diff --git a/GSE80417_Preprocessing.ipynb b/GSE80417_Preprocessing.ipynb
index 7dd4e9f7f14f315f325fee707f42748a40e07b82..b3a3707e6ace1181527ddfc223db13effa3e8a17 100644
--- a/GSE80417_Preprocessing.ipynb
+++ b/GSE80417_Preprocessing.ipynb
@@ -1,5 +1,12 @@
{
"cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Please find instructions on how to run the code in [README](https://git.imp.fu-berlin.de/vbendikova/dsls-project/-/blob/main/README.md)."
+ ]
+ },
{
"cell_type": "code",
"execution_count": null,
@@ -12,6 +19,16 @@
"import numpy as np"
]
},
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Replace with your home path\n",
+ "home = \"data/\""
+ ]
+ },
{
"cell_type": "code",
"execution_count": null,
@@ -20,7 +37,7 @@
},
"outputs": [],
"source": [
- "df = pd.read_csv(\"data/dna-methylation/schizophrenia/GSE80417_normalizedBetas.csv.gz\", sep=\",\", skiprows = 0, header=0, compression=\"gzip\", index_col=0)\n",
+ "df = pd.read_csv(home + \"GSE80417_normalizedBetas.csv.gz\", sep=\",\", skiprows = 0, header=0, compression=\"gzip\", index_col=0)\n",
"df"
]
},
@@ -32,7 +49,7 @@
},
"outputs": [],
"source": [
- "labels = pd.read_csv(\"data/dna-methylation/GPL13534-11288.txt\", sep=\"\\t\", skiprows = 37, header=0)\n",
+ "labels = pd.read_csv(home + \"GPL13534-11288.txt\", sep=\"\\t\", skiprows = 37, header=0)\n",
"labels.head()"
]
},
@@ -44,8 +61,8 @@
},
"outputs": [],
"source": [
- "accession = pd.read_csv(\"data/dna-methylation/schizophrenia/GSE80417_series_matrix.txt\", sep=\"\\t\", skiprows = 60, nrows=1, index_col=0)\n",
- "accession2 = pd.read_csv(\"data/dna-methylation/schizophrenia/GSE80417_series_matrix.txt\", sep=\"\\t\", skiprows = 75, nrows = 1,index_col=0)\n",
+ "accession = pd.read_csv(home + \"GSE80417_series_matrix.txt\", sep=\"\\t\", skiprows = 60, nrows=1, index_col=0)\n",
+ "accession2 = pd.read_csv(home + \"GSE80417_series_matrix.txt\", sep=\"\\t\", skiprows = 75, nrows = 1,index_col=0)\n",
"accession2_list = accession2.values.tolist()\n",
"accession2_list = accession2_list[0]\n",
"accession.set_axis(accession2_list, axis=1,inplace=True)\n",
@@ -155,7 +172,7 @@
},
"outputs": [],
"source": [
- "df2.to_csv(\"data/dna-methylation/schizophrenia/GSE80417_halfed_cols.csv\")"
+ "df2.to_csv(home + \"GSE80417_halfed_cols.csv\")"
]
}
],
diff --git a/Methylation_Labeling.ipynb b/Methylation_Labeling.ipynb
index 15707e483b976712d9f45e96b9f223d18c141272..eec68b1a0ba2886e5b01696f3f5dabc33bb4849b 100644
--- a/Methylation_Labeling.ipynb
+++ b/Methylation_Labeling.ipynb
@@ -1 +1 @@
-{"cells":[{"cell_type":"code","execution_count":null,"metadata":{"id":"HUkv-NCTFpno"},"outputs":[],"source":["import numpy as np\n","import pandas as pd"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":353},"executionInfo":{"elapsed":9412,"status":"ok","timestamp":1688978060483,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"Ls5ZM0KTFwQA","outputId":"db4c526f-40fc-488a-a56f-45fc7806e4f0"},"outputs":[{"name":"stderr","output_type":"stream","text":["<ipython-input-3-bd242aca011f>:1: DtypeWarning: Columns (11,14,15,36) have mixed types. Specify dtype option on import or set low_memory=False.\n"," labels = pd.read_csv(\"/content/drive/MyDrive/Data_Science/Project/GPL13534-11288.txt\", sep=\"\\t\", skiprows = 37, header=0)\n"]},{"data":{"text/html":["\n"," <div id=\"df-bd508724-6a83-4607-bbee-b8fda37a11e4\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>ID</th>\n"," <th>Name</th>\n"," <th>AddressA_ID</th>\n"," <th>AlleleA_ProbeSeq</th>\n"," <th>AddressB_ID</th>\n"," <th>AlleleB_ProbeSeq</th>\n"," <th>Infinium_Design_Type</th>\n"," <th>Next_Base</th>\n"," <th>Color_Channel</th>\n"," <th>Forward_Sequence</th>\n"," <th>...</th>\n"," <th>DMR</th>\n"," <th>Enhancer</th>\n"," <th>HMM_Island</th>\n"," <th>Regulatory_Feature_Name</th>\n"," <th>Regulatory_Feature_Group</th>\n"," <th>DHS</th>\n"," <th>RANGE_START</th>\n"," <th>RANGE_END</th>\n"," <th>RANGE_GB</th>\n"," <th>SPOT_ID</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>cg00035864</td>\n"," <td>cg00035864</td>\n"," <td>31729416</td>\n"," <td>AAAACACTAACAATCTTATCCACATAAACCCTTAAATTTATCTCAA...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>II</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>AATCCAAAGATGATGGAGGAGTGCCCGCTCATGATGTGAAGTACCT...</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>8553009.0</td>\n"," <td>8553132.0</td>\n"," <td>NC_000024.9</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>cg00050873</td>\n"," <td>cg00050873</td>\n"," <td>32735311</td>\n"," <td>ACAAAAAAACAACACACAACTATAATAATTTTTAAAATAAATAAAC...</td>\n"," <td>31717405.0</td>\n"," <td>ACGAAAAAACAACGCACAACTATAATAATTTTTAAAATAAATAAAC...</td>\n"," <td>I</td>\n"," <td>A</td>\n"," <td>Red</td>\n"," <td>TATCTCTGTCTGGCGAGGAGGCAACGCACAACTGTGGTGGTTTTTG...</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>Y:9973136-9976273</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>9363356.0</td>\n"," <td>9363479.0</td>\n"," <td>NC_000024.9</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>2</th>\n"," <td>cg00061679</td>\n"," <td>cg00061679</td>\n"," <td>28780415</td>\n"," <td>AAAACATTAAAAAACTAATTCACTACTATTTAATTACTTTATTTTC...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>II</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>TCAACAAATGAGAGACATTGAAGAACTAATTCACTACTATTTGGTT...</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>25314171.0</td>\n"," <td>25314294.0</td>\n"," <td>NC_000024.9</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>3</th>\n"," <td>cg00063477</td>\n"," <td>cg00063477</td>\n"," <td>16712347</td>\n"," <td>TATTCTTCCACACAAAATACTAAACRTATATTTACAAAAATACTTC...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>II</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>CTCCTGTACTTGTTCATTAAATAATGATTCCTTGGATATACCAAGT...</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>22741795.0</td>\n"," <td>22741918.0</td>\n"," <td>NC_000024.9</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>4</th>\n"," <td>cg00121626</td>\n"," <td>cg00121626</td>\n"," <td>19779393</td>\n"," <td>AAAACTAATAAAAATAACTTACAAACCAAATACTATACCCTACAAC...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>II</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>AGGTGAATGAAGAGACTAATGGGAGTGGCTTGCAAGCCAGGTACTG...</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>21664296.0</td>\n"," <td>21664419.0</td>\n"," <td>NC_000024.9</td>\n"," <td>NaN</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>5 rows × 37 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-bd508724-6a83-4607-bbee-b8fda37a11e4')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n"," \n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n"," </svg>\n"," </button>\n"," \n"," <style>\n"," .colab-df-container {\n"," display:flex;\n"," flex-wrap:wrap;\n"," gap: 12px;\n"," }\n","\n"," .colab-df-convert {\n"," background-color: #E8F0FE;\n"," border: none;\n"," border-radius: 50%;\n"," cursor: pointer;\n"," display: none;\n"," fill: #1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-convert:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-convert {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-convert:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n"," </style>\n","\n"," <script>\n"," const buttonEl =\n"," document.querySelector('#df-bd508724-6a83-4607-bbee-b8fda37a11e4 button.colab-df-convert');\n"," buttonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-bd508724-6a83-4607-bbee-b8fda37a11e4');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"," "],"text/plain":[" ID Name AddressA_ID \\\n","0 cg00035864 cg00035864 31729416 \n","1 cg00050873 cg00050873 32735311 \n","2 cg00061679 cg00061679 28780415 \n","3 cg00063477 cg00063477 16712347 \n","4 cg00121626 cg00121626 19779393 \n","\n"," AlleleA_ProbeSeq AddressB_ID \\\n","0 AAAACACTAACAATCTTATCCACATAAACCCTTAAATTTATCTCAA... NaN \n","1 ACAAAAAAACAACACACAACTATAATAATTTTTAAAATAAATAAAC... 31717405.0 \n","2 AAAACATTAAAAAACTAATTCACTACTATTTAATTACTTTATTTTC... NaN \n","3 TATTCTTCCACACAAAATACTAAACRTATATTTACAAAAATACTTC... NaN \n","4 AAAACTAATAAAAATAACTTACAAACCAAATACTATACCCTACAAC... NaN \n","\n"," AlleleB_ProbeSeq Infinium_Design_Type \\\n","0 NaN II \n","1 ACGAAAAAACAACGCACAACTATAATAATTTTTAAAATAAATAAAC... I \n","2 NaN II \n","3 NaN II \n","4 NaN II \n","\n"," Next_Base Color_Channel Forward_Sequence \\\n","0 NaN NaN AATCCAAAGATGATGGAGGAGTGCCCGCTCATGATGTGAAGTACCT... \n","1 A Red TATCTCTGTCTGGCGAGGAGGCAACGCACAACTGTGGTGGTTTTTG... \n","2 NaN NaN TCAACAAATGAGAGACATTGAAGAACTAATTCACTACTATTTGGTT... \n","3 NaN NaN CTCCTGTACTTGTTCATTAAATAATGATTCCTTGGATATACCAAGT... \n","4 NaN NaN AGGTGAATGAAGAGACTAATGGGAGTGGCTTGCAAGCCAGGTACTG... \n","\n"," ... DMR Enhancer HMM_Island Regulatory_Feature_Name \\\n","0 ... NaN NaN NaN NaN \n","1 ... NaN NaN Y:9973136-9976273 NaN \n","2 ... NaN NaN NaN NaN \n","3 ... NaN NaN NaN NaN \n","4 ... NaN NaN NaN NaN \n","\n"," Regulatory_Feature_Group DHS RANGE_START RANGE_END RANGE_GB SPOT_ID \n","0 NaN NaN 8553009.0 8553132.0 NC_000024.9 NaN \n","1 NaN NaN 9363356.0 9363479.0 NC_000024.9 NaN \n","2 NaN NaN 25314171.0 25314294.0 NC_000024.9 NaN \n","3 NaN NaN 22741795.0 22741918.0 NC_000024.9 NaN \n","4 NaN NaN 21664296.0 21664419.0 NC_000024.9 NaN \n","\n","[5 rows x 37 columns]"]},"execution_count":3,"metadata":{},"output_type":"execute_result"}],"source":["labels = pd.read_csv(\"data/dna-methylation/GPL13534-11288.txt\", sep=\"\\t\", skiprows = 37, header=0)\n","labels.head()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":423},"executionInfo":{"elapsed":375,"status":"ok","timestamp":1688978071193,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"eilBEyFfFwLP","outputId":"ec970f81-c98c-484d-e306-9011f1dc275c"},"outputs":[{"data":{"text/html":["\n"," <div id=\"df-38e0c57e-aaf7-4760-81c5-92b055e944db\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>ID</th>\n"," <th>UCSC_RefGene_Name</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>cg00035864</td>\n"," <td>TTTY18</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>cg00050873</td>\n"," <td>TSPY4;FAM197Y2</td>\n"," </tr>\n"," <tr>\n"," <th>2</th>\n"," <td>cg00061679</td>\n"," <td>DAZ1;DAZ4;DAZ4</td>\n"," </tr>\n"," <tr>\n"," <th>3</th>\n"," <td>cg00063477</td>\n"," <td>EIF1AY</td>\n"," </tr>\n"," <tr>\n"," <th>4</th>\n"," <td>cg00121626</td>\n"," <td>BCORL2</td>\n"," </tr>\n"," <tr>\n"," <th>...</th>\n"," <td>...</td>\n"," <td>...</td>\n"," </tr>\n"," <tr>\n"," <th>485572</th>\n"," <td>rs7746156</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>485573</th>\n"," <td>rs1945975</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>485574</th>\n"," <td>rs966367</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>485575</th>\n"," <td>rs877309</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>485576</th>\n"," <td>rs4331560</td>\n"," <td>NaN</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>485577 rows × 2 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-38e0c57e-aaf7-4760-81c5-92b055e944db')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n"," \n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n"," </svg>\n"," </button>\n"," \n"," <style>\n"," .colab-df-container {\n"," display:flex;\n"," flex-wrap:wrap;\n"," gap: 12px;\n"," }\n","\n"," .colab-df-convert {\n"," background-color: #E8F0FE;\n"," border: none;\n"," border-radius: 50%;\n"," cursor: pointer;\n"," display: none;\n"," fill: #1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-convert:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-convert {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-convert:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n"," </style>\n","\n"," <script>\n"," const buttonEl =\n"," document.querySelector('#df-38e0c57e-aaf7-4760-81c5-92b055e944db button.colab-df-convert');\n"," buttonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-38e0c57e-aaf7-4760-81c5-92b055e944db');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"," "],"text/plain":[" ID UCSC_RefGene_Name\n","0 cg00035864 TTTY18\n","1 cg00050873 TSPY4;FAM197Y2\n","2 cg00061679 DAZ1;DAZ4;DAZ4\n","3 cg00063477 EIF1AY\n","4 cg00121626 BCORL2\n","... ... ...\n","485572 rs7746156 NaN\n","485573 rs1945975 NaN\n","485574 rs966367 NaN\n","485575 rs877309 NaN\n","485576 rs4331560 NaN\n","\n","[485577 rows x 2 columns]"]},"execution_count":5,"metadata":{},"output_type":"execute_result"}],"source":["genes = labels.loc[:,[\"ID\", \"UCSC_RefGene_Name\"]]\n","genes"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"KtfV3jxfHC58"},"outputs":[],"source":["genes.to_csv(\"data/dna-methylation/GPL13534_Accession.csv\")"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyPXJqrYYVDVH1/A1E9ItX0r","mount_file_id":"1GxqEa1w4bA1asDItn0scSmxT4xG1UHRJ","provenance":[]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"name":"python"}},"nbformat":4,"nbformat_minor":0}
+{"cells":[{"cell_type":"markdown","metadata":{},"source":["Please find instructions on how to run the code in [README](https://git.imp.fu-berlin.de/vbendikova/dsls-project/-/blob/main/README.md)."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"HUkv-NCTFpno"},"outputs":[],"source":["import numpy as np\n","import pandas as pd"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[],"source":["# Replace with your home path\n","home = \"data/\""]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":353},"executionInfo":{"elapsed":9412,"status":"ok","timestamp":1688978060483,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"Ls5ZM0KTFwQA","outputId":"db4c526f-40fc-488a-a56f-45fc7806e4f0"},"outputs":[{"name":"stderr","output_type":"stream","text":["<ipython-input-3-bd242aca011f>:1: DtypeWarning: Columns (11,14,15,36) have mixed types. Specify dtype option on import or set low_memory=False.\n"," labels = pd.read_csv(\"/content/drive/MyDrive/Data_Science/Project/GPL13534-11288.txt\", sep=\"\\t\", skiprows = 37, header=0)\n"]},{"data":{"text/html":["\n"," <div id=\"df-bd508724-6a83-4607-bbee-b8fda37a11e4\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>ID</th>\n"," <th>Name</th>\n"," <th>AddressA_ID</th>\n"," <th>AlleleA_ProbeSeq</th>\n"," <th>AddressB_ID</th>\n"," <th>AlleleB_ProbeSeq</th>\n"," <th>Infinium_Design_Type</th>\n"," <th>Next_Base</th>\n"," <th>Color_Channel</th>\n"," <th>Forward_Sequence</th>\n"," <th>...</th>\n"," <th>DMR</th>\n"," <th>Enhancer</th>\n"," <th>HMM_Island</th>\n"," <th>Regulatory_Feature_Name</th>\n"," <th>Regulatory_Feature_Group</th>\n"," <th>DHS</th>\n"," <th>RANGE_START</th>\n"," <th>RANGE_END</th>\n"," <th>RANGE_GB</th>\n"," <th>SPOT_ID</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>cg00035864</td>\n"," <td>cg00035864</td>\n"," <td>31729416</td>\n"," <td>AAAACACTAACAATCTTATCCACATAAACCCTTAAATTTATCTCAA...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>II</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>AATCCAAAGATGATGGAGGAGTGCCCGCTCATGATGTGAAGTACCT...</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>8553009.0</td>\n"," <td>8553132.0</td>\n"," <td>NC_000024.9</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>cg00050873</td>\n"," <td>cg00050873</td>\n"," <td>32735311</td>\n"," <td>ACAAAAAAACAACACACAACTATAATAATTTTTAAAATAAATAAAC...</td>\n"," <td>31717405.0</td>\n"," <td>ACGAAAAAACAACGCACAACTATAATAATTTTTAAAATAAATAAAC...</td>\n"," <td>I</td>\n"," <td>A</td>\n"," <td>Red</td>\n"," <td>TATCTCTGTCTGGCGAGGAGGCAACGCACAACTGTGGTGGTTTTTG...</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>Y:9973136-9976273</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>9363356.0</td>\n"," <td>9363479.0</td>\n"," <td>NC_000024.9</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>2</th>\n"," <td>cg00061679</td>\n"," <td>cg00061679</td>\n"," <td>28780415</td>\n"," <td>AAAACATTAAAAAACTAATTCACTACTATTTAATTACTTTATTTTC...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>II</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>TCAACAAATGAGAGACATTGAAGAACTAATTCACTACTATTTGGTT...</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>25314171.0</td>\n"," <td>25314294.0</td>\n"," <td>NC_000024.9</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>3</th>\n"," <td>cg00063477</td>\n"," <td>cg00063477</td>\n"," <td>16712347</td>\n"," <td>TATTCTTCCACACAAAATACTAAACRTATATTTACAAAAATACTTC...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>II</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>CTCCTGTACTTGTTCATTAAATAATGATTCCTTGGATATACCAAGT...</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>22741795.0</td>\n"," <td>22741918.0</td>\n"," <td>NC_000024.9</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>4</th>\n"," <td>cg00121626</td>\n"," <td>cg00121626</td>\n"," <td>19779393</td>\n"," <td>AAAACTAATAAAAATAACTTACAAACCAAATACTATACCCTACAAC...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>II</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>AGGTGAATGAAGAGACTAATGGGAGTGGCTTGCAAGCCAGGTACTG...</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>21664296.0</td>\n"," <td>21664419.0</td>\n"," <td>NC_000024.9</td>\n"," <td>NaN</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>5 rows × 37 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-bd508724-6a83-4607-bbee-b8fda37a11e4')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n"," \n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n"," </svg>\n"," </button>\n"," \n"," <style>\n"," .colab-df-container {\n"," display:flex;\n"," flex-wrap:wrap;\n"," gap: 12px;\n"," }\n","\n"," .colab-df-convert {\n"," background-color: #E8F0FE;\n"," border: none;\n"," border-radius: 50%;\n"," cursor: pointer;\n"," display: none;\n"," fill: #1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-convert:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-convert {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-convert:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n"," </style>\n","\n"," <script>\n"," const buttonEl =\n"," document.querySelector('#df-bd508724-6a83-4607-bbee-b8fda37a11e4 button.colab-df-convert');\n"," buttonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-bd508724-6a83-4607-bbee-b8fda37a11e4');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"," "],"text/plain":[" ID Name AddressA_ID \\\n","0 cg00035864 cg00035864 31729416 \n","1 cg00050873 cg00050873 32735311 \n","2 cg00061679 cg00061679 28780415 \n","3 cg00063477 cg00063477 16712347 \n","4 cg00121626 cg00121626 19779393 \n","\n"," AlleleA_ProbeSeq AddressB_ID \\\n","0 AAAACACTAACAATCTTATCCACATAAACCCTTAAATTTATCTCAA... NaN \n","1 ACAAAAAAACAACACACAACTATAATAATTTTTAAAATAAATAAAC... 31717405.0 \n","2 AAAACATTAAAAAACTAATTCACTACTATTTAATTACTTTATTTTC... NaN \n","3 TATTCTTCCACACAAAATACTAAACRTATATTTACAAAAATACTTC... NaN \n","4 AAAACTAATAAAAATAACTTACAAACCAAATACTATACCCTACAAC... NaN \n","\n"," AlleleB_ProbeSeq Infinium_Design_Type \\\n","0 NaN II \n","1 ACGAAAAAACAACGCACAACTATAATAATTTTTAAAATAAATAAAC... I \n","2 NaN II \n","3 NaN II \n","4 NaN II \n","\n"," Next_Base Color_Channel Forward_Sequence \\\n","0 NaN NaN AATCCAAAGATGATGGAGGAGTGCCCGCTCATGATGTGAAGTACCT... \n","1 A Red TATCTCTGTCTGGCGAGGAGGCAACGCACAACTGTGGTGGTTTTTG... \n","2 NaN NaN TCAACAAATGAGAGACATTGAAGAACTAATTCACTACTATTTGGTT... \n","3 NaN NaN CTCCTGTACTTGTTCATTAAATAATGATTCCTTGGATATACCAAGT... \n","4 NaN NaN AGGTGAATGAAGAGACTAATGGGAGTGGCTTGCAAGCCAGGTACTG... \n","\n"," ... DMR Enhancer HMM_Island Regulatory_Feature_Name \\\n","0 ... NaN NaN NaN NaN \n","1 ... NaN NaN Y:9973136-9976273 NaN \n","2 ... NaN NaN NaN NaN \n","3 ... NaN NaN NaN NaN \n","4 ... NaN NaN NaN NaN \n","\n"," Regulatory_Feature_Group DHS RANGE_START RANGE_END RANGE_GB SPOT_ID \n","0 NaN NaN 8553009.0 8553132.0 NC_000024.9 NaN \n","1 NaN NaN 9363356.0 9363479.0 NC_000024.9 NaN \n","2 NaN NaN 25314171.0 25314294.0 NC_000024.9 NaN \n","3 NaN NaN 22741795.0 22741918.0 NC_000024.9 NaN \n","4 NaN NaN 21664296.0 21664419.0 NC_000024.9 NaN \n","\n","[5 rows x 37 columns]"]},"execution_count":3,"metadata":{},"output_type":"execute_result"}],"source":["labels = pd.read_csv(home + \"GPL13534-11288.txt\", sep=\"\\t\", skiprows = 37, header=0)\n","labels.head()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":423},"executionInfo":{"elapsed":375,"status":"ok","timestamp":1688978071193,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"eilBEyFfFwLP","outputId":"ec970f81-c98c-484d-e306-9011f1dc275c"},"outputs":[{"data":{"text/html":["\n"," <div id=\"df-38e0c57e-aaf7-4760-81c5-92b055e944db\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>ID</th>\n"," <th>UCSC_RefGene_Name</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>cg00035864</td>\n"," <td>TTTY18</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>cg00050873</td>\n"," <td>TSPY4;FAM197Y2</td>\n"," </tr>\n"," <tr>\n"," <th>2</th>\n"," <td>cg00061679</td>\n"," <td>DAZ1;DAZ4;DAZ4</td>\n"," </tr>\n"," <tr>\n"," <th>3</th>\n"," <td>cg00063477</td>\n"," <td>EIF1AY</td>\n"," </tr>\n"," <tr>\n"," <th>4</th>\n"," <td>cg00121626</td>\n"," <td>BCORL2</td>\n"," </tr>\n"," <tr>\n"," <th>...</th>\n"," <td>...</td>\n"," <td>...</td>\n"," </tr>\n"," <tr>\n"," <th>485572</th>\n"," <td>rs7746156</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>485573</th>\n"," <td>rs1945975</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>485574</th>\n"," <td>rs966367</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>485575</th>\n"," <td>rs877309</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>485576</th>\n"," <td>rs4331560</td>\n"," <td>NaN</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>485577 rows × 2 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-38e0c57e-aaf7-4760-81c5-92b055e944db')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n"," \n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n"," </svg>\n"," </button>\n"," \n"," <style>\n"," .colab-df-container {\n"," display:flex;\n"," flex-wrap:wrap;\n"," gap: 12px;\n"," }\n","\n"," .colab-df-convert {\n"," background-color: #E8F0FE;\n"," border: none;\n"," border-radius: 50%;\n"," cursor: pointer;\n"," display: none;\n"," fill: #1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-convert:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-convert {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-convert:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n"," </style>\n","\n"," <script>\n"," const buttonEl =\n"," document.querySelector('#df-38e0c57e-aaf7-4760-81c5-92b055e944db button.colab-df-convert');\n"," buttonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-38e0c57e-aaf7-4760-81c5-92b055e944db');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"," "],"text/plain":[" ID UCSC_RefGene_Name\n","0 cg00035864 TTTY18\n","1 cg00050873 TSPY4;FAM197Y2\n","2 cg00061679 DAZ1;DAZ4;DAZ4\n","3 cg00063477 EIF1AY\n","4 cg00121626 BCORL2\n","... ... ...\n","485572 rs7746156 NaN\n","485573 rs1945975 NaN\n","485574 rs966367 NaN\n","485575 rs877309 NaN\n","485576 rs4331560 NaN\n","\n","[485577 rows x 2 columns]"]},"execution_count":5,"metadata":{},"output_type":"execute_result"}],"source":["genes = labels.loc[:,[\"ID\", \"UCSC_RefGene_Name\"]]\n","genes"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"KtfV3jxfHC58"},"outputs":[],"source":["genes.to_csv(home + \"GPL13534_Accession.csv\")"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyPXJqrYYVDVH1/A1E9ItX0r","mount_file_id":"1GxqEa1w4bA1asDItn0scSmxT4xG1UHRJ","provenance":[]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"name":"python"}},"nbformat":4,"nbformat_minor":0}
diff --git a/Methylation_Postprocessing.ipynb b/Methylation_Postprocessing.ipynb
index 76d093aaaed7af99dacb065fba6e27327b610a49..66aaabbf739937f55da1f9d48aa6ed0528ffd247 100644
--- a/Methylation_Postprocessing.ipynb
+++ b/Methylation_Postprocessing.ipynb
@@ -1 +1 @@
-{"cells":[{"cell_type":"code","execution_count":1,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":23737,"status":"ok","timestamp":1689944844173,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"EAK7TUTMxx61","outputId":"658f2344-a4b3-4173-bf78-e8716db2d7ce"},"outputs":[{"name":"stdout","output_type":"stream","text":["Mounted at /content/drive\n"]}],"source":["import pandas as pd\n","import numpy as np\n","import matplotlib.pyplot as plt\n","from matplotlib_venn import venn3"]},{"cell_type":"markdown","metadata":{"id":"7HUjhuHHFz-D"},"source":["# DMPs"]},{"cell_type":"code","execution_count":10,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":79},"executionInfo":{"elapsed":360,"status":"ok","timestamp":1689945863524,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"QRHmTkcbyB__","outputId":"eccd2adb-a590-42f2-cd59-1406ef71edca"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-d1f99ef0-6071-4f49-b96a-cd2e975fc3c0\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>logFC</th>\n"," <th>AveExpr</th>\n"," <th>t</th>\n"," <th>P.Value</th>\n"," <th>adj.P.Val</th>\n"," <th>B</th>\n"," <th>ASD_AVG</th>\n"," <th>Control_AVG</th>\n"," <th>deltaBeta</th>\n"," <th>CHR</th>\n"," <th>...</th>\n"," <th>gene</th>\n"," <th>feature</th>\n"," <th>cgi</th>\n"," <th>feat.cgi</th>\n"," <th>UCSC_CpG_Islands_Name</th>\n"," <th>DHS</th>\n"," <th>Enhancer</th>\n"," <th>Phantom</th>\n"," <th>Probe_SNPs</th>\n"," <th>Probe_SNPs_10</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," </tbody>\n","</table>\n","<p>0 rows × 23 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-d1f99ef0-6071-4f49-b96a-cd2e975fc3c0')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n"," </svg>\n"," </button>\n","\n","\n","\n"," <div id=\"df-8257e6d5-8502-4754-8d8a-9d3e21758168\">\n"," <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-8257e6d5-8502-4754-8d8a-9d3e21758168')\"\n"," title=\"Suggest charts.\"\n"," style=\"display:none;\">\n","\n","<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <g>\n"," <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n"," </g>\n","</svg>\n"," </button>\n"," </div>\n","\n","<style>\n"," .colab-df-quickchart {\n"," background-color: #E8F0FE;\n"," border: none;\n"," border-radius: 50%;\n"," cursor: pointer;\n"," display: none;\n"," fill: #1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-quickchart:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-quickchart {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-quickchart:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n","</style>\n","\n"," <script>\n"," async function quickchart(key) {\n"," const containerElement = document.querySelector('#' + key);\n"," const charts = await google.colab.kernel.invokeFunction(\n"," 'suggestCharts', [key], {});\n"," }\n"," </script>\n","\n"," <script>\n","\n","function displayQuickchartButton(domScope) {\n"," let quickchartButtonEl =\n"," domScope.querySelector('#df-8257e6d5-8502-4754-8d8a-9d3e21758168 button.colab-df-quickchart');\n"," quickchartButtonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 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Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":["Empty DataFrame\n","Columns: [logFC, AveExpr, t, P.Value, adj.P.Val, B, ASD_AVG, Control_AVG, deltaBeta, CHR, MAPINFO, Strand, Type, gene, feature, cgi, feat.cgi, UCSC_CpG_Islands_Name, DHS, Enhancer, Phantom, Probe_SNPs, Probe_SNPs_10]\n","Index: []\n","\n","[0 rows x 23 columns]"]},"execution_count":10,"metadata":{},"output_type":"execute_result"}],"source":["df_asd = pd.read_csv(\"data/dna-methylation/autism/GSE109905_DMPs.csv\", sep=\",\", index_col=0)\n","df_asd_sign = df_asd[df_asd['deltaBeta'] > 0.1]\n","asd_list = df_asd.index.tolist()\n","asd_list_sign = df_asd_sign.index.tolist()\n","df_asd_sign\n"]},{"cell_type":"code","execution_count":11,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":661},"executionInfo":{"elapsed":2015,"status":"ok","timestamp":1689945870906,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"EFYINpQTyanA","outputId":"a6a0a23d-3e03-4bc0-c47b-7692bc513bb5"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-38be0902-e2d5-48c0-a93c-d37160550396\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," 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'block' : 'none';\n","}\n","\n"," displayQuickchartButton(document);\n"," </script>\n"," <style>\n"," .colab-df-container {\n"," display:flex;\n"," flex-wrap:wrap;\n"," gap: 12px;\n"," }\n","\n"," .colab-df-convert {\n"," background-color: #E8F0FE;\n"," border: none;\n"," border-radius: 50%;\n"," cursor: pointer;\n"," display: none;\n"," fill: #1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-convert:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-convert {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-convert:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n"," </style>\n","\n"," <script>\n"," const buttonEl =\n"," document.querySelector('#df-38be0902-e2d5-48c0-a93c-d37160550396 button.colab-df-convert');\n"," buttonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-38be0902-e2d5-48c0-a93c-d37160550396');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" logFC AveExpr t P.Value adj.P.Val B \\\n","cg13461622 0.379391 1.095491 5.943139 8.643102e-09 0.000697 9.673700 \n","cg18650626 0.646856 3.683937 5.852020 1.409026e-08 0.000697 9.223220 \n","cg11721194 0.365083 1.516760 5.761020 2.283081e-08 0.000697 8.778623 \n","cg25316172 0.325611 1.830489 5.747559 2.450890e-08 0.000697 8.713310 \n","cg17824540 0.316639 1.160290 5.721324 2.813231e-08 0.000727 8.586355 \n","... ... ... ... ... ... ... \n","cg17386911 0.182665 2.482054 2.315540 2.133630e-02 0.049965 -3.558834 \n","cg19991723 0.109055 1.510675 2.315536 2.133650e-02 0.049965 -3.558842 \n","cg24909309 0.101594 1.864789 2.315508 2.133808e-02 0.049968 -3.558904 \n","cg05959834 0.140835 3.254586 2.315470 2.134019e-02 0.049973 -3.558986 \n","cg20789993 0.112163 -4.417613 2.315242 2.135284e-02 0.049998 -3.559478 \n","\n"," X0_AVG X1_AVG deltaBeta CHR ... gene feature \\\n","cg13461622 0.836429 1.215820 0.379391 1 ... RUNX3 1stExon \n","cg18650626 3.242241 3.889097 0.646856 7 ... MAD1L1 Body \n","cg11721194 1.267468 1.632551 0.365083 1 ... SLAMF7 Body \n","cg25316172 1.608150 1.933761 0.325611 5 ... CYFIP2 5'UTR \n","cg17824540 0.944077 1.260716 0.316639 2 ... RBMS1 Body \n","... ... ... ... ... ... ... ... \n","cg17386911 2.357324 2.539989 0.182665 5 ... FGFR4 Body \n","cg19991723 1.436208 1.545263 0.109055 8 ... NaN IGR \n","cg24909309 1.795417 1.897011 0.101594 8 ... C8orf86 TSS1500 \n","cg05959834 3.158419 3.299253 0.140835 6 ... HIST1H1T TSS200 \n","cg20789993 -4.494201 -4.382039 0.112163 3 ... TMPPE 5'UTR \n","\n"," cgi feat.cgi UCSC_CpG_Islands_Name DHS Enhancer \\\n","cg13461622 opensea 1stExon-opensea NaN NaN NaN \n","cg18650626 island Body-island chr7:1913829-1914077 NaN NaN \n","cg11721194 opensea Body-opensea NaN NaN NaN \n","cg25316172 shore 5'UTR-shore chr5:156692812-156693749 NaN True \n","cg17824540 shelf Body-shelf chr2:161263871-161264460 NaN True \n","... ... ... ... ... ... \n","cg17386911 shelf Body-shelf chr5:176520157-176520622 NaN NaN \n","cg19991723 opensea IGR-opensea NaN NaN True \n","cg24909309 opensea TSS1500-opensea NaN NaN NaN \n","cg05959834 shelf TSS200-shelf chr6:26104184-26104502 NaN NaN \n","cg20789993 shore 5'UTR-shore chr3:33138083-33138769 NaN NaN \n","\n"," Phantom Probe_SNPs Probe_SNPs_10 \n","cg13461622 NaN NaN NaN \n","cg18650626 NaN NaN NaN \n","cg11721194 NaN NaN NaN \n","cg25316172 NaN NaN NaN \n","cg17824540 NaN NaN NaN \n","... ... ... ... \n","cg17386911 NaN NaN NaN \n","cg19991723 NaN NaN NaN \n","cg24909309 NaN NaN NaN \n","cg05959834 NaN NaN NaN \n","cg20789993 NaN NaN NaN \n","\n","[37535 rows x 23 columns]"]},"execution_count":11,"metadata":{},"output_type":"execute_result"}],"source":["df_mdd = pd.read_csv(\"data/dna-methylation/depression/GSE201016_DMPs.csv\", sep=\",\", index_col=0)\n","df_mdd_sign = df_mdd[df_mdd['deltaBeta'] > 0.1]\n","mdd_list = df_mdd.index.tolist()\n","mdd_list_sign = df_mdd_sign.index.tolist()\n","df_mdd_sign"]},{"cell_type":"code","execution_count":12,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":191},"executionInfo":{"elapsed":697,"status":"ok","timestamp":1689945874810,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"8mGiGh-gBnYJ","outputId":"a474ac60-41e7-458f-f7c4-dba37dd599e1"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-bb4698c6-e503-4bc1-9d97-b401b32c2067\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>logFC</th>\n"," <th>AveExpr</th>\n"," <th>t</th>\n"," <th>P.Value</th>\n"," <th>adj.P.Val</th>\n"," <th>B</th>\n"," <th>X1_AVG</th>\n"," <th>X2_AVG</th>\n"," <th>deltaBeta</th>\n"," <th>CHR</th>\n"," <th>...</th>\n"," <th>gene</th>\n"," <th>feature</th>\n"," <th>cgi</th>\n"," <th>feat.cgi</th>\n"," <th>UCSC_CpG_Islands_Name</th>\n"," <th>DHS</th>\n"," <th>Enhancer</th>\n"," <th>Phantom</th>\n"," <th>Probe_SNPs</th>\n"," <th>Probe_SNPs_10</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>cg22635676</th>\n"," <td>0.119787</td>\n"," <td>0.362702</td>\n"," <td>6.504438</td>\n"," <td>3.257188e-10</td>\n"," <td>6.841058e-07</td>\n"," <td>11.417256</td>\n"," <td>0.301211</td>\n"," <td>0.420999</td>\n"," <td>0.119787</td>\n"," <td>2</td>\n"," <td>...</td>\n"," <td>SNED1</td>\n"," <td>Body</td>\n"," <td>island</td>\n"," <td>Body-island</td>\n"," <td>chr2:241975533-241976318</td>\n"," <td>True</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>rs73110161</td>\n"," <td>NaN</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>1 rows × 23 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-bb4698c6-e503-4bc1-9d97-b401b32c2067')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 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#1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-quickchart:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-quickchart {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-quickchart:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n","</style>\n","\n"," <script>\n"," async function quickchart(key) {\n"," const containerElement = document.querySelector('#' + key);\n"," const charts = await google.colab.kernel.invokeFunction(\n"," 'suggestCharts', [key], {});\n"," }\n"," </script>\n","\n"," <script>\n","\n","function displayQuickchartButton(domScope) {\n"," let quickchartButtonEl =\n"," domScope.querySelector('#df-362d9a9b-7568-4820-baaf-751d72d5bc83 button.colab-df-quickchart');\n"," quickchartButtonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","}\n","\n"," displayQuickchartButton(document);\n"," </script>\n"," <style>\n"," .colab-df-container {\n"," display:flex;\n"," flex-wrap:wrap;\n"," gap: 12px;\n"," }\n","\n"," .colab-df-convert {\n"," background-color: #E8F0FE;\n"," border: none;\n"," border-radius: 50%;\n"," cursor: pointer;\n"," display: none;\n"," fill: #1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-convert:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-convert {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-convert:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n"," </style>\n","\n"," <script>\n"," const buttonEl =\n"," document.querySelector('#df-bb4698c6-e503-4bc1-9d97-b401b32c2067 button.colab-df-convert');\n"," buttonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-bb4698c6-e503-4bc1-9d97-b401b32c2067');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" logFC AveExpr t P.Value adj.P.Val \\\n","cg22635676 0.119787 0.362702 6.504438 3.257188e-10 6.841058e-07 \n","\n"," B X1_AVG X2_AVG deltaBeta CHR ... gene feature \\\n","cg22635676 11.417256 0.301211 0.420999 0.119787 2 ... SNED1 Body \n","\n"," cgi feat.cgi UCSC_CpG_Islands_Name DHS Enhancer \\\n","cg22635676 island Body-island chr2:241975533-241976318 True NaN \n","\n"," Phantom Probe_SNPs Probe_SNPs_10 \n","cg22635676 NaN rs73110161 NaN \n","\n","[1 rows x 23 columns]"]},"execution_count":12,"metadata":{},"output_type":"execute_result"}],"source":["df_scz = pd.read_csv(\"data/dna-methylation/schizophrenia/GSE80417_DMPs.csv\", sep=\",\", index_col=0)\n","scz_list = df_scz.index.tolist()\n","df_scz_sign = df_scz[df_scz['deltaBeta'] > 0.1]\n","scz_list_sign = df_scz_sign.index.tolist()\n","df_scz_sign\n"]},{"cell_type":"markdown","metadata":{"id":"ovj3pxABoeew"},"source":["**Make Venn diagram of all DMPs**"]},{"cell_type":"code","execution_count":13,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":239,"status":"ok","timestamp":1689945881724,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"8ZH7i637ymsV","outputId":"bdd11987-771d-4d48-c752-0df567462b26"},"outputs":[{"name":"stdout","output_type":"stream","text":["6241\n","2314\n","18469\n","881\n"]}],"source":["set_asd = set(asd_list)\n","set_mdd = set(mdd_list)\n","set_scz = set(scz_list)\n","\n","# Find the common elements using the intersection operation\n","asd_mdd = set_asd.intersection(set_mdd)\n","asd_scz = set_asd.intersection(set_scz)\n","mdd_scz = set_mdd.intersection(set_scz)\n","\n","asd_mdd_scz = asd_scz.intersection(set_mdd)\n","\n","# Convert the result back to a list\n","asd_mdd = list(asd_mdd)\n","asd_scz = list(asd_scz)\n","mdd_scz = list(mdd_scz)\n","asd_mdd_scz = list(asd_mdd_scz)\n","print(len(asd_mdd))\n","print(len(asd_scz))\n","print(len(mdd_scz))\n","print(len(asd_mdd_scz))\n"]},{"cell_type":"code","execution_count":14,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":486},"executionInfo":{"elapsed":361,"status":"ok","timestamp":1689945889198,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"PZC8O3PdC0wE","outputId":"29d734f8-5088-42d8-e9e0-9c2a473fb53f"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["venn_diagram = venn3(subsets=(len(set_asd),\n"," len(set_mdd),\n"," len(asd_mdd),\n"," len(set_scz),\n"," len(asd_scz),\n"," len(mdd_scz),\n"," len(asd_mdd_scz)),\n"," set_labels=('Autism', 'Depression', 'Schizophrenia'))\n","plt.tight_layout()\n","plt.show()"]},{"cell_type":"markdown","metadata":{"id":"U3woVIvCoRP3"},"source":["**Make Venn diagram of DMPs with > 0.1 delta Beta value**"]},{"cell_type":"code","execution_count":15,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":315,"status":"ok","timestamp":1689945933405,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"2AMtn1eOoFRG","outputId":"0001140f-0ea3-4649-d21b-4e3ee0524631"},"outputs":[{"name":"stdout","output_type":"stream","text":["0\n","0\n","0\n","0\n"]}],"source":["set_asd = set(asd_list_sign)\n","set_mdd = set(mdd_list_sign)\n","set_scz = set(scz_list_sign)\n","\n","# Find the common elements using the intersection operation\n","asd_mdd = set_asd.intersection(set_mdd)\n","asd_scz = set_asd.intersection(set_scz)\n","mdd_scz = set_mdd.intersection(set_scz)\n","\n","asd_mdd_scz = asd_scz.intersection(set_mdd)\n","\n","# Convert the result back to a list\n","asd_mdd = list(asd_mdd)\n","asd_scz = list(asd_scz)\n","mdd_scz = list(mdd_scz)\n","asd_mdd_scz = list(asd_mdd_scz)\n","print(len(asd_mdd))\n","print(len(asd_scz))\n","print(len(mdd_scz))\n","print(len(asd_mdd_scz))\n"]},{"cell_type":"code","execution_count":16,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":523},"executionInfo":{"elapsed":1024,"status":"ok","timestamp":1689945936167,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"0dXxhFq8oAJs","outputId":"335bfa0b-cfeb-4ef3-bdf2-73a10de89a2e"},"outputs":[{"name":"stderr","output_type":"stream","text":["/usr/local/lib/python3.10/dist-packages/matplotlib_venn/_venn3.py:53: UserWarning: Circle A has zero area\n"," warnings.warn(\"Circle A has zero area\")\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["venn_diagram = venn3(subsets=(len(set_asd) - len(asd_mdd) - len(asd_scz) + len(asd_mdd_scz),\n"," len(set_mdd) - len(asd_mdd) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_mdd) - len(asd_mdd_scz),\n"," len(set_scz) - len(asd_scz) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_scz) - len(asd_mdd_scz),\n"," len(mdd_scz) - len(asd_mdd_scz),\n"," len(asd_mdd_scz)),\n"," set_labels=('Autism', 'Depression', 'Schizophrenia'))\n","plt.tight_layout()\n","plt.show()"]},{"cell_type":"markdown","metadata":{"id":"hnjpaPUgFxDe"},"source":["# GSEA"]},{"cell_type":"code","execution_count":17,"metadata":{"executionInfo":{"elapsed":2345,"status":"ok","timestamp":1689946090380,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"nuYvjxTGHrHx"},"outputs":[],"source":["asd = pd.read_csv(\"data/dna-methylation/autism/gsea_DMP_autism_109905.csv\", sep=\",\", index_col=0)\n","mdd = pd.read_csv(\"data/dna-methylation/depression/gsea_DMP_depression_201016.csv\", sep=\",\", index_col=0)\n","scz = pd.read_csv(\"data/dna-methylation/schizophrenia/GSEA_DMPs_GSE80417.csv\", sep=\",\", index_col=0)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"O4LCGkSQXmSc"},"outputs":[],"source":["asd"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"j-dZIMziXdYc"},"outputs":[],"source":["asd_sign = asd[asd['nOVLAP'] > 1000]\n","mdd_sign = mdd[mdd['nOVLAP'] > 1000]\n","scz_sign = scz[scz['nOVLAP'] > 1000]\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"vgpU6xkiXBpm"},"outputs":[],"source":["scz_list = scz.Gene_List.tolist()\n","scz_list"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"mIWD8V3HW9De"},"outputs":[],"source":["asd_list = asd.Gene_List.tolist()\n","asd_list"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Mb3jkJxQH-Jr"},"outputs":[],"source":["mdd_list = mdd.Gene_List.tolist()\n","mdd_list"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":8,"status":"ok","timestamp":1689724727682,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"MyoQIgWpV2n4","outputId":"5bd95bfa-ef6d-44e9-8dbf-da1b4d1f052e"},"outputs":[{"name":"stdout","output_type":"stream","text":["323\n","1911\n","336\n","287\n"]}],"source":["set_asd = set(asd_list)\n","set_mdd = set(mdd_list)\n","set_scz = set(scz_list)\n","\n","# Find the common elements using the intersection operation\n","asd_mdd = set_asd.intersection(set_mdd)\n","asd_scz = set_asd.intersection(set_scz)\n","mdd_scz = set_mdd.intersection(set_scz)\n","\n","asd_mdd_scz = asd_scz.intersection(set_mdd)\n","\n","# Convert the result back to a list\n","asd_mdd = list(asd_mdd)\n","asd_scz = list(asd_scz)\n","mdd_scz = list(mdd_scz)\n","asd_mdd_scz = list(asd_mdd_scz)\n","print(len(asd_mdd))\n","print(len(asd_scz))\n","print(len(mdd_scz))\n","print(len(asd_mdd_scz))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"YSXNjsMYXYKQ"},"outputs":[],"source":["asd_mdd_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":410},"executionInfo":{"elapsed":495,"status":"ok","timestamp":1689724730578,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"My_XrkG0XLgd","outputId":"201ce940-4165-4a2d-db45-522ea520fb64"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["venn_diagram = venn3(subsets=(len(set_asd) - len(asd_mdd) - len(asd_scz) + len(asd_mdd_scz),\n"," len(set_mdd) - len(asd_mdd) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_mdd) - len(asd_mdd_scz),\n"," len(set_scz) - len(asd_scz) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_scz) - len(asd_mdd_scz),\n"," len(mdd_scz) - len(asd_mdd_scz),\n"," len(asd_mdd_scz)),\n"," set_labels=('Autism', 'Depression', 'Schizophrenia'))\n","\n","plt.show()\n"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyPkaThvSFfei76xwd1VMZB8","collapsed_sections":["7HUjhuHHFz-D","hnjpaPUgFxDe"],"provenance":[]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"name":"python"}},"nbformat":4,"nbformat_minor":0}
+{"cells":[{"cell_type":"markdown","metadata":{},"source":["Please find instructions on how to run the code in [README](https://git.imp.fu-berlin.de/vbendikova/dsls-project/-/blob/main/README.md)."]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":23737,"status":"ok","timestamp":1689944844173,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"EAK7TUTMxx61","outputId":"658f2344-a4b3-4173-bf78-e8716db2d7ce"},"outputs":[],"source":["import pandas as pd\n","import numpy as np\n","import matplotlib.pyplot as plt\n","from matplotlib_venn import venn3"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[],"source":["# Replace with your home path\n","home = \"data/\""]},{"cell_type":"markdown","metadata":{"id":"7HUjhuHHFz-D"},"source":["# DMPs"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":79},"executionInfo":{"elapsed":360,"status":"ok","timestamp":1689945863524,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"QRHmTkcbyB__","outputId":"eccd2adb-a590-42f2-cd59-1406ef71edca"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-d1f99ef0-6071-4f49-b96a-cd2e975fc3c0\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>logFC</th>\n"," <th>AveExpr</th>\n"," <th>t</th>\n"," <th>P.Value</th>\n"," <th>adj.P.Val</th>\n"," <th>B</th>\n"," <th>ASD_AVG</th>\n"," <th>Control_AVG</th>\n"," <th>deltaBeta</th>\n"," <th>CHR</th>\n"," <th>...</th>\n"," <th>gene</th>\n"," <th>feature</th>\n"," <th>cgi</th>\n"," <th>feat.cgi</th>\n"," <th>UCSC_CpG_Islands_Name</th>\n"," <th>DHS</th>\n"," <th>Enhancer</th>\n"," <th>Phantom</th>\n"," <th>Probe_SNPs</th>\n"," <th>Probe_SNPs_10</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," </tbody>\n","</table>\n","<p>0 rows × 23 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-d1f99ef0-6071-4f49-b96a-cd2e975fc3c0')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 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Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":["Empty DataFrame\n","Columns: [logFC, AveExpr, t, P.Value, adj.P.Val, B, ASD_AVG, Control_AVG, deltaBeta, CHR, MAPINFO, Strand, Type, gene, feature, cgi, feat.cgi, UCSC_CpG_Islands_Name, DHS, Enhancer, Phantom, Probe_SNPs, Probe_SNPs_10]\n","Index: []\n","\n","[0 rows x 23 columns]"]},"execution_count":10,"metadata":{},"output_type":"execute_result"}],"source":["df_asd = pd.read_csv(home + \"GSE109905_DMPs.csv\", sep=\",\", index_col=0)\n","df_asd_sign = df_asd[df_asd['deltaBeta'] > 0.1]\n","asd_list = df_asd.index.tolist()\n","asd_list_sign = df_asd_sign.index.tolist()\n","df_asd_sign\n"]},{"cell_type":"code","execution_count":11,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":661},"executionInfo":{"elapsed":2015,"status":"ok","timestamp":1689945870906,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"EFYINpQTyanA","outputId":"a6a0a23d-3e03-4bc0-c47b-7692bc513bb5"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-38be0902-e2d5-48c0-a93c-d37160550396\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>logFC</th>\n"," <th>AveExpr</th>\n"," <th>t</th>\n"," <th>P.Value</th>\n"," <th>adj.P.Val</th>\n"," <th>B</th>\n"," <th>X0_AVG</th>\n"," <th>X1_AVG</th>\n"," <th>deltaBeta</th>\n"," <th>CHR</th>\n"," <th>...</th>\n"," <th>gene</th>\n"," <th>feature</th>\n"," <th>cgi</th>\n"," <th>feat.cgi</th>\n"," <th>UCSC_CpG_Islands_Name</th>\n"," <th>DHS</th>\n"," <th>Enhancer</th>\n"," <th>Phantom</th>\n"," <th>Probe_SNPs</th>\n"," <th>Probe_SNPs_10</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>cg13461622</th>\n"," <td>0.379391</td>\n"," <td>1.095491</td>\n"," <td>5.943139</td>\n"," <td>8.643102e-09</td>\n"," <td>0.000697</td>\n"," <td>9.673700</td>\n"," <td>0.836429</td>\n"," <td>1.215820</td>\n"," <td>0.379391</td>\n"," <td>1</td>\n"," <td>...</td>\n"," <td>RUNX3</td>\n"," <td>1stExon</td>\n"," <td>opensea</td>\n"," <td>1stExon-opensea</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>cg18650626</th>\n"," <td>0.646856</td>\n"," <td>3.683937</td>\n"," <td>5.852020</td>\n"," <td>1.409026e-08</td>\n"," <td>0.000697</td>\n"," <td>9.223220</td>\n"," <td>3.242241</td>\n"," <td>3.889097</td>\n"," <td>0.646856</td>\n"," <td>7</td>\n"," <td>...</td>\n"," <td>MAD1L1</td>\n"," <td>Body</td>\n"," <td>island</td>\n"," <td>Body-island</td>\n"," <td>chr7:1913829-1914077</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>cg11721194</th>\n"," <td>0.365083</td>\n"," <td>1.516760</td>\n"," <td>5.761020</td>\n"," <td>2.283081e-08</td>\n"," <td>0.000697</td>\n"," <td>8.778623</td>\n"," <td>1.267468</td>\n"," <td>1.632551</td>\n"," <td>0.365083</td>\n"," <td>1</td>\n"," <td>...</td>\n"," <td>SLAMF7</td>\n"," <td>Body</td>\n"," <td>opensea</td>\n"," <td>Body-opensea</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>cg25316172</th>\n"," <td>0.325611</td>\n"," <td>1.830489</td>\n"," <td>5.747559</td>\n"," <td>2.450890e-08</td>\n"," <td>0.000697</td>\n"," <td>8.713310</td>\n"," <td>1.608150</td>\n"," <td>1.933761</td>\n"," <td>0.325611</td>\n"," <td>5</td>\n"," <td>...</td>\n"," <td>CYFIP2</td>\n"," <td>5'UTR</td>\n"," <td>shore</td>\n"," <td>5'UTR-shore</td>\n"," <td>chr5:156692812-156693749</td>\n"," <td>NaN</td>\n"," <td>True</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>cg17824540</th>\n"," <td>0.316639</td>\n"," <td>1.160290</td>\n"," <td>5.721324</td>\n"," <td>2.813231e-08</td>\n"," <td>0.000727</td>\n"," <td>8.586355</td>\n"," <td>0.944077</td>\n"," <td>1.260716</td>\n"," <td>0.316639</td>\n"," <td>2</td>\n"," <td>...</td>\n"," <td>RBMS1</td>\n"," <td>Body</td>\n"," <td>shelf</td>\n"," <td>Body-shelf</td>\n"," <td>chr2:161263871-161264460</td>\n"," <td>NaN</td>\n"," <td>True</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>...</th>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," </tr>\n"," <tr>\n"," <th>cg17386911</th>\n"," <td>0.182665</td>\n"," <td>2.482054</td>\n"," <td>2.315540</td>\n"," <td>2.133630e-02</td>\n"," <td>0.049965</td>\n"," <td>-3.558834</td>\n"," <td>2.357324</td>\n"," <td>2.539989</td>\n"," <td>0.182665</td>\n"," <td>5</td>\n"," <td>...</td>\n"," <td>FGFR4</td>\n"," <td>Body</td>\n"," <td>shelf</td>\n"," <td>Body-shelf</td>\n"," <td>chr5:176520157-176520622</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>cg19991723</th>\n"," <td>0.109055</td>\n"," <td>1.510675</td>\n"," <td>2.315536</td>\n"," <td>2.133650e-02</td>\n"," <td>0.049965</td>\n"," <td>-3.558842</td>\n"," <td>1.436208</td>\n"," <td>1.545263</td>\n"," <td>0.109055</td>\n"," <td>8</td>\n"," <td>...</td>\n"," <td>NaN</td>\n"," <td>IGR</td>\n"," <td>opensea</td>\n"," <td>IGR-opensea</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>True</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>cg24909309</th>\n"," <td>0.101594</td>\n"," <td>1.864789</td>\n"," <td>2.315508</td>\n"," <td>2.133808e-02</td>\n"," <td>0.049968</td>\n"," <td>-3.558904</td>\n"," <td>1.795417</td>\n"," <td>1.897011</td>\n"," <td>0.101594</td>\n"," <td>8</td>\n"," <td>...</td>\n"," <td>C8orf86</td>\n"," <td>TSS1500</td>\n"," <td>opensea</td>\n"," <td>TSS1500-opensea</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>cg05959834</th>\n"," <td>0.140835</td>\n"," <td>3.254586</td>\n"," <td>2.315470</td>\n"," <td>2.134019e-02</td>\n"," <td>0.049973</td>\n"," <td>-3.558986</td>\n"," <td>3.158419</td>\n"," <td>3.299253</td>\n"," <td>0.140835</td>\n"," <td>6</td>\n"," <td>...</td>\n"," <td>HIST1H1T</td>\n"," <td>TSS200</td>\n"," <td>shelf</td>\n"," <td>TSS200-shelf</td>\n"," <td>chr6:26104184-26104502</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," </tr>\n"," <tr>\n"," <th>cg20789993</th>\n"," <td>0.112163</td>\n"," <td>-4.417613</td>\n"," <td>2.315242</td>\n"," <td>2.135284e-02</td>\n"," <td>0.049998</td>\n"," <td>-3.559478</td>\n"," <td>-4.494201</td>\n"," <td>-4.382039</td>\n"," <td>0.112163</td>\n"," <td>3</td>\n"," <td>...</td>\n"," <td>TMPPE</td>\n"," <td>5'UTR</td>\n"," <td>shore</td>\n"," <td>5'UTR-shore</td>\n"," <td>chr3:33138083-33138769</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>37535 rows × 23 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-38be0902-e2d5-48c0-a93c-d37160550396')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n"," </svg>\n"," </button>\n","\n","\n","\n"," <div id=\"df-15abb500-2f1f-407e-bedf-cc95b3734ae9\">\n"," <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-15abb500-2f1f-407e-bedf-cc95b3734ae9')\"\n"," title=\"Suggest charts.\"\n"," style=\"display:none;\">\n","\n","<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <g>\n"," <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n"," </g>\n","</svg>\n"," </button>\n"," </div>\n","\n","<style>\n"," .colab-df-quickchart {\n"," background-color: #E8F0FE;\n"," border: none;\n"," border-radius: 50%;\n"," cursor: pointer;\n"," display: none;\n"," fill: #1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-quickchart:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-quickchart {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-quickchart:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n","</style>\n","\n"," <script>\n"," async function quickchart(key) {\n"," const containerElement = document.querySelector('#' + key);\n"," const charts = await google.colab.kernel.invokeFunction(\n"," 'suggestCharts', [key], {});\n"," }\n"," </script>\n","\n"," <script>\n","\n","function displayQuickchartButton(domScope) {\n"," let quickchartButtonEl =\n"," domScope.querySelector('#df-15abb500-2f1f-407e-bedf-cc95b3734ae9 button.colab-df-quickchart');\n"," quickchartButtonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","}\n","\n"," displayQuickchartButton(document);\n"," </script>\n"," <style>\n"," .colab-df-container {\n"," display:flex;\n"," flex-wrap:wrap;\n"," gap: 12px;\n"," }\n","\n"," .colab-df-convert {\n"," background-color: #E8F0FE;\n"," border: none;\n"," border-radius: 50%;\n"," cursor: pointer;\n"," display: none;\n"," fill: #1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-convert:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-convert {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-convert:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n"," </style>\n","\n"," <script>\n"," const buttonEl =\n"," document.querySelector('#df-38be0902-e2d5-48c0-a93c-d37160550396 button.colab-df-convert');\n"," buttonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-38be0902-e2d5-48c0-a93c-d37160550396');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" logFC AveExpr t P.Value adj.P.Val B \\\n","cg13461622 0.379391 1.095491 5.943139 8.643102e-09 0.000697 9.673700 \n","cg18650626 0.646856 3.683937 5.852020 1.409026e-08 0.000697 9.223220 \n","cg11721194 0.365083 1.516760 5.761020 2.283081e-08 0.000697 8.778623 \n","cg25316172 0.325611 1.830489 5.747559 2.450890e-08 0.000697 8.713310 \n","cg17824540 0.316639 1.160290 5.721324 2.813231e-08 0.000727 8.586355 \n","... ... ... ... ... ... ... \n","cg17386911 0.182665 2.482054 2.315540 2.133630e-02 0.049965 -3.558834 \n","cg19991723 0.109055 1.510675 2.315536 2.133650e-02 0.049965 -3.558842 \n","cg24909309 0.101594 1.864789 2.315508 2.133808e-02 0.049968 -3.558904 \n","cg05959834 0.140835 3.254586 2.315470 2.134019e-02 0.049973 -3.558986 \n","cg20789993 0.112163 -4.417613 2.315242 2.135284e-02 0.049998 -3.559478 \n","\n"," X0_AVG X1_AVG deltaBeta CHR ... gene feature \\\n","cg13461622 0.836429 1.215820 0.379391 1 ... RUNX3 1stExon \n","cg18650626 3.242241 3.889097 0.646856 7 ... MAD1L1 Body \n","cg11721194 1.267468 1.632551 0.365083 1 ... SLAMF7 Body \n","cg25316172 1.608150 1.933761 0.325611 5 ... CYFIP2 5'UTR \n","cg17824540 0.944077 1.260716 0.316639 2 ... RBMS1 Body \n","... ... ... ... ... ... ... ... \n","cg17386911 2.357324 2.539989 0.182665 5 ... FGFR4 Body \n","cg19991723 1.436208 1.545263 0.109055 8 ... NaN IGR \n","cg24909309 1.795417 1.897011 0.101594 8 ... C8orf86 TSS1500 \n","cg05959834 3.158419 3.299253 0.140835 6 ... HIST1H1T TSS200 \n","cg20789993 -4.494201 -4.382039 0.112163 3 ... TMPPE 5'UTR \n","\n"," cgi feat.cgi UCSC_CpG_Islands_Name DHS Enhancer \\\n","cg13461622 opensea 1stExon-opensea NaN NaN NaN \n","cg18650626 island Body-island chr7:1913829-1914077 NaN NaN \n","cg11721194 opensea Body-opensea NaN NaN NaN \n","cg25316172 shore 5'UTR-shore chr5:156692812-156693749 NaN True \n","cg17824540 shelf Body-shelf chr2:161263871-161264460 NaN True \n","... ... ... ... ... ... \n","cg17386911 shelf Body-shelf chr5:176520157-176520622 NaN NaN \n","cg19991723 opensea IGR-opensea NaN NaN True \n","cg24909309 opensea TSS1500-opensea NaN NaN NaN \n","cg05959834 shelf TSS200-shelf chr6:26104184-26104502 NaN NaN \n","cg20789993 shore 5'UTR-shore chr3:33138083-33138769 NaN NaN \n","\n"," Phantom Probe_SNPs Probe_SNPs_10 \n","cg13461622 NaN NaN NaN \n","cg18650626 NaN NaN NaN \n","cg11721194 NaN NaN NaN \n","cg25316172 NaN NaN NaN \n","cg17824540 NaN NaN NaN \n","... ... ... ... \n","cg17386911 NaN NaN NaN \n","cg19991723 NaN NaN NaN \n","cg24909309 NaN NaN NaN \n","cg05959834 NaN NaN NaN \n","cg20789993 NaN NaN NaN \n","\n","[37535 rows x 23 columns]"]},"execution_count":11,"metadata":{},"output_type":"execute_result"}],"source":["df_mdd = pd.read_csv(home + \"GSE201016_DMPs.csv\", sep=\",\", index_col=0)\n","df_mdd_sign = df_mdd[df_mdd['deltaBeta'] > 0.1]\n","mdd_list = df_mdd.index.tolist()\n","mdd_list_sign = df_mdd_sign.index.tolist()\n","df_mdd_sign"]},{"cell_type":"code","execution_count":12,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":191},"executionInfo":{"elapsed":697,"status":"ok","timestamp":1689945874810,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"8mGiGh-gBnYJ","outputId":"a474ac60-41e7-458f-f7c4-dba37dd599e1"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-bb4698c6-e503-4bc1-9d97-b401b32c2067\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>logFC</th>\n"," <th>AveExpr</th>\n"," <th>t</th>\n"," <th>P.Value</th>\n"," <th>adj.P.Val</th>\n"," <th>B</th>\n"," <th>X1_AVG</th>\n"," <th>X2_AVG</th>\n"," <th>deltaBeta</th>\n"," <th>CHR</th>\n"," <th>...</th>\n"," <th>gene</th>\n"," <th>feature</th>\n"," <th>cgi</th>\n"," <th>feat.cgi</th>\n"," <th>UCSC_CpG_Islands_Name</th>\n"," <th>DHS</th>\n"," <th>Enhancer</th>\n"," <th>Phantom</th>\n"," <th>Probe_SNPs</th>\n"," <th>Probe_SNPs_10</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>cg22635676</th>\n"," <td>0.119787</td>\n"," <td>0.362702</td>\n"," <td>6.504438</td>\n"," <td>3.257188e-10</td>\n"," <td>6.841058e-07</td>\n"," <td>11.417256</td>\n"," <td>0.301211</td>\n"," <td>0.420999</td>\n"," <td>0.119787</td>\n"," <td>2</td>\n"," <td>...