{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "2cd49ba5",
   "metadata": {},
   "source": [
    "# Complete review revision: V3\n",
    "\n",
    "This notebook reads the preserved experiment outputs. It does not rerun training by default. V3 is exploratory because V2 results were examined before its design. See `reports_v3/protocol.md` for the fixed experiment grid."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "54a252af",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-20T19:58:04.999843Z",
     "iopub.status.busy": "2026-09-20T19:58:04.999635Z",
     "iopub.status.idle": "2026-09-20T19:58:05.291558Z",
     "shell.execute_reply": "2026-09-20T19:58:05.291060Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'completed_v2': 72, 'completed_v3': 114, 'expected_v3': 114, 'completed_v3_main': 114, 'completed_year_holdout': 24, 'completed_new_total': 168, 'expected_new_total': 168, 'completed_feature_fusion': 30, 'primary_evaluations_including_v2': 240, 'diagnostic_branch_probes': 24}\n"
     ]
    }
   ],
   "source": [
    "from pathlib import Path\n",
    "import json\n",
    "import pandas as pd\n",
    "pd.set_option('display.max_rows', 120)\n",
    "from IPython.display import display, Markdown, Image\n",
    "ROOT = Path.cwd()\n",
    "if not (ROOT / 'results_v3').exists():\n",
    "    ROOT = ROOT.parent\n",
    "assert (ROOT / 'results_v3').exists()\n",
    "OUT = ROOT / 'results_v3'\n",
    "print(json.loads((OUT / 'completion.json').read_text()))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "39fec52b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-20T19:58:05.293013Z",
     "iopub.status.busy": "2026-09-20T19:58:05.292820Z",
     "iopub.status.idle": "2026-09-20T19:58:05.297971Z",
     "shell.execute_reply": "2026-09-20T19:58:05.297519Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "# V3 supervision and implementation matrix\n",
       "\n",
       "U/T/I refer to labels used during representation training. Every row later freezes the representation and trains a separate supervised linear probe. All V3 samplers are uniform; auxiliary class weights use training labels only.\n",
       "\n",
       "| Model | U | T | I | Input | Pairing | Representation | Dimension |\n",
       "|---|---:|---:|---:|---|---|---|---:|\n",
       "| Dual_U0T0I0 | 0 | 0 | 0 | dual, 8 kHz | same-coda augmented views | trained, 50 epochs | 64 |\n",
       "| Dual_U0T0I1 | 0 | 0 | 1 | dual, 8 kHz | same-coda augmented views | trained, 50 epochs | 64 |\n",
       "| Dual_U0T1I0 | 0 | 1 | 0 | dual, 8 kHz | same-coda augmented views | trained, 50 epochs | 64 |\n",
       "| Dual_U0T1I1 | 0 | 1 | 1 | dual, 8 kHz | same-coda augmented views | trained, 50 epochs | 64 |\n",
       "| Dual_U1T0I0 | 1 | 0 | 0 | dual, 8 kHz | same-unit whole codas | trained, 50 epochs | 64 |\n",
       "| Dual_U1T0I1 | 1 | 0 | 1 | dual, 8 kHz | same-unit whole codas | trained, 50 epochs | 64 |\n",
       "| Dual_U1T1I0 | 1 | 1 | 0 | dual, 8 kHz | same-unit whole codas | trained, 50 epochs | 64 |\n",
       "| Dual_U1T1I1 | 1 | 1 | 1 | dual, 8 kHz | same-unit whole codas | trained, 50 epochs | 64 |\n",
       "| rhythm_UTI0 | 1 | 1 | 0 | rhythm, 8 kHz | same-unit whole codas | trained, 50 epochs | 64 |\n",
       "| rhythm_UTI1 | 1 | 1 | 1 | rhythm, 8 kHz | same-unit whole codas | trained, 50 epochs | 64 |\n",
       "| spectral_UTI0 | 1 | 1 | 0 | spectral, 8 kHz | same-unit whole codas | trained, 50 epochs | 64 |\n",
       "| spectral_UTI1 | 1 | 1 | 1 | spectral, 8 kHz | same-unit whole codas | trained, 50 epochs | 64 |\n",
       "| concat_UTI0 | 1 | 1 | 0 | concat, 8 kHz | same-unit whole codas | trained, 50 epochs | 128 |\n",
       "| concat_UTI1 | 1 | 1 | 1 | concat, 8 kHz | same-unit whole codas | trained, 50 epochs | 128 |\n",
       "| Dual_swap_UTI | 1 | 1 | 1 | dual, 8 kHz | same-unit swapped channels | trained, 50 epochs | 64 |\n",
       "| Dual_16k_UTI0 | 1 | 1 | 0 | dual, 16 kHz | same-unit whole codas | trained, 50 epochs | 64 |\n",
       "| Dual_16k_UTI1 | 1 | 1 | 1 | dual, 16 kHz | same-unit whole codas | trained, 50 epochs | 64 |\n",
       "| AVES_FT | CE | CE | CE | audio | none | transformer fine-tuned, 10 epochs; frontend frozen | 64 |\n",
       "| AVES_ICI_FT | CE | CE | CE | audio + ICI | none | transformer fine-tuned, 10 epochs; frontend frozen | 64 |\n",
       "\n",
       "Single-channel auxiliary heads both use the available channel. Dual/concatenation type heads use rhythm and ID heads use spectrum. U=0 removes unit labels from representation training but not from evaluation partitioning/probes. Label-free objectives still use annotation-derived ICI inputs. AVES FT has a different pretraining history, parameter count and epoch budget from DCCE.\n",
       "\n",
       "## V2 benchmark: downstream whale-label access\n",
       "\n",
       "These columns describe local downstream training, not all labels used in external pretraining. Every row uses a subsequently trained supervised probe.\n",
       "\n",
       "| Model | Unit use | Type loss | ID loss | Unit-balanced sampler | Representation | Input |\n",
       "|---|---|---:|---:|---:|---|---|\n",
       "| Raw ICI | none | no | no | no | fixed features | annotated ICI |\n",
       "| Temporal mel | none | no | no | no | fixed features | audio |\n",
       "| ICI + temporal mel | none | no | no | no | fixed features | annotated ICI + audio |\n",
       "| WhAM | none | no | no | no | frozen pretrained; WhAM/AVES layer selected on validation | audio |\n",
       "| AVES | none | no | no | no | frozen pretrained; WhAM/AVES layer selected on validation | audio |\n",
       "| BirdNET | none | no | no | no | frozen pretrained; WhAM/AVES layer selected on validation | audio |\n",
       "| DCCE no ID | whole-coda unit pairing | yes | no | yes | trained, 50 epochs | annotated ICI + audio |\n",
       "| DCCE ID | whole-coda unit pairing | yes | yes | yes | trained, 50 epochs | annotated ICI + audio |\n",
       "| DCCE swap ID | same-unit swapped channels | yes | yes | yes | trained, 50 epochs | annotated ICI + audio |\n",
       "| Supervised dual | unit CE | yes | yes | yes | trained head/fusion; AVES backbone frozen in adapter rows | annotated ICI + audio |\n",
       "| AVES adapter | unit CE | yes | yes | yes | trained head/fusion; AVES backbone frozen in adapter rows | audio |\n",
       "| AVES + ICI adapter | unit CE | yes | yes | yes | trained head/fusion; AVES backbone frozen in adapter rows | annotated ICI + audio |\n",
       "\n",
       "## Additional frozen input-matched controls\n",
       "\n",
       "WhAM + ICI, AVES + ICI, and BirdNET + ICI concatenate annotated timing with frozen audio embeddings. They use no local representation-training labels, losses, pairing, or sampler. Only the training-only scaler and supervised linear probe are fitted; WhAM/AVES layers are selected on validation data. External pretraining label/data access remains as described above. These controls are evaluated on all six random/date partitions and all four year holdouts.\n",
       "\n",
       "The strict year diagnostic reuses the same definitions for Raw ICI, ICI + temporal mel, WhAM, AVES, DCCE 110 and DCCE 111. The latter two are trained afresh on each year partition with uniform sampling. Saved-branch probes are post-hoc diagnostics on fixed DCCE 110/111 checkpoints and do not replace the primary fused-representation results."
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Markdown((ROOT / 'reports_v3/supervision_matrix.md').read_text()))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "5372ca6b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-20T19:58:05.299214Z",
     "iopub.status.busy": "2026-09-20T19:58:05.299091Z",
     "iopub.status.idle": "2026-09-20T19:58:05.328432Z",
     "shell.execute_reply": "2026-09-20T19:58:05.327736Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<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 tr th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr:last-of-type th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th colspan=\"3\" halign=\"left\">count</th>\n",
       "      <th colspan=\"3\" halign=\"left\">mean</th>\n",
       "      <th colspan=\"3\" halign=\"left\">std</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>task</th>\n",
       "      <th>coda_type</th>\n",
       "      <th>individual_id</th>\n",
       "      <th>unit</th>\n",
       "      <th>coda_type</th>\n",
       "      <th>individual_id</th>\n",
       "      <th>unit</th>\n",
       "      <th>coda_type</th>\n",
       "      <th>individual_id</th>\n",
       "      <th>unit</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>version</th>\n",
       "      <th>protocol</th>\n",
       "      <th>model</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"24\" valign=\"top\">v2</th>\n",
       "      <th rowspan=\"12\" valign=\"top\">date_grouped</th>\n",
       "      <th>AVES</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.061377</td>\n",
       "      <td>0.073839</td>\n",
       "      <td>0.699606</td>\n",
       "      <td>0.022273</td>\n",
       "      <td>0.051010</td>\n",
       "      <td>0.099810</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AVES_Adapter</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.078889</td>\n",
       "      <td>0.058777</td>\n",
       "      <td>0.646327</td>\n",
       "      <td>0.028765</td>\n",
       "      <td>0.043898</td>\n",
       "      <td>0.134228</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AVES_ICI_Adapter</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.183220</td>\n",
       "      <td>0.081183</td>\n",
       "      <td>0.668603</td>\n",
       "      <td>0.037160</td>\n",
       "      <td>0.072343</td>\n",
       "      <td>0.118781</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BirdNET</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.062522</td>\n",
       "      <td>0.084921</td>\n",
       "      <td>0.611727</td>\n",
       "      <td>0.010718</td>\n",
       "      <td>0.021797</td>\n",
       "      <td>0.133217</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DCCE_ID</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.502319</td>\n",
       "      <td>0.257250</td>\n",
       "      <td>0.573893</td>\n",
       "      <td>0.017592</td>\n",
       "      <td>0.062791</td>\n",
       "      <td>0.074437</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DCCE_no_ID</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.615727</td>\n",
       "      <td>0.281170</td>\n",
       "      <td>0.686573</td>\n",
       "      <td>0.065519</td>\n",
       "      <td>0.108523</td>\n",
       "      <td>0.023382</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DCCE_swap_ID</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.475978</td>\n",
       "      <td>0.219252</td>\n",
       "      <td>0.611110</td>\n",
       "      <td>0.084046</td>\n",
       "      <td>0.088875</td>\n",
       "      <td>0.014209</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ICI_Temporal_Mel</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.667575</td>\n",
       "      <td>0.255334</td>\n",
       "      <td>0.607584</td>\n",
       "      <td>0.050841</td>\n",
       "      <td>0.061528</td>\n",
       "      <td>0.149813</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Raw_ICI</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.956408</td>\n",
       "      <td>0.379035</td>\n",
       "      <td>0.539629</td>\n",
       "      <td>0.036222</td>\n",
       "      <td>0.102940</td>\n",
       "      <td>0.035826</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Supervised_Dual</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.675403</td>\n",
       "      <td>0.269741</td>\n",
       "      <td>0.611473</td>\n",
       "      <td>0.057831</td>\n",
       "      <td>0.095472</td>\n",
       "      <td>0.079680</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Temporal_Mel</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.068907</td>\n",
       "      <td>0.129634</td>\n",
       "      <td>0.568908</td>\n",
       "      <td>0.011673</td>\n",
       "      <td>0.074012</td>\n",
       "      <td>0.094056</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>WhAM</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.065956</td>\n",
       "      <td>0.100725</td>\n",
       "      <td>0.666666</td>\n",
       "      <td>0.016308</td>\n",
       "      <td>0.074519</td>\n",
       "      <td>0.155343</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"12\" valign=\"top\">random</th>\n",
       "      <th>AVES</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.252601</td>\n",
       "      <td>0.491131</td>\n",
       "      <td>0.909781</td>\n",
       "      <td>0.027528</td>\n",
       "      <td>0.029407</td>\n",
       "      <td>0.009811</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AVES_Adapter</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.271576</td>\n",
