcpKHCrnc9SRd7zYAACaRHSUH7DvTj/aTLGgJAO5gVwlAi/3d0ruDlBOSJElfSAIAwKSyo2RyJkrD2FkCwMfNfGfaOe4ALRz7d5PcKOiSL39n+tE5PQ8AwKQSlEzUhOlnJW29B+DBlr4z/YWeZgAw7m+wle9Mf6Gr1wEAmGSO3posvSQrmgGA2vTfLf2srxkA2uPvln42SFl1SbzHAACYeIKSCfKd6S/cjLAEgI8baAKAdvi7pZ91k7xY0CXPfWf6C8t6HgCASScomTCbwpI1rQFAkiN/t/Qz57oDtMOwoGtd+M70F4a6HACAJlCjZEL9fbXabJTksNYAKN56ks63qzAdgGaO7wcpZzfJWpKu9xYAAE1hR8mE+na1Rb2X6uMYAGU7nMSuEoCG+vvyjtyaFZIAANAkgpIJJiwBYJO5v1/6WUczADTSsKBrvfRtdUkAAGgYQcmEqycZVhEDcDgKuwM0Tn3k1kOFXO7St6e/4F0FAEDjCEoa4NtVEcQLWgKgeOftKgFojsKO3FpPMqvXAQBoIkFJQwhLAKgNNQFAY8wXdK19dUkAAGgqQUmD1GHJgpYAKNr03y/9rKcZACbb3y/9bC7JdCGXe/nb019Y1OsAADSVoKRhvj39hX6EJQClG2gCgMlVH5NYyrN6xXsJAICmE5Q0UB2WXNESAMWa/vuln/U1A8DEmk9yuJBrdeQWAACN92eaoJk+dehQP8koyUNaA6BIg6hXAjBxzr/189lPHTr0XCGXe3Hh5OeX9ToAAE136NatW1qhuZOwqQhLAEp2YeHk54eaAWCixuerKWM3ydLCyc/39DoAAG3g6K0GWzj5+ZtJeknWtQZAkebrj3IATIZByghJ1pP0dTcAAG0hKGk4YQlA0Q4nmdMMAAfv/Fs/7yV5oZDL7S+c/PyqXgcAoC0EJS1Qnwvci7AEoERzdpUATIT5Qq7zysLJzy/qbgAA2kRQ0hJ1WGJVMUB5Dqc66gWAA3L+rZ/PpYy6gWtx5BYAAC2kmHv7Jmn9JC9rCYDifMYxKAAHMv4uqYD7zMLJz4/0OgAAbfNnmqBdFk5+fth/6+fdlHM+MgCVQazyBdh3h6ojt0oISS4PhSQAALR1XG9HSTv13/r5MMl5LQFQlKPD6ihGAPZnzN1LcrWAS10Znvx8V48DANBWapS01PDk5/tJrmgJgKLMawIAz9090NfVAAC0maCk/ROaFc0AUIzpenUzAHs90C6ngPsluxUBAGg7QUmLDU9+/maSXoQlACUZaAKAvdWvCriX8LxdGp78vPcKAACtJyhpuTos6SdZ1xoARZjuv/XzvmYA2FODtL+A+3ocuQUAQCEEJQWot8r3IiwBKMVAEwDsjf5bP+8meaGEd8nw5OdX9TgAACU4dOvWLa1QiH94671+kpe1BEARLvzHyc8NNQPA2MfUoyTTLb/Mpf84+bme3gYAoBR2lBSk/mB2QUsAFGHwD2+9N6UZAMbnH956r5f2hySO3AIAoDiCksLUYcmClgBovSNJ5jQDwFgNC7jGwX+c/NyqrgYAoCSO3irUP7z13jDJeS0B0GrrSTr/cfJzNzUFwK7Hz/20/xhbR24BAFAkO0oK9R8nP9dPsqIlAFrtcOwqAdi1+ijD+ZZfpiO3AAAolqCkbL0ISwDabu4f3nqvoxkAdvcsTRU+t5kjtwAAKJajtwr3j2+/100yKmDiB1CyhW+d+FxfMwDsaLw8lWS15ePlpW+dcOQWAADlsqOkcN868bnlVDtL1rUGQGud/8e37SoB2KG27yZx5BYAAMUTlLARljjDHqDdBpoAYHvqkPnFtr8fvnXCkVsAAJRNUEKS5FsnPjdMclFLALTW+fq4RQC2btDy61v61onPzetmAABKJyjhI/UkaUFLALSWj2EAW1TvJjnf4kt05BYAANQEJXxMXez3ipYAaKXpf3z7vZ5mANiSQcuvb96RWwAAUBGUcDf9JCuaAaCVBpoA4P4K2E2y8q0Tn/M+AACAmqCET/jWic/dTA71kkPryaH4448//vjTqj/T//j2L3redgD3c2jQ8ndBXx8DAMBtghLu6lsnHrmZpJfq7GIA2kWtEoB7+Me3fzGVZLbFl3j5WyceWdbTAABw26Fbt25pBe43UZxN8oqW4AGuxIdX2mmQZLql13bhWyceGepigE+MfwdJXmzp5a0l6daLogAAgJqghAf6p7d/0U/yspbgAZaS9L954pFVTUGLnn/dJDdaenlr3zzxSEcvA3zsuT+VZDXJ4ZZe4vPfPPHIop4GAICPc/QWD/TNasXxgpbgAaaTLP9TtQsJ2vL8W27x8+9IHYQDcNts2huSXBGSAADA3QlK2JJvnnikn2rHANzP4SSv/NPbv1isV2RCGwxcG4BnfsOtJ5nTvQAAcHeCErZjNsmKZmALnku1u6SnKWi6+ji5yy29vCP/9PYvfDgDSFLvij3S0subdzwqAADcm6CELftmVfRxNtWKNHiQI0mu/tPbv5i3u4QWGLT42TfwGwVI0t4dFyvfPPHIQPcCAMC9CUrYlnolWk9LsA0vJBnVRbGhqc++m0nmW3p5h+M4FqBw//T2Lzqp6q21kWc8AAA8gKCEbauLG1/QEmzDQ0lu/NPbvxhoChpsPu3dVTJnVwlQuLaGCVe+eeKRke4FAID7E5SwI9888cjw0KFcOnQo8cefbfx58UvXfrH8pWu/6PgV0cDn3s1DhzJo6W/z8KFDVhwD5Tp0KP0WPtvXPdsBAGBrBCXs2L8ff2SQZEFLsE0PJVn+0jUFpGnkc28+yVpLL2/uS9fsKgHK86Vrv5hNdQxh28z/+3EF3AEAYCsEJezWXJIVzcA2HU7y0peu/WLkwywNNGjx73Kge4EC9Vt4TWv1oiYAAGALBCXsyr8ff+RmquLu61qDHZhOslqv5ISmPPeGae+ukhccjQeUpF6w8VwLL83OXQAA2AZBCbsmLGGXDid55UvXfrFodwkN0m/xtQ10L1CQNi7WWPr3448s6loAANg6QQlj8e/HH1mOlWvsznOpapf0NAUNeOaNkiy19PLO21UCFKSN49eBbgUAgO0RlDA29XE0l7QEu3AkydUvXfvFvN0lNMDAtQE0Vz3WeKhll7VQh/kAAMA2HLp165ZWYKy+fO39YZLzWoJdWknS/8bxh5c1BRP8vBulqrXTRp/5xvGHV/Uy0OJneD/Jy57dAACAHSXshblUH7lhNx5KcuPL194faAom/HnXVn57QNu1rT7JgpAEAAB2RlDC2H3j+MOlF3dficL24/Til6+9v/zla+93NAUT+LxbTrLQ0ss7/+Vr73f1MtBivZZdz0CXAgDAzghK2BOFhyUPpVplvuROGGubLn/52vtzmoIJNGjxtc3rXqCNvnzt/V6Swy26JLtJAABgFwQl7Jl6pXWpH7bnUx3noLj9+BxO8tKXr70/+vK19xV6Z5Kedatp766S6fpjIkDbtO3ZNtClAACwc4q5s+e+fO39+SQvFHjpK984/nC3PrpmmGpXBOOxnkSRdybJVIt/40vfOP5wTxcDLRufjpJMt+RyFr5x/OG+XgUAgJ0TlLBfk9HFJM8VeOmXv3H84bl6B8QgZQZGQPPNfOP4wyPNALRobNqmSdBnHLsFAAC74+gt9ks/VZHz0rzw5Wvvz37j+MM3v3H84bkkM0nW3A5Awww0AdAW9W7ftlCbBAAAxkBQwr6oi7v3U2Zx9+HGhLxekd1NcsVdATSIWiVAm7TpeTavOwEAYPccvcW++ud33u8luVrgpa8k6f3bEw/f3NQWs6lqlxx2ZwANsPRvT6hVArRiFUHqvwAAIABJREFUPNqW+nkr//bEw109CgAAu2dHCfvq3554eJTkYoGX/lDuWPH3b088vJhqd8mSOwNogOk67AZouraEC3aTAADAmAhK2Hf/9sTD80kWCrz08//8zvv9O9pitV6hfdGdATTAQBMALdBpwTWsJ1nUlQAAMB6CEg7KXMos7v7yP7/zyQKidXh0tNA2AZrDrhKgDY604BoWNx/pCgAA7I6ghANRT+x6KbO4++I/v/P+1F3aZLk+Z/qyOwSYYANNADTVP7/zfqct40m9CQAA4yMo4cBsCktKcyRVEfd7tctckpkka+4SYAJN33mMIECDdFoyjhaUAADAGAlKOOhJ3nKSCwVe+nP//M77c/dpl1GqQqNX3CXABBpoAoADs6QJAABgvA7dunVLK3Dg/uWd94dJzhd46Ue/XoVF92ub2VQ7UA67U4AJcuHrTzw81AxAw8acvSRXG34Za0m6X1ejBAAAxsaOEibC1594uJ8yC5kv/std6pXc0TaLqY6JsHoQmCQDTQBwIO57jCsAALB9ghImSS/lFXff0kT36088fPPrTzzcS3KxwDYCJvT59S9qlQAclOfqHdkAAMAYCEqYGF8vt7j7c/9yn3old7TRfN1GK+4YYAIMNAHAgTkvLAEAgPEQlDBRvl5ucfeX/uWd97tbbaOvP/FwN8kldwxwwOwqAThY5z2HAQBg9wQlTJy6OPBCgZf+wHold7TTIMlMqoKeAAdloAkADtTLwhIAANgdQQkTqdDi7tsuzPn1Jx4eJekmueyuAQ7q2eUDHcCBE5YAAMAuHLp165ZWYCL96/UbU0lWkxwu7NIvfu3Y0fkdtNdsqqDlsLsH2GdrXzt2tKMZgIaMMds8AbrwtWNHh3oZAAC2x44SJtbXjh0ttbj7S/96/UZ3B+21mKST5Iq7B9hnR/71+o2+ZgA4cC//6/UbA80AAADbIyhhon3t2NHlJBcLvPTFekfNdtvr5teOHZ1NciHJujsI2EcDTQA0xFLLr+/Ff71+Y6ibAQBg6wQlTLz6GKrSirtvu17JHW02TFW7ZMkdBOzXc8uuEqAhlgu4xvPCEgAA2DpBCU0xl/KKuz/3r9dvzO30v/y1Y0dXv3bsaC/JJbcPsE8GmgBogOVCrlNYAgAAW6SYO43xr9dvdOqJbWnFyo/WR5Dtpu26qXaoPOROAvaYQsJAE8aUvy3okpeSzNb1/wAAgLsQlNAoX7l+YzbJK4Vd9lqS7lfHMLn9yvUb80lecCcBe/nM+uqxox3NAEz4mHI11VGnpVhJ0vuqsAQAAO7K0Vs0ylePHV1MeUdJHUkyP6b2m0sykyp8AdiTZ9ZX1CoBJt9iYdf7UJLRV6rdNAAAwB0EJTTOV48dHSS5Uthlnx/Xh8evHjs6SlXo/Yq7CdgjA00ATLhhgdf8UJLlr1RHsgIAAJsISmiqfsrbFTE/rontV48dvfnVY0dnkzyfZN3tBIyZXSXARPtqVf+txB22h1PtLOm5CwAA4DZBCU2d3N5MMpuyPvIfTjL8yvUbU2Nsx8UknVRFPgHGaaAJgAk3X+h1H05yVaANAAC3CUporHol4Fxhl/1Qxvzxsd5d0ktyMXaXAONjVwkw6YaFj31e/sr1GwO3AQAACEpouK8eOzpMslDYZb/wles3ZvegLedT1S5ZcWcBY9LXBMAEjyNvpryi7nd68SvXbwzdDQAAlO7QrVu3tAKN95Xry8updluUYj1J96vHuqt71J6DJC+6s4AxmPnqse5IMwATOobs/P/s3emWXdV5L/x/Md7vKl8Ari03gDpqS4Ax/qKtK1BxBdrCidthq4RtGGCDtkxiD0xsSicjyXvek5itK6B0Bez6EmLApsp0ts85oSq+gFRdAe+HtYQkUFPNblbz+42xB2mc2OtZc6165nrmfGaSj0Uia0mW/vEb3W2hAACgjewooSlaeV7JpP6f/+M3uoMkJ2N3CXBwAyEAqqpcdHJFJHI6yagsHAEAQOsolNCkSW6/bRPacufHpGK6nqQXHw+Ag7+resIAVNggzmlLit3Z6z/49/WuUAAA0DZab9EoF9rZMurMlQm3tblQfOQcJlkwyoB9WLvyjW5PGIAK55DLSV4ViSRF0Wj5yje6Q6EAAKAtFEpo4kR3lKJ9QFtsJelemXBP6Qv/vj6folhy1igD9mHiRV0AOeRYXbzyje6KMAAA0AZab9FEbTuvZCETPK/kuivf6G5f+UZ3KcmT0Z4C2LuBEAAV15fj3OLVC/++PhQGAADawI4SGqlsFfVGyy77/LRaJJS7S1Zj1SWwN3aVAFXPIftJXhOJW6wlWZr07mUAAJglO0popPJD3MWWXfbKhX9f70wpvtvleQMXY+UlsHsDIQAqnkMOk1wViVucTjK64JB3AAAaTKGEJk90V5Jca9ElH0qxy2PaMe6mWGkIcC+nyx1/AFXOIftJNkTiFospiiXe4QAANJJCCU3XT3HYeWsmsRf+fX0wzX/DK9/obpa7Sy4bbsAu38sAVddrWQ65G4eSvFG2JwMAgEZxRgmNt/zmejfJuy277DMrT0z/HIAy1sMUqw4B7uTwyhPdTWEAapBDjlIUCLjV1ZUnun1hAACgKRRKaMtEdznJqy265K0k3ZUnZnPo5vKb6ytJLhh5wB34wAbUJYfsJXlDJG5rLcnSrPJNAAAYJ623aIWVJ1p3XslCip0ds4r3cpIz0bICuL1zy2+ud4QBqEEOOUpyXiRu63SSUbnzBgAAak2hhBaZ6ydzW8lcWvI7u/zmRn+2HxbmusnclRbF3M/Pb/e/gb9LQB2sPNEdJnPnvbdv+1tM5kbLb24sGSkAANSZ1lu0yvKbG207r2QnSXflicXNGcd9KcUOFz2+gZsdnvX7CWAP+YzWond3ceWJxRVhAACgjuwooVVWnlhcT3KxRZd8KMlqBeK+mqSTdrU/A+5tWQiAGuWRy0muisQdvbr85sZQGAAAqCM7Smilp9/cWE1ytkWXfPk3TywOKhL7fpKV2F0CFLveOr95YtFBwECd8shhknMicUcbSXre7QAA1IlCCW2d4M4nWU9x6HlbnPxNsaOmCvHvpGjFddponIiNJD5ONE+noe+syhRyAfaQywyjWHI3OymKJetCAQBAHSiU0OYJbtvOK9lK0q3S6r6n39xYTjKI3SXjtpOk/5ui5RnNeWd1knzc0PFqVwlQx/fyMIol93L+N08sDoUBAICqc0YJrfWb9p1XspCiKFGle7CSpJdiBwTjcyjJ60+/ubFS7p6iGe+szTSzN/6hOKsEqOd7uR9nltzLa0+/ueGAdwAAKs+OElqvheeVPFnFnQZPv7kxSHLJiBy7rRS7S0ZC0Yj3VSfN3FWy9ZsnFjvuMFDTd/Mwdpbcy1qSJbsHAQCoKjtKIOmn+JjcFsMq7jIozyg4GbtLxm0hyRt2lzRDg3eVLDz95kbfHQZq+m7ux86SezmdZL1sfQsAAJWjUILJbbGybalFl3woxUHqVbwX6ylacV0xMsfuQooPFD2hqL2B6wKoXA7Tj2LJvSwkGSmMAwBQRVpvQamFrZ8ulmeEVPV+9FIUdBaMzrG7mmRZ+4tav6+GaWabF4f+At7P7XC53E0MAACVYEcJlMrJ2lqLLnlQnndQ1fsxStKN3SWTcC7J5tNvbiwJRX2f34Zel0Pdgbrnk/0kl0Xini49/ebGqragAABUhUIJ3GopyU5LrrWyLbiu+80Ti9u/eWJxOcmTLbov07z/r/tIUU8NPqtkUXs4oAHv6EGS8yJxT2dTtOJybgkAADOn9RZ8xo/+44+9JG+06JIv//rrDw9qcF/mUxR2zhqlY7eTpP/rrz+8KhS1eld1knzcwEtb+/XXH+65w0AD3tP9JK+JhDwEAIDqUyiB209sV1Icft0WJ3/99YfXa3JvllIUTA4ZqWN3LcWHCmeX1OddNUwze+Gf+fXXHx65w0AD3tP9KJbsVi0W7wAA0Exab8Ft/PrrDy8n2WjRJQ9rdG9Wk3TSrvNkpuVsks2yGIVnd5b6bi3QkJxymORktBDdjUs/+o8/rpa7iAEAYKrsKIE7KNvarKc9Oxdqt4rvR//xx+UUh1rbXTJ+dpfU5zkYJTndwEs7/OuvP7zpDgMNeVd3k4zkLLuyUeYg60IBAMC02FECd1B+oOu36JIvleez1OkerSTpxu6SSbC7pD4Grgug8jnLepJeki3RuKfFJKOybRkAAEyFHSVwDw0+A+B2tpJ067iLoNxd8qoROxF2l1R//I/SzF0lXzDugIa9r+dT7CxZFI1duVK2xAUAgImyowTubTntWf23kJqu4i53l5xMu86WmZbru0v6QlFZg4Zel49jQKOUxd+efGXXLvzoP/44cm4JAACTZkcJ7MJPir7S77boks+88vWHRzW+X4Mkl4zciVhL0n/F2RFVHPejNG9XyU6Szit2lQDNfG8P055dywe1lWTpFeeWAAAwIQolsPvJbJtaO20l6db542RZ3BpGa4tJ2EkyeKXYxUN1xvxSktcbeGnnX/n6w0N3GGjou3sYxZK95B/L/iYAe3jHdpJ0yv92PsX5ltdtlr8kSZ0XCgIwHgolsLdEa5RmngNwO1deaUBP6J/8xx9XklwweqG2tl75+sMdYQAanF/2k7wmErt29ZWvP9wXBuCm92gnRRGkm6K9YSdFW+m92kmyfvPPTjaA9lAogb0lYPMpVp0casklP/nK1x9ebcB966XYXbJgFEMt2VUCND3H7EexZC82kvS0ZoRWvzeXUhRFeplsF4GdJKtJRklWvXcAmkuhBPaXkL3eksttzPkAZZFrELtLoI7WXvn6wz1hABqeY3ZTfIg7JBq7zlOXtMuB1r0nl5MszfBdeS3JsAkLCgG4lUIJ7C9Ba1M7p2uvfP3hpQbdu17sLoE6OuNjGNCCHLObYuWyPGX3Ljo3DRr/buynKJBU6fzJnSQrSVbsMgFoBoUS2F+iNp9ixV9bDgp/skkrZsr7txKHp0KdNKpoCyDPHKurKQ5697ESmvU+7KfoClDl4vH11lzeQQA1p1AC+/TM797rJnm3JZe7k6Tzq8dPbDfsHi6l2F2ixQXUw+FfPX5iUxiAFuSZFnXs3UaS/q8eP+HgZaj/O7Cf6hdIbjdnXkmy0rR5M0Bb3CcEsD/lJOxiSy73UIqCQtPu4WqSToo+s0D1DYQAaEmeuf2rx0/0U+yUYHcWk4zKhTBADT3zu/c6z/zuvVGS11K/FoSHklxKsu49BFBPdpTAwZO5UZLTLbncJ8viQhPvo90lUH2N3N0GcI8cpZ/ioyG7d+VXj59YFgao1btukKLQ0BTXUuxyk7cC1IRCCRw8oZtPspl2fGBv9EfK8l4Ok5w1sqGyLv/q8RMDYQBalm9a0LF3a0mWfKSEyr/fOinO+GjiuUw7KYolq+40QPVpvQUHVE6++i253Ea24Lr5Xv7q8RNLSc6XSS1QPX0hAFqYb64m6SXZEo1dO52iBU5XKKCayiLweppZJLk+f379md+9t+JuA1SfHSUwviRvmPYcuPlk01fFlCubhmlPWzWok/O/evzEUBiAFuab80lGae5HRX83oD3vs+Ukr7boku1yA6g4hRIYk2eLiet66nfo3H7sJOm83IIk79kigR9Eqwuoko2XHz9hhTDQ5pxzJe1ZoDMuV5Msv+wjJVThPTZs6TtsI0nPewigmrTegjEpk52lllxuo1twfea+riTpplgBBFTD4rO/e68nDEBbc86XHz/RT3JZNPbkXJLRs1pxwUy1uEiSFLsB172HAKpJoQTGO3Fdb9Gk9eyzRU/ZNtzXzZcfP9FLcjHOLoGq6AsB0PK8c5DiXDV2bzFFsWRJKGD6Wl4kuW4hirYAlaT1FkwmAWzygXQ3a00LrpvubSfOLoGqOPzy4yc2hQFoed7ZTXFuiTahe3Pl5cdPLAsDTO1dNYwiyc22knS14QKoDjtKYDKW0o6dB4dS9Mhujc/sLgFmqy8EQNuVO5q7KXrfs3sXnv3de6PyzBdgghRJbuv6zhLvIICKUCiByUxYN1McAN4G59p4VkB5dsnJ+CgBs2QlMMCN3LOX5Jpo7MnpJJta4MDkPPu79/pRJLmTxSSrwgBQDVpvwWSTwlHa0aKp1duGn/3de4Mkl4x4mInzLz9+YigMAJ/mJStJLojEnl0sF8IA43sf9ZK8IRL3pBUgQAXYUQKT1ZYWXAtpzw6azykPU7W7BGbDpBLg1rxkOQ55349Xn/3de6va4MB4lM+S3RK7c+HZ3723JAwAs6VQApOdqG6nPT30L7SxBddN93r95cdPdJNcNvJhqhbb/O4BuENeMkyxiGNHNPbkbIozA7TigoNbTXGmJbszfPZ373WEAWB2FEpg8hPV1bSnX/Sw7avw7C6BmegLAcDnchKHvO/PYopiib8tsE/P/u695bSjBfU4HUoyFAaA2XFGCUzBc2+9N59kPUWLqqa7/MuvnRi468lzbzm7BKbo8C+/dmJTGABum4euxGHK+3H1l1870RcG2NM7p1POfe0m2Z/zv/ya8/cAZsGOEpiCX36tVS24Lj33lnYF5X0fxO4SmJa+EADcPg8tP/ZrD7p3555767318sMvsDsrUSQ5UPzKAjcAU6ZQAtObpI6SXGnJ5Q7d8U/v+/ovv+bsEpgCh7oD3D0nGaQ45N25JXuzmGT9ubcctAz38txb7/VSnPXD/h2S1wLMhkIJTNcgyVYbJpRl2ylKdpfA5CeVz72lnzzAPfKRYZJeS/LRsf6NSfK6/BZ2Nd/l4C7ZyQYwfc4ogSkrV9m80ZLLdWbA7cfAIM4ugUlY++XXTvSEAeCeuch8klGK3RLs8W9NkqWytS7QznnuNDgjCWDK7CiBKdOCC7tLYGJOW30HsKtcZLtsDXpVNPb+tybJZvlRGLhhIARjdU5eCzBdCiUwm8npctrxkfz0c2+9p7/q7ceAs0vAJB1g1vlIP8W5JezNoSRvyHOhUBYOT4vE2HnHAEyR1lswI8+/9X43ybstuNSdJJ1ffO249gR3HwvDaH8B3jkAs8tFRikKAOzNtSR9f3do+TtkmOScSMhrAerMjhKYkV987fh62rGb4FC04LrnWPjF147bXQLje+csCQPAnvPSbrQF3Y+zSdbLYhO0zvNvvT8fRRJ5LUADKJTAbCelg5ZMSM8+/9b7ErzdjQdnl8DBaVMAsPc8ZDNJL84t2Y+FJO8+/9b7faGghYx78QVoBK23YMZa1IJrK0nXtuFdj4tBkksiAft2slwhDcDe85DlJK+KxL5cTbIs56VF74v1aCE8aYfLYjYAE2RHCcxYi1pwLcQhy3sZF4PYXQIHYVcJwP7zkJUkZ1L0x2dvziUZacVFGzz/1vudKJJMg+4MAFOgUALVmIwO0o4P4heef+v9nju+63Hh7BI4wISy7JkNwP7ykFGcW7JfiymKJX2hoOHM7cQZoDEUSqA6D2P/vvKhbPhvxd3e84eKwX3JyfuSjZaMET+/cfwO3Wf1HcBBc5DN+5LefclVf1f29XfotZ+99f7QSKLBc9glz/pUfmeNNoCp/F0DquDv2tOCa/Fnxfkb7HF8/N2N3SXaYMDu9IUA4MA5yPbffe14P8lF0diXcz976/31nxUtiqBpekIwHT/TmQFg4hRKoFoT0UHa0d5g2WTxQGOkm2RNNOCeTnvXAIwtB3Fuyf4tJln/2Vvv2+lIY5Q51iGRmBrnHgFMmEIJVE+/Bdd4KMnQrd6fv/va8c2/+9rxXoqVnT5WwN051B1gfDnIKM4tOUj++/rP3npfG1qawof76eoJAcBkKZRA9SagbWnBddqqugOPlZXYXQL30hcCgLHmH5spPthdFY19uaAVFw2hUDJd3hkAE6ZQAtWcgA7SjpV6w5+99f68O36gsWJ3CdzdIUVZgLHnH84tORituGiCnhBM/b0BwAQplEB19VtwjYeSDNzqg7tpd8k10YBWvk8BZpV/OLdk/3nw6z976325MLArdqIBTNbcJ598IgpQ3URokORSCy71TNnzmvGMm6UUZ8A4XBFu+MLffe34tjAATCT36CRZjRXP+7WWZMnfKWr23PuYZN4M0Ch2lECFtagFl0MtxztuVlP0sLW7BG7oCwHAxHKPzTi35CBOJ9n82Vvv94QCAGA2FEqg+votuMZFbQfGq+wdvpTkySRbIgIKJQBTyD36Sc6Lxr4cSvKGnBi4i54QAEyO1ltQAy+8/f5KkgsNv8ydJN2XHju+6Y6PffzMpzgL5oJo0HKHvWMAppJ7dJOMog3ofq0lWXrpMa24qPQz/q5ITN3llx47PhAGgMmwowTqYZDm7wo4FC24JuKlx45vv/TY8eUUh63aXUKbLQsBwFRyj/UUbUA3RGNfTifZfOFtrbiorHkhAKBpFEqgHpPN7bSjbczZF95+f8kdn9g4GiXpJrksGrSU9wvAFPPXlx473k1yRTT25VCSN154WysuAIBpUCiB+kw2Ry2ZaK6UraKYzDjaLrdrn4xVnrTPQtkqAoDp5R7LKc4t2RGNfbn0wtvvj+THAACT9f8IAdTJ3CDFiuiFBl/kQor2OAP3e3LKlhjdF97+YFDGWw/xariaZLNi/5k6Sc41KMb9aMEFMO28Y/jC2x+sJ1lteB47KWUrrg+WXnrs2Eg4qMC81Pk5ADTvr5vD3KFeXnj7g6Ukr7fgUg+/9NixTXd8KmOqk2RYTsKZvatJBlUa/y+8/cFmmvNha+ulx451DDOAmfw9mS9zjrOisW+XX3rs2EAYqMDz7GPS9F186bFjzvUEmBCtt6BmXnrs2GqSay241KG7PbUxtfnSY8d60RajKs4l+fiFtz8YlkUsz+N4Lbzw9gc9wwxgJjnH9kuPHVuK89IO4tILb38wKotOQLusCwHA5CiUQD0f3P59yc595UPc0N/pS8XuGab38WJ4X9K5L7nW8LFVl9+5+5KPL739weqlGX/Yvy8ZNiy2fU88wExzjsF9yZkW5LMTy5PvSzYvKfwz2/zQ8zuDHwAT/dsG1M3lx45tpx0f+oaXrJab+ti6XKz0PJNkS0Qq4WySNy69/cFoVh9ELhdtwJq0k00RFmD2OccoSTfJhmjsy6EyPxgIBTNid8P0bQoBwOQolEB9J5erSdZaMAE0+ZvN+Bql+HihNUZ1nE7xQWTz0tsf9Gfw7z9s0rvl0tsfdA0pgJnnG5tJeinO52J/LpWLKSwuYto2hWAm70wAJkShBOqtn+afKXHBB82ZJeLbl4vDQk/Gas8qWUjyWlkwGUzrw0hZnG3SLqO+oQRQmXyjn+KsNPbndLTiYvo2hWCq1oQAYLIUSqDeE8vNtGPHxYq7PdNxtn75sWPdJBfjsPcqWUhyKcWHkZVL0zn4fdig+Gm/BVCtfGOYYnGG1p/7oxUX0zYSgqnaFAKAyVIogfpPKlfS/NX+p2fUaojPj7VumnVWRRMcSnIhxcHvwwmvJh02KG4LdqsBVC7XWC9zDSun908rLqbFGSXiDdAoCiXQDP0WXOPAhG/2Lj92bNNh75V2LsVq0vVJFBcd6g7AFHKN7cuPHevFOWkHoRUXU3lWoz3vNI2EAGCyFEqgGUnq+txcLs/NJQ3+LczNZdndrsyYG83NpduCcVfX3+LcXF4bvPPB9uCdDwaDd8bXlmtuLqsNipNCCUB1c43B3FyenJvLjr/r+/odmpvLG4N3tOJicubmMvKsTeW3U+64A2CSf9c++eQTUYAGGLzzwXyK7bgLDb/Uw4NHj22645Uae50ULZlOi0alXUsyHDx6bHUM93w7Rcsv7xQAppFnrCZZFI19W0uyNHj02LZQMObncynJ6yIx+Tx+8OgxC3wAJsyOEmhKklpMfPotuNShu125sbc5ePRYL8n5OOy9ys4meX3wzgebg3c+WD7gLpPVBsWlZ2gAVD7P6Ca5Khr7djrJ5uAdrbgY+/O5KgpTIc4AU6BQAs1KVEfJ3LVkLg3+nR6886HVNNUcf8NkrpPMXWn4GKz7byGZezWZ+3jwzoer+3ue5lYaFA8fjQDqkWf0k7nzydyOv+X7+h1K5t4YvPPhwGhivBo//6zCT6EEYBp/0bTegoZNIt/5cD7JZprTFud2tgaPHu2425Ueh90kK9GOqzbPVIqVaiuDR49u7vIeb6YZrf52Bo8enTcEAGqVY6ym+e1mJ6lsxXVUKy7G8UyO5PwTdW3w6FELBQGmwI4SaFqiWkx4Bg2/zAWr4So/DtcHjx7tpWjHtSUi1X+mklxI8vHgnQ/XB+98uFwWXe9m2JBrP1R+dAOgJjlGkm6Ks7fYn7IV14c9oeBAz2MxJ1MkmayhEABMhx0l0FA/b/7Knp0k3Rd3ufqdmY7F+STLSS6JRu1cS7Fqd/XFz6w6/fk7H3aSfNyQ67z44qNHV9xugNrlGMtJXhWJA7n84qNHB8LAPp6/bpJ3RWKitl7USQFgauwogeZabvj1HUrzd840wouPHt0uJ+CHY/Vn3ZxN8lqS//75Ox+u/vydD/tl4StlkXKjIdfZc6sBapljrCQ5k2IBDftz6efvfDj6+b13ksKnyvEyFImJE2OAKbKjBJqdwA7S/FX8Z1589OjI3a7VuOylOL9kUTRqa6OcuHWTnGvA9ey86JwSgDrnFvMpdkBqAXSAv4VJluTV7PKZW0nRtpXJPpOdF50lBDA1CiXQ/Enjepp92OXGi48edb5APcdnP0XB5JBoUAEnXyz63gNQ39zCx9uD04qLez1nvSRviIRnEaBptN6CBitXn/QbfpmL5Qd36jc+h0k6SS6LBhWg4ApQ/9xiOcmT0YrrIK634uoIBZ910+4tJmsnxYIyAKZIoQSaP2EcpfnnQqzoq1zb8Xnz+SVXRYQZ6gkBQCNyi9UUxe8N0di300nWf/7Oh0tCwWcMYzf4VOa3Wm4BTJ9CCbTDcpq9su5Qmn94faO9+OjRzRcfPdpPcSDrmogwA3aUADQrr+jGIoyD5tevl+3M4HqLR0brAAAgAElEQVTb3LMiMXFbWm4BzIYzSqA9ie1yklcbfpmHX3z06Ka73YjxupRiu/mCaDAtLz56dE4UABqXU/TjTLSD2khx0Ls8u73PUSfF2Zeeo8k7U3aFAGDK7CiBlnjx0aMraX4LAivemjNeV1989Ggnxfkl+owzrY8AdpUANC+nGKZor6gV1/4tRiuuthtGkWQariiSAMyOQgm0S9PbU539+Tsf9tzm5ii3nXfiwHemoyMEAI3MJ9ZTFEu04to/rbhaquxMcFokJm4ryUAYAGZH6y1omZd+/9EwybkGX+LGC48csSq8mWO3U04ezokGE3L5hUeOmKACNDufaEM72onn20n6LzxyZF0oGv+8dJO8KxJTcdIzBTBbdpRA+zT9YPfFl37/Ud9tbp4XHjmy+cIjR/px4DuTMy8EAI3PJ1aSnEyxept95ttJRnLuVhgKwVRcVCQBmD07SqCFyknNaw2+xJ0knRceObLtbjd6HPfKyZsD3xmXtRceOdITBoBW5BHzZR5xVjQO5GqSZXl3I5+RlSQXRGLyz1C5GAyAGbOjBFrohUeODNPsFfmH0vzzWIzjR46MXnjkSCfJ+VgVCgDsLY/YfuGRI0tJLorGgZxLsbtE69sGKRckKZJM3poiCUB1KJRAezW9kLBcnmlBw5WFv26KA993RAQA2EMesZKiraccYv+04mqQm3ZbMVkbSZaEAaA6FEqgvZPC9SRXGnyJh1Ic/E07xvN2eQh3Jwom7F9HCABamUeMyr8BzkA7WO792ku//2i1/NBOfQ2jte2kbSTpaVkHUC3OKIEWKycxm+XEpqlOOhivlWO7k6JQdk402IsXHjkyJwoArc4hBkkuicSBbCVZkoPXcvwvJXldJCZKkQSgohRKoOX+vvkHu6/91OHMbR7fnSiYsAc/VSgBkD8U5zOsptmLiabh4k+L1mbUJ29eN+4n6lqS/k8VSQAqSaEEyN///qNRktMNvsQzPy1aKtDeMd5LUTA5LRrcxcZPHzniMFoA8vfFzutVucOB+TBsTkjh6k8d3A5Qac4oAZLmH+w+dIvb7aePHBmVO4vORP9x7sxHHACu5w7bZe5wWTQO5GyS9XLRChX197//aDmKJJOyk+S8IglA9SmUAPlp0T/4aoMvcaFsMYaxrmACAOwldxgkeTLFx072mYsneePvi/NfqJi///1H3SSvisREbCTp/fSRI0OhAKg+rbeA6wly0w9230rSte2fz4z7foqWXAuiQZJrP33kyJIwAHCbnKGTohXXomgcyFqSJTl5pcb2unE9EZfLQisANWFHCZCkaC+Q4oNxUy2k+S3G2Pu4H/70kSOdJOdTFNNot3UhAOAOOcNmeY7VFdE4kNNJNrXiqoa///1HK1EkGbe1JCcVSQDqx44S4Ba/+MOfmryiaCdJ5/lTD1nBxp3Gfz92mLTZxedPPbQiDADcI19YSnEG3iHROJArz596yEKm2Y3jXpI3RGJstpIMnj/10FAoAOrJjhLgs5o8WTmUZu+a4YCeP/XQ8PlTD3Vih0lb2VECwG7yhdUk3RTnD7B/F37xhz+t/+IPf+oIxXT94g9/mk9R7OPgtpKcf/7UQx1FEoB6s6MEuF3ivJrkbIMv8fDzpx7adKfZxbPQjx0mrfH8qYfmRAGAPeYKK0kuiMSB7CTplwUozPfqYi3JUHEEoDkUSoDbJc6dFCurm9pO4Orzpx7qu9Ps4ZnoR8Gk6TaeP/VQVxgA2EeeoBXXeFxJ0bpIm9zJj9fXRWJftpKsJlmx8K4Vz0o3xe7BTpJe+T/u7uJdv5VkM8l2iu8q60nWjRmoPoUS4E5JwSDJpQZf4snnTz2kzQ57fS76UTBpKn3SAThIjtBJ8QHVwdgHs5Fid4k8fTLjdD7FB1xFvd1bSzJKsmpcNv756KYoiCwlOT2Bf4ud62MpyUjhBKpHoQS4WxK9nuZ+EF57/tRDPXeafT4f/SiYNM2TWn4AMIYcQSuug9tJsqyl0UTG5yiT+QBcRRvZW+Fyp5z/bubGDoCRUdP4Z6KbpJ+iOLIwgzE6TFGE23Q3YPYUSoC7JQ39JK81+BLPSH4ZwzOyHKtH627n+VMPzQsDAGPKD7TiGo9rKXaXaMU1nnG5nOTVllzuVpLu9bFT7vjq3OFfu26MmcdV5H234vsEzJZCCXCvBGKU5q46squEcT0nvRQ7TE6LRi05twiAcecGnWjFNQ5bSZa0PDrweOymaPnTluKdBXHc7jmYT1EcWa7ws7CV4qymoTsG03efEAD3MGjwtZ0uP3DDgTx/6qFRWXQ7k6KPMfWyIgQAjDk32Hz+1EPdFAeUs38LSd4td0Owf8O0p0hyWZGEzyrPYN1McQ5rlZ+FhSSv/eIPf9osdycCU2RHCbCbpGKY5FxDL2/r+VMPddxlxvzMdFIUGc+JRuVtlB+yAGBSeYFWXOOhFdf+xt8gxcdheR1tHP+98v1b17Ml11Kc2WRXHUyBQglwT78sPvquN3hyd/45W1uZ3LMzSHE4oI8jnn8A2p0TaMV1cDtJlp6zY2C3466X5I0WjY3ecz4oU4z9+RQFkrMNuaTLz516aODOwmQplAC7TTQGae5KpK3n7Cph8ol61fvhtpFnH4Bp5wQrSS6IxIH5aLi7/HM99V1Jv1cXnzv1kHaq5JfN3cW3kaSvGAiT44wSYLdWUhws1kQLv/zDn/puMZPy3KmHtp879dDguVMPzSc53+BnqW70Owdg2jnBcpInU6x+Z/8u/fIPf1ovd+pw5/lbW4oka4okJJ8Wo19PMxenLSYZ+XYBk2NHCbCXpKOf5LWGXp6V5Uz7eeqlaMt1WjRmNqHuCQMAM8oDOtGKaxx2UqywXhWKW8bXUoqPxW0ZA53nnF3T9jE/X75T2zK3uvrcqYf67jyMl0IJsMcE5M/rDZ7QnX/u1INDd5kpP1OdOMdkFhPq7nOnHtwUCgBmnAdoxTUeV5IMnjv14LYx9ef5JJstyiuffO7Ugwpl7R7z3RStttpWeF5LsuS9B+Oj9RawV01uVTMoJxYwNc+denDzuVMP9pN0klyMtlxTedYVSQCoSB6gFdd4XEgyKj+Ytt1q2lMkuapI0m7lMz9KO3fnnS7fe75hwJgolAB7ncyNklxr6OUtxJkFzO7Z2n7u1IMrz516sJPig8k1UZmIa8+delAPawCqlAOsJummOKiX/Sv79/+539YA/PIPf15Oe1oPbZm7tdtNRZI278q//t5TLIEx0HoL2LOXi1ZBHzf08naSdJ61fZXqPGvLSfrRlmscNpL0PN8AVPhvv1Zc43EtSb9Nf/Nfbt9H4zPPFov4aOe7UpHEPAfGzo4SYM+eLVrWXGno5R2KlUlU6Fl79tSDy8+eenA+yfkUfWjZn5207IMJALX8268V13icTbL+crtacQ3Tno/GlxVJ2qtcTDaKIsnNFpOMXrazBA5EoQTYr0GDJ3DLEgyq5tlTDw6fPfVgL8nhFIVKH1B2byfFCqt1oQCgBn/zr7fiskDiYBaSvPvyH/48aPqFltfYljMaNp499eDA8G6ncp7epnN49mIxiRbDcABabwEHTcgvNfTyLkvAqcEzuJSiLddZ0bgjRRIA5NusJVlq4s7Sl//w516SN1p0L0/K61r9ThylPefw7JdvGbBPCiXAQZKU+STrKVZrNY2zSqjbs9gvf4si8qmNFO22TKYBqPPf+V6soB5Xfr/UpJZNDZ+P3c7FZ089aMV8e9+Fgygc79aT5e5EYA+03gL2rSwiDBp6ec4qoVbP4rOnHlx59tSD3dxozbXV8rCsxU4SAJrxd36UpBOtuMaR37/x8h/+3KQP7YO0p0iypkjSXmXBWJFk94baicPe2VECjCNp2YxdJVDFZ7ObYpfJUosm0Ynt5gA092/7ID4WjsNGit0lmzUeC0tJXm/J/dpJ0q3z/eJAY71tO6fGZa084xLYJYUS4MB+9W6j++JefuakD6404jltQ9FkI0n/mZN2kQDQ+NxbK66D20my/MzJB4c1HAPzSTZbNAaefOakNkItfuetJLkgEvtyvo7vOJgVhRJgXMnLKM08VG3nmZMP2rJK057XboqCyVKacabJTpLBMye1YwCgNX/L51MUSxxqfHDXUqxWr5Nei+79ThI5XnvNR5HkoM9P55mTumTAbiiUAOOarPXS3F0lVmHQ5Gd3PkXBpFf+s04rE69PnFck/wC09O/4cpJXRQKAO7jyzMkHnb8Ku6BQAoxzoraa5GwDL23rmZMPdtxhWvIcd1MUTa7/qlg42UoyjAIJAFz/270a/fsBuL3Dz5x8cFMY4O4USoBxTtI6ST5u6OXZVUJbn+ubCyfdzO4jzE6Kj0CrelQDwOf+Xs+nWERwVjQA+Iyrz5x8sC8McHcKJcC4J2nDJOcaeGl2lUA+/RBzvXjSKX+T6pG9lmSUZPTMyQdHog8A9/w7rRUXALdjVwncg0IJMFavvPuXThq8q+QnJx8Yustw22f/egHl+j9z039/L9u5cYjqKMnmT04+IIkHgP39TdaKC4DPuvqTkw/0hQHuTKEEmMTkbCXJhQZe2tZPTj7QcYcBAKh4Pj6fZCXN3OkNwP584ScnH3DGI9zBfUIATMAgxXkCTbPwyrt/WXJ7AQCosp+cfGC7XDl8vqF5OQB71xcCuDOFEmAiE7MUK9iaaNkdBgCgJnn5MMW5YhuiAdB6vmfAXSiUAJOykmauXjv9yrt/6bm9AADUwU9OPrCeolhyRTQAWm2hPMcKuA2FEmBSE7Im7yoZuMMAANQpN//JyQeWkzwZrbgA2qwvBHB7CiXAJDV5V0nH7QUAoE5+cvKB1STdaMUF0FY9IYDbUygBJjkRs6sEAACqlaNv/uTkA91oxQXQRosWfsLtKZQAk9bUXSXnJBcAANRV2YrrTLTiAmibnhDA5ymUAJOegG0nWW7o5S27wwAA1DhXHyXpJFkTDYDWcKA73MbcJ598IgrAxP3D+l82kyw07LJ2knR+3H1g2x0GAKDm+fogySWRAGi8tR93H+gJA9zKjhJgWgYNvKZDSfpuLQAAdffj7gODFK24tkQDoNFOCwF8nkIJMK2J17Chky7ttwAAaErOPkrRkuWaaAA01z+s/0X7LfgMhRJgmgYNvKaFf1j/S9+tBQCgCX7cfWD7x90HlpJcFA2AxpoXAriVQgkwzUnXMM3cVdJ3dwEAaFjuvpLkZJIN0QBoHDtK4DMUSoBpGzTwmk7/w/pfem4tAABN8uPuA+tJekmuigZAo9hRAp+hUAJMe7I1TLLTwEvru7sAADQwf9/+cfeBfpLzDc3jAQAUSoDpm0tW5op/Nul37tfrf+m4uwAANNGPuw8M55LuXLLRwFzez8/Pr20/rbfgMxRKgFlYiV0lAABQKz/qPrD5o+4D3SRXRAOg1rTegs9QKAFmMcHaTlEsaZpldxcAgBbk88tJnoxWXABAQyiUALPSxF0lh369/pfRr9f/svzr9b/YxgoAQGP9qPvAapJOkjXRAADqbu6TTz4RBWAmfr3+l0GSSw2+xK0ko+u/H3Uf2HTXAQCQ1wMwY2s/6j7QEwa4QaEEmOWEaj7JZpJDLbnkmwsnq2ULMgAAaEJu30syTLIgGgCVd6VsowiUFEqAmfrN+v8eJjnX0svfyE07Tp7uflXhBACAOuf28ymKJWdFA6DSLj/d/epAGOAGhRJg1pOpTpKPRSLJjcLJ6tPdr46EAwCAmub4y0kGac/OcYC6USiBz1AoAaowkRqmvbtK7mYtN3abjIQDAIAa5fjdFLtLFkUDoHKefLr71VVhgBsUSoAqTKI6satkN67lRuFkXTgAAKh4nj+fYmfJBdEAqJQzFmTCrRRKgKpMolajl/Fe7OTW800UTgAAqGquv5Rid4lWXAAV8HT3q3OiALdSKAGqMnnqJXlDJPZtK7cWTjaFBACACuX7nSSr0YoLYNa2nu5+tSMMcCuFEqBKk6dRktMiMZ7EJwonAABUL+cfJLkkEgAzc+3p7leXhAFupVACVGnS1E/ymkhMxEZuLZxsCwkAADPK+3spdpdoxQUwfZef7n51IAxwK4USoGqTps0kCyIxcZ8WTp7ufnVVOAAAmHLeP5/i3BLnFAJMl4Pc4TYUSoCqTZiWk7wqElO3lhuFEwkTAADyf4Dm2Xm6+9V5YYDPUygBKuXVjf89n2QztuHP2lqKdgiji4tfXRcOAAAmOAfopthd4qB3gMm6enHxq31hgM9TKAGqOFFaSXJBJCpjJzedb6JwAgDABOYA80lWkpwTDYCJOX9x8atDYYDPUygBqjhJ6iT5WCQqayflbpMUhZNNIQEAYExzgaUUu0vsMAcY/1y+c3Hxq9tCAZ+nUAJUdYI0jNVkdbGVW3ecbAoJAAAHmAt0UizM0YoLYHy03YK7UCgBKjo5+j+9JG+IRC1t5JbCyVesVgEAYD9zgkGSSyIBMBZnLi5+ZSQMcHsKJUCVJ0brsYqsCT4tnFxc/MqqcAAAsIc5QS/F7hKtuAAOMC+/uPiVrjDAnSmUAFWeFPWTvCYSjbOWG4WTkXAAAHCPecF8inNLzooGwL6cv7j4laEwwJ0plACVtrLxf7Zj9VjTraU8HH558SvrwgEAwB3mBstJBuYHAHuytbz4lY4wwN0plABVnwytJLkgEq2xk5vON1E4AQDgM/ODbordJVr0AuzO+WW7SeCeFEqAqk+EOkk+FonWul44ub7jZFNIAABaP0eYT7GzxIIqgLuzmwR2SaEEqMNEaDX6EVMmebl1x8mmkNz12emV/2Wn/N3JqPznppgCADXKdZZS7C7Rigvg9s4sOxsUdkWhBKjLBOh1keA2tlLuNklRONlu6TMyn6SbpFf+OkkWDvD/ciPJevnTAg0AqHIe1ElRLDktGmNxZXnxK8vCQIWe8c0Dzm3a7Nry4leWhAF2R6EEkBzRJBu5dcfJdoOfiU6SpfI36Q8DO7lRkFpta0EKAKh0bjRIckkkxpZT9y2WoSLPdi/JGyKxrzlcx9wNdk+hBDDxocnWcqNoMmrAczCfpF/+ZnmA6dUUBZNVQwwAqFCu1Euxu8QCq4PbSTJYXvzKilBQgWd7Jc4k2qsnzddgbxRKgFq48keHujMW1wsnqxcers8KuXL8D5Kcq9h/tK0kK0mGFx62UgkAqETeNJ+iWOKMw/G4lqQv16MCz/Z6ZrtYrE6uXnj4K31hgL1RKAHqlBg51J1x2slNbbqqWDipcIHkdrFcSbJiEg0AVCSP6pf5iYPex5PrLV142IHQzPSZ7pZzN8/03W0k6ZmXwd4plAB1Sowc6s6kJ4CjlGdxXHj4K5szHOvz5cT+XA1jOLjwsBYNAEAl5g/dFLtLrEIfU0gvPOygd3wTqPh8rFen7glQJQolQM0So/+7HStImI6t3LLj5MubUxrjyyl2kdR5nG8kWb7w8JdHhhEAUIE5hPMNxpvn9S88/GUfYpnV89xP8ppI3NZJzybsn0IJYJIDu7OVcrdJisLJ9pjHdifFisfTTXpkLzz8ZasOAYAqzCN6ZS5n0dXBlbuIv2wXMbN6noep3+77STt/4eEvD4UB9k+hBKhbQtRN8q5IUAEbuXXHyfYBxnU/ze2hbdUhAFCVucR8imLJadEYi/Kg9y87C4FZPM/DKJZcp0gCY6BQAtTO//jj/12PPsNUz1rKoskPd9ly6n8Uk/U6nkWyVztJln8oeQcAqjGfWE7yqkiMLc9b+qGWq8zmWR5GseS8eRaMh0IJYGIDk3HXwklZJBmlXUW/Kz/UigsAqMacwkHvY87zkgx+aHcJ03+W29yeW5EExkihBKhjIjSf5L9FghrZyU1tusr/2WqShRbG4uoPH/5y35AAACoyr2jD7t5p2UjS/6GWq0z/We6nXQe87yTpedZgvBRKgLomQqtJzooE1NK1chJtxSEAUIW5xVKK3SUOeh+Piz900DvTf457KRajNf053kjR7m7TXYfxuk8IgJpaFQKorbNJRuUqTgCAmfrhw19eTdJN0TqVg3v1f/zx/8r1mPZzPErSafhzfCXFTpJNdxzGz44SoJa034JG0IYLAKjaPGOQ5JJIjMVOil3EFrnhOfYsQeUplAB1Tn6034L6UywBAKo2z+imvefJTYKD3pnFc9xJ0VLvdN3nS0mWPT8weQolQJ0Tn37adWAbNJU+1gBA1eYa8yk+slqYNR4OemdWz3I/ySD1K3yupSgwjtxFmA6FEqDuSc92HLoITXDGJAAAqOB8o59kxZxjbCyQYVbP8iDJcg2e5a0UO0i02YIpUygB6p7saL8FzbCTpGNLOQBQwTlHJ0UrrkXRGIu1FLtLNoWCGTzP/VRzh4kdJDBjCiVArf3je//Zj/Zb0JhJ8w9OfKknDABARecegzjofVx2kvR/cOJLVs0zq+e5l6Sf5NyMn4NhkpUfnPjSprsCs6VQAtQ9uZlP8t8iAY1x8QcnvqQdAwBQ1flHL8WHTQe9j8fVJMs/OPElu4qZ1TM9n2QpSa/856Rbc22l2KE2UiiEalEoAZqQ2Gi/Bc2xk6RrRRUAUOH5h4Pex2srydIPTnzJQe9U4fnupiiadMvfQVvurSVZL38j8xyoLoUSoAmJzHKSV0UCGuPaD058aUkYAIAazEMGcdD7uFz+wYkvDYSBCj7r3STzSTrl727Wk2wn2VQUgXpRKAGakLR0knwsEtAoZ35w4ksjYQAAKj4X6abYXeKg9/FYS3F2yaZQADBN9wkBUHdlEr0hEtAoAyEAAGowF1n/wYkvdZNcEY2xOJ1k/R/f+8++UAAwTQolQFOMhACaNUkuD0sFAKi8H5z40nKSMynOW+NgDiV57R/f+8/V8jwYAJg4rbeARvin4oPqGyIBjbL2/RNf6gkDAFCjeYmD3sdrK0k/yeb3teMCYIIUSoAmTUq80KB5znzfWSUAQP3mJg56Hy8LaACYKK23gEYlz0IAjdMXAgCgbr5/4ksrSXpxluK4nP6n9/5z/Z/e+8+uUAAwCQolQJOMhAAa59w/6U0NANTQ9098af37Dnofp8Uko3K3DgCMlUIJ0CQjIYBGWhICAKCuvu+g93E6lOTVf3rvP1ctpgFgnBRKgCZNQEaiAI3UFwIAoAFzlU6Sa6IxFmeTbP7Te/9pQQ0AY+Ewd6BR/vm9j0dJTosENM4Xvnfi8LYwAAANmLMsJ3lVJMbmSpKBXBGAg7CjBGiadSGARrJaEABohO+dOLyS5GQc9D4uF5KM/vm9jx30DsC+KZQATbPZwmveSnI+xUoqky2aqicEAEBTfO/E4fUyv3HQ+3gsJnn3n9/7eCAUAOyH1ltAo/zzex/3krzRwku/+r0Th/tlDOZTrL7vlb8FI4MG2PreicMdYQAAGjiHWUoyTHFQOQe3lqT/vROHN4UCgN1SKAGaNsnopZ2FkuSmYslnYtLJjaJJLwon1NdhE14AoKHzmPkkq3He4rjspCiWrAoFALuhUAI0bYLRS3sLJckdiiWfiVEnt+44sXKNujjzvROHR8IAADR4PuOg9/G6lqJg4qB3AO5KoQRo2sSil3YXSpLkYnlA5G5j1s2tO04UTqiqy987cXggDABAw+c03RStuBZFYyy2UhRLRkIBwJ0olABNm1T0olCSJOe/d+Lw8AAxvP6z9Z8queeOKQCAhsxr5pMMklwQjbGx6AaAO1IoAZo2oRgkuSQSSQ5QLPlMTHspiiZLsaqN2Vr73onDPWEAAFo0v3HQ+3htpNhdsi4UANzsPiEAaKzXym37B/K9E4dH3ztxePC9E4e7Sb6Q5MkkV8pJBkxTRwgAgDYpDyPvpDhrg4NbTDIqz4IBgE/ZUQI0yr+8b0fJZ+wk6X33+GRWTP3L+x/P58Zuk16SBSFnkr57/PCcKAAALZ3rLKdox2V3yXhcS9L/7nEHvQOgUAI0b/IwiELJZ020WPKZ+Hdy68HwCieMlUIJANDy+Y6D3sc/V+p/9/jhVaEAaDeFEqBpE4dBFEpuZytJd9qrpcrCyfXdJr1Y/cYBKZQAACT/8v7HK3HQ+zhdSTKwuwSgvRRKgKZNGAZRKLmTjRQ7S7ZneH+6uXXHicIJe6JQAgDwaW7dS7Iqpx6brSRL09iJD0D1KJQATZssDKJQcjczL5bcZnJ3/Xfa7eFeFEoAAG7Jp+dTtOI6Kxpjc/m7xw8PhAGgXRRKgKZNFAZRKLmXa989fnipovevlxuHw+u7zOcolAAA3DaPdtD7eK2lOLtkUygA2uE+IQBonbP/8v7Hwyr+B/vu8cOj7x4/PPju8cPdJF9I8mSKfsEbbhsAANwxj15JseBI3jwep5Os/8v7H/eFAqAd7CgBGuX/fX/ToYa7d/U7xzv9Gt3b+dzYbdJLsuAWts93jnfsKAEAMCeapmtJ+t853nHQO0CDKZQATZsUjOKsi724/J3jnUFN73Untx4Mr3DSAgolAAC7ypV7cdD7OO2kKJasCgVAMymUAE2bEIyiULJX579zvDNswL3v5MZuk55JYSNtfOd4pysMAAC7yo8d9D4Za0lGSVa/c7yzLhwAzaBQAjRtMjCKQsl+NKJY8pmx0M2tO04UThowKf3O8U5PGAAA9pQX95OsyIcnYidl0STJ6DvHO5tCAlBPCiVA0yYBoyiU7NeZ7xzvjBo8Nrq5sePEGKmnK9853lkWBgCAPefCnRQf8xdFY6K2yjiPUhROnGsCUBMKJUDTJgCj+Ai+XztJem3ZPl72bb7+M2bq4eJ3jndWhAEAYN858CDJJZGYGm26AGpCoQRolP/5gULJAe0k6X37WLuS+P/5weZ8bm3TZaVdNZ359rHm7noCAJhS7ttLcXbJgmhMfa41Kn+r3z6mTRdAlSiUAE1L+kdRKBlHAt/59rH2bhP/TOFkySSyGr59rDMnCgAAY8t3h3HQ+yxt5abzTdo8/wKoAoUSoGkJ/ygKJeOwkWJniWS9GFed3LrjROFkBmPy28c6XWEAABhrntuPg96rNL4OvRgAACAASURBVAe7XjQZCQfAdCmUAE1L9EdRKBlnoq5Ycvtx1smN3SY9E8upuPLtYw5yBwCYUG47NI+qlJvbdI3a1hoZYBYUSoCmJfnb8dF6nNa+fazTE4a7jrlhknMiMXHOJwEAmGxeO4iD3qvqepuuUYrzTSxmAxgzhRKgacm9l9r4Xf32sU5fGO445vpJXhOJidr59rHOvDAAAEw8t+0meVckKm8jN4omI+EAODiFEqBpib2X2mQoltx5zM0n+W+RMP4AABqS3w5jx3TdXIs2XQAHolACNMr/p1AySVe+5YyIO407k8nJevJbxzqrwgAAMJXctpPkY5GorZ2Uh8InGX3rWGdTSADuTaEEaFpS76U2Wee/dawzFIbPjbulJK+LxERsfetYpyMMAABTzW+HsRCoKa636RpZfARwZwolQNMSei+1yVMsuf3Y20yyIBJjd/lbxzoDYQAAmGpu24ldJU21lnLHybe06QL4lEIJ0LSE3kttOrRC+vzYW07yqkiM3Re+dayzLQwAAFPPb4exq6TpdlIeCh9tuoCWUygBmpbMe6lNL6HuWYF0y9ibT7KZ5JBojM3VbznEHQBgVvltN8m7ItEqW7n1fBMLloDWUCgBmpbMe6lNj2LJ58ffIMklkRibw1a1AQDMNL8dJTktEq21lnLHiXkf0HQKJUDTEnkvtenaSdL1MfvT8WdXyfjYTQIAMPv8tpfkDZEg2nQBDadQAkjiOaiNFDtLbMsuxmE/yWsiceBJWMeYAgCoRH47il0lfN5Wbi2cyN2BWlMoAZqUwPeiUDIriiW3jsX1JIsisW8Xv3WssyIMAADmWdRqTni9aDISDqBuFEoACTxjS4y/dazTFQZj0TgCAGhcfjuKXSXs3vU2XaMU55tsCglQdQolQGP8rw+2evFxetau/u2xhb4wJP/rg62VJBdEYs9O/u2xBQdFAgCYa9Ec19t0jZKs/u2xBZ0IgMpRKAEk74ybYsmNMakF195c/ttjCwNhAACoZG47il0ljMdGbhRNRsIBVIFCCdCkxL0XhZKqUCwpxmS3nAAcMiTuae1vjy30hAEAwHyL1rlWzptGdpcDs6JQAkjcmZTzf3tsYWhcbvWTvGY43NVWkq4t+AAAlc9tR7GrhMnPDUa5UTjZFBJgGhRKgCYl7b0olFSNYkmcV3IPO0l6Vo4BAJhzwW1cb9M1+ttjC6vCAUyKQgkgaWfSFEuK8TlMcs5w+JwnTXgAAGqV145iVwmzs5ZkNdp0AWOmUAI0KWFfSvK6SFSOHQMmlXeiiAYAUL+cthcL1KjOXHM12nRdfzbnk3TL33ySXvm/mk+yeIf/s7Xyn5vlbz3Jpvk7baRQAjTGv364NUhySSQqm8D2/uZou5Otf/1wa75M4hcNiZz/m6OKJAAANc1rR7EAiOr5tE1XktHfHG32GYjl/HIpRUGkl2RhzP8WazfFcmR40XQKJUCTkoRBFEqqTLHkRjI7THK2xWFQJAEAqHdO24tdJVTf9Q/9q02Zh5bzyX75m+YCvOu7d1b/5qjWyTSTQgnQpGR9EIWSqttIUSzZNl5beWbJTpK+xBoAoBH57Ch2lVCvucgoZauuvzlarzZdZXFyOdVYcLeTYvHfSt3iCHejUAI0KVEfRKGkDhRL2jlmt5IstX1HEQBAg3LZXuwqod7zk0/PN6nq/PRfP9zqJxlk/G21xuVqkqHWXDSBQgnQpER9EIWSulAsuTFul1KsxjnU4MtcS1Ek2Tb0AQAalcuOYlcJzZmjXt9tMqrAs9VPtQskn3UtybIdJtSZQgnQpCR9EIWSOrn2N0cXloQh+dcPtzopiiVNnGRe/pujCwN3GQCgkXlsL3aV0DzX23SNUpzJsTnFZ6qbZKXGc8MrSQYWyVFHCiVAY/zbh/81iEJJ3Vz95tEv9oXh0zG8nGLVUBN2l2wk6X/z6Be12gIAaHYOO4pdJTTbVm463+SbR7+4PYHnaL6cC15oQLx2yrmgsympFYUSoEkJ+iAKJXWkWHLrOO6kWEF0tqaXsJNk5ZtHvzhwNwEAWpG/9mJXCe2ykbJw8s2jXxyN4RnqpijCLDQsTtdSFEzsLqEWFEqAJiXogyiU1NXFbx794oowfG7CuZJksUb/sa8mWZYIAwC0Lncdxa4S2utaylZde91RX3YVeLXBsdlKsqTTAHWgUAI0KTlfTX1X4ZOc/+bRLw6F4XPjup+kX/GJ59Ukg28e/eKmOwYA0MqcdSnJ6yIBn7bpGqXYcbJ9h2dmPsU5lW35hmG+T+UplABNSs5HsYpJ8tTc8d1LUTA5V6EJwDDJUIEEAIB/+/C/NtO81kFwUNfbdI2un9lRFklGqVf3gHG48s2jX1w2JKgqhRKgSYn5KAolTXDStty7jvP5FAWT/gwS650UvXNXHcwHAMBn8tR+ktdEAu5qLUkn7S0qOqOUylIoAZqUmI9S70LJTpLNtG9Vye3i0FMs2dWY7yTpJVkq/3loAv82n1sBBQAAd8hPN2NXCXB3iiVUkkIJ0KSkfJR6F0rWUnzw3sxkPnjXiWLJ/p6BTpLuTb/58p+7GU9b5dhbv+mf6w5mBwBgD/loP3aVAPemWELlKJQATUrKR6l5oeSbR7/Y+7cP/6ubYgV/24slW0m6PtSP/Tnplf/lprNFAACYQL65GbtKgHtTLKFS7hMCgGopd1H0UuyqaLOFJKPyTA7GN75G5W9TNAAAmICBEAC7cO7fPvwv7wsqw44SoDF++1H9d5Q8deSLvZuup5fkDXc2G0l6Tx2xswQAAGoyN9uMXSXA7px/6sgXh8LArNlRAlBRTx354ijJeZHIYhKHiAMAQH0MhADYpZXffvRfXWFg1hRKACqsXFWhWJKc/u1H/zUUBgAAqM08ZkskgF04lMR8n5lTKAEaZO50Mpd6/+40yZi7XP9rO/Dv3G8/+qvkCQAA6jE/G5jD+Pn57fK3+NuP/rrivcksKZQA1MBTR+4fJLkqEjn324/+OhAGAACo/BxmGLtKgN278NuP/toTBmZFoQSgPhONfhRLkuTSbz/6a18YAACg8gZCAOyBXSXMjEIJQHWs3+tfUBZLrglVXlMsAQCAarOrBNijxd9+9NdlYWAWFEoAqmN7l/+6fpIN4cprtuUCAEDlDRp6XTtJLsZCNhj7O+O3H/11XhiYNoUSgJp56sj920l6USxJktXffvTXrjAAAEBl5y/DNHNXyaEk208duX/pqSP3zyU5k+SyeRqM5dmyq4SpUygBqOdk43qxpO3b2A8lGSmWAABApQ2afl1PHbl/9NSR+wdPHbm/m+QLSZ5Mccak1mOwd8t2lTBtCiUANVUWS5ZSbPlus+vFEkkUAABUc+4yTDMLBgu3OzvxqSP3bz915P7Vp47c33/qyP2dJIdzo03XjhEBu5rn21XCVCmUANR7wrGeYmeJYoliCQAAVNmgrdf11JH7N586cv9K2aZrPjfadK0ZFnBHfSFgmuY++eQTUQBqr/xA/t81v4zLTx25f7DP6+8meddIyEaSXrnbBgAAqNa8bTPJQgMv7Xy5a2a/c9le+VtqaHxgv5586sj9q8LANNhRAjRFq8+oKHeWnDcMsphkJAwAAFBJA9f1ubnc9TZdyze16TofbbogsauEKbKjBGiE3370116SN2p+GfveUXJTHPpJXjMicvWpI/dLqAAAoHpzt83YVbKXeHVT7DTpJTltBNFCX9A1gmmwowSgQcrE/KJI5NxvP/rrUBgAAKByBq5rT3O89aeO3D946sj9vaeO3D+X5MkkV1K0HYY2WBICpkGhBKA6RmNKpFeSXBXOnPvtR39dEQYAAKiOcnFXE1tKLZQ7/Ccdv+tturq50abrarTporkUSpgKhRKAZk4++lEsSZIL05isAAAA/397d3fcxpVuDXh5au7JE0CX6Mu+Eh2B4AhERyCoE/joCARFcOgEICgCUxEYimDAK1wOWQjgkBHou+imJf/IEkV0o3+ep8o1c+pUjY3VrZm9sfDu/SBj/UHTecf7vuuqLFZVWcyrsjhO8kPqEwbee8UYkecioAuKEoCRUpb87o2yBAAAeuUi45yAeNrcn3moPeCmKosLx3QxNof8c8V0KEoAxu3cojhJXZYY1wUAgB5oLmYe61TJokc5f3pM1//k4zFdN95CBmYmAtqmKAEY/wZkFmVJkqyW292pGAAAoBfGOlXyrI+/fq/K4vaTY7pO8vGYrndeRQbAXp7WKUoARk5Z8rujJGtlCQAA9GafYqrkcPnfH9N11hzT9WMc00V/2cfTOkUJ4H80p7MJmWecv9h6iPuy5MRbAQAAB2eqpD97xvWfjun6KY7poj+eiIC2KUqAsTgWwRcXvpvUkyXKkuRyud15ZwAA4LB7FFMlPX0uzf0m98d0fZ+Px3TdeXM5BBe60zZFCcC0NiLKktrT1JMlyhIAADgsUyX930def3JM13HqY7pexzFdwIgoSgD647ajRe4mybm4lSUAAHBopkoG+czWVVks/nRM1y9xTBftmomANilKAPqz2Nx0+PdaJXkp9Twd8aYMAACGwlTJcPex98d0nX9yTNfLOKYLGBhFCcBEKUt+92K53a3EAAAAB9ubmCoZz7O8rspi9ckxXT+kPqbrvTcd6DNFCcC0NySr1CPSU6csAQCAwzJVMs4956Y5pmsWx3QBPaYoAZi4qizOk7yVRF4st7u5GAAA4CD7ElMlE3jGnzmm620c0wUcmKIEgFRlMY+yJEneKEsAAOBgTJVMax96f0zX/JNjun6OY7qAA1CUAHC/SJ0nuZKEsgQAAA60JzFVMu3nv6nK4qIqi1lVFt/l4zFd9qlA6xQlwFjMRLC3HC1Ck4vldncqBgAA6H4tHlMlJPnkmK7T/PGYLvebAHunKAHg04XobZQlSXKUZK0sAQCAg+xJTJXw5/fi02O6TvLxmK530gH2QVECwN9tTM7iMj1lCQAAHIapEr60b70/puusOabrxzima+xuRUCbFCUA/dCrxVxVFtepJ0uUJclqud0de0UBAKCz/YipEh76zqw/Oabrf+KYrjHaiIA2KUoA+qF3v4yoymITZUmSPE09WaIsAQCA7pgq4Vv3srd/Oqbr+3w8putOQoNlooRWKUoA+KcF5ibJXBLKEgAA6HgvYqqEfb1L158c03Wc+piu13FM19Ceo4kSWqUoAeBLi5HL1GPLU/c0yUoMAADQmbEWJaZKDrvHXVdlsfjkmK6f4piuvlNq0TpFCQBfs5BcRVmSJM+X291KDAAA0Mk+5Db1F9hjtPCE+/GOVWVx+adjul7GMV19Y5qE1ilKAPjaBeQq9Xjy1L1QlgAAQGcWI/1cz5bb3YnH27t973Vzv8n9MV0/NPvg99I5KEUJrVOUAGPh7ohuFo2LjPcXXQ/xYrndnYsBAABa34Ncx1QJh3v/Ns0xXbN8PKbrlzimq2trEdC27z58+CAFYPCW293Q/8vsfbPwGkreqyQvvHl52UzaAAAA7e0/TpL8d6Qf7/umDGJ47+VZkl8l0bq7ZroHWmWiBIAHq8piHqPHSfJmud3NxQAAAK3uP65jqoT+vZeXUuiEnOmEogSAb3WW5EoMebPc7k7FAAAArVqM9HO9cFfJoL0TQesUJXRCUQLQD+uh/QNXZXGbZBZlSZKslSUAANDq/uM6pkroH1/it+vO5A5dUZQA8JjNyn1ZcjfxKI6iLAEAgLYtRvq5TJUMd0+8sh9ulZKEzihKAHjswlBZUrsvS1wyBwAA7ew9rmOqhP7xZX57LkRAVxQlAOxjw7KJsiRRlgAAQNsWI/1cpkq8k/zRVfNdA3RCUQLAXjQLmDNJ5GmUJQAA0Na+4zqmSujfO/leEntnmoROKUoA2OcCcZ3kpSTyNMavAQCgLYuRfi5TJd5JajfN/S/QGUUJMHgu0O6XZjGjLEmeLbc7CzsAANj/nuM6pkro1zu5jqkSfw4YNEUJMAaOOOrfInGV5GdJ5IWyBAAAWrEY8R7ixOP1Tk7YlWkSDkFRAkArqrK4yHh/5fXQjY4FMwAA7He/cR1TJfTrnVzbA+/FuQg4BEUJQD/cjnShOLdQTJK8Wm53czEAAMBeLUb6uUyVDNd5kjsxfLN3TeEEnVOUAPTDZqwfrClL3nnEeaMsAQCAve41rmOqhH69k7ee3Te7S2LPzMEoSgDowjzJlRjyZrndzcQAAAB7sxjp5zJVMlDNMdQudn+4eVM0wUEoSgDoYqF4m2QWZUmSXC63u1MxAADAXvYa1zFVQv+cxRFcD/G2KotLMXBIihIAutrA3JclNxOP4ijJWlkCAAB7sxjp5zJVMuz971wSX+UqLnCnBxQlAHS9WPTLmo9liU0PAAA8fp9xHVMl9O+9vEzyWhL/6C6O3KInFCUAdL1Y3KSeLFGW1MdwHXsrAADg0RYj/VymSoa9/11kvCXePpw13xHAwSlKgDGYiWBwi8WN55YkeZp6skRZAgAAj9tjXGe8F2gvPOFBv5vzuK/z77ysymItBvri3yIA4ECLxc1yu3uZ5M3Eo7gvS+7PZD1O8uf7S66bv5LkutkEAgAAf7RI8tsIP9eL5XZ37niiQZslWTf7P+qSZCUG+uS7Dx8+SAEYtOV2t0jyauAf48ep/pJiud3Noyz5Fjepy5N189fGxgkAAPvD3TrJsxF+tNfNMU4M9908jrIkUZLQU47eAuiHyZ7J2SyQXnoFHuxJswF8lfpXc/+33O42y+1usdzuTsUDAMBELUb6uc4d2Tv4ve9t6smS9xOOQUlCbylKAPqzYJry51/FBXf78DR1cfKf5XZ33ZQmJ2IBAGBCe4t1xvlF9FGSc094+Hv/qixmE9z/3iX5SUlCnylKAOjLgnEeZck+PUldmvx3ud1dLre7mUgAAJiIxUg/l6mSce1/f57Ix71KMqvK4tKTp88UJQD0bbGoLNm/50l+W253a4UJAAAT2FesY6qE/r+nF0l+SH3/5Fi9S12SbDxx+k5RAkDfnKf+xQn79ywKEwAApmEx1v2SqZLxaAqE09SFwpjcpb6P5GzqR40zHIoSAPq2ULy/4E5Z0p77wmRlkwUAwEj3FeuYKmEge+CqLM6S/JRxTJe8S3LqPhKGRlECjIEveke4UIyypAsvklwvt7szUQAAMEKLkX4uUyXj3Adfpp4ueT3Qj3CT5MdmiuTaE2VoFCXAGJyKYJSLxNsk89Qju7TnKMmvpksAABjhnmIdUyUMbB9clcUiyfcZzv2dN6mP2Tpp/szBIClKAOjzInGTerJEWdK+F0nWy+1O8QgAwJgsRvq5TJWMey98XZXFPB8Lkz7uiT8tSFaeGkP33YcPH6QADNpyu1unvnNhyIug7zzJf3zGp0nWqX85Rbvukpz5JRAAAPaMvXeV5DLJJsnapdmjfoePU5+4ME/y9MD/OG+TrOwZGRtFCWDRe3jvq7KYeZJffM5nSX6VRGde+lUQAAAj2UvMkvw2gY96lfoHZqtmOp9xvs8nqQuTs3RTmtw179VlkkuFHGOlKAHGsEhYR1EylWc9T/JGEp1RlgAAYN84TDdJVqlLk2tvwGjf6+PUx1XPUt/f+mxP784mHyeV1pJmChQlgAXv4SlKHva851GWdElZAgDAGPYRs0xjquTvOCppWu/6SZKT1MXJ/T02n/77e5skt3/69xsTI0yVogQYwyJgHUXJ1J75RZL/J4nOKEsAALB3HL73SRYKE4C/+pcIABiaqizOU/8qim68aSZ5AABgyBYT//zPkvy23O7WzdQBAA1FCQCDVJXFPMqSLl0st7tTMQAAMOA9xDr1VMXUPUvy3+V2t2juuACYPEUJMAa+vJ3uRmee5EoSnThKcmkjBQDAwC1E8LtXSTZ+EAWgKAHG4UgEkzaLsqQrT5JcigEAgKEyVfK3a/z/LLe7hSiAKVOUADD0jc5tlCVderbc7s7FAADAgC1E8BevmrtLTJADk6QoATi8WxE8TlOWnCW5k0Yn/td4PgAAA94/rJPcSOIvnsVRXMBEKUoADm8jgr1sdq5TT5YoS7pxIQIAAAZsIYK/9STJWlkCTI2iBIDRqMpiE2VJV54tt7u5GAAAGOjeYRVTJZ9zlLosmYkCmApFCQBj2/BsUh/DRfsunGEMAMCALUTwWUdJflOWAFOhKAFgdJozh19KopPNk4vdAQAY6r5hFVMlX3LpGC5gChQlAIx506Msad+5qRIAAAZsIYJ/dH8Ml7IEGDVFCQCj1ZQlryXR+sbJVAkAAEPeM5gq+fKa/9IPpIAxU5QAg+a8VL5i47NI8lYSrVKUAAAwZBci+KInSS7FAIyVogSA0avKYh5lSZuOltvdXAwAAAxNMyWxkMRXebbc7mQFjJKiBIBJaMqSK0m0xlQJAABDdJn6aCm+zisnOwBjpCgBOLyNCNrX/FLsRBKtebrc7uQLAMCQ9gjnSZ5J4sFW7isBxkZRAnB4tyLoxFn8UqyLjAEAoPccufUoT2KiHBgZRQkAU+FL/PbNRQAAwEBcxA+pHuOViXJgTBQlAEzFTAStc/wWAAC919yx8UISj7YSATAWihIAprIR8muxbsxEAABAzy1EsBfPXOwOjIWiBIApsHiXNQAA3P+IygXu+7MQATAGihJg6I5FwFeYiUDWAAAQX+zvm6kSYBQUJcDQnYoA70mvPFludwpMAAB6Z7ndncY0SRvORQAMnaIEgLFvhk7ifpKuKaYAAOgjX+i343mz7wIYLEUJAGNnwd49RQkAAL3STD2/kERr5iIAhkxRAnBgVVmspdAqX9p3z9FbAAD0zZkIWjUXATBkihIAxs6X9t1TTgEA0DeKknY9ae6AARgkRQkAY3cigs4ppwAA6I3m2K3nkmjdXATAUClKABi7ExEAAMCkmSbpxkwEwFApSgAAAAAYs5kIOvF0ud2diAEYIkUJALBvNkcAAPTJTASdcU8JMEiKEsAiDNi3JyIAAKAPmgkH69PuzEQADJGiBBg6l0ZD/1yJAACAnjgRQaf8mBEYJEUJALBvtyIAAKAnZiLolKIEGCRFCcBh3YkAAACgNSci6NTRcrtz8gMwOIoSgMPaiEDGAABAa05E0DlTJcDgKEoAGDvHQHXvWgQAAPTEiQgA+BJFCQBjpyjp3rUIAADoiSci6NxMBMDQKEoAGDtHb3XvWgQAAADAUChKABg7RUn3rkUAAAAADIWiBIBRq8riNsmdJDrNfC0FAAAAYCj+LQJgiJbb3XGSiyTPpMFXWCd5LoZOXIkAAAAAGBITJcDgLLe7s9RH+7wYwcc5WW53J55q6xy/1Z21CAAAAIAhUZQAg7Hc7o6X291lkl+THI3kYz1Jsllud+eecKsuRdCZtQgAAACAIVGUAIOw3O5OU0+RjPH4pKMk/7vc7i6bI8XYs6osNnFPSVfWIgAAAACGRFEC9N5yu5sn+U/GM0XyOc+TrJtSiP0zVdK+91VZ3IoBAAAm7VoEwNAoSoBeW253qyRvJvSRn0ZZ0hZFiYwBAJie9yLo3LUIgKFRlAC91ZQkLyb40Y9SlyVzb8H+VGVxGcdvtW0lAgAAmDxT5sDgKEqAXppwSXLvKMkbZcnemXhozzvHbgEA0ENrEXSruSMSYFAUJUDvKEn+QFmyXxciaM1KBAAA9NC1CDp1JQJgiBQlQK8oSf7WhTtL9qP5ZZMzivfvpjnaDAAA+uZaBPIG+BJFCdAby+1uESXJ37m/s0RZsh8LEcgUAIBpqMpiLYVOyRsYJEUJ0AvL7e4syStJfNZRktVyuzsWxV42SqZK9uemKouVGAAA6DHr/+64nwQYJEUJcHDNpMRKEl/0VE57sxCBLAEAmIy1CDpxZ4IHGCpFCdAHq9QTE3zZ8+V2dy6GxzFVsjemSQAAGAL36XVjLQJgqBQlwEE195I8lcSDLJbb3YkYHk3h9HhzEQAA0HdVWWyS3EmidQopYLAUJcDBNEduuZfk4Y7iCK59bZZeS+KbvTNWDwDAgPgSX8YAn6UoAQ5pJYJv9swRXHtxkeRGDA92F9MkAADYf/LRu6osbsUADJWiBDiI5XY3jyO3Hmux3O6OxfDtmoX8mSQebG4TBADAwNb+6/iRVJtWIgCGTFECdK75cv9CEo92FPds7GPDtEnysyS+2i9VWRipBwBgiOxD23FjjwAMnaIEOITz1F/y83ivXOz+eFVZXCR5J4kvuqrKQjkHAMBQreJS97ZyBRg0RQnQqWaaxBet+7UQwV7Mk1yJ4bPukszEAADAUDXHx5oq2f8+QabA4ClKgK7NY5pk387cVbK3TdNZ/MLsc5ufmXtJAAAYgQtr/v3maZ8AjIGiBOiaaZL9O0pdQPFIVVlcp56asHH66L4k2YgCAIARrPlNlex3ryBLYBQUJUBnltvdWZInkmiFAmp/G6dNlCWfbnyUJAAAjI2pkv1YmCYBxkJRAnRpLoLWPFludzMx7IeyJImSBACA8a73b+PHZo91VZWFaRJgNBQlQCeaOzSeS6JVcxHsdfN0X5ZM8YJ3JQkAAGNf76+SvJfEN1M0AaOiKAG6ciYCGQ9w8zTFsuQqyamSBACACZjHEVzf4peqLNZiAMZEUQJ0xZf47Tty/Nb+VWVxW5XFaZJfJvBx36aeJLn25AEAmMBa/zrJQhIPciUzYIwUJUBXZiLohEKqvU3UeZKfMs5fnN0leVmVxdxljAAATGydf5HknSS+et9gzwCMkqIEaN1yuztNciSJTsxE0Oom6jLJycg2Uu9TH7W18oQBAJioeaZ5N+FDnTuiFxgrRQnQhZkIOvNUBO1qjuI6Sz1dcjPgj3I/ReKoLQAAJr/Gj/tKvuQXP64CxkxRAnThVATdcU9JZ5upy+bdfj3ADdXrJCc2OgAA8Pv6fpP6R37Kkr962xxFDDBaihKgC4oSeY91M3VblcUi9XFcfS9M7lJf1v59VRYL5woDAMBf1vebJAqBP3pflcVcDMDYKUqALjgOqlsnIuh8Q/VpYfJz+nUkmgE2AwAABcpJREFU100+TpDMHbMFAAD/uLZfJXkpiST1vS1nYgCm4LsPHz5IAWjNcrs7SfJfSXTqfVUWMzEc/N2fpT7n+CzJUcd/+7skl0kumyPCAACAh63n50kuDrCW74u3qS9vN4kOTIKiBGh7cTlL8pskOnVVlYXjt/r35+As9ZnHbU1YXSVZJ1krRwAAYC/r+NNmjT21suSt47aAqVGUAG0vLM+S/CqJblVl8Z0Uevtn4jj1PTKz1Ed1nTT/99duvu6SbJLcNv+6TrLxSy8AAGhl/X6aZJXpHCn9c1UWF548MDWKEqDtReUiyStJdEtRMug/M7PP/L+UIQAAcJg1+nHqsuT5iD/mXZKzqizWnjgwRf8WAQD0h40JAAD0bo1+m+Rsud2dJ1lkfEdxvU9dkvhhFjBZ/xIBAAAAAPyz5kiq09TFwhjcpT5qa6YkAaZOUQIAAAAAX6Eqi+uqLGZJXqYuGobqbZIT95EA1BQlAAAAAPAAVVmskpwkeZ1hFSbvk/xYlcXcFAnAR4oSAAAAAHigqixuq7JYZBiFyX1BMnMvIsBfucwdAAAAAL5RM5mxWG53F0nmSc6TPOnBP9pdksskF1VZbDwpgM9TlABtM8oLAADA6DWFyUWSi+V2d5q6NDlL96XJu9QFyaXjtQC+zncfPnyQAtCa5XY3S/KbJDp1V5XFsRgAAAB6sS8+TV2YzJI8a+FvcZNknbocWStHAB7ORAnA+BipBgAA6Inm2Kvf92lNcXKa+m6T0yTHzb8efeE/6ir1qQ2b5l/XSTaKEYDHM1ECtG653fkvmm69q8riTAwAAAAA8GX/EgHQgTsRdMpECQAAAAB8JUUJ0AVf3MsbAAAAAHpJUQJ0YS2CTilKAAAAAOArKUqALvjivjs3VVlciwEAAAAAvo6iBOjCWgSdUUoBAAAAwAMoSoDWVWVxm+RKEp24FAEAAAAAfD1FCdAVX+B3Yy0CAAAAAPh6ihKgK4qS9l25nwQAAAAAHkZRAnSiKotNkhtJtGolAgAAAAB4GEUJ0KULEbRqJQIAAAAAeBhFCdAlx2+1521VFrdiAAAAAICHUZQAnWnuz3griVasRAAAAAAAD6coAbq2EsHeXVVlsRYDAAAAADycogToVPOF/ntJ7JW7XwAAAADgGylKgENYiGBvrqqyWIkBAAAAAL6NogToXDNV8k4Se3EuAgAAAAD4dooS4FB8wf94791NAgAAAACPoygBDqIqi+skryXxze6SzMUAAAAAAI+jKAEOpiqLRZIrSXyTi6ZsAgAAAAAeQVECHNpcBA/2vimZAAAAAIBHUpQAB1WVxSaO4HoIR24BAAAAwB599+HDBykAB7fc7tZJnknii36qyuJSDAAAAACwHyZKgL44i/tKvuS1kgQAAAAA9stECdAby+3uNMk6yZE0/uJtVRZzMQAAAADAfilKgF5Rlvytq6osTsUAAAAAAPvn6C2gV5rL3WepLy2nPo5sJgYAAAAAaIeiBOgdZcnvrpLMqrK49VYAAAAAQDsUJUAvKUvyLkoSAAAAAGidO0qAXmvuLFkleTqhj+3idgAAAADoiKIE6L3ldnec5DLJswl83JdVWaw8dQAAAADohqIEGIzldrdI8mqkH+8myVlz5BgAAAAA0BF3lACDUZXFIskPqUuFMfklyamSBAAAAAC6Z6IEGJzmKK7zDH+65CbJvCqLtacKAAAAAIehKAEGa7ndnaS+6H1od5fcJbloJmQAAAAAgANSlACDt9zuZkkW6X9hcpfkInVJcuvJAQAAAMDhKUqA0WgKk/Mkz3v2j6YgAQAAAICeUpQAo9McyTVv/npywH+Ud0kuq7JYeSoAAAAA0E+KEmDUltvdaerCZJbkaQd/y3dJLlMXJKZHAAAAAKDnFCXAZDSTJqepS5PT5q+jR/xH3iTZNH+tq7JYSxkAAAAAhkVRAkzacrs7Tl2YJHWB8k9uU5cit1VZbKQHAAAAAMP3/wGam2J0EY3spQAAAABJRU5ErkJggg==" + +const logoBase64 = 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7sTrjBaBVBCUAzIphkovKMDYDJQAAoGmqLbjWVOJUbq8sbKkV0EqCEgBab31naZDkkkqMzcHKwtZAGQAAaKhVJXiivdhyC2gxQQnQaCsLW0NV4HGqkOS6SozVQAkAAGhov9CLyfMnOUyyXE3fALSSoASANjc9axGSTKJpMn4PAEBT9ZXgiev9wnmEQNsJSgBoperNsJsqMXZr3iwDAKDBPYNpkkc7Dkkc3g60nqAEgLY2PLdUYuwOVha2+soAAEBDWcs+mpAEmCmCEgBaZX1naTlCkklx6CUAAE3tG3oxTfIoQhJg5ghKAGhTs9ONg8UnZXtlYWtTGQAAaKi+EjzUXpKOkASYNYISgOnrKsH5VSHJMMkF1Ri7wyQ9ZQAAoKG9Qy+mSR5mI+UkiTMIgZnzESUAmLp5JTh3o9OJkGSSVlcWtvaVAQCAhuorwQMOk/RXFrbWlAKYVYISABptfWdpPslmhCSTsrGysDVQBgAAGto/9GKa5H57SXq22gJmnaAEaIMDC92ZbXLmU06SXFKNiTVRDnAHAKDJ+kqQxBQJwAOcUQK0wb4SzB4hyVQaqZ79igEAaHAP0YuX7JLyLJKOkATghIkSAJpqLUKSSSqM4wMA0HD9Gf/8GymnSPbdCgAPEpQA0DjrO0uDJNdVYmJuCEkAAGh4D9HLbE6THKY801FAMjv3epGkU/0kSfGY//t+TnbpGCa5p/djVglKAGjaom8QIckk3XB4OwAALdCbsc+7l3IKf9P2ua3uj7spg5AiSTdnDwMX7/vPr1R/zyTZTrKbMjwZuoeYBYISAJq0COxFSDJJQhIAANrQRxR58AvhttpOOT2yaXqk1fdzN2Xwt5zxTUktVj83q3+me4vWE5QA0JTFYC/JLZWYiOOD2zeVAgCAFui39HNt5+SN/6HL3Op+uJMyHOllOlvIHQcnb67vLN1OGZgMXBnaZO7o6EgVgKYvGIZp+NtBKwtbc67kY69xL0KSSTmMg9sBAGhPL1EkudPSdXvHlkitv3+7SVZTz50VDpIMkqy5D2kDEyUANGFhuKYSE7GdZNkiFwCAFum39HP5crrdfXAnZQhR55dCL6Y812R1fWdpzT1J0z2jBADUeHHYTTlKfkE1xu7VlYWtwsIWAIAW9RNF2nk2yWG8TNbWe3Z+fWdpkOQXDbp3L6QMTPar3SCgkQQlQBvYIqidC0QhyWQcJPnoysJWXykAAGiZtq5xvbnfzh54Ncl+6rnN1mlcSHJrfWdpWPXz0Ci23gLawAKxfQvE+SSbEZKM26sCEgAAWtpTFDFNQjPu1U7qv83WWSwm+fn6ztKLKwtb7lUaw0QJAHVbJM6nnCS5qBpjs5HkPwtJAABosbaudU2TtKv/XU65S0YbQ703q+mSeVeaJhCUAFCnReJxSHJJNcbidspttnorC1v7ygEAQEv7iiKmSaj/fdpP8k7avZPCYsqzS2zFRe3ZeguAOhlESDKOZmozSV84AgDAjOi39HOZJmmB6gXBtTT3LJKzupByK64bKwtbA3cAdSUoAaAui8VBkmsqMTJ71eJ7UzMFAMAM9RVFTJNQ3/tzlndRuLW+sxRhCXUlKAGox2KpM8tv+1chyXV3wrkbp2HK6ZGh6REAAGZUv6WfyzRJ8/teW02XYUl3ZWFr1R1B3QhKAOqhk2R/RheLqxGSnNVhygP/3v9ZWdjaVRYAAGaZaRJqfG8KSU7crCZLhCXUiqAEgGkuFntJ3lSJbCRZTfKkA+72TYoAAMAj9Vv6uUyTNLvvFZJ82M31naVd23BRJ4ISAKa1WOwluaUS2V5Z2OpV/3moHAAA8FT9RRHTJNTTIEKSh3FmCbXyjBIALTBUgsY1Md0ISZLywPVlZQAAgHPrt/RzmSZpdu+7luSaSjz6/q6+H4CpE5QAMOmFYjfCraQMSQpNDwAAnLvHKGKahPrdl8tJbqrEY11IslltTwZTJSgBYJILxeOQ5MKMl+IwQhIAABiVfks/l2mS5va+nZRbbvFkF9WKOhCUADCpheLxAXZCEiEJAACMqs8oYpqE+tnU+57JtfWdpVVlYJoEJQBMonkRkpw0O8XKwtauuwIAAEai39LPtenlqsb2v/04vP2pnuVqEgemQlACwLgXicchiYWikAQAAEbZaxRp5zRJ0t4AqO33ZCeJyYincyG24GKKBCUA9dBt8WfbjJAkSW4ISQAAYKTa+oX0xsrC1r7L20hrsZPCeSyu7ywtKwPT8BElAJpvrg0fYr6NV2Z955cHydyiezQ3Vhb+faAMAAAwsl6jk8xda+nH67vCjbwnixbfk5O0lvKFS5goEyUAjGuROEhyXSXyopAEAABGrt/Sz7WxsvDv+y6ve3KGXVzf+eWeMjBpghKgDSwia2Z955f7EZIcNzlrygAAACPtNzot7jf6rnAj78ki7T0vx3PATBCUAI23svDv+0dJmv7TFm/v/HLvKHmlDdfknD8bKwv/3vOEAgDAaB0l/Rb3EPuusHvSTy6+baqECROUADAy1ULmlkrk9ieFJAAAMI6eoxPTJNTrnuzGNInngcYTlAAwqsVhESFJkuwl6SkDAACMRb+ln2vjk6ZJmmpVCcbiYvU9A0zER5QAaIc5JZiit3d+pZvMbapE9pIUn1z4t3tKAQAAI+87OsmcaRLqdE/OJ3PLKjE2vSRDZWASTJQAcN6FYbdauFyY8VIcREgCAADj1G/p59r45MK/7bu8jbSsFx5vfcswCsZPUALAUyvf6BKSJDlMsiwkAQCAsfYepkmoG9Mk43UhSaEMTIKgBKAeGvcbf/VWx2aEJIcpJ0l23cYAADA2/ZZ+LtMkDVX1xNdUYuyEUUyEM0qAVjg6UoNJ+tbPfmU+5STJpRkvxWGS4lPPCkkAAGCM/UcnpkmomaMjkw4TIihhIgQlADyNYYQkSbIqJAEAgLHrt/RzbXzqWdMkTfKtn/1KkXJHiGU98cRc+NbPfqWr92bcBCVAW+xZpExsYThQ6yTJjU89+28DZQAAgLH2H52YJmF69183ZTBSxDZb01QkEZQwVoISoC0coj2ZReKgxU3KWQhJAABgMvot/VymSerZ886nnBYpqp+LqlILRZI1ZWCcBCUAnHbBuBYhyXFDM1AGAAAYew/SiWkSxn+fFTkJR+yeUE8dJWDcBCUAnGbh2EtyUyWy8aln/62nDAAAMBH9FvcV+y7v1Prb4+20lpMsqkgjCLAYO0EJ0BJzSjC2ReT/1UvmbqlENj717L/2lAEAACbSh3SSOdMkjOheen8rreVk7oKqNPI6dj/17L86p4SxEZQA8LiFSC+JkCTZS7KqDAAAMDH9ln6ujU89+6/7Lu/Ye9n7zxkxjdAO80rAOAlKAOqhU8OFZTcOS0vKkKT41LP/ek8pAABgIr1IJ84m4ez963E4YjutduomGSoD4yIoAaiHizVcZA6TzPpIspAEAAAmr9/Sz3XbNMnIetZOTs4ZKfSuM8FECWMlKAFa4cgZJSPz//3s/+4mc0MLzRwm6f3+s/8iJAEAgMn1I50Wn01iYv/p74v5PHjOyEVVAUZJUALABxefgwhJDpMUv//svzgoDgAAJqvf0s+1/fvP/svQ5T1Tf1rkJByxnRYwVoISoC2GFk7nXoTOV3Wc9YPuhCQAADC9nmS5pR+v7wo/8fp3crKVVhEv8AETJCgBWsHWW+fz//7sv8xX221dUo30/uDZnwhJAABg8n3datr55fj2Hzz7k6Er/LA+9P5zRmynBUyPoASApNwrV0iS3PiDZ3+yqQwAADBZ1Zfmqy39eH1X+P3rXOQkHNGDArUhKAGwUB0kua4SufEHz/5koAwAADAVpkna2W92c7KVVhHbaQE1JSgBWuFICZ7K3whJjr31aSEJAABMqy8xTdKua3n/OSO20wIaQVACMLvNSC9CkiTZ+PSzP1lVBgAAmJrWTpN8egamSf6m3E7rOByxnRbQSIISgPosLrufntAh4lVIckvVs/HpZ3/SUwYAAJhaH2SapIG9a04mRq65i5mQoRIwToISgPqYn9CithchSZLsCUkAAGDqTJPU3N/87L90chKMLMc5I0ALCUqAlphTglMtcP9rN5kTkiR71SIfAACYXn8yn8yZJqnntbnvnJE522kxdZ9+9p+HqsA4CUqAtthXgicudLsxqppUIcmnn/3ne0oBAABT1eJpkmZ9qVv1i0XKiZFFtyY1c6AEjJugBGiLfSV44qJ3GCPSh0mWhSQAADD1HsXZJNOtfycnwUihV6TmdpWAcROUAK1wdKQGj/LN9/7rfJJNC98cJik+c/mf990VAAAw9R6utdMkn7lcv2mSqi8schKOXHQX0iCCEsZOUALQYtVieGgR/H5IYnEFAAD16FNMk4y/zt2cTIzYTosmGyoB4yYoAWh38zFM4uC9ZFlIAgAAtWGaZDw9YCe206J9Dus4pUX7CEqAlphTgg/XZBAhSZLc+MzlH1tUAQBADXzzvV+dT+ZMk4yslvcHI3O206KN9PNMhKAEoJ3NxyDJNZXIjc9c/vFAGQAAoDZaPE0y/he0vvnerxY5CUe8GMcs2FQCJkFQAlAfRUbwpkQVklxXzrwqJAEAgPqoJiBMk5ytZp2cbKVVxHZazB5BCRMhKAFoV+OxGiFJkmx85vKP+8oAAAC1YprkyT3dfB4MRmynxSy7/ZnLP76nDEyCoASgJb753q/2krypEtn4zOUf95QBAABq1a+YJnl0bYqchCO204ITAyVgUgQlQFvsznjT0Utyy22QbSEJAADUUlunSfbOOk3yzfd+tZuTiRFnS8LDHXzm8o9tu8XECEqAVvjM5R/f++Z7vzqTn716+0hIkuylfAsLAACoV8/S5mmStVN8/k5OgpEittOCkTxbMEqCEqA1jjI3c5/5f77337rJnDcsypCk+MPL/8vepQAAUL9era3TJAd/ePl/DR7Rq913zsic7bTgbA5j2y0mTFAC0FBlSJJhSxuOMzUnEZIAAECdtf5skqo/K1JOuS+65HAua3p8Jk1QAtBA//O9/zYfIUlSvmWybAEFAAC17V16Le1bDqvPN0gZjlxwtWFkz5Ztt5g4QQlA8xoNIcnJ4qn4w8v/a9ddAQAAtdVv6ee6EGdFwjisehmSaXhGCQBqo/Ok/8N9IYk9boUkAABQa9U0iYPLgdPaftS5PzBughKA+uic4v+zGSFJktwQkgAAQO31lQA4g1UlYFpsvQW0xlHmWv35/vq9Xxskcw4FTG589vKPBsoAAAC17l96yZxpEuC0Xv3s5R95IZKpMVEC0IwmY5DkukrkRSEJAAA0Ql8JgFPa++zlH/k1g6kSlABtst3GD/XX7/1aP0KSJNn47OUfrSkDAADUvofpxdkkwOkcJllWBqZNUAJQ/wbjFZXIxmcv/6inDAAA0Ah9JQBOafmzl3+0rwxMm6AEoKaqkOSWSuS2kAQAABrVx5gmAU7jxmcv/2ioDNSBoASgns3FcoQkSbKXpKcMAADQGH0lAE5hwxmk1MlHlACgXv76vV/rJrFYKEOS4rOXf3RPKc59T80n6T7if7732cs/2lUlAABGsO7sxTQJ8GS216Z2BCVAaxwdzTX+M3zj7rVuMjdMcmHGL+dekuJzV24LSc52/xQpA5Fukk71xwvJ3JP+uvvrfi/JMMl+kuHnrtzeV1kAAE7Zk/VVAXiCjc9dud1TBupm7ujoSBWAVvjG3WvDJIsN/giH1R9nPSQ5TBmSmHJ48j3fTbKcpBjjvX+YMjjZTLIpvAIA4BFr015sHwxPslf98dKMfn4hCbVlogSgPi4ogZDkFA1oN+W5LcuZzLYGF5Jcq35ufePute2UW8MJTQAAuF9fCeBDDnLy4tnwc1du3/vG3Wvz1Z+btbDkxc9dub3mlqCuTJQArdGCiZJZJyR5/P3dS7Jao8X0YbXY79ueCwDAWjWmSeC4TxpWP5uP65W+cffaIMn1GalJ73NXbm+6PagzQQnQpsX5rCwy2urG567cHijDQ5vOfup9KOZ2ysBk6IoBAMzkmn7KFHQAACAASURBVHU/DnFndm3nJBjZPeOz00uylvbuMLGXMiTxQiS1JygB2rQ47yd5RSUaSUjy8AVzv2EN53a1CN53BQEAZmrdapqEWXKQaiutVNtpnfMZ6qbc3rhtW3G9lfKFOls20wjOKAFg2oQkH14kr6WZ28gtJvnFN+5esyAGAJgdfSWg5Y630zo+Z2R/lH/zatqi26KXPw9SvkA3dOvQJCZKgNb4xnvLbVlUzJKNz13e7ClD8o33luerJvNmSz5SuTi+vGlxDADQ3jVsL6ZJaKftHAcjlzd3J/hMdVJOlzTxxbnDlC/9rX3u8qaX5mgcEyUATIuQ5GQx3MZR64tJ7nzjveVyusRCGQCgjfpKQEvs5XgrrcubUzt0/HOXN/eTFN94b7monq+mBCYbVd+371aiqUyUAK1hoqRRhCQn920v7T6877jpWLZoBgBo3TrWNAlNdZj7zxmpaa/SgMBEQEJrmCgBWkPu2xh7SVaVIfn63eVBkusz8FEvJdn9+t3l5T+6YisuAICW9F99VaBhbqcKRv7oyuS20zqPaivj4ut3l7tVH72c6b9kd5DyZb/BH12xcwDtYaIEaI2v3zVR0gB7SYpZX0x9/e7yfMq3lxZn8OPf+KMrmwOPAgBAo9ezRZI7KkED+s9hks22vLBV9ZLL1c+1Cf6jD6oedtCUkAnOykQJAJNcpApJyoXtMO06j+Qsbn397nKEJQAAjdZXAmrooOq1hinDkdb1ntVnGlQ/+frd5eUkRZJuRvsi3uF9tRwKR5gFJkqA1jBRUmuHSbp/dGW29y0VkjzAZAkAQDPXtEVMk1CfPnMYX+bf/3x2k3RSBifz1R+PdZJcrP7z9gf+0mGSe0l2k+zaUotZJCgB2rQgWE7yjkrUcvFazPqiVUjyUMISAIDmrWuHmc0tZKmHvVSHsDv/EBglW28BbeKNh/oRkpzYjJDkg2zDBQDQINU0iZCESTreTus4HNH3A2MhKAFgnHpCkuTrd5cHGspHuvX1u8v73gYDAGiEvhIwZvdvp7U569s3A5MjKAFa4z8ypwj1cuPmlXc2Z70Ib919YTWZu+52eKzNt+6+0L155R1NEABAfde1RTLn5R/GYTtVOHLzyjtD5QCmQVACwDjcuHnlnYFm8oVukjfdDk90IeUofVcpAABqq68EjMhBtf4fpgxHbKcFTJ2gBIBRe0tIkrx194X5avHP6Vx66+4LazevvLOqFAAAtVvbFrGVLE/veDutzZTByL6SAHUjKAFglDZ80f2+fpKLynAmN9+6+8KmcXsAgFqubeEsjrfT2rx55Z1d5QDqTlACwKhs3LzyTk8Z3n/j7qZKPJVBko4yAADUam1rmoQn2cvJVlom64HGEZQAMJJFsZDkAQMleGoX37r7Qv/mlXf6SgEAUAvWZTzMYR48Z2RfSYAmE5QArXGUOUWYjr0khTKU1u5+rJ/M2XLrfFbX7n5ssHrlnzRbAADTXdsWyZxpEo5tpwpHVq/8k+20gFYRlACtsXrln4Zrdz+mEJO1l6RYvfJP95QiWbv7sfkkzmg5vwsp31zsKQUAwFT1lWDm+71hks3VK/80VA6gzQQlADytwwhJPmg15Zf8nN/1tbsf65sqAQCYjnKaxNkkM+Yg1VZaKcMRvR4wMwQlADwNIcmHG0nTJKPXj6kSAIBprsVov9upwhHbaQGzTFACwFkdhyQW0Q8yTTJ6pkoAAKbANEmr7eXknJGhcgCUBCUAnNWykOShekowtrr2lQEAYKKsv9rjeDut43DErgAADyEoAeAsbnjr6MPW7n5sOclFlRiLVY06AMBE17ZFTJM02WEePGdkX0kAnkxQArTMnBKMz43VK/84UIaH3nc9NRibC2t3f3159co/bioFAMBE1rZ9NWic+7bT+sehcgCcnaAEgNN4VUjycGt3f30+yTWVGKvlqvEDAGC8a9sipkma4KBaHw9ThiO20wI4J0EJAE+ysXrlH/vK8EjLSqDGAABNt3b311eTvKkStXS8ndbx1Mi+kgCMlqAEaJWjoxzEWRGjtPHic//YU4bH3nO+xB+/C2/+9NeXX3zO9lsAAKP25k9/fT7lF/AmSeplO1U48uJz/7irHADjJSgB2mY/gpJRuS0keWQzWSQ5/tFQTkYR228BAIx6XbucZJDkgmpM3V5ODmEfvvic7bQAJklQAsCjFuk9ZXi/geym3P6piGBkWgolAAAY2fp2Pkk/yU3VmJrD3HfOyIvP2U4LYJoEJUDLzCnB+e0lKV587h9m9g2mN3/6G92cTIwUyZw37KbvkhIAAIxqrTu3GZP407CdKhx58bl/sJ0WQI0ISgC430FmMCR586e/0UkZihxPjQhG6nmdihef+4ehSgAAPPV6qp/kFZWYmPe303rxuX+wjSxAjQlKADh2mGR5FkKS+4KR4x9v0zVDt2o0AQA4+/p3ENvIjttBTs4Z2ZzlKX2AphGUAJCUIUnR1vHvN3/6G/N5cGJEMNJMHSUAADjzWtiB7eN1OydTI7bTAmgoQQnQKkdK8LSKz7doUf8/ToKR4x/nW7RDVwkAAM60Jl5Lcl01Rup4O63Nz9sWFqA1BCUA3GhDSPI/fvobRU6mRgQj7TSvBAAAp1obd1MeGm6SejQOk6ymDEdspwXQQoISgNl24/PP/cOgoc1fkZOJEXstzwYBGADAk9fJ/TiwfZS2kywLSADaTVACtMzcbnxpflovfv65Hw6a0/D9P908sJ3WnD2WAQDgZL3cSbKZzHm5ZDQOk/Q//9wP15QCoP0EJUDbeMvndDbqvuCvGr3jw9eLOHwSAAAetXbupTyPxJp5NPaS9D7/3A8dzg4wIwQlALNn4/PP/bBXw+aukwcPYLefMgAAPH4NPZ9kkOSaaozMq59/7od9ZQCYLYISoFX+QwmeZOMLNQlJ/qps6oqcTI0IRgAA4PTr6SJlSGIdPRoHSXpfeO6HQ6UAmD2CEoDZsZdkdYqN3HEwcvxj72QAAHi6tXU/DmwfpdspQxJbOQPMKEEJwGzYS1JMeuFfveVWpJwaEYwAAMD51tedJJvW1iNzmDIg2VQKgNkmKAFov4mFJPcFI0WSRaUHAICRrbV7cWD7KG2nDEn2lQIAQQnQMnNK8KDqDam/H0tI8lc//c1uHthOa07TBgAAo11zVwe2zzmwfXRe/MJzf7+mDAAcE5QAtNdhkuILz/397gibtE5ODl8v4m02JutACQCAWfJXP/3NIg5sH6W9lC+S7SoFAPcTlAC000hCkioYKe770aAxTftKAADMir/66W/248D2UXorSX9c0/YANJugBGiboWYiSbL6NCFJNdZ//8SIYIQ62VcCAKDtqpeVHNg+OodJlr/w3N8PlQKARxGUALTPjS889/eDUzZh83lwYkQzRp3tKwEA0GZ/9dPf7MWB7aN0O2M8sxGA9hCUALTLE0OSap/j46kRwQhNMlQCAKCNTg5sjwPbR+Mw5TZbDmwH4FQEJUCrHB3NzfLH3/ji4g8GH/yTX9v+eJGTiZHFZM6NQlM5dBMAaJ1yvT43iG1vR2UvyfIXF3+wrxQAnJagBKAdNr64+INe1Wh1cxKMeCONtjj44uIPbJkAALTK17Y/3o8zFkfp1S8u/qCvDACclaAEaJtiBj/zXpLdr21/fLP6/PYzpo2GSgAAtMXXtj/eiQPbR+kgSe+Liz+wZgTgqQhKgLbpzuBnvpTkTZeelttUAgCgDb62/fFeHNg+ShtJVk0fA3AeghKgbbpKAK00VAIAoMm+tv1xB7aP1mHKKRIv1ABwbs8oAdCyxsMBiNA+t70hCAA0vFcpkuxGSDIq20m6QhIARsVECdAmhRJAK2mAAYDGcmD7yL34xcUfrCkDAKMkKAFa4yhzhSpA6xxGUAIANNBfbv9Wp1zHzDmwfTT2kvS+tPj9XaUAYNRsvQW0SaEE0DqbX1r8vm23AIBG+cvt3+ql3GpLSDIa20kKIQkA42KiBGhLIzKvCYFW6isBANCwvmQQZ5GMymGSXpJdL88AME6CEqAtlpUAWmf7S4vf31cGAKAJ/nL7t4qUIclF1RiJ2ym32hKQADB2ghKgLQolgNbpKwEA0AR/uf1b/TiwfVQOk/S/tPh9B7YDMDGCEqAtCiWAVtn+0uL3h8oAANRZdWD7IMmiaoyEA9sBmApBCdCG5qQb4+3QNqtKAADUvA9ZThmSXFCNkXjrS4vftwakbs/5fJJukuM/HutUP0ky/MBfNkwSL35BswhKgMb7D+eTQNtsvOQtQgCgpr5afnG6luS6aozEQZLeS75Uph7Pd5Fyx4oiZTBymiD0gxNlr1R/r+P7ezdleDLU50B9CUqANhCUQHscxjQJAFBTXy2n2Tdjon1UbqcMSRzYzrSe6U7K7xSKJNfG8I+4WP1cq/55h9WvIcMkm+59qI+5o6MjVQCavqj5hUpAa7zw0uL3N5UBAKhh79GPA9tH5TDJ6kuL3x8oBVN6nnspA5JrU34ONpMMTFTB9AlKgIYvbj6xmuRNlYBWuP3S4vdMiAEAdes55lN+menA9tHYS7L80uL39pWCKTzLq9VP3c4WOkjSf2nxewNXCqbD1ltA0/lSFdrhIElPGQCAOvnq9icc2D5ar760+L2+MjDh57jOAcmxi0lufXX7E/0ITGAqTJQATV/s/B+VgFb46EuL33OwIQBQp16jn+SmaoxEdWD794ZKwYSf5dXqWb7gmQEex0QJ0GSmSaAdbghJAIC6+Or2J7opp0guqcZIbCRZfWnxew6tZpLPcZFkrcHP8cUkd766/Ynb1fOz76rCeD2jBECD9ZQAGu8tY+UAQF1Ub5//PEKSUThM8sJLi9/rCUmY8HO8luROS57ja0l2v7r9iZ4rC+Nl6y2gqQufTpJfqAQ02sZLi9+z4AcA6tBfOLB9tLZTbhu0rxRM8Dlu+zTY7eq5EjzCGNh6C2iko6NnbLsFzbbx5eK7PWUAAKbtL4a/XSTPbMaB7aPy6peL7/aVgQk/x8vJM4OWP8fXkuz+xfC3l79cfNfWxTBitt4CmqqnBDTY4Yx/fiEJAFALfzH87eMteoQk53eQ5KNCEqbwHK8meWdGnuOLSYZlMASMkq23gCYugjqx7RbNaxqHKbdzGFZ/bpjZ3PtaSAIA1KGncGD7iNd4SVa/XHzXlkBM+lkeJLk+ox//xpeL7w7cBTAatt4CmmhVCai542BkmGT45eK7+w9Z0BdVc37NQh4AYHL+YvjbvSRrMUUyCodJel8uvrupFEzhWR5kdkOSJLn1F8Pfjh4LRsNECdDExdB+ynFTqFODOKx+Nh8WjDzmfl5LcnMG6rP85eK7Q7cKADDFPmI+s/eiyjhtpwxJ9pWCKTzPg8x2SHI/L6TBCAhKgKYthoqUewjDNN0fjAzPe5Betb/sIO18q3E7ZUhiGwYAYNp9xCBeuBoVB7Yzzed5ECHJBwlL4JwEJYAFEZzOdk6CkeEY7u22veF4mKT/5eK7a24dAGDKPUQ/ySsqMRIHKV+C2VUKPM+184Jt8ODpCUqAxvjz4X+fT7IfewkzGXupDl//SvGd4QTv8+WUe2Y3+W3H7SS9rxTf2XcbAQBT7B86KV9EWVSNkdhIsvqV4jsmhZnWM91LckslHukwSfGV4juCTHgKghLAoghKe7lvO61pNoBVKLha/TQpGDyommdvMQEA0+4d2ry16aQdpnwJxhqPaT7T3apX80w/uSfrCjTh7AQlQJMWRrtJLqkEI1xADnMyNXKvhvf8fMrpkusNqGX/K8V3Bm4rAMD6qVVMClOX53o3zhg6rdtfKb6zrAxwNoISoCkLo26Sn6sE53AcjAxTBiP7Dbr/6zphsp1kICABAGrUMwzi5apRefUrxXf6ykANnu1BhJ9n9eJXiu84LxLOQFACWBjRVod5cGJkvyXPQi/JcqZ36Pthyi8gBva+BQBqtEZaTfKmSozEQZJlaz1q8mwvJ3lHJZ6qb+uaBoPTE5QATVgYOcSd0y4EhzmZGNmdgediufopxvx8HJ/fsjnJg+0BAE65JtqMA9tHue7rJ3G+AXUxiC23ntb2V4rvFMoApyMoAZrQ/PTiEHcesfDLyRf4uzP+nHRTBibdJJ1zfFlwkDKYHKbcB3joIEAAoKbrnyJlSOKFKoCHe+ErxXc2lQGe7CNKANTdf5TnMkByEowMXzbZ8IAqKPpQWPR6+QXCsW6S+fv++25O3hbcf9lYNgDQEK8P//takpsqAfBYaykDZeAJTJQAdW+AHOI+2463fBqmDEdMNgAAzHZ/0En5pZ8D2wFO58bLxXcGygCPZ6IEqDvTJLPloGp8hxGMAABwn9fLLXnXYqstgLPopzzrBXgMEyVAnRuh+ST/RyVa7SAPTozsKwkAAA/pC9aSXFcNgKdiqgSewEQJUGc9JWidw1SHr0cwAgDAE1Rb8W4muagaAE+tH1Ml8FgmSoA6N0X7GqLGOw5GhimDkV0lAQDglP1AP8krKgEwEs+/XHxnqAzwcCZKgJo2Rb+znMwJSZppO9XUyMvF3wlGAAA4ay8wn2QzmVtUDYCR6VW9OvAQJkqAujZHwyQao2Y4DkaGLxd/Z9EFAMB5+oDllNvDOLAdYPT+08vF391TBvgwEyVAHZujToQkdbaXB7bTssgCAGAkfcBakpsqATA2x2E08AGCEqCO+kpQK4IRAADG5vXh73RTfnF3STUAxkpQAo8gKAFq5c/u/M58kusqMVUHuS8Y+ZPn/25fSQAAGNP6v5dkLbbaApiEQgng4QQlQN2sKsHEHSbZjGAEAIAJqV6QGiS5phoAE3Phz+78TvEnzztfFD5IUALUjaBk/A7z4MTIrpIAADApf3bnd7opX9S5qBoAE1dU3wcA9xGUADVqmH63l8wZuR+P7aoZHf7J838rGAEAYFpr/n4y94pKAExNoQTwYYISoE76SjAy23l/YuRvh8oBAMA0/dmd351P+eLOomoATFVXCeDD5o6OjlQBqEPjtJzkHZV4ans5CUY2lQMAgBqt9YuUIYnpcYB6+E9/8vzf3lMGOGGiBKiFI2eTnNX7wUiS4Z9a4AAAUEOv3fndtSQ3VQKgVrpxTgk8QFAC1KF5KmIE/0kO8mAwsq8kAADUeI3fSTlFckk1AGpnXgngQYISoA5Mk3zYYdVYDiMYAQCgQV6787u9JGux1RZAXXVTfucAVAQlwLSbqE6SayqRwzw4MbKrJAAANGxtP58yILmuGgBAkwhKgCmb68/wh99ONTXyp89vCEYAAGis1+5c7yZzm0kuqgZA7dl6Cz5AUAJMs5nqZLbeNtvO+xMjG0N3AAAALVnXryZ5UyUAGqOrBPAgQQkwTf2Wf769lMHIpmAEAIC2ee3O9fkkg9hKFwBoOEEJMBX9sqlq4zTJRqrttPrPb9xzpQEAaOl6vqjWvQ5sBwAaT1ACTMtqCz/TQf/5jZ5LCwBAm/XvXO8neUUlAIC2EJQA02is5tPOoGTg6gIA0OJ1fKda8y6qBkCj2QEDPkBQAkzB3GraOaK/5toCANBG/Tu95WRuEFttAbTBrhLAg55RAmDCDVZbp0k2+s8PvJEBAEAb1/BrSd6JkAQAaCkTJcCktXWapO/SAgDQqgXunV435VZbl1QDoFW86AkfYKIEmGSj1dZpku3+84N9VxgAgBat3XtJhhGSALSRrbfgA0yUAJPkbBIAAKix6uWmtSTXVQOgtfaVAB40d3R0pArApBqu/bQvKDnoPz/ouMIAALRgzd5NspnkomoAtPjX++cHc6oAD7L1FjApziYBAIC6Lmrv9FaT/DxCEoC221YC+DBbbwFj98q7rT2b5PDVq4OBKwwAQMPX6oMk11QDYCY4nwQewkQJMAnOJgEAgJp55d1ekfILMyEJwOwYKgF8mKAEGHfz1dppkghKAABo7jq9n+RObLUFMGuGSgAfZustYLzm5to6TbL56vO37rnAAAA0ySt3bswn2czc3KJqAMycPd9lwMOZKAHG3YSttvTj9V1hAAAatj4vkuwnEZIAzKaBEsDDCUqAcWrrNMnGq8/f2nd5AQBoilfu3FhLudXWBdUAmFmbSgAPZ+stYCz+9N1WT5M4mwQAgKasyzspvxi7pBoAM23vtate+oRHMVECjMta2vm22vZrV2/turwAANTdn757YznJboQkAHjpEx7LRAkwjoask+R6Sz9e3xUGAKDm6/H5at16UzUASHIY227BYwlKgHHot/Rzbb929dbQ5QUAoK7+9N0b3ZSH9ZoiAeDY5mtXb91TBng0QQkw4sbs9zrJXFunSYypwqOf/SLJfJJu9aeK+/7nTpKLj/hLt+/7z8Mk91JuEbL72tVvW8gDwNl+P+4lc23dAheAp9dXAni8uaOjI1UARtmcbSa51sKPdvDa1W93XGE847/XTRmG3P8zri9jDlKGJ8Mkm4ITAHjk78/zKV/qua4aAHzAxmtXv91TBng8QQkwygatSHKnpR/vxmtXvz1wlZmxZ3o+5WRIkTIQWZzyv9LtlPvqCk0A4OT3a1ttAfA4//m1q9/eVwZ4PEEJMDIvv/t7w0z/i9RxOHjdNAmz8QzfH4wUqe8XLscHEfZft+AHYLZ/715NuZ2KrbYAeJhXX7/67b4ywJM5owQYVZNWpJ0hSWIvT9r97HaTLKcMRpryDF9IubXI9Zff/b2NCEwAmL3fv+dTTpFcU41zu53yfLQmaXPv9UGHcVbkrHtFCZ7agecHTs9ECTCqZm037Rz3N01CG5/X5ZyEIxdb8rFeTbL2ui25AGj/7+PdlJOVF1XjXA5Tvmyx1sB7YD5luDMr98CLTbxOjOx+70dY8rReeP3qtzeVAU5HUAKMYOGy0ktyq6Uf78brV9cHrjINf0aPt9Q6Dkjauj3HQZLe61fXh646AC39PX01yZsqcW571Zpht8H3QpH2ng/5QYdJuq9fXd93685sLzOMc5jO6vbrV9eXlQFOT1ACjGLhsp92vs108PrV9Y4rTIOfzeNg5PqMffS3kvRfv7puugSAtvyebqst64SH3RdrSW7OyHXbe/3qetftO7O/BnaT/FwlTu0gZbioH4IzEJQA512w9NPeMVjTJDTxmTwOR9o8OXKqZjrJsjcPAWjB7+222hqNw5RTJJstuz/augXyw7z6+tX1vlt5Zn8tNFF3es+bsoezE5QA51mozCfZTzu/jDVNQpOexW6SXspwxJcoJw6TFE3eVgOAmf89vh97849Ca1+gmME37T9qbTfTvyYOMnvT8mf14utX153pA09BUAJo3B7ONAl1f/7mUwYjq7Ff7+MISwBo6u/zm0kWVePcWj+FMGNv2ttSyK+NQ/3PI228fnW9pwzwdAQlwNMuUDpJftHWxbdpEmr87BUpp0e8SXV6whIAmvZ7/WZmewvNUf3+vzwr28+8/O7KMLMTrL31+tX1Vbf4zP4aOZ9kNybpP2j79avrhTLA03tGCYCn1PfZYHLNwMvvrqy+/O7KfpI7EZKc1YUkw2prCgCo8+/5/er3eiHJ+dxO0pmxPfp7KcOhWXCzChSZQdU00fIM3e+nsVfVBDgHEyXAmf3xu58sqgaujQ7euPp2x1WmRs9aL4KRUTlM0nnj6tu2agCgbr/n22prdF584+rbazN6H/WS3LKuY0bu927KbbhmPVjeS1J4FuD8TJQAT6Pvs8HYFvzzf/zuJ3t//O4n92N6ZNQuVM0UANTp9/4iyX6EJOd1kOSjsxqSJMkbV98epJymmZV13cBtP7veuPr2bpKievZnlZAERshECXDWRm45yTttba5MkzDFZ6uT8mD2XrwVNW6vvnH17b4yAFCD3//7SV5RiXPbSLLqy8L3p5P2Z2g9eaMKiJjte36Y2TvgfeONq2/33AEwOoIS4KyLkP2099A0i2ym8UwVKQOSa6oxUR+t3kIDgGn8/m+rrdE4TBmQWMN/eH15Z4buge4bV9/ed+Vn/tfUwQz1VF78gjGw9RZwlsXHatobkhxosJjw83T/9lpCksnzvAMwrTVAEVttjcLxljN+T/+AN66+PUzy1ox8XFtwkTeuvn3vjatvLyd5teUf9TDJC0ISGA8TJcBpG7q2j3CbJmFSz9Fq9WN7Lc89ALO3FujHVluj8NYbV99eVYYnrjuHmZ3tiLxhz/G9X6QMz9r2kud2kp7pKRgfQQlw2sXGWpKbLf14e29cfbvrKjPG56eTpB8Hs9eNc4kAmNRawFZbo3GY8ovCTaU41X3XTfLzGfrItlbl/l9z+2nHdxiHSfpvXH17zZWF8RKUAE/0lf/9qU6SX7T4Iz7/57/0raErzRienSLl4ewCkvq68ee/9K2BMgAw5vXAZkyTntd2kt6f/9K39pXiTPdfP7MzxbSXpPjzX/rWPVee/5+9u32x6zrvxv+dkPea+y/Q9EUgEIjGEELh5oeO0YMly8qclEIJpeiYcjcPTavRndSW4wcd5cGWHbuasV07jgk6QwghEJKZOH6IY6MzhEAJAc8YAoG8yMx/oPkD7uj3Yh9VsiNZ83DOmX32+nxgcJumbfa11uxZa19rXdct79+FTO7NqpUk8957MB4SJcB2FhfLaW4PhdUnj7zaMsqMYEHejVOjk2DzySOvzggDACNaE3Sj1NYwXHzyyKtdYdj1POwXtC5dfPLIq8qy8eHfgc5gfzYp5bhWk3Qd6ITxkigB7ragaKVqNt1UbpNQ8gIc7wEARrMmUGprOLaStP2d3vN8nEmylnJuNVnbMan7NQkS2EcSJcDdFhJraW4DQLdJKGXBzUdbevLIqx1hAGBI64JWlNoahpVUpbaUURreevVKIY+7lWTmySOvXhskiWbu8u9fM8+K+31opyqRPFeT+bqcZOHJI6/qsQP7SKIE+KjFw3ySyw1+RCeN2Mvvx3SSdiRIGrGZfvLIq9PCAMAQ1gfdKLU1DOeePPKqxsXDn59NLqk8DOtJriXpp7qB05dAafzvxMxgT9fJ+A+IrqRK/2J7IwAAIABJREFUkCybZ1APEiXAnRYM00k20tyTcE6Qs5ffjfnBj5OizfH5J4+8uiwMAOxhfaDU1t5tpiq15VS1PV6d5uRyqqSJtWKzfz9mkrRu+Rn2Ybj1VEm4fiThoJYkSoDbOv/uvywkOdvgR/ybS0e+v2Gk2cHvhARJsy1eOvJ9jT8B2M0aoRWltoZhKcn8pSPf9/Fw9PP1qkjsyo0SSb1LR77fF47G/67MpCrb1koynWR28D86fJc5ciPR2091Q2nNfIHJIFEC3GlB8Ocmb8IuHfl+x0izzd8HCZIyrF868v1ZYQBgh+uEbpTa2qutVAmSnlCMbd42/VDcOGymKsG7LLkH0AwSJcDtFs79NLdswFaSGYtZtvF7IEFSnv/l3QDADtYJSm3t3XqSzqUj31dqa/zzt5/x92Ro6v5yIcmCdSTAZPuYEAAfWjS3G77hs4DlrhvHwenQjVQnRCVJyuFGCQDbWSu0BusESZK9WUzSkiQZv8F+qCMSQ3FgsGfYOP/uvyjjCjDBJEqAD1to8LNtNfz52AMJEiJRAsDd1wvdVP0drBP2tib//KUj39ePZB8NElQXRWJoDiS5fP7df9kYJFMBmDBKbwEf3vg1ucbyuUtHvi9RwofnvRJb3HDx0pHvd4UBgDusF5Ta2rv1JO1LR76/IRS1mdtrUYJrFBaTdCUDASaHGyXAjQXyTKoPxU21KUnCbeZ9J26QcFNLCAC4zXqhFaW2hmHx0pHvz0qS1E471S0fhutskrXz7/6LG8sAE0KiBBiYWkimDiRTaehP1xhzw/l3v9g5/+4XN5KpKw2f9352/AMAH1gzdJOpq9YLe/rZSqbuvXTk+/o31FCVuJrqmqcj+TmYTL13/t0vmvsAE0DpLSDn3/1iK1Wt5aZavXTklZaR5vy7X+wk6SY5KBp4VwDwEWsGpbaG9Lc1SfvSkVeUH6r/nF9OMicSI7OUZN7vAkB9fVwIgCS9hj9f1xAXv/FrDea5BAkfZVoIADj/7hdnUyVJrBv25uKlI69Yh0+OTqoSc8rRjsaZJLPn3/1iS7IEoJ7cKIHCPfzuF7tpdgP3laePvNI20sXO71aqRJnToGzL00deUX8LoOy1w3ySyyKxJ1tJ2k8feaUvFBM3/9tJfi4SI7WepPW0ZAlA7UiUQNkL4ek0/9TQ3zx95JUNo13c3J5NshAJEnZIogSg6HVxL0oP7dVKko6PwBP9u7CQqhE5oyNZAlBDSm9B2RbS7CTJoiRJcRu7mVQ3SM6IBrvctAJQ3vpBqa3hOPf0kVcWhGHidZO0/T6M1KEk/Yff/aJkCUCNfEwIoNgNYSvN/pi8Fb1JSprP04PTb3+OJAm7Z6MKUN4aopPkvfgovBebSe6RJGmGwYd7pYtH70ayRI88gJpwowTK1Wv48y04ndN8g43F/OBH40kAYCdriIU4YLFXSm010NNHXll7+N0vXkyze1nWwaHBe6gjFAD7z40SKHNj2E2zT81tPn3kla6Rbvw87iRZG2zgJEkAgO2uIWaT9CNJslfnnj7ySluSpJkG+yllSUfvzGB/DsA+kyiB8jaGM6lO3zfZvJFu9BxuPfzuFzeSXIkyGQxXXwgAGr+O6Aze94dEY9fWo9RWKdqpShozWhcGpbEB2EdKb0Fhrl+fanoD99Vnjn5v2Ug3z0PvfKmVpJtMHRYNAGAXa4leMuUWyd4sJZl/5uj33CIpwNNHXtl46J0vdZNcFo2RW37onS/N+N0C2D8SJVDW5rCVZK7hj9k10o2btzODcfVhg1HrCwFAY9cSy3GLZC+2UiVIekJRlmeOfm+hkH3kfjuQqo9oWygA9ofSW1CWpm9slp45+r2+YW6Gh9750vTgBNufI0nCeDjBB9C89UQ7VU8zSZLdW0/SkiQpWidKcI3D3OCdBcA+kCiBcjaJ3TS7n8NW3CZp0nydT7KRqlE7jMUzR7+3JgoAjVpPLCT5eZpddnbUllIlSfyNLHuNdC1VsoTRW3jonS9NCwPA+Cm9BWVsEmfS/A/OC88c/d6G0Z74udpOshBN2hm/VSEAaMx6Yjoatu+VUlt8wDNHv7f80DtfWkxyVjRG6mCS+TgECDB2bpRAGZq+wdl85uj3LCQn2EPvfGn2oXe+1E916lOShP3gpCxAM9YUrVS3UiVJdm89yawkCbfRTbIpDCM371YJwPi5UQIN9/V3vtxOpg43fSFppCd2fs5UG64pPUjYbxIlAJO/rugmU8p27s3is0dftrbmtp45+r1rX3/ny50kV0VjpA6kumXfEQqA8Zm6fv26KEBzN4vTqU7UNbku8+qzR19uGe2JnJvzgx91w6mDe549+rJkCcDkrit6SeZEY9e2knSePfryslCwjd+5bvQSHIf/9ezRl68JA8B4KL0FzdZN8z9CO/E2eRurTqrT+xciSTKJtpKsJHkwyWJTnkmSBGBi1xWzg3WFJMnurSeZlSRhu549+nJ3MG+w1wVoDKW3oLmbxlaa32hvycfNiZuT3SSHRWPibCVZTrJ860eUr7/z5ab8/vUNMcBEri06Sa6IxJ4otcVudQZrKAefRkdTd4AxkiiB5lpo+PNtxQmbiTAoh7GQRB+Syfsd+6vkyC3jOpvmNMrtG24Aa4sC/84rtcWuPXv05bVBCa7LojEyB77+zpc7zx59uScUAKMnUQLN3Dx205wPmHfSVa91YuaiPiSTZSVVcuRuG7JOg565b9gBJmZtMZuqH8kh0di19STtZ4++vCEU7MWzR19e+Po7X27HjfFRag/eeQCMmEQJNG/zOJPm37RYf/boywtGu9bzsDVY0B8Ujcn4nRqMV28HCch2Q559Uwk/gIlZX9z4YOgAxu4ptcWwObw2WnNff+fL0w4JAoyeRAk0zlQJm0ebu5r6+jtfmUmykExpqFp/N0prLTx79KW1HY5zK5lqShKsbyoATMQaYyGZOisSe/q733n26EtKbTHM38tp6/6xcKsEYAwkSqBZC9USrj2vPHv0pb7RruX860aZrUmwmqT37NGX9rLZ6jQoHt4nAPVeX0ynSuwr7bN7g1JbL20IBUPWEoKxkCgBGAOJEmjWJrLpiycN3Os591qpGqqqFV7v351d3R65w7um3aDYOFkLUO81xnIcwtiLxWePvmT9zKi0hWAsWkIAMHoSJdAQ15NuAZvIheechKuNr1UfzBeSnBGN2tpM9W5Yfu7oS0Opa3y92hA35V2zPqy4ADD0dcZ8kssisWtbSdrPuYnNaPegLVEYiwNfe+crs8/t8cATAB9NogSasZFsJWl6zebN546+1DXatZlznVRJEic862klVWKxP4L/250GxalnqgDUbo1x45a0vge7t5oqSeIwAKP+XT0oEmPTSiJRAjBCEiXQDL0CnrFjmGuxIZpNlSBRJ7x+bpTX6o7q5tXX3vnKTMPGXtktgPqtM3pRznMvLjpcxJjMCoF4AzSJRAlM/oaym+af5FlRNmDf59l0qv4wF0SjdjZTJa96Yzg52qQa55tK+QHUaq3Riduqe6HUFuPWEoKxkigBGDGJEpjoDeW/ziZTTf9wrYH7/s+zVjLVi6v1dbOeZOG5o//VG9//y6lOg+LnNglAfdYaC8nUWZHYtUGprf9SaosxmvLhfrzctAMYMYkSmGwLJTzjc0f/a8NQj9/X3vlXNcLraTVJ97mj/9Uf83xoUhP3RH8SgLqsNfrxAXAvLj539L+6wsA+mBaCsb8zZ+yNAUZHogQmd5E0n+b3idi08du3+dWJ8hd1s5QqQbJfm6NOw94tmmEC7O9ao5Xqdp+1xu4MSm2N9+AE3MKNkvGbSbIhDACjIVECE+jcr/91Jkm3gEftGO19mVu9aNZeJ0tJupeP7d/pscG8aNLNImW3APZ3vTGf5LJI7Np6ktblY0ptsX/+cl2SE4BmkSiBydRL80/frVw+5oTcOJ379b92o1l7XWylutGzUJOPIJ0GvkMBGP9aY3rw9+2MaOza4uVj/6V/H5RpNlW5QgBGQKIEJm+D2U7zT/tr4D7eOdVK9dFCffB6zP06JUhu6DQoxpuXjym7BbAP643ZVIlq643drxE6l4/9l1uR1OX3mfHTFwZghCRKYKIWpF+dTqZ6BTzqwuVjL24Y8XHMp3STqbOiUQtbuXnTYf7cr79al/9cM8nUwQbF2QcmgPGvOdqDNaxSPbuznqRtfUx9TPlgD0DjSJTAZClhg7l++diLXUM9Wud+/dXWYD4dFI3aOJBE0mo871EAxrfm6EZpz71YvHzsRTetAQBGTKIEJmeT2U6zminfiY3gaOfRdKoPxXOiQYE2Lx97UdktgPGtOZbT/JKxozIotfWim5AAAGMgUQKTs9HsFfCoS5ePvdg34iObR+2UcSsJ7mRBCADGsuaYTZUkcXN1d5Taou6uCQEATSNRAhPgetJN8z9ua+A+IvO//upMqg/EbpFQOqdyAUa/7ugM1h0OZuzO4oJSW9Tc5WMvrs3Xp59eSSSoAEZIogTqv9lspYy+Bd2FYy9a+A1//synjEQb3M3qgpO5AKNedyxEv63d2krSWVBqC7gzJWQBRkiiBOq92Syl5NbqwrEXlcQZ7tyZGcwddcGh0hMCgJGuWftJDonGrqwnaUvoAwDsH4kSqLWpbsqo7ay8wDCD+et/6yZT83GLBG7lhC7AaNYds8lU37pj1xYXjr1gLcwk7lVX41DWuG0IAcDoSJRAfTedrZRRuuDiwrEXXCEezpyZTXVq3mlO+KClhWMvKO0HMPy1RyfJFZHYla0k8wvHXugJBRPK2mrMFo69sCEKAKPzMSGAWm46Sym5tZmq2Sd7nzPdJO9FkgRupycEAENfe/QiSbJb60lakiRMOIfdxv/eAGCE3CiBGrpeNd8uoeRWZ9Ep7z056xYJ3M3m4rEX+sIAMLS1h34ke7OUZN4amAbsWSVKxku8AUZMogTqt/lspYySWys+Xu55rnSTXBAJ+Eg9IQAY2tpjNlWSRD+SndtKlSDxd4mm8OFevAEaRektqNfms5SSW1tJOkZ81/OkdfbX/7YRSRLYjp4QAAxl/dFJVeZTkmTn1pO0JEloksWqX8amSIxNXwgARsuNEqiVqW7KKLnVXTz2vHIDO3T21/8+naSbTJ0VDdiW1cVjz28IA8Ce1yC9ZOqMSOzKoNSWtS+N3L/2k3g3jN7W4rHn3SgBGDGJEqjPBrSVMkpurS4ee14D993Nj17KSKTBsPSEAGBP6w/9SPbmnHUvDdePRMm44gzAiEmUQH02ob1CHnfeiO94bnRTRhINhmlr8djzPWEA2PUaRD+S3dtM0nYCnAIsJ7kiDGOJMwAjpkcJ1EM3ZdwUuGjDuH2DWyRrkSSB3egJAcCu1yCd6EeyWytJZq15KcGgpNy6SIycRAnAGLhRAvu/EW2ljA/hm4vHnu8a8W3NCbdIYO+UOgHY3TqkF6V0dkupLUpdc7lVMjorehwBjIdECezvRrSkklsdI76tOdGKXiSwV5q4A+xuXdqPfiS7sZWq1FZfKCiQ8lujjy8AY6D0Fuyvbsr4IL5o4/jRzv7636fP/vrfF5JcjSQJ7FVPCAB2tA6ZTVXuU5Jk51aTzFjrUqrBbYclkRgJPfcAxsiNEtgn/1ZOya2tVAkhPnou9CJBAkN557xgQwmwk3VIJ1XpHP1Idu7iC0rLQv5SvUOU7Bs+pfwAxsiNEtifDWlRJbdeUFP1jvPg39wigWHrCQHAttciN3oLSJLszFaSz0uSQOWFY8+vpbpdxXBJlACMkRslsD+6KePD+MoLx55XU/U23CIBG0qAfVyH3Di0MycaO7aepP2CXlhwuz3uVWEYmiUHDgHGS6IExr8xbaecklvzRvyvxn96sIk4KxowdCs+XAHcdS0ymypJoh/Jzi2+cOx561u4jReOPd//t1//+2qSw6JhLw0wiZTegvFuTEsqudX1wfKvxr+VqlGqJAmMRk8IAO66FulHkmSntpI8KEkCd98DCsFQLLhNAjB+EiUwXr2UUQN69YVjzyt/M6AXCYzFplJ/AB+5HpkfrEX0I9mZ9SStF4493xMK+GgvHHu+n2RJJPa2po1SsgD7QqIExrc5baecOtAdI/4/496KWyQwDjaUAHdej/SSXBaJHVtKlSRZEwrYtvlUt7DYZfzcJgHYH1PXr18XBRixr77979NJNlLGCb6LLx5/vmvM9SKBMftfLx63qQS4zXqkH6W2duPci8fdkIZdvnvaSX4uEju28uLx59vCALA/3CiB8VhOGUmSdUmS5Ktvu0UCY7YkSQLwV+uR2cF6RJJkZzaT3CNJArv34vHnl5OsiMSObEVlBoB99XEhgJFvUueTHC7kcTuFj7VbJLA/fMwC+OCapDN4N+pHsjOrSdqS7zC0veFa9GjcLu8egH2m9BaMdJN6dmawOCyk5NZit+CxbiXp2QjA2K2+eHyxJQwA/7Mm6Sa5IBLWslCD99FskvdEwvsHYBK4UQKjVVDJrTIXdl99+6xbJLC/ekIA8D9rkoUkZ0RjR7aStF88vtgXChiuF48vrn317bMPJrkiGne0JEkCUA96lMDoNqvdlFMTer7QMW5FLxLYT5svHl/sCQNg3Xn2RtN2SZKdWU8yK0kCozNYq10UiTu+g+aFAaAe3CiBEfhKdcW4lJIHiy8Vtrn8ilskUBc9IQCsO8/OpkqS6EeyM0svHV/sCAOM3ovHF7tfqcpSS+betJ6k9dLxRX1JAGrCjRIY/mZ1OuV8vNtMlTAoaXxbcYsE6kITd6D0dWc7kiQ7tZXkQUkSGK/B79ySSCSRJAGoJYkSGL5uyim51SlpcfeVqpza1WjYDnWwZHMJlOwrb5+dT/LzSJLsxGaqj5M9oYDxkyxJIkkCUFtT169fFwUY3oa1lepDegkWXzq+OF/IuM6muiV0yCyH2rjnpeOLa8IAFLrm7EUJm51aSWGHfKDG77CFlHlDX5IEoMYkSmBoi7356SQbKeNU32aS2ZeOL1wrYFy7KaffDEyK1ZeOL7SEASh0vdmPwxs7dfGl4wtdYYBavc86Sa4U9MhLSeZL2EMDTCrN3GF4eimn9EGn6Qu8r7w97xYJ1JfeJEBxrE12ZStJ+6XjC32hgHp56fhC7ytvz6+ljD5L5146vmD9ClBzepTAcDau80nmCnncxaZvNge3SN6LDxFQR5svHV9YFgagsLXmbNwk2an1VDeg+0IB9fTS8YW1JDNJVpu6bk1yjyQJwGRwowT2vnGdSdXAvQSbTX5WJzVhInSFAChsrdlJWeVphmHppeMLHWGA+htUKmgNDh9205zbJYtJukptAUwON0pg75aj5NbEGyzM+5EkgTrbGrxzAYowuOUqSbKzvxMPSpLA5BncuphNsjLhj7KZ5N6Xji/oRwIwYTRzh71vXktp9L340vGF+QaO4UyqWySHzWioPc14gZLWmb0kZ0Ri2zZT9SNZEwqY+PdfK1VPukk6xLaV6gaJMlsAE0rpLdilL799rpVMlZIkaWTJrS+/fW4+meqmnBtBMOl6QgAUsMacTtJPptxy3b6VJJ2Xj192ehsaYNBbaPbLb5/rDPahB2v8H3crVVJnwTsIYLK5UQK738Cu1XzBNkz3vnz8cr9B4zcTt0hg0iy9fPxyRxiAhq8xZ1KVGJQk2b6LLx+/3BUGaPS7sZVkPslcjf5j3ThMuCxBAtAMbpTA7vRSTpJksWFJkk6qEz9ukcBkUcYAaLQvv31uNlW/NGuU7dlKdYtE7ypouMF+tD9IJncGP/uxH7/RL6/XpD0yABU3SmDnm9hOymmquZlktgknZAa3gHqp1ykkYHtWXz5+uSUMQIPXl+3BOkWSZHvWk7RfPn55Qyig2PfmbJJWknZGWylgM1VypC8xC9BsEiWws8XYTKqSW6VsYhtRcsvHB/AuAqjxOqWTcg7hDMNSknmlboAPvUtbqRInM4Of3SRP1pNcS3W7by1VcsS7BqAQEiWws8XXWsqpGb348vHL8xM+Xm6RwOTbfPn45RlhABq6tuwmuSAS23bu5eOXlWIEdvKenU0yfZd/25qECAB6lMDONrKlJEnWUzWmm+TxaqW6Iu0WyfCpCV7POd9JM08kd40u0ND3di/JGZHY9tqj7XYhsFMvH7+8JgoAbIdECWzDF3/1f1vJVEmn/Tqv3Pef1yZ0rKaTdJOps2buSCwm6U7q/Giyv1yf6jbwsTZfue8/e0YXaNi6cnDjdcqN1+1ZT9Ky9gAAYJQkSmB7m9mSTs5ffOW+/1yb0LFqpSq1ddDMHbrNVAm0vlDUcu63Gzrve0YXaOC6sp9ybinv1dIr9/1nRxgAABg1iRK4u17KKd+0/sp9/9mdtP/QN2+RxC2S0XCLpP7mG/hMW0nUoQca44u/+r8zqQ7fSJJsz4NuFQIAMC4SJfDRG9r5lNUIvDOBYzSbKpnlo8PwuUUyGb8DrSSHG/hoC5JzQIPe1bOpbpLonXZ3W6lKbekrAADA2HxMCOAjN7SXC3rkc5O2If3ir/5vN8l7kSQZhcUks5IkE6Hb0OfqGVqgQWvKfiRJtmM9yYwkCQAA4+ZGCdx+QztoslmM1Vfu+8+FCRoft0hGxy2SyXpXtdLM2yRLr9z3nxtGGGjIe3o5kiTbffd3hAEAgP3gRgnc3kLK+Qi/lQkquTUoh+YWyWhcjFskk6bruQBqu2bpJLkaSZLteFCSBACA/eRGCXzI//nV19rJ1JmCHrn76n3PbUzAuMwk6SVTh83SoVtP0nn1vueUuZisd1Wrob8PK5PwTgK4yzu6k0xdEYm72krSsgYBAGC/SZTABze1Mymr5NbKq/c9tzAB4zKf6oS5E5nDd/HV+57rCsNEauq4LRhaYMLXk50kkiR3t54qSXJNKAAA2G8SJfBBJdWQrn3Jrf/zq69ND8bELZLhc4tkgv2fX31ttqG/F6uv3vdc3wgDE/x+nk9yWSTuaunV+57rCAMAAHUhUQI3N7Yl9SVJqo/k12o8Hu1Ut3vcIhk+t0gm33xDn8u8BCZ5LdlLckYk7urBV+97ricMAADUydT169dFARvb6qP8zwt65Nqe4hvcIuklmTMzh84tkma8r2aS/LmBj7b56n3PzRhhYELfzb1IktyNfiQAANSWGyXY2N78MF+KzdT0NHrVnLqo8mfj5BZJc3Q9F0Ct1i+9SJLcjX4kAADUmkQJlPdhvnYltwbJqm6Ss6bj0LlF0iCD2yRN/Bi3qQwLMKHv5V4kSe5GPxIAAGpPooTSN7fdlNUo/GLdGiUPbpH0khw0I0cy3l1haJSu5wKozRqmF0mSuzn36n3PLQgDAAB1p0cJJW9uW0muFvTI66/e99xszcZgIW6RjGSs4xZJE99ZM2lmb5KtV+97btoIAxP2Tu5FkuQj3+1J2nU7oAMAAHfiRglF+ueq1NNyYZvVTo3iP5vqFskhs3EkriVZ+OdffU0kmmWmoc/lpDEwaevIXiRJPsp6kvYP7ntuQygAAJgUEiWUqrS+JN0f1OR2wT9X5c4umIIjdVgImBBbkSgBJogkyV2tJOn8QNN2AAAmjEQJJW5wuynrQ/LqD2pQG/qfq7JBvfiID9y04GMaMEFryE4kST7KxR/ojQYAwIT6mBBQ2Aa3lbJuM2wladcg7vNJ1iJJAnzw/eQ2CTApa8hOkisiccf3+YOSJAAATDI3Sihog/v16WRqubDH7vzgvmev7W/Ms5xMSZAAH7awn+8ngB2sZzrJlCTJ7W0laf3gvmfXhAIAgEnmRgklKa0vyeIP7nt23xJD//yrr7eTbMQtEuD2ekIA1N0//+rrs3H77U7Wk8xIkgAA0ARulFDKJrebsj7Yryfp7lOsp1N9AJ0z84A7WPrBfc9uCANQ8/XjbJJ+yjpos+33eJJ5NwMBAGgKiRIa78G3vt5KWX1JkqRz5cT4N66DWJd2cwfYua4QADVfP944+GFN89cuXjnxrPc4AACNIlFCCZvc0vqSnLtyYrwlEAZx7iY5a9YBd7F05YTbJEDtLSc5JAwfsJVk/sqJZ3tCAQBA00iU0HT9lHUScPXKiWfHWkf7wbe+PpvqY8JB0w3Yhq4QAHX24FtfX4geax+2laQ17sM4AAAwLhIlNHiT+x8LyVRJJwG3krTHHONuMnXBbAO2aenKie9uCANQ4/VjO5lyQ/aD1pO0rpz4rn4kAAA0lkQJDd7kFlcGqjOuDeyDb/3HbKq63UpSADvRFQKgxuvHmcH6hpuWksxLkgAA0HQSJdjkNsPilRPfXR5TfOdTfezU3BTYiRW3SYCa61nf/NX6cl4YAAAogUQJjfLgW/9xo3l7SZvc9YzhlPYtCSg1u4HdWBACoMZryI41zgdDcuXEd3vCAABAKSRKaJS/VB/iSutL0lkacTmEM1Ups16csgR2Z3XpxHf7wgDU0ZnqoI1k7s21ZWvpxHc1bQcAoCgSJTRpk9tJcqawx+6OciM7+HDQSzJnhgF7eVcJAVBj83EYJEk2k7QlSQAAKNHU9evXRYGJd6ZqLt4vbJO7snTiu+0RxrSV8sqYAcO3unTiuy1hAGq6hpxOsmG9k/VUN0k0bQcAoEhulNCUDW5pH/Q3k3RGGM9ukrNmFzAEXSEAasxtkmQpybwkCQAAJZMooQl6SQ4W9swj6UsyuJmzXGA8gdHQmwSorcHhkPnCw7C0dOK7HbMBAIDSfUwImPAN7nzK659xcRQfHs+89R/dJO9FkgQYnq4QADXWSdm3SR6UJAEAgIobJUysM2891EqmLhf22KtLJ57pDjmOs0l6ydQhswoY8vuqLwxAfU2VeptkK8n80olneuYAAABUJEqYSGfeeuhGX5LSNrWdIcdxPtWJbw3bgWHrCgFQ47XkbMq8RbuVpLV04pk1swAAAG6SKGFS9VPex/3O0olnNob0cWAmVW+Xw6YSMAJukwC1X1cV+MySJAAAcAd6lDBxzrz1UC9JaWWiFpdOPLM8pPi1k6xFkgQYna4QADXXLuwICrboAAAgAElEQVR515PMSJIAAMDtTV2/fl0UmBj/9NZDnSRXStvY/vDEM7NDiN10qlskc2YSMEKrPzzxTEsYgBqvJ2eS/LmktWSS1g9PPHPN6AMAwO25UcIkbWpnkywU9thD6UvyT2891EqyEUkSYPS6QgDUXKugZ12NJAkAANyVHiVMhH+62by9tL4k8z/cQ4mEQdy6Sc6aRcAYrP5QbxKg/mYLec6lH554pmO4AQDg7iRKmBBTy0kOFvbQSz888XRvt//L//TWw7PJVC/l9XMB9k9XCIAJWFeWkChZ+uGJpzvGGgAAtkfpLWrvn956uJvyGo+vJ5nfY8zeiyQJMD6rPzzxdF8YgAnQ9ESJJAkAAOyQGyXU2j+99XA7yYXCHnsrSeeHJ56+tot4zaQqUSZBAoxbVwiACdHkUq6SJAAAsAsSJdTWP7758GySXoGPPv+jk0+v7SJe86k+VB4we4AxW/3RSbdJgIlYX7Ya/HhLPzopSQIAALshUUJdN7HTqZIkpX30X/rRyZ31JRnEajnllScD6qMrBAD7vobsCAMAAOyOHiXUVS/llY/acV+Sf3zz4XaSjUiSAPvHbRKA/SVJAgAAe+RGCbXzj28+3E0yV9hjbyXp/Ojk9vqSDG6RLCQ5Y8YA+6wrBAD7RpIEAACGQKKEWvnHN8+3k6kLBT76/I9OXlrbZoxayVQvyUEzBthnqz86eakvDMDkmGrSwyz96OSljjEFAIC9U3qL2vjHN8+X2rx96UcnL/W2GaNukquRJAHqoSsEAPtiXZIEAACGx40SauEf3zxfavP2bfUluSWJdMhsAWrCbRKA/Vs/toQBAACGR6KEWvhLmUmArSSdH5+89JF9Sb7w5vn5JJfNEqBmukIATOCaswmu3W39CAAA7IxECfvuC1U5qbkCH33+xx/Rl+QLb56fSZVAOmyWADWz+mO3SQD2i7UhAAAMmR4l7KsvvHm+naTE5u1LP/6IviSDuKzZCAM11RUCYEJtNGgNDQAADIlECfu5wSu1efsd+5J84c3z01948/xykp+nvH4twGRwmwSYWD8+eWmjIY8iUQIAAEMkUcK++EK5zdu3krRvV1f6C2+eb6W6RTJnhgA11hUCoAHrsUknUQIAAEMkUcJ+WU55zduTqnn7xof/xS+8eX4hydUkB00NoMbcJgGaYK0Bz3DgC2+e7xhKAAAYDs3cGbtBUqDE3huLPz55aflDsbhRfuyQmQFMgK4QAA3QlD5wnZRZxhYAAIbOjRLGanDy7WyBj77+45OX5j8Ui26S9yJJAkwGt0mApthoyHMcHhy6AQAA9siNEsZmsJFbKPDRt5K0bonDTKrTf4fNCmCCdIUAaIi1Bj3LfKqbJQAAwB5MXb9+XRQYuUHz9o2U17w9Se69cQp7cKNmodA4AJNr9ccnL7WEAWjQ2rRJm6C/uV0PPAAAYPvcKGEs/pKpfspMDlz8ycmn+v/w5iPTSXrJ1JzZAEygeSEAGrY2XU1zbvfOe08DAMDeSJQwcv/w5iO9lNmHY+UnJ5/q/sObj7SSLMctkmHaTHPqi9MM0w1+zy395ORTa4YYaJh+mpMo6fzDm490f3LyqWuGFQAAdkeihJH6hzcfmU9ypsBH30wy/w9vPrKQMpvXj9JiEh8DqNu7rpfmJkq6RhhooH6SCw15lgOpbpR4XwMAwC7pUcLI/MObj7ST/LzAR9/KzRIIh8yEoca185OTTy0LBTV7180k+XNDH2/pJyef6hhloKHv7yZthLaSzDhIAgAAu/MxIWBEG8/ZJL1CH/9akiuRJBmmlcHmX5KEOmryu65reIGGry+a4oB3NgAA7J5ECUN3s3F5sT05DpoFQ7OV5MGfnHyq7YQkNX3ftdKcGvcftvSTk09tGGWgwZp2AOPs4JYjAACwQ3qUMHT/L1PLcZuCvVtN0vnpySc3hIIav++6DX68rhEGGv4O7zf03d0xugAAsDN6lDBUf//mN3ops3k7w3XupyefXBAGav6+ayW52tDHW/rpySc7Rhko4F2+luYd8LnnpyefXDO6AACwfUpvMcyNZieSJOzN+mBzL0nCJGjqPN2K2yRAOXr+PgEAABIlDMXgZPUVkWAPLv705JOzTkAyIe+8TppbYnBByTugIMsNfKbDg7U5AACwTRIl7Nnfv/mN2YZuMhmPzST3/vTkk12hYII0db5uxUlkoCCDxPBKAx+tZ3QBAGD7JErYk79/8xvTg43YAdFgFxaTzP705JN9oWCC3nudJAcb+ngLPz355DWjDBSmiQd+Dv79m9+YN7QAALA9mrmzJ3//5jf6SQ6LBDu0laTz05NPuonEpL3zppNspJnJ4a0kMxIlQKHv92sNfLd7rwMAwDZ9XAjYrb9749FeMiVJwk6tJOn87P7v2LQzcf5yfWo+zb1Bt+D3Eij4/d5LcrZhj3UgVTnFjhEGAICPpvQWu/J3bzw6n+SMSLADW0ke/Nn932n7GMuEvvemk8w3+PdTbxKgZE19B575uzcebRleAAD4aBIl7NjfvfFoO8llkWAHVpPM/uz+7/SEggnW5Nsk8xKYQMl+dv93NgbrlSaSCAcAgLuQKGFH/u6NR2dTNW+H7br4s/u/0xp8gIBJfffNJLnQ0MfblMQESBq8xj00uA0OAADcgUQJ2zYoO9NPc09UM1zrSe752f3f6QoFDdD1bADNNkgabzb1XT9YywMAALehmTvbIknCDi3+7P7vOLlIU95/M2luTya3SQA+aCHNLDF7INWNmbYhBgCAv+ZGCTvZNB4SBu5iM8m9kiQ0TK/Bz9Y1vAB/9c7fauizzWnsDgAAtydRwl393RuPLqS5p6kZnqVUDdv7QkGD3n+tJIcb+njrbpMAfNDP7v/OtTS7+bn3PgAA3MbU9evXRYE7+rs3Hu0kuSIS3MVikmVhoIG6aW6i5F6JTYDbrn9nkvy5wY94UQ85AAD4IIkSPmqT2EpyVSQAGmf1Z/d/pyUMAHdcB/fS7BvV9/zs/u+sGWkAAKho5s5ttd94bDaZckMAoJm6QgBwZ3/JVDfNTpQsJGkZaQAAqOhRwl9pv/HYdKoySgdEA6BxVpfv/3ZfGADubPn+b2+k6r/WVIfbbzw2b6QBAKAiUcIHDJIk/SQHRQOgkXwYA9iebtOfr/3GYzOGGQAAJEr4awtJDgkDQCMtLd//bTXpAbahgFslB5L0jDQAAEiUcIv2G48tpNm1mAFK1xUCAO/NWxxuv/FYxzADAFA6iRKSJIMN0lmRAGispcHpaAC2qYBbJUmyMCi/CwAAxZIoIe03HmsnuSISAI21FbdJAHZrfvAebSoluAAAKN7U9evXRaFgp994bDZV8/YDogHQWBdfu//bXWEA2PWauZvkQsMf8/Ov3f/tZaMNAECJ3Cgpe8M3E0kSgKbbSrIgDAB7spBm3ypJkt5pJbgAACiUREmhBpug5UiSADTdwmv3f/uaMADs3uA92m34YyrBBQBAsSRKytVPckgYABrNbRKAIXnt/m8vJNls+GPOna76FwIAQFEkSgp0+o3HepEkASjBvNskAMN9rxbwjEpwAQBQHImSwpx+47GFJGdEAqDxNl+7/9s9YQAYnkGz89WGP6YSXAAAFOfjQlCOU68/3kmmzooEQBG6QgAwfH+5PtVNcrXhjzl36vXHO6+f+lbPiAMAUIKp69evi0IBTr3+eDvJz0UCoAjrr5/61qwwAIxsbd1L829pbyWZff3UtzaMOAAATaf0Vhkbudm4Pg9QknkhABj5e3ar4c+oBBcAAMWQKGm4QZKkP9joANB8q6+f+lZfGABG5/VT37qWZKGARz186vXHJd8BAGg8iZIGO/X649OpToFJkgCUoysEAKP3+qlvdZNslvB3ZXD4CgAAGkuipKEGSZJ+kkOiAVCMJbdJAMaqU8AzKsEFAEDjSZQ0Vy+SJACl6QoBwPgMktMrBTzqoVOvP+5vDAAAjTV1/fp1UWiYU68/0UtyRiQAirL0+qlvdoQBYOxr75kkaymj3O09r5/65ppRBwCgadwoad5GrRtJEoDSbCXRbBdgH7x+6psbKaOxe5Isn3r9iWmjDgBA00iUNMip15/oJLkgEgDFWXj91DevCQPA/nj91De7KaOx+8Eo8wgAQAN9XAia4USVJLkiEgDF2Uo5J5kBauv/VY3drxbwqGdPvP5E/61T31w26gAANIUbJQ1w4vUnZuMjGUCpum+5TQKw79469c1+kqVCHrd3QgkuAAAaRKJkwg2SJP2U0TwSgA/afOvUNyXKAepjPtVNv6Y7kKRnuAEAaIqp69evi8KEOvH6hekkG5EkASjVg2+dutgTBoBardE7Kack7rm3Tl2UsAcAYOJJlEzuBmw61U2SQ6IBUKT1t05dnBUGgFqu1ftJDhfwqFtJWm+durhm1AEAmGRKb03mxkuSBIB5IQCorU6U4AIAgIkhUTKZepEkASjZ6lunLvaFAaCe3jp1cSNJKSWpDp14/YLyWwAATDSltybM8dcv9JKcEQmAot3ztjInAJOwdl9LOQec7n1bEh8AgAnlRslkbbR6kSQBKN2SJAnAxOgU9KzLx6sSwQAAMHEkSibE8dcvzEeSBICkKwQAk2GQ2L5YyOPqVwIAwMRSemsCHH+920lyRSQAirf49qmuJu4Ak7eeL6kE17m3T3X1LAEAYKK4UVL/TVUnkiQAJFtxmwRgUpWU5L58/PXurCEHAGCSSJTU2GCDIUkCQJIsvH2qe00YACbP26e6/SSLBT1y7/jrXf1KAACYGB8Xgno6+svubJK+SACQZDOJMiYAE+wv19NN0k5ysIDHPZTqFqRykQAATAQ3SmroliTJAdEAIEn3nQfcJgGYZIP3eKegRz579JfdtpEHAGASaOZeM0d/2Z1OshFJEgAqm+880J0RBoDGrPcXkpwt5HG3ksy+80B3w8gDAFBnbpTUa9M0HTdJAPigjhAANEo3VUnFEhxIsmzIAQCoOzdKauLIzSTJIdEAYGD13Qe6LWEAaNzav5XkakGPfPHdB7pdIw8AQF25UVKPjZIkCQC3owkuQAO9+0C3n+RiQY98YZAcAgCAWpIoqYdeJEkA+KCldx/orgkDQDMNblisF/TIy4MDYgAAUDsSJfvsyC+7vSRzIgHAh3SFAKDxOgU9q34lAADUlkTJPhokSc6IBAAfcvHdB7obwgDQbIObgyWV4Dp85JddZSUBAKgdiZJ9IkkCwB1sJVkQBoAyFFiC6/KRX3ZnjTwAAHXycSEYv3t/ebGbTEmSAHA73asPXLgmDADl+Eum2knWUpWnKsHyvb+8OOvvHQAAdTF1/fp1URije395sZPkikhMpK0k80k2hAL2zWySyw1+vs2rD1yYMcwARe4T5hv+N+7DVq4+cKFt5AEAqAOJkvFufjqRJJlUq0naTr3Bvr9H+0kON/gRP3/1gQsa3QL4O1eKc1cfuKDcJAAA+06iZHybnk4kSSbRVqoyODZw4D06aqtXH7jQMtIARf+tm051e/lAQY99z9UHLqwZfQAA9pNm7uPZ8HQiSTKJ1pO0JEmgFu/R6TS/wXnXSAOUbXB7uVPYYy8P/s4DAMC+kSgZsXt/ebEdSZJJtHj1gQuzTrdBbcyn2adrl64+cKFvmAEYlGBcKuiRDybpGXkAAPaTRMkI3fvLi7MW/RNnM8m9Vx+4MC8UUJt36UySCw1/zK6RBuAW84N1aSnmBs3sAQBgX+hRMiKHqyRJP2XVF550K0k6qxq2Q93ep/00u7HtxdUHLnSNNAC32U+8V9hj37PqRjcAAPvAjZLRbWr6kSSZFFtJHlx94EJbkgRq9z5tp9lJkq00v/cKALswSBhcLOyxlw/rVwIAwD6QKBkySZLJ24MmmV194EJPKKB279MiGrhL0AJwx4VqdeNwvaBH1q8EAIB98XEhGJ7Dv/zmbDLVjyTJpLi4+sATXWGAupqaT/XBpKk2Vx94wm0SAO7297CdZK2gPcbc4V9+c97fSAAAxsmNkiGpkiRukkyI9ST3SJJArd+pM2l+A/eOkQbgblYfeGIjVXP3klwe7K8AAGAsJEqGQJJkoiwmaa0+8IQmkVBvvYY/3+rqA0/0DTMA2/qj8cATvSQrhT328uFfflO/EgAAxkLprT0aLN57kSSpu60kndUHnlgWCqj9e7XpDdwTt0kA2N3fjrU0uyzlrW70K2kbegAARm3q+vXrorBL/99r35xOdZPkkGjU2kqSzm9OP6FhMkzGe7XpH4EWf3P6iXmjDcAu/k7OJnmvsMc+95vT+pUAADBaSm/tfpMiSVJ/W4ONVVuSBCZG0xu4byXpGmYAduM3p59YS3KxsMe+PEgQAQDAyLhRsguSJBNhPdUtEr1IYHLerTNJ/tzwx3QqFoBh/M3sp/llKm+1mWTW4ScAAEZFj5Idb0q+NZ1M9SNJUmcXf3P68a4wwKSZ6jX8Add/c/pxSRIAhvE3s5OqVGUpfRIPJllO0jL2AACMgtJbO1AlSdwkqbHNJPdKksBEvl9LaOCuLwkAQ/Gb049vpGruXpLD/99r37LOBwBgJJTe2iZJktobNGx/3HV8mMz3a9MbuK/85vTjbaMNwJD/hi4kOVvYY9/7m9OP940+AADD5EbJ9jYgkiT1tZXk8785/XhbkgQmVjfNb+DuNgkAo/obul7YMy8P9mcAADA0EiV3IUlSa6tJZn9z+vFloYCJfcfOpvknYRcGJVIAYKgGB4U6qZLypTiQql8JAAAMjUTJR5AkqbWLvzn9eMvHR5h4TW9uvlnAMwKwj35z+vG1lHdz8fCg7BgAAAyFHiV38L9f+7YkST2tJ+n89vRja0IBE/+e7SS50vDH/PxvTz/m1CsA4/i7upxkrrDH9ncWAIChcKPk9psMSZJ6WkzSkiSBxrxnm34SdNXHGwDGqJPqJmNJev/7tW/PGHoAAPbKjZIPkSSppa1Ut0h8cNy/34uZJLduQj/832eb/7O62hj87FV/F/8710pM/v3v1769kOb3JrlHYheAMf99nU3yXmGPvZ7qMNU1MwAAgN2SKPngxkKSpH5Wk7RtfEY252dSJTWmk8wO/uXW4J8zSQ6KUm0/CGz3d2Ij208CrW3z/+7aXn4nC/mIs/jb04/Nm6oA7MP6bj7J5cIee+m3px/rGH0AAHZLouTmhkKSpF62knR/e/oxTRr3PrdnUyVCWrmZEJmJJAijt3qHf73p828ryYwELwD7uP4rsV/Jg789/VjP6AMAsBsSJZEkqSEN23c3j2dzMwnSSpUUMadh/HyoAaAO+5u1lHUwZiv6GQIAsEvFJ0okSWpHuZrtzdtWqqTIjR/zF+ph9benH2sJAwA1WS9eLeyxN5PMutUJAMBOfbzkh/9bSZK6bWo6/336sb5Q/NU8bUVSBCaFRC8AtfDb04/1//a1b19McqGgxz6YpJekbQYAALATxd4o+duqifVyfHSug5VUSZLiT34Nknetwc9sksOmB0yMpf/WSBaA+q0v+wWuKS/+9+nHukYfAIDtKvJGyd9WvRz6SQ6YAvtqK8n8fxdcy3+QsGvd8qPBOkzw+0wYAKihdpKNwvY+F/72tW/33VYHAGC7irtRIklSG+tJ2v99+rGNwubf9GCz2orECDTJuf8+/diCMABQ0zVoK+X1K9lKMlvafgMAgN0pKlEiSVIbRV2F/9vXvn1rYkSpN2ie9f8+/disMABQ8zVpN2X1K/E3GgCAbSsmUSJJUgubqW6RrBUw11qpbo7oMQLNd6/SHgBMyDq1X+D6VA8xAADuqohEiSRJPTYoqfqRXGvoHGvnZkkt5bSgoHebjy8ATNCadTrl9StJkgdL7osIAMDdNT5R8tnXviNJsr+2knR+d/rR5YbNq5ncvDUyZ5ih2PfbzO9OP3pNKACYoHVsK2X2K2n97vSja2YAAAC30+hEyWdf+04nyRXDvG9WUyVJNhoyn26U1OpErxEgOfe7049q4A7AJK5ruymvX8lmklkHHAAAuJ3GJkokSfZdIz4gDpIjnVQ3R5TUAm5Y/93pRzWHBWCS17nLKe9m9MrvTj/aNvoAAHzYxxu66O9EkmS/rKe6RbI2wfNHcgS4m3khAGDCdZKsFbbenfvsa9/p/u70o13DDwDArRp3o0SSZF8tJulO4nV2yRFgB5Z+d/rRjjAA0IC902yS9wp89Ht/d/rRvhkAAMANjUqUfPa17ywkOWtYx24iG7ZLjgC7fN9p4A5Ak/ZQ80kuF/j3fLYpvRQBANi7xiRKPvvak70kZwzp2K0k6fzu9DeuTcg8kRwB9uLc705/QwN3ABrls689WWK/kvUkrUnZxwAAMFqN6FEiSbIvtpJ0J+GD4Wdfe3ImVWJkPpIjwO6tSpIA0FCdlNev5FCShcGzAwBQuIm+UfLZ156cTtJLeaef9tugYfs31mo+NzqDn0OGDBiCe+r83gOAPa6fZ5P0kxwo7NEf/N3pb/TMAACAsk1somTwIbwfH8HHbfF3p78xX+N50Ul1e0TyDCjm3QcAQ1xLXynw0R2GAAAo3EQmSj7zC0mSfbCVpP37z32jX8P50MrNviMHDBUwgvffzO8/p4Y5AM33mV8UWdbY33oAgMJNXI+Sz/ziydkky9FrYpxWknTqtHH4zC+enEnVc0RTdmDU5n04AaCkv3tJZlPWobQDqQ7izRp+AIAyTdSNkkGSpB+3BsZlK9UHwl5Nxn86N5uyu00EjMPq7z/3jZYwAFCSgvddi7//nFKbAAAlmphEyWd+8VQr1U0SSZLxWE/S/v3nHtmowdi3UyVIzhgWYMzu+f3nHlGzHIDiDNbgPy/w0R/8/ece6ZkBAABlmYhEyWd+8VQnZTYV3C8Xf/+5R7r7POazqfqOdCI5BuyPxd9/7hGnSgEo1md+8dRCkrOFPfZWkpaDEgAAZal9ouQzv3hqPsllQzUWm0k6v//cI/19GmultYA6vQ9nf/+5R/QmAaBon/nFU2sFrs2tAwAAClPrZu73/OKpXpRbGpeVJJ339mEzcI/SWkD9zL/n4wgA5P8lrSQbKeuW98FUZZ9bZgAAQBlqeaPknupmQS/JnCEaua1UCZLlMY/xTKqbI+3BRgSgLlbf+9wjLWEAgP9Zu7eSXC3w0RffU4YTAKAItUuUDJIk/Si9NA6rqZIkG2Mc23aqviOHhR+oqb8Z13sRACbFPb94qpvkQoGP/vlxHyoDAGD8apUouadq4L0cNwzG4eJ7Y2rYPjiB1kmVJNGYHfBuBIAJdM8vnlpOebf+t5K03tPcHQCg0WrTo2TwMX05PqSP2maS9qgX+oPSWjcas0t8AZPyflwQBgC4o06StcLW9weS9O75xVMt/csAAJqrFjdK7vnFU50kVwzHyC1lxA2KB2PZjv4ywOS5973PPdIXBgD4yPX+bJL3Cnz0lfc+90jbDAAAaKZ9T5QUXOt2nEbasH2wWeoMftwIAiaRjx8AsP31fydlHnRTohMAoKH2NVHy6ZWneknOGIaRWk3SeX9uuI2JP73y1HRuJkcOCTMwwbaSzA77PQkATVbwXu7z789p7g4A0DT7kigZfGTvxwf2Ubv4/txwTzx9euWpdqrkiNJaQFOce3/uEb1JAMCebju2krTen9PcHQCgScaeKPn0ylMzqZq2S5KMznqqWyRrQxyz+SitBTTwffn+3COzwgAAu94nrBW4R1hPlSzR3B0AoCE+PuaF9GyqU0c+to/OYpLuXhftSmsBhZgXAgDYnffnHtn49MpTnSQ/L+zRDyXpJdHfDACgIcZ2o2SwgF6IJMmobKW6RbK8x3FSWgsoxdL7c490hAEA9rzX6ya5UOCjL74/94hDFwAADTCWRMmnV56aT3JZuEdmNUl7t7dIBjd9OlFaCyjHVpIZJTMAYGh7vn6SwwU++oPvzz3SMwMAACbbyBMln1651EtyRqhH5tz7c+cXdjEuM6muis8nOSiMQGEefH/ufE8YAGBo+77pVP1KSttbDJq7n9fcHQBggo0sUTJYKPeihNOoDBq2b39BPhiT9uDHuAClWn1/7nxLGABg6HvAUntSbiaZfX/uvJuqAAAT6mMjWiBPDxbIPsaPxmJ2cGrp0yuX2oObPRtJrhgXoHBqiQPACAz2JyX+nT2YZNkMAACYXEO/UTI4RbQc5ZxGYdCw/fzyNsehE31HAG518f25811hAIDRKbj88uL7c+cdyAAAmEBDTZR8qtyr1uOwmqT9h4+4zv2pqu9IZ/AjUQXwQZtJZv+gLAYAjNynVi6tJTlU4KM/+Ad90AAAJs7QEiWfWrnUTtWTRJJkuLaSdP9wh4btn7rZlL1T6EYEYLs+/4dt3MgDAIayP5xJ1dy9tP3hVpLWHzR3BwCYKENJlHxq5VInVe8Lhms9SefDi+xP3WzKPh/JEYDtWPnD3Pm2MADA+Hxq5VIrydUCH30ryYxbrAAAk+Pje1/8Pt1JpiRJhm/xD3MPz98S5xvJkXYypRk7k2I9SZ02iNORXCzRVjRwB4Cx+8Pc+f6nVp4+l+RyYY9+IFVJ6lmzAABgMuzpRsmnVp6eL3DRO2pbSdp/mHu4/8HkSCRH2A83Eh3XUpVOSJKNwc9gA/xwv8TAfGrl6dlUiZedmhn87MRO/n9JBv21c3+Ye3hBGGCi3rHTufMHxt28R2/VGvxzL3+/1nKHgwCl/l2Eu/xOLxe6n1n6w9zDHTMAAKD+dp0o+dTK070kZ4RwqFZSnXpuRXKE8dhK9bFnY/Bz48PP2h/mHlYqoOE+tfJ0N8mFhj/m+h/mHnaaE8b7bvlwkuPDyd4P//czSQ42/V2UDyZWbj2AkDiEQBnvhX6Kbe7+cM8sAACot10lSj4pSTKqDfRGJEcYjRsJkRtJkbUka3+UDCnWJ1eenkkZDVbv/aMPjjCMd0Zr8F/emgSZyc2bHTNpfrJjP9eIN/5e33qT5ca77dof5x7WNJpJeI/MDubtgQIf33oEAKDmdpwokSSB2ruRFI1EMOUAACAASURBVOnnZkJkQ1j40Lu8n+Rwwx9z8Y+39HoCbvsuuHG7YyY3kx6twT9nIvkxaW5XMrM/+KcDEtThndNO8vNC1+ez1uQAAPW1o0TJJ1eeXkhyVtigVtZzMynStwFjG+/yEj5SbCWZ8VGQwn/Xb9z+uPUWSGvwz8MiVKzN3Cz19YEfawjG9G4qdU+5nqRlbQIAUE/bTpR8cuXpTpIrQgb7bjVVYqTvCj87NfhwupHml7148I/qgVPG7/SNREhr8C/d+KdECLt1I5HyP33LUpX3suZgmO+ufqHvqZU/zj3cNgMAAOpnW4mST64804kkCeyXWxIjD/WFg7345MozJZziXP3j3EMto02Dfm9vTYbcuB0yE2WxGL8b5T03Bj/9JNf+OPeQHins9L02PZhLJb7HLv5x7qGuWQAAUC93TZQMNufvCRWMzY1SWv0/zj20LBwMyydXnmkluVrAo/7NH+ce2jDiTNjv560JkJncTIocEh0maP1ybbCG2Uiy4YAH29hn9lNmc/cH/zj3UM8sAACoj49MlHxy5ZmZVCd9DggVjMzWYJO4nCo5siEkjMInV55ZS/M/ujqlSd1/D28kRG4kRW7819ZaNNWNUl79wb5iww0UbnkndlJm5YKtJC2/CwAA9XHHRMknlp+eHmxonGSE4dtMlRhZ/lNbzW9G7xPLT3eTXGj679Wf2g/PGG1q9HvXygdviEiIwE3ruVnGq59k7U9tTa4LfVf2kpwp8NG3ksyY9wAA9fBRiZIS6tjDuD8I9FIlRzaEg3H5xPLTM0n+XMCj3ivxyD7+js3kZjJkJg6awG7c6IHSH/xzzZqpmPdoCbdeb7s/+FP74VkzAABg/902UfKJ5afbSX4uPLBnK7l5c8RpMfbFJ5af7ic53PDHXPpT++GO0WYMv08zuVkuqxW3RGDUJE/KeLdOp7pdVOL71BoGAKAG/ipR8onlZ0pepMIw3JIceUhyhH31ieUian8PSlf4fWPovz83EiI3fg6LCtTmvX9r8qTvb0Bj3rnvFfr45/7UfmjBLAAA2D+3S5T0UmaNWNgLyRFqp6DEt48LDOP3ZSZuisAk28wtyZM/tR/qC8lEvos7KbO5e5J8/k/th5bNAgCA/fGBRMknlp9pJbkqLLAtkiPUWiGJ79U/tR9qGW12+LsxnQ8mRFqRFIFG/o3IB5MnG0Ji/VJjW0laf2o/tGYWAACM34cTJf0oKwEfRXKEiVBQ4vseHxTYxu/Dh2+KaLQOZdpMlTTpp0qc+PtR3/d2sc3dUyVL7DMAAMbs47csRluRJIE7bVh6SXo2LUyQXgHPeNFHLm5nsKZpxW0R4IMOprqpcGbwrtjKzcRJ39+UWmmlzL6Zh1IdymqZAgAA4/X/s3dvTXIch53o/63Vhs9Zr4mR1147bGvZVMQ+o/kJ0PgEHNwJgVo0RFGURFEYUNS+svFqysLg6Mj28a6NHokgJJEiBp+APZ+AM88bIc6EQgqJ1mWGulAMXfo8VA0wBHGZS/dMV9XvF9EBkgqHUZmVVZn5r8y8vaLkvy/+/WKSJxQJJCm+OBykCEdWFQdV8t8X/76f5KUGtNGO8JJyG61u7gQjPvoAdktwMl3P9yYf7r7wf2b/Z89dAACwf1qj0WjzANO3FQcGx7fDEQNjKqlBz/OjDupt9D3ejW20gP3pGw4jODnIZ34vzT3c/cL/mf2fA3cBAMD+aI1Go3xi8eW5JFcUBw11K8ng+7NfWVQUVN0nFl8epv5f1N/6/uxXZtV2Y+7pdu4EI90UW+cAHIStwcni92e/sqpI9uU9MEgzD3dPkqPfn/3K0F0AADB5m0FJUw/Lo7lWksyXg1xb91ALn1h8uZf6f3W5kaSt3db6Pm5HMAJUw+bh8ItJht5NE303NHW8upGk+/3Zr1jNBAAwYa3Hbv79TJJfKAoaMphdTDLvC0Dq5hOLL8+kGYeeXvr+7Ffm1Xjt7t1uktkIRoBqW8md0GSoOPRzxnhfdQVxAACT9dEUkxJQZwspVo7YWos6G6T+kwdLQpJ6+MTiy5uhSDdWtAL1cbj8vfSJxZc3t+naDE5WFc/ufX/2K+ufWHy5m2Ye7n64vI+M2wEAJqj12M2/7yd5SVFQM7bWojHKiYM3G3Cpj9t6orL3aCd3VowcUSJAQ/umw7JvOlQcu36f9NLcw90Xvj/7lZ67AABgMlqP3fz7YUxaUA+21qJxyq0ollP/7Youf3/2K301Xpn7sp0Pbqd1SKkA3LZR9lmH8VHPbt4xgzT3cPcL35/9ysBdAAAwfoIS6sDWWjTWJxZf7qf+qwLXknRMJE39vdjNnWDEdloA27eSYgvNRR/7bPud0+Qx7FGrkgAAxq/1326+PFIMVHhAOVibfdHkKY306OJXO2nGXt1H12ZfNCEwffdfO3eCkSeUCMBYbK6QXvTue+A7qCkrau9lI0l3bfZF25ECAIyRoISqDQoGKcIRAwNMEix+dZj6f015a232xVm1PTX3XDdWjQDsZ993MzSxcvrD76ROiu3Lmri941qSjg/GAADGR1BCFdwqB4gDRQG3Jwfmklyp+WVuJGmbBDjQ+2wmRTDirBGAg38nDnMnOPFuLN5TvTT3cPeVtdkXO+4CAIDxEJQwrdaSzJcDwVXFAR+YFGin2G6i7pPWl9ZmX5xX4/t+f3VShCK9WDUCMK1uRWiy+d6aT3KxoZe/sDb7Yk9zAADYO0EJ02Rze4GBPZnhgRMCi6n/mRBLa7MvdtX2vt1TmytGZtPM/d4BqqzxoUlD+kb348MSAIAxaP23my+vx1YaHKylFGeP2EYAHj4RMJvkZgMu9XFnEU30PprJnWBkVj8AoDYaGZqU77VhmrsS8oJtigEA9qb1d2+8PEz9DwNm+qyVg7j5HxyztRZsx8dvfnUmxZZbdf/i//IPjr3YV+MTuX82g5EnlAhA7d0OTX5wrP6hycdvNvpw940k3R8c85EJAMButf7ujZebvEyZ/bdQDtYWFQXseAKgCXtwryXpNGFCZ5/umXaKYKQX540ANNmtJIO698E/frMxK2/vZSNJWx8KAGB3Wn/3xsv9JC8pCiZoJeXB7DrusOuBfzfJmw241KM/OOaMoj3eK+0IRwC4t80zAWv74dLHb351LsmVBo+7usZcAAA71/q7N17uphmTb+wvW2vBeAf9y6n/pPetHxx7cVZt7+r+6KQ4c6QX4QgAO+uvD+q2ZdPHb351kOR8Q+tVfwoAYBdao9EoH7/51ZGiYExsrQXjH+z3U/+Vf7aL2Pl90UkRjMym/ufWADBZa7mzAny1Bu/Iph/ufvUHx16cc1sDAGzfZlDinBL2wtZaMLmBfjvFAe51P5j00g+OvTivxrd1P8xFOALA5CwlGVS9b1+GJatp5uHuSXLhB8deHLidAQC2ZzMo6SW5pjjYgbVyADWwtRZMdJA/THKk5pe59INjL3bV9n3vgXacOQLA/ts8z2RQ1fPDytWXbzW4Dp39BgCwTZtByUySXygOtjlYmq/bPsYwpYP7XpoRYj/umfKhum9HOALA9FhLEZj09acqN37r6mcBADxcazQabXYgB2nugXc82K1yYOTcEdi/QX1Ttou4XMVJlwnW+WyKrbWEIwBMo0pu5/Txm1+dT3KxoXW2lqRji2QAgAfbGpS0k7ytSCjVYm9iqKqGhNeNH7hvCUdm46wwAKbfRvnuXq3gO7fJ53KupFhZYlwHAHAfH938hx8ce3H1b2/+w0KsKmmylZThyA+PfXlVccDB+Nub/9BNWk14Fvd+eOzL6w2t4zIcac2muYfMAlA9h1Jsxdup2l/8j2n1kgzTzFWbh5PMp9jSEwCAe7i9oiRJ/vbmP7STLMekTZOslYOdwQ+PfdnetXDA/vbmP8yUz+FHa36pt3547MuzDavbTooJip73LAAVd/WHx748V9F38bDB7+FK1hsAwH74QFBSdh77SV5SNLUmHIHpHcA34Rm8kaTdhNUk5QcIm+eOPOoOB6BGjv3w2Jcrd4ZhsXI3bza43i788NiXB25fAIAP+lBQUnYel+Mg2brZSBGOLFZxQANNUH7l+FYDLvXSD499eb7G9bh57kgvyRF3NgA1Hl90qrhl79/e/IdekmsNrrujPzz25aFbGADgjvsFJe3YgqsugxfhCFRn0D5M/SfWl3547MvdmtZfN0U44twRAJqisu/1v735D4M093zOjSRduwsAANxxz6Ck7Dh20+wlyVXu9ApHoHqD9bkkVxpwqY9V8cvTB9RbO3fOHbG1FgBNdPmHx77cr+h7vMk7KaylWBG07hYGAHhAUFJ2HHtp9pLkqhCOQIU1aBVfZSdS7qovW2sBwAdVciun8p2+nOZ+7LCSYmWJsAQAaLwHBiVJ8jc3v9aLsGQabR7IPvzRsReEI1Bhf3Pza4tJnqj7M+tHx15oV7yeOikOZbe1FozPSpKtE3Sr5W+r9RQTmfey/qNjLyzv0zOg+4D/+V7/WyfJzJZ/b8fKM+prI0n7R8deqNyEe/l+Hzb43b7wo2Mv9NzCAEDTPTQoKTuPvQhLpsFmODLYr0kBYOKD89kkNxtwqUd/dOyFYUXrqJ1iAsUEJzzYUvnn3cHG1ra/+qNjL6wqqtuTs5tBykyKYGVTd8t/P6y0qIhbPzr2wqz+WCVd/dGxF+bcwgBAk20rKNnSeRzEV7T7baUs90UTC1Avf3PzazMpvpyu+3O10l8qNmTFD9zPRu6EHsPyz9XcWfWxXMUvyCv6LGqnWJWS3AlSNv+bQIVpcelHx16Yr2gba8p5cfdz4UfHXhi4hQGAptp2UFJ2HjspJu0NxCbrVu5sq7WqOKCe/ubm1+aTXKz5ZVZ2K46yjrpJ3nS3UmObq0CG5Z/LKVaEWPlR3XdLt/zHzRUrW//0wRP74fGqrn7/m5tfGyQ53+C6O2ZbZwCgqXYUlJSdx5kk/dR/cm8/raWYoFjUMYVmaNAEfKUH3H9z82vL8XEA1e9jrOZOALKc4lyPoaJp7PtnMzjplv+pGytSGP9zp1PhjySa/O7fSNK1zTMA0EQ7Dkq2dCC7KVaX2LN9d1ZSrBpZ1BGF5mnIIHzpR8de6Fa4jnpxPhfVsDUMuf2nFSHs4rnXTrGVV+euP/X32akqn1cyUz5Hm3rfV3o1MADAbu06KEmSv37jazNJ5sqfpfwPtrlqZJhk8cfHdTyhqf76ja/1k7zUgEF258fHqzlRW77fVr3bmDJLuXM+yHKS1R8f97EF+/Zc7ObOFl6bAYpVKDzIhR8fr+aZF3/9xtc65bitqf2AlSRdY1YAoEn2FJRs6UjOJJlPs/dzvdtG7gQjQxMZQPm8bCd5uwGXevnHx1/oV7iemnB+DNNrayAyTBGIrCoWpvR5uTU46cYKFD44HupWdRz01298bTbJzSa/i358vLorgwEAdmosQcmWzmSTV5gIRoDtPCeHSY7U/DJXfnz8hU6F66idZoRZTEFbyZ3VIctJlgUi1ORdt3XlyWaIckTJNPY5V9mVCX/9xtfmklxpcP0t/Pj4Cz23MQDQBGMNSu7qVPaS9Go8KFpJMakxTDGxIRgBDLYLR398vLoHRTckzGL/LWXLGSJVbiOwh+fr1vCk41nbGFd/fPyFuQrft4M0e+eESq8SBgDYrokFJVs6lu0ks+WvqoOhrV98Dk1uALt4FjblzIuqT4Z0k7zpjmUPNnLnQ4rV+JgCHvbcFZ40w7EfH39hscL36bDh92Zlz5sBANiuiQcld3UwZ1LsXbz5m7YDINfywS0wVoUiwJief4tJnqj5Za6lOMB9vcL1tBp767MzS1v6DUNbZ8FYnsXd3AlOup7LtbBR9hFWK3pPzqQIwA83uA6PGhsDAHW2r0HJQwZC7S1/TnIwtFT+uZxkffNPnT5ggs+5phwGWvWvRZu+DzkPZ9tNOJjn8+bHVpvBiVUnFX2GVvwMs075/D/U0PrbSHHejHcfAFBLBx6U3M9fvXFl8xDIJNn6z9s13PLPqz85fmlVdQMH9CxbTv2/hr31k+OXZiteT6tp7uQHH7ZR9iWWkwx/cvzSUJHAVD23N0OTbjlOsOqkGq7+5PiluQrfd900e4vOjSTtnxy/tO5WBgDqZmqDEoA6+Ks3rswnudiAQXOnyoH0X71xZZBmH9RKsVpkmDvByKoigUo9x9v54Ba/gpPpdbTK4fNfvXGll+Raw9+XXWEJAFA3ghKAyQ2ku2nGV4eXfnL80nyF66mT5C13bOMspQhGhkmWTfhA7d7B7QhOplXlVyU05EOYB75Df3L8UtetDADUiaAEYEL+6xtXllP/Qz+X3qn4QPm/vnFlGPvd193mNlrDJMN3jl+yvzo0753cjuBE/2G899RikicaXIcL7xy/1HMrAwB1ISgBmMzguZ/kpQZc6uNVnnT+r29cmU1y0x1bO4IR4GHP/3buhCazcUbVQbj8zvFL/QrfQzPle+Zwg+vw6jsVPnMGAGArQQnA+AfO7SRvN+BS6zDBsRxfFdeBYATY6zth83D42VhluJ+q/sHFTJLVNDtou/DO8UsDtzIAUHWCEoDxD5qHqf8ky1qSzjsV3l+8Qat+6upWBCPA5N4Rs7mz4uSwEtGfeMC90infR00OS469c/zSotsZAKgyQQnAWAfL870k1xpwqUffOT43rHA9tVOsJrHVSnXcPny9yvceUNl3RjfFapOud8fY3Xrn+Nys/l+lbSTpvnN8zocLAEBlCUoAxjdIbsr2CwvvHJ/rVbyuBknOu2un2lqSxdwJR9YVCTAl75BuitBkNrZvHJdL7xyfm6/4fTGX5EqD61BYAgBUmqAEYHwD5MUkTzRgENyu8qR1OcH1pjt2Ku+tYcpw5J3jc6uKBKjAO6WdO6GJs0325vGqT7L7ECMrKcISHzcAAJUjKAEYg79szuT7sX8/PrdY8boaxmTWtFhJGYz8u+20gOr3BWZyZ3uu2diiazfvhO6/V3ySXT+jHvUIADTPRxUBwJ4HxDNJBg241KUahCS9CEkO0tZVI4smUYA6KZ9pg80+wV++Mb81NLFF18MdTjKfpFfx65gt33WHG1yPg7IcAAAqw4oSgD36yzfm55NcrPllbiTp/HuFt0P6y+acITNtVlKGI1aNAA3uK3RSBABCk4e78O/H5wYVr+92kuWG9zkW/r3iZ9oBAM0iKAHYg79442onyVsNuNTLPz1+sV/xuuoneclduy9upQxHfnr84qriAPhQ36GbIjg5rEQ+ZCNJp+rvj7Keh2l2WHL1p8cvzrmlAYAqEJQA7G0QvJz6T3Ks/PT4xU7F66md5G137MRspNxOK8nwp8cv2lILYPvvp9kITWrX9yjrt5fkWsPr8sJPj18cuKUBgGknKAHY/eC3n2asUHj8p8cvLle8rhaTPOGuHau1FMHIoOr3B8CUvKvaEZpsVYvVCH/xxtW5JFcaXpfCEgBg6glKAHY36G2nGSsUKj9J8RdvXO0medNdOxYrKQ5otaUWwOT7GUKT5NhPj19crEF9DpKcb3A9biTp+rACAJhmghKAXfgv37s6THKk5pe5lqTzsxPV3kbpv3zv6mocnLsXt88b+dkJ4QjAAbzHmnwQ/EbZF1mtQT02oe/4sLrs/uyEsAQAmE6CEoCdD3SbsoXC0Z+duDhUV410K+WZI1UPygBq1gfZDE16ac4h4Us/O3GxW4O6m0nx4UGTVwhtJGnrWwAA00hQArDzQe5q6j85cetnJy7OqqtGEY4AVOs9N5tilclsA951l3924mK/BnXWTrLc8L7JSoqVJfoaAMBUEZQA7MCff68Rh4JvJGn/vOID2D//3tX5JBfdtQ90Oxz5uQkLgKq+72ZyJzCpcx/l6M8rvtK1rK9OipUljQ9L9D0AgGkiKAHY/sB2NsnNBlzqpZ+fuDhf8bpqJ3nbXXtPwhGA+vZV2ikCk7nU7zyTWnzIUdZTL8m1ht+uCz8/cbGn1QIA00JQArC9Ae1Miq0S6n6I6tLPa7AP+J87MPVuwhGA5vVdOikCkzptzXXr5xXfGnRL/fQiLBGWAABTQ1ACsL3BbFO2cXrs5ycurla8rpqy8udhhCMAbL4be6nP1lyVX/m6pV4GSc43/Pa8+vMTF+e0UgDgoAlKAB4+iO0mebMBl3r55zU4KPXPv3d1NfVf+XM/K0kGSQbCEQDu8Y5sJ+mVvyq/Kx//+YmLyzWpkyacf/cwF35+4uJACwUADpKgBODhA9jlJIdrfpkrPz9xsVODuuonealht+hmOLJY9dVAAOzrO3PzAPgqrmhYS9KpyXklMykOdz/c8FtSWAIAHChBCcADfOx7/08/zZh4P/qLE18aVryuZpKspj77sD/IWopttQa/OPGlZS0VgD2+P3up3gHwt35x4kuzNaqDJpyFV/v+KABQXYISgPsPWttJ3m7ApV79xYkvzdWgvgap9z7fG7kTjgy1UAAm8C7tpghNqvI+vfCLE18a1KTsOylWlhxq8C24kaTrIxAA4CAISgDuP2AdJjlS88tcS9L5xYkvrVe8rrqp7zkyt5Is1mUiCIBKvFerssqkVhPrZVjyVsNvP2EJAHAgBCUA9x6oziW50oBLPfaLE19arEF9DVOvUOv2uSO/OPGlVS0SgAN8x86mCE2m9cDxlRQT6+s1Ke9ekmsNv+1q8SEPAFAtghKADw9Qm3LWRS329q7RhMJGinDEuSMATOP7tp07q0ymrY9Ui21Et5R1Uz7YeZBaBWBA7d6JnSQz5b+2y992rac4lypJYltlmB6CEoAPd3oWM71fTY7LRpJ2DbbcqsPhp7dShCOLWh8AFXn/9lIEJoen6K91rE7v0gacvbYdwhLgoJ7Bm0FIt/xz898n+d5bS/HB5uZvOcmqj+hg/whKAD7YIZpNcrMBl3rpFye+NF+D+uoneamCf/W1JPMpAhKDfwCq+h7upAhMpmFCfyPFdk2rNSrfJny88zBLvzjxpa7WBkzwWdtNEYRs/g5P4V9zJUVwspxk2SoUmAxBCUBppjlbbi2t12DAOVNsAbJcofraSLKYZH7dV0EA1K8PNZeD35ZrZf3Elzo1K9dhpnPSbj8trJ/4Uk9LA8b0XO2mCES6qfY5l0vleHi4bncCGAtBCcCdTtN8kosNuNTH1mvwteVMdb6yXEmxemRx3eoRAOrfn+rlYLflurpeo/NKZuqxzeg4CEuA3T5HO0lmU/1g5GGWUnyYN/RhHuyOoASg6Dx1k7zZgEu9vH7iS331NXGbB7PPr9doCxAA2OG7ei4H81HD0fUabUtSTvINU/9Vzw9TqxAMmOhzczZ3wpEmBs1rKUKTgdAEtk9QApBk5ntfX21AB2pl/cTznZrU13KmcxuKpaIz+vxAqwKAZOZ7X28n6aeYsNqvif6NJO31E8+v16gchSWFC/pZwAOek73yffOoErltMzSZXz/x/KrigPsTlAA6VN/7ej/VPBB8p46un3h+WIP66iW5NkV/pS2rR3Q8AeA+7+/9Psdkaf3E892aleG09YEOirAE2Ppumc3BbvlYJVu2hX7ettBwF0EJ0PSOVSfJWw241KvrJ56fq0F9zSRZzXR8TWn1CADs7n3eS7HKZNJf/F5eP/F8v4ZlJywRloBxfBGO7OdqxTrZSLHKpO9jP7hDUAI0vYM1TL0PdEuKpbadOnwxMvO9r88nuXjAHcpBrB4BgHG81ze/Ap5kX+zx9RPPL9es3AZJzjf89tlI0q1b3QIPff71UmyvdURpjM1SisBkqChoOkEJ0NxO1utfn0typQGXemz95POLNaivdpK3D+j//Z0lyictUQaAMb/juylWmExi4qv4YKRm7++Z14Ul2QxLTgpLoObviJkU4chcnD0y8THv+kmr9WguQQnQ1M5WO8ly6r9M99b6yedna1Jnw+z/l0MLSQbrJ31dAwD71D/rZ/wBQG36Q3eV13LsyS8sgXq/E3rZv7OtKKwl6QtMaCJBCdDUTtcw9V+uu5GkXYcvKMsvTd/cx47hIMXXNFaPAMD+v/fbGX9gcmn95PPzNSunmSTDCEs2UqwaWtV6wDuAsY6Lez4apEkEJUATO16zSW424FJrMyEw8/rXVzP5ZdZLKcKRRa0EAKbi/d/OeL8mfrxuKw/KsGQ1vrZeSbGyxEcuUN3nWbd85gtIpktxhonAhAYQlABN63w1ZTC5tH7y+W5N6mySZ8lsJFksO36rWggATG3/bS57D0xqOZk+8/rXOylWlghLhCVQxWdYN5M7p4rxWTBupu4EJUDTOmGDNOMLlcfq0IGZYLC1luJw9oHBNABUql+w18BkYf3k870alk0nyVvuEmEJVOi51Y2ApGo2UuzC0FcU1JGgBGhaR+zNBlzq5bp0XCYQbNleCwCq3z/Ya2ByoY6H1M68/vVekmvuEGEJVGBc3o+ApOrP2TnbcVE3ghKgSQPq5Uz+nIsD77Csn3y+U5M6G+eXkQspApJlrQEAatW/201gUtvDv4Ult91aP/n8rGKAqXo+dSMgqZurKbbjEkxTCx9RBEBD9FP/kCTlREFd7PUg+o0kl5N8bP3k8z0hCQDUy/rJ59fLVbTt8p2/sc3/00MpziirY5kMUkxcNd0T5cpk4IDNvP717szrXx+m2N1BSFIvF5MslyEYVJ4VJUATOmZN2bP56vrJ5+dqUmezSW7u8v98LcVXLQbHANCsPt9OV5jUpu90j7IYpBnn8j1MLc+kgYo8h7qxgqRJLju7hKoTlAC1d+j1/3c5yeGaX+Zaks7GyS+u16C+drtN2lKS/sbJLw7d9QDQ6L7fTgKTYxsnv7hY03JYTPKEOyILGye/2FMMsG/Pnm4EJE21kmR24+QXVxUFVSQoAereSesneakBl1qbQf4u6mwhyfzGyS/aWgsA2Nqn2AxMHtSv2EjxsclqTa9/mPp/MLSt/qKwBCb+zOlGQELxXu3V9SME6k1QAtS5o9ZO8nYDLvXWxskvztaozpbz8K8/N5IMUgQkq+52nB71+gAAIABJREFUAOAh/Yt+7r8V1dLGyS92a3rtwpI7Lm+c/GJfMcDYnzPdCEj4sKsbJ784pxioEkEJUOcO27ABnbWNJO06bLlV1tkgD95PeyPFIe/zdblmAGDf+hnt3D8wqe0k+g4+RGmCCxsnvzhQDDDxZyokxfbYs8buVIWgBKhrp20uyRWDvUrVWTfJm/f5n9dSnD9iYAsA7LXP0Unx4cXdH9QcretZZ+U1DyMsqVX/GQ7oedKOgITtW0sRltgqm6knKAHq2HGbSbLagIFgrbaJuM8KoJUUq0cMZgGAcfc9uvngdjG1Wql7j+sVltwhLIGdP0PaEZCwO84toRIEJUDtPPL6NxaTPNGAjkbn3ZPPrdakznpJrm35T0tJ+u+efG7ojgYA9qEf0k/yaJJb7558brbm13pNrSdJLrx78rmBYoCHPjdmUqzCE5DguUutCUqAunXiZpPcbMClXn735HP9GnW8V1N83XgrybyABAA4gD7JXIrApP/uyefma3ydvQhLNpm0gweP0+bKn5VojMvVd08+55B3ppKgBKhbR261AZ24lXdPPtepUb31k7RTTEqsupMBgAPuT86l+HBjvcbX2U/ykhpPUqMPkGDMz0EBCZOy8O7J53qKgWkjKAHq1KGbT3KxAZf6+Lsnn1uuUb3N1HkiAgBgSvtgg9hKZ9Nakp5VzTT8mSAgYT8JS5g6ghKgLp26bpI3G3CplqkCADCuPvQgwpKtFpLM+YiHBj4LerlzVhPs2zNXWMI0EZQAdejUzSRZbkCnbi3FAe4GbgAAjKsvPUxyREnctpEiLBkoChrQ/nsRkHCwhCVMjY8oAqAG5hrSsesJSQAAGLPZJCuK4bZDSa498vo3ho+8/o2O4qCOHnn9G71HXv/GapJrEZJwsM6XqxvhwFlRAlS7g/faNzpJ3mrApS68e8pXFgAATKRPPZNkmOSw0viQq0n6757ywRK1aOvdJPPaOlPInAcHzooSoOoGDbjGjRSrZgAAYOzKEKBb9jv5oItJVh957Rs9RUFVPfLaN7qPvPaNYYpzPYUkTKPzj7xmZQkHy4oSoMqdvX6SlxpwqcfePfXcohoHAGDC/etOipUlh5TGPS0lmXv31HPLioKKtOluijNInENEVVx999RzPhTlQAhKgKp2+NopDnCv+yBu6d1Tz3XVOAAA+9TPFpY83EKKwMR2XExrO+5GQEJ1XXj31HMDxcB+s/UWUFWDBgzeNpL0VDUAAPulXC3RVRIPdD7Fdlx9RcE0eeS1b7Qfee0biym22BKSUFXXHnntG7OKgf1mRQlQxc7fXJIrDbjUS++eem5ejQMAcAB97l6Sa0riodZSrC6xVS4H2V7bKVaQnFca1MRGkq6tDtlPghKgWh3A1/9xJslqmrDl1skvdNU4AAAH2PfuRViy7f57kv67J78wVBTsYxttR0BCfa0l6bx78gu2OWRf2HoLqJpBmrFfssPLAAA4UO+e/MIgyQUlsS1Hkrz5yOv/OCgnr2FiHnn9H9uPvP6PgyRvR0hCfT2a4sws2BdWlABV6gzOJrnZgEu9/O7JL/TVOAAAU9IPn09yUUnsrE+fZN6X0Iy5LbZjBQnNc/Xdk1/wMSkTJygBqtIhbMqWW2vvnvxCW40DADBl/fFBTM7u1EaK7bicO8he2187AhKa7UK5yhEmRlACVMKfvdaYr9iO/vKUfY0BAJjKPvkgJmp3Yy1J/5enTPKx4zbXjoAEkiJ47vzy1BdWFQWTIigBqtA57CZ5swGXevWXpywnBQBgqvvmg5i03a2VJHM+jGIb7awdAQl86Bn6y1Nf6CgGJkVQAkx7B3EmyXKKQ7zqbC3F1xH2MAYAYNr758Mkh5XGri2lWGEyVBTc1b7aEZDAg/jAlIkRlABT3lH8p36Slxpwqcd+eerzi2ocAIAK9NGFJeNRBiafHyqKxrepdgQksF1HPTeZBEEJMM2dxU6Stxpwqbd+eerzs2ocAIAK9dWFJeOzkCIwWVUUjWtH7QhIYKfKHTk+b0cOxuojigCYYoMGXONGkp6qBgCgSsoJqm6KczfYm/NJ3v6z1/5pUE6cU3N/9to/tf/stX8aJHk7QhLYqUdTBIwwVlaUAFPpPzdny61Lvzr1+Xk1DgBARfvt7RRnCh5SGmOzkKT/KytM6tpe+hGOVN1SkvXy2ZcUq+u2o5NkZsufRxTlnhz9lS24GCNBCWCwdYCdq1+d+nxXjQMAUPH+eyfFRKGwZLwEJvUa4/YjIKmilfL5tpxk+VenPr88gefn5q8b2xnuxFqSzq9swcWYCEqAaexEDlP/Lys2yhe6QQ8AAHXowwtLJkdgUt120U0RkFg5UK2x+jDJYpLF/Z6E/8/F+U+z5e8J1fFQl3916vN9xcA4CEqAaetIziW54mUOAACV68sLSyZrIcnAVjOVaAvdCEiqZinFOamL07JCQWiybY+Pe6UPzSQoAaapMzmTZLUBA6uVX536fEeNAwBQwz69sGTyllKsMBkqiqm7/3tJ5mL7pKrYSBGOzE/7iq1y+7bN+8vz9a5nom3NGQdBCTBNL/7FNOMrCV87AABQ5379bJKbSmLillKsMBkoigO/53spVpA8qjQqYa2sr8Uqnm/hfrunC56F7JWgBDCY2l+23AIAoAn9+16Sa0piX6ylWGEyUBT7eo/PpPi63xf+1VGrcFFg8qHnoIPd2RNBCXDg/rQ5W26tJen82osbAIBm9PN7EZbsp40k80nmjTkmel+3U0xOz0ZAUhVLSfq/rul2dX/62j/1I7BLksu/9mEqeyAoAabhpT6f5GIDLvXor+0jDABAs/r6vQhL9ttGksUUE8OrimNs93I3xRkR55VGZSwkGTRhHF5+gDpIsw9930jSFhSzW4ISYBo6m2824FKv/vrU5+fUOAAADezz9yIsOShLKVaYLCqKPd2/vSRHlEZlLKShQWE5xzJIc7fjMvfCrglKgIN8gc8kWW7AC9xXDQAANL3v34uw5CCtpdiWa2Bcsu2x6lyKgMT5D9XR2IDkHvfvIM1dXfKY1XTshqAEOMiX9yDNWLZ8zBdcAADo/wtLpsDmtlzzvz71+WXF8aF7tJMiILG9VrUISO7/zJ1P884uWfj1qc/33AHslKAEOIiXdbvsnB9uwOXe+vWpz8+qdQAASP70tX+aS3JFSUyFlRSTqItNX2Vie63KEpA8/N7upFhdcrhhl25VCTsmKAEOogPalC8abLkFAAAfHhMM4ov9aRu3NG6VSfkB3+b2WofcBpUiINnZvT5TtvEmBYFWlbBjghJgn17M/9zEPTIv/frU5+bVPgAAfGh8MIiwZBptnmWy+OtTn1ut6b3Xi9UjVVUGJPW8Nz13x+5jvz71OR+usm2CEmA/XsbdFCFJkw7BW/r1qc911T4AANx3nDCIsGSa3UrxFfpi1Scb//S1f+6kCEd6sXqkigQk42sL/SQvNeRyL//61Of6ap3tEpQAXsLjt5GkoxMHAAAPHS8MIiypgsqFJn/62j+3k8ym2F7rUVVY2ftuzth67G2jl+RaAy613A7dqhK2R1ACTMR/+u4/t9OcA9vvdvk3p321AAAA2xw7zCXpx5f+VXE7NPnN6emagPxP3/3nmdwJRw6rqspaStL/zenPDRXFxNpKL80ISy785vTnBmqc7RCUAJN44c6m2GqriQOdld+c/lzHXQAAADsaQ7RTnI3xhNKolKUUocnwN6c/t3yA985s+XPuSPXvJwHJ/rWdXuoflqz95vTn2mqb7RCUAON8yc6Ug5smL51//KAGCAAAUIMxRZM/uqq6tSTDzd9vTk9uu6T/9N1/7qYIRrqxcqQOBCQH98wdpP5zOEfdW2yHoAQYi//7u/9fpxzQNLmTevm908/23Q0AALCnsYUPsOphI0Voslz+ufre6WdXd3lPdFOEIp3yT0FaPawl6b13+tmhojjQZ+6g5s/bW++dfnZWTfMwghJgHC9VewoXHbzOe6efdUgYAACMZ5zRTfExloO462UpyXqKACV3/XNSBCFJEYq0Y8VIXcfP/fdOPztQFFPzvF2ueVt7bLdBLc0hKAH28iKdKQcu9hFOjvoKBgAAJjLu6Cd5SUlA5QlIpvc5O5NkNfX9APbSe6efnVfTPIigBNjtS7ST4tA+X3clV987/eycYgAAgImNP9opPtJyWDdUj4CkGs/ZTpK36noPvnf62bZa5kE+ogiAXbw858qXp5Ck2He3rxgAAGBy3jv97Op7p5/tJrlQ9sGBaoyXL6fYpnqgOKb+Obuc5FJNL+/RMgiC+7KiBNg2W23d07H3Tj+7qBgAAGBfxyX9JBeVBkyljSTzSead41nJZ+ww9Vy9t/De6Wd7apj7EZQA231R2mrrw269d/rZWcUAAAAHNkaZj+24YFoISOrxbG0nWU79zivZeO/0szNqmPsRlAAP9X8VW21dURIf6gC2f6vzBwAABz1e6aWYnD2kNODALCSZM0auzXO1rvNAx35rVxDuQ1ACPOjFaKut+7v029PPzisGAACYmrFLP7bjgv22kKT/29PPriqK2j1Xh6nfir2F39p+i/sQlAD3eyF2UoQkh5XGhyz9tjhIEgAAmL5xjO24YPIEJPV/nraTvF2zy9r4re23uA9BCfAhf2Lp+gNfqkk67+sMAgDANI9pZssxjTMWYbwWkvSNiRvzLO0nealml3XsfdtvcQ8fUQTAXS/BQZJrEZLcjw4hAABMufdPP7v4/uln20kup/jYCdibpSRH3z/9bM+YuFHma/gM7alW7sWKEiBJ8ifFksrF2GrrQVbeP/1sRzEAAEDlxjr9JOeVBuzYUooPBoeKorHP0F6KD2rr5GPvn352Xe2ylRUlwOay9OUISR6mpwgAAKBa3j/97Or7xeG9j6eY9AUebnMFSVdI0vhn6CDJWs0ua1bNcrePKgJotj/57r/0k9ZLSuKhLr9/+rPLigEAAKrp/dPPLifp/sl3/8X5JXB/5QqSzw4VBXe0+qnXqpJekoF65QN3ua23oJn+5Lv/MlO+FJ5QGg+19v7pz7YVAwAA1GpMNJdiSy7nM4KAhIc/M1dTr4D5sfdPf3ZVzbLJ1lvQzJdbJ8VWW0KS7ekpAgAAqJf3T392Pkk7Dnyn2daSHH3/9Ge7QhIeYr5m12P7LT7AihJomD/57r/0ypebr6a25+r7pz87pxgAAKDW46R2HPhOs6ylWEEyUBRs8zk5k2Q19ZlPsnsIHyAogWa91OaTXFQSO+o4dt4//dl1RQEAAI0YM7VTfFhm9T11HucKSNjtM7Ju80qPO4+WTYISaMaLbCbJYpIjSmNHjlp6DAAAjRxDdVOsMDGGoi4EJIzj2dhO8naNLmnh/dOf7alZEkEJ1N5//O7/6qQISR5VGjty63enn7FfJQAANHs81Y3AhGpbS9L/3elnBg1tv4zfIPWZY9r43elnZlQpiaAE6t4p6MV5JLt6USZp/+70M7bcAgAANsdW/fgAjepoVEDyH7/7v2ZSHM49m6SjrbIDF5oYJPJhghKobyfBeSS7d+x3p59ZVAwAAMBd46xeBCZMt6UkgwYFJN0kvSTnVT27ZEcRkghKoI6dBOeReEECAACTHXf1IjBhuiylWEEybEgbbKfYAsrcB+Pw2O9OP7OqGJrtI4oAatVR6CRZ1lHYtY0kc4oBAAB4kN+dfmbwu9PPtJNcSLHFERyUpSRHf3f6mW6DQpK5FAeKm/tgXHqKACtKoD4dhdkUX1M4j2T3Lv3u9DPzigEAANjheKwXK0zYX41aQVK2s5kU8x5PqH7GbK0Mv2kwQQnUo7PQT/KSkti1jbKDKSQBAAD2MjbrRWDCZC2kOINk2LC2NZNkmOSwW4AJcV5twwlKoMI++p3/NZNkPg4t24ulJL3fn7EXJQAAMLaxWi/Ftr4mdRmXhST9Jo5dy7mPofbEpNvY788801MMzSUoAR2FJrv8+zPP9BUDAAAwoXFbN8UKE2cpsBsbSRbT0IBkSzsaakPsk4/9/swz64qhmQQlUM1OQidFSOI8kt1ZSbGKZFlRAAAA+zCG66ZYYeJsBbZjI8XuEfNNn7T96HdsNc6+uvT7M7ZlbypBCVSvk9ArO0xCkt25muJrHF8IAAAA+z2ea6dYYWL7ZO5lrbw/Fo1Zb38k+pbbgv1sg78/41D3phKUQLU6Cf34kmK3NlKsInEwFwAAcNBju5kUK0zm4iM4irMzB78/88xAUXygnQxjyy323zFzR80kKIHqdBAG8dXRbt1KEZJYRQIAAEzbWK+XYhXBo0qjkWPV+d+feWaoKD7ULrpJ3lQSHES7/P2ZZ2YVQ/MISmDK/Yfv/G+Htu/eRpL+H858xv6SAADAtI/9unGOSVPGqYvlWHVVcdy3PQxjNQkH5zHts3kEJTDdHYNO2YHyZdHOrSTp/eHMZxzYDgAAVGkc2E4RmPRiW646WUtx3ujgD2c+Y7eDh7eBt5UEB+jyH858pq8YmkVQAtPbMeimCEl0jHfu6h/OfGZOMQAAABUeE84kmU0RmthhoLqWksz/4cxnnHmw/Xt/LskVJcEB2vjDmc/MKIZmEZTAdHYKekmuKYmdv8hSrCLRAQUAAOo0RuykCExm42O6qoxNba+1+/t9GNtucfAu/OHMZwaKoTkEJTB9HYL5JBeVxI4tJZm1hBkAAKjxeNEqk+m2lqSfZNHYdE/3uclKpsHSH858pqsYmkNQAtPVGRgkOa8kdszekQAAQNPGj50U55j0YpXJQVtIcfbIUFGM5b5+S0kwJR539m1zfFQRwFR0BGaSDOOLoJ1aS7GKxEsLAABolHIcNJdk7j9853/PpghMnlAy+2YlySAOZx8350IwTebKZysNYEUJHLCPfOdf2yn2LhWS7MytJL0/nnlahxQAAKAYX9qaa7I2zx6Z/+OZp32wN5l72EHuTJvH/njm6VXFUH9WlMDBdgA6KVaSWCa9s45p/49nnp5XFAAAAHeUH5INkgzKj/I2V5oITfbmVpLFP555eqAoJs6KEqZNL8XZQ9ScFSVwQD7ynX+dLTuwQpLtW0mxisSXOwAAANsff7YjNNnN+HOQZGAng329V/tJXlISTJGNP555WoDXAIISOIiG951/7SW5piSYUmtJVlOsdlocCaYAAKBO49F2itCkG2ea3G0zHFkc2WrnoO7PXsyXMH0ujKwoq//zR1AC+/7S78fXEVTLRjlYmDdYAACAWo1PZ1IEJrPlr4k7HghHpuue7CZ5U0kwZdZGZ55uK4aaP38EJbCvL/xBkvNKggpbSNI3gAAAgFqOWTu5E5wcqfGl3sqdFfTGNtN1D7aTvK0kmEJHR2eeHiqGGj9/BCWwLy/6mRRfqFjWTB1spAhL5hUFAADUeizbTRGcdFPt4GQtyWKS4ejM04tqdurvu/U4z5XpszQ683RXMdT42SMogYm/4GdSfKniwDzq5laS3sjBhgAA0JTx7eaKk075m9Zx7lo5Dh+mCEdW1V6l7rPF+NCU6WRVSZ2fPYISmOjLXUhC3a0k6QpLAACgsePeborQpJ07Acp+rgbYSLJcjr2XUwQjxifVvqd6caA702lhdObpnmKo6bNHUAITe7F3yo6a5aLUnbAEAAC4e0zcTTKTIjhJipUoKf/bTj8m3AxDUo6z18t/X7VapJb3zkySXygJptRjnjs1ffYISmACDevbQhIapwhLnhSWAAAAOx5Dbw1UMnrS1jbuiX8dJDmvJJhCC6Mnn+4phho+dwQlMPaX+WyKg9uFJOgsAAAAwA61vv2v7SRvKwmm1Md8KFo/H1EEMNYXeS/JzQhJaKbzZVAIAAAAuzZ68unVJAtKgik1pwjqR1ACY1KGJA4bo+nmy2XzAAAAsBdzKc6ngam7N8191I+gBMag9e1/nYuQBJLk0fiyAgAAgD0qtzayawHT6FDMfdSOoAT2qDxg7IqSgNt6igAAAIC9Gj359DDJZSXBFLKqpGYEJbAHZUhyXknABzxabkUHAAAAezJ68ul+nFfC9LGqpGZao9FIKcBuGs+3/20QIQncz63Rk5+2RBoAAICxMA/DFNpI0h49+el1RVF9VpTAzl/MM61v/9uilzM80BOKAAAAgHEZPfnpXpILSoIpYlVJjVhRAjtpMN/+t5kkwySHlQY81NHRk58eKgYAAADGpfXtf+skGcTcDNPBqpKasKIEtv8iFpLAznQUAQAAAOM0evLTy6MnP91JsbpkTYlwwKwqqQlBCWyDkAR2ZUYRAAAAMAmjJz89GD356XaKwGRJiXCA5sq5QypMUAIPISSBXbOiBAAAgIkqA5Nuko+lCE2upghOrDZhv1hVUgPOKIEHNZBvXxOSwO4tjZ680FUMAAAAwKbWt6+tJnm0ZpdVnlVywVklFWVFCdz/od2JkAQAAAAAxmm+htdkVUnFCUrgHoQkAAAAADARgxQrMOpmrtydhgoSlMBdtoQkh5QG7MlQEQAAAABbldtT1XVVybwariZBCWwhJAEAAACAiRvU9LrOt759ra16q0dQAiUhCYzdUBEAAAAAdxs9eWE1yUJNL6+vhqtHUAIRksCEOj1DpQAAAADcR7+m13W+9e1rXdVbLYISGk9IAhNxSxEAAAAA92NVCdNEUEKjCUlgYhYVAQAAAPAQg5pe1xGrSqpFUEJjCUlgYjYiKAEAAAAeoty2e6mmlzdQw9UhKKGRWjeudTLKMKMcyijx8/Mb629+9OSFdU8aAAAA4KFG6dd0fuTR1o1rPRVcDYISGqd1w0oSmKCNJPOKAQAAANiO0dlaryqZb924NqOWp5+ghEYRksDE9UdnrSYBAAAAdqRf0+s6lGRO9U6/1mg0Ugo042a/MRCSwGQtjc72uooBAAAA2KnWjcFqkkdrenmPjc72VtXy9LKihKY8aGdSHKAkJIHJWEsyqxgAAACAXerX+NoGqne6WVFC/W/yIiQZJjmsNGAiNpJ0R2d7y4oCAAAA2K2aryo5OjrbG6rl6WRFCXV/uApJYLKEJAAAAMC49Gt8bQPVO70EJdSWkAQmbiVJR0gCAAAAjMPobG+QYnvvOnq0dWPQV8vTSVBCLQlJYOKuplhJsqooAAAAgDHq1/ja5lo3Bm1VPH2cUUL9bmohCUzSUpK+PTUBAACASan5WSW3Rmd7s2p5ulhRQh3NR0gCY3+Jpzh0rCskAQAAACasX+Nre6J1Y9BVxdPFihLqdUPfGAySnFcSsGdrSZaTLCYZ2mILAAAA2E+tG4Pl1Pdj6LUU576uq+np8FFFQI0enoMISe62kmROMbADq0IRAAAAYArMJXmzptf2aHl9fdU8HawooR43spDkXhaSzEmmAQAAAKii1o3BMMmRGl/i46OzvWU1ffCsKKEOD8xehCR3Wxid7fUUAwAAAAAV1k99V5UkySBJRzUfPIe5U2llSHJNSXyAkAQAAACAyhud7Q2TLNX4Eg+3bgxsmz8FBCVUlpDkni4ISQAAAACokX7dr691Y9BWzQdLUEIltW4sdJLWtaQVv9u/C6OzvYG7AwAAAIC6KFaVtBZqPKd3KGkN1PTBEpRQOUVIkqGS+IALo7PnPVABAAAAqKN+za/vSOvGgi24DpCghErZEpIcUhpJko0kx4QkAAAAANTV6Oz51SQLNb/MfuvGQlttHwxBCZXRurEwk2QQIcmmjSTd0dnzi4oCAAAAgJqbSzEfVleHUsx9cgAEJVRCGZIMkxxWGknuhCTLigIAAACAuhudPb+eZL7ml2kLrgMiKKEqFiMk2SQkAQAAAKCJ5pOs1fwabcF1AAQlTL3WqwuDjHIko8QvGxkJSQAAAABontHZ8+sZpV/z+b9DGcVW+/usNRqNlALTe4O+ujCf5KKSSJKsJOmNPikkAQAAAGiS1qsL7SRtJXHbYup/jvHl0SfP91X1PrUxQQlT/ALoJbmmJJIUIUl39Mnz64oCAAAAoL5ary7MJukm6SQ5okQa7XEfTe9TuxOUMMUvhJtKIomQBAAAAKDWyhUj/SSzqf9KCbZvLUnHvODkfVQRMH0vhm92ktZASSS5HZL8Dw9DAAAAgJppvfrNdpJ+0jqvNLiHR1McYN9TFBNui1aUMIUvh+VIzhMhCQAAAEBttV795lyKVSTmwXiYC6NP/o+BYphgexSUMEUvh5kkwySHlYaQBAAAAKCOyjmwQZInlAbbtJFirtB5JZNql4ISpuclsTCMA6oSZ5IAAAAA1FLr1QUfCrNb5gwn6COKgCl5SQwiJPHAAwAAAKgpIQl7dDjFeSVMgKCEaXhJzCVxYJWQBAAAAKDOhhGSsDfnW68u9BTD+Nl6i4O9AV/9Zi/JNSXhTBIAAACAumq9+s35JBeVBGPgvJJJtFFBCQf4guikSNIPNbwohCQAAAAANdV69ZvdJG8qCcZoLUnHfOL42HqLg3pBbO7JKCQRkgAAAADU2UARMGaPJllUDOMjKGHfCUluE5IAAAAA1Fi57fyjSoIJOFJu6cYYCEo4CPNxcJWQBAAAAKD++oqACbpYhnHskaCEfdV69Zv9JOcbXgxCEgAAAICaa736zdlYTcLkzZdnQbMHghL28+XQS/JSw4thI0ISAAAAgCaYVQTsg0NJhuVxB+xSazQaKQUmf6O9+q1OnEtShiSfWnZHAAAAANRb69VvrccZveyfchebT/lAexesKGE/XgoObxeSAAAAADRG69VvtSMkYX8dTnE2NLsgKGE/DCMkEZIAAAAANIczIzgI51uvfktYsguCEiaq9eq3BinSzKYSkgAAAAA0j6CEg3Kx9eq3eophZwQlTEzZIM83vBiEJAAAAADAfromLNkZQQkTUR7efq3hxXBBSAIAAAAAHID5co6WbRCUMHat69+aySjDjJIG/y6MPvmpgbsBAAAAoIFGfn4H/juUUYat68KS7RCUMAnDNPvw9gujc0ISAAAAAOBAHUqEJdshKGGsWtcbf3j7VSEJAAAAADAlDiUZtK5/a0ZR3J+ghLHyWfOIAAAgAElEQVRpXf9WL80+vH1hdO5Tc+4EAAAAgMZzbi3T5HCKlSXCkvsQlDAW5fKtJh/evjA696meOwEAAACACEqYPsKSB2iNRiOlwN5uoqJxLSd5tKFFsDI69yn7/AEAAABwW+v6t1bT3PkyptdKku7o3KfWFcUdVpQwDosNfuivJOm6BQAAAAC4y1ARMIWsLLkHQQl70rr+Sj9pHUlaaeBvLWlJXwEAAAC4h9agoXNmftP/O5y0hq3rrwhLNlurrbfY9c1z/ZVukjcbXARrSVbdCZW0nmK7uNUkw9G5p9QjAAAAMHat66+sxvZbTK9yG66nGv8huKCE3T7k2ykmmg8pDWpgLcUWcvNCEwAAAGBcWtdf6SW5piSYYsKSCErY/UN+OcV+dlA3C0n6AhMAAABgHKwqoQLWksyOzj213NQCcEYJu3m4z0dIQn2dT/J26/or8/ZpBAAAAMagpwiYco8mGbauv9JpagFYUcLObpjrr8wmuakkaIjGp+kAAADA3pUfHl9UEky5jRTbcDVuLkxQwk4e6O04l4RmviDmRueeGlS6/b5yo52krTqpgPXRU2eXJ9weuop5ai2Pnjq7rhhoRN/6lRudJNtavTp66uxQicHB9gm0Q/brmV9n2pGt7KmUC1WfC9tx+xSUsP2H+XUPcxr+gjhX2RdE65Ub/SQvqUYqYGn01NnuhNuDzk9F7oXyz2GS9RQfawhSqMI7d3MybPNZtvlnO+PZm3wtyeqW9pGyfaybgILb7bBbtsPOPrbDYfbhgw+m/vnfKe+zzXvQHMqD29Dy5p9NeYe1rl+fKZ8X7g2q4NLo3Ln5xjzHBSVs80FueSAkR0fnzlWy8yYooUIEJWxnYL1cDjCHJqQ4wHfr5iRsN3cmxg5PSRtZLdvIZsC4qsaoaTtsl+1vsy22Mx2HJW++q5a1w1rff93yvusmOaJExmJlSx9vsbb3jrCEalkYnTvXa8RzXVDCNh7gziWBwkaSzujcucoNcgQlVIighN08m4dJFstB9aoiYULPjq2hSDfTMRm703YyjICRerTDzbZYpXYo6K/HPTibZPNnW/LJu1X28Rbrtqq4DEsGSZ5QzVRhnJ5kdnTuXK1X9wtKeNiDux3nksAHXg6jc+e6FezQ9yMooSptTFDC3qyUg85FoQl7fFbMpJgI66Z6wcjDCBipSjtsl+1vsy0eqlk7XNxsi7aWnOr7sJNkLsKRg3YryaBuK01a16/PJem7t6jIOKs3OneutkG/oISHPbCHsYQU7la5PRoFJVSIoISx3k+5E5qYgGI7z4d27nwp3KQ+8GbA6Ct3pqkd9tKsbWkE/dN3L/ZSBCS2R5oua2Vbma9L/678SLmf5LzqZcptpFhZMqzlc19QwgMe1P2YWIX7vRjaVVpyKCihQgQlTOq5vZikb/KJezwTZlJMyPZiMiwxWcvBtMN2mhmOPKwdDgT9B3I/9lJMWj+qNKa+fzefegYmVi8x7S6Mzp0b1O75LyjhPg/nbpI3lQTc1+XRuXP9CnX2+xGUUA2CEibtVjmgHiqKhvd3i33me7E3+AOfySkmageKggm1w16KCUHt8MHvrUGdD7aesvuxHwFJ1dQuMElunxfcTXEeUyeCE6ZP7Q55F5Rwr4fxTIpzSXQO4P7WRufOtSvU6e9HUEI1CErYt3stxQqToaJoUD+3WD0ylyIg0dfdvo3c2eZkVXGwx3bYLtvgXEz87Wj8kZptNzRF92S3LFvvheq/q+aE+0zsWVHMlw5j5eNWt1KcW1KPVV2CEu7R8Bfjix7YjmOjc+cq8WWXoIQKEZSw7/dcOah2LkOd+7fFxGw/9v4e14DYqix20w67KQIS7XDvFmI7yXHckzMpAhLzH/p2sL3nxvXrnRRhiaD/jpUk3TqEJR9Rl9zV4Hs6CbBtXUUAUHlHkrzVeuXGoJwwoU5921dudFuv3BgmeTsmZ8fliSRvtl65MSwnvmG77fBN7XBszid5Wzvc0305m2Q15j/q3LfrKwrGbXTu3HKKLSO543CS5TJEqva7wYoS7nQUrrdTbLklFYXtWRk9da5TjfZtRQmVYUUJB2kjxRe684qi6v3aG90UK0iOKI3JP7djGzu0Q+2wOvelVSTNaxs9q68Y/7Pk+lySK0riQ2Op7uipc5VdzWVFCVstRkgCO2FfSoB6OZTkSvmFbkdxVHHQeqO95ct1k7P740isMOGD7bCrHR5oO/T+uv+92UnxcaiQpFltY7lcQQRjM3rq3HyKbRD54Fhq2HrlemXbm6CEssNwvR+TvrCbtmNCAKCeg+q3Wq/cmFMUVXkf35hpvXJjkGKLLROzB9duNidq24qjke2w3XrlxmIEJNPw/hpohx+6P3spzhVwYHvzHEpy01ZcjNvoqXO9FKuW+FB7u96r4l9eUEJa11/tpNV6Ka1W/Pz8dvEDoK42V5c4u2S6J7/6KfaZd/bBdDiS4uyEeW2nMW1wpmyHb8eX+tPifIqv6Pva4e33xLXYQaPpXio/qoAxPmBas2m1VsyNfeh3rXX91V7VqlNQ0vT2fP3VmRRbbgG7YwIAoN6OJFm1pdAU9mOL7X1WU5zBZfJr+lws247tTurdDmdTbGXkLLzpc6isl+Umv8PKiXH3J5vOt165sSxAZFxG5z65nuJw9w2l8SHXWtdfHVTpLywooR9LT2Ev7AEMUH+HUmwp1FcUB2/LNltv6sdWou3ctB1XLdvh5nlAN7XDqfdo+Q5bbNrkcPmusNqQux1OYsUwYzM698nVJN0IS+7lfJXCEkFJozu3r3YzysWMEj8/v13/hp4mAI3xUrnvu4H1gfVfb8zGNltVtHmYrnN/6tEO51KsInEOSbU8kQat8iqDPO8K7kdYwliNzn1yOaPMmSO75+9865VqhCWCksZ2bl+dSTJQEgAAO3LewPog+q43ZspDom/GNltVdSh3zv1pK47KtsNhkivaYaXb4c26ry4pV5II8ngYYQljNXrqk4MkF5TEvcdQVQhLBCXN1Y8l0jAO64oAoJED6+XWKzdsv7gPyr31l+OQ6LrYXF3i7JJqtcPN1Vwmn+thc3VJt4b36iBWkrCzPp2whLEpw5LLSuKepj4sEZQ0spP7ajfF4YrA3l+Cy0oBoJEeLQfWwpKJ9ltv9OMskjra/KrdVnbVaIfzsZqrru3wzbJ+63SvCknYqcOx4wpjNHrqk/0kC0rinqY6LBGUNK6Ta8stGKMlRQDQaIciLJlQn/X2Fj8vKY16D5a1oaluh+3WKzeW4yO7urtYbok3U/H7tedeZQ+eqFNoyMEbPfXJXoQl9+3/TWtYIihpnn58kQfjMlQEAI0nLBmzsiwdFN0cm9ue2Iprutpht2yHh5VGIxxJsRVXp6L3ayfJNdXIHl0sAzcYizIs8YHtvU1lWCIoaVRn15ZbMGaLigCACEvG2F+90UvxIYIPe5rXhm6WW61x8O1wLsWWd7baal47fKtqE8XlSpih6mNM5vXnGLPZJCuK4Z6mLiwRlDSnszuTtAZJK35+fmP5rTifBIC7JpiEJXvrr86n+CLY5GxzvVQexMzBtcNBkitKotGuVawdLnpvMOb+nPOzGJvRU59cT1rdpLViHu2ev/PT9M4RlDTHXHyZB+Nk/1IA7jW4Hhpc71w5QLLymSQ533rlxrJ2tO9tcKY8j8RB2Gy2w8Vpb4fl6ifbNDJuh1NsWw9jMXrq7HqSbqwsedA7ZzANfxFBSTM6vZ04CBPGaW301NmBYgDgHoQlO+unmpzlXjbPLWkriv1phym2LnIeCVs9Mc3vs/L50FdNTMjF8qwmGAthyUOdL8PvAyUoaYaBIoCx6ikCAB7gsP7Xw5mcZRvtaNl2dhNvh504tJ0Ht8NpDUsGseUWE77HfPjCOAlLHurKQZ+TJSipf8d3TqcXxurq6KmzQ8UAwEM84WDqB/ZRhSRsh7N/JtsOO2U7tEUzDzJ1oWU5kWbLLSbt0RTb2MPYCEse6lrrlRuzB/Z+GY1GqqC+Hd92iq+DfGUB47GSpFu+2Kr2POhnn7fgGz11tuWWYUrbw353fi6PnjrbV/IPrJNOkpny1yl/7dRjEv3Y6Kmzi2r5Q/W9mOZMzq4kWU8xIZ0tf2Y7H19saR8p28bMlj+bMlG4UfbBlrWgsbbDYYPGine3w+Xy35NkdfTU2dVttsGZu9phu0HPsqloh2XQvlqRe3ejvNeGW+655SqOJ8dQb93yH7tl2+lW6Pnz2IOeEbCHZ9kwPhqaqveNoKTejW4xxb6iwHge1J2qdpAEJfCB9iAoqdYAopNkthxQV3EgUen3xwTqtO6Tsyu5MyG2vB8DvPLjqM2AsZv6hifCEu1wmtthN0Vo0qnw+6oS77SDGNfsoowGSRbtRLCtZ1Gv7OdNc+B4a/TU2Vk1xoTGOsMIS6bmfSMoqW9jm01yU0mAgflBDSgEJUxxexCUVLfu2uVgulexAcXS6KmzXfVXy8Hg5oTsMMlwWr4SLidtu2V7qVN5C0v2fm/UMSTZbIdTMzFdPu+6W361eu6NnjrbOcByXZ3S+3cpyWD01NmBJ82u6nY2xTZX0xr2HxV8/f/s3X12G8ed7/9PJ87x5GZiMnfunX8Jr4DwCthegWA9w4KHzciO43gcQitQcwUGb8bxz3EcgmNIsCQnBlcgcAUBVxDwXyexATtOxsfx6d8fXbAgiZRIEOh66PfrnD6WlQcAVV3dVfWt+hboH1t5vxea1YVASbiNbCByzQLzejDXfF8JTKAEeKg9ECgJox6rZkC97slXLvV9ENgg8EAPVgsPPSn7mrlC2G1OsORsz82+wgiS7OlBcMSHdliRn4H+42xnjXrTQjm2HXzvH0pKmESfWx3HklK5FzBh0QvoJ5eg7REoCbOBpXJ7Kyrg0wAsCSGHLIES4KH2QKAkvIFF01yuT/69UMbJ3UAGf4fKgyNtnxdPmLpI5P9kLSntZqt73xfTeRWkfEJdVJQHTZqe10eh7zQHd5OMJaVZo97iCbOQ+k4ktRzr27GrBIu+79vyZxFYkXazRj0ppA4IlATXqCqS/kRJAGdyKKkZ0uG7BEqAh9oDgZIw63VZ+QrETYe/prV0JZbrZiB/J+X3JLVCnBjxcFfWY+1JBadj8Pz52Pe4He6adjgIsG5i5YFL39ph4Wc2OLYgNIisA548u3pyZ3dJYZO1KPV93xbBkqNsFJHa8HuUc3DaFAEws0Pz8K2EFCQBgDLIGvWRSQPyvPI84S5ajTrdZpnqxQz2fJucHUvalvR81qjXQl09mjXqAzPh8xNJW+Z3+2RV+eQ/nq7naTvckvSTrFFPQt2NlzXqfdMOn/eoHR4qD+4UzZX3527WqLOjrbi+XWzahgvWzeJkYJH3fWL6oXjYjlnks1AESsIaiMZy9+ArwOWO/q7ybbQVDt8DAO8HF0MzqH5Jbk44pWaFZBn6pqn8WhE3mZitZI16syyTYGYiKpVUkX8Bk1UTjMPx7bDt2Rhxuh2mZdkxZN5dvrTDwlMTmzRMLqRg2mBHgZX2kUracOX+p0ZQwD3fdOied0lv0eOoZyjjoJRlkPCC+eeypJhqxwxGynM0D0jXAADBDjB6ZtWfSykbpHyipxX6QNtMavl0Zt6W8tQ+oxK3mZHyQF5L/pz7I+UrfIekODyyHfqUWm1sno20Q7fb4YalXXaJI7+9zZPFWttoR52uJO1Y/iqJ8lSvQFH3vGtn9di0YsZ28cL6TpxRElQn+O0S/NQbHJYGzPSMSMUZJcCkPXBGCc9AFwR7IKjZFt/3ZFC3p/xcsiEt5bF69OHcn2kvkTr1ofqLJd335OtuKz8UmwVMR7fDltwIeFkJFDhyDitBEnfaRCL7wRLeN6BfbdfCxtek3gprEBO6fYIkAADgtExH2rVUXEH23aYOXnV9MHeoPFjFYbzHt5vJuT8vyN1zf6a1yR3/XTusmHbo/PhO0gsm1R1BkuPbYWLa4YHFr2IzUFCzXA3bBEmcahNtSTcsf40aNYEC7/mBpKrld4BrbpoFIXNHoCQMqcKPLI5FLkgAADD7IGOyTduVYMnaojr4lrWVb4t32ZY5l6xPyzjZAN2c+3NDbp+bsKQCcld7wvVg5Vh5poA41EPaF9QOq5baoe3dFDbnAfZNwBhutYeW8nNGbSFQgqLv+aEZx+xTGg/6Oovo8xEo8ZxZLbRZgp+asNoPAACccZAxkFvBkjSwfmlT0jmHv+KB8tXrKa1hpvbTUr6i0eVB+qryNEVlHh+2TDm4al9SlUwB3rRDq0ESM99h634eiwlxlzWV7w61YSnqdLk3UPTzf2QWruxSGnk71ALO6iZQ4r8ydDD3yP8IAADmNMgYSKpYHFxPC2ZXicmf7PJ5edtZo15l9fqZ289waneJq9bLOoFlfrfLi+gmu0iGtKa5tMOtBX+UC+dy2GzLCSnhnG4HI9ndbRRTC7B07yeO98OKdM4s1JqbZyhTrzvCsdxetTcPhyLlFgAAmPPg2kwo9mU/PU3q+2B76lwSF40l1UizNfc21Io63b7ylXwu7l5oR51utUwT8qYdth0e09UIVM69HaZRp9szz995pzx05fByW+/HfRZretEG+lGnuytpvUT3pivvnKryQGZV+QKkVe5I2BpLRZ1ub159PnaU+P1aSKVMgV+s4gAAAIsYXLuShmvNDDa9HqDIzXNJDpSn+Olzxy+0De05+PUWko7Bca6eS7Jn2iFBksW1w3mn4tpw6PDy2NLnci6JX30QG1bLdiZW1LldiTq3W1Hn9kjK/ihlN6XsnJStlmBuksvda0nK5vbOIlDi7wOqJmkt8J+5nTVeZmALAAAWwkwwJQ58FW8nZMwOZxdT/exKIsXP4tvQKGvUa1p8CqBZrM07HYPD7bDp6NhwK2vUayx8K6QdxpK25/B/50yQxCwisBH82yWw59X9P5S9Mxvicrxjbleizu22pD+ZPt8Sdx7c6/Pdnkufj0CJv0I/m+RQgR1wCgAAnBxg92R/knfdx1WJDqf6uZE16uxKLrYdpZI2ZH+H1qNScxh0sMzvc3HctGHuCxTXDpumHZ6lzlx6ptvabdnibvJOWrJ7tMB3zO1UeYBkndsMrj8Hos7tM/f5CJT4+aBK5GZ6g3lKssbLDG4BAMDCmcm8fctfI/FxQOJgn3Qja9SZ5LLTjtpyI53dtDKk4GrJrdW9Y0kvODbhXrZ2+NIM7XDDwTqzMQl9wG4SL+/7oeykgYxDLdOoc3s56tzuS7rJHQZPzKXPR6DET2ngv4+UWwAAoGg12Z3gTfwaQHercivl1ljSS0zO2uXQ2T/T1qJOtxZieZvfdc6xdhgz0Wy9HfZO2Q43HH122giUEGj3l417uBLmu+V2VdJA4af7R3jWzFEVMyNQ4t8DK1HYu0lIuQUAAApn0jQlFr/CqmeHurcd+i6Tydked7ITbcnFYEkrtEN3ze9pOdgOCZL41Q43HA4w23gn8h7x957vWXjvBDc3Z4IkfYWfxQbhaked2zP3+QiUePfUUqpICvgi5RYAALA5yN6z+BUSPwbR3UTSqiNfh8lZN9uSa8GSFUmhHezelDsTWbRDt9vhwTH/lQ3Hd+EVnVLugLOtvNe30CeKQym86NbtZUVqK9JS4POOXGFfS4pm7/MRKPHroZUo7KjubnaNlFsAAMAqm5OpzqcHcmwVO5OzDnMwWHIzlIPdze+4STvEKdrh7iP/kdNBEkuTz+wm8V+fIjhzG1ilGBCAm9Gt2Q52J1DilzTg3zZWeKu8AACAZ8yBoFuWPn7Fg4ncptw5OLrJ5Kzz7cm1YEko5w+4Mi4kSOJHOxxljXoi6Yb5qw3OczoS9zF1OIs4hIKLbt1uijNJEJaZ+nwESvx5aCUKezdJkl0j5RYAAHCmY21rYtfZXSWOrWJnos8TU8ESF5zzPU2K+f7rjnwdgiR+tcWWpJ948uysWPhM7mX/7/E+pTDDe+XW7WVxVjDCcy66dfvUfT4CJd488bNUWaZAr/3s2stscwUAAK4MtEeyt/Lc5fRbrgyitwiSeNemBpI2uI+D+v4bBEm8fb/5oGKhbIbcIUE4pAhOe/NnLWXZUsBzjlzlvU7dZyJQ4oGocytRuLtJxvLk4FIAAFAqtnaVOJn2wOwmcWEV+27WqKfcnh7Ow+TBrS0Hvsqar7tKzPd24RlBsBKhYXI9HMOCP6/ic2FFnVvLcmeXIrCAPt+tU/X5CJT4IeTBYCtrXBtSxQAAwCVm1W3bzqDVyUlcF/qjB+JMO9/bVSppj/vZ6++9R7ASARpSBJhRxfPvn1CFCNyp+iwEShwX3boVK9KKIinA6zBrXKOTDQAAXGUr/VbsVH/Ujd0kY0k1j9LG4HiJ7K/e9m5XiSO7SQ7FpBoAhCNSEuh8IxfX5FqLbp18VwmBEvelgQ+SAAAAnGTylR9Y+OjYsaJwoT+akD8+mHY1khtn8fg2znLh+xKsBIBARLduVSStUhIogRP3oQiUuP3QiuVonuo52MuuXetTywAAwHE2dpVUnemPurGbZDdr1HvciuEwh4DfsPw1vNlVYtqh7XHhDQ5vB4CgxBQBSuLEu0oIlLgtCfR3jUV+aQAA4AcbE/RLZmKU/mie6od+Y4CyRr0laZ/x1omklj9/39QXEKpligAlVKEIUCIn6ksRKHGU2QK3HujPa2XXOMAdAAC4z6SZsZF+y5XBq+0gRUKqn6AlyhdR2bLuUFDy6HFhp7tseVw4FimTET7SD6GMYooAJbJm5tqfiECJu0JdOXcoewejAgAAzMLGrhLrg9eo000kLVn8CttZo97n9guXOXcmtfw1EsaFT5RyPhAsKDxAboKSAIBwPbXP+Qxl5J7o1q1lhbtqJ82uXWNVIAAA8Elf0s2CP7PiwO+2OUF7KP8O28YMska9FXW6Ndk7g6Pp+L1mc1xIyi3YYuM8nKp538Pvd0pMKQA4Ri26dWv5SfPS7ChxtOJkd/Xe4jra1661qV4AAODZoLtv4WMrNn9z1OlWZTcVSZOUW6ViMyi3ZHZPOccEkFZKWi9A0WKKAACCtqR8zv1YBEoYKBQppWoBAICnij50umL59yY2yzpr1HvccuWRNeoDSdsWv0LN0aKx2Q53Tb0ANtjaUQIACNsT59wJlDgmunXL9uq9RdnLrl3rU8MAAMBTRU/arFj+vYnFz0653Uoplb2D3c+5dqi7OS/hnKWPH4vdJLDI0o7Cc5Q8AARv1cy9H4lAiXtdgqaUKcCLjjYAAPBZadJAmXQ/ttLA7nKAe0lHQfnEqM3zMFzbVWLz+7RIfQcHHFh6/wFlefMOAp1/5OJ62pUc1yoIlLgnxBfzbnatMaRqAQCAx/oWJmziEvZHU261UmvJ3q6SxLGysLXQbCy7AStgYsBzAFioIUWAkjr2WU+gxCHRrU6iMA9xZ8ALAADgQ380T/ezbunjd7NGnUF7iVneVbLqSvot8z1spWNmNwlcYeN94FwaPmCB+hQBSmoputU5cmEYgRK3hLibZIvdJAAAwHclSgcVW/zslDsNsrurxJXxmK3vwW4SuMTWezeh6FGKvu21xkDSISWBkiJQ4rLoVsfmYX10tAEAAHDsoKEA7CaBJOu7SpKSt0N2k8ClZ0Hf0kc3ze5KoAx6FAEY8zxAoIRB6WI72tcadLQBAADokz5Nm6LH9DjC0udaT79lJmjXaIeAJGnfwmcuiR2O4H0LhO7I9FsEStwRB/Z72E0CAADgEXN4vI3z8g5KlNoMJ2B2NeyWdFzGri7gAVvvhs2o061S/Aj+fZunyt+nJFBSj/X5CJS4I7QdJewmAQAA8HywUFS/kaKHQ/dFraTtsM0tBwfZTAtEm0BZNCkClBQ7SlwU3erEsrN6b1HYTQIAABDAYKGgfiP5sfGYrFEfSDqw8NGx5Z9u4/MP2dUFh58DY0sfvxp1usxrIPx2lh/qvk1JoIRWoludyvRfEChxQxzY7+mxmwQAAMAf5lyEVSv9Rg6PxvHaFj5zyVbKHXM+yoqFj2YyGC6zGUzfjDrdhCpACaSSDikGlFA8/S8ESpyQxVKmgK6UOgUAAPB3kFAgdpPAxfsjph0Czmhb/vwW55UgdPli56wmZePA5ie5uJ52PbSj/hkeB05YC+i3HEpKolsfUqt+G0kaSBpl114ZUBwAgLIzK71DZmMS6DBr1JmgxfETN436MOp09ySdK/ijY9nZZRFb+MwDDnGH48+BftTpHsrObispT5Pejzrd2KQCA8Jsa9deGUS3PkwkfUJpoEQe6nsRKLE96L71YRzYT1qRdJOaDeoelaR95SvNetm1VxhIAQDKqFKmQUJB+txWOIGe7ARKytIO29xi8EBbducZCJagFLJrr/SiWx9uSNqhNFASS9GtDyuTuU5Sb5VzUAqc1pqktyX9Kbr1YTvAAB8AAE9TsfCZw4Lf9UVjNwlOom9l0FzwLjJzTtAK7RA4UtuB7zAJliRUB0KWXXulLekFSWNKAyURT/5AoMShygA8sS7pfnTrw15068MKxQEAKInC33lFpcOxlHt9TNotnKIdHFj46Grgnyfl6e+G3GXw5Dmw68BXWZK0E3W6LWoFQbe5PAV7RXl2ESB03/XBCJQ4VBmAZ85JmuSwBAAgdDH90bnqc0vB8ful6HZh4xlDsBI+aTv0XTajTnfAIe8IWXbtlVF27ZVY0oby84iB4MdCBEosim5/uKxIS4okLi5PryVF2oluf9imRQMAytKBLkiRK/gqFsqzzy2FU7AxoR8H/oyhHcIrWaPel1ur21cl/THqdFsmdR4QZtu79ko7u/ZKRZE2FOmAeTCuAK/vUhATKCnXgBtYlHWCJQCAUJmzCpYK/thRgZ8VWyjWPncWTjxJk0+Qhj5Wq9AOgadKHfxOm5KGUaebFn22EVDou/jlV9rZy69UlZ9fsqU8cMk5JghjvHf7w6okPUNRWBVTBAjIenT7Q2Uvv5JQFAAA+mxnNijwsyoF/7Zx1qgPuK1wSg1HSncAACAASURBVPvSgxV/BSg6OLpa8OcdZo36iNsKPska9X7U6e4pTwPtkiVJNyXdjDrdXUk9zuFCsO3w5VcG0/3U6PaHy2IheJmlBffPFjkeGhAosYvtmQjNenT7w2H28ispRQEACEjNwmcOC/yslYJ/G0ESzHrfFDoQjzrduIjdLJbOOehzS8FTTbkXKHloTCxpPep0x6ad9c3za0BwEiHKXn5lxDulvEx2mRACJVVJPQIl9isBCM3N6PaH/ezlV3hRlv2F2elyDzg2qGQFNzCz2MJnDgt6Vtv4bbwfMAsb77DlwD7HdnliMc/xqqRWkZ+ZNeqxrd+bNerDqNPdVp7yymVLygM656bqSnLrnBWb7/++pBHjE8B7PUk7AfyOikTqLScqAQhQO7r9YdWsLEB5rVEETmEXIzCDqNOtqfgUPLbOZCgKkyLw5b6pqpiD5GPaIc7YxytbvztVvttzxcPvXuYx0vRvv2n6WZJ0aJ5JA0n9wPtAQFCyl18ZRbc/PFDxKUTnrSJxmLttKxQBAr63mxQDACAANtJuHRT4WbGF3zfktsKpB+J2Vh2HvMiAQAl8fh6MGG8GZUX5zpubku5HnW4Wdbr9qNNtRp1uheIBnBfCmUwViUCJNdHt/16WMnFxBXw18/scAABP+2ud7rLyXONF64dcrqTZwBkcFPx51cA+Z2LMWQkI4F3Sk7RHSQRrTdLbkv4UdbpDgiaA00/kfgBzmCsSgRKbOJ8EoVuSlFAMAACP2XqPFRlIKLpPeshthTMIdXK/6MVFBCsR0nua90r4VvQgaNKPOt2EIgHckb38H/0Qfkd0+7+XCZQAWCS2QwMAeI+dXpGDjaInaIfcVvCkbUjFnSVAOwRmYHZG1SiJUlmTtDO1y4QsFoAbDgL4DVUCJfbwMEcZrES3/5vdUwAA75jVijbOkzvMGvVhwEXLSnbgcUUfgDqkyBEKk87xBiVROpNdJsOo000JmAD08eeBQIk9TB6jLGKKAADgodTS5xZ9GGLRfVLORcBZ9CkCAI/KGvWWpF1KopSWlB8CPyQlF2DVMIDfQOotAAsXUwQAAJ9Y3E0iFT8RvESNA098HlQC/Fl9ahahyRr1RGGkfsHs/ZmdqNMdRJ1uTHEAhQthRwmptwAsXIUiAAB4JrX0ueOsUe8FXrZ9bi/Ql30g0EAMYEssgiVltyrpftTptkjHBRQqiF3jBEoAFNFRAQDAC1Gnm8rebpIeNQA8UYhn3FSoVmA+zOHusaQxpVF6m5LYXQIUh0AJAAAAEAqzsvumxa9AoAR4AjMJCgBPe07EIliCfOHLfbMIBsAin70v/weHuQMAAAABaVv87DKk3QLghgFFgJBljfpABEvwwM2o0+2TigvA0xAoAQAAQOmZ1YZrFr9Cm1oAUAR25qAk9/lAeWo7ziyBTB+vH3W6VYoCwHEIlAAAAKDUzKD5puWv0aYmAACYn6k0XARLIOXnpxIsAXAsAiUAFu2QIgAAuMqkYehb/hr7ZuUrAACYo6xRH2WNelXSLqUBSUuS/hh1uglFAeBRBEoALNqQIgAAuGgqSLJk+au0qQ0ABT77KpQCyiZr1BNJNygJGDsES4A59i1u/3cQZwARKAGwaH2KAADgqJbyNAw2HWaNepuqAFCgCkWAMsoa9ZakF0TWA+QIlgDzE0RKOwIl9pBeAdzrAABYEnW6bUnrDnyVFrUBnLjdLlMKAM7CpLokFRcmCJYA+A6BEntGFAFKYJy9/B89igEA4BKHgiRjlS/tFhPdOIsQD+BlURFQMHNuSSLpJbG7BHmwhAPegbOJQ+iTESix92rm4irDRZAEAOAUh4IkktTKGvWyLZ5hIgLeDZoXOiq08wwgYAnk7a9n3ktblEbp9QmWAGd6oi4HMIc5IlBiz5AiQAmkFAEAwAVRp7scdbp9uRMkGcuNtFuspIVPCp/gDzSYyWQgMNXGs0Y9lfS8pD1KpLSWJLVJ8QiUu29BoMTWy/jl9SGlgMDtc58DAFxgVgj2Ja059LWajkzAFv2urnBHouyDcADuyRr1Ydao1yS9KGmfEimlVZUvJSowL2sB/IYhgRKro3aNFUlcXIFeCY0cAGC9u9Xp1pQHSVYd+lqHWaNe1oF4hbsSZ1D0St9xQZ9T9KQsASfgGFmj3s8a9VjSC+LA9zI6F3W6KcUAnGK81d2NQ5jHzF5eJ1BiGQf3IVRbWZ3dJAAAix32PNVWS9InytMpuCRx6LsU/b6ucHfiDIqe4A91vEZqGeApskZ9YA58f175GSakqiyPm5xXApxKHMBvGEuk3irbwBQowkFWX08pBgCALVGnGyuf4Nx08OvtZY16v8T90RXuUJxBJdDfVXQavjVuJeBkTEquNGvUK8rTcu2quN1msKfHeSXAidUC+A0DiUCJ7VfuUMrExRXQdShlMW0bAGBD1OlWok63J+m+3JyQH0tqOvadRhbqib4CZlV0ux4E9jkPPS+5nYBTzuDkabmSrFFfVp6aa0ucZxLy+yalGICn9Ce67YqUrQYwnzmUpGeoUqtIvYWQjCXVsnoyoigAAIV20PMJv1TSuuNfNc0a9SH9UdJvYaZ2Hlv42FFgn/NoOxxyZwGzyRr1wfQ71DyjYtO2KmLnVgg2o063beoawNFqgfyOoUSgxIlKAAJwICnJ6gkdCEzbogh45wCL5FGARJL2s0a95eD3sjFBS95vzKJi4TOD3VGifEK3z20FzIdJq9l/pJ+yPPXOq6q85wNVpi7fUnC2FMb5C8CiJIH8joFEoMTui7SeDKJum4KA7/bFThIcPVhIKQUA82YmHWqmU+7Las2xq4OIrFEfRJ1u0R9LoASziC18ZlH926GF30Y7BBb/jh3pQfCkT4l815eLzTM99qAvtxZ1uknWqLepOeCRttxtx5JWA/k5Q4lAiQv2xZZM+GksKc3qSYuiAAAseEBdMYPpmqRzHv6ExMGUW9MOVewKT/q+mEXhE/tmhXgRnzMkYAmgLKZ335gFMInyM9xc3W2SSmpTc8DjY5xgnksmQw6BEvuGDBbhmbGknqQmu0gAAPM2laZicsXyL03DtN2sUe950B9dKbie46ImoRHMc6HoFYuHBX9e0QvoVqJOt+J4EBdA4Myum5akltlpksq9ObKVqNNNyZgATPXNuu2K/Eh/fNI+mCQCJS7oB3RjIWwHyldRtAmQAMCpxFGny8DqCeUz9efQFo8cKF8h6UN/dM1Cvfe5/THDc6IoRZ8bMrTUDtvcXgBcYBZQxFGnW1MePHFpoUxTeRAHQC6k9vBdn49AiUOVEYh9qjQYI3N/DiQNsnoypEgAYCZrYvdoGY0l1cxKSfqjj4u5ReD4/TKw8HnrFsq1ze0FwCVZo96LOt2+8onYTUe+1hJnlTxgdhPEkir06Uo9xg0FgRJnXgD5ge5jSUuB/KQ0qyd9ahYAAJRc7FFKGxuBkrWo0132JJAE+2olaBeDkpQrADyV6R80o063pzz1twtzZqlKHFyOuu3JeTKJwjnAG5Cmdrl/j7Jwq0ICkFCdAACg5DayRt2bXcMmoDO28NExtwqeJup0K7KTfmVQcDu0MSZcijpdDnUH4HIfpa/8zLoDB77OikkLVq73cLe9HHXbqfIUkW+LIAnCcjidQYdAiRv6Af2WdbMFDwAAoIxueJqWgdXscJWN++TQ0o4wGxOBCbcYAJeZ53EsN4IlpXpmRt12TXmA5KbCyYQDTOtP/wuBEgcrJQApVQoAAEpoN2vUW/RHT4xACU4iKdH4jHYIAEcwqbhi2Q+WnDM7HYNmdpG0JX0iAiQI20N9LwIlLjzw68lAdtIdLMq6yV0IAABQFrtZo56EMkgoyFIZU1jg5MxklI0UH7ZS59n43BXSbwHwgUPBkqD7LmY+ry9pnbsOJdCb/hcCJY5WTACaVCkAACgJ34Mkts5HkEj7AzfHFP2SfS7tEIAv/ZWReWbZXGwc7DNzKkjCOSQog4Osnoym/4JAiTuCC5SwqwQAAJSA90GSKfsWPvNc1OnSZ8RxbJ1PYmVHicnDzzklAPDkZ+XA8nNrNcT0WwRJUELtR/+CQIk7+oH9niWxqwQAAIRtO6AgiWRv4U7CrYRHmbRsKyUcl9n4/KWo06UdAvBG1qj3JG1b/ApxgMXaEkESlMtjYx8CJa485POtPnuB/Sx2lQAAgFBtZI16aItC+rb6jNxOOEJSsnZg+/MTbjkAnkllLwVXUOeURN12TZxJgnI5yOrJ8NG/JFDilKwnZQroWpKyFvUKAAACMpb0Utaot4PrieapLA4tfPQKh7pjmklpcs7Sx/cst8Oe7Ez8rYWYSgZAuMx5JbYWW8TBvHO7O8tS1g5sPpKL62nXkWM5AiVu6QX4m9aj7g4dbgAAEIJDSbGZyKQ/Ol/sKsG01NLn7pmJN9v6JSt3AJiJWbhiY5HHUtTpVgMpxqby9PlAmRw55iFQ4tIDvr4RYvotOtwAACAEe5Kqtg55LlDf0ueuRZ1uzG2GqNNdlr30H31HisFWwHKdXSUAPJRa+lzv+y35bhIWq6B09rP6xvCo/4BAiXNPKfUUSYFd69FHOwx8AQCAr25kjXrNkZXmC2Ux7Y/E4hrkbE7YuLJbzOb3oB0C8K3v0padXSX+7yiJVFOkpQDnIbm4nnS1j2sSBErcE2oqBzrcAADANweSXsga9bKduWarP8qukpIzuxlsBUr2s0Z96EI5mKCsrUwD7CoB4KO2hc8M4VnJbhKUzfhJYx0CJY7Jrm6MJO0G+NPWoo92OKQTAAD4Ylv5eSSDEv52m4GhlFuv1FLZy5Pedqws2FUCAG4/w9d8LrDoo51lSavcOijbs8LMvR+JQAkP+LIMugEAAE5isoukWYZUW0cxwaFDSx+/FnW6LK4pIbOLYd3iV+g51g7bspcGj10lAHzruwxNH87Gu8tXMXcOSuiJc9MESlx8wF/d6FscnC7SSvTRTkoNAwAAB42Vn0VSLekukke1XR3AgHtuAXYdDYz2SlofADCLvoXPrHhcXlVuGZTMfnb16EPcJwiUMFAoWjP6aKdC9QIAAIdsS6qU8CwSV/uiK1Gnm1IF5WHOplkr6f3+JDafSezuAuCbvoXPXPa4vGJuGZTMU8cXz1BGzmpJuhng71oyv41ONwAAsG1PUtOVA5xdkjXqw6jT3ZN0ztJXaEadbpu6CV/U6S7LbqDiMGvU+462w0HU6R7IXg75VtTp9suahhBWnwsVFbtSf8Ru0iDYqMOqHEvdCOCY/l6ewemJCJS4Oji9ujGKPtrZld08vYtyLvpoJz7JDQoAALBAQybin6gte4GSJfP5MdUQvKakFYuf7/pOspakHUufvaJ89WWT2xQFS1TswtF93jf+M4s8KAgAR0lP8l8i9Zb7g1N+GwAAwGJsklrmeFmj3pPdc/NI/RO4qNOtyu4u+rHr4xLLh7pPnpMxdysAT+xTBAAecZhd3ThRf49Aicud4nzHRagPeQ52BwAALmibFB84Wkr9YBEcSLklST1P0kq1HGiHy9y1APAYDkQHAhrPECjxYPAe8G/jYHcAAGDbktjp+iQ92V3NTv2EPWhddeA7+MB2oGTFo7ICgCIRRAbcduLdJBKBEueZyjwM9Octyf2cwAAAIHxrUaebUgxH9EXz1fYt6gfzZFKqbVr+Gru+nFFk2uGu5a9BqkIACMuQIkAJnGoMQaAkwEr1zLnoox063AAAwLab5OE/Vkt2d5VQPwExqdTajLG8/L5tc64MAMB/A4oAgTs4zW4SiUCJJ7KelI2lTIFereij37FdEQAA2EYe/qN6om7sKpGkHueV+M20r57yneU2ebObZKodDmV/V8kSz0kACKaHNwh4npGLS1LWPG2reIYHgwePrqs/HUUf/a4l6WagP3GS87ZJbQMAAnQotrafxJojfZK2JHa7Pq5l+mo2J7iXlAdLYk8O4MbR99GqA98j9bT8Uknrlr/DKs9JBIidUpiVt7sysqs/7Ucf/W4s+4sXgEXYz67+tH/a/xGBEganrtiMPvpdO7v6U7b+AQBC084a9ZRieLKo023L/gSgJJ2LOt0ka9Tb1MrUYLpRH0WdrgsLd1ZNvzihVrxr46kjbdy73SRT7XAYdbq7DpTjuajTbWWNOgvdEAomisNRdNDL94UbPUfezcC8zTRWIPWWL53iqz91JeXBIrWpaQAASqupfPeNC1rk4T+6XGT/rBJJWjeBNXgi6nQTubM7PvW8OFNH2uGmqVdgEYYWnlO89/1/1yyLoNdp0Z9CiLazqz+d6T1CoITBqUtWo49+l1LNAACUj0ml5EoqlyUGjsfWkSsryNeZpPWDqacdZwbOnu4mmWqHQ7mzgG6HdogFsdFOCZT4z0Yder2jxKQm2ufWQUDGOsOiGAIlfj3AyrCr5Gb00e8q1DYAACXs6zTqA0lbjnydVZNqCg/XUVvu7PxhktZxZoW2K0GSMw2cHePSAjraIUJBoMR/sYXPDCF9fMqtg4A0zfz5TAiU0Cl2UZtqBgCgnMx5Lq6sbNuMOt2YWnlM4tB3YZLWUSZI0nfoK6VmV1QIz0mXdndJpCvE/O9xG8+OGiXvPRt9Nu/fK2ZXyR63DwKwn139afss/wcESvx7gI2kLJUyBXytRR99wMGAAACUV03uLAzpmZzXmPRH8wkslwbUBEscYwKMfbmTK/4ga9RbgbXDttwJKi9J6tMOMWdF9wNWok63QrF7+95ZlrRm4Vk8CKMEs0TKxoHPNXKFfY3z+/hsCJT4+Pi6er0ld1IeLEoaffQBnRQAAMrY18lXSyeOfJ0lST1q5TFNubXLmWCJI0w93JdbB+o2A26HrliiHWLObExAc//6y8aOoGDm5bKr1106KxCYRSu7en141v8TAiX+SgP/fRyiCgBAiWWNek/StiNfZy3qdNnt+nD9DB3sj+5EnS79R4scO7h9YttSGp8i2qFL5zpNt8OE1oA5IFAC1+tuEFIBZlev9yVtcCvBQwfZ1etzGZcQKPH3AdaWO1utF4UUXAAAlFsq6cCR7/I2Ofgf6Y/mqYxc64+uR51um3RpxYs63ZbcC5IcKvwFZi5mG9gx9wNwFjYmoVeiTpdV9f69f6qykHZLgQVKpO/mGgmWwCdjzTFQSqDE/8mD4H8jKbgAACinqRRcrqR4YgL+cS7Vz8S68vMS6EMWIOp0l6NOtydp08X7M5QD3E/wnHTNZtTpcsYTzqJv6XNZrOmfZsnu0cW+Vx4ES8bcWvBAml29PregJYESvx9efbl1kOYikBccAIAy93fy1DKpI19nVfnqbTyon6HcXLyzKmlgDhXHgphVvH1J5xz8esGm3DqiHfblTqrCaeeUBy3ZjbdYy4He10PZmahd493h3Xto3eKzN8z3Sh4sieXOzm7gKPvmHO+5IVDivzKsdliNPvogpaoBACgnk+LJlcUh66TlOLJ+XEwJuyTpftTp0o9cAHMORV95UMo1ZUi59Wg7bMrNCa1V5cESnpuLaYdNSZ8E/BP7lj63zd3lDVsLWIIPIGRXrw+yq9erys/CYncJXDOWNPe+BYES/x9cQ0XaUiQFft2M7nzASiQAAMorkVspuCpUyUNqDg+ib0adLqm45sSk2morP49kydX7MfSUWx48J6ctSfqE84Pm3g57kt4O/Kfayi6xQpDdi3bQlJ2zSWzem4XLrl5PFali5h7HJZh/5PLjSrKr1+fe1yNQEgYXD/BbzKTEnQ/oWAMAUEJm0tOVFcmkBj26fhKHv+Ka8lRcrGo/A5OOZiBLaU5O6IZJ2VfGdjiQ2xkH1kVKvHm0w5qkodxMeTdvfYuffZO0cU63g4rs7hwsVT8wu3J9lF25nmZXri9LeknSrsoxDwk3bWdXri+kDUZZllG8Ibwk7nyQKF/VVYbG0DS/uSKpQu1jRoPsyvXSrDQ0K6JuFjxYj7jN4Gh7KLrzs5U16ikl7+/zjLo9Vf205Oah3tP2lR/yPaTGTlyvy8onpFyv272sUa9RX9223A5mSfmZKmlJd/6cpR225UCApMh+ftTpDmQvxd+BpJj71Mn2YPO+OMwa9Qq1IJnFzJOAYlWBnplkUVXlCIqf6rmcXbm+sCA2gZKwHlB92dt2WPTgdo0axxyMla9S6knqhRw4IVACPNQeCJQwOJ6nF8tyYPQp6seHPulYUou2eaL6TJTvYF9y/Ksyofmgzpbl7vkx0w4lNbNGnR16T6/TpvJgpRPtsOBASVN2U4wRgHWvPbRlNxi8bc6FAhZ3n9/5oKY8OL5EaTzUf68scu6O1FthKcuDmiAJ5mVJeXR+R9Ln0Z0PetGdD2KKBQCc59J5GOTcP7p+XE/HsKQ8rcqQdFzHDNA73dgEvVw+i2R64JwQJMlNpcJz/fDdFeVnl3CG0JPb4UB5oKCsk2W2A2nnzMQ83GgTbdnfMcf9gMXe53nWoE9EkOSxMcaiFzgTKAmpQ3zl+kD5FmYAM3aCJd2P7nzQN6ndAAAu9nnylEmJI19nhQHzY/UzOU9m7MHXnZ6ojam9PO+7mYi6L38WKCVlPZfkCe1wIHfOdXqaNUl/Moe90wd/0A57ph2ulvxeHkras/w11gmWONEuUtkPkhzyvsFC7/PyHK1wWjeyK9f7i/4QAiXhScWBSsB8Bmt3PmA7LQA4yqRq2XXk65wzqUHwoH5cP1T6qHf//TIHTKYCJH+S++dbPDxwJnXTce2wL2nDo6+8rpIHTB5ph+Slf6Dtwv1JsMRq22jLjTPqWtQGFnaf3/mgLYIkR9nNrlwvpO0RKAmtM5xvQWKgDszH2yYdFylVAMBNTbmzQCSNOt0qVTLVL23U25JuePa1pwMmSSkG5Xlqn578C5DkA+dGnUmrp7fDXc++9nTApEo7hAmGuvC+X4863QEpNwttG8umbbjQLsZiFzEWda/nQRKe/487yK5cL6xPTqAkxE7Eles95QeeAzi7c5L6BEsAwME+z4MUTy5YYvB8ZB215N8krZQHTHbMGSZpaJNiZuIpMWcf3JefK9f3skY9oZWdqB0mnrbDdUl/DDVwGUg7LJIrQdFVSZxvVUwbiSUNHGobPc7CwkLudYIkxzmUFBdaF1mWUewB+v6d31bMC4WDf4D5OJAUf3vlVS87Riafa6FblbNGPeK2gaPtoejOz1bWqKeU/ELrtKn8oFsXbGeNOrt7H6+jEAaAe8onSdoe10NNeXCx5vk44UBSzITVqet/IL/Pu5is5m77fEaA2SXT9Lkd2ujnm4D10LEy25XU5Fm0kLpOJW069tWeN2fmAHPz/Tu/DaGPvKh3fvztlVcLfd8TKAm7saVyI4cjEIq9b6+86uXKIQIlwEPtgUBJmPXalzsHT7/EmQlH1lFPYayYHkvqSerLg9WlAQVHJgiSzH4vLJv7NoTDwQ9NO/QiaGJWxk/a4YrvhW+rn29jTHPCd0JLUovn0lyeUU1zufa+2mUXI+bp+3d+u2zeY2uUxpFeKDpIIhEoKUPD833VEOCarW+vvJp62OksfFBBoAQOtwcCJeEOroeODKzHkipMmBxZR/0A+6b75nf1zeHZtsu5qjxNQazwUvkQJKEdHvfM7csEMF1Y8f1IO4wVWKYHi4ESF3eVTN+HbeUBk6FwmnqtSErkZoBkgt0kmBsTJAmxTzwvG99eebVt5XlEoCT4xleV9EdKApgrK5HtM3Y+UxEoASbtgUBJuHVbk/SJI19nP2vUY2rlsToqw8BwX3kK3IGk4SKDJ2YytiqponwyNuRViQRJaIcnNTbtrz9pi4uc4DSTvJO2GJt/Bp0C22Y/37F0m096XrWV7zocCse1m8kuK9ffXaRVxdwQJHkqa0ESiUBJWRphS+7ldgR8tv/tlVdjzzqiqQiUAJP2QKAk7Pp1qd9zwxxmjofrqIwDxMnE7cj8U1P//jTLyidepTwgMrlWSlR+BEloh/O6j0ZTbW+6PZ5E1bTH5ak/l3Kiy3Y/P+p0hx49A6cDd0NzldGkzcSevcPYJYy5IUjyVLvfXnk1sfkFnqEOSiFVILlQAUesff/Ob+Nvr7zapygAwC1Zo940ueBdGIC8HXW6fZ8PHV5QHY1MHbUVXmqo4yzpwYrZc9wFp0KQZLHtsK/yTNhMfif54P2XSLrv2fOf+85PKe8fzFFbBEmOYz1IIknfox7C9+2VV0fKcz0CmGOHiSIAAGclylcAuqBnVm5jStaoj7JGvSZpl9LAExAkWXA7VL66e5/SgGf3bl/SHiWBBdtnZzDm5ft3ftsWi2WO40SQRCJQUhrfXnm1Fynbi5SJi4trLtfaM3fer/B0AQAnJ1AGcmeRyIokBtnH11UigiU4ZtAsgiRFtMGROU+JdgjfJHJnUQTCMzb3GHBmz9x5vx0pW2ce7cjLmSCJRKCEjgSAs6hRBADgpqxRb8ud1abrUafLYPv4ukokbVASmLKbNeoJQZLC2+E2JQGP7tmRmMjG4qRZoz6kGHBWz9x5vy1pnZI40sE/r7zm1HOcQEmJ/PPKa3QkgPkiUAIAbkskHTryXVpRp1uhSo5mAlsbYlEPpA0zaY/i22FTBC3h1z3bE7uhMH+k3MJcECR5ogPl6T+dQqCkZP555bWeyEELzAsH8gGAwxxbbbokqUetPLG+2mbAdEhplNJY0ovmPoDddviCCFrCH03lE27AvN5FLIjEmT1z5/2mCJIc50BSbBb0O4VASTkldHyBub38KpQCALjLHPi65cjXWY063ZRaeWJ9DSRVxcKeUg6YTXuFO+2QyWf4cL9OFkUwx4F54GwsnNkzd95PJL1NSRzf53MxSCIRKCmlf155bSiJQTowHxWKAADcljXqqdyZeL8ZdboxtfLE+pocLs15CeUwObR9QFE41Q6HWaNeFWmN4Mf9OhC7AHB2G7yLcFYmSLJDSRxpTw4HSSQCJaX1zyuvtcRKPQAAUB6J3Flt2os63WWq5MnMeQkviVXCoRrLnEfC6l2n22Eizg+CH/dqX5yxg9ltk/oRvVzL5gAAIABJREFUZ/XMnferkjjf5mi7/7zyWs3lIIlEoKTUIimJpHGU/5mLi2u2q8rTBAC8mEAZyq3zShiMn6zeesp3b7LAJyyTVFu0Az/aYVuk4oI/9+oWJYFT2jWLM4CZ/eDO+9VI6kfSEvNkj127/7zyWuJDPRIoKbFvSMEFzAMrIAHAE2bS3ZU0MueiTpdB+cnqbZKK64ZY1R6CraxRr5LexLt2OEnFxSQ0XL9XU5EyDie3a3bOATP7wZ33l5UvglqiNB5vY994EiSRCJSU3jek4ALOakgRAIBXmnJnVXQadbrsTDyhrFFviYPefXYo6UUziQl/22Eq6QWxuwRu36eJCJbg6QiS4MxMkKQvaZXSeMy2T0ESiUAJJClSokhj9oJxcc14AQB8mjwZybEUXJxXcqr6G7K7xEtbWaNeMWcIwP92OJjaXUI7hKv3aSKCJTgeQRLMR6SWIq0yN/bYtfHNlde82z1PoAT65vJrQ4cmDADfkDYCADxjUv7ccOTrrIpUqLPU4WR3yR6l4bR9Sc+ziyTYdpiKXV5w+x5NHHrfwx0ESTAXP7j7fippnZJ4zMY3l19r+/jFCZRAkvTN5dd6DDSBUzv85vJrnFECAB4yE+2u9H02o063Rq2cug6HWaNek/SiSAPkXB9J0kbWqMdZoz6kOIJvh7Gkl0y9Ay6+7zfE7ifkNgiSYB5+cPf9RNJNSuIhY0kv+hokkQiU4GEJnQfgVPoUAQDQ95kTUnDNKGvU+yYNEBNhbgyQtyRVs0a9TXGUqh32ska9ItJxwc37sy0p5t4s/fvpJd5NmIcf3H2/KqlFSTzWxuJvLr/W9/lHECjBd8zK+ISSAE6sTxEAgL/MeSWu7ORYktSjVs5Un21JFTFRa8u2pErWqKembaGc7TClHcLRe3Ng7k1SxZXPgfIAPv0snNkP7n53ePsSpfFwG/vm8mvep6YnUIKHmBRc25QE8FRjn7cTAgBy5nBpV/o+a1Gnm1IrZ6rPERO1hdtVfg5JkwAJaIfw4N6MzX2JctjOGvUqaSAxR30RJJm2r3wnSRBtjEAJjpKK/LLA07QpAgAIQ9aoN+XOGRc3o063Sq2cuU6ZqF2ssfIA4/NZo54wAQXaobV2uKX8fBic7t5MJb0gzrcK2aGkF00fD5iLH9x9vy1plZL4zu43l1+LQzq7l0AJHvPN5ddG31NW+54ycXFxHXuRjxIAwlKTO5N4Pc4rmdtk2PRE7YZYDDSPiact5Sm2mgRIMEM7vEE7nEs73DDtMJXETq7Z7suBOd+KIF54tpWn2upTFJiXZ+/+JvmesnXmwr67bnxz+bUktHp+hlsdR/n68s8Gz979zZakm5QG8Jitry//jIkBAAhrwmQYdbpNSTsOfJ0V5TsXa9TM3Op3ZMq0HXW6saSmpHOUzIntS2pzCC7m0A5bklpRp1tTfj4m7fDk9kw75JyF+d6XadTpts29yf3o/7uqac6jAebm2bu/qToyRnDBWFLz68s/C7JPyI4SHOvryz9LxUFnwKMOTScaABAYMwm858jXORd1ugm1spB67meNek3S82J1+9P6PJP0WjFBEsy5Hfam2uEW7fCJ7XDLtMMaQZKF3Y9Dcz++KOZAfG0nL5p3FUESzNWzd38zObwdeZAkDjVIIrGjBE+XSBqIg4qAidrXl3/G9nYACL/vs+LAd2lFnW6f9EaLYcp1srq9auq+5kjd2xwA9yT1mJBFge0wlZSadtg07bDM489D0w7bTPoWfj/2JcVm52EqaY1ScdqBpBaBfCxYT8yJTtpbHPp8GIESPNHXl382fPbubxJJn1AagDa+vvwzBisAELCsUR+ZlDB/dODrLJnBGYe7L77eB8onaJslDJocKl8pSXAELrTDRJLMczguWTskOOLOvdhXHjCZBO/WKRWn7CkPkPRD/6HP3v1NxTwLK6Y/yBl2xVoWh7dL0q7ydFvBLxqOsiyjunGSh3NL0iYlgRLb/vryz5rePuw73VQFnzmUNeoRtw0cbQ9Fd362zGGr4Lk58zsoa9Sb1IqV+6CifKI2Vli56/f1IDjCpCxcb4dV0wZDaodj0wYn7XB4hvKJJd2nn7/Qe3BZeRAvEZOmtkxSYPdC32lrzsNIxC5XODIO8Xku7NTPewIlONmD+r1JTj46BSijra8vv5563rlPRaAEmLQHAiU46b3SlztpN14sw8pJD+6JWPlk7WTi1odUDGPl6eT6kvrcR6AdWmuHfXMN5tkOCZQUfv9VlE9gJ2J+ZNEO9CAdZPBB/WfvvheLlG9wy8bXl19vl+kHk3oLJ/L15ddHz959LzEdO3LzoSzGkpplezEAAL6TquDJpyfoRZ1uJWvUOSfLIjO52Z/8u5kwq05dFdmdODuUNDTfcaB8QnZIzYF2WKgD0w4HtMMg77+hHpxvtawHu52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" + +const logoCoral = "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" + +const logoGold = "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xxQCJQAmQl04+55bM54vi3dd9igEAAADIzdipqjRAsk5pIFChBEwSSZvcTlzS5763BSwOgRIgX51+zi25YJFJqhbvvmYLJgAAABD2WKmkNG0xARLkhfcBEwKbuKT94t3XVYoBhwiUAHkbADz4MhbnllzETvH713WKAQAAAAhyfFSS1DIXYyTkURow+d7jgEnajmNzkZIL57VV/P51QjHgEIESIJ+DAXJ6XsznPncaAQAAABw7LorFIjLgkPcBE9OuS5JqkiLzRzVJJW7vQoSWzv3T4vevR9xWHCJQAuR3UFBSGiy5QmmcaV9Srfg9KbgAAACAAMZCkRkLrVAawEeCCJhg4c/NWNKbgH7SXvH71zXuLI76L4oAyKfi96+nJqXUbUrjTCtK854CAAAA8NTswZfV2YMvB5LeiiAJcJI1SW9nD74cmKAiIIU3J9LmluJD7CgBcLiiqi+2nJ+FFFwAAACAf+MdDmoH5retdIfJiKLI7TM0Vli7SSSpTNYQfIhACYCjg4eBOLfkNPvF719XKQYAAADAm3FOIg5qBxaBgEk+n6ElSUOFtQtvx2RYAd5D6i0Akv5KxVWT9JjSONGKGWgBAAAAcNjswZfR7MGXI0mbIkgCLMK6pD9nD77szR58WaU4cqOl8FIV9rmtOA47SgAcN6ioKz3ckAHF8T4rfv96SDEAAAAAzo1lqmYss0ZpAEvFDpN8PE+HCmtuaCapStotHIcdJQA+Uvz+dV9STdIepXGsHkUAAAAAuGP24MuS2f39pwiSAFk43GGSmPRMCE9b4S2g7RMkwUkIlAA4llkVEildJYL3rc4efNmiGAAAAAD7zI74odI0WwCytSlpRMAkyOfqlQB/Gmm3cCJSbwE4+wX58MtYYa4kuFSxSKoV77DNGAAAALA0TqmKNFuAa+PktqR28Q6r9j1+tpYkjRTeHNCseOc1wTyciB0lAM5UvPO6p3R3Cam4jhSLSMEFAAAAZG728MvS7OGXiUizBbg4Tk53mDwkC4PHegpzoSy7SXAqAiUAztfbufN6KFJxfWiNzh8AAACQndlD0mwBHihKejR7+OXIZKiAP8/YlsJMuSWx2BVnIPUWgHlenLFIxfVXcUiqsq0YAAAAWOoYpCrSbAG+2peUmGwVcPc5W5P0n1DrYPHO6yp3GadhRwmACyMV1/vFIVYlAAAAAEtj0mwNRZAE8NWKpDfsMHH6OVtS2KmpetxlnIUdJQAu+zJtS7pFSeiL4p3X5LsEAAAAFjfWiJTuZF+lNIKyJ2mqNPh12s78SFJV6SQ7wrKrdIfJgKJw5nk7UNjB6E+Ld16PuNM4DYESAIt4odYV7mFf5y4GkYILAAAAWMT4oiQpEQuyQrAraaA0KDIyZ1/OUx8iSTXzV3YWhVU/CJjYf+b2JK0H/BN3inde17nTOAuBEgCLerFWlW7TzPNqr8fFO6853B0AAACYf1wRKV2ExS4CD2+f0qDIQNJgnqDIBepJXWnQpE5dCQIBE3vP3JakR4H/TDKA4FwIlABY9Es2kbSZ4yL4nM4dAAAAcOFxRElpgOQKpeGVPaWBkb6tcZA5gDqSFIs0bb7blRSTIimzthNLehP4z+QQd5wbgRIAy3jZRkp3l+QxFde+pBopuAAAAIBzjx9I5euXXTPe67s2oW0yHdRF0MR320p3mIwoiqW1lVjhB0kk6Xbxzus2dxznQaAEwFL8v1//vzyvCNv6X9/93/+fvX/LjuM404btm736yECB+Eeg8ggEjYClEQhstXevZbMoyWrb2rBoyZLPVDz7Prf7Jdi22263SRa0sWzLMsERqDACASMwMIKP4KZP+R9kQoAobgCigKrMuK61uOh9d0ZkZUbkHRHP0F0AAABPnDf0U8bHuqa7mTocWfjF1VsNube6SQZxPFeTrSYZLvzi6pam8Nx9CjtJuk15ZjF9ghLguF/Ag1SFGEtbHfbcwi+ubrgDAADgkXOFfoQks2wz1eK3taZ/qL79/7zSS7XLZDl2LjWRwMRz92lcWfjFVXVkOTBBCXASL+KleoBd0tbnzYVfXF3S+wAA8NA5Qj9Cklm0nWrnyEobP0rXJx8sp9pp4miu5hGYHO3+HyU5V9Alf9O9wmEISoCTfCmvJLlQ0CU7ggsAAL4+L+hHSDJrVlPtHFkr6D5cyt7RXHaZNO9+FZgc/F5fTLKSskKS1YVfXO3rfQ5DUAKc9Au6l3IKve8kWTJ4AwCAL+cD/QhJZsV2qo+no5LP8LfLpNEEJk++v7upvsGUdm/bTcKhCUqAaQ1ERymj0Pv6wi+u9vQ6AADmAa/0IySZBaupwpGxpvjaPdpLVcvknNZo3D0tMPn6/byc6ttLaTum7CbhqQhKgGm+tEs5iuviwi+uruhxAAAKHvv3IySZpu1UH0xHPiYf6H7tpgpMBnEsV5MITPLl4tRhyjr6fD+7SXgqghJg2i/wjbR/C+hOkm7J29kBACh6zN+PkGRa1lOFIyNNcaT7d5jkGa3RGMUGJvWuqFHB96vdJDw1QQkw7Zf4UpIvCrjUmwu/uLqsxwEAKGy834+QZBocrzX5e7mXKjA5ozUa9TsoIjCxiySJOrEckaAEmIUXeilHcJ1d+MXVNT0OAEAh4/x+hCQnaSfVSvIVHwqP9b7upvogrY5Jc6zWv4uNFj9rV+KYuEsLv7g6dLvztAQlwPRf6v/vK4tJNtL+raHVEVzvOYILAIDWj/F7ST7XEidit/7IirnGid7j3ahj0jTrSYYL77Vjp9Xt//eVfhwLt8v3Fo5MUAKYSJ2sKwvvXR3ocQAAWjy2X0oyjo/Hx2071UffkaaY6v2+mCos6ccH66bYTBUsjhp6z/UjIHnQec9CjkpQAszSy76UI7ieb8sKFgAAeGBMLyQ5fuupPvI61nf27v9+fMBukp1UR1aNFt6b7ePq6kCunyqUc3898ExceO9qTzNwVIISYNZe/FsFTKq2kyzZEgoAQMvG80KS49WqY4Na/lvop/qg/azWaIybqQKTtRm7l5aTLEdNnMd5buG9dtaf4WQJSoBZG1AuJ7lRwKVeWnhPkTEAAFozjheSHB8BSXN/F71UO0zOaI3G2EmyVv8Zn/QCx3oBaS9VOLLsmfpEjjdnYgQlwCwOJteSvFDApVr1AABAG8bv3SQb8UFv0gQk7fmN9CIwafLvcFw/4zYmfUTXvmBkqf7bPXJwCrgzUYISYBYHkaUcwbW58N7VJT0OAEDDx+7jOGJokgQk7f299FIdyfWC1misndShSZJbqb5dbNX/3q0HF0PWu+0W63+6mCoQ2f17KQLmozirVhOTJCgBZnUAOUhyuYBLvbjw3tUVPQ4AQAPH7EKSyRKQlPPb6abaYaLuBDydmwvvXV3WDEySoASY5cHjOO3fdrqTqrD7lh4HAKBBY3UhyeQISMr9HXUjMIHDcuQWx+KfNAEww/r1C7DNTicZ6WoAAJpCSDIx60meX3jvak9IUqaF965uLbx3tZ/km0lWtQgcSF9IwnGwowSY8UnYy8Mk7xdrOmphAAAgAElEQVRwqecX3rs20uMAADRgjL4WNRaOYjPJYOG9a2NNwQO/rW7sMIHHubLw3rWBZuA4CEqAJgwWN9L+1Wr11tFrVkUAADDLY/NRfMR9WttJhhZIcYDfWTcCE3jQZpKe7yYcF0dvAU3QL+AaHcEFAMBME5I8tZ1UO8i7QhIOYuG9a1sL713rx5FcsP852heScJzsKAGaMikbpowjuM4uvHdtTY8DADBj4/FRhCSHtZNkJcmKj3sc8ffXjR0mlM1x5Rw7QQnQlIHhYpKNJM+0/FK3kyyZSAEAMENj8X6S61riUK6kOmbLuJ5J/ha7EZhQntV6hxUcK0EJ0KRBYS/J5yVMqhQnAwBgRsbg/QhJDuNmqkLtW5qCY/xddiMwoQybC+9dW9IMnARBCdC0AeFKkgsFXOrzC+9dG+txAACmOPbuR0hyUJupAhJjeE7yN9pNVevyjNaghXaSdO3M46QISoCmDQQXk2ylKn7e6omWVRMAAExx3N1LGbu5j2o71RFbI03BlH+vwwhMaI+dJL2F965taApOiqAEaOIgcDnJjQIu9dLCe9eGehwAgBMeby8lGaf9i5OOQqF2ZvG324vAhHZQvJ0TJygBmjoAXEvyQgGX+pwVFAAAnOA4W0jyZOqQMOu/414EJjTXxYX3rq1oBk6aoARo6sCvlCO41hfeu9bT4wAAnMAYu5tkI0KSR1GHhKb9pnsRmNAsqwvvXetrBqZBUAI0edA3SHK5gEu1mgIAgOMeWy+m2knyrNb4mp1UdUiMyWnq77ufKjB5Rmsww4QkTJWgBGj6gG+c9q+O2UmyZGs/AADHNKYWkjzaaqpdJOqQ0Ibfej8CE2bTzYX3ri1rBqbpnzUB0Gin0k/7jwc4napQpEEDAAATdfuXLy/mlJDkIapjtt51zBbtURfHHt3+pcCEmXve9jUD02ZHCdCGyd0wyfsFXOrZhXevrelxAAAmOJYeJTmnJb5UHbP1rmO2KOL3P0gVmKhLxLRsJuktvGvXHtP3T5oAaLqFd68N65dr241u//LlxRYOzrvuYgCAqYzDRhGS7HczSVdIQkFz6ZUk3SSXUoWEcJKEJMwUQQnQFv0CrnH3CK7W9d3tX748vv3Ll3tuYwBgmm7/8uXF2798edDGxSkPudaVCEl2bSd5fuHda8s+2FGahXev3aoXH3YjMOHkrEdIwoxx9BbQpsneMGUcwfV8m85Krj9EbKQ6H3c91VEHY3c0AHDCY5LdI2haf+xSXZ/gul5Pklyp+9zHOtibnw0KmVszHasL717rawZmjaAEaNuAbveDe5ttJ1lq02Tu9i9fXk5yY9+/tJlkZeHdayN3NgBwzOOQfvaKGt9cePfacgHXKySpnDfehEc+K7r1s9HOMyZJSMLMEpQAbRvM9ZJ8XsClXqq3R7ep78ZJzjzwL2+nWuFnAgsAHMe4cbhv/NG6xSgFj5UPQkgCB3tudCMwYTIuqgHFLBOUAC0cyJ1fSXKhgEt9buHd6xst6relJF884t/eSVWfZWXh3euORQAAjjrmWMnXF2i0amz1iOsep6p7V7rzC+9eH2kGONQzpBuBCZ67tJigBGjjAG4xyVYBk8DNhXevL7Ws70ZPGHjvBiajhXevb7nbAYBDjDO6efRHvosL715fafG1C0n2+FgHR3+ePCxshkfN4XttXohAewhKgLYO3h6sedFWrZrUHzLkWk0yFJgAAE8YX3Tz+FXQ6wvvXu+1+PpLqeN3EFcW3r0+0AwwkWdLL189vhAetJlk2ZydphCUAO0duP37+bUkL7T8MneSLC38vD0Dj9v/fn6Y5P1D/FfWkwwXfn597K4HAPaNKRaTDOo/px8zluou/LydR3vWbTBO8qw7IqsLP7/e1www8edMLwITHvLMTTJo6/uVdhKUAG0esHVTrZ5r+xED6ws/b9cqyNv/fn4rh1/1uJlkZeHnjlIAgMLHgAcJSHY93+bFFrf//fxGhCSJkARO4nnTi8CEagHCwLycJhKUAG0frA2SXC7gUs8u/Pz6WssG2Z8/5X99O8koVWhi9QoAlDPuO0xAkiSXFn5+fdji9hhF0eVESALTmMsNIzAp0WaS/sLP1SOhmQQlQAkDtXEBg7TWHRsxgX7bSbKW6liuLb8EAGjtWO+wAUmSbC78/PpSi9tkFCFJIiSBaT6HllMVfVcfqQxX6rm3xYo0lqAEKGGA1k3yjwIu9ebCz68v67eHt02qHSZjvwgAaM1Y4WkCkqSFNd4eaJdSdlQXNTaGBj+T+ql2mAhM2mk71S4Sc20aT1AClDI4G+ZwBcKbqlXnbN/+9/MrSS5M8H9SHRMAaP744GkDkl2tOrL0gbbpJ7nuLslmkp6VzTBzz6dhBCZtYhcJrSIoAUoamJVQzHI71QrJWy3ps8UkW3m6jyCPs5NqG/jIsVwA0KhxwVECkiS5svDz64OWts9ykhvuFCEJzPizqh+BSdPZRUIrCUqAkgZkvTx9gfAmadUHgBNYGbmaKjAxyAOA2RwLTCIgSVpcl+T2v59fSjLO5BeXNI2QBJo1z+tH0femuZTqlAbPWVpHUAKUNhib9FFOs+q5hZ9f32hRv53EbiDHcgHAbL3/JxWQJNVu0l6bxkf72klIsjeWE5JA855hvVQ7TAQms2091S6SLU1BWwlKgBIn3Btp/zbfVq2YPOHdQDtJRqlCE4NAADj59343VTjSz+Q+/p9v42KIemw7TvuPlz3I+G3J2A0aP+cbRmAyazaTDJzAQAkEJUB5A7BfFXME16WFd64PW9Rva0leOOH/szeTjBbeaWfBVwCYsXd9N9VHsnMT/p9eXXjner+F7SUkqVS7hd5p324hKHi+3j+GdwGHs51kuPCOExcoh6AEKHXwNY2P7tOYNC4tvNOOlXX1x5N/THGQWBV/f8dxDgAw4Xf8UqodJMfxUWy7Hg/damG7lTCePch4V0gC7Xw3dHM84TlPfm8KSCiSoAQoddC1mGQr7T/LeX3hneu9FvXbMMn7U/5/oyr+/o6txwBwxPd6L8d/zMpzbfyIfvtX50fx8VBIAuXM3SdVr4pHE5BQPEEJUPKAq5/kegGXer4tg516kDwrNWa2U33cWbPLBAAOPQYb5PiPjLq48M71lRa23zDTXzhijAtM6/0xTPtrjp6k9VQLAT1PKZ6gBCh9oDVO+4vF7STptuVj/gwGXDtJ1pKsWNEIAI98fy+mOnN+kJP5wHVz4Z3ryy1sx1kbB02LkATKfqf0oo7JUTkpAR4gKAFKH2B1U+1QaPsW3lZ9LJjhgGszVS0Tu0wAYG+sNUj1QeukxlutrEty+1fnl5PccFcJSYCvvGP69R+7TA72flR7Ex5BUAIYXP3q/CDJ5QIu9fm2rBapVxB9PsP/L+7uMrFCB4BSx1fHWaC9mDHPA+05jvP5W3mcGjCxOWI/ybJn5UPnpk5AgCcQlAAkuf2r/kaO/5zsaatXV45acgRXf5RmbLXet2pnZNUOAG0fU/VTfaia1s7PSwvvjIYta9NuytgB/SSrC++M+n5lwAGem8upApNSQ5PdcGRt4Z3RmjsCDkZQAlANpJaSfFHApV5ZeGc0aEmfLSbZatjA92aqwMRgFYA2jaNOuv7Io6wvvDPqtbBtx2n/gp4nEZIAT/sc7aUKTHotf5Zu1u+L0cI7IztH4CkISgD2BlDDJO8XcKnPtWXg1OA+286X259HW359ADT0PdxNMsxsrNjdSdJt2+7NQnY9P4mQBJjUM3WxfmctpfnByWaq3YbjVDtHnF4ARyQoAfjqoGkj7S8Ct7nwzmipRf221fA+W08yMrgFoEHv3n6me7zWw5xt247NBh0zeqzj1iQ9YyTgGL8B7IYmS/WfWZxbbqc6TWGcOhzxXITJE5QAfHWg1MtsFwmflNac312fP3ujBZeyrwD8aOzXCMCMvW8XUx2t1c/sfURqzdGi+9p7FCGJkASY5neBbv1nKcluoHLcuyfX67/HSW6lCkU2PAfhZAhKAMqcmO6kKuy+1ZI+G2e2VrUelaO5AJiVd2wvVTgyq2OjVu2Urdu8n+R64beekASY1Wd0N1WAkuyFKYe1G4IkyS01RWA2CEoAvj7waWKR8KfRmoKnt3/VX0ryRYs/FKzE0VwAnOxYaDlV/ZFZPt6yVQs/6rbvR0iykyok8eEQADgxghKAh09S23Kc05OcX3hnNGpJn60kudDy/rqZ6miuNb9SAI7hXbqU6nitWSjOfhCtqktSt/847V+s8zhCEgBgKgQlAI+erK4leaGAyWi3DTsVCtoJtNtv6pkAMKn353KqgOTZBv2/vrrwzqjfon7opjqGRUgiJAEApkBQAmDCenPhndFyS/pskORyYbfqbj2TkQ8LABzindlLVXukKbtH9mtV/Yo6rBqnWUHVcWjNTmcAoHkEJQCPn7iW8uH9+bbsTLj9q/5WZvs89eO0nb16Jlt+wQA88I5cTBWODBr8rmzdroPbv+pvREgiJAEApkpQAvDkyes4yZmWX+Z2qmKobTiCq5fkc3duNpOMIjQBMJapaq/1044jRS8uvDNaaVHfjJKcK/wWbVWfAgDNJCgBePIEdinJFwVc6pWFd0aDlvRZCfVlDmM3NBm15ZgSAA40funXf9pyjGhrjgut+2glyYXCb9VW1ZoBAJpLUAJwkInsf/SHSd4v4FKfW3i7+UdZ3P6PfjfJP9y5D3UzVU2TtYW3hSYALRuv7B6t1U/7jnKqdr+25N11+z/6/STXC79lVxfeFpIAALNBUAJw8AntVtpf+2Jz4e3RUkv6a5gywq2jEJoAtOOd109VlL3NuylbsZij7q9eHBO6vvD2qOfXCwDMCkEJgEntgy4uvN38c6LrVbVbac9xI8ftZpJxqtBkS3MANGJc0k8VkLT9XdeKsUndb0v1+7bk8clmkp5FGgDALBGUABxuclvCWdI7qY622GpBf/XjWIunsVcIXmgCMEvvtd26I8tp/y7XXa3ZeWARx5djDCEJADBzBCUAJrgP06aPEhtp3zntJ2k3NBm35cgTgIa9x7qpgpFByglHdu0k6bbho3o9hhwXPibZSRWSGE8AADNHUAJw+InucpIbBVzq2YW3R2st6K9enAM+KdupapqMfOQAONZ3VzdVONJP2R/Wn194ezRuSZ+upd01ZJ5ESAIAzDRBCcBTTXbPlTDZrVdxrrZgFee5UZJz7tyJ3x91IfjVNc0BcOR3VTfCkf0uLby9OmxJ3xqHJM8vvL06dlsDALNKUALwdBPebpKNtP8IrtWFt1f7+osDuJm94MS54wAHfz8JR75uc+Ht1aWW9HE/6qWdX3h7deS2BgBmmaAE4OknvoMklwu41FasALz9H+eGSd53556IzeyFJo7YAPjq+6gb4cjj7CRZWnh7dasFfV3Kca2PIyQBABpBUAJwtAnwOMmZll/mdqoPFrca3leLqXaVPOPOPfH7Z5wqOBnbbQIUOl5YShWOLEc48iRn23CkY93n45S9m7UVO5MBgDIISgCOPgn+ooBLbcU54VZ2zoSbqYOTNqwWBnjMO6eXvXBESH8wVxbeXh20oO8Xk2xFSNJ3SwMATSEoATj6ZHiYMo50eq4NxygVsguoKbZT7zSJ3SZA898vi0l62QtH1MU6nFbUJanvg3HK3jnUmhozAEA5/lkTABzNwturw3qnQtsnxCupPgA13SBl7AJqgmeSXKj/5PZ/nFvP3hFdapsAM29fvZFekhe0yFPbSVWzpQ1GKTwkacl4EQAojB0lABNw5/+e6yX5vIBLvdj52epKC/prlOScO3em7WTfbpPOzxzTBczUO383HFFvZDLOd37W/ILfxhfZSdLt/MwOUQCgeQQlAJObHK+kXhnf8gnwUtM/Wt/5v84Ob6DN1KFJquDERxjgpN4Z3ewdqdXz7pi41c7Pml/L4s7/PddPcr3gftxJ0uv8zI5QAKCZBCUAk5sgl/Lx/WbnZ6vLLeivYcqoLdNWm6l3nHR+tjrWHMCE3xG92DVyErZTLcC41YL75fPC+/I5IQkA0GSCEoDJTpSXk9wo4FLPdn62utaC/tpKVSeD5lvP3m6TseYADvk+WEoVivSi1shJavzH9freGafsnUatODoNACiboARg8hPmtbT/I0srzqC2ArTVBCfA457/3ewFI70Izaeh8XXP6t3EG4XfP0ISAKAVBCUAk580d+tJc9tXFl7p/Gx10IL+Gic5485tvS+DkyQbapxAce/mxXy1zohgZLoaf4xnfU+NU/bRbK2oLwMAkAhKAI5r8jxIcrmAS32+6av162DrH+7a4uwvDr/R+dnqliaBVr2Hu0n2H6elzsjsaEtdklGScwX3o5AEAGgVQQnA8U2gx2n/ToXNzs9Wl1rQVytJLrhri7adOjRJdVyXgrTQrOd4N47Saoo2LLIYJnm/4D7cTNKzOxMAaBNBCcDxTaKXknxRwKVe6vxsddjwvlpMspWyC7HydbvHde2GJz4IwWy9Y3v1n6UIRowZTu7e6ye5XnAfCkkAgFYSlAAc72R6mDJWHH6z6UcX+fDBAWynDk1SHdc11iRwIs/n3foiu+GIulLNtN752Wqv4fdiKYtgHmUnVUhi1yUA0DozGZTcuXxusZ4Ipf57cd+/vf/f22+r/vOof22rc9H548BUnmlbaf9K1/XOxWZ//Kj7aiPOsedwNlOFJxtJNjoXhScwgWdxrx7v7wYjdos0306Sbudic3ch3Ll8rls/608X3Ie9zkUhCQDQTlMNSurB5v5J0GJO5gPVev33eN/ftwz6gGN61vWSfF7ApZ7vXFwd6SsQnsAhnrtL++YDS7FbpK3Odi6urjX4Pl2s54zP6kMAgHY60aCkngj19v2ZxdU4m6l2oez/wLHlVgGO+PwroVh441eL1n21luQFdy3HOL4Y1+ML57tT2ruwl6QboUhprnQurg6MDRqt8YthAACe5NiDkjuXf7iUpJ9kOc3eNr+evfBk3Ln4wZbbBzjEs7CUYuE3Oxc/WG54X3WT/MNdywnY2Te22Eiy1bn4wViz0JJ33u4CqW79jx1rWKbNzsUPlhp+P5ew2OVxrnQufjBwKwMAbXcsQUk9ORqkCkjaeqbw7seNcargZOx2Ap7wbFxOcqOAS32+6c/EO5d/OEzyvruWKdlOFayO678FKMzy87KXKgzpZq/g+mktQz1fWmryArM7l3/YT3K94D5c7Vz8oO9WBgBKMNGgpF6FO0xyrtD23EwdnKQKTxypATz4nCzh6IbtVB9GGlyw9YeLqcJwBYSZtd/WVvYFKEk2jDc4oediL18NRLqekTzB2c7FD9Yafs+XXLdsM0nPOwYAKMVEghIByWMHl+Mka1aCAvuelxtp/2rbS52LHwwb3lf9lL2KlGZZz77wJMktYw+e4rm3lGQxVRCye3yWHSI8jUbvRKh/C+OC730hCQBQnCMFJfWK25UISA7qZvZ2m2xoDijTncs/HCS5XMClPtf0Z92dyz8cR7Fhmm89ya3UAUr26qFsaZoi30G97IUgu393Y3cIk9Poj+z1HHeccuvq7NT9Z74KABTlqYOS+kPfMFaYPa3tegC+Fsd0QXEK+QC/3rn4Qa/h/dRL2cduUMZ4ZCtfD1JiR0ojn1kPBiBJtTskEfpyMhr/kb3wRRJCEgCgWIcOSuoJ2JrJ1sTt7jZZs8IT2q8+0uGLAi71YufiBysN76tR7JykbJupApQvQ5TshSq3fFA7sWdRr/6H3fpPsheCdGNHCN773vlHd75z8YOR2xgAKNGhgpI7K+d6qUISu0iO12bdzmudwaqPD9BSd1bODZO83/LL3Emy1BmsbjW4nywQgIP/3nfHLbce8Y+TZKMzWC16J+2dlXPd7IUdyV7gkeztCNn9x8bdNMXNzmB1ucG/y37Krk12sTNYXXEbAwClOnBQYuA4NdvZPZ5rsLqmOaA96g/wG2n/KuBGfzjZ11/dJIMky7FyGyZpd8fKrgeDlV0bD/znvvbvTzqAeUig8aBH/fu9B/75Ysqtd0A5c5alpoag9YLAko/aXO0MVvtuYwCgZAcKSu6snFtJckFzTd1O9naaCE2gBQqamJ9t03Przsq55ST9JC+4iwEgzzV1J/ydlXNLqY5ALnX3VisWtAAAHNUTg5I7K85mn+VBbb4MThSDh6Yq5DlbrzRt17PqzsoPF1MFJv1YLQ5AmS52Bs2sS1K/x8cFv8M3k/TMJQEAnhCU3Fn54TDtPz+/LYQm0FD1JH0r7V/JeKUz+GDQ4n5cyl5ooqYAACVY7ww+6DX43T1OuTXIdpJ0zR0BACqPDErurPywHzVJmkpoAs2bqC8nuVHApT7XGXywUUh/9uNoLgDaq9Ef2u+s/LDk46V3Uu0k2XAbAwBUHhqU1Ktix7Eitg2EJtCcCfs47V/VuNkZfLBUUJ8upir+PoijuQBol+c7gw/GDX0/91P2osCzncEHal4CAOzztaDEOa2tJjSB2Z60d5NspP0h9aXO4INhof3br/88444HwLt8Ku/jpSRfFNx35zuDD0ZuYQCAr3pYUDKMuiQluJlkZCURzNzkvYRn8E6qwu5bBfezeiYANFVjd4cWtCjlUVY7gw/6bmEAgK/7SlBSDxz/oVmKspO9XSZCE5iNSfxG2r+rr9HFXyfc38upjudajtAEgNmfOzRysYOTE3KzM/hg2S0MAPBwDwYl47T/fHweP/EZpdpporAfTG8iX8qREM7H/nrf91MFJorAA+DdPdl37FrB79fNVMXbHb8MAPAIXwYld1Z+2EvyuSahtp290GRLc8CJT+ZXklxo+WXuJOmatD+0/3eLwAtNAJgFm0lWmlrbovDjpY23AAAOYH9QMkpyTpPwiInRKFVoYoANJzOhX0x1hnbbi35f6Qw+GOjxJ94Ly0kGKfe4EABOXit2m9e7Na8X3Ic9pwUAADzZqfv37+fOyg8Wk/x/moMDuJlkrTP4cKQp4Lgn9j9YTnKjgEt9vjP4cKzHD3RPdFOFJv0ITQA4vvH+qDP4sPHHY95Z+cFSqrokpdYAO9uGfgQAOAm7QckgyWXNwSHsFoFf6Qw+tEIJjm+CX8J52pudwYdLevvQ90Y3QhMAJvQuTrKSakFUK3aQ14sBS9id+yjnLW4DADi43aBkIz6y8PT21TP5cEtzwMQn+Vtp/0rIS53Bh0M9/tT3STdCEwCM4fe/G0ue4652Bh/23eIAAAd36vbllxy7xSSt1xOu1qxGgxmY6Jew628nyZKwdSL3i0LwADzKdqpd4aM27wq/s/KDUcqtv7neGXzYc6sDABzOqduXXyrlDHxO1s6+SdhYc8CRJ/zjJGdM7DnkfSM0AWB3XL5WQr2KOys/6Kfc4u2bSXoWrAEAHN6p25dfGiZ5X1NwjBzNBUef9C8l+aKAS1V09PjuocUkvewFJ6e1CkBrFRWO7HvX9ZJ8XnCf250LAPCUTt2+/FIJhYKZHY7mgqef/A/T/mB7J0nX8+FE7qfl7AUnz2gRgFa8Q4sLR/a917qpireXuhDguTYfpwYAcNxO3b780jjtP86F2Z3IOZoLDvcRYCvt/6h9pTP4cKC3T/S+WsreThPF4AGaN6ZeK3lHZr1rclzwO+x8Z/DhyM8BAODpnbp9+aVbcfwG07WdZKWe4G1pDnjsh4BeyjhS4nkh6tTusW72dprYcQowe4QjX393jVJu8fZLncGHQ3cBAMDRnLp9+aX7moEZcrOe9I00BRT9MWC7M/iwq7dn4n7b3WnSiyO6AKZFOPLo99Qw5dbcXO0MPuy7CwAAju7U7ZUfCEqY1cngKMmoc+EDZ+3C/g8CV364mGQr7d8NeKlz4YOhHp+pe28pVWDSjyO6AI7bdnaPqjUeftR7aTnJjUIvfzNJr3PhA3XdAAAmQFBCUyYBo3qSaCIAZX0Y+Gbnwgdbenwm78HF7O00WY5jPAEmOe4dC0ee+B5aSlWXpMT3z06SrrkRAMDkCEpomtUka50LHzhyAB8IrvxwnORMyy9zvXPhg57ebsT9uFsQvlfAfQkwSTdT7RwZWxxw4HdOycXbd1LtJBGkAQBM0KnbK2qU0Ei7RxGsdC4oAE+pHwl+0E2ykfavpDzfuaBuUcPuzcXs7TTpRW0TgAfHseMka50L6o085XtmnHJD+bPuGwCAyTt1e+WlkgeZtMN6qiMK1joXPrT9nKLcuVJEAdP6eAm/7wbfp93shSa9OKYLKHO8Wu8a+dBOgKO9U1aSXCj08i92Lny44i4AAJg8QQltspMvC15+ONYclOLOlR9spP1HT6x2LnzY19utuWcd0wW03Ze7RlKFI8L+ybw/+kmuF3r5xkIAAMfo1O2Vl4Zp/2pkypycjlKFJluagza7c+UHvSSfF3CpzwtBW30P7wYnz2oRoKFupgpH7Bo5nndFycXbNzsXPlxyFwAAHJ9Tt1deWk5yQ1PQYo7movUKOYbCR4Iy7uXd+ia7fwQnwMy+l7IXjKgZcfzvho2UWfNqO8mSeQwAwPE6dXvlpcUk/5+moACO5qK1CvqAcKlz4cOhHi/u3u5FcAJM3+5xWuNYgHPS74JxyjyqcSdJzw4lAIDjd+r+/fulnG8PD050R3E0Fy1y58oPStghuJNqVaXfbbn3+W5wshQ1ToDjHy+Os7drxLtnOs/9kou3n7VbCQDgZFRByX/+YJDksuagUJtJVpKsdd6yMpBmu/OfP1hL8kLLL3O989aHPb3Nvvu+l70dJ0sp8/x64Oi+Goy8JRiZged7P+UWb7/YeevDFXcBAMDJ2A1KHL8FlZtJRp23rNyime785w+6qY7gavuH4rN+pzzmd7C722T372e0CvAQgpHZf5aPU2b4vdp568O+uwAA4OScun///u5AdJTknCaBJPvrmbylngnNUsguwZ0kXbvAOOBvwnFdQLKv+HqSDcHIzD+3Sy3evtl568MldwEAwMnaF5S8tJTkC00CX7OdL0OTjxRSpBHu/OdLJdSeut+s3J8AACAASURBVNJ566OB3uYpfyP7d50sRa02aJudVB/ax0nGnbc+GmuSRj2jxykz1N5OstR56yMLQQAATtiXQUnhA1I4zOSlrmfy0ZbmYFYVFH4/7+MXE/rNLGZvx8lueOLILmiOzewFIxsWtzT6eVxq8fadJD33LgDAdDwYlHST/EOzwIEn5KMITZhRhXxo2Oy89ZHjKTiu35DwBGbTdr4aiow1SWueu/2UW7z9fOetj0buAgCA6fhKUFIPTktdwQNHITRh5tQfeUs43/tS562PhnqcE/xd7Q9PunFsFxyn3VBkfzDiWKJ2Pl9LLt5uLAMAMGUPC0pKLpwHkyA0YWbc+c+XlpPcaPll7qQ6z9vvjWn+1nrZC06W4ihTeNox1FaEIiU+Q0ueg6523vqo7y4AAJiurwUl+yb7n2semMiEfy1VaOK8Yabizn++tJbkhZZf5s3OWx8t621m7LfXzd6RXXafwJ7dQuu7f7Ycn1X883KcMgPmzVR1SQSCAABT9tCgpB6sDpO8r4lgYrZThSbjzlsfrWkOTkq9SnMr7T/K4qzfFg35Te7feSJAoe3W63fQVqpdIlt2APLAM7Hk4u12xAIAzIhHBiVJcufXxa7sgZOYGK2l+mCw1nnTKjKO151fvzRIcrnll7mdZMnviQb/TvcHKN36j3EYTfH1QORNH4B54nOvn3KLtz/XedOOcwCAWfGkoES9EjgZe0d0mTBxTAoJv6903vxooLdp2W93t4B8N3tBymKEKExnvHIrdRBS/9kQUPOUz7aSi7ef77z50chdAAAwOx4blBjAwlTs1L+56pguqzGZkPp5/kUBl2qFJiX9rh8MUfb/sdCFp7GeKgzZ2Pe33SEcx7NrnDKPHbSoAwBgBj0xKKkGst/vRXF3mJbteiI5TjLuvPnxlibhad359feHaX/9qc3Omx8v6W1I7vz6+7u7T7oP/FmMuiilWq//Hu//u/Pmx2NNwwk+m9aSvFDi76/z5sc9dwAAwOw5UFBSD2b7Kff8WJglghOe2p1ff7+UIxUvdt78eEWPw4GeCbvB4oOhSuJ4r6aND3bHBOP67636z63Omx/bacesPHeGaf+ijYfZTNLrvPmxo+oAAGbQgYOSelDbj7AEZs3uUV0bqYKTsSbhCc/yXtq/S3AnSdfHCJjYc2N/oNLNXpCyG67s/uuO+5qs/eHH1r5/vHsslp0gNO1ZspzkRqHj9Z7AEgBgdh0qKKkHt/0IS2DWbab6iLKRZMNHFB7yLC/hyIubnTc/XtbbMJVnzP5gJflqoPKwf97mo8DWH/jnW9kLPL72z72zafFzoVuPTUusfXm28+bHa+4CAIDZdeigpB7k9iMsmbTdD9vLhU4eOH7b2ReepDqGY6xZylR/xNwq4HnzvPscGv2sejBQ2e/BMOYkPO55suU4THjsuGOcMmsjOQ4UAKABniooqQe7/QhLJm0zVVCyVP8tNOEk7B7rsXuMx7j+1zccW9QuD/ng2E9yroD7e8m9DABTHYOMChhzPMxq582P++4AAIDZ99RBST3g7UdYMmk7SQadNz8e1W28G5gITZiWzdTnoOerK2nHD/znWhesPGEl80H0nuK/c9j/m0ueDU90qfPmx0PNAABTGU8NklwudAyteDsAQEMcKShJkju/eakfYclxuJmk33njo1v72lpoQtusH/G/343CwRzMNztvfLSlGQDg5Nz5zUtLSb4o8NJ3kiwZewAANMeRg5J6ALycZBQf7ydtO1VYMn5EmwtNAA5mvfPGRz3NAAAn485vXiqlHtrDPNd546MNdwEAQHNMJCipB8JLqY7i8dF+8q503vho8JgJyG5g8oKmAnik8503PhppBgA4fnd+89JGyizebrwBANBAEwtKki/P81+Lo3COw2aSfufNjzce0/67oUk/yRlNBvAVO0m6zgoHgON159ffX0lyocBLV7wdAKChJhqU1IPixVQ7S57VvBO3k2TYefPjlQP0Qzd7oYm+AKhc6bz58UAzAMDxuPPr7/dTZg3Lzc6bHy+5AwAAmmniQUk9OF5MtbPErobjURV6P+Cq6HqnTz9VcGK3D1C65ztvfjzWDAAw8Xlgqccx27UKANBwxxKU7Bsoj5Kc08zHNhhfPuzHvju//r4i8EDprPgEgMnP/Uo+WeC5xx2RDADA7Pun4/wfr89nvaSZj8XpJJ/X5/8epk/W6n7pJjmfancKQEmevfPr7zt+CwAma5RSi7cLSQAAGu9Yd5TsKvic2pPyxELvT+ifbtQzAcqyk2Sp8+bHW5oCAI483xskuVzgpat9BgDQEicSlNSD51LPqz0pBy70foB+6td/9BXQZjc7b368rBkA4Ejzh16Szwu89PXOmx/33AEAAO1wYkFJktz9zfeXUu6W7JNyM0l//o2jFxK8+5vv7+4yeUGzAi31/PwbCrsDwFPOFxaTbKW8BVbbSZYmMecCAGA2nGhQsm8wPY6w5DjtpApL1ibYZ/04mgtoHx86AODp5wkbBc4PdpL05t9QlwQAoE1OPCipB9SLSVaSnNMFx+pKkuEkPwDWu4L6cTQX0B6X5t/4eKgZAOBQ84KVJBcKvPTz8298PHIHAAC0y1SCkr3B9f8pdXB9kjaT9Off+NPGMfSfo7mAtvjm/Bt/2tIMAHCgeUA/yfUCL/3K/Bt/UrwdAKCFphqUFD7IPmkX59/408ox9WE3yXKSQZJnNDXQQOvzb/yppxkA4Ilj/6VURymXtrvcWAEAoMWmHpTUg+3lVEXeHeV0zIP7JMvzb/zp1jH25VKqwGRZfwINc3b+jT+taQYAeORYv9R6k3VNsz+paQYA0FIzEZTUg+5SVyadtLrQ+/F+DKwnUbtHc53R7EBDno9dH0EA4JFj/LWUd+xuXbz9T4q3AwC02MwEJfXAu9QVStNQF3o//g+C9dFc/fqPo7mAmX42OnscAB46ph8kuVzgpZ+ff+NPI3cAAEC7zVRQUg/AF1Mdw6VA+PE7tkLvj+nf5VQ7Tc5pfmBGPWfVKAB8ZQy/lOSLAi/dAgoAgELMXFCybzA+io/pJ+XS/Bt/Gp5w/+4ezTWIHUTAbFGsFQC+Om7fSnlHJG/Ov/GnJXcAAEAZZjYoqQflpW7vnob1VLtLtqbQz0vZO5pLjRpgFlycf+NPK5oBgNLd/c3/Gae8moPqlgEAFGamg5J6YN5Pcl1XndiE4NgLvT+hv3cLwDt6DZj289AHEgCKdvc3/2eY5P0CL90xnAAAhZn5oKQeoPeSrMVug5OymmQwzQ+E9Rb/fv3H0VzAVJ6F82/8qa8ZAChRvYDpRoGXrng7AECBGhGUJMnd335vKck4wpKTsp1kef71TzZmpO/7cTQXcPKen3/9k7FmAKAkd3/7vW6SjQLH3qvzr3/SdwcAAJSnMUFJPWBfSjKKHQYn6dL8658MZ+gecDQXcJI251//RCFXAIpy97ff2yhwzuWdDwBQsEYFJfWgfTHVzhJhyQlOGlLtLtmasftgOcnAvQAcs4vzr3+isDsARbj72++Nkpwr7LJ3kizN0nwHAICT1bigpB68C0umM3kYzL/+yWgG74duqsBkOckzugo4hudfd/71TxR2B6DV7v72e/0k1wu8dEdtAgAUrpFByb6B/CjlrXaatptJ+rP6wfDub7/XS3U013LUMwEm+Oybf/2TZc0AQFsVXBPSzlEAAJodlNQD+lGEJSdtO1VYMp7xe0M9E2CSrDYFoJUK3rFvIQQAAEmSf2r6Bcy//kk/yaquPFHPJPn87m+/N5zxe2Otnvj8/5KcT7UbBuBpjTQBAC21kgKLt6daVAUAAM3fUbLr7m+/N0hyWZdOZ4Ix//onGw25TxbrCVE/atwAh3dp/vVPhpoBgLYotC7JTpJeU+YwAAAcv9YEJQUP8mdlojFs2tm+dRH43eO5hCbAQZ93S/Ovf7KlKQBowfxpKckXBV762fnXP1lzBwAAsKtVQUk92O9HWDItM13o/Qn3TTdCE+CAzzrnmQPQgnnTYpKNVMfqluTK/OufDNwBAADs17qgJEnu/tf3+qnO2T2ti0/cTpLl+Z82t+Dx3f8SmgBP9HyTn3MAcPe/vreW5IXCLnt9/qef9PQ+AAAPamVQUg/8l5KMIyyZlitJhvM/bd7ukgfuo26q0KRX4EQSeLTt+Z9+0tUMADR0jFtifcftJEtNn58AAHA8WhuU1BMAYcl0VYXef9qOIol3/+t7i6lCk93gxH0FZbs0/1OF3QFo5BypxLokz7VlXgIAwOS1OijZNxEYx0ftabo4/9NmFXo/4L21PzR5RjdDcarC7j/9ZEtTANCQ8WupdUnOz//0k5E7AACAR2l9UFJPCIQl07eeqnbJrRbfY72oawKluTn/U4XdAWjMmLXEuiSr8z/9pK/3AQB4nCKCknpSICyZvp1UR3Gttfxe2z2iqxe7TaAECrsD0IQxaol1STaT9NQlAQDgSYoJSurJwWKqsMSK/+laTTIoZcKyb7dJLwrCQxsp7A5AE8ajpdUlcUQmAAAHVlRQUk8ShCWzYTvVUVzFFVS8+1/f62UvODnjVoBWUNgdgFme/5RYl+Rs23eyAwAwOcUFJfsmC+MIS2ZB8R8XBSfQClatAjCrY80S65JYwAAAwKEUGZTUEwZhyexYT1W7ZEtTfO2orqWocQJNobA7ALM2riyxLsn6/E8/6el9AAAOo9igJEnu/u67wpLZsZNkMP+TP480xdfu026qwGQ3QFlKclrLwEx6fv4nfx5rBgBmYAxZal2S7vxP/qx4OwAAh1J0UFJPIIQls+Vmkr7JzRPv226+Gp50Y+cJzILt+Z/8uasZAJiBOU6JdUmem//JnzfcAQAAHFbxQcm+icQ4wpJZsZ0qLBlrikPfx7vhSXffP7b7BE7Wxfmf/HlFMwAwxXFhiXVJvH8BAHhqgpK9yYSwZPZcmv/Jn4eaYSL3dy/JbpDS3ffHLhQmaf0A/5mt+j5s87PWsR8ATHPcV2JdktX5n/y5r/cBAHhagpKvTiqEJbNnM9XuElvoj+++76YKTXaDlKQ6ziv1v+b3MP3fwGE+uI8P+J+7lepIjoPYmORH//qe+0fL+80HGwCmMa5bqscCJe0o3kzSs0ABAICjEJR8fXIhLJk9O0mGttLPxO+j95B/uXfA//r+IOakjGfsf3PDJP7Le2mY5P2WX6bC7gCYxxz/PKFnURUAAEclKDHJaBKF3qFdz9m2F5ndnP/Jn5f0NgAn9G4dJTlX2GWfn//Jn0d6HwCAo/onTfB19Yf4Xqpt3MyOF5Js3f3dd5c1BbTiOTto+WU+e/d33+3rbQCOW/2+KS0kWRWSAAAwKXaUPH7CYWfJ7LqS6jguu0ug2c/ZcZIzLb5Ehd0BOO53aTfVLs2i6pLYtQkAwCTZUfIYdpbMtAtJxnXBSqC5+qnChLY6nWSomwE4RmspKyTZSWKHOQAAEyUoeQJhyUx7NskXdVFooJnP2K0kKy2/zAv1al8AmKi7v/vuSsrb/d6vxw8AADAxjt46+CTEMVyzbd2kCRr9jN1Kuwu7r8//5M89PQ3ABN+dvSSfF3bZV+Z/8ueB3gcAYNLsKDkgO0tm3pkkGwq9Q2P12/6M8nwCYFLqRVxrhV32upAEAIDjIig5BGHJzDud5Mbd3313rZ48As15vo6T3Gz5Za7oaQAmRF0SAACYIEHJIQlLGuGFVLtLepoCGmWQdhd2f0ZNJQCO6u7vvjtItZu6JMv1PAwAAI6FoOQpCEsa4Zkkn/soCY16tm6l/bsuBna8AfC07v7uu0tJLhd22ZfqnacAAHBsFHM/2kRFgfdm2ExV6H1DU0Ajnq1baXdh99X5n/y5r6cBeIq5x0bL35EPWp//yZ97eh8AgONmR8kR2FnSGM8mGdfHFACzr9/y6ztXrwgGgMNYSVkhibokAACcGEHJEQlLGuN0kssKvUMjnqvjKOwOAF+6+7vvLic5V9hl99QlAQDgpAhKJkBY0igvJNmqJ5vA7Gp7YfcznkMAHMTd3323m2RU2GVfdGwuAAAnSY2SSU5ifv8dNUua5UqS4fyP/2KlGszmM3WY5P0WX+L2/I//0tXTADzhfThOcqagS745/+O/WEwAAMCJsqNkguoP7r20exV0m1xIMr77+++oFQCz+UwdJtlu8SU+U4dBAPBQ9XuipJBkO+2vVQYAwAwSlEyYsKRxnk3yhY+VMLP6Lb++Qb0bEQC+ol7M835hl71stzcAANMgKDkG8z/+y0aEJU3z/t3ff2d89/ff6WoKmKnn6TjtLux+Ogq7A/CAOkQfFXbZF+t5FAAAnDhByTERljTSmSQbd3//HWciw2xpe2H3c0JaAB4wTFl1D2/O//gvFg4AADA1gpJjJCxppNNJbtz9/XfWHIcDM/Ms3Ur7d12M9DQASXL399/ppaqlVwp1SQAAmLpT9+/f1wrHP9lZSjJO9RGehk3a6qN/gOk/S7eSPNPiS3ze8wag+HfdYpKtwuYNzzlyCwCAabOj5ATUA3/HOTXPM0k+v/v77zgGAGZDv+XX51kDwChlhSSXhCQAAMwCO0pO0N3ff6ef5LqWaKTNVLtLTORgus/Rcap6Qm11fv7HfxnpaQBzhQKsz//4Lz09DwDALBCUmABxcDupCmsKS2B6ui1/hm4nWZr/8V9u6WqAouYI3XqMWcpukp0kXe87AABmxT9rgpM1/+O/jO7+/tuJsKSJTie5rBmAY/RMkkGqUBaAYtwfpawjt5bnf/xXIQkAADNDjZIpmP/xX0dJzmsJAB5icPf3317UDABluPv7bw/S7mMlH3Rp/sd/Het5AABmiaBkSuqw5IqWAOABp6OwO0AR7v7+20spa8fy+vyP/zrU8wAAzBo1SqY9Ofrvb4+SnNMSADzgm/P/9tctzQDQ6rnARpJnC7ncnSRL3m0AAMwiO0qmbP7f/tpPsqolAHiAXSUALXb3v789TDkhSZL0hSQAAMwqO0pmZ6I0ip0lAHzV8/P/5hx3gBaO/ZeSfFHQJV+Z/7e/DvQ8AACzyo6SGVHvLNnUEgDsM9QEAK00KuhaN4UkAADMOkHJbOlFWALAnjN3//vbfc0A0B6FHbm1k8R7DACAmScomSHz//bXWxGWAPBVQ00A0A71kVvvF3TJg/l/++uGngcAYNYJSmbMvrBkW2sAkOSZu//9bUeWALTDqKBrXZ3/t7+OdDkAAE0gKJlBdViynGqrOgAM7/73txc1A0BzFXbk1nYSIT8AAI0hKJlR9Rb1XoQlACSn44MTQGMVeOTWcr34CwAAGkFQMsOEJQDsM7j739/uagaARhoVdK2X1CUBAKBpTt2/f18rzLh7f/h2P8l1LQFQvNW51/7a1wwAjRrLD1PObpL1udf+2tPrAAA0jR0lDTD32l9HSc5rCYDinbv3B7tKAJri3h+KOnJrJ1WdRQAAaBxBSUMISwCojTQBQGOsFHSt/bnX1CUBAKCZBCUNUoclq1oCoGhn7v3h2z3NADDb7v3h24MkZwq53Ctzr/11Ta8DANBUgpKGqc+mF5YAlG2oCQBmV31MYinP6k3vJQAAmk5Q0kB1WHJTSwAU68y9P3y7rxkAZtZKktOFXKsjtwAAaLx/1gRNdb+fZJzkWW0BUKRh1CsBmDn3/vCt5SQvFHK5F+de+3RDrwMA0HSn7t+/rxWaOwlbjLAEoGTn5177dKQZAGZqfL6VMnaTrM+99mlPrwMA0AaO3mqwudc+vZWkl2RHawAUaaX+KAfAbBimjJBkJ0lfdwMA0BaCkoYTlgAU7XSSgWYAmL57f/hWL8mFQi63P/fap1t6HQCAthCUtEB9LnAvwhKAEg3sKgGYCSuFXOfNudc+XdPdAAC0iaCkJeqwxKpigPKcTnXUCwBTcu8P3xqkjLqB23HkFgAALaSYe/smaf0k17UEQHG+6RgUgKmMv0sq4P783GufjvU6AABtY0dJy8y99ukoyRUtAVCcoSYAmIqVlBGSXBGSAADQVnaUtNS9P3xrlOSclgAoynP1UYwAnMyYu5fk8wIudXPutU+X9DgAAG1lR0lLzb32aT/JTS0BUJQVTQDguXsM+roaAIA2E5S0f0KzqRkAinGmXt0MwDErqID7JbsVAQBoO0FJi8299umtJL0ISwBKMtQEAMerLuBewvN2fe61T71XAABoPUFJy9VhST/JjtYAKMKZe3/4Vl8zAByrYdpfwH0njtwCAKAQgpIC1FvlexGWAJRiqAkAjse9P3xrKcmFEt4lc699uqXHAQAowan79+9rhVImdf/zrX6S61oCoAjn53706UgzAEx8TD1Ocqbll7k+96NPe3obAIBS2FFSkPqD2XktAVCE4b3/+daiZgCYnHv/861e2h+SOHILAIDiCEoKU4clq1oCoPWeSTLQDAATNSrgGodzP3LkFgAAZXH0VqHu/c+3RknOaQmAVttJ0p370ae3NAXAkcfP/bT/GFtHbgEAUCQ7Sgo196NP+0k2tQRAq52OXSUAR1YfZbjS8st05BYAAMUSlJStF2EJQNsN7v3Pt7qaAeBoz9JU4XObOXILAIBiCUoKVh/F0k+1egyAdjqdZKgZAJ5OvZuk7bvz1ud+9OmK3gYAoFSCksLN/ejTjVQ7S4QlAO11zq4SgKfW9t0kjtwCAKB4ghJ2wxJn2AO021ATABxOHTK/3/b3gyO3AAAonaCEJMncjz4dJbmoJQBa69y9//nWkmYAOJRhy6/PkVsAAJDknzUBu+Z+9OnKvT/+61KSc1oDoJVWUh23CMAT3Pvjv3ZzqtXjYkduAQBAzY4SvmLu1b/1k9zUEgCtdObeH/+1pxkADmTY8utbmXv1b1u6GQAABCU8XD/JpmYAaKWhJgB4vHt//Ndu2r3LenPu1b95HwAAQE1QwtfMvfq3W6mOZtnRGgCtY1cJwJMNW359fV0MAAB7BCU8lLAEoNUU7gV4hHt//NfFJMstvsQrc6/+bUNPAwDAnlP379/XCjxuoric5IaW4AluxodX2mmY5ExLr+383Kt/G+ligK+Nf4dJ3m/p5W0nWaoXRQEAADVBCQeZLPaTXNcSPMF6kr6ioLTs+beU5IuWXt723Kt/6+plgK889xeTbCU53dJLPDv36t/W9DQAAHyVo7d4onrF8aqW4AnOJNmodyFBW55/Gy1+/j1TB+EA7FlOe0OSm0ISAAB4OEEJBzL36t/6qXYMwOOcTnLj3h//da1ekQltMHRtAJ75DbeTZKB7AQDg4QQlHMZykk3NwAG8kGp3SU9T0HT1cXJXWnp5z9z747/6cAaQL2vzPdPSy1txPCoAADyaGiUccgL5YjfJRtp7JAGTdyXJcO7VzxQNpcnPvjafWb+TpOs3CnjWvzhOdZRo22zOvfrZkh4GAIBHs6OEQ5l79bOtJD0twSFcSDK+98cXTdBp8rPvVpKVll7e6TiOBShcvRjoTEsvzzMeAACeQFDCoc29+tlGkvNagkN4NskX9/744lBT0GArqXZftNGg3jUDUKq2hgk35179bKx7AQDg8QQlPJW5Vz8b5VQu5VTijz+H+PP+vasvbty7+mLXr4gGPvdu5VSGLf1tns4pK46Bgp1Kv4XP9h3PdgAAOBhBCU9t7pXPhklWtQSH9GySjXtXXzRxp4nPvZUk2y29vMG9q3aVAOW5d/XF5bSzBtXK3CufbelhAAB4MkEJRzVIsqkZOKTTSS7fu/ri2IdZGmjY4t/lUPcCBeq38Jq260VNAADAAQhKOJK5Vz67laq4+47W4CmcSbJVr+SEpjz3RmnvrpILjsYDSlIv2HihhZdm5y4AAByCoIQjE5ZwRKeT3Lh39cU1u0tokH6Lr22oe4GCtHGxxvrcK5+t6VoAADg4QQkTMffKZxuxco2jeSFV7ZKepqABz7xxkvWWXt45u0qAgrRx/DrUrQAAcDiCEiamPo7mkpbgCJ5J8vm9qy+u2F1CAwxdG0Bz1WONZ1t2Wat1mA8AAByCoISJqotGrmoJjuhCkvG9qy8uaQpm+Hk3jl0lAE3WxmO3hroVAAAOT1DCcRgk2dQMHNGzSb64d/VFE35m/XnXVn57QNu1LShZnXvlsy3dCgAAhycoYeIUd89mFLafpPfvXX1xw+p2ZvR5t5H27qI7Z1cX0HK9ll3PUJcCAMDTEZRwLAoPS55Ntcp83Z0w0TbduHf1xYGmYAYNW3xtK7oXaKN7V1/sJTndokuymwQAAI5AUMKxqVdal/pheyXVcQ6K20/O6SSX7119cazQOzP2rNtKe3eVnKk/JgK0TduebUNdCgAAT+/U/fv3tQLH6t7VF1dSFecuzebcK58t1UfXjFLtimAydpJsaAZmyGKLf+Prc6981tPFQMvGp+MkZ1pyOatzr3zW16sAAPD0BCWc1GR0LckLBV76lblXPhvUOyCGKTMwAprv+blXPhtrBqBFY9M2TYK+6dgtAAA4GkdvcVL6qYqcl+bCvasvLs+98tmtuVc+GyR5Psm22wFomKEmANqi3u3bFmqTAADABAhKOBF1cfd+yizuPtqdkNcrspeS3HRXAA2iVgnQJm16nq3oTgAAODpHb3Gi7l39l16Szwu89M0kvblX/n5rX1ssp6pdctqdATTA+twrf+9pBqAF49G21M/bnHvl70t6FAAAjs6OEk7U3Ct/Hye5WOClP5sHVvzNvfL3tVS7S9bdGUADnKnDboCma0u4YDcJAABMiKCEEzf3yt9XkqwWeOnn7l39l/4DbbFVr9C+6M4AGmCoCYAW6LbgGnaSrOlKAACYDEEJ0zJImcXdr9+7+i9fW8VYh0fPFdomQHPYVQK0wTMtuIa1/Ue6AgAAR6NGCVNz79q/LCbZSnk1OraTLM29/PDJ7b1rrTk3G2in9bmX1SoBGjv+7Cb5Rwsu5ezcy3+3owQAACbEjhKmpg4KegVe+jOpirg/ql0GSZ5PFagAzJoz96599RhBgAbptmQcLSQBAIAJEpQw7UneaP4flAAAIABJREFURpLzBV76C/eu/cvgMe0yTlVo9Ka7BJhBQ00AMDXrmgAAACZLUMLUzb3891HKLO5++d61r9cr2dcut+Ze/vtykrOpCnYCzIpn7CoBmJpufYQtAAAwIYISZsLcy3/vp8xC5mtPmujWRyt0Y/UgMFuGmgBgKh57jCsAAHB4ghJmSS/l7Zw40ES33l3SS3IxdpcAM/L8sqsEYGpeuHftX0aaAQAAJkNQwsyoirvf7yX3U9ifF+5dOzs4YBut1G20WWA7+eOPP7P3Z+jtBTRLq57B5+5dOzvSpwAAcHSCEmbK3Ms3Si3ufvnetbNLB22juZdvLCW55I4BpuyZe9fO9jUDwNSc8xwGAICjE5Qwc+ZevjFKmcXd1+5dO7t4iHYaJnk+yba7BpiioSYAmKrrwhIAADgaQQkzae7lG/2UV9z90IU5516+MU6ylOSKuwaY1rPLBzqAqROWAADAEZy6f/++VmAm/e/1s4tJtpKcLuzSL37j/I2Vp2iv5VRBy2l3D3DCtr9x/kZXMwANGWO2eQJ0/hvnb4z0MgAAHI4dJcysb5y/cStJr8BLv/y/1w9Wr+SB9lpL0k1y090DnLBn/ve6lcwAM+D6/14/O9QMAABwOIISZto3zt/YSHKxwEtfq3fUHLa9bn3j/I3lJOeT7LiDgBM01ARAQ6y3/Pre/9/rZ0e6GQAADk5Qwsyrj6Eqrbj7oeuVPNBmo1S1S9bdQcBJPbfsKgEaYqOAazwnLAEAgIMTlNAUg5RX3P2F/71+dvC0/+VvnL+x9Y3zN3r/f/buLTuu67oX/p8e3yAuL0RawFILCD04+U7iHBYzjuOLLAG0ZVGWLbHYAkItYLEFAlvAgmUrdpLvEJBk2ZI8zIJt2Y7zYKAFAloQ4IWg9MLvYW+KpMQLLnXZl99vjBrKxYm95157Y64915oryXXDB5iQvhAANbDVkutULAEAgENymDu1cefmxU45sW3bYeXPly3IThK7xRQ7VM4ZScCYOUgYqENO+WmLLnkzyXJ5/h8AAPAYCiXUbGK7vJzkVssuezfJ4vyV9b0RxG81yVUjCRjnO2v+ynpHGICK55Q7KVqdtsV2ku4o8kkAAGgirbeolfkr6+tpXyups0lWRxS/lSQXUhRfAMbyzrpzc7knDEDFrbfses8lGd65udxx6wEA4KsUSqid+Svr/SQbLbvsy6P68Dh/ZX2Y4qD3DaMJGJO+EAAVN2jhNZ9LsnXn5vKi2w8AAI9SKKGuemnfrojVUU1s56+s781fWV9OcjHJvuEEjJhdJUClzV9Z30o7d9ieSbGzpGsUAADAAwol1HVyu5dTWc6p7OdU0pLfmZzK4M5geWGEcVzPqXRyKpstiqOfn99kfn1/rYBKO5XVlr6fz+RUbt8ZKGgDAMB9CiXU1nxvfSvJSssu+1xG3NJmvre+N99b7yZ5M3aXAKNz1kc4oOIGLc99bt4ZLPcNAwAAUCih5uZ764Mkay277Kt3BsvLY4jlaoqzS7aNLGBEekIAVDiP3Ev7DnX/smt3BssDowEAgLY7de/ePVGg9u4MlrdS7LZoi/0ki/O99Z0xxbOf5JqRBYzAhfne+lAYgIrmkJ0kn4pENpMsl8UjAABoHTtKaIrltKt1wpkU7SLGYr633k/yfOwuAU6uLwRAVZWLTm6IRM4nGZaFIwAAaB2FEpo0ye21bUI7zr7S5Rkw3fh4AJz8XdUVBqDC+nFOW1Lszt66M1heFAoAANpG6y0a5c5gqZ/2tYy6MN/bGI45rt0UO1jOGmXAMWzO9za6wgBUOIdcSfKWSCQpikYr872NgVAAANAWCiU0caI7TNE+oC12kyzO9zb2xhzXhRTFkiWjDDiGsRd1AeSQI/XmfG9jVRgAAGgDrbdooradV3I2Yzyv5L753sbefG9jOcnFaE8BHF1fCICK68lxHvHWncHSQBgAAGgDO0popLJV1O2WXfaVSbVIKHeXrMeqS+Bo7CoBqp5D9pLcFIlHbCZZHvfuZQAAmCY7Smik8kPcmy277NU7g6XOhOK7V5438GasvAQOry8EQMVzyEGSNZF4xPkkwzuDJYe8AwDQWAolNHmiu5pko0WXfCbFLo9Jx3gxxUpDgGc5X+74A6hyDtlLsi0SjziXoljiHQ4AQCMplNB0vRSHnbdmEntnsNSf5L/hfG9jp9xdct1wAw75Xgaoum7LcsjDOJPkdtmeDAAAGsUZJTTencHyYpK/teyyL8z31odTivUgxapDgCd5br63viMMQA1yyGGKAgGPWpvvrfeEAQCAplAooS0T3ZUkb7XokneTLM731vemFO/VJFeNPOAJfGAD6pJDdpPcFonHKg95X3fIOwAAtaf1Fq0w31tv23klZ1Ps7JhWvFeSXIiWFcDjXb4zWO4IA1CDHHKY5IpIPFZ5yPuyQ94BAKg9hRJa5F4vubeb3EtLfkvT7CFdfFi4t5jcu9GimPv5+R3+1/d3CaiD+d76ILl3xXv7sb9zyb3hncHSspECAECdab1Fq9wZLLXtvJL9JIvzvY2dKcd9OcUOFz2+gYc9N+33E8AR8hmtRZ/uzfnexqowAABQR3aU0CrzvY2tJG+26JLPJFmvQNzXk3TSrvZnwLOtCAFQozxyJcmaSDzRW3cGSwNhAACgjuwooZXuDJbWkyy16JKvz/c2+hWJfS/JauwuAYpdb5353oaDgIE65ZGDJJdF4om2k3S92wEAqBOFEto6wV1IspXi0PO2eL7cUVOF+HdStOI6bzSOxXYSHyeap9PQd1ZlCrkAR8hlBlEseZr9FMWSLaEAAKAOFEpo8wS3beeV7KY4r2SvQvdgJUk/dpeM2n6SXtnyjOa8szpJPm3oeLWrBKjje3kQxZJnuTLf2xgIAwAAVeeMElqrheeVnE1RlKjSPVhN0k2xA4LROZPk1p3B0mq5e4pmvLN20sze+GfirBKgnu/lXpxZ8iw37wyWHPAOAEDl2VFC691Za915JRfnL1dvp8GdtaV+kmtG5MjtJunNX94YCkUj3ledNHNXye785Y2OOwzU9N08iJ0lz7KZZHn+st2DAABUkx0lkPRSfExui8GdtertMpi/vNFP8nzsLhm1s0lu31lbWq3ifefIz8lOmrl6+eydtaWeOwzU9N3ci50lz3I+ydadtaVFoQAAoIoUSjC5LVa2Lbfoks+kOEi9ivdiK0UrrhtG5shdTfGBoisUtdd3XQCVy2F6USx5lrNJhgrjAABUkdZbULqz9lI/7Wr99Ob85XdXK3w/uikKOmeNzpFbS7Iyf/ld7S/q+74apJltXq7MX3534A4D3s+Nd33+8rt9YQAAoCoUSuDRye0wRWuANthPsjh/+d2dCt+PhRSrzK8anWO5/735y++uC0Ut31WdNPOsku35y+9qywLU/R3dj3PXDmOjzEUs3AAAYOq03oJHLaf4gNwGlW3Bdd/85Xf35i+/u5LkYovuyyTv/607ay+tlwUpaqQscDaxxcu5cjcZQJ3f0f0kV0TimZaSDO+svaRADgDA1CmUwKMT27adV3K+XPVY9fuynqSTYuUho7WUZOfO2kvLQlE7fdcFUNncZRDFksM4l6JYIg8BAGCqtN6Cx7iz9tJq2tXu6fn5y+9u1eTeLKfYCXPGSB05LTDq964apJm98C/MX3536A4DDXhP95LcFIlDcW4JAABTY0cJPEbZ7mm7RZc8qNG9ub+7ZNNIHTm7Szy7VdFza4GG5JSDJM9HC9HDuKYlKAAA02JHCTxBeVjyVtqzc6F2q/jurL20kqJNj90lo2d3SX2eg2GS8w28tOfKs1gAmvCuXkwylLMcynaZg2wJBQAAk2JHCTzB/OV3d3IqvZxKWvK7duen9TpEef7yu6s5lcWcymaL7tOkfks5lZ07P7W7pPJOpd/QMdh3c4EG5ZVbOZVuTmVXjvHM37mcyvDOT1/qGTkAAEzs84odJfB0d37a2DMAHmc3yeL8G/XbRXDnpy+tJHnLiB2LYnfJG3aXVHj8D9PMXSV/Z9wBDXtfL6TYWXJONA7lxvwb764IAwAA42ZHCTzbSooCQhucTeq5inv+jXdXU/QA3zZkR644u8TKzirrN/S6fBwDGqUs/nblK4d29c5PXxqWBSYAABgbO0rgEO789MXFJH9r0SVfmH/jvWGN71c/yTUjdyw2k/Tm33hvRygqN+6Had6ukv0knfk33rOrBGjie3uQ9uxaPqndJMvzb7zn3BIAAMZCoQQOP5ltU2unsgVXfT9OlsWtQbS2GIf9JP35N95bFYpKjfnlJLcaeGlX5t94b+AOAw19dw+iWHKU/GPF3wTgCO/YTpJO+d8uJFl86H+9U/6SJHVeKAjAaCiUwNESrWGaeQ7A49yYf+O9lQbcs9UkV41eqK3d+Tfe6wgD0OD8spfkpkgc2tr8G+/1hAF46D3aSVEEWUzR3rCToq30Ue0n2Xr4ZycbQHsolMDRErCFFKtOzrTkki/Ov/HeegPuWzfF7pKzRjHUkl0lQNNzzF4US45iO0lXa0Zo9XtzOUVRpJvxdhHYT7KeZJhk3XsHoLkUSuB4CdmtllxuY84HKItc/dhdAnW0Of/Ge11hABqeYy6m+BB3RjQOnacua5cDrXtPriRZnuK7ciPJoAkLCgF4lEIJHC9Ba1M7p435N95bbtC968buEqijCz6GAS3IMRdTrFyWpxzem85Ng8a/G3spCiRVOn9yP8lqklW7TACaQaEEjpeoLaRY8deWg8IvNmnFTHn/VuPwVKiTRhVtAeSZI7WW4qB3HyuhWe/DXoquAFUuHt9vzeUdBFBzCiVw3KTt7RcXk/ytJZdbtOB6vVmJ3523X1xOsbtEiwuoh+fmX39vRxiAFuSZFnUc3XaS3vzrDl6GBrwDe6l+geRxc+Zih8nrCiYAdfQ1IYDjKSdhb7bkcs+kKCg07R6uJ+mk6DMLVF9fCICW5Jl786+/10uxU4LDOZdkWC6EAWroztsvdu68/eIwyc3UrwXhmSTXkmx5DwHUkx0lcPJkbpjkfEsu92JZXGjifbS7BKqvkbvbAJ6Ro/RSfDTk8G7Mv/7eijBArd51/RSFhqbYSLHLTd4KUBMKJXDihO57C0l20o4P7OVHyvf3GnwvB0mWjGyorOvzr7/fFwagZfmmBR1Ht5lkual5KzTo/dZJccZHE89l2k/Sm3/9/XV3GqD6tN6CEyonX72WXG4jW3A9fC/nX39/OcmVMqkFqqcnBEAL8831JN0ku6JxaOeTbN15+3uLQgHVVBaBt9LMIsn9+fOtO29/b9XdBqg+O0pgdEneIO05cPNi01fFlCubBmlPWzWokyvzr78/EAaghfnmQpJhmvtR0d8NaM/7bCXJWy26ZLvcACpOoQRGO3HdSv0OnTuORrfgekwC349WF1Al2/Ovv2+FMNDmnHM17VmgMyprSVZ8pIRKvMcGLX2HbSfpeg8BVJPWWzAiZbKz3JLLbXQLri/d19UkiylWAAHVcO7O29/rCgPQ1pxz/vX3e0mui8aRXE4y1IoLpqvFRZKk2A2oJSBARSmUwGgnrlstmrQulT1l23Bfd+Zff7+b5M04uwSqoicEQMvzzn6Kc9U4vHMpiiXLQgGT1/IiyX1no2gLUElab8F4EsAmH0j3sNa04Hro3nbi7BKoiufmX39/RxiAluediynOLdEm9GhuzL/+/oowwMTeVYMokjxsN8miNlwA1WFHCYzHctqx8+BMih7ZrfGl3SXAdPWEAGi7ckfzYore9xze1Ttvf29YnvkCjJEiyWPd31niHQRQEQolMJ4J606KA8Db4HIbzwoozy55Pj5KwDRZCQzwIPfsJtkQjSM5n2RHCxwYnztvf68XRZInOZdkXRgAqkHrLRhvUjhMO1o0tXrb8J23v9dPcs2Ih6m4Mv/6+wNhAPgiL1lNclUkjuzNciEMMLr3UTfJbZF4Jq0AASpAoQTG6ODtFxaS7KQdPaNvzL3+q5UW3+vFFGeXnDPyYaK2517/lZXAAI/mJb0kN0XiyDaS9OZe/5UzA8BceNIuzr3+K7tLAKZI6y0Yo3KS1WvJ5V49ePuFbovv9Vb5sfa6kQ8Tda7N7x6AJ+QlgxQtQvdF40iWkgzLBTDAyaxHkeQoBgdvv9ARBoDpUSiB8U9U19OeftGDcuVQm+93P84ugUnrCQHAV3ISh7wfz7kUxRJ/W+CYDt5+YSXtaEE9SmdSdCgAYEoUSmAyeinO8Wi6s3G4st0lMHmXrcADeGxOspPikPc10TiSM0luHrz9wkAo4GjKnKwvEsdyXpEWYHoUSmAyk9Q2teC6pl3BF/e9H7tLYFJMKgGekIfOvf6rXizgOI7LB2+/sKUYD0eyGi23ThS/tndpAJgWhRKY3CR1mORGSy534I5/cd/tLoHJWBECgKfmJP0kV+LckqM6l2Tr4O0XloUCnq48N25JJE7kjLwWYDoUSmCy+mlHC65zB2+/0He7H7C7BMY/qdSqAOCZ+cggRSuuXdE42t+YJLfkt3Co+S4nd81ONoDJO3Xv3j1RgAkqV9ncbsnlPlf2xubRMdBPck0kYOQ2517/VVcYAJ6ZiywkGabYLcER/9YkWS5b6wLtnOdOwlrZNhGACbGjBCZMCy7sLoGxOW/1HcChcpG9sjWoQ96P8bcmyU75URh4oC8EI3VZXgswWQolMJ3J6Ura8ZH8/MHbL+iv+vgx4OwSMEkHmHY+0ktxbglHcybJbXkuFMrC4XmRGDnvGIAJ0noLppVM/ux7i0n+1oJL3U/SmfvJ+9oTPH0sDKL9BXjnAEwvFxmmKABwNBtJev7u0PJ3yCDJZZGQ1wLUmR0lMCVzP3l/K+3YTXAmWnA9cyzM/eR9u0tgdO+cZWEAOHJeuhhtQY9jKclWWWyC1jn42fcWokgirwVoAIUSmO6ktN+SCenSwc++J8E73HhwdgmcnDYFAEfPQ3aSdOPckuM4m+RvBz/7Xk8oaCHjXnwBGkHrLZiyg5+90JYWXLtJFud+8ivbhg83LvpJrokEHNvzcz/51ZYwABwrD1lJ8pZIHMtakhU5Ly16X2xFC+Fxe27uJ7/aEQaA8bKjBKas/JDXhpZLZ+OQ5aOMi37sLoGTsKsE4Ph5yGqSCyn643M0l5MMy8VQ0GgHP3uhE0WSSdCdAWACFEqgGpPRftrxQfzqwc9e6Lrjhx4XW3M/+ZWzS+CYE8qDn72wIAwAx85DhnFuyXGdS1Es6QkFDWduJ84AjaFQAtXRlonUqlt9NHaXwLE4/BLg5DnITpxbcpK/QzcPfvbCQChoMLnWZCwJAcD4KZRAdSaibWnBda48f4Mjjo+HdpdogwGH0xMCgBPnIHtzP/lVL8mbonEslw9+9sJW2aIImqYrBJOhMwPA+CmUQLUmov20Y9fAisniicbIYpJN0YBnOu9dAzCyHMS5Jcd3LsnWwc9esPqexihzrDMiMTHOPQIYM4USqJ5eC67xTJKBW308cz/51c7cT37VTbGy08cKeDqHugOMLgcZxrklJ8l/bx387AVtaGkKH+4nqysEAOOlUALVm4Bu5VSu51TS8N/5g59bVXfCsbKaU1nMqWy2YLz4+R331/O2ABhp/rGTU+nmVNb8jTnW7+rBz1/YOvi5HY/UXDEP8UxP7uedATBmCiVQxQnoj1vTgmtw8PMXFtzxE42Vnbkf210CT3FGURZg5PnH3tyPnVtyAkUrLn+fqLeuEEz8vQHAGCmUQHX1WnCNZ5L03eqTm/vxr1ZTbH/fEA1o5fsUYFr5h3NLjp8H3zr4+QtyYeBQ7EQDGK9T9+7dEwWobCL03X6Say241AtzP/5g6I6PbNwspzgDxuGK8MDfzf34gz1hABhL7tFJsh4rno9rM8myv1PU7Ln3Mcm8GaBR7CiBCpv78Qf9tKMFl0MtRztu1pN0YncJPKwnBABjyz12UrThWRONYzmfZOfg59/tCgUAwHQolED19VpwjefK3TOMyNyPP9ib+/EHy0kuJtkVEVAoAZhA7tFLckU0juVMkttyYuApukIAMD4KJVD9SedWkhstuNSVsm0Dox0/6ynOLrkhGrTcOe8YgInkHoMkz8e5Jcd17eDn3x0e/Py7C0JBVR38/LuLogBA0yiUQD300/xdAWeiBddYlCs8V1Ictmp3CW22IgQAE8k9tlK0Ad0WjWPRiouqU8gDoHEUSqAek829tKNtzFJ5EDnjGUfDFLtLrosGLeX9AjDB/HXuxx/Y1Xp8WnEBAEyQQgnUZ7I5bMlEc1WrgbGOo725H3/QT9ESwypP2uasVhEAE889VlKcW6IV1/FoxQUAMAH/jxBAjZxKP8WK6LMNvsqzKdrj9N3w8SlbYiwevPPdfhnvM6JSCWtJdir2n6mT5HKDYtyLFlwAk847BgfvfHcryXrD89hxKVpxvfPd5bnXPhgKBxWYl+4JAgCN+/N27949UYAaOXjnu8tJbrXgUp+be+2DHXd8ImOqk2RQTsKZvrUk/SqN/4N3vruT5nzY2p177YOOYQYwlb8nC2XOsSQax3Z97rUP+sJABZ5nH5Mm78251z5wrifAmGi9BTUz99oH60k2WnCpA3d7YmNqZ+61D7rRFqMqLif59OCd7w7KIpbncbTOHrzjcFyAKeUce3OvfbAc56WdxLWDd747LItOQLtsCQHA+CiUQC3d6yX39pN7afDv/ME733Hw8mQ/XgySe53k3kbDx1ZdfpeTe58evPOd9YN3vtOd8jtn0LDY9jzxAFPNOfrJvQstyGfHlicn93amnx/Q8jmp53cqPwDGRaEEajm5/PVeij77TTc4eOc7VstNeGzNvfbr5SQXkuyKSCUsJbl98M53htP6IDL32q930qydbIqwANPPOYZJFpNsi8axnCnzg75QMCV2N0zejhAAjI9CCdR3crmeZLMFE0CTv+mMr2GKjxdaY1TH+RQfRHYO3vlObwr//oMmvVsO3vnOoiEFMPV8YydJN8X5XBzPtXIxhcVFTNqOEEzlnQnAmCiUQL310vwzJa76oDm1RHxv7rVf95M8H6s9q+RskptlwaQ/qQ8jZXG2SbuMeoYSQGXyjV6Ks9I4nvNJtOJi0naEYKI2hQBgvBRKoN4Ty520Y8fFqrs91XG2NffarxeTvBmHvVfJ2STXUnwYWT145zudCfx7DhoUP+23AKqVbwxSLM7Q+vN4tOJi0oZCMFE7QgAwXgolUP9J5Wqav9r//JRaDfHVsbaYZp1V0QRnklxN8unBO98ZjHk16aBBcTtrtxpA5XKNrTLXsHL6+LTiYlKcUSLeAI2iUALN0GvBNfZN+KZv7rVf7zjsvdIup1hNujWO4qJD3QGYQK6xN/far7txTtpJaMXFRJ7VaM87SUMhABgvhRJoRpK61YLJ5NkkK+52ZcbcMA57r7JzKc4x2SvPMemM8P/3eoPipFACUN1co5/kYrT9PC6tuJiEoRBMxH455wdgjE7du3dPFKAByt0WWykKCk32XLmqneqMvU6KlkznRaPSNpIMykPZT3rP91J8gPFOAWASecZ6ikUAHM9mkuVyBwCM8vlcTnJLJMafx5e7+gEYIztKoCHKiU+vBZc6cLcrN/Z2yhYZV2LVZ5UtJbl18M53dg7e+c7KCXeZNGlXSdfQAKh8nrGYZE00jk0rLsb1fK6LwkSIM8AEKJRAsxLVYXJvI7mXBv/OH7zzbatpqjn+Bsm9TnLvRsPHYN1/Z5N7byX3Pj1459vrx3ue7q02KB4+GgHUI8/oJfeuJPf2/S0/1u9Mcu/2wTvf7htNjFbj559V+CmUAEyA1lvQMAfvfHshyU6a0xbncXbnXvtNx92u9DhcTLIa7bhq80ylWKm2Ovfab3YOeY930oxWf/tzr/1mwRAAqFWOsZ7mt5sdp7IV12+04mIUz+RQzj9WG3Ov/cZCQYAJsKMEGqac8PQbfplnrYar/DjcmnvtN90U7bh2RaT6z1SSq0k+PXjn21sH73x7pSy6Ps2gIdd+pvzoBkBNcowkiynO3uJ4ylZc3+4KBSdRzskUScZrIAQAk2FHCTQ3aR02PGndT7J42NXvTHUsLiRZSXJNNGpnI8Wq3fUvrzo9eOfbnSSfNuQ635x77TerbjdA7XKMlSRvicSJXJ977Td9YeAYz99ikr+JxFjppAAwQXaUQHOtNPz6zqT5O2caYe613+yVE/DnYvVn3SwluZnkf8rzTHr3d5qURcrthlxn160GqGWOsZrkQooFNBzPtYN3vj08xE5S+EI5XgYiMXZiDDBBdpRAsxPYfpq/iv/C3Gu/GbrbtRqX3RTnl5wTjdraLidui0kuN+B6nFMCUO/cYiHFDkgtgE7wtzDFuSXyag7zzK2maNvKeJ/JjrOEACZHoQSaP2ncSrMPu9yee+03zheo5/jspSiYnBENKuD5su89APXNLXy8PTmtuHjWc9ZNclskPIsATaP1FjRYufqk1/DLPFd+cKd+43OQpJPkumhQAQquAPXPLVaSXIxWXCdxvxVXRyj4sod2bzFe+ykWlAEwQQol0PwJ4zDNPxdiVV/l2o7Ph88vWRMRpqgrBACNyC3WUxS/t0Xj2M4n2Tp459vLQsGXDGI3+ETmt1puAUyeQgm0w0qavbLuTJp/eH2jzb32m525137TS3Eg66aIMAV2lAA0K69YjEUYJ82vb5XtzOB+29wlkRi7XS23AKbDGSXQlsT23761kuSthl/mc3M/+nDH3W7EeF1Osd38rGgwKXM/+vCUKAA0LqfoxZloJ7WdZFme3ernqJPi7EvP0fhdmPvRh0NhAJg8O0qgJeZ+9OFqmt+CwIq35ozX9bkffdhJcX6JPuNM6iOAXSUAzcspBinaK2rFdXznkmyVC1lop0EUSSbhhiIJwPQolEC7NL091dLBv32r6zY3x9yPPuzHge9MTkcIABqZT2ylKJZoxXV8RSuuf/uWhUktU3YmOC8SY7ebpC8MANOj9Ra0L9EdJLnc4Ev1Z07uAAAgAElEQVTcnvvRh1aFN3PsdsrJw2XRYEyul8U5AJqbT7ShHe3Y8+0kvbIARbOfl8UkfxOJiXjeMwUwXXaUQPs0/WD3c2Uvahpm7kcf7sz96MNeHPjO+CwIAUDj84nVJM+nWL3NMfPtJEM5dysMhGAi3lQkAZg+O0qghcpJzc0GX+J+ks7cjz7cc7cbPY675eTNge+Myubcjz7sCgNAK/KIhTKPWBKNE1lLsiLvbuQzsprkqkiM/xkqF4MBMGV2lEALlYdaNnlF/pk0/zwW4/hHHw7LA9+vxKpQAOBoecTe3I8+XE7ypmicyOUUu0u0vm2QckGSIsn4bSqSAFSHQgm0V9MLCSvlmRY0XFn4W0xx4Pu+iAAAR8gjVlO09ZRDHJ9WXA3y0G4rxms7ybIwAFSHQgm0d1K4leRGgy/xTIqDv2nHeN4rD+HuRMGE4+sIAUAr84hh+TfAGWgny71vHvzbt9bLD+3U1yBa247bdpKulnUA1eKMEmixchKzU05smup5B+O1cmx3UhTKLosGRzH3ow9PiQJAq3OIfpJrInEiu0mW5eC1HP/LSW6JxFgpkgBUlEIJtNzdXzT+YPfN2Vcdztzi8d2JgglHMPuqQgmA/OFb3STrafZiokl4c/bVD1eFoVZ585ZxP1YbSXqzryqSAFSRQgmQu7/41jDJ+QZf4oXZVz8cutOtHuPdFAWT86LBU2zPvvqhw2gByN1ffGshRbFE7nAyPgybE1JYm33Vwe0AVeaMEiBp/sHuA7e43WZf/XBY7iy6EP3HeTIfcQC4nzvslbnDddE4kaUkW+WiFSrq7i++tRJFknHZT3JFkQSg+hRKgMy++uFWkrUGX+LZssUYxrqCCQBwlNyhn+Riio+dHDMXT3L77i++1ReK6rn7i28tJnlLJMZiO0l39tUPB0IBUH1abwH3E+SmH+y+m2TRtn++NO57KVpynRUNkmzMvvrhsjAA8JicoZOiFdc50TiRzSTLcvJKje0t43osrpeFVgBqwo4SIEnRXiDFB+OmOpvmtxjj6ON+MPvqh50kV1IU02i3LSEA4Ak5w055jtUN0TiR80l2tOKqhru/+NZqFElGbTPJ84okAPVjRwnw5WS5ySuK9pN0rGDjKeO/FztM2uzN2Vc/XBUGAJ6RLyynOAPvjGicyI3ZVz+0kGl647ib5LZIjMxukr42WwD1ZUcJ8GVNnqycSbN3zXBCdpi0nh0lABwmX1hPspji/AGO7+rdX3xrq2xrxgSVbZcHIjESuykOa+8okgDUmx0lwOMS5/UkSw2+xOdmX/1wx53mEM9CL3aYtMbsqx+eEgUAjpgrrCa5KhInsp+kVxagMN+ri80kA8URgOZQKAEelzh3Uqysbmo7gbXZVz/sudMc4ZnoRcGk6bbL3vMAcNQ8QSuu0biRonWRNrnjH6+3ROJYdpOsJ1m18K4Vz8piit2DnSTd8n+8eIh3/W6SnSR7Kb6rbCXZMmag+hRKgMcnBb/8136Saw2+xOdnL32kzQ5HfS56UTBpqhuzlz7SJx2A4+YInRQfUB2MfTLbSXry9LGN04UUH3AV9Q5vM8kwybpx2fjnYzFFQWQ5yfkx/Fvs3x9LSYazlz7aEXWoFoUS4GlJ9Faa+0F4c/bSR113mmM+H70omDTNxdlLH2n5AcBJcwStuE5uP8nK7KWPBkIx8vE5zHg+AFfRdo5WuNwv5787ub8D4NJHQ6Om8c/EYpJeiuLI2SmM0UGKItyOuwHTp1ACPC1p6CW52eBLvCD5ZQTPyEqsHq27/dlLHy0IAwAjyg+04hqNjRS7S7TiGs24XEnyVksudzfJ4v2xU+746jzhX7tljJnHVeR9t+r7BEyXQgnwrARimOauOrKrhFE9J90UO0zOi0Ytrc1e+qgnDACMMDfoRCuuUdhNsqzl0YnH42KKlj9tKd5ZEMfjnoOFFMWRlQo/C7tJ+nbUwXR8TQiAZ+g3+NrOlx+44URmL300LItuF1L0MaZeVoUAgBHnBjuzlz5aTHFAOcd3Nsnfyt0QHN8g7SmSXFck4cvKM1h3UpzDWuVn4WySm3d/+a875e5EYILsKAEOk1QMklxu6OXtzl76qOMuM+JnppOiyHhZNCpvu/yQBQDjygu04hoNrbiON/76KT4Oy+to4/jvlu/fup4tuZnizCa76mAC7CgBDqOf4nC7Jjpb9ieFkSlXkfaSPJdkrcHPTxPYTQLAuPOC9SSLKQ7u5fiWkuzYEX54ZazaUiTZT3EoN+TuL/914e4v/3U9ye3Ut0iSFK2d/1YWPIExs6MEOGyi0W9wkm1XCWNP1FP9frht5NkHYNI5wWqSqyJxYtdnL33UF4Zn5p9bqfdH4qN4c/bSRxbA0ORdfNspdtXZXQJjYkcJcFirKQ4WayK7Shir2Usf7c1e+qg/e+mjhSRXGvws1Y1+5wBMOidYSXIxdpue1LW7v/zXrbLdKU+ev7WlSLKpSELyRTH6Vpq5OO1ckqFvFzA+dpQAR0k6ekluNvTyrCxn0s9TN0Vbu/OiMbUJdVcYAJhSHtBJsp7iwxfHt59ihfW6UDwyvpZTfCxuyxjoOLum9WN+oXyntmVutVa2egZGSKEEOGIC8s2tBk/orsxe+njgLjPhZ6qTomCyHG25JjmhXpy99PGOUAAw5TxAK67RuJGkP3vp4z1j6psLSXZalFdenL30sUJZu8f8YopWW20rPG8mWfbeg9HRegs4qia3qumXEwuYmNlLH+/MXvq4l6ST5M1oyzWRZ12RBICK5AFacY3G1STD8oNp262nPUWSNUWSdiuf+WHauTvvfPne8w0DRkShBDjqZG6YZKOhl3c2zixges/W3uylj1dnL33cSfHBZENUxmJj9tLHelgDUKUcYD3JYoqDejm+sn//N3ttDcDdX35zJe1pPbRr7tZuDxVJ2rwr//57T7EERkDrLeA4CUknyacNvbyyx63tq1TmWVtJ0ou2XKOwnaTr+Qagwn/7teIajY0kvTb9zW/hR+ML5SI+2vmuVCQxz4GRs6MEOLKyZc2Nhl7emViZRIWetdlLH6/MXvp4IcmVFH1oOZ7ysFeTBwAq/bdfK67RWEqy1bJWXIO056PxdUWS9ioXkw2jSPIwO0tgBBRKgOPqN3gCtyLBoGpmL308mL30cTfJcykKlT6gHN5+ihVWW0IBQA3+5t9vxWWBxMmcTfK3u7/8Zr/pF1peY1vOaNievfRx3/Bup3Ke3qZzeI7iXBIthuEEtN4CTpqQX2vo5V2XgFODZ3A5RVuuJdF4IkUSAOTbbCZZbuLO0ru//GY3ye0W3cvn5XWtficO055zeI7Ltww4JoUS4CRJykKSrRSrtZrGWSXU7Vnslb9zIvKF7RTttkymAajz3/lurKAeVX6/3KSWTQ2fjz3Om7OXPrZivr3vwn4Ujg/rYrk7ETgCrbeAYyuLCP2GXp6zSqjVszh76ePV2UsfL+ZBa67dlodlM3aSANCMv/PDJJ1oxTWK/P723V9+s0kf2vtpT5FkU5GkvcqCsSLJ4Q20E4ejs6MEGEXSshO7SqCKz+Ziil0myy2aRCe2mwPQ3L/t/fhYOArbKXaX7NR4LCwnudWS+7WfZLHO94sTjfW27Zwalc3yjEvgkBRKgJMnLv/+f7ppbl/c67Ov/LbvLtOA57QNRZOi1dYrv7WLBICm595acZ3cfpKV2Vd+O6jhGFhIstOiMXBx9pXfaiPU3nfeapKrInEsV+r4joNpUSgBRpW8DNPMQ9X2Z1/5rS2rNO15XUxRMFlOM8402U/Sn33lt9oxANCWv+ULKYolDjU+uY0Uq9XrpNuie7+fRI7XXgtRJDnp89OZfeW3umTAISiUAKOarHXT3F0lVmHQ5Gd3IUXBpFv+s04rE+9PnFcl/wC09O/4SpK3RAKAJ7gx+8pvnb8Kh6BQAoxyoraeZKmBl7Y7+8pvO+4wLXmOF1MUTe7/qlg42U0yiAIJANz/270e/fsBeLznZl/57Y4wwNMplACjnKR1knza0Muzq4S2PtcPF04WM72PMPspPgKt61ENAF/5e72QYhHBkmgA8CVrs6/8ticM8HQKJcCoJ2mDJJcbeGl2lUC++BBzv3jSKX/j6pG9mWSYZDj7ym+Hog8Az/w7rRUXAI9jVwk8g0IJMOrJWSd2lUAbn/37BZT7/8xD//2z7OXBIarDJDuSeAA49t9krbgA+DK7SuAZFEqAcUzOVpNcbeCl2VUCAEAd8vGFJKtp5k5vAI7n75zxCE/2NSEAxqCf4jyBpjl799//z7LbCwBAlc2+8tu9cuXwlYbm5QAcXU8I4MnsKAHG4u6//0s/ybUGXtrm7Cu/67rDAADUJC9fTHHQ+znRAGi13dlXftcRBng8O0qAcVlNM1evnb/77//SdXsBAKiD2Vd+t5Wkm+SGaAC02tmyeA48hkIJMK4J2V6KYkkT9d1hAADqlJvPvvK7lSQXoxUXQJv1hAAeT6EEGKcm7yrpuL0AANTJ7Cu/W0+ymGRbNABaqSsE8HjOKAHG6u5/NPaskrXZH/6u5w4DAFDTPH01yVWRAGid52Z/+LsdYYBH2VECjFtTd5VcvvsfdpUAAFBPsz/83UqSC9GKC6BtukIAX6VQAox7AraXZKWhl7fiDgMAUONcfZikk2RTNABaw4Hu8BgKJcAkJmCDJLsNvLTe3f/4lwV3GACAGufqe7M//F03yXXRAGgFhRJ4DIUSYFL6DbymM0l6bi0AAHU3+8Pf9VO04toVDYBGOy8E8FUKJcCkJl6Dhk66tN8CAKApOfswxUrjDdEAaK67//EvdpXAl5y6d++eKAAT+kN8oZfkZgMv7crsD28P3GEAABqUu68keUskABrpwuwPbw+FAR6wowSYmLKY0MizStxdAAAalruvJnk+ybZoADSOHSXwJQolwKT1G3hN5+/+x4WuWwsAQJPM/vD2VpJukjXRAGiUBSGARymUAJOebA2S7Dfw0nruLgAADczf92Z/eLuX5EpD83gAAIUSYApOZTWnkob9Lt/9zwsdNxcAgCaa/eHtQU5lMaey3cBc3s/Pz69tP6234EsUSoBpWI1dJQAAUCuzL9/emX359mKSG6IBUGtab8GXKJQA05hg7aUoljTNirsLAEAL8vmVJBejFRcA0BAKJcC0NHFXyZm7/3lhePc/L6zc/c8LtrECANBYsy/fXk/SSbIpGgBA3Z26d++eKABTcfc/L/STXGvwJe4mGd7/zb58e8ddBwBAXg/AlG3Ovny7KwzwgEIJMM0J1UKSnSRnWnLJDxdO1ssWZAAA0ITcvptkkOSsaABU3o2yjSJQUigBpjyh6g6SXG7p5W/nkR0nQ4UTAADqnNsvpCiWLIkGQKVdn3152BcGeEChBJj2ZKqT5FORSPKgcLI++/JwKBwAANQ0x19J0k97do4D1I1CCXyJQglQhYnUIO3dVfI0m3mw22QoHAAA1CjHX0yxu+ScaABUzsXZl4frwgAPKJQAVZhEdWJXyWFs5EHhZEs4AACoeJ6/kGJnyVXRAKiUCxZkwqMUSoCqTKLWo5fxUezn0fNNFE4AAKhqrr+cYneJVlwAFTD78vCUKMCjFEqAqkyeuklui8Sx7ebRwsmOkAAAUKF8v5NkPVpxAUzb7uzLw44wwKMUSoAqTZ6GSc6LxGgSnyicAABQvZy/n+SaSABMzcbsy8NlYYBHKZQAVZo09ZLcFImx2M6jhZM9IQEAYEp5fzfF7hKtuAAm7/rsy8O+MMCjFEqAqk2adpKcFYmx+6JwMvvycF04AACYcN6/kOLcEucUAkyWg9zhMRRKgKpNmFaSvCUSE7eZB4UTCRMAAPJ/gObZn315uCAM8FUKJUDFJkrnF5LsxDb8adtM0Q5hOPvy5pZwAAAwxjnAYordJQ56BxivtdmXN3vCAF+lUAJUcaK0muSqSFTGfh4530ThBACAkc8BFpKsJrksGgBjc2X25c2BMMBXKZQAVZwkdZJ8KhKVtZ9yt0mKwsmOkAAAMKK5wHKK3SV2mAOMfi7fmX15c08o4KsUSoCqTpAGsZqsLnbz6I6THSEBAOAEc4FOioU5WnEBjI62W/AUCiVAJX32/53vJrktErW0nYcKJzM/sFoFAIBjzQn6Sa6JBMBIXJj5weZQGODxFEqAKk+MtmIVWRN8UTiZ+cHmunAAAHCEOUE3xe4SrbgATjAvn/nB5qIwwJMplABVnhT1ktwUicbZzIPCyVA4AAB4xrxgIcW5JUuiAXAsV2Z+4BB3eBqFEqDqk6K9WD3WdJspD4ef+cHmlnAAAPCEucFKkr75AcCR7M78YLMjDPB0CiVA1SdDq0muikRr7OfR800UTgAAeHh+sJhid4kWvQCHYzcJHIJCCVD1iVAnyaci0Vr3Cyf3d5zsCAkAQOvnCAspdpZYUAXwdHaTwCEplAA1mAj97/XoR0yZ5OWRHSe/3xGSpz473fK/7JS/JxmW/9wRUwCgRrnOcordJVpxATzehZkf/H4oDPBsCiVAXSZAt0SCx9hNudskReFkr6XPyEKSxSTd8tdJcvYE/y+3k2yVv+HMD36vBRoAUNU8qJOiWHJeNEbixswPfr8iDFToGd854dymzTZmfvD7ZWGAw1EoASRHNMl2Ht1xstfgZ6KTZLn8jfvDwH4eFKTW21qQAgAqnRv1k1wTiZHl1D2LZajIs91NclskjjWH65i7weEplAAmPjTZZh4UTYYNeA4WkvTK3zQPMF1LUTBZN8QAgArlSt0Uu0sssDq5/ST9mR/8flUoqMCzvRpnEh3VRfM1OBqFEqAeidH//d+dONSdk7tfOFmf+X59VsiV47+f5HLF/qPtJllNMpj5vpVKAEAl8qaFFMUSZxyOxkaSnlyPCjzbW5nuYrE6WZv5/u97wgBHo1AC1Ckxcqg7o7Sfh9t0VbBwUuECyeNiuZpk1SQaAKhIHtUr8xMHvY8m11ue+b4DoZnqM71Yzt0800+3naRrXgZHp1AC1Ckxcqg7454ADlOexTHz/d/vTHGsL5QT+8s1jGF/5vtaNAAAlZg/LKbYXWIV+mjcmPm+g97xTaDi87FunbonQJUolAB1S4z2YgUJk7GbR3ec7ExojK+k2EVS53G+nWTFqkMAoCJzCOcbjDbP6/kQyxSf516SmyLxWM97NuH4FEoAkxw4nN2Uu01SFE72Rjy2OylWPJ5vUMysOgQAqjKP6Ja5nEVXJ2cXMdN+ngep3+77cbsy8/3fD4QBjk+hBKhbQrSY5G8iQQVs59EdJ3snGNe9NLeHtlWHAEBV5hILKYol50VjJBz0zjSf50EUS+5TJIERUCgB6pgQbUWfYapnMw+KJsMjTNbreBbJUe2naMUleQcAqjCfWEnylkiMLM9z0DvTepYHUSxRJIERUSgBTGxgPJ5aOCmLJMO0q+inFRcAUJU5hYPeR5znpWjHZXcJk36W29yeW5EERkihBKhjIrSQ5H9EghrZz0Ntusr/2XqSsy2MxdrM93/fMyQAgIrMK9qwu3dStFxlWs9yL+064H0/SdezBqOlUALUNBH65/UkSyIBtVT2s/6DFYcAQBXmFsspdpc46H003pz5/h8c9M6kn+NuisVoTX+Ot5Msz3z/DzvuOozW14QAqKl1IYDaWkoy/Oz//vOCUAAA0zbz/T+sJ1lM0TqVk3vrs//7z3I9Jv0cD5N0Gv4c30jSVSSB8bCjBKilMunWfgvqbW3m+3/oCQMAUKF5Rj/JNZEYif0Uu4gtcsNz7FmCylMoAeqc/Gi/BfWnWAIAVG2esZj2nic3DuVB79quMtHnuJOipd75us+Xkqx4fmD8FEqA+iY+t/65l3Yd2AZN9ebMRX2sAYBKzTUWUnxktTBrNIqD3i/+weHTTPpZ7iXpp36Fz80k/ZmLfxi6izAZCiVA3ZOevTh0EZrggkkAAFDB+UYvyao5x8hYIMO0nuV+kpUaPMu7SVZmLmqzBZOmUALUPdnRfguaYT9JZ+aiLeUAQOXmHJ0UrbjOicZIbKbYXbIjFEzhee6lmjtM7CCBKVMoAZqQ5Gi/BQ2ZNM9c/ENXGACAis49+nHQ+6gUh1NbNc/0nudukl6Sy1N+DgZJVhUOYfoUSoC6JzcLSf5HJKAxtGMAAKo8/+im+LDpoPfRKA6qtquY6T3TC0mWk3TLf467Ndduih1qQ4VCqBaFEqAJiY32W9Ac+0kWragCACo8/3DQ+2jtJll20DsVeb4XUxRNFsvfSVvubSbZKn9D8xyoLoUSoAGJzDdWkrwlEtAYGzMX/7gsDABADeYh/TjofVSuz1z8Y18YqOCzvphkIUmn/D3NVpK9JDszF/+4I3pQHwolQBOSlk6ST0UCGuXCzMU/DoUBAKj4XGQxxe4SB72PRnnQuw/MAEzW14QAqLsyid4WCWiUvhAAADWYi2zNXPzjYpIbojES55NsfXbrGz2hAGCSFEqAphgKATRrkvzZrW90hQEAqIOZi39cSXIhxXlrnMyZJDc/u/WN9c9ufWNBOACYBIUSoCnWhQAapy8EAEBdlG1DO0k2RGMkllLsLumW7ZYBYGycUQI0xme3vuGFBs3jrBIAoI5zEwe9j9bmzMU/doUBgHGxowRoVPIsBNA4PSEAAOpm5uIfV5N04yzFUTn/2a1vbH126xuLQgHAOCiUAE0yFAJonMt6UwMAdeSg95E7l2RY7tYBgJFSKAGaZCgE0EjLQgAA1JWD3kfqTJK3HPQOwKgplABNmoAMRQEaqScEAEAD5iqdOOh9VJaS7Hx26xsW1AAwEg5zBxrls1v/NExyXiSgcf5u5uIne8IAADRgzrKS5C2RGJkbSfpyRQBOwo4SoGm2hAAayWpBAKARZi5+sprk+TjofVSuJhl+duufHPQOwLEplABNs9PCa95NciXFSiqTLZqqKwQAQFPMXPxkq8xvHPQ+GueS/O2zW//UFwoAjkPrLaBRPrv1T90kt1t46WszFz/plTFYSLH6vlv+zhoZNMDuzMVPOsIAADRwDrOcZJDioHJObjNJb+biJztCAcBhKZQAzZpkrLe2UJIkazPLRbHkSzHp5EHRpBuFE+rruZllE14AoJHzmIUk63He4qjsJ+nNLH+yLhQAHIZCCdC0CUY37S2UJE8olnwpRp08uuPEyjXq4sLM8idDYQAAGjyfcdD7aG2kKJg46B2Ap1IoAZo2seim3YWSJHlzZvmT1SPEbDGP7jhROKGqrs8sf9IXBgCg4XOaxRStuM6JxkjspiiWDIUCgCdRKAGaNqnoRqEkSa7MLH8yOEEM7/9s/adKnrljCgCgIfOahST9JFdFY2QsugHgiRRKgKZNKPpJrolEkhMUS74U026KoslyrGpjujZnlj/pCgMA0KL5jYPeR2s7xe6SLaEA4GFfEwKAxrpZbts/kZnlT4Yzy5/0Z5Y/WUzyd0kuJrlRTjJgkjpCAAC0SXkYeSfFWRuc3Lkkw/IsGAD4gh0lQKN8tv6P/dhR8rD9JN2Z5T9tjSneC3mw26Sb5KyQM96PBX86JQoAQEvnOisp2nHZXTIa5UHvf3LQOwAKJUDjJg/9KJR82ViLJV+KfyePHgyvcMJIKZQAAC2f7zjoffRzpd7M8p/WhQKg3RRKgKZNHPpRKHmc3SSLk14tVRZO7u826cbqN05IoQQAIPls/R9X46D3UbqRpG93CUB7KZQATZsw9KNQ8iTbKXaW7E3x/izm0R0nCicciUIJAMAXuXU3ybqcemR2kyxPYic+ANWjUAI0a7KwoVDyDEWxZKkaK6U+2/jHbh4UTc67PTzLzJJCCQDAQ/n0QopWXEuiMTLXZ5b+1BcGgHZRKAGaNlHoR6HkWTZmlv60XNH7182Dw+H1XeYrFEoAAB6bRzvofbQ2k/Rmlv60IxQA7fA1IQBonaXPNv5xUMX/YDNLfxrOLP2pP7P0p8Ukf5fkYop+wdtuGwAAPDGPXk2x4EjePBrnk2x9tvGPPaEAaAc7SoBG+WzDoYZHsDaz9Kdeje7tQh7sNukmOesWtvIjgB0lAADmRJO0kWJ3iYPeARpMoQRo2qRgGGddHEVt++9+tvGPnTx6MLzCSQsolAAAHCpX7sZB76O0n6JYsi4UAM2kUAI0bUIwjELJUV2ZWfrToAH3vpMHu026JoWNtF22ZQMA4Nn5sYPex2MzyTDJ+szSn7aEA6AZFEqAhk0G/tcwCiXHcWVm6c+Dho2FxTy640ThpAGT0pmlP3eFAQDgSHlxL8mqfHgs9lMWTZIMZ5b+vCMkAPWkUAI0bRIwjELJcV2YWfrzsMFjYzEPdpwYI/V0Y2bpzyvCAABw5Fy4k+Jj/jnRGKvdMs7DFIUT55oA1IRCCdC0CcAwPoIf136S7szSn7daMla6ebDbxJiphzdnlv68KgwAAMfOgftJronExDzUpuvP2nQBVJhCCdAonyuUnNR+ku7pliXxn2/8r4U82qbLSrtqunC6wbueAAAmlPt2U5xdclY0Jj7XGpa/9dPadAFUikIJ0LSkfxiFklEk8J3TLd4m/qXCybJJZDWcXvrzKVEAABhZvjuIg96naTcPnW9yWpsugKlSKAGalvAPo1AyCtspdpZI1otx1cmjO04UTqYwJk8v/XlRGAAARprn9uKg9yrNwe4XTYbCATBZCiVA0xL9YRRKRpmoK5Y8fpx18mC3SdfEciJunHaQOwDAuHLbgXlUpTzcpmt42vkmAGOnUAI0Lcnfi4/Wo7R5eunPXWF46pgbJLksEmPnfBIAgPHmtf046L2q7rfpGqY438RiNoARUygBmpbce6mN3trppT/3hOGJY66X5KZIjNX+6aU/LwgDAMDYc9vFJH8TicrbzoOiyVA4AE5OoQRoWmLvpTYeiiVPHnMLSf5HJIw/AICG5LeD2DFdNxvRpgvgRBRKgIYl9f+vl9r43Di99BdnRDx+3JlMjtfF00t/WRcGAICJ5LadJJ+KRG3tpzwUPsnw9NJfdoQE4CitweYAACAASURBVNkUSoCmJfVeauN15fTSXwbC8JVxt5zklkiMxe7ppb90hAEAYKL57SAWAjXF/TZdQ4uPAJ5MoQRoWkLvpTZ+iiWPH3s7Sc6KxMhdP730l74wAABMNLftxK6SptpMuePk9NJftOkCKCmUAE1L6L3UJkMrpK+OvZUkb4nEyP3d6aW/7AkDAMDE89tB7Cppuv2Uh8JHmy6g5RRKgKYl815qk0uou1YgPTL2FpLsJDkjGiOzdnrpLz1hAACYSn67mORvItEqu3n0fBMLloDWUCgBmpbMe6lNjmLJV8dfP8k1kRiZ56xqAwCYan47THJeJFprM+WOE/M+oOkUSoCmJfJeapO1n2TRx+wvxp9dJaNjNwkAwPTz226S2yJBtOkCGk6hBGhOEv+uJH5KtpN0T79kW3Y5DntJborEiSdhHWMKAKAS+e0wdpXwVbt5uHAidwdqTqEEaFIC341CybQoljw6FreSnBOJY3vz9Et/WRUGAADzLGo1J7xfNBkKB1A3CiWABJ6RJcanX/rLojAYi8YRAEDj8tth7Crh8O636RomWT/9kjZdQPUplAANSt7/oRsfp6dt7fRL/9UThuTzd/9hNclVkTiy50+/9F8OigQAMNeiOe636RomWT/90n/pRABUjkIJIHln1BRLHoxJLbiO5vrpl/6rLwwAAJXMbYexq4TR2M6DoslQOIAqUCgBmpS4d6NQUhWKJcWYXCwnAGcMiWfaPP3Sf3WFAQDAfIvW2SjnTUO7y4FpUSgBJO6My5XTL/3XwLj8h16Sm4bDU+0mWbQFHwCg8rntMHaVMP65wTAPCic7QgJMgkIJ0KSkvRuFkqpRLInzSp5hP0nXyjEAAHMueIz7bbqGp1/6r3XhAMZFoQSQtDNuiiXF+BwkuWw4fMVFEx4AgFrltcPYVcL0bCZZjzZdwIgplABNStiXk9wSicqxY8Ck8kkU0QAA6pfTdmOBGtWZa65Hm677z+ZCksXyt5CkW/6vFpKce8L/2Wb5z53yt5Vkx/ydNlIoAZqTFLz3D/0k10Sisgls9/SL7U62Pn/vHxbKJP6cIZErp19UJAEAqGleO4wFQFTPF226kgxPv9jsMxDL+eVyioJIN8nZEf9bbD4Uy6HhRdMplABNShL6USipMsWSB8nsIMlSi8OgSAIAUO+cthu7Sqi++x/615syDy3nk73yN8kFePd376yfflHrZJpJoQRoUrLej0JJ1W2nKJbsGa+tPLNkP0lPYg0A0Ih8dhi7SqjXXGSY++ebvFivNl1lcXIl1Vhwt59i8d9q3eIIT6NQAjQoUf/7fhRK6qAslvxVsaRdY3Y3yfLpF/+q1y0AQDNy2W7sKqHe85MH55tUdH76+Xt/30vSz+jbao3KWpLB6Rf/OjSkqDuFEqBJiXo/CiV1oVjyYNwup1iNc6bBl7mZokiyZ+gDADQqlx3GrhKaM0ctd5tM/6N/DQokX7aRZOX0i3/dMZSoK4USoElJej8KJXWycfrFvy4LQ/L5e3/fSVEsaeIk8/rpF//ad5cBABqZx3ZjVwnNc79N1zDJ+iQ//n/+3t8vJlmt8dzwRpK+RXLUkUIJ0KQkvR+FkrpZO/3iX3vC8MUYXkmxaqgJu0u2k/S02gIAaHwOO4xdJTTbbh4532T0RYDP3/v7hXIueLUB8SrPpvyrsympFYUSoEkJej8KJXWkWPLoOO6kWEG0VNNL2E+yahcJAEBr8tdu7CqhXbbzYLfJcATP0GKKIszZhsVpI0XBxO4SakGhBGhSgt6PQkldvXn6xb+uCsNXJpyrSc7V6D/2Woq+tBJhAIB25a7D2FVCe23kwaHwW0d8dlaSvNXg2OymOK9SpwEqT6EEaFJyvp76rsInuXL6xb8OhOEr47qXpFfxiedaij60O+4YAEArc9blJLdEAr5o0zVMseNk7wnPzEKKcyrb8g3DfJ/KUygBmpScD2MVk+SpueO7m6JgcrlCE4BBkoECCQAAn7/39ztpXusgOKn7bbqG98/sKIskw9Sre8Ao3Dj94l9XDAmqSqEEaFJiPoxCSRM8b1vuU8f5QoqCSW8KifV+it656w7mAwDgS3lqL8lNkYCn2kzSSXuLis4opbIUSoAmJebD1LtQsp9kJ+1bVfK4OHQVSw415jtJukmWy3+eGcO/zVdWQAEAwBPy053YVQI8nWIJlaRQAjQoKf/6MPUulGym+OC9k/F88K6Tsljy34olR3sGOkkWH/otlP88zHjaLcfe1kP/3Dr94n87mB0AgMPmo73YVQI829rpF/+7JwxUiUIJ0KSkfJiaF0pOv/jf3c/f+/piihX8bS+W7CZZ9KF+5M9Jt/wvd06/+N87IgIAwIjzzZ3YVQI8m2IJlfI1IQColnIXRTfFroo2O5tk+Pl7X18wKkY6voblb0c0AAAYg74QAIdw+fP3vu59QWUolABUUFksWRaJnItiCQAA1GkuM0ixOxzgWa6VLftg6hRKAKo7wRgmuSISOZfEIeIAAFAffSEADmm1bEEOU6VQAlBh5WosxZLk/OfvfX0gDAAAUJt5jF0lwGGcSWK+z9QplADNcSrncyqp9e9Jk4xTuV77azv57/Ln7yuWAABATeZnfXMYPz+/Q/7Off7+11e9OJkmhRKAGjj9vf/uJ1kTiVz+/H2HvQEAQA3mMIPYVQIc3tXP3/96VxiYFoUSgPpMNHpRLEmSa5+/77A3AACogb4QAEdgVwlTo1ACUB1bz/oXlMWSDaHKTcUSAACoNrtKgCM69/n7X18RBqZBoQSgOvYO+a/r/f/t3U1uG9m5BuDXF0FNpazA6hVIPeDYzLwAq1dgegVXvYKmVxD1CkyvIDLAedPjGoRaQaQVXGnKie+gSm2n/2xZrGL9PA/QSC4ukO56WU7O4cvvnCTX4spbY7kAANB7y5E+132SH+OHbLD3/87YrWfHYqBrihKAgSnK6i7JPMqSJLnarWdnYgAAgN7uX1YZ51TJUZK7oqzOi7J6luQfSd7Yp8Fe/myZKqFzihKAYW42HsqSqY+xHyXZKEsAAKDXlmN/rqKsNkVZLYuyOkvy9yQ/pL5j0tFj8HgXpkromqIEYKCasuQ89cj3lD2UJRZRAADQz73LKuMsDJ7/0d2JRVndFWV1VZTVoiirkyTf5dMxXffeCPiqfb6pEjqlKAEY9oZjm3qyRFmiLAEAgD5bTvW5irK6Kcrqsjmm6zifjun64LWAP7UQAV169vHjRykAg9d8Qf5/A3+MN0VZLb/x+c+S/NubkOsk82baBgAA6Ne+7SbJ8xE+2utmauZb97Lz5q/zkeYD3+qHoqyuxEAXTJQAYzHpOyqayZLXXoOcJtmIAQAAemnpuX63l3s4puvis2O6XscxXZCYKqFDihKAkWh+waQsSU5369lKDAAA0Ms9y2TuKvnGjG6Kslp9dkzX93FMF9P10hHbdEVRAjC+jcePksgrZQkAAPTS0nM9ao+3LcpqWZTVvCirZ0l+SPJz6mOHYQrORUAXFCUA/bHZ00L6Msk7cebVbj27FAMAAPRH8+OuMR4ptbepki/k93BM11k+HdP1Lo7pYrwUJXRCUQIwzs3HIsqSJPnfLjYrAADAo4z1B00XHe/7Ho7pWnx2TNePcUwX4/JSBHRBUQIwUsqSX71VlgAAQK9cZpwTEKe79Wx+wD3gtiirS8d0MTaH/HPFdChKAMbtwqI4SV2WGNcFAIAeKMrqLuOdKln2KOfPj+n6ez4d03XrLWRg5iKgbYoSgPFvQOZRliTJareenYkBAAB6YaxTJS/6+Ov3oqzuPjum6ySfjul671VkAOzlaZ2iBGDklCW/OkqyUZYAAEBv9immSg6X/8MxXefNMV3/iGO66C/7eFqnKAH8j+Z0NiGLjPMXW4/xUJaceCsAAODgTJX0Z8+4+c0xXT/EMV30x3MR0DZFCTAWxyL44sJ3m3qyRFmSXO3WM+8MAAAcdo9iqqSnn0tzv8nDMV3f5dMxXffeXA7Bhe60TVECMK2NiLKkdpp6skRZAgAAh2WqpP/7yJvPjuk6Tn1M15s4pgsYEUUJQH/cdbTI3Sa5ELeyBAAADs1UySA/s01RVsvfHNP1cxzTRbvmIqBNihKA/iw2tx3+vVZJXks9pyPelAEAwFCYKhnuPvbhmK6Lz47peh3HdAEDoygBmChlya9e7dazlRgAAOBgexNTJeP5LG+Kslp9dkzX96mP6frgTQf6TFECMO0NySr1iPTUKUsAAOCwTJWMc8+5bY7pmscxXUCPKUoAJq4oq4sk7ySRV7v1bCEGAAA4yL7EVMkEPuM/OabrXRzTBRyYogSAFGW1iLIkSd4qSwAA4GBMlUxrH/pwTNfis2O6foxjuoADUJQA8LBIXSS5loSyBAAADrQnMVUy7c9/W5TVZVFW86KsnuXTMV32qUDrFCXAWMxFsLccLUKTy916diYGAADofi0eUyUk+eyYrrP89zFd7jcB9k5RAsDnC9G7KEuS5CjJRlkCAAAH2ZOYKuG378Xnx3Sd5NMxXe+lA+yDogSAP9qYnMdlesoSAAA4DFMlfGnf+nBM13lzTNc/4piusbsTAW1SlAD0Q68Wc0VZ3aSeLFGWJKvdenbsFQUAgM72I6ZKeOw7s/nsmK6/xzFdY7QVAW1SlAD0Q+9+GVGU1TbKkiQ5TT1ZoiwBAIDumCrhW/eyd785puu7fDqm615Cg2WihFYpSgD4qwXmNslCEsoSAADoeC9iqoR9vUs3nx3TdZz6mK43cUzX0D5HEyW0SlECwJcWI1epx5an7jTJSgwAANCZsRYlpkoOu8fdFGW1/OyYrh/imK6+U2rROkUJAF+zkFxFWZIkL3fr2UoMAADQyT7kLvUX2GO09An34x0ryurqN8d0vY5juvrGNAmtU5QA8LULyFXq8eSpe6UsAQCAzixH+lwvduvZiY+3d/vem+Z+k4djur5v9sEfpHNQihJapygBxsLdEd0sGpcZ7y+6HuPVbj27EAMAALS+B7mJqRIO9/5tm2O65vl0TNfPcUxX1zYioG3PPn78KAVg8Hbr2dD/y+xDs/AaSt6rJK+8eXndTNoAAADt7T9OkvxnpI/3XVMGMbz38jzJvyTRuvtmugdaZaIEgEcrymoRo8dJ8na3ni3EAAAAre4/bmKqhP69l1dS6ISc6YSiBIBvdZ7kWgx5u1vPzsQAAACtWo70uV65q2TQ3ougdYoSOqEoAeiHzdD+gYuyuksyj7IkSTbKEgAAaHX/cRNTJfSPL/HbdW9yh64oSgB4ymbloSy5n3gUR1GWAABA25YjfS5TJcPdE6/sh1ulJKEzihIAnrowVJbUHsoSl8wBAEA7e4+bmCqhf3yZ355LEdAVRQkA+9iwbKMsSZQlAADQtuVIn8tUiXeS/3bdfNcAnVCUALAXzQLmXBI5jbIEAADa2nfcxFQJ/XsnP0hi70yT0ClFCQD7XCBukryWRE5j/BoAANqyHOlzmSrxTlK7be5/gc4oSoDBc4F2vzSLGWVJ8mK3nlnYAQDA/vccNzFVQr/eyU1MlfhzwKApSoAxcMRR/xaJqyQ/SiKvlCUAANCK5Yj3ECc+Xu/khF2bJuEQFCUAtKIoq8uM91dej93oWDADAMB+9xs3MVVCv97JjT3wXlyIgENQlAD0w91IF4oLC8UkyU+79WwhBgAA2KvlSJ/LVMlwXSS5F8M3e98UTtA5RQlAP2zH+mBNWfLeR5y3yhIAANjrXuMmpkro1zt557P7ZvdJ7Jk5GEUJAF1YJLkWQ97u1rO5GAAAYG+WI30uUyUD1RxD7WL3x1s0RRMchKIEgC4WindJ5lGWJMnVbj07EwMAAOxlr3ETUyX0z3kcwfUY74qyuhIDh6QoAaCrDcxDWXI78SiOkmyUJQAAsDfLkT6XqZJh738Xkvgq13GBOz2gKAGg68WiX9Z8KktsegAA4On7jJuYKqF/7+VVkjeS+Ev3ceQWPaEoAaDrxeI29WSJsqQ+huvYWwEAAE+2HOlzmSoZ9v53mfGWePtw3nxHAAenKAHGYC6CwS0Wtz63JMlp6skSZQkAADxtj3GT8V6gvfQJD/rdXMR9nX/kdVFWGzHQF38TAQAHWixud+vZ6yRvJx7FQ1nycCbrcZLf3l9y0/yVJDfNJhAAAPhvyyS/jPC5Xu3WswvHEw3aPMmm2f9RlyQrMdAnihIADqYoq9VuPUuUJaeP2dA1md2mLk82zV9bGycAACa+v9js1rMPSV6M8PEuYrJkyO/m3W49m0dZkihJ6ClHbwH0w2TP5GwWSK+9Ao/2vNkA/pS6ZPm/3Xq23a1ny916diYeAAAmajnS57pwZO/g9753qSdLPkw4BiUJvaUoAejPgmnKz7+KC+724TR1cfLv3Xp205QmJ2IBAGBCe4tNxvlF9FHqqRIGvvcvymo+wf3vfZIflCT0maIEgL4sGBdRluzT89SlyX9269lVM+YNAABTsBzpc5kqGdf+98eJPO51knlRVlc+efpMUQJA3xaLypL9e5nkl916tlGYAAAwgX3FJqZK6P97epnk+9T3T47V+9QlydYnTt8pSgDom4vUvzhh/15EYQIAwDQsx7pfMlUyHk2BcJa6UBiT+9T3kZxP/ahxhkNRAkDfFooPF9wpS9rzUJisbLIAABjpvmITUyUMZA9clNV5kh8yjumS90nO3EfC0ChKgDHwRe8IF4pRlnThVZKb3Xp2LgoAAEZoOdLnMlUyzn3wVerpkjcDfYTbJP9opkhufKIMjaIEGIMzEYxykXiXZJF6ZJf2HCX5l+kSAABGuKfYxFQJA9sHF2W1TPJdhnN/523qY7ZOmj9zMEiKEgD6vEjcpp4sUZa071WSzW49UzwCADAmy5E+l6mSce+Fb4qyWuRTYdLHPfHnBcnKp8bQPfv48aMUgEHbrWeb1HcuDHkR9Mwn+Zef8VmSTepfTtGu+yTnfgkEAIA9Y+9dJ7lKsk2ycWn2qN/h49QnLiySnB74H+ddkpU9I2OjKAEseg/vQ1FWc5/kFz/n8yT/kkRnXvtVEAAAI9lLzJP8MoFHvU79A7NVM53PON/nk9SFyXm6KU3um/fqKsmVQo6xUpQAY1gkbKIomcpnvUjyVhKdUZYAAGDfOEy3SVapS5Mbb8Bo3+vj1MdVz1Pf3/piT+/ONp8mlTaSZgoUJYAF7+EpSh73eS+iLOmSsgQAgDHsI+aZxlTJH3FU0rTe9ZMkJ6mLk4d7bD7/9w+2Se5+8++3JkaYKkUJMIZFwCaKkql95pdJ/lcSnVGWAABg7zh8H5IsFSYAv/c/IgBgaIqyukj9qyi68baZ5AEAgCFbTvz5XyT5ZbeebZqpAwAaihIABqkoq0WUJV263K1nZ2IAAGDAe4hN6qmKqXuR5D+79WzZ3HEBMHmKEmAMfHk73Y3OIsm1JDpxlOTKRgoAgIFbiuBXPyXZ+kEUgKIEGIcjEUzaPMqSrjxPciUGAACGylTJH67x/71bz5aiAKZMUQLA0Dc6d1GWdOnFbj27EAMAAAO2FMHv/NTcXWKCHJgkRQnA4d2J4GmasuQ8yb00OvFP4/kAAAx4/7BJciuJ33kRR3EBE6UoATi8rQj2stm5ST1ZoizpxqUIAAAYsKUI/tDzJBtlCTA1ihIARqMoq22UJV15sVvPFmIAAGCge4dVTJX8maPUZclcFMBUKEoAGNuGZ5v6GC7ad+kMYwAABmwpgj91lOQXZQkwFYoSAEanOXP4tSQ62Ty52B0AgKHuG1YxVfIlV47hAqZAUQLAmDc9ypL2XZgqAQBgwJYi+EsPx3ApS4BRU5QAMFpNWfJGEq1vnEyVAAAw5D2DqZIvr/mv/EAKGDNFCTBozkvlKzY+yyTvJNEqRQkAAEN2KYIvep7kSgzAWClKABi9oqwWUZa06Wi3ni3EAADA0DRTEktJfJUXu/VMVsAoKUoAmISmLLmWRGtMlQAAMERXqY+W4uv85GQHYIwUJQCHtxVB+5pfip1IojWnu/VMvgAADGmPcJHkhSQebeW+EmBsFCUAh3cngk6cxy/FusgYAAB6z5FbT/I8JsqBkVGUADAVvsRv30IEAAAMxGX8kOopfjJRDoyJogSAqZiLoHWO3wIAoPeaOzZeSeLJViIAxkJRAsBUNkJ+LdaNuQgAAOi5pQj24oWL3YGxUJQAMAUW77IGAICHH1G5wH1/liIAxkBRAgzdsQj4CnMRyBoAAOKL/X0zVQKMgqIEGLozEeA96ZXnu/VMgQkAQO/s1rOzmCZpw4UIgKFTlAAw9s3QSdxP0jXFFAAAfeQL/Xa8bPZdAIOlKAFg7CzYu6coAQCgV5qp51eSaM1CBMCQKUoADqwoq40UWuVL++45egsAgL45F0GrFiIAhkxRAsDY+dK+e8opAAD6RlHSrufNHTAAg6QoAWDsTkTQOeUUAAC90Ry79VISrVuIABgqRQkAY3ciAgAAmDTTJN2YiwAYKkUJAAAAAGM2F0EnTnfr2YkYgCFSlAAA+2ZzBABAn8xF0Bn3lACDpCgBLMKAfXsuAgAA+qCZcLA+7c5cBMAQKUqAoXNpNPTPtQgAAOiJExF0yo8ZgUFSlAAA+3YnAgAAemIugk4pSoBBUpQAHNa9CAAAAFpzIoJOHe3WMyc/AIOjKAE4rK0IZAwAALTmRASdM1UCDI6iBICxcwxU925EAABAT5yIAIAvUZQAMHaKku7diAAAgJ54LoLOzUUADI2iBICxc/RW925EAAAAAAyFogSAsVOUdO9GBAAAAMBQKEoAGLWirO6S3Eui08w3UgAAAACG4m8iAIZot54dJ7lM8kIafIVNkpdi6MS1CAAAAIAhMVECDM5uPTtPfbTPqxE8zsluPTvxqbbO8Vvd2YgAAAAAGBJFCTAYu/XseLeeXSX5V5KjkTzW8yTb3Xp24RNu1ZUIOrMRAQAAADAkihJgEHbr2VnqKZIxHp90lOSfu/XsqjlSjD0rymob95R0ZSMCAAAAYEgUJUDv7dazRZJ/ZzxTJH/mZZJNUwqxf6ZK2vehKKs7MQAAwKTdiAAYGkUJ0Gu79WyV5O2EHvk0ypK2KEpkDADA9HwQQeduRAAMjaIE6K2mJHk1wUc/Sl2WLLwF+1OU1VUcv9W2lQgAAGDyTJkDg6MoAXppwiXJg6Mkb5Ule2fioT3vHbsFAEAPbUTQreaOSIBBUZQAvaMk+S/Kkv26FEFrViIAAKCHbkTQqWsRAEOkKAF6RUnyhy7dWbIfzS+bnFG8f7fN0WYAANA3NyKQN8CXKEqA3titZ8soSf7Iw50lypL9WIpApgAATENRVhspdErewCApSoBe2K1n50l+ksSfOkqy2q1nx6LYy0bJVMn+3BZltRIDAAA9Zv3fHfeTAIOkKAEOrpmUWEnii07ltDdLEcgSAIDJ2IigE/cmeIChUpQAfbBKPTHBl73crWcXYngaUyV7Y5oEAIAhcJ9eNzYiAIZKUQIcVHMvyakkHmW5W89OxPBkCqenW4gAAIC+K8pqm+ReEq1TSAGDpSgBDqY5csu9JI93FEdw7Wuz9EYS3+y9sXoAAAbEl/gyBvhTihLgkFYi+GYvHMG1F5dJbsXwaPcxTQIAgP0nn7wvyupODMBQKUqAg9itZ4s4cuuplrv17FgM365ZyJ9L4tEWNkEAAAxs7b+JH0m1aSUCYMgUJUDnmi/3LyXxZEdxz8Y+NkzbJD9K4qv9XJSVkXoAAIbIPrQdt/YIwNApSoBDuEj9JT9P95OL3Z+uKKvLJO8l8UXXRVkp5wAAGKpVXOreVq4Ag6YoATrVTJP4onW/liLYi0WSazH8qfskczEAADBUzfGxpkr2v0+QKTB4ihKga4uYJtm3c3eV7G3TdB6/MPuzzc/cvSQAAIzApTX/fvO0TwDGQFECdM00yf4dpS6geKKirG5ST03YOH3yUJJsRQEAwAjW/KZK9rtXkCUwCooSoDO79ew8yXNJtEIBtb+N0zbKks83PkoSAADGxlTJfixNkwBjoSgBurQQQWue79azuRj2Q1mSREkCAMB41/t38WOzp7ouyso0CTAaihKgE80dGi8l0aqFCPa6eXooS6Z4wbuSBACAsa/3V0k+SOKbKZqAUVGUAF05F4GMB7h5mmJZcp3kTEkCAMAELOIIrm/xc1FWGzEAY6IoAbriS/z2HTl+a/+Ksroryuosyc8TeNx3qSdJbnzyAABMYK1/k2QpiUe5lhkwRooSoCtzEXRCIdXeJuoiyQ8Z5y/O7pO8Lspq4TJGAAAmts6/TPJeEl+9b7BnAEZJUQK0breenSU5kkQn5iJodRN1leRkZBupD6mP2lr5hAEAmKhFpnk34WNdOKIXGCtFCdCFuQg6cyqCdjVHcZ2nni65HfCjPEyROGoLAIDJr/HjvpIv+dmPq4AxU5QAXTgTQXfcU9LZZuqqebffDHBD9SbJiY0OAAD8ur7fpv6Rn7Lk9941RxEDjJaiBOiCokTeY91M3RVltUx9HFffC5P71Je1f1eU1dK5wgAA8Lv1/TaJQuC/fSjKaiEGYOwUJUAXHAfVrRMRdL6h+rww+TH9OpLrNp8mSBaO2QIAgL9c26+SvJZEkvrelnMxAFPw7OPHj1IAWrNbz06S/EcSnfpQlNVcDAd/9+epzzk+T3LU8d/+PslVkqvmiDAAAOBx6/lFkssDrOX74l3qy9tNogOToCgB2l5czpP8IolOXRdl5fit/v05OE995nFbE1bXSTZJNsoRAADYyzr+rFljT60seee4LWBqFCVA2wvL8yT/kkS3irJ6JoXe/pk4Tn2PzDz1UV0nzf/9tZuv+yTbJHfNv26SbP3SCwAAWlm/nyVZZTpHSv9YlNWlTx6YGkUJ0PaicpnkJ0l0S1Ey6D8z8z/5fylDAADgMGv049RlycsRP+Z9kvOirDY+cWCK/iYCAOgPGxMAAOjdGv0uyfluPbtIssz4juL6kLok8cMsYLL+RwQAAAAA8NeatXACvgAABI1JREFUI6nOUhcLY3Cf+qituZIEmDpFCQAAAAB8haKsboqymid5nbpoGKp3SU7cRwJQU5QAAAAAwCMUZbVKcpLkTYZVmHxI8o+irBamSAA+UZQAAAAAwCMVZXVXlNUywyhMHgqSuXsRAX5PUQIAAAAA3+g3hcmPSW578o92n/qIre8VJAB/7W8iAFpmlBcAAIDRa46yukxyuVvPzpIskpwned7xP8r7JFdJrhyvBfB1nn38+FEKQGt269k8yS+S6NR9UVbHYgAAAOjFvvgsdWEyT/Kihb/FbZJN6nJkoxwBeDwTJQDjsxUBAABAPxRltf18n9YUJ2epj+o6S3Lc/OvRF/6jrlOf2rBt/nWTZKsYAXg6EyVA63brmf+i6db7oqzOxQAAAAAAX+Yyd6AL9yLolIkSAAAAAPhKihKgC764lzcAAAAA9JKiBOjCRgSdUpQAAAAAwFdSlABd8MV9d26LsroRAwAAAAB8HUUJ0IWNCDqjlAIAAACAR1CUAK0ryuouybUkOnElAgAAAAD4eooSoCu+wO/GRgQAAAAA8PUUJUBXFCXtu3Y/CQAAAAA8jqIE6ERRVtskt5Jo1UoEAAAAAPA4ihKgS5ciaNVKBAAAAADwOIoSoEuO32rPu6Ks7sQAAAAAAI+jKAE609yf8U4SrViJAAAAAAAeT1ECdG0lgr27LspqIwYAAAAAeDxFCdCp5gv9D5LYK3e/AAAAAMA3UpQAh7AUwd5cF2W1EgMAAAAAfBtFCdC5ZqrkvST24kIEAAAAAPDtFCXAofiC/+k+uJsEAAAAAJ5GUQIcRFFWN0neSOKb3SdZiAEAAAAAnkZRAhxMUVbLJNeS+CaXTdkEAAAAADyBogQ4tIUIHu1DUzIBAAAAAE+kKAEOqiirbRzB9RiO3AIAAACAPXr28eNHKQAHt1vPNkleSOKLfijK6koMAAAAALAfJkqAvjiP+0q+5I2SBAAAAAD2y0QJ0Bu79ewsySbJkTR+511RVgsxAAAAAMB+KUqAXlGW/KHroqzOxAAAAAAA++foLaBXmsvd56kvLac+jmwuBgAAAABoh6IE6B1lya+uk8yLsrrzVgAAAABAOxQlQC8pS/I+ShIAAAAAaJ07SoBea+4sWSU5ndBju7gdAAAAADqiKAF6b7eeHSe5SvJiAo/7uiirlU8dAAAAALqhKAEGY7eeLZP8NNLHu01y3hw5BgAAAAB0xB0lwGAUZbVM8n3qUmFMfk5ypiQBAAAAgO6ZKAEGpzmK6yLDny65TbIoymrjUwUAAACAw1CUAIO1W89OUl/0PrS7S+6TXDYTMgAAAADAASlKgMHbrWfzJMv0vzC5T3KZuiS588kBAAAAwOEpSoDRaAqTiyQve/aPpiABAAAAgJ5SlACj0xzJtWj+en7Af5T3Sa6Kslr5VAAAAACgnxQlwKjt1rOz1IXJPMlpB3/L90muUhckpkcAAAAAoOcUJcBkNJMmZ6lLk7Pmr6Mn/EfeJtk2f22KstpIGQAAAACGRVECTNpuPTtOXZgkdYHyV+5SlyJ3RVltpQcAAAAAw/f/LIf7x8woKi4AAAAASUVORK5CYII=" + +const logoSteel = "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HpGkWkwxGg1OjltyD/SgLt873Fu6YoAQwkdpdF0aDUzN6HACAFo/tu0lG8fF4p62m+ug71BR7er9PpQpL+vHBuimWUwWLw4bec/0ISK531LOQOyUoASbpZV9KCa6DbVnBAgAA143phSQ7bzHVR15lfSfv/u/HB+wmWUtVsmo4GpxamfB7ayrXdjC5v657Jo4Gp3qagTslKAEm7cW/UsCkajVJ15ZQAABaNp4XkuysVpUNavlvoZ/qg/bdWqMxFlIFJvMTdi9NJ5mOM3Fu5Z7R4NSSZuBOCUqASRtQTie5VMClnhsNTg30OAAALRnHC0l2joCkub+LXqodJge0RmOsJZmv/0a7vcCxXkDaSxWOTHum3pby5oyNoASYxMHkfJJDBVyqVQ8AALRh/N5JshQf9MZNQNKe30gvApMm/w5H9TNuadwlujYEI936n+6RzXOAO2MlKAEmbxB5rpgSXMujs6e6ehwAgIaP3UdRYmicqoDkrICkhb+XXqqSXIe0RmOtpQ5NklxJ9e1ipf7vXRmd/exiyN65l7tJpur/cipVILL+z24EzHfi8Oiss5oYH0EJMKkDyJkk5wu41JOjs6dm9TgAAA0cswtJxktAUs5vp5Nqh4lzJ2B7FkZnT01rBsZJUAJM8uBxlPZvO11L0h2dHe/2XQAA2OGxupBkfAQk5f6OOhGYwFZVJbfOKrnFeP2DJgAmWL9+AbbZ/iRDXQ0AQFMIScZmMcnB0dlTPSFJmUZnT62Mzp7qJ/likjktApvSF5KwE+woASZ9EjZIcraASz06OntqqMcBAGjAGH0+zli4E8tJZoQj3OC31YkdJnArF0ZnT81oBnaCoASYeAf//adLaf9qtbUkncsvPGVVBAAAkzw2H8ZH3O1aTTK4/MJTQ03BbX5nnQhM4HrLSXq+m7BTlN4CmqBfwDUqwQUAwEQTkmzbWpKjl194qiMkYTMuv/DUyuUXnupHSS7Y+BztC0nYSXaUAE2ZlA1SRgmuw5dfeGpejwMAMGHj8WGEJFu1lmQ2yayPe9zh768TO0wo21FBMztNUAI0ZWA4lWQpyV0tv9TVJF0TKQAAJmgs3k9yUUtsyYVUZbaM6xnnb7ETgQnlmat3WMGOEpQATRoU9pJcLmFSdfmFpxxOBgDAJIzB+xGSbMVCkpnLLzy1oinYwd9lJwITyrB8+YWnupqB3SAoAZo2IJxNcqKES738wlMjPQ4AwB6OvfsRkmzWcqqAxBie3fyNdlKddXlAa9BCa0k6duaxWwQlQNMGglNJVlIdft7qiZZVEwAA7OG4u5cydnPfqdVUJbaGmoI9/r0OIjChPdaS9C6/8NSSpmC3CEqAJg4Cp5NcKuBSz11+4amBHgcAYJfH290ko7R/cdKdcFA7k/jb7UVgQjs4vJ1dJygBmjoAnE9yqIBLvccKCgAAdnGcLSS5PeeQMOm/414EJjTXycsvPDWrGdhtX9AEQEP1U0YJrtkkPd0NAMBOq887GEVIcjPOIaER6nu0JzChgeaEJOwVO0qA5k7kXvzZTJLzBVzqycvPP2mgAADATo6tp1KFJHdrjc9ZSzIwJqfBv+9+qsDkLq3BBJu7/PyTfc3AXhGUAE0f8I3S/tUxa0m6l59/ckWPAwCwA2NqIcnNzSWZufz8k84hoQ2/9X4EJkymhcvPPzmtGdhL/6AJgIbrpwoS2mx/qhJcAAAwVkKSm1pOcvDy80/2hSS0xeXnnxxefv7JTpKjSVa1CBP0vO1rBvaaHSVAGyZ3gyRnC7jUw5eff3JejwMAMMax9DDJES3xKWW2KOn3P5Nqh4lzidgry0l6AmkmgR0lQONdfv7JQf1ybbthveKvbYPzjrsYAGBPxmHDCEk2WkjSEZJQ0Fx6Nkknybm0v1IDk0dIwkT5giYA2mDfvn39JJ+0/DLXS3D129Z3X/7h+V6SwUfPnRy5mwGAvfLlH56fqsdaw4+eO3ml5dc6u2/fPiFJZTVJ31iUEtUfqQdf/uH52SQz9Z8dJuy0xSTTbX/X0ixKbwFtmuwNUkYJroNtmsTVHySWUh0ouBiBCQCwN2OS9RI0g4+eOznb8mvtJ7mo15MkF+o+97EOrs3PZgqZW7M35j567mRfMzBpBCVA2wZ06x/c22w1SbdNk7kv//D8dJJLG/6t5SSzHz13cujOBgB2eBzSTxWQ3JVk4aPnTk4XcL1CkspR40246bOiUz8b7TxjnIQkTCxBCdC2wVwvyeUCLvXcR8+dHLSs70ZJDlz3b6+mWuFnAgsA7MS4cbBh/NG6xSgFj5U3Q0gCm3tudCIwYTxOtn3HJs0mKAHaOJCbTXKigEu956PnTi61qN+6ufk5M2upzmeZVRYBABjDmGM2n1+g0aqx1U2uexRnDyRCEtjOM6QTgQmeu7SYoARo4wBuKslKAZPA5Y+eO9ltWd8NbzPwXg9Mhh89d3LF3Q4AbGGc0cnNP/K1epWrkOQzfKyDO3+e3ChshpvN4XttXohAewhKgLYO3q4/86KtWjWp32LINZeqLNeKOx4AuMX4opNbr4Je/Oi5k70WX38p5/htxoWPnjs5oxlgLM+WXj5bvhCut5xk2pydphCUAG0euM0nOdTyy1xLVUt7pUX9Nkhydgv/kcVUgcnIXQ8AbBhTTCWZqf/232Is1Wlrac+6DUZJ7nZHOEAYdug504vAhBs8c5PMKJ1NkwhKgDYP2DqpVs+1vcRA61ZBfvmH51ey9VWPy6nOMBm6+wGg6DHgZgKSdQfbvNjiyz88vxQhSSIkgd143vQiMKFagDBjXk4TCUqAtg/WZpKcL+BSD3/03Mn5lg2yL2/zP76aZBgHvwNAaeO+rQQkSXLuo+dODlrcHsM4dDkRksBezOUGEZiUaDlJ33kkNJWgBChhoDYqYJDWurIRY+i3tSTzcY4JALR9rLfVgCRJlj967mS3xW0yjJAkEZLAXj6HplMd+u58pDJcqOfeFivSWF/QBEDr7dvXT/L3ll/l/lS7KKb122fa5EiSI1/+j9mFJLMf/WBm5AcBAO3w5f+YrQKSffu2EpAk1WKK6Ra3y0z27ROSJAsf/WCmrxlgb9QVD+a//B+z/VQ7TAQm7bSapG+uTRvYUQKUMpEeZGsHhDfVwTYNUL78H7OzSU6M8X9ldY7JD2aGfhUA0NjxwXZ2kGx0+KMfzMy3tG36SS66S7KcpPfRD2asbIbJej4NIjBpk2oXiWctLSEoAUoamJVwmOVqkm5bBir1h5CVbO8jyK2spdoGPvzoBzMrfh0A0JhxwZ0EJEly4aMfzMy0tH2mk1xypwhJYMKfVf0ITJrOLhJaSVAClDQg62X7B4Q3Sas+AOzCysi5VIGJQR4ATOZYYBwBSZIsf/SDmW5L26ibZJTxLy5pGiEJNGue149D35vmXKoqDZ6ztI6gBChtMDbuUk6T6p6PfjCz1KJ+243dQMpyAcBkvf/HFZAk1W7SXpvGRxvaSUhybSwnJIHmPcN6qXaYCEwm22KqXSQrmoK2EpQARflKNeFeSvu3+S5/2KIVk1/Z3d1Aa0mGSWY/NAgEgL1473dShSP9jO/j/9EPW7gYoh7bjtL+8rKbGb91jd2g8XO+QQQmk2Y5ycyHKjBQAEEJUOoArIQSXOc+/MHMoEX9Np/k0C7/n11IMvywpQe+AsCEves7qT6SHRnz/+q5D38w029hewlJKmtJeh+2cLcQFDxf7+/Au4CtWU0y+FDFBQoiKAFKHXztxUf3vZg0tmZlXf3x5O97OEicTRWaKOcAAON9x3dT7SDZiY9iq/V46EoL262E8exmxrtCEmjnu6GTnQnPuf17U0BCkQQlQKmDrqkkK2l/LefFD38w02tRvw2SnN3j/zfmUgUmI78kALij93ovO19m5Z42fkT/yn/MDuPjoZAEypm7j+u8Km5OQELxBCVAyQOufpKLBVxqa2pyT9gZM6upPu7M22UCAFseg81k50tGnfzwBzOzLWy/QfZ+4YgxLrBX749B2n/m6G5aTLUQ0POU4glKgLIHWv95YZT2Hxa3lqTz4fdPXGlJn/UzWQHXWpL5JLMffv+EFY0AcOP391SqmvMz2Z0PXAsffv/EdAvbcdLGQXvl6IffPzHUDFDsO6UX55jcqapSwvdPjDQFVAQlQOkDrE6qHQpt38Lbqo8FExxwLac6y2S+LcEUAIxhrDWT6oPWbo23qnNJWvYu/sp/XphOcsldJSQBPvOO6dd/dpls7v1Ynb1pvgqfIygBDK7+88JMkvMFXOrBtqwWqVcQXZ7g/xfXd5lYoQNAqeOrnTygvZgxz3XtOYr6/Cc//P6JWb8w4CZzxH6Sac/KG85NVUCA2xCUAFSDqqXsfJ3svdaq1ZVf+c8LwzRjq7VVOwCUNKbqp/pQtVc7P899+P0Tg5a1aSdl7IC+nbkPv3+i71cGbOK5OZ0qMCk1NFkPR+Y//P6JeXcEbI6gBCCfrtL7pIBLvfDh90/MtKTPppKsNGzgu5AqMDFYBaBN46jdPn/kZhY//P6JXgvbdpT2L+i5HSEJsN3naC9VYNJr+bN0uX5fDO0cge0RlACsD6B+dGGQ5GwBl3rPh8+2Y+DU4D5bzfr252dPrPj1AdDQ93AnySCTsWJ3LUnnw2dbdi7Jj4rY9Xw7cx8+KyQBxvJMnarfWd00PzhZTrXbcJRkvm3vP9gLghKAzw6altL+Q+CWP3z2RLdF/bbS8D5bTDI0uAWgQe/efva2vNaNHP7w2Xbt2PzKjxpTZnRHx61JesZIwA5+A1gPTbr13yTOLVdTVVMYpQ5HPBdh/AQlAJ8dKPUy2YeEj8u5D59tR/3ur/zownSSSy24lGsHwD/rAHgAJu59O5WqtFY/k/cR6cKHz7ajtOiG9h5GSCIkAfbyu0Cn/usmWQ9Udnr35GL9z1GSK6lCkSXPQdgdghKAMiema0m6bSn79JUfXRhlsla13imluQCYlHdsL1U4Mqljo1btlK3bvJ/kYuG3npAEmNRndCdVgJJcC1O2aj0ESZIrbSmNDU33BU0A8DkzmYxa2ztpf6pyT70W9dknLeqfu5KcSHLiKz+6sJxkNkpzAbBLNtRwH2Syy1uu1f9/tqnt+xGSrCXpG/cAk6heyLaiJaB97CgBuPEktS3lnG7n6IfPnhi2pM9mU4ULbbaQqjTXvF8pADvwLu2mWQtGWnUuSd3+o7R7sc7trKXaSWJ1NQCwqwQlADfxjz/6+XySQwVMRjsfPPvElRb011SqlT0lfFz49DyTD559YuTXCsAdvj+nUwUkdzfo//W5D559ot+ifuikKsNSfEjywbNPCEkAgF0nKAEwYV344NknplvSZzNJzhd2q66fZzL0YQGALbwze6nOHmliudHlVB/Ur7SkL6ZS7SS5u/Db8ugHzz4x9OsEAPaCoATg1hPXUj68H2zLzoR//NHPVzLZ9dR30mrq80w+ePaJFb9gAK57R06lCkdmGvyubN2ug3/80c+XIiQRkgAAe0pQAnD7yesoyYGWX+Zqkm5LSnD1klx252Y5yTBCEwBjmR/9fDpVQNKGkqInP3j2idkW9c0wyZHCb9FW9SkA0EyCEoDbT2C7ST4p4FIvfPDsEzMt6bMSzpfZivXQZNiWMiUAbGr80q//2lJGtDXlQus+mk1yovBbtVVnzQAAzSUoAdjMRPbHvxgkOVvApd7zwTOPL7WgvzpJ/u7OvaGFVGeazH/wzONCE4B2jVfWS2v1075STtXu15a8u/7xx7/oJ7lY+C0798Ezj/f9cgGASSAoAdj8hHYl7T/7YvmDZx7vtqS/Bikj3LoTQhOAdrzz+qkOZW/zbspWLOao+6sXZUIXP3jm8Z5fLwAwKQQlACa11zv5wTOPz7agv6aSrKQ95UZ22kKSUarQZEVzADRiXNJPFZC0/V3XirFJ3W/d+n1b8vhkOUnPIg0AYJIISgC2NrktoZb0WqrSFist6K9+lLXYjmsHwQtNACbpvbZ+7sh02r/LdV1rdh5YxPHpGENIAgBMHEEJgAnujbTpo8RS2lenfTethyajtpQ8AWjYe6yTKhiZSTnhyLq1JJ02fFSvx5Cjwscka6lCEuMJAGDiCEoAtj7RnU5yqYBLPfzBM4/Pt6C/elEHfFxWU51pMvSRA2BH312dVOFIP2V/WD/4wTOPj1rSp/Np9xkytyMkAQAmmqAEwGT3VhPatqziHCY54s4d+/2xfhD8vOYAuON3VSfCkY3OffDM44OW9K1xSItCLwCgnb6gCQC2ZSZJL+0uwbU/yWyqDzZNN0gZh93u9v1xJMmRf/zxL5LqMPj14ETdcYBNEI7c1HKLQpJ+hCRHhSQAwKSzowRg+xPfmSTnC7jUVqwA/Mcf/2KQ5Kw7d1cs51poosQGwGffR50IR25lLUn3g2ceX2lBX5dSrvVWjn7wzONDtzUAMOkEJQB3NgEeJTnQ8stcTfXB4krD+2oqyVLKOwh3Eu6fUargZGS3CVDoeKGbKhyZjnDkdtpyRlq3fv+VvJt17oNnHu+7pQGAJhCUANyBf3rpF90knxRwqefeP9P8Ehj/9JKVnRNgIXVw8v6Z5q8WBrjFO6eXa+GIkH5zLrx/5vGZFvT9VJKVFB6SvH9GSAIANIegBODOJ8ODlFHS6Z73zzS/jNI/vVTELqCmWE290yTJ6P0zdpsAjX6/TKU6v2w9HHEu1tYsv3/m8W5L7oNRyt451Iq+BADK4jB3gDv0/pnHB/VOhbZPiGdTfQBqupmUsQuoCe5KcqL+yz+99IvF1MFJG0I5oP3+6aVPzxvpJTmkRbZtLdWZLW0wTOEhSUvGiwBAYewoARiDurzG5QIu9eT7Zx6fbUF/DZMccedOtLV8drfJiiYBJuidvx6OOG9kPI6+f6b5B34bX2QtSccOUQCgiQQlAOObHM+mXhnf8glwt+kfrdUOb6Tl1KFJlOkCdved0cm1klo9746xa8VZFv/00i/6SS4W3I9rSXp2hAIATSUoARjbBPmXpXx8X3j/zGPTLeivQco4W6atlvNpma7HRpoDGPM7ohe7RnbDapLu+2ceu9KC++Vy4X15z/tnHhOSAACNJSgBGO9EeTrJpQIu9fD7Zx6bb0F/raQ6J4PmW8ynu00EJ8CW3wfdVKFIL84a2U2N/7he3zujlL3T6Oj7Zx4bup0BgCYTlACMf8I8n/Z/ZKlrUFsBysQSnAC3ev53ci0Y6UVovhdOvn/msdmG30dTSZYKv3+EJABAKwhKAMY/ae7Uk+a2ryy88P6Zx2Za0F+jJAfcua33aXCSZKnpIR+w5Wf9VD57zohgZG81voxnfU+NUnZptrn3zzzWdzsDAG0gKAHYmcnzTJLzBVzqwaav1q+Drb+7a4uz8XD4pffPPLaiSaBV7+FOko3ltJwzMjnaci7JMMmRgvtRSAIAtIqgBGDnJtCjtH+nwvL7Zx7rtqCvZpOccNcWbTV1aJKqXJcDaaFZz/FOlNJqijYsshgkOVtwHy4n6dmdCQC0iaAEYKcm0f/1q26STwq41HPvP/3ooOF9NZVkJWUfxMrnrZfrqsKTpx/1QQgm6x3bq/+6EYwYM+zevddPcrHgPqxCEu9EAKBlBCUAOzuZHqSMFYdffP/pR1ca3lf9lP3hg9tbTR2aJFl6/+lHR5oEduX5vH6+yHo44lypZlp8/+lHew2/F0tZBHMza6lCErsuAYDWmcigpJ4MrZdy6SaZ2vDf3vjf22il/rvZv7fS9I94QGMn1Stp/0rXxn/8qPtqKerYszXLqcKTpQhPYFzP4l493l8PRuwWab61JJ0m70L4p//6Vad+1u8vuA+FJABAa+1pUFIPNjdOgqayOx+oFut/jjb884pBH7BDz7pekssFXOrR959+dKivQHgCW3judjfMB7qxW6StDr//9KPzDb5Pp+o54936EACgnXY1KLmulnAvk7kaZznVLpSNHzhW3CrAHT7/SjgsvPGrReu+mk9yyF3LDo4vRvX4Qn13SnsX9pJ0IhQpzYX3n350xtig0Rq/GAYA4HZ2PCi59ye/6ibpJ5lOs7fNL+ZaeDJ677TwBNjSs7CUw8IX3jv96HTD+6qT5O/uWnbB2oaxxVKSlfdO231Ca9556wukOvW/VtawTMvvnX602/D7uYTFLrdy4b3TzQ66AAA2Y0eCknpyNJMqIGlrTeH1jxujVMHJyO0E3ObZOJ3kUgGXerDpz8R7f/KrQZKz7lr2yGqqYHVU/1OAwiQ/L3upwpBOrh24vl/LUM+Xuk1eYHbvT37VT3Kx4D6ce+/0o323MgBQgrEGJfUq3EGSI4W253Lq4CRVeKKkBnD9c7KE0g2rqT6MXGlwP02lCsMdIMyk/bZWsiFASbJkvMEuPRd7+Wwg0vGM5DYOv3e6uWda1Pd8yeeWLSfpeccAAKUYS1AiILnl4HKUZN5KUGDD83Ip7V9te+69048OGt5X/ZS9ipRmWcyG8CTJFWMPtvHc6yaZShWErJfPskOE7Wj0ToT6tzAq+N4XkgAAxbmjoKRecTsbAclmLeTabpMlzQFluvcnv5pJcr6AS72n6c+6e3/yq1EcNkzzLSa5kjpAybXzUFY0TZHvoF6uhSDr/+zE7hDGp9Ef2es57ijlnquzVvef+SoAUJRtByX3/uTXM6l2kVhhtj2r9QB8PsnovdPHrdaBgtz7k1+P0v4P8IvvnT7ea3g/9VJ22Q3KGI+s5PNBSt47fXykeRr3zLo+AEmq3SGJ0JfdUX9kP77U4N/RqODfS+P7DwBgu7YclNQTsHmTrbFb320y/97p4yuaA9rt3p/8upvkkwIu9eR7p4/PNryvhrFzkrItpwpQPg1Rci1UueKD2q49i3r1v+zUf8m1EKQTO0Lw3vfOv3NH3zt9fOg2BgBKtKWgpJ6gzccukp22XLfzvI8P0F73/uTXgyRnW36Za0m6TQ6ALRCALf3e18ctV27yr5NkqfSdtPf+5NedXAs7kmuBR3JtR8j6vzbupikW3jt9fLrBv8t+yj6brPGLWwAA7sSmgxIDxz2zmmvlueY1B7RH/QF+Ke1fBdzoDycb+quTZCbJdKzchnFa37Gy7vpgZd3Sdf9zn/vvjzuAuUGgcb2b/fd71/3XUyn3vAPKmbN0mxqCKrWZufdOH++7jQGAkm0qKLn3J7+eTXJCc+25tVzbaSI0gRYoaGJ+uE3PrXt/8uvpJP0kh9zFAJB7mroTvi6HOkq5u7dasaAFAOBO3TYoufdltdkneVCb9eDklMPgoakKec5WK01b9qy69+VfT6UKTPqxWhyAMp1871QzSzbV7/FRwe/w5SQ9c0kAgNsEJfe+XET9/LYQmkBD1ZP0lbR/JeOF904dn2lxP3ZzLTRxpgAAJVh879TxXoPf3aOUewbZWpKOuSMAQOWmQcm9LzuTpMGEJtC8ifp0kksFXOo9751qZmmObfRnP0pzAdBejf7Qfu/LRZeXXku1k2TJbQwAULlhUFKvih3Fitg2EJpAcybso7R/VassgA0AACAASURBVOPye6eOdwvq06lUh7/PRGkuANrl4Hunjo8a+n7up+xFgYffO+XMSwCAjT4XlKjT2mpCE5jsSXsnyVLaH1Kfe+/U8UGh/duv/+5yxwPgXb4n7+Nukk8K7ruj7506PnQLAwB81ueCkq++/MogziUpwUKS4bunHrGSCCZIIc/gtSTdd089slJwPzvPBICmWn731CON3B361Zdf6aSMRSk3M/fuqUf6bmEAgM/7TFBSDxz/rlmKspZ6l4nQBCZmEr+U9u/qW3z31CM9vZ189eVXplOV55qO0ASAyZ87NHKxw1dffqX0ygkL7556ZNotDABwY9cHJaO0vz4+t574DFPtNHGwH+zdRL6UkhCHBbSf6/t+qsDEIfAAeHeP9x07X/D7dTlJ791Tjyi/DABwE58GJV99+ZVeksuahNpqroUmK5oDdn0yP5vkRMsvcy1Jx6T9hv2/fgi80ASASbCcZPbdU48MG/peHaTc8tLGWwAAm7AxKBkmOaJJuMnEaJgqNDHAht2Z0E+lqqHd9kO/L7x76pEZPX7be2E6yUzKLRcCwO5rxW7zerfmxYL7sKdaAADA7e27evXq+keY/6c52ISFVOeZDDUF7PjEfjrJpQIu9eC7px4Z6fFN3ROdVKFJP0ITAHZuvD9sQ3nMupzpKOWeAabMKQDAJlVByU9fmUlyXnOwBeuHwM+++5QVSrBjE/yfFlFPe/ndpx7p6u0t3xudCE0AGNO7OMlskvl3n2rHDvKv/rSY3bk3c/TdpyxuAwDYrPWgZCk+srB9184zecp5JrADk/yVtH8l5Ll3n3pkoMe3fZ90IjQBwBh+47ux5Dnu3LtPPdJ3iwMAbN6+e1/+tbJbjNNiPeFqzWo0mICJfgm7/taSdIWtY7lfHAQPwM2sptoVPmzzrvCv/rTo8zcX333qkZ5bHQBga/bd+/KvS6mBz+5a2zAJG2kOuOMJ/yjJARN7tnjfCE0AWB+Xz7/7VPvPq/jqT4s+vH05Sc+CNQCArdt378u/HiQ5qynYQUpzwZ1P+rtJPingUg+X8BFnj+6hqSS9XAtO9msVgNYqKhzZ8K7rJblccJ/bnQsAsE377n25iIOCmRwbSnN9z0on2NLk/9VB2h9sryXpeD7syv00nWvByV1aBKAV79A6HPlecYsOvvrTVzupDm8vdSHAPe8+9b0lPwMAgO3Zd+/LRZRzYXIncsN3n/reSHPApj8CrKT9H7UvvPvU92b09q7eV91c22niMHiA5o2piwxHNrzHppKMCn6HHX33qe8N/RwAALZv370vv3Ilym+wt1aTzNYTvBXNAbf8ENBLGSUlDgpR9+we6+TaThM7TgEmj3Dk8++uYco9vP3cu099b+AuAAC4M/vuffmVq5qBCbJQT/qGmgKK/hiw+u5T3+vo7Ym439Z3mvSiRBfAXhGO3Pw9NUi5Z27OvfvU9/ruAgCAOycoYZIng8NUpbnU2oXPfhCYSrKS9u8GtEJy8u69bqrApB8lugB22mqulao1Hr7xe2k6yaVCL385Sc+5bgAA47Hvqz99VVBCEyYBwyTDd548ZiIASb72s9dK+TDwxXeePLaixyfyHpzKtZ0m01HGE2Cc497RO08eE47c+j3UTXUuSYnvn7UkHXMjAIDxEZTQNHNJ5t958piSA/hA8LPXRkkOtPwyF9958lhPbzfiflw/EL5XwH0JME4LqXaOjCwO2PQ7p+TD29eS9ARpAADjJSihqdZLEcyaUFLwR4JOkqW0fyXl0XeePDbU4426N6dybadJL842Abh+HDuKxT938p4ZpdxQ/rD7BgBg/PZ99aevljzIpB0WU5UomLf9nNJ87WevDdL+A0yVl2j+fdrJtdCkF2W6gDLHq+u7RuwEuLN3ymySE4Ve/sl3njw26y4AABg/QQltslZPQIfvPHlspDkoxdd+9tpS2l96Yu6dJ4/19XZr7llluoC2+3TXSKpwRNg/nvdHP8nFQi/fWAgAYAft++rPXh2k/auRKXNyOkwyfOfksRXNQZt97fxrvSSXC7jUg++cFIK2+B5eD07u1iJAQy2kCkdG75y0a2QH3hUlH96+/M7JY113AQDAztn31Z+9Op3kkqagxa6V5jppNR/t9LXzRZSh8JGgjHt5/XyT9T/BCTCx76VcC0acGbHz74allHnm1WqSrnkMAMDO2vfVn706leT/aQoKcK00l1XptExBHxDOvXPy2ECPF3dv9yI4AfbeejmtUSzA2e13wShllmpcS9KzQwkAYOftu3r1ar52voj69nD9RHcYpbloka+df62EHYJrqVZV+t2We5+vByfdOOME2Pnx4ijXdo149+zNc7/kw9sP260EALA71oOSmSTnNQeFWk4yGysDaYGvnX9tPsmhll/m4jsnj/X0Nhvu+16u7Tjppsz69cCdE4xM3vO9n3IPbz/5zsljs+4CAIDdse/q1av552p1pvJbUB3COfyblVs01D+ff62TqgRX2z8UH/Y75Ra/g/XdJuv/vEurADfwmWDkb4KRSXyWj1Jm+D33t5PH+u4CAIDds+/q1avrA9FhkiOaBJJsOM/kb84zoWH+uYxdgmtJOn+zC4zN/SaU6wKSDYevJ1kSjEz8c7vUw9uX/3byWNddAACwuzYGJd0kn2gS+JzVXAtNHKRII/xzGWdPXfjbyWMzeptt/kY27jrpxllt0DZrqT60j1LtFhlpkkY9o0cpM9ReTdK1EAQAYPd9GpQUPiCFrUxeZpPMW4XIJCso/D7o4xdj+s1M5dqOk/XwRMkuaI7lXAtGlixuafTzuNTD29eS9Ny7AAB74/qgpJPk75oFNj0hH0ZowoQq5EOD8hTs5G9IeAKTaTWfDUVGmqQ1z91+yj28/ejfTh4bugsAAPbGZ4KSenBa6goeuBNCEyZOQfW9z/3t5LGBHmcXf1cbw5NOlO2CnbQeimwMRpQlaufzteTD241lAAD22OeDktnflHxwHozDtdBk5uEVzcFe+ufZ30wnudTyy1xL0vV7Y49/a71cC066UcoUtjuGWsnGUGTmYaFIGc/Qkuegc3+bebjvLgAA2FufC0o2TPYvax4Yy4R/PlVoot4we+KfZ38zn+RQyy9z4W8zD0/rbSbst9fJtZJddp/ANesHra//rfxt5uGRZin6eTlKmQHzcpKeQBAAYO/dMCipB6uDJGc1EYzNaqrQZPS3mYfnNQe7pV6luZL2l7I47LdFQ36TG3eeCFBou8X6HbSSapfIih2AXPdMLPnwdjtiAQAmxE2DknrQOorSEbBTE6P5VB8M5q0iY6f98+xvZpKcb/llrqb64OD3RFN/pxsDlE79ZxxGUwhE2M5zr59yD2+/x45zAIDJcbugxHklsDuU6GLHFRJ+X/jbzMMzepuW/XbXD5Dv5FqQMhUhCnszXrmSOgip/5wjwnafbSUf3n70bzMPD90FAACT45ZBSZL8y4XfljyAhb2wVv/m5pOM3j7x0IomYRzq5/knBVzqPW+feEjgSCm/6+tDlI1/FrqwHYupwpClDf9cMR5hB55do5RZdvDC2ycesqgDAGDC3DYoqQeyvTjcHfbKaj2RHEVwwh36lwu/HaT9508tv33ioa7ehk8D0ql8PkSZinNRSrVY/3O08Z9vn3hopGnYxWfTfJJDJf7+3j7xUM8dAAAweTYVlCTJv5RdPxYmyWeDE/W/2YJ/Kaek4sm3Zx6e1eOwqWfCerB4faiSKO/VtPHB+phgVP9zpf678rbSnkzOc2eQ9i/auJHlJL23laoDAJhImw5K6kFtP8ISmDTrpbqWUgUnI03CbZ7lvbR/l+Bako6PETC258bGQKWTa0HKeriy/u8r9zVeG8OPlQ3/er0sVrz3adizZDrJpULH6z2BJQDA5NpSUFIPbvsRlsCkW071EWUpyZKPKNzgWV5CyYuFt2centbbsCfPmI3BSvLZQOVG/3WbS4EtXvdfr+Ra4PG5/9o7mxY/Fzr12LTEsy8Pvz3z8Ly7AABgcm05KEmSf7nw236EJeO2/mF7utDJAztvNRvCkyRX1CMvV32I6koBz5uD7nNo9LPq+kBlo+vDmN1wq+eJA8/h1uOOUco8G+nk2yceUg4UAGDCbSsoqQe7/QhLxm05VVDSrf8pNGE3rJf1WC/jMar//aW3TzykbFGL3OCDYz/JkQLu7657GQD2dAwyLGDMcSNzb594qO8OAACYfNsOSuoBbz/CknFbSzLz9omHhnUbrwcmQhP2ynLqOuj57Era0XX/c60LVm6zknkzetv4z2z1/2bXs+G2zr194qGBZgCAPRlPzSQ5X+gYumexBgBAM9xRUFIPfPsRluyEhST9jQNroQkttHiH//lOHBzM5nxRSRwA2F31opNPCrz0tVQ7Wo09AAAa4o6DknoAPJ1kGB/vx201VVgyukmbC00ANmfx7RMP9TQDAOyOgs5Du5F73j7x0JK7AACgOcYSlCTJv/78d91UpXh8tB+/C2898eDMTdp9KtcCk0OaCuCmjr71xINDzQAAO+9ff/67pZR5eLvxBgBAA40tKKkHw90k81EKZycsJ+m/9cSDS7do//XQpJ/kgCYD+Iy1JJ23nnhQrXAA2EH/+vPfzSY5UeClz731xIN9dwAAQPOMNSipB8VTqXaW3K15x24tyeCtJx6c3UQ/dHItNNEXAJWb7tADAMYyH+ynzDMsl9964sGuOwAAoJnGHpTUg+OpVDtL7GrYGQupdpdc2WR/dFMFJtOx2wfg4FtPPDjSDAAw9nlgqeWY7VoFAGi4HQlKNgyUh0mOaOYdG4xPb/Vj37/+/HcOgQdKZ8UnAIx/7ldyZYF7blUiGQCAyfcPO/m/vK7Pek4z74j9SS7X9X+30ifzdb90khxNtTsFoCR3/+vPf6f8FgCM1zDlHt4uJAEAaLgd3VGyruA6tbvltge936Z/OnGeCVCWtSTdt554cEVTAMAdz/dmkpwv8NKdfQYA0BK7EpTUg+dS69Xulk0f9L6JfurXf/oKaLOFt554cFozAMAdzR96SS4XeOmLbz3xYM8dAADQDrsWlNSD6G7K3ZK9W7Z00Ptt+mt9l8khzQq0lIPdAWD784WpJCspb4HVaqqdqQ5vBwBoiV0NSjYMpkcRluyktVRhyfwY+6wfpbmA9vGhAwC2P09YKnB+sJak51wSAIB22fWgpB5QTyWZTXJEF+yoC6nKcV0ZY98pzQW0zbm3nnhwoBkAYEvzgtkkJwq89KNvPfHg0B0AANAuexKUfDq4/sXvSx1c76bqoPfHH1jagf5Tmgtoiy++9fgDK5oBADY1D+gnuVjgpV946/EHHN4OANBCexqUFD7I3m0n33r8gdkd6sNOkukkM0nu0tRAAy2+9fgDPc0AALcd+3dTlVIubXe5sQIAQIvteVBSD7anUx3yrpTTDg/uk0y/9fgDV3awL7upApNp/Qk0zOG3Hn9gXjMAwE3H+qWeN1mdabaD8ygAAPbWRAQl9aC71JVJu6066H2HPwbWk6j10lwHNDvQkOdjx0cQALjpGH8+5ZXdrQ5v34FSxgAATI6JCUrqgXepK5T2QnXQ+y58EKxLc/XrP6W5gIl+Nqo9DgA3HNPPJDlf4KUffevxB4buAACAdpuooCRJvl6FJcM4IHw3LCfpv7mLq6O+XpVZm05yRPMDE+qeN60aBYCNY/hukk8KvPQLb1pAAQBQhIkLSjYMxofxMX23nHvz8QcGu9y/66W5ZmIHETBZFt90WCsAbBy3r6S8EsnLbz7+QNcdAABQhokNSupBeanbu/fCYqrdJSt70M/dXCvN5YwaYBKcfPPxB2Y1AwCl+/ovfj9KeWcOriXpvOncMgCAYkx0UFIPzPtJLuqqXZsQ9N/c4YPeb9Pf6wfAK70G7PXz0AcSAIr29V/8fpDkbIGXrgwnAEBhJj4oqQfovSTzsdtgt8wlmdnLD4T1Fv9+/ac0F7Anz8I3H3+grxkAKFG9gOlSgZd+9E2HtwMAFKcRQUmSfP2Xf+gmGUVYsltWk0y/+dj9SxPS9/0ozQXsvoNvPnb/SDMAUJKv//IPnSRLBY6959587P6+OwAAoDyNCUrqAXs3yTB2GOymc28+dv9ggu4BpbmA3bT85mP3O8gVgKJ8/Zd/WCpwzuWdDwBQsEYFJfWgfSrVzhJhyS5OGlLtLlmZsPtgOsmMewHYYSfffOx+B7sDUISv//IPwyRHCrvstSTdSZrvAACwuxoXlNSDd2HJ3kweZt587P7hBN4PnVSByXSSu3QVsAPPv86bj93vYHcAWu3rv/xDP8nFAi9dqU0AgMI1MijZMJAfprzVTnttIUl/Uj8Yfv2Xf+ilKs01HeeZAGN89r352P3TmgGAtir4TEg7RwEAaHZQUg3oLw4jLNltq0n6bz52dDTh94bzTIBxOjjpzz0A2Oa4udQd+wtvPnbUQggAAPIPTb+ANx872k8ypyt31V1JLn/9lxcHE35vzNcTn/+T5Giq3TAA2zXUBAC01GwKPLw91aIqAABo/o6SdV//5cWZJOd16d5MMN587OhSQ+6TqXpC1I8zboCtO/fmY0cHmgGAtvj6Ly/2U965JGtJek2ZwwAAsPNaE5RUg/xiDx+chInGoGm1fetD4NfLcwlNgM0+77pvPnb/iqYAoAXzp26STwq89MNvPnb/vDsAAIB1rQpK6sF+P8KSvTLRB73f5r7pRGgCbPJZ52B3AFowb5pKspSqrG5JLrz52P0z7gAAADZqXVCSJP/2q4v9VHV29+viXbeWZPqNR5t74PG//epiJ0IT4NYONvk5BwD/9quL80kOFXbZi288erSn9wEAuF4rg5J64N9NMoqwZK9cSDJ449GjVxp+H3VShSa9AieSwM2tvvHo0Y5mAKChY9wSz3dcTdJt+vwEAICd0dqgpJ4ACEv21nKS/huPtuOQxH/71cWpVKHJenDivoKynXvjUQe7A9DIOVKJ55Lc05Z5CQAA49fqoGTDRGAUH7X30sk3Hj0628J7a2NocpduhuKspVqZuqIpAGjI+LXUc0mOvvHo0aE7AACAm2l9UFJPCIQle28x1dklV1p8j/XiXBMozcIbjx51sDsATRmzlnguydwbjx7t630AAG6liKCknhQIS/beWqpSXPMtv9fWS3T1YrcJlMDB7gA0YYxa4rkky0l6ziUBAOB2iglKkuTffn1xKlVYYsX/3ppLMvPG8TImLP/26093m/TiQHhoo9U3jh/taAYAJnw8Wtq5JFWJzONKZAIAcHtFBSX1JEFYMhlWk0y/cby8AxX/7dcXe7kWnBxwK0ArnHvjuIPdAZjY+U+J55IcfuN4u3eyAwAwPsUFJRsmC6MISyZB8R8XBSfQClatAjCpY80SzyWxgAEAgC0pMiipJwzCksmxmKTvA+On9+bGUl3dOOMEmmLhjeMOdgdgosaVJZ5LsvjG8aM9vQ8AwFYUG5TUEwdhyeRYS3VuyVBTfO4+7aQKTNYDlG6S/VoGJtLBN4472B2AiRhDlnouSaeUsxABABifooOSagIxFJZMloUk/TeO901ubn3fdvLZ8KQTO09gEqy+cbzf0QwATMAcp8RzSe5543h/yR0AAMBWFR+UbJhIjCIsmRSrqcKSkabY8n28Hp50Nvxru09gd51843h/VjMAsIfjwhLPJfH+BQBg2wQl1yYTwpLJc+6N4/2BZhjL/d1Lsh6kdDb82YXCOC1u4n9mpb4P2/ysrct+2BkHwJ6M+0o8l2TujeP9vt4HAGC7BCWfnVQISybPcqrdJbbQ79x930kVmqwHKUlVziv1v+f3sPe/ga18cB9t8n/uSqqSHJuxNM6P/vU99/eW95sPNgDsxbiuW48FStpRvJykZ4ECAAB3QlDy+cmFsGTyrCUZ2Eo/Eb+P3g3+7d4m/+Mbg5jdMpqw/51LJvGf3kuDJGdbfpkHlRAEwDxmx+cJPYuqAAC4U4KSG7jvFWHJhFpI0v/rIz40Q0ues20/ZHb5r4/0u3obgF16tw6THCnsso/+9ZH+UO8DAHCn/kETfF79Ib6Xahs3k+NQkpX7XhlOawpoxXN2puWXefd9rwz7ehuAnVa/b0oLSeaEJAAAjIsdJbeecNhZMrkuJBnYXQKNf86Okhxo8SWuJel4VgGwg+/STqpdmkWdS2LXJgAA42RHyS3YWTLRTiQZ3ffK0AQJmq2fKkxoq/1JBroZgB00n7JCkrUkdpgDADBWgpLbEJZMtLuTfHLfK8OBpoDGPmNXksy2/DJP1Kt9AWCs7ntlOJvydr/36/EDAACMjdJbm56EzCnDNdkWq0nTEZMmaOYzdiXtPth98a+PHOnpaQDG+O7sJblc2GVf+OsjR2b0PgAA42ZHySb99ZEjdpZMtgNJlu57Zc42fGimftufUZ5PAIxLvYhrvrDLXhSSAACwUwQlWyAsmXj7k1y675W5+XryCDTn+TpKstDyy5zV0wCMiXNJAABgjAQlWyQsaYRDqXaX9DQFNMpM2n2w+133vTI30M0A3In7XpmbSbWbuiTT9TwMAAB2hKBkG4QljXBXkss+SkKjnq0raf+uixk73gDYrvtemesmOV/YZZ+rd54CAMCOcZj7nUxUXnXAe0MsJ+n/9XtHljQFNOLZupJ2H+w+99fvHenraQC2MfdYavk78nqLf/3ekZ7eBwBgp9lRcgf++j07Sxri7iSj+16dc/gjNEO/5dd35L5X57q6GYAtmk1ZIYlzSQAA2DWCkjskLGmM/UnO3/fq3Hy9Gg+Y3OfqKA52B4BP3ffq3HSSI4Vddq+eawEAwI4TlIyBsKRRDiVZqSebwORq+8HuBzyHANiM+16d6yQZFnbZJ5XNBQBgNwlKxkRY0ij7k1y679W5WbtLYGKfqStp/64Lu0oA2IxhPX4txcJfv3fEOxIAgF0lKBmjDWHJmtZohBOpzi5xVgBM5jN1kGS1xZd4132vzg30NAA3U78nDhR0yatp/1llAABMoH1Xr17VCmN26LU/dpOMUtbKr6Y7t3DsuwPNABP3PO0ludziS1xL0lk49l012AG40Zzik8Iu+56FY99VcgsAgF1nR8kOqAf3vdhZ0iRnD732x9Gh1/7Y0RQwUc/TUdp9sPv+KMEFwHUOvfbHqRR4LomQBACAvSIo2SHVIP9qL7m6llyNv0b8HUiuLh16zQHLMFmuzrT8WXrk0GtzHf0MwIZ33yC5endB4/CFhWPftXAAAIA9IyjZQQvHjthZ0jz7k1w69Nrc/KHXHPQOE/IsXUn7d10M9TQASXLotbleqrP0SuFcEgAA9pwzSnZnsuPMkgZP2haOHRlpCpiIZ+lKkrtafIkHPW8Ain/XTSVZKWzecE+9wAwAAPaMHSW7oBr475tO9sVfo/7uSvZdPvTaH5UBgImwr9/yZ45nDYB33TDZt7+g8fY5IQkAABMxErejZPcceu2P/SQXtUQjLSfpO2AS9vw5OkpyoMWXeHTh2HeHehrAXKEAiwvHvtvT8wAATAJBiQkQm7eWZJBEWAJ7p9PyZ+hqku7Cse9e0dUARc0ROvUYs5SSW2tJOt53AABMii9ogt21cOy7w0Ov/TERljTR/iTnNQOwg+5KMpMqlAWgHMOUdS7JtJAEAIBJ4oySPVCXVTmqJQC4gZlDr/1xSjMAlOHQa3+cSbvLSl7v3MKx7470PAAAk0Tprb2cFP3mT7NJTmgJAK4zt/Dwd/qaAaD184Fukk8KuuTFhYe/09PzAABMGjtK9tDCw9+ZSTKnJQC4zpFDv/lTRzMAtN6woGtdS9LX5QAATCJByR6rVwwLSwC43qwmAGivQ7/50yDJ3QVdcn/h4e+s6HkAACaR0luTM1EaJjmiJQDY4ODCw98ZaQaA1o39Syu5daHeTQ8AABPJjpIJUe8sWdYSAGww0AQArTQs6FqXhSQAAEy6L2iCybEv6SUZpawt+ADc3IHp3/ypP//wd4aaAqAdpn/zp8G+csb7ziUBAKAR7CiZIPMPf+dKqrDEzhIA1g00AUA7TFclt84WdMkz8w9/Z0nPAwAw6QQlE2ZDWLKqNQBIctf0b/6kZAlAOwwLutY5OyIBAGgKQckEqsOS6VRb1QFgMP2bP01pBoDmmv7NnwYpp+TWahIhPwAAjSEomVD1FvVehCUAJPvjgxNAYxVYcmu6XvwFAACNsO/q1ataYZJnGL/9UzfVAe/7tQZA0daSdOcf+s6KpgBo3Jh+KeXsJjk3/9B3BnodAIAmsaNkws0/9J2lWEUMQBWYDzQDQLNM/7aokluLQhIAAJpIUNIA8w99Z5jkqJYAKN6R6d/+qaMZAJqh3h1eSsmttVTnLAIAQOMIShpCWAJAbagJABpjtqBr7c8/5FwSAACaSVDSIHVYMqclAIp2YPq3f+ppBoDJNv3bP80kOVDI5V6Yf+g783odAICmEpQ0zPxD3+lHWAJQuoEmAJhcdZnEUp7Vy95LAAA03b6rV69qhSZOvn735/kkh7QEQLGOzj/47aFmADBW32P3zD/47SW9DgBAk9lR0lz9VKu3ACjTQBMATJ7p3/15OuWEJCeFJAAAtIEdJc2ehE0lGSW5W2sAFMmuEoDJG5+vJNlfwOUuzj/47Z5eBwCgDewoabD5B799JUkvyZrWACjSbP1RDoDJMEgZIclaqh3uAADQCoKShhOWABRtf5IZzQCw96Z/9+dekhOFXG5//sFvr+h1AADaQumtljj8uz93U5Xh2q81AIqylqRzqQrOAdi78fhSyiiJu3DpwW9P63EAANrEjpKWuFQdomhVMUB59sfB7gB76vDv/jyTMkKS1Si5BQBAC9lR0r5JWj/JRS0BUJwvXlIGBWAvxt8lHeB+8NKD3x7pdQAA2saOkpa59OC3h0kuaAmA4gw0AcCemE0ZIckFIQkAAG1lR0lLHf7dn4dJjmgJgKLcU5diBGB3xty9JJcLuNTlSw9+u6vHAQBoqy9ogna69OC3+4d//99TSQ5pwRxWwQAAIABJREFUDYBizCbpaQaAXbJv32whV9rX2QAAtJnSW+2f0CxrBoBiHDj8+//uaQaAnXf49/9dygHu5y498C27FQEAaDVBSYtdeuBbV1KtLBaWAJRjoAkAdla9c7uE5+3ipQe+5b0CAEDrCUpargpLrvaTq2vJ1fjz58+fv9b/HTj8+z/3vQEBdtLVQXJ1f8vfJ2vVPAIAANpPUFKASw98eynVzpI1rQFQhIEmANgZh3//526SEyW8Sy498O0VPQ4AQAn2Xb16VSsU4hu//+9+kotaAqAIR19/4FtDzQAw9jH1KMmBll/m4usPfKuntwEAKIUdJQWpP5gd1RIARRh8o6qhD8CYfOP3/91L+0OStSR9vQ0AQEkEJYWpw5I5LQHQenclmdEMAGM1LOAaB68/8K0VXQ0AQEmU3irUN37/38MkR7QEQKutJem8/sC3rmgKgDseP/fT/jK2Sm4BAFAkO0oK9foD3+onWdYSAK22P3aVANyxupThbMsvU8ktAACK9QVNULB9+3pJRknu1hgArTXzjT/8Zfj6/d9c0RQA2x43z6QKn9ts4F0BAECp7Cgp2Ov3f/NKqlVja1oDoLX2JxloBoDt+cYf/jKV9u/OW3z9/m/O6m0AAEolKCnc6/d/cylJL8ISgDY78o0//KWjGQC2pe27SZTcAgCgeIIS1sMSNewB2m2gCQC2pg6Zz7b9/aDkFgAApROUkCR5/f5vDpOc1BIArXXkG3/4S1czAGzJoOXXp+QWAABEUMIG9SRpTksAtJaPYQCbVO8mOdLiS1RyCwAAaoISPuP1+7/ZT7KgJQBa6cA3/vCXnmYA2JRBy69vVsktAACoCEq4kX6SZc0A0EoDTQBwawXsJll+/f5veh8AAEBNUMLnvH7/N68k6aXajg9Au9hVAnB7g5ZfX18XAwDANYISbkhYAtBqzioBuIlv/OEvU0mmW3yJF16//5tLehoAAK7Zd/XqVa3ArSaK00kuaQluYyE+vNJOgyQHWnptR1+//5tDXQzwufHvIMnZll7eapJuvSgKAACoCUq4rf978S/9JBe1BLexmKT/P0cdCkqrnn/dJJ+09PJW/+foNzt6GeAzz/2pJCtJ9rf0Eg//z9FvzutpAAD4LKW3uK3/OfrNYZI5LcFtHEiy9H8v/mVaU9Ci599Si59/d9VBOADXTKe9IcmCkAQAAG5MUMKm/M/Rb/ZT7RiAW9mf5NL/vfiX+XpFJrTBwLUBeOY33FqSGd0LAAA3JihhK6aTLGsG/j97d54dxZ3lD/ujOu//qFdAegXIKyAxeGBUyszYLhLXAhArIFmBxQJsUmYSk5FcrqrudtXPqRVYWkFJK2hpBbx/RGIDBUZDDpERz+OTp7r79KmquDHofuPG/d4dmE3RXdIUCiZdfzu52xU9vINn7zzw4gwgSb8r9mBFD2/B9qgAAPBuCiXs2LNrV7ZSFEu2RYMdOJjkl7N3HizoLqECOhV+9nXcowBJqttxsf7s2pWO0wsAAO+mUMKuPLt2ZSNTU81MTcXPb4e/65ma6p3tPpxxBzHBz76tTE0tVPQePZCpKV0lQK2d7T5sZGrqcEWf857xAADwHgol7Nqz9uW1JNdEgl04lOTXs92HHaFggi2kul0l82e7D3WVAHVW1WLCyrP25Z7TCwAAf0yhhD151r7cTXJLJNilm2e7D9fOdh82hIIJfO5tpbpDfg/EkF+g3toVPCYD3AEAYIcUStizZ+3LnSSLIsEuHUqydrb70MKdSXzuLSTZrOjh6SoBauls92ErRcG4ahaetS9vOMMAAPB+CiXs13ySdWFglw4k+eZs92HPi1kmUKfC92XH6QVqqF3BY9rsf9QEAADsgEIJ+9LfiqaZ6u7bz3AdTrLR/5ITJuW51011u0qu2xoPqJP+BxuzFTw0nbsAALALCiXsm2IJ+3QgyfOz3YfLukuYIO0KH1vH6QVqpIofa6w+a19edmoBAGDnFEoYiGfty2vx5Rr7M5tidklTKJiAZ14vyWpFD++qrhKgRqqYv3acVgAA2B2FEgamvx3NLZFgHw4m+eVs9+GC7hImQMexAUyufq5xqGKHtdgv5gMAALugUMJA9YdGLooE+3Q9Se9s9+GMUFDi510vukoAJlkVt93qOK0AALB7/58QMGhTU1PzSWZSvS/0GK1DSX49t7h06+nVSxb9lPl592tFD6+Tas9iATzDq1YoWXx69dKGMwsAALuno4SBe3r1Ut2Hu6/HYPtBunlucWnt3OJSQygo4fNuLdXtort6bnFJVxdQZc2KHU/HKQUAgL1RKGEoal4sOZRiMOiqK2GgMV07t7g0LxSUUKfCx7bg9AJVdG5xqZnkQIUOSTcJAADsg0IJQ9P/0rquL7YXUux7bbj94BxI8s25xaXeucUlg94p07NuI9XtKjncf5kIUDVVe7Z1nFIAANi7qRcvXogCQ3VucWkhxXDuull/evXSTH/rmm7MbBmk7SRrwkCJTFf4Hl99evVS0ykGKpaf9pIcrsjhLD69eqntrAIAwN4plDCqxehyktkaHvrtp1cvzfc7IDqpZ8EImHxHnl691BMGoEK5aZUWQR/YdgsAAPbH1luMSjvFkPO6uX5ucan19OqlradXL80nOZJk0+UATJiOEABV0e/2rQqzSQAAYAAUShiJ/nD3duo53L37ckHe/yJ7JsmKqwKYIGaVAFVSpefZgtMJAAD7p1DCyPSHu7dqeOgHUhRLpvtx2Hp69VIryVzqWTgCJlNHCICKaFTkONb7+TUAALBPCiWMVL+j4kYND/1Q3vji7+nVS8spuktWXRnABNBVAlRFVbbe0k0CAAADolDCyD29emkhyWIND/3qucWl9hux2Hh69VIz9SweAZOnIwRABTQqcAzbSZadSgAAGIypFy9eiAIjd+77R9NJeik6Lermw6d/vrj2lpjMJOnWNCbA5Djy9M8Xe8IATHAeWoUF0OLTP19sO5sAADAYOkoYi6d/vriVYpBmHWd0LPcLRW/GZO3pny/OJLntCgFKrCMEwKQ69/2jRlXySWcTAAAGR6GEsXmlWFI3B1N0jrwrLvNJjiTZdJUAJXT43PeP2sIATKhGRfJohRIAABgghRLGvchbS3Kthoc+e+77R/N/EJdeikGjK64SoIQ6QgAwNqtCAAAAg6VQwtg9/fPFbuo53P2b/lySd8Vl6+mfL7aSzKWeW5QB5XVQVwnA2DTeto0rAACwd4a5Uxrn7z5eS/0GmW8mmXny1YWt98RmOsVe1IddKUBZnl9PvrrQEAZgwvLNZpJfKnAoK0++utByRgEAYDB0lFAmzdSvc+IP55W89OSrC1tPvrrQTHIjukuAkjy/zt993BYGgLGYPX/3cVcYAABgMBRKKI1+V0Wzpgvd+R3GaKEfo3VXDFACHSEAGJuriiUAADAYCiWUypOvLtR1uPs35+8+ntlpjJ58dWEmyS1XDDBmukoAxuuq5zAAAOyfQgml8+SrC93Uc7j7cn8WyU7j1ElyJMWcE4Bx6QgBwFjdUSwBAID9USihlJ58daGd+m0vtaN5JW/EqZdkJsltVw0wrmeXF3QAY6dYAgAA+6BQQpk1U7/B5TueV/JSf9D7fJK5GPQOjEdHCIBJ0P/IpKoUSwAAYI8USijzQrauw913PK/kjXgtJ2kkWXH1ACOmqwSgHO6cv/u4IwwAALA7CiWUWn+4+40aHvqu5pW8Eq+tJ19daCW5Ft0lwGh1hACYEKsVP76b5+8+7jrNAACwcwollN6Try4spH7D3Xc9r+SNmHVTzC5ZdQUBo3pu6SoBJsRaDY7xqmIJAADsnEIJk2I+9Rvuvut5Ja968tWFjSdfXWgmueXyAUakIwTABFiryXEqlgAAwA5NvXjxQhSYCBfuPW70F7YHanboHz7+8sLaPmM3k6JD5ZArCRiya4+/vNAVBqDkOeW/a3TIq0laj7+8sOXsAwDA2ymUMGkL21aS5zU77M0kM4NY3F6493ghyXVXEjDMZ9bjLy80hAEoeU65kWKr07pYT9JULAEAgLez9RYT5fGXF5ZTv62kDiZZGFD85pMcSVF8ARjKM+vCPbNKgNJbrtnxHkrS63fTAAAAb1AoYeI8/vJCJ8lKzQ776qBePD7+8kIvxaD3FVcTMCQdIQBKrlvDYz6UZK2/JSsAAPAKhRImVTv164pYGNTC9vGXF7Yef3mhlWQuybbLCRgwXSVAqfXnv9Wxw/ZAis6SpqsAAAB+p1DCpC5ut5KpVjK1nUylJr8DyVT3wr0n0wOM43Iy1UimVmsURz8/v9H8Ov5aAeU2tVDT5/OBZOqXC/eetF0DAABQUChhYj3+8vxakvmaHfahDHhLm8dfnt96/OX5ZpIb0V0CDM5BL+GAkuvWPPe5c+Hek47LAAAAFEqYcI+/PN9Nslizw75+4d6T1hBiuZBidsm6KwsYkLYQACXOI7dSv6Hub7p54d6TrqsBAIC6m3rx4oUoMPEu3HuylqLboi62k8w8/vL8xpDi2Uly05UFDMCRx1+e7wkDUNIcspHk3yKR1SStfvEIAABqR0cJVdFKvbZOOJBiu4ihePzl+U6SD6O7BNi/jhAAZdX/6OS2SORwkl6/cAQAALWjo4TKuHD/SSvJ85od9q3HX5zvDDGm0ylecl53hQH7cOTxF7pKgNLmkNNJNlJ8iFJ320maj784vyYUAADUiY4SKuPxF+eXk9yq2WHfvHD/SXOIMd16/MX5+SRHkmy6yoA96ggBUOIccstz6jcHkvQu3H/SFgoAAOpERwmVc+H+k16K7QPqYjPJTH+RP8y4TqfY7mvWVQbsga4SQA45WW48/uL8gjAAAFAHOkqoorrNKzmYIc4reanfXdJKMlez+AKD0RECoOTacpzXfHPh/pOuMAAAUAc6Sqik/nZUv9TssK89/uJ8d0TxnU6yHF9dArujqwQoew7ZTnJHJF6zmqQ17O5lAAAYJx0lVFL/RdyNmh32woX7Txojiu/W4y/ON/sx9uUlsFMdIQBKnkN2kyyKxGsOp5hbMiMUAABUlUIJVV7oLiRZqdEhH0jR5THqGM+k+NIQ4H0O9zv+AMqcQ7aTrIvEaw6lKJZ4hgMAUEkKJVRdO8Ww89osYi/cf9IZ5X/g4y/Ob/S7S2653IAdPpcByq5ZsxxyJw4k+aW/PRkAAFSKGSVUXn+bgF9rdthjmQPQj3U3xVeHAO/yweMvzm8IAzABOWQvRYGA1y32O28AAKASFEqoy0J3Psk3NTrkzSQz4xq6eeH+k4Uk1115wDt4wQZMSg7ZTPKLSLyVIe8AAFSGrbeohRrOKzmYorNjXPGeT3IktqwA3u7qhftPGsIATEAO2UtyTSTeypB3AAAqQ0cJtXHxwdPpJGspigh1ce3RlXPdMce8E90lwH9afHTlXFsYgAnJI9tJ7ojEW20naT+6cm5ZKAAAmFQKJdRtkVu3eSXbSWYeXTm3Mea4t1J0uNjjG3jVB+N+PgHsIp+xtegfu/HoyrkFYQAAYBLZeotaeXTl3FqSGzU65ANJlksQ9+UkjdRr+zPg/eaFAJigPHI+yaJIvNM3Fx887QoDAACTSEcJtXTxwdPlJLM1OuRbj66c65Qk9u0kC9FdAhRdb41HV84ZBAxMUh7ZTXJVJN5pPUnTsx0AgEmiUEJdF7h1nFfyYb+jpgzxb6TYiuuwq3Eo1pN4OVE9jYo+s0pTyAXYRS7TjWLJH9lOUSxZEwoAACaBQgl1XuDWbV7JZop5JVslOgfzKYa96y4ZLENVq/nMaiT5d0WvV10lwCQ+l7tRLHmfa4+unOsKAwAAZWdGCbVVw3klB1MUJcp0DhaSNFN0QDA4B5I8v/jg6UK/e4pqPLM2Us298Q/ErBJgMp/L7ZhZ8j53Lj54asA7AAClp6OE2qvhvJK5MnYaXHzwtJPkpity4DZTdJf0hKISz6tGqtlVsvnoyrmGMwxM6LO5G50l77OapKV7EACAstJRAkk7xcvkuuiWscugP6Pgw+guGbSDSX7RXVINFe4qOXjxwdO2MwxM6LO5HZ0l73M4yVp/61sAACgdhRIsbosv21o1OuQDKQapl/FcrKXYiuu2K3Pgrqd4QdEUionXcVwApcth2lEseZ+DSXoK4wAAlJGtt6Dv4sPabf1049HlcwslPh/NFAWdg67OgVtMMv/osu0vJvh51U01t3m59uiyob+A53MN3Hp0+VxHGAAAKAsdJdDXX6yt1uiQOxcfPm2U+Hz0ksxEd8kwXE2ycfHh05ZQTO79W9HjMtQdmPR8sp3klki8182LD58uX3xoW1AAAMpBoQRe10qyXZNjLe0WXC89unxu69Hlc/NJ5mp0XkZ5/p97STGZHl2u7KySQ/1uMoBJfkZ3klwTifeaTdK7+NDcEgAAxk+hBF5f2NZtXsnh/pZjZT8vy0kaSVZcpQM3G90lk6rjuABKm7t0o1iyE4dSFEvkIQAAjJUZJfAWFx8+XUgx/LouPnx0+dzahJybVopOmAOu1IFbSdI2u2SinlXdVHMv/CP97fcAJv053U5yRyR2xNwSAADGRkcJvEWx3dPUejKVmvy6E3RulpOpRjK1WqPzM6rfbDK1cfHhM191ToypbkWvxbZzC1Qkp+wmUx8mU9vyjPf+bl58+Gz54sNntgQFAGD0b1h0lMDbXXz4rJFkLfXpXLj16PLZzoSdo/kU2/ToLhm8fnfJWd0l5b8PekkOV/DQPnh0+eyGMwxU5Fk9k6QnZ9mR9X4OsiYUAACMio4SeIf+C7p2jQ755sWHz5oTdo4WkswkWXXFDlx/donukgnQcVwApc9Z1pI0k2yKxnv155Y8awsFAACjoqME3uPiw2fdVHMGwNtsJpmZxC6CfnfJN67YodBdUv7rv5dqdpX8l+sOqNjzejpFZ8kh0diR248un50XBgAAhk1HCbzffOrz9d/BTOhX3P3ukg9TbNfAYL3sLmkLRWl1KnpcXo4BldIv/jblKzt2/eLDZz1zSwAAGDYdJbADl5aezST5tUaHfGTp0tneBJ+vTpKbrtyhWE3SXrpkdkQJr/teqtdVsp2ksXRJVwlQyed2N/XpWt6vzSStpUvmlgAAMBwKJbDzxWydtnbaTDIzyS8n+8WtbmxtMQzbSTpLl84uCEWprvlWkucVPLRrS5fOdp1hoKLP7m4US3aTf8z7mwDs4hnbSNLo/6/TKeZbvrTR/yVJJvlDQQAGQ6EEdpdo9VLNOQBvc3vp0uTvCX1p6dlCkuuuXphYm0uXzjaEAahwftlOckckdmxx6dLZtjAArzxHGymKIDMptjdspNhWere2k6y9+tPJBlAfCiWwuwRsOsVXJwdqcshzS5fOLlfgvDVTdJccdBXDRNJVAlQ9x2xHsWQ31pM0bc0ItX5utlIURZoZ7i4C20mWk/SSLHvuAFSXQgnsLSF7XpPDrcx8gH6RqxPdJTCJVpcunW0KA1DxHHMmxYu4A6Kx4zy1ZbscqN1zcj5Ja4zPypUk3Sp8UAjA6xRKYG8JWp22c1pZunS2VaFz14zuEphER7wMA2qQY86k+HJZnrJzN8xNg8o/G9spCiRlmj+5nWQhyYIuE4BqUCiBPSVqP0yn+OKvLoPC55Yufb5csfO3EMNTYZKsLF36vCUMgDyTt1hMMr906XMvK6Faz8N2il0Bylw8frk1l2cQwIRTKIG9J20zSX6tyeH2t+CqVuJ3aemHVoruEltcwGT4YOnS5xvCANQgz/RRx+6tJ2kvXfrc4GWY/GdgO+UvkLxtzdzvMFEwAZhECiWwrwTu2XySb2pyuJXaguuVczidolgy64qG0ltcunS2LQxAjXLNbhRLdmM7SdvsAJjYZ16jvzY7PMGHsZlk3nMIYPIolMD+k7nehCdyuzFX1YTv0tIz3SVQfv3uNvtAA7XKNdtJ7ojErtxeunR2Xhhgop51nSQ3K3RIKykKt/JWgAmhUAL7T+imk2ykHi/YK/2SUncJTIRbS5fOdoQBqFm+6YOO3VtN0vKSEkr/fGukmPFRxblMutwAJohCCQwiuXv0QyvJ85oc7srSxWoPVL706Id2iv1lvYyA8tlcuvh5QxiAGuabMyleJh4UjZ3/zUjSWrpobgmUeB3drcG66/bSxc91uQGUnEIJDC7J66Y+e0jPLV38fLni57ORyd8fF6rq2tLFz7vCANQw35xO0ks1v7z2dwPq9Tyr07zP5GWX20WD3gHKSqEEBrtwXUs9vvIrtuCqQZLXT+A70V0CZbK+dPHzGWEAapxzLsSQ991aTDLvJSWU4jnWrekzbD1J03MIoJz+JAQwGP1kp1WTwz2QotuiDud1IclMii+AgHI4dOnRD01hAOqacy5d/Lyd5JZo7MrVJL3+FmbAmNS4SJIU3YBrnkMA5aRQAoNduK7VaNE6299Ttg7ndWPp4ufNJDdSdNMA49cWAqDmeWcnyTWR2JVDKYolLaGA0at5keSlg1G0BSglW2/BUBLA52upx97R/S245rZqdG4bMbsEyuKDpYtzG8IA1DzvnEkxt8Q2obtze+ninOHKMLpnVTeKJK/aTDJTp7U0QNnpKIHhaKUenQcHUuyRXRtLF+c2li7ONVN0lwDj1RYCoO6WLs6tpdgmdF00duX6pUfPe5cePZ8WChguRZK36neWeAYBlIVCCQxnwbqRYgB4HVy99Oh5s4bneCHJh/FSAsbJl8AAv+eezSQrorErh5Ns9LtygCG49Oh5O4ok73IoybIwAJSDrbdguElhL/XYoqnWbcOXHj3vJLnpioexuLZ0ca4rDAC/5SULSa6LxK7d6H8IAwzuedRM8otIvJetAAFKQEcJDFddtuA6mPp00PyHpYtznegugXGxqAR4PS+ZjyHve/HNpUfPl22DA4PRv5d0S+zM9UuPnreEAWC8dJTAsBPEx89bSZ7X5HCPLF2Y69X8fHeiuwQ8ewDGn5MY8r4360naSxfm1oQC9vUM6qUeuysMynaSmaULcxtCATAeOkpgyJYuzC2nPvtFdy89rvdXeEsXdJfAGLSFAOA/chJD3vfmUJLepcfP/W2BPbr0+Pl8FEl260CSrjAAjI9CCYxGO8Ucj6o7GNvgZOnC3NrShbmZJLdc+jASVy89ft4QBoD/yEk2Ugx5XxSNXTmQ5M6lx8+7QgG708/JOiKxJ4cVaQHGR6EERrNI3Up9vni+2d/qwXnXXQKjZFEJ8I48dOnCXDs+4NiLq5ceP19TjIddWYgt//YVv7rv0gAwLgolMLpFai/J7ZocbtcZ/+286y6B0TDUHeCPc5JOiiHv26KxK4eSrPXnDgJ/4NLj580ksyKxLwfktQDjoVACIzSVdKaSzanif67y79DlYqg5r7ycmEo+nErWa3D+/fzG8Ttw2VYFAO/LR7pTSbMm+ehA/8ZMJc/lt7Cj9a5nxv5/Ny/rZAMY/d+xFy9eiAKM0OXiK5tfanK4Hzws9sbm9Wugk+SmSMDArT68MNcUBoD35iLTSXopuiXY5d+aJK2Hxda6QD3XuaOw+LDYNhGAEdFRAiP20BZcrgGzS2BYDvv6DmBHucjWw2JrUEPe9/C3JslG/6Uw8LuOEAzUVXktwGgplMB4FqfzqcdL8sOXHz+3v+rbr4G1h2aXgEU6wHjzkXaKuSXszoEkv8hzodAvHB4WiYHzjAEYIYUSGJ92TY6z09/egbfQXQID1/LMAdhVLtLt5yKGvO/eN5cfP1/2dwdqs7YdeVw9XwBGR6EExrcoXUs9ugkOxBZc770WdJfAQJ85LWEA2HVeOhMfbuzFbJK1y4+fzwgFddR/kX9VJOS1AJPOMHcYd2L5ZHkt9RikOffwfGvZGX/v9TCTorBkuCrs3frD8y0vrAB2n4dMJ1mIl557de3h+VZXGKjZc2M+yTciMTSrD8+3msIAMHwKJTD+xHImya81ONTNJDMPz7e2nPUdXRedJDdFAvbsw4fnW2vCALCnPMSLz71bTDIv56VGz4u6fPg3Th88PN/aEAaA4bL1FoxZ/0VeHbZcOhhDlndzXXRidgnsh+GXAHvPQxaSHIm5JXtxNUmv/zEUVNrlJ8uNKJKMgu23AEZAoQTKsRjtpB4vxK9ffrLcdMZ3fF2s9bcPMrsE9rCg7G8hA8De8pBezC3Zq0MpiiVtoaDirO3EGaAyFEqgPOqykFpwqndHdwnsieGXAPvPQTZSvKBbFI09/R26c/nJclcoqDC51mjMCgHA8JlRAiVSo7kUt/ov/9nbNTLfX3wDf8zwS4DB5SDmluzdepKWGQNU8LmwZV0yMkf6nX4ADImOEiiRGm3BNd/fz5a9XSMzSVZFA97rsGcNwMByEHNL9u5QkrXLT5Z9fU9l9HMsRZLRMfcIYMgUSqB82jU4xgNJuk713jw839rofyV/I15WwPsY6g4wuBykF3NL9pP/Pr/8ZNk2tFSFF/ej1RQCgOFSKIHyLUDXUo/h3Yd9Vbfva2UhukvgfdpCADDQ/GMj5pbsx/XLT5bXdDxSAQolo+WZATBkCiVQzgVoJ/X4Uq97+cnytDO+r2tFdwn8sQOKsgADzz+2Hp5vtfv5B7tnKy6qoCkEI39uADBECiVQVlNT7UxNpeK/A5ma6jjZA3lhsZCpqZlMTa3U4Lrx89vtr+0pATC0/ONIpqa2/a3ZUx78/PLTFbkwk7pe9Rvx7/LTlYYLD2CIf9pevHghClBS/YXTzRoc6pGH52Z7zvjArptWihkwhivC7/7r4bnZLWEAGEru0UiyHF8879Vqkpa/U0zYfe9lknUzQKXoKIESe3hutpN6bMFlqOVgr5vlFHvYrogG/KYtBABDyz02Ym7JfhxOsnH56UpTKAAAxkOhBErvRTt5kYr/Dl1+utxxrgf6wmLr4bnZVvJiLnmxWYNryM/vfb+2JwPA0HOPdvLimr85e/odSF78IidmgtapfqP/NV13AMOjUAKlX3S21pLcrsGhzl9+utxwxgd+/Swnmak2T1AnAAAgAElEQVTJNQR/5JBnDMBIco9ukg+TbIvGnty8/HS5d/np8rRQUFaXny7PiAIAVaNQAhNgKlOdqUxtTqXS/xyYypQtuIbzwmLr4bnW/FSmjtTgOvKPf/7on3lPBICR5B5rU5lqTGVq3d+ePf1zeCpTG1dsxUV516fT7tPx/APA8CiUwAR4UAx2bNfgUGevFIPIGc511EvRXXJLNKgpzxeAEeavD87N6mrduwNJfrnydKUjFAAAw6dQApOz2OzVZKG5cOXpiq0GhncdbT04N9tJsSXGuohQMwevPF2xVQTAaHOP+STXYiuuvbp55elKT34MADBc/58QwETppPgi+mCFj/Fgkvn+sTIkD87NriWZ6X+lOJ/iq0XGbzHJRsn+OzWSXK1QjNv9ax6A0eUd3StPV9aSLFc8jx2Ww0k2rjxdafU/noJx2xICAKpm6sWLF6IAE6S/NdXzGhzqBw/OzW444yO5phpJuv1FOOO3mKRTpuv/ytOVjVTnxdbmg3OzDZcZwFj+nkz3c45Z0dizW/3uYBj3/exl0ujdeHBu1lxPgCFRKIFJTEqfrSzXYIG5+uDsbNPZHul11U6yEN0lZVEUTM6Ov2By5dlKJ8nNCsX2yIOzvsgF8HdlcvPkJK0HZ2d91c8472Mvk+SwAJViRglMpnaqv8/z4SvPDHYfpQdnZ7sptllaEY1SuJrk31eerSxfebbSHPN/l24Fn6EAjC/n6CQ5EnNL9pwnJ9koQX5Avbl/AagUhRKYzMXlVurxoq975ZnBlaO+th6cnW2leHmxKSKlMJvklyvPVnrjeiHS72qpUgFNERZg/DlHL8lMknXR2JMD/fygIxSMyZoQjNyGEAAMj0IJTO7icjlF233VF4AWf+O5vnopXl7cEo3SOJzihchGf5u0UetW6dly5dnKjEsKYOz5xkaSZortJtmbm/2PKXxcxKhtCMFYnpkADIlCCUy2dqrf8nzdC82xJeJb/a0xPoyvPcvkYJI7/YJJZ1QvRvrF2Sp1GbVdSgClyTfaSa6Jxp7Ziotx2BCCkVoVAoDhUiiByV5YbqQeHRcLzvZYr7O1B2dnZ5LciL2Iy+RgikG4G1eerSxcebbSGMF/ZrdC8bP9FkC58o1uio8zbP25N7biYtR6QjBSG0IAMFxTL168EAWYcFd++HEtyaGKH+a1B5+f6TrbY7/WGikKV7OiUUqLSboPPj/TG+L5/3eF4vXhg8/P2F8boFy5xnSS5RRdEuzNapLWg8/PbAkFQ75X/08kRubGg8/P+IAQYIh0lEA1tGtwjJ1+Ms4YPfj8zMaDz88Y9l5eV5P8cuWHH9eu/PBjexjnP4a6AzDcXGPrwednmjEnbT+Krbh++LEpFAzzXo3teUepJwQAw6VQAtVIUtdqsJg8mGTe2S7NNdeLYe9ldijJnSs//Lh15YcfO/1OkEFZrlCcFEoAyptrdJLMxbafe1VsxfXDjx2hYIh6QjAS27qgAYbP1ltQEf1ui7UUBYUq+6D/VTvlufYaKWZX2CKj3FZSbMu1PIBzvpXiBYxnCgCjyDOWU/1tZofJVlwM6/5sJXkuEsPP4/td/QAMkY4SqIj+wqddg0PtOtulu/Y2+ltkXIuvPstsNsnzKz/8uHHlhx/n99llUqWukqZLA6D0ecZMijlc7I2tuBjW/bksCiMhzgAjoFAC1UpUe6nW/IC3LvT6Xy5Rvuuvm6SR5LZolNrBJN8k+feVH35c3uP9VKVBkk2XBMBE5Bnt+ChjP2zFxbCsCMHQKZQAjICtt6Bi+ltwbaQ62+K8zeaDz880nO1SX4czKV6m245rQu6p/gJsYafbUF354ceNVGOrv+0Hn5+ZdgkATFSOsZzqbzc7TLbiYpD3ZE/OP1S23QIYER0lUDH9BU+n4od50Ndwpb8O117ZjmtTRMp/TyW5nqLLZK2/Ndf7igfdihz7gf5LNwAmJMdIMhNfse+HrbgYiP6aTJFkuLpCADAaOkqguklrr+JJ63aSGUOYJ+JanE4yn+SmaEyclRRf7S6/+dVpf8bJvytynDcefH5mwekGmLgcYz7FdpLs3a0Hn5/pCAN7uP9mkvwqEkNlJwWAEdJRAtU1X/HjO5Dqd85UwoPPz2z1F+AfxNefk2Y2yZ0k/9efZ9J+2WnSL1KuV+Q4m041wETmGAtJjsTckv24eeWHH3s76CSF3/Svl65IDJ0YA4yQjhKosC+e/9hJ9b/iP3J/7kzP2Z6o67KZYn7JIdGYWOv9hdtMkqsVOJ7t+3PmlABMcG4xnaID0hZA+/hbmKQlr2aH99xCim1bGe492bg/Z5YQwKgolED1F41rqfawy/X7c2fMF5jM67OdomByQDQogQ/vz51ZEwaAic4tvLzdv1v352zFxR/eZ80kv4iEexGgamy9BRXW//qkXfHDPNR/4c7kXZ/dJI0kt0SDElBwBZj83GI+yVxsxbUfN794/mPvi+c/NoSCN73SvcVwbaf4oAyAEVIogeovGHup/lyIhX7SzuRdn1v9L6U+SLIoIoxRUwgAKpFbLKcofq+Lxp4dTrL2xfMfW0LBG7rRDT6S9a0ttwBGT6EE6mE+1f6y7kCqP7y+0u7Pndm4P3emnWIg66qIMAY6SgCqlVfMxEcY+82vn/e3M4OX2+bOisTQbdpyC2A8zCiB2iS2f51P8k3FD/OD+3OnN5ztSlyvrRTt5gdFg1G5P3d6ShQAKpdTtGMm2n6tJ2nJs2t9HzVSzL50Hw3fkftzp3vCADB6OkqgJu7PnV5I9bcg8MVbda7X5ftzpxsp5pfYZ5xRvQTQVQJQvZyim2J7RVtx7d2hJGv9D1mop24USUbhtiIJwPgolEC9VH17qtkvnv+16TRXx/25050Y+M7oNIQAoJL5xFqKYomtuPauvxXXX32YVDP9nQkOi8TQbSbpCAPA+Nh6C+qX6HaTXK3wIa7fnzvtq/BqXruN/uLhqmgwJLf6xTkAqptP1GE72qHn20na/QIU1b5fZpL8KhIj8aF7CmC8dJRA/VR9sPuh/l7UVMz9udMb9+dOt2PgO8MzLQQAlc8nFpJ8mOLrbfaYbyfpyblroSsEI3FDkQRg/HSUQA19sfxTO8mdCh/idpLG/dapLWe70tdxs794M/CdQVm93zrVFAaAWuQR0/08YlY09mUxyby8u5L3yEKS6yIx/HvofutUWxgAxk9HCdTQ/dapbqr9Rf6BVH8ei+u4dap3v3WqkeRafBUKAOwuj9i63zrVSnJDNPblapLeF8s/2fq2QvofJCmSDN+qIglAeSiUQH1VvZAw/8XyTw2nufr6hb+ZFAPft0UEANhFHrGQYltPOcTeFVtxFV3rTLhXuq0YrvUkLWEAKA9bb0Gtk+C/Vr2devF+67QFW72u6ekURcD5FJ1FsBub91unG8IAUNscYjnJYdHYl5Uk7fut07bimtx7YTm2pBu29SRN9wlAuSiUgAXhRqr9QvnD+y2D8Wp4bTeSdFJsBwE7dr91ekoUAGqdQ3SS3BSJfdlM0pKDT+T130ryXCSGSpEEoKRsvQU11k/Oqr4F14IzXctre6PfTfRBiiGjAAA7ySE6sRXXfh1M8usXy381M3CC9D806orEUK1EkQSgtHSUAPli+a+9VHubgSP3W6d7znStr/Fmig4T22nwR9bvt04bRguArbgGx1Zc1oQUbAsNUHI6SoCk+l0lXae43u63Tvfut043U3whuioivIOXOAC8zB22+rnDLdHYl9kka/2PViipfvePIslwbCe5pkgCUH4KJUD6+wdXeXuig18s/1ViioIJALDb3KGTZC624tpXLp7kl/78F0rmi+W/ziT5RiSG4uU8kq5QAJSfrbeAlwly1Qe7byaZ0fbPG9d9O8WWXAdFgyQr91unW8IAwFtyhkaKrbgOica+rKYY9C4nL8+1vea6Hopb/UIrABNCRwmQ5LfB7lVO5A6m+luMsfvrvnu/dbqR5FqKYhr1tiYEALwjZ9joz7G6LRr7cjjJhq24yuGL5b8uRJFk0FaTfKhIAjB5dJQAr/ly5acqf1G0naRxb/aUL9h41/Xfjg6TOrtxb/bUgjAA8J58oZViBt4B0diX2/dmT/mQaXzXcTPJLyIxMJtJOvdmT3WFAmAy6SgB3lTlxcqBVLtrhn26N3uqe2/2VCM6TOpKRwkAO8kXlpPMpJg/wN5d/3Llp7UvV35qCMVofbny03SKYh/7t5nk2r3ZUw1FEoDJpqMEeFvivJxktsKH+MG92VMbzjQ7uBfa0WFSG/dmT02JAgC7zBUWklwXiX3ZTtLuF6Cw3psUq0m6iiMA1aFQArwtcW6k+LK6qtsJLN6bPdV2ptnFPdGOgknVrd+bPTUjDADsIU+wFddg3E6xdZFtcod/vT4XiT3ZTLKcZMGHd7W4V2ZSdA82kjT7/+eZHTzrN5NsJNlK8V5lLcmaawbKT6EEeFdS0Elys8KH+OG92VO22WG390U7CiZVZZ90APaTIzRSvEA1GHt/1lN0l8jTh3OdTqd4gauot3OrSXpJll2Xlb8/ZlIURFpJDg/hP2L75bWUpKdwAuWjUAL8URK9luq+EF69N3uq6Uyzx/ujHQWTqpmz5QcAA8gRbMW1f9tJ5m1pNJTrs5fhvAAuo/XsrnC53V//buT3DoCeq6by98RMknaK4sjBMVyj3RRFuA1nA8ZPoQT4o6ShneROhQ/xiOSXAdwj8/H16KTbvjd7aloYABhQfmArrsFYSdFdYiuuwVyX80m+qcnhbiaZeXnt9Du+Gu/4/11zjVnHleR5t+D9BIyXQgnwvgSil+p+daSrhEHdJ80UHSaHRWMimVsEwKBzg0ZsxTUIm0latjza9/U4k2LLn7oU73wQx9vug+kUxZH5Et8LmylmNXWdMRi9PwkB8B6dCh/b4f4LbtiXe7Onev2i25EU+xgzWRaEAIAB5wYb92ZPzaQYUM7eHUzya78bgr3rpj5FkluKJLypP4N1I8Uc1jLfCweT3Ply5aeNfnciMEI6SoCdJBXdJFcrenib92ZPNZxlBnzPNFIUGa+KRumt919kAcCw8gJbcQ2Grbj2dv11UrwcltdRx+u/2X/+TupsydUUM5t01cEIKJQA708ufvypkWKgXVUXd9fundHaytDunU6K4YBejrj/Aah3TmArrv3bTtK6d0bHwA6vu2aSX2p0bTTvnfFCmeTLH3+aTlEgma3IId26d+ZUx5mF4VIoAXaaaHRS3S+RNu+d0VXC0BP1su+HW0fufQBGnRMsJLkuEvvmpeHO8s+1TO6X9Lt1496ZU7ZTJV/+WNkuvvUkbcVAGB4zSoCdWkgxWKyKDn75409tp5hhuXfm1Na9M6c6986cmk5yrcL30qSx3zkAo84J5pPMpfj6nb27+eWPP631O3V49/qtLkWSVUUSkt+K0c9TzY/TDiXpeXcBw6OjBNhN0tFOcqeih+fLckZ9PzVTbMt1WDTGtqBuCgMAY8oDGrEV1yBsp/jCelkoXru+WileFtflGmjcO2N2Tc2v+en+M7Uua6vFe2dOtZ15GCyFEmC3CchahRd0ZhUwjnuqEXNMxrGgnrl35tSGUAAw5jzAVlyDcTtJx8vy314Yb9Qor5xTKKv9NT+TYqutuhWeV1PMbFIkhAFRKAF25asf/9ZMdQcCbiaZuXvmpESDcdxb00naKbaDOigiQ3Xj7pmTtmcAoCw5QFX30x+19STtu2dOrtX8euqlRl/V3z1zsu3Sr/X1PpOkV+Pn53qSpncYMBhmlAC7cvfMyV6SlYoe3sGYWcD47q2tu2dOLtw9c7KRYu/yFVEZihVFEgBKlgMsJ5lJ8cKLvTuUpPfVj39r1zUAX/34t/nUp0iyae1Wb4okrz33pl0RsH86SoC9JCSNJP+u6OFtJ2n4IoMS3WvzKTpNfGW6f764AqDsf/ttxTUYKym6S7ZqdO3U7aXxkf5HfNTzWalIYp0DA6ejBNi1u2dObqTYB7iKDsSXSZToXrt75uT83TMnp5NcS7EPLXuznZq9MAFgIv/2z6foLN0WjX2ZTbLWf5laF93U56XxLUWS+up/TNaLIsmrdJbAACiUAHvVqfACbl6CQdncPXOye/fMyWaSD1IUKr1A2bntFF9YrQkFABPwN//lVlw+kNifg0l+/erHv3WqfqD9Y6zLIOv1u2dOdlze9dRfpy9HkeRtDiWxxTDsg623gP0m5Dcreni3JOBMwD3YSrEt16xovJMiCQDybVaTtKrYWfrVj39rJvmlRufyQ3ldrZ+JvdRnDs9eeZcBe6RQAuw9Sfnr36eTrKX4Wqtqilklp0/YpodJuRfb/d8hEfnNepL23dMnLKYBmOS/8834gnpQ+X3r7ukTPeuxiXXj7ukTvpiv77OwE4XjnZq7e/rEsjDA7th6C9izfhGhU9HDM6uEiboX754+sXD39ImZ/L4112bNw7KapKlIAkAF/s73kjRiK65B5Pe/fPXXv1fpRXsn9SmSrCqS1Fe/YKxIsnPdfiEV2AUdJcAgkpaN6CqBMt6bMym6TFo1WkQnya27p090XAEAVPBveydeFg7Ceoruko0JvhZaSZ7X5HxtJ5mZ5PPFvq71unVODcrq3dMnmsIAO6ejBBiEdkWPS1cJE+3u6RNrd0+fmL97+kQjyYepfqfJepIPFUkAqPDf9k6SIyleHLN3h5KsffXXv0/kOqb/4rhbp/WmIkmtdaJIsheHJ/UZB+OiowQYVLLeSzWHqm3fPX1CyypVu19nUnSZtFKNmSbbSTq2YwCgRn/Lp1PMLTHUeP9WUnytPkmaNTr320nkePU1neS6MOzr/rFLBuyQQgkwEH8u9gz9paKHd+370ye6zjIVvXenUxRMmv1/naRBsS8XzgvfS/4BqOff8fkk34gEAO9w+/vTJ+yUATugUAIMcqG2nGS2goe2+X2xdRHU4T6eSVE0efkrY+FkM8V2EwokAPjbXfztXo6taQB4uw++t30dvJdCCTDARdrfGkn+XdHDu/b96ZNdZ5ka3tevFk5mMr6XMNspXgItf3/65LIzAwCv/b1+ObNiVjQAeMPi96dPtoUB/phCCTDoRVo3ydUKHtrm96dPNpxh3ON/m05RMGkmafR/w9ojezVJL0nv+9Mne6IPAO/9O20rLgDe5oPvT5/cEAZ4N4USYNCLs0Z0lUAd7/2XBZSX/5pX/vf32crvQ1R7STYk8QCw57/JtuIC4E26SuA9FEqAwS/Ofvr7QpLrFTy0ze9PmVUCAEDp8/HpJAupZqc3AHvzX9+fMuMR3uVPQgAMQSfFPIGqOfjnn/7ecnoBACiz70+d2Pr+1Il2kmsVzcsB2L22EMC7KZQAQ1mYpfiCrYrmnWEAACYkL++mmCu2LhoAted9BvwBhRJgWBZSza/XDv/5p783nV4AACbB96dOrKUoltwWDYBaO/jnn/4+IwzwdgolwLAWZFXuKuk4wwAATFJu/v2pE/NJ5mIrLoA6awsBvJ1h7sDQ/Plv/5hOspHkQAUP74PvTx7fcJYBAJiwHL2RZDnJIdEAqJ31708e11UCb6GjBBia708e11UCAADlytE3+i/JbMUFUD+H+gVz4A0KJcCwVXVWyVXJBQAAk+r7k8fnkxyJrbgA6qYpBPCfFEqAYS/AtpLMV/Tw5p1hAAAmOFfvJWkkWRUNgNqw9Ra8hUIJMIoFWDfJZgUPrd2fwwIAAJOaq299f/J4M8kt0QCoBYUSeAuFEmAkppLOVPGvVfodmErazi4AAJPu+5PHO1PJkalks4J5u5+fn5/f77/D/urBf1IoAUZisbpdJbbfAgCgKjl7L8WXxiuiAVBdV//2D10l8AaFEmCUOhU8poNX//aPtlMLAEAVLJ48vrV48ngryQ3RAKgs24jDGxRKgFEuurqp6KwSZxcAgIrl7gtJPkyyLhoAlaOjBN6gUAKMWqeCx3T46t/+0XRqAQCoksWTx9eSNJMsigZApegogTcolACjXmx1k2xX8NDazi4AABXM37cWTx5vJ7lW0TweAEChBBiDqSxkKqnY7+rVv/+j4eQCAFBFiyePdzOVmUxlvYK5vJ+fn1/dfrbegjcolADjsBBdJQAAMFEWTxzfWDxxfCbJbdEAmGi23oI3KJQA41hgbaUollTNvLMLAEAN8vn5JHOxFRcAUBEKJcC4VLGr5MDVv/+jd/Xv/5i/+vd/aGMFAKCyFk8cX07SSLIqGgDApJt68eKFKABjcfXv/+gkuVnhQ9xM0nv5WzxxfMNZBwBAXg/AmK0unjjeFAb4nUIJMMYF1X9PJ9lIcqAmh/xq4WR58cRnW64CAAAqkts3k3STHBQNgNK7vXjiM9uHwysUSoBxL6i6Sa7W9PDX81rHicIJAAATndtPpyiWzIoGQKndWjzxWUcY4HcKJcC4F1ONJP8WiSS/F06WF0981hMOAAAmNMefT9JJfTrHASaNQgm8QaEEKMNCqpv6dpX8kdX83m3SEw4AACYox59J0V1ySDQASmdu8cRny8IAv1MoAcqwiGpEV8lOrOT3wsmacAAAUPI8fzpFZ8l10QAolSM+yITXKZQApdD+x38vx17Gu7GdV+abdI8rnAAAUNpcv5Wiu8RWXAAl0D3+2ZQowOsUSoCyLJ6aSX4RiT3bzOuFkw0hAQCgRPl+I8lybMUFMG6b3eOfNYQBXqdQApRp8dRLclgkBpP4ROEEAIDy5fydJDdFAmBsVrrHP2sJA7xOoQQo06KpneSOSAzFel4vnGwJCQAAY8r7mym6S2zFBTB6t7rHP+sIA7xOoQQo26JpI8lBkRi63won3eOfLQsHAAAjzvunU8wtMacQYLSOdI8b5A5vUigBSrZg+p/5JN+IxMit5rfCyacSJgAA5P8A1bPdPf7ptDDAf1IoAcq2UJpOshFt+OO2mmI7hF73+KdrwgEAwBDXADMpuksMegcYrsXu8U/bwgD/SaEEKONCaSHJdZEoje28Nt9E4QQAgIGvAaaTLCS5KhoAQ3Ote/zTrjDAf1IoAUq4SPrvRpJ/i0RpbaffbZJixsmGkAAAMKC1QCtFd4kOc4DBr+Ub3eOfbQkF/CeFEqCsC6RufE02KTbzWseJwgkAAPtaCzRSfJhjKy6AwVnsHv+sLQzwdgolQDkXR//9P80kv4jERFrPq4WTzz71tQoAAHtZE3SS3BQJgIE40v3s054wwNsplABlXhitxVdkVfBb4aT72afLwgEAwC7WBM0U3SW24gLYx7q8+9mnM8IA76ZQApR5UdROckckKmc1vxdOesIBAMB71gXTKeaWzIoGwJ5c635miDv8EYUSoOyLoq34eqzqVtMfDt/97NM14QAA4B1rg/kkHesDgF3Z7H72aUMY4I8plABlXwwtJLkuErWxndfnmyicAADw6vpgJkV3iS16AXZGNwnsgEIJUPaFUCPJv0Witl4WTl52nGwICQBA7dcI0yk6S3xQBfDHdJPADimUAJOwEFqO/YjpJ3l5veNkQ0j+8N5p9v/HRv/3Lr3+v26IKQAwQblOK0V3ia24AN7uiNmgsDMKJcCkLICeiwRvsZl+t0mKwslWTe+R6SQzSZr9XyPJwX38W64nWev/bIEGAJQ5D2qkKJYcFo2BuN397NN5YaBE9/jGPtc2dbbS/ezTljDAziiUAJIjqmQ9r3ecbFX4nmgkafV/w34xsJ3fC1LLdS1IAQClzo06SW6KxMBy6raPZSjJvd1M8otI7GkN17B2g51TKAEsfKiy1fxeNOlV4D6YTtLu/8Y5wHQxRcFk2SUGAJQoV2qm6C7xgdX+bSfpdD/7dEEoKMG9vRAziXZrznoNdkehBJiUxKgRQ93Zv5eFk+VJ+kKuf/13klwt2X+1zSQLSbq+VAIASpI3TacolphxOBgrKbpL5HqM+95ey3g/Fpski93PPm0LA+yOQgkwMa79z/8a6s4gbeeVbbrufPrJWgmv+UbKWSB5WywXkizc+fQTi2gAoAx5VLufnxj0Pphcr3Xn0096QsEY7+mZ/trNPf3H1pM0rctg9xRKgElKjAx1Z9gLwF76szjufPrJxhiv9en+wv7qBMawc+fTT2zRAACUYf0wk6K7xFfog3H7zqefGPSOdwLlXo81y/gRIEwChRJg0hKjrfiChNHYzOsdJxsjusbnU3SRTPJ1vp5k3leHAEBJ1hDmGww2z2t7EcsY7+d2kjsi8VYfujdh7xRKAIsc2JnN9LtNUhROtgZ8bTdSfPF4uEIx89UhAFCWdUSzn8v56Gr/dBEz7vu5m8nrvh96WO58+klXGGDvFEqASUuIZpL8KhKUwHpe7zjZ2sd13U5199D21SEAUJa1xHSKYslh0RiIlX6eZxYC47ifu1Es+S0ciiSwfwolwCQmRGuxzzDls5rfiya9XSzWJ3EWyW5tp9iKS/IOAJRhPTGf5BuRGFieZ9A747qXu1EsUSSBAVEoASxsYDj+sHDSL5L0Uq+in624AICyrCkMeh9wnpdiOy7dJYz6Xq7z9tyKJDBACiXAJCZC00n+TySYINt5ZZuu/v9tOcnBGsZi8c6nn7RdEgBASdYVdejuHRVbrjKue7mdeg14307SdK/BYCmUAJOaCC0nmRUJmEj2swYAyrS2aKXoLjHofTBuGPTOGO7jZoqP0ap+H6+n2O5uw1mHwfqTEAATalkIYGLNJun1v+IEABirO59+spxkJsXWqezfN9f+53/leoz6Pu4laVT8Pr6dopNkwxmHwdNRAkyka/9r+y2ogMU7n9iGCwAo1Tqjk+SmSAzEdpL2nU8+8ZEb7mP3EpSeQgkwycmP7bdg8imWAABlW2fMpL7z5IahGPT+iW1XGel93Eixpd7hSV8vJZl3/8DwKZQAk5z4tFOvgW1QVTfufGIfawCgVGuN6RQvWX2YNRjFoPdPDJ9m5PdyO0knk1f4XE1RYOw5izAaCiXApCc9WzF0EargiEUAAFDC9UY7yYI1x8D4QIZx3cudJPJ5WaYAACAASURBVPMTcC9vpuggsc0WjJhCCTDpyY7tt6AatpM0tJQDACVcczRSbMV1SDQGYjVFd8mGUDCG+7mdcnaY6CCBMVMoASY8yfm5HdtvQWUWzXc++bgpDABASdcenRj0Pij94dQf+2qecd3PzSTtJFfHfB90kyzc+eTjDWcFxkuhBJj05GY6yf+JBFTGjTuffGw7BgCgrOuPZooXmwa9D0Z/UPXHuooZ1z09naSVpNn/12FvzbWZokOtp1AI5aJQAlQhsbH9FlTHdpIZX1QBACVefxj0PlibSVp3PvnYoHfKcH/PpCiazPR/+91ybzXJWv/Xs86B8lIoAaqQyMwn+UYkoDJW7nzycUsYAIAJWId0YtD7oNy688nHHWGghPf6TJLpJI3+74+sJdlKsqEoApNFoQSoQtLSSPJvkYBKOXLnk497wgAAlHwtMpOiu8Sg98HoD3r3ghmA0fqTEACTrp9Er4sEVEpHCACACViLrN355OOZJLdFYyAOJ1m79r8/t4UCgFHSUQJUwtc//3MhyXWRgEo58t3Hx3rCAABMyJqkmWJIs624BmMlSfu7j48Z9A7A0OkoAapiWQigcjpCAABMiv4HHo0UL/jZv9kka1///M/m1z//syEcAAyTjhKgMr7++WcPNKieI999bFYJADBxaxOD3gdr9buPP24KAwDDoqMEqFTyLARQOW0hAAAmzXcff7yQpBmzFAfl8Nc//7z29c8/zwgFAMOgUAJUSU8IoHKufv3zz9PCAABMmu8+/njtu48Neh+gQ0l6/W4dABgohRKgSnpCAJXUEgIAYFJ99/HH80mOJNkWjX07kOSbr3/+ednHNAAMkkIJUKUFSE8UoJLaQgAAVGCt0ohB74Mym2Tj659/9kENAANhmDtQKV///HMvyWGRgMr5r+8+/nhLGACACqxZ5pN8IxIDcztJR64IwH7oKAGqZk0IoJJ8LQgAVEJ/0PuHMeh9UK6nmF1i0DsAe6ZQAlTNRg2PeTPJtRRfUllsUVVNIQAAquK7jz9e6+c3Br0PxqEkv379888doQBgL2y9BVTK1//8ZzPJLzU89MXvjh1r92MwneLr+2b/d9CVQQVsfnfsWEMYAIAKrmFaSbopBpWzf6tJ2t8dO7YhFADslEIJULVFRjP1LJQkrxRL3ohJI78XTZpROGFyfWDBCwBUdB0znWQ55i0OynaKYsmyUACwEwolQNUWGM3Ut1CSvKNY8kaMGnm948SXa0yKI98dO9YTBgCgwusZg94HayVFwcSgdwD+kEIJULWFRTP1LpQkyY3vjh1b2EXMZvJ6x4nCCWV167tjxzrCAABUfE0zk2IrrkOiMRCbKYolPaEA4F0USoCqLSqaUShJkmvfHTvW3UcMX/60/lMm7+2YAgCoyLpmOkknyXXRGBgf3QDwTgolQMUWFP/qJLkpEkmSa98dO9odQEybKYomrfiqjfFa/e7Y0aYwAAA1Wt8Y9D5Y60na3x07uiYUALzqT0IAUFl3vv7nv2b2+2/y3bGjve+OHe18d+zoTJL/SjKX5HZ/kQGj1BACAKBOvjt2dLmfA62IxkAcStL7+p//mhcKAF6lowSoFB0l/2E7SXNYX0x9/c9/Tef3bpNmkoNCzpBfFkyJAgBQ07XOfIrtuHSXDEZ/0PtRg94BUCgBKrd46ESh5E1DLZa8Ef9GXh8Mr3DCQCmUAAA1X+8Y9D74tVK737kDQI0plABVWzh0olDyNptJZkb9tVS/cPKy26QZX7+xTwolAADJ1//810IMeh+k20k6uksA6kuhBKiUv/zrn50olLzLepLmt0ePbY3x/Mzk9Y4ThRN25dujxxRKAACK3LqZZFlOPTCbSVrfHj1m0DtADSmUAFVbLHSiUPJHxl4secvi7uXvsNPD+yiUAAC8lk9Pp9iKa1Y0BubWt0ePdYQBoF4USoCqLRQ6USh5n5Vvjx5rlfT8NfP7cHj7LvMfFEoAAN6aRxv0PlirSdrfHj22IRQA9fAnIQCondm//Ouf3TL+F/v26LHet0ePdb49emwmyX8lmUuxX/C60wYAAO/MoxdSfHAkbx6Mw0nW/vKvf7aFAqAedJQAlfKXf/3TUMOdW/z26LH2BJ3b6fzebdJMctAprOVLAB0lAADWRKO0kqK7xKB3gApTKAGqtijoxayL3ZjY/Xf/8q9/NvL6YHiFkxpQKAEA2FGu3IxB74O0naJYsiwUANWkUAJUbEHwr14USnbr2rdHj3YrcO4b+b3bpGlRWEnr3x49OiMMAAA7yo8Neh+O1SS9JMvfHj26JhwA1aBQAlRtMdCLQsleVKJY8sa1MJPXO04UTiqwKP326NGmMAAA7CovbidZkA8PxXb6RZMkvW+PHt0QEoDJpFACVG0R0ItCyV4d+fbo0V6Fr42Z/N5x4hqZTLe/PXp0XhgAAHadCzdSvMw/JBpDtdmPcy9F4cRcE4AJoVACVG0B0IuX4Hu1naRZl/bxv/zrX8383m3impkMN749enRBGAAA9pwDd5LcFImRsU0XwIRQKAGqlvj34qX3ftSqWPLKdTOd17fp8qVdOVW66wkAYES5bzPF7JKDojHytVYvvxdONoQEoDwUSoBqJf3/T6FkQAl849uP6tsm/pf/91rhpGURWQ7ffnR0ShQAAAaW73Zj0Ps4bebV+SYf2aYLYJwUSoCqJfy9KJQMwnqSpmT9t+uqkdc7ThROxnBNfvvR0RlhAAAYaJ7bjkHvZVqDvSya9IQDYLQUSoCqJfq9KJQMMlFXLHn7ddbI790mTQvLkbj97UcGuQMADCm37VpHlcqr23T1vv3IfBOAYVMoAaqW5G/FS+tBWv32o6NNYfjDa66b5KpIDN0RX9YBAAw1r+3EoPeyerlNVy/Jso/ZAAZPoQSoWnLvoTZ4i99+dLQtDO+85tpJ7ojEUG1/+9HRaWEAABh6bjuT5FeRKL31/F406QkHwP4plAAVS+z/n4facCx++9FHbWF46zU3neT/RML1BwBQkfy2Gx3Tk2Ylv23T9ZFtugD2QKEEqFpS76E2PLe//egjMyIsJsdh7tuPPloWBgCAkeS2jST/FomJ9f+3d3fJbVxnGoBfp+aezArErEDMBsCmsgDTKxBUFeM29AoErSD0LaQpQSswtQGriQ0EXEHAFQy5As1FNy3ZkixSRDf653mqVMpMMiP3h0PlfHj7O+cm9aXwqYKTjZIAfJ2gBBjapt5fas169r9PniyV4ZN1d5LkF5VoxNX/PnlyoAwAAK3ub5fxItBQ3B7TVXr5CODLBCXAoPzTHSVtePbqyT+WyvDJ2tskeaQSW/fi1ZN/zJUBAKDVve1BTJUM1UXqiZNXT/7hmC6AmqAEGNqG3l9q7fjh1ZN/eBvp92vvNMm/VWLr/vrqyT+ulQEAoPX97TKmSobuJvWl8KmCk42SAGMlKAGGtZl/5+itFjfUxatjFwV+tPb2k2yS7KnG1rx5dewSdwCAHe1vD5P8RyVG5Sof3W/y6viJF5aA0RCUAEPbzPtLrT3Ckk/X3zzJc5XYmr+9Onb5JADADve3ZZIjlRiti9QTJ/o+YOgEJcDQNvL+UmvXTZJDX2b/tv5MlWyPaRIAgN3vb4sk71SC/PGYLj0gMDCCEsAmnoe6TDVZYiy7WofTJK9V4sFN2IE1BQDQif1tGVMlfOoqvw9O7N2BXhOUAEPawBcRlOyKsOT3a3Gd5LFKfLOfXh0/OVMGAAB9Fr3qCW9Dk1I5gL4RlAA28GxtY/zq+MmhMliL1hEAwOD2t2VMlXB3t8d0lanuN9koCdB1f1ECALbk8T/f/bpUhqR+g+pnlfgmUyUAAOicuRJwD3tJvk/y7yT//ee7Xzf/fPfr8p/vfp3W9zoCdI6JEmAwvMXfGS7h/rAmHcF1Py9eHT/RhAMAdHNvW8ZUCdtxmQ/TJqVyAF0gKAGGtHEvIijpCmFJtSYP6wZgz5L4qotXx08KZQAA0G8xOm/rvql8dfxkrRzALghKABt3mvLs1fGTpXX56zTJa8vhT10lOXx1/ORaKQAAOr23LWOqhOZ7gzIfgpONkgBtEJQAQ9q0FxGUdI2wpFqbZ0n+ZTl81k2SwptjAAB6LviM22O6ylfHT86VA2iKoAQYzqa9fGfT3k3PXhXHS+vz3TLJU8vhEz+8Ko41PAAA/dnXljFVwu5cJDlPUr4qjr1sBWyNoAQY0ob9JMkvKtE51cSATaym8lNCNACA/u1pi3hBje70mue5nTgpjjcj/9ncT3JY/9pPUtT/1n6Sx1/4P7uof9/Uv9ZJNvp3xkhQAgxpUzBP8lwlOruBHX1YUm9cyz/ZpI6JkAQAoL/72jJeAKJ7fjumK1Vwcj3wn8P9JCepApEiyaMt/xEXH9WytLwYOkEJMKRNwjyCki4TlnzYzC6TfD/iMghJAAD6vactYqqE7rv9ov98KH1o3U9O619tvoB3O71z7uhkhkpQAgxpsz6PoKTrLlOFJdfW6yjvLLlJMrWxBgAYxH62jKkS+tWLlPlwv8mmZz9vRZLTdOOFu5tUL/+djf24M4ZFUAIMxo/lr/MISvrgMknxsnhybc2Oas1eJTl5WTxx1i0AwDD2skVMldDv/uS3+0262p/+WP46TTLP9o/V2pY3SZYviyelJUXfCUqAIW3U5xGU9IWw5MO6PUn1Ns7egB/zIlVIcm3pAwAMai9bxlQJw+lRz1OFJmUHfram6XZA8kdvk5y+LJ5sLCX6SlACDGmTPo+gpE/eviyenChD8mP560GqsGSITeaLl8WTuU8ZAGCQ+9gipkoYnttjusok521++f9j+ethkrMe94Y/J5l7SY4+EpQAQ9qkzyMo6Zs3L4snU2X4bQ2fpnpraAjTJZdJpo7aAgAY/B62jKkShu0qH91v0kQI8GP5637dC/5rAPW6qXtBd1PSK4ISYEgb9HkEJX0kLPn9Oj5I9QbR9z19hJskZ6ZIAABGs38tYqqEcbnMh2mTcgs/Q4epQphHA6vT21SBiekSekFQAgxng37xbh5BSV/99PLo+EwZfreei1SByeMe/WO/SXL68ujYRhgAYFx71zKmShivt7m9FP7oeH3Pn53TJP8ecG2ukpzcty6wC4ISYEib8/P09y18kmcvj46XyvDJup4mmXa88XyTZP7y6HjjEwMAGOWe9STJLyoBvx3TVSY5/9JLZD9evNtPdU/lWL7D0O/TeYISYEib8zLeYrJ5Gu76LlIFJk871AAskywFJAAA/HjxbpPhHR0ED3V7TFf58uj4vP5Z2a//d49HVoufXx4dn1oSdJWgBBjSxryMoGQI/m4s90/X+X6qwGS6g431Taqzc89vN/kAAFDvU6dJXqsE/KmLJAcZb6j45uXR8dQyoIsEJcCQNuZl+h2U3CTZZHxvlXyuDoWw5E5r/iBJkeSk/n2vgT/mkzegAADgC/vTTUyVAH9OWEInCUqAIW3Ky/Q7KLlI9YX3Js184d0nwpJv+xk4SHL40a/9+ve7rKereu2tP/p97WJ2AADusR+dxlQJ8HXCEjpHUAIMaVNepudBycuj4+LHi3eHqd7gH3tYcpXk0Bf1W/85Kep/uXG3CAAADew3NzFVAnydsIRO+YsSAHRLPUVRpJqqGLNHScr6Tg62t77K+tdGNQAAaMBcCYA7ePrjxTt/X9AZghKADqrDkhOVyOMISwAAoE+9zDLVdDjA1zyvj+yDnROUAHS3wSiTPFOJPE7iEnEAAOiPuRIAd3RWH0EOO+WOEmAwZquyTM/vKFlMiuIzzzWNCxGT5M1iUkyVAQAAetGfbeKuEuBuLheTQljCTpkoAYbkaIgPtZgUyyQvfLx5OluVS2UAAIBemCsBcEePZ6vyTBnYJUEJQA8sJsU8yRuVyNPZqtRwAQBA93uYZdxVAtzdv2arslAGdkVQAtCfRmMaYUmSPK+PIwMAALptrgTAPZgqYWcEJQDdsf7af6AOS94qVV4LSwAAoNtMlQD39Hi2Kk+VgV0QlAB0x/Ud/3PTJJfKldfGcgEAoPPmA32umyQ/xYtssPW/M2arcl8ZaJugBKBnFpPiOkkRYUmSnM9W5aEyAABAZ/uXZYY5VbKX5HoxKU4Wk+K7JMdJXujTYCs/W6ZKaJ2gBKCfzcZtWDL2Mfa9JKWwBAAAOm0+9OdaTIpyMSnmi0lxmOSvSX5Idceko8fg/k5NldA2QQlAT9VhyUmqke8xuw1LbKIAAKCbvcsywwwMHn3u7sTFpLheTIrzxaSYLibFQZK/5cMxXTdWBNypzzdVQqsEJQD9bjjWqSZLhCXCEgAA6LL5WJ9rMSk2i0lxVh/TtZ8Px3RdWBbwRVMloE3fvX//XhWA3qu/IP+/nj/Gi8WkmH/j8x8m+Y+VkMskRT1tAwAAdKtv2yR5NMBHe1ZPzXxrL1vUv04GWh/4Vj8sJsW5MtAGEyXAUIz6jop6suSZZZDHSUplAACATpp7rk96udtjuk4/OqbrWRzTBYmpElpkogQYhNmqLJK86/ljfPNEyUd1mCZ5bUXkzWJS2FABAED3erdNTJXcp16HqSZNiiRHVhAj9FenRtAGEyUAA1JvzH9SiTydrcqlMgAAQOfMPde9erz1YlLMF5OiWEyK75L8kOTnVMcOwxicKAFtEJQAdEe5pY30WZI3ypmns1V5pgwAANAd9ctdQzxS6lE94d90/W6P6TrMh2O63sQxXQyXoIRWCEoAhtl8TCMsSZJ/tdGsAAAA9zLUF5pOW+77NotJsVxMiuliUuwn+XuqEwYuLDEG5HsloA2CEoCBEpb85rWwBAAAOuUsw5yAeFzfn7mrHnC9mBRnjuliaHb5c8V4CEoAhu3UpjhJFZYY1wUAgA6oL2Ye6lTJvEN1/viYrr/mwzFdV1YhPVMoAU0TlAAMvwEpIixJkuVsVR4qAwAAdMJQp0qOuvj2+2JSXH90TNdBPhzT9dZSpAf08jROUAIwcMKS3+wlKYUlAADQmT7FVMnu6n97TNdJfUzXcRzTRXfp42mcoATwX5rjaUKmGeYbW/dxG5YcWBUAALBzpkq60zOWfzim64c4povueKQENE1QAgzFvhJ8deO7TjVZIixJzmer0poBAIDd9iimSjr6udT3m9we0/W3fDim68bKZRdc6E7TBCUA42pEhCWVx6kmS4QlAACwW6ZKut9Hbj46pms/1TFdL+KYLmBABCUA3XHd0iZ3neRUuYUlAACwa6ZKevmZlYtJMf/DMV0/xzFdNKtQApokKAHozmZz3eKftUzyTNXzeMBNGQAA9IWpkv72sbfHdJ1+dEzXszimC+gZQQnASAlLfvN0tiqXygAAADvrTUyVDOez3CwmxfKjY7r+nuqYrgsrHegyQQnAuBuSZaoR6bETlgAAwG6ZKhlmz7muj+kq4pguoMMEJQAjt5gUp0neqESezlblVBkAAGAnfYmpkhF8xl84putNHNMF7JigBIAsJsU0wpIkeS0sAQCAnTFVMq4+9PaYrulHx3T9FMd0ATsgKAHgdpM6TXKpEsISAADYUU9iqmTcn/96MSnOFpOiWEyK7/LhmC59KtA4QQkwFIUSbK2ONqHJ2WxVHioDAAC0vxePqRKSfHRM12F+f0yX+02ArROUAPDxRvQ6wpIk2UtSCksAAGAnPYmpEv64Lj4+pusgH47peqs6wDYISgD4XGNyEpfpCUsAAGA3TJXwtb719piuk/qYruM4pmvorpWAJglKALqhU5u5xaTYpJosEZYky9mq3LdEAQCgtX7EVAn3XTPlR8d0/TWO6RqitRLQJEEJQDd07s2IxaRYR1iSJI9TTZYISwAAoD2mSvjWXvb6D8d0/S0fjum6UaHeMlFCowQlAPzZBnOdZKoSwhIAAGi5FzFVwrbW0uajY7r2Ux3T9SKO6erb52iihEYJSgD42mbkPNXY8tg9TrJUBgAAaM1QgxJTJbvtccvFpJh/dEzXD3FMV9cJtWicoASAu2wklxGWJMn3s1W5VAYAAGilD7lO9QX2EM19wt1YY4tJcf6HY7qexTFdXWOahMYJSgC46wZymWo8eeyeCksAAKA184E+19FsVR74eDvX927q+01uj+n6e90HX6jOTglKaJygBBgKd0e0s2mcZ7hvdN3H09mqPFUGAABovAfZxFQJu1t/6/qYriIfjun6OY7palupBDTtu/fv36sC0HuzVdn3v8wu6o1XX+q9TPLUysuzetIGAABorv84SPLfgT7e3+owiP6ty5Mkv6hE427q6R5olIkSAO5tMSmmMXqcJK9nq3KqDAAA0Gj/sYmpErq3Ls9VoRXqTCsEJQB8q5Mkl8qQ17NVeagMAADQqPlAn+upu0p67a0SNE5QQisEJQDdUPbtH3gxKa6TFBGWJEkpLAEAgEb7j01MldA9vsRv1o3JHdoiKAHgIc3KbVhyM/JS7EVYAgAATZsP9LlMlfS3J17qhxslJKE1ghIAHroxFJZUbsMSl8wBAEAzvccmpkroHl/mN+dMCWiLoASAbTQs6whLEmEJAAA0bT7Q5zJVYk3ye5f1dw3QCkEJAFtRb2BOVCKPIywBAICm+o5NTJXQvTV5oRJbZ5qEVglKANjmBrFM8kwl8jjGrwEAoCnzgT6XqRJrkspVff8LtEZQAvSeC7S7pd7MCEuSo9mqtLEDAIDt9xybmCqhW2uyjKkSPwf0mqAEGAJHHHVvk7hM8pNK5KmwBAAAGjEfcA9x4OO1Jkfs0jQJuyAoAaARi0lxluG+5XXfRseGGQAAtttvbGKqhG6tyVIPvBWnSsAuCEoAuuF6oBvFqY1ikuT5bFVOlQEAALZqPtDnMlXSX6dJbpThm72tAydonaAEoBvWQ32wOix56yPOa2EJAABstdfYxFQJ3VqT1z67b3aTRM/MzghKAGjDNMmlMuT1bFUWygAAAFszH+hzmSrpqfoYahe739+0DppgJwQlALSxUbxOUkRYkiTns1V5qAwAALCVXmMTUyV0z0kcwXUfbxaT4lwZ2CVBCQBtNTC3YcnVyEuxl6QUlgAAwNbMB/pcpkr63f9OVeJOLuMCdzpAUAJA25tFb9Z8CEs0PQAA8PA+YxNTJXRvXZ4neaESf+omjtyiIwQlALS9WVynmiwRllTHcO1bFQAA8GDzgT6XqZJ+97/zDDfE24aT+jsC2DlBCTAEhRL0brO49rklSR6nmiwRlgAAwMN6jE2Ge4H23Cfc67U5jfs6P+fZYlKUykBX/I8SALCjzeJ6tiqfJXk98lLchiW3Z7LuJ/nj/SWb+leSbOomEAAA+L15kncDfK6ns1V56niiXiuSlHX/RxWSLJWBLvnu/fv3qgD02mxVzpM87/ljHI/1TYrZqpxGWPItrlKFJ2X9a61xAgBAf1iWSY4G+Ggv6mOc6O/a3I+wJBGS0FGO3gLohtGeyVlvkJ5ZAvf2qG4An6d6a+7/ZqtyPVuV89mqPFQeAABGaj7Q5zp1ZG/ve9/rVJMlFyMug5CEzjJRAvTeECZKFpPiO59juUzy1IremqskyyRLR3UBADCy3qKMqRL0v11yk2S6mBTnPn26ykQJAJ1QX3D3RiW25lGqAPG/s1V5PluVhZIAADAS84E+l6mSYfW/P43kcS+TFEISuk5QAkDXNovCku37Psm72aosBSYAAIygrygzzOON9pKc+oQHs07Pkvw91WkAQ/U2VUiy9onTdYISALrmNNUbJ2zfUQQmAACMw3yo/ZKpkuGoA4TDVIHCkNykuo/kpL6bBTpPUAJA1zaKtxfcCUuacxuYLDVZAAAMtK8oY6qEnvTAi0lxkuSHDGO65G2SQ5e20zeCEmAIfNE7wI1ihCVteJpkM1uVJ0oBAMAAzQf6XKZKhtkHn6eaLnnR00e4SnJcT5FsfKL0jaAEGIJDJRjkJvE6yTTVyC7N2Uvyi+kSAAAG2FOUMVVCz/rgxaSYJ/lb+nN/51WqY7YO6p856CVBCQBd3iSuU02WCEua9zRJOVuVgkcAAIZkPtDnMlUy7F54s5gU03wITLrYE38ckCx9avTdd+/fv1cFoNdmq7JMdedCnzdB3/kk//QzPkxSpnpzimbdJDnxJhAAAHrGzrtMcp5knaR0afag1/B+qhMXpkke7/gf502SpZ6RoRGUADa9u3exmBSFT/Krn/NJkl9UojXPvBUEAMBAeokiybsRPOplqhfMlvV0PsNczwepApOTtBOa3NTr6jzJuUCOoRKUAEPYJJQRlIzls54mea0SrRGWAACgb+ynqyTLVKHJxgoY7LreT3VcdZHq/tajLa2ddT5MKpUqzRgISgAb3t0TlNzv855GWNImYQkAAEPoI4qMY6rkcxyVNK61fpDkIFVwcnuPzcf/+tY6yfUf/vXaxAhjJSgBhrAJKCMoGdtnfpbkXyrRGmEJAAB6x/67SDIXmAB86i9KAEDfLCbFaaq3omjH63qSBwAA+mw+8uc/SvJutirLeuoAgJqgBIBeWkyKaYQlbTqbrcpDZQAAoMc9RJlqqmLsjpL8d7Yq5/UdFwCjJygBhsCXt+NtdKZJLlWiFXtJzjVSAAD03FwJfvM8ydoLUQCCEmAY9pRg1IoIS9ryKMm5MgAA0FemSj67x//PbFXOlQIYM0EJAH1vdK4jLGnT0WxVnioDAAA9NleCTzyv7y4xQQ6MkqAEYPeuleBh6rDkJMmNarTi38bzAQDocf9QJrlSiU8cxVFcwEgJSgB2b60EW2l2NqkmS4Ql7ThTAgAAemyuBJ/1KEkpLAHGRlACwGAsJsU6wpK2HM1W5VQZAADoae+wjKmSL9lLFZYUSgGMhaAEgKE1POtUx3DRvDNnGAMA0GNzJfiivSTvhCXAWAhKABic+szhZyrRSvPkYncAAPraNyxjquRrzh3DBYyBoASAITc9wpLmnZoqAQCgx+ZK8Kduj+ESlgCDJigBYLDqsOSFSjTeOJkqAQCgzz2DqZKv7/nPvSAFDJmgBOg156Vyh8ZnnuSNSjRKhhgF1wAADaVJREFUUAIAQJ+dKcFXPUpyrgzAUAlKABi8xaSYRljSpL3ZqpwqAwAAfVNPScxV4k6OZqtSrYBBEpQAMAp1WHKpEo0xVQIAQB+dpzpairt57mQHYIgEJQC7t1aC5tVvih2oRGMez1al+gIA0Kce4TTJkUrc29J9JcDQCEoAdu9aCVpxEm+KtVFjAADoPEduPcijmCgHBkZQAsBY+BK/eVMlAACgJ87iRaqHeG6iHBgSQQkAY1EoQeMcvwUAQOfVd2w8VYkHWyoBMBSCEgDG0gh5W6wdhRIAANBxcyXYiiMXuwNDISgBYAxs3tUaAABuX6Jygfv2zJUAGAJBCdB3+0rAHRRKoNYAABBf7G+bqRJgEAQlQN8dKgHWSac8mq1KASYAAJ0zW5WHMU3ShFMlAPpOUALA0Juhg7ifpG2CKQAAusgX+s34vu67AHpLUALA0Nmwt09QAgBAp9RTz09VojFTJQD6TFACsGOLSVGqQqN8ad8+R28BANA1J0rQqKkSAH0mKAFg6Hxp3z7hFAAAXSMoadaj+g4YgF4SlAAwdAdK0DrhFAAAnVEfu/W9SjRuqgRAXwlKABi6AyUAAIBRM03SjkIJgL4SlAAAAAAwZIUStOLxbFUeKAPQR4ISAGDbNEcAAHRJoQStcU8J0EuCEsAmDNi2R0oAAEAX1BMO9qftKZQA6CNBCdB3Lo2G7rlUAgAAOuJACVrlZUaglwQlAMC2XSsBAAAdUShBqwQlQC8JSgB260YJAAAAGnOgBK3am61KJz8AvSMoAdittRKoMQAA0JgDJWidqRKgdwQlAAydY6Dat1ECAAA64kAJAPgaQQkAQycoad9GCQAA6IhHStC6QgmAvhGUADB0jt5q30YJAAAAgL4QlAAwdIKS9m2UAAAAAOgLQQkAg7aYFNdJblSi1ZqXqgAAAAD0xf8oAdBHs1W5n+QsyZFqcAdlku+VoRWXSgAAAAD0iYkSoHdmq/Ik1dE+TwfwOAezVXngU22c47faUyoBAAAA0CeCEqA3Zqtyf7Yqz5P8kmRvII/1KMl6tipPfcKNOleC1pRKAAAAAPSJoATohdmqPEw1RTLE45P2kvx7tirP6yPF2LLFpFjHPSVtKZUAAAAA6BNBCdB5s1U5TfKfDGeK5Eu+T1LWoRDbZ6qkeReLSXGtDAAAMGobJQD6RlACdNpsVS6TvB7RIz+OsKQpghI1BgBgfC6UoHUbJQD6RlACdFYdkjwd4aPvpQpLplbB9iwmxXkcv9W0pRIAAMDomTIHekdQAnTSiEOSW3tJXgtLts7EQ3PeOnYLAIAOKpWgXfUdkQC9IigBOkdI8jvCku06U4LGLJUAAIAO2ihBqy6VAOgjQQnQKUKSzzpzZ8l21G82OaN4+67qo80AAKBrNkqg3gBfIygBOmO2KucRknzO7Z0lwpLtmCuBmgIAMA6LSVGqQqvUG+glQQnQCbNVeZLkuUp80V6S5WxV7ivFVholUyXbc7WYFEtlAACgw+z/2+N+EqCXBCXAztWTEkuV+KrH6rQ1cyVQSwAARqNUglbcmOAB+kpQAnTBMtXEBF/3/WxVnirDw5gq2RrTJAAA9IH79NpRKgHQV4ISYKfqe0keq8S9zGer8kAZHkzg9HBTJQAAoOsWk2Kd5EYlGieQAnpLUALsTH3klntJ7m8vjuDaVrP0QiW+2Vtj9QAA9Igv8dUY4IsEJcAuLZXgmx05gmsrzpJcKcO93cQ0CQAA+k8+eLuYFNfKAPSVoATYidmqnMaRWw81n63KfWX4dvVG/kQl7m2qCQIAoGd7/zJekmrSUgmAPhOUAK2rv9w/U4kH24t7NrbRMK2T/KQSd/bzYlIYqQcAoI/0oc240iMAfScoAXbhNNWX/Dzccxe7P9xiUpwleasSX3W5mBTCOQAA+moZl7o3VVeAXhOUAK2qp0l80bpdcyXYimmSS2X4opskhTIAANBX9fGxpkq23yeoKdB7ghKgbdOYJtm2E3eVbK1pOok3zL7U/BTuJQEAYADO7Pm3W099AjAEghKgbaZJtm8vVQDFAy0mxSbV1ITG6YPbkGStFAAADGDPb6pku72CWgKDICgBWjNblSdJHqlEIwRQ22uc1hGWfNz4CEkAABgaUyXbMTdNAgyFoARo01QJGvNotioLZdgOYUkSIQkAAMPd71/Hy2YPdbmYFKZJgMEQlACtqO/Q+F4lGjVVgq02T7dhyRgveBeSAAAw9P3+MsmFSnwzQRMwKIISoC0nSqDGPWyexhiWXCY5FJIAADAC0ziC61v8vJgUpTIAQyIoAdriS/zm7Tl+a/sWk+J6MSkOk/w8gsd9k2qSZOOTBwBgBHv9TZK5StzLpZoBQyQoAdpSKEErBFLNNVGnSX7IMN84u0nybDEppi5jBABgZPv8syRvVeLOfYOeARgkQQnQuNmqPEyypxKtKJSg0SbqPMnBwBqpi1RHbS19wgAAjNQ047yb8L5OHdELDJWgBGhDoQSteawEzaqP4jpJNV1y1eNHuZ0icdQWAACj3+PHfSVf87OXq4AhE5QAbThUgva4p6S1Zuq8XtsvethQvUhyoNEBAIDf9vfrVC/5CUs+9aY+ihhgsAQlQBsEJeo91GbqejEp5qmO4+p6YHKT6rL2vy0mxdy5wgAA8Mn+fp1EIPB7F4tJMVUGYOgEJUAbHAfVrgMlaL2h+jgw+SndOpLrKh8mSKaO2QIAgD/d2y+TPFOJJNW9LSfKAIzBd+/fv1cFoDGzVXmQ5L8q0aqLxaQolGHna79Idc7xSZK9lv/4myTnSc7rI8IAAID77eenSc52sJfvijepLm83iQ6MgqAEaHpzWSR5pxKtulxMCsdvde/n4CTVmcdNTVhdJimTlMIRAADYyj7+sN5jjy0seeO4LWBsBCVA0xvLkyS/qES7FpPiO1Xo7M/Efqp7ZIpUR3Ud1P/zXZuvmyTrJNf172WStTe9AACgkf37YZJlxnOk9E+LSXHmkwfGRlACNL2pnCd5rhLtEpT0+mem+MK/JQwBAIDd7NH3U4Ul3w/4MW+SnCwmRekTB8bof5QAALpDYwIAAJ3bo18nOZmtytMk8wzvKK6LVCGJF7OA0fqLEgAAAADAn6uPpDpMFSwMwU2qo7YKIQkwdoISAAAAALiDxaTYLCZFkeRZqqChr94kOXAfCUBFUAIAAAAA97CYFMskB0lepF+ByUWS48WkmJoiAfjAHSUAAAAAcE910DCfrcqzJKf1r67eX3KRZO5ORIDPE5QAAAAAwDf6Q2AyTRWYPOrAP9pNkvMkZ4tJsfZJAXyZoARomlFeAAAABq8OTM6SnM1W5WGq0OQk7Ycmb1MFJOeO1wK4G0EJ0DRvrbTvRgkAAAB2p57gOE1yWocmJ0mKJEcN/HFXScpU4UgpHAG4P0EJwPAIpwAAADqiDk1+69Pq4OQw1WXwh0n269+/dr/JZapTG9b172WStWAE4OG+e//+vSoAjZqtSn/RtOvtYlKcKAMAAAAAfN1flABogaOg2mWiBAAAAADuSFACtMEX9+oNAAAAAJ0kKAHaUCpBqwQlAAAAAHBHghKgDb64b8/VYlJslAEAAAAA7kZQArShVILWCKUAAAAA4B4EJUDjFpPiOsmlSrTiXAkAAAAA4O4EJUBbfIHfjlIJAAAAAODuBCVAWwQlzbt0PwkAAAAA3I+gBGjFYlKsk1ypRKOWSgAAAAAA9yMoAdp0pgSNWioBAAAAANyPoARok+O3mvNmMSmulQEAAAAA7kdQArSmvj/jjUo0YqkEAAAAAHB/ghKgbUsl2LrLxaQolQEAAAAA7k9QArSq/kL/QiW2yt0vAAAAAPCNBCXALsyVYGsuF5NiqQwAAAAA8G0EJUDr6qmStyqxFadKAAAAAADfTlAC7Iov+B/uwt0kAAAAAPAwghJgJxaTYpPkhUp8s5skU2UAAAAAgIcRlAA7s5gU8ySXKvFNzuqwCQAAAAB4AEEJsGtTJbi3izpkAgAAAAAeSFAC7NRiUqzjCK77cOQWAAAAAGzRd+/fv1cFYOdmq7JMcqQSX/XDYlKcKwMAAAAAbIeJEqArTuK+kq95ISQBAAAAgO0yUQJ0xmxVHiYpk+ypxifeLCbFVBkAAAAAYLsEJUCnCEs+63IxKQ6VAQAAAAC2z9FbQKfUl7sXqS4tpzqOrFAGAAAAAGiGoAToHGHJby6TFItJcW1VAAAAAEAzBCVAJwlL8jZCEgAAAABonDtKgE6r7yxZJnk8osd2cTsAAAAAtERQAnTebFXuJzlPcjSCx322mBRLnzoAAAAAtENQAvTGbFXOkzwf6ONdJTmpjxwDAAAAAFrijhKgNxaTYp7k76lChSH5OcmhkAQAAAAA2meiBOid+iiu0/R/uuQqyXQxKUqfKgAAAADshqAE6K3ZqjxIddF73+4uuUlyVk/IAAAAAAA7JCgBem+2Kosk83Q/MLlJcpYqJLn2yQEAAADA7glKgMGoA5PTJN937B9NQAIAAAAAHSUoAQanPpJrWv96tMN/lLdJzheTYulTAQAAAIBuEpQAgzZblYepApMiyeMW/si3Sc5TBSSmRwAAAACg4wQlwGjUkyaHqUKTw/rX3gP+X14lWde/ysWkKFUZAAAAAPpFUAKM2mxV7qcKTJIqQPkz16lCkevFpFirHgAAAAD03/8DL5ICmpzWeN4AAAAASUVORK5CYII=" + +/**************************************************************************** */ + +paletteColors10 = { + //"DefaultTheme": ['#03A5A8','#8fc63e','#B85C3A','#BEDAC4','#412722','#DAB6C2','#58C1C4','#A1B56B','#C7A7B7','#E3DCCF'], + "DefaultTheme": ['#03A5A8','#8fc63e','#B85C3A', '#2F6F7E', '#5B8E3B', '#9C4F2E', '#6B4C7A', '#1F4E3D', '#C26A7A', '#B08A2E', '#4E5D63', '#7A6A4F', '#3F6B5F', '#8B5D7C', '#5C5A3A'], + //"SteelTheme" : ['#265763','#65c1bf','#D88C3A','#BEDAC4','#412722','#DAB6C2','#58C1C4','#A1B56B','#C7A7B7','#E3DCCF'], + "SteelTheme" : ['#265763','#65c1bf','#D88C3A', '#3E4F6A', '#4F7F78', '#8C5A2B', '#6A4E73', '#2E5F4A', '#B75C6E', '#A8922E', '#5E6266', '#7C6A4E', '#3F6C74', '#8A6A7C', '#6B6A3E'], + //"CoralTheme": ['#00A3A6','#ed6d6c','#1F3A44','#737F75','#7A8FA3','#D7B377','#A7C7A1','#A79BAE','#A0705A','#92B7C9'], + "CoralTheme": ['#00A3A6','#ed6d6c','#1F3A44','#2F6F7A', '#7A8F3A', '#9C4B3C', '#6A4F7A', '#2E5E4F', '#B85E73', '#B49A32', '#5A5F63', '#7A6B4A', '#3F6F6A', '#8A5E6E', '#5C5A3F'], + //"GoldTheme": ['#ed6d6c','#f9b136','#4C8F9C','#a2a32f','#7398A6','#D7A5B3','#6B8E3A','#CFA96E','#7E6FA8','#E3C9B2'] + "GoldTheme": ['#ed6d6c','#f9b136','#4C8F9C','#7E3F1D', '#C97F2A', '#8A9B3F', '#3B7A6A', '#1E4F6A', '#6E5B8C', '#A14C64', '#BFA65A', '#5C4632', '#7F8C92', '#4E6B3F', '#9C6B3D'] +} + +FROGSlogos = { + "DefaultTheme": logoBase64, + "SteelTheme" : logoSteel, + "CoralTheme" : logoCoral, + "GoldTheme" : logoGold +} + +function getFrogsSunburstPalette() { + switch (CURRENT_THEME) { + case "DefaultTheme": + return paletteColors10["DefaultTheme"]; + case "CoralTheme": + return paletteColors10["CoralTheme"]; + case "GoldTheme": + return paletteColors10["GoldTheme"]; + case "SteelTheme": + return paletteColors10["SteelTheme"]; + default: + return paletteColors10["DefaultTheme"]; + } +} + +function getLogo() { + switch (CURRENT_THEME) { + case "DefaultTheme": + return FROGSlogos["DefaultTheme"]; + case "CoralTheme": + return FROGSlogos["CoralTheme"]; + case "GoldTheme": + return FROGSlogos["GoldTheme"]; + case "SteelTheme": + return FROGSlogos["SteelTheme"]; + default: + return FROGSlogos["DefaultTheme"]; + } +} + +// Fonction pour changer le logo +function update_logo(val){ + CURRENT_THEME = val; + document.getElementById("logo").src = "data:image/png;base64," + getLogo(val); +} + +function update_theme_Rmd(CURRENT_THEME){ + if(CURRENT_THEME == "CoralTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + }else if(CURRENT_THEME == "SteelTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + }else if(CURRENT_THEME == "GoldTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + } + else if(CURRENT_THEME == "DefaultTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + } + const select = document.getElementById("themechoice"); + + // Réactiver uniquement les vraies options (celles avec une value) + Array.from(select.options).forEach(opt => { + if (opt.value) { + opt.disabled = false; + } + }); + + // Désactiver l’option actuellement sélectionnée (si ce n’est pas le placeholder) + const selectedOption = select.options[select.selectedIndex]; + if (selectedOption.value) { + selectedOption.disabled = true; + } + + update_logo(CURRENT_THEME); +} + + +</script> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +<div style="display:flex; align-items:center; gap:15px; margin-bottom:20px;"> +<img id="logo" src="data:image/png;base64," alt="FROGS logo" style="height:180px;"> +<h1 style="margin:0;"> +Stat: Alpha Diversity Visualisation<i><span class="text-accent">(phyloseq_alpha_diversity.py v5.1.0)</span></i> +</h1> +</div> +<script> + +$(function () { + update_logo(CURRENT_THEME); +}); + + +</script> +<style type="text/css"> +:root { +--frogsColor: #03A5A8; --frogsColorHover: hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1); +--frogsPreColor: hsl(from var(--frogsColor) h s l / 0.1); +} +.text-accent { +color: #595c5f; +} +.main-container{ +max-width: 75% !important; +} +h1{ +color: var(--frogsColor); +} +h2{ +color: var(--frogsColor); +} +a { +color: var(--frogsColor); +} +a:hover{ +color: var(--frogsColorHover); +} +.nav-pills > li.active > a, .nav-pills > li.active > a:focus{ +color: #fff; +background-color: var(--frogsColor); +border-color: #dee2e6 #dee2e6 #fff; +} +.nav-pills > li.active > a:hover { +background-color: var(--frogsColorHover); +} +.button { +background-color: var(--frogsColor) ; +border : none; +color : white; +padding : 5px 10px; +text-align : center; +text-decoration : none; +display : inline-block; +font-size : 12px; +margin : 4px 2px; +cursor : pointer; +border-radius : 8px; +} +h4 { display : block; +font-size : 1em; +margin-top : 1.33em; +margin-bottom: 1.33em; +margin-left : 0; +margin-right : 0; +font-weight : bold; +color : var(--frogsColor); +} +code.r{ +font-size: 11px; +} +pre{ +font-size: 11px ; +background-color: var(--frogsPreColor) !important; +} +.frogsversion{ +position: absolute; +right: 5%; +color: var(--frogsColor); +font-style: italic; +font-size: smaller; +padding:8px; +} +.frogsversion > a{ +border: none !important; +display: inline-block; +} +#themechoice{ +border-radius: 0.25em; +background-color: white; +border: 1px solid #dee2e6; +font-weight: 400; +line-height: 1.5; +padding: .375rem 2.25rem .375rem .75rem; +} +</style> +<!-- rnb-text-end --> +<!-- rnb-text-begin --> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin 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 --> +<pre class="r"><code>## Import packages +library(phyloseq) +library(ggplot2) +library(vegan) +source(file.path(params$libdir, "graphical_methods.R")) +## Alternative to source all extra function from a github repo +## source("https://raw.githubusercontent.com/mahendra-mariadassou/phyloseq-extended/master/load-extra-functions.R") + +## Setting variables + ## The Phyloseq object (format rdata) + # phyloseq <- "" + + ## The experiment variable that you want to analyse + # varExp <- "" + + ## "The alpha diversity indices to compute. Multiple indice may be indicated by separating them by a comma. + ## Available indices are : Observed, Chao1, Shannon, InvSimpson, Simpson, ACE, Fisher + # measures <- "" + +## Create input and parameters dataframe + # params <- data.frame( "phyloseq" = phylose, "measures" = measures, "varExp" = varExp) + +## Load data +load(params$phyloseq) + +## Convert measures to list +measures <- as.list(strsplit(params$measures, ",")[[1]]) + +## Compute numeric values of alpha diversity indices +alpha.diversity <- estimate_richness(data, measures = measures) + +## Export diversity indices to text file +write.table(alpha.diversity, params$fileAlpha, sep="\t", quote = FALSE, col.names = NA)</code></pre> +<!-- rnb-source-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +<div id="section" class="section level1 tabset tabset-fade tabset-pills"> +<h1 class="tabset tabset-fade tabset-pills"></h1> +<div class="row"> + <div style="float:right"> + <select id="themechoice" class="form-select form-select-sm" style="width: auto;" onchange="update_theme_Rmd(this.value)" aria-label="Switch theme"> + <option selected disabled value>Switch theme</option> + <option disabled value="DefaultTheme">Default</option> + <option value="CoralTheme">Coral</option> + <option value="GoldTheme">Gold</option> + <option value="SteelTheme">Steel</option> + </select> + </div> +</div> +<div id="richness-plot" class="section level2"> +<h2>Richness plot</h2> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin eyJkYXRhIjpbInAgPC0gcGxvdF9yaWNobmVzcyhkYXRhLCB4ID0gcGFyYW1zJHZhckV4cCwgY29sb3IgPSBwYXJhbXMkdmFyRXhwLCBtZWFzdXJlcyA9IG1lYXN1cmVzKSArIGdndGl0bGUocGFzdGUoXCJBbHBoYSBkaXZlcnNpdHkgZGlzdHJpYnV0aW9uIGJ5XCIsIHBhcmFtcyR2YXJFeHApKSsgdGhlbWUocGxvdC50aXRsZSA9IGVsZW1lbnRfdGV4dChoanVzdCA9IDAuNSkpIiwicGxvdChwKSJdfQ== --> +<pre class="r"><code>p <- plot_richness(data, x = params$varExp, color = params$varExp, measures = measures) + ggtitle(paste("Alpha diversity distribution by", params$varExp))+ theme(plot.title = element_text(hjust = 0.5)) +plot(p)</code></pre> +<!-- rnb-source-end --> +<!-- rnb-plot-begin --> +<p><img 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xo0TOukguYpClboHsorlUREOh1nw9JnqAl3Db/uufx/NfKtDl/7yGlM+5gXarsALe7jZzL9fovD7t27iUgss5Y2cODADz/8cO/eveKXcXFx586de+2111asWNGgQQNxMCwsLCwsrKoJ1K9ff+jQoUTE83xubq7BYBAEgYhCQkIMBoNO95f+P3FxcfXr1y898ssvvxBR165dSw8GBAR07Nhxz549JSNi5qWrzKLevXu/9957hw8fLj3YsmXL0NDQ0iPidZUkU4OX7+WqVoB+9tlnaykPAIDaIGHopYbGZxuYTlv8btoUCpYaSQytVCbsPQgAAJUnZWhWI+P0aNMps98tu0LJUiOpoZXSxGI2AQCoOiXDvBIWMqteqN0/oJjjghiGL9Z7OikAqK7c3FwiEvspE5G4G2FqauqWLVtKhxUVFRHR5cuXxS/ff//9w4cP79q1q2HDhu3bt+/Tp8+AAQO6dOkirlOuqqNHj7711lu7d+8uqYOXEIvRJWJiYsoEZGVlEVFUVFSZ8TKR4prlxo0blxuWlZXF83xJ8vd/N7GPcUkziZq9fG9WtQJ0SdcSAAAfopYIvcN4lYqIqKiIs2KxGgAAVJ1aIvSph9kEAKDGhMtl4SSz2+2Fns4EwP3C/R/qH/dfp2EHfnuv2JLjIIBhmJ7N3pFL/Bx/nzC/VlXLr+ouXbpEpUquRqORiNLTy98mt7i4WBAEhmFiY2NPnz69cOHCNWvWHDly5MiRI++++25MTMy8efPGjh1bpQQOHTqUkJBgsVi6d+8+ZMiQiIgIcSfAGTNm3Llzp0yweKiEIAhms5mIFApFmcjSI4IgiKVtcbl3aeKIIAhGo9HP7/cfh8RZU/savHwvh/0DAQAAAAAAAAAA3CdAGf1w1GSnYUXmm4eufuggIErbuX3MjJrLy0Ucx4krnfv06SOO+Pn56XS6I0eOdOjQwfFjg4OD//3vf//73/++cuXKrl27vvnmm127do0bN06j0QwZMqTyObzxxhti1+mvvvqq9Pgrr7zi9LEMw8jlcqvVarFYyhwqLi4uHaZWq41G4/0rrMURMaDyOVPNXb6Xq2srun0bxwk3b/AXzvPXrzJ27I0GAACuYDiOv3Ht99mEw2wCAAAAAOCr2sfM0MjrVXSUZaQ9mr3lznwq8tlnn+Xn52s0mieffFIcEXcCvHHjRuW/SdOmTZ955pnMzMz33nuPiP77X+crxEs7cuQIEc2Y8ZdyvE6nE3trOBUREUFEt27dKjNe0i1EJDbfuHLlSpkwsTVHTEyMy90zqnn5Xg4FaK/A2GyKn3b4LZ7Pffax7avP7J8t1Cz6QLkjnbnvExUAAICKMFarYtd2zaL53GcLf59NPpmv3LmVMWOvdgAAAAAA36OUBY1o+51GEX7/ISmrGBi/JErb0f1ZlXHo0KG5c+cS0Ztvvlmy/jchIYGI1q5dWyb46tWrmzdvNhgMRFRQUJCWlrZp06YyMWIV++bNm1VKQ6z8lmmOsWTJErvdTvf1gL7fww8/TET79u0rPZiVlXXixInSI+J13d9aZPv27UTUvXv3yidcs5fv5VCA9jzGZFKv/lL+8yGmVCtBxm6XnTymXvkFU6Rz8FgAAAARYzSoVy2T/3KEsZWeTWyyEz+rV37B6LG3DwAAAACA7wn3f2Ryx7ZdpsgAACAASURBVEMdGr4YoGwgjiik2viIURM77G0VOcazueXk5Lz99tsJCQl6vT4hIaF0s4tp06YpFIr169dv3LixZPDevXvjxo1LTExctWoVEdlstsmTJyclJZUp8qalpRHRQw89VKVk4uPjiah0PXfdunUpKSniuNN10CNGjCCipUuXXrhwQRwxmUziVZQOe+6556RSaVpa2p49e0oGT5w4kZKSwrLs888/X/mEa/byvRx6QHuectsmNi+33ENskU69+XvDmCRisMk6AAA4oty6kc2/W+4hVleo2rzeOCbJvRkBAAAAAEANUMtDezZ7p2ezd6xcsZ0zq+Whnsqkf//+MpmMiARByMnJycn5fYPEKVOmfPrpp6X33IuNjU1JSUlOTh46dGjXrl2bN2+en5+/a9eu4uLiwYMHT506lYjq1av39ttvv/baa4899linTp0aN25stVpPnTp18eLFoKCgt99+u8zZe/bsKZWWU8lcvnx5586dZ8+ePWzYsDlz5hw8eLB+/frHjh07derUhg0b0tPTz507N2vWrF27di1YsKCiSxs3btxnn312+PDhtm3b9uzZU6lUHjx4UKvVJicnL1q0iOd5MSw+Pn7BggUvvvhinz59+vfv37Bhw+vXr2dkZNhstnnz5nXsWIUF6VW9fJ+GArSHSe7mSi9fcBDA3r4puX6Va9TEbSkBAIDPkeRkS3+77Cjg1g3JzetcdEO3pQQAAAAAADVLLvGTS/w8mMC5c+f+TEYub9q06eOPP56cnNytW7f7g5OSkuLj4z/66KN9+/YdPXo0KCiobdu2EydOnDJlSkmj5NmzZ8fGxi5duvT48eNHjhyRyWQxMTEvvPDCq6++GhMTU+Yb3t95WSQ29HjqqaeWLl26YMGC9PR0rVbbqVOnPXv2dOrUqXXr1seOHTt58mRmZqaDRhwSiWTbtm3/+te/1q9fv3PnzrCwsMTExHnz5n3++ef0xx6DohkzZrRp02bBggWHDh3avn17UFDQgAEDxJJ0ZZ/HP1Tp8n0a47QHCpTIz8+v8adLfvSgYs9OxzHWxzpZEvrV7HmrT6mQK6VmIrJwKpO57Cah3iYkJIRhGJ7n79275+lcnFCr1WLLJL1ef//uq94mNDSUiDiOKygo8HQuTmg0GrEVVFFRkbVUuxsvxLJscHAwEdlsNp3O25vw+Pn5KZVKItLpdDabrVbPJf59qwNqYzZRHN4v37ergoMCEUNE1o5dLd171+x5q0+lVCgkJiLGbFeYLV79b5Mwm9QOvSA0OXuRiFQseyO+mafTcQKzSS3x9/cX728tLCy01/Je3B6cTWrj9b+M4OBglmUFQcjPz6/VE1WfSqXSaDREVFxcbPb6vQp86E2vD73+MwwTEhJCRHa7vbCw0NPpOOHON73VhNf/injDbxN6r2mL5+/v7+kU4MGCFdAexuidzwfe1gbabriuO7fAnL2Ns9wjIok8SFl/gDbuJalfY0+nBgDwgGL0RQ4O/v4fb5tNiq/qzi8wZ23nrAVEJFEEK+sP1Ma9JNVgmTYAAAAAAEDdgU0IPU1Sic8Aymtw4ymmOzvvZPQ0XEsTq89ExFkLDNfWZO9IMGVt92xuAAAPLIGtxIReqiObx5mytmfvSDBc+0asPhMRZ7lnuLr6TkZP851Mz+YGAAAAAAAANcj1AvSSJUu8//5T78cHO78HRAgJc0MmlWEv/u3uwcm8vfj+Q4LdcPdQsk1/yf1ZAQAAH+J8NqlMjHvYii7ePZQs2A33H+LtxXkHJ9uLf3N/VgAAAAAAAFAbXC9Av/DCC/Xr1x81alR6ejrHcTWY0wPFHttccLzAmWVtzePclY4TunMfClyFDdoE3qI7+4E78wEAAJE9toXgeIEzy9qbx7srHSd05+YLfIVdKQXOpDv3oTvzAQAAAAAAgNpTrRYcFotl3bp1TzzxRHR09GuvvXb+/PmaSuvBIag1ts7d//iinADrI4/xwSHuTKkigsCZsrY5jjFlZwi8V2/IAABQJwl+/taOjzsIsD7akQ8Mcls+Dgi8zZSd4TjGlLVNEPDZNgAAAAAAQF3gegF669atSUlJgYGBRJSdnf3BBx/Ex8d36tTp888/9/6NVr2KpWNX66MdiWH+2CbqT/ZWD1sS+nkiqXLwlnze5mTDVsFu5Mw57skHAABKs3bpbmvXodxDtjaPWLr3dnM+FeHMuYLd6DiGt+l5y1335AMAAAAAAAC1yvUC9IABA5YvX56Tk7Np06axY8f6+fkR0ZEjR6ZNmxYRETF27NiMjAye52su1bqLYSy9+hufnmRrEc/4BxDDMH7+9tgWphHjTIOGUGX2lXIPoVI/TabchdwAAFDbGMbce4Dx6Um25nF/zibNWhpHjjMPGOxzs0llwwAAAAAAAMC7Oew+XAlyuTwxMTExMdFkMqWnp3/77bdbtmwxGo1r1qxZs2ZNgwYNJk6cmJSU1KxZsxpJtw7jGsRwDWJUQUESiUQQhKL8fE9nVBarCGWkasfL1hhWwSrD3ZYSAACUwUU35KIbqoODWZb1ztlEogpnWIWDHtBExEjVrMJbNuAFAAAAAACA6qix9VAqlWr48OFr167Nzc1NS0sbPHiwXC6/devWe++917x588cff3zFihVmc4X714H3Y1ipKqKP4xhVZG+GlbsnHwAA8EUMK1dFOukHoorow7DV/YwcAAAAAAAAvEHN35Cr0WjGjBmzcePGc+fOPf747xsiHThwICkpKSYm5j//+Q/K0L4rIH6Wg/oyw8q0rWa7Mx8AAPBF2vhXGVZW0VGGlWvjX3VnPgAAAAAAAFB7ar4ArdPpVq5cOWjQoLi4uP3794uDUVFREokkLy9vzpw5bdu2vXDhQo2fF9xAro0L6fgplVuDZuUh7RfLtK3cnhQAAPgYWWDr4PaLyv1Ek2EVIR0/k2lbuj8rAAAAAAAAqA01VoDmeT4jI2Ps2LERERGTJk3aunWrzWZTKpVjxozJzMy8efPmlStXnnvuOYlE8uuvv/bo0SMrK6umTg3upG4wJLLPTnWDJ1mJUhxhJUp11KDIPhnqmGGezQ0AAHyFJmZ4RJ8MddSgv8wmDZ4M77ND3WCwZ3MDAAAAAACAGlQDDRYvXbqUmpq6cuXKW7dulQw+9NBDycnJEyZMCAoKEkcaNmz46aefjhw5cujQoTk5OW+++eayZcuqf3ZwP5k2LrTzcrmM5EI+kWBjQi02T+cEAAC+RqZtFdplhUJGMuEuEVmZUCtmEwAAAAAAgDrH9QJ0UVHR2rVrU1NTDxw4UDLo7+//9NNPT506tUOHDuU+KiEh4f33358+ffqWLVtcPjV4A1aiVPq1ICLOYCCbydPpAACAT2KlKqWmJRHZi4vJhl0iAAAAAAAA6hrXC9AREREm059lx86dO0+dOnX06NEajcbxA4cMGTJ9+vS7d++6fGoAAAAAAAAAAAAA8H6uF6DF6nNoaOiECROmTp0aHx9f2VNKpUQUGBjo8qkBAKrklpk9mC+9bSUpQ03ksu4BNn+p4OmkAADAx9z8YzaRs9RULusWYPOTYDYBAAAAAHDC9QJ03759p06dOnToULm8nF3sHQgLC9Pr9SxbY/sfAgBUxMAxb1zSrMlW2v8sEagCpMrXmhifaWBiPJgZAAD4jmKO+edFzbd3lFyp2UQrVc5pYkhuYMZsAgAAAADggOtV4ICAgMzMTKfV51OnTgUGBiYmJpaMMAzj5+enVqtdPjUAQGWYeWbkyYCvs0pXn4mIiuzMPy9q/u+Sk35BAAAARGTkmOEntGnZpavPREQ6O/OPi37vXMFsAgAAAADgiOsF6PXr11dmI8HQ0FCdTnf06FGXTwQA4JpPrqt+1skqOvrZTdWBggqPAgAAiD6+pjpeVOFdg4uuq45WPNcAAAAAAECt98HYuXMnERUWFtb2iQAASuME+uqW0nHMstsq9yQDAAA+ysZTapajyUIgWnrTyXQDAAAAAPAgq1oP6JSUlJSUlJIvc3NzH3nkEQfxhYWF169fJ6Lo6GjX8nugMFarcPkibzELCgWj9hdUKI0BuO6iQZJvc/IZ28EC1/vgA3gtxmIRLl/gzWZBoWQ0foISswmA6341SAttTpo8HyrECmgAAAAAgApVrfhy7969U6dOlXxps9lKf+nA9OnTq5bXA4YxmxR7MmVnT3EcxxERkR/L2lq0siT0FTR+Hk4OwDc5rT4TUYGN5QSSYPcoqCsYk0mxZ4fs3Bn775MJ+bGsvWVrc0JfQY02tQCuuGt1PknctbECESYTAAAAAIByVa0APXfu3DFjxhw+fPjw4cOffPKJXC5v3769g3i5XN6gQYPhw4cPGTKkennWZYyhWJ2Wyhbe+8soz8vOn5HeuGocm8QHBnsoNQAfFiAVnMb4SQVUn6HOYPR69ZrlrO7PnlcCEcPz0nOnNTevGsdM5rWBHkwPwEdVZjbRSgVMJgAAAAAAFany7eeNGzdu3LjxmDFjPvnkk7CwsP3799dGWg8U1daNZavPf2AMxcpN640TphKD32sAqqa5hlNLBCPn6N9O2wC72/IBqG2q9A2lq8/0x3pMgYjR65U/rjeOm4LZBKCqWvpxClaw8I7+7Tzib3NbPgAAAAAAPsf1TQhnzpw5derUGkzlwSTJyZZcveI4QHrNUQAAlEvJCsPCLY5jxkaa3ZMMQG1js25Lblwr95BYNpNk35Zcv+rGjADqCI1EeCrc6jhmXH0n0w0AAAAAwIPM9Q24Fi5cWIN5PLAklSguS65esTeOdUMyAHXM3CbGn+7Jb5nL/6Stb4jVaYUanLPwVGgmGUsST2fyYJNddzCb/N6cVnrtCteoidtSAqgzXm9q2HtPlmUpfzYZGGZNrIfZpNrMHBWYScZWY3nMg46x2aQXznF5OZzVwiiVspB69hbxggw7ZAIAAIDnuV6AhhrBFhc7jWH0RW7IBKDuCZPzG9rqnjnrf7Ko7Gvd6EjL/BbFaEZQHbKLJvXuItlVC/ECEQWoJZZH1MbeWt4fpWgPYPR6Bwf/iMFsAuCKcDm/oZ3umf/5n9b/ZTZhiJ6ONH/QwoDZpDrkF8yqXYWy61ZxNtFqJJZHNMbeWt4PpegqkF6+oNz2I2My8n+MKImEnzLM/RPtzVp6MjMAAACAyhegZ82aRUT9+vXr169f6ZHK+/DDD6sU/4AQpM5/BAxWLgC4qpGK2/5o4Y58+U869U2LVMpQM5U1McT4kD+6P1eLenuhepeOSm3NxRg55UG9/LShKDncHiX3XGoPqMrMJoTZBMBVTVTcjscKt9+V7ylS37RIZQw1V1oGh5la+2E2qRbNtkLVLl3pEcbAKQ8UyU8Zip4Jt0fiVatSpJcvqDauI54vM86YTKpN35kSR9ibowYNAAAAnlTZAvRHH31ERH5+fiUFaHGk8lCALhcfEuY0hqtEDABUhGWof6h1WEOZSiUloqIis9WKekG1KE4Y1Jm6cg+xxXzA8tyCWfUFJVauuRUf6nym4EPruSETgLqKZWhgmHVEo5LZxILZpJoUx4rLVJ9LsMXc77OJHOvLnWBsNmXGlvurz7/jeeWOLYZGTQQ5PhsGAADwaosXL54xY8a4ceNWrVpV+UctXLjwpZdemjRpUmpq6v3fxLXvWRtQIPAwW9Nmgszh20GJxN4i3l3pAAA4I5B6e6GD42wRpzzooB0E1Ap7bAtB6nCpoERiw13YAOA9BNLsKL/6LGIL7cpDmE2ck165yBgc9fRjjAbJ5QtuywcAAOqku3fvMgzDMIxWqzWZTBWFrVy5UgxLSkpyY3YekJiYyDDMc8895yDGZrPVq1ePYZg1a9a4LTGvVdkCtMlkMplMr7/+epmRyqud/H2fSm19vKeD49bHOvOBQe7KBgDACWmOTXLPyaI/xTm85ruboNZYu3Z3EGDp0FXQBrotHwAAx6RZVrbAyWwiP2t0TzI+jc2+7TRGkn3LDZkAAEBtE0i4ay++YyuyCZyncigqKtq0aVNFRz2+zNZtpk6dSkTffPONxVLhZtTp6el5eXlBQUFPPfVU7WUyY8YMk8m0dOnS2jtFjahsCw6lUul0BFxjfawTWcyKQ/tIEMocsrXrYOmW4JGsAADKxd6zOY/Jdx4DNc7aoStZLIojB8rOJgxjbdfB2rWHh/ICACiHxFn1mYicft4JRMSYnX/oy5jNbsgEAABqzx1b0YfZmT8UnMm16YlIw8r7alu+EtnrYXWUO9OIjo6+ffv2ypUrR48eXU6Sd+7s2rUrJibmxo0b7szKI5544onw8PCcnJyNGzeOGjWq3JgVK1YQ0bhx42q1giqRSCQSSe19/5qCFhxewdq1p3HiM7Y2bZmweqRSMyGh9lYPGcdNMfceQAw63wGAV6nEixJetzzE2q2XccJUW5tHmFBxNgmzt3rYMHaypVd/zCYA4FXuW3dRHrxuVYKgUtdIDAAAeK2fDTe6nP34i9yDYvWZiAy89YeC073OL1px94g7MwkICGjfvn1GRkZubu79R9esWcNxXI8eNbPwheM4b+6mIJVKJ02aRERi5+X75efnb9myhYimTJnizsS8VnUL0BzHnTlzpszgjRs33nnnneeff/4///nPtWvXqnmKBwRXL8I8IFHy0j8U/3pf9uobpkFDufoNPJ0UAEBZXIjDW2cEMcZhM2KoTVx4pHnAYOkrcxX/el/26uumQUN4zCYA4H34UOczBWaTyuCiop3G8A1i3JAJAADUhny7YeSlL+/ay2n3bxO4mdfX79dfcVsyNpttyJAhdru93KbGq1atkslkCQnl38d/9OjRkSNHRkZGyuXyevXqJSYmZmZmlg5YtGgRwzCvv/766dOnO3bsqFarv/zyS/GQ0Wh8/fXXY2NjlUpldHT0iy++qNPp3n33XYZh3nzzTTHm/fffZxhm2rRpZc47fvx4hmEWL15cpWSefvpppgLfffedGCNWljMyMrKzs++/3rS0NKvV2q5du7Zt24ojmZmZgwcPDg8Pl8vloaGhffr0cdobmuf5lStXJiQkREVFyeXykJCQ/v37b9++vXTMwoULq9p02+nl14bKtuAo17Fjx8aOHVtcXJyVlVUy+P3330+aNKm4+Pd/G2+99daqVauGDRtWrTQBAMA7cOEyLkwmyaugyQZDRGRtjZVWAADgiD1CxgVLHTfZwGxSGVyTWF4byOoq3B9Y0AbamzRzZ0oAAFCDPrmz5569wk0ReEF46/a2HS2fd08yNptt+PDhc+fOXbly5cyZM0sf+vXXX48fPz5w4ECNRnP/A1NTU5OTkwVB6Nu3b+PGja9cuZKenr558+aPP/7473//uxgj9qnQ6/UjRoyw2WwJCQnh4eFEJAjC4MGDMzMz/fz8hgwZIpPJ0tLS9u3bJy61dqG7RWWS6datm1T6l5JpXl5eRkYGEWm1WnGkRYsWjz/++P79+1etWvXqq6+WOYvYfyM5OVn8cv78+bNnz5ZIJH369GnSpEl2dva2bdsyMzP37t372WefVZTq1KlTly9frlKpevbsGRIScvXq1YyMjIyMjOXLl7u8zWNlLr82uF6Azs3NHTBgQH5+PsMwJpNJpVIR0a1btyZMmGA0GolIo9EYDAaTyTRhwoQOHTo0aIAVWAAAdYFhYGDAyryKjnJBEnNnf3fmAwAAvoch46Ag/1UVzyYhUnNHP3dm5KMEidQ8cLBq3WqGK2dDKkEiMQ0YLEirteoIAABqw01r4U7dr07DVuf/7DjgaPG1/975KUDipA7bShXZwa9hFfIrD8/zzZs3b9++/c8//3zu3Ln4+PiSQ+L2g+PGjeN5vsyjLl++LC5M3r59e9++fcXBffv2DRgw4NVXX+3Xr5/4fcRGxhs2bOjSpcvq1atL+hqvW7cuMzMzJCTk6NGjTZo0IaJ79+716tXrq6++IiKWrVprh0om8/zzzz///J9lfUEQBg0aRERDhgwpeRQRJScn79+/f8WKFWUK0GfPnv3ll1+USuXYsWOJ6OTJk3PmzJHL5RkZGSUtSs6fP9+lS5eUlJShQ4f279///lRPnDixfPlyjUZz6tSppk2bioMrVqxISkqaPXv2hAkTXGj9XMnLrw2ut+BYsmRJfn5+cHBwZmamWH0mooULFxqNRrlcvnXr1uLi4kuXLjVv3txoNKakpNRQwgAA4GHW1mrDoMByW3PyWmnRlHBBjradAADghOUhtXFABbNJkLRoSj1BhtmkUrjoRqbRE/nA4DLjfGCwadQELqaRJ5ICAAAnThtvz7y+3un/cm3lNN8oTSB649YWp9/nh4LTNZX5xIkTiejrr7/+MwdBSEtL02g0Q4cOvT9+yZIlFotl0qRJpUu33bp1mz59ut1u/+KLL8QRsZR8+/btBQsWlC6trl27loimT58uVp+JKDg4eNmyZXq93oXkK5lMGZ988sm2bdsiIyOXLVtWenzkyJH+/v5nz549duxY6XFx+fPw4cMDAwOJKCUlhef5iRMnlm6QHRcXN336dCJaunRpuScNDw/fsGHD2rVrS6rPRDRp0iSNRpOXl3fp0qWqXju5evk1wvUC9NatW4lo/vz5pdu7rFu3joimTZs2YMAAIoqNjZ0/fz4R7dixo7qZAgCA17A1U/H+5Xzcamus4IOxzAoAACrF2kzJ+5U3mzRS8sFoAF0FXFS0IXm6afhYNqGvpGMXSa9+puFjDMnTOXR/BgCAmvb000/LZLLVq1eXLHY+cODA1atXhw0bVm7/jd27dxPRwIEDy4yLI3v37i09GBcXV79+/dIjx48fJ6Iyexs+9thjzZs3dyH5KiUj+t///jdnzhyGYVasWBEaGlr6kEajefrpp+mvWxFyHCeuBy/pvyF+2/uXOffu3ZuIDh8+XG6q9evXHzp06KBBg3iev3PnzpUrVy5fvnz58uWQkBAi0ul0lb3mUly4/Jriepng4sWLRPTkk0+WjPz66683btwgInGFuahLly5E5FphHgAAvJAkz6ZdmsMYy95aRUSKkwbGLhRNDHN/VgAA4FskuTbt0lzGXN5scqKYOF4/HrNJVbCsvUms5LEOLMsKgmDPz/d0QgAA4EhLVfhbDQY5DfvvnZ8c9IAmIobolche/s5acLRTO9+0tpJCQ0MHDhy4adOmn376qVevXkS0evVqIho/fny58b/99hsRpaambtmypfR4UVEREV2+fLn0YExM2Y9OxS3+oqPL5t+2bVuxMlklVUqGiMxm89ixY81m88svv1x61XCJ5OTkpUuXrlmzZsGCBXK5nP7YlrBJkyY9e/YUY65du0ZEjRs3LvNY8WKzsrJ4ni+3l8jRo0ffeuut3bt3m0ymMocEQajcFf9FVS+/BrlegNbr9SzLhoX9+b5w165dRBQUFNS+ffuSQXG1uWsL4wEAwAtpNheUW30Wyf9nlJ8zWuOxcxQAADii2XSv3OqzSHHaaLlgsrZQuTMlAAAAt2mqCH0pIsFpWK5NvyRnn4OAtproN6PKLmitbRMmTNi0adPKlSt79epls9nWrVsXEREhrue9n7hRXHp6erlHi4uLBUFgmN/7bok13BKCIJjNZiIq6f1bomQzwCqpUjJENHv27DNnzjzyyCPz5s0r9yEdO3Zs1arV2bNnf/zxx+HDh9Mf/TemTJkifh9BEMTy8f2XII4IgmA0Gv38ym59cejQoYSEBIvF0r179yFDhkRERIhPzowZM+7cuePCtVPVL78Gud6CQ6FQ8Dxfuga/fft2IurVq1fpsr24Jlwmwz10AAB1AVvMyy+YHccojxnckwwAAPgotoiTX3Iymyh+dtL1EgAAoM77e0SCgw0GGWLejBrgznxEiYmJgYGB69evNxqNW7duzc/PHzNmTEV74oml1SNHjgjl4XneQcWTYRixomixWMocquRSV+6vm/RWKZlt27YtXrxYpVKlpaWVqYyXJrbaEOvOOp1u48aNEokkKSmp5BLUajUR3b+KWRwpCSjjjTfesFgskydP3rNnz8svvzx27NgRI0aMGDHCQSZOVednUU2ur4COjo6+ePHiyZMnxSYbhYWFYqPnMp1ExPXwERER1cvTK1TnZ1xJ4k+aYRiFQlHb56om6R+7aUulUu/PVuQTT2zJS7YPfWzjc09s7b2k1oiS9FiW9cInVnrNSLyTm32kt61emLn3cNtsQkTe/4PwxdmEfOGJ9aHZxGy3l/zZt55YzCbVIc0zkLM7R2VZNi/MHAAAwJ3CZf5rYpOevrxcz5WtwLIM816DxF4BrrRCriaFQjFq1KgvvvgiMzPzu+++o4r7bxBR06ZNjx8/fuPGjQ4dOrhwrnr16t2+fTsrKys2Nrb0+OnTf9lWUVwLW6bcTES3bt1yLZm8vLykpCRBED766KO4uDgHkRMmTJgzZ862bdsKCws3btxoNpsHDRoUFRVVEtC4ceOzZ89euXLl0UcfLf1AsTVHTExMuf03jhw5QkQzZswoPajT6bKyshxn7kA1fxbV4XoBukuXLhcvXvzHP/7x3Xff+fv7v/DCCyaTSS6XDxkypHSYuEFk27Ztq5upF/Dz83Pbbxr+/v7uOVH1KRQKX/ndgGEYH3pilUqlUumki5OXYFnWh57Y+2978VoSicQbn1jG7jSEtQjemLnXcNtsghe9WuJbL3re/8RypQrQPvTEYjapNpvTCMwmAAAARNTNv+nBVi/Pu71jY8FpA28lIinDdvePnVO/bye/Rp7KauLEiV988UV6evrWrVvj4uLatWtXUWRCQsLx48fXrl07YsSI0uNXr149e/ZsQkJCuVsXlmjVqtXt27cPHz7cvXv3ksHTp0+fPXu2dFhAQAAR5f91CwS9Xn/mzBnXkpkyZUpOTk5iYuJzzz3nID0iCg0NHTx48Hfffbdp06bvv/+eSm0/WHLSs2fPpqenjxo1qvS42Emi9HWVJlaly7znXLJkid1uJ1d7QFfzZ1Edrheg//a3v6Wmpu7du7devXpSqVS8/smTuatgnwAAIABJREFUJ5fsCHnv3r333nvvq6++IqIyT7GPKigocO0HXHlBQUHitiH37t2r1RNVn1KpFP9eGgwGsSOPNwsODmYYhuf5goICT+fihEqlEm++KC4uvv8eE28j7r7KcVxhYaGnc3FCrVaLL9x6vd5qtXo6HUcYhgkODiYiu93u2s62tUomWAKcxXB+bGEt7H0k/n2rAzCblIbZpJb40GyiL/XPId/rt03TaDRiQb+oqMhmc15C9SCWZYOCgojIZrOJG8t4FRmZMZsAAABUUkN5cErj0YsbjbxhLbAJXLQ8UM3W+l2VjnXt2rVJkyarV6/W6/UvvfSSg8hp06YtXrx4/fr1GzduLFm0eu/evXHjxh06dCglJeXZZ5918PDBgwdnZGQsXrw4KSmpXr16RFRYWDhlypTQ0NC7d++WhD300ENEtG/fvuLi4pJ+ym+//bbY9biqyXz66aebN2+OiIj48ssvK/NsJCcnf/fdd19//fWBAwfCwsISExNLH33uuedSUlLS0tImT57co0cPcfDEiRMpKSksyz7//PPlfs/4+PjDhw9v2rSpZcuW4si6detSUlLi4+PPnTvn2jroav4sqsP1AnTnzp3ffffd119/XRAEsfrcoUOH+fPnlwT8/PPPH330ERH16NFj5MiR1c/V48SWKLV9ijJ/8FqlM/T+bEv4Vqq+la2nU6gs739iS9bGemeqtgYykhCVvbHpL7h6Mi/M3Hu48yfrQz8I7/wLXxHfStXLs/WtdxQ+lK2Xp2qLlhNDjrtw2OtJvTBzAAAAT5EybBOFF32MOmHChLfeeothmHHjxjkIi42NTUlJSU5OHjp0aNeuXZs3b56fn79r167i4uLBgwdPnTrV8VmmTJmyZMmS8+fPx8fHP/HEEwzDbNmy5ZFHHunYseOnn35aEta5c+eHH3741KlTXbt2HTNmjEKh2LFjx7Vr16ZNm7Zo0aKSdxSVScZiscyaNYuIwsLC7q+tDxgw4P5+I/369YuOjt65cycRTZ8+vUwTvPj4+AULFrz44ot9+vTp379/w4YNr1+/npGRYbPZ5s2b17Fjx3IvfPbs2cOGDZszZ87Bgwfr169/7NixU6dObdiwIT09/dy5c7Nmzdq1a9eCBQscP3tlVPNnUR2uF6CJaO7cuU8++eSWLVuKiopat249cuTI0n0t27ZtK5PJJk2a9PHHH5fbzQQAAHwPTyQ4qxk4axINAAAPOl5wWoAGAAAAbyYWoB9//PGGDRs6jkxKSoqPj//oo4/27dt39OjRoKCgtm3bTpw4ccqUKU4LhiqV6qeffpo7d+7mzZu//fbbmJiYF1544R//+Mff//53+qNPBRExDLNt27bZs2dv27btzTffDA8PHzx48OrVq5csWUJ/3QDQaTI2m02MP3PmTJkOHkQUGhp6fwGaZdmkpKS3336b7uu/IZoxY0abNm0WLFhw6NCh7du3BwUFDRgwQCxJV3ThTz311NKlSxcsWJCenq7Vajt16rRnz55OnTq1bt362LFjJ0+ezMzMdOGj+ur8LKqDqdVlBTqdTqvV1t73d7P8/Hw33DQtkUgEQfD+W1CVSqV4U4PBYLh/K09vExISIt407f13o6vVavGmab1e7+U3TROR2HKH4zjvvxtdo9GILTiKioq8vAUHy7JiCw6bzeaNLTiumLWf5ziO4UKkBa9FOY5xQUmLJ1/nhtkkODhYbMHh/bOJSqUSW3AUFxd7fwsOzCa1QS8ITc5eJCIVy96Ib+bpdJzAbFJTZBdN2mW5jmO4erKCWfVr/NQenE3w+l+ab73++9CbXh96/WcYRmyJY7fbvb+hn5+fn9iCSafTeX8LJm9+/S/D399f3FOqsLDQbne+2Ux1eMNvE3q93tMp/K4O7LLw1FNP/fDDD7XaNQJqkOsroLdt20ZEsbGxZbahLK0uVZ8BAICIWCPvPMbgPAYAAB5klZlNmGKH/Z4AAADgAZCVlbV//365XD506NCSQbvd/ssvvxBRfHy851KDKnB9cfXAgQMHDhwolqEBAOABwSudTxy8Cm2XAADAEUElcR6jcR4DAAAAdduNGzdGjx49YcKEU6dOiSOCILz11ls3b96Mjo7u3LmzZ9ODSnJ9BXRkZGR2dnZt3yIBAABexR4lJwlDnKM7iO0NFW7LBwAAfJE9Wk4s43jPAHsMZhMAgKrhLIz+N4VOR7yNpBoJW0+mirIR4+m0AKqhU6dOU6dOXbZs2WOPPdajR4+goKDTp09fvHhRoVAsW7ZMKq3W5nbgNq4vUhs5ciQRrVu3judxqzUAwINCULOWNmrHMeaOfu5JBgAAfBSvZi2tVI5jMJsAAFSJ7ozy+lfBORmanCOUd5yy97G312tvfRtoLcANJeDbPv/889TU1E6dOp05c2bjxo3FxcVjxow5cuRIv379PJ0aVJbrHxTMmzfPbDZ/9dVXw4cP//DDD5s2bVqDaQEAPLAEnky5xNuJUXrpWgXDE0GyqxZWV/4dMOZO/ramSjenBAAAZfjAbJIYJLtmYfXlN3o2dw2wNcIKaACAyio4pso/oLl/3Jwjvb1O22C0TqZFY33wVSzLTpo0adKkSZ5OBFznegF69erV8fHxzz77bFpaWmxsbFxcXMuWLbVarURS/mdry5Ytc/lcAAAPAs7EFBzRFP2q4H/fsVwqCwwKbGfStjZ71X1zvFaimxbun3ZXevOvW6tLGFP3AEN/bD8LAOBJvJnNP6TW/6rgreKAVB4UFPioKSDey2aTQKluWrj/mrvSW9a/HJAwxh4Bxn6YTQAAKstWILl3uJzqs4gzsXm7/eoP1bkzJQCA0lwvQP/tb38r/eX58+fPnz/vIB4FaAAAB2w6ye31Wrv+L52RbIWSvF1+puvy8IFFjDfdOceFSAtfiJBdMmmuctJCjmSsOYwxtlbyQejABQDgSdYCSdZ6rd3AlhnM3elnuCaLGKhnvGmbWC5MVjgjUn7JrLnKSQrtJGNNYYwJswkAQBUVnVMKDtc3G6/L7EUSaQAWQQOAZ1T3vZ1EIpFIJAzjTaspAAB8jcBT9o8BZarPJYqvyOVHNMFdDG7OygmGbM1V9nZ+UqWSiCw6HW+zeTonAIAHmsDRnR8DylSfSxguKwqOcsGdjG7OygmGrM2Vikf9JQoFEVkKC3lscg4AUEWmLOe1HVOW1B8FaADwENcL0CaTSaFQoPQMAFB9xZcU1nxHK5wLjiu1jxolCsFtKQEAgM/RX1A43mmq4BdVYDsTK8dsAgBQp/AW57e38GZvugUGAB4wrr8AKZVKVJ8BAGqE8arccYDAMeabTmIAAOABZ3A6m9gZ002Ze5IBAAC3YRW88xil8xgAgFqCT8AAADzPXuS8wbNNh1dsAABwxK53PptUJgYAAHyLqr7z5kXKSDQ4AgCPqYFyxr59+6ZNm9a2bduQkBCpVGov1bVt9erVHIceQwAATghMJe6GRv0ZAAAcqswGg5WacQAAwKf4x5kd71iujrHJtCjOAIDHVGsTwsLCwqSkpI0bN5Z79NSpU+PHj3/vvfcyMjKioqKqcyIAgLpNFsiZs5zcEy0PxFtGAABwRKblzNlO3t5jNgGP4606/ZXleTkZNv1vxLAyv6bK+oP8mkxkpBpPpwbgq+TBXHBHQ/7B8v8RsUo+LKHYzSkBAJTm+oI6nueHDRsmVp/9/f179epVJuDkyZNEdO7cuUGDBpnN5upkCQBQt/nHWh0HSJSCKtrmnmQAAMBHaWItjgNYJa9qgFuwwZOs905k7+iu+9+7pryf7eZ8uynPlHe44NSb2Rk9rLrzns4OwIcFtTeF9ixmZWVvc1GE2RuM0Mnw6SMAeJTrBeh169bt3r1bIpHMnz8/Ly8vMzOzTMCkSZO2bt2qVCpPnz69bt266uUJAFCXqRtZVQ0c1ZeDOxsYKW6aBgAAR/yaWJX1Hc0moV2NjASzCXgMZ8zK2/80Z8y6/5DdcD1v3yjees/9WQHUGYEPmxtOuVevt6HeYxT6EEV04esP1UWPKZSHoPoMAB7megE6LS2NiGbMmDFr1iyFQlFuzIABA+bOnUtEq1atcvlEAAB1H0MRg4qUEeWtSmMo6DGT9iHcRwIAAM4wFPmkXlGvgtmkvTGgNWYT8KTCcx9wlgpLzJzpju78QnfmA1D3SJRC4EOWJkModiRF9eHUDW3EeDonAIDqFKB//vlnIpoxY4bjsAkTJhDRpUuXXD4RAMCDQKISokYUhvYsVtbjxLeJrJw0ja1Rw3QhXQ2ezg4AAHyDRMU3GFUY1sNQMptI5KRpYm0wQhfSxejp7OCBJvB20+3NjmOMNze4JxkAAABwJ9c3IczPz5fJZA0bNnQcFh0dzbJsdna2yycCAHhAMBIKfNgc3NYapA3mbCRIbDpdkaeTAgAAH8NISPuIKaidBbMJeBXOfIe36pzEmO7wVh0r17onJQAAAHAP11dAy+VyQRAYxsntHAaDged5pVLp8okAAB40jISkeNUEAIDqwWwC3oVzskmmSODRKAYAAKCucb0AHRMTY7fbjx496jhs06ZNROR0oTQAAAAAAADUVawqnBgnv34yrIJVhLonHwAAAHAb1wvQffv2JaJ//vOfdnt5+5wQEdH58+dnzZpVEgwAAAAAAAAPIFbqpwhp7zhGGd6dYSTuyQcAAADcxvUC9MyZM+Vy+a5du3r27Lljxw6j8c9dTYqLiw8ePPjyyy8/+uijOTk5CoXC6V6FAAAAAAAAUIdp4152eJzRxr3kplQAAADAjVzfhLBx48YpKSlTpkw5cOBAv379SsbVarXNZiv5kmGYZcuWxcTEVCtNAAAAAAAA8GXKiF7auFd05z8q7yAT9PBbcmdLpAEAAMAXub4CmogmT568devWxo0blx4sXX2OjY3dvn37+PHjq3MWAAAAAAAAqAMkqgim3F9CGZZVhrk9HQAAAHAH11dAiwYMGHD58uXMzMy9e/deuHBBp9OxLBsYGBgXF9e9e/cePXowDFMjiQIAAAAAAIDvsub/fO/Ea0R8OccE7t7PL8q1rWTaOLfnBQAAALWrugVoImJZtm/fvthmEAC8VqGN2ZktybKTjKHGMmk7tVVerds/AADgQVRgY3ZkS7LtJGOoiUzaFrMJQBUVnp1PQnnVZyIiEnib7txHoZ2XuTMlAAAAcAPXC9DLly8fPnx4QEBADWYDAFCzrDx9cFXzxU2liS+5G0MdqVC+2dQwIsLiycwAAMB3WAVm3hX1sltKc6nZJEqp/L+mhqfCMZsAVIrAmSx5+x3HmO7sJIEnBp/tAAAA1CmuT+1TpkyJiIh4+umnt2zZYrfbazAnAIAaYeNpwumA/15Xlao+ExFlW9jnzvl/fF3tqcQAAMCHWAVm7KmAxTdU5r/OJrfN7N/O+i+6rvJUYgC+hTPdEXib4xjBbuCs+e7JBwAAANymWp8tm0ymb7/99sknn6xfv/6LL7549OjRmkoLAKD6Pr+l2nVPXtHReVfUx4tqoA0RAADUbZ/eUO25J6vo6Du/aU7rMZsAOMcwksoFVjIMAADczWKxfPbZZ/369YuMjFQoFAqFIjIysk+fPosXLzaZTJ7Ozh3u3r3LOLNsGXpJlcP1t8vffPPNt99+u3XrVrPZnJeXt2jRokWLFjVv3nz8+PHjx49v3LhxDWYJAFBVvECf33S0Kk0g+vym6vNWerelBAAAPocT6PMbSgcB4nSzJB6zCYATElUEI1EJnKMKhUQRLFEEuS0lAACfIxDZBUHGMM5Da9qtW7f69et3/vx5ImrevHnLli05jrt27VpmZmZmZubSpUt37doVEhLi/sQ8omnTplJp+TXVwMBANyfjE1wvQI8ePXr06NHFxcWbNm1au3bt9u3bzWbzxYsX33zzzTfffLNr164TJkwYNWpUUBDeQACAB1w2Su5YnNzksa+gwhVtAAAARHTBIL1rczKb7MdsAlAZrFwV2c94a6ODEFXUE0QeqKoAAHi5Io7/LDfv+wLdryazQNRALh+g9X8xPKyRosJbfmvcM888c/78+Z49e6akpLRo0aJkfPfu3WPGjDl9+vSMGTPS0tLclo9n/fTTTw0aNPB0Fr6kuts7+Pn5jR079ocffsjNzf36668TExMVCgURHThwYNq0aREREcOGDfv+++8tFmzPAgBulWt1/vp218pyghtyAQAAX5VjcV4Ly7WymEwAKkPbeg4jqfAGNVau1cbNcmc+AAA+4bzJ3PnchXezcs6bzOJbjltW67K8/E7nLm4s0Lknh4KCgu3btxPR6tWrS1efiSghIWHFihVElJGRodO5KR/wOTW2v7C/v//48eM3bdqUk5OzYsWKJ598UqFQWK3WDRs2DB8+PDIysqZOBABQGX4S59UAtUSQYJENAABUzE/qfDbxkwqYTAAqQ+YfG9YllZX5339IoggO67pKoq7v/qwAALxZEccPu3z1prWcTVyNPJ987cZxozuaL+fl5QmCIJVKIyIi7j/av3//69ev3717V6vVlgzyPL9y5cqEhISoqCi5XB4SEtK/f3+xil3i/fffZxhm2rRpZb7h+PHjGYZZvHix+GVKSgrDMK+99lpubu6ECRPCwsJUKlXr1q1TU1OJqLCwcPr06Q0aNJDL5U2aNPnPf/5zf4aZmZmDBw8ODw+Xy+WhoaF9+vRZs2ZN6YCSU+j1+pdeeqlRo0YKhSIsLGzMmDE3b9504Rlz26UdPXp05MiRkZGRcrm8Xr16iYmJmZmZLiRc22qsAF1Cq9VOnDjxxx9/zM3N/fbbb7t160ZEBQUFNX4iAAAHmmk4hbMVaW387e5JBgAAfFQLDSd39n65jR9mE4DKUkb0iui7xz92ilT1ewlDpmng3+zZiH57FaGdPJsbAIAXWpKTd7u86rPIygv/up3thjTq168vlUrtdvs333xTbkBMTEyZkalT/5+9O49vok4fB/7MTO6zTe9SKKUFoYAVQblEi1xF5BBFbtoqK3iU1V1kcRFcWER3QcSv8LNapVUREURWhEoL5UagIlCQu6W0lJbSu82dzMzvj5FYeiTplUzC8/5jX8snnyRPxjRP8sxnns/c+Pj4kydPxsTETJ06tVevXpmZmXFxcVxptUVEIhEAlJWVxcbGAsCSJUtmzJhx8eLFxMTEH374ITY2tqCgYOHCha+99trt27cXL1786aef1r/76tWrR44cmZ6e3q9fv7lz5w4bNuzYsWMzZsx4+eWXGzxFRUVFbGxsTk5OUlLSihUrwsPDt2zZMnLkSIul2f8EbdTGl5aWljZ48ODt27c/+OCDL7zwQkxMTHp6+siRI9etW9dBAbdah+zZbTab9+/fn56evmfPnmvXrnXEUyCEkH1yin06wLy9VGxnztRg7A6EEELIHpWAjfM37bxjL5s8H2x0WTwIeQGBvLNvv/+EDvk/qQiAIPRGxmjEPyKE0H2nxGw5odM5nPZ1RaX9CYdqtV9XVCpIByfMo8TivrJmmyA5pFAoZs2alZaWFh8ff/jw4Tlz5gwcOJCiqObmnzlzJjU1VS6X5+TkREZGcoNffvllQkLCokWLZs+ebee+jZEkCQCbNm1avnz5W2+9xQ1qNJo1a9bMmDFj2rRptqJ2TExMQkJCWlravHnzuJGzZ88uXrxYJBJlZmY+8cQT3OClS5eGDBmSnJw8adKkMWPG2J7iq6++euGFF5KTk7lpCxYsiIyMvHr