</td>\n"," <td>SNED1</td>\n"," <td>Body</td>\n"," <td>island</td>\n"," <td>Body-island</td>\n"," <td>chr2:241975533-241976318</td>\n"," <td>True</td>\n"," <td>NaN</td>\n"," <td>NaN</td>\n"," <td>rs73110161</td>\n"," <td>NaN</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>1 rows × 23 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-bb4698c6-e503-4bc1-9d97-b401b32c2067')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 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domScope.querySelector('#df-362d9a9b-7568-4820-baaf-751d72d5bc83 button.colab-df-quickchart');\n"," quickchartButtonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","}\n","\n"," displayQuickchartButton(document);\n"," </script>\n"," <style>\n"," .colab-df-container {\n"," display:flex;\n"," flex-wrap:wrap;\n"," gap: 12px;\n"," }\n","\n"," .colab-df-convert {\n"," background-color: #E8F0FE;\n"," border: none;\n"," border-radius: 50%;\n"," cursor: pointer;\n"," display: none;\n"," fill: #1967D2;\n"," height: 32px;\n"," padding: 0 0 0 0;\n"," width: 32px;\n"," }\n","\n"," .colab-df-convert:hover {\n"," background-color: #E2EBFA;\n"," box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n"," fill: #174EA6;\n"," }\n","\n"," [theme=dark] .colab-df-convert {\n"," background-color: #3B4455;\n"," fill: #D2E3FC;\n"," }\n","\n"," [theme=dark] .colab-df-convert:hover {\n"," background-color: #434B5C;\n"," box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n"," filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n"," fill: #FFFFFF;\n"," }\n"," </style>\n","\n"," <script>\n"," const buttonEl =\n"," document.querySelector('#df-bb4698c6-e503-4bc1-9d97-b401b32c2067 button.colab-df-convert');\n"," buttonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-bb4698c6-e503-4bc1-9d97-b401b32c2067');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" logFC AveExpr t P.Value adj.P.Val \\\n","cg22635676 0.119787 0.362702 6.504438 3.257188e-10 6.841058e-07 \n","\n"," B X1_AVG X2_AVG deltaBeta CHR ... gene feature \\\n","cg22635676 11.417256 0.301211 0.420999 0.119787 2 ... SNED1 Body \n","\n"," cgi feat.cgi UCSC_CpG_Islands_Name DHS Enhancer \\\n","cg22635676 island Body-island chr2:241975533-241976318 True NaN \n","\n"," Phantom Probe_SNPs Probe_SNPs_10 \n","cg22635676 NaN rs73110161 NaN \n","\n","[1 rows x 23 columns]"]},"execution_count":12,"metadata":{},"output_type":"execute_result"}],"source":["df_scz = pd.read_csv(home + \"GSE80417_DMPs.csv\", sep=\",\", index_col=0)\n","scz_list = df_scz.index.tolist()\n","df_scz_sign = df_scz[df_scz['deltaBeta'] > 0.1]\n","scz_list_sign = df_scz_sign.index.tolist()\n","df_scz_sign\n"]},{"cell_type":"markdown","metadata":{"id":"ovj3pxABoeew"},"source":["**Make Venn diagram of all DMPs**"]},{"cell_type":"code","execution_count":13,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":239,"status":"ok","timestamp":1689945881724,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"8ZH7i637ymsV","outputId":"bdd11987-771d-4d48-c752-0df567462b26"},"outputs":[{"name":"stdout","output_type":"stream","text":["6241\n","2314\n","18469\n","881\n"]}],"source":["set_asd = set(asd_list)\n","set_mdd = set(mdd_list)\n","set_scz = set(scz_list)\n","\n","# Find the common elements using the intersection operation\n","asd_mdd = set_asd.intersection(set_mdd)\n","asd_scz = set_asd.intersection(set_scz)\n","mdd_scz = set_mdd.intersection(set_scz)\n","\n","asd_mdd_scz = asd_scz.intersection(set_mdd)\n","\n","# Convert the result back to a list\n","asd_mdd = list(asd_mdd)\n","asd_scz = list(asd_scz)\n","mdd_scz = list(mdd_scz)\n","asd_mdd_scz = list(asd_mdd_scz)\n","print(len(asd_mdd))\n","print(len(asd_scz))\n","print(len(mdd_scz))\n","print(len(asd_mdd_scz))\n"]},{"cell_type":"code","execution_count":14,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":486},"executionInfo":{"elapsed":361,"status":"ok","timestamp":1689945889198,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"PZC8O3PdC0wE","outputId":"29d734f8-5088-42d8-e9e0-9c2a473fb53f"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["venn_diagram = venn3(subsets=(len(set_asd),\n"," len(set_mdd),\n"," len(asd_mdd),\n"," len(set_scz),\n"," len(asd_scz),\n"," len(mdd_scz),\n"," len(asd_mdd_scz)),\n"," set_labels=('Autism', 'Depression', 'Schizophrenia'))\n","plt.tight_layout()\n","plt.show()"]},{"cell_type":"markdown","metadata":{"id":"U3woVIvCoRP3"},"source":["**Make Venn diagram of DMPs with > 0.1 delta Beta value**"]},{"cell_type":"code","execution_count":15,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":315,"status":"ok","timestamp":1689945933405,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"2AMtn1eOoFRG","outputId":"0001140f-0ea3-4649-d21b-4e3ee0524631"},"outputs":[{"name":"stdout","output_type":"stream","text":["0\n","0\n","0\n","0\n"]}],"source":["set_asd = set(asd_list_sign)\n","set_mdd = set(mdd_list_sign)\n","set_scz = set(scz_list_sign)\n","\n","# Find the common elements using the intersection operation\n","asd_mdd = set_asd.intersection(set_mdd)\n","asd_scz = set_asd.intersection(set_scz)\n","mdd_scz = set_mdd.intersection(set_scz)\n","\n","asd_mdd_scz = asd_scz.intersection(set_mdd)\n","\n","# Convert the result back to a list\n","asd_mdd = list(asd_mdd)\n","asd_scz = list(asd_scz)\n","mdd_scz = list(mdd_scz)\n","asd_mdd_scz = list(asd_mdd_scz)\n","print(len(asd_mdd))\n","print(len(asd_scz))\n","print(len(mdd_scz))\n","print(len(asd_mdd_scz))\n"]},{"cell_type":"code","execution_count":16,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":523},"executionInfo":{"elapsed":1024,"status":"ok","timestamp":1689945936167,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"0dXxhFq8oAJs","outputId":"335bfa0b-cfeb-4ef3-bdf2-73a10de89a2e"},"outputs":[{"name":"stderr","output_type":"stream","text":["/usr/local/lib/python3.10/dist-packages/matplotlib_venn/_venn3.py:53: UserWarning: Circle A has zero area\n"," warnings.warn(\"Circle A has zero area\")\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["venn_diagram = venn3(subsets=(len(set_asd) - len(asd_mdd) - len(asd_scz) + len(asd_mdd_scz),\n"," len(set_mdd) - len(asd_mdd) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_mdd) - len(asd_mdd_scz),\n"," len(set_scz) - len(asd_scz) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_scz) - len(asd_mdd_scz),\n"," len(mdd_scz) - len(asd_mdd_scz),\n"," len(asd_mdd_scz)),\n"," set_labels=('Autism', 'Depression', 'Schizophrenia'))\n","plt.tight_layout()\n","plt.show()"]},{"cell_type":"markdown","metadata":{"id":"hnjpaPUgFxDe"},"source":["# GSEA"]},{"cell_type":"code","execution_count":17,"metadata":{"executionInfo":{"elapsed":2345,"status":"ok","timestamp":1689946090380,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"nuYvjxTGHrHx"},"outputs":[],"source":["asd = pd.read_csv(home + \"gsea_DMP_autism_109905.csv\", sep=\",\", index_col=0)\n","mdd = pd.read_csv(home + \"gsea_DMP_depression_201016.csv\", sep=\",\", index_col=0)\n","scz = pd.read_csv(home + \"GSEA_DMPs_GSE80417.csv\", sep=\",\", index_col=0)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"O4LCGkSQXmSc"},"outputs":[],"source":["asd"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"j-dZIMziXdYc"},"outputs":[],"source":["asd_sign = asd[asd['nOVLAP'] > 1000]\n","mdd_sign = mdd[mdd['nOVLAP'] > 1000]\n","scz_sign = scz[scz['nOVLAP'] > 1000]\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"vgpU6xkiXBpm"},"outputs":[],"source":["scz_list = scz.Gene_List.tolist()\n","scz_list"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"mIWD8V3HW9De"},"outputs":[],"source":["asd_list = asd.Gene_List.tolist()\n","asd_list"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Mb3jkJxQH-Jr"},"outputs":[],"source":["mdd_list = mdd.Gene_List.tolist()\n","mdd_list"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":8,"status":"ok","timestamp":1689724727682,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"MyoQIgWpV2n4","outputId":"5bd95bfa-ef6d-44e9-8dbf-da1b4d1f052e"},"outputs":[{"name":"stdout","output_type":"stream","text":["323\n","1911\n","336\n","287\n"]}],"source":["set_asd = set(asd_list)\n","set_mdd = set(mdd_list)\n","set_scz = set(scz_list)\n","\n","# Find the common elements using the intersection operation\n","asd_mdd = set_asd.intersection(set_mdd)\n","asd_scz = set_asd.intersection(set_scz)\n","mdd_scz = set_mdd.intersection(set_scz)\n","\n","asd_mdd_scz = asd_scz.intersection(set_mdd)\n","\n","# Convert the result back to a list\n","asd_mdd = list(asd_mdd)\n","asd_scz = list(asd_scz)\n","mdd_scz = list(mdd_scz)\n","asd_mdd_scz = list(asd_mdd_scz)\n","print(len(asd_mdd))\n","print(len(asd_scz))\n","print(len(mdd_scz))\n","print(len(asd_mdd_scz))"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"YSXNjsMYXYKQ"},"outputs":[],"source":["asd_mdd_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":410},"executionInfo":{"elapsed":495,"status":"ok","timestamp":1689724730578,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"My_XrkG0XLgd","outputId":"201ce940-4165-4a2d-db45-522ea520fb64"},"outputs":[{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAaMAAAGJCAYAAAAnolykAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAABYnUlEQVR4nO3dd5xU5dn/8c8502d7Zdmls3QQBLEjoCJiRUXU3/PYEiPWaGyJxoIak9gLUbEkVp7YiRgLFlCioGJURKRXabtsL9PnnN8fRxaWXdg2M2fK9c5rA8ycmXPNujvfue9zF0XXdR0hhBDCRKrZBQghhBASRkIIIUwnYSSEEMJ0EkZCCCFMJ2EkhBDCdBJGQgghTCdhJIQQwnQSRkIIIUwnYSSEEMJ0EkZCCCFMJ2EkhBDCdBJGQgghTCdhJIQQwnQSRkIIIUwnYSSEEMJ0EkZCCCFMJ2EkhBDCdBJGQgghTCdhJIQQwnQSRkIIIUwnYSSEEMJ0EkZCCCFMJ2HUQYqiMHPmTLPLEEKIpJJUYfTEE0+gKAqHHXZYl57nvffek8ARQogYUnRd180uIlKOOuootm/fzqZNm1i7di2lpaWdep6rrrqKxx9/nNa+NT6fD6vVitVq7Wq5QgghfpE0LaONGzeyePFiHnroIQoKCpgzZ05UzuN0OiWIhBAiwpImjObMmUNOTg4nn3wy06ZNaxFGn376KYqi8Omnnza7fdOmTSiKwvPPPw/ARRddxOOPPw4Y14d2f+227zWj+vp6rr32Wvr06YPD4aCwsJBJkybx7bffNh0zYcIEhg8fzg8//MD48eNxu92UlpbyxhtvAPDZZ59x2GGH4XK5GDRoEB9//HEEvzNCCBH/kiqMzjzzTOx2O+eddx5r165l6dKlHX6eGTNmMGnSJABeeumlpq/9ueyyy3jyySc566yzeOKJJ7jhhhtwuVysXLmy2XHV1dWccsopHHbYYdx33304HA7OPfdcXn31Vc4991xOOukk/vrXv9LY2Mi0adOor6/vcO1CCJGw9CTwzTff6ID+0Ucf6bqu65qm6T169NCvueaapmMWLlyoA/rChQubPXbjxo06oD/33HNNt1155ZX6/r41gH7HHXc0/TsrK0u/8sorD1jf+PHjdUD/v//7v6bbVq1apQO6qqr6l19+2XT7/PnzW9QjhBDJLilaRnPmzKFbt25MnDgRMLrSzjnnHF555RXC4XBUz52dnc1XX33F9u3bD3hceno65557btO/Bw0aRHZ2NkOGDGk2+m/33zds2BCdgoUQIg4lfBiFw2FeeeUVJk6cyMaNG1m3bh3r1q3jsMMOo6ysjE8++SSq57/vvvv48ccf6dmzJ4ceeigzZ85sNUh69OjR7NoTQFZWFj179mxxGxjdekIIkSoSPowWLFjAjh07eOWVVxgwYEDT1/Tp0wGaBjLsGwS7dbXlNH36dDZs2MCsWbMoLi7m/vvvZ9iwYbz//vvNjrNYLK0+fn+368kz4l4IIdqU8GOU58yZQ2FhYdMIuL299dZbzJ07l9mzZ5OTkwNATU1Ns2M2b97c4nH7C6796d69O1dccQVXXHEF5eXljB49mnvuuYcpU6Z06HmEECJVJXQYeb1e3nrrLc4++2ymTZvW4v7i4mL++c9/Mm/ePE488UQsFguLFi1i6tSpTcc88cQTLR6XlpYGGMGVnZ293/OHw2EaGhqautYACgsLKS4uxu/3d/6FCSFEiknoMJo3bx719fWcdtpprd5/+OGHN02APeecczj77LOZNWsWiqLQv39//v3vf1NeXt7icWPGjAHgt7/9LZMnT8ZisTQbfLBbfX09PXr0YNq0aYwcOZL09HQ+/vhjli5dyoMPPhjZFyuEEEksocNozpw5OJ3OpnlB+1JVlZNPPpk5c+ZQWVnJrFmzCAaDzJ49G4fDwfTp07n//vsZPnx4s8edeeaZXH311bzyyiu8/PLL6Lreahi53W6uuOIKPvzwQ9566y00TaO0tJQnnniCyy+/PCqvOWlpGvh8zb/CYeNL04yv3X/ffZ3PYjG+rNaWf9rt4HIZX7JihhBxL6nWphNxStehoQFqa6Gubs+Xx7MneAKB6J3fZgO3e084ud2QkQFZWcZXZiaoCT+WR4iEJmEkIkfToKYGKiqgqgqqq40Aamgw7otXqgrp6XvCKScH8vMhL09CSogYkTASnVddDeXlsGuX8VVVtacLLRlYLJCbCwUFUFho/JmdDR0cbSmEaJuEkWi/mhrYvn3Pl89ndkWxZ7MZwVRcDCUlRkBJOAnRZRJGYv88Hvj5Z9i2zQgfj8fsiuKP3W4EU48exldmptkVCZGQJIxEc7W1sHEjbNpkdMGJjsnKgj59oF8/o9UkhGgXCSNhDDjYHUCyJl7kZGRA375GMBUWml2NEHFNwihVNTTA6tWwZg3I3knRl55uBNOAAcZIPSFEMxJGqSQUMlo/q1YZ14CEOfLzYfBgKC01rjkJISSMUsKuXUYArV8f3cmlomOsVqMLb/BgKCoyuxohTCVhlKx03bgO9MMPMhAhEWRnw7BhMGiQLF8kUpKEUbIJBo1W0I8/yrWgROR0wtChMHy48XchUoSEUbJoaDACaNUq6YpLBlYrDBwIBx0kc5dESpAwSnSNjfDtt8bIuHhe/010jqIYo/AOPthYK0+IJCVhlKi8XvjuO1i5MrnWgxP7178/jB0rLSWRlCSMEo3fD8uWGV1yoZDZ1YhYU1Vj9N3o0cZWGEIkCQmjRBEKGSPjfvhBrgkJ45rS8OEwciQ4HGZXI0SXSRglgg0b4MsvjUEKQuzNbodDDjGGhcvq4SKBSRjFs5oa+OILY9VsIQ4kLw+OPhq6dTO7EiE6RcIoHgUCxgi5H3+UEXKiYwYOhMMPlzlKIuFIGMWbdeuMLjnZO0h0lsNhjLobMkS67kTCkDCKF14v/Oc/xkKmQkRCQQFMmAA5OWZXIkSbJIziwfr1xrWhVNzGW0SXxWK0kkaMkFaSiGsSRmby+YzW0MaNZlcikl337kYrKSPD7EqEaJWEkVk2bIDPP5fWkIgdmw2OOMKYNCtEnJEwirVQCBYvNhY0FcIMvXoZrSQZcSfiiIRRLFVXw8cfG38KYaa0NDj+eJmXJOKGhFGsrFljdMvJenIiXqiqMSdp+HCzKxFCwijqwmGjW27lSrMrEaJ1/fvDMccY15SEMImEUTQ1NsKHH8KuXWZXIsSBZWfDCScYfwphAgmjaNm1C+bPl5UUROKw2YyBDX37ml2JSEESRtGwaRMsWCDXh0RiOvRQGDXK7CpEipEwirTvv4evvza7CiG6ZtAgGDfOGOQgRAxIGEWKphmj5WT+kEgWJSUwaZKxZ5IQUSZhFAmBgDFQYft2sysRIrLy8mDKFNniXESdhFFX+Xzw3ntQUWF2JUJER3o6nHSSjLQTUSVh1BUejxFEVVVmVyJEdLlccMopsh2FiBoJo85qaIB334XaWrMrESI2nE44+WSj606ICJMw6oy6Ovj3v41AEiKVOBxGl11BgdmViCQjYdRR1dVGi0gms4pUZbcbgxpkkVURQTKJoCNqa40WkQSRSGWBgHGtdMcOsysRSUTCqL12XyPyes2uRAjzBYPwwQey7qKIGAmj9tg9fFuuEQmxRzAI778PNTVmVyKSgIRRW3Z3ScgvnBAt7f6g1thodiUiwUkYHUgoZHRFyIRWIfZvdxe23292JSKBSRjtj6bBRx/Bzp1mVyJE/KupMbrsZKV60UkSRvuzeDH8/LPZVQiROMrLjTUaNc3sSkQCkjBqzYoV8NNPZlchROLZuhWWLDG7CpGAJIz2tXWr0SoSQnTOihWwcqXZVYgEI2G0t5oa+PhjkEUphOiaL76Q662iQySMdvP7jZFzgYDZlQiR+DTNuH4kc/NEO8nadGC0hN59N643x6v3+bjt7beZ+/33lNfXc3DPnjx6zjmM7dMHgAafjz/Mncu/vv+eysZG+ubn89uJE7ls/HgAqhobuWPePD5cuZItVVUUpKczddQo7j79dLJcLhNfmUhqeXlw+ulgtZpdiYhz8hMC8N//xnUQAVzy4ov8uH07L118McXZ2bz81Vcc//DD/DRzJiU5OVz3+ussWL2al3/1K/rk5fHhTz9xxT//SXF2NqeNHMn2mhq219bywFlnMbS4mM2VlVw2Zw7ba2t5Y8YMs1+eSFaVlfDpp3D88WZXIuKcdNNt2wbffWd2FQfkDQR487vvuO+sszhm4EBKCwuZeeqplBYW8uRnnwGweMMGLjziCCYMGkSf/HwuPeYYRvbowdcbNwIwvKSENy+7jFNHjqR/QQHHDh7MPVOn8s4PPxAKh818eSLZbdggo1NFm1I7jLxeWLAg7gcshDSNsKbh3Kerw2Wz8fn69QAc2a8f85YtY1t1Nbqus3D1ataUlXHC0KH7fd5ar5dMpxOrxRLV+oVgyRLZEVkcUOp20+m6EUQJsAp3htPJEf36cfd77zGke3e6ZWbyz6+/ZsmGDZQWFgIw69xzufTll+nxhz9gVVVUVeWZ//1fjhk4sNXnrGho4O533+XSceNi+VJEqgqH4ZNP4Iwz5PqRaFXq/lR8953RRZcgXvrVr/jVCy9Q8vvfY1FVRvfqxXljx/LfLVsAmLVwIV9u3Mi8K66gd14ei9au5cpfrhkdP2RIs+eq83o5edYshnbvzsxTTzXj5YhUVF1ttJDkA5BoRWqOptu5E955J+6751rT6PdT5/PRPSuLc55+mga/nzdmzCDr2muZe/nlnDxiRNOxl7z4Ilurq/ngmmuabqv3+Zj86KO47Xb+fdVVOG02M16GSGWTJkHfvmZXIeJM6l0zCoVg4cKEDCKANIeD7llZVDc2Mv+nnzh95EiC4TDBcBhVUZoda1FVtL1eZ53XywmPPILdamXelVdKEAlzLFok849EC6nXTff111Bfb3YVHTZ/xQp0XWdQURHrysu58c03GVxUxMVHHYXNYmH8wIHc+OabuGw2eufl8dmaNbz45Zc8dPbZwC9B9OijeAIBXv71r6nzeqn75XpZQUYGFjX1PpcIk/j9RiCddJLZlYg4klrddDt3wrx5ZlfRKa998w03z53L1poact1uzho9mnumTm2asLqztpab587lw5UrqWpspHduLpeOG8fvjj8eRVH4dPVqJj70UKvPvfGee+iTnx/LlyMETJgA+xlgI1JP6oRRKARvvgm1tWZXIoQAcDhg+nSQFUAEqXTN6JtvJIiEiCd+v7GgqhCkyjWj8nJYvtzsKkQc0VHQVDua6kBTncbfFSs6NjQs6IoFHWMysKJrKIoOaMbf0Yxn0MMoGLeregBruBFL2IOiy4oW7bZhA2zaBL+ssShSV/KHkaYZF0tTpDdS7BFWnYRsWQSVdEJqGiHdRTDsJBy2EQ5bQMP4ijCLJYxqCWFVg1iUABbFj0X3YdW9WMP1WIO1v4SYAIzWUXEx2O1mVyJMlPxh9NNPsgxJkgtbXPhthQTULEK6m2DYSShkQ9NU8JtQT9hCOGwhiKPV+xVFx27zY7M0Yqceu1aDLVCFqgdjXGmcaGw0RrkefbTZlQgTJXcY+XzGitwiaegoBG05+K35+PVs/KF0QiEbJFDPmK4r+ANO/DiBvKbbrdYAdpsXu9KAI1yFI1CWOl1+K1fC0KGQm2t2JcIkyT2a7vPPZbXgBKcrFnyOIvxqHn4tk0DAZbR4UoCi6DgdjTiVKpyhndiD1WaXFF09esjcoxSWvC2jqirj05ZIOJpqx+vogYdCfP5MNJ/S9oOSkK4reH3peEkHemGxhHHa63BRgTOwA0s4/hf57ZCtW2HLFujVy+xKUsrMmTO58847MbtdkrwfMRcvlkELCSRkSaPeNYgyx1Fs1SZS4R2Ax5uFpqVmELUmHLbQ6M2hwjuAreFj2GGfQK17BCFrhtmlRc6XXxqDjqLs+eefR1GUpi+n00lxcTGTJ0/mscceoz4BV2lJdMnZTbdxI3z0kdlViDYEbdl4bD3whPIIBJxml5PQHA4vaepO3P7NWDQTRm1E0pFHwvDhUT3F888/z8UXX8xdd91F3759CQaD7Ny5k08//ZSPPvqIXr16MW/ePA466KCo1hEPQqEQoVAIp9Pc38HkCyNNg9deg7o6sysRrdAVCx5nb+q1Hvj9MvM+0hTA5awjjR24/D8n5gAIhwPOPdf4M0p2h9HSpUs55JBDmt23YMECTjnlFAoLC1m5ciWuGK0Qoes6Pp8vZueLN8nXTbdmjQRRHArasqh2H8w21eiCkyCKDh3w+DLZ5RvEVuVYKl1j8TmKzC6rY/x++P57005/7LHHctttt7F582ZefvnlpttXrVrFtGnTyM3Nxel0csghhzBvn7Uud3f/LVq0iBkzZpCXl0dmZiYXXHAB1dXNB6D06dOHU045hfnz53PIIYfgcrl46qmnAKipqeHaa6+lZ8+eOBwOSktLuffee9H26cJ85ZVXGDNmDBkZGWRmZjJixAgeffTRpvuDwSB33nknAwYMwOl0kpeXx9FHH81He/UczZw5E2WfFf9DoRB33303/fv3x+Fw0KdPH2655Rb8/uat7t2v4fPPP+fQQw/F6XTSr18/XnzxxQ5/35MrjMJh+PZbs6sQv9BRaXT1ocxxNNuDh1PnKTQmm4qY0DSVBm8uZf6R7LSPp9HVB50EuQa3YoUxNcMk559/PgAffvjhL+Ws4PDDD2flypX84Q9/4MEHHyQtLY2pU6cyd+7cFo+/6qqrWLlyJTNnzuSCCy5gzpw5TJ06tcUggdWrV3PeeecxadIkHn30UUaNGoXH42H8+PG8/PLLXHDBBTz22GMcddRR3HzzzVx33XVNj/3oo48477zzyMnJ4d577+Wvf/0rEyZM4Iu9lljaPThh4sSJ/O1vf+OPf/wjvXr14ts23icvueQSbr/9dkaPHs3DDz/M+PHj+ctf/sK5557b4th169Yxbdo0Jk2axIMPPkhOTg4XXXQRK1asaP83nGQbTbdypeyTEgfCFjf1jgE0+AsIeyV84oExr2kQVms/Mm3bSfOtQ9VDZpe1f6EQ/PADHHqoKafv0aMHWVlZrF+/HoBrrrmGXr16sXTpUhy/dB9eccUVHH300fz+97/njDPOaPZ4u93OJ598gu2XPcN69+7NTTfdxDvvvMNpp53WdNy6dev44IMPmDx5ctNtf/rTn1i/fj3fffcdAwYMAGDGjBkUFxdz//33c/3119OzZ0/effddMjMzmT9/PhZL679n7777LieddBJPP/10u1/7smXLeOGFF7jkkkt45plnml5rYWEhDzzwAAsXLmTixIlNx69evZpFixYx7pcdfKdPn07Pnj157rnneOCBB9p93uRpGYXDsGyZ2VWktLDFTZXrYLZpR1PrKZJWUBwKhWxUeXuzXZ1AjfsgwpY47i5dscLosjNJeno69fX1VFVVsWDBAqZPn059fT0VFRVUVFRQWVnJ5MmTWbt2Ldu2bWv22EsvvbQpiAAuv/xyrFYr7733XrPj+vbt2yyIAF5//XXGjRtHTk5O07kqKio4/vjjCYfDLFq0CIDs7GwaGxubdbntKzs7mxUrVrB27dp2v+7dNe7dCgO4/vrrASPg9jZ06NCmIAIoKChg0KBBbNiwod3nhGRqGa1aZSwrImIubHFT5xhMvTcf3Zsg3UApLhy2UOvpTp1SRJqriszQOmzBGrPLai4YNFpHY8eacvqGhgYKCwtZt24duq5z2223cdttt7V6bHl5OSUlJU3/3t2i2S09PZ3u3buzadOmZrf3bWX79bVr1/LDDz9QUFCw33OB0Vp57bXXmDJlCiUlJZxwwglMnz6dE088senYu+66i9NPP52BAwcyfPhwTjzxRM4///wDjhLcvHkzqqpSWlra7PaioiKys7PZvHlzs9t7tTIvLCcnp8U1srYkRxhpmqkXPFNV2OKizj6Yel8BukdCKBHpukKDN48G8kh3VZEdWIEl7DG7rD1WrICDDorqyLrWbN26ldraWkpLS5sGDdxwww0tWjG77fvG3V6tjZzTNI1JkyZx0003tfqYgb9sSFhYWMj333/P/Pnzef/993n//fd57rnnuOCCC3jhhRcAOOaYY1i/fj1vv/02H374Ic8++ywPP/wws2fP5pJLLjlgbfsOatif/XURdnSgdnKE0dq10iqKoWYhJC2hpNHgzaVROZpM1w4yfSvj45pSIGBs/7LP8Otoe+mllwCYPHky/fr1A8Bms3H88ce36/Fr165tdl2loaGBHTt2cFI7ljvq378/DQ0N7TqX3W7n1FNP5dRTT0XTNK644gqeeuopbrvttqaAzM3N5eKLL+biiy+moaGBY445hpkzZ+43jHr37o2maaxdu5YhQ4Y03V5WVkZNTQ29e/dus67OSI5rRj/+aHYFKUFXLNS4D2KbNo46byG6LkGUbHRdodZbzHZ1Ag2uAfEx+u7HH40BDTGyYMEC7r77bvr27cv//M//UFhYyIQJE3jqqafYsWNHi+N37drV4rann36aYHDPKuxPPvkkoVCIKVOmtHn+6dOns2TJEubPn9/ivpqaGkK/fC8qKyub3aeqalP32+4h2Psek56eTmlpaYsh2nvbHZiPPPJIs9sfeughAE4++eQ2X0NnJH7LaPt22OcbLiLP6+xBVWggIY+t7YNFwguHLVR6+1FnLyFHXYvLt63tB0VLIGDMHxw6NOJP/f7777Nq1SpCoRBlZWUsWLCAjz76iN69ezNv3rymVQkef/xxjj76aEaMGMFvfvMb+vXrR1lZGUuWLGHr1q0s22fwVCAQ4LjjjmP69OmsXr2aJ554gqOPPrrZSLr9ufHGG5k3bx6nnHIKF110EWPGjKGxsZHly5fzxhtvsGnTJvLz87nkkkuoqqri2GOPpUePHmzevJlZs2YxatSophbN0KFDmTBhAmPGjCE3N5dvvvmGN954g6uuumq/5x85ciQXXnghTz/9NDU1NYwfP56vv/6aF154galTpzZr8UVS4oeR7OAaVSFLGtW2g/D4Ms0uRZggGHBQznBczj5kh3+K2MrhmqqgW1U0iwKKghrWUIIaqraf6ww//hiVMLr99tsBo7srNzeXESNG8Mgjj3DxxReTkbFnzb+hQ4fyzTffcOedd/L8889TWVlJYWEhBx98cNNz7O1vf/sbc+bM4fbbbycYDHLeeefx2GOPtes6jNvt5rPPPuPPf/4zr7/+Oi+++CKZmZkMHDiQO++8k6ysLAD+93//l6effponnniCmpoaioqKOOecc5g5cyaqanR6/fa3v2XevHl8+OGH+P1+evfuzZ/+9CduvPHGA9bw7LPP0q9fP55//nnmzp1LUVERN998M3fccUe7v7cdldjLAdXVwauvyoKoUaCjUu8eQo23RLrjBGAsNZThLiPbu7xdywyFHBYC6TYCLpWgTSOs/PJF6ID73KqoKL/8v0WzYAur2AI62sGH4i7uh80Sv63zAy0zJA4ssVtGP/4oQRQFPkd3qrTBBD2yDbTYQwfqPN3w2nLJVX/C6d+55z5VwZftwO9SCNh1AmqQMGE6s+uh9st+8GEgqAbxqYANGn7+isXli8h2ZlOQVkBJRgm9s3tjt8jPaTJI3DAKBGD1arOrSCqaaqfKMYpGb47ZpYg4FgzaKGMkaWndcbjX4EvT8Fn8aER3+Z50r480h5VqXzXVvmrWVK5BVVRKMkrol9OPPtl9cFhjOwRcRE7ihtG6dcakOBERfkc3KsLDCXkT90dCxEYgI0Cjq5GfdT9Wa0/yrWXY9Nhs9Nc/ZGeZdc/IOk3X+LnuZ36u+5n/bPkPxRnF9MvpR7+cftJiSjCJe83oX/+CX2Yii87TUahzD6fGU2x2KSKeKeDN9lJrq8Xfyn5JORk+MtQtKER3Y7ywxcKCjHCbZ7Fb7AwrGMaIbiNwWmWvrESQmGFUW2sMXBBdErKmU2k5GJ/fbXYpIk7pqk5jTiO1llpC2oHn+jjtOvmun7EQ3RUcVme52KS0ryVmVa0MLRjKyG4jcdnieB0+kaBhtHQpfPed2VUkNI+zD5WBAWhacsx7FpGlo+PN8VJtq24zhPZmUSE/owon0eu1qHM5WOLo2AKqVtXK4PzBjCoahdsmH77iUeKFka7DP/8pW0V0kqZYqXaOpMGbb3YpIk4F0gNUu6vxaZ0fkJCd4SdL3QT7GcT90rzPmPPOZ2wtMyasD+jdnd+efwoTD92z3fh/f1rPA/94m+9XbcSiqgzt34MX/3oNDqeDT7MUAp3oErQoFsYUj2Fkt5HtXntNxEbihdG2bbDPEuaifYK2bHZxMMGgXNgVLWlWjZrcGuq1+og8n9Ouk+/egqWVwQ0fL1mGRVXpU1KIDrz54RKefu1D3p19KwP7FPPfn9Zz0R8e4/LzpnD8EQdhsaisXL+VSUeOxGG3sS7TxXq184MmCtMKmdBnAtnO7M6/QBFRiRdGCxcaC6OKDvE6S6gIDJVuOdEqf4afCldFh7rk2sNigW4ZZdj0tlduGHnG77jl0rM4Z8rRTL3qr4wbM4TrLz691WPrnQ4WO7u215FFsTC2ZCwjCkdIKykOJNY7UzgMGzeaXUXCqXMNptw3XIJItKArOrUFtex07Ix4EIHxK7ujphtepfsBjtGYt3ApXl+A0UP7UVFdx/erNpKXncGZv72XQ6bdwPTrHmDp8nVNj8nw+7F38e0rrIf5cuuXvLPmHWp9tV16LtF1idUy2rIFPvjA7CoSho5KtWs09d48s0sRcUiza5Rnl7c6VDsacjN8pKubmtYBX7VhG2f+9l78gSBul4PHbvk1Ew8bwbc/beDM395LdkYat8w4i6H9e/LWR1/y8jufMf+Z2+nboxsA6zKdrFcjM9HWqlo5pvcxlOZ2bl8i0XWJ9VF5n10Sxf5pio1dziMkiESrgmlBdmTtiFkQAVTVO6kKlqJjbMbWr2c33nvqVv71tz/wv6eO5/r7nmft5u1Nm7L9v1PGMf3Eoxg+oBe3XzGdfj268doHi5ueryiCc95DWogFGxfw3+3/jdyTig5JrOn2+2x3K1oXtrgptxxKwCdLo4iWfFk+dtl3oenRnaDamgaPlZC9lELXRuw26FNSCMCIgb35YfUm/vHWAq4419g2e0Dv5l17/XsVsb28qunf6T4fdofaqVF1+/PfHf+l1l/LhD4TUJXE+qye6BLnu11eDt7YLDmSyIK2bHYqRxAISBCJlhrzGimzlZkSRLv5Agplnr5oSvNJqJquEwiG6FGUR7e8bDb8XNbs/o1byynplrvnBh166ZH/OV9XtY4P1n0QlWtoYv8SJ4yki65NAXs+O8NjCYUSq8ErYsOT56FCqTC7DABmPfcM739Vw+YyD6s2bOPeZ+fy5bI1TD3uUBRF4dLpk3h+7gLeW/RfNm0r58Hn3mb9zzs5Z8rRzZ6nWyA6l7y31m3lvbXvEQgHovL8oqXEGcDw2mtQU2N2FXErYM+nLHSwjJgTrfLketilttwe2yz3Pn4v3y7/lsrqSjLSXQzpW8xl505m3Jg9G+g98c8PeGnep9TUNzKkXw9u/s1ZjB3RfICBrih8kglhJTpvYwXuAk4ddCpWVT7gRVtihFFdHbzyitlVxK2APY+y0GgJItGqeAuifVlU6Ja5E5te06nHL89ysF2J3kCMPtl9OKH/CVF7fmFIjHevbdvMriBuBWy5lIelRSRa58/0x3UQAYQ12FlXRFDJ7tTjC8OWyBa0j001m/hq61dRPYdIlDDascPsCuJSwJZLuTaacJR/GUViCrlClDsSY5sVTYOyuiKCSlaHH5sViP5Ag2Vly1hVsSrq50lliRFG27ebXUHcCdhyJIjEfmlWjfKMclNHzXVUWIOyuu6ElIwOPc4ZCHR5NYb2+HzL52yvl/eiaIn/MKqrA09090dJNEFbNuXaGAki0SodnarcKoJa4u2EHNagrL6EsJLWoccV6dFf/FfTNT5a/5EsHRQl8R9G0ipqJmjNpEw7RIJI7FdjXiONWqPZZXRaKAxlDT1bzEM6kNxwbN7K/GE/n2z8hEQY95Vo4j+M5HpRE021s0uRFpHYv5ArRLXa9grZ8S4YgnJPL/R2LhKTGYPrRrtVeCpYXr48ZudLFRJGCUJHZZf9UNmLSOyXjk5lRmVCXSc6EH9AoTLQF2h7ewdXMIC1HcdFyjfbv6HeH5l9n4QhvsOosVF2dP1FtWs0Pl/H+tFFamnMa+zS7qzxqNFroSbct+0DdSjQbdEv6BchLcR/tvwnZudLBfEdRhXxsXSJ2ercg2X1bXFAYUc4KbrnWlPbYKdR79HmcblabFdJ2Fq3lXVV69o+ULRLfIdRZaXZFZjO6+xBtae32WWIOFebVZs03XOtqahLx68UHPCY9HDsBxUs/nkxvlBytUbNImEUxwK2HCoCQ8wuQ8S5YFqQei35r1+U1+YdcA6SKxSOYTUGX8gneyBFiIRRnAqrTnbpssyPaFtNWo3ZJcSEpsOuxuKmzfn2ZQ8GidJ6qQe0unK1tI4iIH7f6QIBY8JrCtJRqLCNJRSK3QVZkZgC6QE8WupMCg8EFaqDrQ9oUHSdTGL/OxPSQqwoXxHz8yab+A2jqqq2j0lSde5h+Pxus8sQCaDenfzdc/uq91hppKTV+7L302qKthW7VshmfF0Uv2GUoiPp/PYCaj2t/6IJsbewI0yDlppTHyprMwjSclHVDJO6tX0hH2sq15hy7mQRv2FUm3rrP2mKlQptBLLQiGiPxszEXfKnq3SgvLE7Os0ngaeZMKJutx/KfpBlgrogfsOoPvW6H6odB8t1ItEuuqpTR2peU90tFILqYM9mt5kxom63On8dG2s2mnb+RBe/e+mm2OAFj7MPDb5cs8sQCcKX5SOsm/fGGy/qPTbc2d1w6mXAnhF1eoRWBvI1+nh79tt8v/B76qvr6TmoJ+dcfw59hvUB4NsF37LozUVsWbWFxtpGHvvXY1x9+tWROXmKid+WUQotAxSypFEZGGB2GSKBNNpSt4tuXxV1OWiKA4j8iLoX//QiK79aycV3Xcztr9zO0MOG8vAVD1Ndbqx2EfAGKB1VyplXnwnALs8u/KHobYGezOIzjDweow2eIiqto2U+kWg3XdXx6l6zy4gbYQ2qA72a/p0eobe1gC/Adwu+46zfnsXA0QMp7FnIqTNOpbBnIZ+98RkAh598OKf85hQGHzoYAF3X2Vy7OSLnTzXx+Q6YQteL6txDZRi36BB/hj+pl/7pjAaPBQ/dAXDrkXlb08IaWljDam9+NcPmsLH++/X7fdzGarlu1BkSRiYKWdOp8ba9AKQQe/M6pFXUmsr6LMI4cUTogpEzzUm/g/rx3rPvUbOrBi2s8eV7X7Jh+QZqK/Y/2ndb/Tb5sNAJ8RlGKXK9qNo2HD1SV1pFymjU5XpRazQNaoM9cGiRG179q7t+hY7O76f8niuPvJKFryxk7OSxKOr+f29DWoidDTsjVkOqiM/RdN7k/+TndRTj8bactCfEgYSdYRlFdwD1Hiuu9CywReY9pKBHATc8fQN+rx9fo4+s/Cyevvlp8kvyD/i4rXVbKc4ojkgNqSI+W0b+5B6NoqNSrQ0yuwyRgAKugNklxL3G+jwUPbLLAjlcDrLys2isa+SnJT8xcvzIAx6/o152qO6o+GwZ+ZJ7Bdx692CCHtk+XHRcwBpAlug4MCWk4tKG4LH82OXnWrFkBbquU9S7iPKfy3nzsTcp6lPEUacdBUBjbSNVO6uo2VUDwM7NRvect9ALg7t8+pQSn2GUxC2jsMVNrU8GLYjO8Sk+CaM2KOEw3sYeWDI2Ela6dn3N2+Bl7t/mUlNegzvTzehjRzP1yqlYrEbLa9miZbxw5wtNxz97y7MAnPKbU5gxYQZOq7NL508lih6Piym99hrU1JhdRVRUuA6j0ZttdhkiAeno/Jz/M7qkUZtWZ/XG6a7Ba//KtBpOG3QaRelFpp0/0cTnNaMk7abzObpLEIlO02yaBFE72dDxerJx6N1Mq6HGV2PauRNRfIZRknbTVesyaEF0Xtgho+jaS8WY56N7zbtwI2HUMfEXRsEgxGHPYVd5nL0JBBxmlyESmGaViZTttfuNLRBw4tJa3xk22iSMOib+wiicnJ/+ak36hRDJI2RJnfUau0pV9nygDft6m1JDnT+1dh7oqvgLIy35Pv15nT2lVSS6LKwm5we1aFD3urYWCDhw6rHfPTkYDsb8nIlMwigGarV+ZpcgkoCuJF/3dbTs+63S/bH/HZT16TpGwijKvM4S/AGZayC6TkbStd++S8f5fW7sekFMa5D/Xh0Tf2GUZIMXavX+ZpcgRMpRW2mVqIHSmNYgLaOOkTCKIq+jGL/fZXYZIknIJ+32U1pZVNvnzcSmx25xYgmjjom/MEoidUirSAgz6LS+xYM1NDB2NSTRB+tYiL8wUuOvpM7wOYpkB1cRUWoc/rrGK20/YeTz5GAhNr+X0jLqmPj76bbG59qtHdWgmjO3QSQvNULbaaeC/e2vp+sKjhi1jmwWW0zOkyzi750/CcIorDrw+GTjPBFZqqay7wf+l996mUVfLmLLti047A6GDxrOjPNn0KukV9MxldWVPPnik/z3h//i8XroWdyT8886n/FHjAfgux+/49o7rm31nLPvnc2Q0iHReklRoynKflc393kKUDPtaER3b6h0e3pUnz/ZxN87fxKEUaOzL7pHthMXkaXqLcNo2YplnHHiGQwuHUxYC/PMnGe44a4beOHRF3A5jcEzf571ZxoaG/jzH/5MVkYWH3/+MTMfmslT9z7FwH4DGT5oOG89+1az5/37K3/n2x++ZXD/xNyUJ6zv//dP01Tc4QF4LCuiWoOEUcfEX7tfVRP+ulFDSJaNF5Gnhlv+Xtx/2/1MOXYKfXv1pbRPKTdfdTNlFWWsWb+m6ZgVq1dw5pQzGTJgCMVFxVww7QLS3ems2WAcY7PZyMvJa/rKysjii6+/YMqxU1BaG5aWANq6WuP3dCfab38Z9oyoPn+yic93fVvi9rX67YUEZekfEQXWQNu9Bg2eBgAyMva8EQ4bNIyFixdSV1+Hpml88vknBIIBRg0b1epzfLH0C+oa6phy7JSI1G2GcBshGg5bor5EUIZDwqgj4rNPzGpN2G0kGiwycEFEh8VngbT9369pGn977m+MGDyCfr32LH8z8/qZ3PngnZx60alYLBacDid/uulP9Oje+o7D737yLmNHjqUwrzDSLyFmtAN00zUJFoP956jVIN10HSMtowjSFBuNvhyzyxBJStEV7Kp9v/c//MzDbNyykduvu73Z7X//599p8DTw0B0P8fR9TzP91OnMfHAm6zevb/Ec5ZXlLF22lJOPOzni9ceOQng/Q7v35vdloejRe6+RbrqOic8wcibmWm6Nzr7o7flEJkQn2Wk9jB555hGW/HcJj9z5SLMWzbad25j7/lx+f8XvGXPQGEr7lHLR9IsY1H8Q//rgXy2e5/0F75OZnslRY4+K1kuIvnYOgtI1BSfR68mQbrqOic8wcifmZNGGcHezSxBJzq41DyNd13nkmUf4z9f/4ZGZj9C9W/OfQZ/fB4Cyz8qhqqqi7bMosa7rvL/gfSZPmIw1gUe1apb21677ozPYKMuRhdOamB+qzSJhFCFBWxYBWZ1bRJnd3zyMHn7mYT5a9BG3XXsbLpeLyupKKqsr8f9yzbV3SW9Kikp4cPaDrFy7km07t/HqvFf55odvGHfouGbP9e3yb9lRviPBu+hAs1jafazPlxaVFRm6Z8gH045S9HhcQOn77+Hrr82uokPq3EOp9vQ0uwyR5HRVZ0vulqZ/jz9rfKvH/eHKPzSNhtu6fStPvfwUy1ctx+vzUlJUwjmnncPkCZObPeauh++ibFcZj//58ei9gBgIpGexwZLd7uPdmZvxqKsiWsPEPhMZkDcgos+Z7OIzjNasgU8/NbuKDilzjJO16ERMlBeW49W8ZpcRtzyZuWxR2n+9xu5oJOD6PKI1/M+I/yHNfoChj6IF6aaLgLDqwC9BJGLErcnP2oGElPZ30wEE/GmoRK6LPdeVK0HUCRJGEeC1l8hOMyJmHB6ZVH0gQToWRgAOLXJd7L2yerV9kGghPsMoLbE+VXiVxJ0cKBKPzWPDoUog7U9A6fjbmh6M3O+whFHnxOf4TYfDmGvk85ldSZt0VHx+mU8QS1+t+YqnP3ya5VuWU15bzlOXP8XkUc0vxq/bsY6/vvVXvlrzFSEtxIDuA3jysicpyS2hprGGh+c9zH9W/odtVdvIS8/jhFEncN3p15HpymxxvuqGaqbcPYWdNTtZ9vAystzmr8ierqXjJzFXKYm2Rr3jb2t+Xxqqo+sreWc5sihKl7UpOyM+wwggOxt27jS7ijb5HEVo/vhsYCYrT8DDkB5DOPuos7ls9mUt7t+8azPT7p/GOUedw7WnXkuGK4M129fgsBqtibKaMspqy7jlrFsYUDyAbZXb+OOcP1JWW8aTM55s8Xw3vXgTg3sMZmdN/Pw8uuvcVGZWml1G3NEtFkLtWH2hxeN0BadejFfZ1KXzDysc1qXHpzIJoy7yWuRTUKxNHD6RicMn7vf++/91PxOHT+Tms25uuq13wZ6Z9oNKBjH7stnN7rth6g387h+/IxQOYd1r0uRLn71EnbeOa06+hk9//DSyL6QL1ICK2+LGE/aYXUpc0W37Xy6pLUo4F6ybOv14q2plYF7stjVPNvH7kT472+wK2sUbkLXo4ommaSxcvpC+3fpy/qPnM+aGMZz+l9OZ//38Az6u3ltPujO9WRCt3b6Wx/79GA9d/FBcbqWQId3DLYSsnQ+jUKBr388BuQOwWzp//lQnYdQFIWsGoVD8Ni5TUUV9BY3+Rp784EnGDxvPi9e8yOSDJ3PZ7Mv4cs2XrT6mqqGKWe/O4rxx5zXd5g/6ufrvV3PLWbdQkhvdrQY6y1HjwKYm5qLC0RLowvcjEHSi6B0fibebdNF1Tfy+kyZAGPlshRAyuwqxt91zuCeNnMQlx18CwLCew/h2/bfMWTSHwwce3uz4em89F8+6mNLupVx76rVNt9839z5Ki0o54/AzYlZ7RykoZAWzqLBUmF1K3PCqtv1uN94mHexKAX46fnmge3p3cl25nTyxgHgOo4wMsFggHDa7kv0KIF108SYnPQeramVA9+ZLsfQv6s83679pdluDr4ELH7uQdGc6T13+FDbLnk/Vi1cvZvW21fT/tj+wJ+RGXz+aK6dcyXWnXRflV9I+7ho31gIrIU0+FQF4fnlL++CfTzD37/dx7JkXc84VdwCwa/tm3njqHtb9+A2hYIBhh4zn3KtnkplT0PR4i5YLasfDaHjh8Mi8gBQWv2GkKJCTAxXx+6nPF5bNs+KN3WrnoD4HsaFsQ7PbN5ZvbNbdVu+t54JHL8Bus/Pslc/itDWfgT/7stn4AnumFizbtIybXryJ1254rdlgCLMpukJ2OJsKJX5/T2JGteDVVTatWsaid/+PHv0GN93l93p45Pfn06P/EK67//8AePv5B3n81kv4/ay5qKpxxUILZkEHp3AVpRfRN6dvxF5GqorfMAIoLIzbMNJUu2wvbpJGXyObdm1q+vfPFT+z4ucVZKdlU5JbwqUnXMrVz1zNoQMO5YhBR/DZis/45IdPeOX6VwAjiM5/9Hx8AR+P/PoR6r311HvrAcjLyMOiWloETlVDFQCl3UvjYp7R3txVbmwFNoJa0OxSTBV2OPB5G/n7X67l/N/9lffmzGq6b/2Kb6gs28qts9/FlWYMVLj4pgf53RkjWf3dYoaMORqAYCCtQ2GkoHBUzwTe+ymOxH8Y/fST2VW0ym/LR+YcmuOHzT9w3kN7Bhv86fU/AXDWEWfx4EUPcuLBJ3LP/9zDEx88wcxXZ9KvWz+enPEkY0vHAvDjlh/5fuP3AIy/tfmq1/+55z/0zE+s1dcVXSHPl8dOe/xPhYimgM3JPx++jRGHTWTImKObhVEwGEBBwbrX0G+r3YGiqKz7cWlTGIXDFqykE6KhXeccUjCEPHdeZF9Iior/MIpTAVWuF5nliEFHsOmpTQc8ZvpR05l+1PROPz4Sj4klR52D9MJ0GrT2vYkmo/mffsSWtSu45Ym3W9zXb8jB2J1u3nr2r5zxq5vQdZ23nr0XTQtTW1Xe7FibVkBIbfv76LQ6GVs8NmL1p7r4HdoNxog6e3yO2w8gczxEfMmuzUbtxLpsyaC8opy/P34Pv77lEWz2litwZ2TnMeP2x/lhySf89tShXHv6CLyNdfQaMBxln++ZorXvg+bY4rFNq3qIrovvlhFAQQFs22Z2FS0Egom1srhIfha/hRwth0ol9ZYJWrV5PXU1ldxz2SlNt2lamLXLv+bTf73I4++vYeghx3DPS4toqK1CtVhwp2dx49mHkD/h1GbPFQpktPnOmO/OZ3D+4AMfJDok/sOoW7e4C6Ow6iAUksmGIv6kVabh7eZNuWWCRo49mtufab7Kxgv330hRr/5MPucy1L22Ik/PMuYDrfpuMfU1lYw88vhmjwsEnaBbQGl9WolVtTKhz4S4XJUjkcV/GMXhdaOgNZsuLu4rRFQoKORV5eHP9hPW43eOXqQpGbmUZPRodpvD6SItM5uSvoMA+OKD1+jeq5SM7DzW//Qtrz1+J8ed9WuKevZv/mQ6OA4w+XV87/EywTUK4j+MiopAVUHTzK6kScgi84tE/FKDKgX+gpQaXVev2NtceaHs5w386+/30VhfS163Hkz5n6s4/qxft3qsqmW0Ovn1oG4H0T+3fyuPEF2l6LunlsezefPiagXvWvcIajzFZpchxAHV59dTRZXZZUSfxcqq9MiuH+hO34nHuqzZbSUZJZw04CTpnouSxBh606NH28fEUFB3mV2CEG3KqMggU225WWCyCTojP5hI15qPyEu3p3Ncv+MkiKJIwqgTQmEZzikSQ86uHNyW5B75WW+N/IfDcHhPGFlVKyf0PwGnteWQcRE5iRFGBQXGVuRxIqTF59wnIVrQIb8iH4caP78/kVatRP73MfzLaFmLYuGE/ieQ786P+DlEc4kRRooCJfGxp4yuWAjLHkYigShhhcLqQpxq8n2y15wugnrk38bCYQs21cnk0sn0yIyvnplklRhhBHHTVScj6UQiUoMqhZWFuNTkut7ps0enC1JBYXzJFAmiGEqcMOrVy+wKAGN3VyESkRJWKKgoSKprSDVR6H60YMG2qxuOYEHbB4uISZwwcruNOUcmCylpZpcgRKcpmkJ+eT4ZahJ8qLJYqdMjuxKKFSvqjm4E6hx4UmsRC9MlThgB9Dd/sllYSd4LwSI1KLpCbnku+Xo+Cok7VNnvimyXuUN3om8tIugxAs7rjejTizYkVhj17WsMZjCRlgCLVgjRHmmVaXT3dceqJObPdHXEhnQruL05+Dd0I+zfs4adtIxiK7HCKA666nTd0vZBQiQIW4ON7jXdE+86ks1Ojd71Id02bNjLivBsbzk5WMIothIrjMD0rjoNCSORXNSgSkFZAflafsLsh+Rxdv3arSuYQWhjEYGG1kPNLzs5x1Ri/OTtzeSuOmkZiWSVVpVGSW0J6Wr8T1+o6kJLzoIFZ3Uh3i256Nr+3wLDqbPoeVxIvDByuaDYvEVKNQkjkcTUgEpeeR5FgaK4XbVBtztp0Dt+nUtFxe3LRttYjK+q7etNcbRRQEpIvDACGGzeDot6FGZ7CxFvHHUOupV3o1uoG3Y1vpa/anR1rItOQcEdzIAtxXi2ZR2wNbQ3CaPYSsxhNH37gtMJPl/MT6218wdZiESnoOCscVJEEb4cH7W2WvyayRdSdKhU3G3uXQRGS8jhTydQnokn0PEeDQmj2ErMMFJVGDQIli1r+9gIk5aRSDUKCq5qFy5cBNIDNLobadAb0PTYv1uH3Gl42/gdtOt2rL40fLvS8AY7360uYRRbiRlGAEOGmBJG0jISqczeYMfeYCfbmo0ny0OjpRGvFrvZoTWOjFZbRXbsWL1uAtVuAl4bgQicSwYwxFbihlFmprGS97ZtMT2trifujHUhIkUJKaRVppFGGppNw5/ux2vz4tE9hPUovYvb7FTsNbfIjh2rz02w2k3AE5kA2pu0jGIrccMIjNZRjMNIQUdP4CVUhIg0Nag2dePlKrmEnCECjgABW4CAEsCv+7vUpaegYFft1FkLcHtzCHscBBvsBEJqxANobxJGsZXYYdSnj7EqQwynSiuKLq0jIfZHB6vXitVrxc2euUCaVUOzaYStYcLWMJpFQ//lf00UUHUVJaxg1awoIQVL2ILFb0FHYbVSgk+L3dQK6aaLrcQOI1WFoUPhm29idkpF1UF+SIXoEDWkooZUrJ18y6l2peHzxnaOn7SMYivxr8YPGwbW2GWqorRjTKkQIqLWhWK/5YXJazKnnMQPI4cjppNgFUU+LgkRS41OJ9XB2E+8tcfXXN+kl/hhBHDQQUaXXQxIy0iI2FqrZ5tyXkd8roaUtJIjjNLTobQ0JqeSlpEQsdPodFLmNycVJIxiKznCCGDUqJh08irtWYdECBER6/Qs084tYRRbyRNG2dnGmnVRpshQOiFiwuNwstPvNO38cs0otpInjAAOOSTqrSNFlW46IWJhHea1ikBaRrGWXGGUnW0soBpFFiWac76FEACNdic7TGwVgYRRrCVXGIHROorivCMrsd+2QohUs14xt1UEEkaxlnxh5HbDiBFRe3qLHrsVioVIRXVOt+mtIpAwirXkCyOAkSONzfeiwKrFbh08IVKPwopQttlFADKAIdaSM4zsdjj44Kg8tSXcGJXnFUJAmTuDupDN7DIAcLnMriC1JGcYgbFmXUbk17OyhCSMhIiGsMXCTz7zrxXtlhU/paSE5A0jVYWjjor40yroWKyhiD+vEKluiz2LQJzspJyeHtP1lwXJHEYAvXoZex5FmNUSjPhzCpHK/HYba73pZpfRJDvb7ApST3KHERitI1tk+6Atqsw1EiKSViu5cbWDsoRR7CV/GKWlGXOPIsiq+CP6fEKkskpXelwM5d6bhFHsJX8YAQwfDnl5EXs6m14XsecSIpWFrBZ+8OeYXUYLEkaxlxphpCgwblzE1q2zh6oi8jxCpLo11ry4GbSwNwmj2Iu/n4JoKSw0hntHgC1YI5vsCdFFNc40fvbF32Qeu91YyEXEVuqEEcChh0bkI4+Cjt0ma9QJ0Vlhi4VlgfjrngOZX2SW1AojqxWOPTYiW5TbLTL5VYjO2mDPwadZzC6jVdJFZ47UCiOA/HwYM6bLT2PXayNQjBCpp9aVxgZvmtll7FcExzqJDki9MAJji/Ju3br0FPZwdWRqESKFBK1WvvXnml3GAXXvbnYFqSk1w0hRYOLELk2GtQWr42iKnhCJQGG5mh+Xo+d2s9uNzhMRe/H7UxFtmZlw5JGdfriChs0uk1+FaK+f3dnsCsT3JkFFRRGbASI6KHXDCIwtyruwTbnd0hDBYoRIXg1OFz95Ms0uo03SRWee1A4jgKOPhoKCTj3USUWEixEi+YQtFr4NJsaoAAkj80gYWSwwaVKndoZ1+bdHoSAhkonCCms+3nB8DuPem80m14vMJGEExuYlxx3X4c5iVQvgcHijVJQQiW+jKyfuFkHdn27dIjIFUXSSfOt3KymBsWM7/DCXRYZ4C9GaClcGa7yR3205WqSLzlwSRnsbNQr69u3QQ5zBndGpRYgE1uh08p03Ppf72R8JI3NJGO1r4kRjUdV2sgcrsFjCUSxIiMQStFpZGshHS6CZeFZrh37tRRRIGO3LaoUTTzTmIbWDgo7TXh/looRIDJqq8q1SiD9O153bnx495HqR2eTb3xqnE046qd0j7Jy6DPEWAhR+sudTE+z8yiZm6d/f7AqEhNH+ZGYaLSSrtc1DXUEZ4i3Ealce2+Jwf6K2WK3Qu7fZVQgJowMpLGzXkG9L2IvdLvsbidS1wZXHpjheiftAevVq12dOEWUSRm3p3dtYpaENadayGBQjRPzZ6s5mrTfd7DI6rbTU7AoESBi1z5AhbS6qmubblEBjh4SIjDJ3Jis8ibs1qs0GPXuaXYUACaP2Gz4cjjhiv3dbNB8uZ10MCxLCXFWudL73JNZcon316WOsCCbMJ2HUESNGwOGH7/fuNGQgg0gN1a40vvHG9yZ57SGj6OKHhFFHHXQQHHZYq3e5fD/LBFiR9CpdGXztzUdP8I5ph8OYXyTig4RRZ4wcCYce2uJmBQ23o8qEgoSIjXJ3ZlK0iMDoopOJrvFD/lN01qhRrV5DSg9tiX0tQsTADncW3yX4NaK9DRhgdgVibxJGXTFiBBx7bLOPV/ZABTZbwMSihIi8re5sfvBkm11GxOTlQXGx2VWIvUkYdVVpKUyZYowR/UW6rdzEgoSIrM3unIQevt2aESPMrkDsS8IoEkpK4NRTwWUshZLmW4+i6CYXJUTX6IrCamcBqzztWzQ4UbjdMtE1HkkYRUp+Ppx+OmRmYtF8pDllIINIXGGLhe9t3djkc5tdSsQNHSoDF+KR/CeJpMxMI5C6dSMztM7saoTolIDNxtdKN8oDDrNLiTir1QgjEX8kjCLN5YJTTsHWtxCXs8HsaoTokEanky/CRdSFEm8biPYYMKDdO8OIGJMwigaLBSZMIGN0ttmVCNFuu9wZfOErJKAl79uCDFyIX8n7UxcHXMNL2NmzG2FZ/ErEMV1VWePK51tPbsKvqnAgPXtCdrbZVYj9kTCKsu7DnHypFOGz280uRYgW/HYbX1uK2JigexF1hLSK4puEUZT16gXObCufB4vY5c4wuxwhmlQ50/g8WJSQ24R3VF6erEMX7ySMYuDggyGsK3zryWWFs1C67YSpdEVhvTOPpb58QnpqvAXsZ21jEUdS4yfRZH37Qu4va0tu9bn4gu40OF3mFiVSkt9u4xtrEet8ibsza0f16CGtokQgYRQje2+D5A1b+MJXyGZXLrqSvBeMRXzZ6c5iUaA7VcHUuX6pKAfcgkzEEQmjGOnRw7h+tLdV3gyWWovwy+AGEUUBm41v7UUs82SjJfFoudYMHLinV0LENwmjGDriiJbLkFQH7SwKFLHVnS2tJBFxO12ZLAp1Z1cSrqbQFqsVxo41uwrRXhJGMZSV1frwUg2FFZ4svrR0p1Gmh4sICNhsfGcvYpk3h7Cemh9yDjrIWBRVJAYJoxgbPbppce8W6kI2Pvd1Y60zT0bciU7RFYWt7mw+C3ZPyrXl2svlMjZkFolDwijGbLZWdyxvZoMvnc/17lS5UmfEk+i6GmcaX6jFrPBkpdy1oX2NGdNsizGRACSMTDBoEBQUHPgYn2ZhqTeP7+xFeB2p+wlXtM1vt/GDoxtf+fJpDFvNLsd02dkweLDZVYiOkjAyyZFHtu+48oCDRf4iVjsLCMpHPbEXTVXZ7M7hs0B3dvjlWuNuRx4p+xUlIkXXddmS1CQLFsC6Dmx7pKIz0NVAj0AtlnA4eoWJuKarKjsdGazyZyb1CtudMWgQjB9vdhWiMySMTOTxwOuvg9/fscfZVY2hzloKvfUo8p8vZeiKwi5XBit9mfg0GeCyL7cbpk8HmbaXmCSMTLZ+PXzySece61TDDHLWU+irR9W0yBYm4ohChSudlYEsPGEJof054QTo08fsKkRnSRjFgYULYe3azj/ermoMdNZT5K+X7rskoisKVc50VgUzaQjJwIQD6d8fjjvO7CpEV0gYxYFAAN54Axq6uEu5VdEodTVQEqjDGpJQSlRhi4Wd9gzW+dOlO64d3G6YNk22E090EkZxYudOeOcdiMR/DRWdvq5GSrQGXB29ICVM47fb2GrJZIM3LeXnCXXElCnGLq4isUkYxZGvv4bvv4/sc+bZA/S11JPr96DIdaW41OB0sVHPYLtfthXpqKFD4eijza5CRIKEURzRNPjXv6CiIvLPbVM0+jkb6R6uxxEIRv4EokMCNhvltnQ2+tNkUEInZWXBWWcZC6KKxCdhFGdqauCttyAUit45Cu1+elgbyfV7ZMBDDGmqSrXDzZZwekqvGxcJFgucdlrbK5mIxCFhFId++gk+/zz651HQ6e7wU6w2kuP3yPDwKNAVhXqHizLFzRafK2W2+Y62CROMvYpE8pAwilMffgibNsXufCo6JU4fxUojmX6vBFMXhC0W6uxOynQ32/xOCaAIGz68/ctpicQhYRSnQiF4+22orIz9uRV0CuwBulm85IR9uAIyIq8tQauVapuLnWE3OwMOdBkNFxUlJXDSScZ24iK5SBjFscZGmDvXWDbITA41THe7jwK8ZIZ8MocJo/VTb3dShZOdQSf1Mik16jIz4YwzQBaxT04SRnFu1y5j/lE0BzR0VLolRKHdTw5+MsL+X0bnJfePUcBmo9Fqp0p3sivsoDYoK6jHks0Gp58OublmVyKiRcIoAWzcCB99ZHYV+2dVNPLsQXJUP5kEcIVDOELBhJzXpCsKfpsNj8VOHXZqNDuVAZtc9zHZpEnQt6/ZVYhokjBKEN99B0uXml1Fx6RZQmRZg2SqIdIJ4tKC2MMhLOGwqauN64pC0GIlYLXiV6x4FCsezUpd2EpN0CarH8SZ0aPhkEPMrkJEm4RRAvn0U1izxuwqIsOhhnFbjC+XEsahhHEQxqZrqLqOBePP3V+KrqFqxo+q/svVax1AUdB++VNXIKxYCCkqIUUlqKgEdZUAFgK6il9XqQ9ZZTfUBNKnj7Eat0h+EkYJRNPg3/821rETItkVFRkj52SFhdQgHeEJRFWNT4mZmWZXIkR0FRbCiSdKEKUSCaME43TCKadARobZlQgRHfn5RotIdmxNLdJNl6AaGowh3/X1ZlciOuOdd2by73/f2ey2bt0Gcdddq2hsrGLevDtYufJDqqq2kJ5ewKhRUzn99LtxubKaPWbx4uf5+OOHKCtbg8uVyejRZ/P//t/jsXwpEZWba3zYkr2JUo80ghNUejqceqpxDamuzuxqRGcUFw/j2ms/bvq3xWL8OtbUbKe2djtnnfUAxcVDqazczJw5l1Fbu50ZM95oOv6jjx7i448f5Kyz7qdv38Pw+xuprNwU65cRMdnZcPLJEkSpSsIogaWnG58iJZASk6paycoqanF7SclwLrvszaZ/FxT0Z+rUe/jHP/6XcDiExWKlsbGat9++lSuvfIchQ/bst92jx0ExqT3SMjONn2WXbOmUsiSMEtzuFtI770ggJZry8rXcdFMxNpuTfv2O4Iwz/kJubq9Wj/V6a3E6M5taTytXfoSua9TUbOOOO4bg89XTv/+RTJv2ILm5ibXt6e4PVW632ZUIM8kAhiSQlmYEUlZW28eK+NC372FcdNHz/Pa3H/D//t+TVFRs5P77x+HztbwI2NBQwbvv3s24cZc23VZRsQFd13j//T8zffojzJjxBo2NVTzyyCRCoUAsX0qXpKUZQZSebnYlwmwSRklCAimxDB8+hTFjzqZHj4MYNmwyV1/9Hh5PDd9881qz47zeOmbNOpnu3Ydy6qkzm27XNI1wOMi55z7GsGGT6dfvcC655J+Ul69l9eqFMX41nZOdbWyQJ1MVBEgYJRW32wiknByzKxEd5XZn063bQHbtWtd0m89Xz2OPnYjTmcHll8/FYtmzOGtWVncAuncf2nRbRkYB6en5VFVtiV3hnVRcbCx8KlMUxG4SRknG7TZ+yXsm1mWDlOfzNbBr1/qmkPF663jkkROwWu1ceeU8bLbmQ8xKS48CYOfO1U23NTZW0dBQQV5e79gV3gkDBhjziGQrCLE3CaMkZLcbs9dHjDC7ErE/b7xxA2vWfEZFxSbWr1/M7NlnoKoWxo49D6+3jkcfPYFAoJELLvg7Xm8dtbU7qa3diaYZe0l16zaQkSNP57XXrmH9+sVs2/Yjzz13IUVFgxk0aKLJr27/xoyBiRON1USE2JtMek1yq1bB558b69qJ+PHMM+eydu0iGhsrSU8voLT0aKZOvYeCgv6sXv0pDz3UeqDcc89G8vP7AEbr6fXXf8d3372FoqgMGDCec855NC5H06kqHHMMDBxodiUiXkkYpYAdO4z9kHw+sysRqchuN9ZULC42uxIRzySMUkRdHcyfD9XVZlciUklGBkyZYoycE+JAJIxSSCAACxbAlvgfbCWSQI8exvUhWVVBtIeEUYrRdfjqK/jhB7MrEclKVeHQQ+GgxFyZSJhEwihFbd1q7Bzr8ZhdiUgmWVlw3HHGNhBCdISEUQrz++E//4ENG8yuRCSDgQPhqKPAZmv7WCH2JWEkWLfOGP4dSJwlzUQcsdth3Djo39/sSkQikzASgLFZ36efwvbtZlciEkm3bnDssbKsj+g6CSPRzPLl8PXXEA6bXYmIZ6oKo0bB6NGymoKIDAkj0UJ1NSxcCBUVZlci4lFxMRx9tMwdEpElYSRapWnw00/w3/8aAx2ESEuDI46Afv3MrkQkIwkjcUB+P3zzDaxcKevbpSpVNeYMjR4NVtkbWkSJhJFol5oaWLIEfv7Z7EpELPXoYQzXlk0bRbRJGIkO+flnI5RqasyuRERTerrRJde3r9mViFQhYSQ6TK4nJS+nE4YPN7rlpEtOxJKEkeg0vx+++84IplDI7GpEV7jdRgANHSohJMwhYSS6zOcz5ietWCGrOCSa9HQYORIGDwaLxexqRCqTMBIREwgYraTly8HrNbsacSCZmcak1YEDZdKqiA8SRiLiwmFYuxZ+/BGqqsyuRuwtJwcOPthYR05RzK5GiD0kjERUbdtmtJRkQz/zqCr06WO0gnr1MrsaIVonYSRiorbWaC2tW2dsgS6iLy8PBg2C0lJjlJwQ8UzCSMRcWZkRSuvXG4MfROQ4nUb4DBpkhJEQiULCSJhG04wdZ9etg02bZHh4ZykK9OxpBFDv3jIgQSQmCSMRF0IhI5DWrjWuM8k6eAdmtRpL9fTqZQSQy2V2RUJ0jYSRiDuhEOzYYYTS9u1QWQnyU2oMx+7Z0wig4mKZFySSi4SRiHt+/55w2rYtddbFc7mgpGTPV3q62RUJET0SRiLheDxGi2n7dmMDwJqaxL/e5HQaAw7y8iA/3/gzJ8fsqoSIHQkjkfB0HerrjR1qq6uNibY1Ncbf43H79MzMPYGz+ystzeyqhDCXhJFIWrtDanc4eTzGUPJ9vyLVqlJVo2vN7d7ztfe/09KMrbpttsicT4hkImEkUl4o1DKgdlOUtr+cTiNsnE5ZYkeIzpIwEkIIYTqZHieEEMJ0EkZCCCFMJ2EkhBDCdBJGQgghTCdhJIQQwnQSRkIIIUwnYSSEEMJ0EkZCCCFMJ2EkhBDCdBJGQgghTCdhJIQQwnQSRiKu9OnTh1NOOaXN4z799FMUReHTTz+NflEH8Pzzz6MoCt98842pdexr5syZKLJqq0ggEkYiIpYvX860adPo3bs3TqeTkpISJk2axKxZs8wuTQiRACSMRJctXryYQw45hGXLlvGb3/yGv/3tb1xyySWoqsqjjz4alXMec8wxeL1ejjnmmKg8f6K79dZb8Xq9ZpchRLtZzS5AJL577rmHrKwsli5dSnZ2drP7ysvLo3JOVVVxOp1Ree5Y0XUdn8+Hy+WK+HNbrVasVvn1FolDWkaiy9avX8+wYcNaBBFAYWFhs3+//PLLHHroobjdbnJycjjmmGP48MMPWzzu888/59BDD8XpdNKvXz9efPHFZvfve81o97Wb1r4mTJjQ9LhQKMTdd99N//79cTgc9OnTh1tuuQW/39/s+Xdfu/rwww8ZNWoUTqeToUOH8tZbb7X6PfD7/Vx33XUUFBSQlpbGGWecwa5du1p9zvnz53PIIYfgcrl46qmnAKipqeHaa6+lZ8+eOBwOSktLuffee9E0renxmzZtQlEUHnjgAZ5++umm1zB27FiWLl3a7FytXTN67rnnOPbYYyksLMThcDB06FCefPLJVl+PELEmH51El/Xu3ZslS5bw448/Mnz48P0ed+eddzJz5kyOPPJI7rrrLux2O1999RULFizghBNOaDpu3bp1TJs2jV//+tdceOGF/OMf/+Ciiy5izJgxDBs2rNXnPuaYY3jppZea3bZ582ZuvfXWZoF4ySWX8MILLzBt2jSuv/56vvrqK/7yl7+wcuVK5s6d2+zxa9eu5ZxzzuGyyy7jwgsv5LnnnuPss8/mgw8+YNKkSc2Ovfrqq8nJyeGOO+5g06ZNPPLII1x11VW8+uqrzY5bvXo15513HjNmzOA3v/kNgwYNwuPxMH78eLZt28aMGTPo1asXixcv5uabb2bHjh088sgjzZ7j//7v/6ivr2fGjBkoisJ9993HmWeeyYYNG7AdYE/zJ598kmHDhnHaaadhtVp55513uOKKK9A0jSuvvHK/jxMiJnQhuujDDz/ULRaLbrFY9COOOEK/6aab9Pnz5+uBQKDpmLVr1+qqqupnnHGGHg6Hmz1e07Smv/fu3VsH9EWLFjXdVl5erjscDv36669vum3hwoU6oC9cuLDVmrxerz5mzBi9uLhY37Fjh67ruv7999/rgH7JJZc0O/aGG27QAX3BggUt6njzzTebbqutrdW7d++uH3zwwU23PffcczqgH3/88c1ex+9+9zvdYrHoNTU1LZ7zgw8+aHb+u+++W09LS9PXrFnT7PY//OEPusVi0bds2aLruq5v3LhRB/S8vDy9qqqq6bi3335bB/R33nmn6bY77rhD3/fX2+PxtPg+TZ48We/Xr1+L24WINemmE102adIklixZwmmnncayZcu47777mDx5MiUlJcybNw+Af/3rX2iaxu23346qNv+x27c7aejQoYwbN67p3wUFBQwaNIgNGza0u6YrrriC5cuX8+abb1JUVATAe++9B8B1113X7Njrr78egHfffbfZ7cXFxZxxxhlN/87MzOSCCy7gu+++Y+fOnc2OvfTSS5u9jnHjxhEOh9m8eXOz4/r27cvkyZOb3fb6668zbtw4cnJyqKioaPo6/vjjCYfDLFq0qNnx55xzDjk5Oc3OBbT5/dn72lRtbS0VFRWMHz+eDRs2UFtbe8DHChFt0k0nImLs2LG89dZbBAIBli1bxty5c3n44YeZNm0a33//PevXr0dVVYYOHdrmc/Xq1avFbTk5OVRXV7erlqeeeornnnuOp556isMPP7zp9s2bN6OqKqWlpc2OLyoqIjs7u0VwlJaWtgjKgQMHAsb1m90h11rNu8Ni35r79u3bot61a9fyww8/UFBQ0Orr2XcQSHvPta8vvviCO+64gyVLluDxeJrdV1tbS1ZW1gEfL0Q0SRiJiLLb7YwdO5axY8cycOBALr74Yl5//fUOPYfFYmn1dl3X23zs119/zTXXXMMll1zCpZde2uox0ZgM2t6aWxs5p2kakyZN4qabbmr1OXYHYEfPtbf169dz3HHHMXjwYB566CF69uyJ3W7nvffe4+GHH242UEIIM0gYiag55JBDANixYwelpaVomsZPP/3EqFGjonK+Xbt2MW3aNEaNGsXjjz/e4v7evXujaRpr165lyJAhTbeXlZVRU1ND7969mx2/bt06dF1vFl5r1qwBjJFxkdK/f38aGho4/vjjI/ac+3rnnXfw+/3MmzevWctq4cKFUTunEB0h14xEly1cuLDVT+W7r9EMGjSIqVOnoqoqd911V4tP4e1p8bQlHA5z7rnnEggEePPNN7Hb7S2OOemkkwBajE576KGHADj55JOb3b59+/ZmI+zq6up48cUXGTVqVLMuuq6aPn06S5YsYf78+S3uq6mpIRQKdfkcu1tTe3+va2tree6557r83EJEgrSMRJddffXVeDwezjjjDAYPHkwgEGDx4sW8+uqr9OnTh4svvpjs7Gz++Mc/cvfddzNu3DjOPPNMHA4HS5cupbi4mL/85S9dqmH27NksWLCAyy67rMWn/W7dujFp0iRGjhzJhRdeyNNPP01NTQ3jx4/n66+/5oUXXmDq1KlMnDix2eMGDhzIr3/9a5YuXUq3bt34xz/+QVlZWcTfwG+88UbmzZvHKaec0jSEvbGxkeXLl/PGG2+wadMm8vPzu3SOE044AbvdzqmnnsqMGTNoaGjgmWeeobCwkB07dkTolQjReRJGosseeOABXn/9dd577z2efvppAoEAvXr14oorruDWW29tmgx711130bdvX2bNmsUf//hH3G43Bx10EOeff36Xa9g9wXT27NnMnj272X3jx49vmhf07LPP0q9fP55//nnmzp1LUVERN998M3fccUeL5xwwYACzZs3ixhtvZPXq1fTt25dXX321xWi4rnK73Xz22Wf8+c9/5vXXX+fFF18kMzOTgQMHcuedd0ZkYMGgQYN44403uPXWW7nhhhsoKiri8ssvp6CggF/96lcReBVCdI2iR6KPRIgk06dPH4YPH86///1vs0sRIiXINSMhhBCmkzASQghhOgkjIYQQppNrRkIIIUwnLSMhhBCmkzASQghhOgkjIYQQppMwEkIIYToJIyGEEKaTMBJCCGE6CSMhhBCmkzASQghhOgkjIYQQpvv/dNoK05QwDXgAAAAASUVORK5CYII=","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["venn_diagram = venn3(subsets=(len(set_asd) - len(asd_mdd) - len(asd_scz) + len(asd_mdd_scz),\n"," len(set_mdd) - len(asd_mdd) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_mdd) - len(asd_mdd_scz),\n"," len(set_scz) - len(asd_scz) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_scz) - len(asd_mdd_scz),\n"," len(mdd_scz) - len(asd_mdd_scz),\n"," len(asd_mdd_scz)),\n"," set_labels=('Autism', 'Depression', 'Schizophrenia'))\n","\n","plt.show()\n"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyPkaThvSFfei76xwd1VMZB8","collapsed_sections":["7HUjhuHHFz-D","hnjpaPUgFxDe"],"provenance":[]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"name":"python"}},"nbformat":4,"nbformat_minor":0}
diff --git a/annotation_gsea.ipynb b/annotation_gsea.ipynb
index de936f033fa02025c2b0517a125301b2c7e7a4ca..dc581814bae9d8a43da28da27cc88df4d35179bf 100644
--- a/annotation_gsea.ipynb
+++ b/annotation_gsea.ipynb
@@ -1 +1 @@
-{"cells":[{"cell_type":"code","execution_count":null,"metadata":{"id":"frVyBC8opRMv"},"outputs":[],"source":["!pip install gseapy\n","import gseapy"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"OEIG9e42p9QF"},"outputs":[],"source":["import pandas as pd\n","from pathlib import Path\n","import numpy as np\n","from gseapy.plot import gseaplot\n","from gseapy import gseaplot2\n","from gseapy import heatmap"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"kn8ofTHbphbI"},"outputs":[],"source":["asd_path = Path(\"data/rna-seq/autism\")\n","mdd_path = Path(\"data/rna-seq/depression\")\n","scz_path = Path(\"data/rna-seq/schizophrenia\")\n","\n","asd_df_path = asd_path / \"asd_annotated.csv.gz\"\n","mdd_df_path = mdd_path / \"mdd_annotated.csv.gz\"\n","scz_df_path = scz_path / \"scz_annotated.csv.gz\"\n","\n","asd_deg_path = asd_path / \"asd_deg.csv\"\n","mdd_deg_path = mdd_path / \"mdd_deg.csv\"\n","scz_deg_path = scz_path / \"scz_deg.csv\"\n","\n","asd_labels_path = asd_path / \"asd_groups.csv\"\n","mdd_labels_path = mdd_path / \"mdd_groups.csv\"\n","scz_labels_path = scz_path / \"scz_groups.csv\""]},{"cell_type":"markdown","metadata":{"id":"J59yX_h1EyDL"},"source":["# **GSEA ASD**"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":522},"executionInfo":{"elapsed":4920,"status":"ok","timestamp":1689944047402,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"hjkodXGoZv1P","outputId":"ebf6fdb2-ebea-497e-ecd1-2721226223b7"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-613a6852-75c2-4698-8390-8ad4338196a2\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>control</th>\n"," <th>control.1</th>\n"," <th>control.2</th>\n"," <th>control.3</th>\n"," <th>control.4</th>\n"," <th>control.5</th>\n"," <th>control.6</th>\n"," <th>control.7</th>\n"," <th>control.8</th>\n"," <th>control.9</th>\n"," <th>...</th>\n"," <th>autism.72</th>\n"," <th>autism.73</th>\n"," <th>autism.74</th>\n"," <th>autism.75</th>\n"," <th>autism.76</th>\n"," <th>autism.77</th>\n"," <th>autism.78</th>\n"," <th>autism.79</th>\n"," <th>autism.80</th>\n"," <th>autism.81</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>A1BG</th>\n"," <td>121.294977</td>\n"," <td>135.205497</td>\n"," <td>100.376936</td>\n"," <td>104.288553</td>\n"," <td>151.486141</td>\n"," <td>96.506352</td>\n"," <td>99.219584</td>\n"," <td>159.543608</td>\n"," <td>96.197600</td>\n"," <td>185.391977</td>\n"," <td>...</td>\n"," <td>155.884643</td>\n"," <td>147.619142</td>\n"," <td>177.163427</td>\n"," <td>117.838078</td>\n"," <td>120.770392</td>\n"," <td>142.635076</td>\n"," <td>101.391999</td>\n"," <td>149.880304</td>\n"," <td>116.828707</td>\n"," <td>136.247127</td>\n"," </tr>\n"," <tr>\n"," <th>A1BG-AS1</th>\n"," <td>35.058443</td>\n"," <td>31.427095</td>\n"," <td>31.122305</td>\n"," <td>62.048137</td>\n"," <td>43.769621</td>\n"," <td>24.387331</td>\n"," <td>44.017369</td>\n"," <td>48.029337</td>\n"," <td>35.694725</td>\n"," <td>50.041600</td>\n"," <td>...</td>\n"," <td>43.971779</td>\n"," <td>34.310304</td>\n"," <td>44.111013</td>\n"," <td>44.585479</td>\n"," <td>40.534544</td>\n"," <td>44.585479</td>\n"," <td>44.791994</td>\n"," <td>39.955217</td>\n"," <td>52.729850</td>\n"," <td>38.309944</td>\n"," </tr>\n"," <tr>\n"," <th>A1CF</th>\n"," <td>14.170615</td>\n"," <td>13.871641</td>\n"," <td>10.788985</td>\n"," <td>14.481204</td>\n"," <td>15.623799</td>\n"," <td>12.292046</td>\n"," <td>13.749919</td>\n"," <td>11.839019</td>\n"," <td>11.905869</td>\n"," <td>15.710093</td>\n"," <td>...</td>\n"," <td>12.649725</td>\n"," <td>12.069736</td>\n"," <td>11.911529</td>\n"," <td>12.376093</td>\n"," <td>13.711741</td>\n"," <td>13.199272</td>\n"," <td>10.222826</td>\n"," <td>12.122905</td>\n"," <td>12.577490</td>\n"," <td>12.504467</td>\n"," </tr>\n"," <tr>\n"," <th>A2M</th>\n"," <td>13.107961</td>\n"," <td>18.179512</td>\n"," <td>16.951847</td>\n"," <td>15.879256</td>\n"," <td>22.123421</td>\n"," <td>15.393655</td>\n"," <td>13.946365</td>\n"," <td>18.179913</td>\n"," <td>14.624850</td>\n"," <td>14.814041</td>\n"," <td>...</td>\n"," <td>19.554220</td>\n"," <td>18.272940</td>\n"," <td>18.696411</td>\n"," <td>18.727884</td>\n"," <td>18.693256</td>\n"," <td>19.948261</td>\n"," <td>14.867098</td>\n"," <td>14.070558</td>\n"," <td>16.647584</td>\n"," <td>19.535396</td>\n"," </tr>\n"," <tr>\n"," <th>A2M-AS1</th>\n"," <td>28.397500</td>\n"," <td>28.749182</td>\n"," <td>25.438558</td>\n"," <td>19.900958</td>\n"," <td>27.055838</td>\n"," <td>94.894792</td>\n"," <td>26.332507</td>\n"," <td>104.624796</td>\n"," <td>28.024350</td>\n"," <td>49.007240</td>\n"," <td>...</td>\n"," <td>23.966362</td>\n"," <td>17.026004</td>\n"," <td>19.176799</td>\n"," <td>16.220912</td>\n"," <td>19.732830</td>\n"," <td>15.124966</td>\n"," <td>104.242155</td>\n"," <td>21.084370</td>\n"," <td>22.229969</td>\n"," <td>27.270987</td>\n"," </tr>\n"," <tr>\n"," <th>...</th>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," </tr>\n"," <tr>\n"," <th>ZYG11A</th>\n"," <td>19.248218</td>\n"," <td>22.714569</td>\n"," <td>14.560974</td>\n"," <td>14.281435</td>\n"," <td>17.825443</td>\n"," <td>11.972330</td>\n"," <td>14.997187</td>\n"," <td>15.933022</td>\n"," <td>11.059383</td>\n"," <td>18.402196</td>\n"," <td>...</td>\n"," <td>14.131336</td>\n"," <td>14.525662</td>\n"," <td>18.477274</td>\n"," <td>16.092382</td>\n"," <td>16.162159</td>\n"," <td>17.509112</td>\n"," <td>13.978377</td>\n"," <td>13.629342</td>\n"," <td>13.416905</td>\n"," <td>13.134770</td>\n"," </tr>\n"," <tr>\n"," <th>ZYG11B</th>\n"," <td>261.316399</td>\n"," <td>339.951464</td>\n"," <td>257.913533</td>\n"," <td>245.226296</td>\n"," <td>210.846395</td>\n"," <td>275.732049</td>\n"," <td>247.648670</td>\n"," <td>172.465404</td>\n"," <td>300.380734</td>\n"," <td>233.355085</td>\n"," <td>...</td>\n"," <td>222.215807</td>\n"," <td>238.333098</td>\n"," <td>274.238315</td>\n"," <td>188.516544</td>\n"," <td>268.225963</td>\n"," <td>307.303297</td>\n"," <td>336.823443</td>\n"," <td>268.111642</td>\n"," <td>247.217167</td>\n"," <td>240.737914</td>\n"," </tr>\n"," <tr>\n"," <th>ZYX</th>\n"," <td>1880.660401</td>\n"," <td>855.833866</td>\n"," <td>1024.420807</td>\n"," <td>3469.397053</td>\n"," <td>723.453619</td>\n"," <td>765.832142</td>\n"," <td>1005.298440</td>\n"," <td>1362.270489</td>\n"," <td>1775.910948</td>\n"," <td>2134.745737</td>\n"," <td>...</td>\n"," <td>619.258556</td>\n"," <td>630.949601</td>\n"," <td>1115.625284</td>\n"," <td>2142.660353</td>\n"," <td>791.466067</td>\n"," <td>995.968296</td>\n"," <td>796.180981</td>\n"," <td>423.534009</td>\n"," <td>1200.116224</td>\n"," <td>1280.158784</td>\n"," </tr>\n"," <tr>\n"," <th>ZZEF1</th>\n"," <td>173.615984</td>\n"," <td>220.478682</td>\n"," <td>180.578876</td>\n"," <td>155.919510</td>\n"," <td>178.998819</td>\n"," <td>253.262187</td>\n"," <td>213.381382</td>\n"," <td>203.355537</td>\n"," <td>210.238500</td>\n"," <td>210.410000</td>\n"," <td>...</td>\n"," <td>144.134590</td>\n"," <td>169.909132</td>\n"," <td>157.876435</td>\n"," <td>207.557892</td>\n"," <td>181.946927</td>\n"," <td>207.687289</td>\n"," <td>228.416034</td>\n"," <td>184.763835</td>\n"," <td>187.184649</td>\n"," <td>184.267607</td>\n"," </tr>\n"," <tr>\n"," <th>ZZZ3</th>\n"," <td>191.256558</td>\n"," <td>208.318095</td>\n"," <td>175.574475</td>\n"," <td>109.105500</td>\n"," <td>174.651987</td>\n"," <td>178.652494</td>\n"," <td>214.713013</td>\n"," <td>144.333405</td>\n"," <td>180.043502</td>\n"," <td>132.599834</td>\n"," <td>...</td>\n"," <td>192.728822</td>\n"," <td>207.423269</td>\n"," <td>177.445461</td>\n"," <td>139.903976</td>\n"," <td>178.117345</td>\n"," <td>120.398693</td>\n"," <td>189.283780</td>\n"," <td>237.558675</td>\n"," <td>166.075662</td>\n"," <td>205.295790</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>23520 rows × 146 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-613a6852-75c2-4698-8390-8ad4338196a2')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" 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Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" control control.1 control.2 control.3 control.4 \\\n","A1BG 121.294977 135.205497 100.376936 104.288553 151.486141 \n","A1BG-AS1 35.058443 31.427095 31.122305 62.048137 43.769621 \n","A1CF 14.170615 13.871641 10.788985 14.481204 15.623799 \n","A2M 13.107961 18.179512 16.951847 15.879256 22.123421 \n","A2M-AS1 28.397500 28.749182 25.438558 19.900958 27.055838 \n","... ... ... ... ... ... \n","ZYG11A 19.248218 22.714569 14.560974 14.281435 17.825443 \n","ZYG11B 261.316399 339.951464 257.913533 245.226296 210.846395 \n","ZYX 1880.660401 855.833866 1024.420807 3469.397053 723.453619 \n","ZZEF1 173.615984 220.478682 180.578876 155.919510 178.998819 \n","ZZZ3 191.256558 208.318095 175.574475 109.105500 174.651987 \n","\n"," control.5 control.6 control.7 control.8 control.9 ... \\\n","A1BG 96.506352 99.219584 159.543608 96.197600 185.391977 ... \n","A1BG-AS1 24.387331 44.017369 48.029337 35.694725 50.041600 ... \n","A1CF 12.292046 13.749919 11.839019 11.905869 15.710093 ... \n","A2M 15.393655 13.946365 18.179913 14.624850 14.814041 ... \n","A2M-AS1 94.894792 26.332507 104.624796 28.024350 49.007240 ... \n","... ... ... ... ... ... ... \n","ZYG11A 11.972330 14.997187 15.933022 11.059383 18.402196 ... \n","ZYG11B 275.732049 247.648670 172.465404 300.380734 233.355085 ... \n","ZYX 765.832142 1005.298440 1362.270489 1775.910948 2134.745737 ... \n","ZZEF1 253.262187 213.381382 203.355537 210.238500 210.410000 ... \n","ZZZ3 178.652494 214.713013 144.333405 180.043502 132.599834 ... \n","\n"," autism.72 autism.73 autism.74 autism.75 autism.76 \\\n","A1BG 155.884643 147.619142 177.163427 117.838078 120.770392 \n","A1BG-AS1 43.971779 34.310304 44.111013 44.585479 40.534544 \n","A1CF 12.649725 12.069736 11.911529 12.376093 13.711741 \n","A2M 19.554220 18.272940 18.696411 18.727884 18.693256 \n","A2M-AS1 23.966362 17.026004 19.176799 16.220912 19.732830 \n","... ... ... ... ... ... \n","ZYG11A 14.131336 14.525662 18.477274 16.092382 16.162159 \n","ZYG11B 222.215807 238.333098 274.238315 188.516544 268.225963 \n","ZYX 619.258556 630.949601 1115.625284 2142.660353 791.466067 \n","ZZEF1 144.134590 169.909132 157.876435 207.557892 181.946927 \n","ZZZ3 192.728822 207.423269 177.445461 139.903976 178.117345 \n","\n"," autism.77 autism.78 autism.79 autism.80 autism.81 \n","A1BG 142.635076 101.391999 149.880304 116.828707 136.247127 \n","A1BG-AS1 44.585479 44.791994 39.955217 52.729850 38.309944 \n","A1CF 13.199272 10.222826 12.122905 12.577490 12.504467 \n","A2M 19.948261 14.867098 14.070558 16.647584 19.535396 \n","A2M-AS1 15.124966 104.242155 21.084370 22.229969 27.270987 \n","... ... ... ... ... ... \n","ZYG11A 17.509112 13.978377 13.629342 13.416905 13.134770 \n","ZYG11B 307.303297 336.823443 268.111642 247.217167 240.737914 \n","ZYX 995.968296 796.180981 423.534009 1200.116224 1280.158784 \n","ZZEF1 207.687289 228.416034 184.763835 187.184649 184.267607 \n","ZZZ3 120.398693 189.283780 237.558675 166.075662 205.295790 \n","\n","[23520 rows x 146 columns]"]},"execution_count":6,"metadata":{},"output_type":"execute_result"}],"source":["subset_asd = pd.read_csv(\"data/rna-seq/autism/asd_exp.csv\", index_col=0)\n","subset_asd\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"nNqgECAZgRyq"},"outputs":[],"source":["class_vector_asd = []\n","for i in subset_asd.columns.values:\n"," if \"control\" in i:\n"," class_vector_asd.append(\"Control\")\n"," else:\n"," class_vector_asd.append(\"Autism\")\n"]},{"cell_type":"markdown","metadata":{"id":"Qi4ejAb6JJ3T"},"source":["## **Use GO_Molecular_Function_2023 as the gene set library**\n","\n","\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"mJV5nNE6Y-G_"},"outputs":[],"source":["gs_res_asd = gseapy.gsea(data=subset_asd,\n"," gene_sets= \"GO_Molecular_Function_2023\",\n"," cls= class_vector_asd,\n"," permutation_type='phenotype',\n"," permutation_num=1000,\n"," outdir=None,\n"," method='signal_to_noise',\n"," threads=4, seed= 7)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":112},"executionInfo":{"elapsed":282,"status":"ok","timestamp":1689715062880,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"CRbStuKr1VaJ","outputId":"b9d53d36-7d7e-4167-855b-b5d01553f5db"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-ccbdf6af-1c72-48e0-b47a-024d604d1990\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>Name</th>\n"," <th>Term</th>\n"," <th>ES</th>\n"," <th>NES</th>\n"," <th>NOM p-val</th>\n"," <th>FDR q-val</th>\n"," <th>FWER p-val</th>\n"," <th>Tag %</th>\n"," <th>Gene %</th>\n"," <th>Lead_genes</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>gsea</td>\n"," <td>Voltage-Gated Monoatomic Ion Channel Activity ...</td>\n"," <td>-0.641066</td>\n"," <td>-1.962979</td>\n"," <td>0.0</td>\n"," <td>0.06778</td>\n"," <td>0.066</td>\n"," <td>10/25</td>\n"," <td>14.05%</td>\n"," <td>CALHM3;CACNA1H;GRIN2C;KCNJ8;GRIN2B;HCN1;VDAC3;...</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>gsea</td>\n"," <td>Frizzled Binding (GO:0005109)</td>\n"," <td>-0.613087</td>\n"," <td>-1.905058</td>\n"," <td>0.0</td>\n"," <td>0.077218</td>\n"," <td>0.132</td>\n"," <td>19/31</td>\n"," <td>24.60%</td>\n"," <td>DVL1;WNT9A;SFRP1;CCDC88C;WNT2;WNT4;MYOC;WNT6;L...</td>\n"," </tr>\n"," </tbody>\n","</table>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-ccbdf6af-1c72-48e0-b47a-024d604d1990')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 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'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-ccbdf6af-1c72-48e0-b47a-024d604d1990');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" Name Term ES \\\n","0 gsea Voltage-Gated Monoatomic Ion Channel Activity ... -0.641066 \n","1 gsea Frizzled Binding (GO:0005109) -0.613087 \n","\n"," NES NOM p-val FDR q-val FWER p-val Tag % Gene % \\\n","0 -1.962979 0.0 0.06778 0.066 10/25 14.05% \n","1 -1.905058 0.0 0.077218 0.132 19/31 24.60% \n","\n"," Lead_genes \n","0 CALHM3;CACNA1H;GRIN2C;KCNJ8;GRIN2B;HCN1;VDAC3;... \n","1 DVL1;WNT9A;SFRP1;CCDC88C;WNT2;WNT4;MYOC;WNT6;L... "]},"execution_count":50,"metadata":{},"output_type":"execute_result"}],"source":["sign_asd = gs_res_asd.res2d[gs_res_asd.res2d[\"FDR q-val\"] < 0.25]\n","sign_asd"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":7,"status":"ok","timestamp":1689715064120,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"PSzryXHC1ZSm","outputId":"eb5cd93b-8e24-449e-8e9e-6a634d8c2b4e"},"outputs":[{"data":{"text/plain":["0 CALHM3;CACNA1H;GRIN2C;KCNJ8;GRIN2B;HCN1;VDAC3;...\n","1 DVL1;WNT9A;SFRP1;CCDC88C;WNT2;WNT4;MYOC;WNT6;L...\n","Name: Lead_genes, dtype: object"]},"execution_count":51,"metadata":{},"output_type":"execute_result"}],"source":["Lead_genes_asd = sign_asd.Lead_genes\n","Lead_genes_asd"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":531},"executionInfo":{"elapsed":1065,"status":"ok","timestamp":1689632401042,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"jNNFkSJTJAaf","outputId":"3057ef79-06dd-4fcb-9ab1-83aec426e513"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 600x550 with 3 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_asd.res2d.Term\n","axs = gs_res_asd.plot(terms[:2], show_ranking=False, legend_kws={'loc': (1.05, 0)}, )"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":548},"executionInfo":{"elapsed":1547,"status":"ok","timestamp":1689637967075,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"V2raDs5wNDcN","outputId":"1f3d555d-14c3-4fdd-d682-d4dc53f467eb"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 400x500 with 4 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_asd.res2d[gs_res_asd.res2d[\"FDR q-val\"] < 0.1].Term\n","hits = [gs_res_asd.results[t]['hits'] for t in terms]\n","runes = [gs_res_asd.results[t]['RES'] for t in terms]\n","fig = gseaplot2(terms=terms, RESs=runes, hits=hits,\n"," rank_metric=gs_res_asd.ranking,\n"," legend_kws={'loc': (-0.25, -0.6)}, # set the legend loc\n"," figsize=(4,5)) # rank_metric=pre_res.ranking"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":484},"executionInfo":{"elapsed":2918,"status":"ok","timestamp":1689604846808,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"X3OumG0yR8rz","outputId":"a5e97794-bbdf-4205-ab21-eb2441b3bfa5"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1400x400 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["genes = gs_res_asd.res2d.Lead_genes[1].split(\";\")\n","ax = heatmap(df = gs_res_asd.heatmat.loc[genes], z_score=0, title=gs_res_asd.res2d.Term[1], figsize=(14,4))"]},{"cell_type":"markdown","metadata":{"id":"lMPX4pgXE1Xj"},"source":["# **GSEA Schizophrenia**"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"7ZdTrJ81yMfi"},"outputs":[],"source":["subset_scz = pd.read_csv(\"data/rna-seq/schizophrenia/scz_exp.csv\", index_col=0)\n","subset_scz_dc = pd.read_csv(\"data/rna-seq/schizophrenia/scz_exp_dc.csv\", index_col=0)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"qQNMU22wyVSk"},"outputs":[],"source":["class_vector_scz = []\n","for i in subset_scz.columns.values:\n"," if \"control\" in i:\n"," class_vector_scz.append(\"Control\")\n"," else:\n"," class_vector_scz.append(\"Schizophrenia\")\n"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":334,"status":"ok","timestamp":1689633299179,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"InEDHBZVdKxf","outputId":"2ecd870e-bf1c-4018-aa2d-3f73232a02f5"},"outputs":[{"data":{"text/plain":["51"]},"execution_count":29,"metadata":{},"output_type":"execute_result"}],"source":["class_vector_scz_dc = []\n","for i in subset_scz_dc.columns.values:\n"," if \"control\" in i:\n"," class_vector_scz_dc.append(\"Control\")\n"," else:\n"," class_vector_scz_dc.append(\"Schizophrenia\")\n","\n","len(class_vector_scz_dc)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"IXYCX5qDdr9J"},"outputs":[],"source":["subset_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"THsx_m8HdnME"},"outputs":[],"source":["subset_scz_dc"]},{"cell_type":"markdown","metadata":{"id":"kw5KsK1XJ5Bx"},"source":["## **Use GO_Molecular_Function_2023 as the gene set library**\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"FmotSRV5yfZs"},"outputs":[],"source":["gs_res_scz = gseapy.gsea(data=subset_scz,\n"," gene_sets= \"GO_Molecular_Function_2023\",\n"," cls= class_vector_scz,\n"," permutation_type='phenotype',\n"," permutation_num=1000,\n"," outdir=None,\n"," method='signal_to_noise',\n"," threads=4, seed= 7)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"ruS7PZJxdS7r"},"outputs":[],"source":["gs_res_scz_dc = gseapy.gsea(data=subset_scz_dc,\n"," gene_sets= \"GO_Molecular_Function_2023\",\n"," cls= class_vector_scz_dc,\n"," permutation_type='phenotype',\n"," permutation_num=1000,\n"," outdir=None,\n"," method='signal_to_noise',\n"," threads=4, seed= 7)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":331},"executionInfo":{"elapsed":366,"status":"ok","timestamp":1689638859133,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"IT1nfdn6iPVO","outputId":"4ec02bb5-7cfd-488a-f4f6-b1595ebe9529"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-0731cbf7-f430-4517-867e-2b434d22fbf7\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>Name</th>\n"," <th>Term</th>\n"," <th>ES</th>\n"," <th>NES</th>\n"," <th>NOM p-val</th>\n"," <th>FDR q-val</th>\n"," <th>FWER p-val</th>\n"," <th>Tag %</th>\n"," <th>Gene %</th>\n"," <th>Lead_genes</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>gsea</td>\n"," <td>Core Promoter Sequence-Specific DNA Binding (G...</td>\n"," <td>-0.667469</td>\n"," <td>-1.962495</td>\n"," <td>0.0</td>\n"," <td>0.077299</td>\n"," <td>0.054</td>\n"," <td>17/31</td>\n"," <td>16.09%</td>\n"," <td>TBPL1;HDAC1;SMARCA4;TAF1;BAZ2A;RELA;TBP;TAF1C;...</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>gsea</td>\n"," <td>aminoacyl-tRNA Ligase Activity (GO:0004812)</td>\n"," <td>-0.750466</td>\n"," <td>-1.935978</td>\n"," <td>0.002066</td>\n"," <td>0.05276</td>\n"," <td>0.071</td>\n"," <td>11/18</td>\n"," <td>12.10%</td>\n"," <td>PARS2;HARS2;AARS2;EARS2;YARS2;NARS2;LARS2;SARS...</td>\n"," </tr>\n"," <tr>\n"," <th>9</th>\n"," <td>gsea</td>\n"," <td>NAD+ ADP-ribosyltransferase Activity (GO:0003950)</td>\n"," <td>-0.545979</td>\n"," <td>-1.654213</td>\n"," <td>0.010225</td>\n"," <td>0.362937</td>\n"," <td>0.771</td>\n"," <td>14/26</td>\n"," <td>25.49%</td>\n"," <td>SIRT2;PARP16;SIRT1;PARP12;PARP15;PARP11;SIRT5;...</td>\n"," </tr>\n"," <tr>\n"," <th>50</th>\n"," <td>gsea</td>\n"," <td>Protein-Lysine N-methyltransferase Activity (G...</td>\n"," <td>-0.442025</td>\n"," <td>-1.462872</td>\n"," <td>0.062366</td>\n"," <td>0.367736</td>\n"," <td>0.985</td>\n"," <td>25/40</td>\n"," <td>40.35%</td>\n"," <td>SETD6;SETD4;KMT2B;SUV39H2;SMYD2;METTL21A;DOT1L...</td>\n"," </tr>\n"," <tr>\n"," <th>51</th>\n"," <td>gsea</td>\n"," <td>5'-3' RNA Polymerase Activity (GO:0034062)</td>\n"," <td>-0.539014</td>\n"," <td>-1.461474</td>\n"," <td>0.071575</td>\n"," <td>0.363129</td>\n"," <td>0.986</td>\n"," <td>13/17</td>\n"," <td>35.17%</td>\n"," <td>POLR2I;POLR1C;POLR1A;POLRMT;POLR3A;POLR2L;POLR...</td>\n"," </tr>\n"," <tr>\n"," <th>52</th>\n"," <td>gsea</td>\n"," <td>Histone H3 Methyltransferase Activity (GO:0140...</td>\n"," <td>-0.476684</td>\n"," <td>-1.461103</td>\n"," <td>0.08125</td>\n"," <td>0.356108</td>\n"," <td>0.986</td>\n"," <td>13/34</td>\n"," <td>20.21%</td>\n"," <td>SETD4;KMT2B;SUV39H2;SMYD2;DOT1L;SUV39H1;PRMT2;...</td>\n"," </tr>\n"," <tr>\n"," <th>53</th>\n"," <td>gsea</td>\n"," <td>DNA-binding Transcription Repressor Activity, ...</td>\n"," <td>-0.320934</td>\n"," <td>-1.454254</td>\n"," <td>0.03</td>\n"," <td>0.364154</td>\n"," <td>0.988</td>\n"," <td>106/226</td>\n"," <td>37.78%</td>\n"," <td>ZNF202;ZNF614;E4F1;ZBTB16;TBX21;ZBTB5;NFATC3;Z...</td>\n"," </tr>\n"," <tr>\n"," <th>70</th>\n"," <td>gsea</td>\n"," <td>Nuclear Receptor Binding (GO:0016922)</td>\n"," <td>-0.359166</td>\n"," <td>-1.406843</td>\n"," <td>0.069959</td>\n"," <td>0.369161</td>\n"," <td>0.996</td>\n"," <td>53/112</td>\n"," <td>34.44%</td>\n"," <td>MED9;TRIM68;ARID5A;MED12;SMARCA4;TAF1;BAZ2A;DD...</td>\n"," </tr>\n"," <tr>\n"," <th>71</th>\n"," <td>gsea</td>\n"," <td>Methylated Histone Binding (GO:0035064)</td>\n"," <td>-0.433126</td>\n"," <td>-1.406273</td>\n"," <td>0.080247</td>\n"," <td>0.364754</td>\n"," <td>0.996</td>\n"," <td>30/64</td>\n"," <td>28.07%</td>\n"," <td>THAP7;TAF1;CXXC1;KDM5A;PHF8;PHF1;DPF2;WDR5;CBX...</td>\n"," </tr>\n"," </tbody>\n","</table>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0731cbf7-f430-4517-867e-2b434d22fbf7')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 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let quickchartButtonEl =\n"," domScope.querySelector('#df-4f8f21fe-00d3-4df6-a603-77d3e97f7148 button.colab-df-quickchart');\n"," quickchartButtonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 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'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-0731cbf7-f430-4517-867e-2b434d22fbf7');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" Name Term ES \\\n","0 gsea Core Promoter Sequence-Specific DNA Binding (G... -0.667469 \n","1 gsea aminoacyl-tRNA Ligase Activity (GO:0004812) -0.750466 \n","9 gsea NAD+ ADP-ribosyltransferase Activity (GO:0003950) -0.545979 \n","50 gsea Protein-Lysine N-methyltransferase Activity (G... -0.442025 \n","51 gsea 5'-3' RNA Polymerase Activity (GO:0034062) -0.539014 \n","52 gsea Histone H3 Methyltransferase Activity (GO:0140... -0.476684 \n","53 gsea DNA-binding Transcription Repressor Activity, ... -0.320934 \n","70 gsea Nuclear Receptor Binding (GO:0016922) -0.359166 \n","71 gsea Methylated Histone Binding (GO:0035064) -0.433126 \n","\n"," NES NOM p-val FDR q-val FWER p-val Tag % Gene % \\\n","0 -1.962495 0.0 0.077299 0.054 17/31 16.09% \n","1 -1.935978 0.002066 0.05276 0.071 11/18 12.10% \n","9 -1.654213 0.010225 0.362937 0.771 14/26 25.49% \n","50 -1.462872 0.062366 0.367736 0.985 25/40 40.35% \n","51 -1.461474 0.071575 0.363129 0.986 13/17 35.17% \n","52 -1.461103 0.08125 0.356108 0.986 13/34 20.21% \n","53 -1.454254 0.03 0.364154 0.988 106/226 37.78% \n","70 -1.406843 0.069959 0.369161 0.996 53/112 34.44% \n","71 -1.406273 0.080247 0.364754 0.996 30/64 28.07% \n","\n"," Lead_genes \n","0 TBPL1;HDAC1;SMARCA4;TAF1;BAZ2A;RELA;TBP;TAF1C;... \n","1 PARS2;HARS2;AARS2;EARS2;YARS2;NARS2;LARS2;SARS... \n","9 SIRT2;PARP16;SIRT1;PARP12;PARP15;PARP11;SIRT5;... \n","50 SETD6;SETD4;KMT2B;SUV39H2;SMYD2;METTL21A;DOT1L... \n","51 POLR2I;POLR1C;POLR1A;POLRMT;POLR3A;POLR2L;POLR... \n","52 SETD4;KMT2B;SUV39H2;SMYD2;DOT1L;SUV39H1;PRMT2;... \n","53 ZNF202;ZNF614;E4F1;ZBTB16;TBX21;ZBTB5;NFATC3;Z... \n","70 MED9;TRIM68;ARID5A;MED12;SMARCA4;TAF1;BAZ2A;DD... \n","71 THAP7;TAF1;CXXC1;KDM5A;PHF8;PHF1;DPF2;WDR5;CBX... "]},"execution_count":137,"metadata":{},"output_type":"execute_result"}],"source":["# gs_res_scz_dc.res2d.head()\n","gs_res_scz_dc.res2d[gs_res_scz_dc.res2d[\"FDR q-val\"] < 0.37]"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":423},"executionInfo":{"elapsed":323,"status":"ok","timestamp":1689715048245,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"z-ymcEPt0FgE","outputId":"08b743ab-8f97-4616-c2b4-8fe9263a0428"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-15c2804f-92e0-4fa4-a7ab-350643d66338\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>Name</th>\n"," <th>Term</th>\n"," <th>ES</th>\n"," <th>NES</th>\n"," <th>NOM p-val</th>\n"," <th>FDR q-val</th>\n"," <th>FWER p-val</th>\n"," <th>Tag %</th>\n"," <th>Gene %</th>\n"," <th>Lead_genes</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>gsea</td>\n"," <td>aminoacyl-tRNA Ligase Activity (GO:0004812)</td>\n"," <td>-0.777438</td>\n"," <td>-2.056734</td>\n"," <td>0.0</td>\n"," <td>0.025488</td>\n"," <td>0.019</td>\n"," <td>11/18</td>\n"," <td>13.79%</td>\n"," <td>PARS2;HARS2;EARS2;YARS2;NARS2;LARS2;AARS2;FARS...</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>gsea</td>\n"," <td>N-acetyltransferase Activity (GO:0008080)</td>\n"," <td>-0.621618</td>\n"," <td>-1.929602</td>\n"," <td>0.005964</td>\n"," <td>0.090481</td>\n"," <td>0.115</td>\n"," <td>8/20</td>\n"," <td>13.27%</td>\n"," <td>NAT10;NAA10;NAGS;NAT1;ESCO1;GNPNAT1;NAT14;CREBBP</td>\n"," </tr>\n"," <tr>\n"," <th>2</th>\n"," <td>gsea</td>\n"," <td>Core Promoter Sequence-Specific DNA Binding (G...</td>\n"," <td>-0.652276</td>\n"," <td>-1.890964</td>\n"," <td>0.0</td>\n"," <td>0.095154</td>\n"," <td>0.17</td>\n"," <td>17/31</td>\n"," <td>12.12%</td>\n"," <td>TBP;HDAC1;SMARCA4;TAF1;GTF2B;TBPL1;SNAPC3;TAF1...</td>\n"," </tr>\n"," <tr>\n"," <th>3</th>\n"," <td>gsea</td>\n"," <td>RNA Endonuclease Activity, Producing 5'-Phosph...</td>\n"," <td>-0.643511</td>\n"," <td>-1.845304</td>\n"," <td>0.004008</td>\n"," <td>0.132217</td>\n"," <td>0.289</td>\n"," <td>13/26</td>\n"," <td>18.22%</td>\n"," <td>RNASEH2A;RPP38;RPP14;DROSHA;POP4;POP7;FEN1;APE...</td>\n"," </tr>\n"," <tr>\n"," <th>4</th>\n"," <td>gsea</td>\n"," <td>Lipid Kinase Activity (GO:0001727)</td>\n"," <td>-0.59982</td>\n"," <td>-1.799405</td>\n"," <td>0.001992</td>\n"," <td>0.181982</td>\n"," <td>0.421</td>\n"," <td>8/20</td>\n"," <td>11.25%</td>\n"," <td>DGKZ;PIK3CD;DGKQ;CERK;DGKK;DGKD;PIK3CG;PIK3CA</td>\n"," </tr>\n"," <tr>\n"," <th>...</th>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," </tr>\n"," <tr>\n"," <th>80</th>\n"," <td>gsea</td>\n"," <td>Histone Deacetylase Binding (GO:0042826)</td>\n"," <td>-0.382758</td>\n"," <td>-1.455534</td>\n"," <td>0.041016</td>\n"," <td>0.249922</td>\n"," <td>0.989</td>\n"," <td>36/87</td>\n"," <td>24.99%</td>\n"," <td>MEF2D;MIER3;SIRT2;HDAC1;PKN1;RAD9A;THAP7;TRAF6...</td>\n"," </tr>\n"," <tr>\n"," <th>81</th>\n"," <td>gsea</td>\n"," <td>Nuclear Receptor Binding (GO:0016922)</td>\n"," <td>-0.366876</td>\n"," <td>-1.454147</td>\n"," <td>0.044574</td>\n"," <td>0.248894</td>\n"," <td>0.99</td>\n"," <td>64/112</td>\n"," <td>39.38%</td>\n"," <td>MED9;MED17;SMARCA4;PKN1;TRIM68;MED12;TAF1;GTF2...</td>\n"," </tr>\n"," <tr>\n"," <th>82</th>\n"," <td>gsea</td>\n"," <td>Protein Phosphatase Inhibitor Activity (GO:000...</td>\n"," <td>-0.449125</td>\n"," <td>-1.453129</td>\n"," <td>0.072435</td>\n"," <td>0.246794</td>\n"," <td>0.991</td>\n"," <td>15/23</td>\n"," <td>31.52%</td>\n"," <td>PPME1;PPP1R14B;CABIN1;PPP1R8;BOD1;PPP1R1A;PPP1...</td>\n"," </tr>\n"," <tr>\n"," <th>84</th>\n"," <td>gsea</td>\n"," <td>Carboxylic Acid Binding (GO:0031406)</td>\n"," <td>-0.487284</td>\n"," <td>-1.446515</td>\n"," <td>0.067327</td>\n"," <td>0.249745</td>\n"," <td>0.992</td>\n"," <td>6/16</td>\n"," <td>24.36%</td>\n"," <td>HIF1AN;DDAH2;AARS2;AKR1C1;RTN4R;ASS1</td>\n"," </tr>\n"," <tr>\n"," <th>87</th>\n"," <td>gsea</td>\n"," <td>Ubiquitin-Protein Transferase Activity (GO:000...</td>\n"," <td>-0.325393</td>\n"," <td>-1.442015</td>\n"," <td>0.027079</td>\n"," <td>0.249977</td>\n"," <td>0.992</td>\n"," <td>167/358</td>\n"," <td>36.51%</td>\n"," <td>RNF44;KLHL21;TRIM41;MUL1;VPS11;HECTD3;TRIM28;K...</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>72 rows × 10 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" 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'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-15c2804f-92e0-4fa4-a7ab-350643d66338');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" Name Term ES \\\n","0 gsea aminoacyl-tRNA Ligase Activity (GO:0004812) -0.777438 \n","1 gsea N-acetyltransferase Activity (GO:0008080) -0.621618 \n","2 gsea Core Promoter Sequence-Specific DNA Binding (G... -0.652276 \n","3 gsea RNA Endonuclease Activity, Producing 5'-Phosph... -0.643511 \n","4 gsea Lipid Kinase Activity (GO:0001727) -0.59982 \n",".. ... ... ... \n","80 gsea Histone Deacetylase Binding (GO:0042826) -0.382758 \n","81 gsea Nuclear Receptor Binding (GO:0016922) -0.366876 \n","82 gsea Protein Phosphatase Inhibitor Activity (GO:000... -0.449125 \n","84 gsea Carboxylic Acid Binding (GO:0031406) -0.487284 \n","87 gsea Ubiquitin-Protein Transferase Activity (GO:000... -0.325393 \n","\n"," NES NOM p-val FDR q-val FWER p-val Tag % Gene % \\\n","0 -2.056734 0.0 0.025488 0.019 11/18 13.79% \n","1 -1.929602 0.005964 0.090481 0.115 8/20 13.27% \n","2 -1.890964 0.0 0.095154 0.17 17/31 12.12% \n","3 -1.845304 0.004008 0.132217 0.289 13/26 18.22% \n","4 -1.799405 0.001992 0.181982 0.421 8/20 11.25% \n",".. ... ... ... ... ... ... \n","80 -1.455534 0.041016 0.249922 0.989 36/87 24.99% \n","81 -1.454147 0.044574 0.248894 0.99 64/112 39.38% \n","82 -1.453129 0.072435 0.246794 0.991 15/23 31.52% \n","84 -1.446515 0.067327 0.249745 0.992 6/16 24.36% \n","87 -1.442015 0.027079 0.249977 0.992 167/358 36.51% \n","\n"," Lead_genes \n","0 PARS2;HARS2;EARS2;YARS2;NARS2;LARS2;AARS2;FARS... \n","1 NAT10;NAA10;NAGS;NAT1;ESCO1;GNPNAT1;NAT14;CREBBP \n","2 TBP;HDAC1;SMARCA4;TAF1;GTF2B;TBPL1;SNAPC3;TAF1... \n","3 RNASEH2A;RPP38;RPP14;DROSHA;POP4;POP7;FEN1;APE... \n","4 DGKZ;PIK3CD;DGKQ;CERK;DGKK;DGKD;PIK3CG;PIK3CA \n",".. ... \n","80 MEF2D;MIER3;SIRT2;HDAC1;PKN1;RAD9A;THAP7;TRAF6... \n","81 MED9;MED17;SMARCA4;PKN1;TRIM68;MED12;TAF1;GTF2... \n","82 PPME1;PPP1R14B;CABIN1;PPP1R8;BOD1;PPP1R1A;PPP1... \n","84 HIF1AN;DDAH2;AARS2;AKR1C1;RTN4R;ASS1 \n","87 RNF44;KLHL21;TRIM41;MUL1;VPS11;HECTD3;TRIM28;K... \n","\n","[72 rows x 10 columns]"]},"execution_count":48,"metadata":{},"output_type":"execute_result"}],"source":["gs_res_scz.res2d[gs_res_scz.res2d[\"FDR q-val\"] < 0.15]\n","sign_scz = gs_res_scz.res2d[gs_res_scz.res2d[\"FDR q-val\"] < 0.25]\n","sign_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":335,"status":"ok","timestamp":1689715050922,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"N3QMpkVDxc1A","outputId":"62e0b244-df25-4a55-d3cb-9cabc61aba38"},"outputs":[{"data":{"text/plain":["0 PARS2;HARS2;EARS2;YARS2;NARS2;LARS2;AARS2;FARS...\n","1 NAT10;NAA10;NAGS;NAT1;ESCO1;GNPNAT1;NAT14;CREBBP\n","2 TBP;HDAC1;SMARCA4;TAF1;GTF2B;TBPL1;SNAPC3;TAF1...\n","3 RNASEH2A;RPP38;RPP14;DROSHA;POP4;POP7;FEN1;APE...\n","4 DGKZ;PIK3CD;DGKQ;CERK;DGKK;DGKD;PIK3CG;PIK3CA\n"," ... \n","80 MEF2D;MIER3;SIRT2;HDAC1;PKN1;RAD9A;THAP7;TRAF6...\n","81 MED9;MED17;SMARCA4;PKN1;TRIM68;MED12;TAF1;GTF2...\n","82 PPME1;PPP1R14B;CABIN1;PPP1R8;BOD1;PPP1R1A;PPP1...\n","84 HIF1AN;DDAH2;AARS2;AKR1C1;RTN4R;ASS1\n","87 RNF44;KLHL21;TRIM41;MUL1;VPS11;HECTD3;TRIM28;K...