       "      <td>0.478530</td>\n",
       "      <td>0.932544</td>\n",
       "      <td>0.027186</td>\n",
       "      <td>0.018312</td>\n",
       "      <td>0.009488</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AVES_ICI_Adapter</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.451531</td>\n",
       "      <td>0.582073</td>\n",
       "      <td>0.939995</td>\n",
       "      <td>0.023057</td>\n",
       "      <td>0.078058</td>\n",
       "      <td>0.009122</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BirdNET</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.215446</td>\n",
       "      <td>0.480356</td>\n",
       "      <td>0.887335</td>\n",
       "      <td>0.052697</td>\n",
       "      <td>0.021991</td>\n",
       "      <td>0.019882</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DCCE_ID</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.721958</td>\n",
       "      <td>0.588005</td>\n",
       "      <td>0.889366</td>\n",
       "      <td>0.051336</td>\n",
       "      <td>0.079361</td>\n",
       "      <td>0.004248</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DCCE_no_ID</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.799952</td>\n",
       "      <td>0.626933</td>\n",
       "      <td>0.906846</td>\n",
       "      <td>0.026307</td>\n",
       "      <td>0.056997</td>\n",
       "      <td>0.002644</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>DCCE_swap_ID</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.636423</td>\n",
       "      <td>0.640799</td>\n",
       "      <td>0.879231</td>\n",
       "      <td>0.042360</td>\n",
       "      <td>0.065771</td>\n",
       "      <td>0.028993</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ICI_Temporal_Mel</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.804218</td>\n",
       "      <td>0.723783</td>\n",
       "      <td>0.837426</td>\n",
       "      <td>0.015689</td>\n",
       "      <td>0.039093</td>\n",
       "      <td>0.012893</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Raw_ICI</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.987453</td>\n",
       "      <td>0.439054</td>\n",
       "      <td>0.570300</td>\n",
       "      <td>0.008672</td>\n",
       "      <td>0.007079</td>\n",
       "      <td>0.023350</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Supervised_Dual</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.761745</td>\n",
       "      <td>0.683831</td>\n",
       "      <td>0.885832</td>\n",
       "      <td>0.119211</td>\n",
       "      <td>0.080852</td>\n",
       "      <td>0.016999</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Temporal_Mel</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.201753</td>\n",
       "      <td>0.429238</td>\n",
       "      <td>0.772509</td>\n",
       "      <td>0.024982</td>\n",
       "      <td>0.044984</td>\n",
       "      <td>0.006913</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>WhAM</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.258139</td>\n",
       "      <td>0.449791</td>\n",
       "      <td>0.905812</td>\n",
       "      <td>0.045638</td>\n",
       "      <td>0.051887</td>\n",
       "      <td>0.011270</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"38\" valign=\"top\">v3</th>\n",
       "      <th rowspan=\"19\" valign=\"top\">date_grouped</th>\n",
       "      <th>AVES_FT</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.071606</td>\n",
       "      <td>0.059693</td>\n",
       "      <td>0.626429</td>\n",
       "      <td>0.050473</td>\n",
       "      <td>0.026242</td>\n",
       "      <td>0.157076</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AVES_ICI_FT</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.210730</td>\n",
       "      <td>0.072674</td>\n",
       "      <td>0.640972</td>\n",
       "      <td>0.068920</td>\n",
       "      <td>0.038355</td>\n",
       "      <td>0.157738</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_16k_UTI0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.708279</td>\n",
       "      <td>0.249994</td>\n",
       "      <td>0.624067</td>\n",
       "      <td>0.146885</td>\n",
       "      <td>0.131308</td>\n",
       "      <td>0.003592</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_16k_UTI1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.669489</td>\n",
       "      <td>0.172909</td>\n",
       "      <td>0.611894</td>\n",
       "      <td>0.011272</td>\n",
       "      <td>0.141528</td>\n",
       "      <td>0.055992</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U0T0I0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.468995</td>\n",
       "      <td>0.181433</td>\n",
       "      <td>0.541650</td>\n",
       "      <td>0.042615</td>\n",
       "      <td>0.133170</td>\n",
       "      <td>0.090488</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U0T0I1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.441014</td>\n",
       "      <td>0.158994</td>\n",
       "      <td>0.484759</td>\n",
       "      <td>0.055972</td>\n",
       "      <td>0.054353</td>\n",
       "      <td>0.101975</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U0T1I0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.662280</td>\n",
       "      <td>0.208878</td>\n",
       "      <td>0.551268</td>\n",
       "      <td>0.080695</td>\n",
       "      <td>0.090873</td>\n",
       "      <td>0.078475</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U0T1I1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.679337</td>\n",
       "      <td>0.173883</td>\n",
       "      <td>0.551426</td>\n",
       "      <td>0.036979</td>\n",
       "      <td>0.068378</td>\n",
       "      <td>0.113046</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U1T0I0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.348014</td>\n",
       "      <td>0.244719</td>\n",
       "      <td>0.517787</td>\n",
       "      <td>0.039266</td>\n",
       "      <td>0.084209</td>\n",
       "      <td>0.139986</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U1T0I1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.270115</td>\n",
       "      <td>0.133899</td>\n",
       "      <td>0.511206</td>\n",
       "      <td>0.010946</td>\n",
       "      <td>0.038532</td>\n",
       "      <td>0.117560</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U1T1I0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.692072</td>\n",
       "      <td>0.248122</td>\n",
       "      <td>0.597502</td>\n",
       "      <td>0.088280</td>\n",
       "      <td>0.129935</td>\n",
       "      <td>0.077931</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U1T1I1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.627668</td>\n",
       "      <td>0.223143</td>\n",
       "      <td>0.595997</td>\n",
       "      <td>0.074429</td>\n",
       "      <td>0.175119</td>\n",
       "      <td>0.052135</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_swap_UTI</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.471134</td>\n",
       "      <td>0.189278</td>\n",
       "      <td>0.621251</td>\n",
       "      <td>0.098548</td>\n",
       "      <td>0.069411</td>\n",
       "      <td>0.070424</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>concat_UTI0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.859337</td>\n",
       "      <td>0.275378</td>\n",
       "      <td>0.549133</td>\n",
       "      <td>0.014456</td>\n",
       "      <td>0.116570</td>\n",
       "      <td>0.171126</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>concat_UTI1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.849676</td>\n",
       "      <td>0.239112</td>\n",
       "      <td>0.527221</td>\n",
       "      <td>0.082756</td>\n",
       "      <td>0.042940</td>\n",
       "      <td>0.140180</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>rhythm_UTI0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.927080</td>\n",
       "      <td>0.352297</td>\n",
       "      <td>0.486565</td>\n",
       "      <td>0.046769</td>\n",
       "      <td>0.133690</td>\n",
       "      <td>0.090828</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>rhythm_UTI1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.918903</td>\n",
       "      <td>0.330671</td>\n",
       "      <td>0.505141</td>\n",
       "      <td>0.044746</td>\n",
       "      <td>0.143114</td>\n",
       "      <td>0.113215</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>spectral_UTI0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.062041</td>\n",
       "      <td>0.053608</td>\n",
       "      <td>0.540588</td>\n",
       "      <td>0.025225</td>\n",
       "      <td>0.046902</td>\n",
       "      <td>0.129682</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>spectral_UTI1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.062850</td>\n",
       "      <td>0.091767</td>\n",
       "      <td>0.558569</td>\n",
       "      <td>0.011001</td>\n",
       "      <td>0.016134</td>\n",
       "      <td>0.093290</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"19\" valign=\"top\">random</th>\n",
       "      <th>AVES_FT</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.243197</td>\n",
       "      <td>0.414024</td>\n",
       "      <td>0.923969</td>\n",
       "      <td>0.025432</td>\n",
       "      <td>0.078094</td>\n",
       "      <td>0.006931</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AVES_ICI_FT</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.466130</td>\n",
       "      <td>0.543899</td>\n",
       "      <td>0.912700</td>\n",
       "      <td>0.058863</td>\n",
       "      <td>0.016969</td>\n",
       "      <td>0.010566</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_16k_UTI0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.911201</td>\n",
       "      <td>0.630982</td>\n",
       "      <td>0.901471</td>\n",
       "      <td>0.057115</td>\n",
       "      <td>0.046188</td>\n",
       "      <td>0.006359</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_16k_UTI1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.727462</td>\n",
       "      <td>0.623031</td>\n",
       "      <td>0.893116</td>\n",
       "      <td>0.088185</td>\n",
       "      <td>0.045712</td>\n",
       "      <td>0.007781</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U0T0I0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.582662</td>\n",
       "      <td>0.623958</td>\n",
       "      <td>0.693250</td>\n",
       "      <td>0.041934</td>\n",
       "      <td>0.064456</td>\n",
       "      <td>0.026777</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U0T0I1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.565726</td>\n",
       "      <td>0.592438</td>\n",
       "      <td>0.673675</td>\n",
       "      <td>0.016813</td>\n",
       "      <td>0.061273</td>\n",
       "      <td>0.015982</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U0T1I0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.769836</td>\n",
       "      <td>0.591471</td>\n",
       "      <td>0.709490</td>\n",
       "      <td>0.085769</td>\n",
       "      <td>0.057232</td>\n",
       "      <td>0.026989</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U0T1I1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.801521</td>\n",
       "      <td>0.600153</td>\n",
       "      <td>0.725360</td>\n",
       "      <td>0.045655</td>\n",
       "      <td>0.080143</td>\n",
       "      <td>0.013393</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U1T0I0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.492673</td>\n",
       "      <td>0.434126</td>\n",
       "      <td>0.861146</td>\n",
       "      <td>0.090645</td>\n",
       "      <td>0.066791</td>\n",
       "      <td>0.001385</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U1T0I1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.348301</td>\n",
       "      <td>0.474068</td>\n",
       "      <td>0.885048</td>\n",
       "      <td>0.111685</td>\n",
       "      <td>0.031556</td>\n",
       "      <td>0.018935</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U1T1I0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.865400</td>\n",
       "      <td>0.597034</td>\n",
       "      <td>0.900959</td>\n",
       "      <td>0.114735</td>\n",
       "      <td>0.051078</td>\n",
       "      <td>0.020301</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_U1T1I1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.735336</td>\n",
       "      <td>0.580833</td>\n",
       "      <td>0.907371</td>\n",
       "      <td>0.090526</td>\n",
       "      <td>0.011902</td>\n",
       "      <td>0.010447</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dual_swap_UTI</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.708329</td>\n",
       "      <td>0.657122</td>\n",