16r59+8aOHet8wK55abm5udwK64yMjFGjRnGDR44ciYuLe/PNN0ePHh0dHd0RMbdOexagTSZTRkbG999/v3PnzvptX/r37z9jxox2fCKEEHLG25G6Q5XC5jaPGuRjmR7C0187jAUYK7Dtf40KQgihFnsnSn+0SljZTDZ5zNfyPF9PZ3LZBFrw+w4hlyKFcgAA0Lo5DoQQcofTekP89cK2Pw4L8OqNIofTXgvyb0sBGgDWr1+v0+m2bdv26aeffvrpp0qlcsiQIcOGDYuLi+vfv3+DyUFBQTt27BCJRLbqMwDEx8e/+uqrZWVl165d69mzZ0sDkMlkCxYssP1zxIgRa9asMZlMS5YsqT8IAJcuXbKNJCcnMwwzZ84cW/UZAHr16vXKK6+sWrUqJSWFK0BzBALBypUrbf+USqXDhw/fvHnzuXPnOqgAzWndS9uwYYPJZEpMTLRVnwFg2LBhr7zyypo1az777DNerYNuhwK0wWD4+eefv//++127dtXV1dnGu3fvPmPGjJkzZ3bv3r3tz4IQQi0VJmG296tNPK+8bmj443ukn/mT6Dq+NYBmaaLmnKTuouRqBQALpEAoCVX59DfIunTU9T4IIYQc6iKhv3+o9oXflTcaZZMx/ub/F11H8jCb5EhqL0rMFQAApPBuNumM2QQhhBBCrSSXy7du3XrixInU1NT09PSioqKMjIyMjIy33347KipqyZIlCQkJtsmhoaGTJk0CAIZh7ty5o9PpWJYFAD8/P51O17q9CqOjo+Vyue2fGo0GAJRKZf2qIzdYW1trGzl8+DAA1K8yc0aMGLFq1aoTJ07UH+zZs6e/v3/9kYCAAABoHPDgwYObW8R99OjRsLAwZ18VALT2pR04cAAAGlfGx44du2bNGu6F80frC9A6nW737t3ff/99enq6rt5VAyEhIVOnTp0xY8YjjzzSHhEihFDrRSusRwZVb78tPlAtvWGkxCR0l1om+OtjNbz7EU4byOL/qUx3/vxYZqygLxTpC0U+/Qz+w3TAswIHQgjdP/oqrccGVW+7LT5YLS0wUmISHpBZJvjpH+dhNtGTxf9TmcrqZRML6AtE+kKR78MGv8ccX+qLEEIIIReIFIveCA50OO2LsopamrY/Z26Av5JycP3sEIXc/gQnDRo0aNCgQQBw7dq1Q4cOHThwYOfOnbm5uYmJib/99tvHH39sm5mdnb18+fIDBw4YDA23SeSK0S3VYP9DrnlFk4P1H//GjRsAEBER0eDRuKbVxcXFDMOQdxuYdOrUqcE0gUAAAAzDNBgvKmp21bnV2uLdQVr30q5fvw4AaWlpu3fvrj+TK1Ln5ua2NIwO1foCdEBAQP33kFqtnjx58owZM5588knSUesZhBByGRHBTg8xzo2ipFIpANTWGszN7+HgNiyU7FLWrz7XV31GKlQx6odcsbsxQgi5WLn1j99UDMvqGUbG16+RIoKdGWJ8iffZ5Paue6rP9W+q+k0qUNHqB3nafgohhBC6r/SUSpZ3CnY4TcswKXfK7UzoLZWs7RLafnE5q3v37t27d587d67BYHj//fdXrFixfv36WbNmDRw4EACOHz8+fPhwk8n0+OOPT5w4MTg4mNttLykp6fbt2617xiaLjfYrkCzLcqVL7vtbfdwIy7J6vV6hUHCDznemvnnzZkuXOdvRipcGAHq9HgDS09ObvFWr1bIsSxB8WcjW+gI0959QIpE89dRTM2fOHDdunFhsb3sWhBBCzdHli4zFQjsTKk7IVH2MhKA1J4oRQoifblqsS0pKM2r/aP9qYtkHLuXO1qiXBAXI+VqG5jltnshQYu/rfeVxuaq3iaAwmyCEEEKe4fWggE3lFQaabe6K2LdCglwbUUNSqXT58uUHDx48fPjwoUOHuAL00qVLufbEGzdurD/573//uzOPSTta9O0kgiBkMpler2+8Cpsb4Sa0y3M5qb1eGgAoFIqampqTJ08++uij7fWYHaf1X+5Hjhy5cePG0tLS7du3T548GavPCCHUatpckf0JjInQF9qrUCOEkGe5YDQ9mXvj51pt/QsajSybUlE9Nq+gytpuX83vK7o8B1/IaSNhKMJsghBCCHmMziJhakS4pJkOG/8ICZrgq3ZBGHv37l25cuXp06ebm8D1uCgv/2Ox9smTJwEgKSmp/pyampri4uL6I9wi38Y1WTsNLlqKCywvL6/BONeao0uXLh3UxcEFL43b4LGwsB22snSB1h/lvXv3JiYmqlSqdowGIYTaXa2VWF8oHfOLOHwX9EiH6adlP5SKrTxb+2WpcXyljzNzEELII5gZNrHwVnXTC0DYSybzopJSV8fkSLWF+LhAOupuNpl5Rva/O2Kab9mk2nGmMFfj6nKEEELIkzzlo9r/QOQYtZKq104hRib9LqrrklAXLX/+8MMPly5d+vbbbzfZvtlisRw7dgwAevXqxY1w5dcGjS82bNjA9Ue2PQhXVKyoqKg/ra6u7vz58+0V+fDhw6GpPhUZGRkA8Pjjj7fXEzXgspe2devWBuP5+fm7du2qv10fH+AXUISQN8uuEQ496bs8V36kgizUwzUtpN8RzLugHH/ap9TMpw9AZ0oYDbc9QAghT/VTbV1+sw2UCQD4saaugE8dlo9XC4ee9F2RJz92N5vsKhX85XflhNPqMk/LJgTLl1aACCGEEHJSH5l0W1REQUzvrJ5RGQ9EXu7b60iv7mPVrlsS+vbbb1MU9fPPP0+bNu3y5cv1b8rJyZk8eXJubm5oaOizzz7LDUZHRwPAzp07bdO2bduWnJzMjdvWQT/44IMAcOTIEa1Wa5v573//m+tu3C5efvllgUCwefPmQ4cO2QbPnDmTnJxMkuSrr77aXk/UgAte2vz588Vi8fbt23/88UfbYGVl5cyZM8ePH79p06b2eqJ24WwP6IULFwLA6NGjR48eXX/EeWvWrGnRfIQQaqNcPTUtR1VnbeKX9qkawdSzqswB1SJ+1A2EKsZY4miOGivQCCEvcVDn4Js3C3BAq0vQ+LgmHvuu6KjpOSod3UQ2ya4RTs9R/dy/WsiPbCJQ0VDq4Ou9QIXtTRBCCCGPpKLIR+QubVhsM2TIkLS0tJdeemnr1q1bt27t1KlTSEgIy7LFxcUlJSUAEBYWtnPnTlubhEWLFk2ePHnx4sW//PJLaGjoqVOncnJyduzYkZ6efvHixYULF+7fv3/t2rWDBw+OiYnJyckZOnTo9OnTxWLx3r17b9y4MX/+/I8//rjJ1dbuTR/5AAAgAElEQVQtFR0dvXbt2gULFowcOXLMmDHh4eEFBQWZmZkWi+W9997jOlZ3BBe8tKioqOTk5BdffHHSpElDhw7t0aNHRUXF/v37tVrthAkT5s6d2/anaEfOFqA/+OADAFAoFLYCNDfiPCxAI4Rc7N958iarz5wLWsGXxdK/hDXci8AtZBHmuiv2GncSAlba2eyyeBBCqEOVWKwO5xRb+LICekWevMnqMyenTrCpRJLYyejKkJojizBrr9nNJkJW2pkvBxYhhBBCHmTWrFnDhw//7LPP9u3bd+XKlbNnz1IU5efnN2bMmPHjxyckJMjlctvkZ555JiUlZe3atenp6Wq1etCgQYcOHRo0aFCfPn1OnTp19uzZrKwslmUJgtizZ8+iRYv27NmzbNmyoKCgCRMmfPPNNxs2bIC7+wS2XVJSUt++fdeuXXv8+PGMjAxfX9+4uDiuJN0uj98k17y0hISE6OjoDz744MiRI9nZ2b6+vv369ZszZ84LL7zQQb2tW41wsuhOEAQAvPPOO//617/qjzivXar77lVRUdHRr8LX15eiKJZlG7SJ4SGJRKJQKABAp9O1119Ox/Hz8yMIgmGYyspKd8figEwm4/ZgraurM5lM7g7HAX9/fwCgabqqqsrdsTRUayV6HvWz2F00/LDKmjGg2lUR2cMycPNbH3N5sycFNQP1mkHtdqlOO1IoFBKJBABqamosHVwt4t5vXsAF2USj0ZAk6RHZRCqVcl9VtVqt0ciLEp4dmE3ay6yCWxl1WvtzlgQFvB6gcU08dlRaiN5H/ezvHPCo2rK7f42rIrKHpeHmt77mimY7QfsN1vs+ysdsolQquS3Nq6urue6QHceN2QQ//+vzrM9/Pn/pbYDnn//1EQTh5+cHAFartbqaF9/J7XDll942IklSo9EAgMViqanhRXqy4z75/Lepq6tzdwh/UCqV7g4B3V+cXQHNVRgFAkGDEYQQ4qdcPWW/+gwAl7R82daPICF0fF3R9yprXRMhKbqb+FkvQAih1nlAInZYgH5ALHJNMPbl6gUO9629rHP2G3VHIygIGV97a7vaWtfEmhflAyafAZhNEEIIIYSQqzn7dZk712d/BCGE+MPQ/OXSNiaWoFmg+LEbk0BFd55ZXZUtq7sooY1/xCTyo30fNih7GYEfQSKEULt4Rq38uKyi2bouCxoBFauQN3e7K+mdaJhsYAgW+PI5LVTTnWdUVZ6UaS//mU3E/rT6Yb2qF6/XQiKEEEIIIW/Fl/UaCCHUvoLFjrfsCxQxPKk+cygx6z9MF/i4QUZoaCMQUoue5vtFcwgh1Ap9JOI5Gp8vK5u54JqA5cEBUpIXH9DBIsfZJFjE8CLWuygJG/CELvAJg5zQ0CYgZBa9FbMJQgghhBBymzYVoOvq6rKysg4cOFBUVFRRUUGSZEBAQHR09IgRI4YMGcK3dtcIoftKNxndWcLcNNr7IIrV8LJ9GwESDQCAxQKAFQOEkJd6LyTQyLLfVTX8mBMSxLLggGm+ardE1dgDCjpEzJSY7GWTJzR83CSWIDGbIIQQQgghXmhlAdpoNK5evfqDDz5osqX9v/71r8jIyKVLl8bHx7ctPIQQaiUCIClcv+iKAgCgqUujBQS80hlbYSKEkHsICWJ9p+CpatXGqspdNToAIAES/Hznany686P7M4cASAo3/PNqs/1AhCS80gV3RkEIIcQjjAUYK7C4JhAhxButKUCXlZVNnDjx+PHj9QdJkmSYPy9RzMvLS0hI2LZt27fffot7ayKE3CI+1Hi8WrijVNy4+kwAvNdD20vhRGtPhBBCHWaYQvaQXLqr5ioAiEnyPyGB7o6oCS90MhyvEvxUJm58EwGw+gFtdxlmE4QQQu7HWonqs5K6SxJzJQAAKRRKQlW+AwzSMF5e94kQup+0+IyY1Wp9+umnueqzj4/P4sWLDx8+XFlZabVadTpdbm7uli1bJk6cKBAIAGD37t0TJkwwm/l4WSJCyOuRBCRH163orvMT3tPBs6ec3vJQbUIno7sCQwgh5EEoAj7vU/dOlE4jvGffxF5y69aHamaGYDZBCCHkflYdWfSdT8UxubmS4kYYC+gLRLd+UFf+wot9fRFC97MWr4BeuXJldnY2AIwaNeq7777z9fW13SSTySIjIyMjI6dOnXrq1KnZs2dfvnz54MGD77777vLly9szaoQQcg5JwMudDS+GGS+YFMVWsYCAbgJdlNjAq92iEEII8RxJwGtdDC91Nv5uUpRYxUISulHaSLERswlCCCFeYKHkJ5WpnGrypspfpQIVreqDZ0wRQm7TshXQOp3uo48+AoBHH3109+7d9avPDQwYMODYsWNdu3YFgNWrV5eVlbUtToQQaj0RwT7mx8R3hZnh0FtJY70AIYRQK4gIdpgfE98VZnSBaCWD2QQhhBBPaK+JTaX21hdW/CJjsV8UQsh9WlaA3rZtW3V1NQBs3LhRKBTan6zRaLZs2QIABoNh06ZNrQ4RIYQQQgghhBBCCDVJm+tg/17aQBqKHdRwEEKo47SsBcfhw4cBYPjw4b1793Zm/sCBAwcPHnz8+PGMjIw33nijNQEihBBCCCGEELKLrKkWnjtNl5ZYDQZCKhUHhlhiHmbUPu6OCyHkCpaapppvNJhTTUFn3I0QIeQeLStAnzp1CgCefPJJ5+/y3HPPHT9+/Pfff29ZXAghhBBCCCGEnCA6dUJ8OAtomtt2mQUQ5eeJTh03DXvS/MhgNweHEHIB1vEUp+YghFDHaFkLjtLSUgBwcvkzh2sDXV5e3qInQgghhBBCCCHkkPDMr+IDmUA3au9K0+KDe4Wns90RFELIpYQqpl3mIIRQB2lZAZprAK3RaJy/S0hICACYTKYWPRFCCCGEEEIIIQcMevHhLDu3iw/vJwx6l4WDEHILWYTZ/gRSxErDsP8GQshtWlaANpvNACAWi52/C0HgDuEIIYQQQggh1P6EuVcIs73CE2ExC65edlk8CCG3UPY0inwbXQZRj+8jekKAPTgQQm7TsgI0QgghdA8LA+UmqLZgUzmEEEKtx2WTGswmLUbdLHA4R1B4o+MDQQi5E0FByPhagaLpJhuqXibf/gYXh4QQQvW1bBNChBBCiCPMM8oO1ArzjECzAKBSUsYYmeFJH0aBpzYRQgg5S3jNIDtYK7xu4rKJWikwPiQzjFAzMswmTqEqHO+1Q1bifjwIeT+hL91lZnXFCan2soQ2/XElusjf6tvfoOyJPVERQm7WmgJ0UVFRbm6u85Nb8RQIIYT4TJZVI8usrr9OjaijpUfrxDn62rlB1hCh+0JDCCHkMWSZ1bKsmnuziVV6pFaco6uZG0gHi9wXmsdgGce7irEs7jyG0H2BlDABsbrAWIMcNLQFCKlFb61xd1AIIQTQugL0lClT2j0OhBBCnkJ8Ti/LqG7yJrKOVm28U7UwhBXjyjWEEEL2iM/oZPuaroyQtbQ6tazq76GsCLeTcYBVKOCOozkyhUtiQQjxAkGCRAMAYLEAYP0ZIcQPWCBACCHUMrKfq+zcStZYJb/UuSwYhBBCHokF2R672aTKKjmB2cQxplMXx3PCOrsgEoQQQgih5rRsBfS8efM6KA6EEEIegbptpiqs9ueILxoMw9WuiQchhJAnEpSYqSra/hzRBb3hcZVr4vFc1qgeoiP7Hc3p6ZpgEEIIIYSa1LICdHJycgfFgRCqsupTK7P36q7mmypIIKPE/uNV0bN8B0hJbKeLeISqdFAvAACywuKCSBBCTaq06jdWntynu5ZvqqCA7C7xH6/oPctvgITAracRj5COzmUCAFXpeA6i/QMtPXsLL19oboLlgWg6MMiVISGEEEIINYA/RRDihV/1hYkF35Za/7zUtMxSd1yb/0XFya/DZ3YXB7gxNoTuxTqeghByk5P6gsSCb8usWttImaXul7r8jZUnN3Wd1U3k58bYEKqPwN7O7cc0ZjxZW0MVN7H3O9Ops2nMeNeHhBBCCCFUH/aARsj9Ci1V0258Vb/6bJNnKn/+xpc1tMH1USHUJFrj+Mwl44fL9hFyg3xz5fQbX9WvPttcM5U9dz1Vy5hcHxVCTXImmzgzBwEAKxLpp8WbYkexap8/B9U+pidG6qbOYcViN8aGEEIIIQS4AhohPnjv9r5a2tjcrUXm6vVlR5cEj3JlSAg1hw4W0X4C+22gTdFSl8WDELJZdXtvHd1sifmmpfr/lR1bFPSkK0NCqDnWEBHtS9lvA23uLXNZPB6PosyPDDY/MtiXoki9lpUrK63YwATx2p5a7TfVNWevXNfRtL9QMEQqecnPN1qC50sQQsg74QpohNzMxFrTay/Zn7Oj5pxrgkHIGfqxvnZuZXwExqG4ZxRCrmZgLHswmyAPQoA+zl42oX0p42Cly8LxGoRaTXTqTKhxK2DEXyaWTSgsnl14a0+t9rbZXEfT+QbTN1U1I/IKPi6rdHd0CCGEOgSugOYNg1504RxdWsIYDSCRivwDLH0eYuUKd4eFOlyRuVrPmO3PKTBXGVkr7h+FeML0oIwa4yPLrG7cDppRUrWJgawIW3u6DWEwCC/kWEtLCC6bBARa+jzEyuTujgt1uEJzlZF1sODxurnCwtJCgnJNSAjZZ+onp8ossqyaJrKJiqpNDGSFmE0Q8kJ/vXV7d+29vQcJAAAry64oLfMTUDN88QwKQgh5G6xn8YLw0u/ivbsJk4m9u72XGED0y2FT7ChLv0fcHBzqYCbW3sWnNkbGIqHwDxbxhX6E2tJVLDtQK8wzAs0CAKukjDEywwgfRo7X1riN4OI5yd50wmy+J5scO2x6cowl5mE3B4c6mMlR9RkAGJY1YwEa8Yl+tI8lQiI7WCO8brqbTQTGfjL9cBUr98I3qlze4acDibvbOyoUfF/IIhD88c1WLBbb/j/PkSTpQQdWIpEIhbzbliNbq9teXWtnworS8tmdQqQk775P2g6mVCoV87u1uu1zgKIoD3rHymQyhmHcGwxqF+vWrXvjjTfi4+PT0tIAYP369UlJSTNnzty0aZO7Q0Pu5BmZ3rsJr16S7N4BbMO1H4TVKtn3MxCE5aEBbgkMuUawQEkAwTZe/FOPghSrKYnLQkLIGZZISU2kRCGWSUwUCMha0FusFncHdV8TXr4gSf+xqWxikWTuApKw9O3nlsCQa4QIHbe+8aGkclLkgmAQcp6lu6Smu0QpkYuNJAjIGlZnpb22ebELyqxc4YkgCP6XdMm7FUaKomz1Mv7zoANLkiQPD+z2yuqGQ+wfK6A5FVbrIa3uaY29Fj1uUb+qS/KvPt4kj/so8JQDe38qLy8PCAiwPyclJWXu3LkdHYnJZNq4ceOOHTvOnz9fWVkJABqNpnfv3pMmTXrxxRelUtyOiKf4/mHk9QiLRbzv58b1AgDgUrH44D5rj1549bQX0whkMdLQs4ZbdubEKiIJ4N3XR4QAAIQkKMUAADXujuT+RpjNzWcTAADxgb3WqJ4sfiHzXgECRR9JyO/GEjtzhiuiXBYPQi0jJEEhBgBoVJvyJjU1NWzzH9TtQqPRkCTJsmx1Nd8PpVQq5ZaE6/V6o7HZ7bh5wt/fHwAYhuH/gZXJZDKZDAD0er3J1OzOtO5yvrYW4N6ic6NfOWcqqh4jeffbR6FQSCQSANBqtRYLr1ddkCSp0WgAwGq11tTw/Tu6UqnkVpTX1dVZO3j3VO4PGbVRZGRkcyc2fHx8ACApKWn+/PkU1dYrmebMmZOdnX358uX6g0VFRaNHj7506RIA9OjRo2fPnjRN37hxIysrKysrKyUlZf/+/X5+fm18atQRXFGA/vHHH0NDQx95BFtJNEGQn0votM3cSAAAYTELrlzERhze7Y3AJ+ILNjd3K0kQrwfGujAchJDnEeRdJQx6OxMIk1Fw9RI24vBufwuKfaHg2+ZupQjyr4FPuDIehBDyDnrznUslx0yWGolAoyB7SgQ+7o7Ig5m4UzAE20Th+S5jB5+nQcgTGWn4uki447bwspa0MNBVxowJpOeFmwNErv57OXjwYFhYmJ0JFEW1vfoMAKdPn248+Je//OXSpUuxsbHJyckPPPCAbfzAgQPTp08/d+5cUlLS5s3NVleQG7miAD179uzQ0NAGZy0Qhyy1t1KJQ90u4fUJVtRmT6miXwsYtr7sSOObCCBWhYyLkYa6PiqEkAdxKpuUFlsAC9DebLyq93z/IcnlvzS+iSSI/4aO7y0Jdn1UCCHkueqMRYeuL7leuYdl/2hNS5GiBwKeGxbxL4mQdz0iPEInIVeCuFt9bqoQHSbiXetqhNyrwEBO/U16se7PFiU5tVROLfV5gTD1IcNwf6e2lfIser3+8uXLUVH3XL1XVVWVkZEBAN98801o6D1FkuHDh3/55ZdxcXGZmZk1NTVqNe5lyjvt1mGHpmlrI5WVlSkpKXV1dQUFBe31RF6GcOKqKMLM90vSUNu9GTh8mDyywSABxDPqvvGaR90SEkLIgziTTYD3FzijtlscNHKoPKLBIAnEFPVDM3z7uyUkhBDyUBW6y5vPjMirSLdVnwGAZswXSzdvOTtaZy51Y2yeK0x47xq4ppZBD5Ti5jcI/cnAEJOy76k+21RaiOmnpZeausmN1q1bRxBEQkKCnTnZ2dlTpkwJCQkRiUSBgYHjx4/Pysqy3Tpr1iy5XE7T9JUrVwiCIAgiNzcXAMrKyliWFQgEwcFNLKoYM2ZMQUFBeXl5/eozwzBfffXV8OHDO3XqJBKJ/Pz8xowZw1Wxbd5//32CIObPn9/gAWfNmkUQxPr167l/JicnEwTxj3/8486dO7Nnzw4ICJBKpX369OH2Wqyurn7llVfCwsJEIlG3bt3+85//NI4wKytrwoQJQUFBIpHI399/5MiR3357z8WLtqeoq6t74403unbtKhaLAwICpk+ffvPmTTvH0yO0aQU0wzApKSlffPHF77//bjAY7MxscGoC2bAymRNz+L5xLWojM0vPuPH1MV1+g3EW2B9qzhEE8Unn57AHNELIDsaZbCLHbOLlTKx12o0vT+ganvVngP2u+gxBEB+HTXZLYAgh5HEY1vrzlb8YrZVN3lpjvLH36oJJfb5zcVReoJpmHM65ZDJ1E+OWuQj9IfmGME/fbIlZTxPvXBVv7W+vIsc3aWlpL774Isuyo0aNioiIyMvLS09P37Vr14cffvj6668DwLhx41iW3bx5s0ajSUxMBABfX18ACA0NFQgEVqt1y5YtM2bMaPzIXbp0aTAyd+7c1NRUqVQaGxvr5+eXn5+fmZmZmZmZmppqv0TemEgkAoCysrLY2Nj+/fsvWbLk/PnzqampiYmJKpVqxYoVnTp1WrhwYWFhYXJy8uLFi318fObNm2e7++rVqxctWkRR1MiRI7t161ZSUrJnz56srKzDhw9/8skn9Z+ioqIiNjZWrVYnJSVZrdZt27Zt2bLl9OnTv//+u1DowReItKkAPXv2bGdaqwgEgmXLlrXlibyYtXO4w9RKdw53RSjIfVLKjzeuPttsr84Zq+o1Ud3HlSEhhDwL3TkcThx1PAd5teSyY42rzzZbqk7HKXuOU0e7MiSEEPJQ+ZWZFTp7PSQLqvaX6y74y3u7LCTvcMOJ7ftyTWYXRIKQ29VYifzmK8s2m4oc1Bz3lgmOVFJKR+W9ABHTSeL+Buu5ubncWuOMjIxRo0Zxg0eOHImLi3vzzTdHjx4dHR09ffr0iIiIzZs3BwQErFmzxnZfhUIxa9astLS0+Pj4w4cPz5kzZ+DAgXb6TZ85cyY1NVUul+fk5ERG/nHF+ZdffpmQkLBo0aLZs2e3qFc1SZIAsGnTpuXLl7/11lvcoEajWbNmzYwZM6ZNm8YthQaAmJiYhISEtLQ0WwH67NmzixcvFolEmZmZTzzxx6Ysly5dGjJkSHJy8qRJk8aMGWN7iq+++uqFF15ITk7mpi1YsCAyMvLq1av79u0bO3as8wHzTesL0Nu3b+eqz8HBwcOGDfP19d2+fXtFRcW8efOMRuOFCxdOnTqlVqvffffdcePGde3atd1C9i50WDgdGEzdud3cBEaltnZ/oLlbkXf4ouKEwwlYgEYI2UF3iaD9A6nyO81NYHw0dGQPV4aEXIwFNrUy2/6cjZUnsQCNEELOKKw+5HBOQdUBLEC3lJlxXP+yuiAOhHjgaAU1/bS07Y9DszDupOOrIV/ral7Vy4mufR1sw4YNJpMpMTHRVn0GgGHDhr3yyitr1qz57LPP1q1bZ+fu69ev1+l027Zt+/TTTz/99FOlUjlkyJBhw4bFxcX179+w3VxQUNCOHTtEIpGt+gwA8fHxr776allZ2bVr13r27NnS+GUy2YIFC2z/HDFixJo1a0wm05IlS+oPAsClS5dsI8nJyQzDzJkzx1Z9BoBevXq98sorq1atSklJ4QrQHIFAsHLlSts/pVLp8OHDN2/efO7cufu0AM2V9keNGvXTTz+JxWIAOHnyZEVFha1If/r06fj4+I8++og79KhpBGEaN0n6bRrRVGtOViAwPj2ZpVyxV2SLsCxtrPjNXHwTABhRGCvvRRDtsMnp/anYUnPTUm1/zq/6QpplKIJfrZ0QQjxCkqZxz0i3pDXZDJoVCA3jJrHtsRt1+2IZq6Es23TrFgAw4s6srCdmk1YrstTcstTYn3NSV8ACiz2dEELIIZ3J8e6+WifmoAY6i4SgczAnTMC7378IIZvBgwc3t3D46NGjYWFh9u9+4MABAGhcSB07duyaNWsOHz5s/+5yuXzr1q0nTpxITU1NT08vKirKyMjIyMh4++23o6KilixZUr+xRmho6KRJkwCAYZg7d+7odDqWZQHAz89Pp9PV1Dj45tyk6OhouVxu+6dGowEApVLZvXv3BoO1tbW2Ee511a8yc0aMGLFq1aoTJ+5ZktizZ09/f//6IwEBAQDQuoD5o/Wf7L/99hsArFq1iqs+N/bwww8fOXKkf//+I0eOPHfuHPcfADVG+wfqZ74g2fMTdeuenuJ0YLApbjwdFOKuwJqjK9hWc+E9q+7PaAWyMFXvfyi6TnNjVJ6rgtY7nGNlmRraqBE4PquJELpv0YFB+hkvSDN+IouL7hkPCjHFTWACg9wVWHO0N7bUXnjfqr9lGxHIO6t7vyUPn+LGqDxXuUXrcI6JtWpps5Jq+psbQgghGwHpeFmikMIv5y02QiHfUlUDAMA2vQOhgCCGK+VN3ICQ1+kiZRI7O25K812xUE87mPNciFUpcHB5wSM+jh7FOUVFRc3dZLU6voDh+vXrAJCWlrZ79+7641y5ltts0KFBgwYNGjQIAK5du3bo0KEDBw7s3LkzNzc3MTHxt99++/jjj20zs7Ozly9ffuDAgcYb13HF6JZqsP8h1zSjycH6j3/jxg0AiIhouFU417S6uLiYYRjuXgDQqVOnBtMEAgEAMIzjHvp81voCdHl5OQBERze8kLP+UfPx8Vm1atW0adM++eST+svRUQOMxl8/I5EqLVFUlBF6HcjktWpfJjQMCN6tUao5v7Lm8kcNBq36ospfk6y1l30e/Jc7gvJsPpTjb7ckQago3AwaIeQA4x+gm/kCdbtYWVUBOi3I5LU+fkxow28wfFCd807t1f/XYNCqu1mR/Yq17qq6D35naDEfJ05SCglKTuK2Tggh5JifvBeUOZoja/G12+hplaKXRHzJaGruapwEjU8groBG94e+KuajPk1cCt+AlYWv7baBjpIzGx9y3SaEN2/edLjM2Q69Xg8A6enpTd6q1WpZliWcLoV17969e/fuc+fONRgM77///ooVK9avXz9r1qyBAwcCwPHjx4cPH24ymR5//PGJEycGBwdzu/wlJSXdvt1sI1z7bAVPh4M2LMty5W+ptGHxhxthWVav1ysUf+wY36LO1B6k9Vf0N35DcP8h6+rq6g9OnDiRIIjvv/++1U90/6CDQsihTwjixlPDhjOdOvOw+mwsPdC4+mxTe2WDoSTTlfF4h04CtZRwsKtAqEAtwP4bCCHn0MGhf2YTXlafDSWZjavPNjWX1hlLD7gyHu/QRegjcZRNwoQ+JP++XSCEEA/1CJhIEvbKoGKBuqtmlJ0JqEkCgviyS6dgYaNjywIADFPI/hUc4PqoEOKzv3YzC+0WA96M9KR9O7ky68mTJ9mmMAzjfPW5PqlUunz58scffxwADh36o4n/0qVLuX7Thw4d+tvf/jZjxoznnnvuueee46qXDtF0+6wZJwhCJpMBQONV2NyIbYJ3a31Ji1thfvXqVduISqWCRgvmJRKJUqnkVpsjT1d7+f/aOAE1RhKEBRx8rtUwrjufiRBCHQ2zSUegCNJhNqmkHfXdRAghBAAAaknEw51etjNhaNelYoHKZfF4kwiR8GBU1zkaH0m9MlOQUPBOcMDW8DAxnihF6F495MzHfYxUM38ZL3axTO/kuI8Hf3D7ARYWFrbivnv37l25cuXp06ebm8D1uOAaNgDAyZMnASApKan+nJqamuLi4voj3PrlxuVmO81GWooLLC8vr8E4Vyzt0qWL/TXU3qH1r/Dhhx8GgJUrV9qavHAtt7ds2VJ/WnFxcW1trbGpHfaQh2HMpvIT9qeYKn5lrY47GqP6rpnLrKyDVj51jIkBz27343Y1VuJcNVyqBRMeSITcirXqzRWn7M8xlZ8AxpOWcvDB78YS2lE2qWXw+1hbVVswmyB0vxjS9e2Y0LmNx0lCMDRiWd+QeNeH5DX8KOqD0KDrvXuc6h+zL6b3+f4x53tGvuavEWD1GaGmzOhk2fWovr/6ngppZwmzoa/xw94e9u1u+PDhALB169YG4/n5+bt27dLp7lkt0aBN84cffrh06dK33367yfbNFovl2LFjANCrVy9uhKvqNmh8sWHDBq6MaXsQbjVtRUVF/Wl1dXXnz59v6atrDveqGzceycjIAABu4bbXa30BetasWQCwffv2Hj16nDlzBgCeeOIJAFi3bt2GDVwwgN4AACAASURBVBvMZjMAFBcXJyYmAkC3bt3aJ17kPlZjGcs46ijPMrSx1CXheI9LBieOGAuFpqqOj8U7HaoUjj+t7rRHEpMJ0XsgPEs174Iy3+CdbZUQ4j/aVMayDhbqsozV6sxnI6rnkvGOwzksC6XWWofTUJMOVIrG/aYOy7ibTfYpX76oLDBiNkHIaxEEGRv53vMxP0cHTQ9Q9pSLAwOVfWJCX5z58KEBYUmO748cERFEf6VihK9PT6kEC88I2TdUQx8Yoj8fq9va37D5YcOxobrzsbrZYZ609pkzf/58sVi8ffv2H3/80TZYWVk5c+bM8ePHb9q0iRtRKpUAUFJSYjKZbNPefvttiqJ+/vnnadOmXb58uf7D5uTkTJ48OTc3NzQ09Nlnn+UGuV3rdu7caZu2bdu25ORkbty2DvrBBx8EgCNHjmi1f+7p/e9//5trV90uXn75ZYFAsHnzZlt7EAA4c+ZMcnIySZKvvvpqez0Rn7W+u//kyZPHjRu3e/fu/Px87g0xceLELl26FBYWvvbaa6+//rpKpaqsrOQmT5s2rX3iRe5DOLFXHgAQTmyChOpTC5w6sBohbgbdGusKZKvyZPVPjxpo+KFUnFEu+rJv7RMaz0vYCHk6J7MJiR96LaR27sCqSUzTrbHmhuy/1+/NJgzx/W1xRrno6761Q30xmyDktUJUA0JUA/z9/QGApumqKlwUcp8yM1BhABEJuJkvcqNwKRMu9eyLsKKiopKTk1988cVJkyYNHTq0R48eFRUV+/fv12q1EyZMmDv3j+tOunXr5uPjU11dHRMTEx4e/sYbb8TFxQ0ZMiQtLe2ll17aunXr1q1bO3XqFBISwrJscXFxSUkJAISFhe3cuZNb0QwAixYtmjx58uLFi3/55ZfQ0NBTp07l5OTs2LEjPT394sWLCxcu3L9//9q1awcPHhwTE5OTkzN06NDp06eLxeK9e/feuHFj/vz5H3/8cZOrrVsqOjp67dq1CxYsGDly5JgxY8LDwwsKCjIzMy0Wy3vvvcdtmej12rQJ4Q8//LB06dLAwMCAgAAAkEql27Zt02g0AGC1Wm3V59GjRy9atKhdwkVuRIl9KYm//TmkyIcS464RLTNAEkY0twn0XUKCUpES18TjTfaUi969t/pso6OJxN9Vt03e32gJIb6hxP6kyMfBHIk/KfJ1TTxeY5C8CzjKJmJCICFbv/jgvrXrjug/15vOJnVWIv68qsyM2QQhhLzWqRrBrHOq4J8lYT9B4I/Q86Bq6TV5hQU/+RFqpYSEhOPHjz///PPXr1/ftGnTiRMn+vXrl5KSsmPHDor649oyqVSalpbWrVu369evX7p0ybZt4KxZs65du7Zs2bIhQ4YYjcazZ8/+/vvvBEGMGTNm/fr1ly9f7tevn+2JnnnmmZSUlJ49e6anp2/bti0oKOjQoUNPPfXUokWLBg4cWFJSkpWVxbIsQRB79uyZPXt2SUnJsmXL1q5dGxERcezYscDAQGhq58DWSUpKOnDgwNixY0+ePPnZZ59lZ2fHxcXt3bt38eLF7fL4/Ee0Sy2f+w/G/f/y8vLPP/88Oztbq9WGhISMGzfuueee84522hUVFe1yuOzw9fWlKIpl2QbdZ3ii+OeBVu11OxME8vDQpxx09nQLPz8/giAYhrGdF+GVgVc/vG6y9198qCLifxEvuiwe5/F8McjwbJ/ftfZKLfM6G1Z2592WXCRJcmfyLBZLTU2Nu8NxQKFQSCQSAKipqbFYOnYNIPd+8wIuyCYajYYkSf5mk/QBVl2BnQkCZWRonINdB9yC59lkwJUPCsz2Po1jlVHbuia4Khxn1bFstwtXAUBKkoXR3d0dThOGnfS9rLPXauO1LoZ3ojCbtIlSqRSLxQBQXV1t22Cmg7gxm+Dnf31SqVQulwOAVqvl/45BPP/SW59MJpPJZABQV1dX/9J1HiIIws/PDwCsVmt1dbW7w2napzel7+TK6UZ/uIEi5ruHavsoOvbzqnU85vOfYcUXDLJ8K1XDgIgwBpCGGCnt14Fnyvnwa6Kurs7dIfyB63GBkMu0z982UW+vAH9///unfn9fYRkrbSixP8dqKAHGDCReltQyn3WeOjr3Ewaa/kEiJKjPOk91cUhe4JaR/F0rANbeisCMchEPC9AIeTnGTBtu259C64tZxkrgWt0WSg6b8tT1FLaZbCIiqE/DnndxSF6gwEjZrz4DQEa5iIcFaIQQQm20t0K09Jq8ybR6x0xOz1EdG1ilEnTsWSVvJSixKL8po+78uX5FAiDJJAzDlLqxPkBiV3CEvA3+tOMLqiBfdOZX+tZNq14HUqk0uJPlof7WqAfcHdefGFM5Szu69IAx08ZSStbZJRF5jxhp6Cddnn+18HsrNNyYS0IIv++WGChQuCUwj3aT2xjK7leXIiPFsPj1BnkVKj9PdPaUpfgm6PUglUlDQi0PDbBG9nB3XH+yGkpZxsGCLJY2MKYyShrimpC8xgB5lw2dn1tQ9L210RJLKSn8oWuiBvdpaLlCg+PL+AqNpN3TnQghhDzSyma6+XFum8iUIunfu7bbNmX3D6rcqv6slNA12pWaYaWHagkTq52scUdcCKEO1NYCtNVqPXv2bG5ubl1dHU3b29R+/vz5bXwur8Wykqw9wjO/Atxds2QwCPJzBfm5lp69jU9NAoofG6wTTvVRYfH3V6tMVvd9vFfEm8U7j2kLamkDQRC+lHSMuufKoLFySuzu6DwS5cQ7kSSAwDcs8hosK8ncLTx3+s8Rg15wPVdwPdcS3dcYN4En2YQgnAvDuaSDGpjiE/OEInJR8U+/6PJrrUYum8Speq4MeUqG1ye1ilPZBKvPCCHkdQqM1EW73fwAIL1MhAXoVpDvrGyi+nyX5ESdqZ/cEoG/ghHyKm0qQG/evHnhwoXcXpMOYQG6OaJfDnHV58aEly+ARGoc9ZSLQ2oSKfYjhSrGUmtnDiGQU5Igl4XkZfwFitQuMzyoaxvPhUtpApq5EP2uCCmNJQPkNcRHD9xTfa5HePE8K5GYRox1cUhNIiUBhEDOWu31KyCFKlLs/iZ9HipQoEjrMh2zSXvp6kQ26SaztwgDIYSQJ8rXOz4Xnm/gxdl9z0LW0qIrDi6tlvyqxQI0Ql6m9cuL9u3bN2vWLCerz6g5hE4rOvmLnQnCnN/IinKXxWMHQVDSTg6KF9LQMQQpdE08CNkXKGIeUTvYE29cABZlkJcg6upEvx63M0F09jeyihf75hGkUBo6xv4caaexzi6URqiDhYqZfioHe0w9HWh2TTAIIYRcxpkdQzt4V1HvJCgyOzivCyC4iT/TEPI2rV8B/cEHH7AsKxKJXnnllREjRgQEBHBbV6MWEeRdJWi7v2pYVnj1omnw466KyB519Jv6ol3NLVsjBDKf3v9wcUgI2bEsSj/xtLrxptWcIBHzShdHbc0R8hCC3MtgtxEWMIzg6kXzwMdcFZE9Pr3/Ybj1c3P7ChACuTr6TReHhJAdyyJ1z55tNpuEipl5YZhNEELI24TLGIdzukrxCpgWIwyODxqhd3zwEUKepfUF6F9//RUAVq9evWDBgvaL575DVlY4nEM4Mcc1BPJw/yFpFcdfbNyIgxQq/Qd9LlB0c0tgCDVpoNqyrmfd3y8rzGzDThvBYubbmFo1blqNvIUz2cSZOa4hUHQLGJJWfmIuY6lrcBMpVPkP3iiQh7slMISaNNTX8kFP7aIrCnOjn8OhYmbLQ7VKzCYIIeR1uknpHnL6qs7eJVlx/ngFTIuxCsdXuTEK3AsEIW/T+r/q2tpaAJgyZUr7BXNfsr/8+Y85PDqtKg2KDR59SBmZKJAEciMCSaCiW3zwqEOS4CfdGxtCjU0LMe17pPq5YJOt1txZwiSFGw49WtVH4cRfH0IegmCcWCdC82gtiST4yZDRhxTd4ilJADcikAYpIxODRx+WBD3h3tgQamxmiHHvgOrJQSbV3WzSRcr8Ndxw8NGqXnLMJggh5J3+2c3elhX+QmZeZ7wCpsUsncUOd/i1dJO4JhiEkMu0fgV0YGDgrVu3fHx82jGa+xCrcnwAWZXaBZE4TyAL8334vyFD/k8qooFljVahwYB5F/FXLwX9SXSdXC7XU1IxCYxeazbjUgXkbRilyuEcVs2vbELJOmv6r5E+tkEisABBGMyU0Wh0d1AINStaYf20N2YThBC6j4wLMP8zUv9enqzxdS4aIftNTK2PEK+AaTFWRhofkkl+a764TxLGQUoXRoQQcoXWr4AeNGgQAOTm5rZfMPcja0Sk4zndolwQSStQIjUlxjMQyGP4iUDR+pNuCPEa3a27wznWCL5mE7EPJeJXcRwhOzCbIITQ/eONcP0P/WqG+VoEd9fsqgTsnFDjwUerHna0RS1qjn68hg4QNner7ikfOqjZWxFCHqr1Bei///3vAoFgzZo17RjNfYjxD7T06GVnAh3Whe7c1VXhIIQQ8kh0YJA16gF7E7pE0GFdXBYPQgghhJB3eMzX8kO/mpKxxotxcH0c5D9Z+0FPbYiYR53NPA4jI2teDjL3lgHRcFw71d/wuOML+xBCHqf16zcGDx78xRdfzJs3T6lUrlq1SqXCz4hWMo15mqyupO6UNr6J8fE1jH8WCAcNkhBCCCFD3HjZliqq/E7jmxhfP8PTz7g+JIQQQggh76AQgL8EAKCmBrD23HaMgqqND6BKLcpCVlDDgJjU+THGKDErwuoHQt7J2QL03LlzG95TIBCJRKNHj96wYUNaWtqQIUNCQ0MFgmYf8PPPP299mF6NlUjNsaMlP24jTPf2vhQIzY8/ySqw+RFCCCEnSGXm2JGSn7YTJtM94yKh6YkRrFzhprAQQgghhBBqAh0kpKOUArEYACzV1awVu5og5LWcLUB/8cUXdm7V6XR79+61/whYgG4OVVQg2f4tQTf6qLVaJLt2sCRl7d7THXEhhBDyJFRhvnTHd0DTAAAsAMH9D4DZIt35vWHS89bIHm4OESGEEEIIIYTQ/cfZArRYLO7QOO5fNC35+acmqs9c9YBhJJm7dV0iWDz+CCGEmkfQtGTPT39Un4ErPNfrqscwkoxdur+8xgpF7ogOIYQQQgghhND9y9kCtNFodDwJtZygMJ+srmzyJq5wQOh1gmuXLX1iXBkVQgghz0Ll55I11XYmEDotde2KNbqvy0JCCCGEEEIIIYSgLZsQonZB3rrpcA516yYWoBFqizorcbCUKrGAgIQIinpIDgLc3AJ5F6q4yOEcQXERFqARaotaK3HgNlViBREJEQIqRobZBCGEEEIIIcfaswDNMIxWqyVJUi6XEwR+H3cK6cTScsKod0EkCHklCwMf3JAl35TqaNuHkjxMIn0nSjcp0GTvngh5FMJgcDxJr+v4QBDyTmYGVufLPiuS6utlk84SyYru+qcDMJsghBBCCCFkD9nG+1dVVa1bt27UqFEhISEURanVaqVSSVFU165dJ02alJqair077GMkEodzWInUBZEg5H0sDMSfV31wQ1av+gwAUGQk//K78v8K8C8LeQ9W6sT7WSrr+EAQ8kJmBmadU60rkOnvzSY3jVTieeUnNzGbIIQQQgghZE+bCtDp6endu3d/44039u3bd/v2bds4y7IFBQU//vjjCy+88MADD5w4caLNcXotJjTM3s0sAAAd2tk1wSDkZVKKpHsrmt1y7d3r8pw6bEOEvAQd0snhHKv9jIMQasYnN6UHKpvNJstz5Re0mE0QQgghhBBqVuu/Ll+4cOGZZ54xm80AIBAIevfuHR4erlQquUYchYWFFy5csFqthYWFo0aNOn/+fNeuXdstai9iDe/GqH2a3TmKAFYqs/bo6dqgEPIGLECy3VVpDAufFEqTe9e5LCSEOg7dLYpV+xBNZRMWgABgZXK6O2YThFqMYeFTu9mEZiH5pvTjXphNEEIIIYQQalrrC9Dvv/++2WwWCAQrVqx49dVXVSpVgwm1tbXJyclLly7VarXvvvtuSkpK20L1UhRlHDtBuu0bgqbvDnG1AgAAIAjj6KdZseM2HQihBnL1VInJwUUeR6qErgkGoY7GUgLD6KdlP3wLjbIJAQAkaYwbz4qaXcKJEGrOFb2gzIzZBCGEEEIIodZrfQuO/fv3A8CKFSveeuutxtVnAFCpVIsWLfrwww8BIDMzs9VP5PXozl0NU2ayap+7A39Un1mZ3DDpeVz+jFDrlDqqPgNAuYWkWRfEgpAr0F276Z+dwarUdwfuZhO5wvDMVGtkD3cFhpBHu210vLF2qYnEZIIQQgghhFBzWr8CuqysDADmzJljf1p8fPxrr71WWlra6ie6H9Cdu2pffFWYd1VWfge0dYRcofX1o3v0YgXYUhChVlJQjqsBUpKlHBcWEPIYdHiEdu5rwtwrsvI7oNMScoVO42/t0ZOlMJsg1EoKgeNsohCwmEwQQgghhBBqTut/kfr4+JSVlanVavvT5HK5RCJpcok0ugdFWXr0IgcOoSiKZVlrRYW7A0LIs0XJaRHBmu3WBHorrC6LByEXoSjLA9HU4MdIkmRZ1oLZBKG26SGnhSRYGHtzMJsghBBCCCFkR+sL0H379t2/f39+fn7fvn3tTCstLTUYDEOHDm3FU5jN5tTU1N27dwuFwu3btze4tba2dtasWc3d9/PPPw8MDLT989atW9u2bcvJyampqVEqlX369Hn++efDw8NbERVCyCMoKPapAPP/7ojtzHk+2OSyeJAbYTZBCLWaWsCO8TfvumOvhTpmE4QQf9y21N6uKaEIMoxRiAEvz0AIIcQLrS9Az58/f//+/evXr//000/tTONufemll1r6+IWFhatXry4oKGhugl6vBwCRSNSlS5fGtwqFf+4Gc/HixWXLlpnNZo1G06tXr9LS0iNHjpw4cWLZsmUxMTEtDQwh5CmWRekPVwkrLY2aQbMABDyits4MNbojLuRSmE0QQm30TqTuWJWwytJ0HWeQj2VqMGYThJD77au7+t87+8/oi7h/UgQZq4h6O3hUH0mIewNDCCGEWr8J4ZQpUxYvXpySkvLyyy/fvn278QS9Xv/ee++tWLEiKSlpypQpLXrwrKysv/3tbyUlJXZ6TOt0OgDo2rXr2qb4+vpy0ywWy5o1a8xm88yZM1NTU999992UlJS//OUv3LjJhCtWEPJanSX0todqQ8WNLpwmYKiPZdODNQJcFOLtMJsghNquq5TeGlMTLGqiDcfjvpav+9bidgIIIbdbc+fAjBtf26rPAECzTFbd1TG5ybtqL7oxMITQ/WbdunUEQSQkJHD/XL9+PUEQdi455QMng7T/0tzySufPn08QxPvvv+/KJ22d1q+AXr9+vVKpHDp0aHJyckpKSt++faOjo318fEQiUV1dXV5e3smTJw0GQ79+/SQSyZtvvsmyDbdwWbNmTXMPnpWVFRgY+I9//EOlUn311VdNzuFKBlKp1H6cR44cKS8v792799SpU7kRgiDGjx+fnZ2dk5Ozf//+sWPHtuBlI4Q8ylUdVWFbs8aC7TLEfAN120RphNi108thNkEItYvLOqqyqWxy3UDdNpE+QtpdgSGEEABk1F7+T2lWkzeZWXp+4dajPRZ0FWlcHBVCyJuUl5cHBATYn5OSkjJ37lzXxLN79+4tW7b88ssvpaWlFoslMDDwoYcemjJlyvTp0+tfw4r4o/UF6KSkJNv/p2n67NmzZ8+ebTztzJkzZ86cafIR7BSghw0bNnz4cIlEUlVV1dwcrmQgl8vtx3nq1CkAeOKJJxqMx8bG5uTk/Prrr1gyQMhbZdcIky4prbaTX/VWqBWbyKk5qqMDq9SChufGkDfBbIIQartfqoWvX1bSTWWTIiM57Zz66MAqBYXZBCHkNqvv7Ldzq4m1fnTn8Idhk1wWD0LIi0VGRgoETdcSfXx8ACApKWn+/PkURbXxiebMmZOdnX358uUG42VlZVOmTDl06BAAUBQVFBQEAMXFxUVFRbt27frvf/+7Y8eO7t27t/HZm9ReL+3+1PoCdIdy5mc817VTJpPZn3b9+nUAiIqKajDOjeTl5bUyRIQQ763Mk1mbLwjcNpHJhdJ/dNO7MCLkaphNEEJttzJPTjefTW4Zyc9uSv/WFbMJQsg97li15wwl9ufsrbvimmAQQh2EZaD2qqD2itBUTrIsCFWMKpL2edBCCl19CvzgwYNhYWF2JlAU1S4l2tOnTzcerK2tfeyxx65everv7//vf/972rRpXNVbr9dv3rx56dKlFy5cGD58+NmzZ/39/dseQwPt9dLuT60vQJeVlUkkEoqiCMI9fe9sJYMLFy4cPXq0tLRUKBSGh4c/+eSTwcHBtmmlpaUA0PhKAW6kqqrKZDKJxeL6N1VXV3Mr3Rp4+OGHRSJ7e6C3HXcwCYJoEBIP2U55CQQC/kfL8YgDa/s486DLRvh5YO+YiJM1Do7h7nLJsl68u27a9qFKkiQPD2wD9d+xJNn6fQXcqOOySWVlZZNfmwYMGNDRX1xs7yL+v4U8MZuAJxxYD8omRuuf3ZB4eGCLjcSpGgdfmHeXS956ALNJm9gyiEgkwp92CLVIkbmaBQcVqDtWrZmlRQT+cSHkkaw64uaPUn3Rn3/C5kpSd0NQni3sPMkoDeHdl5C20+v1ly9fbrz6569//evVq1eDgoKOHj1a/1aZTDZ37txRo0YNHTr01q1bb731VkpKimtDRg60vgDdEScTWkSr1QLAwYMHd+7caRs8fvz4tm3b5s2bFxcXBwAmk4mmaWhqaZtMJiMIgmVZvV7f4Et5fn7+4sWLGz9jVlaWUqls9xfSJJc9UduJxWL+/6rhEAThQQdWIpFIJBJ3R+EUkiR5eGDPm4BxdDL4up5UKJW83TuKoigeHtjmOFxBzFsdl03y8vKazCaHDh1y2PGjXeCHXgfh54dec/h/YOl6BWgeHtjbRkd1HYA8Pa/fEphNEPJuQtJxWZkggATefudFCNnD0lCwTWq808RfuqWOLNgmjYzXC9VNbJXsLuvWrXvjjTfi4+PT0tKam5Odnb169eqjR49WVFT4+PgMHDjw9ddfHzFiBHfrrFmzvvnmGwC4cuUKd0L92rVrUVFRBQUFX3/9NQBs2LChcW0aAMLDwz/66KOsrKwZM2bYBhmG2bRpU2pq6tWrV8vKypRK5YABA/72t7+NGTOmwd0JgqiqqvrnP/+5a9euO3fuBAYGTpw4ccWKFRqNxvmXVp8zT/3++++/9dZb8+bNS05Orn9f7iB8/PHHr732GjdiMBhWrlz57bff3rp1y9/fPy4u7r333nPXmuBW4GkLDmdwa9bMZnNCQsKwYcPUavWtW7e2b99++PDhTz75JDQ09MEHH7RYLNzkJjvUkCRJ07TZbHZp3Aghl7BzuXT9OSwLnvOJjToEZhOEkB3OZBMrU39jQoQQcqkuQh8BQVpZe+WnrkKNgPDIK9UQQlU5oiarzxzaSJQeEodNMLgypDZKS0t78cUXWZYdNWpUREREXl5eenr6rl27Pvzww9dffx0Axo0bx7Ls5s2bNRpNYmIiAPj6+gLA//73P5qmu3btOnny5OYe/Nlnn3322Wfrj8ydOzc1NVUqlcbGxvr5+eXn52dmZmZmZqampiYkJNSfybJsbGzsrVu3HnvsMavVevDgwQ0bNhw7duzkyZOta4fg/FM7xLLspEmTMjMzfXx8nn/+ealUeuTIkcGDBz/22GOtCMwtPLgAPXny5JEjR6rVaq7hCwBEREQsXLjQYrEcP35869atDz74oO0tYrVaG1yCyrIst5yt8dsoKCgoPj6+8TPSNG0wdOxftUQi4U5fdPQTtZ1AIOAOqcVisdZbu8RP3IFlWdZoNLo7FgdsB9ZsNnNvUT6TSqUAwDCMyWRydywNBVEEgINFf52lrIl/bwmCILjlivw8sA3YrpU2mUwM07En3rn3W7vruGwSEhLSZDaxWq2YTWw8K5twb0LMJu2rfgsOHr5jg0jH2SRcxhoNvHtLYDZpTgdlE4TcRU1JH5dH7tdeszNngk8fl8WDEHISayWsOsfnr6vOOSjc1eUKTOWUw2bQpIilpO7fMzk3N3f+/PkAkJGRMWrUKG7wyJEjcXFxb7755ujRo6Ojo6dPnx4REbF58+aAgIA1a9bY7nvixAkAePLJJ51f9nvmzJnU1FS5XJ6TkxMZGckNfvnllwkJCYsWLZo9e3b9xl8//PDDY489duzYMYVCAQD5+fmDBg06e/bsxo0buZhbpEVP7dCOHTsyMzP9/Px+++238PBwAGAYZt68eV9++WVLA3MXZwvQCxcubOMz1X/TtAtfX1/uHEgDEyZMOH78+MWLF1mWFYlEAoHAarXqdDpbZYGj0+kAgCCIxtdBh4aGJiUlNX7kiooK7l4dh/vyzbJsRz9R20kkEtsvWx7+XGyA+wHmEQdWJpNxB9ZkMvH/56KtFsPDA6sBUAnEtVZ7mSlUbOVh5CRJcu9YmqZ5GF4DBEFwidNoNNqWCXeQDioZdFw2CQsLay6bdPSxEovF3Fk3/r+FpFKp7UOP/1Vd2+lM/h9YD8omBvbP30I8PLBBAApKrKXtZhMRZpO2IkmSyyYGg6Gjz0VhARp5n7dDRh/NvW5mmz7dGCRQvurvMUvkELp/aPOpwh3tkJIYK+RudNzAyu8Rc/Bw938n3LBhg8lkSkz8/+zdeXxU9bn48e85s89ksu8sIWGnIoKogKjgQlVAULEFcUO0Undtr7dYtXr99eqtWrVVi9JaKmh79SJVEVFZyiKL1H1jkz0kZE8ms8+Z8/tjaBqzzILMOTPh8/7Dl3zPk5nHMeSZPPM9z3dOW/dZCHHWWWfdfPPNjz/++AsvvPDUU09197VVVVVCiLZmbjyKioqWLVtmNpvbf9W11157yy231NbW7tq1a8iQIW3rPp/v+eefj3SfhRDl5eW33Xbb/fff/9prrx1DAzqhp47pb3/7mxDixhtvY9criAAAIABJREFUjHSfhRCyLD/xxBNLlixJ9q+Wx0u8Degnnnjiez7TcW9Ad6ewsFAIEQqFAoGAxWIpKSk5ePBgTU1Nh5ZBTU2NECIvLy/Z5woC0EVLSPJE7RcIIVxR29M4wVFNAA38oa7xidr6yL/7wuGB3+z+S9/ScY4UmgLcGIyjmsQKAICkGm4tWdj3xzcf/D93uONAsF6mrJf7XZ1t4HMXAMfH2LFju9u6u3Hjxt69e0f/8rVr1wohLrroog7rF1100eOPP75+/fooXxuZnZjQaTqlpaXTp08XQoTD4ZqaGrfbraqqECIvL8/tdjc3N7cPHjp0aHl5efuVs88+Wwjx2Wefxf+Mx/bUMX300UdCiDPPPLP9YmZm5hlnnLFu3bpjSE97aTyCQ1XVhoaG3NzcDnvva2trhRBmszlyGNTAgQMPHjy4Y8eOQYMGtQ/bvn27EKLDIoAe41uPIRTrBqPdHo4CB9UE0JNPVZv/NSFEFaJJUYKq/jeHtrfbY4w5D2KXm2oCQGcXZw5bP+i2Z2o3vuvafjjQLIQYZC28JPMHN+WPo/sMpCaTU80aEvumH9duYzhWlLMiJMfaDGMtPD4Trg4dOtTdpXjuYdqzZ48QYtGiRW+//Xb79ZaWFiHE7t27o3xtfn5+W2T8Pvzww4ceemjt2rWd791Xv/u2s/PBhpF+en19fSgU6vI0oOP11DEdPnxYCNGrV68O63379k00K73E+/Kl2owFVVVvvPHGmpqae++9d8yYMe0vbdiwQQgxdOjQyB/POOOMNWvWrF27dsqUKW3NBVVV16xZI4QYN26ctokD0EjMDWtCCF9YUlRhYOPaCYxqAujLKklZBkOkB20QktMgm1LsZFh3HAO0PYrEIYQAdNfXlPOb0qnP2H9ssJoNkuxtdaf4CCbgBGctVuI5PPDQcmvz16Yo7zRMmeG+l3s1eyNy8ODBmNuco4jsYl6xYkWXV1tbW1VV7W7Ec0lJiRDiq6++iv/pNm/ePHHiRL/ff/bZZ0+bNq24uDhy3+ptt91WXV3dIbjz3urINDMhhM/naxvNkYynjq7tBJrI1qj2Oq+krHhPwrV+b8c3b0mSzjnnHCHEH/7wh127/n3ewpo1a9555x0hxLRp0yIrZ5xxRq9evXbv3r148eLIkSbhcPjll1/euXNnaWlph+3rAHqMIkvsD3gLzWG6zyc4qgmgr5/m53w99Ohmk5Mctl1DB6TU/A0hRJE5djUpsYQpJgBSh0U2GqV4f9MHkOLyTgsIKVp7Of+MQBp9DB5p427dulXtSjgcjnLA4FlnnSWEWL16dfRP1yKbhSPuv//+yMjpdevW3X333VdeeeWMGTNmzJjR5fjEzg/bdkTNMRwgkdBTd9b+FHFJkiJf1TnD1tbWRBPTixYjOMLh8DvvvDN58uQ44/fv3//b3/428u+RVzwUCt1xxx2RlczMzIcfflgIMXPmzB07dnz++ec/+9nPevXqlZ2dfeTIkbq6usil0aNHR+JlWb7nnnvmz5//f//3f6tXry4pKamqqmpsbLTb7ffcc09Ch04CSCP97Uova7jSF+3N99k56TGtH8eGagLg+xvsUIrM4SMBWXS/9eisnI5DVwFAe0FV+XvzF2sOf3sg2GiQ5AGmvKnOH0zI6B+1cwUg1dmKwsUT/dVrut7omjUklHtKOv1W279//48//vjAgQOnn356ol87ffr0n/zkJ3V1dS+88EKXh70LITZu3DhhwoRrrrnmxRdfFEJs3bpVCNEhuLm5uX2Tus3+/fs7rFRWVgohiouLj+HXvTifWpZl8d12c0SHUSfFxcUHDhw4dOjQyJEj269HH1qSUpLbgK6qqvrTn/60cOHCAwcOxD/fxOfz7d27t/2KqqptK22nP5lMpgcffPAf//jH6tWrDx8+XF1d7XQ6x44dO3ny5JNPPrn9l5eXl//ud7/729/+9sknn+zcuTMrK+v888+fOXNm5IApAD2SJMStfb3zd3Z7QIFBEjf3Ta3hQji+qCYAvj9ZEreUeR/Y5eiugWOUxE/7UE0A6Gynv/b6A3/d4atpW9ks9iyu2zbROXBB7ytyjal1cwmAhOSNDpizwtVrLYGmf++vMljV/DMCkf3RaWTixIkff/zxq6++OmPGjPbre/fu/eqrryZOnNh+DkaHRmJ2dvadd9752GOPzZ8/f/To0WPHju3w4Hv37r366qsVRXE6nZGVSHu3w/7lZ599NjKuusPjf/bZZ3V1dZFJ0xGRqYyjRo06hv/SOJ86MzNTCFFfX98+zOVyffHFF+1XRowYceDAgQ0bNkydOrVt8fDhw5988skx5KaLpDSgVVVdtWrVggUL3nzzzXhmkHcwePDgN998M55Io9F4/vnnn3/++TEjCwsLb7/99kQzAZDW5vTyftBoXF7bxWfFkhD/b6D7BxkJ/4BCGqGaADgubuzt3dxkeqe2i/slJSEeGdQ6JCOOQdEAkDTVwZbL975YHXR1vrTWtevK/YvfqrjBJHG3FpDGnANDzgEh7xGDv05Ww8KcFbaVKrJJ77QSN2/evGeeeWbp0qVvvPFG27TDhoaG2bNnb968ecGCBTfddJMQItJBrqqq8vv97cccP/zww++///6nn356/vnn33vvvTfccENRUZEQwuPxLF68+MEHH6yurh41atQjjzwSiR82bNiWLVvefPPNIUOGRFZee+21BQsWDBs27Ouvv+68D/quu+5atGhRZL9zdXX1M888I4SYOXPmMfyXxvnUkT1PGzZsaG1tbRsz/fDDD0eGZbeZMWPGW2+9tXDhwrlz5w4ePFgI4fV6582bZ7FYOkSmrOM8Gaq2tvY3v/nNwIEDJ02a9Prrr0e6zwMGDPj1r399fJ8IAGIySOKPJ7nu6+/ONn3ng83+dmXxyS039GbDGgAgNqMkXjyp5d7+nizjd6rJQLvyyoiW63r59EoMACIePbK6y+5zxEeegy81bNMyHwBJIQlbsZJ9UjDn5KCjLC27z0KIAQMGLFiwQAgxffr08ePHX3/99dOmTSsrK9u8efMll1xyww03RMIqKiqys7NdLteIESN++MMfrly5MrJusVjWr18/ffp0j8dz3333lZSUlJaW9unTJyMjY968edXV1VOmTFm1apXdfvS2j3vuuUcI8Ytf/GL69Ok333zz6aefftVVVy1YsGDixIlCiJ///Oe33HKL3++PnPHz4x//+KOPPho6dOhPfvKT66677qSTTqqqqho/fvyVV155DP+lcT712LFjR4wYUVdXd+aZZz766KNPPvnkxRdfvHz58nnz5ol2G6Vnz549ZsyYpqamkSNHXnzxxZdddll5efmOHTvmzp0rhIjkn+KO2w7odevWLViw4PXXXw8Ejk7Bs9vtl19++dy5cyPnOwGA9gySuKPMe1Mf3+e+jMMhi0kW/QzuoVavnFa3KQEA9GWUxF1lnnl9vJ/7MqpCFpMsyo3uIRaqCQD9+dXQ35u/iB7zv02fzs0bo00+ABDdddddN2zYsCeeeGLDhg0ffvhhTk7OyJEjr7nmmuuvvz4ytkIIYbPZFi1adPfdd+/Zs8fj8bQ/uM/pdC5btuydd95ZvHjxli1bImOa+/btO27cuOuuu27SpEntn+vSSy9duHDhb3/72xUrVmRlZY0ZM2bdunVjxow56aST/vnPf3766aerV69WVTVyuF9RUdH69evnz5//9ttv19bWFhcXX3vttQ8++OCxnfcT51NLkrRy5cp77rln5cqVDzzwQFFR0SWXXPLyyy8/++yzQgiv9+i2OYPBsHLlygcffHDp0qWrVq0qKCiYOnXqI4888vzzz7cPS2VS/KOZu9TQ0PDSSy89//zz27dvb7++YMGCWbNmRUaZ9Bj19fXf8+WKKScnx2AwqKraYf5LCrJarZG7A9xud+p/r+fl5UmSFA6HGxoa9M4lBrvdHvmwzuVyRT/aNRVEpiMpitLY2Kh3LjE4HI7I9KWWlpa2z8lSkyzLubm5QohgMNjc3Kx3OjFkZGRYrVYhRHNzczCY3OMv2k/jSmsaVJPc3FxZltOimthstsigt9bW1rZjplMW1SQZAkL0+nKHEGKEw76qvI/e6cRANUkSp9MZucG2qanpGCb4JUTHasLP//bS6+d/Kr/p/cZ35Oxdv48eY5aNh37wq1Q7jVCSpLy8PCFEKBRqamrSO50YtHzT+z3x8787qfDbhMvV7c0KGmubkgxo49h3QEeGs7z66qttbxeKioouuOCCJUuWCCEiQ1sAAAAAAECStCqxP2UMhEO+cMiWpnfsAwDSX8IN6JaWliVLlixYsKDtQEaj0XjxxRdff/31kydP3r17d6QBDQAAAAAAkqrQFHsbo9NgofsMANBRYg3oG2+88a9//avb7Y78cciQIXPmzLn22msjh04CAAAAAADNlJlzrJLRp0abXVBgyNAsHwAAOkusAf3HP/5RCFFaWnrppZfOnj177NixyckKAAAAAADE0KR4A0KJHuMJp/TMegBAj5fwCA6HwzF79uwf//jHp556ajISAgAAAAAA8TgQaAzHOtyyRmkNqopJMmiTEgAAHcgJRffq1cvtd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width="960" /></p> +<!-- rnb-plot-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +</div> +<div id="richness-plot-with-boxplot" class="section level2"> +<h2>Richness plot with boxplot</h2> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin eyJkYXRhIjpbInAgPC0gcCArIGdlb21fYm94cGxvdChhbHBoYSA9IDAuMikgK1xuICAgICAgICAgZ2VvbV9wb2ludCgpKyB0aGVtZV9ncmV5KCkgK1xuICAgICAgICAgdGhlbWUoYXhpcy50ZXh0LnggPSBlbGVtZW50X3RleHQoYW5nbGU9OTAsIGhqdXN0PTAuNSkpICtcbiAgICAgICAgIHRoZW1lKHBsb3QudGl0bGUgPSBlbGVtZW50X3RleHQoaGp1c3QgPSAwLjUpKSIsInBsb3QocCkiXX0= --> +<pre class="r"><code>p <- p + geom_boxplot(alpha = 0.2) + + geom_point()+ theme_grey() + + theme(axis.text.x = element_text(angle=90, hjust=0.5)) + + theme(plot.title = element_text(hjust = 0.5)) +plot(p)</code></pre> +<!-- rnb-source-end --> +<!-- rnb-plot-begin --> +<p><img 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width="960" /></p> +<!-- rnb-plot-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +</div> +<div id="alpha-diversity-indice-anova-analysis" class="section level2"> +<h2>Alpha Diversity Indice Anova Analysis</h2> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin 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+variables <- paste(sep=" + ", "Depth", params$varExp ) + +## Perform ANOVA on observed richness, which effects are significant +for (m in measures){ + f <- paste(m," ~ ", variables) + cat(sep = "", "###############################################################\n#Perform ANOVA on ",m,", which effects are significant\nanova.",m," <-aov( ",f,", anova_data)\nsummary(anova.",m,")\n") + anova_res <- aov( as.formula(f), anova_data) + res <- summary(anova_res) + print(res) + cat("\n\n") +}</code></pre> +<!-- rnb-source-end --> +<!-- rnb-output-begin 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--> +<pre><code>############################################################### +#Perform ANOVA on Observed, which effects are significant +anova.Observed <-aov( Observed ~ Depth + EnvType, anova_data) +summary(anova.Observed) + Df Sum Sq Mean Sq F value Pr(>F) +Depth 1 97970 97970 203.414 < 2e-16 *** +EnvType 7 18148 2593 5.383 9.78e-05 *** +Residuals 55 26490 482 +--- +Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1 + + +############################################################### +#Perform ANOVA on Chao1, which effects are significant +anova.Chao1 <-aov( Chao1 ~ Depth + EnvType, anova_data) +summary(anova.Chao1) + Df Sum Sq Mean Sq F value Pr(>F) +Depth 1 79015 79015 100.129 5.45e-14 *** +EnvType 7 13764 1966 2.492 0.0269 * +Residuals 55 43403 789 +--- +Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1 + + +############################################################### +#Perform ANOVA on Shannon, which effects are significant +anova.Shannon <-aov( Shannon ~ Depth + EnvType, anova_data) +summary(anova.Shannon) + Df Sum Sq Mean Sq F value Pr(>F) +Depth 1 7.699 7.699 16.895 0.000133 *** +EnvType 7 11.333 1.619 3.553 0.003209 ** +Residuals 55 25.064 0.456 +--- +Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1</code></pre> +<!-- rnb-output-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +</div> +<div id="rarefaction-curves" class="section level2"> +<h2>Rarefaction curves</h2> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin 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--> +<pre class="r"><code>##code of Mahendra Mariadassou, INRA + +## Import additionnal packages +# library(parallel) + +## Rarefaction curve, ggplot style (additionnal phyloseq-extend function, not yet released) +ggrare <- function(physeq, step = 10, label = NULL, color = NULL, plot = TRUE, parallel = FALSE, se = TRUE) { + ## Args: + ## - physeq: phyloseq class object, from which abundance data are extracted + ## - step: Step size for sample size in rarefaction curves + ## - label: Default `NULL`. Character string. The name of the variable + ## to map to text labels on the plot. Similar to color option + ## but for plotting text. + ## - color: (Optional). Default ‘NULL’. Character string. The name of the + ## variable to map to colors in the plot. This can be a sample + ## variable (among the set returned by + ## ‘sample_variables(physeq)’ ) or taxonomic rank (among the set + ## returned by ‘rank_names(physeq)’). + ## + ## Finally, The color scheme is chosen automatically by + ## ‘link{ggplot}’, but it can be modified afterward with an + ## additional layer using ‘scale_color_manual’. + ## - color: Default `NULL`. Character string. The name of the variable + ## to map to text labels on the plot. Similar to color option + ## but for plotting text. + ## - plot: Logical, should the graphic be plotted. + ## - parallel: should rarefaction be parallelized (using parallel framework) + ## - se: Default TRUE. Logical. Should standard errors be computed. + ## require vegan + x <- as(otu_table(physeq), "matrix") + if (taxa_are_rows(physeq)) { x <- t(x) } + + ## This script is adapted from vegan `rarecurve` function + tot <- rowSums(x) + S <- rowSums(x > 0) + nr <- nrow(x) + + rarefun <- function(i) { + # cat(paste("rarefying sample", rownames(x)[i]), sep = "\n") + n <- seq(1, tot[i], by = step) + if (n[length(n)] != tot[i]) { + n <- c(n, tot[i]) + } + y <- rarefy(x[i, ,drop = FALSE], n, se = se) + if (nrow(y) != 1) { + rownames(y) <- c(".S", ".se") + return(data.frame(t(y), Size = n, Sample = rownames(x)[i])) + } else { + return(data.frame(.S = y[1, ], Size = n, Sample = rownames(x)[i])) + } + } + if (parallel) { + out <- mclapply(seq_len(nr), rarefun, mc.preschedule = FALSE) + } else { + out <- lapply(seq_len(nr), rarefun) + } + df <- do.call(rbind, out) + + ## Get sample data + if (!is.null(sample_data(physeq, FALSE))) { + sdf <- as(sample_data(physeq), "data.frame") + sdf$Sample <- rownames(sdf) + data <- merge(df, sdf, by = "Sample") + labels <- data.frame(x = tot, y = S, Sample = rownames(x)) + labels <- merge(labels, sdf, by = "Sample") + } + + ## Add, any custom-supplied plot-mapped variables + if( length(color) > 1 ){ + data$color <- color + names(data)[names(data)=="color"] <- deparse(substitute(color)) + color <- deparse(substitute(color)) + } + if( length(label) > 1 ){ + labels$label <- label + names(labels)[names(labels)=="label"] <- deparse(substitute(label)) + label <- deparse(substitute(label)) + } + + p <- ggplot(data = data, aes_string(x = "Size", y = ".S", group = "Sample", color = color)) + p <- p + labs(x = "Sample Size", y = "ASV Richness") + if (!is.null(label)) { + p <- p + geom_text(data = labels, aes_string(x = "x", y = "y", label = label, color = color), + size = 4, hjust = 0) + } + p <- p + geom_line() + if (se) { ## add standard error if available + p <- p + geom_ribbon(aes_string(ymin = ".S - .se", ymax = ".S + .se", color = NULL, fill = color), alpha = 0.2) + } + if (plot) { + plot(p) + } + invisible(p) +} + +rare.level <- sample_sums(data)[[1]] +facet <- paste('facet_wrap(~',params$varExp,')') + +p <- ggrare(data, step = 500, color = params$varExp, plot = FALSE) + + geom_vline(xintercept = rare.level, color = "gray60") + eval(parse(text = facet))</code></pre> +<!-- rnb-source-end --> +<!-- rnb-warning-begin eyJkYXRhIjpbIldhcm5pbmcgaW4gcmFyZWZ5KHhbaSwgLCBkcm9wID0gRkFMU0VdLCBuLCBzZSA9IHNlKTogbW9zdCBvYnNlcnZlZCBjb3VudCBkYXRhXG5oYXZlIGNvdW50cyAxLCBidXQgc21hbGxlc3QgY291bnQgaXMgMlxuIiwiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4iXX0= --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAzXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin 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 --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA0XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 4</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA2XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 6</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAxMFxuIn0= --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 10</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA4XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 8</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA2XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 6</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAxNlxuIn0= --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 16</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA2XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 6</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjpbIldhcm5pbmcgaW4gcmFyZWZ5KHhbaSwgLCBkcm9wID0gRkFMU0VdLCBuLCBzZSA9IHNlKTogbW9zdCBvYnNlcnZlZCBjb3VudCBkYXRhXG5oYXZlIGNvdW50cyAxLCBidXQgc21hbGxlc3QgY291bnQgaXMgNFxuIiwiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA0XG4iXX0= --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 4 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 4</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin 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 --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin 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 --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA0XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 4</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAzXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjpbIldhcm5pbmcgaW4gcmFyZWZ5KHhbaSwgLCBkcm9wID0gRkFMU0VdLCBuLCBzZSA9IHNlKTogbW9zdCBvYnNlcnZlZCBjb3VudCBkYXRhXG5oYXZlIGNvdW50cyAxLCBidXQgc21hbGxlc3QgY291bnQgaXMgM1xuIiwiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAzXG4iXX0= --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA3XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 7</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA5XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 9</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA2XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 6</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA1XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 5</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA3XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 7</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA2XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 6</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAzXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA0XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 4</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAzXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA0XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 4</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjpbIldhcm5pbmcgaW4gcmFyZWZ5KHhbaSwgLCBkcm9wID0gRkFMU0VdLCBuLCBzZSA9IHNlKTogbW9zdCBvYnNlcnZlZCBjb3VudCBkYXRhXG5oYXZlIGNvdW50cyAxLCBidXQgc21hbGxlc3QgY291bnQgaXMgM1xuIiwiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAzXG4iXX0= --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA0XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 4</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjpbIldhcm5pbmcgaW4gcmFyZWZ5KHhbaSwgLCBkcm9wID0gRkFMU0VdLCBuLCBzZSA9IHNlKTogbW9zdCBvYnNlcnZlZCBjb3VudCBkYXRhXG5oYXZlIGNvdW50cyAxLCBidXQgc21hbGxlc3QgY291bnQgaXMgMlxuIiwiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4iXX0= --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA0XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 4</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAzXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyA0XG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 4</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAzXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjpbIldhcm5pbmcgaW4gcmFyZWZ5KHhbaSwgLCBkcm9wID0gRkFMU0VdLCBuLCBzZSA9IHNlKTogbW9zdCBvYnNlcnZlZCBjb3VudCBkYXRhXG5oYXZlIGNvdW50cyAxLCBidXQgc21hbGxlc3QgY291bnQgaXMgMlxuIiwiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4iLCJXYXJuaW5nIGluIHJhcmVmeSh4W2ksICwgZHJvcCA9IEZBTFNFXSwgbiwgc2UgPSBzZSk6IG1vc3Qgb2JzZXJ2ZWQgY291bnQgZGF0YVxuaGF2ZSBjb3VudHMgMSwgYnV0IHNtYWxsZXN0IGNvdW50IGlzIDJcbiJdfQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAzXG4ifQ== --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjpbIldhcm5pbmcgaW4gcmFyZWZ5KHhbaSwgLCBkcm9wID0gRkFMU0VdLCBuLCBzZSA9IHNlKTogbW9zdCBvYnNlcnZlZCBjb3VudCBkYXRhXG5oYXZlIGNvdW50cyAxLCBidXQgc21hbGxlc3QgY291bnQgaXMgMlxuIiwiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAyXG4iXX0= --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 2</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjpbIldhcm5pbmcgaW4gcmFyZWZ5KHhbaSwgLCBkcm9wID0gRkFMU0VdLCBuLCBzZSA9IHNlKTogbW9zdCBvYnNlcnZlZCBjb3VudCBkYXRhXG5oYXZlIGNvdW50cyAxLCBidXQgc21hbGxlc3QgY291bnQgaXMgM1xuIiwiV2FybmluZyBpbiByYXJlZnkoeFtpLCAsIGRyb3AgPSBGQUxTRV0sIG4sIHNlID0gc2UpOiBtb3N0IG9ic2VydmVkIGNvdW50IGRhdGFcbmhhdmUgY291bnRzIDEsIGJ1dCBzbWFsbGVzdCBjb3VudCBpcyAzXG4iXX0= --> +<pre><code>Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3 + +Warning in rarefy(x[i, , drop = FALSE], n, se = se): most observed count data +have counts 1, but smallest count is 3</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-warning-begin eyJkYXRhIjoiV2FybmluZzogYGFlc19zdHJpbmcoKWAgd2FzIGRlcHJlY2F0ZWQgaW4gZ2dwbG90MiAzLjAuMC5cbuKEuSBQbGVhc2UgdXNlIHRpZHkgZXZhbHVhdGlvbiBpZGlvbXMgd2l0aCBgYWVzKClgLlxu4oS5IFNlZSBhbHNvIGB2aWduZXR0ZShcImdncGxvdDItaW4tcGFja2FnZXNcIilgIGZvciBtb3JlIGluZm9ybWF0aW9uLlxuVGhpcyB3YXJuaW5nIGlzIGRpc3BsYXllZCBvbmNlIGV2ZXJ5IDggaG91cnMuXG5DYWxsIGBsaWZlY3ljbGU6Omxhc3RfbGlmZWN5Y2xlX3dhcm5pbmdzKClgIHRvIHNlZSB3aGVyZSB0aGlzIHdhcm5pbmcgd2FzXG5nZW5lcmF0ZWQuXG4ifQ== --> +<pre><code>Warning: `aes_string()` was deprecated in ggplot2 3.0.0. +ℹ Please use tidy evaluation idioms with `aes()`. +ℹ See also `vignette("ggplot2-in-packages")` for more information. +This warning is displayed once every 8 hours. +Call `lifecycle::last_lifecycle_warnings()` to see where this warning was +generated.</code></pre> +<!-- rnb-warning-end --> +<!-- rnb-source-begin eyJkYXRhIjoicGxvdChwKSJ9 --> +<pre class="r"><code>plot(p)</code></pre> +<!-- rnb-source-end --> +<!-- rnb-plot-begin --> +<p><img 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--> +<pre><code>─ Session info ─────────────────────────────────────────────────────────────── + setting value + version R version 4.1.2 (2021-11-01) + os Ubuntu 24.04.2 LTS + system x86_64, linux-gnu + ui X11 + language fr_FR:en + collate en_US.utf8 + ctype en_US.utf8 + tz Europe/Paris + date 2026-01-14 + pandoc 2.19.2 @ /home/maria/miniforge3/envs/frogs@5.1.0/bin/ (via rmarkdown) + +─ Packages ─────────────────────────────────────────────────────────────────── + package * version date (UTC) lib source + ade4 1.7-22 2023-02-06 [1] CRAN (R 4.1.3) + ape 5.7-1 2023-03-13 [1] CRAN (R 4.1.3) + Biobase 2.54.0 2021-10-26 [1] Bioconductor + BiocGenerics 0.40.0 2021-10-26 [1] Bioconductor + biomformat 1.22.0 2021-10-26 [1] Bioconductor + Biostrings 2.62.0 2021-10-26 [1] Bioconductor + bitops 1.0-7 2021-04-24 [1] CRAN (R 4.1.3) + bslib 0.5.0 2023-06-09 [1] CRAN (R 4.1.3) + cachem 1.0.8 2023-05-01 [1] CRAN (R 4.1.3) + cli 3.6.1 2023-03-23 [1] CRAN (R 4.1.3) + cluster 2.1.4 2022-08-22 [1] CRAN (R 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1.0.14 2022-02-05 [1] CRAN (R 4.1.3) + jquerylib 0.1.4 2021-04-26 [1] CRAN (R 4.1.3) + jsonlite 1.8.5 2023-06-05 [1] CRAN (R 4.1.3) + knitr 1.43 2023-05-25 [1] CRAN (R 4.1.3) + labeling 0.4.2 2020-10-20 [1] CRAN (R 4.1.3) + lattice * 0.21-8 2023-04-05 [1] CRAN (R 4.1.3) + lifecycle 1.0.3 2022-10-07 [1] CRAN (R 4.1.3) + magrittr 2.0.3 2022-03-30 [1] CRAN (R 4.1.3) + MASS 7.3-58.3 2023-03-07 [1] CRAN (R 4.1.3) + Matrix 1.5-4.1 2023-05-18 [1] CRAN (R 4.1.3) + mgcv 1.8-42 2023-03-02 [1] CRAN (R 4.1.3) + multtest 2.50.0 2021-10-26 [1] Bioconductor + munsell 0.5.0 2018-06-12 [1] CRAN (R 4.1.3) + nlme 3.1-162 2023-01-31 [1] CRAN (R 4.1.3) + permute * 0.9-7 2022-01-27 [1] CRAN (R 4.1.3) + phyloseq * 1.38.0 2021-10-26 [1] Bioconductor + pillar 1.9.0 2023-03-22 [1] CRAN (R 4.1.3) + pkgconfig 2.0.3 2019-09-22 [1] CRAN (R 4.1.3) + plyr 1.8.8 2022-11-11 [1] CRAN (R 4.1.3) + R6 2.5.1 2021-08-19 [1] CRAN (R 4.1.3) + Rcpp 1.0.10 2023-01-22 [1] CRAN (R 4.1.3) + RCurl 1.98-1.12 2023-03-27 [1] CRAN (R 4.1.3) + reshape2 * 1.4.4 2020-04-09 [1] CRAN (R 4.1.3) + rhdf5 2.38.1 2022-03-10 [1] Bioconductor + rhdf5filters 1.6.0 2021-10-26 [1] Bioconductor + Rhdf5lib 1.16.0 2021-10-26 [1] Bioconductor + rlang 1.1.1 2023-04-28 [1] CRAN (R 4.1.3) + rmarkdown 2.22 2023-06-01 [1] CRAN (R 4.1.3) + rstudioapi 0.14 2022-08-22 [1] CRAN (R 4.1.3) + S4Vectors 0.32.4 2022-03-24 [1] Bioconductor + sass 0.4.6 2023-05-03 [1] CRAN (R 4.1.3) + scales * 1.2.1 2022-08-20 [1] CRAN (R 4.1.3) + sessioninfo 1.2.2 2021-12-06 [1] CRAN (R 4.1.3) + stringi 1.7.6 2021-11-29 [1] CRAN (R 4.1.1) + stringr 1.5.0 2022-12-02 [1] CRAN (R 4.1.3) + survival 3.5-5 2023-03-12 [1] CRAN (R 4.1.3) + tibble 3.2.1 2023-03-20 [1] CRAN (R 4.1.3) + tidyselect 1.2.0 2022-10-10 [1] CRAN (R 4.1.3) + utf8 1.2.3 2023-01-31 [1] CRAN (R 4.1.3) + vctrs 0.6.2 2023-04-19 [1] CRAN (R 4.1.3) + vegan * 2.6-4 2022-10-11 [1] CRAN (R 4.1.3) + withr 2.5.0 2022-03-03 [1] CRAN (R 4.1.3) + xfun 0.39 2023-04-20 [1] CRAN (R 4.1.3) + XVector 0.34.0 2021-10-26 [1] Bioconductor + yaml 2.3.7 2023-01-23 [1] CRAN (R 4.1.3) + zlibbioc 1.40.0 2021-10-26 [1] Bioconductor + + [1] /home/maria/miniforge3/envs/frogs@5.1.0/lib/R/library + +──────────────────────────────────────────────────────────────────────────────</code></pre> +<!-- rnb-output-end --> +<!-- rnb-chunk-end --> +</div> +</div> + +<div id="rmd-source-code">---
copyright: "Copyright (C) 2025 INRAE"
license: "GNU General Public License"
output: 
  html_notebook:
    code_folding: hide
params:
   phyloseq:
      value: x
   measures:
      value: x
   varExp:
      value: x
   fileAlpha:
      value: x
   libdir:
      value: x
   version:
      value: x
   tool:
    value: x
---

<meta http-equiv="Content-Type" content="text/html; charset=UTF-8" />
<meta name="author" content="Ta Thi Ngan - SIGENAE/GABI & Maria Bernard - SIGENAE/GABI" />
<meta name="version" content="5.1.0" />
<meta name="copyright" content="Copyright (C) 2025 INRAE" />

```{r, echo=FALSE, results="asis"}
CURRENT_DIR <- knitr::opts_knit$get("output.dir")
if (is.null(CURRENT_DIR)) {
  CURRENT_DIR <- getwd()
}
THEME_DIR <- normalizePath(
  file.path(dirname(CURRENT_DIR), "static"),
  winslash = "/",
  mustWork = FALSE
)

js_theme_file <- normalizePath(
  file.path(THEME_DIR, "js", "theme.js"),
  winslash = "/",
  mustWork = FALSE
)

lines <- readLines(js_theme_file, warn = FALSE)

sep <- which(grepl("^//##", trimws(lines)))

if (length(sep) < 2) {
  stop("Tag not found in theme.js: '//##'")
}

js_code <- lines[(sep[1] + 1):(sep[2] - 1)]

cat("<script>\n")
cat(js_code, sep = "\n")
cat("\n</script>")
```

<div style="display:flex; align-items:center; gap:15px; margin-bottom:20px;">
  <img id="logo" src="data:image/png;base64," alt="FROGS logo" style="height:180px;">
  <h1 style="margin:0;">Stat: Alpha Diversity Visualisation<i><span class="text-accent">(`r params$tool` v`r params$version`)</span></i></h1>
</div>

<script>

$(function () {
  update_logo(CURRENT_THEME);
});


</script>


<style type="text/css">
:root {
			--frogsColor: #03A5A8; 
			--frogsColorHover: hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1);
			--frogsPreColor: hsl(from var(--frogsColor) h s l / 0.1);
		}
.text-accent {
  color: #595c5f;
}
.main-container{
	max-width: 75% !important;
}
h1{
	color: var(--frogsColor);
}
h2{
	color: var(--frogsColor);
}
a {
	color: var(--frogsColor);
}
a:hover{
	color: var(--frogsColorHover);
}
.nav-pills > li.active > a, .nav-pills > li.active > a:focus{
	color: #fff;
	background-color: var(--frogsColor);
	border-color: #dee2e6 #dee2e6 #fff;
}
.nav-pills > li.active > a:hover {
	background-color: var(--frogsColorHover);
}
.button {
    background-color: var(--frogsColor) ;
    border          : none;
    color           : white;
    padding         : 5px 10px;
    text-align      : center;
    text-decoration : none;
    display         : inline-block;
    font-size       : 12px;
    margin          : 4px 2px;
    cursor          : pointer;
    border-radius   : 8px;
}
h4 { 
    display      : block;
    font-size    : 1em;
    margin-top   : 1.33em;
    margin-bottom: 1.33em;
    margin-left  : 0;
    margin-right : 0;
    font-weight  : bold;
    color        : var(--frogsColor);
}
code.r{ /* Code block */
  font-size: 11px;
}
pre{
  font-size: 11px ;
  background-color: var(--frogsPreColor) !important;
}
.frogsversion{
	position: absolute;
	right: 5%;
	color: var(--frogsColor);
	font-style: italic;
	font-size: smaller;
	padding:8px;
}
.frogsversion > a{
	border: none !important;
	display: inline-block;
}
#themechoice{
  border-radius: 0.25em;
  background-color: white;
  border: 1px solid #dee2e6;
  font-weight: 400;
  line-height: 1.5;
  padding: .375rem 2.25rem .375rem .75rem;
}
</style>

```{r setup, include=FALSE}
knitr::opts_chunk$set(echo = TRUE, error= TRUE)
```


```{r import, message=FALSE, warning=FALSE}
## Import packages
library(phyloseq)
library(ggplot2)
library(vegan)
source(file.path(params$libdir, "graphical_methods.R"))
## Alternative to source all extra function from a github repo
## source("https://raw.githubusercontent.com/mahendra-mariadassou/phyloseq-extended/master/load-extra-functions.R")

## Setting variables
  ## The Phyloseq object (format rdata)
  # phyloseq <- ""

  ## The experiment variable that you want to analyse
  # varExp <- ""

  ## "The alpha diversity indices to compute. Multiple indice may be indicated by separating them by a comma.
  ## Available indices are : Observed, Chao1, Shannon, InvSimpson, Simpson, ACE, Fisher
  # measures <- ""

## Create input and parameters dataframe
  # params <- data.frame( "phyloseq" = phylose, "measures" = measures, "varExp" = varExp)

## Load data
load(params$phyloseq)

## Convert measures to list
measures <- as.list(strsplit(params$measures, ",")[[1]])

## Compute numeric values of alpha diversity indices
alpha.diversity <- estimate_richness(data, measures = measures)

## Export diversity indices to text file
write.table(alpha.diversity, params$fileAlpha, sep="\t", quote = FALSE, col.names = NA)
```

# {.tabset .tabset-fade .tabset-pills}

```{=html}
<div class="row">
  <div style="float:right">
  <select id="themechoice"
          class="form-select form-select-sm"
          style="width: auto;"
          onchange="update_theme_Rmd(this.value)"
          aria-label="Switch theme">
    <option selected disabled value="">Switch theme</option>
    <option disabled value="DefaultTheme">Default</option>
    <option value="CoralTheme">Coral</option>
    <option value="GoldTheme">Gold</option>
    <option value="SteelTheme">Steel</option>
  </select>
  </div>
</div>
```

## Richness plot
```{r richness, fig.width=10, fig.height=8, warning=FALSE}
p <- plot_richness(data, x = params$varExp, color = params$varExp, measures = measures) + ggtitle(paste("Alpha diversity distribution by", params$varExp))+ theme(plot.title = element_text(hjust = 0.5))
plot(p)
```

## Richness plot with boxplot
```{r richnessBoxplot, fig.width=10, fig.height=8, message=FALSE, warning=FALSE}
p <- p + geom_boxplot(alpha = 0.2) +
         geom_point()+ theme_grey() +
         theme(axis.text.x = element_text(angle=90, hjust=0.5)) +
         theme(plot.title = element_text(hjust = 0.5))
plot(p)
```

## Alpha Diversity Indice Anova Analysis
```{r anova}
anova_data <- cbind(sample_data(data), alpha.diversity)
anova_data$Depth <- sample_sums(data)

variables <- paste(sep=" + ", "Depth", params$varExp )

## Perform ANOVA on observed richness, which effects are significant
for (m in measures){
    f <- paste(m," ~ ", variables)
    cat(sep = "", "###############################################################\n#Perform ANOVA on ",m,", which effects are significant\nanova.",m," <-aov( ",f,", anova_data)\nsummary(anova.",m,")\n")
    anova_res <- aov( as.formula(f), anova_data)
    res <- summary(anova_res)
    print(res)
    cat("\n\n")
}
```

## Rarefaction curves
```{r rarefaction, message=FALSE}
##code of Mahendra Mariadassou, INRA

## Import additionnal packages
# library(parallel)

## Rarefaction curve, ggplot style (additionnal phyloseq-extend function, not yet released)
ggrare <- function(physeq, step = 10, label = NULL, color = NULL, plot = TRUE, parallel = FALSE, se = TRUE) {