\n","Name: Lead_genes, Length: 72, dtype: object"]},"execution_count":49,"metadata":{},"output_type":"execute_result"}],"source":["Lead_genes_scz = sign_scz.Lead_genes\n","Lead_genes_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":531},"executionInfo":{"elapsed":2650,"status":"ok","timestamp":1689602561280,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"lYTzI-BLKOYL","outputId":"0b6c2029-6d3f-45a7-ba72-b134a2681f0e"},"outputs":[{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAABJkAAAICCAYAAABsuxyRAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOzdd1gU19fA8e/s0nsVLCigWLD3ir3G2I0mxp6YRH+p5k3v1fTExEQTNYqxJLZYYu+9d8WCCgJSVHqHZef9Y3VhFRXp6Pk8D8nu3NmZs7gsO4dzz1VUVVURQgghhBBCCCGEEKIINGUdgBBCCCGEEEIIIYSo+CTJJIQQQgghhBBCCCGKTJJMQgghhBBCCCGEEKLIJMkkhBBCCCGEEEIIIYpMkkxCCCGEEEIIIYQQosgkySSEEEIIIYQQQgghikySTEIIIYQQQgghhBCiyCTJJIQQQgghhBBCCCGKzKysA3hY6PV6IiMjsbe3R1GUsg5HCCGEeCSoqkpycjJVqlRBo5G/nQkhhBBClCVJMhWTyMhIvLy8yjoMIYQQ4pEUHh5OtWrVyjoMIYQQQohHmiSZiom9vT1g+JDr4OBQxtEIIYQQj4akpCS8vLyMv4eFEEIIIUTZkSRTMbk1Rc7BwUGSTEIIIUQpk6nqQgghhBBlT5oXCCGEEEIIIYQQQogikySTEEIIIYQQQgghhCgySTIJIYQQQgghhBBCiCKTJJMQQgghhBBCCCGEKDJJMgkhhBBCCCGEEEKIIquwSaZDhw7x2GOP4eTkhK2tLW3atGHx4sUPdIzMzEw+/fRT/Pz8sLKyokqVKjz33HNcu3athKIWQgghhBBCCCGEeDiZlXUAhbFt2zZ69eqFlZUVTz75JPb29ixbtozhw4cTHh7O66+/ft9j6PV6BgwYwIYNG2jTpg1DhgwhODiYWbNmsWXLFvbv34+7u3spPBshhBBCCCGEEEKIik9RVVUt6yAehE6no27dukRERLB//36aNGkCQGJiIq1atSI0NJQLFy5Qo0aNex5nzpw5jB8/nqeeeooFCxagKAoAM2bMYOLEiTz33HP8/vvvBY4rKSkJR0dHEhMTcXBwKPTzE0IIIR4K+hyCT/+NvVtdPKs0L7HTyO9fIYQQQojyo8JNl9u6dSuXLl1ixIgRxgQTgKOjI++++y5ZWVkEBgbe9zgzZ84EYMqUKcYEE8Dzzz+Pr68vCxYsID09vdjjf1C67OyyDkEIIYR4YOvXvMDgY18x+Y/RLBzXkkMLfijrkIQQQgghRAmrcEmm7du3A9CzZ887xnr16gXAjh077nmMjIwMDhw4QJ06de6oeFIUhR49epCamsrhw4eLJ+giCHzmV/4c+wVb//6rrEMRQgghCuxo3Fm0OSqTl6tkZ73IwV1NmDVmNgve/YD01NSyDk8IIYQQQpSACteTKTg4GAA/P787xjw9PbGzszPuczeXLl1Cr9fne4y8xw4ODiYgICDffTIzM8nMzDTeT0pKAiA6OprUYvrwfGjFEjJsGgFwdjuErP0Z29rxtB89DjNz82I5hxBCCFEScnJysMoCreJEir0XAJnWPmTG+bD616kEjBpXLOdJTk4uluMIIYQQQoiiq3BJpsTERMAwPS4/Dg4Oxn2Kcoy8++VnypQpfPLJJ3dsnzNnDlZWVvc8f0FVjopGq6tJjpk1ABk2DciIgA0fbEW1OkhUJWdUM4tiOZcQQghRnNKcU8AC1DxT0gGs0kMJSsng7B9/FMt5MjIyiuU4QgghhBCi6Cpckqm8eOedd5g8ebLxflJSEl5eXowbNw57e/tiO0/U5WCO/7UWXWYLsi1dAMi0rg5Ux/NqPGbmh2kyqjeVa9YutnMKIYQQRTVz3XrIMq0y0pNBrNsFnp/4SrGdJzk5ma+++qrYjieEEEIIIQqvwiWZblUf3a3KKCkpCWdn5yIfI+9++bG0tMTS0vKO7Z6ensW6uk3lypVp1r4jyQkJrJjyLZnRtci0NvSRyrZwJpseHAhMxTLnD/yHNKFN3wHFdm4hhBCisLRa7R3bzpubUb3HWCpXrlxs57G1tS22YwkhhBBCiKKpcI2/8/ZLul10dDQpKSl37bV0i6+vLxqN5q69m+7V96ms2Ds5MerrLxg7aySetQ5hlXbKOKbXWpFuEcCRVbbMHvM9q3/9uQwjFUIIIQwUtawjEEIIIYQQpanCJZk6deoEwMaNG+8Y27Bhg8k+d2NtbU2rVq04f/48V65cMRlTVZVNmzZha2tLixYtiinq4mNmbs6Q/3uLZ+a9QoOuUVhl7EOTk2UYVDRkWDcl7FQDZo/5g4UffExGenrZBiyEEEIIIYQQQohHQoVLMnXr1g1fX18WLlzI8ePHjdsTExP58ssvsbCwYPTo0cbtUVFRnDt37o6pcc899xxg6K2kqrl/av3999+5fPkyTz/9NNbW1iX7ZIqo07CneWbue3R+zgHrnK2YZScZxzKsaxF/vSN/TVrJ3Jfe5Vr4lXscSQghhCheUsQkhBBCCPHoqXA9mczMzJg1axa9evWiY8eOPPnkk9jb27Ns2TKuXLnCd999h7e3t3H/d955h8DAQObMmcPYsWON28eMGcM///zDokWLCAkJoVOnTly8eJHly5fj4+PD559/XvpPrpDqtWxHvZbtuBEZwZqvfyM7sT6ZVoZ+F1mWlcjK7s7yj09gocymxbiuNGrfuWwDFkII8QjIP81022JzQgghhBDiIVLhKpkAunTpwu7du2nfvj3//PMP06dPx8PDg7///pvXX3+9QMfQaDSsXLmSjz/+mOvXr/Pjjz+yZ88ennnmGfbt24e7u3sJP4vi51alGmOmfsnoGUNw9dyFVdp541iOuR3pZp3ZHZjJ7DFT2Dx/btkFKoQQQgghhBBCiIeOouadKyYKLSkpCUdHRxITE4t1dbmiWjtzOtG7k8mwbIqqMV3pxyotCIe6SQx64w3MzM3LKEIhhBAPo88D27MmLZFff3dkX5vPADhrrqPG49V5o1fdYjtPef39K4QQQgjxKKpw0+XEg3lswkSYAEe2rOPEgt1kaVqSY2YDQIaNPxlhMHfCIixczzPg3ddwdHUr44iFEEI8LJQ8/xVCCCGEEA8/STI9Ipp360Pzbn0IDz7P5h8D0aU3IcvSkFDKtKpGZmo1/nljJ+YWR+j44hPUbNCkbAMWQgjx0JHSaSGEEEKIh1ux9WRSVZW0tLTiOpwoIV5+dRj325eMmNoLR6dtWKWHGMeyLZxIoxsbp0bx57hP2bv63zKMVAghhBBCCCGEEBVJkSqZoqOjmTJlCqtXryY8PBxVVdHpdPz+++/ExMRgZmbGu+++W1yximJk6+DIyK8+Q5edzeppU4k7piXDuiEoGvRaS9K1HTj2n56zS3+gUgst/V56paxDFkIIIYQQQgghRDlW6CTT/v376d+/P7GxsdzqHa7cXJf46tWrfP755yiKQrt27ejcuXOxBCuKn5m5OYNe+z8Adi1fRPCqS2Sat0CvtQBFQ4Z1E8LOwLzRs6jinUzHdyZiYW1VxlELIYQo7+42NU6RHk1CCCGEEA+tQk2Xi4uLY/Dgwdy4cQPITS7dMnToUOPttWvXFiE8UZoCBj/F+Lnv032SC9b6rZhlJRrHkm18OX+tMfMnrmTNS1OIi4gsw0iFEEIIIYQQQghR3hQqyTRt2jSio6NRFAVVVY2VTLc0atQINzdDU+n9+/cXPUpRqvyatmL8H5/j9mI6URbzsci4ahxLt3InNLs1Sz46wopnviR0/+EyjFQIIUR5dOr6KRaTVNZhCCGEEEKIUlaoJNPq1auNtxcuXMjAgQPv2Mff3x9VVbl48WKhgxNly8LRnpXND/Fzp6+xqrwZ59TzxjGduS1Xzduw9s84loz+jmOLpEm4EEIIg8UXFpd1CEIIIYQQogwUKskUHByMoii0aNGCJ598Eq1We8c+Tk5OgGFqnaiYtMrNf1eNguUT/oz4ayLtOyVQKe0oil4HgKox45pNM/bucGThqOns+Ho6OTpdGUYthBCirGXqMss6BCGEEEIIUQYK1fg7PT0dAA8Pj7vuk5CQAIBGU6g8ligH8v7b5ag5ADR5ajBNnoLQvQc5PnszMTREZ24LQLxtHeJDIOSZRXi6RRLw3gRsXVzKJHYhhBBCCCGEEEKUrkJlgFxcXFBVlfPnz+c7npyczNGjRwFwdXUtfHSiTBkrmQC9qjcZ827XioGz32XYx03xNt+PdcZ141iqdVUupbZk8WvrOfTcMOIuXyi1mIUQQpQfSj5LzCmyuJwQQgghxEOrUEmmxo0bA3Dx4kW+/fZbdHmmR8XExDB27FhSUlJQFIUmTZoUS6Ci9GmUOyuZbufsVY2+v7zLyOkDqFvpBI6pl41jadae6E6kca1ff44/0ZkruzaXeMxCCCHKnko+2SUhhBBCCPHQK9R0uYEDB7Jx40YA3n77bZOxqlWrmqw2N2jQoCKEJ8rSvSqZbmdhbUW3T18DYOWny4mIdDI8TtGi5ihYnoohbcKLnK5hi3bUBOqOeA5FplIKIYQQQgghhBAPjUJd5Y8dOxY/Pz/jfVVVUW7Wv+v1hmSEoij4+fnx9NNPF0OYoizkrWQ6df0UN9JvFOhxHjcr3QB0vi4o2ltJRwXtlTT4fCrnOjbk+JdvkZ2eVpwhCyGEEEIIIYQQoowUKslkZWXFihUrqFKlikmCCQzJJVVV8fDwYPny5VhaWhZbsKJ0OVg4GG9vj9hOz6U9+XDPh1yMv3jPx+V9Pfh+8D0ea9aQ3rkBilWe6RM39FjOW8WlDs04+spIkqIiij1+IYQQZcvrukybE0IIIYR4lBR6vlK9evU4deoU7733Hv7+/lhbW2NtbY2/vz/vvPMOp0+fxt/fvzhjFaWsoVtDnqzzJGaKYVZltj6bfy/+y6BVg5i4eSL7o/abTI00ytPUVVVVnL1r0mzGEnx2HyJjWHcUp9wd1FQF6w1HiOzZnWMjexF1/EBJPy0hhBAl7FZPpiaXJckkhBBCCPEoKVJTHCcnJz777DNOnTpFSkoKKSkpnDp1ii+++AIXWbq+wtNqtLzX5j3WDVnHuPrjsDO3M47tvrqbCRsn8MTqJ1h9aTXZOdnGMZOFg/JcX1ja2dP001+ovecUOa89g75KbpWbmq1gdTiMhKfGcLJfG4JX/VOCz0wIIURp0Gnv3CaLywkhhBBCPLwKlWTy9fXF19eXRo0akZ2dff8HiArN09aTyS0ms/mJzbzZ8k2q2FYxjp2PP8+7u9+l97LezD41m6SsJBRNnkqlfP6IrdFqafD8/1F/63GsfvqS7DouoLm5o6pgHpyI7s2PCerciJO/fE5OntULhRBCCCGEEEIIUT4VKskUFRXFlStXqFSpEubm5sUdkyinbM1tGeU/ijWD1/Btp29p4NrAOHYt/Ro/Hf2J7ku6s+vqLuP2fKfT5eHTexCNVu7BZckiMtr4oljkrmKnRGdj/usCgts35Og7z5OWEFf8T0oIIUSxu997vxBCCCGEeDgVKslUo0YNwLTBs3h0mGnM6O3dm4V9FzK391y6eHVBuTkBIl2XzonrJ4z7hiSGFuiYHvWb0nTuGry27iK9bxuU3Jl5qIlg/e9Owjq14+izA7hx4WxxPh0hhBAlRD4lCCGEEEI8WgqVZBoyZAiqqnL06FGSkpKKOyZRQSiKQnOP5vzc9WdWDVzF8DrDsdJaGRu+Anx/6DtGrxvNlitbyNHn3PeYtm6VaPb9HPz2niD72aGo7mbGMTVTwXr3BW4MGsSJIR0J3bauRJ6XEEKI4qNKqkkIIYQQ4pFRqCTTu+++S8OGDUlISGD48OGEh4cXd1yigvF29Ob9Nu+zcehG2lZpY9yuoHDs2jFe3f4q/Vf0Z9G5RaRlp933eFoLCxr932f47zqF9tM30fnYg2JIXqk5ChZnrpM+8TVO92zGmbnT0OfcP4ElhBBCCCGEEEKIkmN2/13u1K9fP7RaLaqqsnHjRmrWrIm3tzdVqlRBozHNWymKwpYtW4olWFH+OVs507pKa/ZxCQBPm8qEchqAsOQwvjzwJb8e/5VhtYfxVN2ncLdxv+8xaw8bB8PGEXFgJzd+/BSr0xGoOgVQ0Ialw1e/cn7mdDL69Kb+5E+xsLEtyacohBDiPvJWtN5BptoLIYQQQjy0CpVk2r59O4qioCgKqqqi0+m4ePEily5dMtlPVVXp2/SIe7vV20RVGszcM3M5EHUAgMTMRGaemsncM3N5ut7TTG4+uUCvk2qtO1Lt780khIdyecpb2Ow7gZp+83GxeqzmryVk+RpS2zfF951vcKriVZJPTQghhBBCCCGEEHkUarpcXreSTZJMEkZ5XwoqdKjagVk9Z7Gk3xL6+fbDTDHkNrP12cw9M5fLiZcf6PBOXt40++0ffHcfJvPJXijOuSfUpylYbzpOdK8eHBvRg6uH9hTHMxJCCFEIiiwyJ4QQQgjxSCl0kklV1ft+iUdT3oRj3pdBXZe6fBnwJeuHrKd15dbG7clZyYU6j4WtHU0+/onau0+hvvE8+mpWuefNVrA6GkHS6Gc41bc1F/6dX6hzCCGEEEIIIYQQomAKNV0uJCSkuOMQD5G8RW35JRs9bD3wd/E3Tp/T6XVFOp9Gq8X/mVfhmVcJ2bSapN++xuL8DdAroCqYXUoi550vCPrpa7IHDqXBi++iNTcv0jmFEEIIIYQQQghhqlBJpho1ahR3HOIhUpCpk1qN1ng7Ry2+leF8evSDHv24fvYUEd+8i/WRYNQsQzxKjA6L3/8meNHfpHVuT523v8bWxbXYzi2EEEIIIYQQQjzKityTSYh7udu0Sa1SMkmmW9zrNaTpnNVU37abjP7tUezzxJQE1qv2ENGlHUfH9+fa+dPFfn4hhBD5kw6OQgghhBAPryIlmeLj43nvvfdo1KgR9vb22Nvb06hRI9577z1iY2OLK0ZR0dzW+Ds/JpVM+uJPMt1i4+pG029m4bf3JNnPP4nqkVu8p8/UYL03mLjBQzkxOIDLm/8rsTiEEOKhceZfWP684f85RZvuLIQQQgghHi6FTjKdPHmSBg0a8NVXX3H69GlSU1NJTU3l9OnTfPXVVzRs2JATJ04UZ6yigsg7XS42MhV9jv6OfUq6kumO85mb0+i1j/DfcQrtF++iq+lgXPZIzVGwCLpB5otvcKZHU07P+hF9TsnHJIQQFY4uC1ZMgpN/w5Kx8Esz2D8dMk0XcDCpYpXVZ4UQQgghHhmFSjKlpqYycOBAoqKiUFUVRVFMvlRVJTo6mkGDBpGamlrcMYtyzswi92V1dP0V5n+wnxNbwsnKyP2Ld94k06xTs9gZsRO9emcyqiTUHjKKhmsO4Dj/TzKbeaGY5V4MacIz0H73B+cDGrHz+6lkpmeWSkxCCFEh6NIhOy33fsIVWP82/FAfNn0ISZFlF5sQQgghhChzhUoyzZ49m9DQUGPFiqqqJl+3XLlyhdmzZxdPpKLC8Gnshqevg/F+clwGu5cEE/jOXvYuu0hKfAY1HHKbx5+4foL/bfkfA1cOZOmFpWTmlE5ip0rzdjRZuJEqGzeS3r0Jik2ev7zH6XGfOYND7bvw37vfEn8trlRiEkKICikzEfZMhZ8aGqbSZSSWdURCCCGEEKIMFCrJtHLlSuPtFi1asGbNGiIiIoiIiGDNmjW0atXKOL5ixYoiBykqFms7Cwa/0ZwBrzahRoPc1duy0nUc2xTGX+/tQ7+lMh/U/Nwk2RSSGMIn+z6h59KeTD8+nbiM0knsOFSpTrNpi6i5+wj6YR2wcs4yjrmmxVNz+Z9c7tqVFRPe4MqZS6USkxBClHs1u8HEfdBkJGgtDNv0Ojj5N2rIDsA4K9noLm36hBBCCCHEQ0JR77b81z14eHhw/fp13NzcCA4OxtHR0WQ8ISGB2rVrc+PGDdzd3YmJiSm2gMurpKQkHB0dSUxMxMHB4f4PeITERaZyYksY5w/EkKMznRJXpbYTmsYJLM8M5Oj1oyZjllpLBtUaxOQWk7E2sy6dYCOPof7embRrFly4VBOrMNO/xucoGi75t6L6xAk07d6udGISQojyIiMRvqpuuF2zG4xabridHAMH/4DDsyE9nlcrubHF1oYR23LoecKN/a0/BuCMuQ6//t681qN2sYUkv3+FEEIIIcqPQlUyJSQkoCgKzZo1uyPBBODk5ESzZs2M+4pHm0sVW7qMqsfoL9vRoq83VnbmxrHICwlELIFeByfyfaU/6VPtMWO/psycTP4+/zdLzi8pvWAVDYoCth5ZNH25HRYLlhLcqjuZGsOqdFpVT+0z+7F68RnWdhvAjjnL0OmkSbgQ4hFn7wHdPoDXzsBj34GF7V13lT7gQgghhBAPr0IlmaytDVUlERERd93n1titfYWwcbCgdT9fxnzZjk4j6uDkYWMci49OI3hlMnXXP873dvMYVHWocexGxo3SC1LJ8yOh6qnZvD795/2C18ZNXO77FEmWdsZhn6sXqPT1++xq35V1X/5KSmJyPgcUQohHiIUttJoAvl3KOhIhhBBCCFEGCpVk8vb2RlVVzp49yzfffGPS7FtVVb777juCgoJQFIUaNWrc40jiUWRmoaVBx6qM+Kg1j01sSBU/J+NYenI25zbeoPKKADpeGoZTeiVy9KVYKXRbkukW12qe9P3+Qxrt2U7EM68S7eRpHPNMvIb3vGmcCejCylc+JDrkaunFK4QQ5YQ+M5PwSf8j5Ilh+O8IwzJLOjAJIYQQQjxqzArzoM6dO3Py5EkA3nnnHaZNm0a9evVQFIWgoCCuXr1qsq8Q+VE0Cj6N3fFp7M61K0kc3xTGxaPXUfUqeh34X2uP/7X26GLjueoQT5XaTsYVDUswqNzbqv6OYWs7W3q88Tz6yc9y4O81JATOxTvsLAAOWak4bFhCzKZ/2d80gDovPUe9Nk1KNl4hhCgn0o8cIWXrVgACTkETK4i3u8+DhBBCCCHEQ6VQlUwTJ07EzMyQn1JVlYiICDZv3symTZuIiIgwVjZptVomTpxYfNGKh1alGg70fLYBoz5vS+PuXmgtc5NJZuHOrPjxGEumHObCwWhycu5M/hQbkyTT3f8Kr9Fqaft0f/psXA6/B3KxUQd0Nx9roddR58g2GPsUc0a+xs4L1ylEf30hhCh/7vFeps/IMLlvnwHVS3G2sxBCCCGEKHuFSjLVqVOHKVOmoKoqiqKYVJfkvf3FF19Qt27dokcpHhn2LlZ0GOpHwFue7K2xgmSLeOPY9bBkNv0ZxPz393FsY9gdK9UVi/tUMuWnXqdW9Fs8E9dVa7jYdSBp5lbGsZZHNjJu1j76TN3FksPhZEqTcCHEwyLP7/s/T//J7yd+N97Xaa24UHMQl3z6kWHpUhbRCSGEEEKIMlCoJBPA66+/zrx586hcuTKqqpp8Va5cmTlz5vDGG28UZ6ziEWJlY8HJKttY1PRTYtufwr26vXEsJT6TvcsvsnfZxeI/cSGSTLdU8fOm329TqL19G6levoBhNTozvY5z0cm8sfQkHb7exq/bLpKQllWcUQshRJmJTY/lxyM/cjr2tHHbpk4difDqzpUavTne5GWT/RVkeTkhhBBCiIdVoXoy3TJy5Eiefvppjhw5QmhoKKqq4uPjQ7NmzdBoCp2/EgIzjeGlqdfoWaKfRetmpxjcaRT6405cORULQOzVlOI/sUmSqXBVR/auTlSqUYXU8MsANK9qz94YQ1LpenIm3244z7StF5n6ZBN61ve816GEEKLcS81OvWNbdo4FlpJLEkIIIYR45BQpyQSG6XEtWrSgRYsWxRGPEABUs6tGLadaXEwwVCsdiDnAgZgD1PL0o/upF4F7tgYpvCJUMpkcRqs13p43tgUnkmDWrstsOBONXoX07Bzm7g2VJJMQ4qGhFOA9OUUj/emEEEIIIR5mhUoypaWlceOGoZunvb09zs7OJuNxcXGkpBiqTNzc3LCxsSlimOJRo9VoWdh3IasvrWZe0DyuJF0B4HLSZeM+kSmRxGf44GzlfLfDPLhiSjJhnvujpWZn07xGJZrXaE5YbBodv90GQFqW9GcSQlR8KncmjirZVCIt3XB7b2UFa1UhJSGTo5Y6mpdyfEIIIYQQovQUak7bl19+iY+PDz4+Pmzfvv2O8d27dxvHp0yZUtQYxSPK2syaYXWGsWrgKqZ2mUqzSs1Q8/ypPColmh5Le/Dpvk8JSQwpnpPmTTJdPQJn/wP9gyeDFDNz4+30w4eNq8tVd7XBTGOYQ6LTl+AqeUIIUYZ8HH2Mt68mZbA5I5X9VjqyZAqdEEIIIcRDrVBJpm3btqGqKm5ubgwcOPCO8f79++Ph4YGqqmzdurWoMYpHnEbR0LV6VwL7BLLgsfnG7QqQmZPJkgtLGLBiAC9tfYlD0YeMCZ1CsXYCrYXhdkIY/PM0TGsBB2dCVlrBY7azNd6+Ovl1QvoPIGHZcvRZWZhpDVdZ2TqZNiKEePRYmUvPRiGEEEKIh1WhPuldvnwZRVFo1qwZipL/nyUbN24MQEhIMVWYCAE0cG9gvO1uVQkbM8NUTBWV7eHbGb9hPE+teYp1IevQ6XUPfgILWxg+H9zr5m6Luwxr/w9+9Ictn0FyzH0P4zJqNObVqxvvZwYHE/Xee1zs1o1h5zZjn5VKapaO7BypZhJCVCSFT47Xq+xA0+pO9G1UuRjjEUIIIYQQ5UmhkkxxcXEA6O8x3efW2K19hSgOeZOalW2rsOmJTUxuPhkPGw/j9jOxZ3hz55s8tvwxAs8EkpL1gKvQ1e4FE/fB00vBp1Pu9vR42PUd/NQATi6+5yGs6tSm5rq1VJ06FesmTYzbc67f4KlTa5m34XP6b1/A0PcX8/uOSyRlZD9YjEIIUU7cqh6930y4f55vw7+T2lPNWfo0CiGEEEI8rAqVZLKxsUFVVU6fPp1voiknJ4fTp08DYGVlVbQIhbiNMc+kqjhYODCuwTjWDVnHlIAp1HOpZ9wvKjWK7w5/R4+lPfju0HdEp0YX/CQaDfj1gDGr4Pld0Gg4aG42887JgoN/3D9OrRaHXj3x/nsRNRYtxL5nT8NxAaucbPqF7OXLfz8l8vsfafvlFj5dHUR4XMGn5AkhRNmSBktCCCGEEMJUoZJMXl5eAERHR+fb2PvLL78kKioKRVGonmfKkBDF4maWKW/rJXONOY/7Ps4/j//D7J6z6Vito3EsJTuFwKBAei/rzZs73+RM7JkHO1/lRjD4D3jlZG6iSZfxQIewadqUaj9PpeaG9TiPfBrVyhoADSpDg7eRnpHFn3tC6PTtNv638CjHwxMeLEYhhChPJP8khBBCCPFIMrv/Lnfq0KGDsVLpww8/ZOvWrXTqZJhWtGPHDpMV5zp06FD0KIXIQ1EMXUHya/CtKAqtKreiVeVWXE64zLygeay+tJosfRY5ag7rQtaxLmQdLT1bMsZ/DAHVAtAoBcy1OlYFjTnodaYZrgdg4eWF5/vv4/7SS1wZPYbM8+cxU/XYalSSAb0Ka05GseZkFC29nXk2wJfu9TzQauSKTQhRPqkF7NMk72JCCCGEEA+/QiWZJkyYwIwZMwDDhf727dtNEkt5L/6feeaZokUoxG0MfZnU++Z5fJ18+bjdx7zU9CX+Pv83/5z7h/jMeAAORR/iUPQhfBx9GOU/in6+/bAyK8DUzlsJKbVoDbu1jo6YubuTef48AFtfacfCMwnM2xdKbGqWIcbQeA6FHsHb1YZnOvgwtLkX1hbaIp1XCCFKjJrvTSGEEEII8Qgp1HS5pk2b8r///Q9VVY2NmFVVzW3+eXPbCy+8QPPmzYspVCEMcnsyFWx/V2tX/tfkf2wcupEP2nyAt4O3cSwkMYRP931Kr2W9+O34b8Smx97n5Dd/ZPQ5Dxz3HYcyy83xOltqeaW7H3ve7spXgxtSq5KdcSw0No0PVp6h7Vdb+G7Dea4lP9hUPSGEKAxdfDxhzz1H2DPPkrRxI2pO0d/3hBBCCCHEw61QlUwAP//8M2ZmZkybNo2cPB88VVVFo9Hw4osv8uOPPxZLkEKYuJlkym+63L1YmVkxrM4whtYeys6InQSeCeRwzGEA4jLimH5iOrNPzaZ/rf6M8h+Fr6PvnQfRFE8lE4Binvvjp2brDDGaa3myVXWGtfBi+4VrzNwZwr7LhsRXQlo207Zd5I+dlxnQpArPBvhSx9O+yHEIIUR+kjdvJnXnLgBS9+zBvHp1XJ4aipNOQWOW+/5b0OlyQgghhBDi4VfoJJOiKPz444+8+OKLrFy5ksuXLwPg6+tL//79qVWrVrEFKUReSj6Nvx+ERtHQ2asznb06c+bGGQKDAtkYupEcNYcsfRZLLyxl6YWldKrWiTH1x9DCo4XxnMU1XQ6APJVMkW+8gesz47ENCEDRaNBoFLrW9aBrXQ9OX01k9u4QVp+IRKdXycrRs+RIBEuORNCxtjvPBfjSvpZrboxCCFEM1DTT1S6zw8KI+foHrlt44FwzFWePbLSqnn2R++54rJJPByZ5jxJCCCGEePgVOsl0S82aNZk8eXJxxCJEgeROlyv6X8/ru9Xnm47f8Fqz15h/dj7LgpeRmp0KwI6IHeyI2EEj90b81Pkn3G3cizXJZFW3Hsnr1gOQdvAgaQcPYlGzJq7jxuI4aBCK1tB/qUFVR34c3oQ3e9dh7t5QFh4IIznDUPm088J1dl64Tl1PeyYE+NKvcRUszAo1C1YIIQpEn6Uh9qw9seeDiTk+jIW1zkElSSAJIYQQQohC9mQSokzdzDJlZeSQkZpdLIesbFeZN1q+waahm/i/Fv+Hp62ncezk9ZP8d/m/m+cuviST64Rn8fz4Yyxq1DBuy7p0iaj3P+Da9z/cGaOjNe/0qce+d7rx4eP+VHWyNo6di07m9SUnCPhmK79tv0hiWvF8X4QQAqDqD9/js+JfHB/vDZqbCX69iseOM3w3O4f3FuVQL1ymzQkhhBBCPOqKJcl0+vRpXnjhBTp16kT37t155ZVXOH78eHEcWog7aM0NL9vUhEwC39nDzkXnSbyedp9HFYy9hT1j6o9h7eC1vNz0ZeP25Kxkww1jkqnoF1OKRoPzk8PxXbeWar9Ow7pFbpP89BMn7vo4O0szxnfwYccbnZk2oimNvZyMYzFJmXyz/jxtv9rCx6vOEBZbPN8XIcSjx6TvnaJgVbcuVT79gFr9YnCtl4zGKvcjRONQlccPSZJJCCGEEOJRV6Ak09atW+nZsyc9e/bk/fffNxnbtGkTLVu2ZObMmezevZtt27Yxbdo0WrRowfTp00skaPFoa9y1mrH5ty5Lz6kdV5n/4X7WzThF1MWEB24Inh9zjTlNKjUx3tephulpuUmm4ltlSdFosO/WjRp//WXcpuruX4lkptXweKMqrJjUjiUvtKWnv4dxKmFaVg5z94bS+bttTJx/hCNX4ostXiHEo83cWk+lxsn4vVKHvcP9iXEq64iEEEIIIUR5UaCeTNu3b2fz5s0oisKIESOM27Ozs5kwYQKZmZmAaVNPvV7Pq6++SqdOnfD39y/msMWjrHlvb2o1r8SJLRGc3RuJLksPKlw+fp3Lx6/j4eNAk+7V8W3qjkZT+D4h5hpz4+3snJtJH8XQJ6lYGn/fRlEUQzNwnQ41u+DT3RRFoaW3Cy29XQi5kcqfu0NYciScjGw9ehXWnY5m3elomlV3YkKALz3re6ItwvdFCCEANBZagrpUZ6r3eVpdUHnzUl1yTgYBYFbJHaIMyflbaX951xFCCCGEePgVqJLp1KlTgOFi9vHHHzduX7duHWFhYSiKgqIoqKpq/ALQ6XT88ccfJRC2eNQ5utvQ8cnajJnSnjYDfbFxtDCOxYQksWHmaXYsOl+kc5hpcnOwOv1tlUxpcXBoFmQV73Q0xfxmYitbV6jH+7jZ8tnABux7uxv/17M2bnaWxrGjYQlMXHCULt9tZ+6eEFIzC3cOIYTIS9UoHKirwWHOr/isXIHPv8sxr1qtrMMSQgghhBBloEBJposXLwLg6+uLm5ubcfu6detM9uvUqRMrV65k1KhRxm07d+4sjjiFyJeVrTnNe3sz+ot2dBtTD9eqtsaxsNOxRTp23kqmFRdX8Pn+zwmzczFsyMmENa/Dj/Vh6+eQcq1I57pFMTMktnTXr5N64GChp/4521rwYlc/9rzdhW+GNqKOh71xLCwujY9XB9Huq618vf4cMUkZxRK7EOIhk/ftR8m/DknF9D3Kqk4drOrVK8GghBBCCCFEeVagJFNcXByKolCzZk2T7fv27TNWMAH8+eef9OvXjzlz5uDp6YmqqoSGhhZ70ELcTmumoW7bygx/vxW2N6uaVH3RejNVd6iOk6UTABk5Gfxz/h8et4jnFZ+6HLO0MFxapcfBzm8NyaaV/4NrZ4v2PJwM58tJSCBszBhChwwlcfV/DzR9Li9LMy3DWnix/tUAAse3IsAvN0mcmJ7N9O2X6PD1ViYvPs7ZqKQixS6EeIgVQ687IYQQQgjx8CtwkgnAysrKuC0rK4ugoCDj/Xr16uHj42M4qEZD48aNAUhJSSm2YIW4H0VRULSGv7gX9ZrI2syaxY8vZkTdEVibWRuOicpW0hhdxZORNf3ZYGeHDiAnC47Nh9/awPwhcGlboQLweO9dzCpXNt7PCAoi8o03uNizF7Gz/yQnOblQz0VRFDrVduevZ1qz7pUAhjSrhvnN71N2jsryo1fpM3UXI2cdYPv5a8XSPF0I8RBZMQk2fgBJkXfdJSdHJT2r+BZFEEIIIYQQFU+Bkky3Gnpfu5Y7JejQoUPodDrjePv27U0eY3Zz2s+t/wtRWm69XosjUVLZrjLvtH6HTUM38UqzV3C3djeOndSn8H/uLjxeqy7zXdxJvTWd5OJm+GsgzAiA44tAl1Xg89l37kytjRuo8t13WOVpmK+LiuLat99ysXMXYqZ8RfbVq4V+TvUqO/D9sMbsfqsrkzrXxNE6d1rg7os3GDvnEL1+2sniQ+Fk6uSCUYhHVt73UF0a7P0Zfg+46+4T/jpMvQ/X88zcQ0TE39mv7i4z7oQQQgghxEOkQEkmDw8PVFXl8OHDxulvf91cbv3WhfztSabo6GgAXFxciitWIQqkJC5kHC0debbhs2wYsoHP23+On7OfcexqThpfO1rTw7cmP1SuToz25gp0MadgxQswtRHs+gHS4wsWv7k5jo/3xXvZUqoHBmLXubNxTJ+aSlxgIBd79uLq5Mmk32zKXxgeDla82bsue9/uyif961PdxcY4diEmhTeXnaT9V9v4ZUsw8akFT5QJIR5i91hZ82yUodJyy7lrLD9a+ES4EEIIIYSouAqUZGrVqhVgWC2uadOmNG3alJkzZxorRhRFoVu3bsb9s7KyOHXqFIqiUKNGjRIIW4i7M1Yy3f1aqNDMteYMqDWAZf2W8XuP32lfJTe5mqzPYo4V9K7hxbvV/ThvcbNCKDkKtnwCP9SHtW9CXEiBzqUoCratW+E1Yzq+a9fgNGwYiuXN1eJyckhau47QJ4ZxZeQokrduRdUX7gnbWpoxpp032/6vMzNGNqN5DWfj2I2UTL7fdIG2X23h/RWnCLmRWqhzCCEqnnNx54y3Y7RacKoB1nn+cGTnIVNrhRBCCCGEiQIlmcaOHWu8nZiYyIkTJ4wfLBVFoWfPnlStWtW4z8aNG8nKMlQ+3OrNJESpuVnJVJIXP4qi0K5KO2b0mMHy/ssZWGugcTU6napntTaToVUr86yvP7usrQ1NwrNT4eDv8Esz+GcUhB8s8PksfX2p/Okn1Nq2FbcXX0Sbp0Iw7fBhIib9j8uP9SX+77/Rp6cX6jlpNQq9G1Rm2cR2LJvYjj4NPNHc/F5mZOuZvz+Mrt9vZ8K8wxwLK1hVlhCi4toftc94+2tXZybVqMmBpwJRH/8J2r0MXd7L93EWZhoq2VvesV0j8+WEEEIIIR56BUoy9enTh5EjR6KqqqGx8s0vVVWxs7Pjhx9+MNl/zpw5xtu3T6MToqTl9mQqnfP5OfvxWfvP2DBkAxMaTsDR0tE4dkBNYZKnO4Nq1WO5ozOZCoYSq7OrYHYPmNUDglaCvmC9j8xcXHB/8X/U2roFz08/wcLX1ziWFRpK9MefcLFLV67//DO6GzcK/Zya13Bm+sjmbP+/Loxt542NhWEKoKrCpqAYhs7Yx6mIxEIfXwhRPmVHRhI6ciRXxo2j2mXThTt2JV3k2W3/Y1jUWlbXbEW2nVu+x+jfuArDW3oZ7ysKDGxSBStzbYnGLoQQQgghyp6iFrDcQ6/XM23aNP78808uXLiAhYUFAQEBfPnllzRs2NC4X1RUFF26dCEnJwdFUdi3bx+urq4l9gTKi6SkJBwdHUlMTMTBwaGsw3mkLfx4P/HRaZhbaXnup06lfv607DRWXlrJX0F/EZ4cbjLmorFiRFIy465HYZF3wNkb2kyCpiPBwrbA51L1elJ27iRuzlzSDhwwGVMsLHDo3w/XsWOxrFWr8E8ISEzLZuHBMObuDSEmKROAzwc2YGQbmQ4rxMMkdtYsrn33/R3b/+wP6+ubLuRRyaYSZooZkamGFedSgt9F1TkwtHk1nrC05/DaUAAef7kx1eu5GP8AUNzk968QQgghRPlR4KXfNBoNL7/8Mi+//PI996tcuTLnzp275z5ClCTl1hyvMmoVYmNuw1N1n2JY7WFsD99OYFAgx64dAyBOn8E0O3NSfYYyOTQIrgUZHhQfCuvehCOB8MJu0BSoyBBFo8G+c2fsO3cm/cwZ4ubMJWndOsjJQc3KInHpMhKXLsO2YwCu48Zh06ZNoS70HG3Mmdi5Jl4u1ry40PBcZKlyIR4++vSMfLe/FxtH1xrPE5hygTOxZwC4lnYt331vf4fR3Kx+FkIIIYQQD7+CXckKUYEopdCTqSC0Gi3danRjXp95LHhsAd2rdzeOhVjZwMS9MHIZ+HbJfdC1M5AUUajzWdevT9XvvqXW5k24jB+Pxs7OOJa6cxdh48YTMngIKXv2FPo53Zo2B7DoYBjLjkSQpSuBDutCiHIj3QJsXbPo41yfRX0XMafXHDp7dUa5PZ2kynQ4IYQQQohHnSSZxMOnlHsyFUQj90Z80v4T4/3snGxDnLW6w+gVUH9Q7s4F7M90N+aVK+Px5hvU2r6NSm+/hVmVysaxzLNniZj0v0I3B/dxy01cXb6RyutLThDwzVZ+236RxLTsIsUthChfZoytxPMvann/OTC30cPNiqQWni34pesvrBq4imG1h+Fq5UqXqo+h5uRO9S3rJL8QQgghhCgbkmQSD53yUsl0OwtNbhembP1tCRltng5NavFUBmnt7HAdO5ZaGzdS9YfvjckmNTOTnISEQh3Tx82WwPGtaOLlZNwWk5TJN+vP0/arLXy86gxhsWnFEL0Qokzc9r4Zb6+QZp3/VDdvR28+aPsB24dv56WG75dGdEIIIYQQopyTJJN46Bh7f5SzWVzmGnPj7aspVwmOD84dVPJMMyliJdPtFDMzHB57DNuWLXNPkZF/35WC6FTbnX8ntWPpC23pVd/DmNRLy8ph7t5QOn+3jYnzj3DkSnxRQxdCVEDSfkkIIYQQ4tFV4MbfQlQUxhyTvnxVMmk1WuzM7UjJTuFqylUGrxpM+yrtGVN/DG3ydjdRS6ahtmJhabytZmYW7ViKQgtvF1p4uxB6I5U/94Sw5HAE6dk56FVYdzqadaejaVbdiQkBvvSs74lWI1eeQlQk5a0aVAghhBBClH9SySQealkZurIOwcSbLd/E3tzeeH9P5B6e2/QcQ1OPssrOlmwotulyt1Msc5NMES++RNy8v9Cnphb5uN5utnw6oAH73unKG73q4G6fe56jYQlMXHCULt9tZ+6eEFIzy9e/hxDidncmliQ9LIQQQgghCkqSTOKhk5acZbydmVa+khqD/Aax6YlNvNXyLaraVTVuv5CTynvurvT2qsKsS/+SmJlY7Oe2adHceDs7IoKYL78kuEtXrn3/A9kx+S9F/iCcbCz4X5da7H6rC98ObUQdj9xkWlhcGh+vDqLdV1v5ev05YpIKP11PCFH+3LPmSbJUQgghhBCPDEkyiYeOp6+j8XZ5nO5ha27LSP+R/DfoP77r9B2N3BoZx66ZmTE1+B96LO3BlANTCE8OL7bzOvTuTfW5c7Dt0MG4TZ+UROzMmVzs3p3It94m49y5Ip/H0kzLEy28WP9qAIHjWxHg52YcS0zPZvr2S3T4eiuTFx/nbFRSkc8nhCg+ed8yk7KTbxstWLZIkaySEEIIIcQjq1BJprCwMMLCwoiNjS3ueIQoMpPLm/KXYzIy05jRy7sX8x+bzzyn1nRLTUO5eYWXrktn4bmFPP7v46y8uLLYzmnbpg3VZ83EZ+VKHAcNAvObzcizs0lcuZKQgYMIGz+elF27ipygUxSFTrXd+euZ1qx7JYAhzaphrjX862TnqCw/epU+U3cxavYBohOlskmI8iAuI/f3epY+6x57CiGEEEIIcadCJZm8vb3x8fFh4sSJd93n7bffplWrVrRu3brQwQlRKHmWNiqPlUy3UxSFphZu/HTtBqsjohju3gorrRUAelXPiosriv2cVnVqU2XKl9TashnX559H45hb/ZW6dx/hE54jpH9/EpYtQ59V9AvNepUd+H5YY3a/1ZVJnWviaJ270t6u4BvM2HGpyOcQQhRdSlbKHduUPNn6q+fjmf36Lv7+7CBBeyLRZRsWKqgAb7VCCCGEEKIUlNh0uUuXLnH48GEOHz5cUqcQIl9Knld1hbnwMTcklWrodLx/cCmbctzR3KzJStOlldxpK1Wi0muv4rdtKx4fvI959erGsczgi0S99z4Xu3bjxvTp6OLji3w+Dwcr3uxdl71vd+WdPnWN268mpBf52EKIktEkMzfRfP5gNBmp2cReTWHbX+eY9+5eDq0JISs127iPIrPlhBBCCCEeWSWWZMos4hLp93PhwgWGDRuGm5sb1tbWNG7cmOnTpz9Q5cr27dtRFOWuX3Pnzi25JyBKjJL3CqeiJJkaDAVbd+Ndp5A9WOoNFQJZKTGQXbLTyTQ2Nrg8/TQ1162l6i8/Y92smXEs58YNrk/9mYtduhL1ySdkhYYW+Xy2lmaMbFPDeH9TUAxPz9rPtvPXKkT1mRAPA93160R/8SWxs2YZk8hqnjfNXt69mVt9MF9fu2HcpteZ/nymJ2dzcHUIu388SY80c5xzJMMkhBBCCPEoMyvojmFhYXdsS0tLy3f71atXOXDgAHDbBX8xCQoKol27dqSnpzNs2DCqVKnCmjVrmDRpEkFBQfzyyy8PdLxOnTrRuXPnO7Y3adKkeAIWpcokx1RREhaeDeCVk3BiIez7DeIuYamqpAMxadfZ+1sj2jYaj9JqAti6llgYilaLQ48eOPToQfqJE8TOmUvyxo2g16NmZJCw6G8S/v4Hu65dcR03FuvmzQv9M25raUZLb2cOhRoubvdcjGXPxVj8KtnxbIAPA5pUxcpcW5xPTwiRR+ys2cT/9RcA177/AeennkR7Lc44bm1mRXObKnd9vJuXHbERKagq6HV6mmBG4ywtGceTiK1c4uELIYQQQohyqMBJJm9vb5OLSVVVWbduHT4+Pvd8nGOeXi/FZeLEiSQmJrJ27Vr69OkDwGeffUb37t2ZNm0aI0aMoG3btgU+XufOnfn444+LPU5RRvK+TvVlGMeDsrCBls9C83Fwfh3OBz4gAR3JWg3PO1nid3EOo49N57FaA7Bo9xK4+ZVoONaNG1Ptpx/Jioggbt48EpYuQ01LA1UlZcsWUrZswaphQ1zHj8O+Rw8UswK/nRjNG9+aJUfCmb07hCuxhmmBwddSeGvZKb7dcJ7Rbb0Z2aYGLrYWxf30hHjk6eJyE0qoKvELF2H9AI/v9WwDNFqF/5aeJ+Z4LBYoKChYX88i9PqN+x9ACCGEEEI8dB54ulzeyhBVVe/6BYYqpubNmxdftBimye3cuZMuXboYE0wAFhYWfPbZZwDMnDmzWM8pKpYKWcmUl0YL9R7nnZ6/UdUqdwpdsIUFH7g60Pv6Jmb91ZXEBUMh8liJh2NRrRqe776L37atuL8+GbNKlYxjGadOcfW1yVzq2Yu4wEByUlIf6NjWFlpGt/Vm6+udmTGyOS1qOBvHbqRk8cOmC7T7agvv/XuKy9fvbEgshChF+VQtOrhZ49TegxkOGeywyiZZqYDvuUIIIYQQotiUWE8mVVXRarW88847xXrc7du3A9CzZ887xjp06ICtrS07dux4oGMGBwfz008/MWXKFP766y+uXr1aHKGKMmJacVeGgRRR2yptWfPEJn7o/AONnXObZF83M2OqixM9ss7y5fKhhMecLJV4tI6OuE2YQK3Nm6jy9VdY1s2NKTsykpgpX3GxSxdivv2W7OjoBzu2RqF3A0+WTmzHv5Pa0bdhZTQ3/xkzsvUsOBBGtx928GzgYQ5cjq2YyUMhyps8P0feS5bg/vpkclwN1cc5CqRXK/jU3EwNHLTSca2jC93H+ePmZQeAuZUW92r2xRu3EEIIIYQotwo8v6Vjx47Gi/cdO3agKAqurq7Ur1/fZD9FUbC2tqZu3bqMGTOGRo0aFWvAwcHBAPj53TlVSKvV4uPjQ1BQEDqdDrMCTt9ZuHAhCxcuNN43MzPjpZde4ttvv0Wrzb8nTGZmpklz86SkpAd5GqIEVfhKpjy0Gi09avSgR40eHL92nHmnZrElYid6VNI1GhbZ2/D3+pF0q96NMfXH0KRSkxKPSbGwwHHAABz69ydt/35i58whdecuAPTJycTN/pO4wHk49OmD67ixWPn7P9Dxm1Z35tennQmPS+PPPSH8cyictKwcVBU2n41h89kYGldz5NkAX/o08MRMW2K5ciEeGVpHB9wmTOBk1xr8GfgacfYKg1zsIf3B5hzXrepAndae1G7lQVxkKlZ25ljZmZdQ1EIIIYQQorwpcJLpVgURgEZjuKjr3LkzixcvLvag7iUxMRG4e68nBwcH9Ho9ycnJODs757vPLe7u7nz11Vc8/vjjeHt7k5qayr59+3j77bf58ccfURSF77//Pt/HTpkyhU8++aRoT0aUiAq5ulwBNKnUhCbdphGeFM789RP5NzWEdI0GFZXNYZvZHLaZRu6NGOM/hm7Vu6HVlGzTbEVRsG3bFtu2bckMDiY2MJCklatQs7NBpyNp9WqSVq/GpnVrXMaNxa5jRxRNwRNCXi42fNSvPq92r82ig2HM3RNKdJJhlb0TEYm8tOgYVZ2sGdfem+EtvbC3kgtZIR5EVk4+q8Cam3GipuHnVFGUApWD5reLoii4VrUraohCCCGEEKKCefBOveRWNd1exVRc8mvC/eqrr+Lk5FSs56lfv77Jc7C1tWXAgAG0bt2aRo0a8fPPP/PWW29RKU8PmlveeecdJk+ebLyflJSEl5dXscYnCukhqmTKj5eDF+84NGLSud0ssbdnoWcNrmcZkq8nr5/k9R2vU9WuKqP8RzGo1iBszG1KPCZLPz+qfP45lV59lfiFC4lfuIichAQA0g4cIO3AASx8fXEZOwbHAQPQWFoW+NiO1ua80Kkm49v78N/JSGbuCuFslKFy8GpCOp+vOcvUzcE81bo6Y9t5U8XpQVoXC/EI0OsB1dDv7aakrCS2R+ygzc37OyN20rnak/c9lJo3c5/PwpJKfhuFEEIIIcQjo1BJprxVTSUhvwqhsWPH4uTkZKxgulXRdLukpCQURcHevvA9IDw9PRkwYACzZs3iwIED9OvX7459LC0tsXyAC2VReh6Wnkz3pNHgqFd5NjGJMQO+YK0+gcCgQILjDdNJr6Zc5auDX/Hr8V8ZVnsYI+qNoJLNncnS4mbm5ob7yy/jOmECiStWEDc3kKwrVwDIunyZ6A8/4vpPU3EeMQLnEU9h5uJS4GNbmGkY3Kwag5pWZd+lWGbuusy289cBSM7U8cfOy/y5O4S+jSozIcCXBlWLf2VLISocVYWFT8ClbVD3MWj7ElRvzfm48+hyso27TTn4Fd9G/kVD94ZlGKwQQgghhKjoCpVkyisiIoKrV6+a9Ce6XceOHR/omPeqPrnVi+lWb6a8cnJyCAkJwcfHp8D9mO7Gzc0NgNTUB1stS5S9vLPlTm2PwKqvN47uJV/NU6qU3IoEc0VhQK0B9K/Zn31R+5h3Zh57IvcAkJyVzOzTswkMCuQxn8cY7T+aOi51Sjw8jbU1zk89hdPw4aRs20bsnDmkHz4CQE5cHDemTSN25kwcBwzAZexYLH19CnxsRVFoV8uNdrXcCI5JZvbuEJYfu0qWTo9Or7LyeCQrj0fSxteFCQG+dKlTCY1GqivEIyolBi5uNtw+u9rwVa0VNHjsjl0jUyOJTI0s5QCFEEIIIcTDpNCZmJUrV/LWW2/lm+zJS1EUdDpdYU9zh06dOgGwceNG3n77bZOx3bt3k5qaatynKA4cOACAt7d3kY8lSpetU26F2fn90Zw/EI1vE3eadK9O5ZoPSXWLJs+Prj4HuJl8qdKOdlXaERwfzLygeay5vIZsfTY6vY5Vl1ax6tIq2lRuw5j6Y2hfpb1p/6oSoGg02Hfrhn23bqSfOkXcnDkkbdgIOTmomZkkLF5MwuLF2HXujMv4cdi0bPlAMfl52PPVkEa83rMOf+2/wvz9V4hLzQJg/+U49l+Oo6a7Lc908GVws6pYmZdsnyohyh19Pr9/Iw6i3jgBuBk3tfBswdrMIya7FXTqm/owNb8TQgghhBBFUqhlmdavX8/gwYMJDg5GVdX7fhWnOnXq0LFjR7Zt28a6deuM27Oysvjggw8AePbZZ00ec+PGDc6dO8eNGzdMth85YvqB+papU6eybds2/Pz8aNmyZbHGL0peoy7VaNS1GmYWN1/eKlw+dp3l3x5h6deHuXjkGnp9Bb8oytvUW825Y9jP2Y/P2n/GhiEbmNBwAo6Wucm1/VH7mbh5IoNXDebf4H/Rqw+2elRhWTdsSNUffqDmhg24jBmDxia3uixl+3bCRo8hdNhwssLDH/jY7vaWTO5Rm71vd+WLQQ3wdbM1jl26nsq7/56i/Vdb+XHTBW6k3L3qUoiHXqXc1R6VPG+Dn+HGv93+YLDfYMw15libWdOmSpt8DnBvJZy3FkIIIYQQ5VyhkkxffvmlMXlU0pUQ+fntt99wdHRk4MCBjB49mrfeeotmzZqxa9cuXnzxRdq1a2ey/7Rp06hXrx7Tpk0z2T5kyBD8/Px46qmneOONN5g0aRLNmjUzNhmfP38+Wq1UPlQ0ZhZaAobVZsyU9rQe4IuNg4VxLCYkiQ0zT7Pgw32c2BpOVkbxVdmVqjzT5QxNffPnbuPOy81eZuOQjbzb+l287HOb019MuMiHez/k9xO/l2Skd7CoVhWPd96m1o7tVHrjDcw8PY1jGadOERc4r9DHtjLX8nTrGmye3ImZo1vQyie351NsahZTtwTT7qutvLP8JBevpRTpeQhRUeRkKaTdMEet3R8m7oWRy1ArNzHd6fCf1PqzH5/ExLC7yx9sGrqJ+q4ls7iHEEIIIYR4eBVqutyxY8eMySV3d3dat26No6NjqSVk6tevz4EDB3j//fdZs2YNqamp1K5dm19//ZWJEycW+DgTJ05kw4YN7Ny5k9jYWDQaDTVq1ODVV1/l9ddfp1q1aiX4LERJs7I1p0Ufb5p2r86FQzEc3xxGXKShx1bSjQx2Lw7m0H8h1A+oQsPOXtg5V6BG7po8+eED08HaCbxa3XV3G3Mbnqr7FMNqD2N7+HYCgwI5du0YACdvnCzZWO9Ca2+P6zPjcRk9ioTl/xL90UcAZF+9iqqqRUpgazQKPfw96OHvwcmIBGbuCmHtqShy9CpZOj2LDoaz6GA4XetW4tkAH9r6upZJwlyIkqaqKqGb3MhKNsfswAmcU2bhPHwY9PwMVowz3VmfDScWYXNiEfh2NjQJl6lwQgghhBDiAShqIeaz2dvbk5aWhpubG6dOnaJSpZJftaq8S0pKwtHRkcTERBwcHMo6HJEPVVUJPxvH8c3hhAfFmYxptAp+LTxo0sMLt2qFX5mw1Jz4B/59znRbtVbQ7kWo+7jpdLp8ZOVk0Xx+cwCaezRnbu+5JRRoweSkpHChRe7UVKsGDXAZNxaHXr1QitjE/5arCenM2R3C34fCSck0rWBrUNWBCQG+PNawMubaQhV4ClEu6UJPE9z7CZNtio0NGb3aEXxkCw3CDB8Ban7yOBYhiyEjwfQA5jaQnWa4PWQ2mw7X48KBGABGftYGR3cb/jsZyYsLDUnr9/vW49kA3xJ9TreT379CCCGEEOVHoa6mGjRoAEDTpk0lwSQqDEVRqO7vSv+Xm/DkB62o29YTjdZQvaLPUTl/IJp/Pj/Eyp+OceVMbLH3EytWDZ+Anp+DXe5UMyIOwuLR8EszOPA7ZN59Opi5xhztzSl3Z2PPMv3EdOIz4ks66rvS2tlhm2eaa8bp00S+/n9c7NmT2DlzyUkp+tS2qk7WvP+4P3vf6cp7j9WjiqOVcez01SRe+fs4Hb/Zxh87L5GUkX2PIwlRsalpaVj+u9mYYAKg/aswOQj6fAvO3rnbbyWY7nW8cvxWKYQQQgghSlehkkzPPPMMqqpy+vRpMjOlia6oeFyr2tFtjD+jv2xH8941sLTJrZaJOBfPf7+c4O/PDhK0J5Kc7NJpjP1ANBpo9xK8ehIGTodKeXqnxIfCujfhR3/Y/DEkRd3xcEVRqOFQA4A0XRq/Hf+Nnkt78tm+zwhNDC2Vp3A7r99nUOXbb7Hyz21MrIuM4trXX3Oxcxdivv6G7MiiL6/uYGXOhI6+7HizC1OfbELDqrlN0aMSM/hy7TnaTdnKZ/8FERF//wtsISoKCzcrnEc8hWJldZcdbKH1c/DSURj2F3i1Nh23dpbZc0IIIYQQ4p4KNV1OVVX69OnDpk2b6NOnDz/++CN+fn4lEV+FIeX6FVt2Zg7n9kVxfEs4SdfTTcasHSxo1LkqDTpWw8rOvIwivA9VhUtbYd80w//z0phDw6HQ9kXwbGDcHJYUxs/HfmbTlU0mK8wpKHTy6sQY/zE092he6r2KVFUl7cBB4ubMIWXHDtNBrRaH3r1xGTcO6wbF05RYVVUOhMQxa9dlNp+9Zno6jUKfBp5MCPClsZdTsZxPiNKkCzlFcJ9hANjVccJr5T508fGcnPktmf/8i1MqZDrZ0HjXfhTzfN7fwg/Bsb8Mfd+6fsCmwAtcOGg6XW71iUheWiTT5YQQQgghRCGTTL6+vmRkZBAdHW28ALWzs8PV1fXOEygKly5dKnqk5Zx8yH046PUqoSducHxzGFGXEk3GzMw11G1bmcbdvHDysCmjCAsg5gzs+xVOLjY08s3rVjPfWt2Ma41HJEew4OwClgcvJ01nWrlT37U+Y+qPoUeNHphpiqc30oPIvHSJuLmBJK5ciZqVZTJm07IlLuPGYde5E4qmePooXbqewuzdISw7EkGmzrSCrZW3C88G+NC9ngcajTQJFxVDfkkmgDWX1/D+treoE6HSJWAUz3d9u0DH2/TnGWOS6elP2+DgZs2aU1HGJNMHj/vzTAefEngmdye/f4UQQgghyo9CJZk0Go0xuXS/hyuKQk5OTuGiq0DkQ+7DJzokkeObwrl87JppzxEFfBq50aR7dSrXciy/q5IlR8PBP+DQ7Dub+brXg7b/g0bDwMywql5SVhJLLyxlwdkFXEszreipbFuZkfVGMthvMHYWdqX0BHLpYmOJX7iI+IULyYk37R1l4eODy5gxOA4cgOZu04AeUGxKJvP3hzFvXyixqabJLR83W8Z38GFos2pYW5TOippCFJYu5CTBfYYDpkmmYauHcTbuLADjGoxjcvPJBTpe3iTT2WZ2rA+9gbebLRevGfqmSZJJCCGEEOLRVuQk073cWoZckkyiIku6kc6JLeEE7Y1Cl2n6Wq5Uw54mPapTs6k7mvK6KllWKhxfaKhuig8xHbOtBK2eg5bPgI0LANk52awPXc+8oHmciztnsruduR1Daw/l6XpP42nrSWnTZ2SQuHIVcXPnkhVi+ly0zs64v/YqzsOGFdv5MrJzWHHsKrN2hxgvom9xtjFnZJsajG7rjbu9ZbGdU4jipLt8kuDH7kwyvbbtNTaHbQbggzYfMKxOwX5u8iaZZtpnkKA1/QghSSYhhBBCiEdboZNMBT6BJJnEQyIjNZug3ZGc3BpOaqJpdYu9ixWNulbDv0MVLKxKf1pZgehz4Pxa2DsNwvebjplZQ5MRhuom15qAIUl8MPogc8/MZffV3aa7K2b09O7JmPpj8Hf1p7Spej0pO3YQ9+cc0g4dMhmrfeggWnv7Yj2fXq+y48J1Zu66zN5LsSZjFloNA5tW4dkAX2p7FO95hSgq0ySTM14r9wKmSaYtT2yhkk3BVoq9X5Lp84ENGNmmRnGFXyDy+1cIIYQQovwoVJJJ3Ek+5D46cnR6Lh6O4djmcGIjTKtbLKy0+AdUpVGXati7FM/UrRIRcRj2/gJnV4Gat/eQAnUeg3YvQvW2xr5NlxIuMS9oHqsvrSb7tj5PLT1bMsZ/DAHVAtAopV/NlX76DKFDhxrvm1epgsd772LXpUux9WrK6/TVRGbvDmH1iUh0etO3z0613Xmuoy/tarqW32mU4pFikmSq64zXCkOS6dVtr7IlbAtQ+CTTH/YZJN5MMjWt7oRGUZg+shmV7Ev3vU9+/wohhBBClB+SZCom8iH30aOqKhHn4zm+KZywM6bVLRqNQs3mlWjaozru1ctxdUt8KOyfAUfnQXaq6ViVZtDuJajXH7SG6qwb6Tf4+9zf/HP+HxIyE0x293H0YZT/KPr59sPKrHQvMuMXLSL6k09NtlnUqIHLuLE4DhiAxtq62M8ZlZjO3L2hLDwQRnKGzmSsXmUHnu3gQ7/GVbAwK6fTKMUjQXfpBMF9nwTunmTa+sRW3G3cC3S8/JJMPfw9mDm6RQlEXzDy+1cIIYQQovwotiSTqqqkp6djY1OOV90qQfIh99EWF5nK8S1hnD8QjV5n+iNVtbYTTbpXp0YDV5TyuipZegIcmQsHfofkSNMxx+rQZiI0GwWWhoRZui6d1ZdWMy9oHleSrpjs7mLlwpN1nmR43eG4WLmUSviqqpK4fDmxs/8k6/JlkzGtkxPOI57CecQIzNzciv3cKZk6Fh8K5889IUTEp5uMmWkUdHqVp1tX54VONfFyeTTfH0XZ0V06TnDfpwDTJNMrW19ha/hWoOhJpp7+HvwhSSYhhBBCCEERk0zR0dFMmTKF1atXEx4ejqqq6HQ6fv/9d2JiYjAzM+Pdd98tznjLLfmQKwDSkrI4tT2C0zuukpFqOq3M2dOGxt28qNPaE7PyuiqZLgvOLDf0bYo5ZTpm6QjNx0DrF8CxKgB6Vc/28O0Engnk6LWjprtrLfm8/ef09uldSsHf7NW0cydxc+aSduCAyZhiYYFD/364jh2LZa1axX5uXY6eDWdimLnrMsfDE/Ld57GGnjwb4Euz6s7Ffn4h8lJ1OlJ27ECjSyLsFcPv4bslmbYN24abdcESsBtnnyH4kCSZhBBCCCFE/gqdZNq/fz/9+/cnNjaWW4e41eT7ww8/5PPPP0dRFLZs2ULnzp2LM+ZyST7kiryys3I4vz+a45vDSLxmWt1ibW9Og07VaNipKtb2FmUU4X2oKoTshH3TIHij6ZjGDOoPNvRtqtzYuPn0jdMEnglk05VN5KiGZv+N3BqxoO+C0ozcKP3MGeLmBpK0bh3oTKez2XYMwH3SJKybNCn286qqypEr8czcdZkNZ2Ly3ad5DWcmBPjQw98TbXmtbhMV2rWffiJ2xu8m2+zqOeP1ryHJ9PLWl9kWvg2QJJMQQgghhCg+hWoWEhcXx+DBg7lx4wbAHQ1uh+Zpwrt27doihCdExWRuoaVBx6o8/XEbHpvYkCp+Tsax9ORsDv0XQuC7e9m24Bzx0al3P1BZURTw7QRPL4FJB6DpKNDeTIjpdXBqMfzeEeY+Dhc2gF5PA7cGfNvpW9YOXoutuS0A0anRJGQklMlTsK5fn6rffkOtTRtxeWY8Gjs741jqzl2EPvkUGUFBxX5eRVFo4e3C76NasP3/OvNsBx8aV3PEzc7SuM+RK/G8MP8oXb/fTuDeUNKydPc4ohAPLvNCcFmHIIQQQgghHkGFWmt92rRpREdHoygK+RVCNWrUCDc3N2JjY9m/f38+RxDi0aBoFHwau+PT2J2Y0CSObw7j0tHrqHqVnGw9QbsiCdoViXdDV5p0r06V2k7lb1WySnVhwDTo9iEcnAmHZkF6nGEsdJfhy602tP0fNHqSKnZVcLVyJTU7lWvp1+ixtAcDag1glP8oajiU7tLmAOaVK+Pxxhu4TZxE4rKlxEz5yjgWMngITk8MxWXsWCxr1iz2c3u72fL+4/4AZGTnsOp4JDN3XSb4mmFVwiuxaXy06gw/bLqApZmG+LQsetb3ZEKAL028nIo9HvFoO+egY0fQfPrV7GfcZqGzIi48DZdaKppCVtWVt7csIYQQQghRdgo1Xa5ly5YcOXIERVFYsGABixcvZsWKFcbpcgCdO3dm586deHp6EhkZeZ8jVnxSri8KKik2nZPbIgjaHUl2Ro7JmHt1e5p096Jm80poteV0VbKsNDixCPb9CnGXTMds3KDVBBY4u/DNiV/Rq3rjkIJCZ6/OjKk/hmaVmpVZMi399BlChw+HHNPvvW2njriOG4dN69YlGpuqquy4cJ1Zu0LYffHGXfdr6e3MswG+dK/nIVPqhEHEYVj3Jjj7GJrxV7v7FLXwiZNI2WaYDle5VTwHtda819aWDEsFjaLBydKJuPR4njz+Dk4ZHji4WdGoqxf12lXGwuruf3/Kb7pcr/oe/D5KpssJIYQQQohCJpmcnJxITk6mRYsWHDhwgCeeeIJly5aZJJkGDhzIqlWrsLCwICMjo9gDL2/kQ654UJnpOoJ2RXJyWzgp8ZkmY3bOljTq4oV/QBUsrQtVcFjy9Hq4sN7Qt+nKHtMxMysiGgxggbMLyyK2kq4z7UvVwLUBYxqMoXv17phpSv/5ZUdGEvfXfBIWL0afajpd0dK/Hq7jxuHQuzeKuXmJxhEUmcSs3ZdZfSKS7Jz834q9XW14poMPQ5t7YV1eG8aL0rF0PJxelnu/elto+yLU6QMa09dG3iST38Bofq7swBwn099NNlkOjD7ymck2Sxsz6gdUoWFnL+ycLbmdJJmEEEIIIcS9FCrJZGlpiU6no2/fvqxatSrfJNOtSiYrKyvS0tKKPfDyRj7kisLKydFz6cg1jm8O53pYssmYuZUW//ZVaNS1Gg6u1mUUYQFcPWpINp1ZAapphVCSXw+WetVjQcxerqVdMxmrYluFkf4jGew32NjHqTTlpKSQsGQpcX/NQxcZZTJm5umJy6iROD3xBNoS/pmOTswgcF8ou4Nv4GJrwdWEdC7enFJ3i5ONOSNb12B0uxpUsrcq0XhEObXwSbiw7s7tLr7QZhI0eRosbIDCJ5lu0WgV/Fp40KSHF27V7I3bJckkhBBCCCHupVBJpsqVKxMTE4Ofnx/nz5+/I8mUnJxM1apVSUlJoWrVqoSHh5dE7OWKfMgVRaWqKpEXEji+OYzQU7EmY4pGoWYzd5p0r46Hdzl+fSWEwYHf4UggZJkmzLIrN2J9nc4EJgVxPv6CyZi9uT1Daw9lRL0ReNp6lmbEgGG596QNG4ibM5eM06dNxjQ2Njg9MRTnUaOxqFa1VOLR6w1T6mbuuszeS6avBQuthoFNq/BsgC+1PezvcgTxUMqbZLJxhTTT1wbWztDiGWj1HOFvfEzK9u3AnUmmnzr/xKXES+y+sJ/Wm0cC4FjJmso1HblwMAb9bVV11eo606RHdar7u7Dpz6A7kky963syY1Tzknve9yG/f4UQQgghyo9CJZl69+7Nxo0bURSFr776ir1797Jy5UoURSEyMpJJkybx77//oigKjz32GKtXry6J2MsV+ZArilN8dCrHt4Rzfn80Odl6k7HKtRxp0r06Po3cUMprr56MRDg6D/bPgKQIkyHVoRoHGz7OXDWO3VGmCwOYKWb08unFGP8x1HOtV5oRG2JTVdIPHyZ2zlxDFUjet0eNBvtePXEdNw7rRo1KLaYzkYnM2hXC6hOR6PSmb9edarszIcCX9rVcy1/DeFH88iaZ/i8YIo/Dvl8gZKfpfloLwo/WIeWsIQnlNyianz1zk0xze8+luUdzUhMymfu2Yaqrb1N3+jzfkNSETE5uj+DMzqtkppmueuhSxRZVhfgowxRTSTIJIYQQQojbFSrJNGPGDCZNmmRyUaOqKoqiGFecu3V/5syZjB8/vliDLo/kQ64oCenJWZzacZXTOyJIT842GXOsZE2Tbl7UaVsZ8/LaqycnG4JWwt6fIeqE6ZiFPZcaDWKerQWrI7aRrTd9fq08WzGm/hg6VO2ARin9JuiZl0OICwwkccUK1EzTnlnWzZvjOm4sdl26oGhL53sflZjO3L2hLDwQRnKG6cV/XU97JgT40q9xFSzMymnDeFF0eZNMb1wCWzfD7agThkb8p5eB3vDaCN/pQkqkYVql36Bopno6MLcASaZbsjNzOLs3ihNbwki6kX9fRUkyCSGEEEKI2xUqyZSRkUHjxo25ePEikJtguv22n58fJ06cwNLyzuahDxv5kCtKki4rh/MHojmxJZz4aNMeZ1a25jToVJWGnath42BRRhHeh6pC6G5D36YL603HtBbcGDaHv9NC+ef8PyRkJpgM+zr6Mtp/NI/XfBxLbem/l+ji4ohftIj4hYvIiTWdnmReozouY8bgNGgQGuvS6ZmVkqlj8aFw/twTQkS8aUN1DwdLxrTz5ulWNXC0Kdmm5aIMLBye+/OTN8l0S+JVOPg7HJ5L+CbtXZNMgb0DaebR7J5Jplv0epWQE9fZvvISGdGmr7cZDhkka1T6NPBk+khJMgkhhBBCiEImmQDOnj1Lz549uXr16h3TNFRVxdPTk82bN+Pv718sgZZ38iFXlAZVr3LlTCzHN4dx9XyCyZjGTKFOK0+a9KiOS+XSb6JdYNcvwP5f4cTfoLtZIdHqeXjsG9J16ay6uIq/zv7FlaQrJg9zsXLhybpPMrzOcFysXEo9bH1mJomrVhE3N5CsS5dMxrSOjjiNeAqXESMwc3cvlXh0OXo2nIlh5q7LHA9PMBmzsdAyrIUX49v7UN3VplTiEaXAJMl0GWxd898vM5nw0cNIOREKgN+gKH6q7Eig44MnmW4Z9vs+woPjaZlpjl+2hhvWCoEW6aAgSSYhhBBCCGFU6HkV9erV49SpU7z33nv4+/tjbW2NtbU1/v7+vPPOO5w+ffqRSTAJUVoUjYJ3QzcGvtaMYe+2pHYrDzQ3+zLpdSpn90ax+ItD3IhIvs+RypB7beg3Fcauyd2mM1RIWJtZM7zucFYNXMXULlNpVqmZcZe4jDh+O/4bPZf25NN9nxKSGFKqYWssLXF+4gl8V6/C6/cZ2LRpYxzLSUwkdvoMLnbtRuR775EZHFzi8ZhpNfRtVJl/J7Vj6Qtt6VXfg1v5/rSsHObuDaXzd9uYOP8IR67El3g8ohyxtEd1qp57v2oLsMhtEp9beVzwQ2bq9ESZqayyzeIHxwxjgkkIIYQQQoi8zIryYCcnJz777DM++yz/JZCFECXHvbo9PcbXp83AmpzaFsGZXVfJysghR6cn6mKiybLj5ZKVU+5tXZbJkEbR0LV6V7pW78rpG6cJPBPIpiubyFFzyMzJZMmFJSy5sITO1Tozuv5oWni0KLXG14pGg12nTth16kRGUBCxc+eStHYd6HSo2dkkLltO4rLl2AYE4DpuLDZt25ZobIqi0MLbhRbeLoTeSOXPPSEsORxBenYOehXWnY5m3elomlV3YkKALz3re6LV5E5vPnwlHldbC3zd7UosRlF6bvwxk6T//iPzQu4KjsrIpajBMyFo3l0f9yCvUP+qDpyJTDLetzIvpz3hhBBCCCFEqZMOsUJUcPYuVrQbUouOT9UxbivkLNjSZZanv1J6/F3LKhq4NeDbTt+yZvAaRtYbiY1Z7vSv7RHbGb9hPE+ueZK1l9fe0Ty8pFn5+1P1m2+otXkTrs8+g8Y+N7GXumsXYeOfIWTQYBJWrEDNyrrHkYqHt5stnw5owL53uvJGrzq42+d+j4+GJTBxwVG6fLedwL2hpGXpWHQwnCdm7KPr9zsY/edBdgVfrxivnUfVff5t1Oxsbvzyi0mC6ZY0XW4vN6UIJUiKAv+91IGFE1rTvZ4HdT3tGdW2RqGPJ4QQQgghHi6F7sl0S0REBFevXiXzttWX8urYsWNRTlEhSE8IUdaCD8ewcdYZANoPrUWT7tXv84gylhoL3/rm3q9UH9q9CA2GgtndG5gnZSWx7MIyFpxdQExajMlYZdvKPF3vaYb4DcHOovQrc3JSUklcvoy4wHlkX71qMmZWqRLOI0fiPHwYWkfHUoknU5fDquORzNoVwvkY0ymUjtbmJKbfmZSTlerKsQXDIHiD4fabIWBj2ptMn5nJ+cZNTB+j0VDn0EGaLmuHXtUDuT2ZUuIzCXzH0JOpZlN3et+jJ9OAabs5EZGIRoHLU/oW21MqDvL7VwghhBCi/Cj0dLnVq1fz5ptvciGfv5jmpSgKOp3unvsIIYou75Ssm9eS5ZuNC/h2hsvbDfevnYEVE2HzJ9D6OWg+7o6LaAAHCwfGNRjHSP+RbAjdwLwz8zgbdxaAqNQovjv8HTNOzGCI3xCervc0le0ql9pT0trZ4jJ6NM4jRpC8eTOxf84h4+RJAHTXrnH9hx+4MWMGToMH4zJmNBZeXiUaj6WZlidaeDG0eTV2Bd9g5q7L7Aq+AZBvggngXHQyry85wTcbzslKdRWcpV8t7Lp1Q2NrS4eqHdgZsRMAd+vSaU4vhBBCCCEePYX6M/XGjRsZNGgQFy5cQFXV+34JIUqeRpsnyVQRfu4UBUYuhycCoVrL3O0p0bDlU/ixPqx9A+Iu5/twc405j/s+zj+P/8PsnrPpWC23YjIlO4XAoED6LO/Du7veJTmrdBuhK2ZmOPTujfc/f1NjwXzsunfjVlduNS2N+PnzudSrNxEvv0LasWMlH4+i0LG2O38905r1rwYwtHk1zLWmU6be7lOXJl5OxvsxSZl8s/48baZs4aOVp7kSm1ricYoiyvNzb9OqFb6rV1Pp1Vfv2M3eopz3axNCCCGEEBVWoSqZvvjiC/R6PYqioChKxbigFeIhp2hykwb6nAryM6nRQv2Bhq/wg7D3Fzj3n6EUKzsNDv4BB2dCvceh7UtQvfUdh1AUhVaVW9GqcisuJ1xmXtA8Vl9aTZY+ixw1h9WXV3Ml6Qp/9v4TS63lHY8vSYqiYNO8OTbNm5MVGkrcvHkkLP8XNSMD9HqSN24keeNGrJs0ISMoCDMPDxwe74vLiBGYuZdMtUldTwe+e6Ixb/aqQ+C+UNacjKJpdWee7+jL8x19OXIlnpm7LrMxKAZVhfTsHAL3XeGv/Vfo6e/JhI4+NK9xZ4WZKGduazaf/+/pgr9PVJB3FCGEEEIIUcYKlWQ6evSoMblUuXJl2rZti729/GVUiLKU95qyQiZ+vVrB8L8MlUv7p8Ox+YZEEyqcXW34qtYS2r4I9foZElS38XXy5eN2H/Ni0xf58ciPrLq0CoCTN07Sc2lPnqzzJMPrDsfFqvSTJBbe3nh++CFuL71Ewj//EDd/ATk3DFPX0o8fByA7PJzY6TOImzUbh/79cB07Fks/vxKJp5KDFW/0qssbveqabL/XSnXrz0Sz/kw0TW+uVNcrz0p1ojTc5+f6Hj/3eadHFmW1w9JaxVEIIYQQQlRMhUoyabWGizsfHx9Onz6NtbV1sQYlhHhweafLJVxLu8ee5ZyLLzz2LXR+B47MgQN/GKbQAUQcgiVjwKkGtJkETUeC5Z0Nvt2s3fi8/edk5WSxPnQ9AHEZcfx24jdmn55Nv5r9GO0/Gh9Hn9J8ZgCYOTvj9sILuIwfT9Lq/4ibO4fM4Ism+6jZ2SQuW07isuXYBgTgOm4sNm3bluoF/q2V6ib3qM2CA2HM3RvK9WTDAg/HwhKYtOAoXi7WjG/vw7AWXthaFrrFnyhhGdk5nAhPQLE13H/172P8r1Mj6jjI724hhBBCCFG8CtWTqXnz5gD4+vpKgkmIckKjzf1xvnAghsNrQ8owmmJg4wIBr8Orp2DgdMPqc7ckXIH1b8GP/rDpI0iKvOPhiqLwbadvWdR3Eb29e6NVDMnxzJxMll5YSv8V/Xlpy0scij5UJpVfGgsLnIYMxmfVKrxmzsSuUyfMPDyw69IFTZ7K0NRduwgb/wwhgwaTsGIFalZWqcbpZGPB/7rUYvdbXfh2aCPqeOTGFh6Xzierg2g7ZQtfrz9HTFLGXY+j16scDo0jNuXuK5GKkhGXmkVOntf4tvPXGTpjH8/OO5K7kxQoCSGEEEKIYlCoJNPbb78NwP79+wkKCirWgIQQheNWzQ5bRwvj/aMbw8owmmJkZgFNRsDEPTDqX6jZLXcsIxH2/AQ/NYLlz0P0qTse3sCtAd92+pa1g9cyyn8UNmY2xrHtEdsZv2E8T655krWX15Ktz3/FtZKkKAp2AR3w+n0Gfju24zX9N/y2b8Pj3Xcxr1bNuF/muXNEvf0OF7v34MYfM8lJTCzVOG+tVLf+1QDmjW9FgJ+bcSwpQ8f07Zfo8PVWJi8+TlBk0h2Pn7LuLENn7KPtV1t5e9lJgmNKtxn7IyFvsvSOqrc7E6lnInNfQyE3UknJvPtKsLcOLbkoIYQQQghxL4payD/h//TTT/zf//0fNjY2DB8+nAYNGuDs7JzvvqNHjy5SkBVBUlISjo6OJCYm4uDgUNbhiEdURmo2s1/fBYBGozDxty5lHFEJiQmCfb/CqcWQc1tlT59voPXzd31oclYyyy4sY/7Z+cSkxZiMedp6MrLeSIb4DcHO4s5peKVN1elI3ryF2Dl/knHipMmYYmOD0+DBuIwZjYWXV5nEdy46iVm7Qlh5/CrZtzWb71DLjWcDfOhU2x1FURj82x6OhiWY7NOljjsTAnxpW9NVev0UxPyhcHGT4fabIYZqvzz0aWmcb2aoNLZp04Yac+cAcDUhne4LRmJmdwGAt+otYf7ea0REJjMxyVCNfN48h22ueka0rs7Ydt5UdjStUu73y25OXU3ETKNw8cvHSvJZPjD5/SuEEEIIUX4UOsk0ffp0Xn/9dTIyMu57cZCTk1Oo4CoS+ZAryoslXx3mWqihkuR/M7qWcTQlLDnGsALd4dmQHm/YVq0lPLv5vg/N1mezMXQjgWcCORt31mTM1tyWoX5Debre01S2q1wSkT8QVVVJP3aMuDlzSN68xbRiRaPBvkcPXMeNxbpJkzz7H8fM3Q0LLy+yQkOJfOddNA72uIwYgW1AAIrGUMiasmMHSWvXYtshAIfevVDMzR84vmtJGQTuC2X+/jCTBtMAfpXseDbAh3n7rnAmnwonAP/KDkzo6MPjjapgri1Uge2jIW+S6a1QsHYmcdUqskKv4PB4X8w9PQuUZNrz1B7sze3ZdiyKs3+cAwxJplW2hoStmUahX+MqPBvgQ/0qjoAkmYQQQgghRMEUKsm0fPlyhg4dapJcutthFEWRJJMQpWjZN0eIvmyYBjPpty4oj8LqX1mp8G0tw2p0LjXhpSP5TBfKn6qqHIo+RGBQIDsjdpqMaRUtPb17Mqb+GOq71r/LEUpX1pUrxAXOI+Hff1HT003GrJs2xWXcWHTXrxPz2ecA2HXuTE5SEulHjxr3s6hZE9dxY3Ho14+LXbqSExcHgFnlyriMHInTsCfQFmLF0LQsHUuPRDB7dwhXYu/efP79vvWYsyeUqwmm8Xs6WDG2vTdPtaqOo/WDJ7seerclmbKuJXGpV2/jsG379qTu2QOATds21JiTm2TqvbKVcb+9T+3F3sKe5LgM5r27F4DUShbMykkmK0dvcsp2NV2ZEODLdxvPcyYyCXOtQvAXkmQSQgghhBD5K1SSqU2bNhw8eBBFUe7bMFeSTEKUruXfHSHqoiHJ9MK0zmjNHpHKkO/rQnKU4bZ7PWj7P2g0DMwsC3yIywmXmRc0j9WXVpOlN52G18KjBWPqj6FjtY5olLL/nuYkJBD/9z/ELZhPzvUbhTqG1tWVnNjYO7ZrbG1xGjoUl9GjMK9a9cFj06tsCoph1q7LHL4SbzKmKBAypS+6HD1rT0cza9dlTkaY9peytdAyrKUX49v74OVig7gpsB+E3EyEvhVK2umLXBmV/3T0vEmmgxEXeGbLEONYfkmmms3cafaUH3/tu8Jf+6+QkJZ/fzJJMgkhhBBCiHsp1JrTp0+fNlYxtW7dmrZt22Jvb49GU/YXXkI86jR5KpdUfemvmlZm6vSBw38abl8/C6tehK2fwROBUKNtgQ7h6+TLx+0+5qWmL/HP+X/4+9zfxGcakiSHYw5zOOYw3g7ejPIfRf+a/bEysyqpZ3NfWicn3F54Hpfx40j6bw1xc+aQGRx838cplpaomYYV3vJLMAHoU1OJCwwkbv58HHr1xGXcOKwbNix4bBqF3g086d3Ak2Nh8czaFcK601HoVfBxswXATKuhf+Mq9GtUmYMhcczcFcKWczGoKqRm5TBnTyiBe0Pp06Ayzwb40LR6/j3/HhkZibkJpgJQzHIrwWIzrpuM2Zrb5vuYSvZWvN6zDhM712TZzYq00HtUpAkhhBBCCHG7QiWZbGxsSE9Pp2HDhuzdu1catgpRjuSdHqd/lJJMj30PNbvC3mkQvt+wLSUG9k0rcJLpFldrVyY1mcT4BuNZfXk1887MIzQpFIDQpFA+2/8Z045NY3jd4TxZ50lcrV2L+ckUnMbCAqfBg3AcNJDU3XuImzvXOGUKwPOjD0lYspSMoCC0bm7U2rSRzOBgYufMIXnDRtAbpkfZduiAx7vvEhcYSOKKFYZEVE4OSWvXkbR2HdYtmuM6bhx2XboY+zndkn78OLF/zsGqYQOchw1D6+hoHGta3Zlfn3YmPC6N3Rdv0LG2u8ljFUWhta8rrX1duXw9hdm7Q1h6JIJMnR69CmtORbHmVBQtajjzbIAvPfw90D4KU0BvF3HI9L7WwqSS2GXsWKzq1ycuMJCsy5dxGjLYOJZ3v0pK27tU4uV+T20szBjV1psRrWuw5WwMs3aFcDDUMKWyipN1Po8VQgghhBDCoFDT5YYPH86SJUsICAhgx44dJRFXhSPl+qK8WP3zccKCDBeEz/4QgKXNI9jbJvwQzO5uuO3REJ7dBOaFvzjWq3p2Ruwk8Ewgh2MOm4xZaCzoV7Mfo+uPxtfRtyhRF5uM8xdI3rABq0YNse/cGVVVyQoNxczZGa2Tk3G/rIirxP/1FxkXzuP+0svYNGsKgC4ujvhFi4hfsNDYr+kWixo1cBk7BseBA9FYG76noSNHkn74CHBz1bshQwyr3lWrVqj441KzmL//CvP2hXIjxXTaorerDeM7+DC0eTVsLAr1d5KK6cJGWPjEzTsKfJxA6sGDhI0eA4DrhGep9PrrgCGplPePP2sv7OatfRMB8NI8xtpRXwPcNl2uEr2fa3DX0x8PT2DXhev0qO9BXc/y9TtOfv8KIYQQQpQfhUoynT9/nubNm6PT6Vi/fj2dO3cugdAqFvmQK8qL/349wZVThmlQlWrY06R7dWo2c0fzqK3a9WVVyEox3LZxg5bPGr7s3O/9uPs4E3uGwDOBbAzdSI5q2m+uY7WOjPEfQ0vPlg9Fhac+I4PEVauIm2uojslL6+SE01NP4vL001wZO5asi5dMH5zPqncPKiM7h5XHrzJrVwjB11JMxpxszHm6dXXGtPWmkkPZTVssNXmTTF3eg05vknrgIGFj7kwy3c40ydSXtaO+Ah4syVSeldbvX1VV0el0j0SfSSGEEEKIvLRaLWZmZgW6xilUkunTTz9lz549bNq0CY1GQ5cuXWjYsCFOef5CnteHH374oKeocCTJJMqLw2tDOLAqxGSbnYsljbt64d++ChbWj0j1x8b3Ye8vptu0ltB0JPT4FCztinT4qJQoFpxdwNLgpaRmp5qM1XOpx+j6o+nl3QtzTcWvJFP1elJ27iRuzlzSDhwwGVPMzUFRULMMFUeKlRVqRobJPrdWvbPv1g1Fq33w86sq2y9cZ9auy+y5aNpHykKroX+TKkwI8KWO54OviFdh3DfJNIFKr082ecil6ymsORmFziKYOZffQqs3o0X8GKY88QzuXrc3/pYk071kZWURFRVFWpr0qBJCCCHEo8nGxobKlStjYWFxz/0KlWTSaDTGDNbtZfn5eRT+6idJJlFeqHqVC4diOL45jBvhptUfFlZa/DtUoVFXL+xdHoHqj8hjhh5NZ/6FvFVH3T6CgMl3f9wDSMlKYVnwMhacXUBUapTJmIeNB0/Xe5qhtYdib/FwJEDSz5whbm4gSevWgU5nMqaxt6fmxg0k/PMPcQsW3LHqnXn16riMHo3T4EFobAq3atyZyERm7wph1YlIdLf1HAvwc2NCgC8Bfm4lWkmWFXEV3bVrWDduVKikWaEUIsnU+6ednItORmtzCZsaM2kfMoSG0R0BqFrbCb+WHmxfcB6QJNO96PV6goOD0Wq1uLu7Y2Fh8VBUKgohhBBCFISqqmRlZXH9+nVycnLw8/O756JvRU4y3S8YRVEkySREGVBVlavn4zm+OZwrp02rPxSNQq3mlWjS3YtKNR6B12tCOOz+EQ7PNtyv0QGGzAKHysV2imx9NptCNxEYFEhQbJDJmK25LYP9BjOy3kiq2FUptnOWpezoaOL++ouEfxajTzEkM82rVqXWls0A6LOySFr9H3Fz596x6p3G0RHn4cNxHvk05pUqFer80YkZzN0bysIDV0jKME121fW059kAX/o3roKFWfFOE81JSCC4S1fU9HTMvbxyk2a2+a/Ydi+Xrqfw34koWvu60NrHJd/fqzkJCSSuWYO1fQrWR980bOzyPnR6g9T9BwgbOxbIP8nU6OMNJGXojEmmx8/8j2pJtfONRZJMd5eRkUFISAg1atTAppDJUSGEEEKIii4tLY0rV67g4+ODldXdCxYKnWQqKEkyCVH24qJSObElnPP7o8nR6U3Gqvg50aRHdbwbuJqsTPfQSY2Fb/M05taYQ8Oh0PZ/4Nmw2E6jqiqHYw4z78w8tkdsNxnTKlp61OjBmPpjaOBWMS/ob5eTkkrisqWk7j+A07AnsO/SxWRcVVXDqndz5pC6d6/pg83NcezbF5dx47Cqk3/y435SM3UsPhzOn3tCCI9LNxmrZG/JmHbePN26Ok429y7rLai0I0e48vRIk20aR0echw3DeeRIzD0KnjTr+/MuzkQmAdComiPPdPDhsYaVMc/TPy3i5VdI3rgRAGvXLFzqpmA/cjJKl7dMk0zPPUelya+ZHL/hRxtIzpQkU1HdSjLd7wOVEEIIIcTDrKCfiQqVZAoMDHyg/cfcLOd/mEmSSVQEaUlZnNoRwekdV8lIyTYZc/KwoXE3L+q28cTMopSmAJW2rV8YKpr0ps8d387Q9iWo1Q2KcRpMSGIIfwX9xapLq8jMyTQZa1apmTHZlK3Ppqpd1WI7b3mVcf48cXPmkrhmDWSb/hvYtm+Py7hx2LZvV6ipSDl6lQ1nopm56zLHwhJMxqzNtQxrUY3xHXyo4frgFUd5pR0+zJWRo/IfNCbNxmJVp859j9X0043Ep5l+H6o6WTOuvTfDW3phb2XO5YGDyDx3zvQ0bva4PP8y5lWrEjFpEnCXJNPHG0jO0FGtcgSJTtNMkkw9n6nP6Z1XiQxOAKBVPx9a9vUpyLeg3JEkkxBCCCFEySvRJJO4kySZREWiy8rh3P5oTmwJJyHGtJGtlZ05DTpVpWGnatg4FE/1R7mSHA0H/4BDsyEjwXTMvZ6hsqnRMDCzLLZTxmXE8c/5f/j73N/EZcTlu09Lz5aM8R9DQLUANMrDvRJgdsw14hcsIP7vv9EnJZmMWdaujcvYsTg83hfNfZoKAqTs2UPisuXYtG6N44D+aKysOHIljpk7Q9gQFE3e33CKAr38PZnQ0YfmNVwKFXveJJNthw6YubnlnzRr186QNOvQ/q5Js8afbCQxPTvfMXtLM55s5cXQGe+gD76QfzBmZsa+WK7PP0+l1141GTYmmaqEkej4m0mS6bmfO2FuoeV6eDLJsRl4N3JDU0ErGSXJVPrGjh1LQkICK1asKOtQHoiiKPz7778MHDiwrEMpdqGhofj4+HDs2DGaFHJFz4ps7ty5vPrqqyQkJBRo/+3bt9OlSxfi4+PvunBRUXzwwQfExMTwxx9/FPuxhamgoCB69uzJ+fPnsS3E1HUhRMEV9DPRw30lI4TIl5mFlgYdqzLio9Y8NqkRVfycjGMZKdkcXhPKvHf3su2vs8RFpd79QBWRvSd0+xAmB8Fj34FznuqN62dh1YvwYwPY8S2k5Z8QelAuVi5MbDyRDUM28FHbj/BxvLNi5FD0IV7c+iIDVw5kyYUlZOgy8jnSw8HcoxKVJr+G37ateLz3HuZeXsaxzAsXiHr3XS5268aNGb+Tc58LhuiPPyFp7VqiP/qIi127cf2XaTS2U5kxqjnb/68zY9rWwNrcUJmnqrD+TDRDpu9j0G97WHsqihz9A/6dJU/WyrJObap8NYVamzfj+txzaBwdjWOpe/cSPmECIf0HkLBsOfqbq+/ldSv35O1qw6IJbehWN3eqXXKmjpm7Qrh0LdmwwcwMr06x2HrkeV3c1nj9brLNL951zN3LHt8m7hU2wSTKxtSpU5k7d25Zh1Hstm/fjqIodyQqxo4di6IoKIqCubk5Pj4+vPnmm2TctpKmoihYWVlx5coVk+0DBw5k7M2prXnt27cPrVZL3759CxRf586defXVV/Md8/LyIioqigYNKsa01wd97nl5e3vz008/mWwbPnw4Fy7cJSGfj3bt2hEVFYXjzfftuXPnFluyKTo6mqlTp/Lee+/dsf2VV16hVq1aWFlZ4eHhQfv27Zk+ffodK1fu3buXxx57DGdnZ6ysrGjYsCE//PBDgVqQ/Prrr3h7e2NlZUXr1q05ePCgyXhGRgb/+9//cHV1xc7OjiFDhhATE2OyT1hYGH379sXGxoZKlSrxxhtvoLvL75w9e/ZgZmZ2R3IzJyeHDz74AB8fH6ytralZsyafffYZeesbli9fTs+ePXF1dUVRFI4fP25yjLi4OF566SXq1KmDtbU11atX5+WXXyYxMdG4j7+/P23atOGHH3647/dGCFE6JMkkxCNM0Sj4NHJj0OvNeOKdFvi19DD2ZcrR6QnaE8WiTw7w368niDgfz0NV+GhhC60mwEtHYPh88GqTO5Z6DbZ9Dj/4w3+TIfZSsZzSysyKobWHsmLACn7t9iutPFvdsU9IYgif7vuUXst68dvx34hNj83nSA8Hja0tLqNGUnP9OqpOnYp1ng+oOddvcP2nnwju0pXoTz8jKyws32PkxOZ+f3Li4rjx669c7NKVqA8+xDMxhk8GNGDfO115o1cdKtnnVqcdC0tg0oKjdP5uG3P2hJCaWbCETV63KpSMSbOtW/B4/33TpFlwMFHvvXczaTYDXXx8vsdpW9OV2WNbsnlyR55q5WVsWH7rRy5bVbGrnEn1LnHU+GAgjgMHgrm58RhmrvlUZt18rEZvqO6RNJIoLo6OjiVS/VGe9e7dm6ioKC5fvsyPP/7I77//zkcffXTHfoqi8OGHHxbomLNnz+all15i586dREZGFik+rVaLp6cnZmZmRTpOaSnO5w5gbW1NpQdYSMLCwgJPT88SWSly1qxZtGvXjho1ahi3Xb58maZNm7Jx40a+/PJLjh07xr59+3jzzTf577//2Lx5s3Hff//9l06dOlGtWjW2bdvGuXPneOWVV/j888958skn7/lZ7J9//mHy5Ml89NFHHD16lMaNG9OrVy+uXbtm3Oe1115j9erVLFmyhB07dhAZGcngwYON4zk5OfTt25esrCz27t1LYGAgc+fOzfd1nZCQwOjRo+nWrdsdY19//TXTp09n2rRpnD17lq+//ppvvvmGX375xbhPamoqHTp04Ouvv873+URGRhIZGcl3333H6dOnmTt3LuvXr+eZZ54x2W/cuHFMnz79rokwIUTpKnSSKSwsjBdeeIFatWphbW2NVqvN96ui/LIT4lFXqYYDPZ+pz6jP29KkuxfmVrl9ma6cimXlj8dY/OUhzh+IJidHf48jVTAaLdTrB89sgGe3gP9AuDVdTZduWJHul+awaARc2WtSyVLoUyoaOlbryOxes/lv0H+sGriKX7r+QguPFsZ94jLimH5iOj2X9uSTfZ9wOfFykc9bXilaLQ69euL99yJqLFqIfc+ecHOBCTU9nfiFC7nUqzcRL71E2tGjph+w8y5Eob1ZsZSVRcKSJVx+rC/hz7+A+anjTOpck11vdeG7JxpT19Pe+JDwuHQ+WR1E2ylb+GrdOaIT711Bdq8P9xpbW1xGPm1Imv08FeumTY1jhqTZVC526Ur0p5+SdeVKvi+lWpXsmTK4EXvf7sor3fwwy6fCaNGVRLYNegGv9Rtwe/klXCc8i+PgIfeK+o4tknB6NKxfv54OHTrg5OSEq6srjz/+OJcu5SbNQ0NDURSFxYsXExAQgLW1NS1btuTChQscOnSIFi1aYGdnR58+fbh+/brxcWPHjjWZcta5c2defvll3nzzTVxcXPD09OTjjz82iSUsLIwBAwZgZ2eHg4MDw4YNM6meuHTpEgMGDMDDwwM7OztatmxpcuENkJmZyVtvvYWXlxeWlpbUqlWL2bNno6oqtWrV4rvvvjPZ//jx4yiKwsWLd6/my/u96HJz4QJnZ2cURTGpPrK0tMTT0xMvLy8GDhxI9+7d2bRp0x3HefHFF5k/fz6nT5++5/lSUlL4559/mDhxIn379i1yZditf8u8lSCrVq3Cz88PKysrunTpQmBgoEmlVmxsLE899RRVq1bFxsaGhg0bsmjRIpPjLl26lIYNG2JtbY2rqyvdu3cnNTW3wnnWrFnUq1cPKysr6taty2+//XbfWAvy3FevXk3Lli2xsrLCzc2NQYMGAYbX2pUrV3jttdeM1WVgWol04cIFFEXh3G397H788Udq1qwJmFatbd++nXHjxpGYmGg85scff8ynn36ab2VYkyZN+OCDD+76/P7++2/69etnsm3SpEmYmZlx+PBhhg0bRr169fD19WXAgAGsWbPGuH9qaioTJkygf//+/PHHHzRp0gRvb2+effZZAgMDWbp0KYsXL77ruX/44QcmTJjAuHHj8Pf3Z8aMGdjY2PDnn38CkJiYyOzZs/nhhx/o2rUrzZs3Z86cOezdu5f9+/cDsHHjRoKCgpg/fz5NmjShT58+fPbZZ/z6669k3VaV+8ILLzBixAjatm17Ryx79+5lwIAB9O3bF29vb4YOHUrPnj1NKqtGjRrFhx9+SPfu3fN9Pg0aNGDZsmX069ePmjVr0rVrV7744gtWr15tklDq0aMHcXFx7Nix467fGyFE6SlUkun8+fM0bdqUmTNncvnyZTIzM1FV9a5fQoiKw97FivZD/Rg7pT3th9bCziW3+uNGeAqb5wQx//19HN14hcz0h+wvRtVawLBAePkYtJ4I5rfm9qtwfg3M6QMzu8LpZZBTPM+9hkMNfBx96OzVmTm95/B337/p490HrWJImGTps1h6YSkDVgzgxS0vcij60EP9vmrTtCnVfp5KzQ3rcR45EuXWkvGqSvKmzVwZ8TShTz5J0vr1qDqdMelnUbMmtTZuwGXsWDR5ejKk7NhB2JgxhA4ZSsa6dQxp5MG6VwKYN74VAX5uxv2SMnTM2HGJDl9vZfI/xwmKNO0VdUva/gO5d+7yF3BFq8WhZ0+8Fy3E++9F2PfqlZs0y8ggfuEiLvXuw+Rds6gfG4KSz7+nm50lr/WoTU1325unyj1XXGo27/17mo5/nuYvv+5onn8Rrd2dfShuHbUk/lIvKobU1FQmT57M4cOH2bJlCxqNhkGDBqHXm/6h4KOPPuL999/n6NGjmJmZMWLECN58802mTp3Krl27uHjx4n2rcwIDA7G1teXAgQN88803fPrpp8YkjF6vZ8CAAcaLwE2bNnH58mWGDx9ufHxKSgqPPfYYW7Zs4dixY/Tu3Zt+/foRlqeKcfTo0SxatIiff/6Zs2fP8vvvv2NnZ4eiKIwfP545c+aYxDRnzhw6duxIrVq17vu98vLyYtmyZYDhc25UVBRTp07Nd9/Tp0+zd+9eLPLpG9e+fXsef/xx3n777Xueb/HixdStW5c6deowcuRI/vzzz2J9bw8JCWHo0KEMHDiQEydO8Pzzz98xfSsjI4PmzZuzZs0aTp8+zXPPPceoUaOMSYCoqCieeuopxo8fz9mzZ9m+fTuDBw82xrlgwQI+/PBDvvjiC86ePcuXX37JBx98cN8Fgu733NesWcOgQYN47LHHOHbsGFu2bKFVK0Pl7/Ll/8/eeYZFcXUB+N2lSxdUihQREEEFu0jsBUvsvWKNieUzGkuMvSdRE1vUxChqYu/GjtgVG4qiIDYQC9gQEOlwvx8bRpYmokZj5n2eeWDnnjn3zJ3Z2Zkz55y7jdKlSzNt2jSioqKIiorKpd/Z2Zlq1aqxdu1atfVr166le/fuueRr167N/PnzMTIyknSOGjVK2u/z589LspcuXeLKlSv07ds3z32LiYkhJCSEatVevTR69uwZBw8eZMiQIfnWDMq6Th88eJBnz54xatSoXDKtWrXC2dlZzRGoUCgkJ11qaiqBgYFqDhulUknjxo0JCAgAIDAwkLS0NDUZFxcXbG1tJZmAgAAqVqxIqVKlJBlvb2/i4+O5du2atM7X15c7d+7kGdEHqnH19/eX0hgvX77MyZMnad68eZ7yhSWr/l72QAZtbW08PDw4ceLEW+mWkZF5NxQpzGjChAk8/zvkv6Cb10/5QUhG5lNHW08Tj8a2VGpQmtsXnxB0KJLHd1X1YRKepxCw7TYX9kTg6mVFpYalMTLX+8AWv0NM7aH591B/LASugrO/wou/b2QfXoQt/cDYFmp9BVV6gY5hQdreCDdzN36s9yNfJ3zN2tC1bL25lZdpqrfGx+4f49j9Y5QvXh4fNx+a2jdFS6n1Go3/TrRtbLCYMJ4Sw4byfOMmnv/xB+l/R1IkX77Cg69HoFW6NJkpf8/apwAta2tKfTsW8yGDid28hZg//iD97weQ5JAQHo4ezeN58yjeqxdenTtRt39NrkfH8/uJcHYGPSAtQ5CeKdh26QHbLj3Ay9GMAXUcqO9cAoVCQWpkJE/V3tK/3nmj5+FB6QXzSb13j5jVa4jdtg2RmAhCUON+MDXuBxNx3Z74CskYNmmCIkf0b9abIC2N3O+EYl6mstD/JsuO3aZ9ZWsG1CmDY8l3dy7KFEyrRSd58iLl9YLvmBKGOvw17LNCyXbooB7htnLlSkqUKEFISIhahMaoUaPw9vYGYPjw4XTr1g1/f3+8vLwA6N+//2sjbSpVqiQ9bDo5ObF48WL8/f1p0qQJ/v7+BAcHEx4ejs3f6aRr1qzBzc2N8+fPU716ddzd3XF3d5f0TZ8+ne3bt7Nr1y6GDh3KjRs32LRpE35+ftIDsoODgyTfp08fJk2axLlz56hRowZpaWmsW7cuV3RTfmhoaFC8uCrttGTJkrnSAXfv3o2BgQHp6emkpKSgVCpZvHhxnrpmz55NpUqVOHHiBHXq1MlTZsWKFfTs2RNQpeLFxcVx7Ngx6tevXyh7X8evv/5KuXLlmDNnDgDlypXj6tWrzJw5U5KxtrZWc2YMGzaMAwcOsGnTJmrUqEFUVBTp6em0b99eSv2qWLGiJD958mTmzZsnpVqVKVOGkJAQfv311wJnln7dvs+cOZOuXbsydepUaZusc6N48eJoaGhgaGiIhYVFvn306NGDxYsXM336dEAV3RQYGMiff/6ZS1ZbWxtjY2MUCoWaTgMDA7y9vfH19aV69eqAyrFSr149tXMvO5GRkQghsLKyktbdunULIQTlcsw6am5uLtX1GjJkCD/88IPkkClfvnye+l1cXNRqT5UrV06qK/X06VMyMjLUnEMApUqVkqK6oqOj0dbWznV+lypViujoaEkmLx1ZbQA3b97k22+/5cSJE/lmrXz77bfEx8fj4uKChoYGGRkZzJw5kx49euQpXxiePn3K9OnT+eKLL3K1WVlZ5aqHJiMj82EoUiRTVoipQqFACIGBgQHW1tbY2tqqLXZ2dtja2r5rm2VkZP5BlBpKnKqXouO31Wj3TWXsK5lLz9ZpKRlcPnyPPycGcGD5VR6F5x398a9FzxQ+GwHDr0C7X6HUq5tr4iLhwDj4yQ0OToS4B++0aysDK0ZXH41fRz9GVRuFhf6rG9/QmFC+PfEtLba1YNXVVbxIffFO+/6Y0DA2xvyLgTj6H8Ly+9noODtLbWn370vFr7O/8NAwNMSsX18cDx7Aau5cdN3cpLb06Ggez5nDrfoNeDT7e8pmvGBuJ3dOjW3IkAZlMdZ75bQ7desZfX3P0/Tn42w8H0lCeIS6bSbGFJYsp5nTkcOUGDkSzWy1Q+yfRPBgxEhuezcjZvVqMhLyKLafzZ/V29OeNh5WaPydSpeansmG8/do/NNx+vqe4/Stpzle8sgvfN4HT16kEB2f/I8vb+LYunnzJt26dcPBwQEjIyPs7e0B1KKDQOUgyiLrYTK7M6FUqVJqNV3yIrsOAEtLS2mb0NBQbGxsJAcTqIr1mpiYEBoaCqgimUaNGkX58uUxMTHBwMCA0NBQydagoCA0NDSoV69env1bWVnRsmVLKS3or7/+IiUlhU6dOuUp37x5cwwMDDAwMMAt2zUiPxo0aEBQUBBnz57Fx8eHvn375nLiZd+33r175xvNFBYWxrlz5+jWrRsAmpqadOnShRUrVrzWjsISFhYmOUayyIoGyiIjI4Pp06dTsWJFihcvjoGBAQcOHJDG3N3dnUaNGlGxYkU6derE8uXLpZfML1++5Pbt2/Tv318aRwMDA2bMmKGWklmUfQ8KCsqzxs+b0LVrVyIiIqQUsLVr11KlShVcXFzeSM/AgQNZv349ycnJpKamsm7dOvr165evfFJSEkChZqI8d+4cQUFBuLm5kZKi/r0u7Iv669evS6mE/xQZGRl0796dqVOn4pztNzknmzZtYu3ataxbt46LFy+yevVq5s6d+9pIt/yIj4+nZcuWuLq65krHBVVdrpwF1GVkZD4MRYpkSkhIAFQX0L179+b7gy8jI/PpoFAosHIyxcrJlNhHiQT53+N6QBQZaZkIAbcCH3Mr8DGWjsZ4NLb9V0+JngtNbXDvCpW6QPhxOL0Ibv1diyMlDk4vhDNLwK091B4Klu4F63sDDLUN8XHzoXv57vhF+LE6ZDUhz0IAiH4ZzbzAeSy7sowOTh3oWb4nlgaW76zvjwmFtjYmbdti3KYNL0+fJsZ3FS9PnnzVrlcs9zZaWhh/3hKjli1IPH+emJW+JBw9CkDmy5fErF5NzJ9/YuTdlOJ9+zLauyJDGjiyJfA+K06Gc/eZ6mb15uMExm4NZn/8bcZk02+crVBqYclympn18WHowB9oEXoEh3hVtFXagwc8mv09Txb/gknnThTv1StPHaWMdFjweWXGNnNh1ekI1p+N5MXfhcuPhD3hSNgT3KyMSEl//SxEMkWnRLZC8h9rv61atcLOzo7ly5djZWVFZmYmFSpUyFVXRStbEXmpoH2OdTlT7HKSXb6w22Rn1KhR+Pn5MXfuXKneZ8eOHSVb9fReHy07YMAAevXqxc8//4yvry9dunShWLHc1wZQ1RLKcgjktD0v9PX1pbS7lStX4u7uzooVK3IVIM4i6wF8x44dudpWrFhBenq6WrSLEAIdHR0WL14sRaa8b+bMmcOCBQuYP38+FStWRF9fn6+//loacw0NDfz8/Dh9+jQHDx5k0aJFjB8/nrNnz0rjunz5cmrWrKmmV0NDI1dfWRRm3wtzrF+HhYUFDRs2ZN26ddSqVYt169bx1VdfvbGeVq1aoaOjw/bt29HW1iYtLY2OHTvmK29urkrDfv78OSVKlADA0dERhUJBWFiYmmxWNFT2/c1y2oSGhlK7du1c+kNDQ3F1dc23bw0NjVwzxT169EiK0LKwsCA1NZXY2Fi1aKacMjlnpMvSaWFhwYsXL7hw4QKXLl1i6NChgColVgiBpqYmBw8epGHDhowePZpvv/2Wrl27AirH9d27d5k9e3aBkW558eLFC5o1a4ahoSHbt2/P8zsbExMj1dySkZH5sBTJyVSmTBnCwsKoXbu27GCSkfkPYlKqGPW7l6Nm6zJcPfaA4KP3SXqRBkDUrTiibgVjXEIP90Y2uNS2REs7/xvOfxUKBTjUUy2Pr0PAYriyETJSITMdgjepFvs6UHsYODZRL0z9FmgptWjh0ILmZZpz4dEFVl9bzbH7qgKXL9NesiZkDWtD19LUrik+bj64mb/+zfy/EYVCgYGXFwZeXiTfuEHM6tUkB1/F/IuBBW6jX6MG+jVqkHLnDjGrVhO3cyciJQUyMojfu4/4vfsoVq0axfv1pVf9+vSoaYdfyCN+P3GHC3dVb+7jk9IknVcadUQnXYu8EyYKsR/a2hwvU4M9FpVpkXaPb19c4uXftSQyX7wgZsVKYlavKTAl3cpEj+9alGdYQ0c2nr+H76kIHsSqHpqv5VlT6hNx+n4kFDZl7UPx7NkzwsLCWL58uZSydTKbY/afpHz58ty7d4979+5J0UwhISHExsZKD8ynTp2iT58+UlRGQkICERERko6KFSuSmZnJsWPH8i0S3KJFC/T19Vm6dCn79+/n+PHj+dpkbW2da11WjaXXTROvVCr57rvvGDlyJN27d8/TKWJjY8PQoUP57rvv1B5809PTWbNmDfPmzaNp06Zq27Rt25b169fz5ZdfFth/YShXrhx79+5VW5e9thCoxrxNmzZS6lpmZiY3btxQc2IoFAq8vLzw8vJi0qRJ2NnZsX37dkaOHImVlRV37twpdPpTYfe9UqVK+Pv751v3SFtb+7XHCFQpc2PGjKFbt27cuXNHcna8iU5NTU18fHzw9fVFW1ubrl27FugEK1u2LEZGRoSEhEgOIzMzM5o0acLixYsZNmxYvnWZAJo2bUrx4sWZN29eLifTrl27uHnzppQCmNc+VK1aFX9/f6kwf2ZmJv7+/pIzqGrVqmhpaeHv7y9F4oWFhREZGSkV7/b09GTmzJk8fvxYmrHPz88PIyMjXF1d0dLSIjg4WK3vJUuWcPjwYbZs2UKZMmUASExMRJnjHkhDQ+ONnM+gimDy9vZGR0eHXbt25RsldvXq1QIdgDIyMv8cRXr6yZo+811MOSojI/PvRc9Am+oty9B7Vm0a9HLB1OLVG+O4J0kc33CD1eNOcXbXHV7G/fO1S94rJV2gzWIYcQ3qjgG9bFPIR5yAdZ1hSU1VTae0gmcsexMUCgXVLaqzuNFidrbdSUfnjuhoqCIbMkQG+yL20XVPV/rs78ORyCNkik9oJsAc6Do7YzVzJg67dmKYz0NnTnQcHLCcNhXHI4cxHzoUjeKvjlvihQvcHzyEOy1aEr9pI03LGrPlq9psH1yblhUtyR6Yd+V+HI1+OsaA1Rc4e+dZ0WoQCkChIMy6PLbLf8Phr10Yd2iPIusNbXo6Ik3l2FIU4CAy1NViQB0Hjo2uz5zOzlg6bkXXah0axW4DQkqrU0P2N33ymJqaYmZmxm+//catW7c4fPgwI0eO/CC2NG7cmIoVK9KjRw8uXrzIuXPn6N27N/Xq1ZMKJDs5ObFt2zaCgoK4fPky3bt3V3sYtbe3x8fHh379+rFjxw7Cw8M5evSo2kxbGhoa9OnTh3HjxuHk5JTnjFcFYWdnh0KhYPfu3Tx58kSK3M+LTp06oaGhwS+//JKvzLhx43j48KHaLHm7d+/m+fPn9O/fnwoVKqgtHTp0eG3K3JMnTwgKClJbckauAAwaNIjr168zduxYqZ5VVl2tLOe1k5OTFKkUGhrKoEGD1HSdPXuWWbNmceHCBSIjI9m2bRtPnjyR6gVNnTqV2bNns3DhQm7cuEFwcDC+vr789NNPedpe2H2fPHky69evZ/LkyYSGhhIcHKw2xb29vT3Hjx/nwYMHPH36NN+xat++PS9evOCrr76iQYMGatFTObG3tychIQF/f3+ePn2qlnY1YMAADh8+zP79+wtMlYNXhbZzOnSXLFlCeno61apVY+PGjYSGhhIWFsaff/7J9evXpegvfX19fv31V3bu3MkXX3zBlStXiIiIYMWKFfTp04eOHTvSuXNnSa+Liwvbt2+XPo8cOZLly5ezevVqQkND+eqrr3j58qXksDM2NqZ///6MHDmSI0eOEBgYSN++ffH09KRWrVqAytHl6upKr169uHz5MgcOHGDChAkMGTIEHR0dlEplruNXsmRJdHV1qVChguREa9WqFTNnzmTPnj1ERESwfft2fvrpJ7X0vpiYGIKCgggJUUVoh4WFERQUJNV+io+Pp2nTprx8+ZIVK1YQHx9PdHQ00dHRak7BiIgIHjx4kK8DWkZG5h9GFIHExETh5uYmlEqlmDZtmsjIyCiKmk+KuLg4AYi4uLgPbYqMzAcjMyNThF95Irb/dFEsHuSvtiwZclj4rw4RTx+8+NBmvh9SXgpx7nchFlYRYrKR+vKDgxBHZguR8OS9dP0s6ZlYcmmJqLuhrqiwqoLa8vm2z8XG6xtFYlrie+n7305GUpKI2bhR3GreQoSUc1FbwmrWEo8XLBBpT1TH7c7ug1LbuDb/E3Zjd0tLq0UnxM6gByItvfC/hxUm7Rd2Y3eLRvOOqq1Pe/xYPJo/X4TVqCn1d8Or1qvz6dicfHVuu7FN7fhX/M1bdNg6QFRYVUGMG71M+j6mpaYXbcA+Qt73729SUpIICQkRSUlJ70X/+8TPz0+UL19e6OjoiEqVKomjR48KQGzfvl0IIUR4eLgAxKVLl6Rtjhw5IgDx/PlzaZ2vr68wNjaWPvv4+Ig2bdpIn+vVqyeGDx+u1nebNm2Ej4+P9Pnu3buidevWQl9fXxgaGopOnTqJ6OhoqT08PFw0aNBA6OnpCRsbG7F48eJcepOSksSIESOEpaWl0NbWFo6OjmLlypVq/d6+fVsA4scff8w1Htn3PT+mTZsmLCwshEKhkOzPub9ZzJ49W5QoUUIkJCTkq3/WrFkCkHR9/vnnokWLFnn2ffbsWQGIy5cv59ler149gco9rbZMnz49z2O5c+dO4ejoKHR0dET9+vXF0qVLBSCdy8+ePRNt2rQRBgYGomTJkmLChAmid+/e0r6GhIQIb29vUaJECaGjoyOcnZ3FokWL1Gxau3at8PDwENra2sLU1FTUrVtXbNu2LU/732Tft27dKuk1NzcX7du3l2QDAgJEpUqVhI6Ojsh6lMl5jmbRuXNnAeQ6T/I6z7/88kthZmYmADF58mQ1+Tp16gg3N7c8bc/J3r17hbW1da7no4cPH4qhQ4eKMmXKCC0tLWFgYCBq1Kgh5syZI16+fKkme/z4ceHt7S2MjIyEtra2cHNzE3PnzhXp6erXbkD4+vqqrVu0aJGwtbUV2traokaNGuLMmTNq7UlJSWLw4MHC1NRUFCtWTLRr105ERUWpyURERIjmzZsLPT09YW5uLr755huRlpaW7z5PnjxZuLu7q62Lj48Xw4cPF7a2tkJXV1c4ODiI8ePHi5SUFEnG19c3z3M6a/yzjlNeS3h4uKRn1qxZwtvbO1/7ZGRk3g2FvSdSCPH61695ee0fPHiAn58fCoUCa2trKleujJmZWS45hULxTgsZfqzEx8djbGwsTaspI/Nf58m9FwQdiuTW+cdkZqpfZmzdiuPR2JbSLqaf3vTqmZlwY78qle7uKfU2TV1VbSfPoWDu9M67Tk5PZved3awJWUN4XLham4mOCV3KdaGrS1fM9czfed//dkRmJgnHjxPju4rEs2fV2hTa2hi1boVOWUce//02PaJVD6aaehIdrx6lZm2iR18ve7pUt8FQt+A6LxUmHyAhJR3HkgYcGpk79TwzMZHYHTtIDDiDcS07DG9OUzU0mgR1vslT5x8hf/Dj+R/zbGt1bSjW8arzbtCiemhqfRpprO/79zc5OZnw8HDKlClTqGK+Mh+WEydO0KhRI+7du5drhqz/OjNnzmTZsmXcu3fvQ5vyr0IIgZOTE4MHDy5UNKAQgpo1azJixAipwLnM+yM1NRUnJyfWrVsnzYgpIyPzfijsPVGhnExKpTLfB8GszfNqF0KgUCgKlTf9b0d2MsnI5E3C82SuHLnPtRMPSU1KV2szszbAo4kNTtVKoaH5bmoXfVQ8uKhyNl3bASLHddC5mcrZZP+ZqtbTOyRTZHLywUlWX1vNuWj14p3aSm1alW1Fb9feOJgUtaLQp03StWvErFpN/L590ux1OTEfNhTjQV+xJ/ghy4+HExKlXgPJUEeTbjVt6VPbHiuTvOt3ZDmZnEoa4JeHkwmA1ES47Q8vomHv31ONF+BkWnNtDXMuzMmzTXYyFQ3ZyfTvICUlhSdPnuDj44OFhQVr16790CZ9cJYsWUL16tUxMzPj1KlTDBs2jKFDhzJjxowPbdq/hidPnrBhwwbGjRvHvXv3MDU1LdR2QUFBBAcH0yufCRxk3h23bt3C39+fQYMGfWhTZGQ+ef4xJ1NByE4mGRmZLFKT0wk9FcXlw/d48Uw9+kPfWJuKDUrjVscaXf3Xz/LzryM2Es7+CoGrIfWFepulO3gOA7e2oPHu9z3kWQirLy7mwMMT5LwS17Gug4+bDzUsanx6EWXvgLSoKGL+/JPYjZvIzFGbxfx/wygxeDCg+q0LuP2M5SfucCTsiZqcplJBy0qWDKzjQAVr9Rmj3Cbt52VqRsFOpk0+ELJDfV0hnUxz6s7BXM+c1SGrOXbvGG1DhlMqTlWQVXYyFR7ZyfTvYNWqVfTv3x8PDw927dqVZ2Hv/xojRoxg48aNxMTEYGtrS69evRg3bhyamkWa9+c/iUKhwNzcnAULFtC9e/cPbY6MjIzMB+WdO5mKiuxkkpGRyU5mRiZ3gp4SdCiSR+Hq0R+aOhqUr22Je0MbjEu8/RTGHx3JcXBxDZxZBvH31duMSkPNQVDVB3SLMH31i2gIPwFl6oChhXrbjsFEB29grZEhW4wMSMhxTXcp7kJv1940K9MMLeUn6OR7SzISXhK3dQsxq9eQ9veEF1bz5mLcsmUu2ZuPXrDiZDjbLj0gNV296Hoth+IMrONAg3IlUSoVkpPJuZQBB0fk42RaVBWe3VJfV4CTafW11cy9MBeAOfXm0My+GQAxyTH4L77F41sqZ9mXi+qjofVpRA/KTiYZGRkZGRkZmfdPYe+JCvUq48iRI+/MMBkZmf82Sg0ljlVLUrZKCaJvxxF06B53Lj8BAekpGQQfuc/Vo/dx8CiBRxNbLByK4HD5WNE1htrDoOaXELITTi+CqCBVW/x98JsIx36EKr2h1pdgYlt43WvawJProNSCSl3AcwiU+nsa6qTnWGRk8M3zWAbFxrHN0IA/jQ2J+vtt9vWY63x38jvmX5xPz/I96eDcASNt2VmehYaBPsV9fDDt0YOE4ycQ6WkYNmmSp6xTKUO+71CJb5qW448zd/nzzF1iXqYCcOZODGfuxFC2hD79P3MgozAz0uUlY2L3xvtQXLc4mgo5ekFGRkZGRkZGRub9Uqg7znr18nnDKiMjI1NEFAoFlo4mWDqaEPs4kSv+9wgNiCI9NRMh4PalJ9y+9AQLByM8GttSxqMEyrymYv83oqEFFTtChQ6q4uCnF8ONfaq21Bdw5hc4uwxc20DtoWBdNbeOjDS4dxZKuoKeqcrBBJCZBkF/qpayjVTbi1cRNQZC0Dv+Bd3jX3BIvxirjQ25qqMDwOPEx/wU+BPLLi+jvVN7err2xNpATjnJQqGpiWHDBoWSLWGow8gmzgyuX5atF++z4kQ4d56+BOD2k5d8tz34lV4KOK+z0hg1daH1IsjM4IZVBX49+g2OJo50LtcZM73ck268Vq+MjIyMjIyMjIzMe0B+rSkjI/PBMSlZjLrdylGjtQNXjz8g+Mh9EuNV0R/Rd+LZ/9tVjMx1qdW2LE7VPqHZghQKVeFv+8/g6U0I+AUur4f0ZFWh8GvbVIudl6pIuHMzyEp1+2s4BK0FTT3wyGf2mtv+qiW7s+Hrq3DzIJoBv9As5jbeLxMJ1NVhjZEhR4vpIRQKEtMT+TP0T9ZdX0cTuyb4uPpQsUTFwu9X/EOVU6RY8SIPzaeCrpYGPWra0a26LYevP2b5iTucDY95c0WaulCpMwBLj4zgUOQhDt49yG9XfqONYxu5kLuMjIyMjIyMjMxHQZGcTDdv3iQgIAAANzc3qlZVf8t+4cIFQkJCAPD09MTJ6d1P1S0jI/PpoauvRbXm9lRubMuN848IOhRJzENV9Ef802T8VlzDxqU4ugafYN0gcydoNR8aToDzK+Dcb5D4VNV295RqMXOEWoPBvRvcP69qS0+CCytf6SlVASr3gjNLIPbu3yuzpVxpFYPq/aFqX7ixH0XAYqrdPUW15BQiNDX5w9iQnQYGpCgVZIpMDkQc4EDEAaqUrEJvt97UL10fDWUBBaPDT8AfbVX/u7VTOcesPN7NGP2LUSoVNHYtRWPXUly5H8vvJ8LZExxFRqbA1aqA1MQ80uXiUuOk/9NFOltvbmXrza3Usa6DgbbB+zBfRkZGRkZGRkZGplAUyck0f/58li1bBsC5c+dytWtpadGnTx8UCgVfffUVixcvfjsrZWRk/lNoaCkpX9sSF08L7oXGcHLTTZ5HJyIEvIxL+TSdTFnom0P9seD1P7iyURXd9PSGqu3ZLdgzEg7PgPSUvLfXMVLVc6oxEEL/goDFrxxS2gag87cTQqkElxaq5UEgnF6MfchOJj57ztDncWw0MmC9kSExGiqH0sXHF7n4+CK2hrb0cu1FG8c26GnmUZw94gRkpqv+D96sWuzrqJxNTk1fRWL9h6lU2oSF3SrzbXMXQh7G85mT+es3yjb7X/b5OrSUWqRlpgFw4sEJ9U3kdDkZGRkZGRkZGZl/mCLd7Z88eRIhBGXLls0VxQTg7u5OuXLlEEJw4sSJPDTIyMjIvB6FQoGtqxmly79Ku0pPzSxgi08ILT2o2gcGn4Xum1SOmiySYiBNFeGFQgmNp4Khlepz+Vaqv0oNcGsLAw5Bv4NQ+3/Q5Q/Q1Mndl3VV6OQLw4PAcyimmvp8GRvPwXsPmPrkGWVTUyXRyBeRzDw7kyZbmrDo0iKeJj1V1yXyOD4RJ2B9F1hSEy74QlpSUUflk8LKRI/GrqXQ1SogMuw1HOp0iFHVRmGpb/lmG8r+JxkZGRkZGRkZmfdAkZxMDx48QKFQUL58+XxlnJ2dJVkZGRmZt0FL+9Wl6tLBuzy9n/ABrfmHUSrB2Rv67IZBx6FiZ1BmC0I1sobPvoavg2H0bfAcnFuHbU1oOh3KNiy4LxNb8J4JI69Bk+noGFrTPuEl2x5EsyT6MTWTkiXRuJQ4frvyG023NGXSqUncen4rt77yrVUpflk8vQG7v4afK8CR2ZDw5I2GQkaFyJb+aKBlgI+bD3vb7+XHuj/iZuYGgLZSG1cz1w9loozMe0WhULBjx44PbUa+7NixA0dHRzQ0NPj6668/tDkfBRERESgUCoKCggq9zfs8zv7+/pQvX56MjIz3ol/mFampqdjb23PhwoUPbYqMjMw/RJGcTPHx8QA8f/48X5msthcvXhSlCxkZGRkJQ7NXaVm3Lz1h44xz7Fpwichrz9RShz55LN2hw3IYfkUVmWRVBRpOVLVpaKpS7d4FusaqdL3hl6H97ygt3amTlMzv0Y/Z/CCKVi9eovn3uKdlprH91nba7WrHl4e+JCAp+pULpFo/GHIeuq5XFS/PIvEpHPsefnaDXf+DJzfejd2fGE+TnnJPUXDkXlZKnKZSk+ZlmrO+5Xq2t97OX+3+orRhaUCVYvrwZiyZGf+RKEAZiazSBd9//73a+h07dqBQfPhwtvr167+1E6Yozov3zaBBg+jYsSP37t1j+vTpH9qcIpGUlETx4sUxNzcnJSWf9Ox86NOnD23btlVbZ2NjQ1RUFBUqVCi0nqioKJo3bw68++M8ZswYJkyYgIbGq0jS1NRU5syZQ5UqVdDX18fY2Bh3d3cmTJjAw4cP1ba/d+8e/fr1w8rKCm1tbezs7Bg+fDjPnj17bd9Hjx6lSpUq6Ojo4OjoyKpVq3LJ/PLLL9jb26Orq0vNmjVzlSdJTk5myJAhmJmZYWBgQIcOHXj06JGazPnz52nUqBEmJiaYmpri7e3N5cuX1WSuXLlCnTp10NXVxcbGhh9//DGXLfPnz6dcuXLo6elhY2PDiBEjSE5OVpMpyF5tbW1GjRrF2LFjXzs2MjIynwZFcjIZGxsjhODKlSvExsbman/+/Ll0ETMyKqCgqYyMjEwhKO9lSbUW9ugUexXBcy/0OX8tusyG6ecIPf2QjLT/0AO0sbUqMumLI+De5f31o6EFlTrBF8fAZzc4N8MlNY1ZT5+x795D+sbGY5j5atxPPTjFF0+P0cnKgl0G+qSJjFe1n/ruhYFHoEIHUPx9U5+RAhdXwy/VYW1nVdHw/5LTsAAevXxEy20taWGUgY9lSQ7raJL5dypiQY5VhUKBo6kjVgaq9MmMtEw2zjjH9nkXib4T/4/YLvNxoauryw8//FDgi8H/AqnZ0n7fJwkJCTx+/Bhvb2+srKwwNDQskp5/yt782Lp1K25ubri4uLyTaCINDQ0sLCzQ1Cx8OVgLCwt0dPJI8X5LTp48ye3bt+nQoYO0LiUlhSZNmjBr1iz69OnD8ePHCQ4OZuHChTx9+pRFixZJsnfu3KFatWrcvHmT9evXc+vWLZYtW4a/vz+enp7ExOQ/g2h4eDgtW7akQYMGBAUF8fXXXzNgwAAOHDggyWzcuJGRI0cyefJkLl68iLu7O97e3jx+/FiSGTFiBH/99RebN2/m2LFjPHz4kPbt20vtCQkJNGvWDFtbW86ePcvJkycxNDTE29ubtDRVHb/4+HiaNm2KnZ0dgYGBzJkzhylTpvDbb79JetatW8e3337L5MmTCQ0NZcWKFWzcuJHvvvvujezt0aMHJ0+e5Nq1a296uGRkZP6NiCLg5eUlFAqFUCqVon379iI+Pl5qi4+PF+3atZPaa9euXZQu/nXExcUJQMTFxX1oU2RkPllSktLE5cORYs34U2LxIH+1ZeXoE+L8nnCR9CL1Q5v5afM4TIhd/xNiekkhJhuJhCnG4o951sJ7uYuosKqC2tJwnZdYfmW5iE2OVdfx/K4Q+78TYqa1EJON1JdldYS4vEmI9P/2cTx091Cu8Wy5raXYELpBdP2rq7QuNaPgcYqJSsj1XVk8yF+kp2X8Q3vy/nnfv79JSUkiJCREJCUlvRf97xMfHx/x+eefCxcXFzF69Ghp/fbt28XrbgFv3bolWrduLUqWLCn09fVFtWrVhJ+fn5pMcnKyGDNmjChdurTQ1tYWZcuWFb///rvUHhwcLJo1ayb09fVFyZIlRc+ePcWTJ08k21BNfSktd+7cEWXLlhVz5sxR6+fSpUsCEDdv3hRCCAGI7du3S/9nX+rVqyfpb9OmjZgxY4awtLQU9vb2Qggh1qxZI6pWrSoMDAxEqVKlRLdu3cSjR4+kvo4cOSIAcejQIVG1alWhp6cnPD09xfXr1yWZoKAgUb9+fWFgYCAMDQ1FlSpVxPnz56Vtsy9HjhwRQghx4sQJ8dlnnwldXV1RunRpMWzYMJGQkCDptLOzE9OmTRO9evUShoaGwsfHRwghxJgxY4STk5PQ09MTZcqUERMmTBCpqamvtSWL1/WbH/Xr1xfLli0TS5cuFU2aNMnVfvXqVdGyZUthaGgoDAwMxGeffSZu3bolJk+enOcYhIeHC0BcunRJZGRkCGtra7FkyRI1nRcvXhQKhUJEREQU6jgfO3ZMaGpqiqioKDU9w4cPF5999lm++zZkyBDRsWNHtXWzZ88WSqVSXLx4Mc9tMjMzpf+bNWsmSpcuLRITE9VkoqKiRLFixcSXX36Zb99jxowRbm5uauu6dOkivL29pc81atQQQ4YMkT5nZGQIKysrMXv2bCGEELGxsUJLS0ts3rxZkgkNDRWACAgIEEIIcf78eQGIyMhISebKlStq36MlS5YIU1NTkZKSIsmMHTtWlCtXTvo8ZMgQ0bBhQzV7R44cKby8vAptbxYNGjQQEyZMyHdsZGRkPn4Ke09UpEimxo0bS//v2LEDOzs7GjZsSMOGDbGzs2Pnzp15ysrIyMi8Ddq6mlRqYEOPaZ54D6xAqTKvIiUT41M5u+sOq787xbH1YcQ+TvyAln7ClHCGVgtgxDWoPw59PTN6xr9g9/2HzH30hErJr9IqHqfGseDiAppsacL3577n/ov7qobstZ+azgCj0q/0R12GbQNggTucWgjJcW9tckrGm6V6fBTkEax0N/4uM87O4Oqzq2+lWt9EB6XGh0+Vkvln0NDQYNasWSxatIj79+8XeruEhARatGiBv78/ly5dolmzZrRq1YrIyEhJpnfv3qxfv56FCxcSGhrKr7/+ioGBagbL2NhYGjZsSOXKlblw4QL79+/n0aNHdO7cGYAFCxbg6enJwIEDiYqKIioqCltbW/r164evr6+aLb6+vtStWxdHR0dykpWWc+jQIaKioti2bZvU5u/vT1hYGH5+fuzevRuAtLQ0pk+fzuXLl9mxYwcRERH06dMnl97x48czb948Lly4gKamJv369ZPaevToQenSpTl//jyBgYF8++23aGlpUbt2bcLCwgBVJFBUVBS1a9fm9u3bNGvWjA4dOnDlyhU2btzIyZMnGTp0qFqfc+fOxd3dnUuXLjFxoioV2tDQkFWrVhESEsKCBQtYvnw5P//882ttAQrdb05u375NQEAAnTt3pnPnzpw4cYK7d+9K7Q8ePKBu3bro6Ohw+PBhAgMD6devH+np6YwaNYrOnTvTrFkz6bjWrl1bTb9SqaRbt26sW7dObf3atWvx8vLCzs4ul015Hee6devi4ODAH3/8IcmlpaWxdu1ateOVkxMnTlCtWjW1devXr6dJkyZUrlw5z22y0ktjYmI4cOAAgwcPRk9PfYZVCwsLevTowcaNG6WI0/r166udXwEBAbmejby9vQkICABUEWyBgYFqMkqlksaNG0sygYGBpKWlqcm4uLhga2sryZQrVw4zMzNWrFhBamoqSUlJrFixgvLly2Nvby/ZUrduXbS1tdVsCQsLkyIfa9euTWBgoDT+d+7cYe/evbRo0aLQ9mZRo0YNeUIoGZn/CIWPWc3GF198wdy5c0lKSkIIQWxsLMeOHQNUYfxZF2I9PT2++OKLd2etjIyMDKBUKnCsWhLHqiWJvhNHkF8kd4KeIIRq9rmrxx5w9fgDylQyp3ITWyzKGn8U9Uc+KfTNof634DUcrmxEM+AXvJ/eoGliEkE62qw2NuKwvj4CQVJ6EmtD17L++noa2TbCx80H9xLuqtpPtYdBzS8hZCecXkRaVBBBujo4J0Rh7DcRjv0IVXpDrS9Vzqk3ZN6Feay6topK5pXo7dabRraN0FQW6afvHyV7ce9qSckolZqc08ltt+INpomzcDDCsWopbFyLy9+Hd8Gv9SDh8evl3jUGJWHQsTfapF27dnh4eDB58mRWrFhRqG3c3d1xd3eXPk+fPp3t27eza9cuhg4dyo0bN9i0aRN+fn7SA6aDg4Mkv3jxYipXrsysWbOkdStXrsTGxoYbN27g7OyMtrY2xYoVw8LCQpLp06cPkyZN4ty5c9SoUYO0tDTWrVvH3Llz87SzRIkSAJiZmanpAdDX1+f3339Xe4jO7nxwcHBg4cKFVK9enYSEBMlBBjBz5kzq1asHwLfffkvLli1JTk5GV1eXyMhIRo8ejYuLCwBOTk7SdiVLlgSgePHikj2zZ8+mR48eUv0pJycnFi5cSL169Vi6dCm6uroANGzYkG+++UZtHyZMmCD9b29vz6hRo9iwYQNjxowBKNCWwvabk5UrV9K8eXNMTU0BlePB19eXKVOmAKr6O8bGxmzYsEFyaGVN+AOq+/+UlJRcxyM7PXr0YN68eURGRmJra0tmZiYbNmxQ29/s5Hec+/fvj6+vL6NHjwbgr7/+Ijk5WXJm5sXdu3exsrJSW3fjxg3q16+vtq5du3b4+fkBUKlSJU6fPs3NmzcRQuQ7+VH58uV5/vw5T548oWTJktja2mJp+Wr2z+joaEqVKqW2TalSpYiPjycpKYnnz5+TkZGRp8z169clHdra2piYmOSSiY6OBlTOyaNHj9K2bVupLpiTkxMHDhyQUhajo6MpU6ZMLh1ZbaampnTv3p2nT5/y2WefIYQgPT2dL7/8UkqXe/r06WvtzcLKykrNWSkjI/PpUqRIJisrKxYvXgyoPPvZb1YVCoXkvV+4cCHW1tbvwEwZGRmZvLFwMKbZoIr0mFaLig1Ko6nzd70fAeGXn7Jt7kW2/hjIrcDHcuHj94GWHlTtA4PPQvdNKOzrUDkllfkJsLvFerqW64quhupBJlNk4nfXj557e9Jrby8O3T1ERmaGqvZTxY7wxVGm1OpMP8tSNLaxYoaZKZGZSXDmF1jgAZv7woPANzJv1+1dAFx5eoVRx0bx+fbP+TPkT16mvXzHA/H+qJuUxIrnyWz8fCMtHVqiqVA9IJQ2KI2GQuM1W7/CpGQx3BvZUNxS/32Z+t8i4TG8ePjPL0V0bP3www+sXr2a0NDQXG0GBgbS8uWXX6p2LyGBUaNGUb58eUxMTDAwMCA0NFSKZAoKCkJDQ0NyxOTk8uXLHDlyRE13liPk9u3b+dppZWVFy5YtWblyJaByGqSkpNCpU6c33ueKFSuqOZhAFQXSqlUrbG1tMTQ0lOzPHqEFKqdCFllOgqwaMyNHjmTAgAE0btyY77//vsD9AdVYrFq1Sm0svL29yczMJDw8XJLLGV0Dqno3Xl5eWFhYYGBgwIQJE9RsLciWwvabnYyMDFavXk3Pnj2ldT179mTVqlVk/l2DLygoiDp16kgOpqLg4eFB+fLlpWimY8eO8fjx4zc+zn369OHWrVucOXMGgFWrVtG5c2f09fO/ziUlJeXrYMvOkiVLCAoKol+/fiQmqkdHi0LWD1yzZg2zZ88ulOy7JCkpif79++Pl5cWZM2c4deoUFSpUoGXLliQlJRVaz9GjR5k1axZLlizh4sWLbNu2jT179hSpoL2enl6ucZSRkfk0KfLr3D59+mBiYsLIkSOJiIhQa7O1tWXevHlqBfVkZGRk3ifGJYpRt4szNT4vw7UTD7hy5D6JcarCqY/C4zmw/CqGZrq4N7ShvJcl2roffzTLvwqlEpy9VUv8Q9Aqhq2eCeNLuDHEYwibbmxi/fX1PE16CkDQkyCCjgZhY2hDz/I9aevYlmJaxbiSpHoLm6xUstHIkE2GBjRITMIn7gWVr21DcW0b2NaG2kPBuTkolSSmJfLNsW+IS4mjrWNbWpdtja6m6gEiPTNdzcwHCQ/44fwPLAlaQsdyHenh0oNS+upvYAtD9qjd94HImS+nUOBq5sr3db7n6ypfE/AwgJqWNeWIpA+JQcl/Vb9169bF29ubcePG5UoPyz5jV9aELaNGjcLPz4+5c+fi6OiInp4eHTt2lApS50wVyklCQgKtWrXihx9+yNWWPbIjLwYMGECvXr34+eef8fX1pUuXLhQrVqwQe6lOTkfDy5cv8fb2xtvbm7Vr11KiRAkiIyPx9vbOVWg7uwMl63uW5WSZMmUK3bt3Z8+ePezbt4/JkyezYcMG2rVrl6cdCQkJDBo0iP/973+52mxtX0Vo5rQ3ICCAHj16MHXqVLy9vaXooXnz5kkyBdlS2H6zc+DAAR48eECXLuqTSmRkZODv70+TJk1ee+wLS48ePaTC0uvWraNZs2aYmZm9kY6SJUvSqlUrfH19KVOmDPv27ePo0aMFbmNubp6rEL6Tk5OU6phF1nlavHhxaZ2joyMKhYLQ0NA8j3doaCimpqZS5FVOLCwscs0C9+jRI4yMjNDT00NDQwMNDY08ZbIiuCwsLEhNTSU2NlYtmim7zLp164iIiCAgIAClUimtMzU1ZefOnXTt2jVfW7L6AJg4cSK9evViwIABgMpx+/LlS7744gvGjx+Pubn5a+3NIiYmJt9xkZGR+bR4q6estm3b0rZtWy5evMidO3cAVehxlSpV3olxMjIyMm+Krr4WVZvZ49HYlpsXHhHkd49nDxIAePEsmZObb3Judzhudayo1KA0Bqavf5sp84YYqachmOia8EWlL+jj1oc9d/awJmQNt2JvAXDvxT1mn5vNL0G/0KVcFxLTcrwtVig4rF+Mw/rFqJicgk9cPI0iT6MZeRqKlwXPwZwzt+Hkg5MABD8NZvGlxXRx6ULXcl3VdHlZe3HqwSkAXqS9wPeqL39c+4NmZZrh4+aDS3GXQu3e6YenGXFkBCWLlaRH+R60cWyDnua7eejKC0UOf5OFvgXtnPJ+mJX5B3nDlLWPge+//x4PDw/KlSuntj6vWkenTp2iT58+0oN0QkKC2kvFihUrkpmZybFjx/Ksv1mlShW2bt2Kvb19vjOKaWtrk5GRkWt9ixYt0NfXZ+nSpezfv5/jx4/nu09ZkUp56cnJ9evXefbsGd9//z02NjYAXLhw4bXb5YWzszPOzs6MGDGCbt264evrm6+TqUqVKoSEhOQ5zgVx+vRp7OzsGD9+vLQur3Sj/GwpSr8rVqyga9euan2CKn1wxYoVNGnShEqVKrF69WrS0tLyjGbK77jmpHv37kyYMIHAwEC2bNnCsmXL8pUt6DgPGDCAbt26Ubp0acqWLYuXl1eB/VauXJmQkBC1dd26dWPChAlcunQp37pMoErXa9KkCUuWLGHEiBFqDrfo6GjWrl1L7969830B4Onpyd69e9XW+fn54enpKe1n1apV8ff3p23btoDKuenv7y/V0qpatSpaWlr4+/tLL/TDwsKIjIyU9CQmJqJUKtXsyPqc5Sz19PRk/PjxasfRz8+PcuXKSamSWXqyo6GhiqAVQhTK3iyuXr1a4NjKyMh8OhQpXS4nVapUoWPHjnTs2FF2MMnIyHwUaGgqcallSZcJ1Wk93ANbt1dvIlOT0rl0MJI/xgfg53uNJ/defEBL/ztoa2jTzqkd21pvY1njZXhaekpt8anxLA9ezuMkVTqKhkKDr6t8TUm9V1Ebwbo6jCpVgs9LW/GnkSEvn9+BPd+QtEv9RvZ5ynOWXV5G0y1NSUhTORjtjexZ1ngZ21tvp51jO7SUqhvqdJHO7ju76fRXJwYcGMCJ+ydemwax985eEtMTiYiPYObZmTTZ0oSFFxdKUVrvgsKmYsjIvAkVK1akR48eLFy48LWyTk5ObNu2jaCgIC5fvkz37t2lh1NQ1Qfy8fGhX79+7Nixg/DwcI4ePcqmTZsAGDJkCDExMXTr1o3z589z+/ZtDhw4QN++fSVHgb29PWfPniUiIoKnT59K+jU0NOjTpw/jxo3DyclJenDOi5IlS6KnpycVFo+Ly3+yAFtbW7S1tVm0aBF37txh165db5z2k5SUxNChQzl69Ch3797l1KlTnD9/Pt8aPQBjx47l9OnTDB06lKCgIG7evMnOnTtfW4DbycmJyMhINmzYwO3bt1m4cCHbt28vtC1v2u+TJ0/466+/8PHxoUKFCmpL79692bFjBzExMQwdOpT4+Hi6du3KhQsXuHnzJn/88YcUCWRvb8+VK1cICwvj6dOnpKWl5dmfvb09tWvXpn///mRkZNC6det8x6Kg4+zt7Y2RkREzZsygb9++BY5plvzJkyfV1o0YMQJPT08aNWrEggULuHjxIuHh4Rw4cIB9+/ZJjhVQ1RtLSUnB29ub48ePc+/ePfbv30+TJk2wtrZm5syZkmzv3r0ZN26c9PnLL7/kzp07jBkzhuvXr7NkyRI2bdrEiBEjJJmRI0eyfPlyKb31q6++4uXLl9K+GRsb079/f0aOHMmRI0cIDAykb9++eHp6UqtWLQCaNGnC8+fPGTJkCKGhoVy7do2+ffuiqalJgwYNAJWTT1tbm/79+3Pt2jU2btzIggULGDlypGRLq1atWLp0KRs2bCA8PBw/Pz8mTpxIq1atpDF5nb1ZnDhxgqZNm772+MjIyPz7eSdOJhkZGZmPFYVCgU354rQa5kHXiTVwqW2JUjMr9UFw4+wjNs08z8nNNz+wpf8dFAoFXtZe/Nb0N7a02kLrsq1zFeM20jaif8X+7O+wn1mfzcLZ9FVR2QdamvxgZkoTG2t+MjXhUYZ6fQkNheqnLTUzlUyhXofL0dSRaV7TONjxIAMrDsRYx1hqOxt9lsH+g2m3sx3bbm7Ld1a6tEz1B6a4lDiWBy+n6ZamTDw1kZvPi3AuxUdBWvKrj6nx0v/vLCFOzqyTAaZNm6bmLMqPn376CVNTU2rXrk2rVq3w9vbO9SJx6dKldOzYkcGDB+Pi4sLAgQN5+VJV78zKyopTp06RkZFB06ZNqVixIl9//TUmJiZSZMSoUaPQ0NDA1dVVSl3Lon///qSmpr7WaaCpqcnChQv59ddfsbKyok2bNvnKlihRglWrVrF582ZcXV35/vvv8y0onh8aGho8e/aM3r174+zsTOfOnWnevDlTp07Nd5tKlSpx7Ngxbty4QZ06dahcuTKTJk3KVXw6J61bt2bEiBEMHToUDw8PTp8+Lc06Vxhb3rTfNWvWoK+vT6NGjXK1NWrUCD09Pf7880/MzMw4fPgwCQkJ1KtXj6pVq7J8+XIpGmbgwIGUK1eOatWqUaJECU6dOpXvPvbo0YPLly/Trl27AtPwCjrOSqWSPn36kJGRQe/evQsc06w+r127ppYep6uri7+/P2PHjsXX15fPPvuM8uXL8/XXX+Pl5cWOHTskWScnJy5cuICDgwOdO3embNmyfPHFFzRo0ICAgAC19LrIyEiioqKkz2XKlGHPnj34+fnh7u7OvHnz+P333/H29pZkunTpwty5c5k0aRIeHh4EBQWxf/9+teLaP//8M59//jkdOnSgbt26WFhYqM2s6OLiwl9//cWVK1fw9PSkTp06PHz4kP3790tpgMbGxhw8eJDw8HCqVq3KN998w6RJk9QmbZowYQLffPMNEyZMwNXVlf79++Pt7c2vv/76RvYGBAQQFxdHx44dX3t8ZGRk/v0oRCFelzZs2BBQTcM5adIk6XOhOlAo8Pf3L7qF/xLi4+MxNjYmLi5OqmcgIyPzcfIyLoXgo/e5evwBKS9f1ezpMqE65qUNP6Bl/10eJz5m/fX1bAzbyIvUFzS0aciChgukdiEEZ6LOsDpktZTylhffPouh0csk1tpVYIsyiYQMlePGo4QHf7T4I5d8Yloiu27v4o+QP4h8oV74t7hucbq5dKNLuS6Y6ppK68ceH8vecFW6Q+WSlQl+Eky6UK/95GXlhY+bD7Usa72+btKltbBzsGq2vap9oeYgOh0bzvUY1cw8w2NiGZCmDWMKLi6cF8+jX7JuylkAXDwtaOTj+sY6Pnbe9+9vcnIy4eHhlClTplDFgmXeDSdOnKBRo0bcu3cv18xVMjI56d+/P0+ePGHXrl2Fkh89ejTx8fFqzhKZ90eXLl1wd3eXZqWTkZH5d1LYe6JC1WQ6evQoCoUCc3Nztc+v430XRpWRkZEpCvrGOtRqU5aqzezxHXuStGRV6sbGGeexdSuOR2NbSruYytevf5CSxUoyvMpwBlYcyI3nN3Azc1NrVygUeFp54mnlya3nt1gTsobdd3bniioCsMjI4Js7lxmkULDNyomrJR3oWeXrPPstplWMri5d6eTciaP3j7Lm2houPr4IQExyDL8E/cKK4BW0LtuaXq69sDe2VyvKPeuzWWgqNVl3fR1bwrbwIk2Vennq4SlOPTyFs6kzPm4+NLdvjpZGPjMx3Tyg+pscB6fmQ8AvlClbkazJn0tlpAPaeW8rI/OJkZKSwpMnT5gyZQqdOnWSHUwyBRIXF0dwcDDr1q0rtIMJYPz48SxZsoTMzMxcNYdk3i2pqalUrFhRLSVQRkbm06ZQkUxZheI6dOjApk2bchWSy48sJ1Nhiv/925EjmWRk/p08uPGcfcuCSUlUj0QxK22AR2MbnKqVQkNTvgH9GHma9FSKfopLUdXn+MWqBXWv7oU49agkDC2hxhdQrS/omeah7RXBT4JZHbIav7t+aul2ChTUs6nHs6RnBD8NBmBf+32UNiwNwMu0l2y/uZ0/Q//kQcIDNZ0l9UrSrXw3Ojl3UkvRA2BjTwj9S23VmBJm7DNQzTS1794DSmubypFM+SBHMn1arFq1iv79++Ph4cGuXbuwtrb+0CbJfMTUr1+fc+fOMWjQIH7++ecPbY6MjIzMJ01h74kK7WQC6Nixo+RkKiyyk0lGRuZjJzU5ndBTUVw+fI8Xz5LV2vSNtanYoDRudazR1c8nEkXmg5KUnsShu4fQUmrhbe+NIjMDQndBwGJ4EKgurKUPVXpBra/A1L5AvQ8SHvBnyJ9su7mNxPTEPGX2d9iPtYH6Q3B6Zjr+kf6subaGK0+vqLXpaerRzrEdPV17YmOomt1Kzcnk0QOu72GMoYbkZNp/7wHWspMpX2Qnk4yMjIyMjIzM++edOpmypkvV19fH3Nw8z+lTC8LOzu6N5P+NyE4mGZl/P5kZmdwJekrQoUgehcertWnqaFC+tiXuDW0wLvH+pquXeYcIAZFnVM6m63sgW5obCiWUbwWew8CmeoFq4lPj2XJjC2tD1/I48bFa28EOB7E0sMyne0HQkyBWX1vN4cjDaml2SoWSRraN6O3aG4/Dc+D6blXDyOuga8ToPb3YH68qIL7/3gOsi7vA4NNvPAQxUS9ZP1V2Mr0NspNJRkZGRkZGRuYd12TK6ST60E6jv/76i4MHD3Lx4kWCgoJITExk8uTJTJkypUj61q5dy4IFC7h27Rra2tp4eXkxbdq0XLOoyMjIfNooNZQ4Vi1J2SoliL4dR9Che9y5/AQEpKdkEHzkPleP3sfBowQeTWyxcDB+vVKZD4dCAXaequXZbTizRFVkOz0JRCaE7FQtNjXBcyi4tASlRi41RtpG9KvQj17le7E/Yj9rQtZwPeY6ZY3LUko//3oxCoWCyiUrU7lkZe7G3+WPkD/YeWsnyRnJZIpM/O764XfXD3dFMXyK6dEwMQkNAG19RHEH+NvJpPDoCVX6vadBkpGRkZGRkZGRkXl3FMrJlBMHBwcADAwMCAwMlKYs/aeYN28ex44dw8jICCsrK27dulVkXTNnzmTChAnY2dnx5Zdf8uLFCzZs2EDt2rXx9/fHy8vrHVouIyPzb0ChUGDpaIKlowmxjxO54n+P0IAo0lMzEQJuX3rC7UtPsHAwwqOxLWU8SqBUykXCP2rMykLLedBgPFxYAWd/g5d/RyXdO6taTMtArcFQuQdo6+dSoaWhRauyrfjc4XPuJ9zHTNcMpaJw6eN2RnZMqDWBoR5D2XRjE+tC1/Es+RkAl0UiI0uVoHRaGr3u7KStW44puOt/CwYFT3VeKORC9jIyMjIyMjIyMu+ZQqXL5URPT4/U1FQaNGjAoUOH3oddBXLixAksLCxwdHRk48aNdOvWrUiRTDdv3sTV1RUHBwfOnTuHsbEqKiEoKIhatWrh4ODA1atXC1WDSk6Xk5H5tEl+mcbV4w8IPnKfxPhUtTYjc13cG9lSvrYlWjq5I2FkPkLSUyB4M5xeDE9C1dt0TaBaP6g5CAwt3kv3qRmp7LmzhzUha7gVq/6ixEjbCF1NXSk1r6CUvNehli5X25JGvcu/neEfIXK6nIyMjIyMjIzM+6ew90RFmjIpK13uQ03vXadOHZycnN66f19fX9LT0xk/frzkYALw8PCgW7duhIaGcvLkybc1V0ZG5hNAV1+Las3t6T2zNg17u1Dc6lWkS/zTZE5svMHqcacI2HGbl7EpH9BSmUKhqQOVe8LgAOi5FRwavGpLjoWTP8HPFWD7VxB99Z13r62hTTundmxrvY1lWmXwTEqS2uJT49VqP32o31oZGRkZGRkZGRmZN6VITqYOHToghODixYvEx8e/foOPlKNHjwLQtGnTXG3e3t4AHDt27J80SUZG5iNHQ0tJ+dpWdJ1Yg1bD3LFxLS61pSSmc3H/XdaMP43/qhCe3k/4gJbKFAqFAhwbQ+8d8OVJcO8Gyr9TwDPT4PI6WOYFa9rCrUOqYuLvtHsFXkpDfot+wpYHUbS2bYKmUj2TXVtD+532KSMjIyMjIyMjI/O+KJKT6bvvvqNixYrExsbSpUsX7t27967t+ke4efMmBgYGWFjkTodwcnKSZPIiJSWF+Ph4tUVGRua/g0KhwNbNjNb/86DLhBq41LJAqaGKOMnMEFw/E83GGefYteASkdeeUYTMZJl/GouK0G4ZfB0Mn40A3WyF3e8cgT87wNLacOlPVbrdO6Zcahozq43lQIcD9K/QH3sje7qU60Jx3eKv3zg/5NNORkZG5p2gUCjYsWOH9Pn69evUqlULXV1dPDw8iIiIQKFQEBQU9MFs/Kfp06cPbdu2fWs92cf2nx7HiRMn8sUXX/wjff3XCQkJoXTp0rx8+fJDmyLznimSk6lVq1ZoaGgghODgwYOULVsWZ2dn6tevT8OGDdWWRo0avWub3xlxcXFqaXLZyarrEBcXl2f77NmzMTY2lhYbG5v3ZqeMjMzHjXlpAxr1caX3zNpUaWaHTrFXkSj3Qp/z16LLbJh+jtDTD8lIy/yAlsoUCiNLaDwFRoRA8x/B1P5V2+MQ2DkE5leE43MgMeadd1+yWEm+rvo1f7X7iwm1Jrxz/TL/LaKjoxk2bBgODg7o6OhgY2NDq1at8Pf3/yD2KBQKaTE2NsbLy4vDhw9/EFsKQ07HwrsmPDyc7t27Y2Vlha6uLqVLl6ZNmzZcv379vfX5b+PJkyd89dVX2NraoqOjg4WFBd7e3pw6deoftSMqKormzZtLnydPnoy+vj5hYWH4+/tjY2NDVFQUFSpUKJL+LOdK1mJoaIibmxtDhgzJ9dJ71apVKBQKmjVrprY+NjYWhUIhZWtkZ9CgQWhoaLB58+Y3tkVbWxtHR0dmzJih9tJswYIFrFq1qkj7mx9vO45vQnR0NAsWLGD8+PG51g8fPhxHR0d0dXUpVaoUXl5eLF26lMTERDXZ06dP06JFC0xNTdHV1aVixYr89NNPZGRkvLb/X375BXt7e3R1dalZsybnzp1Ta09OTmbIkCGYmZlhYGBAhw4dePTokZpMZGQkLVu2pFixYpQsWZLRo0eTnp4utUdFRdG9e3ecnZ1RKpV8/fXXedqyefNmXFxcpH3Yu3dvvnZ/+eWXKBQK5s+fn6ttz5491KxZEz09PUxNTdWckK6urtSqVYuffvrptWMj8++mSLPLHT16VLroCCFIT0/n1q1b3L59W01OCFGkWhJ5FfD++uuvMTExKYq574Vx48YxcuRI6XN8fLzsaJKR+Y+jb6KDZ9uyVGtuT+jpKC77RxL/NBmAmIcvObzmOmd23KFi/dJUqGuNrsG7n5nz2YMEjq0Po5iRDpUalsayrLFc06eo6Bioin9XHwDXd6uKhN//+wYw4REcngEnfgKPHlDrK9UMdkWhCFFuKUnpaOloyLMayhRIREQEXl5emJiYMGfOHCpWrEhaWhoHDhxgyJAhRXZkpKamoq1d9DROX19fmjVrxtOnTxk/fjyff/45V69elWYvzk5aWto/Povx+yCv/UhLS6NJkyaUK1eObdu2YWlpyf3799m3bx+xsbEfxtCPkA4dOpCamsrq1atxcHDg0aNH+Pv78+zZs3/UjpyZD7dv36Zly5ZSrdq8ZIrCoUOHcHNzIzExkeDgYBYsWIC7uzt//fWX2st7TU1NDh06xJEjR2jQoEEBGiExMZENGzYwZswYVq5cSadOnd7IlpSUFE6ePMmAAQOwtLSkf//+APm+rH8bNDQ03sk4Fobff/+d2rVrqx3DO3fuSNfNWbNmUbFiRXR0dAgODua3337D2tqa1q1bA7B9+3Y6d+5M3759OXLkCCYmJhw6dIgxY8YQEBDApk2b8r0H27hxIyNHjmTZsmXUrFmT+fPn4+3tTVhYGCVLlgRgxIgR7Nmzh82bN2NsbMzQoUNp37695GDNyMigZcuWWFhYcPr0aaKioujduzdaWlrMmjULUGXflChRggkTJvDzzz/nacvp06fp1q0bs2fP5vPPP2fdunW0bduWixcv5nL2bd++nTNnzmBllXvW261btzJw4EBmzZpFw4YNSU9P5+pV9bqWffv2ZeDAgYwbNw5NzSK5ImT+DYgioFAohFKpfO2SJfemoArwV1vCw8PzlF2/fr0AxOTJk9+4H3Nzc2FgYJBn24ULFwQgevXqVShdcXFxAhBxcXFvbIeMjMynSUZGprh18ZHY8sMFsXiQv9qybOgRcXTddfH80ct32ufRddfV+tk0+7y4cT5aZKRnvNN+/rNEnhViQ08hppgIMdko22IsxPruQtwNECIz8810ruv2Sk989GvFb5yLFr98dVisGH1CnN9zRyS9SM1X9tmDBOlc8F8d8mZ2/Ut437+/SUlJIiQkRCQlJb0X/e+T5s2bC2tra5GQkJCr7fnz59L/d+/eFa1btxb6+vrC0NBQdOrUSURHvzoXJ0+eLNzd3cXy5cuFvb29UCgUko7+/fsLc3NzYWhoKBo0aCCCgoIKtAkQ27dvlz4/ePBAAGLZsmVS+5IlS0SrVq1EsWLFpPu7JUuWCAcHB6GlpSWcnZ3FmjVrculdtmyZaNmypdDT0xMuLi7i9OnT4ubNm6JevXqiWLFiwtPTU9y6dUttu4L02tnZqd2L2tnZSW07duwQlStXFjo6OqJMmTJiypQpIi0tTc2evPYjO5cuXRKAiIiIKHDMIiMjRadOnYSxsbEwNTUVrVu3VrsvTk9PFyNGjBDGxsaiePHiYvTo0aJ3796iTZs2avvy888/q+l1d3dXs+t1xzPrPFizZo2ws7MTRkZGokuXLiI+Pl6SycjIED/88IMoW7as0NbWFjY2NmLGjBmF3pecPH/+XADi6NGjBY5R1ng3a9ZM6OrqijJlyojNmze/0TgKIcSKFSuEq6ur0NbWFhYWFmLIkCFqfWSduzmfUyZPnizCw8MFIC5duiRtc/XqVdGyZUthaGgoDAwMxGeffZbrHMwir+2FUI1p/fr1hZ2dnUhPTxdCCOHr6yuMjY3FwIEDRY0aNXKN15EjR9R0rFq1StSqVUvExsaKYsWKicjIyALHMz9bGjVqJAYPHix99vHxUTvP6tWrJ4YNGyZGjx4tTE1NRalSpXKd+zdu3BB16tQROjo6onz58uLgwYNqY5uz7yNHjghAHDp0SFStWlXo6ekJT09Pcf36dTW906dPFyVKlBAGBgaif//+YuzYscLd3b3A/XRzcxOLFy9WW+ft7S1Kly6d53VTCCEy//6NT0hIEGZmZqJ9+/a5ZHbt2iUAsWHDhnz7rlGjhtr5lZGRIaysrMTs2bOFEELExsYKLS0ttfM4NDRUACIgIEAIIcTevXuFUqlUu14vXbpUGBkZiZSUlFx91qtXTwwfPjzX+s6dO4uWLVuqratZs6YYNGiQ2rr79+8La2trcfXq1VzXlLS0NGFtbS1+//33fPdZCCFSUlKEjo6OOHToUIFyMh8nhb0nKlK63N/Oqdcu71K3vb19kfXlh5OTEwkJCURHR+dqywpLzarNJCMjI/OmKJUKylYuSYcxVekwpiplq5Qg64VWelomV489YO3kM+xdeoWHt2LfSd2mtBT18OzHEfEc/P0af048w2X/e6Qmp+ezpUyhsKkBXf6AYRehxiDQypplUKiinVZ6w++N4dp2yCjCWBci6uxO0BNEpiApPpWzu8JZPe4Ux9aFEfso8bXbyvx3iImJYf/+/QwZMgR9ff1c7VnR4ZmZmbRp04aYmBiOHTuGn58fd+7coUuXLmryt27dYuvWrWzbtk2qldKpUyceP37Mvn37CAwMpEqVKjRq1IiYmMKnkerp6QGq6KgspkyZQrt27QgODqZfv35s376d4cOH880333D16lUGDRokRQ5kZ/r06fTu3ZugoCBcXFzo3r07gwYNYty4cVy4cAEhBEOHDpXkX6f3/PnzgCryKioqSvp84sQJevfuzfDhwwkJCeHXX39l1apVzJw5U82enPuRkxIlSqBUKtmyZUu+qTVpaWl4e3tjaGjIiRMnOHXqFAYGBjRr1kwas3nz5rFq1SpWrlzJyZMniYmJYfv27YU+BlkU5njevn2bHTt2sHv3bnbv3s2xY8f4/vvvpfZx48bx/fffM3HiREJCQli3bh2lSpUq9L7kxMDAAAMDA3bs2EFKSsG18CZOnEiHDh24fPkyPXr0oGvXroSGhha676VLlzJkyBC++OILgoOD2bVrF46Ojnn2FRUVhZubG9988w1RUVGMGjUql8yDBw+oW7cuOjo6HD58mMDAQPr166eWylQYlEolw4cP5+7duwQGBqq1TZkyheDgYLZs2VKgjhUrVtCzZ0+MjY1p3rx5kVLcLly4QGBgIDVr1ixQbvXq1ejr63P27Fl+/PFHpk2bhp+fH6C63rRv3x5tbW3Onj3LsmXLGDt2bKH6Hz9+PPPmzePChQtoamqqfafWrl3LzJkz+eGHHwgMDMTW1palS5cWqC8mJoaQkBCqVasmrXv27BkHDx7M97oJr2Z8PXjwIM+ePcvz2Ldq1QpnZ2fWr1+vtl3WuKemphIYGEjjxo2ldqVSSePGjQkICAAgMDCQtLQ0NRkXFxdsbW0lmYCAACpWrCh9x0A1eVV8fDzXrl0rcP+zExAQoNZPlp6sfkB17Hr16sXo0aNxc3PLpePixYs8ePAApVJJ5cqVsbS0pHnz5rkimbS1tfHw8ODEiROFtk/m30eRYtTCw8PftR0fhHr16hEQEMDBgwfp3bu3WtuBAwckGRkZGZm3xcLBmGZfVCTuSRJXDt8j5HQU6SkZICD88lPCLz+lpL0RHo1tKFu5BEqNor0DSE999aCiqaUk/e8aUC9ikjm5+Sbndofj9pkVlRqWxsBU953s23+S4mWgxY/QYBxc8IWzv0LC3y8sHlyAzX3AxBZqDYbKPUHHsABlb+ZcFJnq8ulpmVw9/oCrJx5QppI5Ho1tsXSU0yTfN112d+Fp0tN/vF9zPXM2fr7xtXK3bt1CCIGLi0uBcv7+/gQHBxMeHi6l/a9ZswY3NzfOnz9P9erVAdVD0Zo1ayhRogQAJ0+e5Ny5czx+/BgdHR0A5s6dy44dO9iyZUuhCukmJiYyYcIENDQ01O63unfvTt++faXP3bp1o0+fPgwePBiAkSNHcubMGebOnauWJtS3b186d+4MwNixY/H09GTixInSjMHDhw9X0zt37twC9Wbtq4mJiVr6ztSpU/n222/x8fEBwMHBgenTpzNmzBgmT56c737kxNramoULFzJmzBimTp1KtWrVaNCgAT169JBSBzdu3EhmZia///679J329fXFxMSEo0eP0rRpU+bPn8+4ceNo3749AMuWLZPuYwtLYY9nZmYmq1atwtBQdU3r1asX/v7+zJw5kxcvXrBgwQIWL14sjU3ZsmX57LPPCr0vOdHU1GTVqlUMHDiQZcuWUaVKFerVq0fXrl2pVKmSmmynTp0YMGAAoHI4+vn5sWjRIpYsWVKovmfMmME333zD8OHDJZ1Z539OLCws0NTUVJtA6OlT9evBL7/8grGxMRs2bJBSJZ2dnQt1PHKS9T2OiIigRo0a0norKyuGDx/O+PHj8y3AffPmTc6cOcO2bdsA6NmzJyNHjmTChAmv/Z2oXbs2SqWS1NRU0tLS+OKLL3I9M+WkUqVK0vfAycmJxYsX4+/vT5MmTTh06BDXr1/nwIEDUrrVrFmz1Gpd5cfMmTOl68S3335Ly5YtSU5ORldXl0WLFtG/f3/p+zZp0iQOHjxIQkL+s/xGRkYihFBL+8q6bpYrV05N1tzcnORkVfmDIUOG8MMPP3Djxg0Aypcvn6d+FxcXSQagXLlyUnrh06dPycjIUHMOAZQqVUpKY46OjkZbWztXuZhSpUpJARLR0dF56shqKyz56cmu44cffkBTU5P//e9/eeq4c+cOoHJ8/vTTT9jb2zNv3jzq16/PjRs3KF781SQmVlZW3L17t9D2yfz7KNJTjJ2d3RstH5q4uDiuX79OVFSU2vq+ffuiqanJzJkz1Qp8BwUFsX79esqXLy/9MMrIyMi8C4xL6FGnizM+s2rj2a4s+sav6ppIUUeTihZ1FPsokdsXn0ifu0yoQeuvPbB1M5PWpSalc8kvkj/GB+C38hpPIl+8/U79l9EzhTojVTPStV0GpbLVLoiNhP3fwk9u4DcJ4h688+7LVi6Bpo6G6sPfDsvt8y6y5fsL3LzwiMzMt4+Ok8mbp0lPeZz4+B9fCuvYKmxkZGhoKDY2Nmp1JV1dXTExMZGiQEB175fldAG4fPkyCQkJUkHarCU8PDxXjc6cdOvWDQMDAwwNDdm6dSsrVqxQcxhkjyzIstHLy0ttnZeXl5p9gJqOrAemihUrqq1LTk6WZgQurN6cXL58mWnTpqnt98CBA4mKilIrCpxzP/JiyJAhREdHs3btWjw9Pdm8eTNubm5S5Mfly5e5desWhoaGUl/FixcnOTmZ27dvExcXR1RUlFp0iaamZqH6zrlPhTme9vb2koMJwNLSksePHwOq8UxJScl30p/X7cuJEyfU+l67di2gqsn08OFDdu3aRbNmzTh69ChVqlTJFY3j6emZ63PWsXxd348fP+bhw4fvdMKioKAg6tSp805qimV9n/NyCo0dO5YnT56wcuXKPLdduXIl3t7emJubA9CiRQvi4uIKVXB/48aNBAUFcfnyZTZt2sTOnTv59ttvC9wmp/Mv5zliY2Oj5tjJedwKo9fS0hJA0hsWFqbmfANyfc5JUlISALq6r3/hdu7cOYKCgqT6VNkp7LX2+vXrtGvXrlCyHxuBgYFSkff8HJOZmaqXmuPHj6dDhw5UrVoVX19fFApFrmLzenp6uQqoy3xa/Curbe3YsUOa6SMrqmrHjh1EREQAKs9x9gvg9u3b6du3Lz4+Pmo/SM7OzkyZMoUJEybg7u5Ohw4dePHiBRs2bABg+fLlKJVFziiUkZGRyRddfS2qeNvh3siGWxcecenQPZ7dV71xe/Gs4Kij2EeJHP4jFF19LSo2KE3pcqYoFAruX1dPUdHQUmLjUhwbl+I8e5jAZf97hJ2NJjNdkJkpuHHuETfOPcK6nAkejW2xczNDUYRC0s8eJJD4IhVrJ5MiR2D969HUBo9u4N4V7hyFgMVw65CqLSUOTi2AgF+gQgfwHAqWlQpUV1g+6+xMfW0lIScfcuXwPV7GqdI+Ht99wcHfr6Gr/+8vmPyxYq5n/lH36+TkhEKheGezlOVMHUlISMDS0jLPWaxeN1HLzz//TOPGjTE2NlZzXOXXV2HJ/jCf9SCU17qsh6GikpCQwNSpU6XIoexkf2At7H4YGhrSqlUrWrVqxYwZM/D29mbGjBk0adKEhIQEqlatKjlcspPX2OWHUqnM9TCclpYm/V/Y45nTYaJQKKTxzEp9zI/X7Yu2trbatPXZIyt0dXVp0qQJTZo0YeLEiQwYMIDJkyfTp0+fAvssbN/v437/dePxJmQ5y8qUKZOrzcTEhHHjxjF16lQ+//xztbaMjAxWr15NdHS0WpHljIwMVq5c+Vqnmo2NjZQyWL58eW7fvs3EiROZMmVKvs6Zgs6Rt+Fdf5eznG7Pnz+XvkuOjo4oFArCwsLUZLMiC7Mf06yotNDQUGrXrp1Lf2hoKK6urvn2raGhkWumuEePHkmRcRYWFqSmphIbG6v2Hcwpk3NGuiydb1I83cLCokBbTpw4wePHj7G1tZXaMzIy+Oabb5g/fz4RERGS4y/7Puvo6ODg4EBkZKSa7piYGMqWLeJkKTL/Ct7ayXT//n0ePHhQYJ503bp137YbNYKCgli9erXausuXL3P58mVAleL2Oi97FuPHj8fe3p758+ezdOlStLW1qVOnDtOnT6dKlSrv1G4ZGRmZnGhoKilXyxLnmhbcD3tOkF8kkddUzqKsqKPL/vdwrFYSj8a2lLA1JOTkQ6JuqaIvwy8/xay0AZUb20ipcVkYmOpI/5tZGdCwV3lqtSlL8NH7XD32gOSXqgeMB2GxPAiLxdSiGO6NbChXywJNLY1C2R//LImNM88jMgWGxXWp1LA0rl5WaOv9K99hvD0KBZRtoFoeh6qcTVc2QUYqZKbDlY2qpUxd8BwGjo1zKnhtFznfmRbksMw6xjLvnsKkrH1Iihcvjre3N7/88gv/+9//cjk8sh5cypcvz71797h3754UzRQSEkJsbGy+D0gAVapUkR5c37RupoWFRb61bvKifPnynDp1SkrBAjh16lSB9r0rvVpaWrnqJVWpUoWwsLA32ofColAocHFx4fTp01JfGzdupGTJkhgZGeW5jaWlJWfPnpXut9PT06WaSlmUKFFCLaI/Pj5erfzF2xzPLJycnNDT08Pf319KW8tOYfalsGPq6uoqvXDO4syZM2qpXGfOnKFy5cqF7tve3h5/f//XztRWWCpVqsTq1avfeobEzMxMFi5cSJkyZaT9ycmwYcNYuHAhCxYsUFu/d+9eXrx4waVLl9DQePW7fvXqVfr27ZvLgfE6NDQ0SE9PJzU1tVARQDnJut5ERUVJTokzZ868sZ6clCtXjvPnz6sd/6waavlRtmxZjIyMCAkJkRxGZmZmNGnShMWLFzNs2LACHcVNmzalePHizJs3L5eTadeuXdy8eZPp06fnua22tjZVq1bF399fSnPMzMzE399fqhtXtWpVtLS08Pf3p0OHDoAqYisyMlKK/vL09GTmzJk8fvxYmpHOz88PIyOjN7o+enp64u/vz9dffy2t8/Pzk/rp1atXnjWbevXqJaUoVq1aFR0dHcLCwqRMoLS0NCIiInJlNl29epWOHTsW2j6Zfx9FfgrYuXMnY8eOlQpk54dCoXjjAnevY8qUKUyZMqXQ8n369CnwTUePHj3o0aPH2xsmIyMjU0QUCoV61NGhe4SdyzvqKDND3c3w7H4Ch1aFqkUhNenvmmdIczEjbWq2dqBKMzvCzkQTdCiSuMeqkPHn0YkcXRvG2V13qFCvNBXrWaNnWPA05TEPX0o1gl7EJHNqyy3O7w7HtY41lRqUxrD4f7juU8ny0OYXaDgJzv0GF1ZA0nNVW/hx1WJeTuWAKiLZD3FBDkvgv+v4+w/zyy+/4OXlRY0aNZg2bRqVKlUiPT0dPz8/li5dSmhoKI0bN6ZixYr06NGD+fPnk56ezuDBg6lXr16BKVeNGzfG09OTtm3b8uOPP+Ls7MzDhw/Zs2cP7dq1e+N0rYIYPXo0nTt3pnLlyjRu3Ji//vqLbdu2cejQofeuN8vx4OXlhY6ODqampkyaNInPP/8cW1tbOnbsiFKp5PLly1y9epUZM2YUuv+goCAmT55Mr169cHV1RVtbm2PHjrFy5UqpGHKPHj2YM2cObdq0Ydq0aZQuXZq7d++ybds2xowZQ+nSpRk+fDjff/89Tk5OuLi48NNPPxEbG6vWV8OGDVm1ahWtWrXCxMSESZMmqTkd3sXx1NXVZezYsYwZMwZtbW28vLx48uQJ165do3///oXal5w8e/aMTp060a9fPypVqoShoSEXLlzgxx9/pE2bNmqymzdvplq1anz22WesXbuWc+fOsWLFikKP45QpU/jyyy8pWbIkzZs358WLF5w6dYphw4YV+phmZ+jQoSxatIiuXbsybtw4jI2NOXPmDDVq1MhV8yfnPkdHR5OYmMjVq1eZP38+586dY8+ePWrHLOfYT506lSFDhqitX7FiBS1btsTd3V1tvaurKyNGjGDt2rW5tsnLlvT0dIKDg1mwYAENGjTI11H3Oho3boyzszM+Pj7MmTOH+Ph4xo8fXyRd2Rk2bBgDBw6kWrVq1K5dm40bN3LlyhUpAikvsgptnzx5Uq2e1ZIlS/Dy8qJatWpMmTKFSpUqoVQqOX/+PNevX6dq1aqAKlLx119/pWvXrnzxxRcMHToUIyMj/P39GT16NB07dpRqxIEq02b27NlSytzIkSPx8fGhWrVq1KhRg/nz5/Py5UvJaWNsbEz//v0ZOXIkxYsXx8jIiGHDhuHp6UmtWrUAlaPL1dWVXr168eOPPxIdHc2ECRMYMmSIVFsNkCIEExISePLkCUFBQWhra0uOqOHDh1OvXj3mzZtHy5Yt2bBhAxcuXOC3334DVM43M7NXpRdA5YC3sLCQzmUjIyO+/PJLJk+ejI2NDXZ2dsyZMwdQ1UvLIiIiggcPHuRyWsl8WhTpjnP//v1SiPC7mA1JRkZGRuYVZlYGNOxdnpptHLh67EGuqKPsKDUVZKarrsPZC0IrXhMRo6WtQYW61rh9ZkX4lacEHYqUoqOSXqRxfnc4Fw/cpVwtCzwa2WBqkc/bvDx+AlKTMwjyi+SK/z3KVi1J5SaqCKz/LIaloNFEVe2moHVwZgnEqApk8jSs4G2LQE6HZfDRByTGpVCxfu4HOJlPGwcHBy5evMjMmTOlWbBKlChB1apVpZmXFAoFO3fuZNiwYdStWxelUkmzZs1YtGhRgboVCgV79+5l/Pjx9O3blydPnmBhYUHdunVzFZB9W9q2bcuCBQuYO3cuw4cPp0yZMvj6+lK/fv33rnfevHmMHDmS5cuXY21tTUREBN7e3uzevZtp06bxww8/oKWlhYuLS57ROwVRunRp7O3tmTp1KhERESgUCunziBEjAChWrBjHjx9n7NixtG/fnhcvXmBtbU2jRo2kB/2sY+vj44NSqaRfv360a9dOrd7ouHHjCA8P5/PPP8fY2Jjp06erRTK9q+M5ceJENDU1mTRpEg8fPsTS0pIvv/yy0PuSEwMDA2rWrMnPP//M7du3SUtLw8bGhoEDB/Ldd9+pyU6dOpUNGzYwePBgLC0tWb9+vfQQXZi+fXx8SE5O5ueff2bUqFGYm5u/VbSFmZkZhw8fZvTo0dSrVw8NDQ08PDxy1QHLSdbDd7FixbCzs6NBgwb89ttvr43y8vHxYd68eYSEhACqdKc9e/awbt26XLJKpZJ27dqxYsWKAp1MWbZoaGhgaWlJixYtcs2i+CYolUq2b99O//79qVGjBvb29ixcuJBmzZoVWSeonIh37txh1KhRJCcn07lzZ/r06ZMrlSwnAwYMYODAgfz4449SymTZsmW5dOkSs2bNYty4cdy/fx8dHR1cXV0ZNWqUNFEAQMeOHTly5AgzZ86kTp06JCcn4+TkxPjx4/n666/VXvaFhYWpfSe7dOnCkydPmDRpEtHR0Xh4eLB//36179vPP/+MUqmkQ4cOpKSk4O3tzZIlS6R2DQ0Ndu/ezVdffYWnpyf6+vr4+Pgwbdo0tf3MHgEXGBjIunXrsLOzk0rN1K5dm3Xr1jFhwgS+++47nJyc2LFjBxUqVOBNmDNnDpqamvTq1YukpCRq1qzJ4cOHMTU1lWTWr19P06ZNP4q6zTLvD4Uogpeobt26nDx5UvriFKRCoVDkOy3rp0R8fDzGxsbExcUV2bsvIyMjkxdpqRmEBUQR5H9PijrKosuEGqQmpxPkF0n4laeS06ftyMpYO5vmoS1/HkXEE3QoktsXn+Sawcy+ohkejW2xcjZRu2mKuPKUPUuuAOBcoxSaWkrCzj4iI109dc/a+e+6TxWKVvfpkyIzA8L2qVLpIgPU28aEQ7HieW/3N/t+DebOJVWB9z7fe6FvolOg/KfO+/79TU5OJjw8nDJlyhQpPURG5kPQp08fYmNjc6WUfaooFAq2b9+e7wxrMv89mjRpgoWFBX/88Ue+MkIIatasyYgRI+jWrds/aN1/k9TUVJycnFi3bt1rna0yHyeFvScqUiTTpUuXpIeMEiVKULNmTYyNjfMN4ZSRkZGRKTpa2hpUqFcatzrWalFHRua6mFoUQ0NTiZWjCbGPErl+JgpdfS0sHU3euJ9S9kZ4D6hA/LMkrhy5T8jJh6Qlq14SRAQ/IyL4GSVsDfFobEPZqiXR0FCqBTKZWupTrbk9NduUJfjY33WfEv6OwLoRy4Mb2eo+1bRAU/s/+puh1IDyn6uW+4EQsAiu7wHnZq91MAF5Ro/JyMjIyMj8V0lMTGTZsmV4e3ujoaHB+vXrOXTokDRLY34oFAp+++03goOD/yFL/9tERkby3XffyQ6m/wBvVaDB3NycK1euSIXGZGRkZGTeHwqlAgePEjh4lOBlbAraeppoaL6aEcekVDFqtXn72TqMzPT4rKMT1VuWIeTEQ64cuUfCc9XkDk8iX+C3MoSA7bep1MCGYsa5azYVM9KmZisHqnrbcf1MNJf97xH7SDVVrVrdp7rWVKhXmmJGBdd9+qQpXRU6rQI59VxGRkZGRqZIZKV7zpw5k+TkZMqVK8fWrVsLVffHw8MDDw+P92+kDI6Oju9lwgSZj48iOZkqVKjAuXPnqFy5suxgkpGRkfkA/BMpUjp6mlRuakulRqW5HfiYoEP3eBL5AoCE5ymc3nZLbTK0nHXGNbPVfYq4+owgv0ge3owF/q77tCeCiwciVXWfGhdQ9+m/QB5F2gu33bs1Q0ZG5tNg1apVH9qEfxS5Rux/Gz09vbeeCEBGRubdUSQnU//+/Tl79ixXr14lJSVFrXq9jIyMjMynhYaGEucaFjhVL8XDG7EEHYokIviZqrEQ9/UKpYIylcwpU8mcx3fjCTp0j1uBjxGZgoz0TEJOPiTk5EPs/q77ZJ2j7pOMjIyMjIyMjIyMzL8D5etFctO/f3+aNm1KVFQUHTp04ObNm+/aLhkZGRmZjwyFQoF1OVNaDnGn+5SauNaxQkPr1c+IvvHrXziUtDOiaX83es3wxL2xDVq6r+oy3Q1+xs6fL7F59gVunIsmIyOzAE0yMjIyMjIyMjIyMh8bRZpdzsHBgeTkZKKjo6W3zQYGBpiZmeXuQKHg9u3bb2/pR448u5yMjMx/kaQXqVwPiEYIgXtDGzWnU2FISUon5ORDrhx+VfcpCwNTHSo1sMG1jhU6em9VQvCTYu/SK4RffgpAnx+8CuXc+5SRZ5eTkZGRkZGRkXn/vNfZ5SIiIlAoFCgUCikH+sWLF7x48SKXrJzyICMjI/PpomeoTeWmtkXeXkdPk8pNbKnUsDS3Lz4myC933afze8Nx9bKiUsPSGJnpvSvTZWRkZGRkZGRkZGTeMW/9arggJ5JchE9GRkZGpjBoaChxrm6BU7VSPLwZS9Che0RcUUXrpCVncNn/HleO3KdslRJ4NLallL0cMSojIyMjIyMjIyPzsVFkJ5PsQJKRkZGRedcoFAqsnU2xdjblefRLLvvf4/qZaDLSMhGZglsXHnPrwmMsHY3xaGxLmUrmKJRyxKyMjIyMjIyMjIzMx0CRCn9nZmYWesnIyHjXNsvIyMjI/AcwtdCnfg8XfGbVpkarMugZakltUbfi2LcsmLVTznD12H3SUuXfGhmZ/xqrVq3CxMTkQ5uRC3t7e+bPn/+hzfggTJkyBQ8Pj0LLf6zH8G151+dAnz59aNu27TvT96H5GL4jn9qYfopMnDiRL7744kOb8Z+hVq1abN269Z3oKpKTSUZGRkZG5p9Cz1Cb6i3L0HtWbRr0dMHUopjUFvc4iWPrb7Bm3GnO7rpDYnzqB7RURubjok+fPlINTS0tLcqUKcOYMWNITk5Wk1MoFOjq6nL37l219W3btqVPnz659AYEBKChoUHLli0LZUf9+vUlO7IvX375ZZH3TebdsH79ejQ0NBgyZMgbb6tQKNixY4faulGjRuHv719oHV26dOHGjRvS5zd1Ur0J9vb20rmnr69PlSpV2Lx583vp612zYMECVq1a9d77mTJlSq7vqYuLi5qMvb09R48ezVdH9tq9CoUCMzMzmjZtyqVLl96z9TLvkvf5XSwM0dHRLFiwgPHjx+daP3z4cBwdHdHV1aVUqVJ4eXmxdOlSEhMT1WRPnz5NixYtMDU1RVdXl4oVK/LTTz8VKgjml19+wd7eHl1dXWrWrMm5c+fU2pOTkxkyZAhmZmYYGBjQoUMHHj16pCbzv//9j6pVq6Kjo5PvWAohmDt3Ls7Ozujo6GBtbc3MmTPVZNauXYu7uzvFihXD0tKSfv368ezZM6k9LS2NadOmUbZsWXR1dXF3d2f//v1qOo4fP06rVq2wsrLK89oNMGHCBL799lsyM99+dmfZySQjIyMj869AU0sD18+s6DapJi2HVMK6nKnUlvwyjQt7I1j93SkOrwnl2cOED2ipjMzHQ7NmzYiKiuLOnTv8/PPP/Prrr0yePDmXnEKhYNKkSYXSuWLFCoYNG8bx48d5+PBhobYZOHAgUVFRasuPP/74Rvsi8+5ZsWIFY8aMYf369bmcj0Uhv9mm80NPT4+SJUu+db+FZdq0aURFRXHp0iWqV69Oly5dOH36dJ6yqakfz0sLY2Pjfyziy83NTe17evLkySLpOXToEFFRURw4cICEhASaN29ObGzsuzVW5qOnqN+j33//ndq1a2NnZyetu3PnDpUrV+bgwYPMmjWLS5cuERAQwJgxY9i9ezeHDh2SZLdv3069evUoXbo0R44c4fr16wwfPpwZM2bQtWvXAkv/bNy4kZEjRzJ58mQuXryIu7s73t7ePH78WJIZMWIEf/31F5s3b+bYsWM8fPiQ9u3b59LVr18/unTpkm9fw4cP5/fff2fu3Llcv36dXbt2UaNGDan91KlT9O7dm/79+3Pt2jU2b97MuXPnGDhwoCQzYcIEfv31VxYtWkRISAhffvkl7dq1U3Psvnz5End3d3755Zd8bWnevDkvXrxg3759+coUGlEIdu7cKXbu3CkuXLhQGHEhhBCbN28WU6dOFVOnTi30Nv9m4uLiBCDi4uI+tCkyMjIy/xke340XB1deFUu+OiwWD/JXW3YtvCQiQ5+JzMzMD23mO2XPksvSPr6MS/nQ5nxw3vfvb1JSkggJCRFJSUnvRf/7xMfHR7Rp00ZtXfv27UXlypXV1gFi1KhRQqlUiuDgYGl9mzZthI+Pj5rsixcvhIGBgbh+/bro0qWLmDlz5mvtqFevnhg+fHi+7eHh4QIQW7duFfXr1xd6enqiUqVK4vTp02pyvr6+wsbGRujp6Ym2bduKuXPnCmNjYzWZJUuWCAcHB6GlpSWcnZ3FmjVrcu3r8uXLRdu2bYWenp5wdHQUO3fuVOsjp87t27eLnLfMu3btEtWqVRM6OjrCzMxMtG3bVmqzs7MTP//8s/T5+fPnon///sLc3FwYGhqKBg0aiKCgIKn91q1bonXr1qJkyZJCX19fVKtWTfj5+an198svvwhHR0eho6MjSpYsKTp06CC1ZWRkiFmzZgl7e3uhq6srKlWqJDZv3pzveGdx584doaenJ2JjY0XNmjXF2rVrc8msWLFCuLq6Cm1tbWFhYSGGDBki7SMgLXZ2dkIIISZPnizc3d2FEEIcOHBA6OjoiOfPn6vp/N///icaNGgghFAfb19fXzWdgPD19RV9+/YVLVu2VNORmpoqSpQoIX7//ffX7mcWOY9LWlqaKFasmPj222+l9mnTpolevXoJQ0ND6dzfsmWLNAZ2dnZi7ty5anofPXokPv/8c6Grqyvs7e3Fn3/+qdZX1vl96dIlaZvnz58LQBw5ckRad/XqVdGyZUthaGgoDAwMxGeffSZu3bolhMj9Xa5Xr54YNmyYGD16tDA1NRWlSpUSkydPVrMrNDRUeHl5CR0dHVG+fHnh5+cnALF9+/Z8xyj78StoHLPbnZO89vfUqVMCEPv375d0zJw5U/Tt21cYGBgIGxsb8euvv6rpuXLlimjQoIHQ1dUVxYsXFwMHDhQvXryQ2o8cOSKqV68uihUrJoyNjUXt2rVFRESE2n4sW7ZMlC5dWujp6YlOnTqJ2NhYafusMZ0zZ46wsLAQxYsXF4MHDxapqamSTExMjOjVq5cwMTERenp6olmzZuLGjRtSe9b5+9dffwlnZ2ehp6cnOnToIF6+fClWrVol7OzshImJiRg2bJhIT09/Y7379+8XLi4uQl9fX3h7e4uHDx9KMhkZGWLq1KnC2tpaaGtrC3d3d7Fv3z61MYyMjBSdOnUSxsbGwtTUVLRu3VqEh4e/dgzz+y4K8frrWdbYL1++XNjb2wuFQiGEUPkGKlSoIB3PRo0aiYSEhHzOIiHc3NzE4sWL1dZ5e3uL0qVL57td1v1eQkKCMDMzE+3bt88ls2vXLgGIDRs25Nt3jRo1pGudEKqxtrKyErNnzxZCCBEbGyu0tLTUrrOhoaECEAEBAbn05fe9CgkJEZqamuL69ev52jJnzhzh4OCgtm7hwoXC2tpa+mxpaZlrrNq3by969OiRp86CrgN9+/YVPXv2zNeewt4TFSqSqW3btrRr144ffvhBbf2QIUNwcHCgbNmyubbZuHEjU6ZMYerUqW/k9JKRkZGRkSksJWwNadLXjV4zPanc1BZtvVfzWURei2HX/CA2zjzP9TNRZKS/ffjvh+LaiQesHHOSvUuv8CLm7aMNZP6bXL16ldOnT6OtrZ2rzcvLi88//5xvv/22QB2bNm3CxcWFcuXK0bNnT1auXPnOJoMZP348o0aNIigoCGdnZ7p160Z6ejoAZ8+epX///gwdOpSgoCAaNGjAjBkz1Lbfvn07w4cP55tvvuHq1asMGjSIvn37cuTIETW5qVOn0rlzZ65cuUKLFi3o0aMHMTExhbZzz549tGvXjhYtWnDp0iX8/f3V3jznpFOnTjx+/Jh9+/YRGBhIlSpVaNSokdRnQkICLVq0wN/fn0uXLtGsWTNatWpFZGQkABcuXOB///sf06ZNIywsjP3791O3bl1J/+zZs1mzZg3Lli3j2rVrjBgxgp49e3Ls2LEC98PX15eWLVtibGxMz549WbFihVr70qVLGTJkCF988QXBwcHs2rULR0dHAM6fPy/piIqKkj5np1GjRpiYmKjV+MjIyGDjxo306NEjl3yXLl345ptv1CJpunTpwoABA9i/fz9RUVGS7O7du0lMTCwwQuB1aGpqoqWlpRZpMXfuXNzd3bl06RITJ04kMDCQzp0707VrV4KDg5kyZQoTJ05US13r06cP9+7d48iRI2zZsoUlS5aoRTwUhgcPHlC3bl10dHQ4fPgwgYGB9OvXTzr/82L16tXo6+tz9uxZfvzxR6ZNm4afnx+gGue2bdtSrFgxzp49y2+//ZYr7Sg/bt68iZWVFQ4ODvTo0UM6D98GPT09QD2qZd68eVSrVo1Lly4xePBgvvrqK8LCwgBV1IW3tzempqacP3+ezZs3c+jQIYYOHQpAeno6bdu2pV69ely5coWAgAC++OILtVnPb926xaZNm/jrr7/Yv3+/1E92jhw5wu3btzly5AirV69m1apVuY7thQsX2LVrFwEBAQghaNGiBWlpaZJMYmIiCxcuZMOGDezfv5+jR4/Srl079u7dy969e/njjz/49ddf2bJlyxvrnTt3Ln/88QfHjx8nMjKSUaNGSe0LFixg3rx5zJ07lytXruDt7U3r1q25efMmoEqh8vb2xtDQkBMnTnDq1CkMDAxo1qwZqampBY5hft9FeP31LGvst27dyrZt2wgKCiIqKopu3brRr18/QkNDOXr0KO3bt8/3tyMmJoaQkBCqVasmrXv27BkHDx5kyJAh6Ovr57ld1vE/ePAgz549UxuvLFq1aoWzszPr169X2y7ruKemphIYGEjjxo2ldqVSSePGjQkICAAgMDCQtLQ0NRkXFxdsbW0lmcLw119/4eDgwO7duylTpgz29vYMGDBAbSw9PT25d+8ee/fuRQjBo0eP2LJlCy1atJBkUlJS0NXVVdOtp6dXpCjEGjVqcOLEiTfeLhcFuqD+RqFQCKVSKTp16qS2vmPHjlJbTgpq+xSRI5lkZGRkPjwpSWki6FCkWP3dqVyRTb5jTogL+8JFUkLq6xV9ZKydHJBrf+RIJhUfKpLpTvsO4kbdev/4cqd9h3wszY2Pj4/Q0NAQ+vr6QkdHRwBCqVSKLVu2qMnx91vNa9euCQ0NDXH8+HEhRN6RTLVr1xbz588XQqgiQczNzQuMahBCFXWhpaUl9PX11ZY///xTCPEq8iF7VMq1a9cEIEJDQ4UQQnTr1k20aNFCTW+XLl3Uoo5q164tBg4cqCbTqVMnte0AMWHCBOlzQkKCAKQIgMJEMnl6eub7hlgI9YiZEydOCCMjI5GcnKwmU7Zs2VyRG9lxc3MTixYtEkIIsXXrVmFkZCTi4+NzySUnJ4tixYrlivrq37+/6NatW776MzIyhI2NjdixY4cQQognT54IbW1tcefOHUnGyspKjB8/Pl8d5PE2POcb++HDh4uGDRtKn3NGN+Uc7/ze+Lu6uooffvhB+tyqVSvRp0+ffG3Li+zHJSUlRcyaNUsAYvfu3VJ79og0IYTo3r27aNKkidq60aNHC1dXVyGEEGFhYQIQ586dk9qzIhreJJJp3LhxokyZMmpRNNnJK5Lps88+U5OpXr26GDt2rBBCiH379glNTU0RFRUltRcmkmnv3r1i06ZN4vLly2L//v3C09NT2Nra5nnu5UfO/X3+/Llo166dMDAwENHR0UII1Vhnj5bIzMwUJUuWFEuXLhVCCPHbb78JU1NTtYiVPXv2CKVSKaKjo8WzZ88EII4ePZqnDZMnTxYaGhri/v370rp9+/YJpVIpjYmPj4+ws7NTizDq1KmT6NKlixBCiBs3bghAnDp1Smp/+vSp0NPTE5s2bRJCvIq+y4o4E0KIQYMGiWLFiqlFXXl7e4tBgwa9ld5ffvlFlCpVSvpsZWWVK5K0evXqYvDgwUIIIf744w9Rrlw5tWjulJQUoaenJw4cOFCoMcz5XSzM9Wzy5MlCS0tLPH78WGoPDAwUgBRp9jouXbokABEZGSmtO3PmjADEtm3b1GTNzMyk35QxY8YIIYT4/vvvBZArijKL1q1bi/Lly0ufy5UrJ+l98OCBAHJdU0ePHi1q1KghhBBi7dq1QltbO5fe6tWrSzZkJ7/r2qBBg4SOjo6oWbOmOH78uDhy5Ijw8PCQIj2z2LRpkzAwMBCampoCEK1atVK7VnTr1k24urqKGzduiIyMDHHw4EGhp6eXp41CFBzJtHPnTqFUKkVGRkae7e80kklGRkZGRubfgLauJu6NbOg5rRbeAytQ0t5IansZl8qZHXdY/d1pTmy8QfzTpA9o6Zvxb47C+lRJf/qU9EeP/vnl6dM3srNBgwYEBQVx9uxZfHx86Nu3Lx06dMhT1tXVld69e+cbzRQWFsa5c+fo1q0boIoE6dKlS64ImLzo0aMHQUFBakvr1q3VZCpVqiT9b2lpCSBFhISGhlKzZk01eU9PT7XPoaGheHl5qa3z8vIiNDQ033709fUxMjJ6o8iToKAgGjVqVCjZy5cvk5CQIBWHzVrCw8O5ffs2oIpkGjVqFOXLl8fExAQDAwNCQ0OlCJImTZpgZ2eHg4MDvXr1Yu3atVKB21u3bpGYmEiTJk3U9K9Zs0bSnxd+fn68fPlSehtubm5OkyZNWLlyJaAa94cPHxZ6lXEztgAATwVJREFUP/OjR48eHD16VKrdtXbtWlq2bPnG9YUGDBiAr68vAI8ePWLfvn3069fvje0ZO3YsBgYGFCtWjB9++IHvv/9erYB99sgJyP+cunnzJhkZGYSGhqKpqUnVqlWldhcXlzfev6CgIOrUqYOWltbrhf8m+3kMqu9M1nkcFhaGjY0NFhYWUntB0XZZNG/enE6dOlGpUiW8vb3Zu3cvsbGxbNq0KV/5rHPOzc1Nra127doYGBhgamrK5cuX2bhxI6VKlcrTfoVCgYWFhdr33d3dXS1ixcvLi8zMTMLCwihevDh9+vTB29ubVq1asWDBArVINwBbW1usra2lz56entL2Wbi5uaGhoZHnGGYd2+zXHTMzM8qVK6d2TSlWrJhaVk+pUqWwt7fHwMBAbd3b6s1uW3x8PA8fPizwenf58mVu3bqFoaGhdIyKFy9OcnIyt2/fLtQY5qQw1zMAOzs7SpQoIX12d3enUaNGVKxYkU6dOrF8+XKeP3+ebz9JSar7s5zROXlx7tw5goKCcHNzIyUlRa1NFDLK9vr167Rr165Qsu+SzMxMUlJSWLNmDXXq1KF+/fqsWLGCI0eOSOdpSEgIw4cPZ9KkSQQGBrJ//34iIiLUJs5YsGABTk5OuLi4oK2tzdChQ+nbty9K5Zu7evT09CS73gbN14vIyMjIyMj8u1BqKHGsWpKyVUoQdTuOIL9Iwq88BQHpKRlcOXKf4KP3cahcAo/Gtlg4GH9okwuNmbUBzx4kUMLWED3Dwj+QyLxbNM3N/xX96uvrSylOK1euxN3dnRUrVtC/f/885adOnYqzs3OeM8+sWLGC9PR0rKyspHVCCHR0dFi8eDHGxvl/j4yNjSU78iP7A3ZW2sO7mOWmoH6y+srqR6lU5nowyZ7CAq9SfwpDQkIClpaWec7GleWIGDVqFH5+fsydOxdHR0f09PTo2LGjlFpkaGjIxYsXOXr0KAcPHmTSpElMmTKF8+fPk5CgmuRgz549ag/UADo6OvnatWLFCmJiYtT2JTMzkytXrjB16tQ32seCqF69OmXLlmXDhg189dVXbN++vUizpGU5PwMCAjh9+jRlypShTp06b6xn9OjR9OnTBwMDA0qVKqWWXgXkm4bzNmQ96GU/r97mnMqioPP4XWFiYoKzszO3bt3Ks/3333+XHAI57dm4cSOurq6YmZnl6XR7W/t9fX353//+x/79+9m4cSMTJkzAz8+PWrVqFVrHuxjDvHS8L72FdZqA6tpTtWpV1q5dm6stywH0pmNYmOsZ5P4eaWho4Ofnx+nTpzl48CCLFi1i/PjxnD17ljJlyuTSZf7379zz588lWx0dHVEoFGpOQgAHBwdA/Tvk7OwMqBx6tWvXzqU/NDQUV1fXPPfR3NwcDQ2NXDPFPXr0SHLaWlhYkJqaSmxsrNp+Z5cpDJaWlmhqakr2ApQvXx6AyMhIypUrx+zZs/Hy8mL06NGAyjmrr69PnTp1mDFjBpaWlpQoUYIdO3aQnJzMs2fPsLKy4ttvv5XG5k2IiYlBX1//rX8DZCeTjIyMjMwni0KhwMrRBCtHE2IfJXL58D2un44iPS0TIeD2xSfcvvgECwdjPJrYUMa9BEql4vWKPxB6hlp0mVCdF8+SKWasnesBSeafo8zWLa8X+shQKpV89913jBw5ku7du+d5E2ljY8PQoUP57rvv1N6ip6ens2bNGubNm0fTpk3Vtmnbti3r169Xe7P6rilfvjxnz55VW3fmzJlcMqdOncLHx0dad+rUqXwfJvKiRIkSvHjxgpcvX0oPSkFBQWoylSpVwt/fn759+75WX5UqVYiOjkZTUxN7e/s8ZU6dOkWfPn2kN+kJCQlERESoyWhqatK4cWMaN27M5MmTMTEx4fDhwzRp0gQdHR0iIyOpV69eofbx2bNn7Ny5kw0bNqhFn2RkZPDZZ59x8OBBmjVrhr29Pf7+/jRo0CBPPVpaWoWaCrxHjx6sXbuW0qVLo1Qq1SKHcqKtrZ2nTjMzM9q2bYuvry8BAQGFGvu8MDc3f62zMztZ51R2Tp06hbOzMxoaGri4uJCenk5gYCDVq1cHVFFE2WdRy3pIjoqKonLlykDe59Tq1atJS0t7o2im/ChXrhz37t3j0aNHUvRQXnWzXkdCQgK3b9+mV69eebbndGxmx8bGJs+6vYWhfPnyrFq1Su17eOrUKZRKJeXKlZPkKleuTOXKlRk3bhyenp6sW7dOcpBERkby8OFDySl+5syZXNu/zob09HTOnj0rOSqePXtGWFjYG11T3odeIyMjrKysOHXqlNr3/tSpU1LEWpUqVdi4cSMlS5bEyMgoP1X5jmFe38XCXM/yQ6FQ4OXlhZeXF5MmTcLOzo7t27czcuTIXLJly5bFyMiIkJAQyQFjZmZGkyZNWLx4McOGDSvQIdy0aVOKFy/OvHnzcjmZdu3axc2bN5k+fXqe22pra1O1alX8/f1p27YtoHLA+/v7SzXBqlatipaWFv7+/lJkcFhYGJGRkbkibAvCy8uL9PR0bt++LX1Xbty4ASDNqpeYmIimprrLJiv6LqfTUVdXF2tra9LS0ti6dSudO3cutC1ZXL16VbpOvQ1yupyMjIyMzH8Ck1LFqNetHD6zvajZ2oFiRq+KH0ffiWP/r1dZO/kMV47cJy3l9Q9OHwqFQoGRuR6aWhqvF5aRyUGnTp3Q0NAocBrjcePG8fDhQ7XpoHfv3s3z58/p378/FSpUUFs6dOjw2pS5xMREoqOj1ZaC0iVykvW2fe7cudy8eZPFixezf/9+NZnRo0ezatUqli5dys2bN/npp5/Ytm1bnsVf86NmzZoUK1aM7777jtu3b7Nu3bpckTeTJ09m/fr1TJ48mdDQUIKDg3NNjpNF48aN8fT0pG3bthw8ePD/7d13eFTV2v//z6QHQgok1ISQAEZEBBGCSIkIAQQpCoKAVFGPinAUzsHzKIJ6FI/C14IIesQgIoqPgqIU6VVEOlKlJNQAYiCRDpn1+4Nf5mGSSWNPCsn7dV25yOy19lr3WnvvDLmz9xolJSXp559/1osvvqgNGzZIkmrXru1YIHfr1q3q3bu3010PP/74o95//31t2bJFBw8e1LRp02S32xUTE6Ny5cppxIgReu655/TZZ59p//792rRpkyZMmKDPPvvMZUyff/65KlSooB49ejgdx/r166tDhw6OYzlmzBiNHz9e77//vvbu3etoN0NGEiq3Y9mnTx9t2rRJr7/+urp3757jHVY1atRQYmKitmzZolOnTjk9sjF48GB99tln2rVrl1MisSANHz5cS5Ys0Wuvvabff/9dn332mT744APHORUTE6P27dvrySef1Lp167Rx40YNHjzYKYHr7++vu+++W2+++aZ27dqlFStW6KWXXnLqZ8iQIUpLS9MjjzyiDRs2aO/evfr888+z3LWRV/Hx8apZs6b69++vbdu2ac2aNY4+c/rjxIgRI7RixQrHefrggw/K09PT8YhsYenTp4/8/PzUv39/bd++XcuWLdOzzz6rvn37qlKlSkpMTNS//vUvrV27VgcPHtTChQu1d+9ex10gkhz7b926VatWrdLQoUPVo0ePPN9pUrt2bXXp0kWPP/64Vq9era1bt+rRRx9VtWrV1KVLlxsem7va/cc//qH//Oc/mjlzpvbs2aMXXnhBW7Zs0bBhwyRdm8PQ0FB16dJFq1atUmJiopYvX66hQ4fqyJEjuc6hq2sxLz/PXFm3bp3eeOMNbdiwQYcOHdKsWbP0xx9/OB2v62UstJ154eoPP/xQV69eVaNGjTRz5kzt2rVLe/bs0fTp07V7925H8qVs2bL66KOP9P333+uJJ57Qtm3blJSUpClTpmjAgAHq3r27UwLm1ltv1ezZsx2vn3/+ef33v/91/Lx56qmndO7cOUdyOygoSI899pief/55LVu2TBs3btTAgQPVtGlTp7vA9u3bpy1btuj48eO6cOGC41HxjLtU27Rpo4YNG2rQoEHavHmzNm7cqCeffFLx8fGO5FqnTp00a9YsTZo0SQcOHNCaNWs0dOhQxcbGOhKo69at06xZs3TgwAGtWrVK7du3l91u1z//+U9HLGfPnnX0L8lxbDMv7L9q1aosf0i6ITmu2PT/y1jAu2PHjubgwYOOrw4dOjjKDh06lG1ZacDC3wBwc7l6Od3sXHPUzHjllywLav/3uRXm59n7zNkzF3NvqBBMe/HaQuZTRqws6lCKnaJa+PtmkHmx4Axjx441YWFhjkV15WIR0IxFkTMW/n7ggQeyLLydYd26dUaS2bp1q8vyuLi4LB+HLcm0a9fOGJP3j3ifMmWK4+PIO3XqZMaNG5dlke4PP/zQREdHG29vb3PLLbeYadOmOZW7GmtQUJDj47mNubbQd61atYy/v7954IEHzMcff2wy/5f522+/NQ0aNDA+Pj4mNDTU6aOyr19g2hhj0tLSzLPPPmuqVq1qvL29TUREhOnTp49jUdvExETTqlUr4+/vbyIiIswHH3xg4uLizLBhw4wx1xbbjYuLMyEhIcbf39/ccccdZubMmY727Xa7effdd01MTIzx9vY2YWFhpl27dmbFihUuj0e9evUciwNnNnPmTOPj42P++OMPY4wxkydPdrRbpUoV8+yzzzrqzpkzx9SqVct4eXmZyMhIY0z2C9zGxsYaSWbp0qVO2zMv/H3x4kXTrVs3Exwc7PSx6RnjjIyMdHkeZiyUnJPMxyWv5d9884257bbbjLe3t6levbp5++23ncqTk5NNx44dja+vr6levbqZNm1alrZ27txpmjZtavz9/U2DBg3MwoULs5zfW7duNW3btjVlypQx5cqVMy1atDD79+83xrhe+Dvj/MiQeaH+Xbt2mWbNmhkfHx9z6623mh9++MFIMgsWLMh2Dnr27GmqVKlifHx8TLVq1UzPnj2dFp/OC1fXc2au5rp+/fpm9OjRjtfbtm0zrVq1cnzk/eOPP+5YTPv48eOma9eujlgjIyPNyy+/7FisOOM8/PDDD03VqlWNn5+f6d69u0lJSXG07+rn47Bhw0xcXJzjdUpKiunbt68JCgoy/v7+pl27dub33393lLv6oABX10Dmvm6k3cwfQJCenm7GjBljqlWrZry9vU39+vUdH2CQITk52fTr18+EhoYaX19fEx0dbR5//HGTmpqa6xxmdy3m9vPM1fh37txp2rVrZ8LCwoyvr6+55ZZbHB9skJ158+aZatWqZVmA+tixY2bIkCEmKirKeHt7m4CAABMbG2vefvttc+7cOae6K1euNO3atTOBgYHGx8fH1K1b14wbN85psXdjTJafNcYYM2HCBFO9enXj4+NjYmNjzS+//OJUfuHCBfP000+bkJAQU6ZMGfPggw86LbRvTPbvfYmJiY46R48eNQ899JAJCAgwlSpVMgMGDDB//vmnUzvvv/++ue2224y/v7+pUqWK6dOnj9Oi9suXLzd16tQxvr6+pkKFCqZv377m6NGjTm0sW7bMZSzX/8w4cuSI8fb2NocPH856QK4bd17+T2QzJveHOz08PLLNemfs7qrcGCObzZanW2lvdmlpaQoKClJqamqOtyQCAIoXY4wO70zRlsWHdHiX81/jPTxtuqVxJTWIr64K1QKyaaHgff7Sz0o7dVH+5bw16O38r0NSkhX0++/FixeVmJioqKioPC1CCqBgnD17VtWqVVNCQoIeeughp7LRo0drxYoVLteKwTVr1qxR8+bNtW/fvht+jO1mMWbMGH333XdZHkvEzcMYoyZNmui5554r9DvpSquRI0fq9OnT+vjjj7Otk9f/E+VrTaac8lF5yFUBAFDs2Gw2Va9bQdXrVtCpI2e1dfEh/b7+hOzpRvZ0o92/HNfuX44rok6IGrSprojbyrMWEgAUErvdrlOnTmn8+PEKDg7O8qmEkjR//nx98MEHRRBd8TV79mwFBASodu3a2rdvn4YNG6ZmzZqV+AQTSgabzaaPP/5Yv/32W1GHUmpUrFjR5RpZNyJfSab8/qeaxBMA4GYSGh6g1gNu091da2rb8iPasfKoLp2/Kkk6vOu0Du86rfJVy6pBmwjd0riyPL0LZ2lD3k4BlFaHDh1SVFSUwsPDNXXq1CyL4ErXPsYczv766y+NHDlShw4dUmhoqNq0aaPx48cXdVhAnjVo0EANGjQo6jBKjeHDh7utrTw/LnfDHfC4HADgJnX54lXtXntcW5ccUtqpi05lZQJ9VK9VuG5vWU1+Za1/GlBOpr34s/76k8flXOFxOQAAgILn1sflrv+ECwAASgsfPy/d0Spct8dVU+LWP7Rl0WEdP5AqSTqfdlnrvj+gjfOTVKdpFd3ROkLBFcsUbEA8pgcAAIBiLF+PywEAUBp5eNhU886KqnlnRR0/kKotiw/pwOY/ZIx09bJdv604qt9WHlV0/TA1aBOhyjWDWLcJAAAApQ5JJgAA8qFydJDaP1FPqX9c0Nalh7Xr52RdvZQuGenAlj90YMsfqhQVqAZtqiu6Qag8PN2wbhNrMgEAAOAmQJIJAIAbEBTmr5Y9b1HsA1HaufqYti09rHOplyVJJxLT9NN/t6tcBT/Vvy9CdZpVkY8fb7kAAAAo2fgfLwAAFviV9VbDdpGq3zpC+zac0OZFh/Xn0bOSpL/+vKjV/7tXv/6YqLotquqOVhEKCPEt4ogBAACAgkGSCQAAN/D08lDM3VV0S5PKOrL7tLYsPqRDO1IkSZcvXNXmhYe0dfFh1WpcUQ3aVFdYRLl898EqTwAAACjO3LBQBAAAyGCz2RRRp7w6PdtAj7wcqzr3VJGH17X0kN1u9Pu6E/r69fX67p3NSvrtlIw99wWXDIsyoQDYbDZ99913ea6/fPly2Ww2nTlzJts6U6dOVXBwsKW4kpKSZLPZtGXLFkvt3KzGjBmjBg0a5Lm+O+Y8J3379tUbb7xRYO3j/0yePFmdOnUq6jAAwBKSTAAAFJAKVQN0X7866vf6PWrUoYZ8y/7fDcRH95zW3Inb9OWr67RzzTFdvZJehJGiJBowYIC6du2abXlycrLuv//+PLd3zz33KDk5WUFBQZbiypzcunLlinr16qVq1app+/btioiIUHJysm6//XZL/RSWL7/8Up6ennrmmWfyva+rRN+IESO0ZMmSPLfRs2dP/f77747X+U1S5WTr1q2aN2+ehg4d6rR93759GjRokKpXry5fX19Vq1ZNrVu31hdffKGrV6861f3xxx8VFxencuXKqUyZMmrcuLGmTp2aa9/GGL388suqUqWK/P391aZNG+3du9epTkpKivr06aPAwEAFBwfrscce09mzZ53qbNu2TS1atJCfn58iIiL01ltvOZXv2LFD3bp1U40aNWSz2fTuu+9miSWjLPNXxjFPSUnRs88+q5iYGPn7+6t69eoaOnSoUlNTHW1MnTrVZRs2m00nT56UJA0aNEibNm3SqlWrcp0fACiuSDIBAFDAygb5qknnaPUf20xxvW5RUEV/R9np4+e17PPdmvY/P2v93ERdOHu5CCNFaVK5cmX5+uZ9jTAfHx9VrlxZNpv7Htw8f/68OnfurPXr12v16tW6/fbb5enpqcqVK8vL6+ZY1WHKlCn65z//qS+//FIXL1603F5AQIAqVKiQ5/r+/v6qWLGi5X5dmTBhgh5++GEFBAQ4tv36669q2LChdu3apYkTJ2r79u1avny5Bg8erEmTJmnHjh1O+3fp0kXNmjXTunXrtG3bNj3yyCP629/+phEjRuTY91tvvaX3339fkydP1rp161S2bFm1a9fOaY779OmjHTt2aNGiRfrxxx+1cuVKPfHEE47ytLQ0tW3bVpGRkdq4caPefvttjRkzRh9//LGjzvnz5xUdHa0333xTlStXdhnL+vXrlZyc7PhatGiRJOnhhx+WJB07dkzHjh3TuHHjtH37dk2dOlULFizQY4895mijZ8+eTm0kJyerXbt2iouLcxw/Hx8f9e7dW++//36uxwYAii0Dt0hNTTWSTGpqalGHAgAo5uzpdrN/80nz7dsbzAdPLnH6mjxkmVn2xW5z+vg5R/2p/1ptPnhyifn0n6uKMOriqaDffy9cuGB27txpLly4UCDtF6T+/fubLl26ZFsuycyePdsYY0xiYqKRZL788kvTtGlT4+vra+rWrWuWL1/uqL9s2TIjyZw+fdqxLSEhwURERBh/f3/TtWtXM27cOBMUFJRjXBn9nj592txzzz3mjjvuMMnJyY7yjFg2b97s1O/ixYvNXXfdZfz9/U3Tpk3N7t27Hfvs27fPdO7c2VSsWNGULVvWNGrUyCxatMip34kTJ5patWoZX19fU7FiRdOtWzdHWXp6unnjjTdMjRo1jJ+fn7njjjvM//7v/+Y4DmOMOXDggPH39zdnzpwxTZo0MV988UWWOlOmTDG33Xab8fHxMZUrVzbPPPOMMcaYyMhII8nxFRkZaYwxZvTo0aZ+/frGGGN++ukn4+vr6zTnxhgzdOhQ06pVK2PMtWOQMecJCQlObUoyCQkJZuDAgaZjx45ObVy+fNmEhYWZTz75xOXYrl69aoKCgsyPP/7o2Ga3202dOnXMXXfdZdLT013uZ7fbjTHGHDp0yHh7e5vnn38+S53333/fSDK//PJLtm1UrlzZvP32245tZ86cMb6+vubLL780xhizc+dOI8msX7/eUWf+/PnGZrOZo0ePGmOM+fDDD01ISIi5dOmSo87IkSNNTEyMy34jIyPNO++847LsesOGDTM1a9Z0jNWVr7/+2vj4+JgrV664LD958qTx9vY206ZNc9q+YsUK4+PjY86fP59rHABQmPL6fyLuZAIAoJDZPGyKbhCmh0bcpe4vNFKtRhVl87h2d8jVK3btWHlUX4z5RXM/3KZje0+LJZlQWP7xj39o+PDh2rx5s5o2bapOnTrpzz//dFl33bp1euyxxzRkyBBt2bJFrVq10r///e889XP8+HHFxcVJklasWJHtHSTXe/HFFzV+/Hht2LBBXl5eGjRokKPs7Nmz6tChg5YsWaLNmzerffv26tSpkw4dOiRJ2rBhg4YOHapXX31Ve/bs0YIFC9SyZUvH/mPHjtW0adM0efJk7dixQ88995weffRRrVixIseYEhIS1LFjRwUFBenRRx/VlClTnMonTZqkZ555Rk888YR+++03zZkzR7Vq1ZJ07e6YjDaSk5Mdr6/XunVrBQcH69tvv3VsS09P18yZM9WnT58s9Xv27Knhw4erbt26jrtlevbsqcGDB2vBggVKTk521P3xxx91/vx59ezZ0+XYtm3bptTUVDVq1MixbcuWLdq1a5dGjBghDw/Xv0Zk3On2zTff6MqVKy7vWHryyScVEBCgL7/8UtL/rcO1fPlySVJiYqKOHz+uNm3aOPYJCgpSkyZNtHbtWknS2rVrFRwc7BRfmzZt5OHhoXXr1jnqtGzZUj4+Po467dq10549e3T69GmX8efm8uXLmj59ugYNGpTjXX2pqakKDAzM9o68adOmqUyZMurevbvT9kaNGunq1auOMQDAzebmuA8ZAIASqlKNQLUbfLvS/rygbUuPaOfqY7pyKV0yUtK2U0radqqoQ4QLX7+xXufTCv/RxjKBPurxP40LrP0hQ4aoW7dukq4lSBYsWOB4HCyz9957T+3bt3eU3XLLLfr555+1YMGCXPsZNmyYoqOjtWjRIpUpUyZPsb3++uuOxNQLL7ygjh076uLFi/Lz81P9+vVVv359R93XXntNs2fP1pw5czRkyBAdOnRIZcuW1QMPPKBy5copMjJSd955pyTp0qVLeuONN7R48WI1bdpUkhQdHa3Vq1fro48+cvSZmd1u19SpUzVhwgRJ0iOPPKLhw4crMTFRUVFRkqR///vfGj58uIYNG+bYr3Hja8cvLCxMkhQcHJxtks3T01OPPPKIZsyY4Xj0asmSJTpz5ozjOF3P399fAQEB8vLycmrznnvuUUxMjD7//HPH8UpISMjyKNz1Dh48KE9PT6dH8TLWfoqJiXFsO3nypKKjox2v33rrLT399NP6/fffFRQUpCpVqmRp28fHR9HR0Y72vL29FRMT4zgXjh8/LkmqVKmS036VKlVylB0/fjzLY4JeXl4qX768U52MY3F9GxllISEhLseek++++05nzpzRgAEDsq1z6tQpvfbaa06P7mU2ZcoU9e7dW/7+/k7by5Qpo6CgIB08eDDfsQFAccCdTAAAFAOBFfzV/OHa6v9mM93zUC0FhOR9rRwUvvNpl3XuzKVC/yroxFZGkkW69gt7o0aNtGvXLpd1d+3apSZNmmS7f04eeOAB/f777/roo4/yHNsdd9zh+D4jcZGxYPLZs2c1YsQI1alTR8HBwQoICNCuXbscdzLFx8crMjJS0dHR6tu3r7744gudP39e0rVFrM+fP6/4+HgFBAQ4vqZNm6b9+/dnG8+iRYt07tw5dejQQZIUGhqq+Ph4ffrpp47Yjh07ptatW+d5jK706dNHy5cv17FjxyRJX3zxhTp27JjvT5QbPHiwEhISJEknTpzQ/Pnzne4Gy+zChQvy9fXNdQ2uChUqaMuWLdqyZYuCg4N1+XL+z9Fq1app9+7dio2Nzfe+hW3KlCm6//77VbVqVZflaWlp6tixo2677TaNGTPGZZ21a9dq165dTms2Xc/f399xfgLAzYY7mQAAKEZ8/b10Z9vquqN1uPZvPKktiw/rj0N/SZICQvyKODpkKBPok3ulEtSvu/Xt21edO3fWoEGDZIzR888/n+s+3t7eju8zEh92u13StU9kW7RokcaNG6datWrJ399f3bt3dyQ8ypUrp02bNmn58uVauHChXn75ZY0ZM0br1693fBrZ3LlzVa1aNac+c1oYfcqUKUpJSXG6E8Vut2vbtm165ZVXstyhcqMaN26smjVr6quvvtJTTz2l2bNn5+nT2TLr16+fXnjhBa1du1Y///yzoqKi1KJFi2zrh4aG6vz587p8+bLjcbPatWtLkvbs2eO4E8zT09PxCOD1j4bdcsstSk1N1bFjx7IkZC5fvqz9+/erVatWLvvOuAvrxIkTTndCnThxwvHJeZUrV3YkGTNcvXpVKSkpjv0rV66sEydOONXJeJ2XRzQzO3jwoBYvXqxZs2a5LP/rr7/Uvn17lStXTrNnz3Y6Z6/3ySefqEGDBrrrrrtclqekpDjudAOAmw1JJgAAiiFPTw/dEltZtRtX0rHfz+jYvjOq3ahS7juiUBTkI2tF6ZdffnGsVXT16lVt3LhRQ4YMcVm3Tp06WdaN+eWXX/LcV//+/eXh4aGBAwfKbrfn+mljOVmzZo0GDBigBx98UNK1O5uSkpKc6nh5ealNmzZq06aNRo8ereDgYC1dulTx8fHy9fXVoUOHsn00LrM///xT33//vb766ivVrVvXsT09PV3NmzfXwoUL1b59e9WoUUNLlizJNpni7e2t9PT0XPvr06ePvvjiC4WHh8vDw0MdO3bMtq6Pj4/LNitUqKCuXbsqISFBa9eu1cCBA3PsMyOZs3PnTsf3d955p2699VaNGzdOPXr0yHZdJknq1q2bRo4cqfHjx2v8+PFOZZMnT9a5c+fUq1cvl/tGRUWpcuXKWrJkiaPvtLQ0rVu3Tk899ZSka3fNnTlzRhs3bnQka5YuXSq73e64w65p06Z68cUXdeXKFUfCZ9GiRYqJibmhR+USEhJUsWJFl/Oflpamdu3aydfXV3PmzJGfn+s/Cpw9e1Zff/21xo4d67J8//79unjxoiOJBwA3G5JMAAAUYzabTdViQlQtJv+/EAGpqanasmWL07YKFSooIiLCZf2JEyeqdu3aqlOnjt555x2dPn0620eqhg4dqmbNmmncuHHq0qWLfvrppzytx3S9vn37ysPDQ/3795cxRv/4xz/ytX+G2rVra9asWerUqZNsNptGjRrluMtJurbI9YEDB9SyZUuFhIRo3rx5stvtiomJUbly5TRixAg999xzstvtat68uVJTU7VmzRoFBgaqf//+Wfr7/PPPVaFCBfXo0SPL42QdOnTQlClT1L59e40ZM0Z/+9vfVLFiRd1///3666+/tGbNGj377LOS5EhCNWvWTL6+vtkmPvr06aMxY8bo9ddfV/fu3XO8w6pGjRpKTEzUli1bFB4ernLlyjnqDx48WA888IDS09Ndjut6YWFhatiwoVavXu1I9NhsNiUkJCg+Pl7NmjXTv/71L9WpU0dXrlzRypUr9ccff8jT01OSVL16db311lsaPny4/Pz81LdvX3l7e+v777/X//zP/2j48OGO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rW2P+N8tGvdwA7e2ebMpzDlgvvPPypwV9/kujvEVx5hKgw7vrdS8YS2LNIbMx76gzoXs2s2u/5ziyFzm7nlMS0tT3bp1lZKSopCQELe1CwAAgPzjcTk38fT0lCSFh4e7PckUUD5Z4eHhbm3zZlOYc8B855+VOSvu810c4yuOMZUGPkFhRT7vmY99QZ0L2bWbXf85xZG5zN3zmPG4XMb7MAAAAIoOC38DAAAAAADAMpJMAAAAAAAAsIwkEwAAAAAAACwjyQQAAAAAAADLSDIBAAAAAADAMpJMAAAAAAAAsIwkEwAAAAAAACwjyQQAAAAAAADLSDIBAAAAAADAMpJMAAAAAAAAsIwkEwAAAAAAACwjyQQAAAAAAADLSDIBAAAAAADAMpJMAAAAAAAAsIwkEwAAAAAAACwjyQQAAAAAAADLSDIBAAAAAADAMpJMAAAAAAAAsIwkEwAAAAAAACwjyQQAAAAAAADLSDIBAAAAAADAMpJMAAAAAAAAsIwkEwAAAAAAACwjyQQAAAAAAADLSDIBAAAAAADAMpJMAAAAAAAAsIwkEwAAAAAAACwjyQQAAAAAAADLSDIBAAAAAADAMpJMAAAAAAAAsMyrqAMoKYwxkqS0tDS3t335wtkCafdmUphzwHznn5U5K+7zXRzjK44xlQbpF88V+bxnPvYFdS5k1252/ecUR+Yyd89jRlsZ78MAAAAoOjbD/8rc4siRI4qIiCjqMAAAKJUOHz6s8PDwog4DAACgVCPJ5CZ2u13Hjh1TuXLlZLPZijocy9LS0hQREaHDhw8rMDCwqMMpdKV5/KV57FLpHn9pHrtUusd/M4/dGKO//vpLVatWlYcHqwAAAAAUJR6XcxMPD48S+RfUwMDAm+4XDncqzeMvzWOXSvf4S/PYpdI9/pt17EFBQUUdAgAAAMTC3wAAAAAAAHADkkwAAAAAAACwjCQTXPL19dXo0aPl6+tb1KEUidI8/tI8dql0j780j10q3eMvzWMHAACA+7DwNwAAAAAAACzjTiYAAAAAAABYRpIJAAAAAAAAlpFkAgAAAAAAgGUkmQAAAAAAAGAZSaab3NSpU2Wz2XL8at26taP+mDFjcqyblJTksp+ffvpJcXFxKleunAIDA9WqVSstWbIk27h+//139ejRQ6GhofL391f9+vU1adIk3eg689OnT9eTTz6pRo0aydfXVzabTVOnTs22flpamp5//nlFRkbK19dXNWrU0D/+8Q+dPXvWZX273a4JEyaoXr168vf3V1hYmHr16qUDBw5k20dhzklex3/lyhV9++236t+/v+rUqaOAgACVK1dOTZo00aRJk5Senp5ln6SkpBzPiTFjxriMKTk5WY899piqVKkiPz8/xcTE6PXXX9eVK1dc1r906ZJeffVV1a5dW35+fqpataqeeOIJnTx50i1jl4rv+Z3f8/FGx5/bzwKbzabDhw876hf3Y3/06FG9++67atu2rapXry4fHx9VrlxZ3bp107p161zuU1Ku/fyMvSRe9wAAALg5eRV1ALCmQYMGGj16tMuyb775Rjt27FC7du2ylPXv3181atTIsj04ODjLtunTp6tv374KCwvTgAEDJEkzZ85UfHy8vv76a3Xv3t2p/s6dO3XPPffowoUL6tGjh6pWraq5c+fq6aef1s6dOzVhwoR8j/Oll17SwYMHFRoaqipVqujgwYPZ1j137pzi4uK0ZcsWtW3bVr169dLmzZs1btw4rVixQitXrpSfn5/TPk8++aQ++eQT1a1bV0OHDtWxY8f09ddfa+HChfrll19Uu3btIp2TvI5///796t69uwICAtS6dWt17txZqamp+uGHH/T0009r3rx5mjNnjmw2W5Z969evr65du2bZfu+992bZdvz4cTVp0kRHjhzRgw8+qNq1a2vFihV66aWX9Ouvv+q7775z6sNut6tLly766aefdPfdd6tbt27au3evPvnkEy1ZskS//PKLwsLCLI39esXp/L6R8/FGx5/dz4J9+/bpiy++0G233aaIiIgs5cX12E+YMEH/+c9/VLNmTbVt21ZhYWHau3evvvvuO3333XeaMWOGevbs6ahfkq79/Iy9JF73AAAAuEkZlEiXLl0yFSpUMF5eXub48eOO7aNHjzaSzLJly/LUTkpKigkODjahoaHm8OHDju2HDx82oaGhJjQ01KSlpTnt07JlSyPJzJs3zymeFi1aGEnm559/zvd4Fi1aZJKSkowxxowdO9ZIMgkJCS7rvvzyy0aSGTlypNP2kSNHGknmjTfecNq+dOlSI8m0bNnSXLp0ybF93rx5RpJp27atU/2imJO8jv/IkSNm4sSJ5uzZs07bz549axo1amQkma+//tqpLDEx0Ugy/fv3zzGG6/Xr189IMpMmTXJss9vt5pFHHjGSzIwZM5zqf/rpp0aS6dWrl7Hb7Y7tkyZNMpLME088kW1f+Tn2xfH8zu/5mFl+xp+dIUOGGElm/PjxTtuL+7H/9ttvzfLly7NsX7lypfH29jYhISHm4sWLju0l6drPz9hL4nUPAACAmxNJphJq5syZRpLp2rWr0/b8/hL+0UcfGUnmlVdeyVI2ZswYI8l89tlnjm179uwxkkyrVq2y1F++fLmRZAYOHJi/wWSS0y/adrvdVK1a1QQEBLj8hSsgIMBER0c7be/Vq5eRZFasWJGlvXvvvddIMgcPHnRsK+o5udFEw4wZM4wk88wzzzhtz+8vm2lpacbX19dER0c7/eJojDFJSUkux9q0aVMjyZEsyWC32010dLQpW7asOX/+fK59uzvJVNDH8kbOx5zcyLG/cOGCCQkJMT4+PubkyZNOZTfTsc+sbdu2RpJZv369o72Sfu1nyDz2nJSE6x4AAAA3D9ZkKqE++eQTSdLgwYNdlq9cuVL/+c9/9Pbbb+u7777Ldr2S5cuXS5Latm2bpSzjMbwVK1bkqX7z5s1VtmxZp/rutnfvXh07dkzNmjVT2bJlncrKli2rZs2a6cCBA07r0ixfvtxRlll+x1gc5ySDt7e3JMnLy/VTsseOHdPEiRP1xhtvaMqUKdq/f7/LemvXrtWlS5cUHx+f5fGbyMhIxcTEaM2aNY51YC5evKh169YpJiZGkZGRTvVtNpvi4+N17tw5bdiwweoQHYrL+X0j56O7zZo1S6dPn1bnzp2zfTTpZjz2mc/n0nTt53Yt56fuzXjsAQAAUHyxJlMJdPDgQS1ZskTh4eFq3769yzqZ124JDg7We++9p379+jlt37t3ryRlWZfk+m0ZdXKr7+npqaioKO3cuVNXr17N0y9I+ZVT/xnbf/rpJ+3du1cRERE6d+6ckpOTdfvtt8vT09Nl/evbza2P4jgnGT799FNJrn/hlaRFixZp0aJFjtc2m019+vTR5MmTnX5pz8sc79mzRwcPHlR0dLT2798vu92eY/2Mdlu0aJH/gblQXM7v/J6PBWHKlCmSsk84SzffsT906JAWL16sKlWqqF69enmOrSRc+67GnpPSdN0DAACg6HEnUwmUkJAgu92uAQMGZPnlqX79+vr000914MABXbhwQYmJiZowYYJsNpsGDBigOXPmONVPTU2VJAUFBWXpJzAw0KlObvUz9rHb7frrr79ufIA5yEv/19fLb/3c9imOcyJJH3/8sebPn6/77rtPHTp0cCorU6aMRo0apY0bN+rMmTNKSUnR4sWLFRsbq+nTp2dJzBTGHN+o4nZ+F+bYXUlMTNSyZctUvXp1xcfHZym/GY/9lStX1LdvX126dEn/+c9/HD/jSsO1n93Ys1NarnsAAAAUH9zJVMLY7XYlJCTIZrNp0KBBWcoffPBBp9c1atTQkCFDVKdOHcXHx+ull15S586dCytcFIIff/xRQ4YMUWRkpKZPn56lvGLFinr11VedtrVu3VpNmzZVw4YNNWvWLG3atEkNGzYsrJBvGOe3s08//VTGGA0cOFAeHln/pnCzHfuM5PnKlSv1+OOPq2/fvkUdUqHJ79hL03UPAACA4oM7mUqYxYsX69ChQ7rvvvsUFRWV5/1at26tmjVr6rffflNaWppje8ZfoV39tTmj3vV/qc6pfsY+NptN5cqVy3Ns+ZGX/q+vl9/6ue1T3OZk3rx56t69uypVqqSlS5eqSpUqed63TJkyjl9k16xZ49heGHPsbkV1fhfl2O12u6ZOnSoPDw+XCeecFMdjb7fbNWjQIM2YMUOPPvqoJk+e7FRekq/93MaeGdc9AAAAigpJphImtwW/cxIaGipJOn/+vGObq3VGMrhaoyOn+unp6UpMTFRUVFSBrT2UU//Xb8+oV7ZsWVWpUkWJiYmOBWtzqp9bH8VpTubOnauHHnpIoaGhWrZsmaKjo/PdRsY5ce7cOce2vMyxj4+PqlevLkmKjo6Wh4dHno9JQSmK8zu/56M7LViwQEeOHFF8fLzjWORHcTr2drtdAwcO1GeffaZevXo5kmfXK6nXfl7Gfj2uewAAABQlkkwlyJ9//qnvv/9e5cuXz/LYUG7OnTunHTt2qGzZso5fMCQpLi5OkrRw4cIs+/z0009OdXKrv3r1ap07d86pvrvVrl1bVatW1Zo1a5x+QZKujXHNmjWKiopyWmQ5Li7OUZZZxhhbtmzpVF8q3nMyd+5cdevWTeXLl9eyZctUq1atG2pn3bp1kq49dpbh7rvvlo+PjxYtWiRjjFP9gwcPas+ePWrWrJnjF2d/f3/FxsY6FgW+njFGixYtUtmyZdWoUaMbijEviur8vpHz0V3ysuB3TorLsc9IskybNk09e/bU559/nu1C3SXt2s/r2DNw3QMAAKDIGZQY77zzjpFkhg4d6rI8LS3N7NmzJ8v28+fPm169ehlJZuDAgU5lKSkpJigoyISGhprDhw87th8+fNiEhoaa0NBQk5aW5rRPy5YtjSQzb948x7ZLly6ZFi1aGElmzZo1VoZpxo4daySZhIQEl+Uvv/yykWRGjhzptH3kyJFGknnjjTecti9dutRIMi1btjSXLl1ybJ83b56RZNq2betUv6jnJLfxz5s3z/j6+prKlSub3bt359repk2bjN1uz7L922+/NR4eHiYkJMScOXPGqaxfv35Gkpk0aZJjm91ud5xHM2bMcKr/6aefGkmmV69eTn1NmjTJSDJPPPFErnEak/PYi+v5nd/z8UbHf72TJ08ab29vExYW5nROZ1bcj316errp37+/kWQefvhhc+XKlRzHXZKu/fyOvSRf9wAAALh52IzJ9CdJ3LTq1aun7du3a9u2bS4/2jopKUnR0dFq3Lix6tSpo8qVK+vEiRNavHixjhw5onr16mnZsmWqUKGC037Tp09X3759FRYWpp49e0qSZs6cqVOnTmnmzJl6+OGHnerv2LFDzZo104ULF9SzZ09VqVJFc+fO1Y4dOzRkyBBNmDAh32P75JNPtHr1aknSb7/9pk2bNqlZs2aOv9Q3b97cccfGuXPn1KxZM23dulVt27ZVw4YNtWnTJi1cuFCNGzfWihUr5O/v79T+448/rk8++UR169ZVx44dlZycrJkzZyogIEBr167VLbfcUqRzktfx7969Ww0aNNClS5f0yCOPKCYmJktbNWrU0IABAxyv7733Xu3fv19NmzZVeHi40tPTtWnTJq1evVq+vr76+uuvsyyWnZycrCZNmujIkSN66KGHVKtWLa1YsUK//PKLOnXqpO+//142m81R3263q0OHDvrpp5909913Ky4uTvv27dOsWbNUo0YNrVu3TmFhYZbGXlzP7xs5H29k/NcbP368RowYoeeff17jx4/Ptu3ifuzHjBmjV155RQEBARo2bJjLx8q6du2qBg0a3PBcF9drPz9jL4nXPQAAAG5SRZ3lgnusW7fOSDKxsbHZ1klNTTXPPPOMady4sQkLCzNeXl6mXLlyJjY21rz11lvm/Pnz2e47f/5806JFC1O2bFkTEBBg4uLizKJFi7Ktv3v3btO9e3dTvnx54+vra+rVq2cmTpzo8i/neZHxF/3svvr37+9U/8yZM+bvf/+7iYiIMN7e3qZ69epm+PDhWe4yyJCenm7ee+89U7duXePr62sqVKhgevbsafbt21cs5iSv41+2bFmO9SSZuLg4p7b/+9//mvbt25uIiAjj7+9vfH19TXR0tBk8eLDZtWtXtjEdO3bMDBo0yFSqVMn4+PiY2rVrm9deey3bO2cuXrxoxowZY2rWrGl8fHxM5cqVzeDBg83x48fdMvbifH7n93y8kfFfr06dOkaS2blzZ45t3+zHXi7u6iop135+xl4Sr3sAAADcnLiTCQAAAAAAAJax8DcAAAAAAAAsI8kEAAAAAAAAy0gyAQAAAAAAwDKSTAAAAAAAALCMJBMAAAAAAAAsI8kEAAAAAAAAy0gyAQAAAAAAwDKSTAAAAAAAALCMJBMAJ8nJyRo7dqzuv/9+Va9eXQEBAfL29lZwcLBuv/129ejRQ++//74OHTpU1KEWmho1ashms2X58vDwULly5XTrrbeqb9++WrJkSVGHmkVSUpJTzPfee29RhwQAAACghLIZY0xRBwGg6F2+fFkvvvii3nvvPV25ciXX+jabTVeuXJGnp2chRFe0atSooYMHD+ap7nPPPaf/9//+XwFHlHdJSUmKiopyvI6Li9Py5cuLLiAAAAAAJZZXUQcAoOhdvHhR7du314oVK5y2+/j46M4771SlSpV04cIF7d+/XwcOHJAkGWNUWnPULVu2VFhYmNLS0rRhwwadPn3aUfbOO++oe/fuuueee4owQgAAAAAofCSZAGjIkCFZEkzPP/+8Ro0apeDgYKftycnJ+uqrr/Tuu+8WXoDFzCuvvOJ47Cw1NVUNGzZ0JN8kad68eSSZAAAAAJQ6rMkElHLbt29XQkKC07ZRo0Zp/PjxWRJMklSlShU999xz2rdvn7y8suapjTH68ccf1aNHD9WoUUP+/v4qU6aMYmJi9NRTT2n37t0u47j33nud1g5KSkrS0qVL1bFjR5UvX15+fn6qW7eu3nnnnWzvoLrRvq0ICgrSAw884LTt1KlTWepNnz5djz/+uJo0aaLq1aurXLly8vb2VoUKFdS0aVO9/PLLOnHihMs+rp+XGjVqyG6365NPPtHdd9+tgIAABQQEqEWLFpo/f36+4//hhx/k6+vraD8wMFBLly7NdzsAAAAAIAOgVHvxxReNJMdXWFiYuXDhwg21lZaWZu6//36n9jJ/eXt7m8mTJ2fZNy4uzqlev379sm1j2LBhbu07N5GRkU7tLFu2zKn82WefdSp/5ZVXsrRRt27dHGOTZMqXL282b96cZd/r61SqVMm0bdvW5f42m83MmjXLad/ExESnOnFxcY6yWbNmGW9vb0dZaGioWb9+fb7nBwAAAACMMYY7mYBS7ueff3Z63bp1a/n5+d1QW7169XK6myYsLEzt27dXq1at5OPjI0m6cuWKnnrqqVzvupk2bZoCAgJ03333qVatWk5lEyZM0OHDhwus7/w4ffq0fvjhB8drm82mrl27uqzr5+enBg0a6L777lOXLl0UHx+vqlWrOspTUlI0cODAHPs7ceKEFi5cqCpVqig+Pl6hoaGOMmOMRo4cmae4v/nmG/Xo0cOxyHtERIRWrVqlRo0a5Wl/AAAAAMiMJBNQymV+RCsyMjJLnfDwcKdHtjK+BgwY4KizZMkSzZ071/G6c+fOOnLkiObPn6+lS5fqt99+U0BAgKRryZB//vOfOcYVGRmp7du3a8mSJdq1a5dat27tKLPb7Vq2bFmB9Z2b0aNHq3v37mrbtq2io6OVlJTkKHvttdd0xx13ZNnnyy+/VGpqqjZv3qwlS5bou+++08KFC3X48GH16NHDUW/Lli25PtbXvn177d+/XwsXLtT27dtVsWJFR9nevXt16NChHPf/6quv1KtXL129elWSFBMTozVr1ujWW2/Ny/ABAAAAwCUW/gbgFrNnz3Z6ferUKfXu3dtpm7e3t+P77du3KykpSTVq1HDZ3gsvvOBIeHl5ealDhw5asmSJo/zo0aMF1nduVq5cmWVbxYoVNWPGDKdk2PWioqI0ceJEzZ07V7t27VJKSoouXrzosu7u3btzTPi888478vf3lyRVqlRJTZo0cbqb6ujRo6pevbrLfX/77Tc9+uijSk9PlyQ1atRI8+fPd7ojCgAAAABuBEkmoJSrVKmSdu7c6Xjt6i6Yjh076s8//9TBgwe1YcMGl+0kJiY6vc78GF52+2SX6GncuLHT66CgIKfXly5dKrC+b8TJkyf11FNPaeHChVnaPXnypJo3b669e/fmqa3U1NRsywICArIkoHKam8xSUlIc35cpU0Y//PADCSYAAAAAbsHjckApd8899zi9Xrp0qWOdngwfffSRvvnmGz3zzDNu7fvcuXPZllWoUMHptaenZ6H1nZtly5bp8uXL2rhxoxo2bOjYvnfvXnXr1s1xl1CGV1991SnB5OXlpWbNmunBBx9Ut27dVKdOHaf6JptPz5Oyzot043Nz/vx59e7dWxcuXLih/QEAAADgeiSZgFKuZ8+estlsjtcnTpzQO++8k+92oqKinF5/9dVXMsbk+PXAAw9Yjr+o+vb29lbDhg01Z84cx3pPkrRp0yZNmTLFqe6qVaucXq9Zs0arV6/WrFmz9M0336hFixaWYsmPJk2aqFWrVo7Xy5YtU6dOnUg0AQAAALCMJBNQytWrV0/9+vVz2vavf/1Lr732Wr4SD507d3Z6PWrUqCyPsUnX1guaOHGinn322RsLuJj1Xa1aNQ0fPtxp22uvveb0yFrmO8PKlCnj+H7t2rWaPn262+LJjZ+fn+bMmaO7777bsW3JkiXq2rVrtmtEAQAAAEBekGQCoEmTJqlp06aO13a7XS+//LLCwsJ07733qmvXroqLi9PTTz+dbRtt27ZVfHy84/XevXtVu3ZtxcbGqkuXLoqPj1dUVJTCw8M1ZMgQ/fbbb26Lvyj7lqS///3vCg4Odrw+cuSI/vvf/zpeX5/QkaSmTZvq/vvvV7NmzdS8efNCv4soICBA8+fPV4MGDRzbFi5cqAcffDDH9ZwAAAAAICckmQDI399fS5cu1dNPP+20vs+5c+e0YsUKff/991q5cqVTMsTLy0u1a9d2auebb75Ru3btHK/T09O1fv16zZkzR4sXL1ZSUpLT/u5UlH0HBwfrueeec9o2duxYx51Bo0aNclpL6ezZs1qwYIF+/vlnRUVF6W9/+5tb48mL4OBgLVy40GkR8QULFuihhx7S5cuXCz0eAAAAADc/kkwAJF17jGrixInat2+fXn75ZcXFxaly5cry9fWVj4+PQkNDddddd6lfv36aMmWKjh49qhdffNGpjcDAQC1YsEBz585V7969VbNmTZUpU0aenp4KCQnRnXfeqccee0xfffWV5syZ49b4i7Jv6drdTCEhIY7Xx44d00cffSTp2ppR69evV+/evRUaGipvb29FRkZq6NChWr9+vSpWrOj2ePIiLCxMixcvdlrTat68eerWrRuJJgAAAAD5ZjM5fYwRAAAAAAAAkAfcyQQAAAAAAADLSDIBAAAAAADAMpJMAAAAAAAAsIwkEwAAAAAAACwjyQQAAAAAAADLSDIBAAAAAADAMpJMAAAAAAAAsIwkEwAAAAAAACwjyQQAAAAAAADLSDIBAAAAAADAMpJMAAAAAAAAsIwkEwAAAAAAACwjyQQAAAAAAADL/j96WmEMLVcQ+gAAAABJRU5ErkJggg==","text/plain":["<Figure size 600x550 with 6 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_scz.res2d.Term\n","axs = gs_res_scz.plot(terms[:5], show_ranking=False, legend_kws={'loc': (1.05, 0)}, )"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":603},"executionInfo":{"elapsed":1387,"status":"ok","timestamp":1689678088690,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"WudEpuaFMx4M","outputId":"7820551b-cdc8-44a8-c0ff-66248c7993e7"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 400x500 with 7 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_scz.res2d.Term[:5]\n","hits = [gs_res_scz.results[t]['hits'] for t in terms]\n","runes = [gs_res_scz.results[t]['RES'] for t in terms]\n","fig = gseaplot2(terms=terms, RESs=runes, hits=hits,\n"," rank_metric=gs_res_scz.ranking,\n"," legend_kws={'loc': (-0.35, -1.3)}, # set the legend loc\n"," figsize=(4,5)) # rank_metric=pre_res.ranking"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":548},"executionInfo":{"elapsed":1966,"status":"ok","timestamp":1689637937494,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"e7X8ZAnVibCe","outputId":"d768357f-a9eb-457b-9e86-1d874b4052ab"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 400x500 with 4 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_scz_dc.res2d[gs_res_scz_dc.res2d[\"FDR q-val\"] < 0.1].Term\n","hits = [gs_res_scz_dc.results[t]['hits'] for t in terms]\n","runes = [gs_res_scz_dc.results[t]['RES'] for t in terms]\n","fig = gseaplot2(terms=terms, RESs=runes, hits=hits,\n"," rank_metric=gs_res_scz_dc.ranking,\n"," legend_kws={'loc': (-0.25, -0.6)}, # set the legend loc\n"," figsize=(4,5)) # rank_metric=pre_res.ranking"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":551},"executionInfo":{"elapsed":2828,"status":"ok","timestamp":1689609107174,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"Nt8cn3vPiyNl","outputId":"0b5e37d2-f8a2-4ce1-c83f-8dd6ff3401bc"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1400x400 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["genes = gs_res_scz_dc.res2d.Lead_genes[1].split(\";\")\n","ax = heatmap(df = gs_res_scz_dc.heatmat.loc[genes], z_score=0, title=gs_res_scz_dc.res2d.Term[1], figsize=(14,4))"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":551},"executionInfo":{"elapsed":2628,"status":"ok","timestamp":1689609068959,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"geRgLWxhTQ7w","outputId":"fe5cf29d-1835-4717-f918-6ccfd4aa86fc"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1400x400 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["genes = gs_res_scz.res2d.Lead_genes[0].split(\";\")\n","ax = heatmap(df = gs_res_scz.heatmat.loc[genes], z_score=0, title=gs_res_scz.res2d.Term[0], figsize=(14,4))"]},{"cell_type":"markdown","metadata":{"id":"ZgUWuZGqGUdS"},"source":["# **GSEA MDD**"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":522},"executionInfo":{"elapsed":2128,"status":"ok","timestamp":1689713598472,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"lyNNZApV8Itp","outputId":"bc876c96-aef7-4f69-912b-7c347b2c54f0"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-e69fdedd-1769-4949-8fcf-31a6f3e5da41\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>control</th>\n"," <th>control.1</th>\n"," <th>control.2</th>\n"," <th>control.3</th>\n"," <th>control.4</th>\n"," <th>control.5</th>\n"," <th>control.6</th>\n"," <th>control.7</th>\n"," <th>control.8</th>\n"," <th>control.9</th>\n"," <th>...</th>\n"," <th>control.57</th>\n"," <th>mdd.61</th>\n"," <th>control.58</th>\n"," <th>control.59</th>\n"," <th>control.60</th>\n"," <th>mdd.62</th>\n"," <th>mdd.63</th>\n"," <th>control.61</th>\n"," <th>control.62</th>\n"," <th>control.63</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>A1BG</th>\n"," <td>3.678218</td>\n"," <td>3.286122</td>\n"," <td>2.978241</td>\n"," <td>3.416928</td>\n"," <td>3.915461</td>\n"," <td>3.622674</td>\n"," <td>3.348873</td>\n"," <td>3.407293</td>\n"," <td>3.475643</td>\n"," <td>3.588239</td>\n"," <td>...</td>\n"," <td>3.592613</td>\n"," <td>3.855741</td>\n"," <td>3.845511</td>\n"," <td>3.589142</td>\n"," <td>3.502773</td>\n"," <td>3.618603</td>\n"," <td>3.791884</td>\n"," <td>3.453535</td>\n"," <td>3.454187</td>\n"," <td>3.765669</td>\n"," </tr>\n"," <tr>\n"," <th>A1BG-AS1</th>\n"," <td>6.443778</td>\n"," <td>6.439185</td>\n"," <td>6.091514</td>\n"," <td>6.160160</td>\n"," <td>6.262001</td>\n"," <td>6.650213</td>\n"," <td>6.046788</td>\n"," <td>6.930769</td>\n"," <td>6.418877</td>\n"," <td>6.679607</td>\n"," <td>...</td>\n"," <td>6.629202</td>\n"," <td>6.512555</td>\n"," <td>6.482534</td>\n"," <td>6.767941</td>\n"," <td>6.677439</td>\n"," <td>6.787397</td>\n"," <td>7.079915</td>\n"," <td>6.603517</td>\n"," <td>6.562028</td>\n"," <td>7.033624</td>\n"," </tr>\n"," <tr>\n"," <th>A1CF</th>\n"," <td>3.282722</td>\n"," <td>2.779510</td>\n"," <td>2.701834</td>\n"," <td>3.136804</td>\n"," <td>2.722878</td>\n"," <td>2.927107</td>\n"," <td>2.806098</td>\n"," <td>2.691950</td>\n"," <td>2.971447</td>\n"," <td>2.958255</td>\n"," <td>...</td>\n"," <td>2.722194</td>\n"," <td>2.745230</td>\n"," <td>2.643486</td>\n"," <td>3.209170</td>\n"," <td>2.591007</td>\n"," <td>2.649972</td>\n"," <td>3.033433</td>\n"," <td>2.871597</td>\n"," <td>2.773500</td>\n"," <td>3.082072</td>\n"," </tr>\n"," <tr>\n"," <th>A2M</th>\n"," <td>4.952460</td>\n"," <td>4.575449</td>\n"," <td>4.801654</td>\n"," <td>4.814918</td>\n"," <td>4.836391</td>\n"," <td>4.607112</td>\n"," <td>4.566239</td>\n"," <td>4.528694</td>\n"," <td>4.940149</td>\n"," <td>4.757857</td>\n"," <td>...</td>\n"," <td>4.638567</td>\n"," <td>4.339631</td>\n"," <td>4.389326</td>\n"," <td>4.522569</td>\n"," <td>4.750834</td>\n"," <td>4.872960</td>\n"," <td>4.662414</td>\n"," <td>4.716106</td>\n"," <td>4.588417</td>\n"," <td>4.876001</td>\n"," </tr>\n"," <tr>\n"," <th>A2M-AS1</th>\n"," <td>8.313736</td>\n"," <td>7.442635</td>\n"," <td>8.522661</td>\n"," <td>8.584944</td>\n"," <td>8.582563</td>\n"," <td>8.080346</td>\n"," <td>8.787317</td>\n"," <td>8.089630</td>\n"," <td>7.931064</td>\n"," <td>7.702357</td>\n"," <td>...</td>\n"," <td>7.713432</td>\n"," <td>6.800672</td>\n"," <td>7.133639</td>\n"," <td>7.295100</td>\n"," <td>8.266381</td>\n"," <td>7.978626</td>\n"," <td>7.685621</td>\n"," <td>7.938541</td>\n"," <td>8.017463</td>\n"," <td>8.066153</td>\n"," </tr>\n"," <tr>\n"," <th>...</th>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," </tr>\n"," <tr>\n"," <th>ZYG11A</th>\n"," <td>4.472377</td>\n"," <td>4.687464</td>\n"," <td>4.928949</td>\n"," <td>4.379016</td>\n"," <td>4.538363</td>\n"," <td>4.160522</td>\n"," <td>4.396658</td>\n"," <td>4.667440</td>\n"," <td>4.280527</td>\n"," <td>3.729029</td>\n"," <td>...</td>\n"," <td>3.504938</td>\n"," <td>3.428236</td>\n"," <td>3.390104</td>\n"," <td>3.393494</td>\n"," <td>4.065496</td>\n"," <td>3.713914</td>\n"," <td>3.856949</td>\n"," <td>3.856006</td>\n"," <td>3.736156</td>\n"," <td>4.090386</td>\n"," </tr>\n"," <tr>\n"," <th>ZYG11B</th>\n"," <td>7.702434</td>\n"," <td>8.273578</td>\n"," <td>8.332399</td>\n"," <td>8.055039</td>\n"," <td>8.177309</td>\n"," <td>8.418922</td>\n"," <td>8.559867</td>\n"," <td>7.807338</td>\n"," <td>8.284237</td>\n"," <td>7.906655</td>\n"," <td>...</td>\n"," <td>8.028612</td>\n"," <td>8.477206</td>\n"," <td>8.116576</td>\n"," <td>8.004243</td>\n"," <td>7.810824</td>\n"," <td>7.764784</td>\n"," <td>7.792606</td>\n"," <td>7.508345</td>\n"," <td>7.914982</td>\n"," <td>7.472140</td>\n"," </tr>\n"," <tr>\n"," <th>ZYX</th>\n"," <td>9.922776</td>\n"," <td>9.761252</td>\n"," <td>8.414962</td>\n"," <td>9.092369</td>\n"," <td>8.967648</td>\n"," <td>9.341418</td>\n"," <td>8.551150</td>\n"," <td>9.326148</td>\n"," <td>9.529829</td>\n"," <td>9.574537</td>\n"," <td>...</td>\n"," <td>10.456391</td>\n"," <td>10.268387</td>\n"," <td>10.017479</td>\n"," <td>10.863439</td>\n"," <td>9.639776</td>\n"," <td>10.356037</td>\n"," <td>10.074941</td>\n"," <td>9.985552</td>\n"," <td>9.808788</td>\n"," <td>10.101097</td>\n"," </tr>\n"," <tr>\n"," <th>ZZEF1</th>\n"," <td>6.453670</td>\n"," <td>6.335933</td>\n"," <td>6.446376</td>\n"," <td>6.527935</td>\n"," <td>6.428279</td>\n"," <td>6.555135</td>\n"," <td>6.586912</td>\n"," <td>6.558270</td>\n"," <td>6.884512</td>\n"," <td>6.341421</td>\n"," <td>...</td>\n"," <td>6.729450</td>\n"," <td>6.661364</td>\n"," <td>6.501560</td>\n"," <td>6.853390</td>\n"," <td>6.646841</td>\n"," <td>6.619929</td>\n"," <td>6.850845</td>\n"," <td>6.910645</td>\n"," <td>6.824424</td>\n"," <td>6.589108</td>\n"," </tr>\n"," <tr>\n"," <th>ZZZ3</th>\n"," <td>4.693944</td>\n"," <td>5.581965</td>\n"," <td>6.012590</td>\n"," <td>5.716714</td>\n"," <td>5.297856</td>\n"," <td>5.759125</td>\n"," <td>6.041967</td>\n"," <td>5.032671</td>\n"," <td>5.168541</td>\n"," <td>4.633298</td>\n"," <td>...</td>\n"," <td>5.460113</td>\n"," <td>5.936889</td>\n"," <td>5.925068</td>\n"," <td>5.344623</td>\n"," <td>6.382690</td>\n"," <td>5.864292</td>\n"," <td>5.711944</td>\n"," <td>5.948168</td>\n"," <td>6.270375</td>\n"," <td>5.675278</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>23520 rows × 128 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-e69fdedd-1769-4949-8fcf-31a6f3e5da41')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 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Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" control control.1 control.2 control.3 control.4 control.5 \\\n","A1BG 3.678218 3.286122 2.978241 3.416928 3.915461 3.622674 \n","A1BG-AS1 6.443778 6.439185 6.091514 6.160160 6.262001 6.650213 \n","A1CF 3.282722 2.779510 2.701834 3.136804 2.722878 2.927107 \n","A2M 4.952460 4.575449 4.801654 4.814918 4.836391 4.607112 \n","A2M-AS1 8.313736 7.442635 8.522661 8.584944 8.582563 8.080346 \n","... ... ... ... ... ... ... \n","ZYG11A 4.472377 4.687464 4.928949 4.379016 4.538363 4.160522 \n","ZYG11B 7.702434 8.273578 8.332399 8.055039 8.177309 8.418922 \n","ZYX 9.922776 9.761252 8.414962 9.092369 8.967648 9.341418 \n","ZZEF1 6.453670 6.335933 6.446376 6.527935 6.428279 6.555135 \n","ZZZ3 4.693944 5.581965 6.012590 5.716714 5.297856 5.759125 \n","\n"," control.6 control.7 control.8 control.9 ... control.57 \\\n","A1BG 3.348873 3.407293 3.475643 3.588239 ... 3.592613 \n","A1BG-AS1 6.046788 6.930769 6.418877 6.679607 ... 6.629202 \n","A1CF 2.806098 2.691950 2.971447 2.958255 ... 2.722194 \n","A2M 4.566239 4.528694 4.940149 4.757857 ... 4.638567 \n","A2M-AS1 8.787317 8.089630 7.931064 7.702357 ... 7.713432 \n","... ... ... ... ... ... ... \n","ZYG11A 4.396658 4.667440 4.280527 3.729029 ... 3.504938 \n","ZYG11B 8.559867 7.807338 8.284237 7.906655 ... 8.028612 \n","ZYX 8.551150 9.326148 9.529829 9.574537 ... 10.456391 \n","ZZEF1 6.586912 6.558270 6.884512 6.341421 ... 6.729450 \n","ZZZ3 6.041967 5.032671 5.168541 4.633298 ... 5.460113 \n","\n"," mdd.61 control.58 control.59 control.60 mdd.62 mdd.63 \\\n","A1BG 3.855741 3.845511 3.589142 3.502773 3.618603 3.791884 \n","A1BG-AS1 6.512555 6.482534 6.767941 6.677439 6.787397 7.079915 \n","A1CF 2.745230 2.643486 3.209170 2.591007 2.649972 3.033433 \n","A2M 4.339631 4.389326 4.522569 4.750834 4.872960 4.662414 \n","A2M-AS1 6.800672 7.133639 7.295100 8.266381 7.978626 7.685621 \n","... ... ... ... ... ... ... \n","ZYG11A 3.428236 3.390104 3.393494 4.065496 3.713914 3.856949 \n","ZYG11B 8.477206 8.116576 8.004243 7.810824 7.764784 7.792606 \n","ZYX 10.268387 10.017479 10.863439 9.639776 10.356037 10.074941 \n","ZZEF1 6.661364 6.501560 6.853390 6.646841 6.619929 6.850845 \n","ZZZ3 5.936889 5.925068 5.344623 6.382690 5.864292 5.711944 \n","\n"," control.61 control.62 control.63 \n","A1BG 3.453535 3.454187 3.765669 \n","A1BG-AS1 6.603517 6.562028 7.033624 \n","A1CF 2.871597 2.773500 3.082072 \n","A2M 4.716106 4.588417 4.876001 \n","A2M-AS1 7.938541 8.017463 8.066153 \n","... ... ... ... \n","ZYG11A 3.856006 3.736156 4.090386 \n","ZYG11B 7.508345 7.914982 7.472140 \n","ZYX 9.985552 9.808788 10.101097 \n","ZZEF1 6.910645 6.824424 6.589108 \n","ZZZ3 5.948168 6.270375 5.675278 \n","\n","[23520 rows x 128 columns]"]},"execution_count":16,"metadata":{},"output_type":"execute_result"}],"source":["subset_mdd = pd.read_csv(\"data/rna-seq/depression/mdd_exp.csv\", index_col=0)\n","subset_mdd"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"iuhTVsH-8aGD"},"outputs":[],"source":["class_vector_mdd = []\n","for i in subset_mdd.columns.values:\n"," if \"control\" in i:\n"," class_vector_mdd.append(\"Control\")\n"," else:\n"," class_vector_mdd.append(\"Depression\")"]},{"cell_type":"markdown","metadata":{"id":"hMKKVHNYKjBH"},"source":["## **Use GO_Molecular_Function_2023 as the gene set library**"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"tszQW9lD8ylN"},"outputs":[],"source":["gs_res_mdd = gseapy.gsea(data=subset_mdd,\n"," gene_sets= \"GO_Molecular_Function_2023\",\n"," cls= class_vector_mdd,\n"," permutation_type='phenotype',\n"," permutation_num=1000,\n"," outdir=None,\n"," method='signal_to_noise',\n"," threads=4, seed= 7)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"executionInfo":{"elapsed":342,"status":"ok","timestamp":1689715021128,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"4R-oDn8p-c_y","outputId":"b7d469eb-d825-48b2-85b3-26cd09c9624a"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-14f22d0f-22c0-45fb-b277-d2acfa30c619\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>Name</th>\n"," <th>Term</th>\n"," <th>ES</th>\n"," <th>NES</th>\n"," <th>NOM p-val</th>\n"," <th>FDR q-val</th>\n"," <th>FWER p-val</th>\n"," <th>Tag %</th>\n"," <th>Gene %</th>\n"," <th>Lead_genes</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>gsea</td>\n"," <td>DNA Polymerase Binding (GO:0070182)</td>\n"," <td>0.736595</td>\n"," <td>1.901088</td>\n"," <td>0.0</td>\n"," <td>0.095396</td>\n"," <td>0.11</td>\n"," <td>9/17</td>\n"," <td>10.82%</td>\n"," <td>HSP90AA1;HSP90AB1;HMGB1;SMG6;PTGES3;NABP2;FANC...</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>gsea</td>\n"," <td>Carboxylic Ester Hydrolase Activity (GO:0052689)</td>\n"," <td>-0.500883</td>\n"," <td>-1.896501</td>\n"," <td>0.0</td>\n"," <td>0.205227</td>\n"," <td>0.128</td>\n"," <td>58/90</td>\n"," <td>32.58%</td>\n"," <td>NDST1;PNPLA2;APMAP;ACHE;ABHD16B;CES3;LCAT;PAFA...</td>\n"," </tr>\n"," <tr>\n"," <th>2</th>\n"," <td>gsea</td>\n"," <td>Hydrolase Activity, Hydrolyzing O-glycosyl Com...</td>\n"," <td>-0.602814</td>\n"," <td>-1.865403</td>\n"," <td>0.0</td>\n"," <td>0.141492</td>\n"," <td>0.167</td>\n"," <td>13/25</td>\n"," <td>24.89%</td>\n"," <td>CHIT1;GLA;HPSE;NEU1;IDUA;ACER1;CHIA;CTBS;GUSB;...</td>\n"," </tr>\n"," <tr>\n"," <th>3</th>\n"," <td>gsea</td>\n"," <td>Lipase Activity (GO:0016298)</td>\n"," <td>-0.523787</td>\n"," <td>-1.852003</td>\n"," <td>0.004016</td>\n"," <td>0.111749</td>\n"," <td>0.192</td>\n"," <td>28/38</td>\n"," <td>31.90%</td>\n"," <td>PNPLA2;PLBD1;ABHD16B;LCAT;PLBD2;ABHD2;DAGLA;AB...</td>\n"," </tr>\n"," <tr>\n"," <th>4</th>\n"," <td>gsea</td>\n"," <td>Single-Stranded DNA Binding (GO:0003697)</td>\n"," <td>0.583391</td>\n"," <td>1.801294</td>\n"," <td>0.0</td>\n"," <td>0.159717</td>\n"," <td>0.285</td>\n"," <td>39/86</td>\n"," <td>15.89%</td>\n"," <td>WDR48;SMC5;HSPD1;NUCKS1;DHX9;RAD51D;FAM111A;MS...</td>\n"," </tr>\n"," <tr>\n"," <th>5</th>\n"," <td>gsea</td>\n"," <td>Four-Way Junction DNA Binding (GO:0000400)</td>\n"," <td>0.660247</td>\n"," <td>1.775283</td>\n"," <td>0.007722</td>\n"," <td>0.144781</td>\n"," <td>0.358</td>\n"," <td>7/16</td>\n"," <td>9.12%</td>\n"," <td>GEN1;RAD51D;MSH2;HMGB1;FANCM;WRN;RAD51B</td>\n"," </tr>\n"," <tr>\n"," <th>6</th>\n"," <td>gsea</td>\n"," <td>Potassium Ion Transmembrane Transporter Activi...</td>\n"," <td>-0.548234</td>\n"," <td>-1.770144</td>\n"," <td>0.006061</td>\n"," <td>0.207458</td>\n"," <td>0.404</td>\n"," <td>18/31</td>\n"," <td>32.50%</td>\n"," <td>KCNK3;KCNK7;KCNC4;TMEM38A;KCNK16;SLC12A9;AQP1;...</td>\n"," </tr>\n"," <tr>\n"," <th>7</th>\n"," <td>gsea</td>\n"," <td>Intracellular Calcium Activated Chloride Chann...</td>\n"," <td>-0.608495</td>\n"," <td>-1.73774</td>\n"," <td>0.00396</td>\n"," <td>0.243978</td>\n"," <td>0.517</td>\n"," <td>9/17</td>\n"," <td>22.69%</td>\n"," <td>TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8</td>\n"," </tr>\n"," <tr>\n"," <th>8</th>\n"," <td>gsea</td>\n"," <td>DNA Secondary Structure Binding (GO:0000217)</td>\n"," <td>0.547577</td>\n"," <td>1.736932</td>\n"," <td>0.015748</td>\n"," <td>0.167124</td>\n"," <td>0.457</td>\n"," <td>19/33</td>\n"," <td>27.28%</td>\n"," <td>KMT2A;SMC5;GEN1;RAD51D;MSH2;RAD18;HMGB1;ERCC5;...</td>\n"," </tr>\n"," <tr>\n"," <th>9</th>\n"," <td>gsea</td>\n"," <td>Calcium Channel Regulator Activity (GO:0005246)</td>\n"," <td>-0.531486</td>\n"," <td>-1.736227</td>\n"," <td>0.004211</td>\n"," <td>0.206289</td>\n"," <td>0.519</td>\n"," <td>12/32</td>\n"," <td>19.55%</td>\n"," <td>CACNG8;CACNG4;RRAD;CACNB3;CABP5;CABP4;YWHAE;PA...</td>\n"," </tr>\n"," <tr>\n"," <th>10</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol Phosphate Binding (GO:190...</td>\n"," <td>-0.428796</td>\n"," <td>-1.710479</td>\n"," <td>0.001938</td>\n"," <td>0.23236</td>\n"," <td>0.585</td>\n"," <td>47/100</td>\n"," <td>29.80%</td>\n"," <td>KCNH1;SNX21;SH3PXD2B;HIP1;NLRP3;WIPI1;PHLDA3;D...</td>\n"," </tr>\n"," <tr>\n"," <th>11</th>\n"," <td>gsea</td>\n"," <td>Protease Binding (GO:0002020)</td>\n"," <td>-0.385691</td>\n"," <td>-1.710077</td>\n"," <td>0.0</td>\n"," <td>0.204271</td>\n"," <td>0.586</td>\n"," <td>61/116</td>\n"," <td>33.57%</td>\n"," <td>TIMP2;NLRC4;ELANE;NOL3;THBS1;COMP;INSL3;CD177;...</td>\n"," </tr>\n"," <tr>\n"," <th>12</th>\n"," <td>gsea</td>\n"," <td>Sterol Transfer Activity (GO:0120015)</td>\n"," <td>-0.582928</td>\n"," <td>-1.709392</td>\n"," <td>0.005792</td>\n"," <td>0.182566</td>\n"," <td>0.588</td>\n"," <td>11/19</td>\n"," <td>27.29%</td>\n"," <td>PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB...</td>\n"," </tr>\n"," <tr>\n"," <th>13</th>\n"," <td>gsea</td>\n"," <td>Amyloid-Beta Binding (GO:0001540)</td>\n"," <td>-0.430761</td>\n"," <td>-1.702304</td>\n"," <td>0.003846</td>\n"," <td>0.177311</td>\n"," <td>0.608</td>\n"," <td>36/74</td>\n"," <td>29.97%</td>\n"," <td>EPHB2;TLR2;MARCO;FZD5;TLR6;INSR;CLU;GRIA1;GRIN...</td>\n"," </tr>\n"," <tr>\n"," <th>14</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol Bisphosphate Binding (GO:...</td>\n"," <td>-0.426991</td>\n"," <td>-1.696992</td>\n"," <td>0.007782</td>\n"," <td>0.169651</td>\n"," <td>0.626</td>\n"," <td>50/84</td>\n"," <td>34.79%</td>\n"," <td>KCNH1;SNX21;GSN;SH3PXD2B;HIP1;WIPI1;PHLDA3;TPC...</td>\n"," </tr>\n"," <tr>\n"," <th>15</th>\n"," <td>gsea</td>\n"," <td>DNA Endonuclease Activity (GO:0004520)</td>\n"," <td>0.659186</td>\n"," <td>1.689667</td>\n"," <td>0.014056</td>\n"," <td>0.228807</td>\n"," <td>0.632</td>\n"," <td>12/20</td>\n"," <td>24.43%</td>\n"," <td>DCLRE1C;RAD50;ERCC5;ERCC4;APEX1;RBBP8;N4BP2;FE...</td>\n"," </tr>\n"," <tr>\n"," <th>16</th>\n"," <td>gsea</td>\n"," <td>Amino Acid Transmembrane Transporter Activity ...</td>\n"," <td>-0.454597</td>\n"," <td>-1.677272</td>\n"," <td>0.00818</td>\n"," <td>0.191843</td>\n"," <td>0.694</td>\n"," <td>25/53</td>\n"," <td>22.88%</td>\n"," <td>SLC38A3;SLC47A1;SLC25A44;SLC7A4;SLC7A7;SLC36A1...</td>\n"," </tr>\n"," <tr>\n"," <th>17</th>\n"," <td>gsea</td>\n"," <td>Intracellular Chloride Channel Activity (GO:00...</td>\n"," <td>-0.577757</td>\n"," <td>-1.660318</td>\n"," <td>0.008</td>\n"," <td>0.210032</td>\n"," <td>0.735</td>\n"," <td>9/18</td>\n"," <td>22.69%</td>\n"," <td>TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8</td>\n"," </tr>\n"," <tr>\n"," <th>18</th>\n"," <td>gsea</td>\n"," <td>Insulin-Like Growth Factor Binding (GO:0005520)</td>\n"," <td>-0.570662</td>\n"," <td>-1.657207</td>\n"," <td>0.018256</td>\n"," <td>0.20113</td>\n"," <td>0.742</td>\n"," <td>8/15</td>\n"," <td>22.59%</td>\n"," <td>IGF1R;INSR;ITGB3;ITGB4;IGFBP2;IGFALS;IGF2R;IGFBP5</td>\n"," </tr>\n"," <tr>\n"," <th>19</th>\n"," <td>gsea</td>\n"," <td>Myosin Binding (GO:0017022)</td>\n"," <td>-0.42176</td>\n"," <td>-1.648346</td>\n"," <td>0.0</td>\n"," <td>0.205822</td>\n"," <td>0.772</td>\n"," <td>29/53</td>\n"," <td>32.13%</td>\n"," <td>TRIOBP;RAB3D;MLPH;GSN;TOM1;ACTC1;MYBPC3;RHOA;C...</td>\n"," </tr>\n"," <tr>\n"," <th>20</th>\n"," <td>gsea</td>\n"," <td>Cholesterol Transfer Activity (GO:0120020)</td>\n"," <td>-0.59844</td>\n"," <td>-1.648265</td>\n"," <td>0.021401</td>\n"," <td>0.192958</td>\n"," <td>0.772</td>\n"," <td>11/18</td>\n"," <td>27.29%</td>\n"," <td>PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB...</td>\n"," </tr>\n"," <tr>\n"," <th>22</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol-3,4,5-Trisphosphate Bindi...</td>\n"," <td>-0.491431</td>\n"," <td>-1.640227</td>\n"," <td>0.018315</td>\n"," <td>0.198029</td>\n"," <td>0.791</td>\n"," <td>18/32</td>\n"," <td>29.50%</td>\n"," <td>PHLDA3;GAB2;MYO10;FCHSD2;BTK;PLEKHB2;JPH2;ARAP...</td>\n"," </tr>\n"," <tr>\n"," <th>23</th>\n"," <td>gsea</td>\n"," <td>Phospholipase Activity (GO:0004620)</td>\n"," <td>-0.420368</td>\n"," <td>-1.636977</td>\n"," <td>0.008065</td>\n"," <td>0.192126</td>\n"," <td>0.799</td>\n"," <td>38/67</td>\n"," <td>32.58%</td>\n"," <td>PNPLA2;PLD1;PLBD1;ABHD16B;PLD2;PLBD2;GDE1;LYPL...</td>\n"," </tr>\n"," <tr>\n"," <th>24</th>\n"," <td>gsea</td>\n"," <td>Monoatomic Anion Channel Activity (GO:0005253)</td>\n"," <td>-0.435991</td>\n"," <td>-1.635596</td>\n"," <td>0.00409</td>\n"," <td>0.184631</td>\n"," <td>0.802</td>\n"," <td>20/50</td>\n"," <td>30.71%</td>\n"," <td>TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;BEST2;GLR...</td>\n"," </tr>\n"," <tr>\n"," <th>25</th>\n"," <td>gsea</td>\n"," <td>Solute:Proton Symporter Activity (GO:0015295)</td>\n"," <td>-0.498101</td>\n"," <td>-1.634002</td>\n"," <td>0.01004</td>\n"," <td>0.178713</td>\n"," <td>0.805</td>\n"," <td>7/17</td>\n"," <td>30.62%</td>\n"," <td>SLC36A1;SLC15A4;SLC2A9;SLC15A3;SLC25A18;SLC25A...</td>\n"," </tr>\n"," <tr>\n"," <th>26</th>\n"," <td>gsea</td>\n"," <td>Epidermal Growth Factor Receptor Binding (GO:0...</td>\n"," <td>-0.485659</td>\n"," <td>-1.629228</td>\n"," <td>0.02988</td>\n"," <td>0.17773</td>\n"," <td>0.813</td>\n"," <td>12/23</td>\n"," <td>28.50%</td>\n"," <td>HIP1;GRB2;EGF;CBLC;SHC1;TNK2;LINGO1;SLA;TGFA;P...</td>\n"," </tr>\n"," <tr>\n"," <th>27</th>\n"," <td>gsea</td>\n"," <td>Phospholipase A2 Activity (GO:0004623)</td>\n"," <td>-0.513543</td>\n"," <td>-1.624582</td>\n"," <td>0.020576</td>\n"," <td>0.1773</td>\n"," <td>0.821</td>\n"," <td>14/21</td>\n"," <td>36.28%</td>\n"," <td>PNPLA2;PLA2G7;PLB1;PLA2G2E;PLA2G4F;PLA2G15;PLA...</td>\n"," </tr>\n"," <tr>\n"," <th>28</th>\n"," <td>gsea</td>\n"," <td>Calmodulin-Dependent Protein Kinase Activity (...</td>\n"," <td>-0.521011</td>\n"," <td>-1.618435</td>\n"," <td>0.021401</td>\n"," <td>0.180232</td>\n"," <td>0.837</td>\n"," <td>12/22</td>\n"," <td>20.74%</td>\n"," <td>PTK2B;MKNK1;CAMKK1;CAMK2B;CAMK2G;MAPKAPK2;PNCK...</td>\n"," </tr>\n"," <tr>\n"," <th>29</th>\n"," <td>gsea</td>\n"," <td>Leak Channel Activity (GO:0022840)</td>\n"," <td>-0.638508</td>\n"," <td>-1.61708</td>\n"," <td>0.016194</td>\n"," <td>0.1749</td>\n"," <td>0.837</td>\n"," <td>13/17</td>\n"," <td>33.17%</td>\n"," <td>KCNK3;KCNK7;KCNK16;KCNK12;TMEM175;KCNK15;KCNK6...</td>\n"," </tr>\n"," <tr>\n"," <th>30</th>\n"," <td>gsea</td>\n"," <td>Cadherin Binding Involved In Cell-Cell Adhesio...</td>\n"," <td>-0.546379</td>\n"," <td>-1.609761</td>\n"," <td>0.018293</td>\n"," <td>0.179121</td>\n"," <td>0.847</td>\n"," <td>11/17</td>\n"," <td>33.82%</td>\n"," <td>PAK4;BAIAP2L1;BAIAP2;CDC42EP1;S100A11;PDLIM5;T...</td>\n"," </tr>\n"," <tr>\n"," <th>31</th>\n"," <td>gsea</td>\n"," <td>Growth Factor Activity (GO:0008083)</td>\n"," <td>-0.528753</td>\n"," <td>-1.605785</td>\n"," <td>0.006303</td>\n"," <td>0.178949</td>\n"," <td>0.854</td>\n"," <td>46/78</td>\n"," <td>27.42%</td>\n"," <td>VEGFC;HGF;NRG1;FGF17;PTN;GH1;EGF;FGF21;CSF1;JA...</td>\n"," </tr>\n"," <tr>\n"," <th>32</th>\n"," <td>gsea</td>\n"," <td>Semaphorin Receptor Binding (GO:0030215)</td>\n"," <td>-0.54904</td>\n"," <td>-1.601363</td>\n"," <td>0.018789</td>\n"," <td>0.179403</td>\n"," <td>0.866</td>\n"," <td>11/22</td>\n"," <td>16.81%</td>\n"," <td>SEMA4A;SH3BP1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA...</td>\n"," </tr>\n"," <tr>\n"," <th>34</th>\n"," <td>gsea</td>\n"," <td>Serine-Type Endopeptidase Inhibitor Activity (...</td>\n"," <td>-0.495466</td>\n"," <td>-1.593698</td>\n"," <td>0.018443</td>\n"," <td>0.186107</td>\n"," <td>0.875</td>\n"," <td>28/47</td>\n"," <td>32.41%</td>\n"," <td>SLPI;NRG1;SERPINB2;SERPING1;APP;TFPI;SPINT2;SP...</td>\n"," </tr>\n"," <tr>\n"," <th>35</th>\n"," <td>gsea</td>\n"," <td>Endopeptidase Regulator Activity (GO:0061135)</td>\n"," <td>-0.449289</td>\n"," <td>-1.593534</td>\n"," <td>0.019231</td>\n"," <td>0.179997</td>\n"," <td>0.875</td>\n"," <td>23/39</td>\n"," <td>32.40%</td>\n"," <td>APH1B;SLPI;NLRC4;PROS1;THBS1;TFPI;PCSK1N;PI3;S...