       "      <td>0.853837</td>\n",
       "      <td>0.073161</td>\n",
       "      <td>0.066612</td>\n",
       "      <td>0.012703</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>concat_UTI0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.938746</td>\n",
       "      <td>0.635740</td>\n",
       "      <td>0.875769</td>\n",
       "      <td>0.062073</td>\n",
       "      <td>0.015360</td>\n",
       "      <td>0.024578</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>concat_UTI1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.926869</td>\n",
       "      <td>0.695642</td>\n",
       "      <td>0.872877</td>\n",
       "      <td>0.059922</td>\n",
       "      <td>0.054608</td>\n",
       "      <td>0.010124</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>rhythm_UTI0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.978318</td>\n",
       "      <td>0.477465</td>\n",
       "      <td>0.581279</td>\n",
       "      <td>0.020882</td>\n",
       "      <td>0.036741</td>\n",
       "      <td>0.043923</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>rhythm_UTI1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.973165</td>\n",
       "      <td>0.454129</td>\n",
       "      <td>0.604256</td>\n",
       "      <td>0.012880</td>\n",
       "      <td>0.060516</td>\n",
       "      <td>0.052289</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>spectral_UTI0</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.202073</td>\n",
       "      <td>0.357716</td>\n",
       "      <td>0.875258</td>\n",
       "      <td>0.021276</td>\n",
       "      <td>0.103299</td>\n",
       "      <td>0.022978</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>spectral_UTI1</th>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.199069</td>\n",
       "      <td>0.444400</td>\n",
       "      <td>0.853682</td>\n",
       "      <td>0.037031</td>\n",
       "      <td>0.092184</td>\n",
       "      <td>0.006178</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                          count                         mean  \\\n",
       "task                                  coda_type individual_id unit coda_type   \n",
       "version protocol     model                                                     \n",
       "v2      date_grouped AVES                   3.0           3.0  3.0  0.061377   \n",
       "                     AVES_Adapter           3.0           3.0  3.0  0.078889   \n",
       "                     AVES_ICI_Adapter       3.0           3.0  3.0  0.183220   \n",
       "                     BirdNET                3.0           3.0  3.0  0.062522   \n",
       "                     DCCE_ID                3.0           3.0  3.0  0.502319   \n",
       "                     DCCE_no_ID             3.0           3.0  3.0  0.615727   \n",
       "                     DCCE_swap_ID           3.0           3.0  3.0  0.475978   \n",
       "                     ICI_Temporal_Mel       3.0           3.0  3.0  0.667575   \n",
       "                     Raw_ICI                3.0           3.0  3.0  0.956408   \n",
       "                     Supervised_Dual        3.0           3.0  3.0  0.675403   \n",
       "                     Temporal_Mel           3.0           3.0  3.0  0.068907   \n",
       "                     WhAM                   3.0           3.0  3.0  0.065956   \n",
       "        random       AVES                   3.0           3.0  3.0  0.252601   \n",
       "                     AVES_Adapter           3.0           3.0  3.0  0.271576   \n",
       "                     AVES_ICI_Adapter       3.0           3.0  3.0  0.451531   \n",
       "                     BirdNET                3.0           3.0  3.0  0.215446   \n",
       "                     DCCE_ID                3.0           3.0  3.0  0.721958   \n",
       "                     DCCE_no_ID             3.0           3.0  3.0  0.799952   \n",
       "                     DCCE_swap_ID           3.0           3.0  3.0  0.636423   \n",
       "                     ICI_Temporal_Mel       3.0           3.0  3.0  0.804218   \n",
       "                     Raw_ICI                3.0           3.0  3.0  0.987453   \n",
       "                     Supervised_Dual        3.0           3.0  3.0  0.761745   \n",
       "                     Temporal_Mel           3.0           3.0  3.0  0.201753   \n",
       "                     WhAM                   3.0           3.0  3.0  0.258139   \n",
       "v3      date_grouped AVES_FT                3.0           3.0  3.0  0.071606   \n",
       "                     AVES_ICI_FT            3.0           3.0  3.0  0.210730   \n",
       "                     Dual_16k_UTI0          3.0           3.0  3.0  0.708279   \n",
       "                     Dual_16k_UTI1          3.0           3.0  3.0  0.669489   \n",
       "                     Dual_U0T0I0            3.0           3.0  3.0  0.468995   \n",
       "                     Dual_U0T0I1            3.0           3.0  3.0  0.441014   \n",
       "                     Dual_U0T1I0            3.0           3.0  3.0  0.662280   \n",
       "                     Dual_U0T1I1            3.0           3.0  3.0  0.679337   \n",
       "                     Dual_U1T0I0            3.0           3.0  3.0  0.348014   \n",
       "                     Dual_U1T0I1            3.0           3.0  3.0  0.270115   \n",
       "                     Dual_U1T1I0            3.0           3.0  3.0  0.692072   \n",
       "                     Dual_U1T1I1            3.0           3.0  3.0  0.627668   \n",
       "                     Dual_swap_UTI          3.0           3.0  3.0  0.471134   \n",
       "                     concat_UTI0            3.0           3.0  3.0  0.859337   \n",
       "                     concat_UTI1            3.0           3.0  3.0  0.849676   \n",
       "                     rhythm_UTI0            3.0           3.0  3.0  0.927080   \n",
       "                     rhythm_UTI1            3.0           3.0  3.0  0.918903   \n",
       "                     spectral_UTI0          3.0           3.0  3.0  0.062041   \n",
       "                     spectral_UTI1          3.0           3.0  3.0  0.062850   \n",
       "        random       AVES_FT                3.0           3.0  3.0  0.243197   \n",
       "                     AVES_ICI_FT            3.0           3.0  3.0  0.466130   \n",
       "                     Dual_16k_UTI0          3.0           3.0  3.0  0.911201   \n",
       "                     Dual_16k_UTI1          3.0           3.0  3.0  0.727462   \n",
       "                     Dual_U0T0I0            3.0           3.0  3.0  0.582662   \n",
       "                     Dual_U0T0I1            3.0           3.0  3.0  0.565726   \n",
       "                     Dual_U0T1I0            3.0           3.0  3.0  0.769836   \n",
       "                     Dual_U0T1I1            3.0           3.0  3.0  0.801521   \n",
       "                     Dual_U1T0I0            3.0           3.0  3.0  0.492673   \n",
       "                     Dual_U1T0I1            3.0           3.0  3.0  0.348301   \n",
       "                     Dual_U1T1I0            3.0           3.0  3.0  0.865400   \n",
       "                     Dual_U1T1I1            3.0           3.0  3.0  0.735336   \n",
       "                     Dual_swap_UTI          3.0           3.0  3.0  0.708329   \n",
       "                     concat_UTI0            3.0           3.0  3.0  0.938746   \n",
       "                     concat_UTI1            3.0           3.0  3.0  0.926869   \n",
       "                     rhythm_UTI0            3.0           3.0  3.0  0.978318   \n",
       "                     rhythm_UTI1            3.0           3.0  3.0  0.973165   \n",
       "                     spectral_UTI0          3.0           3.0  3.0  0.202073   \n",
       "                     spectral_UTI1          3.0           3.0  3.0  0.199069   \n",
       "\n",
       "                                                                    std  \\\n",
       "task                                  individual_id      unit coda_type   \n",
       "version protocol     model                                                \n",
       "v2      date_grouped AVES                  0.073839  0.699606  0.022273   \n",
       "                     AVES_Adapter          0.058777  0.646327  0.028765   \n",
       "                     AVES_ICI_Adapter      0.081183  0.668603  0.037160   \n",
       "                     BirdNET               0.084921  0.611727  0.010718   \n",
       "                     DCCE_ID               0.257250  0.573893  0.017592   \n",
       "                     DCCE_no_ID            0.281170  0.686573  0.065519   \n",
       "                     DCCE_swap_ID          0.219252  0.611110  0.084046   \n",
       "                     ICI_Temporal_Mel      0.255334  0.607584  0.050841   \n",
       "                     Raw_ICI               0.379035  0.539629  0.036222   \n",
       "                     Supervised_Dual       0.269741  0.611473  0.057831   \n",
       "                     Temporal_Mel          0.129634  0.568908  0.011673   \n",
       "                     WhAM                  0.100725  0.666666  0.016308   \n",
       "        random       AVES                  0.491131  0.909781  0.027528   \n",
       "                     AVES_Adapter          0.478530  0.932544  0.027186   \n",
       "                     AVES_ICI_Adapter      0.582073  0.939995  0.023057   \n",
       "                     BirdNET               0.480356  0.887335  0.052697   \n",
       "                     DCCE_ID               0.588005  0.889366  0.051336   \n",
       "                     DCCE_no_ID            0.626933  0.906846  0.026307   \n",
       "                     DCCE_swap_ID          0.640799  0.879231  0.042360   \n",
       "                     ICI_Temporal_Mel      0.723783  0.837426  0.015689   \n",
       "                     Raw_ICI               0.439054  0.570300  0.008672   \n",
       "                     Supervised_Dual       0.683831  0.885832  0.119211   \n",
       "                     Temporal_Mel          0.429238  0.772509  0.024982   \n",
       "                     WhAM                  0.449791  0.905812  0.045638   \n",
       "v3      date_grouped AVES_FT               0.059693  0.626429  0.050473   \n",
       "                     AVES_ICI_FT           0.072674  0.640972  0.068920   \n",
       "                     Dual_16k_UTI0         0.249994  0.624067  0.146885   \n",
       "                     Dual_16k_UTI1         0.172909  0.611894  0.011272   \n",
       "                     Dual_U0T0I0           0.181433  0.541650  0.042615   \n",
       "                     Dual_U0T0I1           0.158994  0.484759  0.055972   \n",
       "                     Dual_U0T1I0           0.208878  0.551268  0.080695   \n",
       "                     Dual_U0T1I1           0.173883  0.551426  0.036979   \n",
       "                     Dual_U1T0I0           0.244719  0.517787  0.039266   \n",
       "                     Dual_U1T0I1           0.133899  0.511206  0.010946   \n",
       "                     Dual_U1T1I0           0.248122  0.597502  0.088280   \n",
       "                     Dual_U1T1I1           0.223143  0.595997  0.074429   \n",
       "                     Dual_swap_UTI         0.189278  0.621251  0.098548   \n",
       "                     concat_UTI0           0.275378  0.549133  0.014456   \n",
       "                     concat_UTI1           0.239112  0.527221  0.082756   \n",
       "                     rhythm_UTI0           0.352297  0.486565  0.046769   \n",
       "                     rhythm_UTI1           0.330671  0.505141  0.044746   \n",
       "                     spectral_UTI0         0.053608  0.540588  0.025225   \n",
       "                     spectral_UTI1         0.091767  0.558569  0.011001   \n",
       "        random       AVES_FT               0.414024  0.923969  0.025432   \n",
       "                     AVES_ICI_FT           0.543899  0.912700  0.058863   \n",
       "                     Dual_16k_UTI0         0.630982  0.901471  0.057115   \n",
       "                     Dual_16k_UTI1         0.623031  0.893116  0.088185   \n",
       "                     Dual_U0T0I0           0.623958  0.693250  0.041934   \n",
       "                     Dual_U0T0I1           0.592438  0.673675  0.016813   \n",
       "                     Dual_U0T1I0           0.591471  0.709490  0.085769   \n",
       "                     Dual_U0T1I1           0.600153  0.725360  0.045655   \n",
       "                     Dual_U1T0I0           0.434126  0.861146  0.090645   \n",
       "                     Dual_U1T0I1           0.474068  0.885048  0.111685   \n",
       "                     Dual_U1T1I0           0.597034  0.900959  0.114735   \n",
       "                     Dual_U1T1I1           0.580833  0.907371  0.090526   \n",