    ## Args:
    ## - physeq: phyloseq class object, from which abundance data are extracted
    ## - step: Step size for sample size in rarefaction curves
    ## - label: Default `NULL`. Character string. The name of the variable
    ##          to map to text labels on the plot. Similar to color option
    ##          but for plotting text.
    ## - color: (Optional). Default ‘NULL’. Character string. The name of the
    ##          variable to map to colors in the plot. This can be a sample
    ##          variable (among the set returned by
    ##          ‘sample_variables(physeq)’ ) or taxonomic rank (among the set
    ##          returned by ‘rank_names(physeq)’).
    ##
    ##          Finally, The color scheme is chosen automatically by
    ##          ‘link{ggplot}’, but it can be modified afterward with an
    ##          additional layer using ‘scale_color_manual’.
    ## - color: Default `NULL`. Character string. The name of the variable
    ##          to map to text labels on the plot. Similar to color option
    ##          but for plotting text.
    ## - plot:  Logical, should the graphic be plotted.
    ## - parallel: should rarefaction be parallelized (using parallel framework)
    ## - se:    Default TRUE. Logical. Should standard errors be computed. 
    ## require vegan
    x <- as(otu_table(physeq), "matrix")
    if (taxa_are_rows(physeq)) { x <- t(x) }

    ## This script is adapted from vegan `rarecurve` function
    tot <- rowSums(x)
    S   <- rowSums(x > 0)
    nr  <- nrow(x)

    rarefun <- function(i) {
        # cat(paste("rarefying sample", rownames(x)[i]), sep = "\n")
        n <- seq(1, tot[i], by = step)
        if (n[length(n)] != tot[i]) {
            n <- c(n, tot[i])
        }
        y <- rarefy(x[i, ,drop = FALSE], n, se = se)
        if (nrow(y) != 1) {
	    rownames(y) <- c(".S", ".se")
            return(data.frame(t(y), Size = n, Sample = rownames(x)[i]))
        } else {
            return(data.frame(.S = y[1, ], Size = n, Sample = rownames(x)[i]))
        }
    }
    if (parallel) {
        out <- mclapply(seq_len(nr), rarefun, mc.preschedule = FALSE)
    } else {
        out <- lapply(seq_len(nr), rarefun)
    }
    df <- do.call(rbind, out)
    
    ## Get sample data 
    if (!is.null(sample_data(physeq, FALSE))) {
        sdf <- as(sample_data(physeq), "data.frame")
        sdf$Sample <- rownames(sdf)
        data <- merge(df, sdf, by = "Sample")
        labels <- data.frame(x = tot, y = S, Sample = rownames(x))
        labels <- merge(labels, sdf, by = "Sample")
    }
    
    ## Add, any custom-supplied plot-mapped variables
    if( length(color) > 1 ){
        data$color <- color
        names(data)[names(data)=="color"] <- deparse(substitute(color))
        color <- deparse(substitute(color))
    }
    if( length(label) > 1 ){
        labels$label <- label
        names(labels)[names(labels)=="label"] <- deparse(substitute(label))
        label <- deparse(substitute(label))
    }
    
    p <- ggplot(data = data, aes_string(x = "Size", y = ".S", group = "Sample", color = color))
    p <- p + labs(x = "Sample Size", y = "ASV Richness")
    if (!is.null(label)) {
        p <- p + geom_text(data = labels, aes_string(x = "x", y = "y", label = label, color = color),
                           size = 4, hjust = 0)
    }
    p <- p + geom_line()
    if (se) { ## add standard error if available
        p <- p + geom_ribbon(aes_string(ymin = ".S - .se", ymax = ".S + .se", color = NULL, fill = color), alpha = 0.2)
    }
    if (plot) {
        plot(p)
    }
    invisible(p)
}

rare.level <- sample_sums(data)[[1]]
facet <- paste('facet_wrap(~',params$varExp,')')

p <- ggrare(data, step = 500, color = params$varExp, plot = FALSE) + 
        geom_vline(xintercept = rare.level, color = "gray60") + eval(parse(text = facet))
plot(p)
```

## Reproducibility token

```{r session, echo=TRUE, eval=TRUE}
sessioninfo::session_info()
```</div> + + + +</div> + +<script> + +// add bootstrap table styles to pandoc tables +function bootstrapStylePandocTables() { + $('tr.odd').parent('tbody').parent('table').addClass('table table-condensed'); +} +$(document).ready(function () { + bootstrapStylePandocTables(); +}); + +$(document).ready(function () { + $('.knitsql-table').addClass('kable-table'); + var container = $('.kable-table'); + container.each(function() { + + // move the caption out of the table + var table = $(this).children('table'); + var caption = table.children('caption').detach(); + caption.insertBefore($(this)).css('display', 'inherit'); + }); +}); + +</script> + +<!-- tabsets --> + +<script> +$(document).ready(function () { + window.buildTabsets("TOC"); +}); + +$(document).ready(function () { + $('.tabset-dropdown > .nav-tabs > li').click(function () { + $(this).parent().toggleClass('nav-tabs-open'); + }); +}); +</script> + +<!-- code folding --> +<script> +$(document).ready(function () { + window.initializeSourceEmbed("phyloseq_alpha_diversity.Rmd"); + window.initializeCodeFolding("hide" === "show"); +}); +</script> + + +<!-- dynamically load mathjax for compatibility with self-contained --> +<script> + (function () { + var script = document.createElement("script"); + script.type = "text/javascript"; + script.src = "https://mathjax.rstudio.com/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML"; + document.getElementsByTagName("head")[0].appendChild(script); + })(); +</script> + +</body> +</html>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/test-data/references/18-phylo_alpha_div.tsv Wed Feb 04 13:16:44 2026 +0000 @@ -0,0 +1,65 @@ + Observed Chao1 se.chao1 Shannon +DLT0.LOT08 210 210 0 2.01603767724795 +DLT0.LOT05 221 254.785714285714 13.3895041926063 1.79800937304124 +DLT0.LOT03 226 226 0 3.45528429286049 +DLT0.LOT07 221 221 0 2.98216090690738 +DLT0.LOT06 278 278 0 3.20952140178085 +DLT0.LOT01 281 281 0 4.10685205650844 +DLT0.LOT04 247 247 0 2.47304361554073 +DLT0.LOT10 236 236 0 3.55173827807196 +MVT0.LOT05 158 158 0 2.34503849832531 +MVT0.LOT01 128 128 0 2.28541492757583 +MVT0.LOT06 157 157 0 3.92479836105885 +MVT0.LOT07 157 157 0 3.75898496293381 +MVT0.LOT03 160 160 0 3.34027078029461 +MVT0.LOT09 122 122 0 3.95221379962838 +MVT0.LOT08 124 124 0 2.30012425431142 +MVT0.LOT10 95 95 0 1.25959560361526 +BHT0.LOT01 103 103 0 2.53131370126125 +BHT0.LOT07 144 144 0 3.15166550279444 +BHT0.LOT06 155 155 0 2.92765820448176 +BHT0.LOT03 153 153 0 2.95001637842565 +BHT0.LOT10 159 159 0 2.7790079222459 +BHT0.LOT05 183 183 0 2.53671816912042 +BHT0.LOT04 209 209 0 3.47635995384084 +BHT0.LOT08 178 178 0 3.09192502544742 +VHT0.LOT02 132 132 0 1.4154609826759 +VHT0.LOT10 134 134 0 1.87555746873306 +VHT0.LOT03 206 206 0 3.51078572003616 +VHT0.LOT01 235 235 0 2.67402666784541 +VHT0.LOT08 157 157 0 3.31989163716182 +VHT0.LOT06 182 182 0 1.88583439498533 +VHT0.LOT07 156 156 0 1.41904291231118 +VHT0.LOT04 193 193 0 2.64373071960283 +SFT0.LOT08 111 165.473684210526 21.5900554349517 1.13874307530455 +SFT0.LOT07 110 110 0 2.96744303252776 +SFT0.LOT06 126 126 0 2.49355558700118 +SFT0.LOT03 119 119 0 2.92356922933234 +SFT0.LOT02 104 104 0 2.47818417340797 +SFT0.LOT05 75 210.125 60.9771168818602 1.33504649810823 +SFT0.LOT04 70 70 0 1.4778600596069 +SFT0.LOT01 117 117 0 1.98786858579725 +FST0.LOT07 150 150 0 2.99751683958306 +FST0.LOT08 152 152 0 3.4863921810005 +FST0.LOT05 156 156 0 3.37246744717753 +FST0.LOT06 165 165 0 3.40841441699795 +FST0.LOT01 149 149 0 2.43179269800015 +FST0.LOT03 168 168 0 2.92905427377967 +FST0.LOT10 186 186 0 3.03616027233611 +FST0.LOT02 179 179 0 3.18742279060019 +FCT0.LOT06 140 140 0 3.08227430433618 +FCT0.LOT10 172 172 0 3.89564247946871 +FCT0.LOT05 166 166 0 1.99860208269453 +FCT0.LOT03 197 197 0 2.70414675332528 +FCT0.LOT08 218 218 0 3.88853679266027 +FCT0.LOT02 195 195 0 2.55307056135657 +FCT0.LOT07 199 199 0 3.50534515553006 +FCT0.LOT01 200 200 0 3.88749477420522 +CDT0.LOT10 125 125 0 1.04948460066206 +CDT0.LOT08 175 175 0 3.25853898017873 +CDT0.LOT05 264 264 0 4.2074225334087 +CDT0.LOT04 269 269 0 4.45683686305649 +CDT0.LOT06 119 119 0 1.23721179294724 +CDT0.LOT09 177 177 0 1.91666097264414 +CDT0.LOT07 161 161 0 3.09013417675057 +CDT0.LOT02 174 174 0 2.42745280040353
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) 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0 : start; + end = end >= pageCount ? pageCount : end; + + var first = false; + var last = false; + + if (start > 0 && me.visible > 1) { + start = start + 1; + first = true; + } + + if (end < pageCount && me.visible > 2) { + end = end - 1; + last = true; + } + + return { + first: first, + start: start, + end: end, + last: last + }; + }; + + me.getRowStart = function() { + var rowStart = page.number * page.rows; + if (rowStart < 0) + rowStart = 0; + + return rowStart; + }; + + me.getRowEnd = function() { + var rowStart = me.getRowStart(); + return Math.min(rowStart + me.rows, data.length); + }; + + me.getPaddingRows = function() { + var rowStart = me.getRowStart(); + var rowEnd = me.getRowEnd(); + return data.length > me.rows ? me.rows - (rowEnd - rowStart) : 0; + }; + }; + + var Columns = function(data, columns, options) { + var me = this; + + me.defaults = { + min: 5 + }; + + me.number = 0; + me.visible = 0; + me.total = columns.length; + me.subset = []; + me.padding = 0; + me.min = options.columns.min !== null ? options.columns.min : me.defaults.min; + me.max = options.columns.max !== null ? options.columns.max : null; + me.widths = {}; + + var widthsLookAhead = Math.max(100, options.rows.min); + var paddingColChars = 10; + + me.emptyNames = function() { + columns.forEach(function(column) { + if (columns.label !== null && columns.label !== "") + return false; + }); + + return true; + }; + + var parsePadding = function(value) { + return parseInt(value) >= 0 ? parseInt(value) : 0; + }; + + me.calculateWidths = function(measures) { + columns.forEach(function(column) { + var maxChars = Math.max( + column.label.toString().length, + column.type.toString().length + ); + + for (var idxRow = 0; idxRow < Math.min(widthsLookAhead, data.length); idxRow++) { + maxChars = Math.max(maxChars, data[idxRow][column.name.toString()].length); + } + + me.widths[column.name] = { + // width in characters + chars: maxChars, + // width for the inner html columns + inner: maxChars * measures.character, + // width adding outer styles like padding + outer: maxChars * measures.character + measures.padding + }; + }); + }; + + me.getWidth = function() { + var widthOuter = 0; + for (var idxCol = 0; idxCol < me.subset.length; idxCol++) { + var columnName = me.subset[idxCol].name; + widthOuter = widthOuter + me.widths[columnName].outer; + } + + widthOuter = widthOuter + me.padding * paddingColChars * measurer.measures.character; + + if (me.hasMoreLeftColumns()) { + widthOuter = widthOuter + columnNavigationWidthPX + measurer.measures.padding; + } + + if (me.hasMoreRightColumns()) { + widthOuter = widthOuter + columnNavigationWidthPX + measurer.measures.padding; + } + + return widthOuter; + }; + + me.updateSlice = function() { + if (me.number + me.visible >= me.total) + me.number = me.total - me.visible; + + if (me.number < 0) me.number = 0; + + me.subset = columns.slice(me.number, Math.min(me.number + me.visible, me.total)); + + me.subset = me.subset.map(function(column) { + Object.keys(column).forEach(function(colKey) { + column[colKey] = column[colKey] === null ? "" : column[colKey].toString(); + }); + + column.width = null; + return column; + }); + }; + + me.setVisibleColumns = function(columnNumber, newVisibleColumns, paddingCount) { + me.number = columnNumber; + me.visible = newVisibleColumns; + me.padding = paddingCount; + + me.updateSlice(); + }; + + me.incColumnNumber = function(increment) { + me.number = me.number + increment; + }; + + me.setColumnNumber = function(newNumber) { + me.number = newNumber; + }; + + me.setPaddingCount = function(newPadding) { + me.padding = newPadding; + }; + + me.getPaddingCount = function() { + return me.padding; + }; + + me.hasMoreLeftColumns = function() { + return me.number > 0; + }; + + me.hasMoreRightColumns = function() { + return me.number + me.visible < me.total; + }; + + me.updateSlice(0); + return me; + }; + + var data = source.data; + var page = new Page(data, options); + var measurer = new Measurer(data, options); + var columns = new Columns(data, source.columns, options); + + var table = null; + var tableDiv = null; + var header = null; + var footer = null; + var tbody = null; + + // Caches pagedTable.clientWidth, specially for webkit + var cachedPagedTableClientWidth = null; + + var onChangeCallbacks = []; + + var clearSelection = function() { + if(document.selection && document.selection.empty) { + document.selection.empty(); + } else if(window.getSelection) { + var sel = window.getSelection(); + sel.removeAllRanges(); + } + }; + + var columnNavigationWidthPX = 5; + + var renderColumnNavigation = function(increment, backwards) { + var arrow = document.createElement("div"); + arrow.setAttribute("style", + "border-top: " + columnNavigationWidthPX + "px solid transparent;" + + "border-bottom: " + columnNavigationWidthPX + "px solid transparent;" + + "border-" + (backwards ? "right" : "left") + ": " + columnNavigationWidthPX + "px solid;"); + + var header = document.createElement("th"); + header.appendChild(arrow); + header.setAttribute("style", + "cursor: pointer;" + + "vertical-align: middle;" + + "min-width: " + columnNavigationWidthPX + "px;" + + "width: " + columnNavigationWidthPX + "px;"); + + header.onclick = function() { + columns.incColumnNumber(backwards ? -1 : increment); + + me.animateColumns(backwards); + renderFooter(); + + clearSelection(); + triggerOnChange(); + }; + + return header; + }; + + var maxColumnWidth = function(width) { + var padding = 80; + var columnMax = Math.max(cachedPagedTableClientWidth - padding, 0); + + return parseInt(width) > 0 ? + Math.min(columnMax, parseInt(width)) + "px" : + columnMax + "px"; + }; + + var clearHeader = function() { + var thead = pagedTable.querySelectorAll("thead")[0]; + thead.innerHTML = ""; + }; + + var renderHeader = function(clear) { + cachedPagedTableClientWidth = pagedTable.clientWidth; + + var fragment = document.createDocumentFragment(); + + header = document.createElement("tr"); + fragment.appendChild(header); + + if (columns.number > 0) + header.appendChild(renderColumnNavigation(-columns.visible, true)); + + columns.subset = columns.subset.map(function(columnData) { + var column = document.createElement("th"); + column.setAttribute("align", columnData.align); + column.style.textAlign = columnData.align; + + column.style.maxWidth = maxColumnWidth(null); + if (columnData.width) { + column.style.minWidth = + column.style.maxWidth = maxColumnWidth(columnData.width); + } + + var columnName = document.createElement("div"); + columnName.setAttribute("class", "pagedtable-header-name"); + if (columnData.label === "") { + columnName.innerHTML = " "; + } + else { + columnName.appendChild(document.createTextNode(columnData.label)); + } + column.appendChild(columnName); + + var columnType = document.createElement("div"); + columnType.setAttribute("class", "pagedtable-header-type"); + if (columnData.type === "") { + columnType.innerHTML = " "; + } + else { + columnType.appendChild(document.createTextNode("<" + columnData.type + ">")); + } + column.appendChild(columnType); + + header.appendChild(column); + + columnData.element = column; + + return columnData; + }); + + for (var idx = 0; idx < columns.getPaddingCount(); idx++) { + var paddingCol = document.createElement("th"); + paddingCol.setAttribute("class", "pagedtable-padding-col"); + header.appendChild(paddingCol); + } + + if (columns.number + columns.visible < columns.total) + header.appendChild(renderColumnNavigation(columns.visible, false)); + + if (typeof(clear) == "undefined" || clear) clearHeader(); + var thead = pagedTable.querySelectorAll("thead")[0]; + thead.appendChild(fragment); + }; + + me.animateColumns = function(backwards) { + var thead = pagedTable.querySelectorAll("thead")[0]; + + var headerOld = thead.querySelectorAll("tr")[0]; + var tbodyOld = table.querySelectorAll("tbody")[0]; + + me.fitColumns(backwards); + + renderHeader(false); + + header.style.opacity = "0"; + header.style.transform = backwards ? "translateX(-30px)" : "translateX(30px)"; + header.style.transition = "transform 200ms linear, opacity 200ms"; + header.style.transitionDelay = "0"; + + renderBody(false); + + if (headerOld) { + headerOld.style.position = "absolute"; + headerOld.style.transform = "translateX(0px)"; + headerOld.style.opacity = "1"; + headerOld.style.transition = "transform 100ms linear, opacity 100ms"; + headerOld.setAttribute("class", "pagedtable-remove-head"); + if (headerOld.style.transitionEnd) { + headerOld.addEventListener("transitionend", function() { + var headerOldByClass = thead.querySelector(".pagedtable-remove-head"); + if (headerOldByClass) thead.removeChild(headerOldByClass); + }); + } + else { + thead.removeChild(headerOld); + } + } + + if (tbodyOld) table.removeChild(tbodyOld); + + tbody.style.opacity = "0"; + tbody.style.transition = "transform 200ms linear, opacity 200ms"; + tbody.style.transitionDelay = "0ms"; + + // force relayout + window.getComputedStyle(header).opacity; + window.getComputedStyle(tbody).opacity; + + if (headerOld) { + headerOld.style.transform = backwards ? "translateX(20px)" : "translateX(-30px)"; + headerOld.style.opacity = "0"; + } + + header.style.transform = "translateX(0px)"; + header.style.opacity = "1"; + + tbody.style.opacity = "1"; + } + + me.onChange = function(callback) { + onChangeCallbacks.push(callback); + }; + + var triggerOnChange = function() { + onChangeCallbacks.forEach(function(onChange) { + onChange(); + }); + }; + + var clearBody = function() { + if (tbody) { + table.removeChild(tbody); + tbody = null; + } + }; + + var renderBody = function(clear) { + cachedPagedTableClientWidth = pagedTable.clientWidth + + var fragment = document.createDocumentFragment(); + + var pageData = data.slice(page.getRowStart(), page.getRowEnd()); + + pageData.forEach(function(dataRow, idxRow) { + var htmlRow = document.createElement("tr"); + htmlRow.setAttribute("class", (idxRow % 2 !==0) ? "even" : "odd"); + + if (columns.hasMoreLeftColumns()) + htmlRow.appendChild(document.createElement("td")); + + columns.subset.forEach(function(columnData) { + var cellName = columnData.name; + var dataCell = dataRow[cellName]; + var htmlCell = document.createElement("td"); + + if (dataCell === "NA") htmlCell.setAttribute("class", "pagedtable-na-cell"); + if (dataCell === "__NA__") dataCell = "NA"; + + var cellText = document.createTextNode(dataCell); + htmlCell.appendChild(cellText); + if (dataCell.length > 50) { + htmlCell.setAttribute("title", dataCell); + } + htmlCell.setAttribute("align", columnData.align); + htmlCell.style.textAlign = columnData.align; + htmlCell.style.maxWidth = maxColumnWidth(null); + if (columnData.width) { + htmlCell.style.minWidth = htmlCell.style.maxWidth = maxColumnWidth(columnData.width); + } + htmlRow.appendChild(htmlCell); + }); + + for (var idx = 0; idx < columns.getPaddingCount(); idx++) { + var paddingCol = document.createElement("td"); + paddingCol.setAttribute("class", "pagedtable-padding-col"); + htmlRow.appendChild(paddingCol); + } + + if (columns.hasMoreRightColumns()) + htmlRow.appendChild(document.createElement("td")); + + fragment.appendChild(htmlRow); + }); + + for (var idxPadding = 0; idxPadding < page.getPaddingRows(); idxPadding++) { + var paddingRow = document.createElement("tr"); + + var paddingCellRow = document.createElement("td"); + paddingCellRow.innerHTML = " "; + paddingCellRow.setAttribute("colspan", "100%"); + paddingRow.appendChild(paddingCellRow); + + fragment.appendChild(paddingRow); + } + + if (typeof(clear) == "undefined" || clear) clearBody(); + tbody = document.createElement("tbody"); + tbody.appendChild(fragment); + + table.appendChild(tbody); + }; + + var getLabelInfo = function() { + var pageStart = page.getRowStart(); + var pageEnd = page.getRowEnd(); + var totalRows = data.length; + + var totalRowsLabel = options.rows.total ? options.rows.total : totalRows; + var totalRowsLabelFormat = totalRowsLabel.toString().replace(/(\d)(?=(\d\d\d)+(?!\d))/g, '$1,'); + + var infoText = (pageStart + 1) + "-" + pageEnd + " of " + totalRowsLabelFormat + " rows"; + if (totalRows < page.rows) { + infoText = totalRowsLabel + " row" + (totalRows != 1 ? "s" : ""); + } + if (columns.total > columns.visible) { + var totalColumnsLabel = options.columns.total ? options.columns.total : columns.total; + + infoText = infoText + " | " + (columns.number + 1) + "-" + + (Math.min(columns.number + columns.visible, columns.total)) + + " of " + totalColumnsLabel + " columns"; + } + + return infoText; + }; + + var clearFooter = function() { + footer = pagedTable.querySelectorAll("div.pagedtable-footer")[0]; + footer.innerHTML = ""; + + return footer; + }; + + var createPageLink = function(idxPage) { + var pageLink = document.createElement("a"); + pageLinkClass = idxPage === page.number ? "pagedtable-index pagedtable-index-current" : "pagedtable-index"; + pageLink.setAttribute("class", pageLinkClass); + pageLink.setAttribute("data-page-index", idxPage); + pageLink.onclick = function() { + page.setPageNumber(parseInt(this.getAttribute("data-page-index"))); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + + pageLink.appendChild(document.createTextNode(idxPage + 1)); + + return pageLink; + } + + var renderFooter = function() { + footer = clearFooter(); + + var next = document.createElement("a"); + next.appendChild(document.createTextNode("Next")); + next.onclick = function() { + page.setPageNumber(page.number + 1); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + if (data.length > page.rows) footer.appendChild(next); + + var pageNumbers = document.createElement("div"); + pageNumbers.setAttribute("class", "pagedtable-indexes"); + + var pageRange = page.getVisiblePageRange(); + + if (pageRange.first) { + var pageLink = createPageLink(0); + pageNumbers.appendChild(pageLink); + + var pageSeparator = document.createElement("div"); + pageSeparator.setAttribute("class", "pagedtable-index-separator-left"); + pageSeparator.appendChild(document.createTextNode("...")) + pageNumbers.appendChild(pageSeparator); + } + + for (var idxPage = pageRange.start; idxPage < pageRange.end; idxPage++) { + var pageLink = createPageLink(idxPage); + + pageNumbers.appendChild(pageLink); + } + + if (pageRange.last) { + var pageSeparator = document.createElement("div"); + pageSeparator.setAttribute("class", "pagedtable-index-separator-right"); + pageSeparator.appendChild(document.createTextNode("...")) + pageNumbers.appendChild(pageSeparator); + + var pageLink = createPageLink(page.total - 1); + pageNumbers.appendChild(pageLink); + } + + if (data.length > page.rows) footer.appendChild(pageNumbers); + + var previous = document.createElement("a"); + previous.appendChild(document.createTextNode("Previous")); + previous.onclick = function() { + page.setPageNumber(page.number - 1); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + if (data.length > page.rows) footer.appendChild(previous); + + var infoLabel = document.createElement("div"); + infoLabel.setAttribute("class", "pagedtable-info"); + infoLabel.setAttribute("title", getLabelInfo()); + infoLabel.appendChild(document.createTextNode(getLabelInfo())); + footer.appendChild(infoLabel); + + var enabledClass = "pagedtable-index-nav"; + var disabledClass = "pagedtable-index-nav pagedtable-index-nav-disabled"; + previous.setAttribute("class", page.number <= 0 ? disabledClass : enabledClass); + next.setAttribute("class", (page.number + 1) * page.rows >= data.length ? disabledClass : enabledClass); + }; + + var measuresCell = null; + + var renderMeasures = function() { + var measuresTable = document.createElement("table"); + measuresTable.style.visibility = "hidden"; + measuresTable.style.position = "absolute"; + measuresTable.style.whiteSpace = "nowrap"; + measuresTable.style.height = "auto"; + measuresTable.style.width = "auto"; + + var measuresRow = document.createElement("tr"); + measuresTable.appendChild(measuresRow); + + measuresCell = document.createElement("td"); + var sampleString = "ABCDEFGHIJ0123456789"; + measuresCell.appendChild(document.createTextNode(sampleString)); + + measuresRow.appendChild(measuresCell); + + tableDiv.appendChild(measuresTable); + } + + me.init = function() { + tableDiv = document.createElement("div"); + pagedTable.appendChild(tableDiv); + var pagedTableClass = data.length > 0 ? + "pagedtable pagedtable-not-empty" : + "pagedtable pagedtable-empty"; + + if (columns.total == 0 || (columns.emptyNames() && data.length == 0)) { + pagedTableClass = pagedTableClass + " pagedtable-empty-columns"; + } + + tableDiv.setAttribute("class", pagedTableClass); + + renderMeasures(); + measurer.calculate(measuresCell); + columns.calculateWidths(measurer.measures); + + table = document.createElement("table"); + table.setAttribute("cellspacing", "0"); + table.setAttribute("class", "table table-condensed"); + tableDiv.appendChild(table); + + table.appendChild(document.createElement("thead")); + + var footerDiv = document.createElement("div"); + footerDiv.setAttribute("class", "pagedtable-footer"); + tableDiv.appendChild(footerDiv); + + // if the host has not yet provided horizontal space, render hidden + if (tableDiv.clientWidth <= 0) { + tableDiv.style.opacity = "0"; + } + + me.render(); + + // retry seizing columns later if the host has not provided space + function retryFit() { + if (tableDiv.clientWidth <= 0) { + setTimeout(retryFit, 100); + } else { + me.render(); + triggerOnChange(); + } + } + if (tableDiv.clientWidth <= 0) { + retryFit(); + } + }; + + var registerWidths = function() { + columns.subset = columns.subset.map(function(column) { + column.width = columns.widths[column.name].inner; + return column; + }); + }; + + var parsePadding = function(value) { + return parseInt(value) >= 0 ? parseInt(value) : 0; + }; + + me.fixedHeight = function() { + return options.rows.max != null; + } + + me.fitRows = function() { + if (me.fixedHeight()) + return; + + measurer.calculate(measuresCell); + + var rows = options.rows.min !== null ? options.rows.min : 0; + var headerHeight = header !== null && header.offsetHeight > 0 ? header.offsetHeight : 0; + var footerHeight = footer !== null && footer.offsetHeight > 0 ? footer.offsetHeight : 0; + + if (pagedTable.offsetHeight > 0) { + var availableHeight = pagedTable.offsetHeight - headerHeight - footerHeight; + rows = Math.floor((availableHeight) / measurer.measures.height); + } + + rows = options.rows.min !== null ? Math.max(options.rows.min, rows) : rows; + + page.setRows(rows); + } + + // The goal of this function is to add as many columns as possible + // starting from left-to-right, when the right most limit is reached + // it tries to add columns from the left as well. + // + // When startBackwards is true columns are added from right-to-left + me.fitColumns = function(startBackwards) { + measurer.calculate(measuresCell); + columns.calculateWidths(measurer.measures); + + if (tableDiv.clientWidth > 0) { + tableDiv.style.opacity = 1; + } + + var visibleColumns = tableDiv.clientWidth <= 0 ? Math.max(columns.min, 1) : 1; + var columnNumber = columns.number; + var paddingCount = 0; + + // track a list of added columns as we build the visible ones to allow us + // to remove columns when they don't fit anymore. + var columnHistory = []; + + var lastTableHeight = 0; + var backwards = startBackwards; + + var tableDivStyle = window.getComputedStyle(tableDiv, null); + var tableDivPadding = parsePadding(tableDivStyle.paddingLeft) + + parsePadding(tableDivStyle.paddingRight); + + var addPaddingCol = false; + var currentWidth = 0; + + while (true) { + columns.setVisibleColumns(columnNumber, visibleColumns, paddingCount); + currentWidth = columns.getWidth(); + + if (tableDiv.clientWidth - tableDivPadding < currentWidth) { + break; + } + + columnHistory.push({ + columnNumber: columnNumber, + visibleColumns: visibleColumns, + paddingCount: paddingCount + }); + + if (columnHistory.length > 100) { + console.error("More than 100 tries to fit columns, aborting"); + break; + } + + if (columns.max !== null && + columns.visible + columns.getPaddingCount() >= columns.max) { + break; + } + + // if we run out of right-columns + if (!backwards && columnNumber + columns.visible >= columns.total) { + // if we started adding right-columns, try adding left-columns + if (!startBackwards && columnNumber > 0) { + backwards = true; + } + else if (columns.min === null || visibleColumns + columns.getPaddingCount() >= columns.min) { + break; + } + else { + paddingCount = paddingCount + 1; + } + } + + // if we run out of left-columns + if (backwards && columnNumber == 0) { + // if we started adding left-columns, try adding right-columns + if (startBackwards && columnNumber + columns.visible < columns.total) { + backwards = false; + } + else if (columns.min === null || visibleColumns + columns.getPaddingCount() >= columns.min) { + break; + } + else { + paddingCount = paddingCount + 1; + } + } + + // when moving backwards try fitting left columns first + if (backwards && columnNumber > 0) { + columnNumber = columnNumber - 1; + } + + if (columnNumber + visibleColumns < columns.total) { + visibleColumns = visibleColumns + 1; + } + } + + var lastRenderableColumn = { + columnNumber: columnNumber, + visibleColumns: visibleColumns, + paddingCount: paddingCount + }; + + if (columnHistory.length > 0) { + lastRenderableColumn = columnHistory[columnHistory.length - 1]; + } + + columns.setVisibleColumns( + lastRenderableColumn.columnNumber, + lastRenderableColumn.visibleColumns, + lastRenderableColumn.paddingCount); + + if (pagedTable.offsetWidth > 0) { + page.setVisiblePages(Math.max(Math.ceil(1.0 * (pagedTable.offsetWidth - 250) / 40), 2)); + } + + registerWidths(); + }; + + me.fit = function(startBackwards) { + me.fitRows(); + me.fitColumns(startBackwards); + } + + me.render = function() { + me.fitColumns(false); + + // render header/footer to measure height accurately + renderHeader(); + renderFooter(); + + me.fitRows(); + renderBody(); + + // re-render footer to match new rows + renderFooter(); + } + + var resizeLastWidth = -1; + var resizeLastHeight = -1; + var resizeNewWidth = -1; + var resizeNewHeight = -1; + var resizePending = false; + + me.resize = function(newWidth, newHeight) { + + function resizeDelayed() { + resizePending = false; + + if ( + (resizeNewWidth !== resizeLastWidth) || + (!me.fixedHeight() && resizeNewHeight !== resizeLastHeight) + ) { + resizeLastWidth = resizeNewWidth; + resizeLastHeight = resizeNewHeight; + + setTimeout(resizeDelayed, 200); + resizePending = true; + } else { + me.render(); + triggerOnChange(); + + resizeLastWidth = -1; + resizeLastHeight = -1; + } + } + + resizeNewWidth = newWidth; + resizeNewHeight = newHeight; + + if (!resizePending) resizeDelayed(); + }; +}; + +var PagedTableDoc; +(function (PagedTableDoc) { + var allPagedTables = []; + + PagedTableDoc.initAll = function() { + allPagedTables = []; + + var pagedTables = [].slice.call(document.querySelectorAll('[data-pagedtable="false"],[data-pagedtable=""]')); + pagedTables.forEach(function(pagedTable, idx) { + pagedTable.setAttribute("data-pagedtable", "true"); + pagedTable.setAttribute("pagedtable-page", 0); + pagedTable.setAttribute("class", "pagedtable-wrapper"); + + var pagedTableInstance = new PagedTable(pagedTable); + pagedTableInstance.init(); + + allPagedTables.push(pagedTableInstance); + }); + }; + + PagedTableDoc.resizeAll = function() { + allPagedTables.forEach(function(pagedTable) { + pagedTable.render(); + }); + }; + + window.addEventListener("resize", PagedTableDoc.resizeAll); + + return PagedTableDoc; +})(PagedTableDoc || (PagedTableDoc = {})); + +window.onload = function() { + PagedTableDoc.initAll(); +}; +</script> +<script> + +/** + * jQuery Plugin: Sticky Tabs + * + * @author Aidan Lister <aidan@php.net> + * adapted by Ruben Arslan to activate parent tabs too + * http://www.aidanlister.com/2014/03/persisting-the-tab-state-in-bootstrap/ + */ +(function($) { + "use strict"; + $.fn.rmarkdownStickyTabs = function() { + var context = this; + // Show the tab corresponding with the hash in the URL, or the first tab + var showStuffFromHash = function() { + var hash = window.location.hash; + var selector = hash ? 'a[href="' + hash + '"]' : 'li.active > a'; + var $selector = $(selector, context); + if($selector.data('toggle') === "tab") { + $selector.tab('show'); + // walk up the ancestors of this element, show any hidden tabs + $selector.parents('.section.tabset').each(function(i, elm) { + var link = $('a[href="#' + $(elm).attr('id') + '"]'); + if(link.data('toggle') === "tab") { + link.tab("show"); + } + }); + } + }; + + + // Set the correct tab when the page loads + showStuffFromHash(context); + + // Set the correct tab when a user uses their back/forward button + $(window).on('hashchange', function() { + showStuffFromHash(context); + }); + + // Change the URL when tabs are clicked + $('a', context).on('click', function(e) { + history.pushState(null, null, this.href); + showStuffFromHash(context); + }); + + return this; + }; +}(jQuery)); + +window.buildTabsets = function(tocID) { + + // build a tabset from a section div with the .tabset class + function buildTabset(tabset) { + + // check for fade and pills options + var fade = tabset.hasClass("tabset-fade"); + var pills = tabset.hasClass("tabset-pills"); + var navClass = pills ? "nav-pills" : "nav-tabs"; + + // determine the heading level of the tabset and tabs + var match = tabset.attr('class').match(/level(\d) /); + if (match === null) + return; + var tabsetLevel = Number(match[1]); + var tabLevel = tabsetLevel + 1; + + // find all subheadings immediately below + var tabs = tabset.find("div.section.level" + tabLevel); + if (!tabs.length) + return; + + // create tablist and tab-content elements + var tabList = $('<ul class="nav ' + navClass + '" role="tablist"></ul>'); + $(tabs[0]).before(tabList); + var tabContent = $('<div class="tab-content"></div>'); + $(tabs[0]).before(tabContent); + + // build the tabset + var activeTab = 0; + tabs.each(function(i) { + + // get the tab div + var tab = $(tabs[i]); + + // get the id then sanitize it for use with bootstrap tabs + var id = tab.attr('id'); + + // see if this is marked as the active tab + if (tab.hasClass('active')) + activeTab = i; + + // remove any table of contents entries associated with + // this ID (since we'll be removing the heading element) + $("div#" + tocID + " li a[href='#" + id + "']").parent().remove(); + + // sanitize the id for use with bootstrap tabs + id = id.replace(/[.\/?&!#<>]/g, '').replace(/\s/g, '_'); + tab.attr('id', id); + + // get the heading element within it, grab it's text, then remove it + var heading = tab.find('h' + tabLevel + ':first'); + var headingText = heading.html(); + heading.remove(); + + // build and append the tab list item + var a = $('<a role="tab" data-toggle="tab">' + headingText + '</a>'); + a.attr('href', '#' + id); + a.attr('aria-controls', id); + var li = $('<li role="presentation"></li>'); + li.append(a); + tabList.append(li); + + // set it's attributes + tab.attr('role', 'tabpanel'); + tab.addClass('tab-pane'); + tab.addClass('tabbed-pane'); + if (fade) + tab.addClass('fade'); + + // move it into the tab content div + tab.detach().appendTo(tabContent); + }); + + // set active tab + $(tabList.children('li')[activeTab]).addClass('active'); + var active = $(tabContent.children('div.section')[activeTab]); + active.addClass('active'); + if (fade) + active.addClass('in'); + + if (tabset.hasClass("tabset-sticky")) + tabset.rmarkdownStickyTabs(); + } + + // convert section divs with the .tabset class to tabsets + var tabsets = $("div.section.tabset"); + tabsets.each(function(i) { + buildTabset($(tabsets[i])); + }); +}; + +</script> +<script> +window.initializeCodeFolding = function(show) { + + // handlers for show-all and hide all + $("#rmd-show-all-code").click(function() { + $('div.r-code-collapse').each(function() { + $(this).collapse('show'); + }); + }); + $("#rmd-hide-all-code").click(function() { + $('div.r-code-collapse').each(function() { + $(this).collapse('hide'); + }); + }); + + // index for unique code element ids + var currentIndex = 1; + + // select all R code blocks + var rCodeBlocks = $('pre.r, pre.python, pre.bash, pre.sql, pre.cpp, pre.stan, pre.julia, pre.foldable'); + rCodeBlocks.each(function() { + // skip if the block has fold-none class + if ($(this).hasClass('fold-none')) return; + + // create a collapsable div to wrap the code in + var div = $('<div class="collapse r-code-collapse"></div>'); + var showThis = (show || $(this).hasClass('fold-show')) && !$(this).hasClass('fold-hide'); + var id = 'rcode-643E0F36' + currentIndex++; + div.attr('id', id); + $(this).before(div); + $(this).detach().appendTo(div); + + // add a show code button right above + var showCodeText = $('<span>' + (showThis ? 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id="rmd-download-source" href="#">Download Rmd</a></li> +</ul> +</div> + + + + +</div> + + +<!-- rnb-text-begin --> +<meta http-equiv="Content-Type" content="text/html; charset=UTF-8" /> +<meta name="author" content="Ta Thi Ngan - SIGENAE/GABI & Maria Bernard - SIGENAE/GABI" /> +<meta name="version" content="5.1.0" /> +<meta name="copyright" content="Copyright (C) 2025 INRAE" /> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<script> + +const DEFAULT_THEME = "DefaultTheme"; +var CURRENT_THEME = DEFAULT_THEME; + +const logo2 = 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" + +const logoBase64 = 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" + +const logoCoral = "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" + +const logoGold = "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" + +const logoSteel = "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" + +/**************************************************************************** */ + +paletteColors10 = { + //"DefaultTheme": ['#03A5A8','#8fc63e','#B85C3A','#BEDAC4','#412722','#DAB6C2','#58C1C4','#A1B56B','#C7A7B7','#E3DCCF'], + "DefaultTheme": ['#03A5A8','#8fc63e','#B85C3A', '#2F6F7E', '#5B8E3B', '#9C4F2E', '#6B4C7A', '#1F4E3D', '#C26A7A', '#B08A2E', '#4E5D63', '#7A6A4F', '#3F6B5F', '#8B5D7C', '#5C5A3A'], + //"SteelTheme" : ['#265763','#65c1bf','#D88C3A','#BEDAC4','#412722','#DAB6C2','#58C1C4','#A1B56B','#C7A7B7','#E3DCCF'], + "SteelTheme" : ['#265763','#65c1bf','#D88C3A', '#3E4F6A', '#4F7F78', '#8C5A2B', '#6A4E73', '#2E5F4A', '#B75C6E', '#A8922E', '#5E6266', '#7C6A4E', '#3F6C74', '#8A6A7C', '#6B6A3E'], + //"CoralTheme": ['#00A3A6','#ed6d6c','#1F3A44','#737F75','#7A8FA3','#D7B377','#A7C7A1','#A79BAE','#A0705A','#92B7C9'], + "CoralTheme": ['#00A3A6','#ed6d6c','#1F3A44','#2F6F7A', '#7A8F3A', '#9C4B3C', '#6A4F7A', '#2E5E4F', '#B85E73', '#B49A32', '#5A5F63', '#7A6B4A', '#3F6F6A', '#8A5E6E', '#5C5A3F'], + //"GoldTheme": ['#ed6d6c','#f9b136','#4C8F9C','#a2a32f','#7398A6','#D7A5B3','#6B8E3A','#CFA96E','#7E6FA8','#E3C9B2'] + "GoldTheme": ['#ed6d6c','#f9b136','#4C8F9C','#7E3F1D', '#C97F2A', '#8A9B3F', '#3B7A6A', '#1E4F6A', '#6E5B8C', '#A14C64', '#BFA65A', '#5C4632', '#7F8C92', '#4E6B3F', '#9C6B3D'] +} + +FROGSlogos = { + "DefaultTheme": logoBase64, + "SteelTheme" : logoSteel, + "CoralTheme" : logoCoral, + "GoldTheme" : logoGold +} + +function getFrogsSunburstPalette() { + switch (CURRENT_THEME) { + case "DefaultTheme": + return paletteColors10["DefaultTheme"]; + case "CoralTheme": + return paletteColors10["CoralTheme"]; + case "GoldTheme": + return paletteColors10["GoldTheme"]; + case "SteelTheme": + return paletteColors10["SteelTheme"]; + default: + return paletteColors10["DefaultTheme"]; + } +} + +function getLogo() { + switch (CURRENT_THEME) { + case "DefaultTheme": + return FROGSlogos["DefaultTheme"]; + case "CoralTheme": + return FROGSlogos["CoralTheme"]; + case "GoldTheme": + return FROGSlogos["GoldTheme"]; + case "SteelTheme": + return FROGSlogos["SteelTheme"]; + default: + return FROGSlogos["DefaultTheme"]; + } +} + +// Fonction pour changer le logo +function update_logo(val){ + CURRENT_THEME = val; + document.getElementById("logo").src = "data:image/png;base64," + getLogo(val); +} + +function update_theme_Rmd(CURRENT_THEME){ + if(CURRENT_THEME == "CoralTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + }else if(CURRENT_THEME == "SteelTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + }else if(CURRENT_THEME == "GoldTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + } + else if(CURRENT_THEME == "DefaultTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + } + const select = document.getElementById("themechoice"); + + // Réactiver uniquement les vraies options (celles avec une value) + Array.from(select.options).forEach(opt => { + if (opt.value) { + opt.disabled = false; + } + }); + + // Désactiver l’option actuellement sélectionnée (si ce n’est pas le placeholder) + const selectedOption = select.options[select.selectedIndex]; + if (selectedOption.value) { + selectedOption.disabled = true; + } + + update_logo(CURRENT_THEME); +} + + +</script> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +<div style="display:flex; align-items:center; gap:15px; margin-bottom:20px;"> +<img id="logo" src="data:image/png;base64," alt="FROGS logo" style="height:180px;"> +<h1 style="margin:0;"> +Stat: Beta Diversity Visualisation<i><span class="text-accent">(phyloseq_beta_diversity.py v5.1.0)</span></i> +</h1> +</div> +<script> + +$(function () { + update_logo(CURRENT_THEME); +}); + + +</script> +<style type="text/css"> +:root { +--frogsColor: #03A5A8; --frogsColorHover: hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1); +--frogsPreColor: hsl(from var(--frogsColor) h s l / 0.1); +} +.text-accent { +color: #595c5f; +} +.main-container{ +max-width: 75% !important; +} +h1{ +color: var(--frogsColor); +} +h2{ +color: var(--frogsColor); +} +a { +color: var(--frogsColor); +} +a:hover{ +color: var(--frogsColorHover); +} +.nav-pills > li.active > a, .nav-pills > li.active > a:focus{ +color: #fff; +background-color: var(--frogsColor); +border-color: #dee2e6 #dee2e6 #fff; +} +.nav-pills > li.active > a:hover { +background-color: var(--frogsColorHover); +} +.button { +background-color: var(--frogsButtonColor) ; +border : none; +color : white; +padding : 5px 10px; +text-align : center; +text-decoration : none; +display : inline-block; +font-size : 12px; +margin : 4px 2px; +cursor : pointer; +border-radius : 8px; +} +h4 { display : block; +font-size : 1em; +margin-top : 1.33em; +margin-bottom: 1.33em; +margin-left : 0; +margin-right : 0; +font-weight : bold; +color : var(--frogsColor); +} +code.r{ +font-size: 11px; +} +pre{ +font-size: 11px ; +background-color: var(--frogsPreColor) !important; +} +.frogsversion{ +position: absolute; +right: 5%; +color: var(--frogsColor); +font-style: italic; +font-size: smaller; +padding:8px; +} +.frogsversion > a{ +border: none !important; +display: inline-block; +} +#themechoice{ +border-radius: 0.25em; +background-color: white; +border: 1px solid #dee2e6; +font-weight: 400; +line-height: 1.5; +padding: .375rem 2.25rem .375rem .75rem; +} +</style> +<!-- rnb-text-end --> +<!-- rnb-text-begin --> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin 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--> +<pre class="r"><code>## Import packages +library(phyloseq) +library(ggplot2) +library(gridExtra) +library(reshape2) +source(file.path(params$libdir, "graphical_methods.R")) +## Alternative to source all extra function from a github repo +## source("https://raw.githubusercontent.com/mahendra-mariadassou/phyloseq-extended/master/load-extra-functions.R") + +## Setting variables + ## The Phyloseq object (format rdata) + # phyloseq <- "" + + ## The experiment variable that you want to analyse + # varExp <- "" + + ## The methods of beta diversity you want to compute + ## to see all available distance methods, type distanceMethodList + ## The most common one are : cc for Jaccard, bray for Bray-Curtis, unifrac and wunifrac for Unifrac and weighted Unifrac + ## N.B. if the tree is not available in your RData, you cannot choose Unifrac or Weighted Unifrac + ## You may precise multiple distance by separating them by a comma + # methods <- "" + +## Create input and parameters dataframe + # params <- data.frame( "phyloseq" = phylose, "varExp" = varExp, "methods" = methods) + +## Load data + ## the phyloseq object +load(params$phyloseq) + +## store methods in list +methods <- as.list(strsplit(params$methods, ",")[[1]]) + +## Order samples according to grouping variable +sampleOrder <- levels(reorder(sample_names(data), as.numeric(get_variable(data, params$varExp)))) </code></pre> +<!-- rnb-source-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +<div id="section" class="section level1 tabset tabset-fade tabset-pills"> +<h1 class="tabset tabset-fade tabset-pills"></h1> +<div class="row"> + <div style="float:right"> + <select id="themechoice" class="form-select form-select-sm" style="width: auto;" onchange="update_theme_Rmd(this.value)" aria-label="Switch theme"> + <option selected disabled value>Switch theme</option> + <option disabled value="DefaultTheme">Default</option> + <option value="CoralTheme">Coral</option> + <option value="GoldTheme">Gold</option> + <option value="SteelTheme">Steel</option> + </select> + </div> +</div> +<div id="distance-as-heatmap-plots" class="section level2"> +<h2>Distance as heatmap plot(s)</h2> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin 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 --> +<pre class="r"><code>for (method in methods){ + dist.a <- distance(data, method = method) + a <- as.matrix(dist.a) + write.table(a, paste(sep="", method, ".tsv"), sep="\t", quote=FALSE, col.names=NA) + pa <- plot_dist_as_heatmap(dist.a, order = sampleOrder, title = paste("Heatmap plot of the beta distance :",method)) + + theme(plot.title = element_text(hjust = 0.5)) + plot(pa) +}</code></pre> +<!-- rnb-source-end --> +<!-- rnb-plot-begin --> +<p><img 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FBXUwIAAAAAALny+XwGDxLDodgoAK1bt27evHlZjaWlpatXr3Y1JQAAAAAAkKtIJGJZVr6zgO64BQwAAAAAAKCPs3EF0ODBgydNmpTVGA6HOzo6XE0JAAAAAADkKvOrPBgM5jsRaM1GAaiioqKioqJ7e2Njo3v5AAAAAAAAG1pbWw3DoACE3nELGAAAAAAAQB9HAQgAAAAAAKCPowAEAAAAAADQx1EAAgAAAAAA6OMoAAEAAAAAAPRxFIAAAAAAAAD6OBuPge9dvCMlCQ+GnWdiGJKeVSKRloQbsu4NQQlOttzKsixRuKz3eNT5BhMuEm23yZhoW03KNphUyvmaE27qwq/MY4q6T8ad9+/1SXpWyaToKzO9wl3NuY5oUhLuD4lK/F6fKDxva038lRkeUXhasLml07JhWbaTJxOieL9gvfn9oo3NI/vKpOGCsTEtOCLICUf1L04Z6Dh29R93Sro2fbJ9XHY0DYRMx7E+2aYebRUdFEyvqHfJ4CY8BRGeeiXionDJbxyv7BtPy05gfAHn26pSyivY0YRdC39XCk9gJGOj4RF9Zfk9KOATgiuAAAAAAAAA+jgKQAAAAAAAAH0cBSAAAAAAAIA+jgIQAAAAAABAH0cBCAAAAAAAoI+z8TSlhoaGurq6rMZwODxjxgxXUwIAAAAAALkqLCzMdwo4CtgoAO3YsWP58uVZjaWlpbNmzXI1JQAAAAAAkKtgMGhZPEgeh8AtYAAAAAAAAH2cjSuAqqqqFi5cmB3v9TY3N7uaEgAAAAAAyFVzc7NhGMXFxflOBFqzUQAqLy8vLy/v3t7Y2OhePgAAAAAAwIZEImEYRr6zgO64BQwAAAAAAKCPowAEAAAAAADQx1EAAgAAAAAA6OMoAAEAAAAAAPRxFIAAAAAAAAD6OBtPAeudP2BKwjuiKcexvkA+y1jptCUJtwTRoo6V8piiWeJTSVH/ptd571Za0rNSsunx07LePYLe0ynROhc+FqC5MSYJT8Scr7hUSrTSkwnRekvGhfu48/B4h/OBUSnV1pyQhCcTotWeSjoPj0WTkq4l46oSj42SB3AIMxfu4z6/6GDqDzo/DTBk61xyQFFKmT7RgluC04BQgejcSXhQOP/yEyThzz7yvuNYYeYp2aju9Ys2mLZm5wOU8NxJOCwL9xRJ8qZP1HXYK/rBIjkDUUr5/M7300RMdBwPFogWPNYu6j0Zdx4r3NTFP6/y9utMeCAW/rgDcsEVQAAAAAAAAH0cBSAAAAAAAIA+jgIQAAAAAABAH0cBCAAAAAAAoI+jAAQAAAAAANDHUQACAAAAAADo42w8XHDVqlXz58/PaiwpKVm2bJmrKQEAAAAAgFyVlZVZkofY45PBRgEokUi0tLRkNZqmaRiGqykBAAAAAIBc8ascubBRAPL5fMXFxVmNRUVFFBoBAAAAAMgXy7Isy6IMhN7ZKABVV1dXV1d3b29sbHQvHwAAAAAAYMP+/fsNwygrK8t3ItAak0ADAAAAAAD0cRSAAAAAAAAA+jgKQAAAAAAAAH0cBSAAAAAAAIA+jgIQAAAAAABAH0cBCAAAAAAAHAkvvviiYRiGYTz22GOZlo6OjkzL7Nmz85tbn2fjMfC9i7YlJeGWIHbfznZJ16ZXVAVLpyS5K2U4D00m0pKeowdEX1ksKgovKPI5jm3eH5N0bcm+sVRStNolvXtSgs1FrLUpLgmXLHgsKlpw0ycKb2tJiHr3Ou9duI+nkqJt3fCI1ltHe8pxbHuraHjxykZ1Ky1abwUR54Obacr2cb9owfv1D0rCPYINxuuT/XeUbFQPFYjOhYIFpuPYpGwnvX7+cEn4f/zbJkm4cICSEH5lwsGtRXASEikPSLrevb1NEh4MO99WlVLxDucjs/B4FJBlHgiJwlOCTb1ddrJdUOz8gKLEJzCSby0ec34OoMQ/r4Tbmz/g/JAU6xANjB6uzcDh51oBCAAAAAAAwBav1/vjH/9YKVVVVSX5nDvvvPOYY46ZMWOGS3n1QRSAAAAAAABAfni93ttuu034Idu3b//Rj35UUVFBAagXXGcGAAAAAACOYq+++mq+UzgKUAACAAAAAABHsfXr1+c7haMABSAAAAAAAOCmjo6OO+64o6KiorCwMBKJjB49+qc//WlHR0eP7zzYU8Dq6+uvvvrqz3zmM4WFhV6v95hjjhk7duxtt9324Ycfdr5n1qxZhmHcc889SqmGhobMR33961/vfINlWcuXL588efLgwYNDoVAgEBgwYMDXvva15cuXZ3WXTCYz4b/5zW+UUuvWrfv6178+cOBAv9/fr1+/Cy64YM2aNT0ubENDw7e+9a2hQ4eGQqGCgoJRo0bdeuutH3/8cY9vfvfdd2+88cZTTz01EokEg8GBAwdedNFFjz76qCV8XFEObMwBtG/fvu3bt2fHe71Dhw51NSUAAAAAAJArn89nGPl8ZHCWlpaWz33uc5s2/c8TJ0OhUENDw2uvvbZs2bKf/OQnOX7If/zHf/zwhz/sLIt4PJ6PP/64vr6+vr7+V7/61TPPPHP66acrpUpKSgYMGLBv3754PO7z+Y499lilVFlZWSYqHo9Pnjx55cqVXT959+7du3fvXrFiRU1NTW1tred/n8Hm9XpN00ylUq2trQ8//PA111yTTP7P4/z279//zDPPPPvss4sXL66pqen6afPnz7/pppvS6X89Bq6hoaGhoeH+++9/+umnR40a1fXNixcvvuaaa2KxWKY7wzB27dq1a9euJ5988r777nv88ccjkUiO68cBG1cArVu37tvd3HTTTZFI5LCmCAAAAAAADiYSiRQVFeU7i3/53ve+l6n+TJs27f33329vb29ra1u6dOmuXbtuvvnmXD7hjTfemDNnjmVZ55577l//+tfW1tZkMvnBBx888MADxxxzTGNj45QpU1KplFLqtttu27lz55gxY5RSp5xyys6dO3fu3Jm5hEcpdfvtt2eqP5MnT960aVNbW1tbW1t9ff2ECROUUr///e/vv//+rv2apqmU2rBhw3XXXVdTU9PQ0NDW1rZ79+57773X7/dbljV79uzOqpBS6rHHHvv+97+fTqfPO++8F198cd++fVu2bFmwYEFBQcHevXu/+tWvNjU1db75ueeemzp1aiwWGz9+/Lp162KxWDQa3bp168yZM03TfOGFF6ZOnSpb8YfALWAAAAAAAMAdH3744e9+9zul1Oc+97kHH3xw4MCBSqlQKHTppZeuWrWqoaEhlw9ZuXJl5pqaxx57rKqqqqCgwDCMY4899lvf+tZjjz1mGMaBAwc2b958yM/57W9/q5QaMmTIkiVLRo0aFQ6Hw+HwmDFjVq5cedxxxymlHnzwwa7vz1xI9cc//vFb3/rWww8/PHLkyHA4fPzxx99www3XXnutUmrv3r2vvfZa5s2pVOq73/2uUuq000575plnxo8f369fv+HDh994442//vWvlVK7du267777Mm9Op9PXXXedZVlVVVWrV68+66yzPB6PaZpDhw69++67f/rTnyqlnnzyybVr1+a0lh2xcQvY4MGDJ02alNUYDod7vIsPAAAAAAAcAZlf5cFgMN+JKKVUXV1d5tqc6667LuvGtNGjR19wwQV1dXWH/JCWlhallNfr7X5l03nnndfW1hYKhQ75IZZlrV27dt++fcFg0Ov9P9WPQCBw7rnn/ulPf3rzzTe7B4ZCodtvvz2rccKECb/4xS+UUv/85z8rKyuVUqtXr965c6dSatasWX6/v+ubp0yZ8tvf/jYUCnXeGvb888+/8847SqnbbrvN5/Nlffh3vvOdefPmHThw4JFHHjnnnHMOuWjO2CgAVVRUVFRUdG9vbGx0Lx8AAAAAAGBDa2urYRiaFIA6p/4588wzu7963nnn5VIA+uxnP6uUSiaT//Zv/3bvvfeWlJR0fTWX6o9SyjCMYcOGDRs2rMdXS0tLlVLRaDSVSmXu/Op05plnZvWolMrMLqSUam1tzfzx17/+NfPHuHHjst7s9Xpffvnlri0vvfRS5o+qqqruyQQCgTPOOOPPf/7zYX2cmY0CEAAAAAAAQC/effddpZTH48nc/JXl05/+dC4fcskll9x777319fWLFy9+7LHHvvSlL33pS1/6whe+MGLECLv5RKPRp5566qWXXtqyZUtLS0s8Hs+0Zy7eUUp1f/xWj5l31tcy1zcppbZs2aKU8ng8gwYNOmQamTcrpQoLC3t523vvvXfIj3KMAhAAAAAAAHDHgQMHlFLhcLjz6Vpd5ThZtd/vX7Nmzfe///2HHnooGo0++eSTTz75pFJq0KBBl1566cyZM3us0XRXX19/6aWXZmpSucu6n+tgMhM8H2xJe3zzITU3N+fyNmeYBBoAAAAAALgjc0FN98tqMro+Qqt3RUVF99133+7du++///5JkyZl7th677335s+fP2LEiCeeeOKQn9DY2HjBBRe8++67Xq939uzZf/vb3z7++ONUKmVZlmVZmUmd5bo+AL4XmSKRz+dL9OqwTrJMAQgAAAAAALgjc4tTZm6d7q9+/PHHtj6tX79+06dPX7ZsWWNj46uvvnrDDTf4fL729vapU6e+//77vcc+8MADH330kVLq7rvv/q//+q/KysqSkpLOq3XkpZbMPEHRaDQWi+X45kyJx9srYVa9oAAEAAAAAADckbk5K51O91igeeutt5x9rMfjGTt27L333vvUU08ppVpaWmpra3sPqa+vV0p5vd5rrrmm+6v/+Mc/nGXS6aSTTlJKWZbVOb9PL04++eTMH6+//rqwX8dcqy09/7u/99huGEZZWZlSKplM5njPW1d+v7+4uFgpFY1G29ra7IYXFBRkpgfvOtVT7kpKSjLlt/379x/sAraD6RsL7uARb50LnkgkHNy+GAgEMjeFtre3t7e32w3vXPDm5uZEImE3vLS0NDP9u4MF93g8xxxzjMrTghcWFmbmJGPBbWHBWfDcseDCBW9ra4tGo3bDOxe8qakp9yvGO2UW3LKs/fv32401TTNzqXk8Hs88idaWYDCY+f9PZwteVFQUCARU7wveetDwY445xuPx9L7gT/6s5/ajYMEPLpcFPxgWnAW3pQ8seCwWy0zUYotbC565DcdueGbB0+l05poOW7xeb+b6C2cLHgqFCgoKlFKtra0OLhspLi7OzCnjbMHLysoMw3C24Hlx6qmnZv5Yt27d4MGDs1595plncvmQffv2bdq0qbKyMnMe0tWXv/zlcDjc3t6+e/fu3j8k87iuzvXf1Wuvvfb3v/dcxMjd2WefnfnjmWee6VzqTieddNI777wzduzYzMPCOp8Utnz58h4fBLZo0aLRo0ePHDlSmFUvXCsAnTf1dEl4PJbTXXM98piGpGsrba+ykyXeYXsH/j8M58knE85XmlLK5xdd/9V+wPYvkK6KSnOaVatHHo/oGxeutzbZgvv85qHfdDA2q5BZPKboGw8XiYYLWe75lE6JUvcKdjTh8CLcx9OysTEQcr6ptx+wfSrclekVLbhgVFZKNkBZSrTOE4IjqVJq9PhySXi4yOc4tqBYNLzs2mb7v0m6Eh4Ujh2Y02Noe3TRjCEHfc1SKvP74uDP833kP//puGulVNOHouveo23OByjhmZvPJ9vHZZe/t3xk+//VOklOfpRSHe2isTHeIdrUJUdDf1Bw8qOUko2Nbc2iM7eQYHCLyk4aDdkZbywqOotIJSUbjChzTz63F9EAlUqK+haOTmv/sEkU76rq6urMH7/4xS8uu+yyrk9YX7FiReaqnN41NzcPGDAgkUh873vfmz9/ftarW7duzfx3Wtdnb2VKPFnXXhx//PFKqY8++mj37t39+/fv+vlXXnllJBLJ/OfWgQMHMoVRu774xS8OGDBg165dd99999VXX525EiKjrq7un//8p1Lqy1/+cqblc5/73NChQ7dt2/brX//6mmuuyXqc2bPPPnvVVVcppRYvXnz55Zc7SCYX3AIGAAAAAADcMXjw4Isvvlgp9eqrr15yySWbNm06cODA9u3b58+fP2XKlAkTJhzyEyKRyJVXXqmUWrBgwfTp01999dWPPvoolUrt37+/rq7uwgsvVEqFQqHLLrusMyRz39m77777yCOP7N69u6GhQSn1la98JfPqtGnTMpcLdXR0PPbYY5WVldFo9I477si8unz5cmdLaprmggULlFK7d+8+99xzV6xYsWfPnrfffnvBggXf/OY3lVKf+tSnrr/++sybDcP41a9+pZRqb28/77zz/vCHPxw4cCCdTr/33nt33nlnZo2dfPLJ3/jGN5wlkwseAw8AAAAAAFyzcOHC119/fdu2bY8//vjjjz/e2X7GGWf853/+52mnnaYO9Tiwu+++e8uWLS+//PKDDz744IMPZr0aDocXL17c9f6yyZMnL168WCl1xRVXKKUikUhTU9PkyZM///nPP//8888999yAAQMikUhLS4tlWQMGDFizZk0gEPB6vclkcvr06TfeeGNtbe3EiRPtLulll122Y8eOOXPmbN68+Wtf+1rXl44//vi6urqu1xadf/75v/vd76699to9e/bU1NQopTJ3NWZePfXUU59++mkmgQYAAAAAAEeHT33qUxs3bpwzZ87JJ58cCoWKiopGjRp15513vvTSSwMGDMi8p/dZEQsLC1944YXf//73F1100eDBg4PBYGYGqzPOOGPOnDlvv/32pEmTur5/4sSJCxYsGDJkiM/nKy8vP+ecc5RSpmnW1dXddtttJ598cmb+qZEjR86bN6+hoeEzn/nMkCFDHnjggU9/+tOBQOD444/veo+YLTfddNOGDRumTZs2ZMiQYDAYCoVOPfXUm2+++c033xw9enTWm6+66qotW7bceOONI0eOLC4u9vl8gwcPnjBhwqJFi+rr6ztXzmFi2J3buLvMjJLMAeQQcwDZxxxAzjAHkDPMAeQMcwA5wBxAzvTNOYBywBxAzjAHkDPMAeQAcwA5wxxAzqz9w6bOp/EAB8MVQAAAAAAAAH2cjf9za2hoqKury2oMh8MzZsxwNSUAAAAAAJCrwsLCfKeAo4CNAtCOHTu6T45dWlo6a9YsV1MCAAAAAAC5CgaD8tld0OdxCxgAAAAAAEAfZ+MKoKqqqoULF2bHe73Nzc2upgQAAAAAAHLV3NxsGEZxcXG+E4HWbBSAysvLy8t7eERI5ilgAAAAAADgyEskEobwUab4BOAWMAAAAAAAgD6OAhAAAAAAAEAfRwEIAAAAAACgj6MABAAAAAAAPum2bNkyderUgQMHBgKB/v37T5ky5Y033sgx9umnn66uri4vL/f5fOXl5RdccMFTTz11WLN1gAIQAAAAAAD4RFu7du2oUaNqa2sty6qqqgoEAkuWLBkzZsyaNWsOGXvLLbdUV1c/99xzp5122pVXXjl69OjVq1dPnDhx9uzZRyDz3Nl4CljvTJ+olmQk0o5j/UFT0nU66bxrJV7wZNx576YpmuY9EBatNyttScJNr/P1FioQbbexjpQkPC3aXpRkbn7hxpaIiRbcF5DtaCnnG4xHtql7ZIVuSeZKNkAJ9zLhV5aSjY1eweYaDIv2cdMr2mCEq12ykwvXuXBPSck2dcmekkyIuo5LR3VR7xfNGOI49on7tku69so2dY9HFF4Y8TmOFY6rwm1VuKeITjtlo0swJBobvV7RCJMQnLIasgOxPyBa8HiH7HAm2NGEB2LhA50SMdGCB4ud7+NCkt9HSrqfiU5gUklR5zzCK79isdiUKVOi0ei8efPmzJnj8Xgsy7r33ntnzZpVU1Ozffv2cDh8sNi///3vt99+u9/vX7t27ZgxYzKNf/vb384555wFCxZMmjSpqqrqSC3HIXAFEAAAAAAA+ORaunTpzp07x40bd/PNN3s8HqWUYRgzZ86cMGHChx9+WFtb20vsE088oZQI0A8GAAAgAElEQVSaNGlSZ/VHKTVmzJiJEycqpbS6EYwCEAAAAAAA+OSqq6tTStXU1GS1Z1pWrFjRS2xLS4tSatCgQVntJ5xwQuermqAABAAAAAAAPrk2bdqklKqsrMxqz7Rs3Lixl9gRI0YopbZu3ZrVvmPHDqXU8OHD3UtTigIQAAAAAAD45MoUa7pfxZNp2bt3b3t7+8FiL7/88mOOOebJJ598/vnnOxvr6+tXrFhRWFh4xRVXHJaMHXFtEmgAAAAAAPCJ9fa2t2+646Z8Z6GUUv2P67/wpwtzfHN7e3sikVBKFRcXZ71UXFxsGIZlWS0tLQebBzoSiTz99NOXXnrphAkTxo0bN2TIkF27dr3wwgvHH3/8H/7wh379+kkWxF0UgAAAAAAAgFQ8EZ/2jWk9vmRZ1vTZ093t7szTzrym5poeX4p2RHP/nFgslvnD7/d3f9Xr9SYSiWi0tw886aSTpk2bdtddd/3lL3/5y1/+opQKBAKXX375sGHDck/jCLBRAFq1atX8+fOzGktKSpYtW+ZqSgAAAAAAIFdlZWWWJXoOvSuSyeRTz/b80CtLWa4/6X733l0H666osPAbX/tGjp8TDAYzf8Tj8UAg0PUly7IyFweFQqGDhTc2Np577rlvvfXWd7/73WuvvfaEE07YvXv34sWL77jjjsWLF7/00ktDhw7NMZPDzUYBKJFIdJ+/2jRNw3D9ewQAAAAAADnR5Fd5MpV8avXBn3rudpLv79n5/p6dPb40ZNCQ3D8nFAr5/f54PN7U1HTcccd1fampqUkpZRhGJBI5WPhtt9323//939/+9rcXLFiQaRk6dOhtt92mlJo7d+4Pf/jDRx99NPdkDisbk0D7fL7iboqKiizL0qHWCAAAAADAJ5Amv8oNpQxDl3+2ZO7VykwF3VWmZeDAgb1cAbRq1Sql1CWXXJLVfuGFFyqlus4MnXc2rgCqrq6urq7u3t7Y2OhePgAAAAAAwIb9+/cbhlFWVpbvRJQWVyLZT6OysnLz5s3r168fO3Zs1/ZXXnlFKXXGGWf0EvvBBx+oLveRdcrcTfbRRx+l02mPR4snsGuRBAAAAAAAOLrl/bKff13/Y68ENHHiRKVUbW1t1wupLMtatGiRUmry5Mm9xA4ePFgptXHjxqz2119/XSl14oknalL9URSAAAAAAACAK/Je+XF2C9jEiRNHjBixYcOGOXPmpFIppVQqlbrlllvq6+uHDx/e9fauuXPnXn/99evXr+9s+eY3v6mUmjdv3ltvvdXZuGvXrsw0QDU1NaIV6ioeAw8AAAAAAFxgt/JymNhNwzTNpUuXjh8//q677nr44YeHDRu2bdu2PXv2RCKRRx991Ov9V+Vk8eLF27Ztq6ys7LxZbPbs2S+++OKaNWtGjhw5bty4E044Ye/evS+//HJ7e/u4cePmzJnj4nIJcQUQAAAAAAD4RKuoqGhoaJg2bZppmvX19R6P5+qrr25oaBg1alTvgYFA4Jlnnrn//vvPPvvsTZs2PfLII+vXrz/ttNN++ctfPv/88+Fw+MjknwuuAAIAAAAAAG44Si8BUkopdeKJJz700EO9v2fr1q3dG03TnD59+vTp0x10eiRRAAIAAAAAAFKGNvUfXZ5GphnXCkDtLQlJeCptHfpNB9HaHJV0LZROOc9cyXaPRCwt6ToUE3377QdE33gsmnIc27SvQ9K1cEzqOi28k85FXUt6VqZXtOAffyha7ZZgHzc8osx9ftG9rpJtVSnlFfQe7xB1LVxwYbgk+fYDSUnXwtMO4Y4WCJuOY1MJWd9KFB5tFa12S3BEiraJuj5ukOjK6ouvGyIJX3jTm45jvT7RXuYPON/YlFJN++OS8LhgbEwmRCcwQcFepsTHlLjg7Eu4l7W3ik69woU+SbhkVJd+4wWiU1bhntLykfM9JZkULXggJFrwVErUe9M+59ub8EgaLhItuHB7k5xFxNpFZ27Bwj5xcYb92ZcPE03S0A1zAAEAAAAAAPRxfaLKCAAAAAAA8s3Q49obTdLQDQUgAAAAAADgAk0KL3pkoR0KQAAAAAAAwA2alF40SUMzFIAAAAAAAIALNCm8aJKGbmwUgPbt27d9+/bseK936NChrqYEAAAAAABy5fP5tJj1Rp/nwGuShmZsFIDWrVs3b968rMbS0tLVq1e7mhIAAAAAAMhVJBKxLCvfWVD/0R2PgQcAAAAAAOjjbFwBNHjw4EmTJmU1hsPhjo4OV1MCAAAAAAC5yvwqDwaD+U7EMDxaXHtjcK1LT2wUgCoqKioqKrq3NzY2upcPAAAAAACwobW11TAMDQpAzL6sNZ4CBgAAAAAA3KBJBUiTNDRDAQgAAAAAAIgZSouHkSllUAHqCQUgAAAAAAAgxVPANMfMSAAAAAAAAH0cVwABAAAAAAAXaHLpjSZp6Ma1ApDHK1rBsdaU82BL0rOyLFG8KVvwtGC5hXc1ppKyFSfjC5iOY2PRpKRrj+y6N9FXplQ6LVntoq9c+ETGVDItCTe9zte7sGshYe8+f94WXHjY88g2GMk3LiQdlmWbm2S9WaZwWBat80RMtOTBUN66vvi6IZLwx3+9XRIu+ca9PtFXFm0THQ1TibwNrR5TdjiTjW7CBZecRQifSSxc8PYDCUl4MuF8gEqnZOtctsHEO0SnbinBgidkG1s6KfrKhENEMu48eeE5Zywq+soSgsyVbEfraBdlLvtVqhFd5gDSIw3dcAUQAAAAAAAQM7R5/JYmaWiGOYAAAAAAAAD6OK4AAgAAAAAALhDeA+gWTdLQDQUgAAAAAADgAk3qLpqkoRsKQAAAAAAAwA2UXjRGAQgAAAAAAEgZ+jx/XZM0NGOjANTQ0FBXV5fVGA6HZ8yY4WpKAAAAAAAgV4WFhflOQSmllKHL89c1SUM3NgpAO3bsWL58eVZjaWnprFmzXE0JAAAAAADkKhgMWpaV7yygO24BAwAAAAAALtDkyhtN0tCNjQJQVVXVwoULs+O93ubmZldTAgAAAAAAuWpubjYMo7i4ON+JGJrce6VJGrqxUQAqLy8vLy/v3t7Y2OhePgAAAAAAwIZEIqFLyUOPLHRJQzPcAgYAAAAAAKQMbQovmqShGwpAAAAAAABAzNBl8h1N0tANBSAAAAAAAOAGXUovmqShFwpAAAAAAADABZrUfzRJQzcUgAAAAAAAgAs0qbxokoZuXCsA+XweUR6lfsexyXha0nUqZUnCDY9oy7LSznuPRUVdFxT7JOGWJVpvptd58pF+QUnXyYRog+loS0rCA4I9JS3YWpR4EAyXON9JlVIewZ4izNxjiuITshHGH3D+jUt2E6VUICwa4VNJ2YIHTcexkoFRKWV6RcejVEq04D6/8wVPyg4owm219NiAJPy4QWHHsV+cMlDS9UNz35KE+wQ7qVLqhJOKHMd6faJvvHF3hyRceGm8JTh9isu21ZBscBMeTFub4o5jhcNyQZHozC3ekZKES877hAdi4WmA9DguOJy1H0hIupadayuv7NeZ8FRfRnb+ExJlLjkoeP2idW7K9hSNaLIcmqShGa4AAgAAAAAArqD0oi8KQAAAAAAAQMrQ5ilglKF6RAEIAAAAAAC4QJMCkCZp6IYCEAAAAAAAcIMmpRdN0tCMaJ4qAAAAAACADEObfw5s2bJl6tSpAwcODAQC/fv3nzJlyhtvvJF7+MMPP3zWWWcVFxcfc8wxZ5111qJFi/I6n3oPuAIIAAAAAACIGcrQ4yITBxcArV279ktf+lI0Gu3fv39VVdWOHTuWLFny+OOPr1y5csKECYcMv+qqqxYtWuTz+SorK+PxeH19/auvvrpx48Z77rnHyQIcHjYKQKtWrZo/f35WY0lJybJly1xNCQAAAAAA5KqsrEy3i02OLrFYbMqUKdFodN68eXPmzPF4PJZl3XvvvbNmzaqpqdm+fXs4HO4l/De/+c2iRYtOPvnkurq6IUOGKKU2bdr0hS984d57773yyitPP/30I7Uch2CjAJRIJFpaWrIaTdM0uLkOAAAAAIA80eZXuaFJJnbTWLp06c6dO8eNG3fzzTd3fsLMmTNXrly5Zs2a2traGTNmHCw2mUz+5Cc/MQxjyZIlmeqPUmr06NH33HPPP/7xD8eLcDjYKAD5fL7i4uKsxqKiIgqNAAAAAADki2VZlmXlvfhiaDP5st006urqlFI1NTVZ7TU1NWvWrFmxYkUvBaCXX3559+7d55133siRI7u2X3HFFfaSOPxsFICqq6urq6u7tzc2NrqXDwAAAAAAsGH//v2GYZSVleU7EafTL7vOZhqbNm1SSlVWVma1Z1o2btzYS+xLL72klPr85z9vr8t80GOCJgAAAAAAcJQzlKHJP1tp79ixQyk1aNCgrPZMy969e9vb2w8W+9Zbbymlhg8fvmHDhosuuqhfv36hUGjkyJELFixIJpN2V+BhRQEIAAAAAACIGcrwaPHPVqmjvb09kUgopbpPelNcXJy5sa77hMid9u7dq5TauHFjVVXVm2++ec4553z2s5/dvHnz7NmzL7744nQ67WBFHiY8Bh4AAAAAAEj5vP5/n/L9Hl+yLGvhkuyniguNGHzKhLO+Iv+cWCyW+cPv93d/1ev1JhKJaDR6sPC2tjal1IIFC+66667vfe97mYLR2rVrL7zwwpUrVz744IPXXHONPElXcAUQAAAAAACQsw60tfT4r7W9xfW7vJKpxMG6i3Yc9I6t7oLBYOaPeDyevTyWlbk4KBQKHSzc4/EopcaNGzd79uzOebjPOeecH/zgB0qp3/3ud3ZW4OHFFUAAAAAAAEAqkUwsXvnbg77s9hPC3tm19Z1dW3t8aeBxJ1576Xdz/JxQKOT3++PxeFNT03HHHdf1paamJqWUYRiRSORg4Zkbx84+++ys9gkTJiilXn/99RzTOAK4AggAAAAAAEhlHgOvyT9bhg0bpv53KuiuMi0DBw7s5QqgIUOGKKVSqVRWe6aW1Mu9Y0eea1cApS1ReCrpPF7Ws7QKmYxlf822mF7nNTjLEi16OiVcc3ljybY2j6zsacjC04LkfQFR38m4aPox4Z5iCfZUj+w7E+4pwnDJihP2LNxTQgWiA4TH43zBY4JYpZTXL9tYE6LtzR90Hi7cx80O0fGotSkhCb/8poGOY1f/caeka8nGpmRnIEqpaKvzp3t4TFHmyYRoVE/EROFxyfYm20eF603Ye1yw3kqOFY2rH3/QIQkXbjAS6bRopRuyfTwWFY2NhuA4nkzk82Q7LvuRIhlahYvtFx7HZSfrPr/pODYeFR1JvT5NHp8upcli2E2jsrJy8+bN69evHzt2bNf2V155RSl1xhln9BJ7+umn33///W+//XZW+/vvv6+UKisrs5nLYcQVQAAAAAAAQMzQ6Z8dEydOVErV1tZ2/d9fy7IWLVqklJo8eXIvsRdeeKFpmnV1dZmKT6cnn3xSKXXmmWfaS+VwogAEAAAAAABcYGjDVtoTJ04cMWLEhg0b5syZk7mZK5VK3XLLLfX19cOHD7/kkks63zl37tzrr79+/fr1nS39+/e/6qqr4vH4VVddlZkzSCn10ksv/eIXv1BKffvb33ZhtbqESaABAAAAAIAL3J7o2SG7aZimuXTp0vHjx991110PP/zwsGHDtm3btmfPnkgk8uijj3q9/6qcLF68eNu2bZWVlV1vFvvZz362YcOG559//sQTTxwzZsxHH3302muvWZY1a9asL3/5y24tlBxXAAEAAAAAADfk/c4vR7eAKaUqKioaGhqmTZtmmmZ9fb3H47n66qsbGhpGjRp1yNji4uJ169bNnTt3wIABf/3rX7du3Tpu3LglS5b8/Oc/d7IODxuuAAIAAAAAAC6we+/VYWI4mo36xBNPfOihh3p/z9atPT94PhQK3XrrrbfeequDfo8YGwWgffv2bd++PTve6x06dKirKQEAAAAAgFz5fD4dKi8Onr9+uGiShmZsFIDWrVs3b968rMbS0tLVq1e7mhIAAAAAAMhVJBLp+vgqoEfcAgYAAAAAAFygyRVAmqShGxsFoMGDB0+aNCmrMRwOd3R0uJoSAAAAAADIVeZXeTAYzHcitp+/fpjokYV2bBSAKioqKioqurc3Nja6lw8AAAAAALChtbXVMAwNCkDaTL6jSRqa4RYwAAAAAAAgps0k0JqkoRsKQAAAAAAAQMrQ5zHweqShG0++EwAAAAAAAMDhxRVAAAAAAADABZpceaNHFtqhAAQAAAAAAFygyb1XmqShG9cKQD6/6G6yZDzpONb0ir5ajyxzYYXTK0jeF/BLuhYWRcNFvnyFJ2IpSdfptCRaBcOivUayvXhM0XdmysL9QVMSnog7X+/CfVz4jXt9oiHCSluOY01Z176A6CsTrzfB4CYbllNJ5+tcKRUIidabV5B8rF00uAlH9Rk//X+S8Pt++A/HsYUlogPKgaa4JNwXEG1vhiBaOCynBcOLUioWFW1vklFdMj4o8TcuXG+S8I8/6JB0LdzHLdFyi4ZWwyPq2/Tmc86KaGvCcazweCQ5oCjxepOcfQkX3PCItnXJ6KRko7ql8jksa0STwosmaWiGK4AAAAAAAICYNk8BowDUIyaBBgAAAAAA6OO4AggAAAAAALhAeBOfWzRJQzcUgAAAAAAAgJShza1XmqShGwpAAAAAAADADZqUXjRJQzMUgAAAAAAAgJhhaPL8dYMKUE9sFIAaGhrq6uqyGsPh8IwZM1xNCQAAAAAA5KqwsDDfKfwPPeo/uqShGxsFoB07dixfvjyrsbS0dNasWa6mBAAAAAAAchUMBi3LyncWSilt7r3SJA3NcAsYAAAAAABwgSaX3miShm5sFICqqqoWLlyYHe/1Njc3u5oSAAAAAADIVXNzs2EYxcXF+U3DUEqXOYD0SEM3NgpA5eXl5eXl3dsbGxvdywcAAAAAANiQSCQoeeCQuAUMAAAAAACIGcrw5DuHDE3S0AwFIAAAAAAA4AJNnr+uSRq6oQAEAAAAAABcoMmNaHpkoR0KQAAAAAAAwA2alF40SUMzFIAAAAAAAICYoc0VQHqkoRvXCkDR1qQkvKjU7zg2HktJulaWKNr0iLasUKHzr8DrE01slUykJeGmKQovKHa+4M2Nom/cNEVfWUGxTxIeizpPPhA0JV2n06JtPd4hWu2GYE8RDt/JuGhbtWRDhMfvPHuvV7Tk6ZQo9Ypx/SThkvWWko1Owk3dEnWuTjip0HFsTLaXnV9zgiT8Bxe/IgmXHEw72mXHcZl0SvSVB8LOD2fCndQjO5zlcWwUjuo+v+j8xx8SHUxjgs01VCA68T7QFJeEp5Ki7c0XcL7aO9pEPxP8svOfhGxTF/UuO4dIH5CducVECy6Zx9cj3MmFJ36ys4jCiPOfpQnZz1LZKacueAy85pgaGwAAAAAAoI/jFjAAAAAAAOACTR4Dr0kauqEABAAAAAAA5AxNnr+uRRL6oQAEAAAAAADcoEnpRZM0NEMBCAAAAAAAiGnzFDD0iAIQAAAAAACQMrR5/romaejGRgFo1apV8+fPz2osKSlZtmyZqykBAAAAAIBclZWVWZYej5LXpPSiSRqasVEASiQSLS0tWY2maRqsWQAAAAAA8kSfX+Wa5KFJGrqxUQDy+XzFxcVZjUVFRboUGgEAAAAA+OSxLMuyrPyXgQxdnr+uSRq6sVEAqq6urq6u7t7e2NjoXj4AAAAAAMCG/fv3G4ZRVlaW70S0ufdKkzQ0wyTQAAAAAADABZrUXTRJQzcUgAAAAAAAgAs0ufdKkzR0w1oBAAAAAACfdFu2bJk6derAgQMDgUD//v2nTJnyxhtvOPicBx54wDAMwzD27t3repISFIAAAAAAAICUYShDE/ZvAlu7du2oUaNqa2sty6qqqgoEAkuWLBkzZsyaNWtsfc7u3bu///3v2+39yKAABAAAAAAAXGAYWvyzW/+JxWJTpkyJRqPz5s17//33X3jhhXfeeefuu++OxWI1NTXt7e25f9R1113X2toaiUTsZXBEUAACAAAAAAAuyHvp5181IDuWLl26c+fOcePG3XzzzR6PRyllGMbMmTMnTJjw4Ycf1tbW5vg5S5Yseeqpp6699tp+/frZXXVHgGuTQKfTliTc9Dqfpbso7Jd0nYilJeGpVEIS7vU5r8H5A6aka49HNDO6MNwSbC/BAtF2K11wUxSeTDhf8lChaMHjsk09GBb1nkg4793nF5Wq87itKtngJsw8WCAaIoqPEQ2tkidvtjaLxtXCiE8SLtlJlVLplPPw82tOkHT97O/fl4R7vbIdTTA2ppKidZ6IpyThwueESAYo4bmTkkUr2dAq2ceFg1tBsWgf98oWXHLeGAjLztzMgCS8rUU0tPqDztebKTt3MmQbjHCECYRE35pEIi46cxOuN8kJjCk7oCQFJ41KKUP28G/JEJFKijIXrjeNaPL8dZtp1NXVKaVqamqy2mtqatasWbNixYoZM2Yc8kMaGxu/853vDBgw4M4773zmmWdsJXBk8BQwAAAAAADgAj3KP7bT2LRpk1KqsrIyqz3TsnHjxlw+5Dvf+c6+fftWrFhRXFxss/8jhAIQAAAAAACQMgxdnr9uN40dO3YopQYNGpTVnmnZu3dve3t7OBzu5RNWrFjxxz/+ccqUKV/96lft9X0EUQACAAAAAABSXtP/1bFX9fiSpay69bnOpJOjAf0+PXrouB5fMj02ah3t7e2JREIp1f3KneLiYsMwLMtqaWnppQDU3Nx83XXX9evX75577sm93yOPAhAAAAAAAHBBQbDoIK9Yrs8O5DN9B+/OhlgslvnD7+9hEkyv15tIJKLRaC+fMHv27F27dv3+978vLy+X53P4UAACAAAAAABSyVTiTy//8mCvul4Aem/f2+/te7vHl44rOeGrY6fm+DnBYDDzRzweDwT+z4z7lmVlLg4KhUIHC3/++ecfeOCBr3zlK9/85jdz7DFfbBSA9u3bt3379ux4r3fo0KGupgQAAAAAAHLl8/mET0BzjR5Z2EojFAr5/f54PN7U1HTcccd1fampqUkpZRhGJBLpMba9vX369OmlpaW/+c1vBOkeITYKQOvWrZs3b15WY2lp6erVq11NCQAAAAAA5CoSiViWle8slDKUJnUou2kMGzZs8+bNO3bsyCoAZSaHHjhw4MGuAHrwwQe3b98+bNiwmTNndm3fu3evUuqaa64JBAIzZ84cN67nuYqOMG4BAwAAAAAALtCj/mP7QqTKysrNmzevX79+7NixXdtfeeUVpdQZZ5xxsMC2tjal1NatW7du3dr91ZUrVyqlLrrooqOvADR48OBJkyZlNYbD4Y6ODldTAgAAAAAAucr8Ku+cyyZfDG0KQHbTmDhxYm1tbW1t7Q033NB59ZBlWYsWLVJKTZ48+WCBP/jBD37wgx90bx82bNi2bdv27NnzqU99yl4qh5ONAlBFRUVFRUX39sbGRvfyAQAAAAAANrS2thqGkfcCkFL6VIDsvX3ixIkjRozYsGHDnDlzbr/9dtM0U6nUj3/84/r6+uHDh19yySWd75w7d+6+ffuuuOKKrGuFjgrcAgYAAAAAAFygR/nHdhqmaS5dunT8+PF33XXXww8/3Hn9TiQSefTRR73ef1VOFi9evG3btsrKyqOxAOTJdwIAAAAAAODoZyjDo8c/+4WoioqKhoaGadOmmaZZX1/v8XiuvvrqhoaGUaNGHYY1lR9cAQQAAAAAAD7pTjzxxIceeqj39/Q42bPjtx1hFIAAAAAAAIALjtLHwH9CUAACAAAAAABShlKGHtPMaJKGblwrAHnMvBXYEh0pSXg6Lerd6xUtuGU5j02nBcFicdlqNwXrLZmQLbgl+sp9AVMSnow7X2+xqGgYS8RFCx4u8knCTcEQ4Q+IFly4rfr8ot69PufhqaRoU5d0rZTyeESDm2R788v2sniHaFMX7ilfmTbIcezzj+6SdB0IitZbICwc3JyvN+G2KjwaGh5RuOl1nrwl29j8IeF6k0SLeGQn5cJzTuHgFipwfvIsPKAkE6LvzJAt+NH7f+len3DBnccKt9V0SrbOLVnvgs3NJ93YJNHSn/2S/TSVkA3L+fxth08KrgACAAAAAABihqFJvViTNHRDAQgAAAAAALhAl8KLJmlohgIQAAAAAABwgSYFIE3S0A0FIAAAAAAA4AYqLxqjAAQAAAAAAFxg6FEB0iQN3VAAAgAAAAAAUoahy/PXNUlDNzYKQA0NDXV1dVmN4XB4xowZrqYEAAAAAAByVVhYmO8U/pcmV95okoZmbBSAduzYsXz58qzG0tLSWbNmuZoSAAAAAADIVTAYtCwr31kopc29V5qkoRtuAQMAAAAAAC7Q5N4rTdLQjY0CUFVV1cKFC7Pjvd7m5mZXUwIAAAAAALlqbm42DKO4uDjfiUBrNgpA5eXl5eXl3dsbGxvdywcAAAAAANiQSCQMQ4ObngylQxZK6ZKGbrgFDAAAAAAASBlKaVGHUopZoHtEAQgAAAAAALhAk/qPJmnohgIQAAAAAABwgyaVF03S0AwFIAAAAAAA4AJNbgHTJA3dUAACAAAAAABiTAKtN9cKQKmk5dZH2RUu9knCO9pTknCPKdqyTEG46c3nRl1Y4s9b1xGPJDyZSEvCvT5R76mk896DYeEOm5QEB8OmJLy91fkQ4Q+KuvZ3iL7xQEjUu+TYE+sQ7ePCDaa9NSEJtwRrvUA2qgdCop10/KT+kvDlC7c7jhVubB/t7ZCEJ2KiPSUWdX4wlQyMwq6VUumU6ASmsNh5eDot6rqtWbSTBgtFQ0SowHm4JVtwK2+nnEopFSpyvuDCk0bhqN7aJNpgDI/z5IWbupKFt7aIFlxyEiJc8GRcNDYmZOHBAucL7hEdh1UyIVpvwgWPdzg/pgi7lu4p+tCk8qJJGprhCiAAAAAAACBnGHqUXrRIQj8UgAAAAAAAgJShlCG7BMwt3ALWIwpAAAAAAJg1Yz8AACAASURBVABAjDmA9KZHdQ4AAAAAAACHDVcAAQAAAAAAF0jmjHeTJmlohgIQAAAAAABwgSZ1F03S0I2NAtCqVavmz5+f1VhSUrJs2TJXUwIAAAAAALkqKyuzLD0eJK9J6UWTNDRjowCUSCRaWlqyGk3TNJheCQAAAACAPNHkV7lh6HILmCZp6MZGAcjn8xUXF2c1FhUV6VJoBAAAAADgk8eyLMuydCgD5T8DpZQ2aejGRgGourq6urq6e3tjY6N7+QAAAAAAABv2799vGEZZWVm+E9Hl+et6ZKEdJoEGAAAAAABu0KT0okkamqEABAAAAAAAXKDDbWhKmzR0QwEIAAAAAACIGdrcAqZHGrqhAAQAAAAAANygSeVFkzQ0QwEIAAAAAABIGcrQ5d4rTdLQDAUgAAAAAADgAk0KL5qkoRvXCkCmKVrBHo/z8HTSknRtpWThaVm4x3lsPJaWdO31ir4y0WIrlRJ8a8JvPG2Jwr0+SbRoNrK0bGNLyTZ10yfaYAqKnI82/qAp6joiiVZp2XrzCMZGf0AwQCgVLBCtt2BYdIAwBLmbstFp/KT+kvCXlu+WhPv8zpfcK9vLJOtcKRXvSEnCRclLjoVKeTyizC3RsVQZghMY2eFI1LUSD26SQ5LkHEAp5ZFt6smE6CuXrDfJEUFOeDCVnOoHQrIDimy1CffxUIEgeeEXbiUl0V7B8UjJNhjhr4ykbIiQHIiVUqFC59+41yfqWnhQ0IcmlRc9stAOVwABAAAAAAAxQ5fHb2mShm4oAAEAAAAAADdoUnjRJA3NyC6iBQAAAAAAUMrQ6Z8DW7ZsmTp16sCBAwOBQP/+/adMmfLGG2/kGFtfX3/ppZcef/zxPp+vrKxswoQJf/rTnxxlcRhRAAIAAAAAAG7Ie+HHaQVo7dq1o0aNqq2ttSyrqqoqEAgsWbJkzJgxa9asOWTsb3/727POOutPf/pTIpEYPXq03+//85//fOmll954441O1uFhQwEIAAAAAACIGcrjMTT5ZyvxWCw2ZcqUaDQ6b968999//4UXXnjnnXfuvvvuWCxWU1PT3t7eS+xbb711/fXXp9Pp22+/fe/evfX19bt37/7lL3+plPr5z3/+97//XbRKXWVjDqB9+/Zt3749O97rHTp0qKspAQAAAACAXPl8PqY9lli6dOnOnTvHjRt38803Z1oMw5g5c+bKlSvXrFlTW1s7Y8aMg8U++OCDiUSiurr6Rz/6UWfsv//7vz/55JOrV69esWJFZWXlkViGHNgoAK1bt27evHlZjaWlpatXr3Y1JQAAAAAAkKtIJGLp8SR5TcpQdtOoq6tTStXU1GS119TUrFmzZsWKFb0UgM4777zCwsJzzz03q33UqFGrV6/eu3evvVQOJ54CBgAAAAAApAylDJv3Xh0uNrPYtGmTUqr7pTqZlo0bN/YSW11dXV1d3b29sbFRKXX88cfbS+VwslEAGj58+NSpU7MaQ6FQNBp1NSUAAAAAAJCrzK/yUCiU70SOVjt27FBKDRo0KKs907J379729vZwOJz7BzY1NT3xxBNKqYsvvti1LMVsFIBOOeWUU045pXt7pqwFAAAAAACOvLa2NsMw8l4A8hjmKcdl3wmVYVnqrX1/cbe7SPC4/sUjenzJb9oo1rS3tycSCaVUcXFx1kvFxcWGYViW1dLSknsByLKs6dOnf/zxx1deeWVFRUXumRxu3AIGAAAAAACkPB7z5GPH9/iSZVlvN77sbneR4LEH6y6RiuX+ObHY/7zZ7/d3f9Xr9SYSidzvfEokEldfffWyZctGjRr1q1/9Kvc0jgAKQAAAAAAAQCqZjj+x+faDver6/NA7W97cufnNHl8qDfU/9VNfzPFzgsFg5o94PB4IBLq+ZFlW5uKgHK+uam1t/frXv/7ss8+efvrpzz77bGFhYY45HBmefCcAAAAAAAD6BEObfzkLhUKZa3+ampqyXsq0GIYRiUQO+Tl79uw599xzn3322fPPP//FF18sKyuzkcQRQQEIAAAAAAC4wDB0+WfLsGHD1P9OBd1VpmXgwIGHvAJoz549Z5999qZNm6ZPn75y5Urdrv3JoAAEAAAAAACkDH3YfA585nHv69evz2p/5ZVXlFJnnHFG7+FNTU3nn3/+9u3b58yZc//993u9mk6241paHlN0P5/kbsBA2JR0bVmSaGXIamiJeNpxbCAoWnCbe0S2RMx55kqpdMr5eg+ERCs9mZR95TI+v/PkTa/oOwsViPb3tGy9Sb5x4fAi5PGIejcFyfsCon08KRhelFIp2Tfe2pxwHHvZrKGSrv+8dJckXLjgEpKVpsTbqjA83uF8e7PSonWeTORzVJdsMKmk7EgqW2/+oOhgaglyF25sKcEBRYm3N9PnfL0Jh5dggeyMt0V4yiuKlpCcQiilkom87WjC47ghnS4lb2OjcFMXfuPCoTXekRJ0fRQfztyUzzP3LmymMXHixNra2tra2htuuKFz77Msa9GiRUqpyZMn9x5+5ZVXvvHGGzfccMMdd9zhKN0jhCuAAAAAAACAC/J+55ezW8AmTpw4YsSIDRs2zJkzJ5VKKaVSqdQtt9xSX18/fPjwSy65pPOdc+fOvf7667teK/T444+vWLFi5MiRP/vZz1xai4eLphcmAQAAAACAo4v44jWX2EzDNM2lS5eOHz/+rrvuevjhh4cNG7Zt27Y9e/ZEIpFHH3206y1dixcv3rZtW2Vl5dixYzMt99xzj1Lqgw8+yNxHlqV///6rVq0SLImbKAABAAAAAAAXHJ31H6WUqqioaGhomDt37nPPPVdfX19eXn711VffeuutJ554Yu+BmSeFffDBBx988MHBXtUEBSAAAAAAACBm8/nrh5GjNE488cSHHnqo9/ds3bo1q+W1115z0lk+UAACAAAAAABShja3gGmShm4oAAEAAAAAABdoUnjRIwvt2CgANTQ01NXVZTWGw+EZM2a4mhIAAAAAAMhVYWFhvlP4H5pUXjRJQzc2CkA7duxYvnx5VmNpaemsWbNcTQkAAAAAAOQqGAxalpXvLJQylOHRovaiSRq64RYwAAAAAADgBk0KL5qkoRkbBaDx48efdNJJWY2maWr1VDMAAAAAAD5RmpqaDMOIRCL5TkSXwosmaejGRgGopKSkpKSke3tjY6N7+QAAAAAAABuSyaQuz73SIwtd0tAMt4ABAAAAAAApQxkePSbfYQ6gHnnynQAAAAAAAAAOL64AAgAAAAAAYobiRjSdUQACAAAAAAAu0OTeK4ObnXrCWgEAAAAAAOjjXLsCyOsT1fksy3lsMpGWdJ1KCfpWqqMlKQn3B53X4BJx0YILr81LxES9m17n3cdlXeeX8FuTEFbBTa9PEp5OpRzHxtqdxyqlEjFRuJDhMR3HxqOizP0B0Vcu3FYvmzXUcezSu7dJui4p90vC26WjuvNvvDAi2suSCdHhLFQoOiUICA6mCdlxXPg/jZbkFER2HPeYonVuyY4nwbDzbVUpZXqdL7hojSsV8osGN58svLU54ThWuo8n83bqpWTnjcKfCYZH9JUJT/X9Aed7inBTF97BkpYtuOQXlmmKUhduq0nn+6hSsm88mhSdQvhkZ26aMMQ/M92iSRq64RYwAAAAAAAgZuhzC5gWaeiGAhAAAAAAAHCBJnUXTdLQDQUgAAAAAADgBk1KL5qkoRkKQAAAAAAAwAW6TL6jSRqaoQAEAAAAAADEDGXoUQEyqAD1hAIQAAAAAACQ4ilgmrNRAFq1atX8+fOzGktKSpYtW+ZqSgAAAAAAIFdlZWWWZeU7C6WUNvdeaZKGZmwUgBKJREtLS1ajaZqaXOIFAAAAAMAnkD6/yjXJRJM0dGOjAFRQUDBgwICsxkgkkkqlXE0JAAAAAADkKpVKWZbl9eZ/jhdNCi+apKEbG9vHhAkTJkyY0L29sbHRvXwAAAAAAIANH3/8sWEYZWVlec7D0KXyokkausl/gRAAAAAAABztDGVocu+VJmnohgIQAAAAAABwA4UXjVEAAgAAAAAALtDlyhtN0tAMBSAAAAAAACBmaFN50SQNzVAAAgAAAAAALvDocQmQJmnohgIQAAAAAABwgyaFF03S0IxrBaCOtpQk3Od3Hp5KpiVdJ+Ki8FTKkoRbUefh/7+9ew+y9KwLB/+859qnL9Pd6UkAJxKoMAM011EQ1yp3aqwGSSHhJmsBheMVA8KPoGtW0YBUS3kpLPFn6ZauN+KlQGuyRA3+pIOXVXFhREy5ppAyJBQwCOlkemb6dq7v/nE06/bg0Of9nuR03vl8ij+sN37nubzP7Xz7PedtTEVKToNYzav1SiQ80u3RZG4sPFh6LzBcZ+brkaL7vdAd377YjYRHxttgEKp5eye0OgX7rb1T/I53dkM1D3r5DzwpEv7BX72/cOxsbKjnoUU9ZaG1LdUbxeODQz24OnXaoY6rBPotONSD4dVaqOMiK0yvG+rzai00WDfPh1b1WuAYEGz47EIjEr673YuEdwMzpVINDbZB7MTb64RWmEqleHivG1zcQuGddmiJ2AkMmFpskubBTSF25I2UPojtR8F9vFKJTbRAw4OHxuAJ5OA4IE/eHJBqHDSeAAIAAACisgPz/vUDUo2DRgIIAAAACMsOyqM3B6MWB44EEAAAADAOByT1ckCqccBIAAEAAABjcEC+e3UwanHgSAABAAAAY3BQMi8HpBoHzAgJoAceeOC+++7bG1+rXX/99WOtEgAAALBf9Xr9IDx6kx2c3wA6GNU4aEZIAH30ox9dXV3dc3FxcXFtbW2sVQIAAAD2a35+Ps9D76EfmwOSeTkg1ThgfAUMAAAAiMsOwoNI6cD8FNFBM0IC6OjRo6dOndpzsdVq7ezsjLVKAAAAwH4NP5W3Wq1JV+SgfPfqYNTiwBkhAbS8vLy8vHzp9fX19fHVBwAAABjB1tZWlmUHIQF0UFIvharx6U9/+t3vfvdHPvKRBx54YGlp6cSJE29/+9uf9axnPdKxj5rKpCsAAAAAPPZlqZJlB+R/o9b9b/7mb5773OfedttteZ5/0zd9U7PZfP/73//85z//rrvuekRjH00SQAAAAMA4ZAfmf6Not9uvec1rdnZ2VldXP/e5z/3FX/zFZz7zmfe+973tdvt1r3vd9vb2IxT7KJMAAgAAAKKy/3gT/EH430g+8IEPfP7zn//mb/7mn/iJn6hUKimlLMve+ta3rqysfPnLX77tttseodhHmQQQAAAAMAbZwTBqBujOO+9MKb3uda/bc3145Y//+I8fodhHmdfAAwAAAGGjP3rzCBm1Gp/85CdTSs973vP2XB9e+Yd/+IdHKPZRNrYE0Mx8PRI+NVMtHDu/1IwUfXGjEwnf2exFwqu14g9h1RuhB7gGgzwSHiw90m/zS41I0ZOVB3o9eMs2Y0N95TVfGwk/96V24diFq0Nz/NyXixedUlq4OjTessAeGKz5K9/05Ej4T39vaK+aXSi+KVSroYNDLbY67W71Q+HbxRe3XncQKXrrQmg/qsS6vb1TvN8iW2FKqdMOLW61Qaj0mfni4YN+aFUPnrDnrgotbpGDX3CO7wQn6VZopixeU3xL2tkM1fzqa6cj4fX10J7SbBU/q+/GTsuddmhtDC6tC4eL3/HgaXnzfCi8WgtNtKnp4p8TI6MlpfSFezcj4ZETSEqpNVu84bMLoXV1+2I3En6AHIwE0Kjuv//+lNITn/jEPdeHV/7t3/5te3t7evorr8OR2EeZJ4AAAACAqCxVFivX/1f/dWPwmfEW18hmp7NrvuJ/ambz+/93tre3u91uSunQoUN7/tOhQ4eyLMvz/MKFC18xiROJffRJAAEAAABRU9n885tv+4r/KU/5p3rvH29x89mTvqb6P33F/9RLu/v/d9rtf39GstH4Co9x1Wq1bre7s7Mz9thHnwQQAAAAENXKrr7Mf/36+lsftZqMZGpqavh/dDqdZvP/98XPPM+HD/i0Wq2xxz76vAUMAAAAuEK1Wq3h8zsbGxt7/tPwSpZl8/Nf+TtlkdhHnwQQAAAAcOV6ylOekv7j55z/s+GVa6+99jJP8URiH2USQAAAAMCVa/jK9o997GN7rv/d3/1dSukbvuEbHqHYR9kIvwF0991333nnnXsuTk9P33TTTWOtEgAAALBfs7Ozk67CY9vLXvay22677bbbbnvLW96SZf/+Kvs8z9/3vvellF71qlc9QrGPshESQPfff//tt9++5+Li4uLNN9881ioBAAAA+zU1NZXn+aRr8Rj2spe97KlPfeonPvGJt7/97T/1Uz9VrVb7/f473/nOj3/840ePHn31q1/98P/nu971rgceeOD1r3/9C17wglFjJ85bwAAAAIArV7Va/cAHPnDixImf+Zmf+e3f/u2nPOUp99577xe/+MX5+fk/+IM/qNX+v8zJ7/zO79x7773Pe97zHk4A7T924kaoyokTJ44dO7bnYrVavfTHrgEAAIBHx8bGxoF629Rj0XOe85y77777Xe9614c//OGPf/zjV1999fd8z/e84x3vuO666x7R2EfTCAmghYWFhYWFS6+vr6+Prz4AAADACHq93sO/PkNh11133W/+5m9e/v/nX//1XwvHTpy3gAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACU3NjeSN/tDCLhu9v9wrG1ejdS9KCfR8LzULtTe6d4w/vdUNmt2dDdz0Pdlqq14r9RX62FEpd5rOrBOz41Xbzbe7E7PhiEGv7Qv7Uj4UtPmCocu30hNMeDd7zXDYVvbnQKx77yTU+OFH37r9wXCY+sTkGNVjUS3j1XvM9TSp12bKL1ig+Y4H7U74Vq3t6NlR5YoIIvLQmujcHtrNsuPlOCZ6fITppS2tnqRcL7geE61QqdQDbPh+Z4pOYppcqF4t2+sx3q89mdeiQ8jx0Ddi4Wr3xWmeSbiWr10LkxssIEj6yVaqjfgvt4ZJ4GF7foCSQ23CJ7ca0RuuPBfoP98AQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACU3Aiv9/vQhz70nve8Z8/FhYWF06dPj7VKAAAAwH4tLS3lefF32HOFGCEB1O12L1y4sOditVrNsmysVQIAAAD2y6dy9mOEBNDMzMyRI0f2XJyfn+/3+2OtEgAAALBf/X4/z/NabYQP+FyBRhgfKysrKysrl15fX18fX30AAACAEZw7dy7LsqWlpUlXhAPNj0ADAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJjfAa+Mur1rJQPQLhjalqpOh8EIlOlWoovhJoeLUS6vN+P4+ED2L91u8VL33QD5Xd64YaXm+E0qY7W73CscFZVokNmHoz1PCNB9qFY696XDNS9CB0w9PS46ci4S967bWFY2//lfsiRS9eE+q34NI6u1AvHBsdq7FJ2pwKrTCddvHwzm4/UvQgNtZrxe9YSillM4ETRR6qeWRDSSnFVog0c6h4x21vFt8RUkpZaKKkqenQITAyx7NY1QeD0GDt90JzvDVbvN+CO2m1Guq3LLa0zhwq3vDti6GhHlzVL250IuFzWaNwbK0e6vNuJzRWYytr6naLl95qhpaXRit0AgmeIqYC21lwIw7OcdgPTwABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJSQABAAAAlNwIP3L+wAMP3Hff3lfS1Gq166+/fqxVAgAAAParXq8H37HIlWCEBNBHP/rR1dXVPRcXFxfX1tbGWiUAAABgv+bn5/M89B56rgS+AgYAAABQciM8AXT06NFTp07tudhqtXZ2dsZaJQAAAGC/hp/KW63WpCvCgTZCAmh5eXl5efnS6+vr6+OrDwAAADCCra2tLMskgLg8XwEDAAAAKDkJIAAAAICSkwACAAAAKDkJIAAAAICSkwACAAAAKLkR3gJ2eVmWRcIbrWrx2KlYGisPRfe6g1DhefHiWzOh21eth/qt3giFt7d7hWOnpkMNHwxCtzwYXm8W77dgn29udCPhrdlQt+f94v1WbxZfH1JKlUrxwZZS+vpvORwJ/8SfF39P4uxCPVJ0ZHlJKfV7ocWts9svHFtvhO54cJLGui20KfR7obK7ndAtq9ZC+3ivXfyOB48Qu4ENJaVUrYWW1shQ78VuWaUa6rdgtwePTxHBo9cEBSdpit2xqenQ0poH6l6LHWAisyylFBzptcCBuTEV6vNm4PNRSqm9Heq3mUPFDyHTsUNjPzbHa/VJniIigicQ2A9PAAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMmN8Iq+u++++84779xzcXp6+qabbhprlQAAAID9mp2dnXQVeAwYIQF0//3333777XsuLi4u3nzzzWOtEgAAALBfU1NTeZ5PuhYcdL4CBgAAAFByIzwBdOLEiWPHju25WK1WNzY2xlolAAAAYL82NjayLJufn590RTjQRkgALSwsLCwsXHp9fX19fPUBAAAARtDr9bIsm3QtOOh8BQwAAACg5CSAAAAAAEpOAggAAACg5CSAAAAAAEpOAggAAACg5EZ4C9jlDfqDSHhnp184dvtiL1J0rxOr+W7xmqeUqvXiObitC6GGV2uhX4lvtqqR8Hbgjm9d7EaK7rZDd7xSDfVbZLwFx2qeR6LThQc7kfCZQ8VXm+Asu+E7vzYS/qe3fS4SPhgU7/fdrdAcD74JIrhEhMRKDk7Snc3YntItPk+D7+4Ihgf7rZ4V386CY7XeDO1H9Uboj2GRfov2eTNU88hYTSm1AytzrTbJP0AGG97ZLR6eB3aElFK/FwoPnn8aU8UnWj/W50GHrmpOqujgyS24Og2iA6b4HH9oO7STRpflSmxpDZQeOfWllFozY/tsDv8VTwABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJjfCquQ996EPvec979lxcWFg4ffr0WKsEAAAA7NfS0lKeh95Dz5VghARQt9u9cOHCnovVajXLsrFWCQAAANgvn8rZjxESQDMzM0eOHNlzcX5+vt/vj7VKAAAAwH71+/08z2u1ET7gcwUaYXysrKysrKxcen19fX189QEAAABGcO7cuSzLlpaWJl0RDjQ/Ag0AAABQchJAAAAAACUnAQQAAABQchJAAAAAACUnAQQAAABQchJAAAAAACU3wmvgL28wCIVXqlnh2OZUNVJ0Psgj4Y1Y6d1O8Y5rtkJFZ7HsX3M6VHprtvjYm5mrR4rOZ0N3vNcNhfebxcNrjeLTJKXU3g3N0quPTEXCty70Csf+zy9/QqTo/+uDX4yEL17TjIR32/3CsZXQDU9TM6EVPrjCNFvFSw8uL4N+aJJmsW7v7BZfWzvt0CQdxLazPBSd+oG6B29Zvxc7gsQEzz8R/dh+VJsNjfXI6Ss42Gq1Sf79stEsXnoea3nwzLmzWXwjTrG1MXjHO7vFd9KUUnsnFN6aKd7t/V6o5TsXQ7esHeu3yCkics5PKT3whVC/Dfqhhk8HPmgEPybsboXuOOyHJ4AAAAAASk4CCAAAAKDkJIAAAAAASk4CCAAAAKDkJIAAAAAASm6EX2h/4IEH7rvvvr3xtdr1118/1ioBAAAA+1Wv17Pgq0y5AoyQAProRz+6urq65+Li4uLa2tpYqwQAAADs1/z8fJ6H3kPPlcBXwAAAAABKboQngI4ePXrq1Kk9F1ut1s7OzlirBAAAAOzX8FN5q9WadEU40EZIAC0vLy8vL196fX19fXz1AQAAAEawtbWVZZkEEJfnK2AAAAAAJScBBAAAAFByEkAAAAAAJScBBAAAAFByEkAAAAAAJTfCW8C+yj9UyyLhWaV4eHunHyk6qNsZTKrowSCPhNdrofRfrxtqeL9XvPLbm71I0Xms32qNUL912sWHa68bmmXdQNEppfMPdiLh3/Y91xWO/R+/87lI0Vmo21J7O9RvkeG6cHUzUvRD/7YbCe+2Q3O8Uineb8GxWqmGbvnWxYmtMP1+aHUK7kd5qPCUB+KzFLpl1dh2FtwUBrG7FhHp85RSZzc0YKrV4vO01gjd8UGs4cEDzG5sU4jYutCNhAfPjVvni5cenCSRjwkppSx4DggIrupZ7C/1wX6rBj7cdWKfzoLraq0ZO6tHKh8ba5MbqlxBPAEEAAAAUHISQAAAAAAlJwEEAAAAUHISQAAAAAAlJwEEAAAAUHISQAAAAAAlN8Jr4O++++4777xzz8Xp6embbrpprFUCAAAA9mt2dnbSVeAxYIQE0P3333/77bfvubi4uHjzzTePtUoAAADAfk1NTeV5PulacND5ChgAAABAyY3wBNCJEyeOHTu252K1Wt3Y2BhrlQAAAID92tjYyLJsfn5+0hXhQBshAbSwsLCwsHDp9fX19fHVBwAAABhBr9fLsmzSteCg8xUwAAAAgJKTAAIAAAAoOQkgAAAAgJKTAAIAAAAoOQkgAAAAgJIb4S1gl9dpDyLhrUB0azbUiu2LvUh4iv3UeqVSPD4Sm1LqdkK3bGo61O15nheObbaqkaJT8ZJTCvdb5J7V6qE7Xq2Gwr/te66LhP/Jb362cOz8UiNS9ANf2I2EH4qVXgl0+4NfDNX8qsc3I+GRmqeU6s3i87TfC82ySi1U8+nYnrK73S8cW6mElqedQSg8cstSSp3d4g0fBHaEFB4w1Vroj2GRmZIFDyCxE0i9GWr4zEK9cOygH9uJg2KFN6eLz5Ru7LQcXJ3y2BLRmileevBjQrfdiYRXY5tCpVp8pkzNhNbV3a3QGtGciv2lPzBegp/Ogp9xao1QwyNrYz+2uMU2Q9gXTwABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJjfCKvjvuuGN1dXXPxcXFxbW1tbFWUWgswgAAIABJREFUCQAAANivw4cP594kz1fjCSAAAACAkhvhCaCZmZkjR47suTg/P9/v98daJQAAAGC/+v1+nue12ggf8LkCjTA+VlZWVlZWLr2+vr4+vvoAAAAAIzh37lyWZUtLS5OuCAear4ABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJjfAa+Mur1rJIeLfTLxxbqYaKvubaViR880KoDyNVf+JT5yJFf+afL0TCv+bJM5Hw655WvPKb57uRoucW65Hwamy8ZZVQeMSLX/+1kfBb/5ePRcL7/bxwbL1ZjRTd6wwi4dnE7lgaDIp3WkqpEhtsswuNSPiFh9qFY6u10B8ndrZ6kfDgHO8GxltjKjTUg+FbF0JLa3un+D4eFFxX+73QEhEZ6nmo5KjgTPny57cLxwaX1Ty0NEbPjZHwfjd0yx/6UujM2WmHJmlkTwk2vBLbFLbOdyLhF88VDw9uxEHt3dAdbzR3CscOYotbLzZgHvxiqOFTM5HNNHTHB4HTMuyTJ4AAAAAASk4CCAAAAKDkJIAAAAAASk4CCAAAAKDkJIAAAAAASm6EtwmcPXv2nnvu2XOx0WgcP358rFUCAAAA9qvZbE66CjwGjJAAOnPmzOrq6p6Li4uLa2trY60SAAAAsF9zc3N57kXyfBW+AgYAAABQciM8AXT06NFTp07tudhqtXZ2dsZaJQAAAGC/hp/KW63WpCvCgTZCAmh5eXl5efnS6+vr6+OrDwAAADCCra2tLMskgLg8XwEDAAAAKDkJIAAAAICSkwACAAAAKDkJIAAAAICSkwACAAAAKLkR3gJ2ed32IBI+t9goHFurZ5GiUyy60Qwl0Xa2+oVj67Gip6arkfDpudDg6ewWb/jjr5uOFF2JpT2zSmjE1OrFi/+mlzwuUvT/+J3PRcIXrm5GwnvdvHDs1ExorG6d70bCW7Ohod7eKT7Us2ySi1slNtT7gV6v1kJFt2ZCtyzY8JR6hSODG0q/G9qIK9XY4tYoXvngESIYHpxn9WbxBWp3M7Q6VaqhAVONhUcGTHCodzvBOx665Vmg7sHlpR6YZSmlXmyJqAbueL8XavigX/wIkcInt+CWFJGH7ljolqXYqp6H7lh0rNanQjMlclbvx8Zq3ot1HOyDJ4AAAAAASk4CCAAAAKDkJIAAAAAASk4CCAAAAKDkJIAAAAAASk4CCAAAAKDkRnhX7pkzZ06fPr3n4szMzC233DLWKgEAAAD7NTc3N+kq8BgwQgLo7Nmzd911156Li4uLt95661irBAAAAOxXs9nM83zSteCg8xUwAAAAgJIb4QmgEydOHDt2bM/FarW6sbEx1ioBAAAA+7WxsZFl2fz8/KQrwoE2QgJoYWFhYWHh0uvr6+vjqw8AAAAwgl6vl2XZpGvBQecrYAAAAAAlJwEEAAAAUHISQAAAAAAlJwEEAAAAUHISQAAAAAAlN8JbwC6vUg395PgEf6+8OVWNhG9d6IaKz/NJhKaUUvBH4vu9UPG1evHk485mL1L09Fxo2Le3+5HwF732CYVjP3rnlyJFB3Xbg0h4ZLj0OqHBFhyr3U6o4ZHSp6ZDq9Pudmim7GyFwmu1if2BIXjL8tja2tktvkR0YrOs3wuFD/qxmRKofKUSPAWEah58Z0q/G+j2WNGDQajhwTveC4y34AEmMstSStXYkbU+VXxxC9a83gytq8HdMDJTgmfO4FiNlh6Z4qGSQ7MspdSP9VtkZZ7s6hQsvdctHp7Fzj7VyZ2duHIYZAAAAAAlJwEEAAAAUHISQAAAAAAlJwEEAAAAUHISQAAAAAAlJwEEAAAAUHIjvA/7jjvuWF1d3XNxcXFxbW1trFUCAAAA9uvw4cN5Xvwd9lwhPAEEAAAAUHIjPAE0MzNz5MiRPRfn5+f7/f5YqwQAAADsV7/fz/O8VhvhAz5XoBHGx8rKysrKyqXX19fXx1cfAAAAYATnzp3LsmxpaWnSFeFA8xUwAAAAgJKTAAIAAAAoOQkgAAAAgJKTAAIAAAAoOQkgAAAAgJKTAAIAAAAouRFeA395g34eCa/Wi6eiKpUsUnS3M4iEZylUeqThKdTlqVIN1bw1W42E72z2CsdmsTveaYfu+Itee20k/MO///nCsVPToT7PB6ERU2+GSs8CIz04x2uNUKa72Qo1vFYrXnoem+PBmmehXg/N08ne8aBq4I5Xa6GG97qh8PZOPxKeB8Zrrxsa68EBE5tnoXna7YT6vBFbloMNrwZOEZXYHA3OlODSWq0Wr31WCZ1AIstLit2yFOv2QWikRw9+QbVAw4OH7cjZKaWU8tB4i1S+FvmAk1KlWvxjQgofYOrNwD4eu+PBDymwH54AAgAAACg5CSAAAACAkpMAAgAAACg5CSAAAACAkpMAAgAAACi5Ed4Cdvbs2XvuuWfPxUajcfz48bFWCQAAANivZrM56SrwGDBCAujMmTOrq6t7Li4uLq6trY21SgAAAMB+zc3N5Xk+6Vpw0PkKGAAAAEDJjfAE0NGjR0+dOrXnYqvV2tnZGWuVAAAAgP0afipvtVqTrggH2ggJoOXl5eXl5Uuvr6+vj68+AAAAwAi2trayLJMA4vJ8BQwAAACg5CSAAAAAAEpOAggAAACg5CSAAAAAAEpOAggAAACg5EZ4C9hX+YcaoVxSvzsoHDt9qB4pujkVqvnm+W4kvLPTLxyb53mk6EHxklNKqdMufstSSjtbxYu/9vqZSNHfeMPjIuEf/v3PR8IbzeLjLR+E7ni/Hwqvx+b47navcOz0XGilGsQaXqlkkfDdTvGhXg+MlpRSHpvjwQFTCUWHdDuh1alaDd3xbrt4v2dZNVL07lbxWZZSqtZCDW/NFJ+ng9AdSzuboY04WHprtnjDK7E/wwVrPhM7PqXAIaTWDA31LDbUgyIn3qkUanizFQqPrE4ptiUFt7Ne4GNCSqkb2IhTSo2p4t2ehZbVlMXig/0W+ZwR3FBq9WDDI9GhuxY8OwWPrLAfngACAAAAKDkJIAAAAICSkwACAAAAKDkJIAAAAICSkwACAAAAKDkJIAAAAICSG+HdpWfOnDl9+vSeizMzM7fccstYqwQAAADs19zc3KSrwGPACAmgs2fP3nXXXXsuLi4u3nrrrWOtEgAAALBfzWYzz/NJ14KDzlfAAAAAAEpuhCeATpw4cezYsT0Xq9XqxsbGWKsEAAAA7NfGxkaWZfPz85OuCAfaCAmghYWFhYWFS6+vr6+Prz4AAADACHq9XpZlk64FB52vgAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACU3AhvAbu8QT+PhOeB6N2tXqTobjv0Y+l5pOoxu9v9SHi/N4iE9zqh8EqleLd/4w2PixT9f//plyLhve7E+q01G5qwF891I+Ep9laBLHDHg280qDdDme7IWE0p1eoTa3hKsdVpYmtbqtVCDe93g7cs9qeRwF0bDCbX6eGhngeWxsg0SeETSFBzqlo4th/bULqxjbjeCA31LBCdxXaUYM2D21k1sEB1O6Gigw0PLm61WvHwTmysBkVWp5RSpVr8jgfX1fZu6OQWPsAUv+PBj0eD0EecaMP7gT0lfG6b5HbGFcITQAAAAAAlJwEEAAAAUHISQAAAAAAlJwEEAAAAUHISQAAAAAAlJwEEAAAAUHIjvFX6jjvuWF1d3XNxcXFxbW1trFUCAAAA9uvw4cN57kXyfBWeAAIAAAAouRGeAJqZmTly5Miei/Pz8/1+f6xVAgAAAPar3+/neV6rjfABnyvQCONjZWVlZWXl0uvr6+vjqw8AAAAwgnPnzmVZtrS0NOmKcKD5ChgAAABAyUkAAQAAAJScBBAAAABAyUkAAQAAAJScBBAAAABAyUkAAQAAAJTcCK+Bv7xqLQvFB6IvPNSJlDy/1IiEZ1mo4bV68RxcrOTU6w4i4VsXepHw77j5+sKxt//KfZGiB4M8Et6aqUbCIwPm4rnQUJ+dr0fCP/X3D0XCIw3f3QoNtp3NWPjFUHivV3y8BdfVfqDolFK9EfoLQaVSvPLt3dDqVAnuRzGRJSILdFpKqdkKrU7BVb29E1qgIpqt0GGm2+5HwncCC1RwPwpO0osboVsWWWGCY7XfD/VbcIHo14uX3uuEah48Buxux7azbvHx1mmHVvXJipwignM8uCkEuz270A0ER0pO3U5oWR7Ehlsjn9ins0FscYP98AQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMmN8OKMs2fP3nPPPXsuNhqN48ePj7VKAAAAwH41m81JV4HHgBESQGfOnFldXd1zcXFxcW1tbaxVAgAAAPZrbm4uz71Inq/CV8AAAAAASm6EJ4COHj166tSpPRdbrdbOzs5YqwQAAADs1/BTeavVmnRFONBGSAAtLy8vLy9fen19fX189QEAAABGsLW1lWWZBBCX5ytgAAAAACUnAQQAAABQchJAAAAAACUnAQQAAABQchJAAAAAACU3wlvALq/bHkTCe53i4TOH6pGigwaDPBIe6bdKNYsUHfQdN18fCf/Ae+8tHDtzKDRua41Q3rPRDIXvbPaLFz1VjRS9fbEXCb/6yHQkvN8vPtRr9VCft7eL93lKqTUbGm/nH+wUjq3VQ3M8i60Q7d3Qqt7vFV8b67FZloJLY2hRTzubxSdacI7vxob67nZoiQiGR3R2Qw0PagcavrMV6rTgdtZshRa3yDzNY2enfje0OgWPT5GDX56HGl6thWoe3EzrgfE26MdOy4GPCSmlZiu0tEb24lojNMt6saGeD0INP/yE4i+TCt6yyBEipZRiE216rvhHy+gHw1i/wX54AggAAACg5CSAAAAAAEpOAggAAACg5CSAAAAAAEpOAggAAACg5CSAAAAAAEpuhHcTnjlz5vTp03suzszM3HLLLWOtEgAAALBfc3Nzk64CjwEjJIDOnj1711137bm4uLh46623jrVKAAAAwH41m808zyddCw46XwEDAAAAKLkRngA6ceLEsWPH9lysVqsbGxtjrRIAAACwXxsbG1mWzc/PT7oiHGgjJIAWFhYWFhYuvb6+vj6++gAAAAAj6PV6WZZNuhYcdL4CBgAAAFByEkAAAAAAJScBBAAAAFByEkAAAAAAJScBBAAAAFByI7wF7PKe8OSZSPi1T5ktHLuz1YsUPbvQiITXp6qR8DQoHtptB4JTetPPPjMS/iv/2/8TCY84vx5KXFZrofBK8Ib388KxefHQlFLa3e5Hwi9udCLh9Ubxbm/vhGre74Y6rhaoeUopD9y2QajdaTAINbzfDa0wzVbxqRLs814nVPPYPEvTc/XYP1BcYyp2x/uhbp+tFN9MK9XQW0sungutTtVaqPTpQ8XveFYJFV2JhbfmQofAyHYWfE9NcMAEJ3lzpni/dXdDy3pwVY9sxCmlXmAzrdaDR6/QHd88342ER1b14AuZguHBTwpbF4r322RfRdXrhWZKN3CK6PdCfQ6PAk8AAQAAAJScBBAAAABAyUkAAQAAAJScBBAAAABAyUkAAQAAAJScBBAAAABAyY3wJss77rhjdXV1z8XFxcW1tbWxVgkAAADYr8OHD+d5PulacNB5AggAAACg5EZ4AmhmZubIkSN7Ls7Pz/f7/bFWCQAAANivfr+f53mtNsIHfK5AI4yPlZWVlZWVS6+vr6+Prz4AAADACM6dO5dl2dLS0qQrwoHmK2AAAAAAJScBBAAAAFByEkAAAAAAJScBBAAAAFByEkAAAAAAJScBBAAAAFByI7wG/vIuPNiJhD80t1s49pprpyNFL1zdiISfjzU87+eFY1/xxidHiv4///f7IuFPfOpcJHwQaHhePDSllKamq5HwLMtCxQeigyV324NI+D999MFQ6Z3ipVcqoZb3e6ER0++G+m0QKL2z048U3ZoNrfCVaqjbQ/M0Nsd7sTveaE7sTyPBoT4YxDouFr292S0cG1xXO+3QTEnFDyAppdRoFt9TIgtjik/Si71IeKTs2FgLnwNi460/KD7U89gkrfRCNW/H9pRqYLx1YieQoO2LxW9ZSqkS2BPCq3okOvV7ofhe4PwTnKPd2KoePAbUG8UbHjxz5sGOg33wBBAAAABAyUkAAQAAAJScBBAAAABAyUkAAQAAAJScBBAAAABAyY3wjpizZ8/ec889ey42Go3jx4+PtUoAAADAfjWbzUlXgceAERJAZ86cWV1d3XNxcXFxbW1trFUCAAAA9mtubs6L5PmqfAUMAAAAoORGeALo6NGjp06d2nOx1Wrt7OyMtUoAAADAfg0/lbdarUlXhANthATQ8vLy8vLypdfX19fHVx8AAABgBFtbW1mWSQBxeb4CBgAAAFByEkAAAAAAJScBBAAAAFByEkAAAAAAJScBBAAAAFByI7wF7PIOLTUi4Y2pauHYfm8QKXpzoxsJ73VCpb/6v11fOPb2X/5MpOj2Tqjmn/3UxUh4vVk8+djrhmoeFBmrKaV+pPJZFim6VguFd2NDfdDPI+ERlWqo4TtbvUh4f1C84b1eqNM67dAt67b7kfDIaB0EOi2llPJQeDfWb/3AUI9N8QmvjVOtwIki1vB+bKakFAqPrDC1eujvcNXYqj7B0oM7QmyKRyda5BjQ3g6tq5GzUwp3e2SiBU8gwX281w2d3OrN4uGxsZaCm2FwM80CUyWPzdLmdOgjarYbmmiRtbFWj5QcXZ1gPzwBBAAAAFByEkAAAAAAJScBBAAAAFByEkAAAAAAJScBBAAAAFByEkAAAAAAJTfCO/bOnDlz+vTpPRdnZmZuueWWsVYJAAAA2K+5ublJV4HHgBESQGfPnr3rrrv2XFxcXLz11lvHWiUAAABgv5rNZp7nk64FB52vgAEAAACU3AhPAJ04ceLYsWN7Llar1Y2NjbFWCQAAANivjY2NLMvm5+cnXREOtBESQAsLCwsLC5deX19fH199AAAAgBH0er0syyZdCw46XwEDAAAAKDkJIAAAAICSkwACAAAAKDkJIAAAAICSkwACAAAAKLkR3gL2Vf6heiyXlBcP7ewOIiVPTYc64dX/7fpI+B/+93sLx9YasT6PRTenq6HCK8V/o75aC/2+ffTn8QNjNaWUBe5aPXbHO+3QTBkMYi0PiDZ8tx8Jr06FhnrKi/dbtRoaq/1e6I73+6E7HlmZZxfqkaJ3NnuR8Cy2Nra3i5fe64X6fBAL78fmeGS81ZqxDSU2R/uh8RLai7vt0OqU8uBuGCo8shsGi84CR4gUXhsDi3pKwQNIbJJGjl4ppTww0bLYyS24HwU300i/VWJF593YyS3Wb3lgrEdiU/jkFlxaIx80wn0eiYZ98QQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACU3AhvQL/jjjtWV1f3XFxcXFxbWxtrlQAAAID9Onz4cO5N8nw1ngACAAAAKLkRngCamZk5cuTInovz8/P9fn+sVQIAAAD2q9/v53leq43wAZ8r0AjjY2VlZWVl5dLr6+vr46sPAAAAMIJz585lWba0tDTpinCg+QoYAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACU3Aivgb+8fi+PhOeD4uFzi/VI0S/9vusi4X/865+NhDdb1cKxswuhhueDTiR8Zm5sg2dUlWoWCZ+dD/Xb1oVeJLzeKJ51be/2I0U3msUHW0ppO9bwlEJLRES1FhowU9Ohod7eKX7X+v1BpOjgTBmc70bCp2aK91seaneqVEINz2L9Vg9MtOZ0qOjdrdAkrQY24pRSyouHR84AKaVBPxQenCmR4daYCi3LgS5PKaVaYD8Kqtdj+9FmbKjXQg2vBKIjZ4AUOzSmlAZ5rN8ip6fYWK30QrtCJ7ARp5TyyEzLQ8tLrR4aMMHzT2RtzLJY0bF9PDjHa4HwvBr7RDyxwzJXEE8AAQAAAJScBBAAAABAyUkAAQAAAJScBBAAAABAyUkAAQAAAJTcCG9pOXv27D333LPnYqPROH78+FirBAAAAOxXs9mcdBV4DBghAXTmzJnV1dU9FxcXF9fW1sZaJQAAAGC/5ubmcm+S56vxFTAAAACAkhvhCaCjR4+eOnVqz8VWq7WzszPWKgEAAAD7NfxU3mq1Jl0RDrQREkDLy8vLy8uXXl9fXx9ffQAAAIARbG1tZVkmAcTl+QoYAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMmN8Bawy9vZ7EXCp+eK1+TG739SpOg/+j/uj4RfPNeNhDemiufget08UvTFjU4kvB8rfetC8X47dFUjUnR7dxAJ7+z2I+G726GZEhEcMJFJmmJLRLNVjRTdjt2yRiuWKM+Kh3Z2QyXPHKpHwjs7oX5rBvqtVg/1eRbo85RSpRaK3+4VX2HqzVDDd7cj0WnQDy0RWaV4vwX/GJUFb3lMpVa8+lkv1Oe9dmiSzhyaioRHej0PtTvVGqEh0491e2SeBtfV4EYcPMBEhnrwlve6oTleb4Qa3potvpk2Yqt68Jb1OqHj09xC8fN2txM6bO9shU7LjUqo26dmik+0XjfU8G5sVYf98AQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACU3AhvuTtz5szp06f3XJyZmbnlllvGWiUAAABgv+bm5iZdBR4DRkgAnT179q677tpzcXFx8dZbbx1rlQAAAID9ajabeZ5PuhYcdL4CBgAAAFByIzwBdOLEiWPHju25WK1WNzY2xlolAAAAYL82NjayLJufn590RTjQRkgALSwsLCwsXHp9fX19fPUBAAAARtDr9bIsm3QtOOh8BQwAAACg5CSAAAAAAEpOAggAAACg5CSAAAAAAEpOAggAAACg5EZ4C9jlzV1Vj4T/wLuXC8f+6o/fEym6Vgv9WHpWCYW3d/uFYzuB2JTSVY+bioT/yyfORcJrjeLJx82NbqTo4K/jV+uhtGm/Oygcm0cKDg+YeqMaCc8C3ba73YsUPeiHeq4XuGUppc5O8W7v9SZZ8143VPruVvGGZ1lorOaxqTLYDcVHNoVeJ3TLGs3QJG1vh7o90vBaPbQuV2P7eGQ/Sim1d4ovUHnohqfWXOjotX0xtLTWA/0WXNUjRaeUGlOhmRLaU2InkI0H2pHwdmA/SillleLjtd8LjfV+bB8PntUjx6duJ9TnwZPfYBCK394sft4OHiGCggMmcnwKDvVK1Tu8eMR5AggAAACg5CSAAAAAAEpOAggAAACg5CSAAAAAAEpOAggAAACg5CSAAAAAAEpuhNfA33HHHaurq3suLi4urq2tjbVKAAAAwH4dPnw4z/NJ14KDzhNAAAAAACU3whNAMzMzR44c2XNxfn6+3++PtUoAAADAfvX7/TzPa7URPuBzBRphfKysrKysrFx6fX19fXz1AQAAAEZw7ty5LMuWlpYmXREONF8BAwAAACg5CSAAAACAkpMAAgAAACg5CSAAAACAkpMAAgAAACg5CSAAAACAkhvhNfCX95b3PCsS/kv/6z8Vjr34UDdSdGs21AnVWhYJ73UHhWMvPNiJFL19sRcJv/BQqPR6s3jysd/LI0VXqrFb1il+y4KlD/qhhkf6PIUHTCNQei94x2OJ7vZu6I7nefHKB4d6cMBsnQ8trd1OtXBsrzvJhvdj4ZFNIVjzSiW0uAV3w25gbQzVO1zzQWyiTU0XL70fOAOkcL9NtYpP0pRSp90vHDtzqB4pensztB91NkKL29RM8X4LrqvTsX6bbYTueHu3+B2fjk3SLLa4PfSl3Uj41HTxfgvWPB+EVqfN2HjbCUy06HYWPatHolO/F9jOYnc8uKrDfngCCAAAAKDkJIAAAAAASk4CCAAAAKDkJIAAAAAASk4CCAAAAKDkRvhN/rNnz95zzz17LjYajePHj4+1SgAAAMB+NZvNSVeBx4AREkBnzpxZXV3dc3FxcXFtbS2llEIvWAQAAACKmJuby/N80rXgoPMVMAAAAICSG+EJoKNHj546dWrPxVartbOzk1JK2RhrBQAAAOzL8FN5q9WadEU40EZIAC0vLy8vL196fX19PaWUZsdVJQAAAGC/tra2siyTAOLyfAUMAAAAoOQkgAAAAABKTgIIAAAAoOQkgAAAAABKTgIIAAAAoOSyPM+D/8S/vwXsvyogy5aWllJKvV5vY2Nj1H+80WgcOnQopbSzs7O1tTVq+MzMzPCH0C9cuNDpdEYNX1hYqNVqKaUHH3xw1I4qR8Mvf3O/oocb3u12z58/P2p4s9mcm5tLKW1vb29vb48a/nDDz58/3+12Rw1fXFysVqupUMMrlcpVV12VJtTw2dnZqamppOEj0nAN3z8NDzZ8a2tr+IbakTzc8I2NjV6vN2r4sOF5nj/44IOjxlar1cXFxZRSp9O5cOHCqOFTU1Ozs7OpaMPn5uaazWYq2vCrrrqqUqlo+Eg0XMNHUoKGt9vtixcvjho+roafO3eu3++PGj5s+GAweOihh0aNrdVqCwsLqWjDW63WzMxMSmlzc3N3d3fU8EOHDjUajVS04UtLS1mWfdWGP/xBDP4rngACAAAAKLv8Eba1tXXy5MmTJ0++8Y1vLBD+t3/7t8PwX/3VXy0Q/su//MvD8I997GMFwr//+79/GN5ut0eNvXjx4jD2TW96U4Gi//qv/3oY/mu/9msFwn/pl35pGP7xj3+8QPj3fu/3DsM7nc6osefPnx/GvvnNby5Q9F/91V8Nw3/913+9QPgv/uIvDsP//u//vkD4d3/3dw/De73eqLEbGxvD2Le85S0Fiv7Lv/zLYfhv/MZvFAh/73vfOwz/xCc+USD8u77ru4bh/X5/1Nhz584NY9/61rcWKPrP//zPh+G/9Vu/VSD8F37hF4bhn/zkJwuEf+d3fucwvEDsgw8+OIy9+eZAiXyQAAAGKklEQVSbC4R/5CMfGYa/733vKxD+8z//88Pwf/zHfywQ/vrXv/7kyZPf8i3fUiB2fX19WPTb3va2AuFra2vD8Ntuu61A+Hve855h+N13310g/HWve93JkydXVlYKxH75y18eFv3DP/zDBcI//OEPD8N/93d/t0D4z/3czw3D/+mf/qlA+Gtf+9qTJ0++8IUvLBD7pS99aVj0j/zIjxQI/7M/+7Nh+O/93u8VCP/Zn/3ZYfg///M/Fwh/zWtec/LkyRe96EUFYr/4xS8Oi77lllsKhP/pn/7pMPz3f//3C4T/9E//9DD8nnvuKRD+Hd/xHSdPnnzxi19cIPYLX/jCsOgf/dEfLRB+5513DsPf//73Fwh/97vfPQz/1Kc+VSD81a9+9cmTJ2+44YYCsQ83/Md+7McKhP/Jn/zJMPwDH/hAgfCHG/4v//IvBcK//du//eTJky95yUsKxH7uc58bFv3jP/7jBcL/6I/+aBj+h3/4hwXCV1dXh+Gf/vSnC4S/8pWvPHny5Etf+tICsZ/97GeHRd96660Fwu+4445h+OnTpwuEv+td7xqG33vvvQXCX/GKV5w8efLGG28sEHvfffcNi37HO95RIPyDH/zgMPz2228vEP7Od75zGP6Zz3ymQPjLX/7ykydPvvzlLy8Qe++99w6L/smf/MkC4bfffvsw/IMf/GCB8FtvvXUYfv/99xcIv/HGG0+ePPmKV7yiQCz8Z7VHIcE0fKiywPeYUkrdbncY3m63C4Tv7u4Owws8WplS2tzcLPBE6NDDDS/wqH/6Tw0v8AWulFK73Y40fGtrq3DDU0qRO97r9SJ3fIINv2Lv+GAwmGDDg3P8INzxAk8Rp//U8AJPEaf/WNwqlSIPgT58xws8+J3Gt6oXa/jwjg+/DDWqcd3xiTR8eMfr9XqB2OAcf/i7FRPcx4dP3Y8qONQfbnhwcYvc8eG350ZVgqFebLT0+/0J3vGdnZ14w4vFTnYff7jhg8GgQPiw4XmhX7QY1x0vNtTHcscLBKbw4vbwmXMid/zixYuTOsCMazsrdseHDR/+RgdE+AoYAAAAQMlJAAEAAACUnAQQAAAAQMlJAAEAAACUnAQQAAAAQMk94j8k3mg03v72t6eUrrrqqgLhx44dG4YfO3asQPjKysqTnvSklNL1119fIPz7vu/7NjY2UkoFfnF9amoq0vCnPvWpw/CnPvWpBcJf+MIXPvnJT06Bhp8/fz6lVOBdOQ83fGlpqUDRT3va04bhT3va0wqEv+hFLxo2edj8Ub3hDW8YNjzLslFjp6enhzU/fPhwgaKf/vSnRxr+rd/6rU95ylNSSsMBP6o3vOENwxcTFGj4zMxMpOHLy8vD8Kc//ekFwl/84hcPF4frrruuQPgP/MAPXLx4sUBgCjf8Gc94RqThN9xww3CoPPGJTywQftNNN21ubha43Smlubm5Yc2vvvrqAuHPfOYzh+HLy8sFwm+44YZhjxVr+Bvf+MbNzc1ibw95uOHXXHNNgfCHG/6MZzyjQPhLXvKSYeC1115bIPwHf/AHCzf80KFDw5o/7nGPKxD+7Gc/exj+zGc+s0D4t33btw0DCzd8a2ur2HvfFhYWhjV//OMfXyD8Oc95TqThL33pS5/97GenlL7ma76mQPib3/zm7e3tYu+LCTb8uc99bqThN95443Of+9yU0hOe8IQC4W95y1t2dnaKNfyqq66KNPz48ePD8Gc961kFwm+88cbjx4+nQMN3d3eLvenv4YYXK/rhhg9H7Khe9rKXff3Xf30qusK89a1vLdzww4cPD2tebJZ93dd93TD8Oc95ToHwV7ziFc9//vNT0YbffPPNu7u7xV5x+HDDjxw5UiD8ec973jB8OFVH9cpXvvIFL3hBKnqKeNvb3tZut5vNZoHYa665ZljzYhvK85///EjDX/WqV33jN35jKnpu/KEf+qFOp1Ps3Y7wn2XF3psIAAAAwGOFr4ABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJSQABAAAAlJwEEAAAAEDJSQABAAAAlNz/CxbZc4VoNQC1AAAAAElFTkSuQmCC" 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--> +<pre><code>─ Session info ─────────────────────────────────────────────────────────────── + setting value + version R version 4.1.2 (2021-11-01) + os Ubuntu 24.04.2 LTS + system x86_64, linux-gnu + ui X11 + language fr_FR:en + collate en_US.utf8 + ctype en_US.utf8 + tz Europe/Paris + date 2026-01-14 + pandoc 2.19.2 @ /home/maria/miniforge3/envs/frogs@5.1.0/bin/ (via rmarkdown) + +─ Packages ─────────────────────────────────────────────────────────────────── + package * version date (UTC) lib source + ade4 1.7-22 2023-02-06 [1] CRAN (R 4.1.3) + ape 5.7-1 2023-03-13 [1] CRAN (R 4.1.3) + Biobase 2.54.0 2021-10-26 [1] Bioconductor + BiocGenerics 0.40.0 2021-10-26 [1] Bioconductor + biomformat 1.22.0 2021-10-26 [1] Bioconductor + Biostrings 2.62.0 2021-10-26 [1] Bioconductor + bitops 1.0-7 2021-04-24 [1] CRAN (R 4.1.3) + bslib 0.5.0 2023-06-09 [1] CRAN (R 4.1.3) + cachem 1.0.8 2023-05-01 [1] CRAN (R 4.1.3) + cli 3.6.1 2023-03-23 [1] CRAN (R 4.1.3) + cluster 2.1.4 2022-08-22 [1] CRAN (R 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n=C.setTimeout(e,r);t.stop=function(){C.clearTimeout(n)}})},tt=E.createElement("input"),nt=E.createElement("select").appendChild(E.createElement("option")),tt.type="checkbox",y.checkOn=""!