</td>\n"," </tr>\n"," <tr>\n"," <th>36</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol-3,5-Bisphosphate Binding ...</td>\n"," <td>-0.487831</td>\n"," <td>-1.588745</td>\n"," <td>0.019685</td>\n"," <td>0.181263</td>\n"," <td>0.884</td>\n"," <td>12/22</td>\n"," <td>27.32%</td>\n"," <td>SH3PXD2B;HIP1;WIPI1;PHLDA3;TPCN2;SESTD1;JPH2;C...</td>\n"," </tr>\n"," <tr>\n"," <th>37</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol-4,5-Bisphosphate Binding ...</td>\n"," <td>-0.414192</td>\n"," <td>-1.586877</td>\n"," <td>0.023077</td>\n"," <td>0.178376</td>\n"," <td>0.885</td>\n"," <td>42/64</td>\n"," <td>39.51%</td>\n"," <td>SNX21;GSN;HIP1;PHLDA3;KCNQ1;SESTD1;SVIL;JPH2;C...</td>\n"," </tr>\n"," <tr>\n"," <th>39</th>\n"," <td>gsea</td>\n"," <td>Neutral L-amino Acid Transmembrane Transporter...</td>\n"," <td>-0.424367</td>\n"," <td>-1.575068</td>\n"," <td>0.023207</td>\n"," <td>0.192042</td>\n"," <td>0.892</td>\n"," <td>16/39</td>\n"," <td>22.60%</td>\n"," <td>SLC38A3;SLC36A1;SLC1A5;SLC1A3;SLC1A7;SLC43A2;S...</td>\n"," </tr>\n"," <tr>\n"," <th>40</th>\n"," <td>gsea</td>\n"," <td>Chloride Transmembrane Transporter Activity (G...</td>\n"," <td>-0.427685</td>\n"," <td>-1.569543</td>\n"," <td>0.022869</td>\n"," <td>0.195725</td>\n"," <td>0.907</td>\n"," <td>23/53</td>\n"," <td>30.71%</td>\n"," <td>TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;SLC12A9;B...</td>\n"," </tr>\n"," <tr>\n"," <th>41</th>\n"," <td>gsea</td>\n"," <td>Calcium Ion Binding (GO:0005509)</td>\n"," <td>-0.363841</td>\n"," <td>-1.568668</td>\n"," <td>0.004057</td>\n"," <td>0.191393</td>\n"," <td>0.908</td>\n"," <td>197/313</td>\n"," <td>43.36%</td>\n"," <td>S100A12;CAMKK2;ALOX15B;CLEC4E;FKBP9;GSN;LOXL2;...</td>\n"," </tr>\n"," <tr>\n"," <th>42</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol-3-Phosphate Binding (GO:0...</td>\n"," <td>-0.476478</td>\n"," <td>-1.567046</td>\n"," <td>0.037807</td>\n"," <td>0.188656</td>\n"," <td>0.911</td>\n"," <td>19/36</td>\n"," <td>29.50%</td>\n"," <td>SNX21;SH3PXD2B;HIP1;WIPI1;PHLDA3;DENND1A;SESTD...</td>\n"," </tr>\n"," <tr>\n"," <th>43</th>\n"," <td>gsea</td>\n"," <td>Endopeptidase Inhibitor Activity (GO:0004866)</td>\n"," <td>-0.390816</td>\n"," <td>-1.565671</td>\n"," <td>0.016162</td>\n"," <td>0.185257</td>\n"," <td>0.911</td>\n"," <td>56/105</td>\n"," <td>32.41%</td>\n"," <td>TIMP2;SLPI;NRG1;SERPINB2;SERPING1;PROS1;THBS1;...</td>\n"," </tr>\n"," <tr>\n"," <th>44</th>\n"," <td>gsea</td>\n"," <td>Chemorepellent Activity (GO:0045499)</td>\n"," <td>-0.516814</td>\n"," <td>-1.552058</td>\n"," <td>0.023355</td>\n"," <td>0.202953</td>\n"," <td>0.926</td>\n"," <td>12/24</td>\n"," <td>23.77%</td>\n"," <td>SEMA4A;NRG1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA3F...</td>\n"," </tr>\n"," <tr>\n"," <th>45</th>\n"," <td>gsea</td>\n"," <td>Low-Density Lipoprotein Particle Binding (GO:0...</td>\n"," <td>-0.573526</td>\n"," <td>-1.543763</td>\n"," <td>0.05848</td>\n"," <td>0.212204</td>\n"," <td>0.93</td>\n"," <td>12/16</td>\n"," <td>34.28%</td>\n"," <td>PLTP;THBS1;SCARF1;SORL1;STAB2;TREM2;LDLR;CRP;S...</td>\n"," </tr>\n"," <tr>\n"," <th>47</th>\n"," <td>gsea</td>\n"," <td>Protein Tyrosine Kinase Activator Activity (GO...</td>\n"," <td>-0.436891</td>\n"," <td>-1.522889</td>\n"," <td>0.031936</td>\n"," <td>0.246737</td>\n"," <td>0.951</td>\n"," <td>7/27</td>\n"," <td>12.00%</td>\n"," <td>NRG1;EGF;NOD2;GHRL;GAS6;DGKQ;ANGPT4</td>\n"," </tr>\n"," <tr>\n"," <th>48</th>\n"," <td>gsea</td>\n"," <td>Cysteine-Type Endopeptidase Inhibitor Activity...</td>\n"," <td>-0.478616</td>\n"," <td>-1.518725</td>\n"," <td>0.053333</td>\n"," <td>0.249427</td>\n"," <td>0.956</td>\n"," <td>12/22</td>\n"," <td>32.40%</td>\n"," <td>LTF;CSTA;CST4;CST1;LCN1;SPOCK1;CSN2;CARD16;CST...</td>\n"," </tr>\n"," <tr>\n"," <th>49</th>\n"," <td>gsea</td>\n"," <td>Serine-Type Endopeptidase Activity (GO:0004252)</td>\n"," <td>-0.45377</td>\n"," <td>-1.517907</td>\n"," <td>0.052411</td>\n"," <td>0.244929</td>\n"," <td>0.956</td>\n"," <td>74/113</td>\n"," <td>35.31%</td>\n"," <td>C1RL;HP;MMP8;MMP9;PROC;HGF;ELANE;MMP14;PRSS3;P...</td>\n"," </tr>\n"," </tbody>\n","</table>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-14f22d0f-22c0-45fb-b277-d2acfa30c619')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 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Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" Name Term ES \\\n","0 gsea DNA Polymerase Binding (GO:0070182) 0.736595 \n","1 gsea Carboxylic Ester Hydrolase Activity (GO:0052689) -0.500883 \n","2 gsea Hydrolase Activity, Hydrolyzing O-glycosyl Com... -0.602814 \n","3 gsea Lipase Activity (GO:0016298) -0.523787 \n","4 gsea Single-Stranded DNA Binding (GO:0003697) 0.583391 \n","5 gsea Four-Way Junction DNA Binding (GO:0000400) 0.660247 \n","6 gsea Potassium Ion Transmembrane Transporter Activi... -0.548234 \n","7 gsea Intracellular Calcium Activated Chloride Chann... -0.608495 \n","8 gsea DNA Secondary Structure Binding (GO:0000217) 0.547577 \n","9 gsea Calcium Channel Regulator Activity (GO:0005246) -0.531486 \n","10 gsea Phosphatidylinositol Phosphate Binding (GO:190... -0.428796 \n","11 gsea Protease Binding (GO:0002020) -0.385691 \n","12 gsea Sterol Transfer Activity (GO:0120015) -0.582928 \n","13 gsea Amyloid-Beta Binding (GO:0001540) -0.430761 \n","14 gsea Phosphatidylinositol Bisphosphate Binding (GO:... -0.426991 \n","15 gsea DNA Endonuclease Activity (GO:0004520) 0.659186 \n","16 gsea Amino Acid Transmembrane Transporter Activity ... -0.454597 \n","17 gsea Intracellular Chloride Channel Activity (GO:00... -0.577757 \n","18 gsea Insulin-Like Growth Factor Binding (GO:0005520) -0.570662 \n","19 gsea Myosin Binding (GO:0017022) -0.42176 \n","20 gsea Cholesterol Transfer Activity (GO:0120020) -0.59844 \n","22 gsea Phosphatidylinositol-3,4,5-Trisphosphate Bindi... -0.491431 \n","23 gsea Phospholipase Activity (GO:0004620) -0.420368 \n","24 gsea Monoatomic Anion Channel Activity (GO:0005253) -0.435991 \n","25 gsea Solute:Proton Symporter Activity (GO:0015295) -0.498101 \n","26 gsea Epidermal Growth Factor Receptor Binding (GO:0... -0.485659 \n","27 gsea Phospholipase A2 Activity (GO:0004623) -0.513543 \n","28 gsea Calmodulin-Dependent Protein Kinase Activity (... -0.521011 \n","29 gsea Leak Channel Activity (GO:0022840) -0.638508 \n","30 gsea Cadherin Binding Involved In Cell-Cell Adhesio... -0.546379 \n","31 gsea Growth Factor Activity (GO:0008083) -0.528753 \n","32 gsea Semaphorin Receptor Binding (GO:0030215) -0.54904 \n","34 gsea Serine-Type Endopeptidase Inhibitor Activity (... -0.495466 \n","35 gsea Endopeptidase Regulator Activity (GO:0061135) -0.449289 \n","36 gsea Phosphatidylinositol-3,5-Bisphosphate Binding ... -0.487831 \n","37 gsea Phosphatidylinositol-4,5-Bisphosphate Binding ... -0.414192 \n","39 gsea Neutral L-amino Acid Transmembrane Transporter... -0.424367 \n","40 gsea Chloride Transmembrane Transporter Activity (G... -0.427685 \n","41 gsea Calcium Ion Binding (GO:0005509) -0.363841 \n","42 gsea Phosphatidylinositol-3-Phosphate Binding (GO:0... -0.476478 \n","43 gsea Endopeptidase Inhibitor Activity (GO:0004866) -0.390816 \n","44 gsea Chemorepellent Activity (GO:0045499) -0.516814 \n","45 gsea Low-Density Lipoprotein Particle Binding (GO:0... -0.573526 \n","47 gsea Protein Tyrosine Kinase Activator Activity (GO... -0.436891 \n","48 gsea Cysteine-Type Endopeptidase Inhibitor Activity... -0.478616 \n","49 gsea Serine-Type Endopeptidase Activity (GO:0004252) -0.45377 \n","\n"," NES NOM p-val FDR q-val FWER p-val Tag % Gene % \\\n","0 1.901088 0.0 0.095396 0.11 9/17 10.82% \n","1 -1.896501 0.0 0.205227 0.128 58/90 32.58% \n","2 -1.865403 0.0 0.141492 0.167 13/25 24.89% \n","3 -1.852003 0.004016 0.111749 0.192 28/38 31.90% \n","4 1.801294 0.0 0.159717 0.285 39/86 15.89% \n","5 1.775283 0.007722 0.144781 0.358 7/16 9.12% \n","6 -1.770144 0.006061 0.207458 0.404 18/31 32.50% \n","7 -1.73774 0.00396 0.243978 0.517 9/17 22.69% \n","8 1.736932 0.015748 0.167124 0.457 19/33 27.28% \n","9 -1.736227 0.004211 0.206289 0.519 12/32 19.55% \n","10 -1.710479 0.001938 0.23236 0.585 47/100 29.80% \n","11 -1.710077 0.0 0.204271 0.586 61/116 33.57% \n","12 -1.709392 0.005792 0.182566 0.588 11/19 27.29% \n","13 -1.702304 0.003846 0.177311 0.608 36/74 29.97% \n","14 -1.696992 0.007782 0.169651 0.626 50/84 34.79% \n","15 1.689667 0.014056 0.228807 0.632 12/20 24.43% \n","16 -1.677272 0.00818 0.191843 0.694 25/53 22.88% \n","17 -1.660318 0.008 0.210032 0.735 9/18 22.69% \n","18 -1.657207 0.018256 0.20113 0.742 8/15 22.59% \n","19 -1.648346 0.0 0.205822 0.772 29/53 32.13% \n","20 -1.648265 0.021401 0.192958 0.772 11/18 27.29% \n","22 -1.640227 0.018315 0.198029 0.791 18/32 29.50% \n","23 -1.636977 0.008065 0.192126 0.799 38/67 32.58% \n","24 -1.635596 0.00409 0.184631 0.802 20/50 30.71% \n","25 -1.634002 0.01004 0.178713 0.805 7/17 30.62% \n","26 -1.629228 0.02988 0.17773 0.813 12/23 28.50% \n","27 -1.624582 0.020576 0.1773 0.821 14/21 36.28% \n","28 -1.618435 0.021401 0.180232 0.837 12/22 20.74% \n","29 -1.61708 0.016194 0.1749 0.837 13/17 33.17% \n","30 -1.609761 0.018293 0.179121 0.847 11/17 33.82% \n","31 -1.605785 0.006303 0.178949 0.854 46/78 27.42% \n","32 -1.601363 0.018789 0.179403 0.866 11/22 16.81% \n","34 -1.593698 0.018443 0.186107 0.875 28/47 32.41% \n","35 -1.593534 0.019231 0.179997 0.875 23/39 32.40% \n","36 -1.588745 0.019685 0.181263 0.884 12/22 27.32% \n","37 -1.586877 0.023077 0.178376 0.885 42/64 39.51% \n","39 -1.575068 0.023207 0.192042 0.892 16/39 22.60% \n","40 -1.569543 0.022869 0.195725 0.907 23/53 30.71% \n","41 -1.568668 0.004057 0.191393 0.908 197/313 43.36% \n","42 -1.567046 0.037807 0.188656 0.911 19/36 29.50% \n","43 -1.565671 0.016162 0.185257 0.911 56/105 32.41% \n","44 -1.552058 0.023355 0.202953 0.926 12/24 23.77% \n","45 -1.543763 0.05848 0.212204 0.93 12/16 34.28% \n","47 -1.522889 0.031936 0.246737 0.951 7/27 12.00% \n","48 -1.518725 0.053333 0.249427 0.956 12/22 32.40% \n","49 -1.517907 0.052411 0.244929 0.956 74/113 35.31% \n","\n"," Lead_genes \n","0 HSP90AA1;HSP90AB1;HMGB1;SMG6;PTGES3;NABP2;FANC... \n","1 NDST1;PNPLA2;APMAP;ACHE;ABHD16B;CES3;LCAT;PAFA... \n","2 CHIT1;GLA;HPSE;NEU1;IDUA;ACER1;CHIA;CTBS;GUSB;... \n","3 PNPLA2;PLBD1;ABHD16B;LCAT;PLBD2;ABHD2;DAGLA;AB... \n","4 WDR48;SMC5;HSPD1;NUCKS1;DHX9;RAD51D;FAM111A;MS... \n","5 GEN1;RAD51D;MSH2;HMGB1;FANCM;WRN;RAD51B \n","6 KCNK3;KCNK7;KCNC4;TMEM38A;KCNK16;SLC12A9;AQP1;... \n","7 TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8 \n","8 KMT2A;SMC5;GEN1;RAD51D;MSH2;RAD18;HMGB1;ERCC5;... \n","9 CACNG8;CACNG4;RRAD;CACNB3;CABP5;CABP4;YWHAE;PA... \n","10 KCNH1;SNX21;SH3PXD2B;HIP1;NLRP3;WIPI1;PHLDA3;D... \n","11 TIMP2;NLRC4;ELANE;NOL3;THBS1;COMP;INSL3;CD177;... \n","12 PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB... \n","13 EPHB2;TLR2;MARCO;FZD5;TLR6;INSR;CLU;GRIA1;GRIN... \n","14 KCNH1;SNX21;GSN;SH3PXD2B;HIP1;WIPI1;PHLDA3;TPC... \n","15 DCLRE1C;RAD50;ERCC5;ERCC4;APEX1;RBBP8;N4BP2;FE... \n","16 SLC38A3;SLC47A1;SLC25A44;SLC7A4;SLC7A7;SLC36A1... \n","17 TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8 \n","18 IGF1R;INSR;ITGB3;ITGB4;IGFBP2;IGFALS;IGF2R;IGFBP5 \n","19 TRIOBP;RAB3D;MLPH;GSN;TOM1;ACTC1;MYBPC3;RHOA;C... \n","20 PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB... \n","22 PHLDA3;GAB2;MYO10;FCHSD2;BTK;PLEKHB2;JPH2;ARAP... \n","23 PNPLA2;PLD1;PLBD1;ABHD16B;PLD2;PLBD2;GDE1;LYPL... \n","24 TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;BEST2;GLR... \n","25 SLC36A1;SLC15A4;SLC2A9;SLC15A3;SLC25A18;SLC25A... \n","26 HIP1;GRB2;EGF;CBLC;SHC1;TNK2;LINGO1;SLA;TGFA;P... \n","27 PNPLA2;PLA2G7;PLB1;PLA2G2E;PLA2G4F;PLA2G15;PLA... \n","28 PTK2B;MKNK1;CAMKK1;CAMK2B;CAMK2G;MAPKAPK2;PNCK... \n","29 KCNK3;KCNK7;KCNK16;KCNK12;TMEM175;KCNK15;KCNK6... \n","30 PAK4;BAIAP2L1;BAIAP2;CDC42EP1;S100A11;PDLIM5;T... \n","31 VEGFC;HGF;NRG1;FGF17;PTN;GH1;EGF;FGF21;CSF1;JA... \n","32 SEMA4A;SH3BP1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA... \n","34 SLPI;NRG1;SERPINB2;SERPING1;APP;TFPI;SPINT2;SP... \n","35 APH1B;SLPI;NLRC4;PROS1;THBS1;TFPI;PCSK1N;PI3;S... \n","36 SH3PXD2B;HIP1;WIPI1;PHLDA3;TPCN2;SESTD1;JPH2;C... \n","37 SNX21;GSN;HIP1;PHLDA3;KCNQ1;SESTD1;SVIL;JPH2;C... \n","39 SLC38A3;SLC36A1;SLC1A5;SLC1A3;SLC1A7;SLC43A2;S... \n","40 TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;SLC12A9;B... \n","41 S100A12;CAMKK2;ALOX15B;CLEC4E;FKBP9;GSN;LOXL2;... \n","42 SNX21;SH3PXD2B;HIP1;WIPI1;PHLDA3;DENND1A;SESTD... \n","43 TIMP2;SLPI;NRG1;SERPINB2;SERPING1;PROS1;THBS1;... \n","44 SEMA4A;NRG1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA3F... \n","45 PLTP;THBS1;SCARF1;SORL1;STAB2;TREM2;LDLR;CRP;S... \n","47 NRG1;EGF;NOD2;GHRL;GAS6;DGKQ;ANGPT4 \n","48 LTF;CSTA;CST4;CST1;LCN1;SPOCK1;CSN2;CARD16;CST... \n","49 C1RL;HP;MMP8;MMP9;PROC;HGF;ELANE;MMP14;PRSS3;P... "]},"execution_count":45,"metadata":{},"output_type":"execute_result"}],"source":["# gs_res_mdd.res2d.head()\n","gs_res_mdd.res2d[gs_res_mdd.res2d[\"FDR q-val\"] < 0.25]"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":36},"executionInfo":{"elapsed":247,"status":"ok","timestamp":1689718876164,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"esV-64ijFNdH","outputId":"680dde0c-ca35-4678-cda7-eb196f5ad537"},"outputs":[{"data":{"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"},"text/plain":["'GEN1;RAD51D;MSH2;HMGB1;FANCM;WRN;RAD51B'"]},"execution_count":76,"metadata":{},"output_type":"execute_result"}],"source":["gs_res_mdd.res2d.Lead_genes.tolist()[5]"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"NnoPYGAi02v9"},"outputs":[],"source":["sign_mdd = gs_res_mdd.res2d[gs_res_mdd.res2d[\"FDR q-val\"] < 0.25]"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":299,"status":"ok","timestamp":1689715031335,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"gczo_WIi02mq","outputId":"672d30cc-69aa-4327-bf30-dae0902c3985"},"outputs":[{"data":{"text/plain":["0 HSP90AA1;HSP90AB1;HMGB1;SMG6;PTGES3;NABP2;FANC...\n","1 NDST1;PNPLA2;APMAP;ACHE;ABHD16B;CES3;LCAT;PAFA...\n","2 CHIT1;GLA;HPSE;NEU1;IDUA;ACER1;CHIA;CTBS;GUSB;...\n","3 PNPLA2;PLBD1;ABHD16B;LCAT;PLBD2;ABHD2;DAGLA;AB...\n","4 WDR48;SMC5;HSPD1;NUCKS1;DHX9;RAD51D;FAM111A;MS...\n","5 GEN1;RAD51D;MSH2;HMGB1;FANCM;WRN;RAD51B\n","6 KCNK3;KCNK7;KCNC4;TMEM38A;KCNK16;SLC12A9;AQP1;...\n","7 TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8\n","8 KMT2A;SMC5;GEN1;RAD51D;MSH2;RAD18;HMGB1;ERCC5;...\n","9 CACNG8;CACNG4;RRAD;CACNB3;CABP5;CABP4;YWHAE;PA...\n","10 KCNH1;SNX21;SH3PXD2B;HIP1;NLRP3;WIPI1;PHLDA3;D...\n","11 TIMP2;NLRC4;ELANE;NOL3;THBS1;COMP;INSL3;CD177;...\n","12 PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB...\n","13 EPHB2;TLR2;MARCO;FZD5;TLR6;INSR;CLU;GRIA1;GRIN...\n","14 KCNH1;SNX21;GSN;SH3PXD2B;HIP1;WIPI1;PHLDA3;TPC...\n","15 DCLRE1C;RAD50;ERCC5;ERCC4;APEX1;RBBP8;N4BP2;FE...\n","16 SLC38A3;SLC47A1;SLC25A44;SLC7A4;SLC7A7;SLC36A1...\n","17 TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8\n","18 IGF1R;INSR;ITGB3;ITGB4;IGFBP2;IGFALS;IGF2R;IGFBP5\n","19 TRIOBP;RAB3D;MLPH;GSN;TOM1;ACTC1;MYBPC3;RHOA;C...\n","20 PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB...\n","22 PHLDA3;GAB2;MYO10;FCHSD2;BTK;PLEKHB2;JPH2;ARAP...\n","23 PNPLA2;PLD1;PLBD1;ABHD16B;PLD2;PLBD2;GDE1;LYPL...\n","24 TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;BEST2;GLR...\n","25 SLC36A1;SLC15A4;SLC2A9;SLC15A3;SLC25A18;SLC25A...\n","26 HIP1;GRB2;EGF;CBLC;SHC1;TNK2;LINGO1;SLA;TGFA;P...\n","27 PNPLA2;PLA2G7;PLB1;PLA2G2E;PLA2G4F;PLA2G15;PLA...\n","28 PTK2B;MKNK1;CAMKK1;CAMK2B;CAMK2G;MAPKAPK2;PNCK...\n","29 KCNK3;KCNK7;KCNK16;KCNK12;TMEM175;KCNK15;KCNK6...\n","30 PAK4;BAIAP2L1;BAIAP2;CDC42EP1;S100A11;PDLIM5;T...\n","31 VEGFC;HGF;NRG1;FGF17;PTN;GH1;EGF;FGF21;CSF1;JA...\n","32 SEMA4A;SH3BP1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA...\n","34 SLPI;NRG1;SERPINB2;SERPING1;APP;TFPI;SPINT2;SP...\n","35 APH1B;SLPI;NLRC4;PROS1;THBS1;TFPI;PCSK1N;PI3;S...\n","36 SH3PXD2B;HIP1;WIPI1;PHLDA3;TPCN2;SESTD1;JPH2;C...\n","37 SNX21;GSN;HIP1;PHLDA3;KCNQ1;SESTD1;SVIL;JPH2;C...\n","39 SLC38A3;SLC36A1;SLC1A5;SLC1A3;SLC1A7;SLC43A2;S...\n","40 TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;SLC12A9;B...\n","41 S100A12;CAMKK2;ALOX15B;CLEC4E;FKBP9;GSN;LOXL2;...\n","42 SNX21;SH3PXD2B;HIP1;WIPI1;PHLDA3;DENND1A;SESTD...\n","43 TIMP2;SLPI;NRG1;SERPINB2;SERPING1;PROS1;THBS1;...\n","44 SEMA4A;NRG1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA3F...\n","45 PLTP;THBS1;SCARF1;SORL1;STAB2;TREM2;LDLR;CRP;S...\n","47 NRG1;EGF;NOD2;GHRL;GAS6;DGKQ;ANGPT4\n","48 LTF;CSTA;CST4;CST1;LCN1;SPOCK1;CSN2;CARD16;CST...\n","49 C1RL;HP;MMP8;MMP9;PROC;HGF;ELANE;MMP14;PRSS3;P...\n","Name: Lead_genes, dtype: object"]},"execution_count":47,"metadata":{},"output_type":"execute_result"}],"source":["Lead_genes_mdd = sign_mdd.Lead_genes\n","Lead_genes_mdd"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":531},"executionInfo":{"elapsed":5513,"status":"ok","timestamp":1689602711202,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"8NPh48dPKl-J","outputId":"8bc8fc9a-4a2f-469e-d24d-c2b50ff9f32c"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 600x550 with 6 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_mdd.res2d.Term\n","axs = gs_res_mdd.plot(terms[:5], show_ranking=False, legend_kws={'loc': (1.05, 0)}, )"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":597},"executionInfo":{"elapsed":1690,"status":"ok","timestamp":1689635791909,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"BA6Zo0ycMYb1","outputId":"1f5db61d-7c71-43bb-93b7-490512ec5a7b"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 400x500 with 6 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_mdd.res2d[gs_res_mdd.res2d[\"FDR q-val\"] < 0.15].Term\n","hits = [gs_res_mdd.results[t]['hits'] for t in terms]\n","runes = [gs_res_mdd.results[t]['RES'] for t in terms]\n","fig = gseaplot2(terms=terms, RESs=runes, hits=hits,\n"," rank_metric=gs_res_mdd.ranking,\n"," legend_kws={'loc': (-0.3, -1.1)}, # set the legend loc\n"," figsize=(4,5)) # rank_metric=pre_res.ranking"]},{"cell_type":"markdown","metadata":{"id":"oQuToSr1K5Os"},"source":["# **Look for overlap**"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Om-mnX7nAaXL"},"outputs":[],"source":["asd_scz_cross = gs_res_asd.res2d.merge(gs_res_scz.res2d, on='Term', how='inner')\n","\n","asd_mdd_cross = gs_res_asd.res2d.merge(gs_res_mdd.res2d, on=\"Term\", how=\"inner\")\n","\n","mdd_scz_cross = gs_res_mdd.res2d.merge(gs_res_scz.res2d, on=\"Term\", how=\"inner\")"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"A6eYhJQRBA1C"},"outputs":[],"source":["all_cross = asd_scz_cross.merge(gs_res_mdd.res2d, on='Term', how='inner')\n","all_cross"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"lMDqqlFI0Qg2"},"outputs":[],"source":["asd_scz_cross_sign = sign_asd.merge(sign_scz, on='Term', how='inner')\n","\n","asd_mdd_cross_sign = sign_asd.merge(sign_mdd, on=\"Term\", how=\"inner\")\n","\n","mdd_scz_cross_sign = sign_mdd.merge(sign_scz, on=\"Term\", how=\"inner\")\n","\n"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":293,"status":"ok","timestamp":1689717285658,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"FHTdpZbaAFGp","outputId":"c8290e2f-61fd-45ad-9156-c0f26c6f76c0"},"outputs":[{"data":{"text/plain":["['HSP90AA1;HSP90AB1;HMGB1;SMG6;PTGES3;NABP2;FANCI;PCNA;POLG2']"]},"execution_count":69,"metadata":{},"output_type":"execute_result"}],"source":["mdd_scz_cross_sign.Lead_genes_x.tolist()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":292,"status":"ok","timestamp":1689717046252,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"SKwtwyHO-6ZB","outputId":"a5344588-faff-430a-9deb-05c80c9bf24e"},"outputs":[{"data":{"text/plain":["['LONP1;NAT10;SMARCA4;NABP2;HSP90AA1;POLG2;CDT1;PCNA;PTGES3;SMG6']"]},"execution_count":66,"metadata":{},"output_type":"execute_result"}],"source":["mdd_scz_cross_sign.Lead_genes_y.tolist()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":393,"status":"ok","timestamp":1689715072895,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"gKJ-eU741svm","outputId":"cbf4b763-fe97-4e1a-944e-9d3b9fc22779"},"outputs":[{"name":"stdout","output_type":"stream","text":["['HSP90AA1', 'HSP90AB1', 'HMGB1', 'SMG6', 'PTGES3', 'NABP2', 'FANCI', 'PCNA', 'POLG2', 'NDST1', 'PNPLA2', 'APMAP', 'ACHE', 'ABHD16B', 'CES3', 'LCAT', 'PAFAH1B3', 'NDST3', 'PLA2G7', 'GDE1', 'TNFAIP6', 'LYPLA2', 'PNPLA7', 'ABHD2', 'DAGLA', 'AOAH', 'ABHD16A', 'PLB1', 'LIPE', 'BCHE', 'FAAH', 'CES1P1', 'PLA2G2E', 'H6PD', 'ABHD1', 'PLA2G4F', 'PLA2G15', 'PLA2G2F', 'PGLS', 'NOTUM', 'CA2', 'ALDH2', 'ABHD5', 'ASPG', 'RGN', 'MGLL', 'PLA1A', 'CEL', 'PNPLA6', 'LGALS13', 'PRDX6', 'DAGLB', 'ABHD12', 'PLA2G2A', 'LCP1', 'NCEH1', 'PNPLA5', 'LIPG', 'ABHD4', 'PTRH2', 'LIPF', 'PON3', 'PNLIPRP1', 'PNLIPRP2', 'RPE65', 'ABHD3', 'PLA2G1B', 'CHIT1', 'GLA', 'HPSE', 'NEU1', 'IDUA', 'ACER1', 'CHIA', 'CTBS', 'GUSB', 'ACER3', 'GBA2', 'OVGP1', 'HYAL2', 'PNPLA2', 'PLBD1', 'ABHD16B', 'LCAT', 'PLBD2', 'ABHD2', 'DAGLA', 'ABHD16A', 'LIPE', 'FAAH', 'ABHD1', 'SMPD3', 'PITPNM3', 'ABHD5', 'MGLL', 'PLA1A', 'CEL', 'DAGLB', 'ABHD12', 'LCP1', 'NCEH1', 'PNPLA5', 'LIPG', 'LIPI', 'LIPF', 'PNLIPRP1', 'PNLIPRP2', 'ABHD3', 'WDR48', 'SMC5', 'HSPD1', 'NUCKS1', 'DHX9', 'RAD51D', 'FAM111A', 'MSH2', 'POT1', 'PURA', 'MCM2', 'MCM8', 'HMGB1', 'SSBP1', 'RECQL', 'ERCC5', 'ERCC4', 'MCM9', 'RAD51AP1', 'SUB1', 'HNRNPU', 'NABP2', 'MLH1', 'RAD51B', 'DHX36', 'MSH3', 'MCM3', 'PCBP2', 'SMC6', 'SETMAR', 'RPA4', 'FUBP1', 'TDP1', 'IGHM', 'BRCA2', 'MCM6', 'RPA1', 'MCM10', 'FUBP3', 'GEN1', 'RAD51D', 'MSH2', 'HMGB1', 'FANCM', 'WRN', 'RAD51B', 'KCNK3', 'KCNK7', 'KCNC4', 'TMEM38A', 'KCNK16', 'SLC12A9', 'AQP1', 'SLC12A8', 'TMEM175', 'SLC12A6', 'SLC12A4', 'HCN1', 'KCNK9', 'KCNK5', 'KCNK4', 'KCNF1', 'ABCC9', 'KCNQ4', 'TTYH3', 'ANO10', 'ANO7', 'BEST1', 'TTYH1', 'ANO4', 'ANO5', 'ANO2', 'ANO8', 'KMT2A', 'SMC5', 'GEN1', 'RAD51D', 'MSH2', 'RAD18', 'HMGB1', 'ERCC5', 'RAD51AP1', 'FANCM', 'WRN', 'RAD51B', 'MEF2C', 'SMC6', 'XPC', 'YY1', 'RAD51C', 'LIN54', 'MEN1', 'CACNG8', 'CACNG4', 'RRAD', 'CACNB3', 'CABP5', 'CABP4', 'YWHAE', 'PACSIN3', 'CABP2', 'TNNI3', 'REM2', 'REM1', 'KCNH1', 'SNX21', 'SH3PXD2B', 'HIP1', 'NLRP3', 'WIPI1', 'PHLDA3', 'DENND1A', 'GAB2', 'MYO10', 'TOM1', 'SAP30L', 'FCHSD2', 'SESTD1', 'PLEKHN1', 'SNX27', 'BTK', 'PLEKHB2', 'JPH2', 'ARAP1', 'RCSD1', 'NCF4', 'AKT1', 'DAB2IP', 'RPH3A', 'RLBP1', 'ANKFY1', 'PARD3', 'ARAP3', 'ADAP2', 'MAPT', 'CLVS1', 'VEPH1', 'SNX11', 'FERMT2', 'SNX3', 'CYTH3', 'PLEKHA4', 'OBSCN', 'SNX20', 'MYO1G', 'WDR45B', 'WDR45', 'OSBPL5', 'ARHGAP9', 'ZFYVE1', 'LAPTM4B', 'TIMP2', 'NLRC4', 'ELANE', 'NOL3', 'THBS1', 'COMP', 'INSL3', 'CD177', 'PSAP', 'ITGB3', 'CSTA', 'PINK1', 'DVL3', 'INS', 'SPATA2', 'COL1A2', 'ALPI', 'CTSG', 'FAM20C', 'FLOT1', 'CD70', 'RAD23A', 'TIMP4', 'SERPINA1', 'BCL2L10', 'TNF', 'COL3A1', 'CFLAR', 'PTEN', 'CASP1', 'VWF', 'F2RL1', 'FN1', 'PDZD3', 'RFFL', 'FURIN', 'ECM1', 'SELL', 'ADAMTS4', 'COL1A1', 'SERPINA5', 'ATP9A', 'CEL', 'FADD', 'ITGA3', 'RIOK3', 'PYCARD', 'LDLR', 'TIMP1', 'PLG', 'CARD16', 'ADAMTSL4', 'CST3', 'SERPINB6', 'ANXA2', 'BAG6', 'SERPINF2', 'BDKRB2', 'ADRM1', 'F2RL3', 'RHBDD2', 'PLTP', 'CETP', 'OSBPL2', 'TSPO', 'APOA1', 'GRAMD1A', 'APOA2', 'APOB', 'APOA4', 'NPC2', 'GRAMD1B', 'EPHB2', 'TLR2', 'MARCO', 'FZD5', 'TLR6', 'INSR', 'CLU', 'GRIA1', 'GRIN1', 'HSPG2', 'LRPAP1', 'LRP1', 'ITGAM', 'ITGB2', 'COL25A1', 'C1QA', 'BCHE', 'APOA1', 'APOE', 'LILRB1', 'IAPP', 'LILRB3', 'SORL1', 'CACNA1B', 'FZD4', 'BACE1', 'TREM2', 'FPR2', 'CRYAB', 'LDLR', 'CD36', 'PGRMC1', 'CST3', 'LILRB2', 'NGFR', 'PICALM', 'KCNH1', 'SNX21', 'GSN', 'SH3PXD2B', 'HIP1', 'WIPI1', 'PHLDA3', 'TPCN2', 'KCNQ1', 'SESTD1', 'SVIL', 'JPH2', 'CAPG', 'OSBPL2', 'TWF2', 'PLCB1', 'RPH3A', 'RLBP1', 'PARD3', 'VIL1', 'ADAP2', 'MAPT', 'ALOX15', 'KCNJ2', 'CLVS1', 'TIRAP', 'RAB35', 'FZD7', 'SNX3', 'MARK1', 'AVIL', 'PLEKHA4', 'OBSCN', 'AMER3', 'SYT7', 'FRMPD4', 'SNX20', 'MYO1G', 'WDR45B', 'SLC9A1', 'WDR45', 'ANXA2', 'LAPTM4B', 'PICALM', 'SDCBP', 'WIPI2', 'FLII', 'EXOC7', 'GSDMC', 'SCIN', 'DCLRE1C', 'RAD50', 'ERCC5', 'ERCC4', 'APEX1', 'RBBP8', 'N4BP2', 'FEN1', 'SETMAR', 'DNA2', 'RPS3', 'RAG1', 'SLC38A3', 'SLC47A1', 'SLC25A44', 'SLC7A4', 'SLC7A7', 'SLC36A1', 'SLC1A5', 'SLC1A3', 'SLC22A4', 'SLC1A7', 'SLC43A2', 'SLC7A10', 'SLC32A1', 'SLC6A13', 'SLC7A5', 'SLC6A18', 'SLC38A10', 'TSPO2', 'SLC7A11', 'SLC6A12', 'SLC6A19', 'SLC6A6', 'SLC38A5', 'SLC1A2', 'SLC7A2', 'TTYH3', 'ANO10', 'ANO7', 'BEST1', 'TTYH1', 'ANO4', 'ANO5', 'ANO2', 'ANO8', 'IGF1R', 'INSR', 'ITGB3', 'ITGB4', 'IGFBP2', 'IGFALS', 'IGF2R', 'IGFBP5', 'TRIOBP', 'RAB3D', 'MLPH', 'GSN', 'TOM1', 'ACTC1', 'MYBPC3', 'RHOA', 'CALD1', 'SPATA6', 'NKD2', 'RAB3A', 'NPC1L1', 'LLGL1', 'RAB3B', 'MYH8', 'RAB6B', 'LMTK2', 'RAB11B', 'PYCARD', 'CORO1A', 'SHROOM1', 'NPHS1', 'MYL2', 'SHROOM4', 'RAB3C', 'ARFGEF1', 'LARP6', 'CXCR4', 'PLTP', 'CETP', 'OSBPL2', 'TSPO', 'APOA1', 'GRAMD1A', 'APOA2', 'APOB', 'APOA4', 'NPC2', 'GRAMD1B', 'PHLDA3', 'GAB2', 'MYO10', 'FCHSD2', 'BTK', 'PLEKHB2', 'JPH2', 'ARAP1', 'AKT1', 'PARD3', 'ARAP3', 'ADAP2', 'FERMT2', 'CYTH3', 'OBSCN', 'MYO1G', 'ARHGAP9', 'ZFYVE1', 'PNPLA2', 'PLD1', 'PLBD1', 'ABHD16B', 'PLD2', 'PLBD2', 'GDE1', 'LYPLA2', 'PNPLA7', 'ABHD16A', 'PLB1', 'PLCB1', 'PLA2G2E', 'PLCG2', 'PLA2G4F', 'SMPD3', 'PLA2G15', 'PLCB3', 'PITPNM3', 'PLA2G2F', 'NOTUM', 'SMPDL3A', 'ASPG', 'MGLL', 'PLA1A', 'PNPLA6', 'LGALS13', 'SMPD1', 'PRDX6', 'PLA2G2A', 'LCP1', 'PLD3', 'LIPG', 'ABHD4', 'LIPI', 'PNLIPRP2', 'ABHD3', 'PLA2G1B', 'TTYH3', 'ANO10', 'SLC26A8', 'ANO7', 'CLCN7', 'FXYD1', 'BEST2', 'GLRA1', 'CLIC4', 'FXYD3', 'BEST1', 'CCT8L2', 'TTYH1', 'ANO5', 'ANO2', 'ANO8', 'BSND', 'APOL1', 'CLIC2', 'CLCN4', 'SLC36A1', 'SLC15A4', 'SLC2A9', 'SLC15A3', 'SLC25A18', 'SLC25A22', 'SLC2A10', 'HIP1', 'GRB2', 'EGF', 'CBLC', 'SHC1', 'TNK2', 'LINGO1', 'SLA', 'TGFA', 'PLSCR1', 'ARF4', 'EFEMP1', 'PNPLA2', 'PLA2G7', 'PLB1', 'PLA2G2E', 'PLA2G4F', 'PLA2G15', 'PLA2G2F', 'PLA2G5', 'PRDX6', 'PLA2G3', 'PLA2G2A', 'PLA2G1B', 'PLA2G4A', 'PNPLA3', 'PTK2B', 'MKNK1', 'CAMKK1', 'CAMK2B', 'CAMK2G', 'MAPKAPK2', 'PNCK', 'CAMK1G', 'CAMK1D', 'CAMK2A', 'PHKG2', 'PHKA2', 'KCNK3', 'KCNK7', 'KCNK16', 'KCNK12', 'TMEM175', 'KCNK15', 'KCNK6', 'KCNK9', 'KCNK5', 'NALCN', 'KCNK4', 'KCNK2', 'KCNK13', 'PAK4', 'BAIAP2L1', 'BAIAP2', 'CDC42EP1', 'S100A11', 'PDLIM5', 'TRIM29', 'PKP3', 'PPP1CA', 'ANXA2', 'KRT18', 'VEGFC', 'HGF', 'NRG1', 'FGF17', 'PTN', 'GH1', 'EGF', 'FGF21', 'CSF1', 'JAG1', 'PSPN', 'FGF18', 'MDK', 'AMBN', 'INHBA', 'CNTF', 'FGF1', 'TGFB1', 'CLEC11A', 'GRN', 'VEGFA', 'GDNF', 'JAG2', 'CSH1', 'OSGIN1', 'FGF16', 'NRTN', 'FGF3', 'ENDOU', 'IL10', 'IL12A', 'TGFA', 'CXCL1', 'OSM', 'ARTN', 'FGF22', 'LIF', 'F2', 'CSPG5', 'CSF3', 'CSHL1', 'NTF3', 'INHA', 'REG1A', 'PDGFB', 'PDGFA', 'SEMA4A', 'SH3BP1', 'SEMA4G', 'SEMA4D', 'SEMA6B', 'SEMA7A', 'SEMA3F', 'SEMA6C', 'SEMA4B', 'SEMA3B', 'SEMA5B', 'SLPI', 'NRG1', 'SERPINB2', 'SERPING1', 'APP', 'TFPI', 'SPINT2', 'SPINT1', 'SERPINB8', 'SERPINA2', 'SERPINA1', 'WFDC12', 'FURIN', 'SERPINB10', 'SERPINA5', 'SPOCK1', 'APLP2', 'WFDC2', 'SERPINB1', 'SERPINA12', 'SERPINA9', 'SERPINA3', 'SERPINB6', 'ANXA2', 'SERPINF2', 'SERPINB5', 'SERPINA4', 'TFPI2', 'APH1B', 'SLPI', 'NLRC4', 'PROS1', 'THBS1', 'TFPI', 'PCSK1N', 'PI3', 'SPINT2', 'SPINK1', 'PSENEN', 'PSMF1', 'PSME3', 'SPP2', 'ITIH2', 'RENBP', 'ABCA2', 'WFDC2', 'CST3', 'SERPINF2', 'ITIH4', 'ADRM1', 'CST7', 'SH3PXD2B', 'HIP1', 'WIPI1', 'PHLDA3', 'TPCN2', 'SESTD1', 'JPH2', 'CLVS1', 'SNX3', 'PLEKHA4', 'WDR45B', 'WDR45', 'SNX21', 'GSN', 'HIP1', 'PHLDA3', 'KCNQ1', 'SESTD1', 'SVIL', 'JPH2', 'CAPG', 'OSBPL2', 'TWF2', 'PLCB1', 'RPH3A', 'PARD3', 'VIL1', 'ADAP2', 'ALOX15', 'KCNJ2', 'TIRAP', 'RAB35', 'FZD7', 'MARK1', 'AVIL', 'PLEKHA4', 'OBSCN', 'AMER3', 'SYT7', 'FRMPD4', 'SNX20', 'MYO1G', 'SLC9A1', 'ANXA2', 'PICALM', 'SDCBP', 'FLII', 'EXOC7', 'GSDMC', 'SCIN', 'MYO1B', 'ANXA2P2', 'TULP1', 'GSDMD', 'SLC38A3', 'SLC36A1', 'SLC1A5', 'SLC1A3', 'SLC1A7', 'SLC43A2', 'SLC6A9', 'SLC7A10', 'SLC32A1', 'SLC7A5', 'SLC6A18', 'SLC6A19', 'SLC6A6', 'SLC6A7', 'SLC38A5', 'SLC1A2', 'TTYH3', 'ANO10', 'SLC26A8', 'ANO7', 'CLCN7', 'FXYD1', 'SLC12A9', 'BEST2', 'SLC26A1', 'GLRA1', 'CLIC4', 'FXYD3', 'BEST1', 'SLC4A1', 'TTYH1', 'ANO5', 'ANO2', 'ANO8', 'BSND', 'SLC26A3', 'APOL1', 'CLIC2', 'CLCN4', 'S100A12', 'CAMKK2', 'ALOX15B', 'CLEC4E', 'FKBP9', 'GSN', 'LOXL2', 'AGRN', 'TRPM4', 'SLC8A1', 'DYSF', 'S100A2', 'SELP', 'ASPH', 'PADI4', 'CLU', 'GRIN1', 'MICU1', 'NOL3', 'SLIT1', 'THBS1', 'DSC2', 'PRSS3', 'S100A8', 'MYL9', 'S100A9', 'COMP', 'ADAMTS13', 'CIB4', 'CALR3', 'CDK5R1', 'CABP5', 'LRP1', 'CABP4', 'TNFAIP6', 'NUCB1', 'KCNIP3', 'PITPNM1', 'EFHD2', 'ARSA', 'SYT2', 'SYT5', 'LTBP4', 'DHH', 'ADAM8', 'ITSN1', 'CDH5', 'TGM3', 'GUCA1A', 'AOAH', 'RCVRN', 'AOC1', 'CRNN', 'TESC', 'MCTP1', 'RPH3A', 'BCL2L10', 'NCS1', 'PLA2G2E', 'CAPN1', 'CHP1', 'ATP2A2', 'VIL1', 'FER1L4', 'GUCA1B', 'SPARC', 'FBLN1', 'ALPL', 'ESYT3', 'PLA2G4F', 'HRC', 'COLEC11', 'TGM2', 'SCUBE1', 'SHH', 'PITPNM3', 'PLA2G2F', 'PADI1', 'ANXA13', 'CALML5', 'CDH7', 'CLEC4A', 'SELL', 'ANXA3', 'GCA', 'CPNE6', 'MCTP2', 'CDH15', 'APCS', 'CETN2', 'DCHS1', 'ANXA11', 'SPOCK1', 'PLA2G5', 'RGN', 'SYT15', 'CSN2', 'HPCAL1', 'MEX3B', 'SYT7', 'DNER', 'PLSCR1', 'RCAN1', 'FER1L5', 'AIF1', 'CDH3', 'SMOC2', 'CDH26', 'MYL10', 'CABYR', 'CRP', 'TPT1P8', 'PLA2G2A', 'ITIH1', 'LCP1', 'SYT8', 'CALML6', 'TNNC1', 'DNASE1L2', 'SNCA', 'SDF4', 'PCDHB6', 'S100A13', 'CALML3', 'SCGN', 'CALML4', 'MAN1B1', 'MYL2', 'SYT9', 'PKD2L1', 'ANXA2', 'CDH22', 'MELK', 'CDH6', 'S100A7', 'BAIAP3', 'PLSCR2', 'SYT4', 'MYL5', 'PNLIPRP1', 'PNLIPRP2', 'CDH10', 'SNCB', 'CASR', 'CASQ1', 'S100A5', 'S100A6', 'PLA2G1B', 'PRSS2', 'CALB2', 'ATP2A1', 'ITGA5', 'MYL7', 'MASP1', 'MMP13', 'PGS1', 'SCIN', 'PLA2G4A', 'S100A16', 'DSG1', 'IQGAP1', 'TUBB4A', 'GJB2', 'CDH9', 'MYL12B', 'ANXA2P2', 'DSPP', 'SLIT2', 'CDH4', 'THBS4', 'S100Z', 'PCLO', 'MB', 'IDS', 'PPP3R1', 'HPGDS', 'ANXA5', 'CPNE1', 'DDR2', 'KCNIP1', 'KCNIP2', 'FBN1', 'CDH2', 'SYT3', 'CANT1', 'IHH', 'ANXA4', 'TCHH', 'CIB2', 'PITPNM2', 'PLA2G4C', 'DMP1', 'GUCA1C', 'CALB1', 'S100A14', 'SYT6', 'CALR', 'SNX21', 'SH3PXD2B', 'HIP1', 'WIPI1', 'PHLDA3', 'DENND1A', 'SESTD1', 'SNX27', 'JPH2', 'NCF4', 'DAB2IP', 'PARD3', 'SNX3', 'PLEKHA4', 'OBSCN', 'SNX20', 'WDR45B', 'WDR45', 'ZFYVE1', 'TIMP2', 'SLPI', 'NRG1', 'SERPINB2', 'SERPING1', 'PROS1', 'THBS1', 'APP', 'LTF', 'TFPI', 'PCSK1N', 'CSTA', 'PI3', 'SPINT2', 'SPINT1', 'SERPINB8', 'SPINK1', 'SERPINA2', 'PSMF1', 'TIMP4', 'SERPINA1', 'SPP2', 'CST4', 'CST1', 'ITIH2', 'WFDC12', 'CRB2', 'LCN1', 'RENBP', 'SPOCK3', 'FURIN', 'SERPINB10', 'SERPINA5', 'SPOCK1', 'GAPDH', 'CSN2', 'APLP2', 'WFDC2', 'TIMP1', 'SERPINB1', 'CARD16', 'CST3', 'SERPINA12', 'SERPINA9', 'SERPINA3', 'SERPINB6', 'ANXA2', 'PRKAA2', 'BIRC7', 'SERPINF2', 'ITIH4', 'SERPINB5', 'BST2', 'SERPINA4', 'CST7', 'TFPI2', 'SEMA4A', 'NRG1', 'SEMA4G', 'SEMA4D', 'SEMA6B', 'SEMA7A', 'SEMA3F', 'SEMA6C', 'SEMA4B', 'SEMA3B', 'SEMA5B', 'SEMA3C', 'PLTP', 'THBS1', 'SCARF1', 'SORL1', 'STAB2', 'TREM2', 'LDLR', 'CRP', 'STAB1', 'PCSK9', 'SCARB1', 'COLEC12', 'NRG1', 'EGF', 'NOD2', 'GHRL', 'GAS6', 'DGKQ', 'ANGPT4', 'LTF', 'CSTA', 'CST4', 'CST1', 'LCN1', 'SPOCK1', 'CSN2', 'CARD16', 'CST3', 'PRKAA2', 'BIRC7', 'CST7', 'C1RL', 'HP', 'MMP8', 'MMP9', 'PROC', 'HGF', 'ELANE', 'MMP14', 'PRSS3', 'PLAU', 'F12', 'KLK14', 'TPSD1', 'CORIN', 'PCSK4', 'PRSS36', 'KLK8', 'KLK5', 'ADAM8', 'PRSS3P2', 'CTSG', 'HPR', 'MMP7', 'HABP2', 'CELA3A', 'F7', 'RHBDL2', 'CTRC', 'F11', 'PRSS54', 'KLK13', 'CTRB2', 'CELA2B', 'RHBDF1', 'FURIN', 'TMPRSS13', 'PRSS33', 'PRSS22', 'KLK15', 'MMP19', 'CELA1', 'F10', 'BMP1', 'CTSS', 'CEL', 'F2', 'MMP11', 'KLK12', 'RHBDD3', 'HPN', 'PCSK2', 'PRTN3', 'PLG', 'KLK3', 'RHBDL1', 'TLL2', 'CTSH', 'TPSG1', 'PCSK6', 'PCSK9', 'MASP2', 'PCSK5', 'HGFAC', 'PCSK1', 'CTRL', 'PARL', 'PRSS2', 'RHBDL3', 'MASP1', 'MMP13', 'TMPRSS2', 'CFB', 'CTSV', 'C1S']\n","['PARS2', 'HARS2', 'EARS2', 'YARS2', 'NARS2', 'LARS2', 'AARS2', 'FARSA', 'WARS2', 'SARS2', 'MARS2', 'NAT10', 'NAA10', 'NAGS', 'NAT1', 'ESCO1', 'GNPNAT1', 'NAT14', 'CREBBP', 'TBP', 'HDAC1', 'SMARCA4', 'TAF1', 'GTF2B', 'TBPL1', 'SNAPC3', 'TAF1C', 'RRN3', 'UBTF', 'RELA', 'BAZ2A', 'ZBTB17', 'DRAP1', 'AGO2', 'PARK7', 'TP53', 'RNASEH2A', 'RPP38', 'RPP14', 'DROSHA', 'POP4', 'POP7', 'FEN1', 'APEX1', 'POP1', 'NUDT16L1', 'ENDOV', 'ELAC1', 'RPP25', 'DGKZ', 'PIK3CD', 'DGKQ', 'CERK', 'DGKK', 'DGKD', 'PIK3CG', 'PIK3CA', 'NAT10', 'PAFAH2', 'GTF2B', 'NAA10', 'ELP3', 'DBT', 'ESCO1', 'NAT14', 'CREBBP', 'KAT5', 'NUP98', 'POM121C', 'SRP54', 'KPNA6', 'BRAP', 'KDELR2', 'NUP153', 'KPNB1', 'TNPO1', 'KPNA1', 'IPO4', 'TNPO2', 'IPO5', 'NUP214', 'PDE12', 'RAD9A', 'EXOSC7', 'ERI1', 'EXOSC3', 'DIS3L2', 'APEX1', 'EXOSC4', 'POLG', 'PAN2', 'REXO4', 'POLD1', 'ERCC4', 'USB1', 'ERI3', 'DIS3L', 'EXOSC5', 'WRN', 'EXOSC2', 'DIS3', 'POLRMT', 'ISG20', 'RAD50', 'FADD', 'CASP8AP2', 'TRAF2', 'RIPK1', 'CD40LG', 'PIDD1', 'TRAF6', 'TRIM37', 'TRAF1', 'PPIA', 'PPIL2', 'PPWD1', 'PPIL1', 'PPIB', 'PPIE', 'PPID', 'PPIH', 'LIPT1', 'SIRT2', 'ZDHHC8', 'GTF2B', 'NAA10', 'NMT1', 'ELP3', 'ZDHHC18', 'DBT', 'SIRT4', 'ZDHHC13', 'ESCO1', 'OSGEPL1', 'PORCN', 'ZDHHC14', 'ZDHHC16', 'CREBBP', 'OSGEP', 'KAT5', 'PLA2G4A', 'FASN', 'ZDHHC5', 'MCAT', 'NAT10', 'NAA10', 'SIRT1', 'NMT1', 'CERS2', 'SIRT7', 'ESCO1', 'CERS4', 'NAT14', 'KAT5', 'CERS5', 'USP36', 'GPAA1', 'USP20', 'CASP3', 'CAPN15', 'CAPN10', 'USP37', 'CAPN5', 'USP47', 'USP42', 'USP11', 'CTSW', 'CAPN1', 'USP28', 'CAPN12', 'CTSC', 'CASP8', 'USP35', 'CASP4', 'CAPN2', 'CASP10', 'USP14', 'USP27X', 'CAPNS1', 'USP24', 'USP5', 'USP9Y', 'USP1', 'CAPN9', 'USP16', 'CFLAR', 'NUP98', 'POM121C', 'KPNA6', 'NUP153', 'KPNB1', 'TNPO1', 'KPNA1', 'IPO4', 'TNPO2', 'IPO5', 'NUP214', 'SLA', 'YES1', 'PFN1', 'ZAP70', 'PIK3R3', 'SHD', 'CRK', 'PTPN6', 'LCK', 'VAV1', 'UXT', 'SHC1', 'CBLC', 'GRAP2', 'PIK3R1', 'PTPN5', 'PIK3R2', 'GRAP', 'BCAR3', 'CRKL', 'FGR', 'SH3BP2', 'NUDT1', 'WDR3', 'PRKDC', 'BYSL', 'RRP9', 'DHX37', 'NUDT16L1', 'NOP14', 'XRCC5', 'TSR1', 'NHP2', 'NOP10', 'NUFIP1', 'NUDT4', 'HEATR1', 'NUDT5', 'ISG20', 'NUDT7', 'BCDIN3D', 'PUS10', 'LCMT2', 'AARS2', 'ALKBH1', 'DUS3L', 'ANKZF1', 'TRPT1', 'TRMT13', 'PTRH1', 'FTSJ1', 'DUS1L', 'GATC', 'OSGEP', 'PTRH2', 'ELAC1', 'GEMIN5', 'PRPF8', 'SART3', 'MEPCE', 'PRPF4', 'LSM11', 'TUT1', 'HEXIM1', 'SNRPD3', 'CCNT1', 'SNRNP35', 'COIL', 'LSM2', 'LSM8', 'SNRNP70', 'CDK9', 'LSM4', 'SF3B3', 'RNPC3', 'BRD2', 'SMARCA4', 'TAF1', 'DPF2', 'THAP7', 'PSME4', 'BAZ2A', 'ZZEF1', 'BRD3', 'KMT2A', 'TAF1L', 'BRDT', 'BRD9', 'TRIM24', 'BRD2', 'SMARCA4', 'TAF1', 'DPF2', 'THAP7', 'PSME4', 'BAZ2A', 'ZZEF1', 'BRD3', 'KMT2A', 'TAF1L', 'BRDT', 'BRD9', 'TRIM24', 'OSBPL2', 'ESYT1', 'PITPNC1', 'PITPNM1', 'PLEKHA8P1', 'PRELID1', 'TNFAIP8L3', 'PLTP', 'C2CD2L', 'PITPNB', 'POLR3D', 'POLR2H', 'POLR1C', 'POLR2F', 'POLR3A', 'POLR3B', 'POLR2L', 'PDE12', 'RAD9A', 'EXOSC7', 'ERI1', 'EXOSC3', 'EXOSC1', 'FEN1', 'DCLRE1C', 'APEX1', 'EXOSC4', 'POLG', 'REXO4', 'ERCC4', 'DXO', 'CNOT6', 'ISG20L2', 'EXOSC5', 'WRN', 'EXOSC2', 'DCLRE1B', 'ISG20', 'RAD50', 'LONP1', 'NAT10', 'SMARCA4', 'NABP2', 'HSP90AA1', 'POLG2', 'CDT1', 'PCNA', 'PTGES3', 'SMG6', 'UNG', 'CRY2', 'RPA1', 'FEN1', 'DCLRE1C', 'RPA2', 'ERCC3', 'FANCG', 'XPC', 'OGG1', 'XPA', 'POLD1', 'ERCC4', 'MPG', 'CREBBP', 'RPS3', 'DDB1', 'PNKP', 'PARP2', 'PCNA', 'APTX', 'DDB2', 'DCLRE1A', 'DCLRE1B', 'RPA3', 'NTHL1', 'ERCC1', 'ERCC5', 'XRCC1', 'TAF1', 'KAT7', 'NAA40', 'NAA60', 'TAF10', 'TADA2A', 'KAT6B', 'CREBBP', 'KAT5', 'ATF2', 'USP22', 'SETD4', 'SETD6', 'KMT2B', 'SUV39H1', 'EHMT1', 'SETDB1', 'SUV39H2', 'METTL21A', 'SMYD2', 'DOT1L', 'SETBP1', 'KMT2D', 'SMYD5', 'SETD1B', 'ASH1L', 'EZH1', 'EHMT2', 'KMT2A', 'METTL21EP', 'SETD3', 'JADE2', 'KAT7', 'NAA40', 'NAA60', 'MEAF6', 'JADE1', 'BRPF1', 'KAT5', 'USP22', 'BRD1', 'ING4', 'POLR3D', 'POLR2H', 'POLR1C', 'POLR2F', 'POLR1E', 'POLR2I', 'POLR3A', 'POLR1A', 'MED20', 'POLR3B', 'POLR2L', 'POLR2B', 'POLR1B', 'POLR3K', 'POLRMT', 'POLR2A', 'POLR3H', 'POLR3G', 'ARIH2', 'ARIH1', 'TRAF6', 'PPARA', 'AUP1', 'DCUN1D4', 'SIAH1', 'DCUN1D3', 'RNF125', 'RNF19A', 'RNF144A', 'DCUN1D2', 'SIAH2', 'UBE3D', 'MFAP3', 'CD81', 'CD244', 'HLA-E', 'CD4', 'CD8A', 'DERL1', 'TAP1', 'LAG3', 'TUBB4B', 'RNF185', 'ARIH2', 'ARIH1', 'TRAF6', 'PPARA', 'AUP1', 'DCUN1D4', 'SIAH1', 'PARK7', 'DCUN1D3', 'RPS3', 'RNF125', 'RNF19A', 'RNF144A', 'DCUN1D2', 'SIAH2', 'UBE3D', 'FYN', 'MATK', 'YES1', 'PEAK1', 'TYK2', 'ZAP70', 'PTK2B', 'CLK1', 'JAK1', 'LCK', 'TXK', 'FES', 'PTK6', 'ITK', 'FGR', 'SRMS', 'PKDCC', 'NPC1', 'OSBPL2', 'SH2D2A', 'OSBPL5', 'CD81', 'SIDT1', 'PTCH1', 'STARD3NL', 'RORA', 'ANXA6', 'INSIG2', 'OSBPL3', 'STARD3', 'VDAC1', 'INSIG1', 'NR1H3', 'APOA1', 'OSBP', 'GRAMD1A', 'APOF', 'ABCG1', 'PMP2', 'APOC3', 'GRAMD1B', 'GPR183', 'SLC38A9', 'SOAT1', 'ERLIN1', 'OSBPL7', 'HDAC1', 'RUNX3', 'ZBTB16', 'THAP7', 'USP11', 'FAM89B', 'ZNF644', 'RORA', 'EHMT1', 'CTBP2', 'PHF1', 'MTF2', 'ZBTB7A', 'HDAC6', 'WIZ', 'SUZ12', 'EHMT2', 'STK36', 'CTBP1', 'HDGF', 'SETD4', 'KMT2B', 'SUV39H1', 'EHMT1', 'SETDB1', 'SUV39H2', 'PRMT2', 'SMYD2', 'DOT1L', 'SETBP1', 'METTL23', 'PRMT6', 'KMT2D', 'SETD1B', 'EZH1', 'KMT2E', 'EHMT2', 'KMT2A', 'DHRS3', 'AKR1C3', 'RDH13', 'DHRS7', 'AKR1C1', 'AKR1B1', 'AKR1E2', 'AKR1C4', 'NGRN', 'PTCD3', 'MRPL18', 'MRPS6', 'ERAL1', 'ERI1', 'GTF3A', 'MRPS7', 'FASTKD2', 'MRPL11', 'RPS3', 'CIRBP', 'DDX28', 'EMG1', 'MRPS27', 'RPL12', 'UTP23', 'MTERF4', 'HENMT1', 'MEPCE', 'LCMT2', 'TRMT13', 'FTSJ1', 'TGS1', 'METTL4', 'METTL3', 'FBL', 'MIER3', 'GLS', 'SIRT2', 'HDAC1', 'SIRT1', 'SIRT7', 'SIRT4', 'NGLY1', 'BTD', 'GLS2', 'FAAH', 'HDAC6', 'HDAC4', 'HINT2', 'NADSYN1', 'PFDN1', 'AGA', 'HDAC9', 'NIT2', 'SUDS3', 'SIRT5', 'MED9', 'HDAC1', 'SMARCA4', 'VGLL4', 'RUNX3', 'CTCF', 'ZBTB16', 'THAP7', 'ZBTB49', 'SMAD4', 'USP11', 'FAM89B', 'ZNF644', 'ZNF618', 'RORA', 'EHMT1', 'CTBP2', 'RELA', 'ZBTB17', 'PHF1', 'MTF2', 'STAT6', 'CREBBP', 'ZBTB7A', 'HDAC6', 'GATA6', 'AKR1B1', 'CDK9', 'WIZ', 'TRERF1', 'SUZ12', 'CREB3', 'EHMT2', 'HMGA1', 'STK36', 'CTBP1', 'MED1', 'HDGF', 'ZBTB8A', 'CHD4', 'SREBF1', 'PER2', 'SIRT2', 'SIRT1', 'SIRT4', 'PARP15', 'PARP16', 'PARP2', 'PARP11', 'PARP12', 'PARP4', 'PARP8', 'SIRT3', 'POLR1C', 'POLR2I', 'POLR3A', 'POLR1A', 'MED20', 'POLR2L', 'POLR3K', 'POLRMT', 'POLR2A', 'POLR3H', 'POLR3G', 'TRNT1', 'POLR2J', 'POLR2E', 'POLR3F', 'ZNF202', 'E4F1', 'ZNF614', 'TBX21', 'ZNF175', 'ZBTB2', 'ZBTB5', 'ZNF398', 'SOX13', 'ZNF436', 'CTCF', 'ZNF550', 'ASCL2', 'PRDM2', 'ZNF555', 'ZNF764', 'ZBTB16', 'ZNF778', 'E2F6', 'ZNF785', 'ZNF266', 'NFATC3', 'ZNF692', 'ZBTB4', 'GFI1', 'KLF12', 'ZGPAT', 'ZNF641', 'ZNF566', 'RELA', 'PPARA', 'ZNF140', 'FOXK2', 'ZNF439', 'ZSCAN2', 'ZNF224', 'DEAF1', 'CC2D1A', 'GATA3', 'ZKSCAN3', 'ZNF337', 'ZNF10', 'ZNF557', 'ZNF343', 'HEY2', 'TGIF2', 'TP53', 'YY1', 'ZNF91', 'ZNF217', 'HIC1', 'ZNF148', 'SNAI2', 'HES1', 'EN1', 'ZNF746', 'ZBTB21', 'ZNF79', 'ZNF684', 'ZFP90', 'ZFP69B', 'THAP11', 'CREM', 'ZNF75A', 'BATF3', 'ZNF560', 'MAFK', 'TBX18', 'ZNF891', 'ZNF440', 'CEBPB', 'HEY1', 'ZNF248', 'ZNF180', 'PRDM1', 'NFX1', 'ZNF239', 'NR3C1', 'ZNF749', 'ZNF529', 'ZNF425', 'INSM2', 'ZNF558', 'FOXK1', 'POU4F1', 'SREBF2', 'MLX', 'ZNF705G', 'TBX3', 'TCFL5', 'ZNF19', 'ZNF750', 'SATB1', 'ZBTB46', 'HOXD9', 'ZNF596', 'ZBTB32', 'ZNF124', 'NFKB1', 'HSF1', 'ZNF556', 'ZNF512B', 'ZNF554', 'ZBTB8A', 'IRX1', 'ZNF350', 'MED9', 'VGLL4', 'ZBTB49', 'SMAD4', 'RORA', 'RELA', 'ZBTB17', 'STAT6', 'CREBBP', 'GATA6', 'AKR1B1', 'CDK9', 'TRERF1', 'RANGAP1', 'PPP6R1', 'FLNA', 'PKN1', 'AP3M1', 'NDRG1', 'EHD1', 'XPO5', 'BRAF', 'UNC13D', 'TSC2', 'AP1G1', 'PLEKHG3', 'RHOBTB3', 'EVI5L', 'DVL3', 'KCTD13', 'FMNL1', 'KIF3A', 'ANKRD27', 'TNPO3', 'RANBP1', 'RAF1', 'RAB11FIP3', 'HPS6', 'SH3BP4', 'ULK1', 'RTKN', 'RABGGTB', 'RALBP1', 'CDC42EP2', 'ANKFY1', 'LZTR1', 'RAB11FIP4', 'RABGAP1', 'EXOC2', 'TNFAIP1', 'RCC2', 'ARHGEF2', 'DAPK3', 'RAB29', 'ALS2', 'SGSM2', 'WHAMM', 'AKAP13', 'LSM2', 'RIN3', 'XPO4', 'MYO9B', 'TBC1D20', 'MICALL1', 'PAK2', 'RABGGTA', 'ABI2', 'PARD6A', 'TRIP11', 'GCC1', 'SGSM1', 'ARFIP2', 'SOD1', 'RAB3GAP2', 'HPS4', 'SORL1', 'TBC1D7', 'RILPL1', 'FGD3', 'IQGAP1', 'STK19', 'RANGRF', 'GOLGA4', 'RAPGEF4', 'PEX5', 'RAB8A', 'CDC42EP1', 'SIKE1', 'RANBP9', 'IFT20', 'RGP1', 'VPS9D1', 'KNTC1', 'BICD1', 'RAB3GAP1', 'RABGAP1L', 'ATP6AP1', 'WAS', 'CIB1', 'ASB15', 'SPHK2', 'MAPK7', 'PPM1D', 'MAPKAPK2', 'DUSP10', 'SIRT1', 'GCH1', 'MAPKAPK3', 'MICAL2', 'CDK5RAP3', 'UPF1', 'ZBTB48', 'TERF1', 'TERF2IP', 'TINF2', 'PURA', 'UPF2', 'SMG5', 'RPA1', 'APEX1', 'XRCC5', 'WRN', 'TERF2', 'SMG6', 'CTC1', 'TENM1', 'BLM', 'RAD50', 'HMBOX1', 'B4GALT7', 'B4GALT4', 'B4GALT6', 'B3GALT4', 'B3GALNT1', 'B3GALT6', 'B3GNT7', 'B3GNT4', 'B3GALT2', 'CTR9', 'GTF2B', 'SCAF8', 'ERBB2', 'RRN3', 'RPRD1B', 'RRN3P2', 'AGO2', 'SMYD2', 'ELP4', 'MAF1', 'ELP2', 'SPTY2D1', 'RANGAP1', 'PPP6R1', 'FLNA', 'PKN1', 'AP3M1', 'NDRG1', 'EHD1', 'XPO5', 'BRAF', 'UNC13D', 'TSC2', 'AP1G1', 'PLEKHG3', 'RHOBTB3', 'EVI5L', 'ATG16L1', 'DVL3', 'KCTD13', 'FMNL1', 'KIF3A', 'ANKRD27', 'TNPO3', 'RANBP1', 'RAF1', 'RAB11FIP3', 'HPS6', 'SH3BP4', 'HSP90AA1', 'GNB1', 'ULK1', 'RTKN', 'RABGGTB', 'RALBP1', 'CDC42EP2', 'ANKFY1', 'LZTR1', 'RAB11FIP4', 'RABGAP1', 'EXOC2', 'TNFAIP1', 'AMBRA1', 'RCC2', 'ARHGEF2', 'GNB2', 'YBX1', 'DAPK3', 'RAB29', 'ALS2', 'SGSM2', 'WHAMM', 'AKAP13', 'LSM2', 'RIN3', 'XPO4', 'MYO9B', 'TBC1D20', 'MICALL1', 'BNIP3', 'PAK2', 'STOML2', 'RABGGTA', 'ABI2', 'PARD6A', 'TRIP11', 'GCC1', 'SGSM1', 'ARFIP2', 'SOD1', 'RAB3GAP2', 'HPS4', 'SORL1', 'TBC1D7', 'ATG14', 'RILPL1', 'FGD3', 'IQGAP1', 'STK19', 'GNB3', 'RANGRF', 'GOLGA4', 'RAPGEF4', 'PEX5', 'RAB8A', 'RRAGC', 'CDC42EP1', 'SIKE1', 'RANBP9', 'IFT20', 'RGP1', 'VPS9D1', 'KNTC1', 'BICD1', 'RAB3GAP1', 'RABGAP1L', 'ATP6AP1', 'WAS', 'CIB1', 'ASB15', 'SPHK2', 'KIFAP3', 'SLC9A3R1', 'PPME1', 'PVRIG', 'CSRNP2', 'TERF2IP', 'NFATC2', 'TSC2', 'TRAF2', 'CEP192', 'SYTL2', 'DLG3', 'PXN', 'CRY2', 'SKAP1', 'KIF3A', 'MAST2', 'MAPK1', 'MTMR4', 'JAK1', 'CTSC', 'VRK3', 'RPA2', 'VCP', 'STAT6', 'LCK', 'CRY1', 'MAP3K5', 'PIK3R1', 'GTF2F1', 'PIK3R2', 'SFI1', 'FLT4', 'ANAPC5', 'WNK1', 'KCNN4', 'TRPC4AP', 'TBK1', 'IQGAP1', 'CHCHD3', 'PPP1R3F', 'EGFR', 'PPP3R1', 'ANAPC7', 'SPRED1', 'MTMR9', 'ANAPC4', 'MTMR3', 'SIRT2', 'SIRT1', 'SIRT4', 'UMPS', 'PARP15', 'PARP16', 'PPAT', 'PARP2', 'UPP2', 'PARP11', 'PARP12', 'PARP4', 'QPRT', 'PARP8', 'SIRT3', 'ABL1', 'CBLB', 'AFAP1', 'RAD9A', 'ABI3', 'EVL', 'AKAP5', 'SKAP1', 'KHDRBS1', 'CRK', 'MICAL1', 'CD2AP', 'PTPN22', 'WASF2', 'CBLC', 'ELMO1', 'ABI2', 'RUFY2', 'CNTNAP1', 'SOCS7', 'CD3E', 'SHANK1', 'SH3BP2', 'ZNF106', 'CASP9', 'SGIP1', 'CYBA', 'REPS1', 'WAS', 'LANCL1', 'TAF1', 'PHF8', 'DPF2', 'WDR5', 'CXXC1', 'THAP7', 'KDM5A', 'KDM4A', 'PWWP2A', 'CHD1', 'PHF13', 'PHF1', 'MTF2', 'NCAPD3', 'BPTF', 'CBX1', 'RRP8', 'CBX6', 'ZZEF1', 'CBX8', 'CHD8', 'TP53BP1', 'MORC4', 'MPHOSPH8', 'ING4', 'SPIN1', 'ZMYND11', 'SUZ12', 'ING1', 'KMT2E', 'L3MBTL2', 'L3MBTL1', 'ING5', 'CDYL', 'SPIN4', 'SPIN3', 'SEC24C', 'ATP13A2', 'ZNF212', 'CDIP1', 'HIF1AN', 'SIRT2', 'TRIM28', 'RABIF', 'CBLB', 'KMT2B', 'PHF8', 'ZFYVE1', 'GTF2B', 'CTCF', 'PRDM2', 'PEX12', 'ENPP5', 'TIMM10', 'SLFN13', 'KDM2A', 'KDM5A', 'KDM5B', 'ARIH2', 'CHD3', 'ZNF282', 'ARIH1', 'CAD', 'MT1X', 'RASSF1', 'RNF8', 'NAPEPLD', 'ECE1', 'PIAS4', 'ZNF331', 'LITAF', 'KDM4A', 'SAP30L', 'KPNB1', 'NAALADL1', 'MNAT1', 'ZKSCAN5', 'TES', 'ZNF184', 'DNAJC24', 'GALT', 'PAM', 'ADAM8', 'RABGGTB', 'PHF1', 'MORC2', 'TADA2A', 'RASGRP1', 'SUV39H2', 'MT2A', 'LIMS1', 'ESCO1', 'CD4', 'SIAH1', 'TP53', 'ZNF91', 'ARHGEF2', 'ALKBH8', 'D2HGDH', 'ZNF75D', 'ENPEP', 'POLR2L', 'ZNF8', 'ADA', 'RNF125', 'CHMP1A', 'CHORDC1', 'RNF26', 'SMPD1', 'SLC39A4', 'CBLC', 'CALB1', 'HDAC4', 'CXXC5', 'CA2', 'APOBEC3G', 'MT1F', 'ZNF593', 'PTGR2', 'DHX58', 'ZCCHC4', 'DPP3', 'THAP11', 'TIMM8B', 'GCH1', 'NPEPPS', 'USP16', 'SOD1', 'RGN', 'ZNF22', 'CALR', 'MT1E', 'SHMT2', 'BHMT', 'TMEM163', 'PHEX', 'APIP', 'ZMYND11', 'MT1G', 'RPS29', 'SIRT3', 'ADAM30', 'MT1H', 'ZNF84', 'SEC24B', 'TIMM13', 'BLM', 'KMT2A', 'ZDHHC15', 'POLA1', 'KDM4C', 'BAZ1B', 'ZNF214', 'ZNF195', 'RNPEP', 'TRHDE', 'ZNF2', 'ADH1B', 'ZBTB32', 'ERAP2', 'CRIP1', 'ADH5', 'TRIM24', 'FBXL19', 'KDM5C', 'SLC30A8', 'TET1', 'BBOX1', 'CHD4', 'PITRM1', 'RAG1', 'RNF2', 'KAT6A', 'SIRT5', 'ZMYND8', 'HHIP', 'ADH4', 'WDFY1', 'UHRF1', 'THAP1', 'SEMG1', 'ENPP7', 'ZNF93', 'SMAD3', 'SLU7', 'LANCL1', 'CDO1', 'SKI', 'CSRP1', 'ZNF117', 'ZNF205', 'TNP2', 'ISCU', 'CLIP1', 'PRIMPOL', 'SEC24A', 'MIER3', 'SIRT2', 'SIRT1', 'SIRT4', 'HDAC6', 'HDAC4', 'POMGNT2', 'POGLUT1', 'B3GAT3', 'B4GALT4', 'MGAT1', 'HEXA', 'EXT2', 'B3GALT6', 'GXYLT1', 'HAS3', 'B3GNT7', 'UGT2A3', 'GCNT7', 'PIGA', 'MGAT4C', 'EXT1', 'OGT', 'MGAT4A', 'KEAP1', 'DET1', 'APPBP2', 'PEF1', 'FEM1C', 'FBXO45', 'ARRDC1', 'KLHDC3', 'ZSWIM8', 'KLHL22', 'FZR1', 'SPSB1', 'KLHDC10', 'VHL', 'KLHDC2', 'FBXO42', 'TRPC4AP', 'KLHL25', 'FYN', 'DFFB', 'HSP90AA1', 'PPIL1', 'FKBP8', 'TP53', 'NUMA1', 'CLTC', 'HSPA2', 'PDE12', 'EXOSC7', 'CNOT6L', 'ERI1', 'EXOSC3', 'DIS3L2', 'EXOSC4', 'PAN2', 'USB1', 'ERI3', 'CNOT6', 'DIS3L', 'EXOSC5', 'EXOSC2', 'DIS3', 'POLRMT', 'ISG20', 'MED17', 'PKN1', 'MED12', 'PPRC1', 'RNF4', 'BRD8', 'ACTN4', 'CALCOCO1', 'MED22', 'CNOT6', 'TACC1', 'PSMC3IP', 'MED30', 'NCOA7', 'USP22', 'MED14', 'TRERF1', 'MED13', 'ZMIZ2', 'PRKCB', 'NCOA1', 'NCOA6', 'HMGA1', 'WDR77', 'THRAP3', 'FGF2', 'MED1', 'FYN', 'MATK', 'BCR', 'YES1', 'ABL1', 'PEAK1', 'TYK2', 'ZAP70', 'PTK2B', 'CLK2', 'PDGFRB', 'ERBB2', 'CLK1', 'JAK1', 'FLT3', 'LCK', 'RPS6KA5', 'LTK', 'HIPK2', 'KIT', 'RYK', 'DYRK2', 'EPHA2', 'HIPK1', 'EPHA1', 'TXK', 'CLK4', 'FES', 'FLT4', 'PTK6', 'ITK', 'ROR1', 'BAZ1B', 'EGFR', 'EPHA4', 'FGR', 'CSF1R', 'SRMS', 'ROR2', 'PKDCC', 'TYRO3', 'SART3', 'BAG6', 'SPATA2', 'VCP', 'PARK7', 'DERL2', 'DERL1', 'CLTC', 'RHBDD2', 'HDAC1', 'SMARCA4', 'RNF4', 'MBD3', 'CABIN1', 'ARID1A', 'SAP30L', 'SMARCC2', 'RBBP4', 'NOC2L', 'SSRP1', 'MLLT6', 'PARP2', 'SUPT6H', 'HIRA', 'RNF168', 'SMARCB1', 'SMARCD2', 'SMARCC1', 'MTA2', 'L3MBTL1', 'SLA', 'YES1', 'PFN1', 'ZAP70', 'PIK3R3', 'SHD', 'CRK', 'PTPN6', 'LCK', 'VAV1', 'PIN1', 'UXT', 'SHC1', 'CBLC', 'GRAP2', 'PIK3R1', 'PTPN5', 'PIK3R2', 'GRAP', 'BCAR3', 'YWHAB', 'YWHAZ', 'CRKL', 'FGR', 'SH3BP2', 'PHF8', 'KDM2A', 'KDM5A', 'KDM5B', 'KDM4A', 'ALKBH4', 'ALKBH2', 'PHF1', 'ALKBH5', 'HSPBAP1', 'KDM3A', 'JMJD4', 'JMJD6', 'KDM6B', 'KDM4C', 'ALKBH3', 'FTO', 'TET1', 'BBOX1', 'EGLN2', 'P4HTM', 'TYW5', 'MEF2D', 'MIER3', 'SIRT2', 'HDAC1', 'PKN1', 'RAD9A', 'THAP7', 'TRAF6', 'RBBP4', 'SMG5', 'RELA', 'NCOR1', 'HSP90AA1', 'SMYD4', 'MAGEA1', 'HEY2', 'DHX36', 'TP53', 'MTA1', 'HIC1', 'NCOR2', 'HES1', 'HDAC6', 'BCOR', 'HDAC4', 'NIPBL', 'KCTD21', 'CAMTA2', 'IKZF3', 'USF1', 'PKN2', 'TFAP4', 'MAGEA4', 'YWHAB', 'MAGEA8', 'MTA2', 'MED9', 'MED17', 'SMARCA4', 'PKN1', 'TRIM68', 'MED12', 'TAF1', 'GTF2B', 'BRD8', 'SIRT1', 'WIPI1', 'ARID5A', 'PAGR1', 'ARID1A', 'DDX54', 'DAXX', 'BAZ2A', 'NCOR1', 'TAF10', 'MMS19', 'PRMT2', 'PARK7', 'PHB2', 'MED22', 'ZBTB7A', 'TADA3', 'CRY1', 'PPID', 'TACC1', 'KDM3A', 'STAT5B', 'MED30', 'NCOA7', 'MED14', 'MED16', 'TRERF1', 'CALR', 'MED13', 'RERG', 'PRKCB', 'NCOA1', 'TAF11', 'NCOA6', 'KDM4C', 'HMGA1', 'THRAP3', 'TGFB1I1', 'GAS2L1', 'STRN', 'MED1', 'KDM5D', 'WBP2', 'YWHAH', 'OASL', 'NCOA2', 'SNW1', 'SMAD3', 'CNOT1', 'BUD31', 'TACC2', 'EP300', 'ZNHIT3', 'RNF14', 'BCAS3', 'PPME1', 'PPP1R14B', 'CABIN1', 'PPP1R8', 'BOD1', 'PPP1R1A', 'PPP1R11', 'LMTK2', 'MGAT5', 'MYOZ1', 'PPP1R14D', 'SET', 'PPP1R14A', 'PPP1R17', 'PPP1R9B', 'HIF1AN', 'DDAH2', 'AARS2', 'AKR1C1', 'RTN4R', 'ASS1', 'RNF44', 'KLHL21', 'TRIM41', 'MUL1', 'VPS11', 'HECTD3', 'TRIM28', 'KLHL9', 'RNF185', 'TRIM68', 'VPS18', 'KCTD10', 'CBLB', 'TRIM11', 'RNF4', 'CDC23', 'TAF1', 'MSL2', 'TRIM27', 'TRIM62', 'TRAF2', 'PEX12', 'IRF2BP1', 'TRIM56', 'FBXL6', 'UBR2', 'RSPRY1', 'ARIH2', 'KCTD13', 'ARIH1', 'TRIM52', 'ASB1', 'RNF8', 'UBE2Q1', 'BRAP', 'TRIM21', 'RNF213', 'IRF2BPL', 'RNF126', 'HLTF', 'LRSAM1', 'PPIL2', 'TRAF6', 'RNF165', 'TRIM47', 'BFAR', 'FBXO22', 'RNF151', 'RBCK1', 'SMURF2', 'TRIM13', 'LNX2', 'BIRC6', 'CUL3', 'RNF123', 'TRIM32', 'FBXO44', 'RNF220', 'SMURF1', 'STUB1', 'TRIM35', 'RNF149', 'SIAH1', 'UHRF2', 'TNFAIP1', 'FBXL3', 'RNF115', 'TRIM26', 'HERC4', 'UBE2Q2', 'FBXO17', 'TMEM129', 'HECTD1', 'FBXL14', 'TRIM38', 'RMND5B', 'RNF125', 'ANKIB1', 'RNF26', 'BSPRY', 'TRIM37', 'CBLC', 'BCOR', 'ZNF738', 'TRIM22', 'UBE2Z', 'TRIM33', 'PPP1R11', 'RFWD3', 'NEURL4', 'RNF19A', 'TRIM3', 'RNF144A', 'SHARPIN', 'NEURL1', 'PEX10', 'UBE3A', 'RNF113A', 'CUL5', 'RNF168', 'SIAH2', 'UBE3D', 'DDB2', 'UBE2M', 'CNOT4', 'NFX1', 'KCMF1', 'ZFP91', 'VHL', 'RNF34', 'MGRN1', 'ASB12', 'TRIM9', 'HERC6', 'LONRF3', 'XIAP', 'CDC34', 'FBXO2', 'UBE2T', 'RNF40', 'RLIM', 'UBE2L6', 'BARD1', 'UBE3B', 'HUWE1', 'UBR1', 'FBXO6', 'KLHL20', 'UBE2O', 'TRAIP', 'UBE2H', 'FBXW8', 'SH3RF1', 'RNF167', 'UBE2L3', 'RNF166', 'PELI2', 'RNF208', 'GID4', 'CBLL1', 'FBXW11', 'RNF25', 'MIB1', 'TRIM24', 'ASB2', 'FBXO21', 'BIRC7', 'CUL4A', 'ANAPC4', 'FBXO27', 'LTN1', 'FANCL', 'TRIM59', 'RAG1', 'RNF2', 'TRIM5', 'UBE2G1', 'RBX1', 'UBE2NL', 'RNF146', 'ZNRF3', 'FBXW2', 'UBE2C', 'UBR4', 'RNF20', 'LONRF2', 'UHRF1']\n","['CALHM3', 'CACNA1H', 'GRIN2C', 'KCNJ8', 'GRIN2B', 'HCN1', 'VDAC3', 'GRIN3B', 'CALHM1', 'GRIN1', 'DVL1', 'WNT9A', 'SFRP1', 'CCDC88C', 'WNT2', 'WNT4', 'MYOC', 'WNT6', 'LRP6', 'WNT11', 'WNT9B', 'WNT10B', 'WNT8A', 'WNT7B', 'WNT7A', 'DVL3', 'WNT8B', 'NDP', 'WNT10A']\n"]}],"source":["Lead_genes_scz_list = []\n","for i in Lead_genes_scz:\n"," Lead_genes_scz_list.extend(i.split(\";\"))\n","\n","Lead_genes_asd_list = []\n","for i in Lead_genes_asd:\n"," Lead_genes_asd_list.extend(i.split(\";\"))\n","\n","Lead_genes_mdd_list = []\n","for i in Lead_genes_mdd:\n"," Lead_genes_mdd_list.extend(i.split(\";\"))\n","\n","print(Lead_genes_mdd_list)\n","print(Lead_genes_scz_list)\n","print(Lead_genes_asd_list)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"CWRam-1o228P"},"outputs":[],"source":["set_asd = set(Lead_genes_asd_list)\n","set_mdd = set(Lead_genes_mdd_list)\n","set_scz = set(Lead_genes_scz_list)\n","set_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":334,"status":"ok","timestamp":1689715080910,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"gGlILNXY3AjE","outputId":"9f8a3442-7f25-4445-e957-fdd442889da0"},"outputs":[{"name":"stdout","output_type":"stream","text":["3\n","1\n","60\n","1\n"]}],"source":["asd_mdd = set_asd.intersection(set_mdd)\n","asd_scz = set_asd.intersection(set_scz)\n","mdd_scz = set_mdd.intersection(set_scz)\n","asd_mdd_scz = asd_scz.intersection(set_mdd)\n","\n","asd_mdd = list(asd_mdd)\n","asd_scz = list(asd_scz)\n","mdd_scz = list(mdd_scz)\n","asd_mdd_scz = list(asd_mdd_scz)\n","print(len(asd_mdd))\n","print(len(asd_scz))\n","print(len(mdd_scz))\n","print(len(asd_mdd_scz))\n"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":311,"status":"ok","timestamp":1689715353488,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"s2-zKQJn4dYZ","outputId":"90d0ae87-6274-4d51-f3c3-0eaa4fbfaf2b"},"outputs":[{"data":{"text/plain":["['DVL3']"]},"execution_count":57,"metadata":{},"output_type":"execute_result"}],"source":["asd_mdd_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":470,"status":"ok","timestamp":1689715481342,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"RF94ozqz4_9m","outputId":"639cfe8c-98c7-4c13-eae0-87871d18f2cd"},"outputs":[{"data":{"text/plain":["['GRIN1', 'DVL3', 'HCN1']"]},"execution_count":58,"metadata":{},"output_type":"execute_result"}],"source":["asd_mdd"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"g4OSyWZg3jkc"},"outputs":[],"source":["import matplotlib.pyplot as plt\n","from matplotlib_venn import venn3"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":484},"executionInfo":{"elapsed":432,"status":"ok","timestamp":1689715108155,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"vTVhOUGp3g7L","outputId":"ef4e5d6a-8ffd-4231-a269-9358089e792d"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["venn_diagram = venn3(subsets=(len(set_asd) - len(asd_mdd) - len(asd_scz) + len(asd_mdd_scz),\n"," len(set_mdd) - len(asd_mdd) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_mdd) - len(asd_mdd_scz),\n"," len(set_scz) - len(asd_scz) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_scz) - len(asd_mdd_scz),\n"," len(mdd_scz) - len(asd_mdd_scz),\n"," len(asd_mdd_scz)),\n"," set_labels=('Autism', 'Depression', 'Schizophrenia'))\n","plt.tight_layout()\n","plt.show()\n"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyMycYsX7wy2yTKL7kvwj+gj","collapsed_sections":["lMPX4pgXE1Xj","kw5KsK1XJ5Bx","ZgUWuZGqGUdS","hMKKVHNYKjBH"],"mount_file_id":"1fJPrcJxd-NDziIRY16Bqk0LvPHGkjVHv","provenance":[{"file_id":"1fJPrcJxd-NDziIRY16Bqk0LvPHGkjVHv","timestamp":1689609171276}]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"name":"python"}},"nbformat":4,"nbformat_minor":0}
+{"cells":[{"cell_type":"markdown","metadata":{},"source":["Please find instructions on how to run the code in [README](https://git.imp.fu-berlin.de/vbendikova/dsls-project/-/blob/main/README.md)."]},{"cell_type":"code","execution_count":null,"metadata":{"id":"frVyBC8opRMv"},"outputs":[],"source":["!pip install gseapy\n","import gseapy"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"OEIG9e42p9QF"},"outputs":[],"source":["import pandas as pd\n","from pathlib import Path\n","import numpy as np\n","from gseapy.plot import gseaplot\n","from gseapy import gseaplot2\n","from gseapy import heatmap"]},{"cell_type":"code","execution_count":null,"metadata":{},"outputs":[],"source":["# Replace with your home path\n","home = \"data/\""]},{"cell_type":"markdown","metadata":{"id":"J59yX_h1EyDL"},"source":["# **GSEA ASD**"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":522},"executionInfo":{"elapsed":4920,"status":"ok","timestamp":1689944047402,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"hjkodXGoZv1P","outputId":"ebf6fdb2-ebea-497e-ecd1-2721226223b7"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-613a6852-75c2-4698-8390-8ad4338196a2\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>control</th>\n"," <th>control.1</th>\n"," <th>control.2</th>\n"," <th>control.3</th>\n"," <th>control.4</th>\n"," <th>control.5</th>\n"," <th>control.6</th>\n"," <th>control.7</th>\n"," <th>control.8</th>\n"," <th>control.9</th>\n"," <th>...</th>\n"," <th>autism.72</th>\n"," <th>autism.73</th>\n"," <th>autism.74</th>\n"," <th>autism.75</th>\n"," <th>autism.76</th>\n"," <th>autism.77</th>\n"," <th>autism.78</th>\n"," <th>autism.79</th>\n"," <th>autism.80</th>\n"," <th>autism.81</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>A1BG</th>\n"," <td>121.294977</td>\n"," <td>135.205497</td>\n"," <td>100.376936</td>\n"," <td>104.288553</td>\n"," <td>151.486141</td>\n"," <td>96.506352</td>\n"," <td>99.219584</td>\n"," <td>159.543608</td>\n"," <td>96.197600</td>\n"," <td>185.391977</td>\n"," <td>...</td>\n"," <td>155.884643</td>\n"," <td>147.619142</td>\n"," <td>177.163427</td>\n"," <td>117.838078</td>\n"," <td>120.770392</td>\n"," <td>142.635076</td>\n"," <td>101.391999</td>\n"," <td>149.880304</td>\n"," <td>116.828707</td>\n"," <td>136.247127</td>\n"," </tr>\n"," <tr>\n"," <th>A1BG-AS1</th>\n"," <td>35.058443</td>\n"," <td>31.427095</td>\n"," <td>31.122305</td>\n"," <td>62.048137</td>\n"," <td>43.769621</td>\n"," <td>24.387331</td>\n"," <td>44.017369</td>\n"," <td>48.029337</td>\n"," <td>35.694725</td>\n"," <td>50.041600</td>\n"," <td>...</td>\n"," <td>43.971779</td>\n"," <td>34.310304</td>\n"," <td>44.111013</td>\n"," <td>44.585479</td>\n"," <td>40.534544</td>\n"," <td>44.585479</td>\n"," <td>44.791994</td>\n"," <td>39.955217</td>\n"," <td>52.729850</td>\n"," <td>38.309944</td>\n"," </tr>\n"," <tr>\n"," <th>A1CF</th>\n"," <td>14.170615</td>\n"," <td>13.871641</td>\n"," <td>10.788985</td>\n"," <td>14.481204</td>\n"," <td>15.623799</td>\n"," <td>12.292046</td>\n"," <td>13.749919</td>\n"," <td>11.839019</td>\n"," <td>11.905869</td>\n"," <td>15.710093</td>\n"," <td>...</td>\n"," <td>12.649725</td>\n"," <td>12.069736</td>\n"," <td>11.911529</td>\n"," <td>12.376093</td>\n"," <td>13.711741</td>\n"," <td>13.199272</td>\n"," <td>10.222826</td>\n"," <td>12.122905</td>\n"," <td>12.577490</td>\n"," <td>12.504467</td>\n"," </tr>\n"," <tr>\n"," <th>A2M</th>\n"," <td>13.107961</td>\n"," <td>18.179512</td>\n"," <td>16.951847</td>\n"," <td>15.879256</td>\n"," <td>22.123421</td>\n"," <td>15.393655</td>\n"," <td>13.946365</td>\n"," <td>18.179913</td>\n"," <td>14.624850</td>\n"," <td>14.814041</td>\n"," <td>...</td>\n"," <td>19.554220</td>\n"," <td>18.272940</td>\n"," <td>18.696411</td>\n"," <td>18.727884</td>\n"," <td>18.693256</td>\n"," <td>19.948261</td>\n"," <td>14.867098</td>\n"," <td>14.070558</td>\n"," <td>16.647584</td>\n"," <td>19.535396</td>\n"," </tr>\n"," <tr>\n"," <th>A2M-AS1</th>\n"," <td>28.397500</td>\n"," <td>28.749182</td>\n"," <td>25.438558</td>\n"," <td>19.900958</td>\n"," <td>27.055838</td>\n"," <td>94.894792</td>\n"," <td>26.332507</td>\n"," <td>104.624796</td>\n"," <td>28.024350</td>\n"," <td>49.007240</td>\n"," <td>...</td>\n"," <td>23.966362</td>\n"," <td>17.026004</td>\n"," <td>19.176799</td>\n"," <td>16.220912</td>\n"," <td>19.732830</td>\n"," <td>15.124966</td>\n"," <td>104.242155</td>\n"," <td>21.084370</td>\n"," <td>22.229969</td>\n"," <td>27.270987</td>\n"," </tr>\n"," <tr>\n"," <th>...</th>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," </tr>\n"," <tr>\n"," <th>ZYG11A</th>\n"," <td>19.248218</td>\n"," <td>22.714569</td>\n"," <td>14.560974</td>\n"," <td>14.281435</td>\n"," <td>17.825443</td>\n"," <td>11.972330</td>\n"," <td>14.997187</td>\n"," <td>15.933022</td>\n"," <td>11.059383</td>\n"," <td>18.402196</td>\n"," <td>...</td>\n"," <td>14.131336</td>\n"," <td>14.525662</td>\n"," <td>18.477274</td>\n"," <td>16.092382</td>\n"," <td>16.162159</td>\n"," <td>17.509112</td>\n"," <td>13.978377</td>\n"," <td>13.629342</td>\n"," <td>13.416905</td>\n"," <td>13.134770</td>\n"," </tr>\n"," <tr>\n"," <th>ZYG11B</th>\n"," <td>261.316399</td>\n"," <td>339.951464</td>\n"," <td>257.913533</td>\n"," <td>245.226296</td>\n"," <td>210.846395</td>\n"," <td>275.732049</td>\n"," <td>247.648670</td>\n"," <td>172.465404</td>\n"," <td>300.380734</td>\n"," <td>233.355085</td>\n"," <td>...</td>\n"," <td>222.215807</td>\n"," <td>238.333098</td>\n"," <td>274.238315</td>\n"," <td>188.516544</td>\n"," <td>268.225963</td>\n"," <td>307.303297</td>\n"," <td>336.823443</td>\n"," <td>268.111642</td>\n"," <td>247.217167</td>\n"," <td>240.737914</td>\n"," </tr>\n"," <tr>\n"," <th>ZYX</th>\n"," <td>1880.660401</td>\n"," <td>855.833866</td>\n"," <td>1024.420807</td>\n"," <td>3469.397053</td>\n"," <td>723.453619</td>\n"," <td>765.832142</td>\n"," <td>1005.298440</td>\n"," <td>1362.270489</td>\n"," <td>1775.910948</td>\n"," <td>2134.745737</td>\n"," <td>...</td>\n"," <td>619.258556</td>\n"," <td>630.949601</td>\n"," <td>1115.625284</td>\n"," <td>2142.660353</td>\n"," <td>791.466067</td>\n"," <td>995.968296</td>\n"," <td>796.180981</td>\n"," <td>423.534009</td>\n"," <td>1200.116224</td>\n"," <td>1280.158784</td>\n"," </tr>\n"," <tr>\n"," <th>ZZEF1</th>\n"," <td>173.615984</td>\n"," <td>220.478682</td>\n"," <td>180.578876</td>\n"," <td>155.919510</td>\n"," <td>178.998819</td>\n"," <td>253.262187</td>\n"," <td>213.381382</td>\n"," <td>203.355537</td>\n"," <td>210.238500</td>\n"," <td>210.410000</td>\n"," <td>...</td>\n"," <td>144.134590</td>\n"," <td>169.909132</td>\n"," <td>157.876435</td>\n"," <td>207.557892</td>\n"," <td>181.946927</td>\n"," <td>207.687289</td>\n"," <td>228.416034</td>\n"," <td>184.763835</td>\n"," <td>187.184649</td>\n"," <td>184.267607</td>\n"," </tr>\n"," <tr>\n"," <th>ZZZ3</th>\n"," <td>191.256558</td>\n"," <td>208.318095</td>\n"," <td>175.574475</td>\n"," <td>109.105500</td>\n"," <td>174.651987</td>\n"," <td>178.652494</td>\n"," <td>214.713013</td>\n"," <td>144.333405</td>\n"," <td>180.043502</td>\n"," <td>132.599834</td>\n"," <td>...</td>\n"," <td>192.728822</td>\n"," <td>207.423269</td>\n"," <td>177.445461</td>\n"," <td>139.903976</td>\n"," <td>178.117345</td>\n"," <td>120.398693</td>\n"," <td>189.283780</td>\n"," <td>237.558675</td>\n"," <td>166.075662</td>\n"," <td>205.295790</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>23520 rows × 146 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-613a6852-75c2-4698-8390-8ad4338196a2')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 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Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" control control.1 control.2 control.3 control.4 \\\n","A1BG 121.294977 135.205497 100.376936 104.288553 151.486141 \n","A1BG-AS1 35.058443 31.427095 31.122305 62.048137 43.769621 \n","A1CF 14.170615 13.871641 10.788985 14.481204 15.623799 \n","A2M 13.107961 18.179512 16.951847 15.879256 22.123421 \n","A2M-AS1 28.397500 28.749182 25.438558 19.900958 27.055838 \n","... ... ... ... ... ... \n","ZYG11A 19.248218 22.714569 14.560974 14.281435 17.825443 \n","ZYG11B 261.316399 339.951464 257.913533 245.226296 210.846395 \n","ZYX 1880.660401 855.833866 1024.420807 3469.397053 723.453619 \n","ZZEF1 173.615984 220.478682 180.578876 155.919510 178.998819 \n","ZZZ3 191.256558 208.318095 175.574475 109.105500 174.651987 \n","\n"," control.5 control.6 control.7 control.8 control.9 ... \\\n","A1BG 96.506352 99.219584 159.543608 96.197600 185.391977 ... \n","A1BG-AS1 24.387331 44.017369 48.029337 35.694725 50.041600 ... \n","A1CF 12.292046 13.749919 11.839019 11.905869 15.710093 ... \n","A2M 15.393655 13.946365 18.179913 14.624850 14.814041 ... \n","A2M-AS1 94.894792 26.332507 104.624796 28.024350 49.007240 ... \n","... ... ... ... ... ... ... \n","ZYG11A 11.972330 14.997187 15.933022 11.059383 18.402196 ... \n","ZYG11B 275.732049 247.648670 172.465404 300.380734 233.355085 ... \n","ZYX 765.832142 1005.298440 1362.270489 1775.910948 2134.745737 ... \n","ZZEF1 253.262187 213.381382 203.355537 210.238500 210.410000 ... \n","ZZZ3 178.652494 214.713013 144.333405 180.043502 132.599834 ... \n","\n"," autism.72 autism.73 autism.74 autism.75 autism.76 \\\n","A1BG 155.884643 147.619142 177.163427 117.838078 120.770392 \n","A1BG-AS1 43.971779 34.310304 44.111013 44.585479 40.534544 \n","A1CF 12.649725 12.069736 11.911529 12.376093 13.711741 \n","A2M 19.554220 18.272940 18.696411 18.727884 18.693256 \n","A2M-AS1 23.966362 17.026004 19.176799 16.220912 19.732830 \n","... ... ... ... ... ... \n","ZYG11A 14.131336 14.525662 18.477274 16.092382 16.162159 \n","ZYG11B 222.215807 238.333098 274.238315 188.516544 268.225963 \n","ZYX 619.258556 630.949601 1115.625284 2142.660353 791.466067 \n","ZZEF1 144.134590 169.909132 157.876435 207.557892 181.946927 \n","ZZZ3 192.728822 207.423269 177.445461 139.903976 178.117345 \n","\n"," autism.77 autism.78 autism.79 autism.80 autism.81 \n","A1BG 142.635076 101.391999 149.880304 116.828707 136.247127 \n","A1BG-AS1 44.585479 44.791994 39.955217 52.729850 38.309944 \n","A1CF 13.199272 10.222826 12.122905 12.577490 12.504467 \n","A2M 19.948261 14.867098 14.070558 16.647584 19.535396 \n","A2M-AS1 15.124966 104.242155 21.084370 22.229969 27.270987 \n","... ... ... ... ... ... \n","ZYG11A 17.509112 13.978377 13.629342 13.416905 13.134770 \n","ZYG11B 307.303297 336.823443 268.111642 247.217167 240.737914 \n","ZYX 995.968296 796.180981 423.534009 1200.116224 1280.158784 \n","ZZEF1 207.687289 228.416034 184.763835 187.184649 184.267607 \n","ZZZ3 120.398693 189.283780 237.558675 166.075662 205.295790 \n","\n","[23520 rows x 146 columns]"]},"execution_count":6,"metadata":{},"output_type":"execute_result"}],"source":["subset_asd = pd.read_csv(home + \"asd_exp.csv\", index_col=0)\n","subset_asd\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"nNqgECAZgRyq"},"outputs":[],"source":["class_vector_asd = []\n","for i in subset_asd.columns.values:\n"," if \"control\" in i:\n"," class_vector_asd.append(\"Control\")\n"," else:\n"," class_vector_asd.append(\"Autism\")\n"]},{"cell_type":"markdown","metadata":{"id":"Qi4ejAb6JJ3T"},"source":["## **Use GO_Molecular_Function_2023 as the gene set library**\n","\n","\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"mJV5nNE6Y-G_"},"outputs":[],"source":["gs_res_asd = gseapy.gsea(data=subset_asd,\n"," gene_sets= \"GO_Molecular_Function_2023\",\n"," cls= class_vector_asd,\n"," permutation_type='phenotype',\n"," permutation_num=1000,\n"," outdir=None,\n"," method='signal_to_noise',\n"," threads=4, seed= 7)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":112},"executionInfo":{"elapsed":282,"status":"ok","timestamp":1689715062880,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"CRbStuKr1VaJ","outputId":"b9d53d36-7d7e-4167-855b-b5d01553f5db"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-ccbdf6af-1c72-48e0-b47a-024d604d1990\">\n"," <div 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<th>1</th>\n"," <td>gsea</td>\n"," <td>Frizzled Binding (GO:0005109)</td>\n"," <td>-0.613087</td>\n"," <td>-1.905058</td>\n"," <td>0.0</td>\n"," <td>0.077218</td>\n"," <td>0.132</td>\n"," <td>19/31</td>\n"," <td>24.60%</td>\n"," <td>DVL1;WNT9A;SFRP1;CCDC88C;WNT2;WNT4;MYOC;WNT6;L...</td>\n"," </tr>\n"," </tbody>\n","</table>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-ccbdf6af-1c72-48e0-b47a-024d604d1990')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 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'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-ccbdf6af-1c72-48e0-b47a-024d604d1990');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" Name Term ES \\\n","0 gsea Voltage-Gated Monoatomic Ion Channel Activity ... -0.641066 \n","1 gsea Frizzled Binding (GO:0005109) -0.613087 \n","\n"," NES NOM p-val FDR q-val FWER p-val Tag % Gene % \\\n","0 -1.962979 0.0 0.06778 0.066 10/25 14.05% \n","1 -1.905058 0.0 0.077218 0.132 19/31 24.60% \n","\n"," Lead_genes \n","0 CALHM3;CACNA1H;GRIN2C;KCNJ8;GRIN2B;HCN1;VDAC3;... \n","1 DVL1;WNT9A;SFRP1;CCDC88C;WNT2;WNT4;MYOC;WNT6;L... "]},"execution_count":50,"metadata":{},"output_type":"execute_result"}],"source":["sign_asd = gs_res_asd.res2d[gs_res_asd.res2d[\"FDR q-val\"] < 0.25]\n","sign_asd"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":7,"status":"ok","timestamp":1689715064120,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"PSzryXHC1ZSm","outputId":"eb5cd93b-8e24-449e-8e9e-6a634d8c2b4e"},"outputs":[{"data":{"text/plain":["0 CALHM3;CACNA1H;GRIN2C;KCNJ8;GRIN2B;HCN1;VDAC3;...\n","1 DVL1;WNT9A;SFRP1;CCDC88C;WNT2;WNT4;MYOC;WNT6;L...