       "                     Dual_swap_UTI         0.657122  0.853837  0.073161   \n",
       "                     concat_UTI0           0.635740  0.875769  0.062073   \n",
       "                     concat_UTI1           0.695642  0.872877  0.059922   \n",
       "                     rhythm_UTI0           0.477465  0.581279  0.020882   \n",
       "                     rhythm_UTI1           0.454129  0.604256  0.012880   \n",
       "                     spectral_UTI0         0.357716  0.875258  0.021276   \n",
       "                     spectral_UTI1         0.444400  0.853682  0.037031   \n",
       "\n",
       "                                                               \n",
       "task                                  individual_id      unit  \n",
       "version protocol     model                                     \n",
       "v2      date_grouped AVES                  0.051010  0.099810  \n",
       "                     AVES_Adapter          0.043898  0.134228  \n",
       "                     AVES_ICI_Adapter      0.072343  0.118781  \n",
       "                     BirdNET               0.021797  0.133217  \n",
       "                     DCCE_ID               0.062791  0.074437  \n",
       "                     DCCE_no_ID            0.108523  0.023382  \n",
       "                     DCCE_swap_ID          0.088875  0.014209  \n",
       "                     ICI_Temporal_Mel      0.061528  0.149813  \n",
       "                     Raw_ICI               0.102940  0.035826  \n",
       "                     Supervised_Dual       0.095472  0.079680  \n",
       "                     Temporal_Mel          0.074012  0.094056  \n",
       "                     WhAM                  0.074519  0.155343  \n",
       "        random       AVES                  0.029407  0.009811  \n",
       "                     AVES_Adapter          0.018312  0.009488  \n",
       "                     AVES_ICI_Adapter      0.078058  0.009122  \n",
       "                     BirdNET               0.021991  0.019882  \n",
       "                     DCCE_ID               0.079361  0.004248  \n",
       "                     DCCE_no_ID            0.056997  0.002644  \n",
       "                     DCCE_swap_ID          0.065771  0.028993  \n",
       "                     ICI_Temporal_Mel      0.039093  0.012893  \n",
       "                     Raw_ICI               0.007079  0.023350  \n",
       "                     Supervised_Dual       0.080852  0.016999  \n",
       "                     Temporal_Mel          0.044984  0.006913  \n",
       "                     WhAM                  0.051887  0.011270  \n",
       "v3      date_grouped AVES_FT               0.026242  0.157076  \n",
       "                     AVES_ICI_FT           0.038355  0.157738  \n",
       "                     Dual_16k_UTI0         0.131308  0.003592  \n",
       "                     Dual_16k_UTI1         0.141528  0.055992  \n",
       "                     Dual_U0T0I0           0.133170  0.090488  \n",
       "                     Dual_U0T0I1           0.054353  0.101975  \n",
       "                     Dual_U0T1I0           0.090873  0.078475  \n",
       "                     Dual_U0T1I1           0.068378  0.113046  \n",
       "                     Dual_U1T0I0           0.084209  0.139986  \n",
       "                     Dual_U1T0I1           0.038532  0.117560  \n",
       "                     Dual_U1T1I0           0.129935  0.077931  \n",
       "                     Dual_U1T1I1           0.175119  0.052135  \n",
       "                     Dual_swap_UTI         0.069411  0.070424  \n",
       "                     concat_UTI0           0.116570  0.171126  \n",
       "                     concat_UTI1           0.042940  0.140180  \n",
       "                     rhythm_UTI0           0.133690  0.090828  \n",
       "                     rhythm_UTI1           0.143114  0.113215  \n",
       "                     spectral_UTI0         0.046902  0.129682  \n",
       "                     spectral_UTI1         0.016134  0.093290  \n",
       "        random       AVES_FT               0.078094  0.006931  \n",
       "                     AVES_ICI_FT           0.016969  0.010566  \n",
       "                     Dual_16k_UTI0         0.046188  0.006359  \n",
       "                     Dual_16k_UTI1         0.045712  0.007781  \n",
       "                     Dual_U0T0I0           0.064456  0.026777  \n",
       "                     Dual_U0T0I1           0.061273  0.015982  \n",
       "                     Dual_U0T1I0           0.057232  0.026989  \n",
       "                     Dual_U0T1I1           0.080143  0.013393  \n",
       "                     Dual_U1T0I0           0.066791  0.001385  \n",
       "                     Dual_U1T0I1           0.031556  0.018935  \n",
       "                     Dual_U1T1I0           0.051078  0.020301  \n",
       "                     Dual_U1T1I1           0.011902  0.010447  \n",
       "                     Dual_swap_UTI         0.066612  0.012703  \n",
       "                     concat_UTI0           0.015360  0.024578  \n",
       "                     concat_UTI1           0.054608  0.010124  \n",
       "                     rhythm_UTI0           0.036741  0.043923  \n",
       "                     rhythm_UTI1           0.060516  0.052289  \n",
       "                     spectral_UTI0         0.103299  0.022978  \n",
       "                     spectral_UTI1         0.092184  0.006178  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "summary = pd.read_csv(OUT / 'summary.csv')\n",
    "display(summary.pivot_table(index=['version','protocol','model'], columns='task', values=['mean','std','count']))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7c6d4c2c",
   "metadata": {},
   "source": [
    "## Conditional uncertainty\n",
    "\n",
    "Date-cluster bootstrap confidence intervals condition on each fitted model. They do not capture training variability. Intervals are not estimated for fewer than two supported test dates. Classes absent from a bootstrap resample score zero under the fixed original class set. Three-run SD and per-run intervals answer different questions. Full intervals are in `results_v3/cluster_bootstrap.csv`; secondary scores including unseen classes are in `results_v3/secondary_summary_including_unseen.csv`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "338f5802",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-20T19:58:05.329815Z",
     "iopub.status.busy": "2026-09-20T19:58:05.329680Z",
     "iopub.status.idle": "2026-09-20T19:58:05.338049Z",
     "shell.execute_reply": "2026-09-20T19:58:05.337432Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<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>model</th>\n",
       "      <th>protocol</th>\n",
       "      <th>seed</th>\n",
       "      <th>version</th>\n",
       "      <th>task</th>\n",
       "      <th>lower</th>\n",
       "      <th>upper</th>\n",
       "      <th>n_dates</th>\n",
       "      <th>n_test</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>AVES</td>\n",
       "      <td>date_grouped</td>\n",
       "      <td>0</td>\n",
       "      <td>v2</td>\n",
       "      <td>unit</td>\n",
       "      <td>0.282067</td>\n",
       "      <td>0.620450</td>\n",
       "      <td>5</td>\n",
       "      <td>328</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>AVES</td>\n",
       "      <td>date_grouped</td>\n",
       "      <td>0</td>\n",
       "      <td>v2</td>\n",
       "      <td>coda_type</td>\n",
       "      <td>0.007123</td>\n",
       "      <td>0.047641</td>\n",
       "      <td>5</td>\n",
       "      <td>326</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>AVES</td>\n",
       "      <td>date_grouped</td>\n",
       "      <td>0</td>\n",
       "      <td>v2</td>\n",
       "      <td>individual_id</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1</td>\n",
       "      <td>186</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>AVES_Adapter</td>\n",
       "      <td>date_grouped</td>\n",
       "      <td>0</td>\n",
       "      <td>v2</td>\n",
       "      <td>unit</td>\n",
       "      <td>0.235757</td>\n",
       "      <td>0.548072</td>\n",
       "      <td>5</td>\n",
       "      <td>328</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>AVES_Adapter</td>\n",
       "      <td>date_grouped</td>\n",
       "      <td>0</td>\n",
       "      <td>v2</td>\n",
       "      <td>coda_type</td>\n",
       "      <td>0.011496</td>\n",
       "      <td>0.057891</td>\n",
       "      <td>5</td>\n",
       "      <td>326</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",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>553</th>\n",
       "      <td>spectral_UTI0</td>\n",
       "      <td>random</td>\n",
       "      <td>2</td>\n",
       "      <td>v3</td>\n",
       "      <td>coda_type</td>\n",
       "      <td>0.101263</td>\n",
       "      <td>0.224341</td>\n",
       "      <td>40</td>\n",
       "      <td>277</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>554</th>\n",
       "      <td>spectral_UTI0</td>\n",
       "      <td>random</td>\n",
       "      <td>2</td>\n",
       "      <td>v3</td>\n",
       "      <td>individual_id</td>\n",
       "      <td>0.138896</td>\n",
       "      <td>0.340289</td>\n",
       "      <td>23</td>\n",
       "      <td>151</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>555</th>\n",
       "      <td>spectral_UTI1</td>\n",
       "      <td>random</td>\n",
       "      <td>2</td>\n",
       "      <td>v3</td>\n",
       "      <td>unit</td>\n",
       "      <td>0.746105</td>\n",
       "      <td>0.904120</td>\n",
       "      <td>40</td>\n",
       "      <td>277</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>556</th>\n",
       "      <td>spectral_UTI1</td>\n",
       "      <td>random</td>\n",
       "      <td>2</td>\n",
       "      <td>v3</td>\n",
       "      <td>coda_type</td>\n",
       "      <td>0.097461</td>\n",
       "      <td>0.197164</td>\n",
       "      <td>40</td>\n",
       "      <td>277</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>557</th>\n",
       "      <td>spectral_UTI1</td>\n",
       "      <td>random</td>\n",
       "      <td>2</td>\n",
       "      <td>v3</td>\n",
       "      <td>individual_id</td>\n",
       "      <td>0.163604</td>\n",
       "      <td>0.449678</td>\n",
       "      <td>23</td>\n",
       "      <td>151</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>558 rows × 9 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "             model      protocol  seed version           task     lower  \\\n",
       "0             AVES  date_grouped     0      v2           unit  0.282067   \n",
       "1             AVES  date_grouped     0      v2      coda_type  0.007123   \n",
       "2             AVES  date_grouped     0      v2  individual_id       NaN   \n",
       "3     AVES_Adapter  date_grouped     0      v2           unit  0.235757   \n",
       "4     AVES_Adapter  date_grouped     0      v2      coda_type  0.011496   \n",
       "..             ...           ...   ...     ...            ...       ...   \n",
       "553  spectral_UTI0        random     2      v3      coda_type  0.101263   \n",
       "554  spectral_UTI0        random     2      v3  individual_id  0.138896   \n",
       "555  spectral_UTI1        random     2      v3           unit  0.746105   \n",
       "556  spectral_UTI1        random     2      v3      coda_type  0.097461   \n",
       "557  spectral_UTI1        random     2      v3  individual_id  0.163604   \n",
       "\n",
       "        upper  n_dates  n_test  \n",
       "0    0.620450        5     328  \n",
       "1    0.047641        5     326  \n",
       "2         NaN        1     186  \n",
       "3    0.548072        5     328  \n",
       "4    0.057891        5     326  \n",
       "..        ...      ...     ...  \n",
       "553  0.224341       40     277  \n",
       "554  0.340289       23     151  \n",
       "555  0.904120       40     277  \n",
       "556  0.197164       40     277  \n",
       "557  0.449678       23     151  \n",
       "\n",
       "[558 rows x 9 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "intervals = pd.read_csv(OUT / 'cluster_bootstrap.csv')\n",
    "display(intervals)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "d7a9c6a0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-20T19:58:05.339357Z",
     "iopub.status.busy": "2026-09-20T19:58:05.339234Z",
     "iopub.status.idle": "2026-09-20T19:58:05.348809Z",
     "shell.execute_reply": "2026-09-20T19:58:05.348334Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<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>model</th>\n",
       "      <th>protocol</th>\n",
       "      <th>seed</th>\n",
       "      <th>version</th>\n",
       "      <th>unit</th>\n",