==tt.value,y.optSelected=nt.selected,(tt=E.createElement("input")).value="t",tt.type="radio",y.radioValue="t"===tt.value;var ct,ft=S.expr.attrHandle;S.fn.extend({attr:function(e,t){return $(this,S.attr,e,t,1<arguments.length)},removeAttr:function(e){return this.each(function(){S.removeAttr(this,e)})}}),S.extend({attr:function(e,t,n){var r,i,o=e.nodeType;if(3!==o&&8!==o&&2!==o)return"undefined"==typeof e.getAttribute?S.prop(e,t,n):(1===o&&S.isXMLDoc(e)||(i=S.attrHooks[t.toLowerCase()]||(S.expr.match.bool.test(t)?ct:void 0)),void 0!==n?null===n?void S.removeAttr(e,t):i&&"set"in i&&void 0!==(r=i.set(e,n,t))?r:(e.setAttribute(t,n+""),n):i&&"get"in i&&null!==(r=i.get(e,t))?r:null==(r=S.find.attr(e,t))?void 0:r)},attrHooks:{type:{set:function(e,t){if(!y.radioValue&&"radio"===t&&A(e,"input")){var 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ke2C8vfjgV/Y9kkRQOJIn/xM9INZSpiBnqX0Q9GlQPpPKAyO5y+W5NMPSRdBCUlmuxl40ZfMCnf2Cp044uI9WLFtCi4YVxKjuRCOBWIb4XbIsGdbo4qtMQnNOQz4XDSui7W/N6l54qOynCqD3DpWQ+mpD7C40D8BZEWGJX3tlAaZBMj1yjvDYKwCJBa201u6nBKE5UE+7QSEhCwrXfbRZylAaAkplhBWX50dumrElePyNMRYUrC99UmcSSNgImhFhDI4BXjMtiqkgizUGCrZ8iwFxU6fQ8GEHCFdLewwxYWxgScAYMdMLmcZR6b7rZl95eQVDGVoUKcRMM1ixXQtXNkBETZkVVPg8LoSrdetHzkuM7DjZRHP02tCxA1fmkXKF3VzfN1pc1cv/8lbTIkkYpqKM9VOhp65ktYk+Q46myFWBapDfyWUCnsnI00QTBQmuFjMZTcd0V2NQ768Fhpby04k2IzNR1wKabuGJqYWwSly6ocMFGTeeI+ejsWDYgEvr66QgqdcIbFYDNgsm0x9UHY6SCd5+7tpsLpKdvhahIDyYmEJQCqMqtCF6UlrE5GXRmbu+vtm3BFSxI6ND6UxIE7GsGMgWqghXxSnaRJuGFveTcK5ZVSPJyjUxe1dKgI6kNF7EZhIZs8y8FVqwEfbM0Xk2ltORVDKZZM40SD3qQoQe0orJEKwPfZwm3YPqwixhUMOndis6MhbmfvLBKjC8sKKIZKbJk8L11oNkCQzCgvjhyyEiQSuJcgCQSG4Mocfgc0Hkwcjal1UNgP0CBPikYqBIk9tONv4kLtBswH07vUCjEaHiFGlLf8MgXKzSgjp2HolRRccAOh0ILHz9qlGgIFkwAnzHJRjWFhlA7ROwINyB5HFj59PRZHFor6voq7l23EPNRwdWhgawqbivLSjRA4htEYUFkjESu67icTg5S0aW1sOkCiIysfJ9UnIWevOOLGpepcBxy1wEhd2WI3AZg7sr9WBmHWyasxMcvY/iOmsLtHSWNUWEGk9hScMPShasUA1AcHOtRZlqMeQ0OzYS9vQvYUjOLrzP07BUAFikcJNMi7gIxEw4pL1G54TcmmmoAQ5s7TGWErJZ2Io4yQ0ljRYhL8H5e62oDtLF8aDpnIvZ5R3GWJyAugdiiJW9hQAVTsnCBHhwu7rkBlBX6r3b7ejEY0k5GGeyKv66v+6dg7mcJTrWHbtMywbedYqCQ0FPwoytmSWsL8WTtChZCKKzEF7vP6De4x2BJkkniMgSdWhbeBSLtJZR9CTHetK1xb34AYIJ37OegYIoPVbXgJ/qDQK+bfCtxQRVKQu77WzOoM6SGL7MaZwCGJVk46aImai9fmam+WpHG+0BtQPWUgZ7RIAlPq6lkECUhZQ2gqWkMYKcYMYaIc4gYCDFHYa2d1nzp3+J1eCBay8IYZ0wQRKGAqvCuZ/UgbQPyllosq+XtfKIZOzmeJqRazpmmoP/76YfkjzV2NlXTDSBYB04SVlNQsFTbGPk1t/I4Jktu0XSgifO2ozFOiwd/0SssJDn0dn4xqk4GDTTKX73/wQyBLdqgJ+Wx6AQaba3BA9CKEzjtQYIfAsiYamapq80LAamYjinlKXUkxdpIDk0puXUEYzSalfRibAeDAKpNiqQ0FTwoxuGYzRnisyTotdVTclis1LHRQCy/qqL8oUaQzWRxilq5Mi0IJGtMY02cGLD69vGjkj3p6pGePKI8bkBv5evq8SjjyU04vJR2cQXQwSJyoinDsUJHCQ50jrFTT7yRdbdYQMB3MYCb6uBzJ9ewhXYPAIZSXfeEQBZZ3GPN3Nbhh/wkvAJLXnQMdi5NYYZ5GHE400GS5rXkOZSQsdZgIbzRnF9ueLnsfQ47wHAsirITnTlkCcuWWIUhJSbpM3wWhXNHvt2xUsKKMpdBSbJnBMcihkoDqAd1Zml/R4yrzow1Q2A5G+kzo/RhRxQS2lCSDRV8LlYLBOOoo1bF4jwJAwKMK1tWLHlu9i0j4Ig8qVm6wE1DxXwAwQwsaBWUg2pOOol2dHxyt6npwJEdLDDVYyRc2D0HbcbLUJQj8gPevQBUBOUHXPrsAPBERICpnYESeu2OHotpXQxRGlCCtLdIsu23MhZVEoJg8Qumj/UMMc34IBqTKLDTp76WzL/dMjCxK7MjhiGjeYAC/kj/jY/Rde7hpSM1xChrog6yZ7OWTuD56xBJnGFE+pT2ElSyCnJcwVzCjkqeNLfMEJqKW0G7OFIp0G+9mh50I9o8k1tpCY0xYqFNIALgIfc2me4n1bmJnRZ89oepgLPT0NTMLNZsvSCZAc3TXaNB07vail36/dBySis4m9/DR8izaLJW6bWCkVgm5T+ius3ZXq4xI+GnbveLbdRwF2mNtsrE0JjYc1AXknCOrLSu7Te/r4dPYMCl5qtiHNTn+TPbh1jCBHH+dMJNhwNgs3nT+OhQoQ0vYif56BMG6WowAcHR3DjQolxLzyVekHj00PBAaW7IIAF1EF+uRIWyXjQMAs2chdpaKPNaB+kSezYt0+CA04sOg5vx8Fr7Ofa9sUv87h7SLAUFSzbetCCZ9pmyLt6l6/TzoA1/ZBG9bIUVHLAbi/kdBFgYGyGwRQGBpkqCEg2ah9UD6EedEcEL3j4y0BQQCiExEnocA3SZboh+epgd3YsOkHskZwPuQ5OoyA0fTA5AXrHcUOQF+zkJHIA7PwCDk1gGVmGUZSSoPhNf+Tklauz98QofOlCIQ/tCD4dosHYPqtPCXB3agggQQIqQJsSkB+qn0rkQ1toJjON/OtCIB9RYv3PqRA4C4U68ZMlZn6BdgEvi2ziU+TQ6NIw3ej+AtDwMGEZk7e2IjxUWKdAxyaw9OCwSmeADTPPleyk6UhGDNXQb++W6Uk4q6F7/rg6WVTo82IoCxSIsFDrav4EPHphD3u4hR53WKVvYZUwNCCeM4PMBWzK+EfIthZOkuAwPo5C5jgoZgn6dUdvx5rIDmd58cXXdKNfw3l+wM2UjgrDJeQHhbD7HW2QDoZMCujgIUkk5Fg8VCsdyjOtnGRx8wgKRPZN5dR0zPUyfGZFVihbFRniXZFOZGKPnEQzU3AnD1KfR6weHW2XS6KbPJxUkOTZsAB9vTVp3Le1F8q5l+DMcLiIq78jxAImD2pGFw0VHfRatScGlK6SMu8leTmhUSMy8Uhdd6xBiH3Gdman4tjQGLboJfqz6fL2WKHTmrfsKZRYX6BTDjDldKMosaSTLdQS7oDisJNqAUhw1PfTlnacCO8vl8706Km1FROgLDmudzxg+EWTiArtHgLsRrAXYWdB0NmToNCJdKm0KWycZQqb+Mw76Qy29iQ5up/X7oyw8QZ75kP5F6iJAJz6KCmqxz8fEa/xnsMYcIO/vEkGRuMckhr4rIeLrKaXnmIzlNLxbFspOphkcnJdnz/Chp/Vlpj2P7jJQmQRwGnltkTV5dbF9fE3/fxoSqTROgq9wFUlbuYzYcasE0ouzBo+dDCDzxKAfhbAZYxQiHrLzV2iVexnDX/QnT1fsT/xuhu1ui5qIytgbGmRoQkeQooO8eJNNZsf0iALur8QxZFH0nCMnjerYQqG1pIfjyVZWxhVRznmmfLG00BcBWJE6hzQWRyFknuJnXuk8A5FRDCulwrWASSNoBtR+CtGdkPwYN2o7DOw/VGlCZPusRBFXODQdUM5zeHDIVuAJBLqbO/f9Qua+pDqEPk230Sob9lEZ8BHiCorjVghuI0lI4JDgHGRDD/prQ84B1pVGkIpVUAHCG+iz3Bn3qm2AVrYcYWhock4jso5+J7HfHVj4WMIQdGctq3psBCVVzupQOEioBGA2Bk+UILT7+VoX5mdxxA5fS42gISQVi/HTzrgMxu0fY6hE1ocUwwbsbWcezrY2n6S8/6cxXkOH4prpmPuFoikTzY7T85C4T2XYlbxLglSv2uLCgFv8Quk/wdesUdWPeHYIH0R729JIisN9Apdd4eB10aqwXrPt+Su9mA8k8n1sjMwnfsfF2j3jMUzXepSHmZ/BfqXvzgUNQQWOXO8YEuFBh4QTYCkOAPxywpYu1VxiDyJmKVcmJPGWk/gc3Pov02StyYDahwmzw3E1gYC9wkupyWfDqDSUMpCTH5e5N8B//lHiMuIkTNw4USHrJU67bjXGqNav6PBuQSoqTxc8avHoGmvqNtXzIaoyMIQIiiUHIM64cXieouplhNYln7qgc4wBVAYR104kO+CvKqsg4yIUlFNThVUAKZxZt1XA34h3TCUUiXVkZ0w8Hh2R0Z5L0b4LZvPd/p1gi/07h8qfwHrByuSxglc9cI4QIg2oqvC/qm0i7tjPLTgDhoWTAKDO2ONW5oe+/eKB9vZB8K6C25yCZ9RFVMnb6NRdRjyVK57CHHSkJBfnM2/j4ODUwRkqrtBBCrDsDpt8jhZdXoy/1BCqw3sSGhgGGy0a5Jw6BP/TExoCmNFYjZl248A0osgPyGEmRA+fAsqPVaNAfytu0vuQJ7rk3J4kTDTR2AlCHJ5cls26opZM4w3jMULh2YXKpcqGBtuleAlOZnaZGbD6DHzMd6i2oFeJ8z9XYmalg1Szd/ocZDc1C7Y6vcALJz2lYnTXiWEr2wawtoR4g3jvWUU2Ngjd1cewtFzEvM1NiHZPeLlIXFbBPawxNgMwwAlyNSuGF3zizVeOoC9bag1qRAQKQE/EZBWC2J8mnXAN2aTBboZ7HewnObE8CwROudZHmUM5oZ/Ugd/JZQK8lvAm43uDRAbyW8gZ+ZGq0EVerVGUKUSm/Idn8AQHdR4m7bue88WBwft9mSCeMOt1ncBwziOmJYI2ZR7ewNMPiCugmSsE4EyQ+QATJG6qORMGd4snEzc6B4shPIo4G1T7PgSm8PY5eUkPdF8JZ0VBtadbHXoJgnEhZQaODPj2gpODKJY5Yp4DOsLBFxWbvXN755KWylJm+oOd4zEL9Hpubuy2gyyfxh8oEfFutnYWdfB8PdESLWYvSqbElP9qo3u6KTmkhoacDauMNNjj0oy40DFV7Ql0aZj77xfGl7TJNHnIwgqOkenruYYNo6h724+zUQ7+vkCpZB+pGA562hYQiDxHVWOq0oDQl/QsoiY+cuI7iWq/ZIBtHcXJ7kks+h2fCNUPA82BzjnqktNts+RLdk1VSu+tqEn7QZCCsvEqk6FkfiOYkrsw092J8jsfIuEKypNjLxrKA9kiA19mxBD2suxQKCzwXGws7kEJvlhUiV9tArLIdZW0IORcxEzdzKmjtFhsjKy/44XYXdI5noQoRcvjZ1RMPACRqYg2V1+OwOepcOknRLLFdYgTkT5UApt/JhLM3jeFYprZV+Zow2g8fP+U68hkKFWJj2yBbKqsrp25xkZX1DAjUw52IMYWaOhab8Kp05VrdNftqwRrymWF4OQSjbdfzmRZirK8FMJELEgER2PHjEAN9pGfLhCUiTJFbd5LBkOBMaxLr/A1SY9dXFz4RjzoU9ExfJCmx/I9FKEGT3n2cmzl2X42L3Jh+AbQq6sA+Ss1kitoa4TAYgKHaoybHUDJ51oETdeI/9ThSmjWGkyLi5QAGWhL0BG1UsTyRGRJOldKBrYJeB8ljLJHfATWTEQBXBDnQexOHTB+Un44zExFE4vLytcu5NwpWrUxO/0ZICUGM7hGABXym0V6ZvDST0E370St9MIWQOTWngeoQHUTdCJUP04spMBMS8LSker9cReVQkULFDIZDFPrhTzBl6sed9wcZQTbL+BDqMyaN3RJPh/anbx+Iv+qgQdAa3M9Z5JmvYlh4qop+Ho1F1W5gbOE9YKLgAnWytXElU4G8GtW47lhgFE6gaSs+gs37sFvi0PPVvA5dnCBgILTwoKd/+DoL9F6inlM7H4rOTzD79KJgKlZO/Zgt22UsKhrAaXU5ZcLrAglTVKJEmNJvORGN1vqrcfSMizfpsgbIe9zno+gBoKVXgIL/VI8dB1O5o/R3Suez/gD7M781ShjKpIIORM/nxG+jjhhgPwsn2IoXsPGPqYHXA63zJ07M2GPEykQwJBYLK808qYxuIew4frk52nhCsnCYmXiR6CuapvE1IwRB4/QftDbEn+AucIr1oxrLabRj9q4ae0+fXkHnteAJwXRbVkR0mctVSwEbqhJiMSZUp9DNbEDMmjX22m3ABpkrPQQTP3S1sib5pD2VRKRd+eNAjLYyT0hGrdjWJZy24OYXRoWQAIhGBZRxuBFMjjZQhpgrWo8SiFYbojcHO8V5DyscJpLTHyx9Fimassyo5U6WNtquUMYgccaHY5amgR3PQzq3ToNM5ABnoB9kuxsebqmYZm0R9qxJbFXCQ1UPyFIbxoUraTJFDpCk0Wk9GaYJKz/6oHwEP0Q14lMtlddQsOAU9zlYdMVHiT7RQP3XCmWYDcHCGbVRHGnHuwzScA0BaSBOGkz3lM8CArjrBsyEoV6Ys4qgDK3ykQQPZ3hCRGNXQTNNXbEb6tDiTDLKOyMzRhCFT+mAUmiYbV3YQVqFVp9dorv+TsLeCykS2b5yyu8AV7IS9cxcL8z4Kfwp+xJyYLv1OsxQCZwTB4a8BZ/5EdxTBJthApqyfd9u3ifr/WILTqq5VqgwMT9SOxbSGWLQJUUWCVi4k9tho9nEsbUh7U6NUsLmkYFXOhZ0kmamaJLRNJzSj/qn4Mso6zb6iLLBXoaZ6AqeWCjHQm2lztnejYYM2eubnpBdKVLORZhudH3JF1waBJKA9+W8EhMj3Kzf0L4vi4k6RoHh3Z5YgmSZmk6ns4fjScjAoL8GoOECgqgYEBYUGFVO4FUv4/YtowhEmTs0vrvlD/CrisnoBNDAcUi/teY7OctFlmARQzjOItrrlKuPO6E2Ox93L4O/4DcgV/dZ7qR3VBwVQxP1GCieA4RIpweYJ5FoYrHxqRBdJjnqbsikA2Ictbb8vE1GYIo9dacK0REgDX4smy6GAkxlH1yCGGsk+tgiDhNKuKu3yNrMdxafmKTF632F8Vx4BNK57GvlFisrkjN9WDAtjsWA0ENT2e2nETUb/n7qwhvGnrHuf5bX6Vh/n3xffU3PeHdR+FA92i6ufT3AlyAREoNDh6chiMWTvjKjHDeRhOa9YkOQRq1vQXEMppAQVwHCuIcV2g5rBn6GmZZpTR7vnSD6ZmhdSl176gqKTXu5E+YbfL0adwNtHP7dT7t7b46DVZIkzaRJOM+S6KcrzYVg+T3wSRFRQashjfU18NutrKa/7PXbtuJvpIjbgPeqd+pjmRw6YKpnANFSQcpzTZgpSNJ6J7uiagAbir/8tNXJ/OsOnRh6iuIexxrmkIneAgz8QoLmiaJ8sLQrELVK2yn3wOHp57BAZJhDZjTBzyoRAuuZ4eoxHruY1pSb7qq79cIeAdOwin4GdgMeIMHeG+FZWYaiUQQyC5b50zKjYw97dFjAeY2I4Bnl105Iku1y0lMA1ZHolLx19uZnRdILcXKlZGQx/GdEqSsMRU1BIrFqRcV1qQOOHyxOLXEGcbRtAEsuAC2V4K3p5mFJ22IDWaEkk9ttf5Izb2LkD1MnrSwztXmmD/Qi/EmVEFBfiKGmftsPwVaIoZanlKndMZsIBOskFYpDOq3QUs9aSbAAtL5Dbokus2G4/asthNMK5UQKCOhU97oaOYNGsTah+jfCKsZnTRn5TbhFX8ghg8CBYt/BjeYYYUrtUZ5jVij/op7V5SsbA4mYTOwZ46hqdpbB6Qvq3AS2HHNkC15pTDIcDNGsMPXaBidXYPHc6PJAkRh29Vx8KcgX46LoUQBhRM+3SW6Opll/wgxxsPgKJKzr5QCmwkUxNbeg6Wj34SUnEzOemSuvS2OetRCO8Tyy+QbSKVJcqkia+GvDefFwMOmgnD7h81TUtMn+mRpyJJ349HhAnoWFTejhpYTL9G8N2nVg1qkXBeoS9Nw2fB27t7trm7d/QK7Cr4uoCeOQ7/8JfKT77KiDzLImESHw/0wf73QeHu74hxv7uihi4fTX+XEwAyQG3264dwv17aJ5N335Vt9sdrAXhPOAv8JFvzqyYXwfx8WYJaef1gMl98JRFyl5Mv5Uo/oVH5ww5OzLFsiTPDns7fS6EURSSWd/92BxMYQ8sBaH+j+wthQPdVgDGpTfi+JQIWMD8xKqULliRH01rTeyF8x8q/GBEEEBrAJMPf25UQwi0b8tmqRXY7kIvNkzrkvRWLnxoGYEJsz8u4oOyMp8cHyaybb1HdMCaLApUE+/7xLIZGP6H9xuSEXp1zLIdjk5nBaMuV/yTDRRP8Y2ww5RO6d2D94o+6ucWIqUAvgHIHXhZsmDhjVLczmZ3ca0Cb3PpKwt2UtHVQ0BgFJsqqTsnzZPlKahRUkEu4qmkJt+kqdae76ViWe3STan69yaF9+fESD2lcQshLHWVu4ovItXxO69bqC5p1nZLvI8NdQB9s9UNaJGlQ5mG947ipdDA0eTIw/A1zEdjWquIsQXXGIVEH0thC5M+W9pZe7IhAVnPJkYCCXN5a32HjN6nsvokEqRS44tGIs7s2LVTvcrHAF+RVmI8L4HUYk4x+67AxSMJKqCg8zrGOgvK9kNMdDrNiUtSWuHFpC8/p5qIQrEo/H+1l/0cAwQ2nKmpWxKcMIuHY44Y6DlkpO48tRuUGBWT0FyHwSKO72Ud+tJUfdaZ4CWNijzZtlRa8+CkmO/EwHYfPZFU/hzjFWH7vnzHRMo+aF9u8qHSAiEkA2HjoNQPEwHsDKOt6hOoK3Ce/+/9boMWDa44I6FrQhdgS7OnNaSzwxWKZMcyHi6LN4WC6sSj0qm2PSOGBTvDs/GWJS6SwEN/ULwpb4LQo9fYjUfSXRwZkynUazlSpvX9e+G2zor8l+YaMxSEomDdLHGcD6YVQPegTaA74H8+V4WvJkFUrjMLGLlvSZQWvi8/QA7yzQ8GPno//5SJHRP/OqKObPCo81s/+6WgLqykYpGAgQZhVDEBPXWgU/WzFZjKUhSFInufPRiMAUULC6T11yL45ZrRoB4DzOyJShKXaAJIBS9wzLYIoCEcJKQW8GVCx4fihqJ6mshBUXSw3wWVj3grrHQlGNGhIDNNzsxQ3M+GWn6ASobIWC+LbYOC6UpahVO13Zs2zOzZC8z7FmA05JhUGyBsF4tsG0drcggIFzgg/kpf3+CnAXKiMgIE8Jk/Mhpkc8DUJEUzDSnWlQFme3d0sHZDrg7LavtsEX3cHwjCYA17pMTfx8Ajw9hHscN67hyo+RJQ4458RmPywXykkVcW688oVUrQhahpPRvTWPnuI0B+SkQu7dCyvLRyFYlC1LG1gRCIvn3rwQeINzZQC2KXq31FaR9UmVV2QeGVqBHjmE+VMd3b1fhCynD0pQNhCG6/WCDbKPyE7NRQzL3BzQAJ0g09aUzcQA6mUp9iZFK6Sbp/YbHjo++7/Wj8S4YNa+ZdqAw1hDrKWFXv9+zaXpf8ZTDSbiqsxnwN/CzK5tPkOr4tRh2kY3Bn9JtalbIOI4b3F7F1vPQMfoDcdxMS8CW9m/NCW/HILTUVWQIPiD0j1A6bo8vsv6P1hCESl2abrSJWDrq5sSzUpwoxaCU9FtJyYH4QFMxDBpkkBR6kn0LMPO+5EJ7Z6bCiRoPedRZ/P0SSdii7ZnPAtVwwHUidcdyspwncz5uq6vvm4IEDbJVLUFCn/LvIHfooUBTkFO130FC7CmmcrKdgDJcid9mvVzsDSibOoXtIf9k6ABle3PmIxejodc4aob0QKS432srrCMndbfD454q52V01G4q913mC5HOsTzWF4h2No1av1VbcUgWAqyoZl+11PoFYnNv2HwAODeNRkHj+8SF1fcvVBu6MrehHAZK1Gm69ICcTKizykHgGFx7QdowTVAsYEF2tVc0Z6wLryz2FI1sc5By2znJAAmINndoJiB4sfPdPrTC8RnkW7KRCwxC6YvXg5ahMlQuMpoCSXjOlBy0Kij+bsCYPbGp8BdCBiLmLSAkEQRaieWo1SYvZIKJGj9Ur/eWHjiB7SOVdqMAVmpBvfRiebsFjger7DC+8kRFGtNrTrnnGD2GAJb8rQCWkUPYHhwXsjNBSkE6lGWUj5QNhK0DMNM2l+kXRZ0KLZaGsFSIdQz/HXDxf3/TE30+DgBKWGWdxElyLccJfEpjsnszECNoDGZpdwdRgCixeg9L4EPhH+RptvRMVRaahu4cySjS3P5wxAUCPkmn+rhyASpmiTaiDeggaIxYBmtLZDDhiWIJaBgzfCsAGUF1Q1SFZYyXDt9skCaxJsxK2Ms65dmdp5WAZyxik/zbrTQk5KmgxCg/f45L0jywebOWUYFJQAJia7XzCV0x89rpp/f3AVWhSPyTanqmik2SkD8A3Ml4NhIGLAjBXtPShwKYfi2eXtrDuKLk4QlSyTw1ftXgwqA2jUuopDl+5tfUWZNwBpEPXghzbBggYCw/dhy0ntds2yeHCDKkF/YxQjNIL/F/37jLPHCKBO9ibwYCmuxImIo0ijV2Wbg3kSN2psoe8IsABv3RNFaF9uMyCtCYtqcD+qNOhwMlfARQUdJ2tUX+MNJqOwIciWalZsmEjt07tfa8ma4cji9sqz+Q9hWfmMoKEbIHPOQORbhQRHIsrTYlnVTNvcq1imqmmPDdVDkJgRcTgB8Sb6epCQVmFZe+jGDiNJQLWnfx+drTKYjm0G8yH0ZAGMWzEJhUEQ4Maimgf/bkvo8PLVBsZl152y5S8+HRDfZIMCbYZ1WDp4yrdchOJw8k6R+/2pHmydK4NIK2PHdFPHtoLmHxRDwLFb7eB+M4zNZcB9NrAgjVyzLM7xyYSY13ykWfIEEd2n5/iYp3ZdrCf7fL+en+sIJu2W7E30MrAgZBD1rAAbZHPgeAMtKCg3NpSpYQUDWJu9bT3V7tOKv+NRiJc8JAKqqgCA/PNRBR7ChpiEulyQApMK1AyqcWnpSOmYh6yLiWkGJ2mklCSPIqN7UypWj3dGi5MvsHQ87MrB4VFgypJaFriaHivwcHIpmyi5LhNqtem4q0n8awM19Qk8BOS0EsqGscuuydYsIGsbT5GHnERUiMpKJl4ON7qjB4fEqlGN/hCky89232UQCiaeWpDYCJINXjT6xl4Gc7DxRCtgV0i1ma4RgWLsNtnEBRQFqZggCLiuyEydmFd7WlogpkCw5G1x4ft2psm3KAREwVwr1Gzl6RT7FDAqpVal34ewVm3VH4qn5mjGj+bYL1NgfLNeXDwtmYSpwzbruDKpTjOdgiIHDVQSb5/zBgSMbHLkxWWgghIh9QTFSDILixVwg0Eg1puooBiHAt7DzwJ7m8i8/i+jHvKf0QDnnHVkVTIqMvIQImOrzCJwhSR7qYB5gSwL6aWL9hERHCZc4G2+JrpgHNB8eCCmcIWIQ6rSdyPCyftXkDlErUkHafHRlkOIjxGbAktz75bnh50dU7YHk+Mz7wwstg6RFZb+TZuSOx1qqP5C66c0mptQmzIC2dlpte7vZrauAMm/7RfBYkGtXWGiaWTtwvAQiq2oD4YixPLXE2khB2FRaNRDTk+9sZ6K74Ia9VntCpN4BhJGJMT4Z5c5FhSepRCRWmBXqx+whVZC4me4saDs2iNqXMuCl6iAZflH8fscC1sTsy4PHeC+XYuqMBMUun5YezKbRKmEPwuK+CLzijPEQgfhahQswBBLfg/GBgBiI4QwAqzJkkyYAWtjzSg2ILgMAgqxYfwERRo3zruBL9WOryUArSD8sQOcD7fvIODJxKFS615KFPsb68USBEPPj1orNzFY2xoTtNBVTyzBhPbhFH0PI5AtlJBl2aSgNPYzxYLw7XTDBDinmVoENwiGzmngrMo8OmnRP0Z0i0Zrln9DDFcnmOoBZjABaQIbPOJYZGqX+RCMlDDbElcjaROLDoualmUIQ88Kekk3iM4OQrADcxi3rJguS4MOIBIgKgXrjd1WkbCdqxJk/4efRIFsavZA7KvvJQqp3Iid5Z0NFc5aiMRzGN3vrpBzaMy4JYde3wr96PjN90AYOIbyp6T4zj8LoE66OGcX1Ef4Z3KoWLAUF4BTg7ug/AbkG5UNQXAMkQezujSHeir2uTThgd3gpyzDrbnEdDRH2W7U6PeRvBX1ZFMP5RM+Zu6UUZZD8hDPHldVWntTCNk7To8IeOW9yn2wx0gmurwqC60AOde4r3ETi5pVMSDK8wxhoGAoEX9NLWHIR33VbrbMveii2jAJlrxwytTHbWNu8Y4N8vCCyZjAX/pcsfwXbLze2+D+u33OGBoJyAAL3jn3RuEcdp5If8O+a4NKWvxOTyDltG0IWoHhwVGe7dKkCWFT++tm+haBCikRUUMrMhYKZJKYoVuv/bsJzO8DwfVIInQq3g3BYypiz8baogH3r3GwqCwFtZnz4xMjAVOYnyOi5HWbFA8n0qz1OjSpHWFzpQOpvkNETZBGpxN8ybhtqV/DMUxd9uFZmBfKXMCn/SqkWJyKPnT6lq+4zBZni6fYRByJn6OK+OgPBGRAJluwGSk4wxjOOzyce/PKODwRlsgrVkdcsEiYrqYdXo0Er2GXi2GQZd0tNJT6c9pK1EEJG1zgDJBoTVuCXGAU8BKTvCO/cEQ1Wjk3Zzuy90JX4m3O5IlxVFhYkSUwuQB2up7jhvkm+bddRQu5F9s0XftGEJ9JSuSk+ZachCbdU45fEqbugzTIUokwoAKvpUQF/CvLbWW5BNQFqFkJg2f30E/48StNe5QwBg8zz3YAJ82FZoXBxXSv4QDooDo79NixyglO9AembuBcx5Re3CwOKTHebOPhkmFC7wNaWtoBhFuV4AkEuJ0J+1pT0tLkvFVZaNzfhs/Kd3+A9YsImlO4XK4vpCo/elHQi/9gkFg07xxnuXLt21unCIpDV+bbRxb7FC6nWYTsMFF8+1LUg4JFjVt3vqbuhHmDKbgQ4e+RGizRiO8ky05LQGMdL2IKLSNar0kNG7lHJMaXr5mLdG3nykgj6vB/KVijd1ARWkFEf3yiUw1v/WaQivVUpIDdSNrrKbjO5NPnxz6qTTGgYg03HgPhDrCFyYZTi3XQw3HXCva39mpLNFtz8AiEhxAJHpWX13gCTAwgm9YTvMeiqetdNQv6IU0hH0G+ZManTqDLPjyrOse7WiiwOJCG+J0pZYULhN8NILulmYYvmVcV2MjAfA39sGKqGdjpiPo86fecg65UPyXDIAOyOkCx5NQsLeD4gGVjTVDwOHWkbbBW0GeNjDkcSOn2Nq4cEssP54t9D749A7M1AIOBl0Fi0sSO5v3P7LCBrM6ZwFY6kp2FX6AcbGUdybnfChHPyu6WlRZ2Fwv9YM0RMI7kISRgR8HpQSJJOyTfXj/6gQKuihPtiUtlCQVPohUgzfezTg8o1b3n9pNZeco1QucaoXe40Fa5JYhqdTspFmxGtW9h5ezLFZs3j/N46f+S2rjYNC2JySXrnSAFhvAkz9a5L3pza8eYKHNoPrvBRESpxYPJdKVUxBE39nJ1chrAFpy4MMkf0qKgYALctGg1DQI1kIymyeS2AJNT4X240d3IFQb/0jQbaHJ2YRK8A+ls6WMhWmpCXYG5jqapGs5/eOJErxi2/2KWVHiPellTgh/fNl/2KYPKb7DUcAg+mCOPQFCiU9Mq/WLcU1xxC8aLePFZZlE+PCLzf7ey46INWRw2kcXySR9FDgByXzfxiNKwDFbUSMMhALPFSedyjEVM5442GZ4hTrsAEvZxIieSHGSgkwFh/nFNdrrFD4tBH4Il7fW6ur4J8Xaz7RW9jgtuPEXQsYk7gcMs2neu3zJwTyUerHKSh1iTBkj2YJh1SSOZL5pLuQbFFAvyO4k1Hxg2h99MTC6cTUkbONQIAnEfGsGkNFWRbuRyyaEZInM5pij73EA9rPIUfU4XoqQpHT9THZkW+oKFLvpyvTBMM69tN1Ydwv1LIEhHsC+ueVG+w+kyCPsvV3erRikcscHjZCkccx6VrBkBRusTDDd8847GA7p2Ucy0y0HdSRN6YIBciYa4vuXcAZbQAuSEmzw+H/AuOx+aH+tBL88H57D0MsqyiZxhOEQkF/8DR1d2hSPMj/sNOa5rxcUnBgH8ictv2J+cb4BA4v3MCShdZ2vtK30vAwkobnEWh7rsSyhmos3WC93Gn9C4nnAd/PjMMtQfyDNZsOPd6XcAsnBE/mRHtHEyJMzJfZFLE9OvQa0i9kUmToJ0ZxknTgdl/XPV8xoh0K7wNHHsnBdvFH3sv52lU7UFteseLG/VanIvcwycVA7+BE1Ulyb20BvwUWZcMTKhaCcmY3ROpvonVMV4N7yBXTL7IDtHzQ4CCcqF66LjF3xUqgErKzolLyCG6Kb7irP/MVTCCwGRxfrPGpMMGvPLgJ881PHMNMIO09T5ig7AzZTX/5PLlwnJLDAPfuHynSGhV4tPqR3gJ4kg4c06c/F1AcjGytKm2Yb5jwMotF7vro4YDLWlnMIpmPg36NgAZsGA0W1spfLSue4xxat0Gdwd0lqDBOgIaMANykwwDKejt5YaNtJYIkrSgu0KjIg0pznY0SCd1qlC6R19g97UrWDoYJGlrvCE05J/5wkjpkre727p5PTRX5FGrSBIfJqhJE/IS876PaHFkx9pGTH3oaY3jJRvLX9Iy3Edoar7cFvJqyUlOhAEiOSAyYgVEGkzHdug+oRHIEOXAExMiTSKU9A6nmRC8mp8iYhwWdP2U/5EkFAdPrZw03YA3gSyNUtMZeh7dDCu8pF5x0VORCTgKp07ehy7NZqKTpIC4UJJ89lnboyAfy5OyXzXtuDRbtAFjZRSyGFTpFrXwkpjSLIQIG3N0Vj4BtzK3wdlkBJrO18MNsgseR4BysJilI0wI6ZahLhBFA0XBmV8d4LUzEcNVb0xbLjLTETYN8OEVqNxkt10W614dd1FlFFVTIgB7/BQQp1sWlNolpIu4ekxUTBV7NmxOFKEBmmN+nA7pvF78/RII5ZHA09OAiE/66MF6HQ+qVEJCHxwymukkNvzqHEh52dULPbVasfQMgTDyBZzx4007YiKdBuUauQOt27Gmy8ISclPmEUCIcuLbkb1mzQSqIa3iE0PJh7UMYQbkpe+hXjTJKdldyt2mVPwywoODGJtBV1lJTgMsuSQBlDMwhEKIfrvsxGQjHPCEfNfMAY2oxvyKcKPUbQySkKG6tj9AQyEW3Q5rpaDJ5Sns9ScLKeizPRbvWYAw4bXkrZdmB7CQopCH8NAmqbuciZChHN8lVGaDbCnmddnqO1PQ4ieMYfcSiBE5zzMz+JV/4eyzrzTEShvqSGzgWimkNxLvUj86iAwcZuIkqdB0VaIB7wncLRmzHkiUQpPBIXbDDLHBlq7vp9xwuC9AiNkIptAYlG7Biyuk8ILdynuUM1cHWJgeB+K3wBP/ineogxkvBNNQ4AkW0hvpBOQGFfeptF2YTR75MexYDUy7Q/9uocGsx41O4IZhViw/2FvAEuGO5g2kyXBUijAggWM08bRhXg5ijgMwDJy40QeY/cQpUDZiIzmvskQpO5G1zyGZA8WByjIQU4jRoFJt56behxtHUUE/om7Rj2psYXGmq3llVOCgGYKNMo4pzwntITtapDqjvQtqpjaJwjHmDzSVGLxMt12gEXAdLi/caHSM3FPRGRf7dB7YC+cD2ho6oL2zGDCkjlf/DFoQVl8GS/56wur3rdV6ggtzZW60MRB3g+U1W8o8cvqIpMkctiGVMzXUFI7FacFLrgtdz4mTEr4aRAaQ2AFQaNeG7GX0yOJgMRYFziXdJf24kg/gBQIZMG/YcPEllRTVNoDYR6oSJ8wQNLuihfw81UpiKPm714bZX1KYjcXJdfclCUOOpvTxr9AAJevTY4HK/G7F3mUc3GOAKqh60zM0v34v+ELyhJZqhkaMA8UMMOU90f8RKEJFj7EqepBVwsRiLbwMo1J2zrE2UYJnsgIAscDmjPjnzI8a719Wxp757wqmSJBjXowhc46QN4RwKIxqEE6E5218OeK7RfcpGjWG1jD7qND+/GTk6M56Ig4yMsU6LUW1EWE+fIYycVV1thldSlbP6ltdC01y3KUfkobkt2q01YYMmxpKRvh1Z48uNKzP/IoRIZ/F6buOymSnW8gICitpJjKWBscSb9JJKaWkvEkqinAJ2kowKoqkqZftRqfRQlLtKoqvTRDi2vg/RrPD/d3a09J8JhGZlEkOM6znTsoMCsuvTmywxTCDhw5dd0GJOHCMPbsj3QLkTE3MInsZsimDQ3HkvthT7U9VA4s6G07sID0FW4SHJmRGwCl+Mu4xf0ezqeXD2PtPDnwMPo86sbwDV+9PWcgFcARUVYm3hrFQrHcgMElFGbSM2A1zUYA3baWfheJp2AINmTJLuoyYD/OwA4a6V0ChBN97E8YtDBerUECv0u0TlxR5yhJCXvJxgyM73Bb6pyq0jTFJDZ4p1Am1SA6sh8nADd1hAcGBMfq4d/UfwnmBqe0Jun1n1LzrgKuZMAnxA3NtCN7Klf4BH+14B7ibBmgt0TGUafVzI4uKlpF7v8NmgNjg90D6QE3tbx8AjSAC+OA1YJvclyPKgT27QpIEgVYpbPYGBsnyCNrGz9XUsCHkW1QAHgL2STZk12QGqmvAB0NFteERkvBIH7INDsNW9KKaAYyDMdBEMzJiWaJHZALqDxQDWRntumSDPcplyFiI1oDpT8wbwe01AHhW6+vAUUBoGhY3CT2tgwehdPqU/4Q7ZLYvhRl/ogOvR9O2+wkkPKW5vCTjD2fHRYXONCoIl4Jh1bZY0ZE1O94mMGn/dFSWBWzQ/VYk+Gezi46RgiDv3EshoTmMSlioUK6MQEN8qeyK6FRninyX8ZPeUWjjbMJChn0n/yJvrq5bh5UcCAcBYSafTFg7p0jDgrXo2QWLb3WpSOET/Hh4oSadBTvyDo10IufLzxiMLAnbZ1vcUmj3w7BQuIXjEZXifwukVxrGa9j+DXfpi12m1RbzYLg9J2wFergEwOxFyD0/JstNK06ZN2XdZSGWxcJODpQHOq4iKqjqkJUmPu1VczL5xTGUfCgLEYyNBCCbMBFT/cUP6pE/mujnHsSDeWxMbhrNilS5MyYR0nJyzanWXBeVcEQrRIhQeJA6Xt4f2eQESNeLwmC10WJVHqwx8SSyrtAAjpGjidcj1E2FYN0LObUcFQhafUKTiGmHWRHGsFCB+HEXgrzJEB5bp0QiF8ZHh11nFX8AboTD0PS4O1LqF8XBks2MpjsQnwKHF6HgaKCVLJtcr0XjqFMRGfKv8tmmykhLRzu+vqQ02+KpJBjaLt9ye1Ab+BbEBhy4EVdIJDrL2naV0o4wU8YZ2Lq04FG1mWCKC+UwkXOoAjneU/xHplMQo2cXUlrVNqJYczgYlaOEczVCs/OCgkyvLmTmdaBJc1iBLuKwmr6qtRnhowngsDxhzKFAi02tf8bmET8BO27ovJKF1plJwm3b0JpMh38+xsrXXg7U74QUM8ZCIMOpXujHntKdaRtsgyEZl5MClMVMMMZkZLNxH9+b8fH6+b8Lev30A9TuEVj9CqAdmwAAHBPbfOBFEATAPZ2CS0OH1Pj/0Q7PFUcC8hDrxESWdfgFRm+7vvWbkEppHB4T/1ApWnlTIqQwjcPl0VgS1yHSmD0OdsCVST8CQVwuiew1Y+g3QGFjNMzwRB2DSsAk26cmA8lp2wIU4p93AUBiUHFGOxOajAqD7Gm6NezNDjYzwLOaSXRBYcWipTSONHjUDXCY4mMI8XoVCR/Rrs/JLKXgEx+qkmeDlFOD1/yTQNDClRuiUyKYCllfMiQiyFkmuTz2vLsBNyRW+xz+5FElFxWB28VjYIGZ0Yd+5wIjkcoMaggxswbT0pCmckRAErbRlIlcOGdBo4djTNO8FAgQ+lT6vPS60BwTRSUAM3ddkEAZiwtEyArrkiDRnS7LJ+2hwbzd2YDQagSgACpsovmjil5wfPuXq3GuH0CyE7FK3M4FgRaFoIkaodORrPx1+JpI9psyNYIFuJogZa0/1AhOWdlHQxdAgbwacsHqPZo8u/ngAH2GmaTdhYnBfSDbBfh8CHq6Bx5bttP2+RdM+MAaYaZ0Y/ADkbNCZuAyAVQa2OcXOeICmDn9Q/eFkDeFQg5MgHEDXq/tVjj+jtd26nhaaolWxs1ixSUgOBwrDhRIGOLyOVk2/Bc0UxvseQCO2pQ2i+Krfhu/WeBovNb5dJxQtJRUDv2mCwYVpNl2efQM9xQHnK0JwLYt/U0Wf+phiA4uw8G91slC832pmOTCAoZXohg1fewCZqLBhkOUBofBWpMPsqg7XEXgPfAlDo2U5WXjtFdS87PIqClCK5nW6adCeXPkUiTGx0emOIDQqw1yFYGHEVx20xKjJVYe0O8iLmnQr3FA9nSIQilUKtJ4ZAdcTm7+ExseJauyqo30hs+1qSW211A1SFAOUgDlCGq7eTIcMAeyZkV1SQJ4j/e1Smbq4HcjqgFbLAGLyKxlMDMgZavK5NAYH19Olz3la/QCTiVelFnU6O/GCvykqS/wZJDhKN9gBtSOp/1SP5VRgJcoVj+kmf2wBgv4gjrgARBWiURYx8xENV3bEVUAAWWD3dYDKAIWk5opaCFCMR5ZjJExiCAw7gYiSZ2rkyTce4eNMY3lfGn+8p6+vBckGlKEXnA6Eota69OxDO9oOsJoy28BXOR0UoXNRaJD5ceKdlWMJlOFzDdZNpc05tkMGQtqeNF2lttZqNco1VtwXgRstLSQ6tSPChgqtGV5h2DcDReIQadaNRR6AsAYKL5gSFsCJMgfsaZ7DpKh8mg8Wz8V7H+gDnLuMxaWEIUPevIbClgap4dqmVWSrPgVYCzAoZHIa5z2Ocx1D/GvDOEqMOKLrMefWIbSWHZ6jbgA8qVBhYNHpx0P+jAgN5TB3haSifDcApp6yymEi6Ij/GsEpDYUgcHATJUYDUAmC1SCkJ4cuZXSAP2DEpQsGUjQmKJfJOvlC2x/pChkOyLW7KEoMYc5FDC4v2FGqSoRWiLsbPCiyg1U5yiHZVm1XLkHMMZL11/yxyw0UnGig3MFdZklN5FI/qiT65T+jOXOdO7XbgWurOAZR6Cv9uu1cm5LjkXX4xi6mWn5r5NjBS0gTliHhMZI2WNqSiSphEtiCAwnafS11JhseDGHYQ5+bqWiAYiAv6Jsf79/VUs4cIl+n6+WOjcgB/2l5TreoAV2717JzZbQIR0W1cl/dEqCy5kJ3ZSIHuU0vBoHooEpiHeQWVkkkOqRX27eD1FWw4BfO9CJDdKoSogQi3hAAwsPRFrN5RbX7bqLdBJ9JYMohWrgJKHSjVl1sy2xAG0E3sNyO0oCbSGOxCNBRRXTXenYKuwAoDLfnDcQaCwehUOIDiHAu5m5hMpKeKM4sIo3vxACakIxKoH2YWF2QM84e6F5C5hJU4g8uxuFOlAYnqtwxmHyNEawLW/PhoawJDrGAP0JYWHgAVUByo/bGdiv2T2EMg8gsS14/rAdzlOYazFE7w4OzxeKiWdm3nSOnQRRKXSlVo8HEAbBfyJMKqoq+SCcTSx5NDtbFwNlh8VhjGGDu7JG5/TAGAvniQSSUog0pNzTim8Owc6QTuSKSTXlQqwV3eiEnklS3LeSXYPXGK2VgeZBqNcHG6tZHvA3vTINhV0ELuQdp3t1y9+ogD8Kk/W7QoRN1UWPqM4+xdygkFDPLoTaumKReKiLWoPHOfY54m3qPx4c+4pgY3MRKKbljG8w4wvz8pxk3AqKsy4GMAkAtmRjRMsCxbb4Q2Ds0Ia9ci8cMT6DmsJG00XaHCIS+o3F8YVVeikw13w+OEDaCYYhC0ZE54kA4jpjruBr5STWeqQG6M74HHL6TZ3lXrd99ZX++7LhNatQaZosuxEf5yRA15S9gPeHskBIq3Gcw81AGb9/O53DYi/5CsQ51EmEh8Rkg4vOciClpy4d04eYsfr6fyQkBmtD+P8sNh6e+XYHJXT/lkXxT4KXU5F2sGxYyzfniMMQkb9OjDN2C8tRRgTyL7GwozH14PrEUZc6oz05Emne3Ts5EG7WolDmU8OB1LDG3VrpQxp+pT0KYV5dGtknU64JhabdqcVQbG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) 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0 : start; + end = end >= pageCount ? pageCount : end; + + var first = false; + var last = false; + + if (start > 0 && me.visible > 1) { + start = start + 1; + first = true; + } + + if (end < pageCount && me.visible > 2) { + end = end - 1; + last = true; + } + + return { + first: first, + start: start, + end: end, + last: last + }; + }; + + me.getRowStart = function() { + var rowStart = page.number * page.rows; + if (rowStart < 0) + rowStart = 0; + + return rowStart; + }; + + me.getRowEnd = function() { + var rowStart = me.getRowStart(); + return Math.min(rowStart + me.rows, data.length); + }; + + me.getPaddingRows = function() { + var rowStart = me.getRowStart(); + var rowEnd = me.getRowEnd(); + return data.length > me.rows ? me.rows - (rowEnd - rowStart) : 0; + }; + }; + + var Columns = function(data, columns, options) { + var me = this; + + me.defaults = { + min: 5 + }; + + me.number = 0; + me.visible = 0; + me.total = columns.length; + me.subset = []; + me.padding = 0; + me.min = options.columns.min !== null ? options.columns.min : me.defaults.min; + me.max = options.columns.max !== null ? options.columns.max : null; + me.widths = {}; + + var widthsLookAhead = Math.max(100, options.rows.min); + var paddingColChars = 10; + + me.emptyNames = function() { + columns.forEach(function(column) { + if (columns.label !== null && columns.label !== "") + return false; + }); + + return true; + }; + + var parsePadding = function(value) { + return parseInt(value) >= 0 ? parseInt(value) : 0; + }; + + me.calculateWidths = function(measures) { + columns.forEach(function(column) { + var maxChars = Math.max( + column.label.toString().length, + column.type.toString().length + ); + + for (var idxRow = 0; idxRow < Math.min(widthsLookAhead, data.length); idxRow++) { + maxChars = Math.max(maxChars, data[idxRow][column.name.toString()].length); + } + + me.widths[column.name] = { + // width in characters + chars: maxChars, + // width for the inner html columns + inner: maxChars * measures.character, + // width adding outer styles like padding + outer: maxChars * measures.character + measures.padding + }; + }); + }; + + me.getWidth = function() { + var widthOuter = 0; + for (var idxCol = 0; idxCol < me.subset.length; idxCol++) { + var columnName = me.subset[idxCol].name; + widthOuter = widthOuter + me.widths[columnName].outer; + } + + widthOuter = widthOuter + me.padding * paddingColChars * measurer.measures.character; + + if (me.hasMoreLeftColumns()) { + widthOuter = widthOuter + columnNavigationWidthPX + measurer.measures.padding; + } + + if (me.hasMoreRightColumns()) { + widthOuter = widthOuter + columnNavigationWidthPX + measurer.measures.padding; + } + + return widthOuter; + }; + + me.updateSlice = function() { + if (me.number + me.visible >= me.total) + me.number = me.total - me.visible; + + if (me.number < 0) me.number = 0; + + me.subset = columns.slice(me.number, Math.min(me.number + me.visible, me.total)); + + me.subset = me.subset.map(function(column) { + Object.keys(column).forEach(function(colKey) { + column[colKey] = column[colKey] === null ? "" : column[colKey].toString(); + }); + + column.width = null; + return column; + }); + }; + + me.setVisibleColumns = function(columnNumber, newVisibleColumns, paddingCount) { + me.number = columnNumber; + me.visible = newVisibleColumns; + me.padding = paddingCount; + + me.updateSlice(); + }; + + me.incColumnNumber = function(increment) { + me.number = me.number + increment; + }; + + me.setColumnNumber = function(newNumber) { + me.number = newNumber; + }; + + me.setPaddingCount = function(newPadding) { + me.padding = newPadding; + }; + + me.getPaddingCount = function() { + return me.padding; + }; + + me.hasMoreLeftColumns = function() { + return me.number > 0; + }; + + me.hasMoreRightColumns = function() { + return me.number + me.visible < me.total; + }; + + me.updateSlice(0); + return me; + }; + + var data = source.data; + var page = new Page(data, options); + var measurer = new Measurer(data, options); + var columns = new Columns(data, source.columns, options); + + var table = null; + var tableDiv = null; + var header = null; + var footer = null; + var tbody = null; + + // Caches pagedTable.clientWidth, specially for webkit + var cachedPagedTableClientWidth = null; + + var onChangeCallbacks = []; + + var clearSelection = function() { + if(document.selection && document.selection.empty) { + document.selection.empty(); + } else if(window.getSelection) { + var sel = window.getSelection(); + sel.removeAllRanges(); + } + }; + + var columnNavigationWidthPX = 5; + + var renderColumnNavigation = function(increment, backwards) { + var arrow = document.createElement("div"); + arrow.setAttribute("style", + "border-top: " + columnNavigationWidthPX + "px solid transparent;" + + "border-bottom: " + columnNavigationWidthPX + "px solid transparent;" + + "border-" + (backwards ? "right" : "left") + ": " + columnNavigationWidthPX + "px solid;"); + + var header = document.createElement("th"); + header.appendChild(arrow); + header.setAttribute("style", + "cursor: pointer;" + + "vertical-align: middle;" + + "min-width: " + columnNavigationWidthPX + "px;" + + "width: " + columnNavigationWidthPX + "px;"); + + header.onclick = function() { + columns.incColumnNumber(backwards ? -1 : increment); + + me.animateColumns(backwards); + renderFooter(); + + clearSelection(); + triggerOnChange(); + }; + + return header; + }; + + var maxColumnWidth = function(width) { + var padding = 80; + var columnMax = Math.max(cachedPagedTableClientWidth - padding, 0); + + return parseInt(width) > 0 ? + Math.min(columnMax, parseInt(width)) + "px" : + columnMax + "px"; + }; + + var clearHeader = function() { + var thead = pagedTable.querySelectorAll("thead")[0]; + thead.innerHTML = ""; + }; + + var renderHeader = function(clear) { + cachedPagedTableClientWidth = pagedTable.clientWidth; + + var fragment = document.createDocumentFragment(); + + header = document.createElement("tr"); + fragment.appendChild(header); + + if (columns.number > 0) + header.appendChild(renderColumnNavigation(-columns.visible, true)); + + columns.subset = columns.subset.map(function(columnData) { + var column = document.createElement("th"); + column.setAttribute("align", columnData.align); + column.style.textAlign = columnData.align; + + column.style.maxWidth = maxColumnWidth(null); + if (columnData.width) { + column.style.minWidth = + column.style.maxWidth = maxColumnWidth(columnData.width); + } + + var columnName = document.createElement("div"); + columnName.setAttribute("class", "pagedtable-header-name"); + if (columnData.label === "") { + columnName.innerHTML = " "; + } + else { + columnName.appendChild(document.createTextNode(columnData.label)); + } + column.appendChild(columnName); + + var columnType = document.createElement("div"); + columnType.setAttribute("class", "pagedtable-header-type"); + if (columnData.type === "") { + columnType.innerHTML = " "; + } + else { + columnType.appendChild(document.createTextNode("<" + columnData.type + ">")); + } + column.appendChild(columnType); + + header.appendChild(column); + + columnData.element = column; + + return columnData; + }); + + for (var idx = 0; idx < columns.getPaddingCount(); idx++) { + var paddingCol = document.createElement("th"); + paddingCol.setAttribute("class", "pagedtable-padding-col"); + header.appendChild(paddingCol); + } + + if (columns.number + columns.visible < columns.total) + header.appendChild(renderColumnNavigation(columns.visible, false)); + + if (typeof(clear) == "undefined" || clear) clearHeader(); + var thead = pagedTable.querySelectorAll("thead")[0]; + thead.appendChild(fragment); + }; + + me.animateColumns = function(backwards) { + var thead = pagedTable.querySelectorAll("thead")[0]; + + var headerOld = thead.querySelectorAll("tr")[0]; + var tbodyOld = table.querySelectorAll("tbody")[0]; + + me.fitColumns(backwards); + + renderHeader(false); + + header.style.opacity = "0"; + header.style.transform = backwards ? "translateX(-30px)" : "translateX(30px)"; + header.style.transition = "transform 200ms linear, opacity 200ms"; + header.style.transitionDelay = "0"; + + renderBody(false); + + if (headerOld) { + headerOld.style.position = "absolute"; + headerOld.style.transform = "translateX(0px)"; + headerOld.style.opacity = "1"; + headerOld.style.transition = "transform 100ms linear, opacity 100ms"; + headerOld.setAttribute("class", "pagedtable-remove-head"); + if (headerOld.style.transitionEnd) { + headerOld.addEventListener("transitionend", function() { + var headerOldByClass = thead.querySelector(".pagedtable-remove-head"); + if (headerOldByClass) thead.removeChild(headerOldByClass); + }); + } + else { + thead.removeChild(headerOld); + } + } + + if (tbodyOld) table.removeChild(tbodyOld); + + tbody.style.opacity = "0"; + tbody.style.transition = "transform 200ms linear, opacity 200ms"; + tbody.style.transitionDelay = "0ms"; + + // force relayout + window.getComputedStyle(header).opacity; + window.getComputedStyle(tbody).opacity; + + if (headerOld) { + headerOld.style.transform = backwards ? "translateX(20px)" : "translateX(-30px)"; + headerOld.style.opacity = "0"; + } + + header.style.transform = "translateX(0px)"; + header.style.opacity = "1"; + + tbody.style.opacity = "1"; + } + + me.onChange = function(callback) { + onChangeCallbacks.push(callback); + }; + + var triggerOnChange = function() { + onChangeCallbacks.forEach(function(onChange) { + onChange(); + }); + }; + + var clearBody = function() { + if (tbody) { + table.removeChild(tbody); + tbody = null; + } + }; + + var renderBody = function(clear) { + cachedPagedTableClientWidth = pagedTable.clientWidth + + var fragment = document.createDocumentFragment(); + + var pageData = data.slice(page.getRowStart(), page.getRowEnd()); + + pageData.forEach(function(dataRow, idxRow) { + var htmlRow = document.createElement("tr"); + htmlRow.setAttribute("class", (idxRow % 2 !==0) ? "even" : "odd"); + + if (columns.hasMoreLeftColumns()) + htmlRow.appendChild(document.createElement("td")); + + columns.subset.forEach(function(columnData) { + var cellName = columnData.name; + var dataCell = dataRow[cellName]; + var htmlCell = document.createElement("td"); + + if (dataCell === "NA") htmlCell.setAttribute("class", "pagedtable-na-cell"); + if (dataCell === "__NA__") dataCell = "NA"; + + var cellText = document.createTextNode(dataCell); + htmlCell.appendChild(cellText); + if (dataCell.length > 50) { + htmlCell.setAttribute("title", dataCell); + } + htmlCell.setAttribute("align", columnData.align); + htmlCell.style.textAlign = columnData.align; + htmlCell.style.maxWidth = maxColumnWidth(null); + if (columnData.width) { + htmlCell.style.minWidth = htmlCell.style.maxWidth = maxColumnWidth(columnData.width); + } + htmlRow.appendChild(htmlCell); + }); + + for (var idx = 0; idx < columns.getPaddingCount(); idx++) { + var paddingCol = document.createElement("td"); + paddingCol.setAttribute("class", "pagedtable-padding-col"); + htmlRow.appendChild(paddingCol); + } + + if (columns.hasMoreRightColumns()) + htmlRow.appendChild(document.createElement("td")); + + fragment.appendChild(htmlRow); + }); + + for (var idxPadding = 0; idxPadding < page.getPaddingRows(); idxPadding++) { + var paddingRow = document.createElement("tr"); + + var paddingCellRow = document.createElement("td"); + paddingCellRow.innerHTML = " "; + paddingCellRow.setAttribute("colspan", "100%"); + paddingRow.appendChild(paddingCellRow); + + fragment.appendChild(paddingRow); + } + + if (typeof(clear) == "undefined" || clear) clearBody(); + tbody = document.createElement("tbody"); + tbody.appendChild(fragment); + + table.appendChild(tbody); + }; + + var getLabelInfo = function() { + var pageStart = page.getRowStart(); + var pageEnd = page.getRowEnd(); + var totalRows = data.length; + + var totalRowsLabel = options.rows.total ? options.rows.total : totalRows; + var totalRowsLabelFormat = totalRowsLabel.toString().replace(/(\d)(?=(\d\d\d)+(?!\d))/g, '$1,'); + + var infoText = (pageStart + 1) + "-" + pageEnd + " of " + totalRowsLabelFormat + " rows"; + if (totalRows < page.rows) { + infoText = totalRowsLabel + " row" + (totalRows != 1 ? "s" : ""); + } + if (columns.total > columns.visible) { + var totalColumnsLabel = options.columns.total ? options.columns.total : columns.total; + + infoText = infoText + " | " + (columns.number + 1) + "-" + + (Math.min(columns.number + columns.visible, columns.total)) + + " of " + totalColumnsLabel + " columns"; + } + + return infoText; + }; + + var clearFooter = function() { + footer = pagedTable.querySelectorAll("div.pagedtable-footer")[0]; + footer.innerHTML = ""; + + return footer; + }; + + var createPageLink = function(idxPage) { + var pageLink = document.createElement("a"); + pageLinkClass = idxPage === page.number ? "pagedtable-index pagedtable-index-current" : "pagedtable-index"; + pageLink.setAttribute("class", pageLinkClass); + pageLink.setAttribute("data-page-index", idxPage); + pageLink.onclick = function() { + page.setPageNumber(parseInt(this.getAttribute("data-page-index"))); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + + pageLink.appendChild(document.createTextNode(idxPage + 1)); + + return pageLink; + } + + var renderFooter = function() { + footer = clearFooter(); + + var next = document.createElement("a"); + next.appendChild(document.createTextNode("Next")); + next.onclick = function() { + page.setPageNumber(page.number + 1); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + if (data.length > page.rows) footer.appendChild(next); + + var pageNumbers = document.createElement("div"); + pageNumbers.setAttribute("class", "pagedtable-indexes"); + + var pageRange = page.getVisiblePageRange(); + + if (pageRange.first) { + var pageLink = createPageLink(0); + pageNumbers.appendChild(pageLink); + + var pageSeparator = document.createElement("div"); + pageSeparator.setAttribute("class", "pagedtable-index-separator-left"); + pageSeparator.appendChild(document.createTextNode("...")) + pageNumbers.appendChild(pageSeparator); + } + + for (var idxPage = pageRange.start; idxPage < pageRange.end; idxPage++) { + var pageLink = createPageLink(idxPage); + + pageNumbers.appendChild(pageLink); + } + + if (pageRange.last) { + var pageSeparator = document.createElement("div"); + pageSeparator.setAttribute("class", "pagedtable-index-separator-right"); + pageSeparator.appendChild(document.createTextNode("...")) + pageNumbers.appendChild(pageSeparator); + + var pageLink = createPageLink(page.total - 1); + pageNumbers.appendChild(pageLink); + } + + if (data.length > page.rows) footer.appendChild(pageNumbers); + + var previous = document.createElement("a"); + previous.appendChild(document.createTextNode("Previous")); + previous.onclick = function() { + page.setPageNumber(page.number - 1); + renderBody(); + renderFooter(); + + triggerOnChange(); + }; + if (data.length > page.rows) footer.appendChild(previous); + + var infoLabel = document.createElement("div"); + infoLabel.setAttribute("class", "pagedtable-info"); + infoLabel.setAttribute("title", getLabelInfo()); + infoLabel.appendChild(document.createTextNode(getLabelInfo())); + footer.appendChild(infoLabel); + + var enabledClass = "pagedtable-index-nav"; + var disabledClass = "pagedtable-index-nav pagedtable-index-nav-disabled"; + previous.setAttribute("class", page.number <= 0 ? disabledClass : enabledClass); + next.setAttribute("class", (page.number + 1) * page.rows >= data.length ? disabledClass : enabledClass); + }; + + var measuresCell = null; + + var renderMeasures = function() { + var measuresTable = document.createElement("table"); + measuresTable.style.visibility = "hidden"; + measuresTable.style.position = "absolute"; + measuresTable.style.whiteSpace = "nowrap"; + measuresTable.style.height = "auto"; + measuresTable.style.width = "auto"; + + var measuresRow = document.createElement("tr"); + measuresTable.appendChild(measuresRow); + + measuresCell = document.createElement("td"); + var sampleString = "ABCDEFGHIJ0123456789"; + measuresCell.appendChild(document.createTextNode(sampleString)); + + measuresRow.appendChild(measuresCell); + + tableDiv.appendChild(measuresTable); + } + + me.init = function() { + tableDiv = document.createElement("div"); + pagedTable.appendChild(tableDiv); + var pagedTableClass = data.length > 0 ? + "pagedtable pagedtable-not-empty" : + "pagedtable pagedtable-empty"; + + if (columns.total == 0 || (columns.emptyNames() && data.length == 0)) { + pagedTableClass = pagedTableClass + " pagedtable-empty-columns"; + } + + tableDiv.setAttribute("class", pagedTableClass); + + renderMeasures(); + measurer.calculate(measuresCell); + columns.calculateWidths(measurer.measures); + + table = document.createElement("table"); + table.setAttribute("cellspacing", "0"); + table.setAttribute("class", "table table-condensed"); + tableDiv.appendChild(table); + + table.appendChild(document.createElement("thead")); + + var footerDiv = document.createElement("div"); + footerDiv.setAttribute("class", "pagedtable-footer"); + tableDiv.appendChild(footerDiv); + + // if the host has not yet provided horizontal space, render hidden + if (tableDiv.clientWidth <= 0) { + tableDiv.style.opacity = "0"; + } + + me.render(); + + // retry seizing columns later if the host has not provided space + function retryFit() { + if (tableDiv.clientWidth <= 0) { + setTimeout(retryFit, 100); + } else { + me.render(); + triggerOnChange(); + } + } + if (tableDiv.clientWidth <= 0) { + retryFit(); + } + }; + + var registerWidths = function() { + columns.subset = columns.subset.map(function(column) { + column.width = columns.widths[column.name].inner; + return column; + }); + }; + + var parsePadding = function(value) { + return parseInt(value) >= 0 ? parseInt(value) : 0; + }; + + me.fixedHeight = function() { + return options.rows.max != null; + } + + me.fitRows = function() { + if (me.fixedHeight()) + return; + + measurer.calculate(measuresCell); + + var rows = options.rows.min !== null ? options.rows.min : 0; + var headerHeight = header !== null && header.offsetHeight > 0 ? header.offsetHeight : 0; + var footerHeight = footer !== null && footer.offsetHeight > 0 ? footer.offsetHeight : 0; + + if (pagedTable.offsetHeight > 0) { + var availableHeight = pagedTable.offsetHeight - headerHeight - footerHeight; + rows = Math.floor((availableHeight) / measurer.measures.height); + } + + rows = options.rows.min !== null ? Math.max(options.rows.min, rows) : rows; + + page.setRows(rows); + } + + // The goal of this function is to add as many columns as possible + // starting from left-to-right, when the right most limit is reached + // it tries to add columns from the left as well. + // + // When startBackwards is true columns are added from right-to-left + me.fitColumns = function(startBackwards) { + measurer.calculate(measuresCell); + columns.calculateWidths(measurer.measures); + + if (tableDiv.clientWidth > 0) { + tableDiv.style.opacity = 1; + } + + var visibleColumns = tableDiv.clientWidth <= 0 ? Math.max(columns.min, 1) : 1; + var columnNumber = columns.number; + var paddingCount = 0; + + // track a list of added columns as we build the visible ones to allow us + // to remove columns when they don't fit anymore. + var columnHistory = []; + + var lastTableHeight = 0; + var backwards = startBackwards; + + var tableDivStyle = window.getComputedStyle(tableDiv, null); + var tableDivPadding = parsePadding(tableDivStyle.paddingLeft) + + parsePadding(tableDivStyle.paddingRight); + + var addPaddingCol = false; + var currentWidth = 0; + + while (true) { + columns.setVisibleColumns(columnNumber, visibleColumns, paddingCount); + currentWidth = columns.getWidth(); + + if (tableDiv.clientWidth - tableDivPadding < currentWidth) { + break; + } + + columnHistory.push({ + columnNumber: columnNumber, + visibleColumns: visibleColumns, + paddingCount: paddingCount + }); + + if (columnHistory.length > 100) { + console.error("More than 100 tries to fit columns, aborting"); + break; + } + + if (columns.max !== null && + columns.visible + columns.getPaddingCount() >= columns.max) { + break; + } + + // if we run out of right-columns + if (!backwards && columnNumber + columns.visible >= columns.total) { + // if we started adding right-columns, try adding left-columns + if (!startBackwards && columnNumber > 0) { + backwards = true; + } + else if (columns.min === null || visibleColumns + columns.getPaddingCount() >= columns.min) { + break; + } + else { + paddingCount = paddingCount + 1; + } + } + + // if we run out of left-columns + if (backwards && columnNumber == 0) { + // if we started adding left-columns, try adding right-columns + if (startBackwards && columnNumber + columns.visible < columns.total) { + backwards = false; + } + else if (columns.min === null || visibleColumns + columns.getPaddingCount() >= columns.min) { + break; + } + else { + paddingCount = paddingCount + 1; + } + } + + // when moving backwards try fitting left columns first + if (backwards && columnNumber > 0) { + columnNumber = columnNumber - 1; + } + + if (columnNumber + visibleColumns < columns.total) { + visibleColumns = visibleColumns + 1; + } + } + + var lastRenderableColumn = { + columnNumber: columnNumber, + visibleColumns: visibleColumns, + paddingCount: paddingCount + }; + + if (columnHistory.length > 0) { + lastRenderableColumn = columnHistory[columnHistory.length - 1]; + } + + columns.setVisibleColumns( + lastRenderableColumn.columnNumber, + lastRenderableColumn.visibleColumns, + lastRenderableColumn.paddingCount); + + if (pagedTable.offsetWidth > 0) { + page.setVisiblePages(Math.max(Math.ceil(1.0 * (pagedTable.offsetWidth - 250) / 40), 2)); + } + + registerWidths(); + }; + + me.fit = function(startBackwards) { + me.fitRows(); + me.fitColumns(startBackwards); + } + + me.render = function() { + me.fitColumns(false); + + // render header/footer to measure height accurately + renderHeader(); + renderFooter(); + + me.fitRows(); + renderBody(); + + // re-render footer to match new rows + renderFooter(); + } + + var resizeLastWidth = -1; + var resizeLastHeight = -1; + var resizeNewWidth = -1; + var resizeNewHeight = -1; + var resizePending = false; + + me.resize = function(newWidth, newHeight) { + + function resizeDelayed() { + resizePending = false; + + if ( + (resizeNewWidth !== resizeLastWidth) || + (!me.fixedHeight() && resizeNewHeight !== resizeLastHeight) + ) { + resizeLastWidth = resizeNewWidth; + resizeLastHeight = resizeNewHeight; + + setTimeout(resizeDelayed, 200); + resizePending = true; + } else { + me.render(); + triggerOnChange(); + + resizeLastWidth = -1; + resizeLastHeight = -1; + } + } + + resizeNewWidth = newWidth; + resizeNewHeight = newHeight; + + if (!resizePending) resizeDelayed(); + }; +}; + +var PagedTableDoc; +(function (PagedTableDoc) { + var allPagedTables = []; + + PagedTableDoc.initAll = function() { + allPagedTables = []; + + var pagedTables = [].slice.call(document.querySelectorAll('[data-pagedtable="false"],[data-pagedtable=""]')); + pagedTables.forEach(function(pagedTable, idx) { + pagedTable.setAttribute("data-pagedtable", "true"); + pagedTable.setAttribute("pagedtable-page", 0); + pagedTable.setAttribute("class", "pagedtable-wrapper"); + + var pagedTableInstance = new PagedTable(pagedTable); + pagedTableInstance.init(); + + allPagedTables.push(pagedTableInstance); + }); + }; + + PagedTableDoc.resizeAll = function() { + allPagedTables.forEach(function(pagedTable) { + pagedTable.render(); + }); + }; + + window.addEventListener("resize", PagedTableDoc.resizeAll); + + return PagedTableDoc; +})(PagedTableDoc || (PagedTableDoc = {})); + +window.onload = function() { + PagedTableDoc.initAll(); +}; +</script> +<script> + +/** + * jQuery Plugin: Sticky Tabs + * + * @author Aidan Lister <aidan@php.net> + * adapted by Ruben Arslan to activate parent tabs too + * http://www.aidanlister.com/2014/03/persisting-the-tab-state-in-bootstrap/ + */ +(function($) { + "use strict"; + $.fn.rmarkdownStickyTabs = function() { + var context = this; + // Show the tab corresponding with the hash in the URL, or the first tab + var showStuffFromHash = function() { + var hash = window.location.hash; + var selector = hash ? 'a[href="' + hash + '"]' : 'li.active > a'; + var $selector = $(selector, context); + if($selector.data('toggle') === "tab") { + $selector.tab('show'); + // walk up the ancestors of this element, show any hidden tabs + $selector.parents('.section.tabset').each(function(i, elm) { + var link = $('a[href="#' + $(elm).attr('id') + '"]'); + if(link.data('toggle') === "tab") { + link.tab("show"); + } + }); + } + }; + + + // Set the correct tab when the page loads + showStuffFromHash(context); + + // Set the correct tab when a user uses their back/forward button + $(window).on('hashchange', function() { + showStuffFromHash(context); + }); + + // Change the URL when tabs are clicked + $('a', context).on('click', function(e) { + history.pushState(null, null, this.href); + showStuffFromHash(context); + }); + + return this; + }; +}(jQuery)); + +window.buildTabsets = function(tocID) { + + // build a tabset from a section div with the .tabset class + function buildTabset(tabset) { + + // check for fade and pills options + var fade = tabset.hasClass("tabset-fade"); + var pills = tabset.hasClass("tabset-pills"); + var navClass = pills ? "nav-pills" : "nav-tabs"; + + // determine the heading level of the tabset and tabs + var match = tabset.attr('class').match(/level(\d) /); + if (match === null) + return; + var tabsetLevel = Number(match[1]); + var tabLevel = tabsetLevel + 1; + + // find all subheadings immediately below + var tabs = tabset.find("div.section.level" + tabLevel); + if (!tabs.length) + return; + + // create tablist and tab-content elements + var tabList = $('<ul class="nav ' + navClass + '" role="tablist"></ul>'); + $(tabs[0]).before(tabList); + var tabContent = $('<div class="tab-content"></div>'); + $(tabs[0]).before(tabContent); + + // build the tabset + var activeTab = 0; + tabs.each(function(i) { + + // get the tab div + var tab = $(tabs[i]); + + // get the id then sanitize it for use with bootstrap tabs + var id = tab.attr('id'); + + // see if this is marked as the active tab + if (tab.hasClass('active')) + activeTab = i; + + // remove any table of contents entries associated with + // this ID (since we'll be removing the heading element) + $("div#" + tocID + " li a[href='#" + id + "']").parent().remove(); + + // sanitize the id for use with bootstrap tabs + id = id.replace(/[.\/?&!#<>]/g, '').replace(/\s/g, '_'); + tab.attr('id', id); + + // get the heading element within it, grab it's text, then remove it + var heading = tab.find('h' + tabLevel + ':first'); + var headingText = heading.html(); + heading.remove(); + + // build and append the tab list item + var a = $('<a role="tab" data-toggle="tab">' + headingText + '</a>'); + a.attr('href', '#' + id); + a.attr('aria-controls', id); + var li = $('<li role="presentation"></li>'); + li.append(a); + tabList.append(li); + + // set it's attributes + tab.attr('role', 'tabpanel'); + tab.addClass('tab-pane'); + tab.addClass('tabbed-pane'); + if (fade) + tab.addClass('fade'); + + // move it into the tab content div + tab.detach().appendTo(tabContent); + }); + + // set active tab + $(tabList.children('li')[activeTab]).addClass('active'); + var active = $(tabContent.children('div.section')[activeTab]); + active.addClass('active'); + if (fade) + active.addClass('in'); + + if (tabset.hasClass("tabset-sticky")) + tabset.rmarkdownStickyTabs(); + } + + // convert section divs with the .tabset class to tabsets + var tabsets = $("div.section.tabset"); + tabsets.each(function(i) { + buildTabset($(tabsets[i])); + }); +}; + +</script> +<script> +window.initializeCodeFolding = function(show) { + + // handlers for show-all and hide all + $("#rmd-show-all-code").click(function() { + $('div.r-code-collapse').each(function() { + $(this).collapse('show'); + }); + }); + $("#rmd-hide-all-code").click(function() { + $('div.r-code-collapse').each(function() { + $(this).collapse('hide'); + }); + }); + + // index for unique code element ids + var currentIndex = 1; + + // select all R code blocks + var rCodeBlocks = $('pre.r, pre.python, pre.bash, pre.sql, pre.cpp, pre.stan, pre.julia, pre.foldable'); + rCodeBlocks.each(function() { + // skip if the block has fold-none class + if ($(this).hasClass('fold-none')) return; + + // create a collapsable div to wrap the code in + var div = $('<div class="collapse r-code-collapse"></div>'); + var showThis = (show || $(this).hasClass('fold-show')) && !$(this).hasClass('fold-hide'); + var id = 'rcode-643E0F36' + currentIndex++; + div.attr('id', id); + $(this).before(div); + $(this).detach().appendTo(div); + + // add a show code button right above + var showCodeText = $('<span>' + (showThis ? 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id="rmd-download-source" href="#">Download Rmd</a></li> +</ul> +</div> + + + + +</div> + + +<!-- rnb-text-begin --> +<meta http-equiv="Content-Type" content="text/html; charset=UTF-8" /> +<meta name="author" content="Ta Thi Ngan - SIGENAE/GABI & Maria Bernard - SIGENAE/GABI" /> +<meta name="version" content="5.1.0" /> +<meta name="copyright" content="Copyright (C) 2025 INRAE" /> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<script> + +const DEFAULT_THEME = "DefaultTheme"; +var CURRENT_THEME = DEFAULT_THEME; + +const logo2 = 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" + +const logoBase64 = 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" + +const logoCoral = "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" + +const logoGold = "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" + +const logoSteel = "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" + +/**************************************************************************** */ + +paletteColors10 = { + //"DefaultTheme": ['#03A5A8','#8fc63e','#B85C3A','#BEDAC4','#412722','#DAB6C2','#58C1C4','#A1B56B','#C7A7B7','#E3DCCF'], + "DefaultTheme": ['#03A5A8','#8fc63e','#B85C3A', '#2F6F7E', '#5B8E3B', '#9C4F2E', '#6B4C7A', '#1F4E3D', '#C26A7A', '#B08A2E', '#4E5D63', '#7A6A4F', '#3F6B5F', '#8B5D7C', '#5C5A3A'], + //"SteelTheme" : ['#265763','#65c1bf','#D88C3A','#BEDAC4','#412722','#DAB6C2','#58C1C4','#A1B56B','#C7A7B7','#E3DCCF'], + "SteelTheme" : ['#265763','#65c1bf','#D88C3A', '#3E4F6A', '#4F7F78', '#8C5A2B', '#6A4E73', '#2E5F4A', '#B75C6E', '#A8922E', '#5E6266', '#7C6A4E', '#3F6C74', '#8A6A7C', '#6B6A3E'], + //"CoralTheme": ['#00A3A6','#ed6d6c','#1F3A44','#737F75','#7A8FA3','#D7B377','#A7C7A1','#A79BAE','#A0705A','#92B7C9'], + "CoralTheme": ['#00A3A6','#ed6d6c','#1F3A44','#2F6F7A', '#7A8F3A', '#9C4B3C', '#6A4F7A', '#2E5E4F', '#B85E73', '#B49A32', '#5A5F63', '#7A6B4A', '#3F6F6A', '#8A5E6E', '#5C5A3F'], + //"GoldTheme": ['#ed6d6c','#f9b136','#4C8F9C','#a2a32f','#7398A6','#D7A5B3','#6B8E3A','#CFA96E','#7E6FA8','#E3C9B2'] + "GoldTheme": ['#ed6d6c','#f9b136','#4C8F9C','#7E3F1D', '#C97F2A', '#8A9B3F', '#3B7A6A', '#1E4F6A', '#6E5B8C', '#A14C64', '#BFA65A', '#5C4632', '#7F8C92', '#4E6B3F', '#9C6B3D'] +} + +FROGSlogos = { + "DefaultTheme": logoBase64, + "SteelTheme" : logoSteel, + "CoralTheme" : logoCoral, + "GoldTheme" : logoGold +} + +function getFrogsSunburstPalette() { + switch (CURRENT_THEME) { + case "DefaultTheme": + return paletteColors10["DefaultTheme"]; + case "CoralTheme": + return paletteColors10["CoralTheme"]; + case "GoldTheme": + return paletteColors10["GoldTheme"]; + case "SteelTheme": + return paletteColors10["SteelTheme"]; + default: + return paletteColors10["DefaultTheme"]; + } +} + +function getLogo() { + switch (CURRENT_THEME) { + case "DefaultTheme": + return FROGSlogos["DefaultTheme"]; + case "CoralTheme": + return FROGSlogos["CoralTheme"]; + case "GoldTheme": + return FROGSlogos["GoldTheme"]; + case "SteelTheme": + return FROGSlogos["SteelTheme"]; + default: + return FROGSlogos["DefaultTheme"]; + } +} + +// Fonction pour changer le logo +function update_logo(val){ + CURRENT_THEME = val; + document.getElementById("logo").src = "data:image/png;base64," + getLogo(val); +} + +function update_theme_Rmd(CURRENT_THEME){ + if(CURRENT_THEME == "CoralTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + }else if(CURRENT_THEME == "SteelTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + }else if(CURRENT_THEME == "GoldTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + } + else if(CURRENT_THEME == "DefaultTheme" ){ + document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]); + document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)"); + document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)"); + } + const select = document.getElementById("themechoice"); + + // Réactiver uniquement les vraies options (celles avec une value) + Array.from(select.options).forEach(opt => { + if (opt.value) { + opt.disabled = false; + } + }); + + // Désactiver l’option actuellement sélectionnée (si ce n’est pas le placeholder) + const selectedOption = select.options[select.selectedIndex]; + if (selectedOption.value) { + selectedOption.disabled = true; + } + + update_logo(CURRENT_THEME); +} + + +</script> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +<div style="display:flex; align-items:center; gap:15px; margin-bottom:20px;"> +<img id="logo" src="data:image/png;base64," alt="FROGS logo" style="height:180px;"> +<h1 style="margin:0;"> +Stat: Sample clustering using different linkage method<i><span class="text-accent">(phyloseq_clustering.py v5.1.0)</span></i> +</h1> +</div> +<script> + +$(function () { + update_logo(CURRENT_THEME); +}); + + +</script> +<style type="text/css"> +:root { +--frogsColor: #03A5A8; --frogsColorHover: hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1); +--frogsPreColor: hsl(from var(--frogsColor) h s l / 0.1); +} +.text-accent { +color: #595c5f; +} +.main-container{ +max-width: 75% !important; +} +h1{ +color: var(--frogsColor); +} +h2{ +color: var(--frogsColor); +} +a { +color: var(--frogsColor); +} +a:hover{ +color: var(--frogsColorHover); +} +.nav-pills > li.active > a, .nav-pills > li.active > a:focus{ +color: #fff; +background-color: var(--frogsColor); +border-color: #dee2e6 #dee2e6 #fff; +} +.nav-pills > li.active > a:hover { +background-color: var(--frogsColorHover); +} +.button { +background-color: var(--frogsColor) ; +border : none; +color : white; +padding : 5px 10px; +text-align : center; +text-decoration : none; +display : inline-block; +font-size : 12px; +margin : 4px 2px; +cursor : pointer; +border-radius : 8px; +} +h4 { display : block; +font-size : 1em; +margin-top : 1.33em; +margin-bottom: 1.33em; +margin-left : 0; +margin-right : 0; +font-weight : bold; +color : var(--frogsColor); +} +code.r{ +font-size: 11px; +} +pre{ +font-size: 11px ; +background-color: var(--frogsPreColor) !important; +} +.frogsversion{ +position: absolute; +right: 5%; +color: var(--frogsColor); +font-style: italic; +font-size: smaller; +padding:8px; +} +.frogsversion > a{ +border: none !important; +display: inline-block; +} +#themechoice{ +border-radius: 0.25em; +background-color: white; +border: 1px solid #dee2e6; +font-weight: 400; +line-height: 1.5; +padding: .375rem 2.25rem .375rem .75rem; +} +</style> +<!-- rnb-text-end --> +<!-- rnb-text-begin --> +<!-- rnb-text-end --> +<!-- rnb-chunk-begin --> +<!-- rnb-source-begin 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--> +<pre class="r"><code>## Import packages +library(phyloseq) +library(scales) +library(ape) +source(file.path(params$libdir, "graphical_methods.R")) +## Alternative to source all extra function from a github repo +## source("https://raw.githubusercontent.com/mahendra-mariadassou/phyloseq-extended/master/load-extra-functions.R") + +## Setting variables + ## The Phyloseq object (format rdata) + # phyloseq <- "" + + ## The beta diversity distance matrix file + # distance <- "" + + ## The experiment variable that you want to analyse + # varExp <- "" + +## Create input and parameters dataframe + # params <- data.frame( "phyloseq" = phylose, "distance" = distance, "varExp" = varExp) + +## Load data + ## the phyloseq object +load(params$phyloseq) + + ## the distance matrix file +A <- read.table(file=params$distance, row.names=1) +dist <- as.dist(A)</code></pre> +<!-- rnb-source-end --> +<!-- rnb-chunk-end --> +<!-- rnb-text-begin --> +<div id="section" class="section level1 tabset 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ZOgPW0okVoqWql58+ZJR6ZOnbqncKr+adOmTevWrT/88MPKl6Wlpddcc8306dOTmr333nt33HFH4pH+/fvfeeedffv2bdGiReUmyDfffPMtt9yy21EyspShV6r6/bMlJSW1uqk8U2rYOKVS6Cs341OdmxvzfxPVzZdJymqYnzTX4gD/fgOAA4cAGgDIah06dBgzZsyYMWOKi4vnzJkzd+7ct9566/XXX0/akeDNN9985plnLrjggjorrHp0sm7dunbt2lVvuXLlypRHSXp0XhRFxx9/fNu2bVPucD9y+umnP/7448uXLz/hhBOq9mr461//OmXKlG9/+9uJLR977LHEOyKbN2/+wgsvJG2DUFRUtKeBMrKUoVeq+q4OX375ZdBdOKrflltpzZo1+3J6uCu3/l0UdfNlEkKaa1H/lhIA2C1bcAAA+4eCgoJTTz31Zz/72eTJk9esWTN16tSkJ1NNmzatLuvp1KlT0pGkPYurpPPIrKOOOirpyOLFi1PubT/StGnTv/3tb23btj3++OOTnms3evTopPtA58yZk/hy0KBB1ZPZ6o87q5KRpQy9UtUfOfjRRx9Vb7Zz585Z/1cNyXuSpG0WPv/88902mzt37j52WCnjV279uyjq5sskhDTXov4tJQCwWwJoACCr7fYpVQ0bNhwyZMjTTz+dePCLL76oq6KiKIp69epVubdDlRkzZlRvtnbt2tmzZ6c8Sp8+fZJ+If3ll1+u3iz9xzBmm5ycnKo9c2+//fbEvSaWLVuWtOHGunXrEl8WFBQk9bZx48YXX3xxT2NlZClDr1S/fv2SNmrY7U/02muvfT3Baaedtu+75bZs2TLx5fvvv79p06akNvPnz3/vvff2pbdMXbnVnx5Z/y6Kuvky2a0aHs65L9Jci/q3lADAbgmgAYCsM3369EsuuWTgwIGtW7cuLCx86aWXdtusS5cuiS+r/xp7UE2aNDnxxBMTjzz99NPLly9PanbrrbfuaQPcfZGXlzdkyJDEI+PHj6++D+zYsWObNGnSuXPnAQMGDB069JFHHkl5xCzUoUOHG264IfHI2LFjlyxZUvUyKcOqfrPzf/zHf5SUlCQeSXz6WUaWMvRK5eXlnXvuuYlHnnzyyS+//DKpWVKHJ5xwQosWLfZxiO7duye+LCsru+eeexKPlJaWXnXVVTX0kJErN+lhfdUXov5dFHXzZVJpr9NbK2muRf1bSgBgtwTQAEDWKSkpeeyxx2bPnl15Z+tVV121YsWKpDZlZWW//vWvE48cf/zxdVdiFEVRlLRxbUlJydChQxctWlT5sqysbOzYsffdd1+ao1xzzTWJL1esWHHhhRdu3bq16shrr7122223lZSUfPbZZ2+//fa0adOOOOKINAfNNjfccEPivg0lJSXXXntt1cuk5HT+/PlPPvlk5Z/Xr1//gx/84NFHH42iKPEm00WLFiXmXBlZytArdd111yWmh1u3bj333HOrdmQuKyu7/fbbn3rqqcRTxowZs+/9/9u//VvSkVtvvfX2229fs2ZNSUnJG2+8ceqpp86ZM6d9+/Z76iEjV27SkxUffPDB6ruI1L+Lom6+TKJ9m95aSXMt6t9SAgC7UQEAkGXKysp69+6d+C+Wxo0bn3766VddddX1118/evTo4cOHH3rooYkNmjdvvmLFiqoennvuucR3CwoKkobYa4NK77//ftK/ndauXVv1bnFxcYcOHZIaNGjQoF+/foMGDWrdunXlkaR7GysfqVerSi655JKkUQoLC88///xLL7104MCBSW+NHDmyVrOd/lxlZDL32klVplxl6tSplW89/PDDUTVHHXVU//79q7atGDp06Omnn57Y4OSTTx47duxzzz1XkaGlDL1SFRUVP/3pT5M6ady48Wmnnfatb32rei585pln1naZ+vbtW30mEzVt2vT+++9PPNK/f/+q09O/cisqKgYMGJA0aJs2bU499dQ+ffpMmTIlI1O9j5/YfWycPV8m+2JfprdW81OR9sc+9FUDAMROAA0AZKMFCxZUf47cnuTl5U2aNCnx9LrJjCoqKqZOndqwYcMaajvzzDPvvvvuxCMpBNBFRUWnnHLKvkzFySefvG3btlpN9f4SQJeXlyelb127dt2+fXtFRUVJSUmPHj1qmJbOnTt/+eWXt9xyS/W3Lrvsssr+01/K0CtVUVGxY8eOpI049uSrX/1qUVFRbZdp1qxZSVs0JBk/fvzMmTMTj/Tp0yexhzSv3IqKittuu21P7SdOnJiRqc7CALoiQ5/AvdqX6a1tAJ3mxz70VQMAxM4WHABANjrqqKPeeuutk08+ea8te/fu/fe//33YsGF1UFV1Q4YM+cMf/lD9qXeVzjvvvIkTJ+77U+D2pKCgYMaMGaNHj27UqNGe2uTl5Y0ePfrFF19MelRdvZGTkzNu3LjEeHTJkiVjx46Noig/P//5559P2lm4Sv/+/V955ZXWrVv/6Ec/Ovjgg/fUf0aWMvRK5eXlTZw48dZbb23WrFkNbW688caZM2fu6WepwaBBgx555JG8vLzqbzVs2PDOO++8/PLLk55VuG3btsSX6V+511577bHHHrvX0+vfRVE3Xyb7OL21kuZa1L+lBACS5MZdAADA7nXr1u2VV16ZO3fulClT5s6d++mnn27YsGHbtm35+fktW7bs3r17v379zj777EGDBiXu7Vv3vvvd7w4cOPCBBx6YPn165RO9OnTo0K9fv8suu+zUU0+NoijpuWGpBSiNGjUaN27c6NGjn3rqqZkzZy5atGj9+vW7du0qLCw88sgjTz311Isuuqhz586Z+IGy14knnnjhhRf+8Y9/rDpyxx13fO973+vcufORRx75z3/+87e//e3kyZM/+uijoqKiwsLC/v37jxgxYsSIEZU3lhYWFs6cOfOmm26aPXt2cXHxIYccMmDAgOHDh1f1lpGlDL1SDRo0+MUvfvHDH/7wySeffPHFFz/88MN169aVl5e3bdu2S5cuZ5111nnnndepU6eU+x85cuRJJ500bty4mTNnfv755zt37uzYseM3vvGNa6655itf+UoURUk3OFffQTjNK7egoOC11167/fbbn3322WXLluXm5h500EGdOnUaOHDgcccdl9iy/l0UdfBlsu/TWytprkX9W0oAIFFORUVF3DUAANRnN9xww5133ln1ctiwYZMmTYqxHlJmKYmXTyAAsD+yBQcAQFj//Oc/E1927949rkpIk6UkXj6BAMD+yBYcAAApmj179rRp01b8rwYNGnz88cdJjxFbvnz5rFmzEo98/etfr9Mq2QeWknj5BAIA9ZgAGgAgRevXr7/99tsTj4wePXrcuHG5ublVDUaMGLFz586qBl26dKncy5WsYimJl08gAFCP2QMaACBFu3bt6t2794cffph4sFOnTqeeeurBBx/8+eefT58+ffPmzYnvTpgw4fzzz6/bMtk7S0m8fAIBgHpMAA0AkLoPP/zwpJNO2rhx4740/n//7//9+te/Dl0SqbGUxMsnEACorzyEEAAgdUcfffTbb789aNCgmpu1a9fuz3/+s8Aom1lK4uUTCADUV+6ABgDIgDfffPOZZ56ZM2fOp59+umnTpvLy8pYtW7Zr1+74448//fTTzz333Ly8vLhrZJ9YSuLlEwgA1DMCaAAAAAAAgrAFBwAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAhCAA0AAAAAQBACaAAAAAAAghBAAwAAAAAQhAAaAAAAAIAgBNAAAAAAAAQhgAYAAAAAIAgBNAAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAhCAA0AAAAAQBACaAAAAAAAghBAAwAAAAAQhAAaAAAAAIAgBNAAAAAAAAQhgAYAAAAAIAgBNAAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAhCAA0AAAAAQBACaAAAAAAAghBAAwAAAAAQhAAaAAAAAIAgBNAAAAAAAAQhgAYAAAAAIAgBNAAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAhCAA0AAAAAQBACaAAAAAAAgsiNuwD4l4ULF/bv379x48YtWrSIuxbgQFdUVFRUVPTqq6/2798/7loAAABgfyWAJovMmTOnMvFZt25d3LUARFEUvfbaawJoAAAASJkAmizSvn37KIoGDhz4+OOPx10LcKC78sorX3jhhU6dOsVdCAAAAOzHBNBknSZNmnTt2jXuKoADXUFBQdwlAAAAwH7PQwgBAAAAAAhCAA0AAAAAQBACaAAAAAAAghBAAwAAAAAQhAAaAAAAAIAgBNAAAAAAAAQhgAYAAAAAIAgBNAAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgiNy4C4Bst2PHjhkzZrRv3z7uQoA6tWnTpiiKFi9ePG/evLhrAerOzp07S0tLBw0aFHchAABQTwigYS9OOumkt956K+4qgHhcf/31cZcAxGDSpEnDhg2LuwoAAKgPBNCwF40bN46iqEuXLoWFhXHXAtSdTZs2rV27tkuXLrm5/q6EA8inn366efPmsrKyuAsBAIB6wn9Uw1506NAhiqLbbrvtwgsvjLsWACCsM888869//WuLFi3iLgQAAOoJDyEEAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEB5CCADUf6+++uoll1zSo0cPD5ejZvPnz4+i6Pbbb3/00UfjroWstmjRosLCwpdeeinuQgAAsp0AGgCo/+67774lS5YsWbIk7kLYP7z22mtxl8D+obi4uKCgIO4qAACymgAaAKj/+vbtO2nSpLPPPnvEiBFx10JWKy4uXrlyZY8ePeIuhGx38cUXl5aWxl0FAMB+QAANANR/DRo0iKLoyCOPHD58eNy1APXBJZdcIoAGANgXHkIIAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEkRt3AQAAQLpeffXV3Nzc/Pz8uAs5UJSXl0dRNH/+/CZNmsRdywGhrKxsy5YtgwcPjrsQAKDWBNAAUA9t2rRp3rx5rVq1iruQbPHFF19EUbR69ep58+bFXUu22LZt21FHHXXIIYfEXQgZMHPmTMFcLE466aS4SziwPPTQQ6NGjYq7CgCgdgTQAFAPHXXUUatXr467iqzz2GOPPfbYY3FXkUVatmy5adOmuKsgAyrvxm3WrFnPnj3jriUbbd68edmyZfn5+Q0bNsxUn6WlpRUVFY0bN85Uh9Rs+/btO3fuHDdu3Ni28gUAACAASURBVIQJE+KuhRR99tlnDRs2fP/993NzBREABxbf+wBQD1WGLL169fK74ZW2b9++fPnyww47rKCgIO5assKOHTvef//9Bg08DqSeqLzS+/bt++qrr8ZdSza6+OKLP/3007Kysoz3vGPHjoz3SQ0WLFiwYMGCuKsgLUuXLu3Ro0fcVQBQpwTQAFAPHXLIIV988cUf//jH3r17x10L2WjZsmVdunRp2bJl3IVAXTj22GOjKBo+fPjll18edy2kqKSk5KmnnurSpYubZ/df99xzz5YtW1566aV//vOfcddCipYuXTpy5Mg2bdrEXQiwn/GXNwAAUJ/l5OREUdSpU6fTTjst7lpI0Y9//OM//elPcVdBBlx55ZVxl0Bann766fnz58ddBbCfEUADAACQ1Vq3bh1FUY8ePfr06RN3LaRoyZIlRUVFlb+RwP5o+fLlc+fOdfszkAIBNAAAAFmtVatWURR961vfuueee+KuBQ5QTz311Ny5cyv/bxBArXjyDAAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAhCAA0AAAAAQBACaAAAAAAAgsiNuwAAAACAUPr16/fee+81b948Jycn7lr2Yzt27IiiaOLEidOnT4+7lv3btm3bGjZs+MUXX7Rq1SruWqCOCKABAACAemvRokW7du3atGlT3IXUBzt27KhMoknTsmXL+vTpE3cVUEcE0AAAAEC91a5du0WLFr399tvdunWLu5b9W0lJSePGjeOuYr93/PHHL168uKCgIO5CoO4IoAEAAIB6rmXLlgcddFDcVUDUoIHnsXHA8aEHAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAhCAA0AAAAAQBACaAAAAAAAghBAAwAAAAAQhAAaAAAAAIAgBNAAAFlq2LBhOWF06dIliqJly5YF6j8nJ+eRRx6Je/4AAID4CaABALLUqlWr4i4hdZ999lncJQAAAPETQAMAZKnu3btHUfT4449X7FdGjRoVRVHHjh3jnj8AACB+AmgAAAAAAIIQQAMAAAAAEERu3AUAAJAVpkyZct111/Xq1atJkybp9POPf/wjiqLx48e/8MIL6fSzbt26lStXzpgxo1OnTun0AwAAxEgADQBAFEXRXXfdtWTJkiVLlmSkt3/84x+VSXSaHn300Ztvvjn9fgAAgFgIoAEAiKIo6tu37+uvv/7973//rLPOSqef0tLSjz/++Nhjj83JyUmnn3Hjxr355pu9evVKpxMAACBeAmgAAKIoinJzc6Mo6t279/Dhw+OuJYqiaNKkSW+++WbcVQAAAGnxEEIAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAgiN+4CAKA+Ky8v/+53v5ufn3/ooYfW5birVq2Kouiee+5p06ZNnQ26Y8eOjz/++JZbbjn++OPrbFAAAACymQAaAAJ6/vnn//SnP8U1+qOPPlr3g27YsGHOnDl1Py4AAABZSAANAAG1a9cuiqKOHTteffXVdTnuypUr16xZ07dv37ocdPbs2c8///zRRx9dl4MCAACQzQTQABBc+/btb7zxxrirCO7+++9//vnnmzZtGnchAAAAZAsPIQQAAAAAIAgBNAAAAAAAQdiCAwCADBs+fPjf//73zp075+TkpNzJkiVLoii66aabxo4dm3In27dvX7Nmzb333jtixIiUOwEAAFImgAYAIMP++te/FhcXb9iwIf2uKmPoND399NMCaAAAiIUAGgCADDvssMM++eSTiRMndunSJeVOysrKVq5cefjhh6dTycMPP/zggw/27ds3nU4AAICUCaABAMiwBg0aRFF09NFHH3XUUfFWMn369HgLAACAA5yHEAIAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAELlxFwBBPPDAAzfddFPHjh2bNGmSZldLly6NoujnP//53XffnWZX69atKyoqmj9/fseOHdPsCgAAAACynwCa+um5557bunXrggULMtXh0qVLK5Po9L3xxhsXXHBBRroCAAAAgGwmgKZ+6tu370svvXTttddefPHFaXZVXl6+YcOGQw45JP2qLr/88nfeead9+/bpdwUAAAAA2U8ATX122GGH9e/fP+4q/qVZs2ZxlwAAAAAAdcdDCAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAhCAA0AAAAAQBACaAAAAAAAghBAAwAAAAAQhAAaAAAAAIAgBNAAAAAAAASRG3cBAAAAAJBJq1evzs/Pj7uK3SgvL4+iaPPmzRs3boy7lmSlpaWFhYWNGjWKuxDqGwE0AAAAAPXHOeecM3ny5LirqMnxxx8fdwm7V1hYuH79+riroL4RQAMAAABQf2zdujWKoqZNm2bhTdDbt28vKytr1qxZTk5O3LX8H+Xl5Zs3by4pKYm7EOohATQAAAAA9UeXLl2iKLrnnntGjRoVdy37jVWrVrVv375ly5ZxF0I95CGEAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAELlxFwAAcCBq167d+vXrmzVrVkOb4uLiKIquvPLKa6+9dk9tysvLi4qKhg4d+txzz2W+SgAAgPQIoGEvjjjiiEWLFmWww0GDBmWkn5ycnOnTp3/zm9/MSG8A1LHVq1dHUbRx48a9tiwuLq5Momvw7rvvZqYsAACAjBJAw15s2LAh7hJ2r6Ki4rPPPou7CgBSlJOTU1FRsX79+pycnBqalZSUNG7cuIYGf//7388777wjjjgi0wUCAABkgAAa9qLyV6Tff//9r3zlK3HX8i/nnHPO5MmT27ZtG3chAKTloIMOqjmA3quaN/EAAACIl4cQAgAAAAAQhAAaAAAAAIAgBNAAAAAAAAQhgAYAAAAAIAgBNAAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIHLjLgAAAAAADlznnHPOvHnzevbsGWMNpaWlURRt2LBh8ODBMZZRVlb20UcfXXHFFbfcckuMZZBZAmgAAAAAiM1f/vKXnTt3rlixIu5CotLS0pkzZ8ZdRfTYY48JoOsTATTUnSuvvHLLli0dO3ZMv6sPP/wwiqInnnhizpw5aXZVUVHxwQcf/OAHPzj77LPTLwwAAAColcLCwjVr1kyYMKGwsDDGMlauXNmkSZODDjooxhrmzp37i1/8olevXjHWQMYJoKGOLF269MEHH8xsn88++2ymupo/f74AGg5kI0eO/MMf/pCRru6///77778/zU4GDBgwd+7cjNQDAABZrkGDBlEUnXTSSe3atYu7lphV7gTSsGHDuAshkwTQUEfy8vKiKGrZsuVNN92UZldlZWVTp07dvn17165dK/+WSseaNWveeOONpk2b/u53v0uzq0pLly49/fTTv/71r2ekN6BufP7553GX8H+sWbMm7hIAAADIAAE01KnmzZvfeOONaXZy/fXXV94Y+N5772WiqCiKosWLF19xxRWZ6u2+++4rKirKVG9AHejRo8dLL73029/+9oc//GG8lbzyyiunnHJK586d4y0DAACAjBBAw/6nchfpI4888uSTT06/t127ds2bN+/www8/9NBD0+9t8+bNEyZMaNmyZfpdAQAAALC/E0DD/qegoCCKooEDB44fPz7uWpItXLhwwoQJzZo1i7sQAAAAAOIngIYD2s9+9rMHHnigc+fOlVtUp6+kpCSKouXLlx933HEZ6TCKoi1btqxbt2769OknnnhipvoEAAAAoA4IoOGA9swzz2zZsiWDe0lXKikpmTdvXmb7fP755wXQAAAAAPsXATQc0I499tiFCxfecccdp512Wqb6/PLLL5s1a9a0adNMdXjzzTdPmzatZ8+emeoQAAAAgLohgIYDWk5OThRFXbt27d+/f9y17NHBBx8cdwkAAABAWsaPH/9f//Vfxx57bKNGjfbUZtWqVVEUvfPOO+eff34NXS1evLhFixYvv/xy5qskAAE0AAAAABDWuHHjli5dunTp0r22XLVq1cSJE/fabP369W5Z2y8IoAEAAACAsI455phPPvnk2muvHThwYA3NFi5c2KFDh4KCghraXHLJJcXFxQ0aNMh0jQQhgAYAAAAAwsrLy4ui6IQTThg+fHiaXV1xxRXFxcWZKIq64H8UAAAAAAAQhAAaAAAAAIAgBNAAAAAAAAQhgAYAAAAAIAgBNAAAAAAAQQigAQAAAAAIIjfuAgAAYI9GjhxZWlraqVOn1E6fPXt2FEUvvfTSjh07Uuth+fLlDRs2fOKJJ1I7HQAADnACaAAAstTChQv/8Ic/pN/P7NmzK5PolF133XV9+/ZNvxIAADjQCKABAMhSjRs3jqKoVatWY8aMSa2H0tLSd955p0+fPk2aNEmthzvvvHP9+vXNmzdP7XQAADjACaABAMhqLVq0uPHGG+Ma/eGHH16/fn1cowMAwP7OQwgBAAAAAAhCAA0AAAAAQBC24AAy47777ps/f37Pnj0z3vMHH3wQRdFf/vKX1atXZ7bn8vLyefPmXXPNNSeffHJmewYAAAAgEkADmTJ69Ojy8vJw/U+cOHHixIkhep43b97SpUtD9AwAAABwgBNAA5mRn5+/ffv2n/zkJ40aNcpsz5s2bfr444/79++fl5eX2Z4XLVr07LPPdu3aNbPdAgAAAFBJAA1kRm5ubhRFt9xyS/PmzeOuZV9NmTLl2Wef3Y8KJl4nnnji3LlzUzt37ty5OTk5tT0rJydn6tSpZ511VmqDAgAAQOw8hBAA9knGdyHfq4qKCvvDAAAAsF8TQAPAPuncuXMURbNmzaqoE8OGDYuiqF27djH/2AAAAJAGATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCyI27AACgXtmwYcNnn33WsmXL1E5fuXJlFEUlJSVLlixJrYeKioqtW7f26dMntdMBAADIIAE0kHUmTJiQn5/frFmz0AO9++67URStXbt25syZoceqqKj45JNPLrroolatWoUeC+LVrVu3TZs2pdnJ3Llzu3Xrlk4Pd99993XXXZdmGQAAAKRJAA1klxkzZlxwwQV1OeLs2bMHDx5cN2M99dRTb775Zt2MBfE6/PDDc3NT+WdGeXn5mjVrCgoKWrRokdrQa9eu3bp1644dO1I7HQAAgAwSQAPZJS8vL4qiVq1aHXfccaHHKisrW7hwYdu2bQ8++ODQY61cuXLBggWtW7cOPRDErlWrVps2bXrllVc6d+4cSwGXXXbZI4880qZNm1hGBwAAIJEAGsgu+fn5URQdffTRL774Yty1ZNLvf//7UaNGScQA4rJu3bpLLrmkY8eOtb25fv369VEU3XnnnQcddNC+n1VeXv7BBx/85Cc/qbNfsgEAgOwkgAYAoP775S9/OW3atJRP/93vfpfCWZ988snixYtTHhQAAOoBATQAAPXf0UcfHUXRgAEDzj333FqduGLFig0bNvTu3btWZ33wwQdPPvlkjx49anVW/bBly5alS5c2b9487kL+pfI29s2bNy9ZsiTuWv5l27Ztbdq08dtRAPVAWVnZtGnTDjvssJycnNR62LlzZxRF77333sqVK1PrYcWKFaeccoqH3pOdBNAAQDbasmVL9+7dd+3aVdt/Rq9duzaKojFjxtx22221OvHLL7/s1avX3Llza3UW+4vKZwz06dPnxhtvrIPhnn322SeffLKgoKAOxso2nTp12rRpU9xV7MZDDz300EMPxV3F/9GoUaPS0tK4qwAgXRdeeOGkSZPS7+eb3/xmOqf36NFj4cKF6ZcBGSeABgCy0ccff1wZJW/YsCGF09euXVt5eq288847KYwFJNq1a1cURYcffnhubrb8t0Zpaem6desKCwubNGmSwW537dqV8p1uURQtW7Zs586dGzduTLmHnTt3uoEaIBs0a9YsiqIOHToceuihqfWwevXq0tLSTp06pXb6li1bFi1alNm/5iCDsuUfhQAAiSqfFNetW7cXXnihVidWVFSsW7eudevWtTpr48aNxx13XMuWLWt1FlBdy5Ytt27d+sYbbxx22GFx1xLQ0KFD09lVvFJFRUVhYWE6PZx77rnPPPNMmmUAkKbK3PlHP/rRmDFjYinghRdeOOOMM1KOvyE0ATQA1LVVq1Zt2LCh5jsUiouLoyhas2ZNzTuWbty4sXfv3tlzm2HG5eXlde3atbZndevWrbanrFu3LoqidG5mBA4olftKFxQUNGrUKLUeioqKov+9aS4FpaWl27ZtqywD4IDy6KOPfvTRR927d6+hzccffxxF0auvvlpeXl5Ds3feeeeiiy762te+luESgf+r3v73KgBkp127dnXs2LHyV9T36uqrr95rm+OOO+7tt99Ouy6AKIqiZ5999uqrr+7atWvTpk1T66Fy95sRI0bk5+encPquXbs++uij73//+3fccUdqBdSNbt26vfnmmw8++OBFF10USwGPPPLIZZddlsL/bwPY340aNarmWLnKE0888cQTT9TcZsqUKatWrcpEXcAeCaABoE7t2LGjctvQLl261NCsqKhoy5Ytbdq0qeHu5uLi4jVr1lRUVAQoEzhAPfTQQ6tXr169enWa/bz22mvpnP74449neQDNPvrqV786Z86cTPV277333nvvven307Fjx+XLl6ffDxCLhg0blpeXX3bZZQ0bNtxTm02bNi1evPiYY46p4fdUVq5cOW3atPbt24cpE/gXATQAxKBx48aLFy9Os5PJkyefc845HTt2zEhJAFEU9evX729/+9sll1wyYsSI1HrYuHFjcXFxyhtAz58//4b/z96dx9dZ0Pni/56TrVmb7k26UUrLVgptESoqMsIwuI4IF1dEqqCgls7ccbn+5MqMy+D8vDJ3xtkcnXF0HGRRXO+oDGCvylZboKXQQmlLl6RL2jRNkzTruX8EWUobmpzzNE/T9/vFyxdJnudzPjkesnxylk9+8uSTTx7a6aTN1q1bh7vCIQzhVWqB9CgqKuru7v7a1742atSofHJ+9atf/fSnP+1/3REgUQZoAADgOf3PhD5r1qyLLrpoGAsMcKc2ji0nnHDC1q1bf/3rX6fkKVYbGxvr6+vHjBkz3EUA4DhigAYAAACG07Jly9785jdXVVVVVlYWPHzLli0RceGFF5aUlBQ2uaenp6mp6dprr73lllsKmwwwkhigAQAAgOH0X//1X21tbW1tbcldRP8MnYRf/vKXCSUDjAwGaOB494//+I+9vb0TJ05M9FJ+97vfRcTGjRvvuOOORC+ovb1948aNn/3sZwd45To43tx2221XXXXV2LFjy8vLD3dMb29vRDQ3N8+aNWuAqH379rW3tz/wwAPz5s0rfFGOEe985zvvvPPO6urqbDZ7uGO6u7sj4ic/+cnYsWMHiNq/f39lZeXu3bsHiAI4HsyePTsiLr300q985SsFD+/q6uro6Bg9enTBk3/2s58tWbLkjDPOKHgywEhingCOa6tXr77uuuuO2sXde++9995771G4oK6uri996UtH4YLgmHDvvfd2dnY2Nja+4pG9vb0bNmx4xcMeeughA/TxbM2aNX19fS0tLa94ZHd3d3Nz88DH7N27t6OjI4mHnAMcc6qrq0888cThbjEISd+LBWBkMEADx7XS0tKIqK6uvuSSSxK9oK6urieeeGLmzJlJ3PPixZYvX75p06YpU6YkeilwbDn11FMj4uqrr/7sZz87wGFdXV3ZbHbgRw8sXrx42bJlU6dOLXBFjiknn3zymjVr/u3f/u2tb31rnlFTpkzp6Ojof9k9AAAYkQzQwHGt/3f+urq622+/fbi7FMbVV1/9rW99yz3p4OVGjx6d/52qKioqClKGEaCqqmrMmDF5hpieAQAY8QzQAAAApN23vvWtjRs35vkwr/4nz2lvb//617+eZ5+NGzdedNFFF154YZ45ADDiGaABAABItc7OzquvvrpQaS0tLR/+8Ifzz/nbv/3b/fv3558DACObARoAAIBU6+npiYji4uLFixfnGbVq1aqqqqo8n5SppaXltttuS/q1PQBgZDBAAwAAcAwoKyv7p3/6p+FuERHx1FNP3XbbbVVVVcNdBACOAdnhLgAAAAAAwMjkHtAAAADD5oorrli+fPlJJ500qLMaGhoi4uc///kf/uEfDurExsbG4uLihx9+uLS0dFAnAgAMjQEaAABg2Nx11109PT2bNm0awrkNDQ39S/RgrVy5ctGiRUM4EQBgsAzQAAAAw6ampmbPnj133nnnoF7RLpfLPfnkk7NmzSorKxvUxS1evHjLli21tbWDrAkAMEQGaAAAgGGTzWYj4vWvf/348eMHdeJgn3yjX2Vl5RDOGkkOHDiwePHiadOmjR07dsghTU1NEbFnz54vf/nL+ZRZv3799OnTb7zxxnxCACDlDNAAAAAcL7761a/eeuutBYlqamr69Kc/nX/O//gf/6O42O/mAIxYvskBAABwvJg1a1ZEnHzyyW9/+9vzyXn88cdra2unTp2aT8hXvvKV3t7evr6+fEIAIOUM0AAAQOGtXbv2Zz/72fTp0wd11urVqyNi586dd9xxx6BObGtr6+np+dCHPjSoszgO9d/XeO7cuTfffPNwd4lbbrmlt7d3uFsAQLIM0AAAQOG97nWv63+e3CFYvXr1FVdcMYQTy8vL3/ve9w7tQgEASIIBGuDo6evrmzx5cmdn52BfZejI7dq1KyI++clPfv7zn08iP5fLNTY2Llq06L777ksiH4ARo6ampqmp6aKLLhozZsyRn9Xb2/voo4/W19fX1dUN6uJ+/etfb9++3SvsAQCkjQEaGMlWrFgx8C+9W7ZsiYju7u4NGzYMcFhPT08mk5k9e3aefZqamvoH4n379uUZNbBdu3b1X1BCHn300eTCARgZ+r8F33zzzQsXLjwKF3fJJZds3769vLz8KFwWAABHzgANjFgf/OAH/+Vf/uVIjty4cWP/y9EM7OGHH37Vq16VT6X+5xysra1dsWJFPjkDa29vr6ioSCj8ySeffMtb3jJjxoyE8gEAAICRxAANjFi5XC4ixowZM8CdoHO53I4dO0aNGlVbWztA1LZt2zo7O9vb2wtSLJvNnnjiiQWJOvpaW1uHuwIAAABwzDBAAyPW1KlTI+JP/uRPbrzxxjyjzj333IcfftijegEAAAAGJTvcBQAAAAAAGJkM0AAAAAAAJMIADQAAAABAIgzQAAAAAAAkwosQAgAAqbZ///4DBw4UFRUNcEx3d3f/kc3NzQMc1tXVNWnSpAL3AwDg8AzQAABAerW3t9fW1vb29h7JwZdffvkrHvPmN7/5pz/9ad69AAA4IgZoAAAgvVpbW3t7ezOZTG1t7QCHdXZ2dnZ2VlVVZbOHfZrBrq6utra2vXv3JlATAIBDM0ADAADp1T8ojx8/fufOnXlGfec733n/+99/4oknFqIXAABHxAANAAAAHF/+4R/+oby8vLKyMp+QBx98MCK2bNlyxx135JOTy+U2bdq0ePHi8ePH55MDkE4GaAAAgJHgBz/4QTabraqqGuCYtra2iHjggQe2bt16uGNyudz69es/+MEPlpaWFr4lpMC//uu/Xn/99YVKu//++++///78c+66664HHngg/xyAtDFAA4xk73jHOzZs2DBnzpxCBfY/b+azzz57xRVXFCqzq6tr9erVN91005VXXlmoTAA43vzmN7+57LLLjvDgxYsXv+Ix9957b5536oTUqqmpiYi6urrXvva1+eR0dXWtWrXqhBNOyPOeyxs2bFixYkVdXV0+IQCpZYAGGMnuuuuuiHjssccKG7t3796C/0b6V3/1VwZoABiy/ifLrqmpOeeccwY4rKGhoaWl5ZRTTslkMoc7ZuPGjc8888y4ceMK3xLSoby8PCLmz59/++23D3eXiIh//ud/vvbaaz3/BjBSGaABRrJsNtvX13fbbbcN8EvmYK1bt27ChAljx44tVOCyZcv+7u/+bt68eYUKBIDjUP/TZcyZM+fuu+/OM+oLX/jCjTfeOGHChEL0AgCOdwZogJHv8ssv779XVDq1t7dHRElJyXAXAQCg8JYsWfLv//7vM2bMKCoqOtwxu3fvjoif/exnZ5999gBRDQ0N06ZNe+ihhwrfEoDEGKABAACApPzgBz9obm5ubm5+xSN3797dv0QPoLGxsUC9ADhKDNAAAAAwaD/84Q8/97nPnXXWWaNGjRpaQk9PT0R89KMfHdqD1bq6ulauXPmJT3zife9739AKHB2nnnrqtm3bvva1ry1atGiAwzZv3jxlypQB7iXd19d3zjnnpPmBfQAckgEaAAAABu0v/uIvVq1atWrVqjxzvvGNb+Rz+he+8IWUD9D9k/Hs2bMXLlw4wGEDfzQi+vr6ClkLgKPFAA1AwXR1dTU3N/e/CNKRa2tre/7cQZ2Yy+WKi4tramoGdRYAQEHMmzfvkUceed/73ve6171uaAnbtm3r6+ubNm3a0YWmnAAAIABJREFU0E5fvnz5N77xjblz5w7tdApl/fr1ed4ve9euXRHR2tq6YcOGfHJ6e3tnzpxZXGzqAdLFVyUACqaurm7Pnj1DO/fWW2+99dZbB3tWNptdv379zJkzh3ahAABD1v9H9/PPP/+aa64ZlgLV1dXf+MY3Bvu3fwrrPe95zxB+iD2k733ve9/73vfyDDnppJOefvrpgvQBKBQDNAAF097eHhG1tbWZTObIz+rt7d2/f395eflgf33at29fb2/v7t27DdAAAAyL/h+Ax40bN3r06CGHdHV17dy5c8yYMZWVlUMO6ezs3LZtW1dX15ATABJigAagYGpqag4cOLBu3bqJEycehYubO3fumjVrysvLj8JlAQAk54477vjtb3972mmnDeqs5cuXR8T69eu//vWvD+rEHTt2dHZ2fuELXxjUWRzSCSecEBE33njjDTfcMLxNHnzwwVe/+tX19fXDWwPg5QzQAAAAMJyuvPLKzs7OoZ27fPny/iV6sC644IKLLrpoaBcKAEfOAA0AAADDqaamZteuXe95z3uqqqqO/Kyenp5Vq1bNnDlzzJgx/e85cODA9773vUwmU1ZWNsCJbW1tvb29H/jABwY4rLOzc9euXZ/73Oc+85nPHHkl8nHZZZctW7ZsxowZg3o6u+f1v7L36tWrzz777KEVaG1t3bNnz5133vn6179+aAkAh2SABgAAgOE0atSoiLj55punTZuWT87999//7W9/OyKO5P7U27Zte8VjfvWrXxmgj5pf/OIXbW1tu3fvziekra1txYoV+STcfvvtBmigsAzQAAAAMBL0vw7e7Nmzf/7znw9wWF9fX1dXV//qfTjf/OY3v/SlL51xxhkFrsjh1dfXP/3009///vdnzJgxtISGhoaxY8cO/P/sAG6++eY777xz7ty5Qzsd4HAM0AAAADBylJaWnnjiiXmGjBs3riBlOHLZbDYiTj/99JNPPnloCQsXLsynwIQJE/I5HeBwssNdAAAAAACAkckADQAAAABAIgzQAAAAAAAkwgANAAAAAEAiDNAAAAAAACTCAA0AAAAAQCIM0AAAAAAAJKJ4uAsAAAAAABERzc3Ngz1l//79EdHd3T2Ec2trazOZzGDPgkExQAMAAADA8JszZ87TTz89tHPvu+++sWPHDvasTCbzq1/96vzzzx/ahcKRMEADAAAAwPBraWmJiJqamqKioiM/q6+vr7W1taysbNSoUYO6uP3793d3dzc0NAyuJQySARoAAAAAhl99ff3OnTuXLVt21llnHYWLu/jii+++++5x48YdhcvieOZFCAEAAAAASIR7QAOQRj/84Q9zuVx1dfUAx7S1tUXEAw880NjYeLhjcrnc+vXrr7766sE+GA0AAADInwEagNR56KGHLr300iM8+JprrnnFY375y1/edddd+ZUCAAAABs0ADUDqZDKZiKiurj733HMHOKyhoaGlpeWUU07pP/6QNm3atH79ek9qBgAAAMPCAA1A6pSUlETESSeddPfdd+cZ9Zd/+Zef+cxnJk6cWIheAAAAwOB4EUIAAAAAABJhgAYAAAAAIBEGaAAAAAAAEmGABgAAAAAgEQZoAAAAAAASYYAGAAAAACARxcNdAIAhuuuuu8rLy4uLB/pKnsvlIuKee+7JZDKHO6anp6ejo+PSSy8tfEUAAADg+GaABjgm3XLLLX/6p396hAdffPHFr3jMzTff/KlPfSq/UgAAAAy/rq6uKVOmdHd3jxs3boDDGhsbI+Kqq64qLy8/3DHd3d07d+68/vrrv/rVrxa+KMcHAzTAMamsrCwiJk+ePHfu3AEOe+aZZ3K53EknnTTAMWvWrGlsbBzgBw4AAACOIdu3b29qaoqIlpaWVzy4f4Ye2LJlywpQi+OVARrgmFRbWxsRb3jDG7773e/mGXXVVVd9+9vf7g8EAADgWFdaWhoREyZMePDBBwc4LJfLHThwYOB7I/3gBz/4xCc+ccYZZxS4IscTAzQAAADACHHgwIHZs2fncrnJkycP6sTNmzdHxM033/zNb35zUCdu2rRp1qxZDz300KDO4igoKio68cQT8wyZMGFCQcpwPDNAAwAAAIwQ69ev37p1a0Rs27ZtCKdv3ry5f4kelObm5iFcFnCcMEADAAAAjBCVlZURUV9f/+Mf/3hQJ+ZyuV27dk2cOHFQZ7W3t59//vkVFRWDOgs4rhigAQAAAEaUsrKyhQsXHoULam1tjYhMJnMULgs4RmWHuwAAAAAAACOTARoAAAAAgEQYoAEAAAAASIQBGgAAAACARBigAQAAAABIhAEaAAAAAIBEGKABAAAAAEiEARoAAAAAgEQYoAEAAAAASIQBGgAAAACARBigAQAAAABIhAEaAAAAAIBEGKABAAAAAEiEARoAAAAAgEQYoAEAAAAASIQBGgAAAACARBigAQAAAABIhAEaAAAAAIBEGKABAAAAAEiEARoAAAAAgEQYoAEAAAAASIQBGgAAAACARBQPdwEAAAAAUqexsfHKK6+cM2dOTU3N4Y7p6uqKiM7Ozk9/+tMDRDU1NW3btu2OO+6oqqoqfFEg3QzQAAAAABzspptuuueee+65555XPLKrq+vLX/7yKx7293//95/85CcLUQ04lhigAQAAADjY6aefHhGLFi16+9vfPsBh69atKy0tnTlz5gDHfPvb337iiSdmz55d4IrAscAADQAAAMDBSkpKImL+/Pmf+tSn8ox64IEHnnjiiWzWS5HB8ch/+QAAAAAAJMIADQAAAABAIgzQAAAAAAAkwgANAAAAAEAiDNAAAAAAACTCAA0AAAAAQCIM0AAAAAAAJMIADQAAAABAIgzQAAAAAAAkwgANAAAAAEAiDNAAAAAAACTCAA0AAAAAQCIM0AAAAAAAJMIADQAAAABAIgzQAAAAAAAkwgANAAAAAEAiDNAAAAAAACTCAA0AAAAAQCIM0AAAAAAAJMIADQAAAABAIgzQAAAAAAAkwgANAAAAAEAiDNAAAAAAACTCAA0AAAAAQCIM0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