\n","Name: Lead_genes, dtype: object"]},"execution_count":51,"metadata":{},"output_type":"execute_result"}],"source":["Lead_genes_asd = sign_asd.Lead_genes\n","Lead_genes_asd"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":531},"executionInfo":{"elapsed":1065,"status":"ok","timestamp":1689632401042,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"jNNFkSJTJAaf","outputId":"3057ef79-06dd-4fcb-9ab1-83aec426e513"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 600x550 with 3 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_asd.res2d.Term\n","axs = gs_res_asd.plot(terms[:2], show_ranking=False, legend_kws={'loc': (1.05, 0)}, )"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":548},"executionInfo":{"elapsed":1547,"status":"ok","timestamp":1689637967075,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"V2raDs5wNDcN","outputId":"1f3d555d-14c3-4fdd-d682-d4dc53f467eb"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 400x500 with 4 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_asd.res2d[gs_res_asd.res2d[\"FDR q-val\"] < 0.1].Term\n","hits = [gs_res_asd.results[t]['hits'] for t in terms]\n","runes = [gs_res_asd.results[t]['RES'] for t in terms]\n","fig = gseaplot2(terms=terms, RESs=runes, hits=hits,\n"," rank_metric=gs_res_asd.ranking,\n"," legend_kws={'loc': (-0.25, -0.6)}, # set the legend loc\n"," figsize=(4,5)) # rank_metric=pre_res.ranking"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":484},"executionInfo":{"elapsed":2918,"status":"ok","timestamp":1689604846808,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"X3OumG0yR8rz","outputId":"a5e97794-bbdf-4205-ab21-eb2441b3bfa5"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1400x400 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["genes = gs_res_asd.res2d.Lead_genes[1].split(\";\")\n","ax = heatmap(df = gs_res_asd.heatmat.loc[genes], z_score=0, title=gs_res_asd.res2d.Term[1], figsize=(14,4))"]},{"cell_type":"markdown","metadata":{"id":"lMPX4pgXE1Xj"},"source":["# **GSEA Schizophrenia**"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"7ZdTrJ81yMfi"},"outputs":[],"source":["subset_scz = pd.read_csv(home + \"scz_exp.csv\", index_col=0)\n","subset_scz_dc = pd.read_csv(home + \"scz_exp_dc.csv\", index_col=0)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"qQNMU22wyVSk"},"outputs":[],"source":["class_vector_scz = []\n","for i in subset_scz.columns.values:\n"," if \"control\" in i:\n"," class_vector_scz.append(\"Control\")\n"," else:\n"," class_vector_scz.append(\"Schizophrenia\")\n"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":334,"status":"ok","timestamp":1689633299179,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"InEDHBZVdKxf","outputId":"2ecd870e-bf1c-4018-aa2d-3f73232a02f5"},"outputs":[{"data":{"text/plain":["51"]},"execution_count":29,"metadata":{},"output_type":"execute_result"}],"source":["class_vector_scz_dc = []\n","for i in subset_scz_dc.columns.values:\n"," if \"control\" in i:\n"," class_vector_scz_dc.append(\"Control\")\n"," else:\n"," class_vector_scz_dc.append(\"Schizophrenia\")\n","\n","len(class_vector_scz_dc)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"IXYCX5qDdr9J"},"outputs":[],"source":["subset_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"THsx_m8HdnME"},"outputs":[],"source":["subset_scz_dc"]},{"cell_type":"markdown","metadata":{"id":"kw5KsK1XJ5Bx"},"source":["## **Use GO_Molecular_Function_2023 as the gene set library**\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"FmotSRV5yfZs"},"outputs":[],"source":["gs_res_scz = gseapy.gsea(data=subset_scz,\n"," gene_sets= \"GO_Molecular_Function_2023\",\n"," cls= class_vector_scz,\n"," permutation_type='phenotype',\n"," permutation_num=1000,\n"," outdir=None,\n"," method='signal_to_noise',\n"," threads=4, seed= 7)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"ruS7PZJxdS7r"},"outputs":[],"source":["gs_res_scz_dc = gseapy.gsea(data=subset_scz_dc,\n"," gene_sets= \"GO_Molecular_Function_2023\",\n"," cls= class_vector_scz_dc,\n"," permutation_type='phenotype',\n"," permutation_num=1000,\n"," outdir=None,\n"," method='signal_to_noise',\n"," threads=4, seed= 7)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":331},"executionInfo":{"elapsed":366,"status":"ok","timestamp":1689638859133,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"IT1nfdn6iPVO","outputId":"4ec02bb5-7cfd-488a-f4f6-b1595ebe9529"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-0731cbf7-f430-4517-867e-2b434d22fbf7\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>Name</th>\n"," <th>Term</th>\n"," <th>ES</th>\n"," <th>NES</th>\n"," <th>NOM p-val</th>\n"," <th>FDR q-val</th>\n"," <th>FWER p-val</th>\n"," <th>Tag %</th>\n"," <th>Gene %</th>\n"," <th>Lead_genes</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>gsea</td>\n"," <td>Core Promoter Sequence-Specific DNA Binding (G...</td>\n"," <td>-0.667469</td>\n"," <td>-1.962495</td>\n"," <td>0.0</td>\n"," <td>0.077299</td>\n"," <td>0.054</td>\n"," <td>17/31</td>\n"," <td>16.09%</td>\n"," <td>TBPL1;HDAC1;SMARCA4;TAF1;BAZ2A;RELA;TBP;TAF1C;...</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>gsea</td>\n"," <td>aminoacyl-tRNA Ligase Activity (GO:0004812)</td>\n"," <td>-0.750466</td>\n"," <td>-1.935978</td>\n"," <td>0.002066</td>\n"," <td>0.05276</td>\n"," <td>0.071</td>\n"," <td>11/18</td>\n"," <td>12.10%</td>\n"," <td>PARS2;HARS2;AARS2;EARS2;YARS2;NARS2;LARS2;SARS...</td>\n"," </tr>\n"," <tr>\n"," <th>9</th>\n"," <td>gsea</td>\n"," <td>NAD+ ADP-ribosyltransferase Activity (GO:0003950)</td>\n"," <td>-0.545979</td>\n"," <td>-1.654213</td>\n"," <td>0.010225</td>\n"," <td>0.362937</td>\n"," <td>0.771</td>\n"," <td>14/26</td>\n"," <td>25.49%</td>\n"," <td>SIRT2;PARP16;SIRT1;PARP12;PARP15;PARP11;SIRT5;...</td>\n"," </tr>\n"," <tr>\n"," <th>50</th>\n"," <td>gsea</td>\n"," <td>Protein-Lysine N-methyltransferase Activity (G...</td>\n"," <td>-0.442025</td>\n"," <td>-1.462872</td>\n"," <td>0.062366</td>\n"," <td>0.367736</td>\n"," <td>0.985</td>\n"," <td>25/40</td>\n"," <td>40.35%</td>\n"," <td>SETD6;SETD4;KMT2B;SUV39H2;SMYD2;METTL21A;DOT1L...</td>\n"," </tr>\n"," <tr>\n"," <th>51</th>\n"," <td>gsea</td>\n"," <td>5'-3' RNA Polymerase Activity (GO:0034062)</td>\n"," <td>-0.539014</td>\n"," <td>-1.461474</td>\n"," <td>0.071575</td>\n"," <td>0.363129</td>\n"," <td>0.986</td>\n"," <td>13/17</td>\n"," <td>35.17%</td>\n"," <td>POLR2I;POLR1C;POLR1A;POLRMT;POLR3A;POLR2L;POLR...</td>\n"," </tr>\n"," <tr>\n"," <th>52</th>\n"," <td>gsea</td>\n"," <td>Histone H3 Methyltransferase Activity (GO:0140...</td>\n"," <td>-0.476684</td>\n"," <td>-1.461103</td>\n"," <td>0.08125</td>\n"," <td>0.356108</td>\n"," <td>0.986</td>\n"," <td>13/34</td>\n"," <td>20.21%</td>\n"," <td>SETD4;KMT2B;SUV39H2;SMYD2;DOT1L;SUV39H1;PRMT2;...</td>\n"," </tr>\n"," <tr>\n"," <th>53</th>\n"," <td>gsea</td>\n"," <td>DNA-binding Transcription Repressor Activity, ...</td>\n"," <td>-0.320934</td>\n"," <td>-1.454254</td>\n"," <td>0.03</td>\n"," <td>0.364154</td>\n"," <td>0.988</td>\n"," <td>106/226</td>\n"," <td>37.78%</td>\n"," <td>ZNF202;ZNF614;E4F1;ZBTB16;TBX21;ZBTB5;NFATC3;Z...</td>\n"," </tr>\n"," <tr>\n"," <th>70</th>\n"," <td>gsea</td>\n"," <td>Nuclear Receptor Binding (GO:0016922)</td>\n"," <td>-0.359166</td>\n"," <td>-1.406843</td>\n"," <td>0.069959</td>\n"," <td>0.369161</td>\n"," <td>0.996</td>\n"," <td>53/112</td>\n"," <td>34.44%</td>\n"," <td>MED9;TRIM68;ARID5A;MED12;SMARCA4;TAF1;BAZ2A;DD...</td>\n"," </tr>\n"," <tr>\n"," <th>71</th>\n"," <td>gsea</td>\n"," <td>Methylated Histone Binding (GO:0035064)</td>\n"," <td>-0.433126</td>\n"," <td>-1.406273</td>\n"," <td>0.080247</td>\n"," <td>0.364754</td>\n"," <td>0.996</td>\n"," <td>30/64</td>\n"," <td>28.07%</td>\n"," <td>THAP7;TAF1;CXXC1;KDM5A;PHF8;PHF1;DPF2;WDR5;CBX...</td>\n"," </tr>\n"," </tbody>\n","</table>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0731cbf7-f430-4517-867e-2b434d22fbf7')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 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let quickchartButtonEl =\n"," domScope.querySelector('#df-4f8f21fe-00d3-4df6-a603-77d3e97f7148 button.colab-df-quickchart');\n"," quickchartButtonEl.style.display =\n"," google.colab.kernel.accessAllowed ? 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'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-0731cbf7-f430-4517-867e-2b434d22fbf7');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" Name Term ES \\\n","0 gsea Core Promoter Sequence-Specific DNA Binding (G... -0.667469 \n","1 gsea aminoacyl-tRNA Ligase Activity (GO:0004812) -0.750466 \n","9 gsea NAD+ ADP-ribosyltransferase Activity (GO:0003950) -0.545979 \n","50 gsea Protein-Lysine N-methyltransferase Activity (G... -0.442025 \n","51 gsea 5'-3' RNA Polymerase Activity (GO:0034062) -0.539014 \n","52 gsea Histone H3 Methyltransferase Activity (GO:0140... -0.476684 \n","53 gsea DNA-binding Transcription Repressor Activity, ... -0.320934 \n","70 gsea Nuclear Receptor Binding (GO:0016922) -0.359166 \n","71 gsea Methylated Histone Binding (GO:0035064) -0.433126 \n","\n"," NES NOM p-val FDR q-val FWER p-val Tag % Gene % \\\n","0 -1.962495 0.0 0.077299 0.054 17/31 16.09% \n","1 -1.935978 0.002066 0.05276 0.071 11/18 12.10% \n","9 -1.654213 0.010225 0.362937 0.771 14/26 25.49% \n","50 -1.462872 0.062366 0.367736 0.985 25/40 40.35% \n","51 -1.461474 0.071575 0.363129 0.986 13/17 35.17% \n","52 -1.461103 0.08125 0.356108 0.986 13/34 20.21% \n","53 -1.454254 0.03 0.364154 0.988 106/226 37.78% \n","70 -1.406843 0.069959 0.369161 0.996 53/112 34.44% \n","71 -1.406273 0.080247 0.364754 0.996 30/64 28.07% \n","\n"," Lead_genes \n","0 TBPL1;HDAC1;SMARCA4;TAF1;BAZ2A;RELA;TBP;TAF1C;... \n","1 PARS2;HARS2;AARS2;EARS2;YARS2;NARS2;LARS2;SARS... \n","9 SIRT2;PARP16;SIRT1;PARP12;PARP15;PARP11;SIRT5;... \n","50 SETD6;SETD4;KMT2B;SUV39H2;SMYD2;METTL21A;DOT1L... \n","51 POLR2I;POLR1C;POLR1A;POLRMT;POLR3A;POLR2L;POLR... \n","52 SETD4;KMT2B;SUV39H2;SMYD2;DOT1L;SUV39H1;PRMT2;... \n","53 ZNF202;ZNF614;E4F1;ZBTB16;TBX21;ZBTB5;NFATC3;Z... \n","70 MED9;TRIM68;ARID5A;MED12;SMARCA4;TAF1;BAZ2A;DD... \n","71 THAP7;TAF1;CXXC1;KDM5A;PHF8;PHF1;DPF2;WDR5;CBX... "]},"execution_count":137,"metadata":{},"output_type":"execute_result"}],"source":["# gs_res_scz_dc.res2d.head()\n","gs_res_scz_dc.res2d[gs_res_scz_dc.res2d[\"FDR q-val\"] < 0.37]"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":423},"executionInfo":{"elapsed":323,"status":"ok","timestamp":1689715048245,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"z-ymcEPt0FgE","outputId":"08b743ab-8f97-4616-c2b4-8fe9263a0428"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-15c2804f-92e0-4fa4-a7ab-350643d66338\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>Name</th>\n"," <th>Term</th>\n"," <th>ES</th>\n"," <th>NES</th>\n"," <th>NOM p-val</th>\n"," <th>FDR q-val</th>\n"," <th>FWER p-val</th>\n"," <th>Tag %</th>\n"," <th>Gene %</th>\n"," <th>Lead_genes</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>gsea</td>\n"," <td>aminoacyl-tRNA Ligase Activity (GO:0004812)</td>\n"," <td>-0.777438</td>\n"," <td>-2.056734</td>\n"," <td>0.0</td>\n"," <td>0.025488</td>\n"," <td>0.019</td>\n"," <td>11/18</td>\n"," <td>13.79%</td>\n"," <td>PARS2;HARS2;EARS2;YARS2;NARS2;LARS2;AARS2;FARS...</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>gsea</td>\n"," <td>N-acetyltransferase Activity (GO:0008080)</td>\n"," <td>-0.621618</td>\n"," <td>-1.929602</td>\n"," <td>0.005964</td>\n"," <td>0.090481</td>\n"," <td>0.115</td>\n"," <td>8/20</td>\n"," <td>13.27%</td>\n"," <td>NAT10;NAA10;NAGS;NAT1;ESCO1;GNPNAT1;NAT14;CREBBP</td>\n"," </tr>\n"," <tr>\n"," <th>2</th>\n"," <td>gsea</td>\n"," <td>Core Promoter Sequence-Specific DNA Binding (G...</td>\n"," <td>-0.652276</td>\n"," <td>-1.890964</td>\n"," <td>0.0</td>\n"," <td>0.095154</td>\n"," <td>0.17</td>\n"," <td>17/31</td>\n"," <td>12.12%</td>\n"," <td>TBP;HDAC1;SMARCA4;TAF1;GTF2B;TBPL1;SNAPC3;TAF1...</td>\n"," </tr>\n"," <tr>\n"," <th>3</th>\n"," <td>gsea</td>\n"," <td>RNA Endonuclease Activity, Producing 5'-Phosph...</td>\n"," <td>-0.643511</td>\n"," <td>-1.845304</td>\n"," <td>0.004008</td>\n"," <td>0.132217</td>\n"," <td>0.289</td>\n"," <td>13/26</td>\n"," <td>18.22%</td>\n"," <td>RNASEH2A;RPP38;RPP14;DROSHA;POP4;POP7;FEN1;APE...</td>\n"," </tr>\n"," <tr>\n"," <th>4</th>\n"," <td>gsea</td>\n"," <td>Lipid Kinase Activity (GO:0001727)</td>\n"," <td>-0.59982</td>\n"," <td>-1.799405</td>\n"," <td>0.001992</td>\n"," <td>0.181982</td>\n"," <td>0.421</td>\n"," <td>8/20</td>\n"," <td>11.25%</td>\n"," <td>DGKZ;PIK3CD;DGKQ;CERK;DGKK;DGKD;PIK3CG;PIK3CA</td>\n"," </tr>\n"," <tr>\n"," <th>...</th>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," </tr>\n"," <tr>\n"," <th>80</th>\n"," <td>gsea</td>\n"," <td>Histone Deacetylase Binding (GO:0042826)</td>\n"," <td>-0.382758</td>\n"," <td>-1.455534</td>\n"," <td>0.041016</td>\n"," <td>0.249922</td>\n"," <td>0.989</td>\n"," <td>36/87</td>\n"," <td>24.99%</td>\n"," <td>MEF2D;MIER3;SIRT2;HDAC1;PKN1;RAD9A;THAP7;TRAF6...</td>\n"," </tr>\n"," <tr>\n"," <th>81</th>\n"," <td>gsea</td>\n"," <td>Nuclear Receptor Binding (GO:0016922)</td>\n"," <td>-0.366876</td>\n"," <td>-1.454147</td>\n"," <td>0.044574</td>\n"," <td>0.248894</td>\n"," <td>0.99</td>\n"," <td>64/112</td>\n"," <td>39.38%</td>\n"," <td>MED9;MED17;SMARCA4;PKN1;TRIM68;MED12;TAF1;GTF2...</td>\n"," </tr>\n"," <tr>\n"," <th>82</th>\n"," <td>gsea</td>\n"," <td>Protein Phosphatase Inhibitor Activity (GO:000...</td>\n"," <td>-0.449125</td>\n"," <td>-1.453129</td>\n"," <td>0.072435</td>\n"," <td>0.246794</td>\n"," <td>0.991</td>\n"," <td>15/23</td>\n"," <td>31.52%</td>\n"," <td>PPME1;PPP1R14B;CABIN1;PPP1R8;BOD1;PPP1R1A;PPP1...</td>\n"," </tr>\n"," <tr>\n"," <th>84</th>\n"," <td>gsea</td>\n"," <td>Carboxylic Acid Binding (GO:0031406)</td>\n"," <td>-0.487284</td>\n"," <td>-1.446515</td>\n"," <td>0.067327</td>\n"," <td>0.249745</td>\n"," <td>0.992</td>\n"," <td>6/16</td>\n"," <td>24.36%</td>\n"," <td>HIF1AN;DDAH2;AARS2;AKR1C1;RTN4R;ASS1</td>\n"," </tr>\n"," <tr>\n"," <th>87</th>\n"," <td>gsea</td>\n"," <td>Ubiquitin-Protein Transferase Activity (GO:000...</td>\n"," <td>-0.325393</td>\n"," <td>-1.442015</td>\n"," <td>0.027079</td>\n"," <td>0.249977</td>\n"," <td>0.992</td>\n"," <td>167/358</td>\n"," <td>36.51%</td>\n"," <td>RNF44;KLHL21;TRIM41;MUL1;VPS11;HECTD3;TRIM28;K...</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>72 rows × 10 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" 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'block' : 'none';\n","\n"," async function convertToInteractive(key) {\n"," const element = document.querySelector('#df-15c2804f-92e0-4fa4-a7ab-350643d66338');\n"," const dataTable =\n"," await google.colab.kernel.invokeFunction('convertToInteractive',\n"," [key], {});\n"," if (!dataTable) return;\n","\n"," const docLinkHtml = 'Like what you see? Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" Name Term ES \\\n","0 gsea aminoacyl-tRNA Ligase Activity (GO:0004812) -0.777438 \n","1 gsea N-acetyltransferase Activity (GO:0008080) -0.621618 \n","2 gsea Core Promoter Sequence-Specific DNA Binding (G... -0.652276 \n","3 gsea RNA Endonuclease Activity, Producing 5'-Phosph... -0.643511 \n","4 gsea Lipid Kinase Activity (GO:0001727) -0.59982 \n",".. ... ... ... \n","80 gsea Histone Deacetylase Binding (GO:0042826) -0.382758 \n","81 gsea Nuclear Receptor Binding (GO:0016922) -0.366876 \n","82 gsea Protein Phosphatase Inhibitor Activity (GO:000... -0.449125 \n","84 gsea Carboxylic Acid Binding (GO:0031406) -0.487284 \n","87 gsea Ubiquitin-Protein Transferase Activity (GO:000... -0.325393 \n","\n"," NES NOM p-val FDR q-val FWER p-val Tag % Gene % \\\n","0 -2.056734 0.0 0.025488 0.019 11/18 13.79% \n","1 -1.929602 0.005964 0.090481 0.115 8/20 13.27% \n","2 -1.890964 0.0 0.095154 0.17 17/31 12.12% \n","3 -1.845304 0.004008 0.132217 0.289 13/26 18.22% \n","4 -1.799405 0.001992 0.181982 0.421 8/20 11.25% \n",".. ... ... ... ... ... ... \n","80 -1.455534 0.041016 0.249922 0.989 36/87 24.99% \n","81 -1.454147 0.044574 0.248894 0.99 64/112 39.38% \n","82 -1.453129 0.072435 0.246794 0.991 15/23 31.52% \n","84 -1.446515 0.067327 0.249745 0.992 6/16 24.36% \n","87 -1.442015 0.027079 0.249977 0.992 167/358 36.51% \n","\n"," Lead_genes \n","0 PARS2;HARS2;EARS2;YARS2;NARS2;LARS2;AARS2;FARS... \n","1 NAT10;NAA10;NAGS;NAT1;ESCO1;GNPNAT1;NAT14;CREBBP \n","2 TBP;HDAC1;SMARCA4;TAF1;GTF2B;TBPL1;SNAPC3;TAF1... \n","3 RNASEH2A;RPP38;RPP14;DROSHA;POP4;POP7;FEN1;APE... \n","4 DGKZ;PIK3CD;DGKQ;CERK;DGKK;DGKD;PIK3CG;PIK3CA \n",".. ... \n","80 MEF2D;MIER3;SIRT2;HDAC1;PKN1;RAD9A;THAP7;TRAF6... \n","81 MED9;MED17;SMARCA4;PKN1;TRIM68;MED12;TAF1;GTF2... \n","82 PPME1;PPP1R14B;CABIN1;PPP1R8;BOD1;PPP1R1A;PPP1... \n","84 HIF1AN;DDAH2;AARS2;AKR1C1;RTN4R;ASS1 \n","87 RNF44;KLHL21;TRIM41;MUL1;VPS11;HECTD3;TRIM28;K... \n","\n","[72 rows x 10 columns]"]},"execution_count":48,"metadata":{},"output_type":"execute_result"}],"source":["gs_res_scz.res2d[gs_res_scz.res2d[\"FDR q-val\"] < 0.15]\n","sign_scz = gs_res_scz.res2d[gs_res_scz.res2d[\"FDR q-val\"] < 0.25]\n","sign_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":335,"status":"ok","timestamp":1689715050922,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"N3QMpkVDxc1A","outputId":"62e0b244-df25-4a55-d3cb-9cabc61aba38"},"outputs":[{"data":{"text/plain":["0 PARS2;HARS2;EARS2;YARS2;NARS2;LARS2;AARS2;FARS...\n","1 NAT10;NAA10;NAGS;NAT1;ESCO1;GNPNAT1;NAT14;CREBBP\n","2 TBP;HDAC1;SMARCA4;TAF1;GTF2B;TBPL1;SNAPC3;TAF1...\n","3 RNASEH2A;RPP38;RPP14;DROSHA;POP4;POP7;FEN1;APE...\n","4 DGKZ;PIK3CD;DGKQ;CERK;DGKK;DGKD;PIK3CG;PIK3CA\n"," ... \n","80 MEF2D;MIER3;SIRT2;HDAC1;PKN1;RAD9A;THAP7;TRAF6...\n","81 MED9;MED17;SMARCA4;PKN1;TRIM68;MED12;TAF1;GTF2...\n","82 PPME1;PPP1R14B;CABIN1;PPP1R8;BOD1;PPP1R1A;PPP1...\n","84 HIF1AN;DDAH2;AARS2;AKR1C1;RTN4R;ASS1\n","87 RNF44;KLHL21;TRIM41;MUL1;VPS11;HECTD3;TRIM28;K...\n","Name: Lead_genes, Length: 72, dtype: object"]},"execution_count":49,"metadata":{},"output_type":"execute_result"}],"source":["Lead_genes_scz = sign_scz.Lead_genes\n","Lead_genes_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":531},"executionInfo":{"elapsed":2650,"status":"ok","timestamp":1689602561280,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"lYTzI-BLKOYL","outputId":"0b6c2029-6d3f-45a7-ba72-b134a2681f0e"},"outputs":[{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAABJkAAAICCAYAAABsuxyRAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOzdd1gU19fA8e/s0nsVLCigWLD3ir3G2I0mxp6YRH+p5k3v1fTExEQTNYqxJLZYYu+9d8WCCgJSVHqHZef9Y3VhFRXp6Pk8D8nu3NmZs7gsO4dzz1VUVVURQgghhBBCCCGEEKIINGUdgBBCCCGEEEIIIYSo+CTJJIQQQgghhBBCCCGKTJJMQgghhBBCCCGEEKLIJMkkhBBCCCGEEEIIIYpMkkxCCCGEEEIIIYQQosgkySSEEEIIIYQQQgghikySTEIIIYQQQgghhBCiyCTJJIQQQgghhBBCCCGKzKysA3hY6PV6IiMjsbe3R1GUsg5HCCGEeCSoqkpycjJVqlRBo5G/nQkhhBBClCVJMhWTyMhIvLy8yjoMIYQQ4pEUHh5OtWrVyjoMIYQQQohHmiSZiom9vT1g+JDr4OBQxtEIIYQQj4akpCS8vLyMv4eFEEIIIUTZkSRTMbk1Rc7BwUGSTEIIIUQpk6nqQgghhBBlT5oXCCGEEEIIIYQQQogikySTEEIIIYQQQgghhCgySTIJIYQQQgghhBBCiCKTJJMQQgghhBBCCCGEKDJJMgkhhBBCCCGEEEKIIquwSaZDhw7x2GOP4eTkhK2tLW3atGHx4sUPdIzMzEw+/fRT/Pz8sLKyokqVKjz33HNcu3athKIWQgghhBBCCCGEeDiZlXUAhbFt2zZ69eqFlZUVTz75JPb29ixbtozhw4cTHh7O66+/ft9j6PV6BgwYwIYNG2jTpg1DhgwhODiYWbNmsWXLFvbv34+7u3spPBshhBBCCCGEEEKIik9RVVUt6yAehE6no27dukRERLB//36aNGkCQGJiIq1atSI0NJQLFy5Qo0aNex5nzpw5jB8/nqeeeooFCxagKAoAM2bMYOLEiTz33HP8/vvvBY4rKSkJR0dHEhMTcXBwKPTzE0IIIR4K+hyCT/+NvVtdPKs0L7HTyO9fIYQQQojyo8JNl9u6dSuXLl1ixIgRxgQTgKOjI++++y5ZWVkEBgbe9zgzZ84EYMqUKcYEE8Dzzz+Pr68vCxYsID09vdjjf1C67OyyDkEIIYR4YOvXvMDgY18x+Y/RLBzXkkMLfijrkIQQQgghRAmrcEmm7du3A9CzZ887xnr16gXAjh077nmMjIwMDhw4QJ06de6oeFIUhR49epCamsrhw4eLJ+giCHzmV/4c+wVb//6rrEMRQgghCuxo3Fm0OSqTl6tkZ73IwV1NmDVmNgve/YD01NSyDk8IIYQQQpSACteTKTg4GAA/P787xjw9PbGzszPuczeXLl1Cr9fne4y8xw4ODiYgICDffTIzM8nMzDTeT0pKAiA6OprUYvrwfGjFEjJsGgFwdjuErP0Z29rxtB89DjNz82I5hxBCCFEScnJysMoCreJEir0XAJnWPmTG+bD616kEjBpXLOdJTk4uluMIIYQQQoiiq3BJpsTERMAwPS4/Dg4Oxn2Kcoy8++VnypQpfPLJJ3dsnzNnDlZWVvc8f0FVjopGq6tJjpk1ABk2DciIgA0fbEW1OkhUJWdUM4tiOZcQQghRnNKcU8AC1DxT0gGs0kMJSsng7B9/FMt5MjIyiuU4QgghhBCi6Cpckqm8eOedd5g8ebLxflJSEl5eXowbNw57e/tiO0/U5WCO/7UWXWYLsi1dAMi0rg5Ux/NqPGbmh2kyqjeVa9YutnMKIYQQRTVz3XrIMq0y0pNBrNsFnp/4SrGdJzk5ma+++qrYjieEEEIIIQqvwiWZblUf3a3KKCkpCWdn5yIfI+9++bG0tMTS0vKO7Z6ensW6uk3lypVp1r4jyQkJrJjyLZnRtci0NvSRyrZwJpseHAhMxTLnD/yHNKFN3wHFdm4hhBCisLRa7R3bzpubUb3HWCpXrlxs57G1tS22YwkhhBBCiKKpcI2/8/ZLul10dDQpKSl37bV0i6+vLxqN5q69m+7V96ms2Ds5MerrLxg7aySetQ5hlXbKOKbXWpFuEcCRVbbMHvM9q3/9uQwjFUIIIQwUtawjEEIIIYQQpanCJZk6deoEwMaNG+8Y27Bhg8k+d2NtbU2rVq04f/48V65cMRlTVZVNmzZha2tLixYtiinq4mNmbs6Q/3uLZ+a9QoOuUVhl7EOTk2UYVDRkWDcl7FQDZo/5g4UffExGenrZBiyEEEIIIYQQQohHQoVLMnXr1g1fX18WLlzI8ePHjdsTExP58ssvsbCwYPTo0cbtUVFRnDt37o6pcc899xxg6K2kqrl/av3999+5fPkyTz/9NNbW1iX7ZIqo07CneWbue3R+zgHrnK2YZScZxzKsaxF/vSN/TVrJ3Jfe5Vr4lXscSQghhCheUsQkhBBCCPHoqXA9mczMzJg1axa9evWiY8eOPPnkk9jb27Ns2TKuXLnCd999h7e3t3H/d955h8DAQObMmcPYsWON28eMGcM///zDokWLCAkJoVOnTly8eJHly5fj4+PD559/XvpPrpDqtWxHvZbtuBEZwZqvfyM7sT6ZVoZ+F1mWlcjK7s7yj09gocymxbiuNGrfuWwDFkII8QjIP81022JzQgghhBDiIVLhKpkAunTpwu7du2nfvj3//PMP06dPx8PDg7///pvXX3+9QMfQaDSsXLmSjz/+mOvXr/Pjjz+yZ88ennnmGfbt24e7u3sJP4vi51alGmOmfsnoGUNw9dyFVdp541iOuR3pZp3ZHZjJ7DFT2Dx/btkFKoQQQgghhBBCiIeOouadKyYKLSkpCUdHRxITE4t1dbmiWjtzOtG7k8mwbIqqMV3pxyotCIe6SQx64w3MzM3LKEIhhBAPo88D27MmLZFff3dkX5vPADhrrqPG49V5o1fdYjtPef39K4QQQgjxKKpw0+XEg3lswkSYAEe2rOPEgt1kaVqSY2YDQIaNPxlhMHfCIixczzPg3ddwdHUr44iFEEI8LJQ8/xVCCCGEEA8/STI9Ipp360Pzbn0IDz7P5h8D0aU3IcvSkFDKtKpGZmo1/nljJ+YWR+j44hPUbNCkbAMWQgjx0JHSaSGEEEKIh1ux9WRSVZW0tLTiOpwoIV5+dRj325eMmNoLR6dtWKWHGMeyLZxIoxsbp0bx57hP2bv63zKMVAghhBBCCCGEEBVJkSqZoqOjmTJlCqtXryY8PBxVVdHpdPz+++/ExMRgZmbGu+++W1yximJk6+DIyK8+Q5edzeppU4k7piXDuiEoGvRaS9K1HTj2n56zS3+gUgst/V56paxDFkIIIYQQQgghRDlW6CTT/v376d+/P7GxsdzqHa7cXJf46tWrfP755yiKQrt27ejcuXOxBCuKn5m5OYNe+z8Adi1fRPCqS2Sat0CvtQBFQ4Z1E8LOwLzRs6jinUzHdyZiYW1VxlELIYQo7+42NU6RHk1CCCGEEA+tQk2Xi4uLY/Dgwdy4cQPITS7dMnToUOPttWvXFiE8UZoCBj/F+Lnv032SC9b6rZhlJRrHkm18OX+tMfMnrmTNS1OIi4gsw0iFEEIIIYQQQghR3hQqyTRt2jSio6NRFAVVVY2VTLc0atQINzdDU+n9+/cXPUpRqvyatmL8H5/j9mI6URbzsci4ahxLt3InNLs1Sz46wopnviR0/+EyjFQIIUR5dOr6KRaTVNZhCCGEEEKIUlaoJNPq1auNtxcuXMjAgQPv2Mff3x9VVbl48WKhgxNly8LRnpXND/Fzp6+xqrwZ59TzxjGduS1Xzduw9s84loz+jmOLpEm4EEIIg8UXFpd1CEIIIYQQogwUKskUHByMoii0aNGCJ598Eq1We8c+Tk5OgGFqnaiYtMrNf1eNguUT/oz4ayLtOyVQKe0oil4HgKox45pNM/bucGThqOns+Ho6OTpdGUYthBCirGXqMss6BCGEEEIIUQYK1fg7PT0dAA8Pj7vuk5CQAIBGU6g8ligH8v7b5ag5ADR5ajBNnoLQvQc5PnszMTREZ24LQLxtHeJDIOSZRXi6RRLw3gRsXVzKJHYhhBBCCCGEEEKUrkJlgFxcXFBVlfPnz+c7npyczNGjRwFwdXUtfHSiTBkrmQC9qjcZ827XioGz32XYx03xNt+PdcZ141iqdVUupbZk8WvrOfTcMOIuXyi1mIUQQpQfSj5LzCmyuJwQQgghxEOrUEmmxo0bA3Dx4kW+/fZbdHmmR8XExDB27FhSUlJQFIUmTZoUS6Ci9GmUOyuZbufsVY2+v7zLyOkDqFvpBI6pl41jadae6E6kca1ff44/0ZkruzaXeMxCCCHKnko+2SUhhBBCCPHQK9R0uYEDB7Jx40YA3n77bZOxqlWrmqw2N2jQoCKEJ8rSvSqZbmdhbUW3T18DYOWny4mIdDI8TtGi5ihYnoohbcKLnK5hi3bUBOqOeA5FplIKIYQQQgghhBAPjUJd5Y8dOxY/Pz/jfVVVUW7Wv+v1hmSEoij4+fnx9NNPF0OYoizkrWQ6df0UN9JvFOhxHjcr3QB0vi4o2ltJRwXtlTT4fCrnOjbk+JdvkZ2eVpwhCyGEEEIIIYQQoowUKslkZWXFihUrqFKlikmCCQzJJVVV8fDwYPny5VhaWhZbsKJ0OVg4GG9vj9hOz6U9+XDPh1yMv3jPx+V9Pfh+8D0ea9aQ3rkBilWe6RM39FjOW8WlDs04+spIkqIiij1+IYQQZcvrukybE0IIIYR4lBR6vlK9evU4deoU7733Hv7+/lhbW2NtbY2/vz/vvPMOp0+fxt/fvzhjFaWsoVtDnqzzJGaKYVZltj6bfy/+y6BVg5i4eSL7o/abTI00ytPUVVVVnL1r0mzGEnx2HyJjWHcUp9wd1FQF6w1HiOzZnWMjexF1/EBJPy0hhBAl7FZPpiaXJckkhBBCCPEoKVJTHCcnJz777DNOnTpFSkoKKSkpnDp1ii+++AIXWbq+wtNqtLzX5j3WDVnHuPrjsDO3M47tvrqbCRsn8MTqJ1h9aTXZOdnGMZOFg/JcX1ja2dP001+ovecUOa89g75KbpWbmq1gdTiMhKfGcLJfG4JX/VOCz0wIIURp0Gnv3CaLywkhhBBCPLwKlWTy9fXF19eXRo0akZ2dff8HiArN09aTyS0ms/mJzbzZ8k2q2FYxjp2PP8+7u9+l97LezD41m6SsJBRNnkqlfP6IrdFqafD8/1F/63GsfvqS7DouoLm5o6pgHpyI7s2PCerciJO/fE5OntULhRBCCCGEEEIIUT4VKskUFRXFlStXqFSpEubm5sUdkyinbM1tGeU/ijWD1/Btp29p4NrAOHYt/Ro/Hf2J7ku6s+vqLuP2fKfT5eHTexCNVu7BZckiMtr4oljkrmKnRGdj/usCgts35Og7z5OWEFf8T0oIIUSxu997vxBCCCGEeDgVKslUo0YNwLTBs3h0mGnM6O3dm4V9FzK391y6eHVBuTkBIl2XzonrJ4z7hiSGFuiYHvWb0nTuGry27iK9bxuU3Jl5qIlg/e9Owjq14+izA7hx4WxxPh0hhBAlRD4lCCGEEEI8WgqVZBoyZAiqqnL06FGSkpKKOyZRQSiKQnOP5vzc9WdWDVzF8DrDsdJaGRu+Anx/6DtGrxvNlitbyNHn3PeYtm6VaPb9HPz2niD72aGo7mbGMTVTwXr3BW4MGsSJIR0J3bauRJ6XEEKI4qNKqkkIIYQQ4pFRqCTTu+++S8OGDUlISGD48OGEh4cXd1yigvF29Ob9Nu+zcehG2lZpY9yuoHDs2jFe3f4q/Vf0Z9G5RaRlp933eFoLCxr932f47zqF9tM30fnYg2JIXqk5ChZnrpM+8TVO92zGmbnT0OfcP4ElhBBCCCGEEEKIkmN2/13u1K9fP7RaLaqqsnHjRmrWrIm3tzdVqlRBozHNWymKwpYtW4olWFH+OVs507pKa/ZxCQBPm8qEchqAsOQwvjzwJb8e/5VhtYfxVN2ncLdxv+8xaw8bB8PGEXFgJzd+/BSr0xGoOgVQ0Ialw1e/cn7mdDL69Kb+5E+xsLEtyacohBDiPvJWtN5BptoLIYQQQjy0CpVk2r59O4qioCgKqqqi0+m4ePEily5dMtlPVVXp2/SIe7vV20RVGszcM3M5EHUAgMTMRGaemsncM3N5ut7TTG4+uUCvk2qtO1Lt780khIdyecpb2Ow7gZp+83GxeqzmryVk+RpS2zfF951vcKriVZJPTQghhBBCCCGEEHkUarpcXreSTZJMEkZ5XwoqdKjagVk9Z7Gk3xL6+fbDTDHkNrP12cw9M5fLiZcf6PBOXt40++0ffHcfJvPJXijOuSfUpylYbzpOdK8eHBvRg6uH9hTHMxJCCFEIiiwyJ4QQQgjxSCl0kklV1ft+iUdT3oRj3pdBXZe6fBnwJeuHrKd15dbG7clZyYU6j4WtHU0+/onau0+hvvE8+mpWuefNVrA6GkHS6Gc41bc1F/6dX6hzCCGEEEIIIYQQomAKNV0uJCSkuOMQD5G8RW35JRs9bD3wd/E3Tp/T6XVFOp9Gq8X/mVfhmVcJ2bSapN++xuL8DdAroCqYXUoi550vCPrpa7IHDqXBi++iNTcv0jmFEEIIIYQQQghhqlBJpho1ahR3HOIhUpCpk1qN1ng7Ry2+leF8evSDHv24fvYUEd+8i/WRYNQsQzxKjA6L3/8meNHfpHVuT523v8bWxbXYzi2EEEIIIYQQQjzKityTSYh7udu0Sa1SMkmmW9zrNaTpnNVU37abjP7tUezzxJQE1qv2ENGlHUfH9+fa+dPFfn4hhBD5kw6OQgghhBAPryIlmeLj43nvvfdo1KgR9vb22Nvb06hRI9577z1iY2OLK0ZR0dzW+Ds/JpVM+uJPMt1i4+pG029m4bf3JNnPP4nqkVu8p8/UYL03mLjBQzkxOIDLm/8rsTiEEOKhceZfWP684f85RZvuLIQQQgghHi6FTjKdPHmSBg0a8NVXX3H69GlSU1NJTU3l9OnTfPXVVzRs2JATJ04UZ6yigsg7XS42MhV9jv6OfUq6kumO85mb0+i1j/DfcQrtF++iq+lgXPZIzVGwCLpB5otvcKZHU07P+hF9TsnHJIQQFY4uC1ZMgpN/w5Kx8Esz2D8dMk0XcDCpYpXVZ4UQQgghHhmFSjKlpqYycOBAoqKiUFUVRVFMvlRVJTo6mkGDBpGamlrcMYtyzswi92V1dP0V5n+wnxNbwsnKyP2Ld94k06xTs9gZsRO9emcyqiTUHjKKhmsO4Dj/TzKbeaGY5V4MacIz0H73B+cDGrHz+6lkpmeWSkxCCFEh6NIhOy33fsIVWP82/FAfNn0ISZFlF5sQQgghhChzhUoyzZ49m9DQUGPFiqqqJl+3XLlyhdmzZxdPpKLC8Gnshqevg/F+clwGu5cEE/jOXvYuu0hKfAY1HHKbx5+4foL/bfkfA1cOZOmFpWTmlE5ip0rzdjRZuJEqGzeS3r0Jik2ev7zH6XGfOYND7bvw37vfEn8trlRiEkKICikzEfZMhZ8aGqbSZSSWdURCCCGEEKIMFCrJtHLlSuPtFi1asGbNGiIiIoiIiGDNmjW0atXKOL5ixYoiBykqFms7Cwa/0ZwBrzahRoPc1duy0nUc2xTGX+/tQ7+lMh/U/Nwk2RSSGMIn+z6h59KeTD8+nbiM0knsOFSpTrNpi6i5+wj6YR2wcs4yjrmmxVNz+Z9c7tqVFRPe4MqZS6USkxBClHs1u8HEfdBkJGgtDNv0Ojj5N2rIDsA4K9noLm36hBBCCCHEQ0JR77b81z14eHhw/fp13NzcCA4OxtHR0WQ8ISGB2rVrc+PGDdzd3YmJiSm2gMurpKQkHB0dSUxMxMHB4f4PeITERaZyYksY5w/EkKMznRJXpbYTmsYJLM8M5Oj1oyZjllpLBtUaxOQWk7E2sy6dYCOPof7embRrFly4VBOrMNO/xucoGi75t6L6xAk07d6udGISQojyIiMRvqpuuF2zG4xabridHAMH/4DDsyE9nlcrubHF1oYR23LoecKN/a0/BuCMuQ6//t681qN2sYUkv3+FEEIIIcqPQlUyJSQkoCgKzZo1uyPBBODk5ESzZs2M+4pHm0sVW7qMqsfoL9vRoq83VnbmxrHICwlELIFeByfyfaU/6VPtMWO/psycTP4+/zdLzi8pvWAVDYoCth5ZNH25HRYLlhLcqjuZGsOqdFpVT+0z+7F68RnWdhvAjjnL0OmkSbgQ4hFn7wHdPoDXzsBj34GF7V13lT7gQgghhBAPr0IlmaytDVUlERERd93n1titfYWwcbCgdT9fxnzZjk4j6uDkYWMci49OI3hlMnXXP873dvMYVHWocexGxo3SC1LJ8yOh6qnZvD795/2C18ZNXO77FEmWdsZhn6sXqPT1++xq35V1X/5KSmJyPgcUQohHiIUttJoAvl3KOhIhhBBCCFEGCpVk8vb2RlVVzp49yzfffGPS7FtVVb777juCgoJQFIUaNWrc40jiUWRmoaVBx6qM+Kg1j01sSBU/J+NYenI25zbeoPKKADpeGoZTeiVy9KVYKXRbkukW12qe9P3+Qxrt2U7EM68S7eRpHPNMvIb3vGmcCejCylc+JDrkaunFK4QQ5YQ+M5PwSf8j5Ilh+O8IwzJLOjAJIYQQQjxqzArzoM6dO3Py5EkA3nnnHaZNm0a9evVQFIWgoCCuXr1qsq8Q+VE0Cj6N3fFp7M61K0kc3xTGxaPXUfUqeh34X2uP/7X26GLjueoQT5XaTsYVDUswqNzbqv6OYWs7W3q88Tz6yc9y4O81JATOxTvsLAAOWak4bFhCzKZ/2d80gDovPUe9Nk1KNl4hhCgn0o8cIWXrVgACTkETK4i3u8+DhBBCCCHEQ6VQlUwTJ07EzMyQn1JVlYiICDZv3symTZuIiIgwVjZptVomTpxYfNGKh1alGg70fLYBoz5vS+PuXmgtc5NJZuHOrPjxGEumHObCwWhycu5M/hQbkyTT3f8Kr9Fqaft0f/psXA6/B3KxUQd0Nx9roddR58g2GPsUc0a+xs4L1ylEf30hhCh/7vFeps/IMLlvnwHVS3G2sxBCCCGEKHuFSjLVqVOHKVOmoKoqiqKYVJfkvf3FF19Qt27dokcpHhn2LlZ0GOpHwFue7K2xgmSLeOPY9bBkNv0ZxPz393FsY9gdK9UVi/tUMuWnXqdW9Fs8E9dVa7jYdSBp5lbGsZZHNjJu1j76TN3FksPhZEqTcCHEwyLP7/s/T//J7yd+N97Xaa24UHMQl3z6kWHpUhbRCSGEEEKIMlCoJBPA66+/zrx586hcuTKqqpp8Va5cmTlz5vDGG28UZ6ziEWJlY8HJKttY1PRTYtufwr26vXEsJT6TvcsvsnfZxeI/cSGSTLdU8fOm329TqL19G6levoBhNTozvY5z0cm8sfQkHb7exq/bLpKQllWcUQshRJmJTY/lxyM/cjr2tHHbpk4difDqzpUavTne5GWT/RVkeTkhhBBCiIdVoXoy3TJy5Eiefvppjhw5QmhoKKqq4uPjQ7NmzdBoCp2/EgIzjeGlqdfoWaKfRetmpxjcaRT6405cORULQOzVlOI/sUmSqXBVR/auTlSqUYXU8MsANK9qz94YQ1LpenIm3244z7StF5n6ZBN61ve816GEEKLcS81OvWNbdo4FlpJLEkIIIYR45BQpyQSG6XEtWrSgRYsWxRGPEABUs6tGLadaXEwwVCsdiDnAgZgD1PL0o/upF4F7tgYpvCJUMpkcRqs13p43tgUnkmDWrstsOBONXoX07Bzm7g2VJJMQ4qGhFOA9OUUj/emEEEIIIR5mhUoypaWlceOGoZunvb09zs7OJuNxcXGkpBiqTNzc3LCxsSlimOJRo9VoWdh3IasvrWZe0DyuJF0B4HLSZeM+kSmRxGf44GzlfLfDPLhiSjJhnvujpWZn07xGJZrXaE5YbBodv90GQFqW9GcSQlR8KncmjirZVCIt3XB7b2UFa1UhJSGTo5Y6mpdyfEIIIYQQovQUak7bl19+iY+PDz4+Pmzfvv2O8d27dxvHp0yZUtQYxSPK2syaYXWGsWrgKqZ2mUqzSs1Q8/ypPColmh5Le/Dpvk8JSQwpnpPmTTJdPQJn/wP9gyeDFDNz4+30w4eNq8tVd7XBTGOYQ6LTl+AqeUIIUYZ8HH2Mt68mZbA5I5X9VjqyZAqdEEIIIcRDrVBJpm3btqGqKm5ubgwcOPCO8f79++Ph4YGqqmzdurWoMYpHnEbR0LV6VwL7BLLgsfnG7QqQmZPJkgtLGLBiAC9tfYlD0YeMCZ1CsXYCrYXhdkIY/PM0TGsBB2dCVlrBY7azNd6+Ovl1QvoPIGHZcvRZWZhpDVdZ2TqZNiKEePRYmUvPRiGEEEKIh1WhPuldvnwZRVFo1qwZipL/nyUbN24MQEhIMVWYCAE0cG9gvO1uVQkbM8NUTBWV7eHbGb9hPE+teYp1IevQ6XUPfgILWxg+H9zr5m6Luwxr/w9+9Ictn0FyzH0P4zJqNObVqxvvZwYHE/Xee1zs1o1h5zZjn5VKapaO7BypZhJCVCSFT47Xq+xA0+pO9G1UuRjjEUIIIYQQ5UmhkkxxcXEA6O8x3efW2K19hSgOeZOalW2rsOmJTUxuPhkPGw/j9jOxZ3hz55s8tvwxAs8EkpL1gKvQ1e4FE/fB00vBp1Pu9vR42PUd/NQATi6+5yGs6tSm5rq1VJ06FesmTYzbc67f4KlTa5m34XP6b1/A0PcX8/uOSyRlZD9YjEIIUU7cqh6930y4f55vw7+T2lPNWfo0CiGEEEI8rAqVZLKxsUFVVU6fPp1voiknJ4fTp08DYGVlVbQIhbiNMc+kqjhYODCuwTjWDVnHlIAp1HOpZ9wvKjWK7w5/R4+lPfju0HdEp0YX/CQaDfj1gDGr4Pld0Gg4aG42887JgoN/3D9OrRaHXj3x/nsRNRYtxL5nT8NxAaucbPqF7OXLfz8l8vsfafvlFj5dHUR4XMGn5AkhRNmSBktCCCGEEMJUoZJMXl5eAERHR+fb2PvLL78kKioKRVGonmfKkBDF4maWKW/rJXONOY/7Ps4/j//D7J6z6Vito3EsJTuFwKBAei/rzZs73+RM7JkHO1/lRjD4D3jlZG6iSZfxQIewadqUaj9PpeaG9TiPfBrVyhoADSpDg7eRnpHFn3tC6PTtNv638CjHwxMeLEYhhChPJP8khBBCCPFIMrv/Lnfq0KGDsVLpww8/ZOvWrXTqZJhWtGPHDpMV5zp06FD0KIXIQ1EMXUHya/CtKAqtKreiVeVWXE64zLygeay+tJosfRY5ag7rQtaxLmQdLT1bMsZ/DAHVAtAoBcy1OlYFjTnodaYZrgdg4eWF5/vv4/7SS1wZPYbM8+cxU/XYalSSAb0Ka05GseZkFC29nXk2wJfu9TzQauSKTQhRPqkF7NMk72JCCCGEEA+/QiWZJkyYwIwZMwDDhf727dtNEkt5L/6feeaZokUoxG0MfZnU++Z5fJ18+bjdx7zU9CX+Pv83/5z7h/jMeAAORR/iUPQhfBx9GOU/in6+/bAyK8DUzlsJKbVoDbu1jo6YubuTef48AFtfacfCMwnM2xdKbGqWIcbQeA6FHsHb1YZnOvgwtLkX1hbaIp1XCCFKjJrvTSGEEEII8Qgp1HS5pk2b8r///Q9VVY2NmFVVzW3+eXPbCy+8QPPmzYspVCEMcnsyFWx/V2tX/tfkf2wcupEP2nyAt4O3cSwkMYRP931Kr2W9+O34b8Smx97n5Dd/ZPQ5Dxz3HYcyy83xOltqeaW7H3ve7spXgxtSq5KdcSw0No0PVp6h7Vdb+G7Dea4lP9hUPSGEKAxdfDxhzz1H2DPPkrRxI2pO0d/3hBBCCCHEw61QlUwAP//8M2ZmZkybNo2cPB88VVVFo9Hw4osv8uOPPxZLkEKYuJlkym+63L1YmVkxrM4whtYeys6InQSeCeRwzGEA4jLimH5iOrNPzaZ/rf6M8h+Fr6PvnQfRFE8lE4Binvvjp2brDDGaa3myVXWGtfBi+4VrzNwZwr7LhsRXQlo207Zd5I+dlxnQpArPBvhSx9O+yHEIIUR+kjdvJnXnLgBS9+zBvHp1XJ4aipNOQWOW+/5b0OlyQgghhBDi4VfoJJOiKPz444+8+OKLrFy5ksuXLwPg6+tL//79qVWrVrEFKUReSj6Nvx+ERtHQ2asznb06c+bGGQKDAtkYupEcNYcsfRZLLyxl6YWldKrWiTH1x9DCo4XxnMU1XQ6APJVMkW+8gesz47ENCEDRaNBoFLrW9aBrXQ9OX01k9u4QVp+IRKdXycrRs+RIBEuORNCxtjvPBfjSvpZrboxCCFEM1DTT1S6zw8KI+foHrlt44FwzFWePbLSqnn2R++54rJJPByZ5jxJCCCGEePgVOsl0S82aNZk8eXJxxCJEgeROlyv6X8/ru9Xnm47f8Fqz15h/dj7LgpeRmp0KwI6IHeyI2EEj90b81Pkn3G3cizXJZFW3Hsnr1gOQdvAgaQcPYlGzJq7jxuI4aBCK1tB/qUFVR34c3oQ3e9dh7t5QFh4IIznDUPm088J1dl64Tl1PeyYE+NKvcRUszAo1C1YIIQpEn6Uh9qw9seeDiTk+jIW1zkElSSAJIYQQQohC9mQSokzdzDJlZeSQkZpdLIesbFeZN1q+waahm/i/Fv+Hp62ncezk9ZP8d/m/m+cuviST64Rn8fz4Yyxq1DBuy7p0iaj3P+Da9z/cGaOjNe/0qce+d7rx4eP+VHWyNo6di07m9SUnCPhmK79tv0hiWvF8X4QQAqDqD9/js+JfHB/vDZqbCX69iseOM3w3O4f3FuVQL1ymzQkhhBBCPOqKJcl0+vRpXnjhBTp16kT37t155ZVXOH78eHEcWog7aM0NL9vUhEwC39nDzkXnSbyedp9HFYy9hT1j6o9h7eC1vNz0ZeP25Kxkww1jkqnoF1OKRoPzk8PxXbeWar9Ow7pFbpP89BMn7vo4O0szxnfwYccbnZk2oimNvZyMYzFJmXyz/jxtv9rCx6vOEBZbPN8XIcSjx6TvnaJgVbcuVT79gFr9YnCtl4zGKvcjRONQlccPSZJJCCGEEOJRV6Ak09atW+nZsyc9e/bk/fffNxnbtGkTLVu2ZObMmezevZtt27Yxbdo0WrRowfTp00skaPFoa9y1mrH5ty5Lz6kdV5n/4X7WzThF1MWEB24Inh9zjTlNKjUx3tephulpuUmm4ltlSdFosO/WjRp//WXcpuruX4lkptXweKMqrJjUjiUvtKWnv4dxKmFaVg5z94bS+bttTJx/hCNX4ostXiHEo83cWk+lxsn4vVKHvcP9iXEq64iEEEIIIUR5UaCeTNu3b2fz5s0oisKIESOM27Ozs5kwYQKZmZmAaVNPvV7Pq6++SqdOnfD39y/msMWjrHlvb2o1r8SJLRGc3RuJLksPKlw+fp3Lx6/j4eNAk+7V8W3qjkZT+D4h5hpz4+3snJtJH8XQJ6lYGn/fRlEUQzNwnQ41u+DT3RRFoaW3Cy29XQi5kcqfu0NYciScjGw9ehXWnY5m3elomlV3YkKALz3re6ItwvdFCCEANBZagrpUZ6r3eVpdUHnzUl1yTgYBYFbJHaIMyflbaX951xFCCCGEePgVqJLp1KlTgOFi9vHHHzduX7duHWFhYSiKgqIoqKpq/ALQ6XT88ccfJRC2eNQ5utvQ8cnajJnSnjYDfbFxtDCOxYQksWHmaXYsOl+kc5hpcnOwOv1tlUxpcXBoFmQV73Q0xfxmYitbV6jH+7jZ8tnABux7uxv/17M2bnaWxrGjYQlMXHCULt9tZ+6eEFIzC3cOIYTIS9UoHKirwWHOr/isXIHPv8sxr1qtrMMSQgghhBBloEBJposXLwLg6+uLm5ubcfu6detM9uvUqRMrV65k1KhRxm07d+4sjjiFyJeVrTnNe3sz+ot2dBtTD9eqtsaxsNOxRTp23kqmFRdX8Pn+zwmzczFsyMmENa/Dj/Vh6+eQcq1I57pFMTMktnTXr5N64GChp/4521rwYlc/9rzdhW+GNqKOh71xLCwujY9XB9Huq618vf4cMUkZxRK7EOIhk/ftR8m/DknF9D3Kqk4drOrVK8GghBBCCCFEeVagJFNcXByKolCzZk2T7fv27TNWMAH8+eef9OvXjzlz5uDp6YmqqoSGhhZ70ELcTmumoW7bygx/vxW2N6uaVH3RejNVd6iOk6UTABk5Gfxz/h8et4jnFZ+6HLO0MFxapcfBzm8NyaaV/4NrZ4v2PJwM58tJSCBszBhChwwlcfV/DzR9Li9LMy3DWnix/tUAAse3IsAvN0mcmJ7N9O2X6PD1ViYvPs7ZqKQixS6EeIgVQ687IYQQQgjx8CtwkgnAysrKuC0rK4ugoCDj/Xr16uHj42M4qEZD48aNAUhJSSm2YIW4H0VRULSGv7gX9ZrI2syaxY8vZkTdEVibWRuOicpW0hhdxZORNf3ZYGeHDiAnC47Nh9/awPwhcGlboQLweO9dzCpXNt7PCAoi8o03uNizF7Gz/yQnOblQz0VRFDrVduevZ1qz7pUAhjSrhvnN71N2jsryo1fpM3UXI2cdYPv5a8XSPF0I8RBZMQk2fgBJkXfdJSdHJT2r+BZFEEIIIYQQFU+Bkky3Gnpfu5Y7JejQoUPodDrjePv27U0eY3Zz2s+t/wtRWm69XosjUVLZrjLvtH6HTUM38UqzV3C3djeOndSn8H/uLjxeqy7zXdxJvTWd5OJm+GsgzAiA44tAl1Xg89l37kytjRuo8t13WOVpmK+LiuLat99ysXMXYqZ8RfbVq4V+TvUqO/D9sMbsfqsrkzrXxNE6d1rg7os3GDvnEL1+2sniQ+Fk6uSCUYhHVt73UF0a7P0Zfg+46+4T/jpMvQ/X88zcQ0TE39mv7i4z7oQQQgghxEOkQEkmDw8PVFXl8OHDxulvf91cbv3WhfztSabo6GgAXFxciitWIQqkJC5kHC0debbhs2wYsoHP23+On7OfcexqThpfO1rTw7cmP1SuToz25gp0MadgxQswtRHs+gHS4wsWv7k5jo/3xXvZUqoHBmLXubNxTJ+aSlxgIBd79uLq5Mmk32zKXxgeDla82bsue9/uyif961PdxcY4diEmhTeXnaT9V9v4ZUsw8akFT5QJIR5i91hZ82yUodJyy7lrLD9a+ES4EEIIIYSouAqUZGrVqhVgWC2uadOmNG3alJkzZxorRhRFoVu3bsb9s7KyOHXqFIqiUKNGjRIIW4i7M1Yy3f1aqNDMteYMqDWAZf2W8XuP32lfJTe5mqzPYo4V9K7hxbvV/ThvcbNCKDkKtnwCP9SHtW9CXEiBzqUoCratW+E1Yzq+a9fgNGwYiuXN1eJyckhau47QJ4ZxZeQokrduRdUX7gnbWpoxpp032/6vMzNGNqN5DWfj2I2UTL7fdIG2X23h/RWnCLmRWqhzCCEqnnNx54y3Y7RacKoB1nn+cGTnIVNrhRBCCCGEiQIlmcaOHWu8nZiYyIkTJ4wfLBVFoWfPnlStWtW4z8aNG8nKMlQ+3OrNJESpuVnJVJIXP4qi0K5KO2b0mMHy/ssZWGugcTU6napntTaToVUr86yvP7usrQ1NwrNT4eDv8Esz+GcUhB8s8PksfX2p/Okn1Nq2FbcXX0Sbp0Iw7fBhIib9j8uP9SX+77/Rp6cX6jlpNQq9G1Rm2cR2LJvYjj4NPNHc/F5mZOuZvz+Mrt9vZ8K8wxwLK1hVlhCi4toftc94+2tXZybVqMmBpwJRH/8J2r0MXd7L93EWZhoq2VvesV0j8+WEEEIIIR56BUoy9enTh5EjR6KqqqGx8s0vVVWxs7Pjhx9+MNl/zpw5xtu3T6MToqTl9mQqnfP5OfvxWfvP2DBkAxMaTsDR0tE4dkBNYZKnO4Nq1WO5ozOZCoYSq7OrYHYPmNUDglaCvmC9j8xcXHB/8X/U2roFz08/wcLX1ziWFRpK9MefcLFLV67//DO6GzcK/Zya13Bm+sjmbP+/Loxt542NhWEKoKrCpqAYhs7Yx6mIxEIfXwhRPmVHRhI6ciRXxo2j2mXThTt2JV3k2W3/Y1jUWlbXbEW2nVu+x+jfuArDW3oZ7ysKDGxSBStzbYnGLoQQQgghyp6iFrDcQ6/XM23aNP78808uXLiAhYUFAQEBfPnllzRs2NC4X1RUFF26dCEnJwdFUdi3bx+urq4l9gTKi6SkJBwdHUlMTMTBwaGsw3mkLfx4P/HRaZhbaXnup06lfv607DRWXlrJX0F/EZ4cbjLmorFiRFIy465HYZF3wNkb2kyCpiPBwrbA51L1elJ27iRuzlzSDhwwGVMsLHDo3w/XsWOxrFWr8E8ISEzLZuHBMObuDSEmKROAzwc2YGQbmQ4rxMMkdtYsrn33/R3b/+wP6+ubLuRRyaYSZooZkamGFedSgt9F1TkwtHk1nrC05/DaUAAef7kx1eu5GP8AUNzk968QQgghRPlR4KXfNBoNL7/8Mi+//PI996tcuTLnzp275z5ClCTl1hyvMmoVYmNuw1N1n2JY7WFsD99OYFAgx64dAyBOn8E0O3NSfYYyOTQIrgUZHhQfCuvehCOB8MJu0BSoyBBFo8G+c2fsO3cm/cwZ4ubMJWndOsjJQc3KInHpMhKXLsO2YwCu48Zh06ZNoS70HG3Mmdi5Jl4u1ry40PBcZKlyIR4++vSMfLe/FxtH1xrPE5hygTOxZwC4lnYt331vf4fR3Kx+FkIIIYQQD7+CXckKUYEopdCTqSC0Gi3danRjXp95LHhsAd2rdzeOhVjZwMS9MHIZ+HbJfdC1M5AUUajzWdevT9XvvqXW5k24jB+Pxs7OOJa6cxdh48YTMngIKXv2FPo53Zo2B7DoYBjLjkSQpSuBDutCiHIj3QJsXbPo41yfRX0XMafXHDp7dUa5PZ2kynQ4IYQQQohHnSSZxMOnlHsyFUQj90Z80v4T4/3snGxDnLW6w+gVUH9Q7s4F7M90N+aVK+Px5hvU2r6NSm+/hVmVysaxzLNniZj0v0I3B/dxy01cXb6RyutLThDwzVZ+236RxLTsIsUthChfZoytxPMvann/OTC30cPNiqQWni34pesvrBq4imG1h+Fq5UqXqo+h5uRO9S3rJL8QQgghhCgbkmQSD53yUsl0OwtNbhembP1tCRltng5NavFUBmnt7HAdO5ZaGzdS9YfvjckmNTOTnISEQh3Tx82WwPGtaOLlZNwWk5TJN+vP0/arLXy86gxhsWnFEL0Qokzc9r4Zb6+QZp3/VDdvR28+aPsB24dv56WG75dGdEIIIYQQopyTJJN46Bh7f5SzWVzmGnPj7aspVwmOD84dVPJMMyliJdPtFDMzHB57DNuWLXNPkZF/35WC6FTbnX8ntWPpC23pVd/DmNRLy8ph7t5QOn+3jYnzj3DkSnxRQxdCVEDSfkkIIYQQ4tFV4MbfQlQUxhyTvnxVMmk1WuzM7UjJTuFqylUGrxpM+yrtGVN/DG3ydjdRS6ahtmJhabytZmYW7ViKQgtvF1p4uxB6I5U/94Sw5HAE6dk56FVYdzqadaejaVbdiQkBvvSs74lWI1eeQlQk5a0aVAghhBBClH9SySQealkZurIOwcSbLd/E3tzeeH9P5B6e2/QcQ1OPssrOlmwotulyt1Msc5NMES++RNy8v9Cnphb5uN5utnw6oAH73unKG73q4G6fe56jYQlMXHCULt9tZ+6eEFIzy9e/hxDidncmliQ9LIQQQgghCkqSTOKhk5acZbydmVa+khqD/Aax6YlNvNXyLaraVTVuv5CTynvurvT2qsKsS/+SmJlY7Oe2adHceDs7IoKYL78kuEtXrn3/A9kx+S9F/iCcbCz4X5da7H6rC98ObUQdj9xkWlhcGh+vDqLdV1v5ev05YpIKP11PCFH+3LPmSbJUQgghhBCPDEkyiYeOp6+j8XZ5nO5ha27LSP+R/DfoP77r9B2N3BoZx66ZmTE1+B96LO3BlANTCE8OL7bzOvTuTfW5c7Dt0MG4TZ+UROzMmVzs3p3It94m49y5Ip/H0kzLEy28WP9qAIHjWxHg52YcS0zPZvr2S3T4eiuTFx/nbFRSkc8nhCg+ed8yk7KTbxstWLZIkaySEEIIIcQjq1BJprCwMMLCwoiNjS3ueIQoMpPLm/KXYzIy05jRy7sX8x+bzzyn1nRLTUO5eYWXrktn4bmFPP7v46y8uLLYzmnbpg3VZ83EZ+VKHAcNAvObzcizs0lcuZKQgYMIGz+elF27ipygUxSFTrXd+euZ1qx7JYAhzaphrjX862TnqCw/epU+U3cxavYBohOlskmI8iAuI/f3epY+6x57CiGEEEIIcadCJZm8vb3x8fFh4sSJd93n7bffplWrVrRu3brQwQlRKHmWNiqPlUy3UxSFphZu/HTtBqsjohju3gorrRUAelXPiosriv2cVnVqU2XKl9TashnX559H45hb/ZW6dx/hE54jpH9/EpYtQ59V9AvNepUd+H5YY3a/1ZVJnWviaJ270t6u4BvM2HGpyOcQQhRdSlbKHduUPNn6q+fjmf36Lv7+7CBBeyLRZRsWKqgAb7VCCCGEEKIUlNh0uUuXLnH48GEOHz5cUqcQIl9Knld1hbnwMTcklWrodLx/cCmbctzR3KzJStOlldxpK1Wi0muv4rdtKx4fvI959erGsczgi0S99z4Xu3bjxvTp6OLji3w+Dwcr3uxdl71vd+WdPnWN268mpBf52EKIktEkMzfRfP5gNBmp2cReTWHbX+eY9+5eDq0JISs127iPIrPlhBBCCCEeWSWWZMos4hLp93PhwgWGDRuGm5sb1tbWNG7cmOnTpz9Q5cr27dtRFOWuX3Pnzi25JyBKjJL3CqeiJJkaDAVbd+Ndp5A9WOoNFQJZKTGQXbLTyTQ2Nrg8/TQ1162l6i8/Y92smXEs58YNrk/9mYtduhL1ySdkhYYW+Xy2lmaMbFPDeH9TUAxPz9rPtvPXKkT1mRAPA93160R/8SWxs2YZk8hqnjfNXt69mVt9MF9fu2HcpteZ/nymJ2dzcHUIu388SY80c5xzJMMkhBBCCPEoMyvojmFhYXdsS0tLy3f71atXOXDgAHDbBX8xCQoKol27dqSnpzNs2DCqVKnCmjVrmDRpEkFBQfzyyy8PdLxOnTrRuXPnO7Y3adKkeAIWpcokx1RREhaeDeCVk3BiIez7DeIuYamqpAMxadfZ+1sj2jYaj9JqAti6llgYilaLQ48eOPToQfqJE8TOmUvyxo2g16NmZJCw6G8S/v4Hu65dcR03FuvmzQv9M25raUZLb2cOhRoubvdcjGXPxVj8KtnxbIAPA5pUxcpcW5xPTwiRR+ys2cT/9RcA177/AeennkR7Lc44bm1mRXObKnd9vJuXHbERKagq6HV6mmBG4ywtGceTiK1c4uELIYQQQohyqMBJJm9vb5OLSVVVWbduHT4+Pvd8nGOeXi/FZeLEiSQmJrJ27Vr69OkDwGeffUb37t2ZNm0aI0aMoG3btgU+XufOnfn444+LPU5RRvK+TvVlGMeDsrCBls9C83Fwfh3OBz4gAR3JWg3PO1nid3EOo49N57FaA7Bo9xK4+ZVoONaNG1Ptpx/Jioggbt48EpYuQ01LA1UlZcsWUrZswaphQ1zHj8O+Rw8UswK/nRjNG9+aJUfCmb07hCuxhmmBwddSeGvZKb7dcJ7Rbb0Z2aYGLrYWxf30hHjk6eJyE0qoKvELF2H9AI/v9WwDNFqF/5aeJ+Z4LBYoKChYX88i9PqN+x9ACCGEEEI8dB54ulzeyhBVVe/6BYYqpubNmxdftBimye3cuZMuXboYE0wAFhYWfPbZZwDMnDmzWM8pKpYKWcmUl0YL9R7nnZ6/UdUqdwpdsIUFH7g60Pv6Jmb91ZXEBUMh8liJh2NRrRqe776L37atuL8+GbNKlYxjGadOcfW1yVzq2Yu4wEByUlIf6NjWFlpGt/Vm6+udmTGyOS1qOBvHbqRk8cOmC7T7agvv/XuKy9fvbEgshChF+VQtOrhZ49TegxkOGeywyiZZqYDvuUIIIYQQotiUWE8mVVXRarW88847xXrc7du3A9CzZ887xjp06ICtrS07dux4oGMGBwfz008/MWXKFP766y+uXr1aHKGKMmJacVeGgRRR2yptWfPEJn7o/AONnXObZF83M2OqixM9ss7y5fKhhMecLJV4tI6OuE2YQK3Nm6jy9VdY1s2NKTsykpgpX3GxSxdivv2W7OjoBzu2RqF3A0+WTmzHv5Pa0bdhZTQ3/xkzsvUsOBBGtx928GzgYQ5cjq2YyUMhyps8P0feS5bg/vpkclwN1cc5CqRXK/jU3EwNHLTSca2jC93H+ePmZQeAuZUW92r2xRu3EEIIIYQotwo8v6Vjx47Gi/cdO3agKAqurq7Ur1/fZD9FUbC2tqZu3bqMGTOGRo0aFWvAwcHBAPj53TlVSKvV4uPjQ1BQEDqdDrMCTt9ZuHAhCxcuNN43MzPjpZde4ttvv0Wrzb8nTGZmpklz86SkpAd5GqIEVfhKpjy0Gi09avSgR40eHL92nHmnZrElYid6VNI1GhbZ2/D3+pF0q96NMfXH0KRSkxKPSbGwwHHAABz69ydt/35i58whdecuAPTJycTN/pO4wHk49OmD67ixWPn7P9Dxm1Z35tennQmPS+PPPSH8cyictKwcVBU2n41h89kYGldz5NkAX/o08MRMW2K5ciEeGVpHB9wmTOBk1xr8GfgacfYKg1zsIf3B5hzXrepAndae1G7lQVxkKlZ25ljZmZdQ1EIIIYQQorwpcJLpVgURgEZjuKjr3LkzixcvLvag7iUxMRG4e68nBwcH9Ho9ycnJODs757vPLe7u7nz11Vc8/vjjeHt7k5qayr59+3j77bf58ccfURSF77//Pt/HTpkyhU8++aRoT0aUiAq5ulwBNKnUhCbdphGeFM789RP5NzWEdI0GFZXNYZvZHLaZRu6NGOM/hm7Vu6HVlGzTbEVRsG3bFtu2bckMDiY2MJCklatQs7NBpyNp9WqSVq/GpnVrXMaNxa5jRxRNwRNCXi42fNSvPq92r82ig2HM3RNKdJJhlb0TEYm8tOgYVZ2sGdfem+EtvbC3kgtZIR5EVk4+q8Cam3GipuHnVFGUApWD5reLoii4VrUraohCCCGEEKKCefBOveRWNd1exVRc8mvC/eqrr+Lk5FSs56lfv77Jc7C1tWXAgAG0bt2aRo0a8fPPP/PWW29RKU8PmlveeecdJk+ebLyflJSEl5dXscYnCukhqmTKj5eDF+84NGLSud0ssbdnoWcNrmcZkq8nr5/k9R2vU9WuKqP8RzGo1iBszG1KPCZLPz+qfP45lV59lfiFC4lfuIichAQA0g4cIO3AASx8fXEZOwbHAQPQWFoW+NiO1ua80Kkm49v78N/JSGbuCuFslKFy8GpCOp+vOcvUzcE81bo6Y9t5U8XpQVoXC/EI0OsB1dDv7aakrCS2R+ygzc37OyN20rnak/c9lJo3c5/PwpJKfhuFEEIIIcQjo1BJprxVTSUhvwqhsWPH4uTkZKxgulXRdLukpCQURcHevvA9IDw9PRkwYACzZs3iwIED9OvX7459LC0tsXyAC2VReh6Wnkz3pNHgqFd5NjGJMQO+YK0+gcCgQILjDdNJr6Zc5auDX/Hr8V8ZVnsYI+qNoJLNncnS4mbm5ob7yy/jOmECiStWEDc3kKwrVwDIunyZ6A8/4vpPU3EeMQLnEU9h5uJS4GNbmGkY3Kwag5pWZd+lWGbuusy289cBSM7U8cfOy/y5O4S+jSozIcCXBlWLf2VLISocVYWFT8ClbVD3MWj7ElRvzfm48+hyso27TTn4Fd9G/kVD94ZlGKwQQgghhKjoCpVkyisiIoKrV6+a9Ce6XceOHR/omPeqPrnVi+lWb6a8cnJyCAkJwcfHp8D9mO7Gzc0NgNTUB1stS5S9vLPlTm2PwKqvN47uJV/NU6qU3IoEc0VhQK0B9K/Zn31R+5h3Zh57IvcAkJyVzOzTswkMCuQxn8cY7T+aOi51Sjw8jbU1zk89hdPw4aRs20bsnDmkHz4CQE5cHDemTSN25kwcBwzAZexYLH19CnxsRVFoV8uNdrXcCI5JZvbuEJYfu0qWTo9Or7LyeCQrj0fSxteFCQG+dKlTCY1GqivEIyolBi5uNtw+u9rwVa0VNHjsjl0jUyOJTI0s5QCFEEIIIcTDpNCZmJUrV/LWW2/lm+zJS1EUdDpdYU9zh06dOgGwceNG3n77bZOx3bt3k5qaatynKA4cOACAt7d3kY8lSpetU26F2fn90Zw/EI1vE3eadK9O5ZoPSXWLJs+Prj4HuJl8qdKOdlXaERwfzLygeay5vIZsfTY6vY5Vl1ax6tIq2lRuw5j6Y2hfpb1p/6oSoGg02Hfrhn23bqSfOkXcnDkkbdgIOTmomZkkLF5MwuLF2HXujMv4cdi0bPlAMfl52PPVkEa83rMOf+2/wvz9V4hLzQJg/+U49l+Oo6a7Lc908GVws6pYmZdsnyohyh19Pr9/Iw6i3jgBuBk3tfBswdrMIya7FXTqm/owNb8TQgghhBBFUqhlmdavX8/gwYMJDg5GVdX7fhWnOnXq0LFjR7Zt28a6deuM27Oysvjggw8AePbZZ00ec+PGDc6dO8eNGzdMth85YvqB+papU6eybds2/Pz8aNmyZbHGL0peoy7VaNS1GmYWN1/eKlw+dp3l3x5h6deHuXjkGnp9Bb8oytvUW825Y9jP2Y/P2n/GhiEbmNBwAo6Wucm1/VH7mbh5IoNXDebf4H/Rqw+2elRhWTdsSNUffqDmhg24jBmDxia3uixl+3bCRo8hdNhwssLDH/jY7vaWTO5Rm71vd+WLQQ3wdbM1jl26nsq7/56i/Vdb+XHTBW6k3L3qUoiHXqXc1R6VPG+Dn+HGv93+YLDfYMw15libWdOmSpt8DnBvJZy3FkIIIYQQ5VyhkkxffvmlMXlU0pUQ+fntt99wdHRk4MCBjB49mrfeeotmzZqxa9cuXnzxRdq1a2ey/7Rp06hXrx7Tpk0z2T5kyBD8/Px46qmneOONN5g0aRLNmjUzNhmfP38+Wq1UPlQ0ZhZaAobVZsyU9rQe4IuNg4VxLCYkiQ0zT7Pgw32c2BpOVkbxVdmVqjzT5QxNffPnbuPOy81eZuOQjbzb+l287HOb019MuMiHez/k9xO/l2Skd7CoVhWPd96m1o7tVHrjDcw8PY1jGadOERc4r9DHtjLX8nTrGmye3ImZo1vQyie351NsahZTtwTT7qutvLP8JBevpRTpeQhRUeRkKaTdMEet3R8m7oWRy1ArNzHd6fCf1PqzH5/ExLC7yx9sGrqJ+q4ls7iHEEIIIYR4eBVqutyxY8eMySV3d3dat26No6NjqSVk6tevz4EDB3j//fdZs2YNqamp1K5dm19//ZWJEycW+DgTJ05kw4YN7Ny5k9jYWDQaDTVq1ODVV1/l9ddfp1q1aiX4LERJs7I1p0Ufb5p2r86FQzEc3xxGXKShx1bSjQx2Lw7m0H8h1A+oQsPOXtg5V6BG7po8+eED08HaCbxa3XV3G3Mbnqr7FMNqD2N7+HYCgwI5du0YACdvnCzZWO9Ca2+P6zPjcRk9ioTl/xL90UcAZF+9iqqqRUpgazQKPfw96OHvwcmIBGbuCmHtqShy9CpZOj2LDoaz6GA4XetW4tkAH9r6upZJwlyIkqaqKqGb3MhKNsfswAmcU2bhPHwY9PwMVowz3VmfDScWYXNiEfh2NjQJl6lwQgghhBDiAShqIeaz2dvbk5aWhpubG6dOnaJSpZJftaq8S0pKwtHRkcTERBwcHMo6HJEPVVUJPxvH8c3hhAfFmYxptAp+LTxo0sMLt2qFX5mw1Jz4B/59znRbtVbQ7kWo+7jpdLp8ZOVk0Xx+cwCaezRnbu+5JRRoweSkpHChRe7UVKsGDXAZNxaHXr1QitjE/5arCenM2R3C34fCSck0rWBrUNWBCQG+PNawMubaQhV4ClEu6UJPE9z7CZNtio0NGb3aEXxkCw3CDB8Ban7yOBYhiyEjwfQA5jaQnWa4PWQ2mw7X48KBGABGftYGR3cb/jsZyYsLDUnr9/vW49kA3xJ9TreT379CCCGEEOVHoa6mGjRoAEDTpk0lwSQqDEVRqO7vSv+Xm/DkB62o29YTjdZQvaLPUTl/IJp/Pj/Eyp+OceVMbLH3EytWDZ+Anp+DXe5UMyIOwuLR8EszOPA7ZN59Opi5xhztzSl3Z2PPMv3EdOIz4ks66rvS2tlhm2eaa8bp00S+/n9c7NmT2DlzyUkp+tS2qk7WvP+4P3vf6cp7j9WjiqOVcez01SRe+fs4Hb/Zxh87L5GUkX2PIwlRsalpaVj+u9mYYAKg/aswOQj6fAvO3rnbbyWY7nW8cvxWKYQQQgghSlehkkzPPPMMqqpy+vRpMjOlia6oeFyr2tFtjD+jv2xH8941sLTJrZaJOBfPf7+c4O/PDhK0J5Kc7NJpjP1ANBpo9xK8ehIGTodKeXqnxIfCujfhR3/Y/DEkRd3xcEVRqOFQA4A0XRq/Hf+Nnkt78tm+zwhNDC2Vp3A7r99nUOXbb7Hyz21MrIuM4trXX3Oxcxdivv6G7MiiL6/uYGXOhI6+7HizC1OfbELDqrlN0aMSM/hy7TnaTdnKZ/8FERF//wtsISoKCzcrnEc8hWJldZcdbKH1c/DSURj2F3i1Nh23dpbZc0IIIYQQ4p4KNV1OVVX69OnDpk2b6NOnDz/++CN+fn4lEV+FIeX6FVt2Zg7n9kVxfEs4SdfTTcasHSxo1LkqDTpWw8rOvIwivA9VhUtbYd80w//z0phDw6HQ9kXwbGDcHJYUxs/HfmbTlU0mK8wpKHTy6sQY/zE092he6r2KVFUl7cBB4ubMIWXHDtNBrRaH3r1xGTcO6wbF05RYVVUOhMQxa9dlNp+9Zno6jUKfBp5MCPClsZdTsZxPiNKkCzlFcJ9hANjVccJr5T508fGcnPktmf/8i1MqZDrZ0HjXfhTzfN7fwg/Bsb8Mfd+6fsCmwAtcOGg6XW71iUheWiTT5YQQQgghRCGTTL6+vmRkZBAdHW28ALWzs8PV1fXOEygKly5dKnqk5Zx8yH046PUqoSducHxzGFGXEk3GzMw11G1bmcbdvHDysCmjCAsg5gzs+xVOLjY08s3rVjPfWt2Ma41HJEew4OwClgcvJ01nWrlT37U+Y+qPoUeNHphpiqc30oPIvHSJuLmBJK5ciZqVZTJm07IlLuPGYde5E4qmePooXbqewuzdISw7EkGmzrSCrZW3C88G+NC9ngcajTQJFxVDfkkmgDWX1/D+treoE6HSJWAUz3d9u0DH2/TnGWOS6elP2+DgZs2aU1HGJNMHj/vzTAefEngmdye/f4UQQgghyo9CJZk0Go0xuXS/hyuKQk5OTuGiq0DkQ+7DJzokkeObwrl87JppzxEFfBq50aR7dSrXciy/q5IlR8PBP+DQ7Dub+brXg7b/g0bDwMywql5SVhJLLyxlwdkFXEszreipbFuZkfVGMthvMHYWdqX0BHLpYmOJX7iI+IULyYk37R1l4eODy5gxOA4cgOZu04AeUGxKJvP3hzFvXyixqabJLR83W8Z38GFos2pYW5TOippCFJYu5CTBfYYDpkmmYauHcTbuLADjGoxjcvPJBTpe3iTT2WZ2rA+9gbebLRevGfqmSZJJCCGEEOLRVuQk073cWoZckkyiIku6kc6JLeEE7Y1Cl2n6Wq5Uw54mPapTs6k7mvK6KllWKhxfaKhuig8xHbOtBK2eg5bPgI0LANk52awPXc+8oHmciztnsruduR1Daw/l6XpP42nrSWnTZ2SQuHIVcXPnkhVi+ly0zs64v/YqzsOGFdv5MrJzWHHsKrN2hxgvom9xtjFnZJsajG7rjbu9ZbGdU4jipLt8kuDH7kwyvbbtNTaHbQbggzYfMKxOwX5u8iaZZtpnkKA1/QghSSYhhBBCiEdboZNMBT6BJJnEQyIjNZug3ZGc3BpOaqJpdYu9ixWNulbDv0MVLKxKf1pZgehz4Pxa2DsNwvebjplZQ5MRhuom15qAIUl8MPogc8/MZffV3aa7K2b09O7JmPpj8Hf1p7Spej0pO3YQ9+cc0g4dMhmrfeggWnv7Yj2fXq+y48J1Zu66zN5LsSZjFloNA5tW4dkAX2p7FO95hSgq0ySTM14r9wKmSaYtT2yhkk3BVoq9X5Lp84ENGNmmRnGFXyDy+1cIIYQQovwoVJJJ3Ek+5D46cnR6Lh6O4djmcGIjTKtbLKy0+AdUpVGXati7FM/UrRIRcRj2/gJnV4Gat/eQAnUeg3YvQvW2xr5NlxIuMS9oHqsvrSb7tj5PLT1bMsZ/DAHVAtAopV/NlX76DKFDhxrvm1epgsd772LXpUux9WrK6/TVRGbvDmH1iUh0etO3z0613Xmuoy/tarqW32mU4pFikmSq64zXCkOS6dVtr7IlbAtQ+CTTH/YZJN5MMjWt7oRGUZg+shmV7Ev3vU9+/wohhBBClB+SZCom8iH30aOqKhHn4zm+KZywM6bVLRqNQs3mlWjaozru1ctxdUt8KOyfAUfnQXaq6ViVZtDuJajXH7SG6qwb6Tf4+9zf/HP+HxIyE0x293H0YZT/KPr59sPKrHQvMuMXLSL6k09NtlnUqIHLuLE4DhiAxtq62M8ZlZjO3L2hLDwQRnKGzmSsXmUHnu3gQ7/GVbAwK6fTKMUjQXfpBMF9nwTunmTa+sRW3G3cC3S8/JJMPfw9mDm6RQlEXzDy+1cIIYQQovwotiSTqqqkp6djY1OOV90qQfIh99EWF5nK8S1hnD8QjV5n+iNVtbYTTbpXp0YDV5TyuipZegIcmQsHfofkSNMxx+rQZiI0GwWWhoRZui6d1ZdWMy9oHleSrpjs7mLlwpN1nmR43eG4WLmUSviqqpK4fDmxs/8k6/JlkzGtkxPOI57CecQIzNzciv3cKZk6Fh8K5889IUTEp5uMmWkUdHqVp1tX54VONfFyeTTfH0XZ0V06TnDfpwDTJNMrW19ha/hWoOhJpp7+HvwhSSYhhBBCCEERk0zR0dFMmTKF1atXEx4ejqqq6HQ6fv/9d2JiYjAzM+Pdd98tznjLLfmQKwDSkrI4tT2C0zuukpFqOq3M2dOGxt28qNPaE7PyuiqZLgvOLDf0bYo5ZTpm6QjNx0DrF8CxKgB6Vc/28O0Engnk6LWjprtrLfm8/ef09uldSsHf7NW0cydxc+aSduCAyZhiYYFD/364jh2LZa1axX5uXY6eDWdimLnrMsfDE/Ld57GGnjwb4Euz6s7Ffn4h8lJ1OlJ27ECjSyLsFcPv4bslmbYN24abdcESsBtnnyH4kCSZhBBCCCFE/gqdZNq/fz/9+/cnNjaWW4e41eT7ww8/5PPPP0dRFLZs2ULnzp2LM+ZyST7kiryys3I4vz+a45vDSLxmWt1ibW9Og07VaNipKtb2FmUU4X2oKoTshH3TIHij6ZjGDOoPNvRtqtzYuPn0jdMEnglk05VN5KiGZv+N3BqxoO+C0ozcKP3MGeLmBpK0bh3oTKez2XYMwH3SJKybNCn286qqypEr8czcdZkNZ2Ly3ad5DWcmBPjQw98TbXmtbhMV2rWffiJ2xu8m2+zqOeP1ryHJ9PLWl9kWvg2QJJMQQgghhCg+hWoWEhcXx+DBg7lx4wbAHQ1uh+Zpwrt27doihCdExWRuoaVBx6o8/XEbHpvYkCp+Tsax9ORsDv0XQuC7e9m24Bzx0al3P1BZURTw7QRPL4FJB6DpKNDeTIjpdXBqMfzeEeY+Dhc2gF5PA7cGfNvpW9YOXoutuS0A0anRJGQklMlTsK5fn6rffkOtTRtxeWY8Gjs741jqzl2EPvkUGUFBxX5eRVFo4e3C76NasP3/OvNsBx8aV3PEzc7SuM+RK/G8MP8oXb/fTuDeUNKydPc4ohAPLvNCcFmHIIQQQgghHkGFWmt92rRpREdHoygK+RVCNWrUCDc3N2JjY9m/f38+RxDi0aBoFHwau+PT2J2Y0CSObw7j0tHrqHqVnGw9QbsiCdoViXdDV5p0r06V2k7lb1WySnVhwDTo9iEcnAmHZkF6nGEsdJfhy602tP0fNHqSKnZVcLVyJTU7lWvp1+ixtAcDag1glP8oajiU7tLmAOaVK+Pxxhu4TZxE4rKlxEz5yjgWMngITk8MxWXsWCxr1iz2c3u72fL+4/4AZGTnsOp4JDN3XSb4mmFVwiuxaXy06gw/bLqApZmG+LQsetb3ZEKAL028nIo9HvFoO+egY0fQfPrV7GfcZqGzIi48DZdaKppCVtWVt7csIYQQQghRdgo1Xa5ly5YcOXIERVFYsGABixcvZsWKFcbpcgCdO3dm586deHp6EhkZeZ8jVnxSri8KKik2nZPbIgjaHUl2Ro7JmHt1e5p096Jm80poteV0VbKsNDixCPb9CnGXTMds3KDVBBY4u/DNiV/Rq3rjkIJCZ6/OjKk/hmaVmpVZMi399BlChw+HHNPvvW2njriOG4dN69YlGpuqquy4cJ1Zu0LYffHGXfdr6e3MswG+dK/nIVPqhEHEYVj3Jjj7GJrxV7v7FLXwiZNI2WaYDle5VTwHtda819aWDEsFjaLBydKJuPR4njz+Dk4ZHji4WdGoqxf12lXGwuruf3/Kb7pcr/oe/D5KpssJIYQQQohCJpmcnJxITk6mRYsWHDhwgCeeeIJly5aZJJkGDhzIqlWrsLCwICMjo9gDL2/kQ654UJnpOoJ2RXJyWzgp8ZkmY3bOljTq4oV/QBUsrQtVcFjy9Hq4sN7Qt+nKHtMxMysiGgxggbMLyyK2kq4z7UvVwLUBYxqMoXv17phpSv/5ZUdGEvfXfBIWL0afajpd0dK/Hq7jxuHQuzeKuXmJxhEUmcSs3ZdZfSKS7Jz834q9XW14poMPQ5t7YV1eG8aL0rF0PJxelnu/elto+yLU6QMa09dG3iST38Bofq7swBwn099NNlkOjD7ymck2Sxsz6gdUoWFnL+ycLbmdJJmEEEIIIcS9FCrJZGlpiU6no2/fvqxatSrfJNOtSiYrKyvS0tKKPfDyRj7kisLKydFz6cg1jm8O53pYssmYuZUW//ZVaNS1Gg6u1mUUYQFcPWpINp1ZAapphVCSXw+WetVjQcxerqVdMxmrYluFkf4jGew32NjHqTTlpKSQsGQpcX/NQxcZZTJm5umJy6iROD3xBNoS/pmOTswgcF8ou4Nv4GJrwdWEdC7enFJ3i5ONOSNb12B0uxpUsrcq0XhEObXwSbiw7s7tLr7QZhI0eRosbIDCJ5lu0WgV/Fp40KSHF27V7I3bJckkhBBCCCHupVBJpsqVKxMTE4Ofnx/nz5+/I8mUnJxM1apVSUlJoWrVqoSHh5dE7OWKfMgVRaWqKpEXEji+OYzQU7EmY4pGoWYzd5p0r46Hdzl+fSWEwYHf4UggZJkmzLIrN2J9nc4EJgVxPv6CyZi9uT1Daw9lRL0ReNp6lmbEgGG596QNG4ibM5eM06dNxjQ2Njg9MRTnUaOxqFa1VOLR6w1T6mbuuszeS6avBQuthoFNq/BsgC+1PezvcgTxUMqbZLJxhTTT1wbWztDiGWj1HOFvfEzK9u3AnUmmnzr/xKXES+y+sJ/Wm0cC4FjJmso1HblwMAb9bVV11eo606RHdar7u7Dpz6A7kky963syY1Tzknve9yG/f4UQQgghyo9CJZl69+7Nxo0bURSFr776ir1797Jy5UoURSEyMpJJkybx77//oigKjz32GKtXry6J2MsV+ZArilN8dCrHt4Rzfn80Odl6k7HKtRxp0r06Po3cUMprr56MRDg6D/bPgKQIkyHVoRoHGz7OXDWO3VGmCwOYKWb08unFGP8x1HOtV5oRG2JTVdIPHyZ2zlxDFUjet0eNBvtePXEdNw7rRo1KLaYzkYnM2hXC6hOR6PSmb9edarszIcCX9rVcy1/DeFH88iaZ/i8YIo/Dvl8gZKfpfloLwo/WIeWsIQnlNyianz1zk0xze8+luUdzUhMymfu2Yaqrb1N3+jzfkNSETE5uj+DMzqtkppmueuhSxRZVhfgowxRTSTIJIYQQQojbFSrJNGPGDCZNmmRyUaOqKoqiGFecu3V/5syZjB8/vliDLo/kQ64oCenJWZzacZXTOyJIT842GXOsZE2Tbl7UaVsZ8/LaqycnG4JWwt6fIeqE6ZiFPZcaDWKerQWrI7aRrTd9fq08WzGm/hg6VO2ARin9JuiZl0OICwwkccUK1EzTnlnWzZvjOm4sdl26oGhL53sflZjO3L2hLDwQRnKG6cV/XU97JgT40q9xFSzMymnDeFF0eZNMb1wCWzfD7agThkb8p5eB3vDaCN/pQkqkYVql36Bopno6MLcASaZbsjNzOLs3ihNbwki6kX9fRUkyCSGEEEKI2xUqyZSRkUHjxo25ePEikJtguv22n58fJ06cwNLyzuahDxv5kCtKki4rh/MHojmxJZz4aNMeZ1a25jToVJWGnath42BRRhHeh6pC6G5D36YL603HtBbcGDaHv9NC+ef8PyRkJpgM+zr6Mtp/NI/XfBxLbem/l+ji4ohftIj4hYvIiTWdnmReozouY8bgNGgQGuvS6ZmVkqlj8aFw/twTQkS8aUN1DwdLxrTz5ulWNXC0Kdmm5aIMLBye+/OTN8l0S+JVOPg7HJ5L+CbtXZNMgb0DaebR7J5Jplv0epWQE9fZvvISGdGmr7cZDhkka1T6NPBk+khJMgkhhBBCiEImmQDOnj1Lz549uXr16h3TNFRVxdPTk82bN+Pv718sgZZ38iFXlAZVr3LlTCzHN4dx9XyCyZjGTKFOK0+a9KiOS+XSb6JdYNcvwP5f4cTfoLtZIdHqeXjsG9J16ay6uIq/zv7FlaQrJg9zsXLhybpPMrzOcFysXEo9bH1mJomrVhE3N5CsS5dMxrSOjjiNeAqXESMwc3cvlXh0OXo2nIlh5q7LHA9PMBmzsdAyrIUX49v7UN3VplTiEaXAJMl0GWxd898vM5nw0cNIOREKgN+gKH6q7Eig44MnmW4Z9vs+woPjaZlpjl+2hhvWCoEW6aAgSSYhhBBCCGFU6HkV9erV49SpU7z33nv4+/tjbW2NtbU1/v7+vPPOO5w+ffqRSTAJUVoUjYJ3QzcGvtaMYe+2pHYrDzQ3+zLpdSpn90ax+ItD3IhIvs+RypB7beg3Fcauyd2mM1RIWJtZM7zucFYNXMXULlNpVqmZcZe4jDh+O/4bPZf25NN9nxKSGFKqYWssLXF+4gl8V6/C6/cZ2LRpYxzLSUwkdvoMLnbtRuR775EZHFzi8ZhpNfRtVJl/J7Vj6Qtt6VXfg1v5/rSsHObuDaXzd9uYOP8IR67El3g8ohyxtEd1qp57v2oLsMhtEp9beVzwQ2bq9ESZqayyzeIHxwxjgkkIIYQQQoi8zIryYCcnJz777DM++yz/JZCFECXHvbo9PcbXp83AmpzaFsGZXVfJysghR6cn6mKiybLj5ZKVU+5tXZbJkEbR0LV6V7pW78rpG6cJPBPIpiubyFFzyMzJZMmFJSy5sITO1Tozuv5oWni0KLXG14pGg12nTth16kRGUBCxc+eStHYd6HSo2dkkLltO4rLl2AYE4DpuLDZt25ZobIqi0MLbhRbeLoTeSOXPPSEsORxBenYOehXWnY5m3elomlV3YkKALz3re6LV5E5vPnwlHldbC3zd7UosRlF6bvwxk6T//iPzQu4KjsrIpajBMyFo3l0f9yCvUP+qDpyJTDLetzIvpz3hhBBCCCFEqZMOsUJUcPYuVrQbUouOT9UxbivkLNjSZZanv1J6/F3LKhq4NeDbTt+yZvAaRtYbiY1Z7vSv7RHbGb9hPE+ueZK1l9fe0Ty8pFn5+1P1m2+otXkTrs8+g8Y+N7GXumsXYeOfIWTQYBJWrEDNyrrHkYqHt5stnw5owL53uvJGrzq42+d+j4+GJTBxwVG6fLedwL2hpGXpWHQwnCdm7KPr9zsY/edBdgVfrxivnUfVff5t1Oxsbvzyi0mC6ZY0XW4vN6UIJUiKAv+91IGFE1rTvZ4HdT3tGdW2RqGPJ4QQQgghHi6F7sl0S0REBFevXiXzttWX8urYsWNRTlEhSE8IUdaCD8ewcdYZANoPrUWT7tXv84gylhoL3/rm3q9UH9q9CA2GgtndG5gnZSWx7MIyFpxdQExajMlYZdvKPF3vaYb4DcHOovQrc3JSUklcvoy4wHlkX71qMmZWqRLOI0fiPHwYWkfHUoknU5fDquORzNoVwvkY0ymUjtbmJKbfmZSTlerKsQXDIHiD4fabIWBj2ptMn5nJ+cZNTB+j0VDn0EGaLmuHXtUDuT2ZUuIzCXzH0JOpZlN3et+jJ9OAabs5EZGIRoHLU/oW21MqDvL7VwghhBCi/Cj0dLnVq1fz5ptvciGfv5jmpSgKOp3unvsIIYou75Ssm9eS5ZuNC/h2hsvbDfevnYEVE2HzJ9D6OWg+7o6LaAAHCwfGNRjHSP+RbAjdwLwz8zgbdxaAqNQovjv8HTNOzGCI3xCervc0le0ql9pT0trZ4jJ6NM4jRpC8eTOxf84h4+RJAHTXrnH9hx+4MWMGToMH4zJmNBZeXiUaj6WZlidaeDG0eTV2Bd9g5q7L7Aq+AZBvggngXHQyry85wTcbzslKdRWcpV8t7Lp1Q2NrS4eqHdgZsRMAd+vSaU4vhBBCCCEePYX6M/XGjRsZNGgQFy5cQFXV+34JIUqeRpsnyVQRfu4UBUYuhycCoVrL3O0p0bDlU/ixPqx9A+Iu5/twc405j/s+zj+P/8PsnrPpWC23YjIlO4XAoED6LO/Du7veJTmrdBuhK2ZmOPTujfc/f1NjwXzsunfjVlduNS2N+PnzudSrNxEvv0LasWMlH4+i0LG2O38905r1rwYwtHk1zLWmU6be7lOXJl5OxvsxSZl8s/48baZs4aOVp7kSm1ricYoiyvNzb9OqFb6rV1Pp1Vfv2M3eopz3axNCCCGEEBVWoSqZvvjiC/R6PYqioChKxbigFeIhp2hykwb6nAryM6nRQv2Bhq/wg7D3Fzj3n6EUKzsNDv4BB2dCvceh7UtQvfUdh1AUhVaVW9GqcisuJ1xmXtA8Vl9aTZY+ixw1h9WXV3Ml6Qp/9v4TS63lHY8vSYqiYNO8OTbNm5MVGkrcvHkkLP8XNSMD9HqSN24keeNGrJs0ISMoCDMPDxwe74vLiBGYuZdMtUldTwe+e6Ixb/aqQ+C+UNacjKJpdWee7+jL8x19OXIlnpm7LrMxKAZVhfTsHAL3XeGv/Vfo6e/JhI4+NK9xZ4WZKGduazaf/+/pgr9PVJB3FCGEEEIIUcYKlWQ6evSoMblUuXJl2rZti729/GVUiLKU95qyQiZ+vVrB8L8MlUv7p8Ox+YZEEyqcXW34qtYS2r4I9foZElS38XXy5eN2H/Ni0xf58ciPrLq0CoCTN07Sc2lPnqzzJMPrDsfFqvSTJBbe3nh++CFuL71Ewj//EDd/ATk3DFPX0o8fByA7PJzY6TOImzUbh/79cB07Fks/vxKJp5KDFW/0qssbveqabL/XSnXrz0Sz/kw0TW+uVNcrz0p1ojTc5+f6Hj/3eadHFmW1w9JaxVEIIYQQQlRMhUoyabWGizsfHx9Onz6NtbV1sQYlhHhweafLJVxLu8ee5ZyLLzz2LXR+B47MgQN/GKbQAUQcgiVjwKkGtJkETUeC5Z0Nvt2s3fi8/edk5WSxPnQ9AHEZcfx24jdmn55Nv5r9GO0/Gh9Hn9J8ZgCYOTvj9sILuIwfT9Lq/4ibO4fM4Ism+6jZ2SQuW07isuXYBgTgOm4sNm3bluoF/q2V6ib3qM2CA2HM3RvK9WTDAg/HwhKYtOAoXi7WjG/vw7AWXthaFrrFnyhhGdk5nAhPQLE13H/172P8r1Mj6jjI724hhBBCCFG8CtWTqXnz5gD4+vpKgkmIckKjzf1xvnAghsNrQ8owmmJg4wIBr8Orp2DgdMPqc7ckXIH1b8GP/rDpI0iKvOPhiqLwbadvWdR3Eb29e6NVDMnxzJxMll5YSv8V/Xlpy0scij5UJpVfGgsLnIYMxmfVKrxmzsSuUyfMPDyw69IFTZ7K0NRduwgb/wwhgwaTsGIFalZWqcbpZGPB/7rUYvdbXfh2aCPqeOTGFh6Xzierg2g7ZQtfrz9HTFLGXY+j16scDo0jNuXuK5GKkhGXmkVOntf4tvPXGTpjH8/OO5K7kxQoCSGEEEKIYlCoJNPbb78NwP79+wkKCirWgIQQheNWzQ5bRwvj/aMbw8owmmJkZgFNRsDEPTDqX6jZLXcsIxH2/AQ/NYLlz0P0qTse3sCtAd92+pa1g9cyyn8UNmY2xrHtEdsZv2E8T655krWX15Ktz3/FtZKkKAp2AR3w+n0Gfju24zX9N/y2b8Pj3Xcxr1bNuF/muXNEvf0OF7v34MYfM8lJTCzVOG+tVLf+1QDmjW9FgJ+bcSwpQ8f07Zfo8PVWJi8+TlBk0h2Pn7LuLENn7KPtV1t5e9lJgmNKtxn7IyFvsvSOqrc7E6lnInNfQyE3UknJvPtKsLcOLbkoIYQQQghxL4payD/h//TTT/zf//0fNjY2DB8+nAYNGuDs7JzvvqNHjy5SkBVBUlISjo6OJCYm4uDgUNbhiEdURmo2s1/fBYBGozDxty5lHFEJiQmCfb/CqcWQc1tlT59voPXzd31oclYyyy4sY/7Z+cSkxZiMedp6MrLeSIb4DcHO4s5peKVN1elI3ryF2Dl/knHipMmYYmOD0+DBuIwZjYWXV5nEdy46iVm7Qlh5/CrZtzWb71DLjWcDfOhU2x1FURj82x6OhiWY7NOljjsTAnxpW9NVev0UxPyhcHGT4fabIYZqvzz0aWmcb2aoNLZp04Yac+cAcDUhne4LRmJmdwGAt+otYf7ea0REJjMxyVCNfN48h22ueka0rs7Ydt5UdjStUu73y25OXU3ETKNw8cvHSvJZPjD5/SuEEEIIUX4UOsk0ffp0Xn/9dTIyMu57cZCTk1Oo4CoS+ZAryoslXx3mWqihkuR/M7qWcTQlLDnGsALd4dmQHm/YVq0lPLv5vg/N1mezMXQjgWcCORt31mTM1tyWoX5Debre01S2q1wSkT8QVVVJP3aMuDlzSN68xbRiRaPBvkcPXMeNxbpJkzz7H8fM3Q0LLy+yQkOJfOddNA72uIwYgW1AAIrGUMiasmMHSWvXYtshAIfevVDMzR84vmtJGQTuC2X+/jCTBtMAfpXseDbAh3n7rnAmnwonAP/KDkzo6MPjjapgri1Uge2jIW+S6a1QsHYmcdUqskKv4PB4X8w9PQuUZNrz1B7sze3ZdiyKs3+cAwxJplW2hoStmUahX+MqPBvgQ/0qjoAkmYQQQgghRMEUKsm0fPlyhg4dapJcutthFEWRJJMQpWjZN0eIvmyYBjPpty4oj8LqX1mp8G0tw2p0LjXhpSP5TBfKn6qqHIo+RGBQIDsjdpqMaRUtPb17Mqb+GOq71r/LEUpX1pUrxAXOI+Hff1HT003GrJs2xWXcWHTXrxPz2ecA2HXuTE5SEulHjxr3s6hZE9dxY3Ho14+LXbqSExcHgFnlyriMHInTsCfQFmLF0LQsHUuPRDB7dwhXYu/efP79vvWYsyeUqwmm8Xs6WDG2vTdPtaqOo/WDJ7seerclmbKuJXGpV2/jsG379qTu2QOATds21JiTm2TqvbKVcb+9T+3F3sKe5LgM5r27F4DUShbMykkmK0dvcsp2NV2ZEODLdxvPcyYyCXOtQvAXkmQSQgghhBD5K1SSqU2bNhw8eBBFUe7bMFeSTEKUruXfHSHqoiHJ9MK0zmjNHpHKkO/rQnKU4bZ7PWj7P2g0DMwsC3yIywmXmRc0j9WXVpOlN52G18KjBWPqj6FjtY5olLL/nuYkJBD/9z/ELZhPzvUbhTqG1tWVnNjYO7ZrbG1xGjoUl9GjMK9a9cFj06tsCoph1q7LHL4SbzKmKBAypS+6HD1rT0cza9dlTkaY9peytdAyrKUX49v74OVig7gpsB+E3EyEvhVK2umLXBmV/3T0vEmmgxEXeGbLEONYfkmmms3cafaUH3/tu8Jf+6+QkJZ/fzJJMgkhhBBCiHsp1JrTp0+fNlYxtW7dmrZt22Jvb49GU/YXXkI86jR5KpdUfemvmlZm6vSBw38abl8/C6tehK2fwROBUKNtgQ7h6+TLx+0+5qWmL/HP+X/4+9zfxGcakiSHYw5zOOYw3g7ejPIfRf+a/bEysyqpZ3NfWicn3F54Hpfx40j6bw1xc+aQGRx838cplpaomYYV3vJLMAHoU1OJCwwkbv58HHr1xGXcOKwbNix4bBqF3g086d3Ak2Nh8czaFcK601HoVfBxswXATKuhf+Mq9GtUmYMhcczcFcKWczGoKqRm5TBnTyiBe0Pp06Ayzwb40LR6/j3/HhkZibkJpgJQzHIrwWIzrpuM2Zrb5vuYSvZWvN6zDhM712TZzYq00HtUpAkhhBBCCHG7QiWZbGxsSE9Pp2HDhuzdu1catgpRjuSdHqd/lJJMj30PNbvC3mkQvt+wLSUG9k0rcJLpFldrVyY1mcT4BuNZfXk1887MIzQpFIDQpFA+2/8Z045NY3jd4TxZ50lcrV2L+ckUnMbCAqfBg3AcNJDU3XuImzvXOGUKwPOjD0lYspSMoCC0bm7U2rSRzOBgYufMIXnDRtAbpkfZduiAx7vvEhcYSOKKFYZEVE4OSWvXkbR2HdYtmuM6bhx2XboY+zndkn78OLF/zsGqYQOchw1D6+hoHGta3Zlfn3YmPC6N3Rdv0LG2u8ljFUWhta8rrX1duXw9hdm7Q1h6JIJMnR69CmtORbHmVBQtajjzbIAvPfw90D4KU0BvF3HI9L7WwqSS2GXsWKzq1ycuMJCsy5dxGjLYOJZ3v0pK27tU4uV+T20szBjV1psRrWuw5WwMs3aFcDDUMKWyipN1Po8VQgghhBDCoFDT5YYPH86SJUsICAhgx44dJRFXhSPl+qK8WP3zccKCDBeEz/4QgKXNI9jbJvwQzO5uuO3REJ7dBOaFvzjWq3p2Ruwk8Ewgh2MOm4xZaCzoV7Mfo+uPxtfRtyhRF5uM8xdI3rABq0YNse/cGVVVyQoNxczZGa2Tk3G/rIirxP/1FxkXzuP+0svYNGsKgC4ujvhFi4hfsNDYr+kWixo1cBk7BseBA9FYG76noSNHkn74CHBz1bshQwyr3lWrVqj441KzmL//CvP2hXIjxXTaorerDeM7+DC0eTVsLAr1d5KK6cJGWPjEzTsKfJxA6sGDhI0eA4DrhGep9PrrgCGplPePP2sv7OatfRMB8NI8xtpRXwPcNl2uEr2fa3DX0x8PT2DXhev0qO9BXc/y9TtOfv8KIYQQQpQfhUoynT9/nubNm6PT6Vi/fj2dO3cugdAqFvmQK8qL/349wZVThmlQlWrY06R7dWo2c0fzqK3a9WVVyEox3LZxg5bPGr7s3O/9uPs4E3uGwDOBbAzdSI5q2m+uY7WOjPEfQ0vPlg9Fhac+I4PEVauIm2uojslL6+SE01NP4vL001wZO5asi5dMH5zPqncPKiM7h5XHrzJrVwjB11JMxpxszHm6dXXGtPWmkkPZTVssNXmTTF3eg05vknrgIGFj7kwy3c40ydSXtaO+Ah4syVSeldbvX1VV0el0j0SfSSGEEEKIvLRaLWZmZgW6xilUkunTTz9lz549bNq0CY1GQ5cuXWjYsCFOef5CnteHH374oKeocCTJJMqLw2tDOLAqxGSbnYsljbt64d++ChbWj0j1x8b3Ye8vptu0ltB0JPT4FCztinT4qJQoFpxdwNLgpaRmp5qM1XOpx+j6o+nl3QtzTcWvJFP1elJ27iRuzlzSDhwwGVPMzUFRULMMFUeKlRVqRobJPrdWvbPv1g1Fq33w86sq2y9cZ9auy+y5aNpHykKroX+TKkwI8KWO54OviFdh3DfJNIFKr082ecil6ymsORmFziKYOZffQqs3o0X8GKY88QzuXrc3/pYk071kZWURFRVFWpr0qBJCCCHEo8nGxobKlStjYWFxz/0KlWTSaDTGDNbtZfn5eRT+6idJJlFeqHqVC4diOL45jBvhptUfFlZa/DtUoVFXL+xdHoHqj8hjhh5NZ/6FvFVH3T6CgMl3f9wDSMlKYVnwMhacXUBUapTJmIeNB0/Xe5qhtYdib/FwJEDSz5whbm4gSevWgU5nMqaxt6fmxg0k/PMPcQsW3LHqnXn16riMHo3T4EFobAq3atyZyERm7wph1YlIdLf1HAvwc2NCgC8Bfm4lWkmWFXEV3bVrWDduVKikWaEUIsnU+6ednItORmtzCZsaM2kfMoSG0R0BqFrbCb+WHmxfcB6QJNO96PV6goOD0Wq1uLu7Y2Fh8VBUKgohhBBCFISqqmRlZXH9+nVycnLw8/O756JvRU4y3S8YRVEkySREGVBVlavn4zm+OZwrp02rPxSNQq3mlWjS3YtKNR6B12tCOOz+EQ7PNtyv0QGGzAKHysV2imx9NptCNxEYFEhQbJDJmK25LYP9BjOy3kiq2FUptnOWpezoaOL++ouEfxajTzEkM82rVqXWls0A6LOySFr9H3Fz596x6p3G0RHn4cNxHvk05pUqFer80YkZzN0bysIDV0jKME121fW059kAX/o3roKFWfFOE81JSCC4S1fU9HTMvbxyk2a2+a/Ydi+Xrqfw34koWvu60NrHJd/fqzkJCSSuWYO1fQrWR980bOzyPnR6g9T9BwgbOxbIP8nU6OMNJGXojEmmx8/8j2pJtfONRZJMd5eRkUFISAg1atTAppDJUSGEEEKIii4tLY0rV67g4+ODldXdCxYKnWQqKEkyCVH24qJSObElnPP7o8nR6U3Gqvg50aRHdbwbuJqsTPfQSY2Fb/M05taYQ8Oh0PZ/4Nmw2E6jqiqHYw4z78w8tkdsNxnTKlp61OjBmPpjaOBWMS/ob5eTkkrisqWk7j+A07AnsO/SxWRcVVXDqndz5pC6d6/pg83NcezbF5dx47Cqk3/y435SM3UsPhzOn3tCCI9LNxmrZG/JmHbePN26Ok429y7rLai0I0e48vRIk20aR0echw3DeeRIzD0KnjTr+/MuzkQmAdComiPPdPDhsYaVMc/TPy3i5VdI3rgRAGvXLFzqpmA/cjJKl7dMk0zPPUelya+ZHL/hRxtIzpQkU1HdSjLd7wOVEEIIIcTDrKCfiQqVZAoMDHyg/cfcLOd/mEmSSVQEaUlZnNoRwekdV8lIyTYZc/KwoXE3L+q28cTMopSmAJW2rV8YKpr0ps8d387Q9iWo1Q2KcRpMSGIIfwX9xapLq8jMyTQZa1apmTHZlK3Ppqpd1WI7b3mVcf48cXPmkrhmDWSb/hvYtm+Py7hx2LZvV6ipSDl6lQ1nopm56zLHwhJMxqzNtQxrUY3xHXyo4frgFUd5pR0+zJWRo/IfNCbNxmJVp859j9X0043Ep5l+H6o6WTOuvTfDW3phb2XO5YGDyDx3zvQ0bva4PP8y5lWrEjFpEnCXJNPHG0jO0FGtcgSJTtNMkkw9n6nP6Z1XiQxOAKBVPx9a9vUpyLeg3JEkkxBCCCFEySvRJJO4kySZREWiy8rh3P5oTmwJJyHGtJGtlZ05DTpVpWGnatg4FE/1R7mSHA0H/4BDsyEjwXTMvZ6hsqnRMDCzLLZTxmXE8c/5f/j73N/EZcTlu09Lz5aM8R9DQLUANMrDvRJgdsw14hcsIP7vv9EnJZmMWdaujcvYsTg83hfNfZoKAqTs2UPisuXYtG6N44D+aKysOHIljpk7Q9gQFE3e33CKAr38PZnQ0YfmNVwKFXveJJNthw6YubnlnzRr186QNOvQ/q5Js8afbCQxPTvfMXtLM55s5cXQGe+gD76QfzBmZsa+WK7PP0+l1141GTYmmaqEkej4m0mS6bmfO2FuoeV6eDLJsRl4N3JDU0ErGSXJVPrGjh1LQkICK1asKOtQHoiiKPz7778MHDiwrEMpdqGhofj4+HDs2DGaFHJFz4ps7ty5vPrqqyQkJBRo/+3bt9OlSxfi4+PvunBRUXzwwQfExMTwxx9/FPuxhamgoCB69uzJ+fPnsS3E1HUhRMEV9DPRw30lI4TIl5mFlgYdqzLio9Y8NqkRVfycjGMZKdkcXhPKvHf3su2vs8RFpd79QBWRvSd0+xAmB8Fj34FznuqN62dh1YvwYwPY8S2k5Z8QelAuVi5MbDyRDUM28FHbj/BxvLNi5FD0IV7c+iIDVw5kyYUlZOgy8jnSw8HcoxKVJr+G37ateLz3HuZeXsaxzAsXiHr3XS5268aNGb+Tc58LhuiPPyFp7VqiP/qIi127cf2XaTS2U5kxqjnb/68zY9rWwNrcUJmnqrD+TDRDpu9j0G97WHsqihz9A/6dJU/WyrJObap8NYVamzfj+txzaBwdjWOpe/cSPmECIf0HkLBsOfqbq+/ldSv35O1qw6IJbehWN3eqXXKmjpm7Qrh0LdmwwcwMr06x2HrkeV3c1nj9brLNL951zN3LHt8m7hU2wSTKxtSpU5k7d25Zh1Hstm/fjqIodyQqxo4di6IoKIqCubk5Pj4+vPnmm2TctpKmoihYWVlx5coVk+0DBw5k7M2prXnt27cPrVZL3759CxRf586defXVV/Md8/LyIioqigYNKsa01wd97nl5e3vz008/mWwbPnw4Fy7cJSGfj3bt2hEVFYXjzfftuXPnFluyKTo6mqlTp/Lee+/dsf2VV16hVq1aWFlZ4eHhQfv27Zk+ffodK1fu3buXxx57DGdnZ6ysrGjYsCE//PBDgVqQ/Prrr3h7e2NlZUXr1q05ePCgyXhGRgb/+9//cHV1xc7OjiFDhhATE2OyT1hYGH379sXGxoZKlSrxxhtvoLvL75w9e/ZgZmZ2R3IzJyeHDz74AB8fH6ytralZsyafffYZeesbli9fTs+ePXF1dUVRFI4fP25yjLi4OF566SXq1KmDtbU11atX5+WXXyYxMdG4j7+/P23atOGHH3647/dGCFE6JMkkxCNM0Sj4NHJj0OvNeOKdFvi19DD2ZcrR6QnaE8WiTw7w368niDgfz0NV+GhhC60mwEtHYPh88GqTO5Z6DbZ9Dj/4w3+TIfZSsZzSysyKobWHsmLACn7t9iutPFvdsU9IYgif7vuUXst68dvx34hNj83nSA8Hja0tLqNGUnP9OqpOnYp1ng+oOddvcP2nnwju0pXoTz8jKyws32PkxOZ+f3Li4rjx669c7NKVqA8+xDMxhk8GNGDfO115o1cdKtnnVqcdC0tg0oKjdP5uG3P2hJCaWbCETV63KpSMSbOtW/B4/33TpFlwMFHvvXczaTYDXXx8vsdpW9OV2WNbsnlyR55q5WVsWH7rRy5bVbGrnEn1LnHU+GAgjgMHgrm58RhmrvlUZt18rEZvqO6RNJIoLo6OjiVS/VGe9e7dm6ioKC5fvsyPP/7I77//zkcffXTHfoqi8OGHHxbomLNnz+all15i586dREZGFik+rVaLp6cnZmZmRTpOaSnO5w5gbW1NpQdYSMLCwgJPT88SWSly1qxZtGvXjho1ahi3Xb58maZNm7Jx40a+/PJLjh07xr59+3jzzTf577//2Lx5s3Hff//9l06dOlGtWjW2bdvGuXPneOWVV/j888958skn7/lZ7J9//mHy5Ml89NFHHD16lMaNG9OrVy+uXbtm3Oe1115j9erVLFmyhB07dhAZGcngwYON4zk5OfTt25esrCz27t1LYGAgc+fOzfd1nZCQwOjRo+nWrdsdY19//TXTp09n2rRpnD17lq+//ppvvvmGX375xbhPamoqHTp04Ouvv873+URGRhIZGcl3333H6dOnmTt3LuvXr+eZZ54x2W/cuHFMnz79rokwIUTpKnSSKSwsjBdeeIFatWphbW2NVqvN96ui/LIT4lFXqYYDPZ+pz6jP29KkuxfmVrl9ma6cimXlj8dY/OUhzh+IJidHf48jVTAaLdTrB89sgGe3gP9AuDVdTZduWJHul+awaARc2WtSyVLoUyoaOlbryOxes/lv0H+sGriKX7r+QguPFsZ94jLimH5iOj2X9uSTfZ9wOfFykc9bXilaLQ69euL99yJqLFqIfc+ecHOBCTU9nfiFC7nUqzcRL71E2tGjph+w8y5Eob1ZsZSVRcKSJVx+rC/hz7+A+anjTOpck11vdeG7JxpT19Pe+JDwuHQ+WR1E2ylb+GrdOaIT711Bdq8P9xpbW1xGPm1Imv08FeumTY1jhqTZVC526Ur0p5+SdeVKvi+lWpXsmTK4EXvf7sor3fwwy6fCaNGVRLYNegGv9Rtwe/klXCc8i+PgIfeK+o4tknB6NKxfv54OHTrg5OSEq6srjz/+OJcu5SbNQ0NDURSFxYsXExAQgLW1NS1btuTChQscOnSIFi1aYGdnR58+fbh+/brxcWPHjjWZcta5c2defvll3nzzTVxcXPD09OTjjz82iSUsLIwBAwZgZ2eHg4MDw4YNM6meuHTpEgMGDMDDwwM7OztatmxpcuENkJmZyVtvvYWXlxeWlpbUqlWL2bNno6oqtWrV4rvvvjPZ//jx4yiKwsWLd6/my/u96HJz4QJnZ2cURTGpPrK0tMTT0xMvLy8GDhxI9+7d2bRp0x3HefHFF5k/fz6nT5++5/lSUlL4559/mDhxIn379i1yZditf8u8lSCrVq3Cz88PKysrunTpQmBgoEmlVmxsLE899RRVq1bFxsaGhg0bsmjRIpPjLl26lIYNG2JtbY2rqyvdu3cnNTW3wnnWrFnUq1cPKysr6taty2+//XbfWAvy3FevXk3Lli2xsrLCzc2NQYMGAYbX2pUrV3jttdeM1WVgWol04cIFFEXh3G397H788Udq1qwJmFatbd++nXHjxpGYmGg85scff8ynn36ab2VYkyZN+OCDD+76/P7++2/69etnsm3SpEmYmZlx+PBhhg0bRr169fD19WXAgAGsWbPGuH9qaioTJkygf//+/PHHHzRp0gRvb2+effZZAgMDWbp0KYsXL77ruX/44QcmTJjAuHHj8Pf3Z8aMGdjY2PDnn38CkJiYyOzZs/nhhx/o2rUrzZs3Z86cOezdu5f9+/cDsHHjRoKCgpg/fz5NmjShT58+fPbZZ/z6669k3VaV+8ILLzBixAjatm17Ryx79+5lwIAB9O3bF29vb4YOHUrPnj1NKqtGjRrFhx9+SPfu3fN9Pg0aNGDZsmX069ePmjVr0rVrV7744gtWr15tklDq0aMHcXFx7Nix467fGyFE6SlUkun8+fM0bdqUmTNncvnyZTIzM1FV9a5fQoiKw97FivZD/Rg7pT3th9bCziW3+uNGeAqb5wQx//19HN14hcz0h+wvRtVawLBAePkYtJ4I5rfm9qtwfg3M6QMzu8LpZZBTPM+9hkMNfBx96OzVmTm95/B337/p490HrWJImGTps1h6YSkDVgzgxS0vcij60EP9vmrTtCnVfp5KzQ3rcR45EuXWkvGqSvKmzVwZ8TShTz5J0vr1qDqdMelnUbMmtTZuwGXsWDR5ejKk7NhB2JgxhA4ZSsa6dQxp5MG6VwKYN74VAX5uxv2SMnTM2HGJDl9vZfI/xwmKNO0VdUva/gO5d+7yF3BFq8WhZ0+8Fy3E++9F2PfqlZs0y8ggfuEiLvXuw+Rds6gfG4KSz7+nm50lr/WoTU1325unyj1XXGo27/17mo5/nuYvv+5onn8Rrd2dfShuHbUk/lIvKobU1FQmT57M4cOH2bJlCxqNhkGDBqHXm/6h4KOPPuL999/n6NGjmJmZMWLECN58802mTp3Krl27uHjx4n2rcwIDA7G1teXAgQN88803fPrpp8YkjF6vZ8CAAcaLwE2bNnH58mWGDx9ufHxKSgqPPfYYW7Zs4dixY/Tu3Zt+/foRlqeKcfTo0SxatIiff/6Zs2fP8vvvv2NnZ4eiKIwfP545c+aYxDRnzhw6duxIrVq17vu98vLyYtmyZYDhc25UVBRTp07Nd9/Tp0+zd+9eLPLpG9e+fXsef/xx3n777Xueb/HixdStW5c6deowcuRI/vzzz2J9bw8JCWHo0KEMHDiQEydO8Pzzz98xfSsjI4PmzZuzZs0aTp8+zXPPPceoUaOMSYCoqCieeuopxo8fz9mzZ9m+fTuDBw82xrlgwQI+/PBDvvjiC86ePcuXX37JBx98cN8Fgu733NesWcOgQYN47LHHOHbsGFu2bKFVK0Pl7/Ll/8/eeYZFcXUB+N2lSxdUihQREEEFu0jsBUvsvWKNieUzGkuMvSdRE1vUxChqYu/GjtgVG4qiIDYQC9gQEOlwvx8bRpYmokZj5n2eeWDnnjn3zJ3Z2Zkz55y7jdKlSzNt2jSioqKIiorKpd/Z2Zlq1aqxdu1atfVr166le/fuueRr167N/PnzMTIyknSOGjVK2u/z589LspcuXeLKlSv07ds3z32LiYkhJCSEatVevTR69uwZBw8eZMiQIfnWDMq6Th88eJBnz54xatSoXDKtWrXC2dlZzRGoUCgkJ11qaiqBgYFqDhulUknjxo0JCAgAIDAwkLS0NDUZFxcXbG1tJZmAgAAqVqxIqVKlJBlvb2/i4+O5du2atM7X15c7d+7kGdEHqnH19/eX0hgvX77MyZMnad68eZ7yhSWr/l72QAZtbW08PDw4ceLEW+mWkZF5NxQpzGjChAk8/zvkv6Cb10/5QUhG5lNHW08Tj8a2VGpQmtsXnxB0KJLHd1X1YRKepxCw7TYX9kTg6mVFpYalMTLX+8AWv0NM7aH591B/LASugrO/wou/b2QfXoQt/cDYFmp9BVV6gY5hQdreCDdzN36s9yNfJ3zN2tC1bL25lZdpqrfGx+4f49j9Y5QvXh4fNx+a2jdFS6n1Go3/TrRtbLCYMJ4Sw4byfOMmnv/xB+l/R1IkX77Cg69HoFW6NJkpf8/apwAta2tKfTsW8yGDid28hZg//iD97weQ5JAQHo4ezeN58yjeqxdenTtRt39NrkfH8/uJcHYGPSAtQ5CeKdh26QHbLj3Ay9GMAXUcqO9cAoVCQWpkJE/V3tK/3nmj5+FB6QXzSb13j5jVa4jdtg2RmAhCUON+MDXuBxNx3Z74CskYNmmCIkf0b9abIC2N3O+EYl6mstD/JsuO3aZ9ZWsG1CmDY8l3dy7KFEyrRSd58iLl9YLvmBKGOvw17LNCyXbooB7htnLlSkqUKEFISIhahMaoUaPw9vYGYPjw4XTr1g1/f3+8vLwA6N+//2sjbSpVqiQ9bDo5ObF48WL8/f1p0qQJ/v7+BAcHEx4ejs3f6aRr1qzBzc2N8+fPU716ddzd3XF3d5f0TZ8+ne3bt7Nr1y6GDh3KjRs32LRpE35+ftIDsoODgyTfp08fJk2axLlz56hRowZpaWmsW7cuV3RTfmhoaFC8uCrttGTJkrnSAXfv3o2BgQHp6emkpKSgVCpZvHhxnrpmz55NpUqVOHHiBHXq1MlTZsWKFfTs2RNQpeLFxcVx7Ngx6tevXyh7X8evv/5KuXLlmDNnDgDlypXj6tWrzJw5U5KxtrZWc2YMGzaMAwcOsGnTJmrUqEFUVBTp6em0b99eSv2qWLGiJD958mTmzZsnpVqVKVOGkJAQfv311wJnln7dvs+cOZOuXbsydepUaZusc6N48eJoaGhgaGiIhYVFvn306NGDxYsXM336dEAV3RQYGMiff/6ZS1ZbWxtjY2MUCoWaTgMDA7y9vfH19aV69eqAyrFSr149tXMvO5GRkQghsLKyktbdunULIQTlcsw6am5uLtX1GjJkCD/88IPkkClfvnye+l1cXNRqT5UrV06qK/X06VMyMjLUnEMApUqVkqK6oqOj0dbWznV+lypViujoaEkmLx1ZbQA3b97k22+/5cSJE/lmrXz77bfEx8fj4uKChoYGGRkZzJw5kx49euQpXxiePn3K9OnT+eKLL3K1WVlZ5aqHJiMj82EoUiRTVoipQqFACIGBgQHW1tbY2tqqLXZ2dtja2r5rm2VkZP5BlBpKnKqXouO31Wj3TWXsK5lLz9ZpKRlcPnyPPycGcGD5VR6F5x398a9FzxQ+GwHDr0C7X6HUq5tr4iLhwDj4yQ0OToS4B++0aysDK0ZXH41fRz9GVRuFhf6rG9/QmFC+PfEtLba1YNXVVbxIffFO+/6Y0DA2xvyLgTj6H8Ly+9noODtLbWn370vFr7O/8NAwNMSsX18cDx7Aau5cdN3cpLb06Ggez5nDrfoNeDT7e8pmvGBuJ3dOjW3IkAZlMdZ75bQ7desZfX3P0/Tn42w8H0lCeIS6bSbGFJYsp5nTkcOUGDkSzWy1Q+yfRPBgxEhuezcjZvVqMhLyKLafzZ/V29OeNh5WaPydSpeansmG8/do/NNx+vqe4/Stpzle8sgvfN4HT16kEB2f/I8vb+LYunnzJt26dcPBwQEjIyPs7e0B1KKDQOUgyiLrYTK7M6FUqVJqNV3yIrsOAEtLS2mb0NBQbGxsJAcTqIr1mpiYEBoaCqgimUaNGkX58uUxMTHBwMCA0NBQydagoCA0NDSoV69env1bWVnRsmVLKS3or7/+IiUlhU6dOuUp37x5cwwMDDAwMMAt2zUiPxo0aEBQUBBnz57Fx8eHvn375nLiZd+33r175xvNFBYWxrlz5+jWrRsAmpqadOnShRUrVrzWjsISFhYmOUayyIoGyiIjI4Pp06dTsWJFihcvjoGBAQcOHJDG3N3dnUaNGlGxYkU6derE8uXLpZfML1++5Pbt2/Tv318aRwMDA2bMmKGWklmUfQ8KCsqzxs+b0LVrVyIiIqQUsLVr11KlShVcXFzeSM/AgQNZv349ycnJpKamsm7dOvr165evfFJSEkChZqI8d+4cQUFBuLm5kZKi/r0u7Iv669evS6mE/xQZGRl0796dqVOn4pztNzknmzZtYu3ataxbt46LFy+yevVq5s6d+9pIt/yIj4+nZcuWuLq65krHBVVdrpwF1GVkZD4MRYpkSkhIAFQX0L179+b7gy8jI/PpoFAosHIyxcrJlNhHiQT53+N6QBQZaZkIAbcCH3Mr8DGWjsZ4NLb9V0+JngtNbXDvCpW6QPhxOL0Ibv1diyMlDk4vhDNLwK091B4Klu4F63sDDLUN8XHzoXv57vhF+LE6ZDUhz0IAiH4ZzbzAeSy7sowOTh3oWb4nlgaW76zvjwmFtjYmbdti3KYNL0+fJsZ3FS9PnnzVrlcs9zZaWhh/3hKjli1IPH+emJW+JBw9CkDmy5fErF5NzJ9/YuTdlOJ9+zLauyJDGjiyJfA+K06Gc/eZ6mb15uMExm4NZn/8bcZk02+crVBqYclympn18WHowB9oEXoEh3hVtFXagwc8mv09Txb/gknnThTv1StPHaWMdFjweWXGNnNh1ekI1p+N5MXfhcuPhD3hSNgT3KyMSEl//SxEMkWnRLZC8h9rv61atcLOzo7ly5djZWVFZmYmFSpUyFVXRStbEXmpoH2OdTlT7HKSXb6w22Rn1KhR+Pn5MXfuXKneZ8eOHSVb9fReHy07YMAAevXqxc8//4yvry9dunShWLHc1wZQ1RLKcgjktD0v9PX1pbS7lStX4u7uzooVK3IVIM4i6wF8x44dudpWrFhBenq6WrSLEAIdHR0WL14sRaa8b+bMmcOCBQuYP38+FStWRF9fn6+//loacw0NDfz8/Dh9+jQHDx5k0aJFjB8/nrNnz0rjunz5cmrWrKmmV0NDI1dfWRRm3wtzrF+HhYUFDRs2ZN26ddSqVYt169bx1VdfvbGeVq1aoaOjw/bt29HW1iYtLY2OHTvmK29urkrDfv78OSVKlADA0dERhUJBWFiYmmxWNFT2/c1y2oSGhlK7du1c+kNDQ3F1dc23bw0NjVwzxT169EiK0LKwsCA1NZXY2Fi1aKacMjlnpMvSaWFhwYsXL7hw4QKXLl1i6NChgColVgiBpqYmBw8epGHDhowePZpvv/2Wrl27AirH9d27d5k9e3aBkW558eLFC5o1a4ahoSHbt2/P8zsbExMj1dySkZH5sBTJyVSmTBnCwsKoXbu27GCSkfkPYlKqGPW7l6Nm6zJcPfaA4KP3SXqRBkDUrTiibgVjXEIP90Y2uNS2REs7/xvOfxUKBTjUUy2Pr0PAYriyETJSITMdgjepFvs6UHsYODZRL0z9FmgptWjh0ILmZZpz4dEFVl9bzbH7qgKXL9NesiZkDWtD19LUrik+bj64mb/+zfy/EYVCgYGXFwZeXiTfuEHM6tUkB1/F/IuBBW6jX6MG+jVqkHLnDjGrVhO3cyciJQUyMojfu4/4vfsoVq0axfv1pVf9+vSoaYdfyCN+P3GHC3dVb+7jk9IknVcadUQnXYu8EyYKsR/a2hwvU4M9FpVpkXaPb19c4uXftSQyX7wgZsVKYlavKTAl3cpEj+9alGdYQ0c2nr+H76kIHsSqHpqv5VlT6hNx+n4kFDZl7UPx7NkzwsLCWL58uZSydTKbY/afpHz58ty7d4979+5J0UwhISHExsZKD8ynTp2iT58+UlRGQkICERERko6KFSuSmZnJsWPH8i0S3KJFC/T19Vm6dCn79+/n+PHj+dpkbW2da11WjaXXTROvVCr57rvvGDlyJN27d8/TKWJjY8PQoUP57rvv1B5809PTWbNmDfPmzaNp06Zq27Rt25b169fz5ZdfFth/YShXrhx79+5VW5e9thCoxrxNmzZS6lpmZiY3btxQc2IoFAq8vLzw8vJi0qRJ2NnZsX37dkaOHImVlRV37twpdPpTYfe9UqVK+Pv751v3SFtb+7XHCFQpc2PGjKFbt27cuXNHcna8iU5NTU18fHzw9fVFW1ubrl27FugEK1u2LEZGRoSEhEgOIzMzM5o0acLixYsZNmxYvnWZAJo2bUrx4sWZN29eLifTrl27uHnzppQCmNc+VK1aFX9/f6kwf2ZmJv7+/pIzqGrVqmhpaeHv7y9F4oWFhREZGSkV7/b09GTmzJk8fvxYmrHPz88PIyMjXF1d0dLSIjg4WK3vJUuWcPjwYbZs2UKZMmUASExMRJnjHkhDQ+ONnM+gimDy9vZGR0eHXbt25RsldvXq1QIdgDIyMv8cRXr6yZo+811MOSojI/PvRc9Am+oty9B7Vm0a9HLB1OLVG+O4J0kc33CD1eNOcXbXHV7G/fO1S94rJV2gzWIYcQ3qjgG9bFPIR5yAdZ1hSU1VTae0gmcsexMUCgXVLaqzuNFidrbdSUfnjuhoqCIbMkQG+yL20XVPV/rs78ORyCNkik9oJsAc6Do7YzVzJg67dmKYz0NnTnQcHLCcNhXHI4cxHzoUjeKvjlvihQvcHzyEOy1aEr9pI03LGrPlq9psH1yblhUtyR6Yd+V+HI1+OsaA1Rc4e+dZ0WoQCkChIMy6PLbLf8Phr10Yd2iPIusNbXo6Ik3l2FIU4CAy1NViQB0Hjo2uz5zOzlg6bkXXah0axW4DQkqrU0P2N33ymJqaYmZmxm+//catW7c4fPgwI0eO/CC2NG7cmIoVK9KjRw8uXrzIuXPn6N27N/Xq1ZMKJDs5ObFt2zaCgoK4fPky3bt3V3sYtbe3x8fHh379+rFjxw7Cw8M5evSo2kxbGhoa9OnTh3HjxuHk5JTnjFcFYWdnh0KhYPfu3Tx58kSK3M+LTp06oaGhwS+//JKvzLhx43j48KHaLHm7d+/m+fPn9O/fnwoVKqgtHTp0eG3K3JMnTwgKClJbckauAAwaNIjr168zduxYqZ5VVl2tLOe1k5OTFKkUGhrKoEGD1HSdPXuWWbNmceHCBSIjI9m2bRtPnjyR6gVNnTqV2bNns3DhQm7cuEFwcDC+vr789NNPedpe2H2fPHky69evZ/LkyYSGhhIcHKw2xb29vT3Hjx/nwYMHPH36NN+xat++PS9evOCrr76iQYMGatFTObG3tychIQF/f3+ePn2qlnY1YMAADh8+zP79+wtMlYNXhbZzOnSXLFlCeno61apVY+PGjYSGhhIWFsaff/7J9evXpegvfX19fv31V3bu3MkXX3zBlStXiIiIYMWKFfTp04eOHTvSuXNnSa+Liwvbt2+XPo8cOZLly5ezevVqQkND+eqrr3j58qXksDM2NqZ///6MHDmSI0eOEBgYSN++ffH09KRWrVqAytHl6upKr169uHz5MgcOHGDChAkMGTIEHR0dlEplruNXsmRJdHV1qVChguREa9WqFTNnzmTPnj1ERESwfft2fvrpJ7X0vpiYGIKCgggJUUVoh4WFERQUJNV+io+Pp2nTprx8+ZIVK1YQHx9PdHQ00dHRak7BiIgIHjx4kK8DWkZG5h9GFIHExETh5uYmlEqlmDZtmsjIyCiKmk+KuLg4AYi4uLgPbYqMzAcjMyNThF95Irb/dFEsHuSvtiwZclj4rw4RTx+8+NBmvh9SXgpx7nchFlYRYrKR+vKDgxBHZguR8OS9dP0s6ZlYcmmJqLuhrqiwqoLa8vm2z8XG6xtFYlrie+n7305GUpKI2bhR3GreQoSUc1FbwmrWEo8XLBBpT1TH7c7ug1LbuDb/E3Zjd0tLq0UnxM6gByItvfC/hxUm7Rd2Y3eLRvOOqq1Pe/xYPJo/X4TVqCn1d8Or1qvz6dicfHVuu7FN7fhX/M1bdNg6QFRYVUGMG71M+j6mpaYXbcA+Qt73729SUpIICQkRSUlJ70X/+8TPz0+UL19e6OjoiEqVKomjR48KQGzfvl0IIUR4eLgAxKVLl6Rtjhw5IgDx/PlzaZ2vr68wNjaWPvv4+Ig2bdpIn+vVqyeGDx+u1nebNm2Ej4+P9Pnu3buidevWQl9fXxgaGopOnTqJ6OhoqT08PFw0aNBA6OnpCRsbG7F48eJcepOSksSIESOEpaWl0NbWFo6OjmLlypVq/d6+fVsA4scff8w1Htn3PT+mTZsmLCwshEKhkOzPub9ZzJ49W5QoUUIkJCTkq3/WrFkCkHR9/vnnokWLFnn2ffbsWQGIy5cv59ler149gco9rbZMnz49z2O5c+dO4ejoKHR0dET9+vXF0qVLBSCdy8+ePRNt2rQRBgYGomTJkmLChAmid+/e0r6GhIQIb29vUaJECaGjoyOcnZ3FokWL1Gxau3at8PDwENra2sLU1FTUrVtXbNu2LU/732Tft27dKuk1NzcX7du3l2QDAgJEpUqVhI6Ojsh6lMl5jmbRuXNnAeQ6T/I6z7/88kthZmYmADF58mQ1+Tp16gg3N7c8bc/J3r17hbW1da7no4cPH4qhQ4eKMmXKCC0tLWFgYCBq1Kgh5syZI16+fKkme/z4ceHt7S2MjIyEtra2cHNzE3PnzhXp6erXbkD4+vqqrVu0aJGwtbUV2traokaNGuLMmTNq7UlJSWLw4MHC1NRUFCtWTLRr105ERUWpyURERIjmzZsLPT09YW5uLr755huRlpaW7z5PnjxZuLu7q62Lj48Xw4cPF7a2tkJXV1c4ODiI8ePHi5SUFEnG19c3z3M6a/yzjlNeS3h4uKRn1qxZwtvbO1/7ZGRk3g2FvSdSCPH61695ee0fPHiAn58fCoUCa2trKleujJmZWS45hULxTgsZfqzEx8djbGwsTaspI/Nf58m9FwQdiuTW+cdkZqpfZmzdiuPR2JbSLqaf3vTqmZlwY78qle7uKfU2TV1VbSfPoWDu9M67Tk5PZved3awJWUN4XLham4mOCV3KdaGrS1fM9czfed//dkRmJgnHjxPju4rEs2fV2hTa2hi1boVOWUce//02PaJVD6aaehIdrx6lZm2iR18ve7pUt8FQt+A6LxUmHyAhJR3HkgYcGpk79TwzMZHYHTtIDDiDcS07DG9OUzU0mgR1vslT5x8hf/Dj+R/zbGt1bSjW8arzbtCiemhqfRpprO/79zc5OZnw8HDKlClTqGK+Mh+WEydO0KhRI+7du5drhqz/OjNnzmTZsmXcu3fvQ5vyr0IIgZOTE4MHDy5UNKAQgpo1azJixAipwLnM+yM1NRUnJyfWrVsnzYgpIyPzfijsPVGhnExKpTLfB8GszfNqF0KgUCgKlTf9b0d2MsnI5E3C82SuHLnPtRMPSU1KV2szszbAo4kNTtVKoaH5bmoXfVQ8uKhyNl3bASLHddC5mcrZZP+ZqtbTOyRTZHLywUlWX1vNuWj14p3aSm1alW1Fb9feOJgUtaLQp03StWvErFpN/L590ux1OTEfNhTjQV+xJ/ghy4+HExKlXgPJUEeTbjVt6VPbHiuTvOt3ZDmZnEoa4JeHkwmA1ES47Q8vomHv31ONF+BkWnNtDXMuzMmzTXYyFQ3ZyfTvICUlhSdPnuDj44OFhQVr16790CZ9cJYsWUL16tUxMzPj1KlTDBs2jKFDhzJjxowPbdq/hidPnrBhwwbGjRvHvXv3MDU1LdR2QUFBBAcH0yufCRxk3h23bt3C39+fQYMGfWhTZGQ+ef4xJ1NByE4mGRmZLFKT0wk9FcXlw/d48Uw9+kPfWJuKDUrjVscaXf3Xz/LzryM2Es7+CoGrIfWFepulO3gOA7e2oPHu9z3kWQirLy7mwMMT5LwS17Gug4+bDzUsanx6EWXvgLSoKGL+/JPYjZvIzFGbxfx/wygxeDCg+q0LuP2M5SfucCTsiZqcplJBy0qWDKzjQAVr9Rmj3Cbt52VqRsFOpk0+ELJDfV0hnUxz6s7BXM+c1SGrOXbvGG1DhlMqTlWQVXYyFR7ZyfTvYNWqVfTv3x8PDw927dqVZ2Hv/xojRoxg48aNxMTEYGtrS69evRg3bhyamkWa9+c/iUKhwNzcnAULFtC9e/cPbY6MjIzMB+WdO5mKiuxkkpGRyU5mRiZ3gp4SdCiSR+Hq0R+aOhqUr22Je0MbjEu8/RTGHx3JcXBxDZxZBvH31duMSkPNQVDVB3SLMH31i2gIPwFl6oChhXrbjsFEB29grZEhW4wMSMhxTXcp7kJv1940K9MMLeUn6OR7SzISXhK3dQsxq9eQ9veEF1bz5mLcsmUu2ZuPXrDiZDjbLj0gNV296Hoth+IMrONAg3IlUSoVkpPJuZQBB0fk42RaVBWe3VJfV4CTafW11cy9MBeAOfXm0My+GQAxyTH4L77F41sqZ9mXi+qjofVpRA/KTiYZGRkZGRkZmfdPYe+JCvUq48iRI+/MMBkZmf82Sg0ljlVLUrZKCaJvxxF06B53Lj8BAekpGQQfuc/Vo/dx8CiBRxNbLByK4HD5WNE1htrDoOaXELITTi+CqCBVW/x98JsIx36EKr2h1pdgYlt43WvawJProNSCSl3AcwiU+nsa6qTnWGRk8M3zWAbFxrHN0IA/jQ2J+vtt9vWY63x38jvmX5xPz/I96eDcASNt2VmehYaBPsV9fDDt0YOE4ycQ6WkYNmmSp6xTKUO+71CJb5qW448zd/nzzF1iXqYCcOZODGfuxFC2hD79P3MgozAz0uUlY2L3xvtQXLc4mgo5ekFGRkZGRkZGRub9Uqg7znr18nnDKiMjI1NEFAoFlo4mWDqaEPs4kSv+9wgNiCI9NRMh4PalJ9y+9AQLByM8GttSxqMEyrymYv83oqEFFTtChQ6q4uCnF8ONfaq21Bdw5hc4uwxc20DtoWBdNbeOjDS4dxZKuoKeqcrBBJCZBkF/qpayjVTbi1cRNQZC0Dv+Bd3jX3BIvxirjQ25qqMDwOPEx/wU+BPLLi+jvVN7err2xNpATjnJQqGpiWHDBoWSLWGow8gmzgyuX5atF++z4kQ4d56+BOD2k5d8tz34lV4KOK+z0hg1daH1IsjM4IZVBX49+g2OJo50LtcZM73ck268Vq+MjIyMjIyMjIzMe0B+rSkjI/PBMSlZjLrdylGjtQNXjz8g+Mh9EuNV0R/Rd+LZ/9tVjMx1qdW2LE7VPqHZghQKVeFv+8/g6U0I+AUur4f0ZFWh8GvbVIudl6pIuHMzyEp1+2s4BK0FTT3wyGf2mtv+qiW7s+Hrq3DzIJoBv9As5jbeLxMJ1NVhjZEhR4vpIRQKEtMT+TP0T9ZdX0cTuyb4uPpQsUTFwu9X/EOVU6RY8SIPzaeCrpYGPWra0a26LYevP2b5iTucDY95c0WaulCpMwBLj4zgUOQhDt49yG9XfqONYxu5kLuMjIyMjIyMjMxHQZGcTDdv3iQgIAAANzc3qlZVf8t+4cIFQkJCAPD09MTJ6d1P1S0jI/PpoauvRbXm9lRubMuN848IOhRJzENV9Ef802T8VlzDxqU4ugafYN0gcydoNR8aToDzK+Dcb5D4VNV295RqMXOEWoPBvRvcP69qS0+CCytf6SlVASr3gjNLIPbu3yuzpVxpFYPq/aFqX7ixH0XAYqrdPUW15BQiNDX5w9iQnQYGpCgVZIpMDkQc4EDEAaqUrEJvt97UL10fDWUBBaPDT8AfbVX/u7VTOcesPN7NGP2LUSoVNHYtRWPXUly5H8vvJ8LZExxFRqbA1aqA1MQ80uXiUuOk/9NFOltvbmXrza3Usa6DgbbB+zBfRkZGRkZGRkZGplAUyck0f/58li1bBsC5c+dytWtpadGnTx8UCgVfffUVixcvfjsrZWRk/lNoaCkpX9sSF08L7oXGcHLTTZ5HJyIEvIxL+TSdTFnom0P9seD1P7iyURXd9PSGqu3ZLdgzEg7PgPSUvLfXMVLVc6oxEEL/goDFrxxS2gag87cTQqkElxaq5UEgnF6MfchOJj57ztDncWw0MmC9kSExGiqH0sXHF7n4+CK2hrb0cu1FG8c26GnmUZw94gRkpqv+D96sWuzrqJxNTk1fRWL9h6lU2oSF3SrzbXMXQh7G85mT+es3yjb7X/b5OrSUWqRlpgFw4sEJ9U3kdDkZGRkZGRkZGZl/mCLd7Z88eRIhBGXLls0VxQTg7u5OuXLlEEJw4sSJPDTIyMjIvB6FQoGtqxmly79Ku0pPzSxgi08ILT2o2gcGn4Xum1SOmiySYiBNFeGFQgmNp4Khlepz+Vaqv0oNcGsLAw5Bv4NQ+3/Q5Q/Q1Mndl3VV6OQLw4PAcyimmvp8GRvPwXsPmPrkGWVTUyXRyBeRzDw7kyZbmrDo0iKeJj1V1yXyOD4RJ2B9F1hSEy74QlpSUUflk8LKRI/GrqXQ1SogMuw1HOp0iFHVRmGpb/lmG8r+JxkZGRkZGRkZmfdAkZxMDx48QKFQUL58+XxlnJ2dJVkZGRmZt0FL+9Wl6tLBuzy9n/ABrfmHUSrB2Rv67IZBx6FiZ1BmC0I1sobPvoavg2H0bfAcnFuHbU1oOh3KNiy4LxNb8J4JI69Bk+noGFrTPuEl2x5EsyT6MTWTkiXRuJQ4frvyG023NGXSqUncen4rt77yrVUpflk8vQG7v4afK8CR2ZDw5I2GQkaFyJb+aKBlgI+bD3vb7+XHuj/iZuYGgLZSG1cz1w9loozMe0WhULBjx44PbUa+7NixA0dHRzQ0NPj6668/tDkfBRERESgUCoKCggq9zfs8zv7+/pQvX56MjIz3ol/mFampqdjb23PhwoUPbYqMjMw/RJGcTPHx8QA8f/48X5msthcvXhSlCxkZGRkJQ7NXaVm3Lz1h44xz7Fpwichrz9RShz55LN2hw3IYfkUVmWRVBRpOVLVpaKpS7d4FusaqdL3hl6H97ygt3amTlMzv0Y/Z/CCKVi9eovn3uKdlprH91nba7WrHl4e+JCAp+pULpFo/GHIeuq5XFS/PIvEpHPsefnaDXf+DJzfejd2fGE+TnnJPUXDkXlZKnKZSk+ZlmrO+5Xq2t97OX+3+orRhaUCVYvrwZiyZGf+RKEAZiazSBd9//73a+h07dqBQfPhwtvr167+1E6Yozov3zaBBg+jYsSP37t1j+vTpH9qcIpGUlETx4sUxNzcnJSWf9Ox86NOnD23btlVbZ2NjQ1RUFBUqVCi0nqioKJo3bw68++M8ZswYJkyYgIbGq0jS1NRU5syZQ5UqVdDX18fY2Bh3d3cmTJjAw4cP1ba/d+8e/fr1w8rKCm1tbezs7Bg+fDjPnj17bd9Hjx6lSpUq6Ojo4OjoyKpVq3LJ/PLLL9jb26Orq0vNmjVzlSdJTk5myJAhmJmZYWBgQIcOHXj06JGazPnz52nUqBEmJiaYmpri7e3N5cuX1WSuXLlCnTp10NXVxcbGhh9//DGXLfPnz6dcuXLo6elhY2PDiBEjSE5OVpMpyF5tbW1GjRrF2LFjXzs2MjIynwZFcjIZGxsjhODKlSvExsbman/+/Ll0ETMyKqCgqYyMjEwhKO9lSbUW9ugUexXBcy/0OX8tusyG6ecIPf2QjLT/0AO0sbUqMumLI+De5f31o6EFlTrBF8fAZzc4N8MlNY1ZT5+x795D+sbGY5j5atxPPTjFF0+P0cnKgl0G+qSJjFe1n/ruhYFHoEIHUPx9U5+RAhdXwy/VYW1nVdHw/5LTsAAevXxEy20taWGUgY9lSQ7raJL5dypiQY5VhUKBo6kjVgaq9MmMtEw2zjjH9nkXib4T/4/YLvNxoauryw8//FDgi8H/AqnZ0n7fJwkJCTx+/Bhvb2+srKwwNDQskp5/yt782Lp1K25ubri4uLyTaCINDQ0sLCzQ1Cx8OVgLCwt0dPJI8X5LTp48ye3bt+nQoYO0LiUlhSZNmjBr1iz69OnD8ePHCQ4OZuHChTx9+pRFixZJsnfu3KFatWrcvHmT9evXc+vWLZYtW4a/vz+enp7ExOQ/g2h4eDgtW7akQYMGBAUF8fXXXzNgwAAOHDggyWzcuJGRI0cyefJkLl68iLu7O97e3jx+/FiSGTFiBH/99RebN2/m2LFjPHz4kPbt20vtCQkJNGvWDFtbW86ePcvJkycxNDTE29ubtDRVHb/4+HiaNm2KnZ0dgYGBzJkzhylTpvDbb79JetatW8e3337L5MmTCQ0NZcWKFWzcuJHvvvvujezt0aMHJ0+e5Nq1a296uGRkZP6NiCLg5eUlFAqFUCqVon379iI+Pl5qi4+PF+3atZPaa9euXZQu/nXExcUJQMTFxX1oU2RkPllSktLE5cORYs34U2LxIH+1ZeXoE+L8nnCR9CL1Q5v5afM4TIhd/xNiekkhJhuJhCnG4o951sJ7uYuosKqC2tJwnZdYfmW5iE2OVdfx/K4Q+78TYqa1EJON1JdldYS4vEmI9P/2cTx091Cu8Wy5raXYELpBdP2rq7QuNaPgcYqJSsj1XVk8yF+kp2X8Q3vy/nnfv79JSUkiJCREJCUlvRf97xMfHx/x+eefCxcXFzF69Ghp/fbt28XrbgFv3bolWrduLUqWLCn09fVFtWrVhJ+fn5pMcnKyGDNmjChdurTQ1tYWZcuWFb///rvUHhwcLJo1ayb09fVFyZIlRc+ePcWTJ08k21BNfSktd+7cEWXLlhVz5sxR6+fSpUsCEDdv3hRCCAGI7du3S/9nX+rVqyfpb9OmjZgxY4awtLQU9vb2Qggh1qxZI6pWrSoMDAxEqVKlRLdu3cSjR4+kvo4cOSIAcejQIVG1alWhp6cnPD09xfXr1yWZoKAgUb9+fWFgYCAMDQ1FlSpVxPnz56Vtsy9HjhwRQghx4sQJ8dlnnwldXV1RunRpMWzYMJGQkCDptLOzE9OmTRO9evUShoaGwsfHRwghxJgxY4STk5PQ09MTZcqUERMmTBCpqamvtSWL1/WbH/Xr1xfLli0TS5cuFU2aNMnVfvXqVdGyZUthaGgoDAwMxGeffSZu3bolJk+enOcYhIeHC0BcunRJZGRkCGtra7FkyRI1nRcvXhQKhUJEREQU6jgfO3ZMaGpqiqioKDU9w4cPF5999lm++zZkyBDRsWNHtXWzZ88WSqVSXLx4Mc9tMjMzpf+bNWsmSpcuLRITE9VkoqKiRLFixcSXX36Zb99jxowRbm5uauu6dOkivL29pc81atQQQ4YMkT5nZGQIKysrMXv2bCGEELGxsUJLS0ts3rxZkgkNDRWACAgIEEIIcf78eQGIyMhISebKlStq36MlS5YIU1NTkZKSIsmMHTtWlCtXTvo8ZMgQ0bBhQzV7R44cKby8vAptbxYNGjQQEyZMyHdsZGRkPn4Ke09UpEimxo0bS//v2LEDOzs7GjZsSMOGDbGzs2Pnzp15ysrIyMi8Ddq6mlRqYEOPaZ54D6xAqTKvIiUT41M5u+sOq787xbH1YcQ+TvyAln7ClHCGVgtgxDWoPw59PTN6xr9g9/2HzH30hErJr9IqHqfGseDiAppsacL3577n/ov7qobstZ+azgCj0q/0R12GbQNggTucWgjJcW9tckrGm6V6fBTkEax0N/4uM87O4Oqzq2+lWt9EB6XGh0+Vkvln0NDQYNasWSxatIj79+8XeruEhARatGiBv78/ly5dolmzZrRq1YrIyEhJpnfv3qxfv56FCxcSGhrKr7/+ioGBagbL2NhYGjZsSOXKlblw4QL79+/n0aNHdO7cGYAFCxbg6enJwIEDiYqKIioqCltbW/r164evr6+aLb6+vtStWxdHR0dykpWWc+jQIaKioti2bZvU5u/vT1hYGH5+fuzevRuAtLQ0pk+fzuXLl9mxYwcRERH06dMnl97x48czb948Lly4gKamJv369ZPaevToQenSpTl//jyBgYF8++23aGlpUbt2bcLCwgBVJFBUVBS1a9fm9u3bNGvWjA4dOnDlyhU2btzIyZMnGTp0qFqfc+fOxd3dnUuXLjFxoioV2tDQkFWrVhESEsKCBQtYvnw5P//882ttAQrdb05u375NQEAAnTt3pnPnzpw4cYK7d+9K7Q8ePKBu3bro6Ohw+PBhAgMD6devH+np6YwaNYrOnTvTrFkz6bjWrl1bTb9SqaRbt26sW7dObf3atWvx8vLCzs4ul015Hee6devi4ODAH3/8IcmlpaWxdu1ateOVkxMnTlCtWjW1devXr6dJkyZUrlw5z22y0ktjYmI4cOAAgwcPRk9PfYZVCwsLevTowcaNG6WI0/r166udXwEBAbmejby9vQkICABUEWyBgYFqMkqlksaNG0sygYGBpKWlqcm4uLhga2sryZQrVw4zMzNWrFhBamoqSUlJrFixgvLly2Nvby/ZUrduXbS1tdVsCQsLkyIfa9euTWBgoDT+d+7cYe/evbRo0aLQ9mZRo0YNeUIoGZn/CIWPWc3GF198wdy5c0lKSkIIQWxsLMeOHQNUYfxZF2I9PT2++OKLd2etjIyMDKBUKnCsWhLHqiWJvhNHkF8kd4KeIIRq9rmrxx5w9fgDylQyp3ITWyzKGn8U9Uc+KfTNof634DUcrmxEM+AXvJ/eoGliEkE62qw2NuKwvj4CQVJ6EmtD17L++noa2TbCx80H9xLuqtpPtYdBzS8hZCecXkRaVBBBujo4J0Rh7DcRjv0IVXpDrS9Vzqk3ZN6Feay6topK5pXo7dabRraN0FQW6afvHyV7ce9qSckolZqc08ltt+INpomzcDDCsWopbFyLy9+Hd8Gv9SDh8evl3jUGJWHQsTfapF27dnh4eDB58mRWrFhRqG3c3d1xd3eXPk+fPp3t27eza9cuhg4dyo0bN9i0aRN+fn7SA6aDg4Mkv3jxYipXrsysWbOkdStXrsTGxoYbN27g7OyMtrY2xYoVw8LCQpLp06cPkyZN4ty5c9SoUYO0tDTWrVvH3Llz87SzRIkSAJiZmanpAdDX1+f3339Xe4jO7nxwcHBg4cKFVK9enYSEBMlBBjBz5kzq1asHwLfffkvLli1JTk5GV1eXyMhIRo8ejYuLCwBOTk7SdiVLlgSgePHikj2zZ8+mR48eUv0pJycnFi5cSL169Vi6dCm6uroANGzYkG+++UZtHyZMmCD9b29vz6hRo9iwYQNjxowBKNCWwvabk5UrV9K8eXNMTU0BlePB19eXKVOmAKr6O8bGxmzYsEFyaGVN+AOq+/+UlJRcxyM7PXr0YN68eURGRmJra0tmZiYbNmxQ29/s5Hec+/fvj6+vL6NHjwbgr7/+Ijk5WXJm5sXdu3exsrJSW3fjxg3q16+vtq5du3b4+fkBUKlSJU6fPs3NmzcRQuQ7+VH58uV5/vw5T548oWTJktja2mJp+Wr2z+joaEqVKqW2TalSpYiPjycpKYnnz5+TkZGRp8z169clHdra2piYmOSSiY6OBlTOyaNHj9K2bVupLpiTkxMHDhyQUhajo6MpU6ZMLh1ZbaampnTv3p2nT5/y2WefIYQgPT2dL7/8UkqXe/r06WvtzcLKykrNWSkjI/PpUqRIJisrKxYvXgyoPPvZb1YVCoXkvV+4cCHW1tbvwEwZGRmZvLFwMKbZoIr0mFaLig1Ko6nzd70fAeGXn7Jt7kW2/hjIrcDHcuHj94GWHlTtA4PPQvdNKOzrUDkllfkJsLvFerqW64quhupBJlNk4nfXj557e9Jrby8O3T1ERmaGqvZTxY7wxVGm1OpMP8tSNLaxYoaZKZGZSXDmF1jgAZv7woPANzJv1+1dAFx5eoVRx0bx+fbP+TPkT16mvXzHA/H+qJuUxIrnyWz8fCMtHVqiqVA9IJQ2KI2GQuM1W7/CpGQx3BvZUNxS/32Z+t8i4TG8ePjPL0V0bP3www+sXr2a0NDQXG0GBgbS8uWXX6p2LyGBUaNGUb58eUxMTDAwMCA0NFSKZAoKCkJDQ0NyxOTk8uXLHDlyRE13liPk9u3b+dppZWVFy5YtWblyJaByGqSkpNCpU6c33ueKFSuqOZhAFQXSqlUrbG1tMTQ0lOzPHqEFKqdCFllOgqwaMyNHjmTAgAE0btyY77//vsD9AdVYrFq1Sm0svL29yczMJDw8XJLLGV0Dqno3Xl5eWFhYYGBgwIQJE9RsLciWwvabnYyMDFavXk3Pnj2ldT179mTVqlVk/l2DLygoiDp16kgOpqLg4eFB+fLlpWimY8eO8fjx4zc+zn369OHWrVucOXMGgFWrVtG5c2f09fO/ziUlJeXrYMvOkiVLCAoKol+/fiQmqkdHi0LWD1yzZg2zZ88ulOy7JCkpif79++Pl5cWZM2c4deoUFSpUoGXLliQlJRVaz9GjR5k1axZLlizh4sWLbNu2jT179hSpoL2enl6ucZSRkfk0KfLr3D59+mBiYsLIkSOJiIhQa7O1tWXevHlqBfVkZGRk3ifGJYpRt4szNT4vw7UTD7hy5D6JcarCqY/C4zmw/CqGZrq4N7ShvJcl2roffzTLvwqlEpy9VUv8Q9Aqhq2eCeNLuDHEYwibbmxi/fX1PE16CkDQkyCCjgZhY2hDz/I9aevYlmJaxbiSpHoLm6xUstHIkE2GBjRITMIn7gWVr21DcW0b2NaG2kPBuTkolSSmJfLNsW+IS4mjrWNbWpdtja6m6gEiPTNdzcwHCQ/44fwPLAlaQsdyHenh0oNS+upvYAtD9qjd94HImS+nUOBq5sr3db7n6ypfE/AwgJqWNeWIpA+JQcl/Vb9169bF29ubcePG5UoPyz5jV9aELaNGjcLPz4+5c+fi6OiInp4eHTt2lApS50wVyklCQgKtWrXihx9+yNWWPbIjLwYMGECvXr34+eef8fX1pUuXLhQrVqwQe6lOTkfDy5cv8fb2xtvbm7Vr11KiRAkiIyPx9vbOVWg7uwMl63uW5WSZMmUK3bt3Z8+ePezbt4/JkyezYcMG2rVrl6cdCQkJDBo0iP/973+52mxtX0Vo5rQ3ICCAHj16MHXqVLy9vaXooXnz5kkyBdlS2H6zc+DAAR48eECXLuqTSmRkZODv70+TJk1ee+wLS48ePaTC0uvWraNZs2aYmZm9kY6SJUvSqlUrfH19KVOmDPv27ePo0aMFbmNubp6rEL6Tk5OU6phF1nlavHhxaZ2joyMKhYLQ0NA8j3doaCimpqZS5FVOLCwscs0C9+jRI4yMjNDT00NDQwMNDY08ZbIiuCwsLEhNTSU2NlYtmim7zLp164iIiCAgIAClUimtMzU1ZefOnXTt2jVfW7L6AJg4cSK9evViwIABgMpx+/LlS7744gvGjx+Pubn5a+3NIiYmJt9xkZGR+bR4q6estm3b0rZtWy5evMidO3cAVehxlSpV3olxMjIyMm+Krr4WVZvZ49HYlpsXHhHkd49nDxIAePEsmZObb3Judzhudayo1KA0Bqavf5sp84YYqachmOia8EWlL+jj1oc9d/awJmQNt2JvAXDvxT1mn5vNL0G/0KVcFxLTcrwtVig4rF+Mw/rFqJicgk9cPI0iT6MZeRqKlwXPwZwzt+Hkg5MABD8NZvGlxXRx6ULXcl3VdHlZe3HqwSkAXqS9wPeqL39c+4NmZZrh4+aDS3GXQu3e6YenGXFkBCWLlaRH+R60cWyDnua7eejKC0UOf5OFvgXtnPJ+mJX5B3nDlLWPge+//x4PDw/KlSuntj6vWkenTp2iT58+0oN0QkKC2kvFihUrkpmZybFjx/Ksv1mlShW2bt2Kvb19vjOKaWtrk5GRkWt9ixYt0NfXZ+nSpezfv5/jx4/nu09ZkUp56cnJ9evXefbsGd9//z02NjYAXLhw4bXb5YWzszPOzs6MGDGCbt264evrm6+TqUqVKoSEhOQ5zgVx+vRp7OzsGD9+vLQur3Sj/GwpSr8rVqyga9euan2CKn1wxYoVNGnShEqVKrF69WrS0tLyjGbK77jmpHv37kyYMIHAwEC2bNnCsmXL8pUt6DgPGDCAbt26Ubp0acqWLYuXl1eB/VauXJmQkBC1dd26dWPChAlcunQp37pMoErXa9KkCUuWLGHEiBFqDrfo6GjWrl1L7969830B4Onpyd69e9XW+fn54enpKe1n1apV8ff3p23btoDKuenv7y/V0qpatSpaWlr4+/tLL/TDwsKIjIyU9CQmJqJUKtXsyPqc5Sz19PRk/PjxasfRz8+PcuXKSamSWXqyo6GhiqAVQhTK3iyuXr1a4NjKyMh8OhQpXS4nVapUoWPHjnTs2FF2MMnIyHwUaGgqcallSZcJ1Wk93ANbt1dvIlOT0rl0MJI/xgfg53uNJ/defEBL/ztoa2jTzqkd21pvY1njZXhaekpt8anxLA9ezuMkVTqKhkKDr6t8TUm9V1Ebwbo6jCpVgs9LW/GnkSEvn9+BPd+QtEv9RvZ5ynOWXV5G0y1NSUhTORjtjexZ1ngZ21tvp51jO7SUqhvqdJHO7ju76fRXJwYcGMCJ+ydemwax985eEtMTiYiPYObZmTTZ0oSFFxdKUVrvgsKmYsjIvAkVK1akR48eLFy48LWyTk5ObNu2jaCgIC5fvkz37t2lh1NQ1Qfy8fGhX79+7Nixg/DwcI4ePcqmTZsAGDJkCDExMXTr1o3z589z+/ZtDhw4QN++fSVHgb29PWfPniUiIoKnT59K+jU0NOjTpw/jxo3DyclJenDOi5IlS6KnpycVFo+Ly3+yAFtbW7S1tVm0aBF37txh165db5z2k5SUxNChQzl69Ch3797l1KlTnD9/Pt8aPQBjx47l9OnTDB06lKCgIG7evMnOnTtfW4DbycmJyMhINmzYwO3bt1m4cCHbt28vtC1v2u+TJ0/466+/8PHxoUKFCmpL79692bFjBzExMQwdOpT4+Hi6du3KhQsXuHnzJn/88YcUCWRvb8+VK1cICwvj6dOnpKWl5dmfvb09tWvXpn///mRkZNC6det8x6Kg4+zt7Y2RkREzZsygb9++BY5plvzJkyfV1o0YMQJPT08aNWrEggULuHjxIuHh4Rw4cIB9+/ZJjhVQ1RtLSUnB29ub48ePc+/ePfbv30+TJk2wtrZm5syZkmzv3r0ZN26c9PnLL7/kzp07jBkzhuvXr7NkyRI2bdrEiBEjJJmRI0eyfPlyKb31q6++4uXLl9K+GRsb079/f0aOHMmRI0cIDAykb9++eHp6UqtWLQCaNGnC8+fPGTJkCKGhoVy7do2+ffuiqalJgwYNAJWTT1tbm/79+3Pt2jU2btzIggULGDlypGRLq1atWLp0KRs2bCA8PBw/Pz8mTpxIq1atpDF5nb1ZnDhxgqZNm772+MjIyPz7eSdOJhkZGZmPFYVCgU354rQa5kHXiTVwqW2JUjMr9UFw4+wjNs08z8nNNz+wpf8dFAoFXtZe/Nb0N7a02kLrsq1zFeM20jaif8X+7O+wn1mfzcLZ9FVR2QdamvxgZkoTG2t+MjXhUYZ6fQkNheqnLTUzlUyhXofL0dSRaV7TONjxIAMrDsRYx1hqOxt9lsH+g2m3sx3bbm7Ld1a6tEz1B6a4lDiWBy+n6ZamTDw1kZvPi3AuxUdBWvKrj6nx0v/vLCFOzqyTAaZNm6bmLMqPn376CVNTU2rXrk2rVq3w9vbO9SJx6dKldOzYkcGDB+Pi4sLAgQN5+VJV78zKyopTp06RkZFB06ZNqVixIl9//TUmJiZSZMSoUaPQ0NDA1dVVSl3Lon///qSmpr7WaaCpqcnChQv59ddfsbKyok2bNvnKlihRglWrVrF582ZcXV35/vvv8y0onh8aGho8e/aM3r174+zsTOfOnWnevDlTp07Nd5tKlSpx7Ngxbty4QZ06dahcuTKTJk3KVXw6J61bt2bEiBEMHToUDw8PTp8+Lc06Vxhb3rTfNWvWoK+vT6NGjXK1NWrUCD09Pf7880/MzMw4fPgwCQkJ1KtXj6pVq7J8+XIpGmbgwIGUK1eOatWqUaJECU6dOpXvPvbo0YPLly/Trl27AtPwCjrOSqWSPn36kJGRQe/evQsc06w+r127ppYep6uri7+/P2PHjsXX15fPPvuM8uXL8/XXX+Pl5cWOHTskWScnJy5cuICDgwOdO3embNmyfPHFFzRo0ICAgAC19LrIyEiioqKkz2XKlGHPnj34+fnh7u7OvHnz+P333/H29pZkunTpwty5c5k0aRIeHh4EBQWxf/9+teLaP//8M59//jkdOnSgbt26WFhYqM2s6OLiwl9//cWVK1fw9PSkTp06PHz4kP3790tpgMbGxhw8eJDw8HCqVq3KN998w6RJk9QmbZowYQLffPMNEyZMwNXVlf79++Pt7c2vv/76RvYGBAQQFxdHx44dX3t8ZGRk/v0oRCFelzZs2BBQTcM5adIk6XOhOlAo8Pf3L7qF/xLi4+MxNjYmLi5OqmcgIyPzcfIyLoXgo/e5evwBKS9f1ezpMqE65qUNP6Bl/10eJz5m/fX1bAzbyIvUFzS0aciChgukdiEEZ6LOsDpktZTylhffPouh0csk1tpVYIsyiYQMlePGo4QHf7T4I5d8Yloiu27v4o+QP4h8oV74t7hucbq5dKNLuS6Y6ppK68ceH8vecFW6Q+WSlQl+Eky6UK/95GXlhY+bD7Usa72+btKltbBzsGq2vap9oeYgOh0bzvUY1cw8w2NiGZCmDWMKLi6cF8+jX7JuylkAXDwtaOTj+sY6Pnbe9+9vcnIy4eHhlClTplDFgmXeDSdOnKBRo0bcu3cv18xVMjI56d+/P0+ePGHXrl2Fkh89ejTx8fFqzhKZ90eXLl1wd3eXZqWTkZH5d1LYe6JC1WQ6evQoCoUCc3Nztc+v430XRpWRkZEpCvrGOtRqU5aqzezxHXuStGRV6sbGGeexdSuOR2NbSruYytevf5CSxUoyvMpwBlYcyI3nN3Azc1NrVygUeFp54mnlya3nt1gTsobdd3bniioCsMjI4Js7lxmkULDNyomrJR3oWeXrPPstplWMri5d6eTciaP3j7Lm2houPr4IQExyDL8E/cKK4BW0LtuaXq69sDe2VyvKPeuzWWgqNVl3fR1bwrbwIk2Vennq4SlOPTyFs6kzPm4+NLdvjpZGPjMx3Tyg+pscB6fmQ8AvlClbkazJn0tlpAPaeW8rI/OJkZKSwpMnT5gyZQqdOnWSHUwyBRIXF0dwcDDr1q0rtIMJYPz48SxZsoTMzMxcNYdk3i2pqalUrFhRLSVQRkbm06ZQkUxZheI6dOjApk2bchWSy48sJ1Nhiv/925EjmWRk/p08uPGcfcuCSUlUj0QxK22AR2MbnKqVQkNTvgH9GHma9FSKfopLUdXn+MWqBXWv7oU49agkDC2hxhdQrS/omeah7RXBT4JZHbIav7t+aul2ChTUs6nHs6RnBD8NBmBf+32UNiwNwMu0l2y/uZ0/Q//kQcIDNZ0l9UrSrXw3Ojl3UkvRA2BjTwj9S23VmBJm7DNQzTS1794DSmubypFM+SBHMn1arFq1iv79++Ph4cGuXbuwtrb+0CbJfMTUr1+fc+fOMWjQIH7++ecPbY6MjIzMJ01h74kK7WQC6Nixo+RkKiyyk0lGRuZjJzU5ndBTUVw+fI8Xz5LV2vSNtanYoDRudazR1c8nEkXmg5KUnsShu4fQUmrhbe+NIjMDQndBwGJ4EKgurKUPVXpBra/A1L5AvQ8SHvBnyJ9su7mNxPTEPGX2d9iPtYH6Q3B6Zjr+kf6subaGK0+vqLXpaerRzrEdPV17YmOomt1Kzcnk0QOu72GMoYbkZNp/7wHWspMpX2Qnk4yMjIyMjIzM++edOpmypkvV19fH3Nw8z+lTC8LOzu6N5P+NyE4mGZl/P5kZmdwJekrQoUgehcertWnqaFC+tiXuDW0wLvH+pquXeYcIAZFnVM6m63sgW5obCiWUbwWew8CmeoFq4lPj2XJjC2tD1/I48bFa28EOB7E0sMyne0HQkyBWX1vN4cjDaml2SoWSRraN6O3aG4/Dc+D6blXDyOuga8ToPb3YH68qIL7/3gOsi7vA4NNvPAQxUS9ZP1V2Mr0NspNJRkZGRkZGRuYd12TK6ST60E6jv/76i4MHD3Lx4kWCgoJITExk8uTJTJkypUj61q5dy4IFC7h27Rra2tp4eXkxbdq0XLOoyMjIfNooNZQ4Vi1J2SoliL4dR9Che9y5/AQEpKdkEHzkPleP3sfBowQeTWyxcDB+vVKZD4dCAXaequXZbTizRFVkOz0JRCaE7FQtNjXBcyi4tASlRi41RtpG9KvQj17le7E/Yj9rQtZwPeY6ZY3LUko//3oxCoWCyiUrU7lkZe7G3+WPkD/YeWsnyRnJZIpM/O764XfXD3dFMXyK6dEwMQkNAG19RHEH+NvJpPDoCVX6vadBkpGRkZGRkZGRkXl3FMrJlBMHBwcADAwMCAwMlKYs/aeYN28ex44dw8jICCsrK27dulVkXTNnzmTChAnY2dnx5Zdf8uLFCzZs2EDt2rXx9/fHy8vrHVouIyPzb0ChUGDpaIKlowmxjxO54n+P0IAo0lMzEQJuX3rC7UtPsHAwwqOxLWU8SqBUykXCP2rMykLLedBgPFxYAWd/g5d/RyXdO6taTMtArcFQuQdo6+dSoaWhRauyrfjc4XPuJ9zHTNcMpaJw6eN2RnZMqDWBoR5D2XRjE+tC1/Es+RkAl0UiI0uVoHRaGr3u7KStW44puOt/CwYFT3VeKORC9jIyMjIyMjIyMu+ZQqXL5URPT4/U1FQaNGjAoUOH3oddBXLixAksLCxwdHRk48aNdOvWrUiRTDdv3sTV1RUHBwfOnTuHsbEqKiEoKIhatWrh4ODA1atXC1WDSk6Xk5H5tEl+mcbV4w8IPnKfxPhUtTYjc13cG9lSvrYlWjq5I2FkPkLSUyB4M5xeDE9C1dt0TaBaP6g5CAwt3kv3qRmp7LmzhzUha7gVq/6ixEjbCF1NXSk1r6CUvNehli5X25JGvcu/neEfIXK6nIyMjIyMjIzM+6ew90RFmjIpK13uQ03vXadOHZycnN66f19fX9LT0xk/frzkYALw8PCgW7duhIaGcvLkybc1V0ZG5hNAV1+Las3t6T2zNg17u1Dc6lWkS/zTZE5svMHqcacI2HGbl7EpH9BSmUKhqQOVe8LgAOi5FRwavGpLjoWTP8HPFWD7VxB99Z13r62hTTundmxrvY1lWmXwTEqS2uJT49VqP32o31oZGRkZGRkZGRmZN6VITqYOHToghODixYvEx8e/foOPlKNHjwLQtGnTXG3e3t4AHDt27J80SUZG5iNHQ0tJ+dpWdJ1Yg1bD3LFxLS61pSSmc3H/XdaMP43/qhCe3k/4gJbKFAqFAhwbQ+8d8OVJcO8Gyr9TwDPT4PI6WOYFa9rCrUOqYuLvtHsFXkpDfot+wpYHUbS2bYKmUj2TXVtD+532KSMjIyMjIyMjI/O+KJKT6bvvvqNixYrExsbSpUsX7t27967t+ke4efMmBgYGWFjkTodwcnKSZPIiJSWF+Ph4tUVGRua/g0KhwNbNjNb/86DLhBq41LJAqaGKOMnMEFw/E83GGefYteASkdeeUYTMZJl/GouK0G4ZfB0Mn40A3WyF3e8cgT87wNLacOlPVbrdO6Zcahozq43lQIcD9K/QH3sje7qU60Jx3eKv3zg/5NNORkZG5p2gUCjYsWOH9Pn69evUqlULXV1dPDw8iIiIQKFQEBQU9MFs/Kfp06cPbdu2fWs92cf2nx7HiRMn8sUXX/wjff3XCQkJoXTp0rx8+fJDmyLznimSk6lVq1ZoaGgghODgwYOULVsWZ2dn6tevT8OGDdWWRo0avWub3xlxcXFqaXLZyarrEBcXl2f77NmzMTY2lhYbG5v3ZqeMjMzHjXlpAxr1caX3zNpUaWaHTrFXkSj3Qp/z16LLbJh+jtDTD8lIy/yAlsoUCiNLaDwFRoRA8x/B1P5V2+MQ2DkE5leE43MgMeadd1+yWEm+rvo1f7X7iwm1Jrxz/TL/LaKjoxk2bBgODg7o6OhgY2NDq1at8Pf3/yD2KBQKaTE2NsbLy4vDhw9/EFsKQ07HwrsmPDyc7t27Y2Vlha6uLqVLl6ZNmzZcv379vfX5b+PJkyd89dVX2NraoqOjg4WFBd7e3pw6deoftSMqKormzZtLnydPnoy+vj5hYWH4+/tjY2NDVFQUFSpUKJL+LOdK1mJoaIibmxtDhgzJ9dJ71apVKBQKmjVrprY+NjYWhUIhZWtkZ9CgQWhoaLB58+Y3tkVbWxtHR0dmzJih9tJswYIFrFq1qkj7mx9vO45vQnR0NAsWLGD8+PG51g8fPhxHR0d0dXUpVaoUXl5eLF26lMTERDXZ06dP06JFC0xNTdHV1aVixYr89NNPZGRkvLb/X375BXt7e3R1dalZsybnzp1Ta09OTmbIkCGYmZlhYGBAhw4dePTokZpMZGQkLVu2pFixYpQsWZLRo0eTnp4utUdFRdG9e3ecnZ1RKpV8/fXXedqyefNmXFxcpH3Yu3dvvnZ/+eWXKBQK5s+fn6ttz5491KxZEz09PUxNTdWckK6urtSqVYuffvrptWMj8++mSLPLHT16VLroCCFIT0/n1q1b3L59W01OCFGkWhJ5FfD++uuvMTExKYq574Vx48YxcuRI6XN8fLzsaJKR+Y+jb6KDZ9uyVGtuT+jpKC77RxL/NBmAmIcvObzmOmd23KFi/dJUqGuNrsG7n5nz2YMEjq0Po5iRDpUalsayrLFc06eo6Bioin9XHwDXd6uKhN//+wYw4REcngEnfgKPHlDrK9UMdkWhCFFuKUnpaOloyLMayhRIREQEXl5emJiYMGfOHCpWrEhaWhoHDhxgyJAhRXZkpKamoq1d9DROX19fmjVrxtOnTxk/fjyff/45V69elWYvzk5aWto/Povx+yCv/UhLS6NJkyaUK1eObdu2YWlpyf3799m3bx+xsbEfxtCPkA4dOpCamsrq1atxcHDg0aNH+Pv78+zZs3/UjpyZD7dv36Zly5ZSrdq8ZIrCoUOHcHNzIzExkeDgYBYsWIC7uzt//fWX2st7TU1NDh06xJEjR2jQoEEBGiExMZENGzYwZswYVq5cSadOnd7IlpSUFE6ePMmAAQOwtLSkf//+APm+rH8bNDQ03sk4Fobff/+d2rVrqx3DO3fuSNfNWbNmUbFiRXR0dAgODua3337D2tqa1q1bA7B9+3Y6d+5M3759OXLkCCYmJhw6dIgxY8YQEBDApk2b8r0H27hxIyNHjmTZsmXUrFmT+fPn4+3tTVhYGCVLlgRgxIgR7Nmzh82bN2NsbMzQoUNp37695GDNyMigZcuWWFhYcPr0aaKioujduzdaWlrMmjULUGXflChRggkTJvDzzz/nacvp06fp1q0bs2fP5vPPP2fdunW0bduWixcv5nL2bd++nTNnzmBllXvW261btzJw4EBmzZpFw4YNSU9P5+pV9bqWffv2ZeDAgYwbNw5NzSK5ImT+DYgioFAohFKpfO2SJfemoArwV1vCw8PzlF2/fr0AxOTJk9+4H3Nzc2FgYJBn24ULFwQgevXqVShdcXFxAhBxcXFvbIeMjMynSUZGprh18ZHY8sMFsXiQv9qybOgRcXTddfH80ct32ufRddfV+tk0+7y4cT5aZKRnvNN+/rNEnhViQ08hppgIMdko22IsxPruQtwNECIz8810ruv2Sk989GvFb5yLFr98dVisGH1CnN9zRyS9SM1X9tmDBOlc8F8d8mZ2/Ut437+/SUlJIiQkRCQlJb0X/e+T5s2bC2tra5GQkJCr7fnz59L/d+/eFa1btxb6+vrC0NBQdOrUSURHvzoXJ0+eLNzd3cXy5cuFvb29UCgUko7+/fsLc3NzYWhoKBo0aCCCgoIKtAkQ27dvlz4/ePBAAGLZsmVS+5IlS0SrVq1EsWLFpPu7JUuWCAcHB6GlpSWcnZ3FmjVrculdtmyZaNmypdDT0xMuLi7i9OnT4ubNm6JevXqiWLFiwtPTU9y6dUttu4L02tnZqd2L2tnZSW07duwQlStXFjo6OqJMmTJiypQpIi0tTc2evPYjO5cuXRKAiIiIKHDMIiMjRadOnYSxsbEwNTUVrVu3VrsvTk9PFyNGjBDGxsaiePHiYvTo0aJ3796iTZs2avvy888/q+l1d3dXs+t1xzPrPFizZo2ws7MTRkZGokuXLiI+Pl6SycjIED/88IMoW7as0NbWFjY2NmLGjBmF3pecPH/+XADi6NGjBY5R1ng3a9ZM6OrqijJlyojNmze/0TgKIcSKFSuEq6ur0NbWFhYWFmLIkCFqfWSduzmfUyZPnizCw8MFIC5duiRtc/XqVdGyZUthaGgoDAwMxGeffZbrHMwir+2FUI1p/fr1hZ2dnUhPTxdCCOHr6yuMjY3FwIEDRY0aNXKN15EjR9R0rFq1StSqVUvExsaKYsWKicjIyALHMz9bGjVqJAYPHix99vHxUTvP6tWrJ4YNGyZGjx4tTE1NRalSpXKd+zdu3BB16tQROjo6onz58uLgwYNqY5uz7yNHjghAHDp0SFStWlXo6ekJT09Pcf36dTW906dPFyVKlBAGBgaif//+YuzYscLd3b3A/XRzcxOLFy9WW+ft7S1Kly6d53VTCCEy//6NT0hIEGZmZqJ9+/a5ZHbt2iUAsWHDhnz7rlGjhtr5lZGRIaysrMTs2bOFEELExsYKLS0ttfM4NDRUACIgIEAIIcTevXuFUqlUu14vXbpUGBkZiZSUlFx91qtXTwwfPjzX+s6dO4uWLVuqratZs6YYNGiQ2rr79+8La2trcfXq1VzXlLS0NGFtbS1+//33fPdZCCFSUlKEjo6OOHToUIFyMh8nhb0nKlK63N/Oqdcu71K3vb19kfXlh5OTEwkJCURHR+dqywpLzarNJCMjI/OmKJUKylYuSYcxVekwpiplq5Qg64VWelomV489YO3kM+xdeoWHt2LfSd2mtBT18OzHEfEc/P0af048w2X/e6Qmp+ezpUyhsKkBXf6AYRehxiDQypplUKiinVZ6w++N4dp2yCjCWBci6uxO0BNEpiApPpWzu8JZPe4Ux9aFEfso8bXbyvx3iImJYf/+/QwZMgR9ff1c7VnR4ZmZmbRp04aYmBiOHTuGn58fd+7coUuXLmryt27dYuvWrWzbtk2qldKpUyceP37Mvn37CAwMpEqVKjRq1IiYmMKnkerp6QGq6KgspkyZQrt27QgODqZfv35s376d4cOH880333D16lUGDRokRQ5kZ/r06fTu3ZugoCBcXFzo3r07gwYNYty4cVy4cAEhBEOHDpXkX6f3/PnzgCryKioqSvp84sQJevfuzfDhwwkJCeHXX39l1apVzJw5U82enPuRkxIlSqBUKtmyZUu+qTVpaWl4e3tjaGjIiRMnOHXqFAYGBjRr1kwas3nz5rFq1SpWrlzJyZMniYmJYfv27YU+BlkU5njevn2bHTt2sHv3bnbv3s2xY8f4/vvvpfZx48bx/fffM3HiREJCQli3bh2lSpUq9L7kxMDAAAMDA3bs2EFKSsG18CZOnEiHDh24fPkyPXr0oGvXroSGhha676VLlzJkyBC++OILgoOD2bVrF46Ojnn2FRUVhZubG9988w1RUVGMGjUql8yDBw+oW7cuOjo6HD58mMDAQPr166eWylQYlEolw4cP5+7duwQGBqq1TZkyheDgYLZs2VKgjhUrVtCzZ0+MjY1p3rx5kVLcLly4QGBgIDVr1ixQbvXq1ejr63P27Fl+/PFHpk2bhp+fH6C63rRv3x5tbW3Onj3LsmXLGDt2bKH6Hz9+PPPmzePChQtoamqqfafWrl3LzJkz+eGHHwgMDMTW1palS5cWqC8mJoaQkBCqVasmrXv27BkHDx7M97oJr2Z8PXjwIM+ePcvz2Ldq1QpnZ2fWr1+vtl3WuKemphIYGEjjxo2ldqVSSePGjQkICAAgMDCQtLQ0NRkXFxdsbW0lmYCAACpWrCh9x0A1eVV8fDzXrl0rcP+zExAQoNZPlp6sfkB17Hr16sXo0aNxc3PLpePixYs8ePAApVJJ5cqVsbS0pHnz5rkimbS1tfHw8ODEiROFtk/m30eRYtTCw8PftR0fhHr16hEQEMDBgwfp3bu3WtuBAwckGRkZGZm3xcLBmGZfVCTuSRJXDt8j5HQU6SkZICD88lPCLz+lpL0RHo1tKFu5BEqNor0DSE999aCiqaUk/e8aUC9ikjm5+Sbndofj9pkVlRqWxsBU953s23+S4mWgxY/QYBxc8IWzv0LC3y8sHlyAzX3AxBZqDYbKPUHHsABlb+ZcFJnq8ulpmVw9/oCrJx5QppI5Ho1tsXSU0yTfN112d+Fp0tN/vF9zPXM2fr7xtXK3bt1CCIGLi0uBcv7+/gQHBxMeHi6l/a9ZswY3NzfOnz9P9erVAdVD0Zo1ayhRogQAJ0+e5Ny5czx+/BgdHR0A5s6dy44dO9iyZUuhCukmJiYyYcIENDQ01O63unfvTt++faXP3bp1o0+fPgwePBiAkSNHcubMGebOnauWJtS3b186d+4MwNixY/H09GTixInSjMHDhw9X0zt37twC9Wbtq4mJiVr6ztSpU/n222/x8fEBwMHBgenTpzNmzBgmT56c737kxNramoULFzJmzBimTp1KtWrVaNCgAT169JBSBzdu3EhmZia///679J329fXFxMSEo0eP0rRpU+bPn8+4ceNo3749AMuWLZPuYwtLYY9nZmYmq1atwtBQdU3r1asX/v7+zJw5kxcvXrBgwQIWL14sjU3ZsmX57LPPCr0vOdHU1GTVqlUMHDiQZcuWUaVKFerVq0fXrl2pVKmSmmynTp0YMGAAoHI4+vn5sWjRIpYsWVKovmfMmME333zD8OHDJZ1Z539OLCws0NTUVJtA6OlT9evBL7/8grGxMRs2bJBSJZ2dnQt1PHKS9T2OiIigRo0a0norKyuGDx/O+PHj8y3AffPmTc6cOcO2bdsA6NmzJyNHjmTChAmv/Z2oXbs2SqWS1NRU0tLS+OKLL3I9M+WkUqVK0vfAycmJxYsX4+/vT5MmTTh06BDXr1/nwIEDUrrVrFmz1Gpd5cfMmTOl68S3335Ly5YtSU5ORldXl0WLFtG/f3/p+zZp0iQOHjxIQkL+s/xGRkYihFBL+8q6bpYrV05N1tzcnORkVfmDIUOG8MMPP3Djxg0Aypcvn6d+FxcXSQagXLlyUnrh06dPycjIUHMOAZQqVUpKY46OjkZbWztXuZhSpUpJARLR0dF56shqKyz56cmu44cffkBTU5P//e9/eeq4c+cOoHJ8/vTTT9jb2zNv3jzq16/PjRs3KF781SQmVlZW3L17t9D2yfz7KNJTjJ2d3RstH5q4uDiuX79OVFSU2vq+ffuiqanJzJkz1Qp8BwUFsX79esqXLy/9MMrIyMi8C4xL6FGnizM+s2rj2a4s+sav6ppIUUeTihZ1FPsokdsXn0ifu0yoQeuvPbB1M5PWpSalc8kvkj/GB+C38hpPIl+8/U79l9EzhTojVTPStV0GpbLVLoiNhP3fwk9u4DcJ4h688+7LVi6Bpo6G6sPfDsvt8y6y5fsL3LzwiMzMt4+Ok8mbp0lPeZz4+B9fCuvYKmxkZGhoKDY2Nmp1JV1dXTExMZGiQEB175fldAG4fPkyCQkJUkHarCU8PDxXjc6cdOvWDQMDAwwNDdm6dSsrVqxQcxhkjyzIstHLy0ttnZeXl5p9gJqOrAemihUrqq1LTk6WZgQurN6cXL58mWnTpqnt98CBA4mKilIrCpxzP/JiyJAhREdHs3btWjw9Pdm8eTNubm5S5Mfly5e5desWhoaGUl/FixcnOTmZ27dvExcXR1RUlFp0iaamZqH6zrlPhTme9vb2koMJwNLSksePHwOq8UxJScl30p/X7cuJEyfU+l67di2gqsn08OFDdu3aRbNmzTh69ChVqlTJFY3j6emZ63PWsXxd348fP+bhw4fvdMKioKAg6tSp805qimV9n/NyCo0dO5YnT56wcuXKPLdduXIl3t7emJubA9CiRQvi4uIKVXB/48aNBAUFcfnyZTZt2sTOnTv59ttvC9wmp/Mv5zliY2Oj5tjJedwKo9fS0hJA0hsWFqbmfANyfc5JUlISALq6r3/hdu7cOYKCgqT6VNkp7LX2+vXrtGvXrlCyHxuBgYFSkff8HJOZmaqXmuPHj6dDhw5UrVoVX19fFApFrmLzenp6uQqoy3xa/Curbe3YsUOa6SMrqmrHjh1EREQAKs9x9gvg9u3b6du3Lz4+Pmo/SM7OzkyZMoUJEybg7u5Ohw4dePHiBRs2bABg+fLlKJVFziiUkZGRyRddfS2qeNvh3siGWxcecenQPZ7dV71xe/Gs4Kij2EeJHP4jFF19LSo2KE3pcqYoFAruX1dPUdHQUmLjUhwbl+I8e5jAZf97hJ2NJjNdkJkpuHHuETfOPcK6nAkejW2xczNDUYRC0s8eJJD4IhVrJ5MiR2D969HUBo9u4N4V7hyFgMVw65CqLSUOTi2AgF+gQgfwHAqWlQpUV1g+6+xMfW0lIScfcuXwPV7GqdI+Ht99wcHfr6Gr/+8vmPyxYq5n/lH36+TkhEKheGezlOVMHUlISMDS0jLPWaxeN1HLzz//TOPGjTE2NlZzXOXXV2HJ/jCf9SCU17qsh6GikpCQwNSpU6XIoexkf2At7H4YGhrSqlUrWrVqxYwZM/D29mbGjBk0adKEhIQEqlatKjlcspPX2OWHUqnM9TCclpYm/V/Y45nTYaJQKKTxzEp9zI/X7Yu2trbatPXZIyt0dXVp0qQJTZo0YeLEiQwYMIDJkyfTp0+fAvssbN/v437/dePxJmQ5y8qUKZOrzcTEhHHjxjF16lQ+//xztbaMjAxWr15NdHS0WpHljIwMVq5c+Vqnmo2NjZQyWL58eW7fvs3EiROZMmVKvs6Zgs6Rt+Fdf5eznG7Pnz+XvkuOjo4oFArCwsLUZLMiC7Mf06yotNDQUGrXrp1Lf2hoKK6urvn2raGhkWumuEePHkmRcRYWFqSmphIbG6v2Hcwpk3NGuiydb1I83cLCokBbTpw4wePHj7G1tZXaMzIy+Oabb5g/fz4RERGS4y/7Puvo6ODg4EBkZKSa7piYGMqWLeJkKTL/Ct7ayXT//n0ePHhQYJ503bp137YbNYKCgli9erXausuXL3P58mVAleL2Oi97FuPHj8fe3p758+ezdOlStLW1qVOnDtOnT6dKlSrv1G4ZGRmZnGhoKilXyxLnmhbcD3tOkF8kkddUzqKsqKPL/vdwrFYSj8a2lLA1JOTkQ6JuqaIvwy8/xay0AZUb20ipcVkYmOpI/5tZGdCwV3lqtSlL8NH7XD32gOSXqgeMB2GxPAiLxdSiGO6NbChXywJNLY1C2R//LImNM88jMgWGxXWp1LA0rl5WaOv9K99hvD0KBZRtoFoeh6qcTVc2QUYqZKbDlY2qpUxd8BwGjo1zKnhtFznfmRbksMw6xjLvnsKkrH1Iihcvjre3N7/88gv/+9//cjk8sh5cypcvz71797h3754UzRQSEkJsbGy+D0gAVapUkR5c37RupoWFRb61bvKifPnynDp1SkrBAjh16lSB9r0rvVpaWrnqJVWpUoWwsLA32ofColAocHFx4fTp01JfGzdupGTJkhgZGeW5jaWlJWfPnpXut9PT06WaSlmUKFFCLaI/Pj5erfzF2xzPLJycnNDT08Pf319KW8tOYfalsGPq6uoqvXDO4syZM2qpXGfOnKFy5cqF7tve3h5/f//XztRWWCpVqsTq1avfeobEzMxMFi5cSJkyZaT9ycmwYcNYuHAhCxYsUFu/d+9eXrx4waVLl9DQePW7fvXqVfr27ZvLgfE6NDQ0SE9PJzU1tVARQDnJut5ERUVJTokzZ868sZ6clCtXjvPnz6sd/6waavlRtmxZjIyMCAkJkRxGZmZmNGnShMWLFzNs2LACHcVNmzalePHizJs3L5eTadeuXdy8eZPp06fnua22tjZVq1bF399fSnPMzMzE399fqhtXtWpVtLS08Pf3p0OHDoAqYisyMlKK/vL09GTmzJk8fvxYmpHOz88PIyOjN7o+enp64u/vz9dffy2t8/Pzk/rp1atXnjWbevXqJaUoVq1aFR0dHcLCwqRMoLS0NCIiInJlNl29epWOHTsW2j6Zfx9FfgrYuXMnY8eOlQpk54dCoXjjAnevY8qUKUyZMqXQ8n369CnwTUePHj3o0aPH2xsmIyMjU0QUCoV61NGhe4SdyzvqKDND3c3w7H4Ch1aFqkUhNenvmmdIczEjbWq2dqBKMzvCzkQTdCiSuMeqkPHn0YkcXRvG2V13qFCvNBXrWaNnWPA05TEPX0o1gl7EJHNqyy3O7w7HtY41lRqUxrD4f7juU8ny0OYXaDgJzv0GF1ZA0nNVW/hx1WJeTuWAKiLZD3FBDkvgv+v4+w/zyy+/4OXlRY0aNZg2bRqVKlUiPT0dPz8/li5dSmhoKI0bN6ZixYr06NGD+fPnk56ezuDBg6lXr16BKVeNGzfG09OTtm3b8uOPP+Ls7MzDhw/Zs2cP7dq1e+N0rYIYPXo0nTt3pnLlyjRu3Ji//vqLbdu2cejQofeuN8vx4OXlhY6ODqampkyaNInPP/8cW1tbOnbsiFKp5PLly1y9epUZM2YUuv+goCAmT55Mr169cHV1RVtbm2PHjrFy5UqpGHKPHj2YM2cObdq0Ydq0aZQuXZq7d++ybds2xowZQ+nSpRk+fDjff/89Tk5OuLi48NNPPxEbG6vWV8OGDVm1ahWtWrXCxMSESZMmqTkd3sXx1NXVZezYsYwZMwZtbW28vLx48uQJ165do3///oXal5w8e/aMTp060a9fPypVqoShoSEXLlzgxx9/pE2bNmqymzdvplq1anz22WesXbuWc+fOsWLFikKP45QpU/jyyy8pWbIkzZs358WLF5w6dYphw4YV+phmZ+jQoSxatIiuXbsybtw4jI2NOXPmDDVq1MhV8yfnPkdHR5OYmMjVq1eZP38+586dY8+ePWrHLOfYT506lSFDhqitX7FiBS1btsTd3V1tvaurKyNGjGDt2rW5tsnLlvT0dIKDg1mwYAENGjTI11H3Oho3boyzszM+Pj7MmTOH+Ph4xo8fXyRd2Rk2bBgDBw6kWrVq1K5dm40bN3LlyhUpAikvsgptnzx5Uq2e1ZIlS/Dy8qJatWpMmTKFSpUqoVQqOX/+PNevX6dq1aqAKlLx119/pWvXrnzxxRcMHToUIyMj/P39GT16NB07dpRqxIEq02b27NlSytzIkSPx8fGhWrVq1KhRg/nz5/Py5UvJaWNsbEz//v0ZOXIkxYsXx8jIiGHDhuHp6UmtWrUAlaPL1dWVXr168eOPPxIdHc2ECRMYMmSIVFsNkCIEExISePLkCUFBQWhra0uOqOHDh1OvXj3mzZtHy5Yt2bBhAxcuXOC3334DVM43M7NXpRdA5YC3sLCQzmUjIyO+/PJLJk+ejI2NDXZ2dsyZMwdQ1UvLIiIiggcPHuRyWsl8WhTpjnP//v1SiPC7mA1JRkZGRuYVZlYGNOxdnpptHLh67EGuqKPsKDUVZKarrsPZC0IrXhMRo6WtQYW61rh9ZkX4lacEHYqUoqOSXqRxfnc4Fw/cpVwtCzwa2WBqkc/bvDx+AlKTMwjyi+SK/z3KVi1J5SaqCKz/LIaloNFEVe2moHVwZgnEqApk8jSs4G2LQE6HZfDRByTGpVCxfu4HOJlPGwcHBy5evMjMmTOlWbBKlChB1apVpZmXFAoFO3fuZNiwYdStWxelUkmzZs1YtGhRgboVCgV79+5l/Pjx9O3blydPnmBhYUHdunVzFZB9W9q2bcuCBQuYO3cuw4cPp0yZMvj6+lK/fv33rnfevHmMHDmS5cuXY21tTUREBN7e3uzevZtp06bxww8/oKWlhYuLS57ROwVRunRp7O3tmTp1KhERESgUCunziBEjAChWrBjHjx9n7NixtG/fnhcvXmBtbU2jRo2kB/2sY+vj44NSqaRfv360a9dOrd7ouHHjCA8P5/PPP8fY2Jjp06erRTK9q+M5ceJENDU1mTRpEg8fPsTS0pIvv/yy0PuSEwMDA2rWrMnPP//M7du3SUtLw8bGhoEDB/Ldd9+pyU6dOpUNGzYwePBgLC0tWb9+vfQQXZi+fXx8SE5O5ueff2bUqFGYm5u/VbSFmZkZhw8fZvTo0dSrVw8NDQ08PDxy1QHLSdbDd7FixbCzs6NBgwb89ttvr43y8vHxYd68eYSEhACqdKc9e/awbt26XLJKpZJ27dqxYsWKAp1MWbZoaGhgaWlJixYtcs2i+CYolUq2b99O//79qVGjBvb29ixcuJBmzZoVWSeonIh37txh1KhRJCcn07lzZ/r06ZMrlSwnAwYMYODAgfz4449SymTZsmW5dOkSs2bNYty4cdy/fx8dHR1cXV0ZNWqUNFEAQMeOHTly5AgzZ86kTp06JCcn4+TkxPjx4/n666/VXvaFhYWpfSe7dOnCkydPmDRpEtHR0Xh4eLB//36179vPP/+MUqmkQ4cOpKSk4O3tzZIlS6R2DQ0Ndu/ezVdffYWnpyf6+vr4+Pgwbdo0tf3MHgEXGBjIunXrsLOzk0rN1K5dm3Xr1jFhwgS+++47nJyc2LFjBxUqVOBNmDNnDpqamvTq1YukpCRq1qzJ4cOHMTU1lWTWr19P06ZNP4q6zTLvD4Uogpeobt26nDx5UvriFKRCoVDkOy3rp0R8fDzGxsbExcUV2bsvIyMjkxdpqRmEBUQR5H9PijrKosuEGqQmpxPkF0n4laeS06ftyMpYO5vmoS1/HkXEE3QoktsXn+Sawcy+ohkejW2xcjZRu2mKuPKUPUuuAOBcoxSaWkrCzj4iI109dc/a+e+6TxWKVvfpkyIzA8L2qVLpIgPU28aEQ7HieW/3N/t+DebOJVWB9z7fe6FvolOg/KfO+/79TU5OJjw8nDJlyhQpPURG5kPQp08fYmNjc6WUfaooFAq2b9+e7wxrMv89mjRpgoWFBX/88Ue+MkIIatasyYgRI+jWrds/aN1/k9TUVJycnFi3bt1rna0yHyeFvScqUiTTpUuXpIeMEiVKULNmTYyNjfMN4ZSRkZGRKTpa2hpUqFcatzrWalFHRua6mFoUQ0NTiZWjCbGPErl+JgpdfS0sHU3euJ9S9kZ4D6hA/LMkrhy5T8jJh6Qlq14SRAQ/IyL4GSVsDfFobEPZqiXR0FCqBTKZWupTrbk9NduUJfjY33WfEv6OwLoRy4Mb2eo+1bRAU/s/+puh1IDyn6uW+4EQsAiu7wHnZq91MAF5Ro/JyMjIyMj8V0lMTGTZsmV4e3ujoaHB+vXrOXTokDRLY34oFAp+++03goOD/yFL/9tERkby3XffyQ6m/wBvVaDB3NycK1euSIXGZGRkZGTeHwqlAgePEjh4lOBlbAraeppoaL6aEcekVDFqtXn72TqMzPT4rKMT1VuWIeTEQ64cuUfCc9XkDk8iX+C3MoSA7bep1MCGYsa5azYVM9KmZisHqnrbcf1MNJf97xH7SDVVrVrdp7rWVKhXmmJGBdd9+qQpXRU6rQI59VxGRkZGRqZIZKV7zpw5k+TkZMqVK8fWrVsLVffHw8MDDw+P92+kDI6Oju9lwgSZj48iOZkqVKjAuXPnqFy5suxgkpGRkfkA/BMpUjp6mlRuakulRqW5HfiYoEP3eBL5AoCE5ymc3nZLbTK0nHXGNbPVfYq4+owgv0ge3owF/q77tCeCiwciVXWfGhdQ9+m/QB5F2gu33bs1Q0ZG5tNg1apVH9qEfxS5Rux/Gz09vbeeCEBGRubdUSQnU//+/Tl79ixXr14lJSVFrXq9jIyMjMynhYaGEucaFjhVL8XDG7EEHYokIviZqrEQ9/UKpYIylcwpU8mcx3fjCTp0j1uBjxGZgoz0TEJOPiTk5EPs/q77ZJ2j7pOMjIyMjIyMjIyMzL8D5etFctO/f3+aNm1KVFQUHTp04ObNm+/aLhkZGRmZjwyFQoF1OVNaDnGn+5SauNaxQkPr1c+IvvHrXziUtDOiaX83es3wxL2xDVq6r+oy3Q1+xs6fL7F59gVunIsmIyOzAE0yMjIyMjIyMjIyMh8bRZpdzsHBgeTkZKKjo6W3zQYGBpiZmeXuQKHg9u3bb2/pR448u5yMjMx/kaQXqVwPiEYIgXtDGzWnU2FISUon5ORDrhx+VfcpCwNTHSo1sMG1jhU6em9VQvCTYu/SK4RffgpAnx+8CuXc+5SRZ5eTkZGRkZGRkXn/vNfZ5SIiIlAoFCgUCikH+sWLF7x48SKXrJzyICMjI/PpomeoTeWmtkXeXkdPk8pNbKnUsDS3Lz4myC933afze8Nx9bKiUsPSGJnpvSvTZWRkZGRkZGRkZGTeMW/9arggJ5JchE9GRkZGpjBoaChxrm6BU7VSPLwZS9Che0RcUUXrpCVncNn/HleO3KdslRJ4NLallL0cMSojIyMjIyMjIyPzsVFkJ5PsQJKRkZGRedcoFAqsnU2xdjblefRLLvvf4/qZaDLSMhGZglsXHnPrwmMsHY3xaGxLmUrmKJRyxKyMjIyMjIyMjIzMx0CRCn9nZmYWesnIyHjXNsvIyMjI/AcwtdCnfg8XfGbVpkarMugZakltUbfi2LcsmLVTznD12H3SUuXfGhmZ/xqrVq3CxMTkQ5uRC3t7e+bPn/+hzfggTJkyBQ8Pj0LLf6zH8G151+dAnz59aNu27TvT96H5GL4jn9qYfopMnDiRL7744kOb8Z+hVq1abN269Z3oKpKTSUZGRkZG5p9Cz1Cb6i3L0HtWbRr0dMHUopjUFvc4iWPrb7Bm3GnO7rpDYnzqB7RURubjok+fPlINTS0tLcqUKcOYMWNITk5Wk1MoFOjq6nL37l219W3btqVPnz659AYEBKChoUHLli0LZUf9+vUlO7IvX375ZZH3TebdsH79ejQ0NBgyZMgbb6tQKNixY4faulGjRuHv719oHV26dOHGjRvS5zd1Ur0J9vb20rmnr69PlSpV2Lx583vp612zYMECVq1a9d77mTJlSq7vqYuLi5qMvb09R48ezVdH9tq9CoUCMzMzmjZtyqVLl96z9TLvkvf5XSwM0dHRLFiwgPHjx+daP3z4cBwdHdHV1aVUqVJ4eXmxdOlSEhMT1WRPnz5NixYtMDU1RVdXl4oVK/LTTz8VKgjml19+wd7eHl1dXWrWrMm5c+fU2pOTkxkyZAhmZmYYGBjQoUMHHj16pCbzv//9j6pVq6Kjo5PvWAohmDt3Ls7Ozujo6GBtbc3MmTPVZNauXYu7uzvFihXD0tKSfv368ezZM6k9LS2NadOmUbZsWXR1dXF3d2f//v1qOo4fP06rVq2wsrLK89oNMGHCBL799lsyM99+dmfZySQjIyMj869AU0sD18+s6DapJi2HVMK6nKnUlvwyjQt7I1j93SkOrwnl2cOED2ipjMzHQ7NmzYiKiuLOnTv8/PPP/Prrr0yePDmXnEKhYNKkSYXSuWLFCoYNG8bx48d5+PBhobYZOHAgUVFRasuPP/74Rvsi8+5ZsWIFY8aMYf369bmcj0Uhv9mm80NPT4+SJUu+db+FZdq0aURFRXHp0iWqV69Oly5dOH36dJ6yqakfz0sLY2Pjfyziy83NTe17evLkySLpOXToEFFRURw4cICEhASaN29ObGzsuzVW5qOnqN+j33//ndq1a2NnZyetu3PnDpUrV+bgwYPMmjWLS5cuERAQwJgxY9i9ezeHDh2SZLdv3069evUoXbo0R44c4fr16wwfPpwZM2bQtWvXAkv/bNy4kZEjRzJ58mQuXryIu7s73t7ePH78WJIZMWIEf/31F5s3b+bYsWM8fPiQ9u3b59LVr18/unTpkm9fw4cP5/fff2fu3Llcv36dXbt2UaNGDan91KlT9O7dm/79+3Pt2jU2b97MuXPnGDhwoCQzYcIEfv31VxYtWkRISAhffvkl7dq1U3Psvnz5End3d3755Zd8bWnevDkvXrxg3759+coUGlEIdu7cKXbu3CkuXLhQGHEhhBCbN28WU6dOFVOnTi30Nv9m4uLiBCDi4uI+tCkyMjIy/xke340XB1deFUu+OiwWD/JXW3YtvCQiQ5+JzMzMD23mO2XPksvSPr6MS/nQ5nxw3vfvb1JSkggJCRFJSUnvRf/7xMfHR7Rp00ZtXfv27UXlypXV1gFi1KhRQqlUiuDgYGl9mzZthI+Pj5rsixcvhIGBgbh+/bro0qWLmDlz5mvtqFevnhg+fHi+7eHh4QIQW7duFfXr1xd6enqiUqVK4vTp02pyvr6+wsbGRujp6Ym2bduKuXPnCmNjYzWZJUuWCAcHB6GlpSWcnZ3FmjVrcu3r8uXLRdu2bYWenp5wdHQUO3fuVOsjp87t27eLnLfMu3btEtWqVRM6OjrCzMxMtG3bVmqzs7MTP//8s/T5+fPnon///sLc3FwYGhqKBg0aiKCgIKn91q1bonXr1qJkyZJCX19fVKtWTfj5+an198svvwhHR0eho6MjSpYsKTp06CC1ZWRkiFmzZgl7e3uhq6srKlWqJDZv3pzveGdx584doaenJ2JjY0XNmjXF2rVrc8msWLFCuLq6Cm1tbWFhYSGGDBki7SMgLXZ2dkIIISZPnizc3d2FEEIcOHBA6OjoiOfPn6vp/N///icaNGgghFAfb19fXzWdgPD19RV9+/YVLVu2VNORmpoqSpQoIX7//ffX7mcWOY9LWlqaKFasmPj222+l9mnTpolevXoJQ0ND6dzfsmWLNAZ2dnZi7ty5anofPXokPv/8c6Grqyvs7e3Fn3/+qdZX1vl96dIlaZvnz58LQBw5ckRad/XqVdGyZUthaGgoDAwMxGeffSZu3bolhMj9Xa5Xr54YNmyYGD16tDA1NRWlSpUSkydPVrMrNDRUeHl5CR0dHVG+fHnh5+cnALF9+/Z8xyj78StoHLPbnZO89vfUqVMCEPv375d0zJw5U/Tt21cYGBgIGxsb8euvv6rpuXLlimjQoIHQ1dUVxYsXFwMHDhQvXryQ2o8cOSKqV68uihUrJoyNjUXt2rVFRESE2n4sW7ZMlC5dWujp6YlOnTqJ2NhYafusMZ0zZ46wsLAQxYsXF4MHDxapqamSTExMjOjVq5cwMTERenp6olmzZuLGjRtSe9b5+9dffwlnZ2ehp6cnOnToIF6+fClWrVol7OzshImJiRg2bJhIT09/Y7379+8XLi4uQl9fX3h7e4uHDx9KMhkZGWLq1KnC2tpaaGtrC3d3d7Fv3z61MYyMjBSdOnUSxsbGwtTUVLRu3VqEh4e/dgzz+y4K8frrWdbYL1++XNjb2wuFQiGEUPkGKlSoIB3PRo0aiYSEhHzOIiHc3NzE4sWL1dZ5e3uL0qVL57td1v1eQkKCMDMzE+3bt88ls2vXLgGIDRs25Nt3jRo1pGudEKqxtrKyErNnzxZCCBEbGyu0tLTUrrOhoaECEAEBAbn05fe9CgkJEZqamuL69ev52jJnzhzh4OCgtm7hwoXC2tpa+mxpaZlrrNq3by969OiRp86CrgN9+/YVPXv2zNeewt4TFSqSqW3btrRr144ffvhBbf2QIUNwcHCgbNmyubbZuHEjU6ZMYerUqW/k9JKRkZGRkSksJWwNadLXjV4zPanc1BZtvVfzWURei2HX/CA2zjzP9TNRZKS/ffjvh+LaiQesHHOSvUuv8CLm7aMNZP6bXL16ldOnT6OtrZ2rzcvLi88//5xvv/22QB2bNm3CxcWFcuXK0bNnT1auXPnOJoMZP348o0aNIigoCGdnZ7p160Z6ejoAZ8+epX///gwdOpSgoCAaNGjAjBkz1Lbfvn07w4cP55tvvuHq1asMGjSIvn37cuTIETW5qVOn0rlzZ65cuUKLFi3o0aMHMTExhbZzz549tGvXjhYtWnDp0iX8/f3V3jznpFOnTjx+/Jh9+/YRGBhIlSpVaNSokdRnQkICLVq0wN/fn0uXLtGsWTNatWpFZGQkABcuXOB///sf06ZNIywsjP3791O3bl1J/+zZs1mzZg3Lli3j2rVrjBgxgp49e3Ls2LEC98PX15eWLVtibGxMz549WbFihVr70qVLGTJkCF988QXBwcHs2rULR0dHAM6fPy/piIqKkj5np1GjRpiYmKjV+MjIyGDjxo306NEjl3yXLl345ptv1CJpunTpwoABA9i/fz9RUVGS7O7du0lMTCwwQuB1aGpqoqWlpRZpMXfuXNzd3bl06RITJ04kMDCQzp0707VrV4KDg5kyZQoTJ05US13r06cP9+7d48iRI2zZsoUlS5aoRTwUhgcPHlC3bl10dHQ4fPgwgYGB9OvXTzr/82L16tXo6+tz9uxZfvzxR6ZNm4afnx+gGue2bdtSrFgxzp49y2+//ZYr7Sg/bt68iZWVFQ4ODvTo0UM6D98GPT09QD2qZd68eVSrVo1Lly4xePBgvvrqK8LCwgBV1IW3tzempqacP3+ezZs3c+jQIYYOHQpAeno6bdu2pV69ely5coWAgAC++OILtVnPb926xaZNm/jrr7/Yv3+/1E92jhw5wu3btzly5AirV69m1apVuY7thQsX2LVrFwEBAQghaNGiBWlpaZJMYmIiCxcuZMOGDezfv5+jR4/Srl079u7dy969e/njjz/49ddf2bJlyxvrnTt3Ln/88QfHjx8nMjKSUaNGSe0LFixg3rx5zJ07lytXruDt7U3r1q25efMmoEqh8vb2xtDQkBMnTnDq1CkMDAxo1qwZqampBY5hft9FeP31LGvst27dyrZt2wgKCiIqKopu3brRr18/QkNDOXr0KO3bt8/3tyMmJoaQkBCqVasmrXv27BkHDx5kyJAh6Ovr57ld1vE/ePAgz549UxuvLFq1aoWzszPr169X2y7ruKemphIYGEjjxo2ldqVSSePGjQkICAAgMDCQtLQ0NRkXFxdsbW0lmcLw119/4eDgwO7duylTpgz29vYMGDBAbSw9PT25d+8ee/fuRQjBo0eP2LJlCy1atJBkUlJS0NXVVdOtp6dXpCjEGjVqcOLEiTfeLhcFuqD+RqFQCKVSKTp16qS2vmPHjlJbTgpq+xSRI5lkZGRkPjwpSWki6FCkWP3dqVyRTb5jTogL+8JFUkLq6xV9ZKydHJBrf+RIJhUfKpLpTvsO4kbdev/4cqd9h3wszY2Pj4/Q0NAQ+vr6QkdHRwBCqVSKLVu2qMnx91vNa9euCQ0NDXH8+HEhRN6RTLVr1xbz588XQqgiQczNzQuMahBCFXWhpaUl9PX11ZY///xTCPEq8iF7VMq1a9cEIEJDQ4UQQnTr1k20aNFCTW+XLl3Uoo5q164tBg4cqCbTqVMnte0AMWHCBOlzQkKCAKQIgMJEMnl6eub7hlgI9YiZEydOCCMjI5GcnKwmU7Zs2VyRG9lxc3MTixYtEkIIsXXrVmFkZCTi4+NzySUnJ4tixYrlivrq37+/6NatW776MzIyhI2NjdixY4cQQognT54IbW1tcefOHUnGyspKjB8/Pl8d5PE2POcb++HDh4uGDRtKn3NGN+Uc7/ze+Lu6uooffvhB+tyqVSvRp0+ffG3Li+zHJSUlRcyaNUsAYvfu3VJ79og0IYTo3r27aNKkidq60aNHC1dXVyGEEGFhYQIQ586dk9qzIhreJJJp3LhxokyZMmpRNNnJK5Lps88+U5OpXr26GDt2rBBCiH379glNTU0RFRUltRcmkmnv3r1i06ZN4vLly2L//v3C09NT2Nra5nnu5UfO/X3+/Llo166dMDAwENHR0UII1Vhnj5bIzMwUJUuWFEuXLhVCCPHbb78JU1NTtYiVPXv2CKVSKaKjo8WzZ88EII4ePZqnDZMnTxYaGhri/v370rp9+/YJpVIpjYmPj4+ws7NTizDq1KmT6NKlixBCiBs3bghAnDp1Smp/+vSp0NPTE5s2bRJCvIq+y4o4E0KIQYMGiWLFiqlFXXl7e4tBgwa9ld5ffvlFlCpVSvpsZWWVK5K0evXqYvDgwUIIIf744w9Rrlw5tWjulJQUoaenJw4cOFCoMcz5XSzM9Wzy5MlCS0tLPH78WGoPDAwUgBRp9jouXbokABEZGSmtO3PmjADEtm3b1GTNzMyk35QxY8YIIYT4/vvvBZArijKL1q1bi/Lly0ufy5UrJ+l98OCBAHJdU0ePHi1q1KghhBBi7dq1QltbO5fe6tWrSzZkJ7/r2qBBg4SOjo6oWbOmOH78uDhy5Ijw8PCQIj2z2LRpkzAwMBCampoCEK1atVK7VnTr1k24urqKGzduiIyMDHHw4EGhp6eXp41CFBzJtHPnTqFUKkVGRkae7e80kklGRkZGRubfgLauJu6NbOg5rRbeAytQ0t5IansZl8qZHXdY/d1pTmy8QfzTpA9o6Zvxb47C+lRJf/qU9EeP/vnl6dM3srNBgwYEBQVx9uxZfHx86Nu3Lx06dMhT1tXVld69e+cbzRQWFsa5c+fo1q0boIoE6dKlS64ImLzo0aMHQUFBakvr1q3VZCpVqiT9b2lpCSBFhISGhlKzZk01eU9PT7XPoaGheHl5qa3z8vIiNDQ033709fUxMjJ6o8iToKAgGjVqVCjZy5cvk5CQIBWHzVrCw8O5ffs2oIpkGjVqFOXLl8fExAQDAwNCQ0OlCJImTZpgZ2eHg4MDvXr1Yu3atVKB21u3bpGYmEiTJk3U9K9Zs0bSnxd+fn68fPlSehtubm5OkyZNWLlyJaAa94cPHxZ6lXEztgAATwVJREFUP/OjR48eHD16VKrdtXbtWlq2bPnG9YUGDBiAr68vAI8ePWLfvn3069fvje0ZO3YsBgYGFCtWjB9++IHvv/9erYB99sgJyP+cunnzJhkZGYSGhqKpqUnVqlWldhcXlzfev6CgIOrUqYOWltbrhf8m+3kMqu9M1nkcFhaGjY0NFhYWUntB0XZZNG/enE6dOlGpUiW8vb3Zu3cvsbGxbNq0KV/5rHPOzc1Nra127doYGBhgamrK5cuX2bhxI6VKlcrTfoVCgYWFhdr33d3dXS1ixcvLi8zMTMLCwihevDh9+vTB29ubVq1asWDBArVINwBbW1usra2lz56entL2Wbi5uaGhoZHnGGYd2+zXHTMzM8qVK6d2TSlWrJhaVk+pUqWwt7fHwMBAbd3b6s1uW3x8PA8fPizwenf58mVu3bqFoaGhdIyKFy9OcnIyt2/fLtQY5qQw1zMAOzs7SpQoIX12d3enUaNGVKxYkU6dOrF8+XKeP3+ebz9JSar7s5zROXlx7tw5goKCcHNzIyUlRa1NFDLK9vr167Rr165Qsu+SzMxMUlJSWLNmDXXq1KF+/fqsWLGCI0eOSOdpSEgIw4cPZ9KkSQQGBrJ//34iIiLUJs5YsGABTk5OuLi4oK2tzdChQ+nbty9K5Zu7evT09CS73gbN14vIyMjIyMj8u1BqKHGsWpKyVUoQdTuOIL9Iwq88BQHpKRlcOXKf4KP3cahcAo/Gtlg4GH9okwuNmbUBzx4kUMLWED3Dwj+QyLxbNM3N/xX96uvrSylOK1euxN3dnRUrVtC/f/885adOnYqzs3OeM8+sWLGC9PR0rKyspHVCCHR0dFi8eDHGxvl/j4yNjSU78iP7A3ZW2sO7mOWmoH6y+srqR6lU5nowyZ7CAq9SfwpDQkIClpaWec7GleWIGDVqFH5+fsydOxdHR0f09PTo2LGjlFpkaGjIxYsXOXr0KAcPHmTSpElMmTKF8+fPk5CgmuRgz549ag/UADo6OvnatWLFCmJiYtT2JTMzkytXrjB16tQ32seCqF69OmXLlmXDhg189dVXbN++vUizpGU5PwMCAjh9+jRlypShTp06b6xn9OjR9OnTBwMDA0qVKqWWXgXkm4bzNmQ96GU/r97mnMqioPP4XWFiYoKzszO3bt3Ks/3333+XHAI57dm4cSOurq6YmZnl6XR7W/t9fX353//+x/79+9m4cSMTJkzAz8+PWrVqFVrHuxjDvHS8L72FdZqA6tpTtWpV1q5dm6stywH0pmNYmOsZ5P4eaWho4Ofnx+nTpzl48CCLFi1i/PjxnD17ljJlyuTSZf7379zz588lWx0dHVEoFGpOQgAHBwdA/Tvk7OwMqBx6tWvXzqU/NDQUV1fXPPfR3NwcDQ2NXDPFPXr0SHLaWlhYkJqaSmxsrNp+Z5cpDJaWlmhqakr2ApQvXx6AyMhIypUrx+zZs/Hy8mL06NGAyjmrr69PnTp1mDFjBpaWlpQoUYIdO3aQnJzMs2fPsLKy4ttvv5XG5k2IiYlBX1//rX8DZCeTjIyMjMwni0KhwMrRBCtHE2IfJXL58D2un44iPS0TIeD2xSfcvvgECwdjPJrYUMa9BEql4vWKPxB6hlp0mVCdF8+SKWasnesBSeafo8zWLa8X+shQKpV89913jBw5ku7du+d5E2ljY8PQoUP57rvv1N6ip6ens2bNGubNm0fTpk3Vtmnbti3r169Xe7P6rilfvjxnz55VW3fmzJlcMqdOncLHx0dad+rUqXwfJvKiRIkSvHjxgpcvX0oPSkFBQWoylSpVwt/fn759+75WX5UqVYiOjkZTUxN7e/s8ZU6dOkWfPn2kN+kJCQlERESoyWhqatK4cWMaN27M5MmTMTEx4fDhwzRp0gQdHR0iIyOpV69eofbx2bNn7Ny5kw0bNqhFn2RkZPDZZ59x8OBBmjVrhr29Pf7+/jRo0CBPPVpaWoWaCrxHjx6sXbuW0qVLo1Qq1SKHcqKtrZ2nTjMzM9q2bYuvry8BAQGFGvu8MDc3f62zMztZ51R2Tp06hbOzMxoaGri4uJCenk5gYCDVq1cHVFFE2WdRy3pIjoqKonLlykDe59Tq1atJS0t7o2im/ChXrhz37t3j0aNHUvRQXnWzXkdCQgK3b9+mV69eebbndGxmx8bGJs+6vYWhfPnyrFq1Su17eOrUKZRKJeXKlZPkKleuTOXKlRk3bhyenp6sW7dOcpBERkby8OFDySl+5syZXNu/zob09HTOnj0rOSqePXtGWFjYG11T3odeIyMjrKysOHXqlNr3/tSpU1LEWpUqVdi4cSMlS5bEyMgoP1X5jmFe38XCXM/yQ6FQ4OXlhZeXF5MmTcLOzo7t27czcuTIXLJly5bFyMiIkJAQyQFjZmZGkyZNWLx4McOGDSvQIdy0aVOKFy/OvHnzcjmZdu3axc2bN5k+fXqe22pra1O1alX8/f1p27YtoHLA+/v7SzXBqlatipaWFv7+/lJkcFhYGJGRkbkibAvCy8uL9PR0bt++LX1Xbty4ASDNqpeYmIimprrLJiv6LqfTUVdXF2tra9LS0ti6dSudO3cutC1ZXL16VbpOvQ1yupyMjIyMzH8Ck1LFqNetHD6zvajZ2oFiRq+KH0ffiWP/r1dZO/kMV47cJy3l9Q9OHwqFQoGRuR6aWhqvF5aRyUGnTp3Q0NAocBrjcePG8fDhQ7XpoHfv3s3z58/p378/FSpUUFs6dOjw2pS5xMREoqOj1ZaC0iVykvW2fe7cudy8eZPFixezf/9+NZnRo0ezatUqli5dys2bN/npp5/Ytm1bnsVf86NmzZoUK1aM7777jtu3b7Nu3bpckTeTJ09m/fr1TJ48mdDQUIKDg3NNjpNF48aN8fT0pG3bthw8ePD/7d13eFTV2v//z6QHQgok1ISQAEZEBBGCSIkIAQQpCoKAVFGPinAUzsHzKIJ6FI/C14IIesQgIoqPgqIU6VVEOlKlJNQAYiCRDpn1+4Nf5mGSSWNPCsn7dV25yOy19lr3WnvvDLmz9xolJSXp559/1osvvqgNGzZIkmrXru1YIHfr1q3q3bu3010PP/74o95//31t2bJFBw8e1LRp02S32xUTE6Ny5cppxIgReu655/TZZ59p//792rRpkyZMmKDPPvvMZUyff/65KlSooB49ejgdx/r166tDhw6OYzlmzBiNHz9e77//vvbu3etoN0NGEiq3Y9mnTx9t2rRJr7/+urp3757jHVY1atRQYmKitmzZolOnTjk9sjF48GB99tln2rVrl1MisSANHz5cS5Ys0Wuvvabff/9dn332mT744APHORUTE6P27dvrySef1Lp167Rx40YNHjzYKYHr7++vu+++W2+++aZ27dqlFStW6KWXXnLqZ8iQIUpLS9MjjzyiDRs2aO/evfr888+z3LWRV/Hx8apZs6b69++vbdu2ac2aNY4+c/rjxIgRI7RixQrHefrggw/K09PT8YhsYenTp4/8/PzUv39/bd++XcuWLdOzzz6rvn37qlKlSkpMTNS//vUvrV27VgcPHtTChQu1d+9ex10gkhz7b926VatWrdLQoUPVo0ePPN9pUrt2bXXp0kWPP/64Vq9era1bt+rRRx9VtWrV1KVLlxsem7va/cc//qH//Oc/mjlzpvbs2aMXXnhBW7Zs0bBhwyRdm8PQ0FB16dJFq1atUmJiopYvX66hQ4fqyJEjuc6hq2sxLz/PXFm3bp3eeOMNbdiwQYcOHdKsWbP0xx9/OB2v62UstJ154eoPP/xQV69eVaNGjTRz5kzt2rVLe/bs0fTp07V7925H8qVs2bL66KOP9P333+uJJ57Qtm3blJSUpClTpmjAgAHq3r27UwLm1ltv1ezZsx2vn3/+ef33v/91/Lx56qmndO7cOUdyOygoSI899pief/55LVu2TBs3btTAgQPVtGlTp7vA9u3bpy1btuj48eO6cOGC41HxjLtU27Rpo4YNG2rQoEHavHmzNm7cqCeffFLx8fGO5FqnTp00a9YsTZo0SQcOHNCaNWs0dOhQxcbGOhKo69at06xZs3TgwAGtWrVK7du3l91u1z//+U9HLGfPnnX0L8lxbDMv7L9q1aosf0i6ITmu2PT/y1jAu2PHjubgwYOOrw4dOjjKDh06lG1ZacDC3wBwc7l6Od3sXHPUzHjllywLav/3uRXm59n7zNkzF3NvqBBMe/HaQuZTRqws6lCKnaJa+PtmkHmx4Axjx441YWFhjkV15WIR0IxFkTMW/n7ggQeyLLydYd26dUaS2bp1q8vyuLi4LB+HLcm0a9fOGJP3j3ifMmWK4+PIO3XqZMaNG5dlke4PP/zQREdHG29vb3PLLbeYadOmOZW7GmtQUJDj47mNubbQd61atYy/v7954IEHzMcff2wy/5f522+/NQ0aNDA+Pj4mNDTU6aOyr19g2hhj0tLSzLPPPmuqVq1qvL29TUREhOnTp49jUdvExETTqlUr4+/vbyIiIswHH3xg4uLizLBhw4wx1xbbjYuLMyEhIcbf39/ccccdZubMmY727Xa7effdd01MTIzx9vY2YWFhpl27dmbFihUuj0e9evUciwNnNnPmTOPj42P++OMPY4wxkydPdrRbpUoV8+yzzzrqzpkzx9SqVct4eXmZyMhIY0z2C9zGxsYaSWbp0qVO2zMv/H3x4kXTrVs3Exwc7PSx6RnjjIyMdHkeZiyUnJPMxyWv5d9884257bbbjLe3t6levbp5++23ncqTk5NNx44dja+vr6levbqZNm1alrZ27txpmjZtavz9/U2DBg3MwoULs5zfW7duNW3btjVlypQx5cqVMy1atDD79+83xrhe+Dvj/MiQeaH+Xbt2mWbNmhkfHx9z6623mh9++MFIMgsWLMh2Dnr27GmqVKlifHx8TLVq1UzPnj2dFp/OC1fXc2au5rp+/fpm9OjRjtfbtm0zrVq1cnzk/eOPP+5YTPv48eOma9eujlgjIyPNyy+/7FisOOM8/PDDD03VqlWNn5+f6d69u0lJSXG07+rn47Bhw0xcXJzjdUpKiunbt68JCgoy/v7+pl27dub33393lLv6oABX10Dmvm6k3cwfQJCenm7GjBljqlWrZry9vU39+vUdH2CQITk52fTr18+EhoYaX19fEx0dbR5//HGTmpqa6xxmdy3m9vPM1fh37txp2rVrZ8LCwoyvr6+55ZZbHB9skJ158+aZatWqZVmA+tixY2bIkCEmKirKeHt7m4CAABMbG2vefvttc+7cOae6K1euNO3atTOBgYHGx8fH1K1b14wbN85psXdjTJafNcYYM2HCBFO9enXj4+NjYmNjzS+//OJUfuHCBfP000+bkJAQU6ZMGfPggw86LbRvTPbvfYmJiY46R48eNQ899JAJCAgwlSpVMgMGDDB//vmnUzvvv/++ue2224y/v7+pUqWK6dOnj9Oi9suXLzd16tQxvr6+pkKFCqZv377m6NGjTm0sW7bMZSzX/8w4cuSI8fb2NocPH856QK4bd17+T2QzJveHOz08PLLNemfs7qrcGCObzZanW2lvdmlpaQoKClJqamqOtyQCAIoXY4wO70zRlsWHdHiX81/jPTxtuqVxJTWIr64K1QKyaaHgff7Sz0o7dVH+5bw16O38r0NSkhX0++/FixeVmJioqKioPC1CCqBgnD17VtWqVVNCQoIeeughp7LRo0drxYoVLteKwTVr1qxR8+bNtW/fvht+jO1mMWbMGH333XdZHkvEzcMYoyZNmui5554r9DvpSquRI0fq9OnT+vjjj7Otk9f/E+VrTaac8lF5yFUBAFDs2Gw2Va9bQdXrVtCpI2e1dfEh/b7+hOzpRvZ0o92/HNfuX44rok6IGrSprojbyrMWEgAUErvdrlOnTmn8+PEKDg7O8qmEkjR//nx98MEHRRBd8TV79mwFBASodu3a2rdvn4YNG6ZmzZqV+AQTSgabzaaPP/5Yv/32W1GHUmpUrFjR5RpZNyJfSab8/qeaxBMA4GYSGh6g1gNu091da2rb8iPasfKoLp2/Kkk6vOu0Du86rfJVy6pBmwjd0riyPL0LZ2lD3k4BlFaHDh1SVFSUwsPDNXXq1CyL4ErXPsYczv766y+NHDlShw4dUmhoqNq0aaPx48cXdVhAnjVo0EANGjQo6jBKjeHDh7utrTw/LnfDHfC4HADgJnX54lXtXntcW5ccUtqpi05lZQJ9VK9VuG5vWU1+Za1/GlBOpr34s/76k8flXOFxOQAAgILn1sflrv+ECwAASgsfPy/d0Spct8dVU+LWP7Rl0WEdP5AqSTqfdlnrvj+gjfOTVKdpFd3ROkLBFcsUbEA8pgcAAIBiLF+PywEAUBp5eNhU886KqnlnRR0/kKotiw/pwOY/ZIx09bJdv604qt9WHlV0/TA1aBOhyjWDWLcJAAAApQ5JJgAA8qFydJDaP1FPqX9c0Nalh7Xr52RdvZQuGenAlj90YMsfqhQVqAZtqiu6Qag8PN2wbhNrMgEAAOAmQJIJAIAbEBTmr5Y9b1HsA1HaufqYti09rHOplyVJJxLT9NN/t6tcBT/Vvy9CdZpVkY8fb7kAAAAo2fgfLwAAFviV9VbDdpGq3zpC+zac0OZFh/Xn0bOSpL/+vKjV/7tXv/6YqLotquqOVhEKCPEt4ogBAACAgkGSCQAAN/D08lDM3VV0S5PKOrL7tLYsPqRDO1IkSZcvXNXmhYe0dfFh1WpcUQ3aVFdYRLl898EqTwAAACjO3LBQBAAAyGCz2RRRp7w6PdtAj7wcqzr3VJGH17X0kN1u9Pu6E/r69fX67p3NSvrtlIw99wWXDIsyoQDYbDZ99913ea6/fPly2Ww2nTlzJts6U6dOVXBwsKW4kpKSZLPZtGXLFkvt3KzGjBmjBg0a5Lm+O+Y8J3379tUbb7xRYO3j/0yePFmdOnUq6jAAwBKSTAAAFJAKVQN0X7866vf6PWrUoYZ8y/7fDcRH95zW3Inb9OWr67RzzTFdvZJehJGiJBowYIC6du2abXlycrLuv//+PLd3zz33KDk5WUFBQZbiypzcunLlinr16qVq1app+/btioiIUHJysm6//XZL/RSWL7/8Up6ennrmmWfyva+rRN+IESO0ZMmSPLfRs2dP/f77747X+U1S5WTr1q2aN2+ehg4d6rR93759GjRokKpXry5fX19Vq1ZNrVu31hdffKGrV6861f3xxx8VFxencuXKqUyZMmrcuLGmTp2aa9/GGL388suqUqWK/P391aZNG+3du9epTkpKivr06aPAwEAFBwfrscce09mzZ53qbNu2TS1atJCfn58iIiL01ltvOZXv2LFD3bp1U40aNWSz2fTuu+9miSWjLPNXxjFPSUnRs88+q5iYGPn7+6t69eoaOnSoUlNTHW1MnTrVZRs2m00nT56UJA0aNEibNm3SqlWrcp0fACiuSDIBAFDAygb5qknnaPUf20xxvW5RUEV/R9np4+e17PPdmvY/P2v93ERdOHu5CCNFaVK5cmX5+uZ9jTAfHx9VrlxZNpv7Htw8f/68OnfurPXr12v16tW6/fbb5enpqcqVK8vL6+ZY1WHKlCn65z//qS+//FIXL1603F5AQIAqVKiQ5/r+/v6qWLGi5X5dmTBhgh5++GEFBAQ4tv36669q2LChdu3apYkTJ2r79u1avny5Bg8erEmTJmnHjh1O+3fp0kXNmjXTunXrtG3bNj3yyCP629/+phEjRuTY91tvvaX3339fkydP1rp161S2bFm1a9fOaY779OmjHTt2aNGiRfrxxx+1cuVKPfHEE47ytLQ0tW3bVpGRkdq4caPefvttjRkzRh9//LGjzvnz5xUdHa0333xTlStXdhnL+vXrlZyc7PhatGiRJOnhhx+WJB07dkzHjh3TuHHjtH37dk2dOlULFizQY4895mijZ8+eTm0kJyerXbt2iouLcxw/Hx8f9e7dW++//36uxwYAii0Dt0hNTTWSTGpqalGHAgAo5uzpdrN/80nz7dsbzAdPLnH6mjxkmVn2xW5z+vg5R/2p/1ptPnhyifn0n6uKMOriqaDffy9cuGB27txpLly4UCDtF6T+/fubLl26ZFsuycyePdsYY0xiYqKRZL788kvTtGlT4+vra+rWrWuWL1/uqL9s2TIjyZw+fdqxLSEhwURERBh/f3/TtWtXM27cOBMUFJRjXBn9nj592txzzz3mjjvuMMnJyY7yjFg2b97s1O/ixYvNXXfdZfz9/U3Tpk3N7t27Hfvs27fPdO7c2VSsWNGULVvWNGrUyCxatMip34kTJ5patWoZX19fU7FiRdOtWzdHWXp6unnjjTdMjRo1jJ+fn7njjjvM//7v/+Y4DmOMOXDggPH39zdnzpwxTZo0MV988UWWOlOmTDG33Xab8fHxMZUrVzbPPPOMMcaYyMhII8nxFRkZaYwxZvTo0aZ+/frGGGN++ukn4+vr6zTnxhgzdOhQ06pVK2PMtWOQMecJCQlObUoyCQkJZuDAgaZjx45ObVy+fNmEhYWZTz75xOXYrl69aoKCgsyPP/7o2Ga3202dOnXMXXfdZdLT013uZ7fbjTHGHDp0yHh7e5vnn38+S53333/fSDK//PJLtm1UrlzZvP32245tZ86cMb6+vubLL780xhizc+dOI8msX7/eUWf+/PnGZrOZo0ePGmOM+fDDD01ISIi5dOmSo87IkSNNTEyMy34jIyPNO++847LsesOGDTM1a9Z0jNWVr7/+2vj4+JgrV664LD958qTx9vY206ZNc9q+YsUK4+PjY86fP59rHABQmPL6fyLuZAIAoJDZPGyKbhCmh0bcpe4vNFKtRhVl87h2d8jVK3btWHlUX4z5RXM/3KZje0+LJZlQWP7xj39o+PDh2rx5s5o2bapOnTrpzz//dFl33bp1euyxxzRkyBBt2bJFrVq10r///e889XP8+HHFxcVJklasWJHtHSTXe/HFFzV+/Hht2LBBXl5eGjRokKPs7Nmz6tChg5YsWaLNmzerffv26tSpkw4dOiRJ2rBhg4YOHapXX31Ve/bs0YIFC9SyZUvH/mPHjtW0adM0efJk7dixQ88995weffRRrVixIseYEhIS1LFjRwUFBenRRx/VlClTnMonTZqkZ555Rk888YR+++03zZkzR7Vq1ZJ07e6YjDaSk5Mdr6/XunVrBQcH69tvv3VsS09P18yZM9WnT58s9Xv27Knhw4erbt26jrtlevbsqcGDB2vBggVKTk521P3xxx91/vx59ezZ0+XYtm3bptTUVDVq1MixbcuWLdq1a5dGjBghDw/Xv0Zk3On2zTff6MqVKy7vWHryyScVEBCgL7/8UtL/rcO1fPlySVJiYqKOHz+uNm3aOPYJCgpSkyZNtHbtWknS2rVrFRwc7BRfmzZt5OHhoXXr1jnqtGzZUj4+Po467dq10549e3T69GmX8efm8uXLmj59ugYNGpTjXX2pqakKDAzM9o68adOmqUyZMurevbvT9kaNGunq1auOMQDAzebmuA8ZAIASqlKNQLUbfLvS/rygbUuPaOfqY7pyKV0yUtK2U0radqqoQ4QLX7+xXufTCv/RxjKBPurxP40LrP0hQ4aoW7dukq4lSBYsWOB4HCyz9957T+3bt3eU3XLLLfr555+1YMGCXPsZNmyYoqOjtWjRIpUpUyZPsb3++uuOxNQLL7ygjh076uLFi/Lz81P9+vVVv359R93XXntNs2fP1pw5czRkyBAdOnRIZcuW1QMPPKBy5copMjJSd955pyTp0qVLeuONN7R48WI1bdpUkhQdHa3Vq1fro48+cvSZmd1u19SpUzVhwgRJ0iOPPKLhw4crMTFRUVFRkqR///vfGj58uIYNG+bYr3Hja8cvLCxMkhQcHJxtks3T01OPPPKIZsyY4Xj0asmSJTpz5ozjOF3P399fAQEB8vLycmrznnvuUUxMjD7//HPH8UpISMjyKNz1Dh48KE9PT6dH8TLWfoqJiXFsO3nypKKjox2v33rrLT399NP6/fffFRQUpCpVqmRp28fHR9HR0Y72vL29FRMT4zgXjh8/LkmqVKmS036VKlVylB0/fjzLY4JeXl4qX768U52MY3F9GxllISEhLseek++++05nzpzRgAEDsq1z6tQpvfbaa06P7mU2ZcoU9e7dW/7+/k7by5Qpo6CgIB08eDDfsQFAccCdTAAAFAOBFfzV/OHa6v9mM93zUC0FhOR9rRwUvvNpl3XuzKVC/yroxFZGkkW69gt7o0aNtGvXLpd1d+3apSZNmmS7f04eeOAB/f777/roo4/yHNsdd9zh+D4jcZGxYPLZs2c1YsQI1alTR8HBwQoICNCuXbscdzLFx8crMjJS0dHR6tu3r7744gudP39e0rVFrM+fP6/4+HgFBAQ4vqZNm6b9+/dnG8+iRYt07tw5dejQQZIUGhqq+Ph4ffrpp47Yjh07ptatW+d5jK706dNHy5cv17FjxyRJX3zxhTp27JjvT5QbPHiwEhISJEknTpzQ/Pnzne4Gy+zChQvy9fXNdQ2uChUqaMuWLdqyZYuCg4N1+XL+z9Fq1app9+7dio2Nzfe+hW3KlCm6//77VbVqVZflaWlp6tixo2677TaNGTPGZZ21a9dq165dTms2Xc/f399xfgLAzYY7mQAAKEZ8/b10Z9vquqN1uPZvPKktiw/rj0N/SZICQvyKODpkKBPok3ulEtSvu/Xt21edO3fWoEGDZIzR888/n+s+3t7eju8zEh92u13StU9kW7RokcaNG6datWrJ399f3bt3dyQ8ypUrp02bNmn58uVauHChXn75ZY0ZM0br1693fBrZ3LlzVa1aNac+c1oYfcqUKUpJSXG6E8Vut2vbtm165ZVXstyhcqMaN26smjVr6quvvtJTTz2l2bNn5+nT2TLr16+fXnjhBa1du1Y///yzoqKi1KJFi2zrh4aG6vz587p8+bLjcbPatWtLkvbs2eO4E8zT09PxCOD1j4bdcsstSk1N1bFjx7IkZC5fvqz9+/erVatWLvvOuAvrxIkTTndCnThxwvHJeZUrV3YkGTNcvXpVKSkpjv0rV66sEydOONXJeJ2XRzQzO3jwoBYvXqxZs2a5LP/rr7/Uvn17lStXTrNnz3Y6Z6/3ySefqEGDBrrrrrtclqekpDjudAOAmw1JJgAAiiFPTw/dEltZtRtX0rHfz+jYvjOq3ahS7juiUBTkI2tF6ZdffnGsVXT16lVt3LhRQ4YMcVm3Tp06WdaN+eWXX/LcV//+/eXh4aGBAwfKbrfn+mljOVmzZo0GDBigBx98UNK1O5uSkpKc6nh5ealNmzZq06aNRo8ereDgYC1dulTx8fHy9fXVoUOHsn00LrM///xT33//vb766ivVrVvXsT09PV3NmzfXwoUL1b59e9WoUUNLlizJNpni7e2t9PT0XPvr06ePvvjiC4WHh8vDw0MdO3bMtq6Pj4/LNitUqKCuXbsqISFBa9eu1cCBA3PsMyOZs3PnTsf3d955p2699VaNGzdOPXr0yHZdJknq1q2bRo4cqfHjx2v8+PFOZZMnT9a5c+fUq1cvl/tGRUWpcuXKWrJkiaPvtLQ0rVu3Tk899ZSka3fNnTlzRhs3bnQka5YuXSq73e64w65p06Z68cUXdeXKFUfCZ9GiRYqJibmhR+USEhJUsWJFl/Oflpamdu3aydfXV3PmzJGfn+s/Cpw9e1Zff/21xo4d67J8//79unjxoiOJBwA3G5JMAAAUYzabTdViQlQtJv+/EAGpqanasmWL07YKFSooIiLCZf2JEyeqdu3aqlOnjt555x2dPn0620eqhg4dqmbNmmncuHHq0qWLfvrppzytx3S9vn37ysPDQ/3795cxRv/4xz/ytX+G2rVra9asWerUqZNsNptGjRrluMtJurbI9YEDB9SyZUuFhIRo3rx5stvtiomJUbly5TRixAg999xzstvtat68uVJTU7VmzRoFBgaqf//+Wfr7/PPPVaFCBfXo0SPL42QdOnTQlClT1L59e40ZM0Z/+9vfVLFiRd1///3666+/tGbNGj377LOS5EhCNWvWTL6+vtkmPvr06aMxY8bo9ddfV/fu3XO8w6pGjRpKTEzUli1bFB4ernLlyjnqDx48WA888IDS09Ndjut6YWFhatiwoVavXu1I9NhsNiUkJCg+Pl7NmjXTv/71L9WpU0dXrlzRypUr9ccff8jT01OSVL16db311lsaPny4/Pz81LdvX3l7e+v777/X//zP/2j48OGO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","text/plain":["<Figure size 600x550 with 6 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_scz.res2d.Term\n","axs = gs_res_scz.plot(terms[:5], show_ranking=False, legend_kws={'loc': (1.05, 0)}, )"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":603},"executionInfo":{"elapsed":1387,"status":"ok","timestamp":1689678088690,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"WudEpuaFMx4M","outputId":"7820551b-cdc8-44a8-c0ff-66248c7993e7"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 400x500 with 7 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_scz.res2d.Term[:5]\n","hits = [gs_res_scz.results[t]['hits'] for t in terms]\n","runes = [gs_res_scz.results[t]['RES'] for t in terms]\n","fig = gseaplot2(terms=terms, RESs=runes, hits=hits,\n"," rank_metric=gs_res_scz.ranking,\n"," legend_kws={'loc': (-0.35, -1.3)}, # set the legend loc\n"," figsize=(4,5)) # rank_metric=pre_res.ranking"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":548},"executionInfo":{"elapsed":1966,"status":"ok","timestamp":1689637937494,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"e7X8ZAnVibCe","outputId":"d768357f-a9eb-457b-9e86-1d874b4052ab"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 400x500 with 4 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_scz_dc.res2d[gs_res_scz_dc.res2d[\"FDR q-val\"] < 0.1].Term\n","hits = [gs_res_scz_dc.results[t]['hits'] for t in terms]\n","runes = [gs_res_scz_dc.results[t]['RES'] for t in terms]\n","fig = gseaplot2(terms=terms, RESs=runes, hits=hits,\n"," rank_metric=gs_res_scz_dc.ranking,\n"," legend_kws={'loc': (-0.25, -0.6)}, # set the legend loc\n"," figsize=(4,5)) # rank_metric=pre_res.ranking"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":551},"executionInfo":{"elapsed":2828,"status":"ok","timestamp":1689609107174,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"Nt8cn3vPiyNl","outputId":"0b5e37d2-f8a2-4ce1-c83f-8dd6ff3401bc"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1400x400 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["genes = gs_res_scz_dc.res2d.Lead_genes[1].split(\";\")\n","ax = heatmap(df = gs_res_scz_dc.heatmat.loc[genes], z_score=0, title=gs_res_scz_dc.res2d.Term[1], figsize=(14,4))"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":551},"executionInfo":{"elapsed":2628,"status":"ok","timestamp":1689609068959,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"geRgLWxhTQ7w","outputId":"fe5cf29d-1835-4717-f918-6ccfd4aa86fc"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1400x400 with 2 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["genes = gs_res_scz.res2d.Lead_genes[0].split(\";\")\n","ax = heatmap(df = gs_res_scz.heatmat.loc[genes], z_score=0, title=gs_res_scz.res2d.Term[0], figsize=(14,4))"]},{"cell_type":"markdown","metadata":{"id":"ZgUWuZGqGUdS"},"source":["# **GSEA MDD**"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":522},"executionInfo":{"elapsed":2128,"status":"ok","timestamp":1689713598472,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"lyNNZApV8Itp","outputId":"bc876c96-aef7-4f69-912b-7c347b2c54f0"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-e69fdedd-1769-4949-8fcf-31a6f3e5da41\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>control</th>\n"," <th>control.1</th>\n"," <th>control.2</th>\n"," <th>control.3</th>\n"," <th>control.4</th>\n"," <th>control.5</th>\n"," <th>control.6</th>\n"," <th>control.7</th>\n"," <th>control.8</th>\n"," <th>control.9</th>\n"," <th>...</th>\n"," <th>control.57</th>\n"," <th>mdd.61</th>\n"," <th>control.58</th>\n"," <th>control.59</th>\n"," <th>control.60</th>\n"," <th>mdd.62</th>\n"," <th>mdd.63</th>\n"," <th>control.61</th>\n"," <th>control.62</th>\n"," <th>control.63</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>A1BG</th>\n"," <td>3.678218</td>\n"," <td>3.286122</td>\n"," <td>2.978241</td>\n"," <td>3.416928</td>\n"," <td>3.915461</td>\n"," <td>3.622674</td>\n"," <td>3.348873</td>\n"," <td>3.407293</td>\n"," <td>3.475643</td>\n"," <td>3.588239</td>\n"," <td>...</td>\n"," <td>3.592613</td>\n"," <td>3.855741</td>\n"," <td>3.845511</td>\n"," <td>3.589142</td>\n"," <td>3.502773</td>\n"," <td>3.618603</td>\n"," <td>3.791884</td>\n"," <td>3.453535</td>\n"," <td>3.454187</td>\n"," <td>3.765669</td>\n"," </tr>\n"," <tr>\n"," <th>A1BG-AS1</th>\n"," <td>6.443778</td>\n"," <td>6.439185</td>\n"," <td>6.091514</td>\n"," <td>6.160160</td>\n"," <td>6.262001</td>\n"," <td>6.650213</td>\n"," <td>6.046788</td>\n"," <td>6.930769</td>\n"," <td>6.418877</td>\n"," <td>6.679607</td>\n"," <td>...</td>\n"," <td>6.629202</td>\n"," <td>6.512555</td>\n"," <td>6.482534</td>\n"," <td>6.767941</td>\n"," <td>6.677439</td>\n"," <td>6.787397</td>\n"," <td>7.079915</td>\n"," <td>6.603517</td>\n"," <td>6.562028</td>\n"," <td>7.033624</td>\n"," </tr>\n"," <tr>\n"," <th>A1CF</th>\n"," <td>3.282722</td>\n"," <td>2.779510</td>\n"," <td>2.701834</td>\n"," <td>3.136804</td>\n"," <td>2.722878</td>\n"," <td>2.927107</td>\n"," <td>2.806098</td>\n"," <td>2.691950</td>\n"," <td>2.971447</td>\n"," <td>2.958255</td>\n"," <td>...</td>\n"," <td>2.722194</td>\n"," <td>2.745230</td>\n"," <td>2.643486</td>\n"," <td>3.209170</td>\n"," <td>2.591007</td>\n"," <td>2.649972</td>\n"," <td>3.033433</td>\n"," <td>2.871597</td>\n"," <td>2.773500</td>\n"," <td>3.082072</td>\n"," </tr>\n"," <tr>\n"," <th>A2M</th>\n"," <td>4.952460</td>\n"," <td>4.575449</td>\n"," <td>4.801654</td>\n"," <td>4.814918</td>\n"," <td>4.836391</td>\n"," <td>4.607112</td>\n"," <td>4.566239</td>\n"," <td>4.528694</td>\n"," <td>4.940149</td>\n"," <td>4.757857</td>\n"," <td>...</td>\n"," <td>4.638567</td>\n"," <td>4.339631</td>\n"," <td>4.389326</td>\n"," <td>4.522569</td>\n"," <td>4.750834</td>\n"," <td>4.872960</td>\n"," <td>4.662414</td>\n"," <td>4.716106</td>\n"," <td>4.588417</td>\n"," <td>4.876001</td>\n"," </tr>\n"," <tr>\n"," <th>A2M-AS1</th>\n"," <td>8.313736</td>\n"," <td>7.442635</td>\n"," <td>8.522661</td>\n"," <td>8.584944</td>\n"," <td>8.582563</td>\n"," <td>8.080346</td>\n"," <td>8.787317</td>\n"," <td>8.089630</td>\n"," <td>7.931064</td>\n"," <td>7.702357</td>\n"," <td>...</td>\n"," <td>7.713432</td>\n"," <td>6.800672</td>\n"," <td>7.133639</td>\n"," <td>7.295100</td>\n"," <td>8.266381</td>\n"," <td>7.978626</td>\n"," <td>7.685621</td>\n"," <td>7.938541</td>\n"," <td>8.017463</td>\n"," <td>8.066153</td>\n"," </tr>\n"," <tr>\n"," <th>...</th>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," <td>...</td>\n"," </tr>\n"," <tr>\n"," <th>ZYG11A</th>\n"," <td>4.472377</td>\n"," <td>4.687464</td>\n"," <td>4.928949</td>\n"," <td>4.379016</td>\n"," <td>4.538363</td>\n"," <td>4.160522</td>\n"," <td>4.396658</td>\n"," <td>4.667440</td>\n"," <td>4.280527</td>\n"," <td>3.729029</td>\n"," <td>...</td>\n"," <td>3.504938</td>\n"," <td>3.428236</td>\n"," <td>3.390104</td>\n"," <td>3.393494</td>\n"," <td>4.065496</td>\n"," <td>3.713914</td>\n"," <td>3.856949</td>\n"," <td>3.856006</td>\n"," <td>3.736156</td>\n"," <td>4.090386</td>\n"," </tr>\n"," <tr>\n"," <th>ZYG11B</th>\n"," <td>7.702434</td>\n"," <td>8.273578</td>\n"," <td>8.332399</td>\n"," <td>8.055039</td>\n"," <td>8.177309</td>\n"," <td>8.418922</td>\n"," <td>8.559867</td>\n"," <td>7.807338</td>\n"," <td>8.284237</td>\n"," <td>7.906655</td>\n"," <td>...</td>\n"," <td>8.028612</td>\n"," <td>8.477206</td>\n"," <td>8.116576</td>\n"," <td>8.004243</td>\n"," <td>7.810824</td>\n"," <td>7.764784</td>\n"," <td>7.792606</td>\n"," <td>7.508345</td>\n"," <td>7.914982</td>\n"," <td>7.472140</td>\n"," </tr>\n"," <tr>\n"," <th>ZYX</th>\n"," <td>9.922776</td>\n"," <td>9.761252</td>\n"," <td>8.414962</td>\n"," <td>9.092369</td>\n"," <td>8.967648</td>\n"," <td>9.341418</td>\n"," <td>8.551150</td>\n"," <td>9.326148</td>\n"," <td>9.529829</td>\n"," <td>9.574537</td>\n"," <td>...</td>\n"," <td>10.456391</td>\n"," <td>10.268387</td>\n"," <td>10.017479</td>\n"," <td>10.863439</td>\n"," <td>9.639776</td>\n"," <td>10.356037</td>\n"," <td>10.074941</td>\n"," <td>9.985552</td>\n"," <td>9.808788</td>\n"," <td>10.101097</td>\n"," </tr>\n"," <tr>\n"," <th>ZZEF1</th>\n"," <td>6.453670</td>\n"," <td>6.335933</td>\n"," <td>6.446376</td>\n"," <td>6.527935</td>\n"," <td>6.428279</td>\n"," <td>6.555135</td>\n"," <td>6.586912</td>\n"," <td>6.558270</td>\n"," <td>6.884512</td>\n"," <td>6.341421</td>\n"," <td>...</td>\n"," <td>6.729450</td>\n"," <td>6.661364</td>\n"," <td>6.501560</td>\n"," <td>6.853390</td>\n"," <td>6.646841</td>\n"," <td>6.619929</td>\n"," <td>6.850845</td>\n"," <td>6.910645</td>\n"," <td>6.824424</td>\n"," <td>6.589108</td>\n"," </tr>\n"," <tr>\n"," <th>ZZZ3</th>\n"," <td>4.693944</td>\n"," <td>5.581965</td>\n"," <td>6.012590</td>\n"," <td>5.716714</td>\n"," <td>5.297856</td>\n"," <td>5.759125</td>\n"," <td>6.041967</td>\n"," <td>5.032671</td>\n"," <td>5.168541</td>\n"," <td>4.633298</td>\n"," <td>...</td>\n"," <td>5.460113</td>\n"," <td>5.936889</td>\n"," <td>5.925068</td>\n"," <td>5.344623</td>\n"," <td>6.382690</td>\n"," <td>5.864292</td>\n"," <td>5.711944</td>\n"," <td>5.948168</td>\n"," <td>6.270375</td>\n"," <td>5.675278</td>\n"," </tr>\n"," </tbody>\n","</table>\n","<p>23520 rows × 128 columns</p>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-e69fdedd-1769-4949-8fcf-31a6f3e5da41')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n"," width=\"24px\">\n"," <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n"," <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 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Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" control control.1 control.2 control.3 control.4 control.5 \\\n","A1BG 3.678218 3.286122 2.978241 3.416928 3.915461 3.622674 \n","A1BG-AS1 6.443778 6.439185 6.091514 6.160160 6.262001 6.650213 \n","A1CF 3.282722 2.779510 2.701834 3.136804 2.722878 2.927107 \n","A2M 4.952460 4.575449 4.801654 4.814918 4.836391 4.607112 \n","A2M-AS1 8.313736 7.442635 8.522661 8.584944 8.582563 8.080346 \n","... ... ... ... ... ... ... \n","ZYG11A 4.472377 4.687464 4.928949 4.379016 4.538363 4.160522 \n","ZYG11B 7.702434 8.273578 8.332399 8.055039 8.177309 8.418922 \n","ZYX 9.922776 9.761252 8.414962 9.092369 8.967648 9.341418 \n","ZZEF1 6.453670 6.335933 6.446376 6.527935 6.428279 6.555135 \n","ZZZ3 4.693944 5.581965 6.012590 5.716714 5.297856 5.759125 \n","\n"," control.6 control.7 control.8 control.9 ... control.57 \\\n","A1BG 3.348873 3.407293 3.475643 3.588239 ... 3.592613 \n","A1BG-AS1 6.046788 6.930769 6.418877 6.679607 ... 6.629202 \n","A1CF 2.806098 2.691950 2.971447 2.958255 ... 2.722194 \n","A2M 4.566239 4.528694 4.940149 4.757857 ... 4.638567 \n","A2M-AS1 8.787317 8.089630 7.931064 7.702357 ... 7.713432 \n","... ... ... ... ... ... ... \n","ZYG11A 4.396658 4.667440 4.280527 3.729029 ... 3.504938 \n","ZYG11B 8.559867 7.807338 8.284237 7.906655 ... 8.028612 \n","ZYX 8.551150 9.326148 9.529829 9.574537 ... 10.456391 \n","ZZEF1 6.586912 6.558270 6.884512 6.341421 ... 6.729450 \n","ZZZ3 6.041967 5.032671 5.168541 4.633298 ... 5.460113 \n","\n"," mdd.61 control.58 control.59 control.60 mdd.62 mdd.63 \\\n","A1BG 3.855741 3.845511 3.589142 3.502773 3.618603 3.791884 \n","A1BG-AS1 6.512555 6.482534 6.767941 6.677439 6.787397 7.079915 \n","A1CF 2.745230 2.643486 3.209170 2.591007 2.649972 3.033433 \n","A2M 4.339631 4.389326 4.522569 4.750834 4.872960 4.662414 \n","A2M-AS1 6.800672 7.133639 7.295100 8.266381 7.978626 7.685621 \n","... ... ... ... ... ... ... \n","ZYG11A 3.428236 3.390104 3.393494 4.065496 3.713914 3.856949 \n","ZYG11B 8.477206 8.116576 8.004243 7.810824 7.764784 7.792606 \n","ZYX 10.268387 10.017479 10.863439 9.639776 10.356037 10.074941 \n","ZZEF1 6.661364 6.501560 6.853390 6.646841 6.619929 6.850845 \n","ZZZ3 5.936889 5.925068 5.344623 6.382690 5.864292 5.711944 \n","\n"," control.61 control.62 control.63 \n","A1BG 3.453535 3.454187 3.765669 \n","A1BG-AS1 6.603517 6.562028 7.033624 \n","A1CF 2.871597 2.773500 3.082072 \n","A2M 4.716106 4.588417 4.876001 \n","A2M-AS1 7.938541 8.017463 8.066153 \n","... ... ... ... \n","ZYG11A 3.856006 3.736156 4.090386 \n","ZYG11B 7.508345 7.914982 7.472140 \n","ZYX 9.985552 9.808788 10.101097 \n","ZZEF1 6.910645 6.824424 6.589108 \n","ZZZ3 5.948168 6.270375 5.675278 \n","\n","[23520 rows x 128 columns]"]},"execution_count":16,"metadata":{},"output_type":"execute_result"}],"source":["subset_mdd = pd.read_csv(home + \"mdd_exp.csv\", index_col=0)\n","subset_mdd"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"iuhTVsH-8aGD"},"outputs":[],"source":["class_vector_mdd = []\n","for i in subset_mdd.columns.values:\n"," if \"control\" in i:\n"," class_vector_mdd.append(\"Control\")\n"," else:\n"," class_vector_mdd.append(\"Depression\")"]},{"cell_type":"markdown","metadata":{"id":"hMKKVHNYKjBH"},"source":["## **Use GO_Molecular_Function_2023 as the gene set library**"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"tszQW9lD8ylN"},"outputs":[],"source":["gs_res_mdd = gseapy.gsea(data=subset_mdd,\n"," gene_sets= \"GO_Molecular_Function_2023\",\n"," cls= class_vector_mdd,\n"," permutation_type='phenotype',\n"," permutation_num=1000,\n"," outdir=None,\n"," method='signal_to_noise',\n"," threads=4, seed= 7)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"executionInfo":{"elapsed":342,"status":"ok","timestamp":1689715021128,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"4R-oDn8p-c_y","outputId":"b7d469eb-d825-48b2-85b3-26cd09c9624a"},"outputs":[{"data":{"text/html":["\n","\n"," <div id=\"df-14f22d0f-22c0-45fb-b277-d2acfa30c619\">\n"," <div class=\"colab-df-container\">\n"," <div>\n","<style scoped>\n"," .dataframe tbody tr th:only-of-type {\n"," vertical-align: middle;\n"," }\n","\n"," .dataframe tbody tr th {\n"," vertical-align: top;\n"," }\n","\n"," .dataframe thead th {\n"," text-align: right;\n"," }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n"," <thead>\n"," <tr style=\"text-align: right;\">\n"," <th></th>\n"," <th>Name</th>\n"," <th>Term</th>\n"," <th>ES</th>\n"," <th>NES</th>\n"," <th>NOM p-val</th>\n"," <th>FDR q-val</th>\n"," <th>FWER p-val</th>\n"," <th>Tag %</th>\n"," <th>Gene %</th>\n"," <th>Lead_genes</th>\n"," </tr>\n"," </thead>\n"," <tbody>\n"," <tr>\n"," <th>0</th>\n"," <td>gsea</td>\n"," <td>DNA Polymerase Binding (GO:0070182)</td>\n"," <td>0.736595</td>\n"," <td>1.901088</td>\n"," <td>0.0</td>\n"," <td>0.095396</td>\n"," <td>0.11</td>\n"," <td>9/17</td>\n"," <td>10.82%</td>\n"," <td>HSP90AA1;HSP90AB1;HMGB1;SMG6;PTGES3;NABP2;FANC...</td>\n"," </tr>\n"," <tr>\n"," <th>1</th>\n"," <td>gsea</td>\n"," <td>Carboxylic Ester Hydrolase Activity (GO:0052689)</td>\n"," <td>-0.500883</td>\n"," <td>-1.896501</td>\n"," <td>0.0</td>\n"," <td>0.205227</td>\n"," <td>0.128</td>\n"," <td>58/90</td>\n"," <td>32.58%</td>\n"," <td>NDST1;PNPLA2;APMAP;ACHE;ABHD16B;CES3;LCAT;PAFA...</td>\n"," </tr>\n"," <tr>\n"," <th>2</th>\n"," <td>gsea</td>\n"," <td>Hydrolase Activity, Hydrolyzing O-glycosyl Com...</td>\n"," <td>-0.602814</td>\n"," <td>-1.865403</td>\n"," <td>0.0</td>\n"," <td>0.141492</td>\n"," <td>0.167</td>\n"," <td>13/25</td>\n"," <td>24.89%</td>\n"," <td>CHIT1;GLA;HPSE;NEU1;IDUA;ACER1;CHIA;CTBS;GUSB;...