       "      <th>n_train</th>\n",
       "      <th>n_test</th>\n",
       "      <th>n_train_ids</th>\n",
       "      <th>n_test_ids</th>\n",
       "      <th>macro_f1</th>\n",
       "      <th>selected_layer</th>\n",
       "      <th>n_validation</th>\n",
       "      <th>validation_macro_f1</th>\n",
       "      <th>probe_convergence_warning</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>AVES</td>\n",
       "      <td>date_grouped</td>\n",
       "      <td>0</td>\n",
       "      <td>v2</td>\n",
       "      <td>A</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</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>1</th>\n",
       "      <td>AVES</td>\n",
       "      <td>date_grouped</td>\n",
       "      <td>0</td>\n",
       "      <td>v2</td>\n",
       "      <td>D</td>\n",
       "      <td>10</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</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>2</th>\n",
       "      <td>AVES</td>\n",
       "      <td>date_grouped</td>\n",
       "      <td>0</td>\n",
       "      <td>v2</td>\n",
       "      <td>F</td>\n",
       "      <td>420</td>\n",
       "      <td>186</td>\n",
       "      <td>7</td>\n",
       "      <td>3</td>\n",
       "      <td>0.019608</td>\n",
       "      <td>10.0</td>\n",
       "      <td>111.0</td>\n",
       "      <td>0.257803</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>AVES_Adapter</td>\n",
       "      <td>date_grouped</td>\n",
       "      <td>0</td>\n",
       "      <td>v2</td>\n",
       "      <td>A</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</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>4</th>\n",
       "      <td>AVES_Adapter</td>\n",
       "      <td>date_grouped</td>\n",
       "      <td>0</td>\n",
       "      <td>v2</td>\n",
       "      <td>D</td>\n",
       "      <td>10</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</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>...</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",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>553</th>\n",
       "      <td>spectral_UTI0</td>\n",
       "      <td>random</td>\n",
       "      <td>2</td>\n",
       "      <td>v3</td>\n",
       "      <td>D</td>\n",
       "      <td>6</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>0.333333</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>554</th>\n",
       "      <td>spectral_UTI0</td>\n",
       "      <td>random</td>\n",
       "      <td>2</td>\n",
       "      <td>v3</td>\n",
       "      <td>F</td>\n",
       "      <td>458</td>\n",
       "      <td>144</td>\n",
       "      <td>7</td>\n",
       "      <td>7</td>\n",
       "      <td>0.343738</td>\n",
       "      <td>0.0</td>\n",
       "      <td>115.0</td>\n",
       "      <td>0.379803</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>555</th>\n",
       "      <td>spectral_UTI1</td>\n",
       "      <td>random</td>\n",
       "      <td>2</td>\n",
       "      <td>v3</td>\n",
       "      <td>A</td>\n",
       "      <td>18</td>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>0.583333</td>\n",
       "      <td>0.0</td>\n",
       "      <td>4.0</td>\n",
       "      <td>0.733333</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>556</th>\n",
       "      <td>spectral_UTI1</td>\n",
       "      <td>random</td>\n",
       "      <td>2</td>\n",
       "      <td>v3</td>\n",
       "      <td>D</td>\n",
       "      <td>6</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>0.333333</td>\n",
       "      <td>0.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>557</th>\n",
       "      <td>spectral_UTI1</td>\n",
       "      <td>random</td>\n",
       "      <td>2</td>\n",
       "      <td>v3</td>\n",
       "      <td>F</td>\n",
       "      <td>458</td>\n",
       "      <td>144</td>\n",
       "      <td>7</td>\n",
       "      <td>7</td>\n",
       "      <td>0.370712</td>\n",
       "      <td>0.0</td>\n",
       "      <td>115.0</td>\n",
       "      <td>0.411015</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>558 rows × 14 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "             model      protocol  seed version unit  n_train  n_test  \\\n",
       "0             AVES  date_grouped     0      v2    A        0       0   \n",
       "1             AVES  date_grouped     0      v2    D       10       0   \n",
       "2             AVES  date_grouped     0      v2    F      420     186   \n",
       "3     AVES_Adapter  date_grouped     0      v2    A        0       0   \n",
       "4     AVES_Adapter  date_grouped     0      v2    D       10       0   \n",
       "..             ...           ...   ...     ...  ...      ...     ...   \n",
       "553  spectral_UTI0        random     2      v3    D        6       2   \n",
       "554  spectral_UTI0        random     2      v3    F      458     144   \n",
       "555  spectral_UTI1        random     2      v3    A       18       5   \n",
       "556  spectral_UTI1        random     2      v3    D        6       2   \n",
       "557  spectral_UTI1        random     2      v3    F      458     144   \n",
       "\n",
       "     n_train_ids  n_test_ids  macro_f1  selected_layer  n_validation  \\\n",
       "0              0           0       NaN             NaN           NaN   \n",
       "1              2           0       NaN             NaN           NaN   \n",
       "2              7           3  0.019608            10.0         111.0   \n",
       "3              0           0       NaN             NaN           NaN   \n",
       "4              2           0       NaN             NaN           NaN   \n",
       "..           ...         ...       ...             ...           ...   \n",
       "553            2           2  0.333333             0.0           2.0   \n",
       "554            7           7  0.343738             0.0         115.0   \n",
       "555            2           2  0.583333             0.0           4.0   \n",
       "556            2           2  0.333333             0.0           2.0   \n",
       "557            7           7  0.370712             0.0         115.0   \n",
       "\n",
       "     validation_macro_f1 probe_convergence_warning  \n",
       "0                    NaN                       NaN  \n",
       "1                    NaN                       NaN  \n",
       "2               0.257803                     False  \n",
       "3                    NaN                       NaN  \n",
       "4                    NaN                       NaN  \n",
       "..                   ...                       ...  \n",
       "553             1.000000                     False  \n",
       "554             0.379803                     False  \n",
       "555             0.733333                     False  \n",
       "556             0.000000                     False  \n",
       "557             0.411015                     False  \n",
       "\n",
       "[558 rows x 14 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Blank scores indicate fewer than two supported train/test identities.\n"
     ]
    }
   ],
   "source": [
    "within = pd.read_csv(OUT / 'within_unit_id.csv')\n",
    "display(within)\n",
    "print('Blank scores indicate fewer than two supported train/test identities.')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "601ad65f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-20T19:58:05.350202Z",
     "iopub.status.busy": "2026-09-20T19:58:05.350079Z",
     "iopub.status.idle": "2026-09-20T19:58:05.356513Z",
     "shell.execute_reply": "2026-09-20T19:58:05.355975Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAACK0AAAOACAYAAADythJzAAAAOnRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjEwLjgsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcvwVt1zgAAAAlwSFlzAAAYmwAAGJsBSXWDlAABAABJREFUeJzs3Qd4FPX28PETIBBqaIYqhKoISEekhqqiQBARbBTBggXlwlUEUSygoNyLoCgWpFloIkVQioLSBCGAoFSpUgMSDF3Y9zm/+87+N8nuZpNsZjfZ7+d59pnZnT6TcjI5c06Yw+FwCAAAAAAAAAAAAAAAAGCjHHZuDAAAAAAAAAAAAAAAAFAkrQAAAAAAAAAAAAAAAMB2JK0AAAAAAAAAAAAAAADAdiStAAAAAAAAAAAAAAAAwHYkrQAAAAAAAAAAAAAAAMB2JK0AAAAAAAAAAAAAAADAdiStAAAAAAAAAAAAAAAAwHYkrQAAAAAAAAAAAAAAAMB2JK0AAAAAAAAAAAAAAADAdiStAAAAAAAAAAAAAAAAwHYkrQAAAAAAAAAAAAAAAMB2JK0AAAAAAAAAAAAAAADAdiStAAAAAAAAAAAAAAAAwHYkrQAAAAAAAAAAAAAAAMB2JK0AAAAAAAAAAAAAAADAdiStAAAAAACyncmTJ0tYWJjPr+joaAlG1v7p8SDrOH/+vBQqVMhcu+bNm6dp2W+++cZ53ceOHev8fO/evfLOO+/Igw8+KLVq1ZLSpUtLnjx5pECBAnLDDTdI7969ZfXq1ZlwNKFh+PDhQf2zAAAAAACA7IqkFQAAAAAAkOlCKQEnX7580rVrVzO+atUq2b9/v8/LTp061Qxz5col999/v/PzL774Qp599ln57LPPZOvWrXL06FG5fPmynDt3Tnbt2mXOa9OmTeWxxx6Tq1evZsJRAQAAAAAA+B9JKwAAAACAbG3RokXy999/e3399ttvgd5NZDM9e/Y0Q4fDIdOnT/dpmYSEBJk/f74Zv+OOOyQqKso5LX/+/NKhQwcZM2aMLF++XH7//XeJj483Q01k0eor6sMPP5Rhw4ZlyjEBAAAAAAD4Wy6/rxEAAAAAgCCSN29e00IFsFOzZs2kQoUKsm/fPpk2bZq8+OKLqS4zc+ZMuXjxYpKkF8uAAQPMK7lixYrJjTfeKF26dJFbbrlFtmzZYtoI6fa04gsAAAAAAEAwo9IKAAAAAACAn2krpB49ephxbd/z888/+9waqEiRIqaqSlrkyZPHub3z58+bCiwAAAAAAADBjqQVAAAAAACS0fYqmnSgr4ULF3o8P507dzbzaOuW5EkC1vKTJ0+Wq1evyvjx46Vhw4ZSuHBhU/mlQYMG8u6775ppGXHw4EFTgaN69epSsGBBU12jSpUq8vjjj8uOHTs8Lqf7Ze2jOnz4sFnPDTfcYI5HP9+/f79z/r1798rYsWPltttukzJlykju3LnNcWiVD92WpySJmJgY5zZU7969ndt1PUfJnTp1ylyHunXrmnMWEREh0dHRJjFj/fr1Ho9rxYoVzvXq/p85c8asp2bNmlKoUCHzuc7z8MMPm3E9ltSugVZKsdaZllZSuq/Wses6vNGKLKtXrzbj3bt3N+c3rVyX0SSWzODr+bUcOXJEJk6cKJ06dZLy5cub66hfoxUrVjTnJ7VknuRfI1OmTJGmTZuaxB5dj7ZFGj16tFy+fNnrerSCzciRI81+6nJaoaZFixY+t25SV65ckQ8++EBatWol1113nTnfJUuWlLvuuktmzJhhWkH5chw63yeffCJNmjQxxxEZGSmNGzeW2bNnJ1lGv+f69esnlSpVMuetVKlS0qdPH3NOAQAAAADINhwAAAAAAGQzn376qf732Lx++OGHNC9/5coVx6233mqWL168uOPPP/9MMc+ECROc25g4cWKK6da0Dz/80NGmTRvn++SvFi1aOBITE93uhzWPHo87s2bNckRERHhcd86cOR3vvvtuqufo559/dhQtWjTF8vv27TPznjlzxuM2rFd4eLhj6tSpKbajx5fassmPb+XKlY4iRYp4XWbw4MFuj0uvtzXP8uXLHeXKlUuxrM6zevVq5/tvvvnG4U3Lli3NfLfccosjrZo1a2aWLVasmOPy5cse53vllVec+7Nu3bo0b+fq1avObRUuXNhx8eJFt/O5ft2lh6/n16L74u06hoWFOUaOHOlxe9Z8H3/8seOee+7xuJ527dqZc+DOiRMnHDVr1vS4bI8ePRwvv/yyGS9fvrzbdejPgJtvvtnrseg+nD171utxfPTRR44OHTp4XId1LpYsWeIoVKiQ23muv/56tz+TAAAAAADIiqi0AgAAAABAMrly5ZLPP//cVECIj4+Xhx56SK5du+acvn37dhk4cKAZv/vuu+XRRx/1eA7feOMNWbZsmTz55JOydetWsz6tLtG1a1czfeXKlfLYY4+l+RqsWbPGVOTQChKlS5eWTz/91FRLOXbsmKnYULVqVVNB5KmnnpKvvvrK67q6dOliqk9MmjTJVG45fvy4LF682FSBsGiVmFGjRsn3339vqqrocezevVu+/vprad26talC0bdvX/n111+TrFvX8/fffzvfa6UKfe/6evDBB5NUl7jzzjvlr7/+Muf/nXfeMVVITpw4Id9++62pUKPefPNNGTNmjNfj6tmzp1m/VojR9Z48edKcb63yoZUtbrrpJjOfHrcnum2rcohWuUgr3QercsyiRYs8zmdVYtFKN7fccotP69ZcCL3eS5YskbZt28pPP/1kPn/ttdcyrdKKr+fXoud4+PDh8t1338m2bdvMPHpO9b1+3ekxDBkyxFxbb7RKyty5c+X55583X2OnT5+WzZs3m2pHSs/Bxx9/nGI5Xf+9997r/LrUyiVbtmxJ8n2obZms1kzuaBWX9u3bm+/fHDlyyLPPPmvWp9dUq/488MADzn2wxr39PNDviaFDh5qfI7oO/V5u1KiRma5Va/Tnhe5X5cqVZcGCBeb78dChQ/L222+bn006/txzz3ndDgAAAAAAWUags2YAAAAAAPA31yoiixYtcvz9999eX5cuXXK7ni+++CJFBYQLFy44qzaULVvWcfr0abfLulZGGD58uNt5HnroIec869evT1OllTp16phpWpHEqojiKj4+3lGhQgUzT6lSpVJU+XA9R1oF5ODBg46M6Natm7NqRXqqxlhiY2PNfLlz53Zs2LAhxfTz5887GjZsaObRKjMnT570WAlE1xEXF+dxW2PGjHHOp+fLnZdeesnMky9fPo9VNLxJSEhw5M2b16yjS5cubudxrfrireqI5bbbbnNbgaNkyZKmso83/qy0ktr59cVzzz1n1tW8eXOv+6uv6dOnp5iu1VVq167tsRLOnDlznMu/+OKLqX4fuqu0MnbsWOf0d955x+06nn76aec8CxYs8Hocn332WYrpp06dchQsWNBMz5Url6Nu3brmaz25F154wXnu0/P1CAAAAABAsKHSCgAAAAAgW9MKCQULFvT60ioO7mglk169epnxl156yVRmGDRokKmyoBUXpk+fnqQaiTtaBUUrSbjzn//8R3Lnzp1qtY/kNm7cKHFxcWZc1x0dHZ1inmLFipmqDuro0aOycOFCj+v797//Lddff71kRI8ePcxw6dKl6V6HVlOZP3++GX/kkUekfv36KebJmzevjBs3zoxrlRmrQok7Dz/8sNSuXdvrPuv510oaei2T01yDKVOmmHGtfKFfK2lVqFAhZzUQvQZaQSY5q8qHfk25Vp1Ji4iICFNFRKvUeKPHpC+rekxGpHZ+01KJRquNnD9/3uN8t956q9sqJnrOrK89/Z74559/kky3vq9KlChhqpik9n3ojlXBpUaNGvL000+7nUerEBUtWtSMf/TRR16P4/7770/xuS7brl07M67HoOvTr/Xk7rvvPjPUr1mtNAMAAAAAQFZH0goAAAAAAF6MHz9eqlSpYv6R3KFDB3nvvfecySItWrRI9dzpMuHh4W6nFS9e3LmO1atX+3wdrDYwSlufeBIbG+v8Z7zrMsmlluhg0dZAmmRw4403mgQOTRgICwszL2sdmiDj2g4oLTRxwWrD5O24tH1O+fLlM3xcev71HCltr5Tc8uXL5cCBA84EjYwmZly6dElmzpyZZJomH1iftWzZ0qfkIW3JpOf47Nmzsn//fvnyyy9NQsXLL78sNWvWNNfJDr5+3fzyyy/y+OOPy80332xaPuXMmdP5dVO9enUzj35/aYshT+644w6P07SlknUuXZOCNDnH+r666667PCamuH4fJqfr0zY+VuKS7rM7mmCi3+tq1apV6TqOSpUqmaG2dvK0P9oyyKLfawAAAAAAZHUkrQAAAAAAsrUffvjBWV3C02v48OEely9QoIB88cUXJvHk5MmTzmoJmiDgi2rVqnmdftNNN5mhJh/4ykqkyJ8/v5QrV87jfPrPb+uf3N7WX7FiRa/bu3r1qqk407p1a1MVZOfOnZKYmGjOnTsJCQmSHtZxuZ4XT6xkh4wcl+rbt68ZbtmyxVSwcWUlsug5bN68uaRXmzZtpEyZMmY8eWWYBQsWOBMtrOQWX6qq6NelJg5p8k63bt1k7dq1Jonk9OnT0rFjRzl48KBkNl/O79ChQ6Vhw4YyceJEU6FIE22sxKS0fN1oxSJP8uXL5xx3rdai6ztz5kyavg+T0/NofZ37+jWp10CPM63HYVVWue666zwmurlWX7lw4YLX/QEAAAAAICsgaQUAAAAAAB/+Oa/VGFxbdOTKlcun86bJBb5M1yQQX1mVTHxpV2PN4636ies//d15++23nW1ytJrEnDlzZMeOHRIfH2/Wq69vvvnGOX/yFi2+ct3H1I7NH8dlJZRY7ZVcq61owsPcuXMzXGUledsfrfzxxx9/pGgNpF8Hd999d7q3oV+PVtukc+fOeW1R4y+pnd8ZM2aY1lua9NGsWTP57LPPTNUSTf7SpA69dprI4svXjVZn8YVrIpXr95Sv34f++JpMvlxajyM9xwoAAAAAQFZF0goAAAAAAKl45JFHkrTi0OoRrokH3qSWjGJNT+2f6u7+Oe5Loos1jy8JLp5YLZG0osf8+fNNcoW2ZClWrJjZb31p65uMct1HX89bRo5LabsXKynl888/dx6HVtfRShaaQOBrBRRvXNdhVVvRpJ/Fixeb8XvuucdUzslocpVW6VBxcXESaNbXTePGjWXFihVy//33m2olmgCm102/bq5cuZJp23f9nvL168kfX5PJlwMAAAAAAJ6RtAIAAAAAgBdasUIri6gXX3zR/MNdqyjoP+B9qSjy