{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Using the Python API " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This tutorial shows how to use the MS²Rescore Python API for each step of the rescoring process\n", "individually. This is useful if you want to customize rescoring for your own Python\n", "workflow or if you want to understand how MS²Rescore works.\n", "\n", "Note that the full MS²Rescore workflow is also available from Python with the single function call\n", "`ms2rescore.rescore()`." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import logging\n", "import plotly.io\n", "\n", "logging.basicConfig(level=logging.INFO)\n", "plotly.io.renderers.default = \"plotly_mimetype+notebook\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Reading and parsing peptide-spectrum matches" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:numexpr.utils:Note: NumExpr detected 32 cores but \"NUMEXPR_MAX_THREADS\" not set, so enforcing safe limit of 8.\n", "INFO:numexpr.utils:NumExpr defaulting to 8 threads.\n" ] } ], "source": [ "from psm_utils.io import read_file\n", "\n", "from ms2rescore.report.charts import score_histogram" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Reading the PSM file\n", "\n", "MS²Rescore is fully centered around the use of a `psm_utils` PSMList. This is a unified data representation of PSMs and their various attributes. Internally, it is simply a list of Pydantic data classes which represent PSMs. With the submodule `psm_utils.io`, we can read PSMs from a variety of file formats. Here, we will read a PSM file in the MaxQuant `msms.txt` format.\n", "\n", "Importantly, for rescoring, the PSM file must contain all target and decoy PSMs, including PSMs that did not pass the FDR threshold. Most search engines must be specifically configured to return all PSMs without FDR filtering.\n" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "psm_list = read_file(\"../../../examples/id/msms.txt\", filetype=\"msms\")\n", "psm_list[\"spectrum_id\"] = [str(spec_id) for spec_id in psm_list[\"spectrum_id\"]]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For a quick inspection, we can format the PSM list as a Pandas dataframe and display the first few rows:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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peptidoformspectrum_idruncollectionspectrumis_decoyscoreqvaluepepprecursor_mzretention_timeion_mobilityprotein_listranksourceprovenance_datametadatarescoring_features
0AAAAAAALQAK/2470320161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02NoneNoneFalse107.660None0.001517478.779825.2007None[P36578, H3BM89, H3BU31]Nonemsms{'msms_filename': '..\\..\\..\\examples\\id\\msms.t...{'Scan index': '3698', 'Sequence': 'AAAAAAALQA...{}
1[ac]-AAAAAEQQQFYLLLGNLLSPDNVVR/31357220161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02NoneNoneFalse107.740None0.004931915.1519711.8470None[O00410, E7ETV3, E7EQT5, C9JZD8]Nonemsms{'msms_filename': '..\\..\\..\\examples\\id\\msms.t...{'Scan index': '11885', 'Sequence': 'AAAAAEQQQ...{}
2[ac]-AAAAAEQQQFYLLLGNLLSPDNVVRK/31336620161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02NoneNoneFalse137.890None0.000493957.8502911.6900None[O00410, E7ETV3, E7EQT5, C9JZD8]Nonemsms{'msms_filename': '..\\..\\..\\examples\\id\\msms.t...{'Scan index': '11695', 'Sequence': 'AAAAAEQQQ...{}
3AAAAAQGGGGGEPR/250520161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02NoneNoneFalse22.641None0.142020585.286530.5178None[E9PJF0, E9PQW4, P27361]Nonemsms{'msms_filename': '..\\..\\..\\examples\\id\\msms.t...{'Scan index': '419', 'Sequence': 'AAAAAQGGGGG...{}
4AAAAAWEEPSSGN[de]GTAR/2658920161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02NoneNoneFalse89.403None0.046504823.873896.6105None[Q9P258]Nonemsms{'msms_filename': '..\\..\\..\\examples\\id\\msms.t...{'Scan index': '5439', 'Sequence': 'AAAAAWEEPS...{}
\n", "
" ], "text/plain": [ " peptidoform spectrum_id \\\n", "0 AAAAAAALQAK/2 4703 \n", "1 [ac]-AAAAAEQQQFYLLLGNLLSPDNVVR/3 13572 \n", "2 [ac]-AAAAAEQQQFYLLLGNLLSPDNVVRK/3 13366 \n", "3 AAAAAQGGGGGEPR/2 505 \n", "4 AAAAAWEEPSSGN[de]GTAR/2 6589 \n", "\n", " run collection spectrum \\\n", "0 20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02 None None \n", "1 20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02 None None \n", "2 20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02 None None \n", "3 20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02 None None \n", "4 20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02 None None \n", "\n", " is_decoy score qvalue pep precursor_mz retention_time \\\n", "0 False 107.660 None 0.001517 478.77982 5.2007 \n", "1 False 107.740 None 0.004931 915.15197 11.8470 \n", "2 False 137.890 None 0.000493 957.85029 11.6900 \n", "3 False 22.641 None 0.142020 585.28653 0.5178 \n", "4 False 89.403 None 0.046504 823.87389 6.6105 \n", "\n", " ion_mobility protein_list rank source \\\n", "0 None [P36578, H3BM89, H3BU31] None msms \n", "1 None [O00410, E7ETV3, E7EQT5, C9JZD8] None msms \n", "2 None [O00410, E7ETV3, E7EQT5, C9JZD8] None msms \n", "3 None [E9PJF0, E9PQW4, P27361] None msms \n", "4 None [Q9P258] None msms \n", "\n", " provenance_data \\\n", "0 {'msms_filename': '..\\..\\..\\examples\\id\\msms.t... \n", "1 {'msms_filename': '..\\..\\..\\examples\\id\\msms.t... \n", "2 {'msms_filename': '..\\..\\..\\examples\\id\\msms.t... \n", "3 {'msms_filename': '..\\..\\..\\examples\\id\\msms.t... \n", "4 {'msms_filename': '..\\..\\..\\examples\\id\\msms.t... \n", "\n", " metadata rescoring_features \n", "0 {'Scan index': '3698', 'Sequence': 'AAAAAAALQA... {} \n", "1 {'Scan index': '11885', 'Sequence': 'AAAAAEQQQ... {} \n", "2 {'Scan index': '11695', 'Sequence': 'AAAAAEQQQ... {} \n", "3 {'Scan index': '419', 'Sequence': 'AAAAAQGGGGG... {} \n", "4 {'Scan index': '5439', 'Sequence': 'AAAAAWEEPS... {} " ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "psm_list.to_dataframe().head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can also directly plot the current PSM score distributions:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "alignmentgroup": "True", "bingroup": "x", "histnorm": "", "hovertemplate": "color=target
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "score_histogram(psm_list)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Parsing modification names\n", "\n", "While `psm_utils` could take care of all file parsing, we must still map the amino acid modification names that were used by the search engine to ones that are recognized by tools such as MS²PiP and DeepLC. This includes:\n", "\n", "- Names as used in the Unimod or PSI-MOD databases\n", "- Accession numbers as used in the Unimod or PSI-MOD databases\n", "- Chemical formulas\n", "- Mass shifts in Da\n", "\n", "Note that, for instance DeepLC, requires a chemical formula to encode modifications. It will not be able to correctly encode modifications if only the mass shift is provided. It is therefore always preferred to provide a name/accession of a database where this information can be retrieved, or provide the chemical formula directly.\n", "\n", "If a chemical formula is provided, other tools, such as MS²PIP, can use it to derive the correct mass shift.\n", "\n", "To map modification names, simply provide a dictionary to the `psm_list.map_modifications` method." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "psm_list.rename_modifications({\n", " \"gl\": \"Gln->pyro-Glu\",\n", " \"ox\": \"Oxidation\",\n", " \"ac\": \"Acetylation\",\n", " \"de\": \"Deamidation\",\n", "})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Assigning fixed modifications\n", "\n", "Some search engines (although not many) do not report fixed (sometimes also called static) modifications in their output PSM files. This is for instance the case for MaxQuant. With the method `psm_list.add_fixed_modifications`, we can systematically assign fixed modifications to their amino acid targets, as was done during the search. \n", "\n", "Note that `add_fixed_modifications` adds the modification in the ProForma 2.0 encoding as a prefix. To fully apply the modifications in the sequence, use the `psm_list.apply_fixed_modifications` method. A PSM `ACDE/2` would therefore go from `<[U:4]@C>ACDE/2` to `AC[U:4]DE/2`.\n", "\n" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "psm_list.add_fixed_modifications([(\"U:Carbamidomethyl\", [\"C\"])])\n", "psm_list.apply_fixed_modifications()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Adding rescoring features" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "\n", "from ms2rescore.feature_generators.basic import BasicFeatureGenerator\n", "from ms2rescore.feature_generators.maxquant import MaxQuantFeatureGenerator\n", "from ms2rescore.feature_generators.ms2pip import MS2PIPFeatureGenerator\n", "from ms2rescore.feature_generators.deeplc import DeepLCFeatureGenerator" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The PSM list, as read from a MaxQuant msms.txt file, currently does not contain any rescoring features:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ "Empty DataFrame\n", "Columns: []\n", "Index: [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, ...]\n", "\n", "[35556 rows x 0 columns]" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.DataFrame(list(psm_list[\"rescoring_features\"]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that `psm_list[rescoring_features]` returns a Numpy array of dictionaries, but we can use Pandas to format it as a table. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Basic features" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Basic features from `BasicFeatureGenerator` can be added from any PSM list and contain simple feature, such as the search engine score, charge state, and absolute precursor mass error." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:ms2rescore.feature_generators.basic:Adding basic features to PSMs.\n" ] } ], "source": [ "basic_fgen = BasicFeatureGenerator()\n", "basic_fgen.add_features(psm_list)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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This is because charge state can act as both a categorical and a numerical feature. Simply put, sometimes an effect increases or decreases with increasing charge state, and sometimes it is simply different for different charge states." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### MS²PIP features\n", "\n", "MS²PIP is a machine learning tool that predicts the MS2 spectrum of a peptide given its sequence. It is previously identified MS2 spectra and their corresponding peptide sequences. Because MS²PIP uses the highly performant - but traditional - machine learning approach XGBoost, it can already produce accurate predictions even if trained on smaller spectral libraries. This makes MS²PIP a very flexible platform to train new models on custom datasets. Nevertheless, MS²PIP comes with several pre-trained models, which we will use in this tutorial.