</td>\n"," </tr>\n"," <tr>\n"," <th>3</th>\n"," <td>gsea</td>\n"," <td>Lipase Activity (GO:0016298)</td>\n"," <td>-0.523787</td>\n"," <td>-1.852003</td>\n"," <td>0.004016</td>\n"," <td>0.111749</td>\n"," <td>0.192</td>\n"," <td>28/38</td>\n"," <td>31.90%</td>\n"," <td>PNPLA2;PLBD1;ABHD16B;LCAT;PLBD2;ABHD2;DAGLA;AB...</td>\n"," </tr>\n"," <tr>\n"," <th>4</th>\n"," <td>gsea</td>\n"," <td>Single-Stranded DNA Binding (GO:0003697)</td>\n"," <td>0.583391</td>\n"," <td>1.801294</td>\n"," <td>0.0</td>\n"," <td>0.159717</td>\n"," <td>0.285</td>\n"," <td>39/86</td>\n"," <td>15.89%</td>\n"," <td>WDR48;SMC5;HSPD1;NUCKS1;DHX9;RAD51D;FAM111A;MS...</td>\n"," </tr>\n"," <tr>\n"," <th>5</th>\n"," <td>gsea</td>\n"," <td>Four-Way Junction DNA Binding (GO:0000400)</td>\n"," <td>0.660247</td>\n"," <td>1.775283</td>\n"," <td>0.007722</td>\n"," <td>0.144781</td>\n"," <td>0.358</td>\n"," <td>7/16</td>\n"," <td>9.12%</td>\n"," <td>GEN1;RAD51D;MSH2;HMGB1;FANCM;WRN;RAD51B</td>\n"," </tr>\n"," <tr>\n"," <th>6</th>\n"," <td>gsea</td>\n"," <td>Potassium Ion Transmembrane Transporter Activi...</td>\n"," <td>-0.548234</td>\n"," <td>-1.770144</td>\n"," <td>0.006061</td>\n"," <td>0.207458</td>\n"," <td>0.404</td>\n"," <td>18/31</td>\n"," <td>32.50%</td>\n"," <td>KCNK3;KCNK7;KCNC4;TMEM38A;KCNK16;SLC12A9;AQP1;...</td>\n"," </tr>\n"," <tr>\n"," <th>7</th>\n"," <td>gsea</td>\n"," <td>Intracellular Calcium Activated Chloride Chann...</td>\n"," <td>-0.608495</td>\n"," <td>-1.73774</td>\n"," <td>0.00396</td>\n"," <td>0.243978</td>\n"," <td>0.517</td>\n"," <td>9/17</td>\n"," <td>22.69%</td>\n"," <td>TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8</td>\n"," </tr>\n"," <tr>\n"," <th>8</th>\n"," <td>gsea</td>\n"," <td>DNA Secondary Structure Binding (GO:0000217)</td>\n"," <td>0.547577</td>\n"," <td>1.736932</td>\n"," <td>0.015748</td>\n"," <td>0.167124</td>\n"," <td>0.457</td>\n"," <td>19/33</td>\n"," <td>27.28%</td>\n"," <td>KMT2A;SMC5;GEN1;RAD51D;MSH2;RAD18;HMGB1;ERCC5;...</td>\n"," </tr>\n"," <tr>\n"," <th>9</th>\n"," <td>gsea</td>\n"," <td>Calcium Channel Regulator Activity (GO:0005246)</td>\n"," <td>-0.531486</td>\n"," <td>-1.736227</td>\n"," <td>0.004211</td>\n"," <td>0.206289</td>\n"," <td>0.519</td>\n"," <td>12/32</td>\n"," <td>19.55%</td>\n"," <td>CACNG8;CACNG4;RRAD;CACNB3;CABP5;CABP4;YWHAE;PA...</td>\n"," </tr>\n"," <tr>\n"," <th>10</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol Phosphate Binding (GO:190...</td>\n"," <td>-0.428796</td>\n"," <td>-1.710479</td>\n"," <td>0.001938</td>\n"," <td>0.23236</td>\n"," <td>0.585</td>\n"," <td>47/100</td>\n"," <td>29.80%</td>\n"," <td>KCNH1;SNX21;SH3PXD2B;HIP1;NLRP3;WIPI1;PHLDA3;D...</td>\n"," </tr>\n"," <tr>\n"," <th>11</th>\n"," <td>gsea</td>\n"," <td>Protease Binding (GO:0002020)</td>\n"," <td>-0.385691</td>\n"," <td>-1.710077</td>\n"," <td>0.0</td>\n"," <td>0.204271</td>\n"," <td>0.586</td>\n"," <td>61/116</td>\n"," <td>33.57%</td>\n"," <td>TIMP2;NLRC4;ELANE;NOL3;THBS1;COMP;INSL3;CD177;...</td>\n"," </tr>\n"," <tr>\n"," <th>12</th>\n"," <td>gsea</td>\n"," <td>Sterol Transfer Activity (GO:0120015)</td>\n"," <td>-0.582928</td>\n"," <td>-1.709392</td>\n"," <td>0.005792</td>\n"," <td>0.182566</td>\n"," <td>0.588</td>\n"," <td>11/19</td>\n"," <td>27.29%</td>\n"," <td>PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB...</td>\n"," </tr>\n"," <tr>\n"," <th>13</th>\n"," <td>gsea</td>\n"," <td>Amyloid-Beta Binding (GO:0001540)</td>\n"," <td>-0.430761</td>\n"," <td>-1.702304</td>\n"," <td>0.003846</td>\n"," <td>0.177311</td>\n"," <td>0.608</td>\n"," <td>36/74</td>\n"," <td>29.97%</td>\n"," <td>EPHB2;TLR2;MARCO;FZD5;TLR6;INSR;CLU;GRIA1;GRIN...</td>\n"," </tr>\n"," <tr>\n"," <th>14</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol Bisphosphate Binding (GO:...</td>\n"," <td>-0.426991</td>\n"," <td>-1.696992</td>\n"," <td>0.007782</td>\n"," <td>0.169651</td>\n"," <td>0.626</td>\n"," <td>50/84</td>\n"," <td>34.79%</td>\n"," <td>KCNH1;SNX21;GSN;SH3PXD2B;HIP1;WIPI1;PHLDA3;TPC...</td>\n"," </tr>\n"," <tr>\n"," <th>15</th>\n"," <td>gsea</td>\n"," <td>DNA Endonuclease Activity (GO:0004520)</td>\n"," <td>0.659186</td>\n"," <td>1.689667</td>\n"," <td>0.014056</td>\n"," <td>0.228807</td>\n"," <td>0.632</td>\n"," <td>12/20</td>\n"," <td>24.43%</td>\n"," <td>DCLRE1C;RAD50;ERCC5;ERCC4;APEX1;RBBP8;N4BP2;FE...</td>\n"," </tr>\n"," <tr>\n"," <th>16</th>\n"," <td>gsea</td>\n"," <td>Amino Acid Transmembrane Transporter Activity ...</td>\n"," <td>-0.454597</td>\n"," <td>-1.677272</td>\n"," <td>0.00818</td>\n"," <td>0.191843</td>\n"," <td>0.694</td>\n"," <td>25/53</td>\n"," <td>22.88%</td>\n"," <td>SLC38A3;SLC47A1;SLC25A44;SLC7A4;SLC7A7;SLC36A1...</td>\n"," </tr>\n"," <tr>\n"," <th>17</th>\n"," <td>gsea</td>\n"," <td>Intracellular Chloride Channel Activity (GO:00...</td>\n"," <td>-0.577757</td>\n"," <td>-1.660318</td>\n"," <td>0.008</td>\n"," <td>0.210032</td>\n"," <td>0.735</td>\n"," <td>9/18</td>\n"," <td>22.69%</td>\n"," <td>TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8</td>\n"," </tr>\n"," <tr>\n"," <th>18</th>\n"," <td>gsea</td>\n"," <td>Insulin-Like Growth Factor Binding (GO:0005520)</td>\n"," <td>-0.570662</td>\n"," <td>-1.657207</td>\n"," <td>0.018256</td>\n"," <td>0.20113</td>\n"," <td>0.742</td>\n"," <td>8/15</td>\n"," <td>22.59%</td>\n"," <td>IGF1R;INSR;ITGB3;ITGB4;IGFBP2;IGFALS;IGF2R;IGFBP5</td>\n"," </tr>\n"," <tr>\n"," <th>19</th>\n"," <td>gsea</td>\n"," <td>Myosin Binding (GO:0017022)</td>\n"," <td>-0.42176</td>\n"," <td>-1.648346</td>\n"," <td>0.0</td>\n"," <td>0.205822</td>\n"," <td>0.772</td>\n"," <td>29/53</td>\n"," <td>32.13%</td>\n"," <td>TRIOBP;RAB3D;MLPH;GSN;TOM1;ACTC1;MYBPC3;RHOA;C...</td>\n"," </tr>\n"," <tr>\n"," <th>20</th>\n"," <td>gsea</td>\n"," <td>Cholesterol Transfer Activity (GO:0120020)</td>\n"," <td>-0.59844</td>\n"," <td>-1.648265</td>\n"," <td>0.021401</td>\n"," <td>0.192958</td>\n"," <td>0.772</td>\n"," <td>11/18</td>\n"," <td>27.29%</td>\n"," <td>PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB...</td>\n"," </tr>\n"," <tr>\n"," <th>22</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol-3,4,5-Trisphosphate Bindi...</td>\n"," <td>-0.491431</td>\n"," <td>-1.640227</td>\n"," <td>0.018315</td>\n"," <td>0.198029</td>\n"," <td>0.791</td>\n"," <td>18/32</td>\n"," <td>29.50%</td>\n"," <td>PHLDA3;GAB2;MYO10;FCHSD2;BTK;PLEKHB2;JPH2;ARAP...</td>\n"," </tr>\n"," <tr>\n"," <th>23</th>\n"," <td>gsea</td>\n"," <td>Phospholipase Activity (GO:0004620)</td>\n"," <td>-0.420368</td>\n"," <td>-1.636977</td>\n"," <td>0.008065</td>\n"," <td>0.192126</td>\n"," <td>0.799</td>\n"," <td>38/67</td>\n"," <td>32.58%</td>\n"," <td>PNPLA2;PLD1;PLBD1;ABHD16B;PLD2;PLBD2;GDE1;LYPL...</td>\n"," </tr>\n"," <tr>\n"," <th>24</th>\n"," <td>gsea</td>\n"," <td>Monoatomic Anion Channel Activity (GO:0005253)</td>\n"," <td>-0.435991</td>\n"," <td>-1.635596</td>\n"," <td>0.00409</td>\n"," <td>0.184631</td>\n"," <td>0.802</td>\n"," <td>20/50</td>\n"," <td>30.71%</td>\n"," <td>TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;BEST2;GLR...</td>\n"," </tr>\n"," <tr>\n"," <th>25</th>\n"," <td>gsea</td>\n"," <td>Solute:Proton Symporter Activity (GO:0015295)</td>\n"," <td>-0.498101</td>\n"," <td>-1.634002</td>\n"," <td>0.01004</td>\n"," <td>0.178713</td>\n"," <td>0.805</td>\n"," <td>7/17</td>\n"," <td>30.62%</td>\n"," <td>SLC36A1;SLC15A4;SLC2A9;SLC15A3;SLC25A18;SLC25A...</td>\n"," </tr>\n"," <tr>\n"," <th>26</th>\n"," <td>gsea</td>\n"," <td>Epidermal Growth Factor Receptor Binding (GO:0...</td>\n"," <td>-0.485659</td>\n"," <td>-1.629228</td>\n"," <td>0.02988</td>\n"," <td>0.17773</td>\n"," <td>0.813</td>\n"," <td>12/23</td>\n"," <td>28.50%</td>\n"," <td>HIP1;GRB2;EGF;CBLC;SHC1;TNK2;LINGO1;SLA;TGFA;P...</td>\n"," </tr>\n"," <tr>\n"," <th>27</th>\n"," <td>gsea</td>\n"," <td>Phospholipase A2 Activity (GO:0004623)</td>\n"," <td>-0.513543</td>\n"," <td>-1.624582</td>\n"," <td>0.020576</td>\n"," <td>0.1773</td>\n"," <td>0.821</td>\n"," <td>14/21</td>\n"," <td>36.28%</td>\n"," <td>PNPLA2;PLA2G7;PLB1;PLA2G2E;PLA2G4F;PLA2G15;PLA...</td>\n"," </tr>\n"," <tr>\n"," <th>28</th>\n"," <td>gsea</td>\n"," <td>Calmodulin-Dependent Protein Kinase Activity (...</td>\n"," <td>-0.521011</td>\n"," <td>-1.618435</td>\n"," <td>0.021401</td>\n"," <td>0.180232</td>\n"," <td>0.837</td>\n"," <td>12/22</td>\n"," <td>20.74%</td>\n"," <td>PTK2B;MKNK1;CAMKK1;CAMK2B;CAMK2G;MAPKAPK2;PNCK...</td>\n"," </tr>\n"," <tr>\n"," <th>29</th>\n"," <td>gsea</td>\n"," <td>Leak Channel Activity (GO:0022840)</td>\n"," <td>-0.638508</td>\n"," <td>-1.61708</td>\n"," <td>0.016194</td>\n"," <td>0.1749</td>\n"," <td>0.837</td>\n"," <td>13/17</td>\n"," <td>33.17%</td>\n"," <td>KCNK3;KCNK7;KCNK16;KCNK12;TMEM175;KCNK15;KCNK6...</td>\n"," </tr>\n"," <tr>\n"," <th>30</th>\n"," <td>gsea</td>\n"," <td>Cadherin Binding Involved In Cell-Cell Adhesio...</td>\n"," <td>-0.546379</td>\n"," <td>-1.609761</td>\n"," <td>0.018293</td>\n"," <td>0.179121</td>\n"," <td>0.847</td>\n"," <td>11/17</td>\n"," <td>33.82%</td>\n"," <td>PAK4;BAIAP2L1;BAIAP2;CDC42EP1;S100A11;PDLIM5;T...</td>\n"," </tr>\n"," <tr>\n"," <th>31</th>\n"," <td>gsea</td>\n"," <td>Growth Factor Activity (GO:0008083)</td>\n"," <td>-0.528753</td>\n"," <td>-1.605785</td>\n"," <td>0.006303</td>\n"," <td>0.178949</td>\n"," <td>0.854</td>\n"," <td>46/78</td>\n"," <td>27.42%</td>\n"," <td>VEGFC;HGF;NRG1;FGF17;PTN;GH1;EGF;FGF21;CSF1;JA...</td>\n"," </tr>\n"," <tr>\n"," <th>32</th>\n"," <td>gsea</td>\n"," <td>Semaphorin Receptor Binding (GO:0030215)</td>\n"," <td>-0.54904</td>\n"," <td>-1.601363</td>\n"," <td>0.018789</td>\n"," <td>0.179403</td>\n"," <td>0.866</td>\n"," <td>11/22</td>\n"," <td>16.81%</td>\n"," <td>SEMA4A;SH3BP1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA...</td>\n"," </tr>\n"," <tr>\n"," <th>34</th>\n"," <td>gsea</td>\n"," <td>Serine-Type Endopeptidase Inhibitor Activity (...</td>\n"," <td>-0.495466</td>\n"," <td>-1.593698</td>\n"," <td>0.018443</td>\n"," <td>0.186107</td>\n"," <td>0.875</td>\n"," <td>28/47</td>\n"," <td>32.41%</td>\n"," <td>SLPI;NRG1;SERPINB2;SERPING1;APP;TFPI;SPINT2;SP...</td>\n"," </tr>\n"," <tr>\n"," <th>35</th>\n"," <td>gsea</td>\n"," <td>Endopeptidase Regulator Activity (GO:0061135)</td>\n"," <td>-0.449289</td>\n"," <td>-1.593534</td>\n"," <td>0.019231</td>\n"," <td>0.179997</td>\n"," <td>0.875</td>\n"," <td>23/39</td>\n"," <td>32.40%</td>\n"," <td>APH1B;SLPI;NLRC4;PROS1;THBS1;TFPI;PCSK1N;PI3;S...</td>\n"," </tr>\n"," <tr>\n"," <th>36</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol-3,5-Bisphosphate Binding ...</td>\n"," <td>-0.487831</td>\n"," <td>-1.588745</td>\n"," <td>0.019685</td>\n"," <td>0.181263</td>\n"," <td>0.884</td>\n"," <td>12/22</td>\n"," <td>27.32%</td>\n"," <td>SH3PXD2B;HIP1;WIPI1;PHLDA3;TPCN2;SESTD1;JPH2;C...</td>\n"," </tr>\n"," <tr>\n"," <th>37</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol-4,5-Bisphosphate Binding ...</td>\n"," <td>-0.414192</td>\n"," <td>-1.586877</td>\n"," <td>0.023077</td>\n"," <td>0.178376</td>\n"," <td>0.885</td>\n"," <td>42/64</td>\n"," <td>39.51%</td>\n"," <td>SNX21;GSN;HIP1;PHLDA3;KCNQ1;SESTD1;SVIL;JPH2;C...</td>\n"," </tr>\n"," <tr>\n"," <th>39</th>\n"," <td>gsea</td>\n"," <td>Neutral L-amino Acid Transmembrane Transporter...</td>\n"," <td>-0.424367</td>\n"," <td>-1.575068</td>\n"," <td>0.023207</td>\n"," <td>0.192042</td>\n"," <td>0.892</td>\n"," <td>16/39</td>\n"," <td>22.60%</td>\n"," <td>SLC38A3;SLC36A1;SLC1A5;SLC1A3;SLC1A7;SLC43A2;S...</td>\n"," </tr>\n"," <tr>\n"," <th>40</th>\n"," <td>gsea</td>\n"," <td>Chloride Transmembrane Transporter Activity (G...</td>\n"," <td>-0.427685</td>\n"," <td>-1.569543</td>\n"," <td>0.022869</td>\n"," <td>0.195725</td>\n"," <td>0.907</td>\n"," <td>23/53</td>\n"," <td>30.71%</td>\n"," <td>TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;SLC12A9;B...</td>\n"," </tr>\n"," <tr>\n"," <th>41</th>\n"," <td>gsea</td>\n"," <td>Calcium Ion Binding (GO:0005509)</td>\n"," <td>-0.363841</td>\n"," <td>-1.568668</td>\n"," <td>0.004057</td>\n"," <td>0.191393</td>\n"," <td>0.908</td>\n"," <td>197/313</td>\n"," <td>43.36%</td>\n"," <td>S100A12;CAMKK2;ALOX15B;CLEC4E;FKBP9;GSN;LOXL2;...</td>\n"," </tr>\n"," <tr>\n"," <th>42</th>\n"," <td>gsea</td>\n"," <td>Phosphatidylinositol-3-Phosphate Binding (GO:0...</td>\n"," <td>-0.476478</td>\n"," <td>-1.567046</td>\n"," <td>0.037807</td>\n"," <td>0.188656</td>\n"," <td>0.911</td>\n"," <td>19/36</td>\n"," <td>29.50%</td>\n"," <td>SNX21;SH3PXD2B;HIP1;WIPI1;PHLDA3;DENND1A;SESTD...</td>\n"," </tr>\n"," <tr>\n"," <th>43</th>\n"," <td>gsea</td>\n"," <td>Endopeptidase Inhibitor Activity (GO:0004866)</td>\n"," <td>-0.390816</td>\n"," <td>-1.565671</td>\n"," <td>0.016162</td>\n"," <td>0.185257</td>\n"," <td>0.911</td>\n"," <td>56/105</td>\n"," <td>32.41%</td>\n"," <td>TIMP2;SLPI;NRG1;SERPINB2;SERPING1;PROS1;THBS1;...</td>\n"," </tr>\n"," <tr>\n"," <th>44</th>\n"," <td>gsea</td>\n"," <td>Chemorepellent Activity (GO:0045499)</td>\n"," <td>-0.516814</td>\n"," <td>-1.552058</td>\n"," <td>0.023355</td>\n"," <td>0.202953</td>\n"," <td>0.926</td>\n"," <td>12/24</td>\n"," <td>23.77%</td>\n"," <td>SEMA4A;NRG1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA3F...</td>\n"," </tr>\n"," <tr>\n"," <th>45</th>\n"," <td>gsea</td>\n"," <td>Low-Density Lipoprotein Particle Binding (GO:0...</td>\n"," <td>-0.573526</td>\n"," <td>-1.543763</td>\n"," <td>0.05848</td>\n"," <td>0.212204</td>\n"," <td>0.93</td>\n"," <td>12/16</td>\n"," <td>34.28%</td>\n"," <td>PLTP;THBS1;SCARF1;SORL1;STAB2;TREM2;LDLR;CRP;S...</td>\n"," </tr>\n"," <tr>\n"," <th>47</th>\n"," <td>gsea</td>\n"," <td>Protein Tyrosine Kinase Activator Activity (GO...</td>\n"," <td>-0.436891</td>\n"," <td>-1.522889</td>\n"," <td>0.031936</td>\n"," <td>0.246737</td>\n"," <td>0.951</td>\n"," <td>7/27</td>\n"," <td>12.00%</td>\n"," <td>NRG1;EGF;NOD2;GHRL;GAS6;DGKQ;ANGPT4</td>\n"," </tr>\n"," <tr>\n"," <th>48</th>\n"," <td>gsea</td>\n"," <td>Cysteine-Type Endopeptidase Inhibitor Activity...</td>\n"," <td>-0.478616</td>\n"," <td>-1.518725</td>\n"," <td>0.053333</td>\n"," <td>0.249427</td>\n"," <td>0.956</td>\n"," <td>12/22</td>\n"," <td>32.40%</td>\n"," <td>LTF;CSTA;CST4;CST1;LCN1;SPOCK1;CSN2;CARD16;CST...</td>\n"," </tr>\n"," <tr>\n"," <th>49</th>\n"," <td>gsea</td>\n"," <td>Serine-Type Endopeptidase Activity (GO:0004252)</td>\n"," <td>-0.45377</td>\n"," <td>-1.517907</td>\n"," <td>0.052411</td>\n"," <td>0.244929</td>\n"," <td>0.956</td>\n"," <td>74/113</td>\n"," <td>35.31%</td>\n"," <td>C1RL;HP;MMP8;MMP9;PROC;HGF;ELANE;MMP14;PRSS3;P...</td>\n"," </tr>\n"," </tbody>\n","</table>\n","</div>\n"," <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-14f22d0f-22c0-45fb-b277-d2acfa30c619')\"\n"," title=\"Convert this dataframe to an interactive table.\"\n"," style=\"display:none;\">\n","\n"," <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 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Visit the ' +\n"," '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n"," + ' to learn more about interactive tables.';\n"," element.innerHTML = '';\n"," dataTable['output_type'] = 'display_data';\n"," await google.colab.output.renderOutput(dataTable, element);\n"," const docLink = document.createElement('div');\n"," docLink.innerHTML = docLinkHtml;\n"," element.appendChild(docLink);\n"," }\n"," </script>\n"," </div>\n"," </div>\n"],"text/plain":[" Name Term ES \\\n","0 gsea DNA Polymerase Binding (GO:0070182) 0.736595 \n","1 gsea Carboxylic Ester Hydrolase Activity (GO:0052689) -0.500883 \n","2 gsea Hydrolase Activity, Hydrolyzing O-glycosyl Com... -0.602814 \n","3 gsea Lipase Activity (GO:0016298) -0.523787 \n","4 gsea Single-Stranded DNA Binding (GO:0003697) 0.583391 \n","5 gsea Four-Way Junction DNA Binding (GO:0000400) 0.660247 \n","6 gsea Potassium Ion Transmembrane Transporter Activi... -0.548234 \n","7 gsea Intracellular Calcium Activated Chloride Chann... -0.608495 \n","8 gsea DNA Secondary Structure Binding (GO:0000217) 0.547577 \n","9 gsea Calcium Channel Regulator Activity (GO:0005246) -0.531486 \n","10 gsea Phosphatidylinositol Phosphate Binding (GO:190... -0.428796 \n","11 gsea Protease Binding (GO:0002020) -0.385691 \n","12 gsea Sterol Transfer Activity (GO:0120015) -0.582928 \n","13 gsea Amyloid-Beta Binding (GO:0001540) -0.430761 \n","14 gsea Phosphatidylinositol Bisphosphate Binding (GO:... -0.426991 \n","15 gsea DNA Endonuclease Activity (GO:0004520) 0.659186 \n","16 gsea Amino Acid Transmembrane Transporter Activity ... -0.454597 \n","17 gsea Intracellular Chloride Channel Activity (GO:00... -0.577757 \n","18 gsea Insulin-Like Growth Factor Binding (GO:0005520) -0.570662 \n","19 gsea Myosin Binding (GO:0017022) -0.42176 \n","20 gsea Cholesterol Transfer Activity (GO:0120020) -0.59844 \n","22 gsea Phosphatidylinositol-3,4,5-Trisphosphate Bindi... -0.491431 \n","23 gsea Phospholipase Activity (GO:0004620) -0.420368 \n","24 gsea Monoatomic Anion Channel Activity (GO:0005253) -0.435991 \n","25 gsea Solute:Proton Symporter Activity (GO:0015295) -0.498101 \n","26 gsea Epidermal Growth Factor Receptor Binding (GO:0... -0.485659 \n","27 gsea Phospholipase A2 Activity (GO:0004623) -0.513543 \n","28 gsea Calmodulin-Dependent Protein Kinase Activity (... -0.521011 \n","29 gsea Leak Channel Activity (GO:0022840) -0.638508 \n","30 gsea Cadherin Binding Involved In Cell-Cell Adhesio... -0.546379 \n","31 gsea Growth Factor Activity (GO:0008083) -0.528753 \n","32 gsea Semaphorin Receptor Binding (GO:0030215) -0.54904 \n","34 gsea Serine-Type Endopeptidase Inhibitor Activity (... -0.495466 \n","35 gsea Endopeptidase Regulator Activity (GO:0061135) -0.449289 \n","36 gsea Phosphatidylinositol-3,5-Bisphosphate Binding ... -0.487831 \n","37 gsea Phosphatidylinositol-4,5-Bisphosphate Binding ... -0.414192 \n","39 gsea Neutral L-amino Acid Transmembrane Transporter... -0.424367 \n","40 gsea Chloride Transmembrane Transporter Activity (G... -0.427685 \n","41 gsea Calcium Ion Binding (GO:0005509) -0.363841 \n","42 gsea Phosphatidylinositol-3-Phosphate Binding (GO:0... -0.476478 \n","43 gsea Endopeptidase Inhibitor Activity (GO:0004866) -0.390816 \n","44 gsea Chemorepellent Activity (GO:0045499) -0.516814 \n","45 gsea Low-Density Lipoprotein Particle Binding (GO:0... -0.573526 \n","47 gsea Protein Tyrosine Kinase Activator Activity (GO... -0.436891 \n","48 gsea Cysteine-Type Endopeptidase Inhibitor Activity... -0.478616 \n","49 gsea Serine-Type Endopeptidase Activity (GO:0004252) -0.45377 \n","\n"," NES NOM p-val FDR q-val FWER p-val Tag % Gene % \\\n","0 1.901088 0.0 0.095396 0.11 9/17 10.82% \n","1 -1.896501 0.0 0.205227 0.128 58/90 32.58% \n","2 -1.865403 0.0 0.141492 0.167 13/25 24.89% \n","3 -1.852003 0.004016 0.111749 0.192 28/38 31.90% \n","4 1.801294 0.0 0.159717 0.285 39/86 15.89% \n","5 1.775283 0.007722 0.144781 0.358 7/16 9.12% \n","6 -1.770144 0.006061 0.207458 0.404 18/31 32.50% \n","7 -1.73774 0.00396 0.243978 0.517 9/17 22.69% \n","8 1.736932 0.015748 0.167124 0.457 19/33 27.28% \n","9 -1.736227 0.004211 0.206289 0.519 12/32 19.55% \n","10 -1.710479 0.001938 0.23236 0.585 47/100 29.80% \n","11 -1.710077 0.0 0.204271 0.586 61/116 33.57% \n","12 -1.709392 0.005792 0.182566 0.588 11/19 27.29% \n","13 -1.702304 0.003846 0.177311 0.608 36/74 29.97% \n","14 -1.696992 0.007782 0.169651 0.626 50/84 34.79% \n","15 1.689667 0.014056 0.228807 0.632 12/20 24.43% \n","16 -1.677272 0.00818 0.191843 0.694 25/53 22.88% \n","17 -1.660318 0.008 0.210032 0.735 9/18 22.69% \n","18 -1.657207 0.018256 0.20113 0.742 8/15 22.59% \n","19 -1.648346 0.0 0.205822 0.772 29/53 32.13% \n","20 -1.648265 0.021401 0.192958 0.772 11/18 27.29% \n","22 -1.640227 0.018315 0.198029 0.791 18/32 29.50% \n","23 -1.636977 0.008065 0.192126 0.799 38/67 32.58% \n","24 -1.635596 0.00409 0.184631 0.802 20/50 30.71% \n","25 -1.634002 0.01004 0.178713 0.805 7/17 30.62% \n","26 -1.629228 0.02988 0.17773 0.813 12/23 28.50% \n","27 -1.624582 0.020576 0.1773 0.821 14/21 36.28% \n","28 -1.618435 0.021401 0.180232 0.837 12/22 20.74% \n","29 -1.61708 0.016194 0.1749 0.837 13/17 33.17% \n","30 -1.609761 0.018293 0.179121 0.847 11/17 33.82% \n","31 -1.605785 0.006303 0.178949 0.854 46/78 27.42% \n","32 -1.601363 0.018789 0.179403 0.866 11/22 16.81% \n","34 -1.593698 0.018443 0.186107 0.875 28/47 32.41% \n","35 -1.593534 0.019231 0.179997 0.875 23/39 32.40% \n","36 -1.588745 0.019685 0.181263 0.884 12/22 27.32% \n","37 -1.586877 0.023077 0.178376 0.885 42/64 39.51% \n","39 -1.575068 0.023207 0.192042 0.892 16/39 22.60% \n","40 -1.569543 0.022869 0.195725 0.907 23/53 30.71% \n","41 -1.568668 0.004057 0.191393 0.908 197/313 43.36% \n","42 -1.567046 0.037807 0.188656 0.911 19/36 29.50% \n","43 -1.565671 0.016162 0.185257 0.911 56/105 32.41% \n","44 -1.552058 0.023355 0.202953 0.926 12/24 23.77% \n","45 -1.543763 0.05848 0.212204 0.93 12/16 34.28% \n","47 -1.522889 0.031936 0.246737 0.951 7/27 12.00% \n","48 -1.518725 0.053333 0.249427 0.956 12/22 32.40% \n","49 -1.517907 0.052411 0.244929 0.956 74/113 35.31% \n","\n"," Lead_genes \n","0 HSP90AA1;HSP90AB1;HMGB1;SMG6;PTGES3;NABP2;FANC... \n","1 NDST1;PNPLA2;APMAP;ACHE;ABHD16B;CES3;LCAT;PAFA... \n","2 CHIT1;GLA;HPSE;NEU1;IDUA;ACER1;CHIA;CTBS;GUSB;... \n","3 PNPLA2;PLBD1;ABHD16B;LCAT;PLBD2;ABHD2;DAGLA;AB... \n","4 WDR48;SMC5;HSPD1;NUCKS1;DHX9;RAD51D;FAM111A;MS... \n","5 GEN1;RAD51D;MSH2;HMGB1;FANCM;WRN;RAD51B \n","6 KCNK3;KCNK7;KCNC4;TMEM38A;KCNK16;SLC12A9;AQP1;... \n","7 TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8 \n","8 KMT2A;SMC5;GEN1;RAD51D;MSH2;RAD18;HMGB1;ERCC5;... \n","9 CACNG8;CACNG4;RRAD;CACNB3;CABP5;CABP4;YWHAE;PA... \n","10 KCNH1;SNX21;SH3PXD2B;HIP1;NLRP3;WIPI1;PHLDA3;D... \n","11 TIMP2;NLRC4;ELANE;NOL3;THBS1;COMP;INSL3;CD177;... \n","12 PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB... \n","13 EPHB2;TLR2;MARCO;FZD5;TLR6;INSR;CLU;GRIA1;GRIN... \n","14 KCNH1;SNX21;GSN;SH3PXD2B;HIP1;WIPI1;PHLDA3;TPC... \n","15 DCLRE1C;RAD50;ERCC5;ERCC4;APEX1;RBBP8;N4BP2;FE... \n","16 SLC38A3;SLC47A1;SLC25A44;SLC7A4;SLC7A7;SLC36A1... \n","17 TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8 \n","18 IGF1R;INSR;ITGB3;ITGB4;IGFBP2;IGFALS;IGF2R;IGFBP5 \n","19 TRIOBP;RAB3D;MLPH;GSN;TOM1;ACTC1;MYBPC3;RHOA;C... \n","20 PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB... \n","22 PHLDA3;GAB2;MYO10;FCHSD2;BTK;PLEKHB2;JPH2;ARAP... \n","23 PNPLA2;PLD1;PLBD1;ABHD16B;PLD2;PLBD2;GDE1;LYPL... \n","24 TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;BEST2;GLR... \n","25 SLC36A1;SLC15A4;SLC2A9;SLC15A3;SLC25A18;SLC25A... \n","26 HIP1;GRB2;EGF;CBLC;SHC1;TNK2;LINGO1;SLA;TGFA;P... \n","27 PNPLA2;PLA2G7;PLB1;PLA2G2E;PLA2G4F;PLA2G15;PLA... \n","28 PTK2B;MKNK1;CAMKK1;CAMK2B;CAMK2G;MAPKAPK2;PNCK... \n","29 KCNK3;KCNK7;KCNK16;KCNK12;TMEM175;KCNK15;KCNK6... \n","30 PAK4;BAIAP2L1;BAIAP2;CDC42EP1;S100A11;PDLIM5;T... \n","31 VEGFC;HGF;NRG1;FGF17;PTN;GH1;EGF;FGF21;CSF1;JA... \n","32 SEMA4A;SH3BP1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA... \n","34 SLPI;NRG1;SERPINB2;SERPING1;APP;TFPI;SPINT2;SP... \n","35 APH1B;SLPI;NLRC4;PROS1;THBS1;TFPI;PCSK1N;PI3;S... \n","36 SH3PXD2B;HIP1;WIPI1;PHLDA3;TPCN2;SESTD1;JPH2;C... \n","37 SNX21;GSN;HIP1;PHLDA3;KCNQ1;SESTD1;SVIL;JPH2;C... \n","39 SLC38A3;SLC36A1;SLC1A5;SLC1A3;SLC1A7;SLC43A2;S... \n","40 TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;SLC12A9;B... \n","41 S100A12;CAMKK2;ALOX15B;CLEC4E;FKBP9;GSN;LOXL2;... \n","42 SNX21;SH3PXD2B;HIP1;WIPI1;PHLDA3;DENND1A;SESTD... \n","43 TIMP2;SLPI;NRG1;SERPINB2;SERPING1;PROS1;THBS1;... \n","44 SEMA4A;NRG1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA3F... \n","45 PLTP;THBS1;SCARF1;SORL1;STAB2;TREM2;LDLR;CRP;S... \n","47 NRG1;EGF;NOD2;GHRL;GAS6;DGKQ;ANGPT4 \n","48 LTF;CSTA;CST4;CST1;LCN1;SPOCK1;CSN2;CARD16;CST... \n","49 C1RL;HP;MMP8;MMP9;PROC;HGF;ELANE;MMP14;PRSS3;P... "]},"execution_count":45,"metadata":{},"output_type":"execute_result"}],"source":["# gs_res_mdd.res2d.head()\n","gs_res_mdd.res2d[gs_res_mdd.res2d[\"FDR q-val\"] < 0.25]"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":36},"executionInfo":{"elapsed":247,"status":"ok","timestamp":1689718876164,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"esV-64ijFNdH","outputId":"680dde0c-ca35-4678-cda7-eb196f5ad537"},"outputs":[{"data":{"application/vnd.google.colaboratory.intrinsic+json":{"type":"string"},"text/plain":["'GEN1;RAD51D;MSH2;HMGB1;FANCM;WRN;RAD51B'"]},"execution_count":76,"metadata":{},"output_type":"execute_result"}],"source":["gs_res_mdd.res2d.Lead_genes.tolist()[5]"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"NnoPYGAi02v9"},"outputs":[],"source":["sign_mdd = gs_res_mdd.res2d[gs_res_mdd.res2d[\"FDR q-val\"] < 0.25]"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":299,"status":"ok","timestamp":1689715031335,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"gczo_WIi02mq","outputId":"672d30cc-69aa-4327-bf30-dae0902c3985"},"outputs":[{"data":{"text/plain":["0 HSP90AA1;HSP90AB1;HMGB1;SMG6;PTGES3;NABP2;FANC...\n","1 NDST1;PNPLA2;APMAP;ACHE;ABHD16B;CES3;LCAT;PAFA...\n","2 CHIT1;GLA;HPSE;NEU1;IDUA;ACER1;CHIA;CTBS;GUSB;...\n","3 PNPLA2;PLBD1;ABHD16B;LCAT;PLBD2;ABHD2;DAGLA;AB...\n","4 WDR48;SMC5;HSPD1;NUCKS1;DHX9;RAD51D;FAM111A;MS...\n","5 GEN1;RAD51D;MSH2;HMGB1;FANCM;WRN;RAD51B\n","6 KCNK3;KCNK7;KCNC4;TMEM38A;KCNK16;SLC12A9;AQP1;...\n","7 TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8\n","8 KMT2A;SMC5;GEN1;RAD51D;MSH2;RAD18;HMGB1;ERCC5;...\n","9 CACNG8;CACNG4;RRAD;CACNB3;CABP5;CABP4;YWHAE;PA...\n","10 KCNH1;SNX21;SH3PXD2B;HIP1;NLRP3;WIPI1;PHLDA3;D...\n","11 TIMP2;NLRC4;ELANE;NOL3;THBS1;COMP;INSL3;CD177;...\n","12 PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB...\n","13 EPHB2;TLR2;MARCO;FZD5;TLR6;INSR;CLU;GRIA1;GRIN...\n","14 KCNH1;SNX21;GSN;SH3PXD2B;HIP1;WIPI1;PHLDA3;TPC...\n","15 DCLRE1C;RAD50;ERCC5;ERCC4;APEX1;RBBP8;N4BP2;FE...\n","16 SLC38A3;SLC47A1;SLC25A44;SLC7A4;SLC7A7;SLC36A1...\n","17 TTYH3;ANO10;ANO7;BEST1;TTYH1;ANO4;ANO5;ANO2;ANO8\n","18 IGF1R;INSR;ITGB3;ITGB4;IGFBP2;IGFALS;IGF2R;IGFBP5\n","19 TRIOBP;RAB3D;MLPH;GSN;TOM1;ACTC1;MYBPC3;RHOA;C...\n","20 PLTP;CETP;OSBPL2;TSPO;APOA1;GRAMD1A;APOA2;APOB...\n","22 PHLDA3;GAB2;MYO10;FCHSD2;BTK;PLEKHB2;JPH2;ARAP...\n","23 PNPLA2;PLD1;PLBD1;ABHD16B;PLD2;PLBD2;GDE1;LYPL...\n","24 TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;BEST2;GLR...\n","25 SLC36A1;SLC15A4;SLC2A9;SLC15A3;SLC25A18;SLC25A...\n","26 HIP1;GRB2;EGF;CBLC;SHC1;TNK2;LINGO1;SLA;TGFA;P...\n","27 PNPLA2;PLA2G7;PLB1;PLA2G2E;PLA2G4F;PLA2G15;PLA...\n","28 PTK2B;MKNK1;CAMKK1;CAMK2B;CAMK2G;MAPKAPK2;PNCK...\n","29 KCNK3;KCNK7;KCNK16;KCNK12;TMEM175;KCNK15;KCNK6...\n","30 PAK4;BAIAP2L1;BAIAP2;CDC42EP1;S100A11;PDLIM5;T...\n","31 VEGFC;HGF;NRG1;FGF17;PTN;GH1;EGF;FGF21;CSF1;JA...\n","32 SEMA4A;SH3BP1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA...\n","34 SLPI;NRG1;SERPINB2;SERPING1;APP;TFPI;SPINT2;SP...\n","35 APH1B;SLPI;NLRC4;PROS1;THBS1;TFPI;PCSK1N;PI3;S...\n","36 SH3PXD2B;HIP1;WIPI1;PHLDA3;TPCN2;SESTD1;JPH2;C...\n","37 SNX21;GSN;HIP1;PHLDA3;KCNQ1;SESTD1;SVIL;JPH2;C...\n","39 SLC38A3;SLC36A1;SLC1A5;SLC1A3;SLC1A7;SLC43A2;S...\n","40 TTYH3;ANO10;SLC26A8;ANO7;CLCN7;FXYD1;SLC12A9;B...\n","41 S100A12;CAMKK2;ALOX15B;CLEC4E;FKBP9;GSN;LOXL2;...\n","42 SNX21;SH3PXD2B;HIP1;WIPI1;PHLDA3;DENND1A;SESTD...\n","43 TIMP2;SLPI;NRG1;SERPINB2;SERPING1;PROS1;THBS1;...\n","44 SEMA4A;NRG1;SEMA4G;SEMA4D;SEMA6B;SEMA7A;SEMA3F...\n","45 PLTP;THBS1;SCARF1;SORL1;STAB2;TREM2;LDLR;CRP;S...\n","47 NRG1;EGF;NOD2;GHRL;GAS6;DGKQ;ANGPT4\n","48 LTF;CSTA;CST4;CST1;LCN1;SPOCK1;CSN2;CARD16;CST...\n","49 C1RL;HP;MMP8;MMP9;PROC;HGF;ELANE;MMP14;PRSS3;P...\n","Name: Lead_genes, dtype: object"]},"execution_count":47,"metadata":{},"output_type":"execute_result"}],"source":["Lead_genes_mdd = sign_mdd.Lead_genes\n","Lead_genes_mdd"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":531},"executionInfo":{"elapsed":5513,"status":"ok","timestamp":1689602711202,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"8NPh48dPKl-J","outputId":"8bc8fc9a-4a2f-469e-d24d-c2b50ff9f32c"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 600x550 with 6 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_mdd.res2d.Term\n","axs = gs_res_mdd.plot(terms[:5], show_ranking=False, legend_kws={'loc': (1.05, 0)}, )"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":597},"executionInfo":{"elapsed":1690,"status":"ok","timestamp":1689635791909,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"BA6Zo0ycMYb1","outputId":"1f5db61d-7c71-43bb-93b7-490512ec5a7b"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 400x500 with 6 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["terms = gs_res_mdd.res2d[gs_res_mdd.res2d[\"FDR q-val\"] < 0.15].Term\n","hits = [gs_res_mdd.results[t]['hits'] for t in terms]\n","runes = [gs_res_mdd.results[t]['RES'] for t in terms]\n","fig = gseaplot2(terms=terms, RESs=runes, hits=hits,\n"," rank_metric=gs_res_mdd.ranking,\n"," legend_kws={'loc': (-0.3, -1.1)}, # set the legend loc\n"," figsize=(4,5)) # rank_metric=pre_res.ranking"]},{"cell_type":"markdown","metadata":{"id":"oQuToSr1K5Os"},"source":["# **Look for overlap**"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Om-mnX7nAaXL"},"outputs":[],"source":["asd_scz_cross = gs_res_asd.res2d.merge(gs_res_scz.res2d, on='Term', how='inner')\n","\n","asd_mdd_cross = gs_res_asd.res2d.merge(gs_res_mdd.res2d, on=\"Term\", how=\"inner\")\n","\n","mdd_scz_cross = gs_res_mdd.res2d.merge(gs_res_scz.res2d, on=\"Term\", how=\"inner\")"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"A6eYhJQRBA1C"},"outputs":[],"source":["all_cross = asd_scz_cross.merge(gs_res_mdd.res2d, on='Term', how='inner')\n","all_cross"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"lMDqqlFI0Qg2"},"outputs":[],"source":["asd_scz_cross_sign = sign_asd.merge(sign_scz, on='Term', how='inner')\n","\n","asd_mdd_cross_sign = sign_asd.merge(sign_mdd, on=\"Term\", how=\"inner\")\n","\n","mdd_scz_cross_sign = sign_mdd.merge(sign_scz, on=\"Term\", how=\"inner\")\n","\n"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":293,"status":"ok","timestamp":1689717285658,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"FHTdpZbaAFGp","outputId":"c8290e2f-61fd-45ad-9156-c0f26c6f76c0"},"outputs":[{"data":{"text/plain":["['HSP90AA1;HSP90AB1;HMGB1;SMG6;PTGES3;NABP2;FANCI;PCNA;POLG2']"]},"execution_count":69,"metadata":{},"output_type":"execute_result"}],"source":["mdd_scz_cross_sign.Lead_genes_x.tolist()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":292,"status":"ok","timestamp":1689717046252,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"SKwtwyHO-6ZB","outputId":"a5344588-faff-430a-9deb-05c80c9bf24e"},"outputs":[{"data":{"text/plain":["['LONP1;NAT10;SMARCA4;NABP2;HSP90AA1;POLG2;CDT1;PCNA;PTGES3;SMG6']"]},"execution_count":66,"metadata":{},"output_type":"execute_result"}],"source":["mdd_scz_cross_sign.Lead_genes_y.tolist()"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":393,"status":"ok","timestamp":1689715072895,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"gKJ-eU741svm","outputId":"cbf4b763-fe97-4e1a-944e-9d3b9fc22779"},"outputs":[{"name":"stdout","output_type":"stream","text":["['HSP90AA1', 'HSP90AB1', 'HMGB1', 'SMG6', 'PTGES3', 'NABP2', 'FANCI', 'PCNA', 'POLG2', 'NDST1', 'PNPLA2', 'APMAP', 'ACHE', 'ABHD16B', 'CES3', 'LCAT', 'PAFAH1B3', 'NDST3', 'PLA2G7', 'GDE1', 'TNFAIP6', 'LYPLA2', 'PNPLA7', 'ABHD2', 'DAGLA', 'AOAH', 'ABHD16A', 'PLB1', 'LIPE', 'BCHE', 'FAAH', 'CES1P1', 'PLA2G2E', 'H6PD', 'ABHD1', 'PLA2G4F', 'PLA2G15', 'PLA2G2F', 'PGLS', 'NOTUM', 'CA2', 'ALDH2', 'ABHD5', 'ASPG', 'RGN', 'MGLL', 'PLA1A', 'CEL', 'PNPLA6', 'LGALS13', 'PRDX6', 'DAGLB', 'ABHD12', 'PLA2G2A', 'LCP1', 'NCEH1', 'PNPLA5', 'LIPG', 'ABHD4', 'PTRH2', 'LIPF', 'PON3', 'PNLIPRP1', 'PNLIPRP2', 'RPE65', 'ABHD3', 'PLA2G1B', 'CHIT1', 'GLA', 'HPSE', 'NEU1', 'IDUA', 'ACER1', 'CHIA', 'CTBS', 'GUSB', 'ACER3', 'GBA2', 'OVGP1', 'HYAL2', 'PNPLA2', 'PLBD1', 'ABHD16B', 'LCAT', 'PLBD2', 'ABHD2', 'DAGLA', 'ABHD16A', 'LIPE', 'FAAH', 'ABHD1', 'SMPD3', 'PITPNM3', 'ABHD5', 'MGLL', 'PLA1A', 'CEL', 'DAGLB', 'ABHD12', 'LCP1', 'NCEH1', 'PNPLA5', 'LIPG', 'LIPI', 'LIPF', 'PNLIPRP1', 'PNLIPRP2', 'ABHD3', 'WDR48', 'SMC5', 'HSPD1', 'NUCKS1', 'DHX9', 'RAD51D', 'FAM111A', 'MSH2', 'POT1', 'PURA', 'MCM2', 'MCM8', 'HMGB1', 'SSBP1', 'RECQL', 'ERCC5', 'ERCC4', 'MCM9', 'RAD51AP1', 'SUB1', 'HNRNPU', 'NABP2', 'MLH1', 'RAD51B', 'DHX36', 'MSH3', 'MCM3', 'PCBP2', 'SMC6', 'SETMAR', 'RPA4', 'FUBP1', 'TDP1', 'IGHM', 'BRCA2', 'MCM6', 'RPA1', 'MCM10', 'FUBP3', 'GEN1', 'RAD51D', 'MSH2', 'HMGB1', 'FANCM', 'WRN', 'RAD51B', 'KCNK3', 'KCNK7', 'KCNC4', 'TMEM38A', 'KCNK16', 'SLC12A9', 'AQP1', 'SLC12A8', 'TMEM175', 'SLC12A6', 'SLC12A4', 'HCN1', 'KCNK9', 'KCNK5', 'KCNK4', 'KCNF1', 'ABCC9', 'KCNQ4', 'TTYH3', 'ANO10', 'ANO7', 'BEST1', 'TTYH1', 'ANO4', 'ANO5', 'ANO2', 'ANO8', 'KMT2A', 'SMC5', 'GEN1', 'RAD51D', 'MSH2', 'RAD18', 'HMGB1', 'ERCC5', 'RAD51AP1', 'FANCM', 'WRN', 'RAD51B', 'MEF2C', 'SMC6', 'XPC', 'YY1', 'RAD51C', 'LIN54', 'MEN1', 'CACNG8', 'CACNG4', 'RRAD', 'CACNB3', 'CABP5', 'CABP4', 'YWHAE', 'PACSIN3', 'CABP2', 'TNNI3', 'REM2', 'REM1', 'KCNH1', 'SNX21', 'SH3PXD2B', 'HIP1', 'NLRP3', 'WIPI1', 'PHLDA3', 'DENND1A', 'GAB2', 'MYO10', 'TOM1', 'SAP30L', 'FCHSD2', 'SESTD1', 'PLEKHN1', 'SNX27', 'BTK', 'PLEKHB2', 'JPH2', 'ARAP1', 'RCSD1', 'NCF4', 'AKT1', 'DAB2IP', 'RPH3A', 'RLBP1', 'ANKFY1', 'PARD3', 'ARAP3', 'ADAP2', 'MAPT', 'CLVS1', 'VEPH1', 'SNX11', 'FERMT2', 'SNX3', 'CYTH3', 'PLEKHA4', 'OBSCN', 'SNX20', 'MYO1G', 'WDR45B', 'WDR45', 'OSBPL5', 'ARHGAP9', 'ZFYVE1', 'LAPTM4B', 'TIMP2', 'NLRC4', 'ELANE', 'NOL3', 'THBS1', 'COMP', 'INSL3', 'CD177', 'PSAP', 'ITGB3', 'CSTA', 'PINK1', 'DVL3', 'INS', 'SPATA2', 'COL1A2', 'ALPI', 'CTSG', 'FAM20C', 'FLOT1', 'CD70', 'RAD23A', 'TIMP4', 'SERPINA1', 'BCL2L10', 'TNF', 'COL3A1', 'CFLAR', 'PTEN', 'CASP1', 'VWF', 'F2RL1', 'FN1', 'PDZD3', 'RFFL', 'FURIN', 'ECM1', 'SELL', 'ADAMTS4', 'COL1A1', 'SERPINA5', 'ATP9A', 'CEL', 'FADD', 'ITGA3', 'RIOK3', 'PYCARD', 'LDLR', 'TIMP1', 'PLG', 'CARD16', 'ADAMTSL4', 'CST3', 'SERPINB6', 'ANXA2', 'BAG6', 'SERPINF2', 'BDKRB2', 'ADRM1', 'F2RL3', 'RHBDD2', 'PLTP', 'CETP', 'OSBPL2', 'TSPO', 'APOA1', 'GRAMD1A', 'APOA2', 'APOB', 'APOA4', 'NPC2', 'GRAMD1B', 'EPHB2', 'TLR2', 'MARCO', 'FZD5', 'TLR6', 'INSR', 'CLU', 'GRIA1', 'GRIN1', 'HSPG2', 'LRPAP1', 'LRP1', 'ITGAM', 'ITGB2', 'COL25A1', 'C1QA', 'BCHE', 'APOA1', 'APOE', 'LILRB1', 'IAPP', 'LILRB3', 'SORL1', 'CACNA1B', 'FZD4', 'BACE1', 'TREM2', 'FPR2', 'CRYAB', 'LDLR', 'CD36', 'PGRMC1', 'CST3', 'LILRB2', 'NGFR', 'PICALM', 'KCNH1', 'SNX21', 'GSN', 'SH3PXD2B', 'HIP1', 'WIPI1', 'PHLDA3', 'TPCN2', 'KCNQ1', 'SESTD1', 'SVIL', 'JPH2', 'CAPG', 'OSBPL2', 'TWF2', 'PLCB1', 'RPH3A', 'RLBP1', 'PARD3', 'VIL1', 'ADAP2', 'MAPT', 'ALOX15', 'KCNJ2', 'CLVS1', 'TIRAP', 'RAB35', 'FZD7', 'SNX3', 'MARK1', 'AVIL', 'PLEKHA4', 'OBSCN', 'AMER3', 'SYT7', 'FRMPD4', 'SNX20', 'MYO1G', 'WDR45B', 'SLC9A1', 'WDR45', 'ANXA2', 'LAPTM4B', 'PICALM', 'SDCBP', 'WIPI2', 'FLII', 'EXOC7', 'GSDMC', 'SCIN', 'DCLRE1C', 'RAD50', 'ERCC5', 'ERCC4', 'APEX1', 'RBBP8', 'N4BP2', 'FEN1', 'SETMAR', 'DNA2', 'RPS3', 'RAG1', 'SLC38A3', 'SLC47A1', 'SLC25A44', 'SLC7A4', 'SLC7A7', 'SLC36A1', 'SLC1A5', 'SLC1A3', 'SLC22A4', 'SLC1A7', 'SLC43A2', 'SLC7A10', 'SLC32A1', 'SLC6A13', 'SLC7A5', 'SLC6A18', 'SLC38A10', 'TSPO2', 'SLC7A11', 'SLC6A12', 'SLC6A19', 'SLC6A6', 'SLC38A5', 'SLC1A2', 'SLC7A2', 'TTYH3', 'ANO10', 'ANO7', 'BEST1', 'TTYH1', 'ANO4', 'ANO5', 'ANO2', 'ANO8', 'IGF1R', 'INSR', 'ITGB3', 'ITGB4', 'IGFBP2', 'IGFALS', 'IGF2R', 'IGFBP5', 'TRIOBP', 'RAB3D', 'MLPH', 'GSN', 'TOM1', 'ACTC1', 'MYBPC3', 'RHOA', 'CALD1', 'SPATA6', 'NKD2', 'RAB3A', 'NPC1L1', 'LLGL1', 'RAB3B', 'MYH8', 'RAB6B', 'LMTK2', 'RAB11B', 'PYCARD', 'CORO1A', 'SHROOM1', 'NPHS1', 'MYL2', 'SHROOM4', 'RAB3C', 'ARFGEF1', 'LARP6', 'CXCR4', 'PLTP', 'CETP', 'OSBPL2', 'TSPO', 'APOA1', 'GRAMD1A', 'APOA2', 'APOB', 'APOA4', 'NPC2', 'GRAMD1B', 'PHLDA3', 'GAB2', 'MYO10', 'FCHSD2', 'BTK', 'PLEKHB2', 'JPH2', 'ARAP1', 'AKT1', 'PARD3', 'ARAP3', 'ADAP2', 'FERMT2', 'CYTH3', 'OBSCN', 'MYO1G', 'ARHGAP9', 'ZFYVE1', 'PNPLA2', 'PLD1', 'PLBD1', 'ABHD16B', 'PLD2', 'PLBD2', 'GDE1', 'LYPLA2', 'PNPLA7', 'ABHD16A', 'PLB1', 'PLCB1', 'PLA2G2E', 'PLCG2', 'PLA2G4F', 'SMPD3', 'PLA2G15', 'PLCB3', 'PITPNM3', 'PLA2G2F', 'NOTUM', 'SMPDL3A', 'ASPG', 'MGLL', 'PLA1A', 'PNPLA6', 'LGALS13', 'SMPD1', 'PRDX6', 'PLA2G2A', 'LCP1', 'PLD3', 'LIPG', 'ABHD4', 'LIPI', 'PNLIPRP2', 'ABHD3', 'PLA2G1B', 'TTYH3', 'ANO10', 'SLC26A8', 'ANO7', 'CLCN7', 'FXYD1', 'BEST2', 'GLRA1', 'CLIC4', 'FXYD3', 'BEST1', 'CCT8L2', 'TTYH1', 'ANO5', 'ANO2', 'ANO8', 'BSND', 'APOL1', 'CLIC2', 'CLCN4', 'SLC36A1', 'SLC15A4', 'SLC2A9', 'SLC15A3', 'SLC25A18', 'SLC25A22', 'SLC2A10', 'HIP1', 'GRB2', 'EGF', 'CBLC', 'SHC1', 'TNK2', 'LINGO1', 'SLA', 'TGFA', 'PLSCR1', 'ARF4', 'EFEMP1', 'PNPLA2', 'PLA2G7', 'PLB1', 'PLA2G2E', 'PLA2G4F', 'PLA2G15', 'PLA2G2F', 'PLA2G5', 'PRDX6', 'PLA2G3', 'PLA2G2A', 'PLA2G1B', 'PLA2G4A', 'PNPLA3', 'PTK2B', 'MKNK1', 'CAMKK1', 'CAMK2B', 'CAMK2G', 'MAPKAPK2', 'PNCK', 'CAMK1G', 'CAMK1D', 'CAMK2A', 'PHKG2', 'PHKA2', 'KCNK3', 'KCNK7', 'KCNK16', 'KCNK12', 'TMEM175', 'KCNK15', 'KCNK6', 'KCNK9', 'KCNK5', 'NALCN', 'KCNK4', 'KCNK2', 'KCNK13', 'PAK4', 'BAIAP2L1', 'BAIAP2', 'CDC42EP1', 'S100A11', 'PDLIM5', 'TRIM29', 'PKP3', 'PPP1CA', 'ANXA2', 'KRT18', 'VEGFC', 'HGF', 'NRG1', 'FGF17', 'PTN', 'GH1', 'EGF', 'FGF21', 'CSF1', 'JAG1', 'PSPN', 'FGF18', 'MDK', 'AMBN', 'INHBA', 'CNTF', 'FGF1', 'TGFB1', 'CLEC11A', 'GRN', 'VEGFA', 'GDNF', 'JAG2', 'CSH1', 'OSGIN1', 'FGF16', 'NRTN', 'FGF3', 'ENDOU', 'IL10', 'IL12A', 'TGFA', 'CXCL1', 'OSM', 'ARTN', 'FGF22', 'LIF', 'F2', 'CSPG5', 'CSF3', 'CSHL1', 'NTF3', 'INHA', 'REG1A', 'PDGFB', 'PDGFA', 'SEMA4A', 'SH3BP1', 'SEMA4G', 'SEMA4D', 'SEMA6B', 'SEMA7A', 'SEMA3F', 'SEMA6C', 'SEMA4B', 'SEMA3B', 'SEMA5B', 'SLPI', 'NRG1', 'SERPINB2', 'SERPING1', 'APP', 'TFPI', 'SPINT2', 'SPINT1', 'SERPINB8', 'SERPINA2', 'SERPINA1', 'WFDC12', 'FURIN', 'SERPINB10', 'SERPINA5', 'SPOCK1', 'APLP2', 'WFDC2', 'SERPINB1', 'SERPINA12', 'SERPINA9', 'SERPINA3', 'SERPINB6', 'ANXA2', 'SERPINF2', 'SERPINB5', 'SERPINA4', 'TFPI2', 'APH1B', 'SLPI', 'NLRC4', 'PROS1', 'THBS1', 'TFPI', 'PCSK1N', 'PI3', 'SPINT2', 'SPINK1', 'PSENEN', 'PSMF1', 'PSME3', 'SPP2', 'ITIH2', 'RENBP', 'ABCA2', 'WFDC2', 'CST3', 'SERPINF2', 'ITIH4', 'ADRM1', 'CST7', 'SH3PXD2B', 'HIP1', 'WIPI1', 'PHLDA3', 'TPCN2', 'SESTD1', 'JPH2', 'CLVS1', 'SNX3', 'PLEKHA4', 'WDR45B', 'WDR45', 'SNX21', 'GSN', 'HIP1', 'PHLDA3', 'KCNQ1', 'SESTD1', 'SVIL', 'JPH2', 'CAPG', 'OSBPL2', 'TWF2', 'PLCB1', 'RPH3A', 'PARD3', 'VIL1', 'ADAP2', 'ALOX15', 'KCNJ2', 'TIRAP', 'RAB35', 'FZD7', 'MARK1', 'AVIL', 'PLEKHA4', 'OBSCN', 'AMER3', 'SYT7', 'FRMPD4', 'SNX20', 'MYO1G', 'SLC9A1', 'ANXA2', 'PICALM', 'SDCBP', 'FLII', 'EXOC7', 'GSDMC', 'SCIN', 'MYO1B', 'ANXA2P2', 'TULP1', 'GSDMD', 'SLC38A3', 'SLC36A1', 'SLC1A5', 'SLC1A3', 'SLC1A7', 'SLC43A2', 'SLC6A9', 'SLC7A10', 'SLC32A1', 'SLC7A5', 'SLC6A18', 'SLC6A19', 'SLC6A6', 'SLC6A7', 'SLC38A5', 'SLC1A2', 'TTYH3', 'ANO10', 'SLC26A8', 'ANO7', 'CLCN7', 'FXYD1', 'SLC12A9', 'BEST2', 'SLC26A1', 'GLRA1', 'CLIC4', 'FXYD3', 'BEST1', 'SLC4A1', 'TTYH1', 'ANO5', 'ANO2', 'ANO8', 'BSND', 'SLC26A3', 'APOL1', 'CLIC2', 'CLCN4', 'S100A12', 'CAMKK2', 'ALOX15B', 'CLEC4E', 'FKBP9', 'GSN', 'LOXL2', 'AGRN', 'TRPM4', 'SLC8A1', 'DYSF', 'S100A2', 'SELP', 'ASPH', 'PADI4', 'CLU', 'GRIN1', 'MICU1', 'NOL3', 'SLIT1', 'THBS1', 'DSC2', 'PRSS3', 'S100A8', 'MYL9', 'S100A9', 'COMP', 'ADAMTS13', 'CIB4', 'CALR3', 'CDK5R1', 'CABP5', 'LRP1', 'CABP4', 'TNFAIP6', 'NUCB1', 'KCNIP3', 'PITPNM1', 'EFHD2', 'ARSA', 'SYT2', 'SYT5', 'LTBP4', 'DHH', 'ADAM8', 'ITSN1', 'CDH5', 'TGM3', 'GUCA1A', 'AOAH', 'RCVRN', 'AOC1', 'CRNN', 'TESC', 'MCTP1', 'RPH3A', 'BCL2L10', 'NCS1', 'PLA2G2E', 'CAPN1', 'CHP1', 'ATP2A2', 'VIL1', 'FER1L4', 'GUCA1B', 'SPARC', 'FBLN1', 'ALPL', 'ESYT3', 'PLA2G4F', 'HRC', 'COLEC11', 'TGM2', 'SCUBE1', 'SHH', 'PITPNM3', 'PLA2G2F', 'PADI1', 'ANXA13', 'CALML5', 'CDH7', 'CLEC4A', 'SELL', 'ANXA3', 'GCA', 'CPNE6', 'MCTP2', 'CDH15', 'APCS', 'CETN2', 'DCHS1', 'ANXA11', 'SPOCK1', 'PLA2G5', 'RGN', 'SYT15', 'CSN2', 'HPCAL1', 'MEX3B', 'SYT7', 'DNER', 'PLSCR1', 'RCAN1', 'FER1L5', 'AIF1', 'CDH3', 'SMOC2', 'CDH26', 'MYL10', 'CABYR', 'CRP', 'TPT1P8', 'PLA2G2A', 'ITIH1', 'LCP1', 'SYT8', 'CALML6', 'TNNC1', 'DNASE1L2', 'SNCA', 'SDF4', 'PCDHB6', 'S100A13', 'CALML3', 'SCGN', 'CALML4', 'MAN1B1', 'MYL2', 'SYT9', 'PKD2L1', 'ANXA2', 'CDH22', 'MELK', 'CDH6', 'S100A7', 'BAIAP3', 'PLSCR2', 'SYT4', 'MYL5', 'PNLIPRP1', 'PNLIPRP2', 'CDH10', 'SNCB', 'CASR', 'CASQ1', 'S100A5', 'S100A6', 'PLA2G1B', 'PRSS2', 'CALB2', 'ATP2A1', 'ITGA5', 'MYL7', 'MASP1', 'MMP13', 'PGS1', 'SCIN', 'PLA2G4A', 'S100A16', 'DSG1', 'IQGAP1', 'TUBB4A', 'GJB2', 'CDH9', 'MYL12B', 'ANXA2P2', 'DSPP', 'SLIT2', 'CDH4', 'THBS4', 'S100Z', 'PCLO', 'MB', 'IDS', 'PPP3R1', 'HPGDS', 'ANXA5', 'CPNE1', 'DDR2', 'KCNIP1', 'KCNIP2', 'FBN1', 'CDH2', 'SYT3', 'CANT1', 'IHH', 'ANXA4', 'TCHH', 'CIB2', 'PITPNM2', 'PLA2G4C', 'DMP1', 'GUCA1C', 'CALB1', 'S100A14', 'SYT6', 'CALR', 'SNX21', 'SH3PXD2B', 'HIP1', 'WIPI1', 'PHLDA3', 'DENND1A', 'SESTD1', 'SNX27', 'JPH2', 'NCF4', 'DAB2IP', 'PARD3', 'SNX3', 'PLEKHA4', 'OBSCN', 'SNX20', 'WDR45B', 'WDR45', 'ZFYVE1', 'TIMP2', 'SLPI', 'NRG1', 'SERPINB2', 'SERPING1', 'PROS1', 'THBS1', 'APP', 'LTF', 'TFPI', 'PCSK1N', 'CSTA', 'PI3', 'SPINT2', 'SPINT1', 'SERPINB8', 'SPINK1', 'SERPINA2', 'PSMF1', 'TIMP4', 'SERPINA1', 'SPP2', 'CST4', 'CST1', 'ITIH2', 'WFDC12', 'CRB2', 'LCN1', 'RENBP', 'SPOCK3', 'FURIN', 'SERPINB10', 'SERPINA5', 'SPOCK1', 'GAPDH', 'CSN2', 'APLP2', 'WFDC2', 'TIMP1', 'SERPINB1', 'CARD16', 'CST3', 'SERPINA12', 'SERPINA9', 'SERPINA3', 'SERPINB6', 'ANXA2', 'PRKAA2', 'BIRC7', 'SERPINF2', 'ITIH4', 'SERPINB5', 'BST2', 'SERPINA4', 'CST7', 'TFPI2', 'SEMA4A', 'NRG1', 'SEMA4G', 'SEMA4D', 'SEMA6B', 'SEMA7A', 'SEMA3F', 'SEMA6C', 'SEMA4B', 'SEMA3B', 'SEMA5B', 'SEMA3C', 'PLTP', 'THBS1', 'SCARF1', 'SORL1', 'STAB2', 'TREM2', 'LDLR', 'CRP', 'STAB1', 'PCSK9', 'SCARB1', 'COLEC12', 'NRG1', 'EGF', 'NOD2', 'GHRL', 'GAS6', 'DGKQ', 'ANGPT4', 'LTF', 'CSTA', 'CST4', 'CST1', 'LCN1', 'SPOCK1', 'CSN2', 'CARD16', 'CST3', 'PRKAA2', 'BIRC7', 'CST7', 'C1RL', 'HP', 'MMP8', 'MMP9', 'PROC', 'HGF', 'ELANE', 'MMP14', 'PRSS3', 'PLAU', 'F12', 'KLK14', 'TPSD1', 'CORIN', 'PCSK4', 'PRSS36', 'KLK8', 'KLK5', 'ADAM8', 'PRSS3P2', 'CTSG', 'HPR', 'MMP7', 'HABP2', 'CELA3A', 'F7', 'RHBDL2', 'CTRC', 'F11', 'PRSS54', 'KLK13', 'CTRB2', 'CELA2B', 'RHBDF1', 'FURIN', 'TMPRSS13', 'PRSS33', 'PRSS22', 'KLK15', 'MMP19', 'CELA1', 'F10', 'BMP1', 'CTSS', 'CEL', 'F2', 'MMP11', 'KLK12', 'RHBDD3', 'HPN', 'PCSK2', 'PRTN3', 'PLG', 'KLK3', 'RHBDL1', 'TLL2', 'CTSH', 'TPSG1', 'PCSK6', 'PCSK9', 'MASP2', 'PCSK5', 'HGFAC', 'PCSK1', 'CTRL', 'PARL', 'PRSS2', 'RHBDL3', 'MASP1', 'MMP13', 'TMPRSS2', 'CFB', 'CTSV', 'C1S']\n","['PARS2', 'HARS2', 'EARS2', 'YARS2', 'NARS2', 'LARS2', 'AARS2', 'FARSA', 'WARS2', 'SARS2', 'MARS2', 'NAT10', 'NAA10', 'NAGS', 'NAT1', 'ESCO1', 'GNPNAT1', 'NAT14', 'CREBBP', 'TBP', 'HDAC1', 'SMARCA4', 'TAF1', 'GTF2B', 'TBPL1', 'SNAPC3', 'TAF1C', 'RRN3', 'UBTF', 'RELA', 'BAZ2A', 'ZBTB17', 'DRAP1', 'AGO2', 'PARK7', 'TP53', 'RNASEH2A', 'RPP38', 'RPP14', 'DROSHA', 'POP4', 'POP7', 'FEN1', 'APEX1', 'POP1', 'NUDT16L1', 'ENDOV', 'ELAC1', 'RPP25', 'DGKZ', 'PIK3CD', 'DGKQ', 'CERK', 'DGKK', 'DGKD', 'PIK3CG', 'PIK3CA', 'NAT10', 'PAFAH2', 'GTF2B', 'NAA10', 'ELP3', 'DBT', 'ESCO1', 'NAT14', 'CREBBP', 'KAT5', 'NUP98', 'POM121C', 'SRP54', 'KPNA6', 'BRAP', 'KDELR2', 'NUP153', 'KPNB1', 'TNPO1', 'KPNA1', 'IPO4', 'TNPO2', 'IPO5', 'NUP214', 'PDE12', 'RAD9A', 'EXOSC7', 'ERI1', 'EXOSC3', 'DIS3L2', 'APEX1', 'EXOSC4', 'POLG', 'PAN2', 'REXO4', 'POLD1', 'ERCC4', 'USB1', 'ERI3', 'DIS3L', 'EXOSC5', 'WRN', 'EXOSC2', 'DIS3', 'POLRMT', 'ISG20', 'RAD50', 'FADD', 'CASP8AP2', 'TRAF2', 'RIPK1', 'CD40LG', 'PIDD1', 'TRAF6', 'TRIM37', 'TRAF1', 'PPIA', 'PPIL2', 'PPWD1', 'PPIL1', 'PPIB', 'PPIE', 'PPID', 'PPIH', 'LIPT1', 'SIRT2', 'ZDHHC8', 'GTF2B', 'NAA10', 'NMT1', 'ELP3', 'ZDHHC18', 'DBT', 'SIRT4', 'ZDHHC13', 'ESCO1', 'OSGEPL1', 'PORCN', 'ZDHHC14', 'ZDHHC16', 'CREBBP', 'OSGEP', 'KAT5', 'PLA2G4A', 'FASN', 'ZDHHC5', 'MCAT', 'NAT10', 'NAA10', 'SIRT1', 'NMT1', 'CERS2', 'SIRT7', 'ESCO1', 'CERS4', 'NAT14', 'KAT5', 'CERS5', 'USP36', 'GPAA1', 'USP20', 'CASP3', 'CAPN15', 'CAPN10', 'USP37', 'CAPN5', 'USP47', 'USP42', 'USP11', 'CTSW', 'CAPN1', 'USP28', 'CAPN12', 'CTSC', 'CASP8', 'USP35', 'CASP4', 'CAPN2', 'CASP10', 'USP14', 'USP27X', 'CAPNS1', 'USP24', 'USP5', 'USP9Y', 'USP1', 'CAPN9', 'USP16', 'CFLAR', 'NUP98', 'POM121C', 'KPNA6', 'NUP153', 'KPNB1', 'TNPO1', 'KPNA1', 'IPO4', 'TNPO2', 'IPO5', 'NUP214', 'SLA', 'YES1', 'PFN1', 'ZAP70', 'PIK3R3', 'SHD', 'CRK', 'PTPN6', 'LCK', 'VAV1', 'UXT', 'SHC1', 'CBLC', 'GRAP2', 'PIK3R1', 'PTPN5', 'PIK3R2', 'GRAP', 'BCAR3', 'CRKL', 'FGR', 'SH3BP2', 'NUDT1', 'WDR3', 'PRKDC', 'BYSL', 'RRP9', 'DHX37', 'NUDT16L1', 'NOP14', 'XRCC5', 'TSR1', 'NHP2', 'NOP10', 'NUFIP1', 'NUDT4', 'HEATR1', 'NUDT5', 'ISG20', 'NUDT7', 'BCDIN3D', 'PUS10', 'LCMT2', 'AARS2', 'ALKBH1', 'DUS3L', 'ANKZF1', 'TRPT1', 'TRMT13', 'PTRH1', 'FTSJ1', 'DUS1L', 'GATC', 'OSGEP', 'PTRH2', 'ELAC1', 'GEMIN5', 'PRPF8', 'SART3', 'MEPCE', 'PRPF4', 'LSM11', 'TUT1', 'HEXIM1', 'SNRPD3', 'CCNT1', 'SNRNP35', 'COIL', 'LSM2', 'LSM8', 'SNRNP70', 'CDK9', 'LSM4', 'SF3B3', 'RNPC3', 'BRD2', 'SMARCA4', 'TAF1', 'DPF2', 'THAP7', 'PSME4', 'BAZ2A', 'ZZEF1', 'BRD3', 'KMT2A', 'TAF1L', 'BRDT', 'BRD9', 'TRIM24', 'BRD2', 'SMARCA4', 'TAF1', 'DPF2', 'THAP7', 'PSME4', 'BAZ2A', 'ZZEF1', 'BRD3', 'KMT2A', 'TAF1L', 'BRDT', 'BRD9', 'TRIM24', 'OSBPL2', 'ESYT1', 'PITPNC1', 'PITPNM1', 'PLEKHA8P1', 'PRELID1', 'TNFAIP8L3', 'PLTP', 'C2CD2L', 'PITPNB', 'POLR3D', 'POLR2H', 'POLR1C', 'POLR2F', 'POLR3A', 'POLR3B', 'POLR2L', 'PDE12', 'RAD9A', 'EXOSC7', 'ERI1', 'EXOSC3', 'EXOSC1', 'FEN1', 'DCLRE1C', 'APEX1', 'EXOSC4', 'POLG', 'REXO4', 'ERCC4', 'DXO', 'CNOT6', 'ISG20L2', 'EXOSC5', 'WRN', 'EXOSC2', 'DCLRE1B', 'ISG20', 'RAD50', 'LONP1', 'NAT10', 'SMARCA4', 'NABP2', 'HSP90AA1', 'POLG2', 'CDT1', 'PCNA', 'PTGES3', 'SMG6', 'UNG', 'CRY2', 'RPA1', 'FEN1', 'DCLRE1C', 'RPA2', 'ERCC3', 'FANCG', 'XPC', 'OGG1', 'XPA', 'POLD1', 'ERCC4', 'MPG', 'CREBBP', 'RPS3', 'DDB1', 'PNKP', 'PARP2', 'PCNA', 'APTX', 'DDB2', 'DCLRE1A', 'DCLRE1B', 'RPA3', 'NTHL1', 'ERCC1', 'ERCC5', 'XRCC1', 'TAF1', 'KAT7', 'NAA40', 'NAA60', 'TAF10', 'TADA2A', 'KAT6B', 'CREBBP', 'KAT5', 'ATF2', 'USP22', 'SETD4', 'SETD6', 'KMT2B', 'SUV39H1', 'EHMT1', 'SETDB1', 'SUV39H2', 'METTL21A', 'SMYD2', 'DOT1L', 'SETBP1', 'KMT2D', 'SMYD5', 'SETD1B', 'ASH1L', 'EZH1', 'EHMT2', 'KMT2A', 'METTL21EP', 'SETD3', 'JADE2', 'KAT7', 'NAA40', 'NAA60', 'MEAF6', 'JADE1', 'BRPF1', 'KAT5', 'USP22', 'BRD1', 'ING4', 'POLR3D', 'POLR2H', 'POLR1C', 'POLR2F', 'POLR1E', 'POLR2I', 'POLR3A', 'POLR1A', 'MED20', 'POLR3B', 'POLR2L', 'POLR2B', 'POLR1B', 'POLR3K', 'POLRMT', 'POLR2A', 'POLR3H', 'POLR3G', 'ARIH2', 'ARIH1', 'TRAF6', 'PPARA', 'AUP1', 'DCUN1D4', 'SIAH1', 'DCUN1D3', 'RNF125', 'RNF19A', 'RNF144A', 'DCUN1D2', 'SIAH2', 'UBE3D', 'MFAP3', 'CD81', 'CD244', 'HLA-E', 'CD4', 'CD8A', 'DERL1', 'TAP1', 'LAG3', 'TUBB4B', 'RNF185', 'ARIH2', 'ARIH1', 'TRAF6', 'PPARA', 'AUP1', 'DCUN1D4', 'SIAH1', 'PARK7', 'DCUN1D3', 'RPS3', 'RNF125', 'RNF19A', 'RNF144A', 'DCUN1D2', 'SIAH2', 'UBE3D', 'FYN', 'MATK', 'YES1', 'PEAK1', 'TYK2', 'ZAP70', 'PTK2B', 'CLK1', 'JAK1', 'LCK', 'TXK', 'FES', 'PTK6', 'ITK', 'FGR', 'SRMS', 'PKDCC', 'NPC1', 'OSBPL2', 'SH2D2A', 'OSBPL5', 'CD81', 'SIDT1', 'PTCH1', 'STARD3NL', 'RORA', 'ANXA6', 'INSIG2', 'OSBPL3', 'STARD3', 'VDAC1', 'INSIG1', 'NR1H3', 'APOA1', 'OSBP', 'GRAMD1A', 'APOF', 'ABCG1', 'PMP2', 'APOC3', 'GRAMD1B', 'GPR183', 'SLC38A9', 'SOAT1', 'ERLIN1', 'OSBPL7', 'HDAC1', 'RUNX3', 'ZBTB16', 'THAP7', 'USP11', 'FAM89B', 'ZNF644', 'RORA', 'EHMT1', 'CTBP2', 'PHF1', 'MTF2', 'ZBTB7A', 'HDAC6', 'WIZ', 'SUZ12', 'EHMT2', 'STK36', 'CTBP1', 'HDGF', 'SETD4', 'KMT2B', 'SUV39H1', 'EHMT1', 'SETDB1', 'SUV39H2', 'PRMT2', 'SMYD2', 'DOT1L', 'SETBP1', 'METTL23', 'PRMT6', 'KMT2D', 'SETD1B', 'EZH1', 'KMT2E', 'EHMT2', 'KMT2A', 'DHRS3', 'AKR1C3', 'RDH13', 'DHRS7', 'AKR1C1', 'AKR1B1', 'AKR1E2', 'AKR1C4', 'NGRN', 'PTCD3', 'MRPL18', 'MRPS6', 'ERAL1', 'ERI1', 'GTF3A', 'MRPS7', 'FASTKD2', 'MRPL11', 'RPS3', 'CIRBP', 'DDX28', 'EMG1', 'MRPS27', 'RPL12', 'UTP23', 'MTERF4', 'HENMT1', 'MEPCE', 'LCMT2', 'TRMT13', 'FTSJ1', 'TGS1', 'METTL4', 'METTL3', 'FBL', 'MIER3', 'GLS', 'SIRT2', 'HDAC1', 'SIRT1', 'SIRT7', 'SIRT4', 'NGLY1', 'BTD', 'GLS2', 'FAAH', 'HDAC6', 'HDAC4', 'HINT2', 'NADSYN1', 'PFDN1', 'AGA', 'HDAC9', 'NIT2', 'SUDS3', 'SIRT5', 'MED9', 'HDAC1', 'SMARCA4', 'VGLL4', 'RUNX3', 'CTCF', 'ZBTB16', 'THAP7', 'ZBTB49', 'SMAD4', 'USP11', 'FAM89B', 'ZNF644', 'ZNF618', 'RORA', 'EHMT1', 'CTBP2', 'RELA', 'ZBTB17', 'PHF1', 'MTF2', 'STAT6', 'CREBBP', 'ZBTB7A', 'HDAC6', 'GATA6', 'AKR1B1', 'CDK9', 'WIZ', 'TRERF1', 'SUZ12', 'CREB3', 'EHMT2', 'HMGA1', 'STK36', 'CTBP1', 'MED1', 'HDGF', 'ZBTB8A', 'CHD4', 'SREBF1', 'PER2', 'SIRT2', 'SIRT1', 'SIRT4', 'PARP15', 'PARP16', 'PARP2', 'PARP11', 'PARP12', 'PARP4', 'PARP8', 'SIRT3', 'POLR1C', 'POLR2I', 'POLR3A', 'POLR1A', 'MED20', 'POLR2L', 'POLR3K', 'POLRMT', 'POLR2A', 'POLR3H', 'POLR3G', 'TRNT1', 'POLR2J', 'POLR2E', 'POLR3F', 'ZNF202', 'E4F1', 'ZNF614', 'TBX21', 'ZNF175', 'ZBTB2', 'ZBTB5', 'ZNF398', 'SOX13', 'ZNF436', 'CTCF', 'ZNF550', 'ASCL2', 'PRDM2', 'ZNF555', 'ZNF764', 'ZBTB16', 'ZNF778', 'E2F6', 'ZNF785', 'ZNF266', 'NFATC3', 'ZNF692', 'ZBTB4', 'GFI1', 'KLF12', 'ZGPAT', 'ZNF641', 'ZNF566', 'RELA', 'PPARA', 'ZNF140', 'FOXK2', 'ZNF439', 'ZSCAN2', 'ZNF224', 'DEAF1', 'CC2D1A', 'GATA3', 'ZKSCAN3', 'ZNF337', 'ZNF10', 'ZNF557', 'ZNF343', 'HEY2', 'TGIF2', 'TP53', 'YY1', 'ZNF91', 'ZNF217', 'HIC1', 'ZNF148', 'SNAI2', 'HES1', 'EN1', 'ZNF746', 'ZBTB21', 'ZNF79', 'ZNF684', 'ZFP90', 'ZFP69B', 'THAP11', 'CREM', 'ZNF75A', 'BATF3', 'ZNF560', 'MAFK', 'TBX18', 'ZNF891', 'ZNF440', 'CEBPB', 'HEY1', 'ZNF248', 'ZNF180', 'PRDM1', 'NFX1', 'ZNF239', 'NR3C1', 'ZNF749', 'ZNF529', 'ZNF425', 'INSM2', 'ZNF558', 'FOXK1', 'POU4F1', 'SREBF2', 'MLX', 'ZNF705G', 'TBX3', 'TCFL5', 'ZNF19', 'ZNF750', 'SATB1', 'ZBTB46', 'HOXD9', 'ZNF596', 'ZBTB32', 'ZNF124', 'NFKB1', 'HSF1', 'ZNF556', 'ZNF512B', 'ZNF554', 'ZBTB8A', 'IRX1', 'ZNF350', 'MED9', 'VGLL4', 'ZBTB49', 'SMAD4', 'RORA', 'RELA', 'ZBTB17', 'STAT6', 'CREBBP', 'GATA6', 'AKR1B1', 'CDK9', 'TRERF1', 'RANGAP1', 'PPP6R1', 'FLNA', 'PKN1', 'AP3M1', 'NDRG1', 'EHD1', 'XPO5', 'BRAF', 'UNC13D', 'TSC2', 'AP1G1', 'PLEKHG3', 'RHOBTB3', 'EVI5L', 'DVL3', 'KCTD13', 'FMNL1', 'KIF3A', 'ANKRD27', 'TNPO3', 'RANBP1', 'RAF1', 'RAB11FIP3', 'HPS6', 'SH3BP4', 'ULK1', 'RTKN', 'RABGGTB', 'RALBP1', 'CDC42EP2', 'ANKFY1', 'LZTR1', 'RAB11FIP4', 'RABGAP1', 'EXOC2', 'TNFAIP1', 'RCC2', 'ARHGEF2', 'DAPK3', 'RAB29', 'ALS2', 'SGSM2', 'WHAMM', 'AKAP13', 'LSM2', 'RIN3', 'XPO4', 'MYO9B', 'TBC1D20', 'MICALL1', 'PAK2', 'RABGGTA', 'ABI2', 'PARD6A', 'TRIP11', 'GCC1', 'SGSM1', 'ARFIP2', 'SOD1', 'RAB3GAP2', 'HPS4', 'SORL1', 'TBC1D7', 'RILPL1', 'FGD3', 'IQGAP1', 'STK19', 'RANGRF', 'GOLGA4', 'RAPGEF4', 'PEX5', 'RAB8A', 'CDC42EP1', 'SIKE1', 'RANBP9', 'IFT20', 'RGP1', 'VPS9D1', 'KNTC1', 'BICD1', 'RAB3GAP1', 'RABGAP1L', 'ATP6AP1', 'WAS', 'CIB1', 'ASB15', 'SPHK2', 'MAPK7', 'PPM1D', 'MAPKAPK2', 'DUSP10', 'SIRT1', 'GCH1', 'MAPKAPK3', 'MICAL2', 'CDK5RAP3', 'UPF1', 'ZBTB48', 'TERF1', 'TERF2IP', 'TINF2', 'PURA', 'UPF2', 'SMG5', 'RPA1', 'APEX1', 'XRCC5', 'WRN', 'TERF2', 'SMG6', 'CTC1', 'TENM1', 'BLM', 'RAD50', 'HMBOX1', 'B4GALT7', 'B4GALT4', 'B4GALT6', 'B3GALT4', 'B3GALNT1', 'B3GALT6', 'B3GNT7', 'B3GNT4', 'B3GALT2', 'CTR9', 'GTF2B', 'SCAF8', 'ERBB2', 'RRN3', 'RPRD1B', 'RRN3P2', 'AGO2', 'SMYD2', 'ELP4', 'MAF1', 'ELP2', 'SPTY2D1', 'RANGAP1', 'PPP6R1', 'FLNA', 'PKN1', 'AP3M1', 'NDRG1', 'EHD1', 'XPO5', 'BRAF', 'UNC13D', 'TSC2', 'AP1G1', 'PLEKHG3', 'RHOBTB3', 'EVI5L', 'ATG16L1', 'DVL3', 'KCTD13', 'FMNL1', 'KIF3A', 'ANKRD27', 'TNPO3', 'RANBP1', 'RAF1', 'RAB11FIP3', 'HPS6', 'SH3BP4', 'HSP90AA1', 'GNB1', 'ULK1', 'RTKN', 'RABGGTB', 'RALBP1', 'CDC42EP2', 'ANKFY1', 'LZTR1', 'RAB11FIP4', 'RABGAP1', 'EXOC2', 'TNFAIP1', 'AMBRA1', 'RCC2', 'ARHGEF2', 'GNB2', 'YBX1', 'DAPK3', 'RAB29', 'ALS2', 'SGSM2', 'WHAMM', 'AKAP13', 'LSM2', 'RIN3', 'XPO4', 'MYO9B', 'TBC1D20', 'MICALL1', 'BNIP3', 'PAK2', 'STOML2', 'RABGGTA', 'ABI2', 'PARD6A', 'TRIP11', 'GCC1', 'SGSM1', 'ARFIP2', 'SOD1', 'RAB3GAP2', 'HPS4', 'SORL1', 'TBC1D7', 'ATG14', 'RILPL1', 'FGD3', 'IQGAP1', 'STK19', 'GNB3', 'RANGRF', 'GOLGA4', 'RAPGEF4', 'PEX5', 'RAB8A', 'RRAGC', 'CDC42EP1', 'SIKE1', 'RANBP9', 'IFT20', 'RGP1', 'VPS9D1', 'KNTC1', 'BICD1', 'RAB3GAP1', 'RABGAP1L', 'ATP6AP1', 'WAS', 'CIB1', 'ASB15', 'SPHK2', 'KIFAP3', 'SLC9A3R1', 'PPME1', 'PVRIG', 'CSRNP2', 'TERF2IP', 'NFATC2', 'TSC2', 'TRAF2', 'CEP192', 'SYTL2', 'DLG3', 'PXN', 'CRY2', 'SKAP1', 'KIF3A', 'MAST2', 'MAPK1', 'MTMR4', 'JAK1', 'CTSC', 'VRK3', 'RPA2', 'VCP', 'STAT6', 'LCK', 'CRY1', 'MAP3K5', 'PIK3R1', 'GTF2F1', 'PIK3R2', 'SFI1', 'FLT4', 'ANAPC5', 'WNK1', 'KCNN4', 'TRPC4AP', 'TBK1', 'IQGAP1', 'CHCHD3', 'PPP1R3F', 'EGFR', 'PPP3R1', 'ANAPC7', 'SPRED1', 'MTMR9', 'ANAPC4', 'MTMR3', 'SIRT2', 'SIRT1', 'SIRT4', 'UMPS', 'PARP15', 'PARP16', 'PPAT', 'PARP2', 'UPP2', 'PARP11', 'PARP12', 'PARP4', 'QPRT', 'PARP8', 'SIRT3', 'ABL1', 'CBLB', 'AFAP1', 'RAD9A', 'ABI3', 'EVL', 'AKAP5', 'SKAP1', 'KHDRBS1', 'CRK', 'MICAL1', 'CD2AP', 'PTPN22', 'WASF2', 'CBLC', 'ELMO1', 'ABI2', 'RUFY2', 'CNTNAP1', 'SOCS7', 'CD3E', 'SHANK1', 'SH3BP2', 'ZNF106', 'CASP9', 'SGIP1', 'CYBA', 'REPS1', 'WAS', 'LANCL1', 'TAF1', 'PHF8', 'DPF2', 'WDR5', 'CXXC1', 'THAP7', 'KDM5A', 'KDM4A', 'PWWP2A', 'CHD1', 'PHF13', 'PHF1', 'MTF2', 'NCAPD3', 'BPTF', 'CBX1', 'RRP8', 'CBX6', 'ZZEF1', 'CBX8', 'CHD8', 'TP53BP1', 'MORC4', 'MPHOSPH8', 'ING4', 'SPIN1', 'ZMYND11', 'SUZ12', 'ING1', 'KMT2E', 'L3MBTL2', 'L3MBTL1', 'ING5', 'CDYL', 'SPIN4', 'SPIN3', 'SEC24C', 'ATP13A2', 'ZNF212', 'CDIP1', 'HIF1AN', 'SIRT2', 'TRIM28', 'RABIF', 'CBLB', 'KMT2B', 'PHF8', 'ZFYVE1', 'GTF2B', 'CTCF', 'PRDM2', 'PEX12', 'ENPP5', 'TIMM10', 'SLFN13', 'KDM2A', 'KDM5A', 'KDM5B', 'ARIH2', 'CHD3', 'ZNF282', 'ARIH1', 'CAD', 'MT1X', 'RASSF1', 'RNF8', 'NAPEPLD', 'ECE1', 'PIAS4', 'ZNF331', 'LITAF', 'KDM4A', 'SAP30L', 'KPNB1', 'NAALADL1', 'MNAT1', 'ZKSCAN5', 'TES', 'ZNF184', 'DNAJC24', 'GALT', 'PAM', 'ADAM8', 'RABGGTB', 'PHF1', 'MORC2', 'TADA2A', 'RASGRP1', 'SUV39H2', 'MT2A', 'LIMS1', 'ESCO1', 'CD4', 'SIAH1', 'TP53', 'ZNF91', 'ARHGEF2', 'ALKBH8', 'D2HGDH', 'ZNF75D', 'ENPEP', 'POLR2L', 'ZNF8', 'ADA', 'RNF125', 'CHMP1A', 'CHORDC1', 'RNF26', 'SMPD1', 'SLC39A4', 'CBLC', 'CALB1', 'HDAC4', 'CXXC5', 'CA2', 'APOBEC3G', 'MT1F', 'ZNF593', 'PTGR2', 'DHX58', 'ZCCHC4', 'DPP3', 'THAP11', 'TIMM8B', 'GCH1', 'NPEPPS', 'USP16', 'SOD1', 'RGN', 'ZNF22', 'CALR', 'MT1E', 'SHMT2', 'BHMT', 'TMEM163', 'PHEX', 'APIP', 'ZMYND11', 'MT1G', 'RPS29', 'SIRT3', 'ADAM30', 'MT1H', 'ZNF84', 'SEC24B', 'TIMM13', 'BLM', 'KMT2A', 'ZDHHC15', 'POLA1', 'KDM4C', 'BAZ1B', 'ZNF214', 'ZNF195', 'RNPEP', 'TRHDE', 'ZNF2', 'ADH1B', 'ZBTB32', 'ERAP2', 'CRIP1', 'ADH5', 'TRIM24', 'FBXL19', 'KDM5C', 'SLC30A8', 'TET1', 'BBOX1', 'CHD4', 'PITRM1', 'RAG1', 'RNF2', 'KAT6A', 'SIRT5', 'ZMYND8', 'HHIP', 'ADH4', 'WDFY1', 'UHRF1', 'THAP1', 'SEMG1', 'ENPP7', 'ZNF93', 'SMAD3', 'SLU7', 'LANCL1', 'CDO1', 'SKI', 'CSRP1', 'ZNF117', 'ZNF205', 'TNP2', 'ISCU', 'CLIP1', 'PRIMPOL', 'SEC24A', 'MIER3', 'SIRT2', 'SIRT1', 'SIRT4', 'HDAC6', 'HDAC4', 'POMGNT2', 'POGLUT1', 'B3GAT3', 'B4GALT4', 'MGAT1', 'HEXA', 'EXT2', 'B3GALT6', 'GXYLT1', 'HAS3', 'B3GNT7', 'UGT2A3', 'GCNT7', 'PIGA', 'MGAT4C', 'EXT1', 'OGT', 'MGAT4A', 'KEAP1', 'DET1', 'APPBP2', 'PEF1', 'FEM1C', 'FBXO45', 'ARRDC1', 'KLHDC3', 'ZSWIM8', 'KLHL22', 'FZR1', 'SPSB1', 'KLHDC10', 'VHL', 'KLHDC2', 'FBXO42', 'TRPC4AP', 'KLHL25', 'FYN', 'DFFB', 'HSP90AA1', 'PPIL1', 'FKBP8', 'TP53', 'NUMA1', 'CLTC', 'HSPA2', 'PDE12', 'EXOSC7', 'CNOT6L', 'ERI1', 'EXOSC3', 'DIS3L2', 'EXOSC4', 'PAN2', 'USB1', 'ERI3', 'CNOT6', 'DIS3L', 'EXOSC5', 'EXOSC2', 'DIS3', 'POLRMT', 'ISG20', 'MED17', 'PKN1', 'MED12', 'PPRC1', 'RNF4', 'BRD8', 'ACTN4', 'CALCOCO1', 'MED22', 'CNOT6', 'TACC1', 'PSMC3IP', 'MED30', 'NCOA7', 'USP22', 'MED14', 'TRERF1', 'MED13', 'ZMIZ2', 'PRKCB', 'NCOA1', 'NCOA6', 'HMGA1', 'WDR77', 'THRAP3', 'FGF2', 'MED1', 'FYN', 'MATK', 'BCR', 'YES1', 'ABL1', 'PEAK1', 'TYK2', 'ZAP70', 'PTK2B', 'CLK2', 'PDGFRB', 'ERBB2', 'CLK1', 'JAK1', 'FLT3', 'LCK', 'RPS6KA5', 'LTK', 'HIPK2', 'KIT', 'RYK', 'DYRK2', 'EPHA2', 'HIPK1', 'EPHA1', 'TXK', 'CLK4', 'FES', 'FLT4', 'PTK6', 'ITK', 'ROR1', 'BAZ1B', 'EGFR', 'EPHA4', 'FGR', 'CSF1R', 'SRMS', 'ROR2', 'PKDCC', 'TYRO3', 'SART3', 'BAG6', 'SPATA2', 'VCP', 'PARK7', 'DERL2', 'DERL1', 'CLTC', 'RHBDD2', 'HDAC1', 'SMARCA4', 'RNF4', 'MBD3', 'CABIN1', 'ARID1A', 'SAP30L', 'SMARCC2', 'RBBP4', 'NOC2L', 'SSRP1', 'MLLT6', 'PARP2', 'SUPT6H', 'HIRA', 'RNF168', 'SMARCB1', 'SMARCD2', 'SMARCC1', 'MTA2', 'L3MBTL1', 'SLA', 'YES1', 'PFN1', 'ZAP70', 'PIK3R3', 'SHD', 'CRK', 'PTPN6', 'LCK', 'VAV1', 'PIN1', 'UXT', 'SHC1', 'CBLC', 'GRAP2', 'PIK3R1', 'PTPN5', 'PIK3R2', 'GRAP', 'BCAR3', 'YWHAB', 'YWHAZ', 'CRKL', 'FGR', 'SH3BP2', 'PHF8', 'KDM2A', 'KDM5A', 'KDM5B', 'KDM4A', 'ALKBH4', 'ALKBH2', 'PHF1', 'ALKBH5', 'HSPBAP1', 'KDM3A', 'JMJD4', 'JMJD6', 'KDM6B', 'KDM4C', 'ALKBH3', 'FTO', 'TET1', 'BBOX1', 'EGLN2', 'P4HTM', 'TYW5', 'MEF2D', 'MIER3', 'SIRT2', 'HDAC1', 'PKN1', 'RAD9A', 'THAP7', 'TRAF6', 'RBBP4', 'SMG5', 'RELA', 'NCOR1', 'HSP90AA1', 'SMYD4', 'MAGEA1', 'HEY2', 'DHX36', 'TP53', 'MTA1', 'HIC1', 'NCOR2', 'HES1', 'HDAC6', 'BCOR', 'HDAC4', 'NIPBL', 'KCTD21', 'CAMTA2', 'IKZF3', 'USF1', 'PKN2', 'TFAP4', 'MAGEA4', 'YWHAB', 'MAGEA8', 'MTA2', 'MED9', 'MED17', 'SMARCA4', 'PKN1', 'TRIM68', 'MED12', 'TAF1', 'GTF2B', 'BRD8', 'SIRT1', 'WIPI1', 'ARID5A', 'PAGR1', 'ARID1A', 'DDX54', 'DAXX', 'BAZ2A', 'NCOR1', 'TAF10', 'MMS19', 'PRMT2', 'PARK7', 'PHB2', 'MED22', 'ZBTB7A', 'TADA3', 'CRY1', 'PPID', 'TACC1', 'KDM3A', 'STAT5B', 'MED30', 'NCOA7', 'MED14', 'MED16', 'TRERF1', 'CALR', 'MED13', 'RERG', 'PRKCB', 'NCOA1', 'TAF11', 'NCOA6', 'KDM4C', 'HMGA1', 'THRAP3', 'TGFB1I1', 'GAS2L1', 'STRN', 'MED1', 'KDM5D', 'WBP2', 'YWHAH', 'OASL', 'NCOA2', 'SNW1', 'SMAD3', 'CNOT1', 'BUD31', 'TACC2', 'EP300', 'ZNHIT3', 'RNF14', 'BCAS3', 'PPME1', 'PPP1R14B', 'CABIN1', 'PPP1R8', 'BOD1', 'PPP1R1A', 'PPP1R11', 'LMTK2', 'MGAT5', 'MYOZ1', 'PPP1R14D', 'SET', 'PPP1R14A', 'PPP1R17', 'PPP1R9B', 'HIF1AN', 'DDAH2', 'AARS2', 'AKR1C1', 'RTN4R', 'ASS1', 'RNF44', 'KLHL21', 'TRIM41', 'MUL1', 'VPS11', 'HECTD3', 'TRIM28', 'KLHL9', 'RNF185', 'TRIM68', 'VPS18', 'KCTD10', 'CBLB', 'TRIM11', 'RNF4', 'CDC23', 'TAF1', 'MSL2', 'TRIM27', 'TRIM62', 'TRAF2', 'PEX12', 'IRF2BP1', 'TRIM56', 'FBXL6', 'UBR2', 'RSPRY1', 'ARIH2', 'KCTD13', 'ARIH1', 'TRIM52', 'ASB1', 'RNF8', 'UBE2Q1', 'BRAP', 'TRIM21', 'RNF213', 'IRF2BPL', 'RNF126', 'HLTF', 'LRSAM1', 'PPIL2', 'TRAF6', 'RNF165', 'TRIM47', 'BFAR', 'FBXO22', 'RNF151', 'RBCK1', 'SMURF2', 'TRIM13', 'LNX2', 'BIRC6', 'CUL3', 'RNF123', 'TRIM32', 'FBXO44', 'RNF220', 'SMURF1', 'STUB1', 'TRIM35', 'RNF149', 'SIAH1', 'UHRF2', 'TNFAIP1', 'FBXL3', 'RNF115', 'TRIM26', 'HERC4', 'UBE2Q2', 'FBXO17', 'TMEM129', 'HECTD1', 'FBXL14', 'TRIM38', 'RMND5B', 'RNF125', 'ANKIB1', 'RNF26', 'BSPRY', 'TRIM37', 'CBLC', 'BCOR', 'ZNF738', 'TRIM22', 'UBE2Z', 'TRIM33', 'PPP1R11', 'RFWD3', 'NEURL4', 'RNF19A', 'TRIM3', 'RNF144A', 'SHARPIN', 'NEURL1', 'PEX10', 'UBE3A', 'RNF113A', 'CUL5', 'RNF168', 'SIAH2', 'UBE3D', 'DDB2', 'UBE2M', 'CNOT4', 'NFX1', 'KCMF1', 'ZFP91', 'VHL', 'RNF34', 'MGRN1', 'ASB12', 'TRIM9', 'HERC6', 'LONRF3', 'XIAP', 'CDC34', 'FBXO2', 'UBE2T', 'RNF40', 'RLIM', 'UBE2L6', 'BARD1', 'UBE3B', 'HUWE1', 'UBR1', 'FBXO6', 'KLHL20', 'UBE2O', 'TRAIP', 'UBE2H', 'FBXW8', 'SH3RF1', 'RNF167', 'UBE2L3', 'RNF166', 'PELI2', 'RNF208', 'GID4', 'CBLL1', 'FBXW11', 'RNF25', 'MIB1', 'TRIM24', 'ASB2', 'FBXO21', 'BIRC7', 'CUL4A', 'ANAPC4', 'FBXO27', 'LTN1', 'FANCL', 'TRIM59', 'RAG1', 'RNF2', 'TRIM5', 'UBE2G1', 'RBX1', 'UBE2NL', 'RNF146', 'ZNRF3', 'FBXW2', 'UBE2C', 'UBR4', 'RNF20', 'LONRF2', 'UHRF1']\n","['CALHM3', 'CACNA1H', 'GRIN2C', 'KCNJ8', 'GRIN2B', 'HCN1', 'VDAC3', 'GRIN3B', 'CALHM1', 'GRIN1', 'DVL1', 'WNT9A', 'SFRP1', 'CCDC88C', 'WNT2', 'WNT4', 'MYOC', 'WNT6', 'LRP6', 'WNT11', 'WNT9B', 'WNT10B', 'WNT8A', 'WNT7B', 'WNT7A', 'DVL3', 'WNT8B', 'NDP', 'WNT10A']\n"]}],"source":["Lead_genes_scz_list = []\n","for i in Lead_genes_scz:\n"," Lead_genes_scz_list.extend(i.split(\";\"))\n","\n","Lead_genes_asd_list = []\n","for i in Lead_genes_asd:\n"," Lead_genes_asd_list.extend(i.split(\";\"))\n","\n","Lead_genes_mdd_list = []\n","for i in Lead_genes_mdd:\n"," Lead_genes_mdd_list.extend(i.split(\";\"))\n","\n","print(Lead_genes_mdd_list)\n","print(Lead_genes_scz_list)\n","print(Lead_genes_asd_list)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"CWRam-1o228P"},"outputs":[],"source":["set_asd = set(Lead_genes_asd_list)\n","set_mdd = set(Lead_genes_mdd_list)\n","set_scz = set(Lead_genes_scz_list)\n","set_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":334,"status":"ok","timestamp":1689715080910,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"gGlILNXY3AjE","outputId":"9f8a3442-7f25-4445-e957-fdd442889da0"},"outputs":[{"name":"stdout","output_type":"stream","text":["3\n","1\n","60\n","1\n"]}],"source":["asd_mdd = set_asd.intersection(set_mdd)\n","asd_scz = set_asd.intersection(set_scz)\n","mdd_scz = set_mdd.intersection(set_scz)\n","asd_mdd_scz = asd_scz.intersection(set_mdd)\n","\n","asd_mdd = list(asd_mdd)\n","asd_scz = list(asd_scz)\n","mdd_scz = list(mdd_scz)\n","asd_mdd_scz = list(asd_mdd_scz)\n","print(len(asd_mdd))\n","print(len(asd_scz))\n","print(len(mdd_scz))\n","print(len(asd_mdd_scz))\n"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":311,"status":"ok","timestamp":1689715353488,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"s2-zKQJn4dYZ","outputId":"90d0ae87-6274-4d51-f3c3-0eaa4fbfaf2b"},"outputs":[{"data":{"text/plain":["['DVL3']"]},"execution_count":57,"metadata":{},"output_type":"execute_result"}],"source":["asd_mdd_scz"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":470,"status":"ok","timestamp":1689715481342,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"RF94ozqz4_9m","outputId":"639cfe8c-98c7-4c13-eae0-87871d18f2cd"},"outputs":[{"data":{"text/plain":["['GRIN1', 'DVL3', 'HCN1']"]},"execution_count":58,"metadata":{},"output_type":"execute_result"}],"source":["asd_mdd"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"g4OSyWZg3jkc"},"outputs":[],"source":["import matplotlib.pyplot as plt\n","from matplotlib_venn import venn3"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":484},"executionInfo":{"elapsed":432,"status":"ok","timestamp":1689715108155,"user":{"displayName":"Nicolas Junghanns","userId":"05597530502989537778"},"user_tz":-120},"id":"vTVhOUGp3g7L","outputId":"ef4e5d6a-8ffd-4231-a269-9358089e792d"},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 640x480 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["venn_diagram = venn3(subsets=(len(set_asd) - len(asd_mdd) - len(asd_scz) + len(asd_mdd_scz),\n"," len(set_mdd) - len(asd_mdd) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_mdd) - len(asd_mdd_scz),\n"," len(set_scz) - len(asd_scz) - len(mdd_scz) + len(asd_mdd_scz),\n"," len(asd_scz) - len(asd_mdd_scz),\n"," len(mdd_scz) - len(asd_mdd_scz),\n"," len(asd_mdd_scz)),\n"," set_labels=('Autism', 'Depression', 'Schizophrenia'))\n","plt.tight_layout()\n","plt.show()\n"]}],"metadata":{"colab":{"authorship_tag":"ABX9TyMycYsX7wy2yTKL7kvwj+gj","collapsed_sections":["lMPX4pgXE1Xj","kw5KsK1XJ5Bx","ZgUWuZGqGUdS","hMKKVHNYKjBH"],"mount_file_id":"1fJPrcJxd-NDziIRY16Bqk0LvPHGkjVHv","provenance":[{"file_id":"1fJPrcJxd-NDziIRY16Bqk0LvPHGkjVHv","timestamp":1689609171276}]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"name":"python"}},"nbformat":4,"nbformat_minor":0}
diff --git a/differential_expression_analysis.Rmd b/differential_expression_analysis.Rmd
index bcf8672fa630efee1d575ef12bd6a5ef7670abfe..94fbcf35fd4df751870b47ba22a0cd4a83bc2858 100644
--- a/differential_expression_analysis.Rmd
+++ b/differential_expression_analysis.Rmd
@@ -4,6 +4,7 @@ output:
html_document:
df_print: paged
---
+Please find instructions on how to run the code in [README](https://git.imp.fu-berlin.de/vbendikova/dsls-project/-/blob/main/README.md).
Install packages
```{r}
diff --git a/differential_methylation_analysis.Rmd b/differential_methylation_analysis.Rmd
index 7f34da75b49ddb628b57a138638273877aca0a07..c1c9d122d3c7594ae9faca55b1e5cdde0db45da6 100644
--- a/differential_methylation_analysis.Rmd
+++ b/differential_methylation_analysis.Rmd
@@ -2,6 +2,7 @@
title: "DNA methylation processing"
output: html_notebook
---
+Please find instructions on how to run the code in [README](https://git.imp.fu-berlin.de/vbendikova/dsls-project/-/blob/main/README.md).
This is a notebook for the pre and processing of the DNA methylation data for the next diseases
* Autism
diff --git a/methylation_ml.ipynb b/methylation_ml.ipynb
index d432be5792061438858e79ef6af6f1de159d679d..5304b81a54e7dca69ef5c3006f3abba5bde5e028 100644
--- a/methylation_ml.ipynb
+++ b/methylation_ml.ipynb
@@ -1,5 +1,12 @@
{
"cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Please find instructions on how to run the code in [README](https://git.imp.fu-berlin.de/vbendikova/dsls-project/-/blob/main/README.md)."
+ ]
+ },
{
"cell_type": "code",
"execution_count": 3,
@@ -46,6 +53,16 @@
"import numpy as np"
]
},
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Replace with your home path\n",
+ "home = \"data/\""
+ ]
+ },
{
"cell_type": "markdown",
"metadata": {
@@ -72,9 +89,9 @@
},
"outputs": [],
"source": [
- "asd_path = Path(\"data/dna-methylation/gse109905_autism/\")\n",
- "mdd_path = Path(\"data/dna-methylation/gse201016_depression/\")\n",
- "scz_path = Path(\"data/dna-methylation/gse80417_schizophrenia/\")\n",
+ "asd_path = Path(home + \"dna-methylation/autism/\")\n",
+ "mdd_path = Path(home + \"dna-methylation/depression/\")\n",
+ "scz_path = Path(home + \"dna-methylation/schizophrenia/\")\n",
"\n",
"asd_df_path = asd_path / \"GSE109905_filtered_b_values.csv\"\n",
"mdd_df_path = mdd_path / \"GSE201016_filtered_m_values.csv\"\n",
diff --git a/rnaseq_ml.ipynb b/rnaseq_ml.ipynb
index b3f4968c83002d54733149bb2398f8bfd6558501..f4d508c283e8e43213ce6a3c741bbbf9f810c915 100644
--- a/rnaseq_ml.ipynb
+++ b/rnaseq_ml.ipynb
@@ -1,5 +1,12 @@
{
"cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Please find instructions on how to run the code in [README](https://git.imp.fu-berlin.de/vbendikova/dsls-project/-/blob/main/README.md)."
+ ]
+ },
{
"cell_type": "code",
"execution_count": null,
@@ -28,6 +35,16 @@
"from imblearn.pipeline import Pipeline as imbpipeline"
]
},
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Replace with your home path\n",
+ "home = \"data/\""
+ ]
+ },
{
"cell_type": "markdown",
"metadata": {},
@@ -48,9 +65,9 @@
"metadata": {},
"outputs": [],
"source": [
- "asd_path = Path(\"data/rna-seq/autism/\")\n",
- "mdd_path = Path(\"data/rna-seq/depression/\")\n",
- "scz_path = Path(\"data/rna-seq/schizophrenia/\")\n",
+ "asd_path = Path(home + \"rna-seq/autism/\")\n",
+ "mdd_path = Path(home + \"rna-seq/depression/\")\n",
+ "scz_path = Path(home + \"rna-seq/schizophrenia/\")\n",
"\n",
"asd_df_path = asd_path / \"asd_annotated.csv.gz\"\n",
"mdd_df_path = mdd_path / \"mdd_annotated.csv.gz\"\n",