+++/e53+22+/maFV7cMX1rz6T3JvbWAuX74su3fvTvP6XWmrk0OHDjkrzHjiWjEjvVz3UStyeLNt27YUy6SXJq1ocoq26bGqq1hVV26//XavLV18pe1pGjRoYManT5/uTIyxkjZ69Ogh/qCtnILF5s2bzfDee+811WYy6+vGk8jISClcuHCavg+T0/ZbmtiUlq/JokWLSqFChdK51wAAAAAAhBaSVgAAAAAA8EBb4Dz77LNm/K677pLXXntNJk2aZN7//PPP8tJLL6V67hYsWOCxmoRW2li5cqUZb9Kkic/XQVutWGbPnu1xvnnz5pnEleTLpIVrBRVPCRH6uVYp8cZqp+QtqUIrclitUbwd14YNG+TAgQMZOi5XZcqUMckpVrKKJiesX7/eL62B3FVb2bNnj6xZs8ZZcaV8+fISExOT4fVr0oQmGalKlSpJoFlfO96uuXUOMoMmm1jfV9q+yvpe8PZ9mFyRIkWkRo0aZtxKXnNHq/IsXLjQjDdt2tQPew8AAAAAQGggaQUAAAAAADf0H9xaWeT8+fNSsmRJZ7JKhw4d5IknnjDjo0aNMm1PvDly5Ii88cYbbqf961//cv4jPS3JEXXr1pU6deqY8ZEjR7qttqLJCy+88IIZL1WqlEm6SY+oqChnmxVNgnFHk3l27tzpdT1aocY6H55oa5uOHTua8Q8//NBti5uLFy9K//79zXhERIQ89NBD4g99+/Y1w2XLlsmrr77q3B+93v6iX0+5c+c248OGDTPJN0qPwarm4Y5+jaTWjkrPy1NPPeV8r+2GAk3bFSltKeVwOFJMnzx5sjnfmcn6vjp27Ji8/vrrqX4fevva2Lp1q7PlUXJDhgyRU6dOmfFHH33UD3sOAAAAAEBoIGkFAAAAAJCtaQUEbaOT2iv5P9Wff/55095EkwmmTp1qEhgsY8aMkerVq8u1a9dMwoFV3cKdChUqyMsvv2wSCqxKGL/88ot069bNWWXigQcecLaO8dW7775rqpLoP8q1moTuoyaEHD9+XL766itTtWTv3r3OecPDwyU9dBtdunQx47qNZ555xhyHbleTLnr16iWvvPKK3HTTTV7XU79+fTOcMmWKOX69LtpeSV+u5/6tt94ySTJapaN169Zm37WqilbDWLJkialIsm7dOjPviBEjnMkwGaVJPZqcpNd05syZ5jO9tuk9b+5o2xgreej77793fp5aayBNnLrxxhtNIop+zWglGD0f2s5I29pMnDhRateu7awWol9PnirQ6NezvvxR2SU1+jWudL+0ndbGjRvN140mf2iiiCaDpPZ1k1GdO3eWFi1aOJOrNOFMWxIl/z7U71NPHn/8calVq5YZ14SpgQMHmmug69Bj0us3duxYM12TnO68885MPSYAAAAAALIVBwAAAAAA2cynn36qWRBpeu3bt8+5/OLFix1hYWHm84EDB7rdxtatWx0RERFmns6dO6eYbq134sSJjtatW3vcbosWLRyJiYlut2HNo8fjzsyZM5374O6VM2dOx/jx41M9R6k5duyYo0KFCh6307x5c8eiRYvcnkvL8uXLnec0+Sv58a1cudJRpEgRr9dr8ODBjmvXrqXYzg8//OB1P7zRdbpuY9u2bQ5/mzdvXpJtNG7cONVl/vrrL5++hvX8PvbYY47Lly97XJfr1116pOX8njt3ztGgQQOP+1u9enXHzz//7Hyv607r94Av+3TixAlHjRo1PO7Hgw8+6Hj55ZfNePny5d1u4/Dhw46bb77Z6/lv27at4+zZs26X9+U4UtuHtKwLAAAAAICsgkorAAAAAAC40EolPXv2NNU/tA2Ptt9xp2bNmqYqiJo7d66pduGOtoP59ttv5b///a/Uq1dPChYsKPnz5zfj48ePl+XLl5v36dG1a1fTlufZZ5+VatWqmfXkzZtXKleubFqUaEUJ15Yx6VWiRAlTVWXAgAGmIoVWH9GqIbfeeqs5Bq0aotv1plWrVqYVjFXRJFeuXB7nbd68uezatUtefPFFU0GkUKFCkidPHilfvrw8+OCDptKKtlzy1lInPfr06eNc5y233GKq6fjbHXfckaRqT2pVVlRkZKT88MMPpmKPnsdKlSqZryO9DsWKFTP7qtU/tmzZIh988IFfq8NkRL58+Uz7LN1vrRSj11CPRVtbaZWc9evXm/ZTmU3Pt3796jZr1KhhvlaLFCliKhR9+umnzopH3pQpU8ZUZnn//fdNlRo973qe9Xujffv28sUXX8h3331nrgsAAAAAAPBdmGaupGF+AAAAAADgyx/c/z/5Qf8pri10EPy0vdL1119vWgRpEpIm/gAAAAAAACDzUGkFAAAAAABARKZOnWoSVrRCSPfu3TknAAAAAAAAmYykFQAAAAAAEPIuXbpkWr+o+++/37QkAgAAAAAAQOYiaQUAAAAAAIS0Y8eOyeOPPy4HDx6UHDlyyMCBAwO9SwAAAAAAACGBpBUAAAAAABCShg8fLmFhYVKqVCmZPHmy+UwTVm688cZA7xoAAAAAAEBIyBXoHQAAAAAAAAik3LlzS8WKFeWxxx6T/v37czEAAAAAAABsEuZwOBx2bQwAAAAAAAAAAAAAAABQtAcCAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQCEvL1798rzzz8vDRs2lCJFikh4eLhcd911Ur16dbn99ttl2LBhsnLlSrl69WpQnatevXpJWFiYxMTEZMr6dd36mjx5smRVmX2OAAAA7HT8+HF5++235bbbbpPy5ctLvnz5zOv666+X9u3by1tvvSV//vlnQC9KdHS0ib+GDx8e0P0AAAAIRnqfzbrntmLFioDth27b2o/9+/fbel/QH/FisMecGb0nqcvp8rqe9PLHOoJFsF9vABlH0goAIKSNGzdObrrpJhk9erRs2LBBzpw5I//884/Ex8fLb7/9Jt999528/vrrJsiPi4sL9O7Cxj/OAQAAgsW1a9fMDdqKFSvKv//9b1myZIkcPHhQLly4YF6HDx+WxYsXy3PPPWdu6Pbr1898Hoq4oQ0AAABkrQSujNC/k3Qd+ncAgKyLpBUAQMj6/PPP5ZlnnpHLly+bp1P1qdWNGzeaJ1iPHj0qa9asMZ81bdo00LsKAACAEHXp0iXp1KmTvPLKK3L+/HkpW7asvPHGG7J+/Xo5cuSInDhxQjZv3izvvPOOqRyoCdgffPCBiWkBAAAAAACCXa5A7wAAAIEydOhQM9Qs7E2bNpnWQK5Kliwpt956qwwcOFC2b99uWgYFWzZ6Vm7dYwfOEQAAyOoGDBggCxcuNOP333+/fPzxx5I3b94k82icWqtWLenfv798/fXX8thjjwVobwEAAJAdOByOTFs3FY9TF8jWUcGIrxkg+yNpBQAQknbv3u0Mdh955JEUCSvJVa9e3aY9AwAAAP7np59+kvfff9+Mt27dWqZPn55q+ezY2FipX7++FCpUiNMIAAAAAACCHu2BAAAh6eTJk87xggULZnh9Bw8eNE/BanKLri9fvnxSpUoVefzxx2XHjh0+rWP16tXy8MMPm+UKFChg1lOtWjXp1q2bzJ4925SGd9WrVy/zT4uYmBi369u7d6+MHTtWbrvtNilTpozkzp3brPfGG280+/X7779LoHuSejuG5P1INcmoX79+5n2ePHmkRIkScs8990hcXFya16+ftWzZ0vm+QoUKzv21XmTwAwCAQBs9erQZamyiySu+9nvXFkKeklbWrl0rDz30kImpIiIipHDhwlK3bl15+eWX5fTp06muW2PbHj16mPhSYzJts9mzZ0/Ztm1bqstq6yJ9alQrGWpijSaOh4eHS7FixUxLzjFjxsi5c+ckPay478CBA+a9tlNKHt9pfKlPDVeuXNm87969e6rr7dOnj5m3dOnScvXqVefnGl/q57pd9c0338jtt99uYlSthFO1alV57rnn5K+//kp1GwkJCablU+PGjaV48eLmvOr27r77blmyZEm6zgcAAMiakscYmsSsSclaEVpjBL2H9fTTT/vUClJbo7do0cLEe3qf8eabb5YRI0bIhQsXUl3Wip9cqzzv2rXL+fmkSZO8Lq8xl8abOq/e23Rlfa6xWWbEnL6sX+/7WcfirqrJ33//LXPmzDHXQe/P5s+f39xbLVWqlNx1110yc+bMTK1Gk/zrwJ0///xTnnjiCWdcr/Fjly5dzD1mX2l8O3XqVLnzzjvNsekxamyu2//www9N/O6OnjPXe6gaw7/66qtSo0YNc64iIyPNOvSetqdz37t3b+dnyeP25H/3uLum1j5o3K/074Dk67DuK+u+6XuN08+cOeP1nOj3nLX8okWLfD6XADLIAQBACPrtt9/0rwrz6tixY4bWNWvWLEdERIRzfclfOXPmdLz77rsel79w4YLjoYce8ri89frhhx+SLNezZ0/zeYsWLVKs88yZM6muLzw83DF16lSP+2XN9+mnn6b5nOgy1vLeeDuGl19+2UwrX768Y8WKFY7IyEi3x5EnTx7H0qVL07T+1M6Nvvbt25fm4wYAAPCXxMRER65cuUxc0rJlywyv79q1a45BgwZ5jX+KFSvmWL16tcd1fP311yb2crds3rx5HQsXLjSxm77XWC65sWPHphqD3XDDDY79+/en+fisuM/by9qnESNGOOPI06dPe70GBQoUMPM+//zzSaZpfKmf63Zfeuklj9ssU6aMY+fOnR63sXLlSkfx4sW97vejjz7q+Oeff9J8TgAAQPBxvWeW/F5f8hjjP//5jyNHjhxu44Ny5co5Dh8+7HYbGjfcf//9HmOLm2++2TF37lyv98A83Re85ZZbfIpP9V6etQ6NEV15ixf9EXOmtn6lx+ztOsTGxqYaW+o95UuXLqX5nqcvXL8O3Fm7dq3He6V6L/rDDz9MdR2HDh1y1K1b1+sx6vU+efJkimX1nFnz6L5Uq1bN4zpee+01j+fe2yu1a+q6D55eupx1rNb30nvvvef13Pfu3dsZxxODA/ah0goAICRptRHN1Ffz58+Xxx57THbu3Jnm9axZs8Y8oXnx4kWTzf7pp5/K4cOH5dixYyaTXJ+w1Iz1p556Sr766iu363jwwQdl2rRpzrLvCxYsMJnyp06dki1btsj48eOlYcOGad43XWbUqFHy/fffm6oq8fHxpi3S119/bbZz5coV6du3r/z6668SzPTJU33KtHz58uYcHj161JzfKVOmmCdFtAKNVqjxlPnvjj4t4Zopv337dvOZ60u3BwAAEChaEcWKb5o3b+6Xqi1vv/22Gb/lllvku+++kxMnTsi+fftMdT6tzKLx5x133GE+c/e0qz4lq7GXVgPRJy8PHTpk4rIZM2aYp3+1govGbp7ok4333XefiePWrVtnnrLUCoga8+q+aXyuMbkvFVCSmzhxoonhypUrZ96/8MILKeK7IUOGmGn6xGrOnDnNsXz22Wce1zlr1ixJTEw04xpvurNy5Urz5KbG1zquMbeeq6FDh0quXLlMXK9P47p7onnz5s2mKqIuU7NmTdP+Sc+9VrzRc/Lss8+aJzz1XOs2AABA6Pjxxx9NdbqOHTvKqlWrTLzwxx9/yLBhw0x8oFWf//3vf7tdVuMGrbKitNKwVqRwjVF+++03+de//pWu/dJ4T2nco/dAPdG4Rl133XUm3vGVP2JOf4iKijIVbfRe5KZNm8z9SI3rNIbVatsa1+o9Za1WaDeNnzt06GDOgVY1eeutt8zXhsb2er9T40q9F71nzx6P6zh79qy0atXKHJueZ614qPdHNQ7V6t3vvPOOqZby888/y7333ivXrl3zuK4HHnjA7NO7775r9kO/1pYtW2aqriitjuJa8VvvuWps/sEHHzg/Sx636ys1zZo1M/Np3K/074Dk69CvdasSpfV16K1KkMb++jeA0so++jcDAJvYmCADAEBQ+fzzz1NkX5ctW9bRuXNnx+uvv26eerx8+bLXddSpU8csV6RIEbdPJcTHxzsqVKhg5ilVqlSK9c2YMcO57SeffNI8AevJlStX/Jqx361bN7N8jx493E739ESF3ZVW9FW7dm3zpGtyc+bMcc6zePHiNK3fNRufqioAACDY6NORVqzy5ZdfZmhdx48fdz6teuutt5pKf8mtW7fOVOLTebp06ZJieocOHcw0rTC4bdu2FNP//PNPR4kSJVJUNUkLXUfhwoXN8t9//70jPXx5stb1ePTpUk+aN29u5mnatGmKadaTq/pq27Ztilhdffzxx855Ro8enWK6xrjWk8oXL150uw8TJkww8+TOndtx5MgRr8cEAACyT6UVfT3yyCNu1/H0008744OEhIQk044ePeqM6TTGSC1GSWulFa26Ya3/zTffdLt/GtdYVUD69++fpnjNHzGnPyqtpGbRokVmWa3Kd/bsWVsrrVjXPywszG31ad2fm266yXl87tbxzDPPOO9Xe6pyGBcX5/wbYvbs2R7vq+o5+P3331Msr5WAtDKOu6qFabl/nNo1da3W7Y3rfeStW7e6nWfSpEnOeXbv3p3qfgHwHyqtAABClj7lqdVQrIorSp8QmDt3rrz44oum56tWT9EnGLQvZ3IbN26UuLg4M65PbVo9Ml1pD1DtT680I3/hwoVJputTrUqX/e9//5uiX6crfVLTn7QvrFq6dKkEO60Yo08OJKc9fbXaitqwYUMA9gwAACBz6FOOFiveSS+t6qdPq6px48aZnvfJafWVPn36mHGtzKdPS1r0qc1vvvnGjPfr10+qV6+eYnmNm/XJ3YzQdbRt29aWGPWRRx4xQ326dOvWrSmm6xOm2s9eWefFE43p3cXqulzdunXdPtGpTzxrpRWN/7VKTJ48edyu+/HHH5eKFSvK5cuXnU99AgCA7C9fvnymUp47vXv3NkOND7Q6W/IKJ1pd2dcYJa20KodW5rO25Y5WkbYqoVj3H31hV8zpD3oOtIqMVubQCol20YreU6dOdd4XbdOmTYp5ChYsKG+++abHdeh97o8//thZlcdTtenatWub++fKW3VCrUijVc2T03vuVmwfDPdttTpNiRIlvFZb0SrqSv8vULlyZVv3Dwh1JK0AAEJaly5dTNnCOXPmmD/4tJ2Pa+KIljN8/fXXzU181xv3yrqJrbRMoif6B0Tu3LlTLKMlCtevX2/G77//fgkPDxd/09ZAWspQ/3DQP1hy5Mhhjk9fd955pzOZxpeSi4GiN/C1lKk7ejxVqlQx41omFAAAAClZMWiFChWkfv36Hk+RlmK3boa73nzXlphWSXBt2+gttk7N+fPn5b333jPlufWfDppAY8Wn+rISM9LTujMt2rdvb7avPvnkE7c3rPUhY42hu3bt6nE9N9xwg9x0002pnhMtda/tlyxaMl1VqlRJSpUqZf7h4e6l/1SoVatW0NzsBwAA9mjUqJHHxGWNPyzJ74dpKyErxrj55pszFLel1iJo27ZtJgk3OasNerVq1aRevXo+r9efMac/6MON+jBj48aNzYOJeu/WNW617hVndtzqStu8WwlB3s6RJtVoCyN3NM63HtCMiYnxGIfqy/oa8haHWklM3r5Wg+G+rV4/vU+ePLnLou2UrL+bPLUGBZB5/PvINgAAWZAmlGiQbwX62tNTg3e9Ya5/ZOlTC9rT89FHHzVVWCwHDhwwQ60Aoj0zvSVdaGa29tDcv3+/83Md138IWJnr/qTr1acmpkyZ4tP8+seO3pAPRvrUgreEHn3yxPoHCAAAQHZRtGhR5/iZM2cytC4rbvWWXKFcn2ZNHrda9J8PnmgSSGRkpPNGenK7d+82ySr79u1LdZ89rcNftD99r169ZOTIkebJ0bfeesuZaK7/LLGeYNXkdHcV/3w5H8nPuV4H/YeHlcRi3Rz3NQ5PnkQPAACyLyu51tu9MHf3w6y4LS0xSnoqVmhCjcao+s9/1/uaWi1w8eLFSZJbfOWvmNMf5s2bJw8++KBJ3Ah03Jqec6QVdvThzOSVeFzjUGU9DJiRONSXr9VguW/bt29fU8FIH1SdP39+kgQoq8pKoUKF5J577gngXgKhiUorAAAko4Gp3kzXMomaXW2V6tYy6YcOHXLOZ1Un8eUmszWPa0UTTY5JPt1f3n77bWfCiv4hqZVk9A8SDch1H/RlldtU//zzjwQr/YeCL/7XbhcAACB70Koo7m4sp4evcavrdNe41fVmfYECBbyuw9N0TarWJHFNWNEkEC3rvnLlSjl48KD89ddfzhjVKkFuR3yqSd76lKxWQNGb1hZtTWTF/am1BkrL+XA9p+n558bFixfTvAwAAMia0ns/zIrb0huz+ULvlVqV6L744gtndRQ1Y8YMU8FCYyxN+kgLf8Sc/koM6d69u9kfbemu7TV/+eUXU61aYzgrbi1btqzt91X9cY7SE4darUbT+7UaLPdtNUmnefPmSZJUkiet67V3TQwDYA+SVgAA8KJhw4YmA9uiPe+T39T3JePemsf1HwGaHGPxd3seLblulXjXG/D6DwItx6hPduofLPry9sdGRrm2WPImmJNlAAAAAl0SXp+QVJrckRG+xq2u013jVtcb3mlZhys9Bi0hr2bPnm1acOoN4+uvv948qWvFqFapcjtUrFjR2YbSta+9dQNbn1699dZbva4jo+e0bt265ia+L68VK1ak80gBAECosGKM9MZsvrKqqBw5ckSWL1+eojWQtp3ROC8t/BFz+npf0ts9SY0LNVlY792uW7dOnn76adPmqGTJkuYzK251fSDRLv44R67r0GPwNRbNLqx7/d9++61JRFJLliwx7aAUrYGAwCBpBQCAVLiWSXctZaiZ9tYfAPqEqCfaXkhLobsuY41bmeju+r+ml5bhtJ4MtZ5U9dQDNbNEREQ4xy9cuOBxPv3DFgAAAO5vJrdr186Ma7KCtpFJLysG1ZaX3lhJJa7LJB///fffvcZ2np7ctOLdIkWKyO233x6QGNWdRx55xHmj+s8//zRVX7TCoq83rL2dD6UtQi3ly5dPkjCjtPKM69PJAAAAGWHFbWmJUdKjadOmzm1piyC1d+9e03I9Pa2B/BVzut6XTO89SStubdWqlZQoUcLtPHovOBBJK76eI03Kse5HJ2fFodY1CzXa+keT5rUSpFWp3Epa1/8D3HLLLQHeQyA0kbQCAEAqXFsCufbobNasmXNcnxb11gNVE1eSL6NPWuoTtFYpTS2d6Q+uFVQ0+HZHP//8888ls5QqVco5vnPnTrfzaN/bn3/+WQIlPDw81fMEAAAQSM8//7wZ6pON/fr18/kJR02+cL2JbsWgmiDhWjkwuVmzZpmhJlY3btzY+bmO58jxv1tIX331lcfltSVlajGqt7hr9erVZh/9EeP5Gt917tzZVCPU+bUkuMbIuq9a5caXf7ZorOvtnz7W+brxxhvNdizajlRpkowmzAAAAPiDJpNYyQhbt25NNUZJL9f2P7oufdDPSl7JmzevSQxIK3/EnK73JT3dk7SqbGQkbrUqytitZs2aEhkZmeo5Wrx4cZKHL121aNHCtHhSX375pWT1e7Npjf/16/OBBx4w45MnTzYPgOr9e0WVFSBwSFoBAIQk/cNtyJAhpn+9N5o1/9FHH5lxLf9oJZlYpbzr1KljxkeOHOm22ooGvS+88ILzD6a77roryfRnn33WDPXm/KBBg/zSSicqKspZ5tEKuJN77bXXvP7hllF6XnLnzm3GrYz15P797397/OPJDsWLF3eOU/EFAAAEI22f8+ijj5rxZcuWmSQKLVXuzcKFC02cqnGoRf+hYN2YfuaZZ9y2idywYYMz7tVEDtdYSePLO++804x/8MEHbiu2aGntESNGeNwv64lOTab54YcfUkzXz5944gnJKGu/fY3v9LxY/3DRJyytpyz1eD09WZucxvTubpJrafmNGze6vQHetm1bufnmm824HrcmGnlz/Phxk+ACAADgjcY11j/xBwwY4PZ+omuMkhFWgq9WoZ47d6589tln5n1sbGyStoi+8kfMqaxKGUuXLnW2f3G1Y8cOGT9+fKpxqyZUu7t3rNUJ33zzTQkETS7v0aOHGdfqgK6tmSx6PQYPHuxxHXqP26o2OHbsWLexuSv9++PAgQMSrPdmrfWcPHnS5/vnVosgvT/+5JNPmr+P9PsmPRWCAPgHSSsAgJCk5SHfeOMNKVOmjHTr1s0kVugfQvHx8eYGv5aBHDVqlOlXqp+pl19+2Xmz3/Luu++aPxb0D5gmTZqYpzM1yNabyprtrk8IWGUWdV7XDHKlTx1YTx6MGzfOPHG5aNEi8weV3pTWP4L0jzRdz6pVq3w6Nt2fLl26mHHdH/3HhK5H91H/GdGrVy955ZVX5KabbpLMon+YWsf1zjvvmO3t37/fnFv9g+/uu++WTz75RCpUqCCBUrlyZVMKUr311lvyxx9/mIo4+seNr3/gAAAAZDaNpe644w4zrv8IqFq1qrlJ/ssvv8ixY8fMzVl9iva9994z8WiHDh3kxIkTKf4BoPGY0piyZcuW5ia+xrl6A1pv2msShVb+05vYGhslN3r0aBMLaxyty3/88ccm0ULjXq3Qok/16s1eK75KTlsCWU+FagtLjVM16VuPQasWanK4xqw33HBDhs5X/fr1nTfxta3SuXPnnPGdpzY81k1rLaFu/QOnT58+Ppdo13OpcfxPP/1kYu5du3bJsGHD5LHHHnPGnU899VSKp5P1b5B8+fKZBPbatWubv0+2bNliYma9Nno+9Dzde++9prVQKJZvBwAAaVOyZEnnA3Tff/+9aTf5448/pohR/HFPTuPShg0bmvEXX3zR2Y4mI//4z2jMqXr27Gnuj+rDchqD6nnQ+ErvTU6YMMFUIfSWnKz3ipUuozGexnoaX2vMprG5JpbrA4NFixaVQNBrqIkaWoWxU6dOMmbMGHNsGj9qBRndP20tqve9PdHEn2rVqplzqV8jmrihsawep96T1uU1ntbPr7/+emdFRn8/9KjXyXrAUq+z/j2S1nuzVvyvx/L666+bY7DW4an6isbeet/ftdqM/h113XXX+eHIAKSLAwCAELRr1y5H7ty5tb56qq9cuXI5Xn75ZY/rmjlzpiMiIsLj8jlz5nSMHz/e4/IXLlxw3H///anuxw8//JBkuZ49e5rPW7RokWKdx44dc1SoUMHjupo3b+5YtGiR8/2+fftSrMOa9umnnzrS48iRI47o6Gi328+RI4fjP//5j9dj0HOu08qXL+91O7qszqfrSs7b+l234e7l7pwAAAAEwj///OMYOnSoI2/evKnGjBrjPvPMMybGdHXt2jXHoEGDvC5brFgxx6pVqzzux9y5cx158uRxu6zGwwsWLDCxm753Fz9/8cUXJjb2FB+OGzcu1fgtNb/99pvH2NxbTN+oUSPnfCVLlnRcuXLF5xj0xRdf9HhOy5Qp49i5c6fH9fz888+OcuXK+fR3yebNm9N1TgAAQPDQ+2ye7vWldp/L1/t2Gjt6u9dYs2ZNx1dffeWX+4J6z9N13RpH6fa98RYv+iPmVCNHjvR4/NWqVXOsXbvW63V44oknPC5fpEgRx08//eR1HzIa06b2daD7HxkZ6TGunjhxYqrr0PvH1jypvd55550ky+o58+Ueamr3d63z5O7lKrXrHRMT43Yd3u4rf/DBB0nmXbhwocd5AWQ+Kq0AAEJSlSpVzFOpM2fONBnjWslEn0DVSija1kbHNXNfWwhpj/rhw4d7XFfXrl1NKUEtC64Z6vnz5ze9MfWJSi3n/uuvv6Z4stJVRESEeWpWs/61n6Y+Ramf6VOuur7u3bs7q7b4Sp8W0KoqWgZUn5zQ49Ls/1tvvdU8Savb0n3MTNoO6eeff5b+/fubfbDOa8eOHc1Tr7pvgabVcyZOnGieStYnNKy+uQAAAMFEn0DUpwa1Mpw+fdqmTRspW7asiec0btRxrcaiT1lq5RQt862fJ6/soRVU1qxZY2LOcuXKmadYNebUpxz1iU19+lbjIk+01LtWJNSnZzXW0/hOn+DU9Wncl7wVZnIa165cudLMV6RIEbO87rtWEtEngJ9++ukMnyuNn7Wyn65T15280qEnVrUV6+ncXLly+bxNfTJU23JqtRp96lXPq/4toO0w9W8BfQrZE306Wf+W0OqKeg2t86rXT6+RfqYVIPVp11q1avm8TwAAILRjR73XqC+tKqLxnt6vrF69urnHuW7dOhOL+YPGd67xllbUs6pnpFdGY06l1Wb0fmpMTIw5fo2bNU7U49d7plqRxhutYjh58mRTDdD1Xq/Gq3Fxcea+cSDpfmnV8H79+pl7yXqO9Jj03Ol9V6vFaGr3j3VebS+q100rCOpx6vW07o0///zz5u8Hvb+bGbQ9qca6Wi1FK3fr3yzpMX/+fHMfv2bNmuZ6+bIePWadV5UuXdpU5QEQOGGauRLA7QMAAAAAAAABNWPGDPNPF6VJJN4STZT+A0QTcDTBRf+hAQAAACDr0HZCmuhz5swZk+Q0cuTIQO8SENJ4nBgAAAAAAAAh7dNPPzVDfaI0tYQVAAAAAFnb3LlzTcKKVmV5+OGHA707QMgjaQUAAAAAAAAhS9uBLlmyxIw//vjjgd4dAAAAAJlMW6qq1q1bm9ZPAALL9wa9AAAAAAAAQDZx7do12bFjh2nxo92zy5cvL/fee2+gdwsAAABAJvnrr7/krbfekp9//tm8f+655zjXQBAgaQUAAAAAAAAhJSYmRlauXOl8r2XB3333XQkPDw/ofgEAAADwv8mTJ0vv3r2TfNa1a1dp27YtpxsIArQHAgAAAAAAQEgqUKCANGrUSBYuXCh33XVXoHcHAAAAQCbKmTOnVKpUSV588UWZMmUK5xoIEmEOrX8KAAAAAAAAAAAAAAAA2IhKKwAAAAAAAAAAAAAAALAdSSsAAAAAAAAAAAAAAACwHUkrAAAAAAAAAAAAAAAAsB1JKwAAAAAAAAAAAAAAALBdLvs3CQS//Pnzy5UrVyQqKirQuwIAAAA/OnHihISHh8u5c+ey7HklVgUAAMi+iFcBAAAQarEqSSuAG5qwcvXqVc5NiHA4HGYYFhYW6F2BTbjmoYXrHVq43qEnrdc8O8R