\n", "\n", "Because traditional proteomics search engines do not fully consider MS2 peak intensities in their scoring functions, adding rescoring features derived from spectrum prediction tools has proved to be a very effective way to further improve the sensitivity of peptide-spectrum matching. Generating features from MS²PIP predictions follows these steps:\n", "\n", "1. Predict MS2 spectra for all PSMs in the dataset, including decoy PSMs and low scoring target PSMs.\n", "2. Read and parse the observed MS2 spectra from the original spectrum files (MGF or mzML).\n", "3. Compare the predicted and observed spectra using various similarity metrics, which are returned as rescoring features." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "#### Configuring MS²PIP\n", "\n", "In contrast to the basic feature generator, MS²PIP requires some parameters to be set and requires access to the original observed peptide spectra:\n", "\n", "- `model`: Name of the prediction model to be used. This strongly depends on the dataset your are rescoring. A list of all MS²PIP models is available on https://ms2pip.readthedocs.io/en/latest/prediction-models/. \n", "- `ms2_tolerance`: As MS²PIP must reannotate the observed MS2 spectra, a mass tolerance must be set. For MS²PIP, this is configured in Dalton. A good value for Orbitrap spectra, for example, is `0.02`.\n", "- `spectrum_path`: Path to the original spectrum files. This can be a single file, or a directory containing multiple files. The spectrum files must be in MGF or mzML format.\n", "- `spectrum_id_pattern`: A regular expression pattern to extract the spectrum ID from the PSMs (see below).\n", "- `processes`: Number of CPU processes to use for parallel processing. Note that higher values can lead to memory issues." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "ms2pip_fgen = MS2PIPFeatureGenerator(\n", " model=\"HCD\",\n", " ms2_tolerance=0.02,\n", " spectrum_path=\"../../../examples/mgf/20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02.mgf\",\n", " spectrum_id_pattern=r\".*scan=(\\d+)$\",\n", " processes=8,\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A very import aspect of generating MS²PIP-derived features is making sure the peptide identifications are matched to the correct spectra. Unfortunately, many search engines alter spectrum identifiers in their output files. In the case of MaxQuant and data from Thermo instruments, fortunately, the scan numbers are returned. If the spectrum files have been converted to MGF with ThermoRawFileParser, we need to extract these exact scan numbers from the spectrum `TITLE` entries. This can be done with a regular expression pattern. For example, the following pattern extracts the scan number from the following spectrum title:\n", "\n", "```python\n", "spectrum_id_pattern = r\"scan=(\\d+)\"\n", "```\n", "\n", "```\n", "mzspec=20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02.raw: controllerType=0 controllerNumber=1 scan=2\n", "```\n", "\n", "We can test this with the first spectrum in the file:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "mzspec=20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02.raw: controllerType=0 controllerNumber=1 scan=2\n" ] } ], "source": [ "from pyteomics.mgf import read as read_mgf\n", "\n", "for spectrum in read_mgf(\"../../../examples/mgf/20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02.mgf\"):\n", " print(spectrum[\"params\"][\"title\"]) # noqa T201\n", " break" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2\n" ] } ], "source": [ "import re\n", "spectrum_id = re.match(r\".*scan=(\\d+)$\", spectrum[\"params\"][\"title\"]).group(1)\n", "print(spectrum_id) # noqa T201" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can use this scan number to retrieve its corresponding PSM:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "PSMList(\n", " psm_list=[\n", " PSM(\n", " peptidoform=Peptidoform('ELMKLAPR/2'),\n", " spectrum_id='2',\n", " run='20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02',\n", " collection=None,\n", " spectrum=None,\n", " is_decoy=False,\n", " score=58.194,\n", " qvalue=None,\n", " pep=0.11486,\n", " precursor_mz=479.28114,\n", " retention_time=0.0054151,\n", " ion_mobility=None,\n", " protein_list=['K7ER25', 'K7EJY1', 'Q7Z3S7', 'E7EUE0'],\n", " rank=None,\n", " source='msms',\n", " provenance_data={\n", " 'msms_filename': '..\\\\..\\\\..\\\\examples\\\\id\\\\msms.txt'\n", " },\n", " metadata={\n", " 'Scan index': '0',\n", " 'Sequence': 'ELMKLAPR',\n", " 'Length': '8',\n", " 'Missed cleavages': '1',\n", " 'Modifications': 'Unmodified',\n", " ... +51\n", " },\n", " rescoring_features={\n", " 'charge_n': 2,\n", " 'charge_1': 0,\n", " 'charge_2': 1,\n", " 'charge_3': 0,\n", " 'charge_4': 0,\n", " ... +5\n", " }\n", " )\n", " ]\n", ")" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "psm_list[psm_list[\"spectrum_id\"] == spectrum_id]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Generating MS²PIP features" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:ms2rescore.feature_generators.ms2pip:Adding MS²PIP-derived features to PSMs.\n", "INFO:ms2rescore.feature_generators.ms2pip:Running MS²PIP for PSMs from run `20161213_NGHF_DBJ_SA_Exp3A_HeLa_1ug_7min_15000_02`...\n", "INFO:ms2pip.core:Processing spectra and peptides...\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "e6c3cad7e99342b782b935e230b8e41f", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Output()" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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" ], "text/plain": [ " Matches \\\n", "0 y1;y2;y3;y4;y5;y6;y7;y8;y9;y1-NH3;y2-NH3;y3-NH... \n", "1 y1;y2;y4;y6;y7;y8;y9;y10;y11;y12;y13;y14;y2-NH... \n", "2 y1;y2;y3;y4;y5;y6;y7;y8;y9;y10;y11;y12;y13;y14... \n", "3 y2;y5;y5-H2O;a2;b2;b3 \n", "4 y1;y4;y6;y9;y10;y11;y12;y13;y11-H2O;y1-NH3;a2;... \n", "\n", " Intensities \\\n", "0 6420431.2;5259286.7;7595262.2;8731264.7;116766... \n", "1 357644.7;48235;495609.6;1150605.6;1479450.3;14... \n", "2 467523.3;1624841.4;1272199.7;504549;6773740.4;... \n", "3 245612.6;40630.3;18142.2;108568;152454.4;155335.3 \n", "4 9529767.6;1651203.2;270327.2;11359473.6;212221... \n", "\n", " Mass Deviations [Da] Intensity coverage \n", "0 -9.10020734181671E-05;-0.000929981532976853;-0... 0.450133939639015 \n", "1 -0.000377184504145589;-0.000336244570064537;-0... 0.682793460933943 \n", "2 -0.000650374560791533;0.000150255794096665;0.0... 0.632290650531871 \n", "3 -0.0009548283943559;0.00245136965645543;0.0023... 0.187275289286221 \n", "4 -0.000178087084577783;0.00014824673877456;0.00... 0.0479428579117575 " ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.DataFrame(list(psm_list[\"metadata\"]))[[\n", " \"Matches\", \"Intensities\", \"Mass Deviations [Da]\", \"Intensity coverage\"\n", "]].head()" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO:ms2rescore.feature_generators.maxquant:Adding MaxQuant-derived features to PSMs.\n" ] } ], "source": [ "maxquant_fgen = MaxQuantFeatureGenerator()\n", "maxquant_fgen.add_features(psm_list)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Assessing individual feature performance before rescoring" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "from ms2rescore.report.charts import (\n", " calculate_feature_qvalues,\n", " feature_ecdf_auc_bar,\n", " fdr_plot,\n", " ms2pip_correlation,\n", ")\n", "import deeplc.plot\n", "\n", "features = pd.DataFrame(list(psm_list[\"rescoring_features\"]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The following plot shows the number of identified PSM at varying FDR thresholds, where the red line indicates the commonly used 1% FDR threshold." ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "FDR threshold=%{x}
Number of identified target PSMs=%{y}", "legendgroup": "", "line": { "color": "#636efa", "dash": "solid" }, "marker": { "symbol": "circle" }, "mode": "lines", "name": "", "showlegend": false, "type": "scattergl", "x": [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "psm_list.calculate_qvalues() # msms.txt does not contain q-values\n", "fig = fdr_plot(psm_list.to_dataframe(), fdr_thresholds=None, log=False)\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can make a similar plot for each of the rescoring features by simply calculating q-values as if the feature were a search engine score." ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "feature_qvalues, feature_ecdf_auc = calculate_feature_qvalues(\n", " features=features,\n", " is_decoy=psm_list[\"is_decoy\"],\n", ")" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "feature_names = {\n", " \"basic\": basic_fgen.feature_names,\n", " \"ms2pip\": ms2pip_fgen.feature_names,\n", " \"deeplc\": deeplc_fgen.feature_names,\n", " \"maxquant\": maxquant_fgen.feature_names,\n", "}\n", "feature_generator_map = {name: gen for gen, f_list in feature_names.items() for name in f_list}\n", "\n", "feature_qvalues_melt = feature_qvalues.melt(var_name=\"feature\", value_name=\"q-value\")\n", "feature_qvalues_melt[\"feature_generator\"] = feature_qvalues_melt[\"feature\"].map(feature_generator_map)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "# Plot takes 100MB in saved file...\n", "\n", "# fig = px.ecdf(\n", "# data_frame=feature_qvalues_melt,\n", "# x=\"q-value\",\n", "# color=\"feature_generator\",\n", "# line_dash=\"feature\",\n", "# )\n", "# fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The larger the area under the curve (AUC) is for each line, the better. We can therefore visualize the same information in a more easy-to-interpret bar chart with the AUCs, which were already calculated by the `calculate_feature_qvalues` function." ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "feature_ecdf_auc[\"feature_generator\"] = feature_ecdf_auc[\"feature\"].map(feature_generator_map)" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "alignmentgroup": "True", "hovertemplate": "%{hovertext}

Feature generator=basic
Q-value ECDF AUC=%{x}
Feature=%{y}", "hovertext": [ "charge_7", "charge_6", "charge_5", "charge_4", "charge_3", "charge_n", "charge_1", "charge_2", "abs_ms1_error_ppm", "search_engine_score" ], "legendgroup": "basic", "marker": { "color": "#636efa", "pattern": { "shape": "" } }, "name": "basic", "offsetgroup": "basic", "orientation": "h", "showlegend": true, "textposition": "auto", "type": "bar", "x": [ 18.940987769735237, 27.91112962279412, 31.64155057837608, 38.27525397308989, 72.9655353774823, 340.4141915770738, 340.4141915770738, 530.141887175543, 772.781182926695, 7134.640672851781 ], "xaxis": "x", "y": [ "charge_7", "charge_6", "charge_5", "charge_4", "charge_3", "charge_n", "charge_1", "charge_2", "abs_ms1_error_ppm", "search_engine_score" ], "yaxis": "y" }, { "alignmentgroup": "True", "hovertemplate": "%{hovertext}

Feature generator=ms2pip
Q-value ECDF AUC=%{x}
Feature=%{y}", "hovertext": [ "max_abs_diff_iontype", "min_abs_diff_iontype", "dotprod_norm", "iony_min_abs_diff", "min_abs_diff", "iony_abs_diff_Q1", "min_abs_diff_norm", "ionb_min_abs_diff", "ionb_min_abs_diff_norm", "dotprod_ionb_norm", "iony_abs_diff_Q2", "iony_min_abs_diff_norm", "abs_diff_Q2", "abs_diff_Q3", "iony_abs_diff_Q3", "ionb_max_abs_diff", "dotprod_iony_norm", "ionb_std_abs_diff", "abs_diff_Q1", "iony_mean_abs_diff", "ionb_abs_diff_Q1", "ionb_abs_diff_Q3", "ionb_mse", "ionb_abs_diff_Q2", "ionb_abs_diff_Q1_norm", "mean_abs_diff", "iony_mse", "ionb_mean_abs_diff", "iony_max_abs_diff", "iony_std_abs_diff", "spec_mse", "abs_diff_Q1_norm", "std_abs_diff", "max_abs_diff", "ionb_abs_diff_Q2_norm", "iony_abs_diff_Q1_norm", "abs_diff_Q2_norm", "ionb_abs_diff_Q3_norm", "iony_abs_diff_Q2_norm", "ionb_mean_abs_diff_norm", "dotprod_ionb", "ionb_pearson", "cos_ionb_norm", "cos_ionb", "dotprod_iony", "ionb_mse_norm", "ionb_std_abs_diff_norm", "iony_abs_diff_Q3_norm", "ionb_max_abs_diff_norm", "abs_diff_Q3_norm", "iony_pearson", "iony_mean_abs_diff_norm", "dotprod", "cos_iony_norm", "mean_abs_diff_norm", "ionb_pearson_norm", "ionb_spearman", "cos_iony", "iony_mse_norm", "cos_norm", "spec_mse_norm", "iony_max_abs_diff_norm", "iony_std_abs_diff_norm", "iony_pearson_norm", "spec_pearson", "std_abs_diff_norm", "max_abs_diff_norm", "iony_spearman", "cos", "spec_pearson_norm", "spec_spearman" ], "legendgroup": "ms2pip", "marker": { "color": "#EF553B", "pattern": { "shape": "" } }, "name": "ms2pip", "offsetgroup": "ms2pip", "orientation": "h", "showlegend": true, "textposition": "auto", "type": "bar", "x": [ 124.2721886044431, 153.79041737181592, 402.94219212038684, 427.06752873434925, 588.6447643499387, 607.3886578581466, 642.3590694656922, 684.0850569827007, 719.620343444782, 745.8184904282248, 893.9234933692461, 952.8000834515167, 1080.3307971975817, 1195.7674336777516, 1239.2735678320987, 1314.0170627335622, 1343.6461199265573, 1367.71771482634, 1412.2431122764372, 1472.2838290702825, 1487.2052365826971, 1529.4278031658994, 1556.3521338348564, 1647.3281837186692, 1656.667822470492, 1672.8545516760655, 1707.2092071336576, 1714.0567705732137, 1885.1390523209848, 1917.0079920026287, 1995.3223644019622, 2033.5256975729212, 2039.366925715894, 2104.34884178061, 2230.5607361391294, 2304.9303245477463, 3377.2631343848516, 3420.8739991300904, 3677.525796498154, 4595.36669251883, 4645.805173871325, 4781.148194094915, 4950.763788362267, 5044.52197208673, 5168.250698207483, 5254.777842866876, 5335.925011264166, 5347.9038671144035, 5377.537960621003, 5382.289083170408, 5494.657869831309, 5517.310492491719, 5574.467285929385, 5833.432522878452, 5871.214218583711, 5963.259892785943, 6190.15149133438, 6233.778990316866, 6247.273390100983, 6359.259474741258, 6624.110594847079, 6712.5243258356095, 6725.142174113732, 6799.512362984063, 6836.549035857221, 6851.24711609436, 6859.841604442044, 6985.34660191586, 7039.73997071753, 7483.744932418756, 7534.888843233439 ], "xaxis": "x", "y": [ "max_abs_diff_iontype", "min_abs_diff_iontype", "dotprod_norm", "iony_min_abs_diff", "min_abs_diff", "iony_abs_diff_Q1", "min_abs_diff_norm", "ionb_min_abs_diff", "ionb_min_abs_diff_norm", "dotprod_ionb_norm", "iony_abs_diff_Q2", "iony_min_abs_diff_norm", "abs_diff_Q2", "abs_diff_Q3", "iony_abs_diff_Q3", "ionb_max_abs_diff", "dotprod_iony_norm", "ionb_std_abs_diff", "abs_diff_Q1", "iony_mean_abs_diff", "ionb_abs_diff_Q1", "ionb_abs_diff_Q3", "ionb_mse", "ionb_abs_diff_Q2", "ionb_abs_diff_Q1_norm", "mean_abs_diff", "iony_mse", "ionb_mean_abs_diff", "iony_max_abs_diff", "iony_std_abs_diff", "spec_mse", "abs_diff_Q1_norm", "std_abs_diff", "max_abs_diff", "ionb_abs_diff_Q2_norm", "iony_abs_diff_Q1_norm", "abs_diff_Q2_norm", "ionb_abs_diff_Q3_norm", "iony_abs_diff_Q2_norm", "ionb_mean_abs_diff_norm", "dotprod_ionb", "ionb_pearson", "cos_ionb_norm", "cos_ionb", "dotprod_iony", "ionb_mse_norm", "ionb_std_abs_diff_norm", "iony_abs_diff_Q3_norm", "ionb_max_abs_diff_norm", "abs_diff_Q3_norm", "iony_pearson", "iony_mean_abs_diff_norm", "dotprod", "cos_iony_norm", "mean_abs_diff_norm", "ionb_pearson_norm", "ionb_spearman", "cos_iony", "iony_mse_norm", "cos_norm", "spec_mse_norm", "iony_max_abs_diff_norm", "iony_std_abs_diff_norm", "iony_pearson_norm", "spec_pearson", "std_abs_diff_norm", "max_abs_diff_norm", "iony_spearman", "cos", "spec_pearson_norm", "spec_spearman" ], "yaxis": "y" }, { "alignmentgroup": "True", "hovertemplate": "%{hovertext}

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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = feature_ecdf_auc_bar(feature_ecdf_auc)\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Importantly, a low q-value ECDF AUC does not necessarily mean that a feature is not valuable for rescoring. The more orthogonal a feature is to the other information already used in PSM scoring, the more it will help to confidently identify PSMs. For instance, retention time features are completely independent from the information used in a traditional search engine. When combined with other scoring information, they can provide a substantial boost in sensitivity." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The quality of specific rescoring features can also be assessed in a manner specific to the feature. For instance, we can plot the distribution of the MS²PIP pearson correlations for target PSMs that initially passed the FDR threshold:" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "alignmentgroup": "True", "bingroup": "x", "hovertemplate": "Pearson correlation=%{x}
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RMAE with best method=%{x}
Training dataset size=%{customdata[0]}
RMAE with transfer learning=%{customdata[1]}
RMAE with new model from scratch=%{customdata[2]}
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = deeplc.plot.distribution_baseline(\n", " df=features[(~psm_list[\"is_decoy\"]) & (psm_list[\"qvalue\"] <= 0.01)], # noqa: E712\n", " predicted_column=\"predicted_retention_time_best\",\n", " observed_column=\"observed_retention_time_best\",\n", ")\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Rescoring" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Using Mokapot directly" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "from mokapot import brew\n", "from ms2rescore.rescoring_engines.mokapot import convert_psm_list\n", "\n", "%matplotlib inline" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In this tutorial, we will use Mokapot as rescoring engine. By default it employs the same methodologies as Percolator, but is fully implemented in Python. First, the PSM list must be converted to a Mokapot `LinearPsmDataset`." ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "linear_psm_dataset = convert_psm_list(psm_list)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Then, the Mokapot `brew` function can be called to rescore the PSMs:" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "confidence_results, models = brew(linear_psm_dataset)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Mokapot contains a function to conveniently plot the results: " ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "confidence_results.plot_qvalues()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Or to compare the un-rescored PSMs to the rescored PSMs:" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "linear_psm_dataset.assign_confidence().plot_qvalues(label=\"Before rescoring\")\n", "confidence_results.plot_qvalues(label=\"After rescoring\")\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using mokapot directly allows us to quickly generate `LinearPsmDataset` objects with different feature sets, for instance:\n", "\n", "- Only basic features\n", "- Basic + MaxQuant-derived features (mimicking a traditional Percolator rescoring run)\n", "- Basic + MaxQuant-derived + MS²PIP features\n", "- Basic + MaxQuant-derived + MS²PIP + DeepLC features\n" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [], "source": [ "feature_sets = {\n", " \"basic\": feature_names[\"basic\"],\n", " \"basic_mq\": feature_names[\"basic\"] + feature_names[\"maxquant\"],\n", " \"basic_mq_ms2pip\": feature_names[\"basic\"] + feature_names[\"maxquant\"] + feature_names[\"ms2pip\"],\n", " \"basic_mq_ms2pip_deeplc\": feature_names[\"basic\"] + feature_names[\"maxquant\"] + feature_names[\"ms2pip\"] + feature_names[\"deeplc\"],\n", "}" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "image/png": 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fFqhuVM8qNZY2L6Xj+earmDk4FEqsN+JSaPb9DsO+l7MNu0fkf9D60ZtHeXfDg3XwZr08K28NxF2Fi9v12y9+DKUq5isOUfRJEiWEEM+xDI2WuOgULhyO5sZ/cdy9k0pibBooOlCpgWbgnvm8FzxuUPutOlj7Fu7yJfHJGhp/t92w37KaGwt6524R4axsvbKVYTuHGfa/bvw1TtZOeWvk7376r+bW8PLYfMciij5JooQQ4jmiKAoRp2M4seMaEafvZF9RZTyWyamEQrX6bnjV88a1nEOBTk2QW/N2XWTihrOG/Uld/HmrXrl8t3cw8qBRAjW12VRal2+dt0b+2wpX7y1MXKkVqJ/emDDx9EkSJYQQzzidTmHv3xc4s+cGmjRtlnWsU26jU5tT7tp2rFNu45B4Fcf6tfCeMR1zG8sszylMTb7bzvW4FMN+nyblnyiBupJwhX6b+xn213Rag4+jT94ayUiHZV0e7L/1a77jEcWDJFFCCPGM0WboiAqP5+zeSFKTM7h84naW9ZxjzlDmxv9wuX0S1b3ZuAEsK1SgzE/zsa5ePcvzClunOSFGCdT8d+vSytct3+0pimK0Jt68V+blPYEC2PTpg+23/4Ai0FsnCpYkUUIIUUwlxadxK+Iud64nkpqUwbEtEZhZqNFqdNme43t7My5nN2ORkWJU7tT1DUr164eFt3eReFSXlQytjupfbCJd++D+LnzbFnOzJ3tkdjj6MEmaJACWt1uOv6t/3huJCYfQ+frtVl9BlcAnikkUD5JECSFEMZCWrOH6+TguHbtF1KUE4qKTs6z3aALlcDeCMtd3YZ90gxJ3IzLVd3rrLTy+/AJVER+7o9UpVPpsg1FZyOiXnziBOn7rOH029QHAzcYtfwnU5T2w9PUH+40HPVFMoviQJEoIIYoARadwNyaVqPB4Dm+8grWdBYpOQZuh4+aVuzmea3/3KjozSxzuRmCTcouy13dhoUkyekQHYFmxIlYVfCjZ4x2sqlTG3Nm5IG/JZE5ei6fD7D2GfUszNSfGtcba4smWjtlwaQMjd4807A+tMzTvjWSkw29vgzYN1ObwzkpQF+ySNqLokCRKCCGeMkVRSIpL58aFWE5sv0b0pYQ8nKzDOfYsbjeP4Bx7Fqu0WB5++GbbsCHWzd/AorQn5h4eWFetirmHB2orK5PfR0HT6RSClh9hw6koQ1l9H2f++LDRE7cdfCyYH48/mARzdP3RdKiYea2/HCVEwvyXIS1ev//h/8C9aI4jEwVDkighhCggWq2O5Ph0/jsUzaVjtzC3NCMtOYNbETn3LNlo4tBpdVS+8BdqXQZqJQPzjFQc7l4xSphKtGuLVeXK2NSqhXWNGoU22WVBqfCp8RIu33T0o2ej8k/c7qSDk/g17MGbc6s7raaCY4W8NRKxH355aNxTp7mSQD2HJIkSQggT0Gp1XD8by43/4rhxIY7IC/G5Os82KRJUaipf+IuSsWdRK5kHhZs5OmJZqQIlu/XH7sUXUdvbF8uepdzS6RSaTdlhVPbft22xeMLxTwADtg7gf9f/Z9g/9M4hrMzy+L3MSDdOoDrPg5rdnjg2UfwUahKl1WoZN24cv/76K1FRUZQuXZrevXvz+eefG94OURSFL7/8kvnz5xMXF0eTJk0IDg6mcuXKhnZiYmIYNGgQ//77L2q1mi5dujBjxgzs7e0NdU6cOEFQUBChoaG4uroyaNAgRo4cmSkmIYTIDUVRuBYWy4F/w0mKTyMxJu2x55S2uoXLpd0od25T4u4VrNIzJ1p2TV+iVO/eqB0cMHd1xdzdvci+LVcQktIyaDRxGwmpGYay018FPnECpSgK4/aNM0qgdr21K+8JFMCe6Q+2u/0G1do9UWyi+CrUJGrSpEkEBwezePFi/Pz8OHToEH369MHR0ZHBgwcDMHnyZGbOnMnixYvx8fFh7NixBAYGcubMGaytrQHo0aMHkZGRbNmyBY1GQ58+ffjggw9Yvnw5AAkJCbRu3ZpWrVoxd+5cTp48Sd++fXFycuKDDz4otPsXQhQ/0ZcT2DT/FHfvpGZ53MrWHEdXG8pWssc56igZP05ArWQ9wSWAc69e2NQMoES75/sX8dWYZGZvv8CKQ1cNZW4OVuwc0Rxbyyf7VaUoCgFLAgz7HnYerO+8Hgszi7w3djMMdk7Qb1doIQnUc06lKIry+GoF49VXX8Xd3Z0FCxYYyrp06YKNjQ2//voriqJQunRphg8fzieffAJAfHw87u7uLFq0iG7duhEWFkb16tUJDQ2lbt26AGzcuJF27dpx7do1SpcuTXBwMJ999hlRUVFYWupn3h09ejSrVq3i7NmzmQN7REJCAo6OjsTHx1OiRIkC+E4IIYqi9NQMEm6nciviLjuWhmFpY05ackameg4O4F85A/WPX2DjYAEKaG9nPcGldY0a2Nati9Nbb2Llk48JHZ8x6Rk6qny+IVN5r0befNWxxhO3r9VpqbW0lmG/csnK/Nr2V2wtbPPeWMhM+N8USI0HK0cYcQHMi95s7uKBgv79Xag9UY0bN+ann37i/PnzVKlShePHj7Nnzx6mTZsGwKVLl4iKiqJVq1aGcxwdHWnQoAH79u2jW7du7Nu3DycnJ0MCBdCqVSvUajUHDhygc+fO7Nu3j6ZNmxoSKIDAwEAmTZpEbGwsJUuWNIorLS2NtLQHXfMJCXl4c0YIUezcuZFIzI0kosMTOL79KvYlrfSL8D7i4QTKPfog3hFbsE+6YVRH+0gHlZmLC06dO+P8bk/MXV0LJP7izPeLjUb7IwKr8mHTCk88/xPAvhv7+GCL8dOGla+tzF9jZ9fDlocWE37nb0mgROEmUaNHjyYhIYFq1aphZmaGVqvl22+/pUePHgBERelfa3V3N15C3N3d3XAsKioKNzfj6f7Nzc1xdnY2quPzyP/47rcZFRWVKYmaOHEiX331lYnuUghRGO7cSNQnPYpCRrqO2Ohkbl+9y62IRNJSNJiZqVEUhYTbmR/LZZVAOdhqsQs/ROnIEBzuXsFMl7lHyrZePXRpaXiO+xK1rS1mJUti5uhYIPdXXKVlaDkbeZc1x2+wZN9ltDr9w5AXyjmxckATk1xDURR6bujJ8VvHDWWl7UqzscvGHM7KwZW98Hv3B/sf/g88A7KvL54bhZpE/fHHHyxbtozly5fj5+fHsWPHGDp0KKVLl6ZXr16FFteYMWP4+OOPDfsJCQl4eXkVWjxCiKwpioJOp3B2byTXz+unBbh45Fa+2ytV1h77klbY2YK36jLK4T2k7dyESqMxqmfu4YF1DT9KvvkmVlWrYe5SCpWZTLCYHUVRGP33SaPxTg9TqzBZAhWZGEnrv1sblS1pu4TabrXz12BGOixsq9928ISBoWD1bE0lIfKvUJOoESNGMHr0aLp1078a6u/vz5UrV5g4cSK9evXCw8MDgOjoaDw9PQ3nRUdHU6tWLQA8PDy4efOmUbsZGRnExMQYzvfw8CA6Otqozv39+3UeZmVlhdUz/PqwEMWJolPIyNCRnqKfX+n8wWiunolBpYaUu5rHnl/SwxZUKrQaLZY25tg5WuFazgFPL2tUacmoNGkotyKxTY5GSUnm1rTpoCjc74t69L24cosWYtewocnv81n2+apTmRIoK3M1LvZWzH67NrXLlczmzNxTFIWB2wey+9puo/Ij7xzJ3wByAK0Gxj/0CPbd1ZJACSOFmkQlJyejfmS9JjMzM3Q6/TwpPj4+eHh4sG3bNkPSlJCQwIEDB+jfvz8AjRo1Ii4ujsOHD1OnTh0Atm/fjk6no0GDBoY6n332GRqNBgsL/V+mLVu2ULVq1UyP8oQQhUtRFCIvxHNq93VUKjh/MPrxJ93zQmA5SrjYUNLDjlJl7bGyMTe0mXrqNCnHj3Nz8mSU9HSSHjk3MZs2rf39cXqzK3YNGmBZrlz+buo5dep6PN1+2k9i2oNHnz/2eIE2fh6o1aabtuFi3EU6re5kVNa9Wnc+bfDpkzX8jcuD7Zpvg2vVJ2tPPHMKNYnq0KED3377LeXKlcPPz4+jR48ybdo0+vbtC4BKpWLo0KGMHz+eypUrG6Y4KF26NJ06dQLA19eXNm3a8P777zN37lw0Gg0DBw6kW7dulC5dGoC3336br776in79+jFq1ChOnTrFjBkzmD59enahCSEKSEpiOpEX4tGkabl0/DbWdvp/hqLCE1AUhZgbj6Y3mZX0sKVqQw/cypWgVFl71GmJKNGRZNyMIHnvIVTWVlzbtJn08HDUtrbokrNerBdA7eCALjERcw8PzEuVwtzVFctyXriNGIHKXOYjzo9UjZZqYzOPP9ozqgVlS+bjrbgcbLy0kRG7Rxj2G3g0YN4r8zB70vXrMtIfbNu5QufgJ2tPPJMK9V+IWbNmMXbsWAYMGMDNmzcpXbo0H374IV988YWhzsiRI0lKSuKDDz4gLi6OF198kY0bNxrmiAJYtmwZAwcOpGXLlobJNmfOnGk47ujoyObNmwkKCqJOnTq4uLjwxRdfyBxRQhSw1CQNYXsjuXjkJpo0LWbm6scuefIwt/IlKOfnTLnqpXAtZ495FgvORvTtR9Levdm28WgCZfPCC5iVLInb8OFY+pR/riayfBp0OoUWU3YalXWoWZrxHWvgaJvPx2pZCI0K5fvQ7wmLCTOUjao3ineqv2OaC2z+7MH28POmaVM8cwp1nqjiQuaJEuLxFJ1CbHQyp3ZfR6vRERUen2OvknNpOyyszDC3VFOmiv6xenqqFs8KjljZmeNZ0RH1Q6+569LTubthAxm3b5MRE8PdjZvQXL+eqV3rmgGQocW2fn10Kck4vtYRS+9ymDk4oLKUV9IL0perT7F43xXDvp2lGae+CjRpono14SoTDk5gz/U9hrIXy7zI1GZT8zf3U1ZS4mCSt367cmvo8adp2hVP3TM9T5QQonhKuZvO9fNxXDp+Cwtr/T8jp3dnTmge9kJgOVy8HLB1sMTJwxY7x9y9vHF3xw6u9R/w2HpVjx5BbWOTqzaFaf38v3DGrwszKqtRpgT/DnzRZAnU2ZizzDs+j60RW43Ke/v1Znjd4Sa5BnBvXbw2D/a7LMi+rnjuSRIlhMiVlLvpJN9NJy46mY3zTuVYt4SrDX4vlsbc0oxKddywLZFzD5AuOZnUs2fJiI4m5eQptHfukHLyJOnh4VnWd+r6Bkp6Orr0dEr16YNNgMzZU1henfU/Tl03npB468fNqORmn80ZeXc+9jxd/+1q2He2dubTBp/S2ru16R/H/tUHbt1LCF94F6zl6YPIniRRQogcabU6roXFsnb28UzHzMzVOLrZUPEF/YS3Tu42VKmXedqQRyUfPUpy6CFSDh8mcdeuXMXh8c3XlHjlFcycnPIUvygYOp3C68F7jRKocR2q06uxaceZpWSk0GVNF8P+RzU/oo9fH9M9unvYseVwdq1+26E0dJiZc33x3JMkSghhoNXq2PTTKeKik+/tKyTcSjGqo1KrUHQKVRq48/K7vpg9ZnmOjJgYbs+eg+b6dXTJySSHhuZY367pS+juJmLXqCFmJZ2xe7GJrDFXhFyNSWbs6lPsPGc8qem58W2wMjfthKPLwpbx3cHvDPszW8ykRbkWJr2GQdQpWKWfOgeVGgYdBnnpQDyGJFFCPIcUncKdG0mGAeBm5iqunI4hOSGdm5ezXivSzFxNo84Vqdkyd7P3a6KiuDn5exLWr8+2jmOnTqisrHDs1BGbWrXkTbkiburmc8zafiFT+d7RL5s8gfoi5Av+ufCPYb9vjb4Fl0ClxMLcezOmWzrAJ+fAsgB6usQzR5IoIZ5hiqKgKKBoFXSKQljIDeJvpnBix7XHntt5+INlMkqVdTBMXPk4uuRkrgYFkbxvv1G5ytoajy+/BEVBbWuLbf16mDs75+2GRKFIz9BR5fMNRmUVXe2Y/fYL+HqadsxQ8PFgfjr+ExmKfoJOewt7fmv/G+Udy5v0OgYpcTDpobbfWgqWdgVzLfHMkSRKiGJAURS0GToUBVD0+yj6eZj2/n2B9DQtSXFpxNxIwtxCjU5RUHT6HqfHsbQxB0WhrK8zKXfT8fJ1xqemCy5l8768haLVknz4sFECZR0QgOfXX2FdrVqe2xOFb/vZaPouOmRU9tdHjahb3vQJ8Lrwdfx47EfDvl8pP5a3X45alfMj43w7sgTWDHqw/9JwqFhAvV3imSRJlBDFwIa5J7l0/Hau6mZodI+tU6etN/ZOVlR/qcwTL7+RERtL4vYdRH72WaZjlXZsx+KhdS9F8fNwAmVhpuL0V22wNDd9UvNf7H+M/t9ow/68V+bRuHRjk18H0E9jsOQ1iNj3oMyrAbw8tmCuJ55ZkkQJUQxcOXUnx+Nu3g4EvOyFolMoVcYea3sL1GoVKrXq3lcM2+aWTzZ2RVEUyMgg/fJlbnz+OanHT2RZr9R7/SSBKqZ+2XOJE9fiWHXshqFsztsv0D6gYH6eP5/8mRlHZhj217++Hi+H3I29y7Nb52BOfeOyd1dDheYFcz3xTJMkSogiIjVJQ8Jt/ZtwyQnprPvxhKGXSKfVP5Z7e1wD7Eta618aUunXl1SpMJrZuyDdGDWK+H/Xgi5zb5eZkxOlPvoQpze6orK0QC2zgxcrI/48zvazN7mTlJ7pWElbiwJLoLqs6cL52AfLqixtu7TgEqiTf8Hf/R7se78I7/wFFjJJq8gfSaKEKAQxN5JY/cNRUhI1QPZjl+4nTwAOpawp4WKDWQE8SnmUoiig0aBL15AReQNNVBTJBw4Qv3pNprol2rXDZUB/rCpVKvC4hGmlZWjZciaagcuPZnl8XIfqVPMsQcMKpUx+7fi0eLr+25XIpEhD2brO6yhXopzJrwXA1q9gz7QH+x1/hNo9CuZa4rkhSZQQhSDyYhzJCZn/xw9g76xfDkXRgW9jT/xeKg2AjYOlSRIoRVHQxsUZlSXv30/6lSvcnjsPJSMDMjJybKPipo2Yu7ujsrREpX46vWDCdOKS02n83XaS07WZjv3arwEV3ezwdCy43pkTt07QY/2DBMbB0oGQbiEFM8WFTgc/NYOohx4799kI3o1Mfy3x3JEkSoinIDVJw3+h0Wju/dKKvqSfi6mcnzMvv+trqGfrYInqCQd6Z0fRaNClpXFj+Ce5niX8UbYNG+LYsSOW3t4mjk48DQcvxdBn4UGSHkmeLM3V1PUuSfA7dXC0sSiw60cnRfPLqV9Yfna5oaxn9Z6MrDeyYC4Y9i+seOfBvoUdDDsFtjK1hjANSaKEKACJsamkJT/ozdm/OpzLJzK/XWdla5HrhXjzI+XkKZL270Nz/Tpxv694bH2nrl0xcyyBc69e+l6m+x8z006kKJ6+7CbKDBn9MmWcCn5MULo2nVZ/tTIqm/jSRF6t8KrpL5YaDz+1gJiLD8q8GkLfjTILuTApSaKEMLFLJ26z/ses31gDqNpQv7acmbmagBZlCzSWa0FBZNy8mancokwZKqxZjcr2wazMMlv4s0lRFD769TCbTkcbytr4eTDhdX+c7Qp+8L9Wp+XzkM9ZG77WUBbgEsDcV+biYJn3ucgea8902DrOuGzQEShV0fTXEs89SaKEeAxFUTj47yViI5MyHbt49BZqc5VRAqJ9aJ4mG4cHj0Ysbcxp3c8PN++ntyq8NkH/2NAhMBC1vR1OnTphHRCAysJCxjI943acu8mkDWc5G3XXqHzfmJcLdLwT6P/ObI/YzqTQSUYDxwE6VOjAN02+wUxt4t7NpNsQ3AQSox6UeTWA3uvArOAeUYrnmyRRQjxGXHQyh9Zfzva4LuPeNOKPaNqtCv7NC7anKbfcRozAsmyZwg5DPCVvzt3HwcsxmcqPf9m6QMc86RQdQ3YMYefVnVke/7fTvwWzfMu1w/Dzy8Zl766BCs1Mfy0hHiJJlBCPoc3Q9yxZWpvRsFPmRwJWtuZ4VHQ0KjO3MMO2ROHNk6Skp6OJjMxyPifx7FIUhb+PXDdKoPo28eH1F8rgV7pEgT2yVRSFQdsHseta5hcW2pRvw4h6I3CzdTP9hTPSYWoV/QLC91XvBJ3nytxP4qmQJEqIXDK3MisyPUs5URSFS13fJO3cucIORTxF+y7eoft840Wfz49vWyBLtDzsXMw53vj3DaMyc7U5W97YgouNS8FdeMMoODDXuOydv6FSq6zrC1EAJIkS4iFajQ6t1rj3RpNWPHpzFK2W1NOnUdLSDAmU2tYW65oBWHh6FHJ0oiCkZ+jYfjaaj349kunYz+/WLdAESqvTsuPqDobtHGZUvqnLJkrbly6w66LNgO/KgeahMYpeDaHXv2Aus+SLp0uSKCHuibwYz5oZR8lILx5J06OiJ00idslSo7JKO7Zj5uiYzRmiuPt67Wl+3R9hVNasiiuL+9bP5ownE5cax0srXsLNxo2bKcZvfbYs15LpzacX3FueigI7J8KuScblY2/LwHFRaCSJEuKe6EvxOSZQ3n6mX/rClDQRVwEwc3HBzN4e23r1JIF6hl28lWiUQLWo6srM7rVxsDZ9QqFTdCw+vZhph/XLpjycQDlYOvBtk29pUa6Fya9rcP0wzH9k4HjAW/D6TwV3TSFyQZIoIR5RuZ47L79bLVO5uUXRmHAyZvFi4tevByD1eOb5qNyGDcWpS5enHZZ4isJvJdJy6oNB3Cs+aEiDAljfDuB2ym1a/GGcILnZuLGo7SI8bD2wKMheoIw02PQZhM5/UKa2gA92gId/wV1XiFySJEqIR6jURSdhysqtH4PRxcdneUxlY4N19epPOSLxtOh0Cievx9NxToihLKhFxQJJoH47+xsTDkzIVD7ppUm08WmDWlWAA9bvXIS/34MbD431cigNXX6G8k0K7rpC5JEkUUIUA4khIaRf1C9hoaSkAOAx7kvM3dxApcLazw+VuTlqGxvUNvJq97MmJimdF77Zkqm8Q83SjAjM3Gv6JBLTE2n0W+bFeV1tXNnYZSOWZgU0eFunhWuHYM1AuH3e+JidKww6BJZ2BXNtIfJJkighijhNdDRX+72Xqdy+WTMsPD0LISLxNCiKQref9nPgUuZJMwF6NCjHt51N+0gr7E4Yb65906gsqFYQfWv0LbjkCeDYb7Dqo8zlAd2gUzDI7PqiiJIkSjxXUpM0hK67RGqSJtOx2MjkQojo8bT3Ht2pLC1xeOUVAKyr+0oC9Yzace4mfRaGZnnMxsKMg5+1LJDB4wcjD9Jvcz/DfvkS5VnTaU3Br6m4oieErTEuq/8htB4vUxaIIk+SKPFcuXjkJie2X8uxjrVd0XxdWu3gQJmpUwo7DFGA6nyzhTtJ6ZnK1w1+kYqu9lgXwFg9RVEYsmMIO67uMJS19WnL5KaTTX6tTFYFGSdQslSLKGYkiRLPlYx7iwO7eNlTtUHmCSjNzNVUruv+tMMSgn+OXjNKoD5v70vXul4FttZdakYqEw5M4J8L/xiVj64/mh6+PQrkmganVsJffYzLPouSpVpEsSNJlHgulXS3pVarcoUdhhAAbD0TzbAVxw37Fye0w0xdcI/RlpxewveHvs9UvqfbHhytCnBuMU0qTKkCaY+8XTrmmiRQoliSJEqIIir92nWS9+9DEx1d2KGIAnTyWjzvLTlk2P/qNb8CSaCCjwez6NQikjMyj/1b1XEVFZ0yL65tUlu+gJAZxmVvLoHqHQv2ukIUIEmihCiirgUFGS0irLIommO1RN6lpGs5eDmGDScj+T30qqH88/a+9Gpc3mTXSc1IZeV/K5l4cGKWxz9t8ClvVH6j4CbMVBQ48QfsnACxlx+UezfRr3WnLrrzsQmRG5JECVFEZcTcAcCmbh3M7B0o0eHVQo5IPImUdC3Nvt9BfIqGtIzMywu1D/DkvZcqmORaByIPMGr3KO6k3sl0bMKLE3ipzEs4WTuZ5FrZiouAHx6ZgkGlhoGHoFQB93oJ8ZRIEiVEEefx+edYVzPthIri6UhOz+CbtWH8djAiy+PmahVlS9oQ6OfBB02fPIE6cesEQduCiEuLy3Ssbfm2TGo6qeCnLPinPxxfnrn85c/hpU+goK8vxFMkSZQQQhSAY1fj6PTQ8iz3udhbMq9nHfzLOGFpbppJJJeHLc/ykd3g2oPpWqVrwfc6Aeh0MLcJ3DxjXB7wFnSeJ8mTeCZJEiWEECaWlJaRKYFa0rc+TSq5mHTQ+IqzKxh/YHym8qolqzKl2RTKO5Y32bWyFXUKfusG8VeNyz/cDZ41C/76QhQiSaKEEMLEAr7abNh+rWZpZnSr9cSP0WJTYwmLCWPVhVVsvbIVjS7zrPvzW8+noWfDJ7pOnsyul3mdO4AR4WBn+kWRhShqJIkSz6SUu+nodEqmck1qRiFEk3sJ69cTs3gJik6HNjausMMReRSfrCH0cgzah/7sTXuzZr4TqGM3j9FzQ8/H1nvf/30+CPgAa3PrfF0nTxQFwnfC0k7G5RVfhg4zwEnmXxPPD0mixDPnf3+cf+zSLkWFotWiS0w07N/5eQGpZx4aU2JmhrmLSyFEJnJLo9XxRvBejl+Lz3Tsv2/bYm6W93FPJ26doP/W/iSkJ2R53NPOkx6+PQgsH4iHXeaZ9wvM3WiYWiVz+djbUFDTJAhRhEkSJZ45URcf+mWWRQeAubka7xqF/6hB0WgI79iJ9PDwTMdcgoKwruGHZfnykkQVcVM2ncsygfq2cw0s8pBAKYpCTGoMx28dZ8iOIUbHXvF+hY/rfExZh7JPHG++7foedjwy/qr5p9B8VOHEI0QRIEmUeGa1DwqgvH/RTUAy7tzJMoEyd3OjZLe3MHd1LYSoRF4t2nvZsB0y+mXKOOV9+ZJ/L/7Lp3s+zVTe2683/Wv2x9bC9klCfHLXDhsnULXegU5zCi8eIYoISaKEeEoSNmzg9ryfQKsfl6Vo7o3PMjen2tEjDyqamaFSm+bVd1Ewpm4+x5Yz0ZyNumso+/6NgDwnUGnaNDqt6sS1xMyPnz9t8Cndq3V/4ljzTVFg3XC4uB1iLz0o7/mPfvyTEEKSKCGeltjfV5B29mymcsuyZWVJl2Lk5t1UZm2/kKm8nb9nntrZcGkDI3ePNCqb98o8Gpdu/ETxPbEr++D37pASm/lYk6GSQAnxEEmihHhadPqlPlwGDMC2fn1DsXV138KKSOSCTqcwZfM5ftx5ES9nG67GpAD6uSN/6lkXX08HyjjZ5OoNvGRNMpNCJ7EtYhvxaQ/GUdlb2LPljS3YW9oX2H08VtRJmPti1sc6zYVKLcHe7enGJEQRJ0mUEE+ZVZXK2DVsUNhhiFwKvRzDjzsvAhgSKICyJW14pbr7Y8+/nnids3fOMvvYbC7EZe7Bmt58Oq28W5ku4LxIjoHt4+HQgszHvF+E138CxzJPPy4higlJooQoANq4OO4sWoQu4cGYmfQrVwoxIpEXSWkZnLgWz4VbiZx/aNzT8Feq0KKaGw7W5niXsst03p2UO+y6totjN4+RrktnXfi6bK/xju87vOf/HqVsnuKboooCJ/6AK3vgyJKs6ziUhmGnQG329OISopiSJEqIAhC/Zg135s7L8pja3uEpRyPyIjk9g6aTd3AnKd2ovL6PM4NaVs5U/1L8JcaGjOX4reM5tlu+RHk0Og1fNf6Keh71UKuewssDCZFw5z/94PA903Ou++oPULsnmMmvBSFyS/62CFEAdMn6xz5W1X1xaN7CUG7u5iaP8oqoIxGxbDkTzfIDEcSnPFhSxb+MI2WcbHi3kbehTKfomHt8LsHHg7Nsq6x9WRwsHajpWpOqzlXpWLEjFk9zMsro0zCvGWSxNIxB7Z76cU5+nZ9eXEI8YySJEqIA2fj54Tp4UGGHIbJwN1XDiD9PEJOs73E6eCkmU53L37XPVLbo1CKmHp6aqfylMi/Rv2Z/qjpXxdLM0vQBP07iLfirD1z+X+Zj9u5g5QA13oAmg8Ey86NIIUTeSRIlhHju/BF6lZF/n8jy2Gs1S2Nvbc7QRx7dKYrClENTWHLGeCzRl42+5LWKrxVO4pSRrn9Ud3gRnN+Q+XiNLtBuCtg6P/XQhHgeSBIlxBNK2r+fOz8vQMl4sLix5vr1QoxIPM7ULecM21bmaqa/VQuACq52VPMoYVQ3IiGC9v9k7pH6rMFndKjYATuLp9Crk5GuX/T3WijcPKPfTk/Muq7aAvqshzJ1QSZtFaJASRIlxBO6s3AhSXv2ZHlMlm4pGk7fiGfJ3iukaLSsOX7DUP5lh+r0aeKT7XmKomSZQK3rvI5yJcoVSKxGdDr4oyecXZtzPbUFOJaF12aBz0sFH5cQApAkSognl6EFoOTb3bGpU8dQrLaxwa5Jk8KK6rmn0epYvPcy49eFZVunY62s50C6nXKbC3EXmBw62VBWy7UWc1+Z+3R6ngD2zoLNnxuXmdtAqUrg5gueNaFKoD55ssj7en1CiCcnSZQQJmJTqxaO7TP3Woin75+j1xi2IvOUA11eKEvd8iVJ02h5rVYZnO3045jStGncSbnDyv9WMu9E1lNTLGyzEHN1Af2TeeciHP0VDv4Edi769RUTHllPr89G8G5UMNcXQuSLJFFCiGJPURRWHbvOrG0XCL+dlOl478blGdaqCo62FmToMrieeJ3o1Iusu3KIhacWcivlVpbtOlg6cDf9Lqs6rjJ9AqVJhSUd9eOcFO2D8kfHOvXbAl71EUIUPZJECSGKvTORCVn2PH38ShU+alYRS/MHA6xf/edVridmP/Df2dqZrlW6ElQrKFfr4eVImwF3b8D1w3A3Gs6shuQ7cPtc1vWdvKHJECjzwoNxTjZOTxaDEKLASBIlhCjWfv5fONvCbhr236xbliaVXAj088DaQr90iU7RsebiGsaGjDU619POk3RtOq9Veo3efr0paVXyyRMnRYGUWFjcAaJPPb6+pT10XQTlX5SxTUIUM5JECSGKrduJaUYDx+uXd2byGzWN6mToMuixvgdn7pwxKj/+7nHTL71ycTsszWIGcLU5WDvpH8tZldAPCPesCSXLyxp1QhRjkkQJIYqliRvCmLcrHAC1Ssen7SvTpHJJFp9eTHRyNKsvrCYhPSHTeYNrD6ZPjT6mT6A2joH9P2YuDwoF1yqmvZYQokiQJEoIUWykZKSw8fRlJm4+zJ2UO1i5ncWylH6OrhkX9Z/sWKgt2PD6Btzt3E0TTOxlOPknnN8M1w4aH+u6GPw6meY6QogiS5IoIUSxcCjqEB9s+RCNLh3cwPYx9fvX7I9apeYV71fwcvAyzbIsyTGw6TM4vjz7OsNO6weECyGeeZJECSGKtDUX1/D1vq9J06YZyhSdOSp1Bt4OFTBTw8DaA2lSugkWZhaYq8zzPzhcUSAtAW4chYgD+vFKugw4sjTzvE33OVeAco2hciuo+DJYO+bv2kKIYqfQk6jr168zatQoNmzYQHJyMpUqVWLhwoXUrVsX0M//8uWXXzJ//nzi4uJo0qQJwcHBVK78YHHQmJgYBg0axL///otaraZLly7MmDEDe3t7Q50TJ04QFBREaGgorq6uDBo0iJEjRz71+xVC5F7wwdX8GGY8a3dqdHv61+rDx62r5q/R60cgYr9+biadVv/19n+QEpf1Ir7ZeeMX8HsdnvRtPiFEsVWoSVRsbCxNmjShRYsWbNiwAVdXV/777z9KlixpqDN58mRmzpzJ4sWL8fHxYezYsQQGBnLmzBmsra0B6NGjB5GRkWzZsgWNRkOfPn344IMPWL5c3+WekJBA69atadWqFXPnzuXkyZP07dsXJycnPvjgg0K5dyGeR1qdQlJ6BgfDY9BodVnWSdEmcfD2BtZd/8moPO1WKzTxtQl6sUH+EqjwnXBw/uPXoXuYV0P9EitmFmBuBfU/AEcvSZyEEEAhJ1GTJk3Cy8uLhQsXGsp8fB4sBqooCj/88AOff/45HTt2BGDJkiW4u7uzatUqunXrRlhYGBs3biQ0NNTQezVr1izatWvHlClTKF26NMuWLSM9PZ1ffvkFS0tL/Pz8OHbsGNOmTZMkSogCFp+sQasoRMan8PqPe0nLyDp5us/SdTNWLtuNygIsP6RFg3a0D/DE0zGXcylFndQvo6LVwNn1kBZvfNzvdTC3BrVaPwVB8h1wrQblX9J/1CZ+e08I8cwp1CRqzZo1BAYG0rVrV3bt2kWZMmUYMGAA77//PgCXLl0iKiqKVq1aGc5xdHSkQYMG7Nu3j27durFv3z6cnJwMCRRAq1atUKvVHDhwgM6dO7Nv3z6aNm2KpeWDgaWBgYFMmjSJ2NhYo54vgLS0NNLSHoy/SEjI/Jq0eH4pWi2xv/9ORlQ0AOmXLxduQEXY+LVn+HnPpSyPqVVQ19sZAAUdt83XEWu+Ha3qwbItnul9aOjWkq9eC8jbOKfLe2BRNusYtvwS/DqDs0/Wx4UQIpcKNYkKDw8nODiYjz/+mE8//ZTQ0FAGDx6MpaUlvXr1IioqCgB3d+NXkt3d3Q3HoqKicHNzMzpubm6Os7OzUZ2He7gebjMqKipTEjVx4kS++uor092oeKYkh4YS/c34TOVq28e9L/b8Cb0ck6nso2YVGfZKZazMzdgWsY291/cSciOE248sxfLdS9/RvkI+FnSOPGGcQFVpC96NQaWGmt3BrlTe2xRCiCzkOYk6cuQIFhYW+Pv7A7B69WoWLlxI9erVGTdunFFvz+PodDrq1q3LhAkTAKhduzanTp1i7ty59OrVK6+hmcyYMWP4+OOPDfsJCQl4eXkVWjyiaNEl6heINXN1wbGd/pe1uasLdk2bFmZYRc7Oczc5fk3/CG1Br7pULavhzJ0z7Li6mFf+CiE2LTbL8wbVHkSzss2o6pzPgeP/bX6w/crX+rXohBCiAOQ5ifrwww8ZPXo0/v7+hIeH061bNzp37syff/5JcnIyP/zwQ67b8vT0pHr16kZlvr6+/P333wB4eHgAEB0djaenp6FOdHQ0tWrVMtS5efOmURsZGRnExMQYzvfw8CA6Otqozv39+3UeZmVlhZWVVa7vQxSesL03OLo5Ap1OMZTdjUl9Kte2LFMW9zGjn8q1ipOJG8L469A17iSlG8rSiePVf95Cq2izPKdp2aZ4l/DmjcpvUMGpQu4vlnADzm3Qj3tSdHAlRF8G+ukGJIESQhSgPCdR58+fNyQwf/75J02bNmX58uWEhITQrVu3PCVRTZo04dw549XMz58/j7e3N6AfZO7h4cG2bdsM10xISODAgQP0798fgEaNGhEXF8fhw4epU6cOANu3b0en09GgQQNDnc8++wyNRoOFhQUAW7ZsoWrVqpke5Yni5dTuG8RGJWc+oIISLrKYq6nFp2jYcDKSu6kZ/HviBh4lrNl8Jho3hwf/6bh5N83onGGtqlDaOQWtosVcZY6LrQveDt4EuAbQwqsF1ZyrYWFmkb+A/h1i3PP0MM+aWZcLIYSJ5DmJUhQFnU7/ds3WrVt59dVXAfDy8uL27dt5amvYsGE0btyYCRMm8Oabb3Lw4EF++uknfvpJ/2qzSqVi6NChjB8/nsqVKxumOChdujSdOnUC9D1Xbdq04f3332fu3LloNBoGDhxIt27dKF26NABvv/02X331Ff369WPUqFGcOnWKGTNmMH369LzevihqFH0PVKPOFfGs+GCSQzsnK0miCsCsbf8ZDRQ/gf5x3aOJE8Cv/epx1+wkp++s5p2NiwFwtXVl8xvZJD15lZ78IIEq1whKlNFPjpmeBJVb6wePCyFEAcpzElW3bl3Gjx9Pq1at2LVrF8HBwYD+TbpHB4A/Tr169fjnn38YM2YMX3/9NT4+Pvzwww/06NHDUGfkyJEkJSXxwQcfEBcXx4svvsjGjRsNc0QBLFu2jIEDB9KyZUvDZJszZ840HHd0dGTz5s0EBQVRp04dXFxc+OKLL2R6g2eIs6cdnpWcCjuMZ15Msv4RXTUPB7xL2WJraU6tcg5cSzuIpdVddkduwsnSGSsLNQP3fZbp8Z2nnWdWzebN2fX6STGPLHlQ1vQTqNQq+3OEEKIA5DmJup/krFq1is8++4xKlSoB8Ndff9G4ceM8B/Dqq68aerOyolKp+Prrr/n666+zrePs7GyYWDM7AQEB/O9//8tzfEIIiEtOZ8a2/wxv23WuXYYPm1UEYG34Wqb8b0KO5zfwbECzss3oXMkEvUOrPoLUR+Z88n7xydsVQog8ynMSFRAQwMmTJzOVf//995iZmZkkKCFE0bLuZCQLQy4b9kvaPngLNzZV/5adu607vs6+OFk7Uc+jHmqVGgu1BY1LN8bB0sE0gZxa+SCBajoSSpYHv05gYZ3TWUIIUSBMNk/Uw4/XhBDPljSNfhxkdc8S9GlSng419eMNUzNSuZGofxvuBfcXmNx0csEFEb4T/urzYL/JYLAyUXImhBD5kOskqkKF3L12HB4enu9ghBBFW0U3e7rWfTBn2nub3+P4reMAqHjC9eTSk+BuFJxdp59xXKUCbTok3dIv4fKwLgskgRJCFLpcJ1GXL1/G29ubt99+O9MM4UKI50+yJpnLCZcBKOdQjg4VO+S/sQ2j4MDc3NVtNwVqdMn/tYQQwkRynUStWLGCX375hWnTptG2bVv69u1Lu3btUMsinUI8NxRFIU2bRvCxYBacWmAon/nyTCo6VcxfoylxmRMoqxL6iTIdvcDMQj91gXNFcKkM5jIRrhCiaMh1EtW1a1e6du3K9evXWbRoEcOGDePDDz+kZ8+e9OvXj8qVKxdknEKIp+DfcyEcuHaK1AwN+8JvYWUOyaoIkonA1tuaXZoI6v5qfE75EuUp61A2fxe8Gw1TqzzY7/mPfqZxIYQoBvI8sLxMmTJ89tlnfPbZZ+zatYtx48bx/fffc/v2bZn9W4hi7HrCbcbsG4BKpR9EziPrKT86qbituS3L2y/Hx9EHtSqXPdKKAumJEH8d9s2Cow9lZN5NwKth/m9ACCGesny9nZeamspff/3FL7/8woEDB+jatSu2soK9EMVa1N04VCodiqLGUfcCiqLGwcoSr5L2aJQUAlzqUsuzHGUdylDGvgxW5lZYqPO4XMuvXeDitszl1TvCm0sylwshRBGWpyTqwIEDLFiwgD/++IMKFSrQt29f/v77b+mBEqIYWH3sOhduJmZ5LFV3l+tJF/Q7ijkhfRea9uIR+2HLF3D1gHF5uUbQ7nvw8Dft9YQQ4inIdRLl5+fHzZs3efvtt9m1axc1a8rinkIUF1fuJDHk92NZHlNb3cDWZ7bhMd4TT1XwqPRkOPjTgwTKzBI+OQ828p8vIUTxluskKiwsDDs7O5YsWcLSpUuzrRcTE2OSwIQQpnM3NQMAW0sz3qzrhUZJZl/iFJJ1t0nS3TTUs1DZ0tDzFdNdOCUWZtSC1Dj9fq13oMWnkkAJIZ4JuU6iFi40cfe+EOKpK2FtwbjX/Ai5HsKarWeMjr1V9S0+b/h5/hu/fQHiroBWA9o0/ULBVw88SKDsPaBeP3Ask/9rCCFEEZLrJKpXr14FGYcQogCcuZHAxlORRCekGcoURUGn6B/deZfwZnyT8VioLajmXC3vF1AUiD4Fl/4Hm8ZkX88jAD6SBcCFEM+WJ1o7LzU1lRUrVpCUlMQrr7wic0UJUcj+PHSVr/89Q7pWnySlZeiMjmtcfiFgyVDDvq25LbXcauX+AooCik6/FMu59XBmDYTvMK5T+gX9hJhmFpB4E+r2hUqt8nlHQghRdOU6ifr444/RaDTMmjULgPT0dBo1asTp06extbVl5MiRbNmyhUaNGhVYsEKInG05E83dtIxM5a8GeOLqYMXfMaeMyuu413l8o8d/hxN/QFoCXAvNvp67P7w4FPzfyGPUQghRPOU6idq8eTMTJkww7C9btowrV67w33//Ua5cOfr27cv48eNZt25dgQQqhMi9EYFV6VRbP/bIxjKDq0nhQAZ/r1cAWPnaSlxtXHGydsq+kTsXITkGNn+u73nKSqnKUOYFaDwYPGqY9iaEEKKIy3USFRERQfXq1Q37mzdv5o033sDb2xuAIUOG0K5dO9NHKITIlk6nMOi3o5yJTAAgOiEVgJK2lpRxsgHgzX/fJCwmzOi8ktYlMydQKbGw7hNIjIbLWYxfavklOHhC6Vpg7w4WtmBhbepbEkKIYiPXSZRarUZRFMP+/v37GTt2rGHfycmJ2NhY00YnhMhRREwy605GZip3ddRx7e41AC4nXAbA3dYdc7U5td1qU8q6VObGLmyDU39lLnfyBrfq+gWB1WamDF8IIYq1XCdRvr6+/Pvvv3z88cecPn2aiIgIWrRoYTh+5coV3N3dCyRIIcQDW89Ec/7mXQBik9IB/fxPi/vWByBOe5lRe19Hc0BjdN7CwIV4lfDKvmGdVv/VzQ9e+lg/OLziy2BpZ/qbEEKIZ0Cuk6iRI0fSrVs31q1bx+nTp2nXrh0+Pj6G4+vXr6d+/foFEqQQzwpFUYhL1mQqT0zL4OClx09UGxmfwpTN5zOV21mZU6+8MwD/XgxBo9OgVqmxMrMCwNfZl9L2pXMXpIO7DA4XQohcyHUS1blzZ9avX8/atWtp3bo1gwYNMjpua2vLgAEDTB6gEM+S95ccZmtYtEnaerNuWcN26+ruRCVFoVN0xKXFAdDQsyHzXplnkmsJIYTILE/zRLVs2ZKWLVtmeezLL780SUBCPMsOXrqT43GPEtZU9XB4bDudapemc+0HSdRnez5jWOia/AeWEgexl/N/vhBCPIdynUQlJSXxySefsGbNGtLT02nZsiWzZs3C1dW1IOMT4pm09eNmVHAxHmukUoFKlb/Ff0/fPg2AhdoCM5UZ5mpzWpZ75D88d6Mg8oR+O/kOHF0K1o6gTYcLWx+OJF8xCCHE8ybXSdTYsWNZunQpPXr0wNramt9++40PPviAf/75pyDjE6LI0aWkPnEbahWo1aZPVua9Mo96HvX0O3tnw6w6+lnGUSAm/PENlPSBWm+bPC4hhHgW5TqJ+ueff1i4cCFdu3YF4N1336Vhw4ZkZGRgbv5Eq8cIUaxoruunDtDGxxdyJI9xYB7ER2Qud/cHM3NITwYPf/Bpqi/3agBu+Vg/TwghnlO5zn6uXbtGkyZNDPt16tTBwsKCGzduUK5cuQIJToiiSG2vH7OkKvL/ebg3r1uHmeBSRb/tWhVsnQsvJCGEeIbk+reATqfDwsLC+GRzc7RarcmDEqI4sKxU0eRtpmSksP/GftJ16YYyBYX5J+Zja25rVPfYrWM4WTmhQkV8+r1esfjrkHBvqgRNsv6rh79+aRYhhBAmleskSlEUWrZsafToLjk5mQ4dOmBpaWkoO3LkiGkjFOI5MuPIDJaFLct1/fvTGQBYqS3x+usD0KQZV5JZxoUQokDkOonKagqDjh07mjQYIZ4lh6/E8Muey2i0OkNZcnrOPbc3k28C4OXghZutm6FcURRsLWx5o4rxJJg2Zja42+lXCnBJjMHx51agMgPPmvoKLpXBXRYGFkKIgvBESZQQz6KEzZuJ+nIcSlpalscVTeYZx7Py446LbDt7M1O5mVqFo41FFmc88G71d+lWrVuurmOQfu8RoI0TfLAjb+cKIYTIs6I+MlaIpy5x23a0uVhM28bPL8fj6fd6oLrWKUutck6G8qruDpSyt3qiGIUQQhQ+SaKEyEap99/D6c03szymsrTEIpcLbjeuVMpodvH71oevZ8aRGWToMgxlD49xEkIIUbRJEiVENsycnLD08iqw9teGr+VG0o0sj/k4+mRZnqX/tkLUCUi6ZaLIhBBC5IYkUUIUEuXePE4Dag2ghVcLQ7mTlRMedh65ayTpNizvCsqDweuY25gyTCGEENmQJEqIAnYt+Rwzj6w0JE33XY6/DEBpu9JUc87nTOFpd/UJlMoManbXl1WXt2aFEOJpyFUSNXPmzFw3OHjw4HwHI8SzaOXVqdxOu5rtcVsL22yPZUmTCqn3JtdMvqP/amEDnebkM0IhhBD5kaskavr06Ub7t27dIjk5GScnJwDi4uKwtbXFzc1NkighHpGu088c3tanLaWsSxkdK2VTiqZlm+a+scSbMLvugyRKCCFEoclVEnXp0iXD9vLly/nxxx9ZsGABVatWBeDcuXO8//77fPjhhwUTpRDPgN5+valeqvqTNXL7/IMESqV+UO772pO1K4QQIs/yPCZq7Nix/PXXX4YECqBq1apMnz6dN954gx49epg0QCGKg+83nWXPhTtGZeE3Ewvugi5VYeDBgmtfCCHEY+U5iYqMjCQjIyNTuVarJTo62iRBCVGcpKRrmbPjYrbH1SpV/huPPA6nVj54+y7+Wv7bEkIIYVJ5TqJatmzJhx9+yM8//8wLL+hXhj98+DD9+/enVatWJg9QiKJOpzx46y64xwtYmj94zObqYMWwfdMg/TGN7PwOTv6VufzOf1nXt7LPR6RCCCFMKc9J1C+//EKvXr2oW7cuFhb69b8yMjIIDAzk559/NnmAQhQXFiX3sPHWVszUD/U8RUN8Wi4Gge+bA2kJ2R/37QAly+u3VWrw6/xEsQohhHhyeU6iXF1dWb9+PefPn+fs2bMAVKtWjSpVqpg8OCGKDXUq1h5r2Z79TAY4WTllf/D+47ouC8DB0/iYY1ko6f3EIQohhDCtfE+2Wb58eRRFoWLFipiby5yd4jmn0ho2x9Qfg/rhN+fQL+NS2r7049spUwec87DkixBCiEKT5+wnOTmZQYMGsXjxYgDOnz9PhQoVGDRoEGXKlGH06NEmD1KIwqbR6jh1Pd5o/NN9Kek6o/1u1bplSqIMYi7BmVWge+TljIw0E0UqhBDiaclzEjVmzBiOHz/Ozp07adOmjaG8VatWjBs3TpIo8Uz6+I/j/Hs868WCATDLZUMbx8D5Ddkft5B174QQorjIcxK1atUqVqxYQcOGDVE99Oq2n58fFy9m/5q3EMXZ5dtJgP5tO1vLzBmTTqUQd38n/hok3cq6oYR7UxT4NHswUPw+z5rgkMuFh4UQQhS6PCdRt27dws3NLVN5UlKSUVIlxLNocpcAWlTL/Oc/LjWOl1bc2/khAMj82M9IvfeguswyLoQQxVk2AzeyV7duXdatW2fYv584/fzzzzRq1Mh0kQlRbClgZgmO5bL+eDUA7yaFHaQQQognlOeeqAkTJtC2bVvOnDlDRkYGM2bM4MyZM+zdu5ddu3YVRIxCFBk6RUdieublXJIykowLytSFvjmMfRJCCFHs5TmJevHFFzl27Bjfffcd/v7+bN68mRdeeIF9+/bh7+9fEDEKUURo+e7ke0QdvFLYgQghhCgC8jXBU8WKFZk/f76pYxGiSFOZJxKVknMC1aREZdREPKWIhBBCFKY8J1FmZmZERkZmGlx+584d3Nzc0Gq12ZwpxLPBXGXOgR4HsjxmcXY9HN/2lCMSQghRGPKcRClZTDYIkJaWhqWl5RMHJESRpwJLs2z+rMsbqkII8dzIdRI1c+ZMQP823s8//4y9/YNV5LVaLbt376ZatWqmj1CIoig1HtIyDzAnOebpxyKEEKJQ5DqJmj59OqDviZo7dy5mZg8mHLS0tKR8+fLMnTvX9BEKUdQoCkyukHnpFiGEEM+VXCdRly5dAqBFixasXLmSkiVLFlhQQjxtf5/ax99ntwLw2pUT1ASWn9jKvr/0S71cVeKxdL43jYGi3EugVKDO4q+Q2hx8OzydwIUQQhSaPI+J2rFjh2H7/vgomalcFHdfH/gcnflNAJpm6F+OiEw/wcmkU/oKjnB/FJTN/cTJvyt0kbdUhRDieZXnGcsBFixYQI0aNbC2tsba2poaNWrw888/mzo2IZ4anSoFAHez+jiYlQaglHllKlq9YvgElGhL1ypvMtGjZWGGKoQQoojIc0/UF198wbRp0xg0aJBhmZd9+/YxbNgwIiIi+Prrr00epBBPy8iGA6lxcgXxx6/Tu1YHhnfrl7nSvjlPPzAhhBBFTp6TqODgYObPn0/37t0NZa+99hoBAQEMGjRIkighhBBCPBfy/DhPo9FQt27dTOV16tQhI0PeVhJCCCHE8yHPPVE9e/YkODiYadOmGZX/9NNP9OjRw2SBCZEf1+Nv0+ffT0nMiM3TeYo6GRWgTkuA2Mv3GjsKR5dlcZHDTxynEEKI4u+JBpa/9957vPfee/j7+zN//nzUajUff/yx4ZMX3333HSqViqFDhxrKUlNTCQoKolSpUtjb29OlSxeio6ONzouIiKB9+/bY2tri5ubGiBEjMvWI7dy5kxdeeAErKysqVarEokWL8nPbohhYeHQjkdp93FWdzdNHpdKiKCqqHZ8LEfv0jZ1eCasHZP6c+lt/3Myi8G5UCCFEoctzT9SpU6d44YUXALh48SIALi4uuLi4cOrUKUO9vEx7EBoayrx58wgICDAqHzZsGOvWrePPP//E0dGRgQMH8vrrrxMSEgLoZ0pv3749Hh4e7N27l8jISN59910sLCyYMGECoJ/fqn379nz00UcsW7aMbdu28d577+Hp6UlgYGBeb18UcRqdfnoC84wydCj/Tp7Ore1RmbKh33DjfoFLFajsmnVlcyto8GH+AxVCCFHsPdE8UaaQmJhIjx49mD9/PuPHjzeUx8fHs2DBApYvX87LL78MwMKFC/H19WX//v00bNiQzZs3c+bMGbZu3Yq7uzu1atXim2++YdSoUYwbNw5LS0vmzp2Lj48PU6dOBcDX15c9e/Ywffp0SaKeYTbqknzdMm9JFAChD22/0BN6ZPF2nhBCCEE+H+cBXLhwgU2bNpGSop9fJ7uFiR8nKCiI9u3b06pVK6Pyw4cPo9FojMqrVatGuXLl2LdP/7hl3759+Pv74+7ubqgTGBhIQkICp0+fNtR5tO3AwEBDG1lJS0sjISHB6COEEEII8bA8J1F37tyhZcuWVKlShXbt2hEZGQlAv379GD58eJ7a+v333zly5AgTJ07MdCwqKgpLS0ucnJyMyt3d3YmKijLUeTiBun/8/rGc6iQkJBgSwEdNnDgRR0dHw8fLyytP9yWEEEKIZ1+ek6hhw4ZhYWFBREQEtra2hvK33nqLjRs35rqdq1evMmTIEJYtW4a1tXVewyhQY8aMIT4+3vC5evVqYYckhBBCiCImz2OiNm/ezKZNmyhbtqxReeXKlbly5Uqu2zl8+DA3b940DFIH/UDx3bt3M3v2bDZt2kR6ejpxcXFGvVHR0dF4eHgA4OHhwcGDB43avf/23sN1Hn2jLzo6mhIlSmBjY5NlbFZWVlhZWeX6XkQRFn8dNMm5r5+XukIIIZ5reU6ikpKSjHqg7ouJiclT4tGyZUtOnjxpVNanTx+qVavGqFGj8PLywsLCgm3bttGlSxcAzp07R0REhGG5mUaNGvHtt99y8+ZN3NzcANiyZQslSpSgevXqhjrr1683us6WLVsMbYjCl5qRymd7PuNG4o3HV35EzbiOOODG5NDviY2I4Prd2w8OHl4M/w7OR0RO+ThHCCHE8ybPSdRLL73EkiVL+OabbwD9VAY6nY7JkyfTokWLXLfj4OBAjRo1jMrs7OwoVaqUobxfv358/PHHODs7U6JECcN6fQ0bNgSgdevWVK9enZ49ezJ58