4xKqhh59toYXrHXq45qGF6x1a0nO9iVeR1fBzLfRwzUML1zu0cL1DjyNI7q2StAK4oRVW9Jv08OHDnJ8QkJCQYIaRkZGB3hXYhGseWrjeoYXrHXrSes3Lli0rWR2xaujhZ1to4XqHHq55aOF6h5b0XG/iVWQ1/FwLPVzz0ML1Di1c79CTECT3VnNkyloBAAAAAAAAAAAAAAAAL0haAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtctm/SSBrOHX2nNR74rVA7wZsEFUgwgxPJF7kfIeIKK55SInieoeUKK53um2cMMyPVwKZjVg1tETZ/LONnwcAACCjiFdDRxR/h4ecKB+uOX9TAADSgkorAAAAAAAAAAAAAAAAsB1JKwAAAAAAAAAAAAAAALAdSSsAAAAAAAAAAAAAAACwHUkrAAAAAAAAAAAAAAAAsB1JKwAAAAAAAAAAAAAAALAdSSsAAAAAAAAAAAAAAACwHUkrAVSrVi0JCwuTPHnyyKlTp5JMa968uZk2ePBgn9b1zDPPmPnbt2/v/CwmJsZ8ltpr+PDhKdZ39OhRs+3atWtLwYIFJXfu3FK6dGmpU6eOPPLIIzJ58mS5evVquo+9V69eqe5XbGys2Y4vx5D8pcsBAAAAAAAAAAAAAIDglSvQOxCqNmzYIFu3bjXjly9flunTp5vEE0ufPn3kp59+kqlTp8qIESMkZ86cHtely3/22WfO5dwlx2jyiSfJp61Zs0buvPNOOXPmjBQoUEAaNmwoJUqUkMTERPn111/l448/Nq977rnHTM+ISpUqSdOmTd1Oq1u3rlSuXFl69uyZYtqqVatk7969HpfX5QAAAAAAAAAAAAAAQPAiaSVAPvnkEzMsU6aM/Pnnn+a9a9JK165dpX///qbiyeLFi+Wuu+7yuK558+aZSi3XXXeddOzYMcV0rVjirpqKO5cuXZJ7773XJKzcf//98v7770uhQoWSzLNjxw6ZNGmS10QaX2nCSWpVUdwlpWilFk1a8WV5AAAAAAAAAAAAAAAQfGgPFADnz5+XL774woxPmzbNVCvRCiZafcWSL18+6d69uxn/9NNPva7Pmv7ggw9KeHh4hvZNK5hoEk2uXLnkww8/TJGwom688UYZPXq05M2bN0PbAgAAgL0uJybIpvdfMi8dd+fw4cPOlos6DiB7fY9nFn52AAAAAFk7psf/8LcNANiPpJUAmDVrlpw9e1Zq1KghLVu2lG7duiWpvmLp27evGS5YsEDi4+PdrksTTJYsWeKxNVBaHT9+3Aw1kSZ//vwZXh8AAAAAAAAAAAAAAIA7tAcKACs55eGHH3YO9bMvv/xS/vvf/zormDRo0EBq1qxpqrBoRZYBAwakWNeUKVPk6tWrcsstt0j16tUzvG/lypUzQ20PpG13tA0PAAAAsp+LZ07J1cuXnO+3b99uhseOHQvgXgHIrO/xtLB+HqQFPzsAAACA4InpM9PfF3Ob4YXzl/36N0Ww4G8bALAfSSs227Vrl/z000+mjY+281GNGzc2LXd27Nghs2fPloceesg5v1ZPefbZZ00LIHdJK5pYYs3nD7ovderUkbi4OOndu7dMmDBB2rVrJ/Xr1zevsmXLSnbh7ViOHj0q4fkK2ro/AAAAdtqz4H9xpKXGjHe5AEGEWBX+/h5PC34eAACA1BCvAsEd0wcaf1MAANKC9kA2mzRpkhl27NhRrrvuOufnVtWV5C2CNLElT548ptrKL7/8kmSaJr/s3r1b8uXLJ927d/e4zVdeeUXCwsI8vjZv3uycN0eOHPLNN9/IHXfcYd5v2LBBRowYIZ07d5brr79ebrjhBhk1apRcuHDBL+dDK8V42i8AAAAAAAAAAAAAAJB9UWnFRv/8849J0nBNUrH06NFDhgwZIj/++KPs3btXKlWqZD4vVqyYxMbGyowZM0zCi1Y7SZ4A07VrVylY0HNVkFq1aknt2rU9Ti9atGiS96VKlZJFixaZ8m3z58+XtWvXyqZNm+TPP/80lWIGDx4sX3zxhaxYsUIKFy4sGaHH2bRpUwmEw4cPe31SID4h0db9AQAAACzEqgAAAAhmxKsAAADwF5JWbKQVTLQXXpkyZeS2225LMq1EiRLSvn17kySiySha3cSirX80aUUTRf7zn/9IRESEJCYmyqxZs5zTvdGkl+HDh6d5f6tXr25elt9//920C3rvvfdky5YtMnToUDOeEZqwYrU4AgAAgH0qd+gl4fkKON/PGva4GWq82qZNGy4FkM2+x9PC+nmQFvzsAAAAAIInps9MRfPlNsPT5y/79W+KYMHfNgBgP5JWbGS1/rl48aK0aNEixXStZKI0iePVV1+VnDlzmvetW7eW8uXLy4EDB2Tu3Lly3333ycyZM+XcuXNStWpVadasmS37X61aNRk/frxpITRu3Dj5+uuvM5y0AgAAgMCIKFxMcheIdL63kpUjI//vMwDZ53s8LVwfXvAVPzsAAACA4InpM1PBAhFmeCHxol//pggW/G0DAPYjacUmR48eNS131KlTp2T16tUe5z1y5Ih8++23cuedd5r3miTSu3dvUy1Fq7Bo0orVGkg/t1u7du1M0kp8fLzt2wYAAED66c2uuv1e9TqPtkl0OBycZiCbfo9nFn52AAAAAFk7psf/8LcNANgvRwC2GZK0esrVq1fllltuMf8E8PR67rnnklRlsWhyiiavfP/997J06VKT9KKVWHr27OnX/fTlHxQHDx50/uIGAAAAAAAAAAAAAABID5JWbGJVRkktyaRHjx5muHDhQjl58qTz83Llyknbtm3l2rVr8sADD5jP2rdvL6VKlfLrfi5YsEBiY2NNYowm2SS3YsUKU/FFde/e3a/bBgAAAAAAAAAAAAAAoYP2QDZYuXKl7NmzR/LkyZNqoof2+atbt65s2rRJpk6dKgMHDnRO69Onj3z33XfOZBZ974uvv/5a9u/f73G6bq9///5mXJNi5s2bZ17at0+nlSxZUs6dOye7du2SHTt2mPnatGkjQ4cO9Wn7AAAAAAAAAAAAAAAAyZG0YgOr1U+HDh2kSJEiqc6v1VY0aUWXc01a6dSpkxQvXlzi4+OlRIkScuedd/q0/S1btpiXJ2fOnHEmrdx+++0mMWb58uWmBdEff/wha9euNdOioqJMFZb77rtPunbtKmFhYT5tHwAAAAAAAAAAAAAAIDmSVmygFVP05atnnnnGvJLLnTt3kpZBqdFWPmkVEREh7dq1M6/MNHnyZPMK1PIAAAAAAAAAAAAAACCwcgR4+wAAAAAAAAAAAAAAAAhBJK0AAAAAAAAAAAAAAADAdrQHQob16tXL53ljY2PNCwAAAAAAAAAAAAAAhDaSVpBhU6ZM8Xne6OhoklYAAAAAAAAAAAAAAABJK8g4h8ORLU9jsUL5ZeOEYYHeDdggISHBDCMjIznfIYJrHlq43qGF641QQawaWvjZBgAAshri1dBBrBp6uOYAAH/L4fc1AgAAAAAAAAAAAAAAAKkgaQUAAAAAAAAAAAAAAAC2I2kFAAAAAAAAAAAAAAAAtiNpBQAAAAAAAAAAAAAAALYjaQUAAAAAAAAAAAAAAAC2I2kFAAAAAAAAAAAAAAAAtstl/yaBrOHU2XNS74nXAr0bsEFUgQgzPJF4kfMdIqK45iEliusdUqK43h5tnDDMxiuBzEasGlqi+NkWUqKyyPXm9woAwBvi1dARlUViF/hPFNfcFsTbAEIJlVYAAAAAAAAAAAAAAABgO5JWAAAAAAAAAAAAAAAAYDuSVgAAAAAAAAAAAAAAAGA7klYAAAAAAAAAAAAAAABgO5JWAAAAAAAAAAAAAAAAYLtsn7RSq1YtCQsLkzx58sipU6eSTGvevLmZNnjwYJ/W9cwzz5j527dv7/wsJibGfJbaa/jw4SnWd/ToUbPt2rVrS8GCBSV37txSunRpqVOnjjzyyCMyefJkuXr1arqPvVevXmbbOvTkypUr8umnn0psbKyUK1dO8ubNK/ny5ZOKFSvKPffcI5999plcvnw5zetNzf79+306b5s3b5bo6Gif5nV96TIAAAAAAAAAAAAAACB45ZJsbMOGDbJ161YzrokX06dPN4knlj59+shPP/0kU6dOlREjRkjOnDk9rkuX1wQOazl3yTGafOJJ8mlr1qyRO++8U86cOSMFChSQhg0bSokSJSQxMVF+/fVX+fjjj81LE0d0embYtGmTWf++fftMooceg+5Hjhw5TFLJ119/LXPmzJGhQ4fKb7/9ZpJZMkOXLl08HmPRokXNPsbHxyf5XM+T7pun5YsXL54p+woAAAAAAAAAAAAAAPwjWyetfPLJJ2ZYpkwZ+fPPP81716SVrl27Sv/+/U3Fk8WLF8tdd93lcV3z5s0zlVquu+466dixY4rpWqnEXTUVdy5duiT33nuvSVi5//775f3335dChQolmWfHjh0yadIkr4k0GU1YadasmZw/f94c97hx46RChQpJ5jl58qT897//lTFjxpikncxKWnn77be9VkbR6clpUo2VtJLa8gAAAAAAAAAAAAAAIPhk2/ZAmozxxRdfmPFp06aZShxawUSrr1g0CaN79+5mXFvkeGNNf/DBByU8PDxD+7Zq1SqTRJMrVy758MMPUySsqBtvvFFGjx5t2vX4m7YE0oQdPUeabKMJOckTVpQm6IwcOdLsr7ZXAgAAQPC6nJggm95/ybx03BeHDx92tlfUcQBA9vj5Hmr4fQYAAIBQjOuJgwFkF9k2aWXWrFly9uxZqVGjhrRs2VK6deuWpPqKpW/fvma4YMGCFC1oLJpgsmTJEo+tgdLq+PHjZqiJNPnz5xe7ff755/LHH39I7ty5TZUXbQfkTYMGDTIleQYAAAAAAAAAAAAAAISubNseyEpOefjhh51D/ezLL780LW+sJAxNyKhZs6apwqIVWQYMGJBiXVOmTJGrV6/KLbfcItWrV8/wvpUrV84MtT3Q5MmTpVevXmInrayibrvtNilZsqSt2wYAAEDmu3jmlFy9fCnJZ9u3b08x37Fjx7gcAJDFf74HirvfK4HC7zMAAABkt7jel3ibOBhAdpEtk1Z27dolP/30k2njo+18VOPGjU3LnR07dsjs2bPloYcecs6v1VOeffZZ0wLIXdKKJpZY8/mD7kudOnUkLi5OevfuLRMmTJB27dpJ/fr1zats2bKSmX755Rdnwk4o83aejx49KuH5Ctq6PwAAAP6yZ8H/4ldXNWa8ywnOQohVAfj68z1Q+L0CAKGNeBUAMjeuJ94GEEqyZXugSZMmmWHHjh3luuuuc35uVV1J3iJIE1vy5Mljqq1YCR0WTX7ZvXu35MuXT7p37+5xm6+88oqEhYV5fG3evNk5r7bj+eabb+SOO+4w7zds2CAjRoyQzp07y/XXXy833HCDjBo1Si5cuCCZ4eTJk2YYFRUlwaBChQpuz9nw4cMDvWsAAAAAAAAAAAAAACCTZLtKK//8849p5+OapGLp0aOHDBkyRH788UfZu3evVKpUyXxerFgxiY2NlRkzZpiEF612kjwBpmvXrlKwoOfKG7Vq1ZLatWt7nF60aNEk70uVKiWLFi0y5b3mz58va9eulU2bNsmff/5pKsUMHjxYvvjiC1mxYoUULlxYsrMuXbpIgQIFUnzu7Xz6w+HDh70+KRCfkJip2wcAAAA8IVYFAABAMCNeBQAAgL9ku6QVrWCiPdzKlCkjt912W5JpJUqUkPbt25skEU1G0eomFm39o0krmijyn//8RyIiIiQxMVFmzZrlnO6NJr2kpzJI9erVzcvy+++/m3ZB7733nmzZskWGDh1qxv1Jq88cOnRITpw4IcHg7bfflujo6EDvBgAAQLZRuUMvCc+XNCl41rDHU8yncXObNm1s3DMAgL9/vgeKu98rgcLvMwAAAGS3uN6XeJs4GEB2ke2SVqzWPxcvXpQWLVqkmK6VTNTkyZPl1VdflZw5c5r3rVu3lvLly8uBAwdk7ty5ct9998nMmTPl3LlzUrVqVWnWrJkt+1+tWjUZP368aSE0btw4+frrr/2etFKvXj2TtKJtiQAAAJD9RBQuJrkLRCb5zDVR2hIZmXQeAEDW+/keKO5+rwQKv88AAACQ3eJ6X+Jt4mAA2UW2Slo5evSoabmjTp06JatXr/Y475EjR+Tbb7+VO++807zXJJHevXubailahUWTVqzWQPq53dq1a2eSVuLj4/2+7k6dOplkmO+++06OHz9uKtAAAAAga9ObHXX7vZqmZbQlosPhyLR9AgAE5ud7qOH3GQAAAEIxricOBpBd5JBsRKunXL16VW655RZz893T67nnnktSlcWiySmavPL999/L0qVLTdKLVmLp2bOnX/fTl38MHDx40PkLx98eeOAB047n8uXL0q9fP7l27ZrX+Tdu3CgXLlzw+34AAAAAAAAAAAAAAIDQla2SVqzKKKklmfTo0cMMFy5cKCdPnnR+Xq5cOWnbtq1J4tDEDtW+fXspVaqUX/dzwYIFEhsbaxJjNMkmuRUrVpiKL6p79+7ib+Hh4ab1UUREhGmFpPuyb9++FPOdPn1ahg0bJk2aNJFLly75fT8AAAAAAAAAAAAAAEDoyjbtgVauXCl79uyRPHnypJrooX3g6tatK5s2bZKpU6fKwIEDndP69Olj2uZYySz63hfabmf//v0ep+v2+vfvb8Y1KWbevHnmpf3mdFrJkiXl3LlzsmvXLtmxY4eZr02bNjJ06FDJDA0aNJAff/xRunbtapJoNIGnTp06UrFiRVNt5sCBA/LLL7+YpBr9TM8rAAAAAAAAAAAAAACAv2SbpBWr1U+HDh2kSJEiqc6v1VY0aUWXc01a6dSpkxQvXlzi4+OlRIkScuedd/q0/S1btpiXJ2fOnHEmrdx+++0mMWb58uWmBdEff/wha9euNdOioqJM5ZP77rvPJJSEhYVJZtHEFU2SmTZtmkmg0fOxfft2s02tLtO5c2fp0qWLeWl1FgAAAAAAAAAAAAAAAH8JczgcDr+tDcgmypYtK/EJiVL9of9LaEL2FVUgwgxPJF4M9K7AJlFc85ASxfUOKVFcb482Thgm2VFCQoIZagVDX+M8dfjwYcmqiFVDTxQ/20JKVBa53tn190pW+F2GrI3rHVrSc72JV5HVRGWR2AX+E8U1D6l4m9gltHC9Q09CkNxbzeHXtQEAAAAAAAAAAAAAAAA+IGkFAAAAAAAAAAAAAAAAtstl/yaRHr169fJ53tjYWPOyy9dff21evpo8eXKm7g8AAAAAAAAAAAAAAAh+JK1kEVOmTPF53ujoaFuTVjZv3pym/SNpBQAAAAAAAAAAAAAAhDkcDgenAUiqbNmyot8af/75J6cmBCQkJJhhZGRkoHcFNuGahxaud2jheoeetF5zjfPU4cOHJasiVg09/GwLLVzv0MM1Dy1c79CSnutNvIqshp9roYdrHlq43qGF6x16EoLk3moOv64NAAAAAAAAAAAAAAAA8AFJKwAAAAAAAAAAAAAAALAdSSsAAAAAAAAAAAAAAACwHUkrAAAAAAAAAAAAAAAAsB1JKwAAAAAAAAAAAAAAALAdSSsAAAAAAAAAAAAAAACwXS77NwlkDafOnpN6T7wW6N2ADaIKRJjhicSLnO8QEcU1DylRXO+QEsX1lo0ThgX6MsAGxKqhJYqfbSEliusdcqK45iEliuvtFjFs9kO8Gjqi+LkWcqK45iElys/Xm9/5ANyh0goAAAAAAAAAAAAAAABsR9IKAAAAAAAAAAAAAAAAbEfSCgAAAAAAAAAAAAAAAGxH0goAAAAAAAAAAAAAAABsR9IKAAAAAAAAAAAAAAAAsn7SSnR0tISFhTlfOXLkkIIFC0rZsmWlZcuWMmjQIFm/fr0EC2s/M+LQoUMyceJEefTRR6VevXqSJ08es86+ffv6vI558+ZJx44dpWTJkpI7d26JioqSxo0by6uvvppi3l69epn1T548WTKDdQ1TW7+1HzpUw4cPT3LtfX2tWLHC7fqSu3z5sowaNUpq1aol+fPnlyJFikhMTIzMnj07E84CAAAAAAAAAAAAAADITLkya8VNmjSRypUrm/ELFy5IfHy8xMXFmQSFMWPGSIsWLWTSpElSsWJFyermzJkjAwYMSNeymojx4IMPyqxZsyRv3rxy6623SokSJeTYsWOyfft2GTdunLz00kuSFdSuXVt69uyZ4vNvv/1Wjh8/bpJNdJ7kNFEnNefPn5e2bdvKmjVrpHDhwnL77bdLYmKifP/997Jy5UoZOHCgvP322347FgAAAAAAAAAAAAAAkEWTVrTKSPKKGQ6HQxYvXizPPvusSTTQSiJr166VChUqSFam+//0009L3bp1zWvmzJkyYsQIn5Z95JFHTMJKbGysfPTRR1K8eHHntGvXrgVVVZrU6DHoKzmthqJJKzpNq7Gkx5AhQ0zCSs2aNU2iinWeNm7caNaviVA6vOuuuzJ8HAAAAAAAAAAAAAAAIAu2B/JGW7+0b9/eJGJUqVLFJDKkpYVOsOrUqZOpiKJJOjfffLPkyuVbLtDy5ctl6tSpUqNGDZPo4pqworS1UqNGjSTU/fXXX/L++++bcR26nidtx/T888+bcV8ThQAAALKDy4kJsun9l8xLx10dPnzY2YpRxwEAAABf4shQRxwNAAgVoRAP8HsdyDpsTVqxaHuXsWPHmnGtmqHVMizWzXVPtJqGTtc2Q64OHDggo0aNklatWkm5cuUkT548ZjtNmzaViRMnmqolwWb8+PFmqJVnwsPD/bJObcVTqFAhiYiIkC+//FKyg0WLFpk2Snpdte1Ucvfff78Zrlu3To4cORKAPQQAAAAAAAAAAAAAAEHTHig1d9xxhxQtWlROnz4tS5cuNRUzMmLatGkybNgw06qnatWqJrnh6NGjpv3Q6tWrZcmSJTJ79myvCTF2unr1qqm0opo3by7Hjh0zSSY7d+40CTd16tSRLl26SIECBXxepybnPPnkkxIZGWkSPTRhJzuIi4szw/r167udXrFiRefX0ubNm6V06dI27yEAAEBgXTxzSq5evmTGt2/fbmJLAAAAIC1xZCBpDBsMiKMBAKHIWzzw98XcZnjh/OUs9zuf3+tA1hGwpBVNHqlbt64sW7bMLz+gbrvtNomNjTWtdlxp5Q1tSfTVV1+ZpJWuXbtKMPjjjz8kMTHRWSHkiSeecL63/Pvf/zaJLFo9xhuHwyGDBw+W0aNHS6VKlUzCiibuZBf79u0zQ6204knZsmVN0oo1ry90GU804Sk8X8E07ikAAEBg7Fkw2TleY8a7XIZsgFgVAADYHUcGEjFs1kO8CgDZh53xAL/zAQRNeyBL8eLFzfDUqVMZXleDBg1SJKworbqhyRxq1qxZEixcj7lPnz6m0syGDRvk77//NtVCNNHm5MmT0qlTJ9m9e7fH9Vy8eFG6d+9ujrFRo0amskx2SlhRek5U/vz5Pc5jVaQ5e/asbfsFAAAAAAAAAAAAAACyYKUVde3aNTP0V8ueS5cumTZAmvxx4sQJ816rkFhJD9p6J1joflnKlCkj3333nWkLpGrVqiXz58+X2rVry7Zt2+TNN9+UTz75JMU64uPjpXXr1rJmzRq5++67Zfr06ZI3b15bjyMrO3z4sNcnBeITkla+AQAAAOxCrAoAAIBgRrwKAACAbJG0okkXqmjRohlel7bY6datmxw8eNDjPMFUhaNgwf9rPdOrVy9nwoolZ86c8thjj8nTTz9tWii588ILL8g///wj7dq1M1VkcuTwT+EcK4nINbHGHWu6v5KOUjtX586d8ziP1VqpUKFCmbovAAAAwahyh14Snu9/ledmDXvc9Oxt06ZNoHcLAAAAWSiODCSNYYMBcTQAIBR5iweK5stthqfPX85yv/P5vQ5kHQFLWtGEh7i4ODNes2bNNFdncXX+/HmJjY2V48ePS+/evaVfv35SuXJlk8CgyR+7du2SG264IdUkDDtFR0ebZA/dp4oVK7qdx/r86NGjbqd37dpVvv76a5PUMnnyZHn44Yf9sm9WGx5vSSKuiSJWa57MPFfKW0KSldlvzQsAABBKIgoXk9wFIs149erVJTLyf+MAAACAr3FkIGkMGwyIowEAochbPFCwQIQZXki8mOV+5/N7Hcg6Apa0smjRIvnrr7/MuFYKsYSHh8uVK1dMSx/XaiSWAwcOpPjsxx9/NAkrdevWlUmTJqWYvnv3bgk2muihiTQ7duxwVpxJzvrcU1KInrfHH39c7rrrLunbt69JIunfv3+G961cuXKyfft22bNnj9f5rPOq82cmva7ql19+cTv9jz/+kNOnT5vxOnXqZOq+AAAABAu9mVC336seWx0GU8I2AAAAskYcGeqIowEAoSIU4gF+rwNZh3/6yaRRQkKCDBgwwIy3bdtWateu7ZxWpkwZM/z9999TLLd161Y5dOhQis+thAVPyRPTp0+XYKSVUpSn9j9Lly41w4YNG3pcR/PmzWX58uVSpEgReeaZZ2TkyJEZ3q9WrVqZ4fz58037IXd27twpv/76a5L5M0v79u0ld+7cptLK6tWrU0z//PPPzbBRo0ZSunTpTN0XAAAAAAAAAAAAAACQBZNW9GnPxYsXmyQMrdJRqlQp+eijj5LM06ZNGzN85ZVX5NKlS87P9+/fLz179nT7xGi1atXMUJM3fvvttyTTPvzwQ5kxY4YEI62KoskmWnVm4sSJSaZ9+eWX8tlnnznn86ZBgwayYsUKKVmypAwdOlQGDx6cof3q06ePFC9eXPbt2ydPPvmkXLyYtOTXkSNH5MEHH3Rer3r16klm0nOkLZ/UE088IadOnXJO27Rpk4waNcqM67EDAAAAAAAAAAAAAIAQbw/08ccfm0QKpckn2upGEwysqigxMTGmlU/58uWTLDdkyBCZPXu2SeSoWrWqScg4efKkbNiwQZo0aSKNGzeWNWvWJFlGW8J06tRJ5s2bZ8Z13UWLFpXNmzebiiC6zhEjRmTWocrRo0elc+fOzveHDx92VirR6h+WCRMmOFvdKE0M0YSajh07mjY/48ePNwk4e/fulbi4ODPPsGHDTKWR1NSsWVN++uknad26tUni0PZK7777roSFhaUrSeSrr74y51STfubMmSO33nqr6f2mx6rVTvSa6janTZsmdtAKMuvXr5e1a9dKlSpVTHWXc+fOmUQlbSf1r3/9y7RJAgAAAAAAAAAAAAAAIZ60ookNViuX/Pnzm4QHTXKoX7++dOvWzSSjuFOhQgWTlPLiiy/KDz/8IAsXLpTo6GhTReO5554z7YTcmTVrlrzzzjsydepUWbVqlURERJhtjRs3ziQ5ZGbSiiZw/Pzzzyk+12QbfVnOnj2bYh49ni1btpikDG0TpIk3hQoVMokq2u6nXbt2Pu9H5cqVzbFr9RNNkElMTDSJQTlz5kzzMTVr1ky2b99uEmm+/fZb+fHHH+X8+fPmOmoCS5cuXaRv377mPNshX758JgnqP//5j6lAo0lN2jJI9+Wpp55ytloCAAAAAAAAAAAAAABZQ5jDXb8dIMSVLVtW4hMSpfpDAwO9K7BBVIH/JV+dSEzaCgvZVxTXPKREcb1DShTXWzZOGCahJCEhwQw1udrXOM+1OmJWRKwaeqL42RZSorjeISeKax5SorjeIRXDpjVWVcSryGqi+LkWcqK45iElys/XO7v+zg/l2AVZW0KQ3FvN4de1AQAAAAAAAAAAAAAAAD4gaQUAAAAAAAAAAAAAAAC2y2X/JoNXfHy8DBo0yOf5+/btK02bNpVg1qtXL5/njY2NNS8AAAAAAAAAAAAAAIDMRtKKi8TERJkyZYrPJy8mJibok1bScjzR0dEkrQAAAAAAAAAAAAAAAFuQtJIsacPhcEh2kt2Ox07FCuWXjROGBXo3YIOEhAQzjIyM5HyHCK55aOF6hxauN0IFsWpo4WdbaOF6hx6ueWjheiNUEK+GDn6uhR6ueWjhegOwQw5btgIAAAAAAAAAAAAAAAC4IGkFAAAAAAAAAAAAAAAAtiNpBQAAAAAAAAAAAAAAALYjaQUAAAAAAAAAAAAAAAC2I2kFAAAAAAAAAAAAAAAAtiNpBQAAAAAAAAAAAAAAALbLZf8mgazh1NlzUu+J1wK9G7BBVIEIMzyReJHzHSKiuOYhJYrrHVKiQuh6b5wwLNC7gAAiVg0tUSH0sw1c71AUxfd4hhATAcGJeDV0RPF7LOREcc1DSlQGrjdxGgBfUWkFAAAAAAAAAAAAAAAAtiNpBQAAAAAAAAAAAAAAALYjaQUAAAAAAAAAAAAAAAC2I2kFAAAAAAAAAAAAAAAAtiNpBQAAAAAAAAAAAAAAALYjaQUAAAAAAAAAAAAAAABZP2klOjpawsLCnK8cOXJIwYIFpWzZstKyZUsZNGiQrF+/XoKFtZ8ZcejQIZk4caI8+uijUq9ePcmTJ49ZZ9++fX1ex7x586Rjx45SsmRJyZ07t0RFRUnjxo3l1VdfTTFvr169zPonT54smcG6hqmt39oPHarhw4cnufa+vlasWOF2fa5+/PFHGTlypHTp0iXJ19iqVasy5RwAAAAAAAAAAAAAAIDMlSuzVtykSROpXLmyGb9w4YLEx8dLXFycSVAYM2aMtGjRQiZNmiQVK1aUrG7OnDkyYMCAdC17+fJlefDBB2XWrFmSN29eufXWW6VEiRJy7Ngx2b59u4wbN05eeuklyQpq164tPXv2TPH5t99+K8ePH5datWqZeZLTRJ3U9O/fX7Zs2eK3fQUAAAAAAAAAAAAAANk0aUWrjCSvmOFwOGTx4sXy7LPPysqVK00lkbVr10qFChUkK9P9f/rpp6Vu3brmNXPmTBkxYoRPyz7yyCMmYSU2NlY++ugjKV68uHPatWvXgqoqTWr0GPSVXExMjEla0WlajSU92rZtK507d3aeY02KOnDggB/2GgAAAAAAAAAAAAAAZKukFXe0nUv79u1NskrDhg1l9+7dJrll+fLlkpV16tTJvCxfffWVT8vpcU+dOlVq1KhhEl3Cw8OTTNfWSo0aNfL7/mZFb731VqB3AQAAwHaXExNk