mSioqL4/PPPCQoKMiR0H330EbNnz2bkyJH07duX7du388cff7Bu3bq83rooIMdvHWfzlc35OrdKRmscgCt3rxBhftpQbokzRN+bcsPMCiyy7nXMkrUjoMlXPEIIIZ4feU6iJk+eTMuWLTl06BDp6emMHDmS06dPExMTY5i/yVSmT5+OWq2mS5cupKWlERgYyI8//mg4bmZmxtq1a+nfvz+NGjXCzs6OXr16Ga3f5+Pjw7p16xg2bBgzZsygbNmy/PzzzzK9QRGiVfRzO5XJ0DLmdkyezr2oySAF+Cg2nhJpt1AAMwXqpC2HKzp9pSZD4OXPct/oqNFwdnWe4hBCCPH8yXMSVaNGDc6fP8/s2bNxcHAgMTGR119/naCgIDw9PZ8omJ07dxrtW1tbM2fOHObMmZPtOd7e3pke1z2qefPmHD169IliEwXPXqulWTZvTGbnpqIjBfBPS6e8Kotz1eZQpo5pAhRCCCEekuckCsDR0ZHPPsvD/+yFyKX0+kEkvPBRrutn/HQVbqSR0HY2t6vasf3sTb7feI4GFZyZ3f0F/WM86xIFGLEQQojnVZ6TqIULF2Jvb0/Xrl2Nyv/880+Sk5Pp1auXyYITz5/gfVFM333y8RXveeeuFZ6oGbrmMuEW9x7f4US8mTM4uOd4rhBCCPEk8jxP1MSJE3FxcclU7ubmZlivToj80t3Lg9Sq3H3uUz90jqW5mla+kkAJIYQoWHnuiYqIiMDHxydTube3NxERESYJSjwdG09F8nvoVfK5Yo/JJHAOzB7sv1GnLFO61szVuX9ODOXmlbv83Kse5QMyJ/dCCCFEQclzEuXm5saJEycoX768Ufnx48cpVaqUqeIST8G0Lec5H51Y2GFgZhePbbkH+y72MtGpEEKIoi/PSVT37t0ZPHgwDg4ONG3aFIBdu3YxZMgQunXrZvIARcHJ0Oq7oIJaVMTHxb7Q4riYqOXXy/rtdgGeeLWsVGixCCGEELmV5yTqm2++4fLly7Rs2RJzc/3pOp2Od999V8ZEFVPNq7pRr7xzoV1/740IQxJV1d0BLPP10qgQQgjxVOX5t5WlpSUrVqxg/PjxHDt2DBsbG/z9/fH29i6I+IQQQgghiqR8/5e/cuXKVK5c2ZSxCCGEEEIUG3me4qBLly5MmjQpU/nkyZMzzR0lhBBCCPGsynMStXv3btq1a5epvG3btuzevdskQQkhhBBCFHV5TqISExOxtLTMVG5hYUFCQoJJghJCCCGEKOrynET5+/uzYsWKTOW///471atXN0lQQgghhBBFXZ4Hlo8dO5bXX3+dixcv8vLLLwOwbds2fvvtN/7880+TByiEEEIIURTlOYnq0KEDq1atYsKECfz111/Y2NgQEBDA1q1badasWUHEKIQQQghR5ORrioP27dvTvn37TOWnTp2iRo0aTxyUEEIIIURRl+cxUY+6e/cuP/30E/Xr16dmzdwtGiuEEEIIUdzlO4navXs37777Lp6enkyZMoWXX36Z/fv3mzI2IYQQQogiK0+P86Kioli0aBELFiwgISGBN998k7S0NFatWiVv5gkhhBDiuZLrnqgOHTpQtWpVTpw4wQ8//MCNGzeYNWtWQcYmhBBCCFFk5bonasOGDQwePJj+/fvLmnnPicT0RBLSC34C1Tspdwr8GkIIIYSp5TqJ2rNnDwsWLKBOnTr4+vrSs2dPunXrVpCxiUIUHh/Om/++SZo2rbBDEUIIIYqkXD/Oa9iwIfPnzycyMpIPP/yQ33//ndKlS6PT6diyZQt3794tyDjFU3Yh9gJp2jRUqLAysyrwjw1qWiclF/ZtCyGEELmW53mi7Ozs6Nu3L3379uXcuXMsWLCA7777jtGjR/PKK6+wZs2agohTFJIX3F9gUZtFBX+htR/DpQUFfx0hhBDCRJ5onqiqVasyefJkrl27xm+//WaqmIQQQgghirwnnmwTwMzMjE6dOkkvlBBCCCGeGyZJooQQQgghnjeSRAkhhBBC5IMkUUIIIYQQ+SBJlBBCCCFEPkgSJYQQQgiRD5JECSGEEELkgyRRQgghhBD5IEmUEEIIIUQ+SBIlhBBCCJEPkkQJIYQQQuSDJFFCCCGEEPkgSZQQQgghRD5IEiWEEEIIkQ/mhR2AKMZ0WlgdBLfOPnlbcRFP3sYzQKvVotFoCjsMIYQoNiwtLVGrC6dPSJIokX+3zsLx30zbZokypm2vmFAUhaioKOLi4go7FCGEKFbUajU+Pj5YWlo+9WtLEiXyT6fVf7UpCZ1/evL2rEtA2fpP3k4xdD+BcnNzw9bWFpVKVdghCSFEkafT6bhx4waRkZGUK1fuqf/bKUmUeHLm1lCldWFHUWxptVpDAlWqVKnCDkcIIYoVV1dXbty4QUZGBhYWFk/12jKwXIhCdn8MlK2tbSFHIoQQxc/9x3harfapX1uSKCGKCHmEJ4QQeVeY/3ZKEiWEEEIIkQ+SRAkhCt24ceNwd3dHpVKxatWqwg6nyGrevDlDhw4t7DCEEPdIEiWEyJfevXujUqkMn1KlStGmTRtOnDiRp3bCwsL46quvmDdvHpGRkbRt27aAIi7+Vq5cyTfffFPYYQgh7pEkSgiRb23atCEyMpLIyEi2bduGubk5r776ap7auHjxIgAdO3bEw8MDKyurfMViqklK09PTTdKOKd2PydnZGQcHh0KORghxnyRRQoh8s7KywsPDAw8PD2rVqsXo0aO5evUqt27dMtS5evUqb775Jk5OTjg7O9OxY0cuX74M6B/jdejQAdBPmHd/gKhOp+Prr7+mbNmyWFlZUatWLTZu3Gho8/Lly6hUKlasWEGzZs2wtrZm2bJlAPz888/4+vpibW1NtWrV+PHHH3O8h+bNmzNw4ECGDh2Ki4sLgYGBAJw6dYq2bdtib2+Pu7s7PXv25Pbt24bz/vrrL/z9/bGxsaFUqVK0atWKpKQkw/FffvkFPz8/rKys8PT0ZODAgYZjERERdOzYEXt7e0qUKMGbb75JdHS04fi4ceOoVasWP//8Mz4+PlhbWxtiffhxXvny5ZkwYQJ9+/bFwcGBcuXK8dNPxnO27d27l1q1amFtbU3dunVZtWoVKpWKY8eO5fh9EUI8niRRQhQxiqKQnJ5RKB9FUfIdd2JiIr/++iuVKlUyzHel0WgIDAzEwcGB//3vf4SEhGBvb0+bNm1IT0/nk08+YeHChQCGHi2AGTNmMHXqVKZMmcKJEycIDAzktdde47///jO65ujRoxkyZAhhYWEEBgaybNkyvvjiC7799lvCwsKYMGECY8eOZfHixTnGvnjxYiwtLQkJCWHu3LnExcXx8ssvU7t2bQ4dOsTGjRuJjo7mzTffNMTavXt3+vbtS1hYGDt37uT11183fP+Cg4MJCgrigw8+4OTJk6xZs4ZKlSoB+gSxY8eOxMTEsGvXLrZs2UJ4eDhvvfWWUUwXLlzg77//ZuXKlTkmPFOnTqVu3bocPXqUAQMG0L9/f86dOwdAQkICHTp0wN/fnyNHjvDNN98watSo3Pw4hRC5IJNtClHEpGi0VP9iU6Fc+8zXgdha5v6fhbVr12Jvbw9AUlISnp6erF271rCO1YoVK9DpdPz888+GXqaFCxfi5OTEzp07ad26NU5OTgB4eHgY2p0yZQqjRo2iW7duAEyaNIkdO3bwww8/MGfOHEO9oUOH8vrrrxv2v/zyS6ZOnWoo8/Hx4cyZM8ybN49evXplex+VK1dm8uTJhv3x48dTu3ZtJkyYYCj75Zdf8PLy4vz58yQmJpKRkcHrr7+Ot7c3AP7+/kbnDx8+nCFDhhjK6tWrB8C2bds4efIkly5dwsvLC4AlS5bg5+dHaGiooV56ejpLlizB1dU1h58AtGvXjgEDBgAwatQopk+fzo4dO6hatSrLly9HpVIxf/58rK2tqV69OtevX+f999/PsU0hRO5IT5QQIt9atGjBsWPHOHbsGAcPHiQwMJC2bdty5coVAI4fP86FCxdwcHDA3t4ee3t7nJ2dSU1NNYyFelRCQgI3btygSZMmRuVNmjQhLCzMqKxu3bqG7aSkJC5evEi/fv0M17K3t2f8+PHZXuu+OnXqGO0fP36cHTt2GLVTrVo1QD+Gq2bNmrRs2RJ/f3+6du3K/PnziY2NBeDmzZvcuHGDli1bZnmtsLAwvLy8DAkUQPXq1XFycjK6P29v78cmUAABAQGGbZVKhYeHBzdv3gTg3LlzBAQEGB4HAtSv/3wurSREQZCeKCGKGBsLM858HVho184LOzs7w2Mq0I9HcnR0ZP78+YwfP57ExETq1KljGK/0sNwkCLm5/n2JiYkAzJ8/nwYNGhjVMzPL+b4ebud+Wx06dGDSpEmZ6np6emJmZsaWLVvYu3cvmzdvZtasWXz22WccOHAAFxeX/N5OjjFl59FlLlQqFTqdziQxCCFyJkmUEEWMSqXK0yO1okSlUqFWq0lJSQHghRdeYMWKFbi5uVGiRIlctVGiRAlKly5NSEgIzZo1M5SHhITk2Ivi7u5O6dKlCQ8Pp0ePHk90Hy+88AJ///035cuXx9w865+FSqWiSZMmNGnShC+++AJvb2/++ecfPv74Y8qXL8+2bdto0aJFpvN8fX25evUqV69eNfRGnTlzhri4OKpXr/5EcT+qatWq/Prrr6SlpRneegwNDTXpNYR4nsnjPCFEvqWlpREVFUVUVBRhYWEMGjTI0IsD0KNHD1xcXOjYsSP/+9//uHTpEjt37mTw4MFcu3Yt23ZHjBjBpEmTWLFiBefOnWP06NEcO3bMaIxRVr766ismTpzIzJkzOX/+PCdPnmThwoVMmzYtT/cVFBRETEwM3bt3JzQ0lIsXL7Jp0yb69OmDVqvlwIEDTJgwgUOHDhEREcHKlSu5desWvr6+gP7tuqlTpzJz5kz+++8/jhw5wqxZswBo1aoV/v7+9OjRgyNHjnDw4EHeffddmjVrZvR40hTefvttdDodH3zwAWFhYWzatIkpU6YAssyQEKZQPP+7K4QoEjZu3IinpycADg4OVKtWjT///JPmzZsD+kWVd+/ezahRo3j99de5e/cuZcqUoWXLljn2TA0ePJj4+HiGDx/OzZs3qV69OmvWrKFy5co5xvPee+9ha2vL999/z4gRI7Czs8Pf3z/Ps3zf7wkbNWoUrVu3Ji0tDW9vb9q0aYNaraZEiRLs3r2bH374gYSEBLy9vZk6daphotBevXqRmprK9OnT+eSTT3BxceGNN94A9MnL6tWrGTRoEE2bNkWtVtOmTRtDkmVKJUqU4N9//6V///7UqlULf39/vvjiC95++22jcVJCiPxRKU/yTvNzIiEhAUdHR+Lj43P9SKI4eHnKTsJvJ/HnR42oV97Z6Njmy5sZvms4ddzrsKjNoqwbiDwB814CB08YfrbgA87CnxNDuXnlLu0HBFA+wDRjUW6MGk386tW4jfiEUv36maTNnKSmpnLp0iWj+YCEKCjLli2jT58+xMfHY2NjU9jhCPHEcvo3tKB/f0tPlBBCPMOWLFlChQoVKFOmDMePH2fUqFG8+eabkkAJYQKSRAkB6JKS0MbF6beTkws3GCFMKCoqii+++IKoqCg8PT3p2rUr3377bWGHJcQzQZIo8dzTRN8kvG1bSZ7EM2nkyJGMHDmysMMQ4pkkSZR47qVfCjckUKp7z9PNHB2xbdiwMMMSQghRxBXqFAcTJ06kXr16ODg44ObmRqdOnQxrPt2XmppKUFAQpUqVwt7eni5duhgt1An6xTzbt2+Pra0tbm5ujBgxgoyMDKM6O3fu5IUXXsDKyopKlSqxaNGigr49UcxYVa5MtWNHqXbsKJV37cTGz6+wQxJCCFGEFWoStWvXLoKCgti/fz9btmxBo9HQunVro5XQhw0bxr///suff/7Jrl27uHHjhtFaWVqtlvbt25Oens7evXtZvHgxixYt4osvvjDUuXTpEu3btzcsUTF06FDee+89Nm0qnPXJhBBCCFH8FerjvI0bNxrtL1q0CDc3Nw4fPkzTpk2Jj49nwYIFLF++nJdffhnQL17q6+vL/v37adiwIZs3b+bMmTNs3boVd3d3atWqZVipfNy4cVhaWjJ37lx8fHyYOnUqoJ8xeM+ePUyfPp3AwMJZXkMIIYQQxVuRmrE8Pj4eAGdn/ZxFhw8fRqPR0KpVK0OdatWqUa5cOfbt2wfAvn378Pf3x93d3VAnMDCQhIQETp8+bajzcBv369xv41FpaWkkJCQYfYQQQgghHlZkkiidTsfQoUNp0qQJNWrUAPSv5lpaWuLk5GRU193dnaioKEOdhxOo+8fvH8upTkJCgmGNr4dNnDgRR0dHw+fh1daFEEIIIaAIJVFBQUGcOnWK33//vbBDYcyYMcTHxxs+V69eLeyQhBAmsnPnTlQqFXH35gUrKlQqFatWrcqxTu/evenUqdMTX6t8+fL88MMPT9xOdorq91gIUysSSdTAgQNZu3YtO3bsoGzZsoZyDw8P0tPTM/1FjI6OxsPDw1Dn0bf17u8/rk6JEiWynLXXysqKEiVKGH2EEMZ69+6NSqVCpVJhYWGBj48PI0eOJDU1tbBDy1Hjxo2JjIzE0dGxsEMxEhkZaVh77/Lly6hUKo4dO1a4QeVTUf0eC2FqhZpEKYrCwIED+eeff9i+fTs+Pj5Gx+vUqYOFhQXbtm0zlJ07d46IiAgaNWoEQKNGjTh58iQ3b9401NmyZQslSpSgevXqhjoPt3G/zv02hBD506ZNGyIjIwkPD2f69OnMmzePL7/8srDDypZGo8HS0hIPDw9UKlVhh2PEw8MDKyurwg7DJIrq91gIUyvUJCooKIhff/2V5cuX4+DgQFRUFFFRUYZxSo6OjvTr14+PP/6YHTt2cPjwYfr06UOjRo1oeG8ixNatW1O9enV69uzJ8ePH2bRpE59//jlBQUGGf5A++ugjwsPDGTlyJGfPnuXHH3/kjz/+YNiwYYV270I8C6ysrPDw8MDLy4tOnTrRqlUrtmzZYjiu0+mYOHEiPj4+2NjYULNmTf766y/D8djYWHr06IGrqys2NjZUrlyZhQsXGo5fu3aN7t274+zsjJ2dHXXr1uXAgQOG48HBwVSsWBFLS0uqVq3K0qVLjeJTqVQEBwfz2muvYWdnx7fffpvpUdOiRYtwcnJi06ZN+Pr6Ym9vb0gO78vIyGDw4ME4OTlRqlQpRo0aRa9evbJ9tKYoCq6urkb3WqtWLTw9PQ37e/bswcrKiuT7E70+9Djv/n8oa9eujUqlonnz5kbtT5kyBU9PT0qVKkVQUBAajSa7H1G27t69S/fu3bGzs6NMmTLMmTPH6Pi0adPw9/fHzs4OLy8vBgwYQGJiouH4lStX6NChAyVLlsTOzg4/Pz/Wr18PZP04LyQkhObNm2Nra0vJkiUJDAwkNjY2z3ELUZQUahIVHBxMfHw8zZs3x9PT0/BZsWKFoc706dN59dVX6dKlC02bNsXDw4OVK1cajpuZmbF27VrMzMxo1KgR77zzDu+++y5ff/21oY6Pjw/r1q1jy5Yt1KxZk6lTp/Lzzz/L9AaiaFIUSE8qnI+i5DvsU6dOsXfvXiwtLQ1lEydOZMmSJcydO5fTp08zbNgw3nnnHXbt2gXA2LFjOXPmDBs2bCAsLIzg4GBcXFwASExMpFmzZly/fp01a9Zw/PhxRo4ciU6nA+Cff/5hyJAhDB8+nFOnTvHhhx/Sp08fduzYYRTXuHHj6Ny5MydPnqRv375Zxp6cnMyUKVNYunQpu3fvJiIigk8++cRwfNKkSSxbtoyFCxcSEhJCQkJCjuOXVCoVTZs2ZefOnYA+WQwLCyMlJYWzZ88C+nny6tWrh62tbabzDx48CMDWrVuJjIw0+jdvx44dXLx4kR07dhjmxXt48uBx48ZRvnz5bGO77/vvv6dmzZocPXqU0aNHM2TIEKMEWK1WM3PmTE6fPs3ixYvZvn270fIxQUFBpKWlsXv3bk6ePMmkSZOwt7fP8lrHjh2jZcuWVK9enX379rFnzx46dOiAVqt9bJxCFGWFOk+Ukot/sK2trZkzZ06m/yU9zNvb2/A/oOw0b96co0eP5jlGIZ46TTJMKF041/70Blja5br62rVrsbe3JyMjg7S0NNRqNbNnzwb0U4VMmDCBrVu3Gh6dV6hQgT179jBv3jyaNWtGREQEtWvXpm7dugBGv/yXL1/OrVu3CA0NNUx7UqlSJcPxKVOm0Lt3bwYMGADAxx9/zP79+5kyZQotWrQw1Hv77bfp06ePYT88PDzTfWg0GubOnUvFihUB/TjNh/8jNmvWLMaMGUPnzp0BmD17dq7+zZk3bx4Au3fvpnbt2nh4eLBz506qVavGzp07adasWZbnurq6AlCqVCnD2M77SpYsyezZszEzM6NatWq0b9+ebdu28f777wPg4uJiuI+cNGnShNGjRwNQpUoVQkJCmD59Oq+88goAQ4cONdQtX74848eP56OPPuLHH38E9CtFdOnSBX9/f0D/s83O5MmTqVu3ruFcAD9ZEUA8A4rEwHIhRPF0fxWAAwcO0KtXL/r06UOXLl0AuHDhAsnJybzyyivY29sbPkuWLOHixYsA9O/fn99//51atWoxcuRI9u7da2j72LFj1K5d25BAPSosLIwmTZoYlTVp0oSwsDCjsvsJWk5sbW2NEg9PT0/DOMv4+Hiio6OpX7++4biZmRl16tTJsc1mzZpx5swZbt26xa5du2jevDnNmzdn586daDQa9u7dm+kxXW74+flhZmaWZaygTwAfHQOalUfHhDZq1Mjoe7d161ZatmxJmTJlcHBwoGfPnty5c8fw+HHw4MGMHz+eJk2a8OWXX3LixIlsr3W/J0qIZ40sQCxEUWNhq+8RKqxr54GdnZ2hd+iXX36hZs2aLFiwgH79+hnGz6xbt44yZcoYnXd/vGLbtm25cuUK69evZ8uWLbRs2ZKgoCCmTJmS5Zuz+WFn9/ieNQsLC6N9lUqVq57ynPj7++Ps7MyuXbvYtWsX3377LR4eHkyaNInQ0FA0Gg2NGzfOc7tZxXr/EaepXL58mVdffZX+/fvz7bff4uzszJ49e+jXrx/p6enY2try3nvvERgYyLp169i8eTMTJ05k6tSpDBo0KFN7pvpZClHUSE+UEEWNSqV/pFYYnyd4m0qtVvPpp5/y+eefk5KSQvXq1bGysiIiIoJKlSoZfR6ewNbV1ZVevXrx66+/8sMPP/DTTz8BEBAQwLFjx4iJicnyer6+voSEhBiVhYSEGN7KNRVHR0fc3d0JDQ01lGm1Wo4cOZLjeSqVipdeeonVq1dz+vRpXnzxRQICAkhLS2PevHnUrVs32wTv/riyghwztH///kz7vr6+gH61CJ1Ox9SpU2nYsCFVqlThxo3Mib2XlxcfffQRK1euZPjw4cyfPz/LawUEBOSqd0yI4kaSKCGEyXTt2hUzMzPmzJmDg4MDn3zyCcOGDWPx4sVcvHiRI0eOMGvWLBYvXgzAF198werVq7lw4QKnT59m7dq1hl/k3bt3x8PDg06dOhESEkJ4eDh///23YbmmESNGsGjRIoKDg/nvv/+YNm0aK1euNBoQbiqDBg1i4sSJrF69mnPnzjFkyBBiY2Mf+wp/8+bN+e2336hVqxb29vao1WqaNm3KsmXLsh0PBeDm5oaNjQ0bN24kOjrasCRWbsyePTtXj85CQkKYPHky58+fZ86cOfz5558MGTIE0I8902g0zJo1i/DwcJYuXcrcuXONzh86dCibNm3i0qVLHDlyhB07dhh+do8aM2YMoaGhDBgwgBMnTnD27FmCg4O5fft2ru9LiKJIkighhMmYm5szcOBAJk+eTFJSEt988w1jx45l4sSJ+Pr60qZNG9atW2d4hd/S0pIxY8YQEBBA06ZNMTMzM6xaYGlpyebNm3Fzc6Ndu3b4+/vz3XffGcYDderUiRkzZjBlyhT8/PyYN28eCxcuzNc4o8cZNWoU3bt3591336VRo0bY29sTGBiItbV1juc1a9YMrVZrFFPz5s0zlT3K3NycmTNnMm/ePEqXLk3Hjh1zHevt27cNY85yMnz4cA4dOkTt2rUZP34806ZNM7yxXLNmTaZNm8akSZOoUaMGy5YtY+LEiUbna7VagoKCDD/XKlWqGA0cf1iVKlXYvHkzx48fp379+jRq1IjVq1djbi4jSkTxplKe9MH/cyAhIQFHR0fi4+OfqdnLX56yk/DbSfz5USPqlTcevLv58maG7xpOHfc6LGqzKOsGIk/AvJfAwROGny34gLPw58RQbl65S/sBAZQPcMlXG0n79xPRuw9WlStT4d81Jo7w8VJTU7l06RI+Pj6P/aUsigadToevry9vvvkm33zzTWGHI8RzLad/Qwv697f8N0AIIR7jypUrbN68mWbNmpGWlsbs2bO5dOkSb7/9dmGHJoQoRPI4TwghHkOtVrNo0SLq1atHkyZNOHnyJFu3bs12DJAQ4vkgPVFCCPEYXl5emd4EFEII6YkSQgghhMgHSaKEEEIIIfJBkighhBBCiHyQJEoIIYQQIh8kiRJCCCGEyAdJooQQQggh8kGSKCHEc2Xnzp2oVCri4uIKOxQjKpWKVatW5Vind+/edOrU6YmvVb58eX744Ycnbic7RfV7LISpSRIlhMiX3r17o1KpUKlUWFhY4OPjw8iRI0lNTS3s0HLUuHFjIiMjcXR0LOxQjERGRtK2bVsALl++jEql4tixY4UbVD4V1e+xEKYmk20KIfKtTZs2LFy4EI1Gw+HDh+nVqxcqlYpJkyYVdmhZ0mg0WFpa4uHhUdihZFIUY8qvovo9FsLUpCdKiCJGURSSNcmF8snreuRWVlZ4eHjg5eVFp06daNWqFVu2bDEc1+l0TJw4ER8fH2xsbKhZsyZ//fWX4XhsbCw9evTA1dUVGxsbKleuzMKFCw3Hr127Rvfu3XF2dsbOzo66dety4MABw/Hg4GAqVqyIpaUlVatWZenSpUbxqVQqgoODee2117Czs+Pbb7/N9Khp0aJFODk5sWnTJnx9fbG3t6dNmzZERkYa2snIyGDw4ME4OTlRqlQpRo0aRa9evbJ9tKYoCq6urkb3WqtWLTw9PQ37e/bswcrKiuTkZEOs9x/n+fj4AFC7dm1UKhXNmzc3an/KlCl4enpSqlQpgoKC0Gg02f2IsnX37l26d++OnZ0dZcqUYc6cOUbHp02bhr+/P3Z2dnh5eTFgwAASExMNx69cuUKHDh0oWbIkdnZ2+Pn5sX79eiDrx3khISE0b94cW1tbSpYsSWBgILGxsY+Ns3nz5gwaNIihQ4dSsmRJ3N3dmT9/PklJSfTp0wcHBwcqVarEhg0bjM5bv349VapUwcbGhhYtWrBo0SJ5xChMTnqihChiUjJSaLC8QaFc+8DbB7C1sM3XuadOnWLv3r14e3sbyiZOnMivv/7K3LlzqVy5Mrt37+add97B1dWVZs2aMXbsWM6cOcOGDRtwcXHhwoULpKSkAJCYmEizZs0oU6YMa9aswcPDgyNHjqDT6QD4559/GDJkCD/88AOtWrVi7dq19OnTh7Jly9KiRQtDDOPGjeO7777jhx9+wNzcnPDw8EyxJycnM2XKFJYuXYpareadd97hk08+YdmyZQBMmjSJZcuWsXDhQnx9fZkxYwarVq0yus7DVCoVTZs2ZefOnbzxxhvExsYSFhaGjY0NZ8+epVq1auzatYt69epha5v5+33w4EHq16/P1q1b8fPzw9LS0nBsx44deHp6smPHDi5cuMBbb71FrVq1eP/99w33u2jRIi5fvpzjz+v777/n008/5auvvmLTpk0MGTKEKlWq8MorrwD69QJnzpyJj48P4eHhDBgwgJEjR/Ljjz8CEBQURHp6Ort378bOzo4zZ85gb2+f5bWOHTtGy5Yt6du3LzNmzMDc3JwdO3ag1WpzjPG+xYsXM3LkSA4ePMiKFSvo378///zzD507d+bTTz9l+vTp9OzZk4iICGxtbbl69Sqvv/46QUFBfPDBBxw6dIjhw4fn6lpC5IUkUUKIfFu7di329vZkZGSQlpaGWq1m9uzZAKSlpTFhwgS2bt1Ko0aNAKhQoQJ79uxh3rx5NGvWjIiICGrXrk3dunUB/YDn+5YvX86tW7cIDQ3F2dkZgEqVKhmOT5kyhd69ezNgwAAAPv74Y/bv38+UKVOMkpu3336bPn36GPazSqI0Gg1z586lYsWKAAwcOJCvv/7acHzWrFmMGTOGzp07AzB79mxDr0t2mjdvzrx58wDYvXs3tWvXxsPDg507d1KtWjV27txJs2bNsjzX1dUVgFKlSmV6LFayZElmz56NmZkZ1apVo3379mzbts2QRLm4uBjuIydNmjRh9OjRAFSpUoWQkBCmT59uSKKGDh1qqFu+fHnGjx/PRx99ZEiiIiIi6NKlC/7+/oD+Z5udyZMnU7duXcO5AH5+fo+N8b6aNWvy+eefAzBmzBi+++47XFxcDPf8xRdfEBwczIkTJ2jYsKGhh3Lq1KkAVK1alZMnTxbZx8yi+JIkSogixsbchgNvH3h8xQK6dl60aNGC4OBgkpKSmD59Oubm5nTp0gWACxcukJycbPilfF96ejq1a9cGoH///nTp0oUjR47QunVrOnXqROPGjQF970Xt2rUNCdSjwsLC+OCDD4zKmjRpwowZM4zK7idoObG1tTVKPDw9Pbl58yYA8fHxREdHU79+fcNxMzMz6tSpY+gVy0qzZs0YMmQIt27dYteuXTRv3tyQRPXr14+9e/cycuTIx8b2KD8/P8zMzIxiPXnypGF/4MCBDBw48LHt3E9sH95/+I29rVu3MnHiRM6ePUtCQgIZGRmkpqaSnJyMra0tgwcPpn///mzevJlWrVrRpUsXAgICsrzWsWPH6Nq1ax7v9IGH2zUzM6NUqVKG5A3A3d0dwPAzCwsLo0ED497cR+9XCFOQMVFCFDEqlQpbC9tC+ahUqjzFamdnR6VKlahZsya//PILBw4cYMGCBQCG8TPr1q3j2LFjhs+ZM2cMY4Xatm3LlStXGDZsGDdu3KBly5Z88sknANjY5C2hyynGx7GwsDDaV6lUeR4f9ih/f3+cnZ3ZtWuXIYlq3rw5u3btIjQ0FI1GY0gY8yKrWHNK5vLj8uXLvPrqqwQEBPD3339z+PBhw5ip9PR0AN577z3Cw8Pp2bMnJ0+epG7dusyaNSvL9p70Z5nVPT9cdv/Pram/D0I8jiRRQgiTUKvVfPrpp3z++eekpKRQvXp1rKysiIiIoFKlSkYfLy8vw3murq706tWLX3/9lR9++IGffvoJ0Pc+HDt2jJiYmCyv5+vrS0hIiFFZSEgI1atXN+l9OTo64u7uTmhoqKFMq9Vy5MiRHM9TqVS89NJLrF69mtOnT/Piiy8SEBBAWloa8+bNo27dutkmePfHQOV2zFB+7N+/P9O+r68vAIcPH0an0zF16lQaNmxIlSpVuHHjRqY2vLy8+Oijj1i5ciXDhw9n/vz5WV4rICCAbdu2mf4msuHr68vBgweNyh69XyFMQZIoIYTJdO3aFTMzM+bMmYODgwOffPIJw4YNY/HixVy8eJEjR44wa9YsFi9eDOjHsqxevZoLFy5w+vRp1q5da/hF3r17dzw8POjUqRMhISGEh4fz999/s2/fPgBGjBjBokWLCA4O5r///mPatGmsXLnS0JNlSoMGDWLixImsXr2ac+fOMWTIEGJjYx/bc9e8eXN+++03atWqhb29PWq1mqZNm7Js2bJsx0MBuLm5YWNjw8aNG4mOjiY+Pj7Xsc6ePZuWLVs+tl5ISAiTJ0/m/PnzzJkzhz///JMhQ4YA+rFnGo2GWbNmER4eztKlS5k7d67R+UOHDmXTpk1cunSJI0eOsGPHDsPP7lFjxowhNDSUAQMGcOLECc6ePUtwcDC3b9/O9X3lxUcffcR///3HiBEjOHfuHMuXL2fRokUFci3xfJMkSghhMubm5gwcOJDJkyeTlJTEN998w9ixY5k4cSK+vr60adOGdevWGV7ht7S0ZMyYMQQEBNC0aVPMzMz4/fffDcc2b96Mm5sb7dq1w9/fn++++84wHqhTp07MmDGDKVOm4Ofnx7x581i4cGGm6QBMYdSoUXTv3p13332XRo0aYW9vT2BgINbW1jme16xZM7RarVFMzZs3z1T2KHNzc2bOnMm8efMoXbo0HTt2zHWst2/f5uLFi4+tN3z4cA4dOkTt2rUZP34806ZNIzAwENAP5J42bRqTJk2iRo0aLFu2jIkTJxqdr9VqCQoKMvxcq1SpYjRw/GFVqlRh8+bNHD9+nPr169OoUSNWr16NuXnBDMstV64cf//9N6tWraJmzZrMnTuXCRMmFMi1xPNNpTzpg//nQEJCAo6OjsTHx1OiRInCDsdkXp6yk/DbSfz5USPqlTcevLv58maG7xpOHfc6LGqzKOsGIk/AvJfAwROGny34gLPw58RQbl65S/sBAZQPcMlXG0n79xPRuw9WlStT4d81Jo7w8VJTU7l06RI+Pj6P/aUsigadToevry9vvvkm33zzTWGHI3Jh586dtGjRgtjYWJycnAo7HGFCOf0bWtC/v+XtPCGEeIwrV66wefNmmjVrRlpaGrNnz+bSpUu8/fbbhR2aEKIQyeM8IYR4DLVazaJFi6hXrx5NmjTh5MmTbN26NdsxQCJ3IiIisLe3z/YTERFR2CEKkSPpiRJCiMfw8vLK9CageHKlS5fOcZHl0qVLm+xazZs3f+JpK4R4lCRRQgghCoW5ubnRLPRCFDfyOE8IIYQQIh8kiRJCCCGEyAdJooQQQggh8kGSKCGEEEKIfJAkSgghhBAiHySJEkI8V3bu3IlKpSIuLq6wQzGiUqlYtWpVjnV69+5Np06dnvha5cuX54cffnjidrJTVL/Hxd3ly5dRqVQ5Tgshni5JooQQ+dK7d29UKhUqlQoLCwt8fHwYOXIkqamphR1ajho3bkxkZCSOjo6FHYqRyMhI2rZtCxT/X5ZF9XtcmCZOnEi9evVwcHDAzc2NTp06ce7cuTy14eXlRWRkJDVq1CigKEVeSRIlhMi3Nm3aEBkZSXh4ONOnT2fevHl8+eWXhR1WtjQaDZaWlnh4eKBSqQo7HCMeHh5YWVkVdhgmUVS/x4Vp165dBAUFsX//frZs2YJGo6F169YkJSXlug0zMzM8PDwKbOFmkXeSRAkh8s3KygoPDw+8vLzo1KkTrVq1YsuWLYbjOp2OiRMn4uPjg42NDTVr1uSvv/4yHI+NjaVHjx64urpiY2ND5cqVWbhwoeH4tWvX6N69O87OztjZ2VG3bl0OHDhgOB4cHEzFihWxtLSkatWqLF261Cg+lUpFcHAwr732GnZ2dnz77beZHjUtWrQIJycnNm3ahK+vL/b29obk8L6MjAwGDx6Mk5MTpUqVYtSoUfTq1SvbR2uKouDq6mp0r7Vq1cLT09Owv2fPHqysrEhOTjbEev9xno+PDwC1a9dGpVLRvHlzo/anTJmCp6cnpUqVIigoCI1Gk92PKFt3796le/fu2NnZUaZMGebMmWN0fNq0afj7+2NnZ4eXlxcDBgwgMTHRcPzKlSt06NCBkiVLYmdnh5+fH+vXrweyfpwXEhJC8+bNsbW1pWTJkgQGBhIbG/vYOJs3b86gQYMYOnQoJUuWxN3dnfnz55OUlESfPn1wcHCgUqVKbNiwwei89evXU6VKFWxsbGjRogWLFi3K9SPG+38m1q5dS9WqVbG1teWNN94gOTmZxYsXU758eUqWLMngwYPRarWG83788UcqV66MtbU17u7uvPHGG4ZjGzdupHfv3vj5+VGzZk0WLVpEREQEhw8fNtS5/+e1bdu22NjYUKFCBaM/Q4/2UN7/Pq9bt46AgACsra1p2LAhp06deuw9CtOQJEqIIkZRFHTJyYXyeZJlMU6dOsXevXuxtLQ0lE2cOJElS5Ywd+5cTp8+zbBhw3jnnXfYtWsXAGPHjuXMmTNs2LCBsLAwgoODcXFxASAxMZFmzZpx/fp11qxZw/Hjxxk5ciQ6nQ6Af/75hyFDhjB8+HBOnTrFhx9+SJ8+fdixY4dRXOPGjaNz586cPHmSvn37Zhl7cnIyU6ZMYenSpezevZuIiAg++eQTw/FJkyaxbNkyFi5cSEhICAkJCTmOX1KpVDRt2pSdO3cC+mQxLCyMlJQUzp49C+h7JurVq4etrW2m8w8ePAjA1q1biYyMZOXKlYZjO3bs4OLFi+zYsYPFixezaNEiFi1aZHS/5cuXzza2+77//ntq1qzJ0aNHGT16NEOGDDFKgNVqNTNnzuT06dMsXryY7du3M3LkSMPxoKAg0tLS2L17NydPnmTSpEnY29tnea1jx47RsmVLqlevzr59+9izZw8dOnQwSkBysnjxYlxcXDh48CCDBg2if//+dO3alcaNG3PkyBFat25Nz549DQnp1atXef311+nQoQPHjh3jvffeY/To0bm61n3JycnMnDmT33//nY0bN7Jz5046d+7M+vXrWb9+PUuXLmXevHmGJOfQoUMMHjyYr7/+mnPnzrFx40aaNm2abfvx8fEAODs7G5WPHTuWLl26cPz4cXr06EG3bt0ICwvLMdYRI0YwdepUQkNDcXV1pUOHDvlKrEU+KOKx4uPjFUCJj48v7FBMqsX3OxTvUWuVg5fuZDq26dImpcaiGkqvDb2yb+DGcUX5soSiTKlacEE+xh8TDiqzP9ymXDp+K99tJO7bp5ypWk25+GoHE0aWeykpKcqZM2eUlJQURVEURZuUpJypWq1QPtqkpFzH3atXL8XMzEyxs7NTrKysFEBRq9XKX3/9pSiKoqSmpiq2trbK3r17jc7r16+f0r17d0VRFKVDhw5Knz59smx/3rx5ioODg3LnTuY/n4qiKI0bN1bef/99o7KuXbsq7dq1M+wDytChQ43q7NixQwGU2NhYRVEUZeHChQqgXLhwwVBnzpw5iru7u2Hf3d1d+f777w37GRkZSrly5ZSOHTtmGZuiKMrMmTMVPz8/RVEUZdWqVUqDBg2Ujh07KsHBwYqiKEqrVq2UTz/91CjWf/75R1EURbl06ZICKEePHjVqs1evXoq3t7eSkZFhdM9vvfWWYX/WrFnKyy+/nG1ciqIo3t7eSps2bYzK3nrrLaVt27bZnvP/9u49rqa0/x//a+/dae9OlHSgg1P9Kh1MZAiF3GlmzDQ3menuk7jN3KTIOI4ZxAwalDFoaLpRIbkb0hBNI5VRoakpInLoYCjHlIqkru8fHq2fbXfctduZ3s/HYz0erXWt61rvta7d3u+91rXXiomJYdra2ty8lZUVW7NmTZPrvnmMPTw8mIODQ4sxNcfR0ZGNGTOGm3/58iVTVVVlXl5e3LLS0lIGgGVkZDDGGFuxYgWzsLAQa2f58uViMbWkqdfEnDlzmEgkYk+fPuWWubi4sDlz5jDGGDt8+DDT0NBglZWVrbZfX1/P3n//fYljAoDNnTtXbNnIkSOZj48PY0zyddF4nKOjo7n1Hz16xIRCITt06FCrcfxdvPke+jpZf37TmShCiNTGjx+PnJwcnD9/Ht7e3pg1axamTp0KALhx4wZqamowadIkqKmpcVNkZCRu3rwJAPDx8UF0dDRsbW2xbNkypKenc23n5ORg2LBhEt/UG+Xn58PBwUFsmYODg8S39uHDh7e6HyKRCIMGDeLm9fX1cf/+fQCvzhjcu3cP9vb2XLlAIICdnV2LbTo6OuLKlSt48OABUlNT4eTkBCcnJ6SkpKCurg7p6ekSl+nawtLSEgKBoMlYAcDPzw9JSUmttjNq1CiJ+deP3alTpzBx4kT069cP6urq8PLywqNHj7izPQsWLMC6devg4OCAgIAAXLx4sdltNZ6Jkpa1tTX3t0AggLa2NqysrLhlurq6AMAdh/z8fIwcOVJi/9rjzdeErq4uTExMxM626erqctucNGkSjI2NMXDgQHh5eeHAgQPcsXqTr68v8vLyEB0dLVHWWr805fU6WlpaMDMza7UO6Rw0Oo2QboYnFMIsO6v1FWW07fZQVVXlHiC7Z88e2NjYYPfu3Zg9ezY3fiY+Ph79+vUTq9c4gNrV1RXFxcU4ceIEfvvtN0ycOBG+vr4ICgqCsJ2xtBRjaxQVFcXmeTxehy5tAoCVlRW0tLSQmpqK1NRUrF+/Hnp6eti4cSMyMzNRV1eH0aNHt7vdpmJtvMTZWYqKivDBBx/Ax8cH69evh5aWFs6ePYvZs2fjxYsXEIlE+Oyzz+Di4oL4+HgkJiYiMDAQwcHBmD9/vkR7He3Lpvb59WWNA9g78zi0ts3GZY3bVFdXR3Z2NlJSUpCYmIjVq1djzZo1yMzMRK9evbg6fn5+OH78OM6cOYP+/ft3WrxEPuhMFCHdDI/HA18kksvUkV9T8fl8fPXVV1i5ciWePXsGCwsLKCsro6SkBIMHDxabDA0NuXo6Ojrw9vbG/v37sXXrVvz0008AXp19yMnJwePHj5vcnrm5OdLS0sSWpaWlwcLCQup9aIqmpiZ0dXWRmZnJLauvr0d2dnaL9Xg8HsaOHYu4uDhcvnwZY8aMgbW1NWpraxEaGorhw4c3m+A1jitr65ghaZw7d05i3tzcHACQlZWFhoYGBAcH491334WpqSnu3r0r0YahoSHmzp2LI0eOYPHixQgLC2tyW9bW1m06O9ZZzM3NuXFljd7cX1lQUFCAs7MzNm3ahIsXL6KoqAinT58G8Gqso5+fH2JjY3H69GnuxwNvaqlfmvN6nfLychQUFLRah3QOSqIIIZ3G3d0dAoEAISEhUFdXx5IlS/DFF18gIiICN2/eRHZ2NrZv346IiAgAwOrVqxEXF4cbN27g8uXLOH78OPfm7+HhAT09Pbi5uSEtLQ23bt3C4cOHkZGRAeDVYNrw8HDs3LkT169fx5YtW3DkyBGxAeGdZf78+QgMDERcXByuXbsGf39/lJeXt5p0Ojk54eDBg7C1tYWamhr4fD7GjRuHAwcOwNHRsdl6ffv2hVAoREJCAu7du8cNQm6LHTt2tOnSWVpaGjZt2oSCggKEhIQgJiYG/v7+AIDBgwejrq4O27dvx61bt7Bv3z7s2rVLrP7ChQvx66+/orCwENnZ2UhOTm72g3vFihXIzMzEvHnzcPHiRVy9ehU7d+7Ew4cP27xf7TF37lxcv34dS5cuxbVr1xAVFSU2+F4Wjh8/jm3btiEnJwfFxcWIjIxEQ0MDzMzMALy6hLd//35ERUVBXV0dZWVlKCsrw7Nnz8TaiYmJwZ49e1BQUICAgABcuHABfn5+LW77m2++QVJSEvLy8jBz5kz06dOnU27KSlpHSRQhpNMoKCjAz88PmzZtQnV1Nb799lusWrUKgYGBMDc3x+TJkxEfH899C1dSUsKKFStgbW2NcePGQSAQcONElJSUkJiYiL59++K9996DlZUVvvvuO248kJubG3744QcEBQXB0tISoaGh2Lt3r1TjjFqzfPlyeHh4YMaMGRg1ahTU1NTg4uICFRWVFus5Ojqivr5eLCYnJyeJZW9SUFDAtm3bEBoaCgMDA3z00UdtjvXhw4fcmLOWLF68GH/88QeGDRuGdevWYcuWLXBxcQEA2NjYYMuWLdi4cSOGDh2KAwcOIDAwUKx+fX09fH19uX41NTXFjz/+2OS2TE1NkZiYiNzcXNjb22PUqFGIi4uT2f2OjIyMcPjwYRw9ehQ2NjbYtWsXNmzYIJNtNerVqxeOHDmCCRMmwNzcHLt27cLBgwdhaWkJ4NXtOCoqKuDk5AR9fX1uOnTokFg7a9euRXR0NKytrREZGYmDBw+2enb1u+++g7+/P+zs7FBWVoZjx46J/UqWyA6PdfTCfw9QWVkJTU1NVFRUQENDQ97hdJoJQSm49bAaMXNHYYSJ+ODdxKJELE5dDDtdO4RPDm+6gdKLQOhYQF0fWHxV9gE3ISYwE/eLn+L9edYwse4jVRvV586hZOYsKA8ZgoHHfunkCFv3/PlzFBYWYsCAAa1+KJPuoaGhAebm5pg+fTq+/fZbeYdD2iAlJQXjx49HeXm52Bil7oTH4yE2NrbNZ5Hehn3qCi29h8r685sGlhNCSCuKi4uRmJgIR0dH1NbWYseOHSgsLMS//vUveYdGCJEjupxHCCGt4PP5CA8Px4gRI+Dg4IBLly7h1KlTNHi3g0pKSsRuf/HmVFJSIpPturq6NrtNWV/2I38vdCaKEEJaYWhoKPFLQNJxBgYGLT5k2cDAoNO25eTkxN224r///a/EgO5Gzd2XrCu0d3TN6/tE5IOSKEIIIXKhoKDA3WesK7153zJCpEWX8wghhBBCpEBJFCGEEEKIFCiJIoQQQgiRAiVRhBBCCCFSoCSKEEIIIUQKlEQRQnqUlJQU8Hg8PHnyRN6hiOHxeDh69GiL68ycObNTnolmYmKCrVu3drid5nTXY/y2KyoqAo/Ha/G2EB0VHh4ul7ufd9Zru6tREkUIkcrMmTPB4/HA4/GgqKiIAQMGYNmyZXj+/Lm8Q2vR6NGjUVpaCk1NTXmHIqa0tBSurq4AuubDUpa66zGWp8DAQIwYMQLq6uro27cv3NzccO3atXa1YWhoiNLSUgwdOlRGUZL2oiSKECK1yZMno7S0FLdu3cL333+P0NBQBAQEyDusZtXV1UFJSQl6enrg8XjyDkeMnp4elJWV5R1Gp+iux1ieUlNT4evri3PnzuG3335DXV0d/vGPf6C6urrNbQgEAujp6cnswc2k/SiJIoRITVlZGXp6ejA0NISbmxucnZ3x22+/ceUNDQ0IDAzEgAEDIBQKYWNjg59//pkrLy8vh6enJ3R0dCAUCjFkyBDs3buXK//rr7/g4eEBLS0tqKqqYvjw4Th//jxXvnPnTgwaNAhKSkowMzPDvn37xOLj8XjYuXMnPvzwQ6iqqmL9+vUSl5oaL1/8+uuvMDc3h5qaGpccNnr58iUWLFiAXr16QVtbG8uXL4e3t3ezlx8YY9DR0RHbV1tbW+jr63PzZ8+ehbKyMmpqarhYGy/nDRgwAAAwbNgw8Hg8ODk5ibUfFBQEfX19aGtrw9fXF3V1dc11UbOePn0KDw8PqKqqol+/fggJCREr37JlC6ysrKCqqgpDQ0PMmzcPVVVVXHlxcTGmTJmC3r17Q1VVFZaWljhx4gSApi/npaWlwcnJCSKRCL1794aLiwvKy8tbjdPJyQnz58/HwoUL0bt3b+jq6iIsLAzV1dWYNWsW1NXVMXjwYJw8eVKs3okTJ2BqagqhUIjx48cjPDy8zZcYG18Tx48fh5mZGUQiEaZNm4aamhpERETAxMQEvXv3xoIFC1BfX8/V+/HHHzFkyBCoqKhAV1cX06ZN48oSEhIwc+ZMWFpawsbGBuHh4SgpKUFWVha3TuPr1dXVFUKhEAMHDhR7Db15hrLxOMfHx8Pa2hoqKip49913kZeX1+o+vr6vRkZGEIlE+Pjjj/Ho0SOJdeLi4vDOO+9ARUUFAwcOxNq1a/Hy5Uuu/MmTJ/jss8+go6MDDQ0NTJgwAbm5uVz5mjVrYGtri9DQUBgaGkIkEmH69OmoqKhoNq6GhgZs2rQJgwcPhrKyMoyMjLB+/fo271dXoSSKkG6GMYa62nq5TB15hEReXh7S09OhpKTELQsMDERkZCR27dqFy5cv44svvsD//d//ITU1FQCwatUqXLlyBSdPnkR+fj527tyJPn36AACqqqrg6OiIO3fu4JdffkFubi6WLVuGhoYGAEBsbCz8/f2xePFi5OXlYc6cOZg1axaSk5PF4lqzZg0+/vhjXLp0Cf/+97+bjL2mpgZBQUHYt28fzpw5g5KSEixZsoQr37hxIw4cOIC9e/ciLS0NlZWVLY5f4vF4GDduHFJSUgC8Shbz8/Px7NkzXL16FcCrMxMjRoyASCSSqH/hwgUAwKlTp1BaWoojR45wZcnJybh58yaSk5MRERGB8PBwhIeHi+2viYlJs7E12rx5M2xsbPDnn3/iyy+/hL+/v1gCzOfzsW3bNly+fBkRERE4ffo0li1bxpX7+vqitrYWZ86cwaVLl7Bx40aoqak1ua2cnBxMnDgRFhYWyMjIwNmzZzFlyhSxBKQlERER6NOnDy5cuID58+fDx8cH7u7uGD16NLKzs/GPf/wDXl5eXEJ6+/Zt/POf/8SUKVOQk5ODzz77DF9++WWbttWopqYG27ZtQ3R0NBISEpCSkoKPP/4YJ06cwIkTJ7Bv3z6EhoZySc4ff/yBBQsW4JtvvsG1a9eQkJCAcePGNdt+YwLx5mNmVq1ahalTpyI3Nxeenp749NNPkZ+f32KsS5cuRXBwMDIzM6Gjo4MpU6a0KbE+f/48Zs+eDT8/P+Tk5GD8+PFYt26d2Dq///47ZsyYAX9/f1y5cgWhoaEIDw8XS2jc3d1x//59nDx5EllZWXjnnXcwceJEPH78mFvnxo0b+N///odjx44hISEBf/75J+bNm9dsbCtWrMB3333HvUdERUVBV1e31X3qcqwH2bFjBzM2NmbKysrM3t6enT9/vk31KioqGABWUVEh4wi71vjNycx4+XF2ofCRRNmvhb+yoeFDmfdJ7+YbuJvLWIAGY0FmsguyFf/bcIHtmJPECnMfSN1GVUYGu2L2/7GbH0zpxMja7tmzZ+zKlSvs2bNnjDHGXjx/yXbMSZLL9OL5yzbH7e3tzQQCAVNVVWXKysoMAOPz+eznn39mjDH2/PlzJhKJWHp6uli92bNnMw8PD8YYY1OmTGGzZs1qsv3Q0FCmrq7OHj2SfH0yxtjo0aPZ559/LrbM3d2dvffee9w8ALZw4UKxdZKTkxkAVl5ezhhjbO/evQwAu3HjBrdOSEgI09XV5eZ1dXXZ5s2bufmXL18yIyMj9tFHHzUZG2OMbdu2jVlaWjLGGDt69CgbOXIk++ijj9jOnTsZY4w5Ozuzr776SizW2NhYxhhjhYWFDAD7888/xdr09vZmxsbG7OXL/7+f3N3d2SeffMLNb9++nU2YMKHZuBhjzNjYmE2ePFls2SeffMJcXV2brRMTE8O0tbW5eSsrK7ZmzZom133zGHt4eDAHB4cWY2qOo6MjGzNmDDf/8uVLpqqqyry8vLhlpaWlDADLyMhgjDG2YsUKZmFhIdbO8uXLxWJqSVOviTlz5jCRSMSePn3KLXNxcWFz5sxhjDF2+PBhpqGhwSorK1ttv76+nr3//vsSxwQAmzt3rtiykSNHMh8fH8aY5Oui8ThHR0dz6z969IgJhUJ26NChVuPw8PAQ+39h7NXrQFNTk5ufOHEi27Bhg9g6+/btY/r6+owxxn7//XemoaHBnj9/LrbOoEGDWGhoKGOMsYCAACYQCNhff/3FlZ88eZLx+XxWWlrKGHv12m78f6qsrGTKysosLCys1X1gTPI99HWy/vzuMWeiDh06hEWLFiEgIADZ2dmwsbGBi4sL7t+/L+/QCHlrjR8/Hjk5OTh//jy8vb0xa9YsTJ06FcCrb541NTWYNGkS1NTUuCkyMhI3b94EAPj4+CA6Ohq2trZYtmwZ0tPTubZzcnIwbNiwZh8Im5+fDwcHB7FlDg4OEt/ahw8f3up+iEQiDBo0iJvX19fn3hsqKipw79492Nvbc+UCgQB2dnYttuno6IgrV67gwYMHSE1NhZOTE5ycnJCSkoK6ujqkp6dLXKZrC0tLSwgEgiZjBQA/Pz8kJSW12s6oUaMk5l8/dqdOncLEiRPRr18/qKurw8vLC48ePeLO9ixYsADr1q2Dg4MDAgICcPHixWa31XgmSlrW1tbc3wKBANra2rCysuKWNZ6haDwO+fn5GDlypMT+tcebrwldXV2YmJiInW3T1dXltjlp0iQYGxtj4MCB8PLywoEDB7hj9SZfX1/k5eUhOjpaoqy1fmnK63W0tLRgZmbWah2gbccpNzcX33zzjdj/8Oeff47S0lLU1NQgNzcXVVVV0NbWFlunsLCQ+z8HACMjI7FnFo4aNQoNDQ1NDq7Pz89HbW1th14zXaXHjE7bsmULPv/8c8yaNQsAsGvXLsTHx2PPnj3tPs1LiCwpKPHxnx8c5bbt9lBVVeUeILtnzx7Y2Nhg9+7dmD17Njd+Jj4+XuKBr40DqF1dXVFcXIwTJ07gt99+w8SJE+Hr64ugoCAIhcJO2KNXMbZGUVFRbJ7H43Xo0iYAWFlZQUtLC6mpqUhNTcX69euhp6eHjRs3IjMzE3V1dRg9enS7220q1sZLnJ2lqKgIH3zwAXx8fLB+/XpoaWnh7NmzmD17Nl68eAGRSITPPvsMLi4uiI+PR2JiIgIDAxEcHIz58+dLtNfRvmxqn19f1jiAvTOPQ2vbbFzWuE11dXVkZ2cjJSUFiYmJWL16NdasWYPMzEyxWwb4+fnh+PHjOHPmDPr3799p8cpKVVUV1q5di3/+858SZSoqKqiqqoK+vj536fp10t4qobP+97tCjzgT9eLFC2RlZcHZ2Zlbxufz4ezsjIyMDIn1a2trUVlZKTYR0lV4PB4UlQVymTryayo+n4+vvvoKK1euxLNnz2BhYQFlZWWUlJRg8ODBYpOhoSFXT0dHB97e3ti/fz+2bt2Kn376CcCrsw85OTli4ypeZ25ujrS0NLFlaWlpsLCwkHofmqKpqQldXV1kZmZyy+rr65Gdnd1iPR6Ph7FjxyIuLg6XL1/GmDFjYG1tjdraWoSGhmL48OHNJniN48raOmZIGufOnZOYNzc3BwBkZWWhoaEBwcHBePfdd2Fqaoq7d+9KtGFoaIi5c+fiyJEjWLx4McLCwprclrW1dZvOjnUWc3NzblxZozf3VxYUFBTg7OyMTZs24eLFiygqKsLp06cBvBrr6Ofnh9jYWJw+fZr78cCbWuqX5rxep7y8HAUFBa3WAV4dp9d/qNHU9t955x1cu3ZN4n948ODB4PP5eOedd1BWVgYFBQWJ8sbxjQBQUlIi9ho6d+4c+Hw+zMzMJOIaMmQIhEJhl75mpNUjkqiHDx+ivr5eYlCarq4uysrKJNYPDAyEpqYmN73+hk8IaZ67uzsEAgFCQkKgrq6OJUuW4IsvvkBERARu3ryJ7OxsbN++HREREQCA1atXIy4uDjdu3MDly5dx/Phx7s3fw8MDenp6cHNzQ1paGm7duoXDhw9zX3yWLl2K8PBw7Ny5E9evX8eWLVtw5MgRsQHhnWX+/PkIDAxEXFwcrl27Bn9/f5SXl7eadDo5OeHgwYOwtbWFmpoa+Hw+xo0bhwMHDsDRsfmzjX379oVQKERCQgLu3bvX4q+Y3rRjx442XQZJS0vDpk2bUFBQgJCQEMTExMDf3x8AMHjwYNTV1WH79u24desW9u3bh127donVX7hwIX799VcUFhYiOzsbycnJzX5wr1ixApmZmZg3bx4uXryIq1evYufOnXj48GGb96s95s6di+vXr2Pp0qW4du0aoqKixAbfy8Lx48exbds25OTkoLi4GJGRkWhoaOCSBF9fX+zfvx9RUVFQV1dHWVkZysrK8OzZM7F2YmJisGfPHhQUFCAgIAAXLlyAn59fi9v+5ptvkJSUhLy8PMycORN9+vRp040rFyxYgISEBAQFBeH69evYsWMHEhISxNZZvXo1IiMjsXbtWly+fBn5+fmIjo7GypUrAQDOzs4YNWoU3NzckJiYiKKiIqSnp+Prr7/GH3/8wbWjoqICb29v5Obm4vfff8eCBQswffp06OnpScSloqKC5cuXY9myZdzl/3PnzmH37t2t7lOXk8lIq27mzp07DIDEANelS5cye3t7ifWfP3/OKioquOn27dt/y4Hlv+aVssNZt9mDp88lyu48vcN+ufELO/vX2eYbqH7EWM5BxvJiZRdkKwovPmBXM+6yp48lBxS2Vd39++zJ0aOsMul0J0bWdi0NiuzOXh8I+rrAwECmo6PDqqqqWENDA9u6dSszMzNjioqKTEdHh7m4uLDU1FTGGGPffvstMzc3Z0KhkGlpabGPPvqI3bp1i2urqKiITZ06lWloaDCRSMSGDx8u9oOQH3/8kQ0cOJApKioyU1NTFhkZKRYLXhus3aipgeWvD6RljLHY2Fj2+ttjXV0d8/PzYxoaGqx3795s+fLlzN3dnX366actHqM///yTAWDLly/nln3//fcMAEtISGgx1rCwMGZoaMj4fD5zdHRkjDV9zP39/blyxl4N4jU2Nm4xLmNjY7Z27Vrm7u7ORCIR09PTYz/88IPYOlu2bGH6+vpMKBQyFxcXFhkZKXbc/Pz82KBBg5iysjLT0dFhXl5e7OHDh4wxyWPMGGMpKSls9OjRTFlZmfXq1Yu5uLi0aZC3o6Mj8/f3l4j/+++/F1v25vE7duwYGzx4MFNWVmZjx45le/bsadfA8jdfEwEBAczGxkZs2ev98fvvvzNHR0fWu3dvJhQKmbW1tdjgbgBNTnv37hVbJyQkhE2aNIkpKyszExMTsTaaG1h+7NgxZmlpyZSUlJi9vT3Lzc1tdR8b7d69m/Xv358JhUI2ZcoUFhQUJLHvCQkJbPTo0UwoFDINDQ1mb2/PfvrpJ668srKSzZ8/nxkYGDBFRUVmaGjIPD09WUlJidix+/HHH5mBgQFTUVFh06ZNY48fP27yWDL2avD9unXrmLGxMVNUVGRGRkYSA9wbyXNgOY+xDl74fws0XsP/+eefxbJzb29vPHnyBHFxcS3Wr6yshKamJioqKqChoSHjaElP8/z5cxQWFmLAgAFQUVGRdzikDRoaGmBubo7p06fj22+/lXc4pA1SUlIwfvx4lJeXy+WxJm3B4/EQGxvb5sefvA37BLy67cbRo0dldgf+lt5DZf353SMu5ykpKcHOzk7s+mpDQwOSkpLa/YsNQkjPU1xcjLCwMBQUFODSpUvw8fFBYWEh/vWvf8k7NEKIHPWIJAoAFi1ahLCwMERERCA/Px8+Pj7cHW8JIaQlfD4f4eHhGDFiBBwcHHDp0iWcOnWqTYN3SfNKSkrEfhb/5lRSUiKT7bq6uja7zQ0bNshkm/LQU/ZTnnrE5bxGO3bswObNm1FWVgZbW1ts27ZN4h4ZTaHLeUSW6HIe6alevnyJoqKiZstNTExk8py4O3fuSAzobqSlpdXsvcneNj1lP+V5Oa9HJVHSoiSKyBIlUYQQIj0aE0UI6fDNHQkhpCeS53snJVGEyFnjXZCbe0QEIYSQ5r148QIAxB6H1FV6zGNfCOmuBAIBevXqxT2DSyQSdejO4YQQ0lM0NDTgwYMHEIlEMhk/1xpKogjpBhrv2ksPxCaEkPbh8/kwMjKSy5dPSqII6QZ4PB709fXRt29f1NXVyTscQgh5aygpKYHPl8/oJEqiCOlGBAKBXK7rE0IIaT8aWE4IIYQQIgVKogghhBBCpEBJFCGEEEKIFGhMVBs03sirsrJSzpEQQgghpK0aP7dldUNOSqLa4NGjRwAAQ0NDOUdCCCGEkPZ69OgRNDU1O71dSqLaoPEhjSUlJTLphI4YMWIEMjMzu1W77a3b1vVbW6+l8vaUVVZWwtDQELdv3+52z0qk/m5bOfW37Nql/pYd6u+2lbenrKKiAkZGRjJ72DIlUW3QeP8JTU3NbvdPJxAIZBJTR9ptb922rt/aei2VS1OmoaFB/S2DutTfbUf93bZy6m/Ztft36W9Z3UeKBpa/5Xx9fbtdu+2t29b1W1uvpXJpy7ob6u+2lVN/y65d6m/Zof5uW3l36m8eo0fHt6qyshKampqoqKjodt9cSOej/u5ZqL97FurvnkXW/U1notpAWVkZAQEBUFZWlncopAtQf/cs1N89C/V3zyLr/qYzUYQQQgghUqAzUYQQQgghUqAkihBCCCFECpREEUIIIYRIgZIoQgghhBApUBJFCCGEECIFSqJkpKamBsbGxliyZIm8QyEy9OTJEwwfPhy2trYYOnQowsLC5B0SkaHbt2/DyckJFhYWsLa2RkxMjLxDIjL28ccfo3fv3pg2bZq8QyEycPz4cZiZmWHIkCH473//2+76dIsDGfn6669x48YNGBoaIigoSN7hEBmpr69HbW0tRCIRqqurMXToUPzxxx/Q1taWd2hEBkpLS3Hv3j3Y2tqirKwMdnZ2KCgogKqqqrxDIzKSkpKCp0+fIiIiAj///LO8wyGd6OXLl7CwsEBycjI0NTVhZ2eH9PT0dr1/05koGbh+/TquXr0KV1dXeYdCZEwgEEAkEgEAamtrwRgDfS/5+9LX14etrS0AQE9PD3369MHjx4/lGxSRKScnJ6irq8s7DCIDFy5cgKWlJfr16wc1NTW4uroiMTGxXW30uCTqzJkzmDJlCgwMDMDj8XD06FGJdUJCQmBiYgIVFRWMHDkSFy5caNc2lixZgsDAwE6KmHREV/T3kydPYGNjg/79+2Pp0qXo06dPJ0VP2qsr+rtRVlYW6uvrYWho2MGoibS6sr9J99PR/r979y769evHzffr1w937txpVww9Lomqrq6GjY0NQkJCmiw/dOgQFi1ahICAAGRnZ8PGxgYuLi64f/8+t07j+Jc3p7t37yIuLg6mpqYwNTXtql0iLZB1fwNAr169kJubi8LCQkRFReHevXtdsm9EUlf0NwA8fvwYM2bMwE8//STzfSLN66r+Jt1TZ/R/h7EeDACLjY0VW2Zvb898fX25+fr6emZgYMACAwPb1OaXX37J+vfvz4yNjZm2tjbT0NBga9eu7cywiZRk0d9v8vHxYTExMR0Jk3QSWfX38+fP2dixY1lkZGRnhUo6gSz/v5OTk9nUqVM7I0wiI9L0f1paGnNzc+PK/f392YEDB9q13R53JqolL168QFZWFpydnbllfD4fzs7OyMjIaFMbgYGBuH37NoqKihAUFITPP/8cq1evllXIpAM6o7/v3buHp0+fAgAqKipw5swZmJmZySRe0jGd0d+MMcycORMTJkyAl5eXrEIlnaAz+pu8vdrS//b29sjLy8OdO3dQVVWFkydPwsXFpV3bUejUqN9yDx8+RH19PXR1dcWW6+rq4urVq3KKishKZ/R3cXEx/vOf/3ADyufPnw8rKytZhEs6qDP6Oy0tDYcOHYK1tTU3/mLfvn3U591QZ72fOzs7Izc3F9XV1ejfvz9iYmIwatSozg6XdLK29L+CggKCg4Mxfvx4NDQ0YNmyZe3+ZTUlUTI0c+ZMeYdAZMze3h45OTnyDoN0kTFjxqChoUHeYZAudOrUKXmHQGToww8/xIcffih1fbqc95o+ffpAIBBIDAy+d+8e9PT05BQVkRXq756F+rtnof7u2bqq/ymJeo2SkhLs7OyQlJTELWtoaEBSUhKdvv0bov7uWai/exbq756tq/q/x13Oq6qqwo0bN7j5wsJC5OTkQEtLC0ZGRli0aBG8vb0xfPhw2NvbY+vWraiursasWbPkGDWRFvV3z0L93bNQf/ds3aL/pfw14VsrOTmZAZCYvL29uXW2b9/OjIyMmJKSErO3t2fnzp2TX8CkQ6i/exbq756F+rtn6w79T8/OI4QQQgiRAo2JIoQQQgiRAiVRhBBCCCFSoCSKEEIIIUQKlEQRQgghhEiBkihCCCGEEClQEkUIIYQQIgVKogghhBBCpEBJFCGEEEKIFCiJIoSQJqxZswa2trbyDoMQ0o1REkUIIYQQIgVKogghhBBCpEBJFCGk26uursaMGTOgpqYGfX19BAcHw8nJCQsXLpRYt7KyEkKhECdPnhRbHhsbC3V1ddTU1AAAli9fDlNTU4hEIgwcOBCrVq1CXV1dszE0tT03NzfMnDmTm6+trcWSJUvQr18/qKqqYuTIkUhJSZF2twkh3RwlUYSQbm/p0qVITU1FXFwcEhMTkZKSguzs7CbX1dDQwAcffICoqCix5QcOHICbmxtEIhEAQF1dHeHh4bhy5Qp++OEHhIWF4fvvv+9QnH5+fsjIyEB0dDQuXrwId3d3TJ48GdevX+9Qu4SQ7klB3gEQQkhLqqqqsHv3buzfvx8TJ04EAERERKB///7N1vH09ISXlxdqamogEolQWVmJ+Ph4xMbGcuusXLmS+9vExARLlixBdHQ0li1bJlWcJSUl2Lt3L0pKSmBgYAAAWLJkCRISErB3715s2LBBqnYJId0XnYkihHRrN2/exIsXLzBy5EhumZaWFszMzAAAGzZsgJqaGjeVlJTgvffeg6KiIn755RcAwOHDh6GhoQFnZ2eujUOHDsHBwQF6enpQU1PDypUrUVJSInWcly5dQn19PUxNTcXiSU1Nxc2bN6VulxDSfdGZKELIW23u3LmYPn06N29gYAAFBQVMmzYNUVFR+PTTTxEVFYVPPvkECgqv3vIyMjLg6emJtWvXwsXFBZqamoiOjkZwcHCz2+Hz+WCMiS17fQxVVVUVBAIBsrKyIBAIxNZTU1PrjF0lhHQzlEQRQrq1QYMGQVFREefPn4eRkREAoLy8HAUFBXB0dISWlha0tLQk6nl6emLSpEm4fPkyTp8+jXXr1nFl6enpMDY2xtdff80tKy4ubjEOHR0dlJaWcvP19fXIy8vD+PHjAQDDhg1DfX097t+/j7Fjx3ZonwkhbwdKoggh3Zqamhpmz56NpUuXQltbG3379sXXX38NPr/l0Qjjxo2Dnp4ePD09MWDAALHLgUOGDEFJSQmio6MxYsQIifFSTZkwYQIWLVqE+Ph4DBo0CFu2bMGTJ0+4clNTU3h6emLGjBkIDg7GsGHD8ODBAyQlJcHa2hrvv/9+h44DIaT7oTFRhJBub/PmzRg7diymTJkCZ2dnjBkzBnZ2di3W4fF48PDwQG5uLjw9PcXKPvzwQ3zxxRfw8/ODra0t0tPTsWrVqhbb+/e//w1vb2/MmDEDjo6OGDhwIHcWqtHevXsxY8YMLF68GGZmZnBzc0NmZiZ3Bo0Q8vfCY29e5CeEkLeAk5MTbG1tsXXrVnmHQgjpoehMFCGEEEKIFCiJIoQQQgiRAl3OI4QQQgiRAp2JIoQQQgiRAiVRhBBCCCFSoCSKEEIIIUQKlEQRQgghhEiBkihCCCGEEClQEkUIIYQQIgVKogghhBBCpEBJFCGEEEKIFCiJIoQQQgiRwv8D3ls2Icd6JkcAAAAASUVORK5CYII=", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "linear_psm_dataset.assign_confidence().plot_qvalues(label=\"Before rescoring\")\n", "\n", "for feature_set, features in feature_sets.items():\n", " linear_psm_dataset = convert_psm_list(psm_list, features)\n", " confidence_results, models = brew(linear_psm_dataset)\n", " confidence_results.plot_qvalues(label=f\"Rescoring with: {feature_set}\")\n", "\n", "plt.xscale('log')\n", "plt.xlim(1e-4, 1)\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Using Mokapot within MS²Rescore" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Mokapot can also be used for rescoring with the higher-level integration in MS²Rescore. Simply pass\n", "a PSMList object with rescoring features added to the `rescore` function. Doing so will automatically\n", "convert the PSMList to a Mokapot `LinearPsmDataset`, run the `brew` function, and update the original\n", "PSMList with the new scores, q-values and PEPs." ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [], "source": [ "from ms2rescore.rescoring_engines import mokapot\n", "\n", "mokapot.rescore(psm_list)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "alignmentgroup": "True", "bingroup": "x", "histnorm": "", "hovertemplate": "color=target
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