27QxZrzGQwMld4FIt/MdPnxYrr/+emfrSm3NCQAA4GssgeBCbAcAAPwpFGJC4icga8sRiI0WLlxYxo4da8a///572bhxY5LEFn15olU7dLq2GXKlVTdGjRolrVq1knLlykmePHnMdpo2bSoTJ040VUuCzfjx481QK88kT1hJL23FU6hQIYmIiJAvv/zSL+sEAAAAAAAAAAAAAADI0pVWXN1xxx1StGhROX36tCxdulTq1auXofVNmzZNhg0bZlr1VK1a1bSPOXr0qGk/tHr1almyZInMnj3ba0KMna5eveqsMNO8eXM5duyYSTLZuXOnSbipU6eOdOnSRQoUKODzOjU558knn5TIyEhZtGiRSdgBAABA9nDxzCm5evmS8/327dud4xpLAgAApCWWyC5cY6Ks4O+//zbDggULepyH2A4AAARLTPj3xdxmeOH85aCO04ifgKwtYEkrmjxSt25dWbZsmV9+aN12220SGxtrWu24OnLkiGlJpC17NGmla9euEgz++OMPSUxMNOPr1q2TJ554wvne8u9//9sksmj1GG8cDocMHjxYRo8eLZUqVTIJK5q4A++8lc3XhKfwfJ5vHgAAANhtz4LJSd7XmPEuFyEbI1YFAGR2LJFdEBMBgUG8CgBZk50xIXEagKBuD2QpXry4GZ46dSrD62rQoEGKhBVVunRpk8yhZs2aJcHC9Zj79OljKs1s2LDBPG2xefNmk2hz8uRJ6dSpk+zevdvjei5evCjdu3c3x9ioUSNTWYaEFQAAAAAAAAAAAAAAEOwCVmlFXbt2zQz91bLn0qVLpg2QJn+cOHHCvNcqJFbZTW29Eyx0vyxlypSR7777zrQFUrVq1ZL58+dL7dq1Zdu2bfLmm2/KJ598kmId8fHx0rp1a1mzZo3cfffdMn36dMmbN6+tx5GVHT582OuTAvEJSSvfAAAAAHYhVgUAAEAwI14FAABAtkha0aQLVbRo0QyvS1vsdOvWTQ4ePOhxnrNnz0qwcO1b26tXL2fCiiVnzpzy2GOPydNPP21aKLnzwgsvyD///CPt2rUzVWRy5PBP4Rwricg1scYda7q/ko4AAADgWeUOvSQ8XwHn+1nDHk/St7dNmzacPgAA4HMskV24xkRZgfVwneu9weSI7QAAQLDEhEXz5TbD0+cvB3WcRvwEZG0BS1rRhIe4uDgzXrNmzTRXZ3F1/vx5iY2NlePHj0vv3r2lX79+UrlyZSlUqJBJ/ti1a5fccMMNqSZh2Ck6Otoke+g+VaxY0e081udHjx51O71r167y9ddfm6SWyZMny8MPP+yXfcufP78Znjt3zut8iYn/q0RSoED2u+EBAAAQbCIKF5PcBSKd76tXr+4cj4z8v88BAAB8iSWyC9eYKCtISEhINX4jtgMAAMESExYsEGGGFxIvBnWcRvwEZG0BS1pZtGiR/PXXX2ZcK4VYwsPD5cqVK+apA3dPHBw4cCDFZz/++KNJWKlbt65MmjQpxfTdu3dLsNFED02k2bFjh7PiTHLW556SQvS8Pf7443LXXXdJ3759TRJJ//79M7xv5cqVk+3bt8uePXu8zmedV50fAAAA/qc3Eer2ezXV+bS1YTAlaAMAgKwVSyC4ENsBAAB/CoWYkPgJyNr8008mHU8UDBgwwIy3bdtWateu7ZxWpkwZM/z9999TLLd161Y5dOhQis9Pnz7tNXli+vTpEoy0Uory1P5n6dKlZtiwYUOP62jevLksX75cihQpIs8884yMHDkyw/vVqlUrM5w/f75pP+TOzp075ddff00yPwAAAAAAAAAAAAAAQFAmrejTn4sXLzZJGFqlo1SpUvLRRx8lmadNmzZm+Morr8ilS5ecn+/fv1969uzp9gnSatWqmaEmb/z2229Jpn344YcyY8YMCUZaFUWTTbTqzMSJE5NM+/LLL+Wzzz5zzudNgwYNZMWKFVKyZEkZOnSoDB48OEP71adPHylevLjs27dPnnzySbl4MWnJryNHjsiDDz7ovF716tXL0PYAAAAAAAAAAAAAAEDoybT2QB9//LFJpFCafKKtbjZt2uSsihITE2Na+ZQvXz7JckOGDJHZs2ebRI6qVauahIyTJ0/Khg0bpEmTJtK4cWNZs2ZNkmXq1KkjnTp1knnz5plxXXfRokVl8+bNpiKIrnPEiBGZdahy9OhR6dy5s/P94cOHnZVKGjVq5Px8woQJpoWRRRNDNKGmY8eOps3P+PHjTQLO3r17JS4uzswzbNgwad++far7ULNmTfnpp5+kdevWMmrUKNNe6d1335WwsLA0H48m0nz11VfmnGrSz5w5c+TWW281/eD0WFevXm2uqW5z2rRpYgf9etKXRfdDPfbYY842UpoENXfuXFv2BwAAAAAAAAAAAAAABGnSiiY26Evlz5/fJDxokkP9+vWlW7duJhnFnQoVKpiklBdffFF++OEHWbhwoURHR5sKIs8995xpJ+TOrFmz5J133pGpU6fKqlWrJCIiwmxr3LhxUqVKlUxNWtEEjp9//jnF55psoy/L2bNnU8yjx7NlyxbT1kfbBGniTaFChUyiirb7adeunc/7UblyZXPsWv1EE2QSExNNYlDOnDnTfEzNmjWT7du3m0Sab7/9Vn788Uc5f/68uY6awNKlSxfp27evOc920EQgd+fYtbJO8gQoAAAAAAAAAAAAAAAQvMIc7vrtACGubNmyEp+QKNUfGhjoXYENogr8L/nqRGLSVljIvqK45iEliusdUqJC6HpvnDAs0LsQFBISEsxQk6t9jfNcqyNmRcSqoScqhH62gesdiqL4Hg+pmCitsQuytvRcb+JVZDVR/B4LOVFc85ASlYHrndXiNBCrhqKEILm3msOvawMAAAAAAAAAAAAAAAB8QNIKAAAAAAAAAAAAAAAAbJfL/k0Gr/j4eBk0aJDP8/ft21eaNm0qwaxXr14+zxsbG2teAAAAAAAAAAAAAAAAmY2kFReJiYkyZcoUn09eTExM0CetpOV4oqOjSVpxUaxQfvrthQj6SYcernlo4XqHFq43QgWxamjhZ1to4XqHHq45gOyIeDV08Hss9HDNQwvXG4AdSFpJlrThcDgkO8luxwMAAAAAAAAAAAAAALKHHIHeAQAAAAAAAAAAAAAAAIQeklYAAAAAAAAAAAAAAABgO5JWAAAAAAAAAAAAAAAAYDuSVgAAAAAAAAAAAAAAAGA7klYAAAAAAAAAAAAAAABgu1z2bxLIGk6dPSf1nngt0LsBG0QViDDDE4kXOd8hIoprHlKiQuh6b5wwLNC7AMAmxKqhJSqEfpeB652dEJsBCGXEq6Ejilg15ERxzUNKVAavNzExAF9QaQUAAAAAAAAAAAAAAAC2I2kFAAAAAAAAAAAAAAAAtiNpBQAAAAAAAAAAAAAAALYjaQUAAAAAAAAAAAAAAAC2I2kFAAAAAAAAAAAAAAAAtiNpBQAAAAAAAAAAAAAAALbLckkr0dHREhYW5nzlyJFDChYsKGXLlpWWLVvKoEGDZP369RIsrP30xzpWrFjhdb6YmBgz3/Dhw91O37Nnj/Tq1cucqzx58pihvv/jjz+SzDd58uQk59jXly6Xnu1Z9PhSO1/Lli2T9u3bS/HixSVv3rxy4403ytChQyUxMdHruQEAAAAAAAAAAAAAAMEll2RRTZo0kcqVK5vxCxcuSHx8vMTFxZnEhzFjxkiLFi1k0qRJUrFixUDvalBYvXq1tGvXTs6fPy/Vq1eXpk2byrZt22TKlCkye/ZskwzSqFEjM6+e1549e6ZYx6pVq2Tv3r1SqVIls3xy1vVI6/Z89d///lf+9a9/maSWZs2aSYkSJeSnn36SkSNHypw5c8z+aTILAAAAAAAAAAAAAAAIflk2aaVv376maocrh8MhixcvlmeffVZWrlwpjRs3lrVr10qFChUklGniyL333muGL7zwgknysAwZMkTeeOMNM33nzp2meokmmLhLStHzrUkrOi15VZWMbM8XmpA0cOBAyZkzpyxYsEDuuOMO57Y6duwoy5cvl8cff9wkxAAAAAAAAAAAAAAAgOCX5doDeaMVOLR1jLYHqlKlihw/ftwkt4Q6TTA5cuSIVK1aVV5//fUk0/S9fn7o0CGZOnVq0G5PE100Kal3797OhBWVL18++eSTT0ybKK22smPHDr8cAwAAdrmcmCCb3n/JvHQ8UA4fPuxs06fjAAAA2U2wxF3+QvwGAAAQurJbbGs3YmkguGSrpBVL4cKFZezYsWb8+++/l40bNzqnWf+M8SQmJsZM1zZDrg4cOCCjRo2SVq1aSbly5SRPnjxmO1p1ZOLEiXLt2jUJVnPnzjXD7t27m+QOV/q+W7duZvyrr74Kyu1dvnxZvvnmGzN+//33p5hevnx50y7KddsAAAAAAAAAAAAAACC4Zdn2QKnRahxFixaV06dPy9KlS6VevXoZWt+0adNk2LBhptWQVgrRJImjR4+a9kOrV6+WJUuWmNY03hJiAkVb66j69eu7nW59bs0XbNvbtWuXaQOU2jp/+uknvx0DAACBcPHMKbl6+VK6l9++fXu6lz127Fi6lwUAAAi1uMufsdnff/9thgULFkzT+onfAAAAkNmx7d8Xc5vhhfOXbb9fmZmIpYHgkm2TVjR5pG7durJs2TK//EC87bbbJDY2VmrUqJHkc22Doy2JtGqIJq107dpVgone+Dh16pQZ1wox7lx//fVmePLkSTl37pzkz58/qLa3b98+M9TKNp5u4FjrtOb1RdmyZT1O04Sk8Hxpu1kEAEBG7VkwOUPL15jxLhcByCaIVQEguOMuXxCbAcjOiFcBILRi2/QiJgYQsu2BLMWLFzdDK4kiIxo0aJAiYUWVLl1aRo8ebcZnzZolwcZ6Wkd5Sg4pUKCAc/zs2bNBtz1rnd6SW6x1ZnT/AQAAAAAAAAAAAACAPbJtpRV17do1M/RXy55Lly6ZNkAbNmyQEydOmPcOh8OZVLFz506/bAf2OHz4sNcnBeITErkUAAAACAhiVQAAAAQz4lUAAAD4S7ZOWomPjzfDokWLZnhd69atk27dusnBgwc9zpPZVT40QcaX6a5JOq7tdLQVjzuJif+XnFGoUKEM7WNmbM9ap6f1ua4zo/sPAEAgVe7QS8Lz/V9FsrSaNezxDPVxbdOmTbqXBwAACKW4y5+xmfUwlKeWyJ4QvwEAACCzY9ui+XKb4enzl22/X5mZiKWB4JJtk1Y0gSMuLs6M16xZM83VWVydP39eYmNj5fjx49K7d2/p16+fVK5c2SRI5MyZU3bt2iU33HBDqkkl6aVtcTRhw1vShmvihmv7Hb3hoUk7p0+fNgk3tWrVSrHcoUOHnO2UvLXg8UVmbC86OtoMz5w5Y27kuLuJY63TmhcAgKwoonAxyV0gMt3LV69ePd3LRkamf7sAAAChFnf5MzZLSEhIVzxG/AYAAIDMjm0LFogwwwuJF22/X5mZiKWB4JJtk1YWLVokf/31lxlv166d8/Pw8HC5cuWKx+SHAwcOpPjsxx9/NAkrdevWlUmTJqWYvnv3bslM5cqVk99//1327NnjcR5NmNm7d69zfle638uWLZNffvlFOnTokGJZ/dyazx/8vT1NCMqXL59JHtJlW7ZsmeF1AgAQLPQPyrr9Xg30bpjWeJmVgAsAABAMgiXu8hfiNwAAgNCV3WJbuxFLA8Elh2RD+oTKgAEDzHjbtm2ldu3azmllypQxQ00CSW7r1q3Oih2utGqIu2QQy/Tp0yUztWrVygznzJnjcZ6lS5ea486VK5c0a9YsybTOnTub4Zdffpmikoy+nzFjhhm/++67/bK//t5e7ty55c477zTjn3/+udtEozVr1iTZNgAAAAAAAAAAAAAACG7ZKmlFnw5evHixNGzY0FQ/KVWqlHz00UdJ5mnTpo0ZvvLKK3Lp0iXn5/v375eePXu6fcK4WrVqZrh8+XL57bffkkz78MMPnUkYmeWZZ56RiIgIWbVqlbz66qty9erVJNN37NhhWhapXr16ScmSJZNM189Kly5t2hgNGzYsyTR9r59rRmGPHj38sr+Zsb3BgwdLWFiYfPrpp/Ltt986P9fqK3369DHnpEuXLnLjjTf65RgAAAAAAAAAAAAAAEDmyrLtgT7++GNZsWKFGdfkk/j4eNm0aZOzKkpMTIxp5VO+fPkkyw0ZMkRmz55t2gdVrVpVGjRoICdPnpQNGzZIkyZNpHHjxs6qHZY6depIp06dZN68eWZc1120aFHZvHmz7Ny506xzxIgRmXasVapUkWnTpslDDz0kL7/8skycONEk5mjLHK0ysm7dOpO0ofs1duzYFMvrfDNnzjRtkkaOHCnz58+XGjVqyLZt28wrf/78MmvWLMmbN69f9jcztqdtf8aMGSP/+te/pH379tKiRQuJioqSn376SY4ePWpaCH3wwQd+2X8AAAAAAAAAAAAAAJD5smylldWrV8uUKVPMa8GCBaYCSs2aNWXgwIGyfv16+eGHH6RChQopltPPNClFW9P8/fffsnDhQjl+/LgMHTrUJLKEh4e73Z4mWbz11lsmOUIrnixZssS0C/ruu++kb9++mX6899xzj/z666/Sv39/KVKkiCxbtswkhuzZs8e0QNLzoJ9pQog7mpCzZcsWU91EE3u01ZAO9b1+3qhRI7/ub2ZsT1s+aRuk2267zbRy0iSiAgUKyAsvvGCSjooXL+7XYwAAAAAAAAAAAAAAAJkny1Va0TY+GaXtfjSJwh2rektymswyaNAg83LHXVshb5+nR+XKleWdd97J0PKa3JJekydPNq/M2p5WikntfGl7J6vFEwAAAAAAAAAAAAAAyLqybKUVAAAAAAAAAAAAAAAAZF0krQAAAAAAAAAAAAAAAMB2Wa49UFYWHx/vsb2QO3379pWmTZtm6j4BAAAAAAAAAAAAAAAEAkkrNkpMTJQpU6b4PH9MTAxJKwFUrFB+2ThhWCB3ATZJSEgww8jISM55iOCahxauN4DsiFg1tPC7LLRwvQEA2QHxauggdgk9XPPQwvUGYAeSVmwUHR0tDofDzk0CAAAAAAAAAAAAAAAEpRyB3gEAAAAAAAAAAAAAAACEHpJWAAAAAAAAAAAAAAAAYDuSVgAAAAAAAAAAAAAAAGA7klYAAAAAAAAAAAAAAABgO5JWAAAAAAAAAAAAAAAAYLtc9m8SyBpOnT0n9Z54LdC7ARtEFYgwwxOJFznfISKKax5SorLw9d44YVigdwFAkCJWDS1RWfh3GdIuiusd1IjPAMA3xKuhI4rYJeREcc2zNeJdAIFApRUAAAAAAAAAAAAAAADYjqQVAAAAAAAAAAAAAAAA2I6kFQAAAAAAAAAAAAAAANiOpBUAAAAAAAAAAAAAAADYjqQVAAAAAAAAAAAAAAAA2I6kFQAAAAAAAAAAAAAAANguyyWtREdHS1hYmPOVI0cOKViwoJQtW1ZatmwpgwYNkvXr10uwsPbTH+tYsWKF1/liYmLMfMOHD3c7fc+ePdKrVy9zrvLkyWOG+v6PP/5IMt/kyZOTnGNfX7pcerZn0ePzdL4OHTokEydOlEcffVTq1atn1qfz9e3b14czCAAAAAAAAAAAAAAAgk0uyaKaNGkilStXNuMXLlyQ+Ph4iYuLM4kPY8aMkRYtWsikSZOkYsWKgd7VoLB69Wpp166dnD9/XqpXry5NmzaVbdu2yZQpU2T27NmybNkyadSokZlXz2vPnj1TrGPVqlWyd+9eqVSpklk+Oet6pHV7vpgzZ44MGDAg3ccPAAAAAAAAAAAAAACCS5ZNWtEKG1q1w5XD4ZDFixfLs88+KytXrpTGjRvL2rVrpUKFChLKNHHk3nvvNcMXXnhBRo4c6Zw2ZMgQeeONN8z0nTt3St68eU2CibukFD3fmrSi05JXVcnI9nyh1/Dpp5+WunXrmtfMmTNlxIgRaT4XAAAAAAAAAAAAAAAgOGS59kDeaLuY9u3bm/ZAVapUkePHj9M+5v+3+zly5IhUrVpVXn/99STnTN/r59p+Z+rUqUG7vU6dOsm4ceNM4szNN98suXJl2XwrAEAIu5yYIJvef8m8dDyjDh8+7Gytp+MAAAAIbHxGjAYAAAC748/sjPufQGjIVkkrlsKFC8vYsWPN+Pfffy8bN250TrP+seNJTEyMma5thlwdOHBARo0aJa1atZJy5cpJnjx5zHa06sjEiRPl2rVrEqzmzp1rht27d5ccOZJecn3frVs3M/7VV19lye0BAAAAAAAAAAAAAICsJ9uWq7jjjjukaNGicvr0aVm6dKnUq1cvQ+ubNm2aDBs2zLSp0UohTZo0kaNHj5r2Q6tXr5YlS5bI7NmzvSbEBEpcXJwZ1q9f3+1063Nrvqy2PQAAsqKLZ07J1cuXvM6zfft2r9OPHTvm570CAAAIXf6IzxQxGgAAAPwVf9otebz7999/m2HBggUDsj/E1kBoyLZJK5o8UrduXVm2bJlPNxRSc9ttt0lsbKzUqFEjyefaBkdbEmnVEE1a6dq1qwQT/WVy6tQpM64VYty5/vrrzfDkyZNy7tw5yZ8/f5bZXkaULVvW4zRNSArPF5hfwACA0LBnweRU56kx411b9gVA8CFWBQD7EZ8BgO+IVwHAnvjTbtyPBBAI2bI9kKV48eJmaCVRZESDBg1SJKyo0qVLy+jRo834rFmzJNhYGZDKU3JIgQIFnONnz57NUtsDAAAAAAAAAAAAAABZU7attKKuXbtmhv5q2XPp0iXTBmjDhg1y4sQJ897hcDgTNXbu3OmX7cAehw8f9vqkQHxCIpcCAAAAAUGsCgAAgGBGvAoAAAB/ydZJK/Hx8WZYtGjRDK9r3bp10q1bNzl48KDHeTK7aogmyPgy3TVJx7XHnLbicScx8f+SMwoVKpShfbR7ewAAZFWVO/SS8Hz/V33MnVnDHk+1p2ubNm38vGcAAAChyR/xmSJGAwAAgL/iT7slj3etB/dd//9nJ2JrIDRk26QVTeCIi4sz4zVr1kxzdRZX58+fl9jYWDl+/Lj07t1b+vXrJ5UrVzYJFzlz5pRdu3bJDTfckGpSSXppmx1NAPGUBJI8GcS1/Y7+EtGkndOnT5uEm1q1aqVY7tChQ852Sp5a+vjK7u0BAJBVRRQuJrkLRHqdp3r16l6nR0Z6Xx4AAAD2xmeKGA0AAAD+ij/tljzeTUhICGiMS2wNhIZsm7SyaNEi+euvv8x4u3btnJ+Hh4fLlStXTGagu6zAAwcOpPjsxx9/NAkrdevWlUmTJqWYvnv3bslM5cqVk99//1327NnjcR5NmNm7d69zfle638uWLZNffvlFOnTokGJZ/dyazx/s3h4AAFmF/hFat9+rfluftrPLrKRZAACAUODv+EwRowEAAMDO+DM7I7YGQkMOyYY062/AgAFmvG3btlK7dm3ntDJlypihJoEkt3XrVmcVEFdaNcRdMohl+vTpkplatWplhnPmzPE4z9KlS81x58qVS5o1a5ZkWufOnc3wyy+/TFFJRt/PmDHDjN99991+2V+7twcAAAAAAAAAAAAAALKebJW0ok8aL168WBo2bGiqn5QqVUo++uijJPO0adPGDF955RW5dOmS8/P9+/dLz5493T6tXK1aNTNcvny5/Pbbb0mmffjhh84kjMzyzDPPSEREhKxatUpeffVVuXr1apLpO3bsMC2LVK9evaRkyZJJputnpUuXNm2Mhg0blmSavtfPNVOxR48eftlfu7cHAAAAAAAAAAAAAACynizbHujjjz+WFStWmHFNPomPj5dNmzY5q6LExMSYVj7ly5dPstyQIUNk9uzZpn1Q1apVpUGDBnLy5EnZsGGDNGnSRBo3bixr1qxJskydOnWkU6dOMm/ePDOu6y5atKhs3rxZdu7cadY5YsSITDvWKlWqyLRp0+Shhx6Sl19+WSZOnGgSc/Lly2faGa1bt84ksuh+jR07NsXyOt/MmTNNm6SRI0fK/PnzpUaNGrJt2zbzyp8/v8yaNUvy5s3rl/3NjO0dPXrUWcFFHT582Ax13Y0aNXJ+PmHCBNoOAQAAAAAAAAAAAACQBWTZpJXVq1ebl9IkiMjISKlZs6bUr19funXrZpJR3KlQoYJJSnnxxRflhx9+kIULF0p0dLQMHTpUnnvuOdNOyB1NsnjnnXdk6tSppuKJVj7RbY0bN84klWRm0oq65557TJuj8ePHm4ovy5Ytk4sXL0qxYsXMPt93333ywAMPSM6cOd0urwk5W7Zskddee80sq62GrrvuOlPt5KWXXpJKlSr5dX/9vT1NTPr5559TfK4JR/qynD171i/7DwAAAAAAAAAAAAAAMleWS1rRNj4Zpe1+NInCHat6S3Lh4eEyaNAg83LHXVshb5+nR+XKlU3iTEaWnzJlSrqXnzx5snll1va0Uoyn86WJRf48lwAAAAAAAAAAAAAAILByBHj7AAAAAAAAAAAAAAAACEEkrQAAAAAAAAAAAAAAAMB2Wa49UFYWHx/vsb2QO3379pWmTZtm6j4BAAAAAAAAAAAAAAAEAkkrNkpMTJQpU6b4PH9MTAxJKwAAAAAAAAAAAAAAIFsiacVG0dHR4nA47NwkMqBYofyyccIwzmEISEhIMMPIyMhA7wpswjUPLVxvANkRsWpo4XdZaOF6AwCyA+LV0EHsEnq45gAAf8vh9zUCAAAAAAAAAAAAAAAAqSBpBQAAAAAAAAAAAAAAALYjaQUAAAAAAAAAAAAAAAC2I2kFAAAAAAAAAAAAAAAAtiNpBQAAAAAAAAAAAAAAALbLZf8mgazh1NlzUu+J1wK9G7BBVIEIMzyReJHzHSKiuOYhJYrrncLGCcMCcCUA+BOxamiJ4ndZSInieoecKK55lkAMDaQN8WroiOL3WMiJ4ppna8Q8AAKBSisAAAAAAAAAAAAAAACwHUkrAAAAAAAAAAAAAAAAsB1JKwAAAAAAAAAAAAAAALAdSSsAAAAAAAAAAAAAAACwHUkrAAAAAAAAAAAAAAAAsB1JKwAAAAAAAAAAAAAAALBdlktaiY6OlrCwMOcrR44cUrBgQSlbtqy0bNlSBg0aJOvXr5dgYe2nP9axYsUKr/PFxMSY+YYPH+52+p49e6RXr17mXOXJk8cM9f0ff/yRZL7JkycnOce+vnQ5de7cOfn8889l4MCBZp8KFSpkpleuXNnr/lvb1WvsyaxZs8w6ixQpIvnz55datWrJ6NGj5cqVK17XDQAAAAAAAAAAAAAAgksuyaKaNGniTIK4cOGCxMfHS1xcnEnsGDNmjLRo0UImTZokFStWDPSuBoXVq1dLu3bt5Pz581K9enVp2rSpbNu2TaZMmSKzZ8+WZcuWSaNGjcy8el579uyZYh2rVq2SvXv3SqVKlczyyVnXY/fu3fLAAw/4/RieffZZeeeddyRXrlzSqlUrKVCggHz//ffy/PPPy4IFC2TJkiWSN29ev28XAAAAAAAAAAAAAAD4X5ZNWunbt6+pEuLK4XDI4sWLTXLDypUrpXHjxrJ27VqpUKGChDJNVLn33nvN8IUXXpCRI0c6pw0ZMkTeeOMNM33nzp0m6UMTUtwlpej51qQVnWZVVXFHK9/07t1b6tatK3Xq1JEzZ87IXXfdlaFj+Prrr03Ciiaq6LXVdStNVtIEFk2oGTZsmLz99tsZ2g4AAAAAAAAAAAAAALBHlmsP5I22lmnfvr1pD1SlShU5fvy4SW4JdZpgcuTIEalataq8/vrrSabpe/380KFDMnXqVL9sTyuxaJWbp556ylTE0TY+GWUl2gwePNiZsKKKFy8uEyZMMOPvvvuuJCQkZHhbAAAEo8uJCbLp/ZfMS8cD5fDhw87WgDoOAAAABFvMCu+I6QEACDziJs+IVYDQk62SViyFCxeWsWPHmnFtH7Nx40bnNOufLJ7ExMSY6dpmyNWBAwdk1KhRpqpHuXLlJE+ePGY7WnVk4sSJcu3aNQlWc+fONcPu3btLjhxJL7m+79atmxn/6quvJBj9+eefsmHDBjN+//33p5iu1+D666+XS5cuyaJFiwKwhwAAAAAAAAAAAAAAIGTaA6XmjjvukKJFi8rp06dl6dKlUq9evQytb9q0aab9jLYa0sokWkHk6NGjpv3Q6tWrZcmSJTJ79myvCTGBEhcXZ4b169d3O9363Jov2Fj7pdfTU6snPQatFqPz3nfffTbvIQAA9rp45pRcvXwp3ctv37493cseO3Ys3csCAAAgdGQ0Zg02GYmhXf3999/O9tqBQkwPAEBwCaa4KXnME4jYhVgFCD3ZNmlFk0e0jcyyZcv88kflbbfdJrGxsVKjRo0kn2vbHW1JpFVKNGmla9euEkz0l8mpU6fMuFaIcUerlKiTJ0/KuXPn/NLOx5/27dvndf9dj8Ga1xdly5b1OE0TksLzBe7mAQAA3uxZMDlDJ6jGjHc5wUCQI1YFAIR6zBpsiKGBpIhXASB7xk3EPAACIVu2B7IUL17cDK2kjYxo0KBBioQVVbp0aRk9erQZnzVrlgQbKwNSeUpGKVCggHP87NmzEqzH4C2ZxjqGYNx/AAAAAAAAAAAAAAAQQpVW1LVr18zQXy17Ll26ZNoAbdiwQU6cOGHeOxwOZ1LFzp07/bId2OPw4cNenxSIT0jkUgAAACAgiFUBAAAQzIhXAQAA4C/ZOmklPj7eDIsWLZrhda1bt066desmBw8e9DhPZlf50AQZX6a7Jum49pjT1j/uJCb+X3JGoUKFJNhYx+Bp/12PIRj3HwAAf6vcoZeE5/u/SmlpNWvY4xnqKdumTZt0Lw8AAIDQkNGYNdhkJIZ2ZT385nrPzm7E9AAABJdgipuSxzyBiF2IVYDQk22TVjSBIy4uzozXrFkzzdVZXJ0/f15iY2Pl+PHj0rt3b+nXr59UrlzZJEjkzJlTdu3aJTfccEOqSSXppW1xNGHDW9KGa+KGa7sf/SWiSTunT582CTe1atVKsdyhQ4ec7ZS8teAJlOjo6CT76Y41zZoXAIDsLKJwMcldIDLdy1evXj3dy0ZGpn+7AAAACB0ZjVmDTUZiaFcJCQkBj6uJ6QEACC7BFDclj3kCEbsQqwChJ9smrSxatEj++usvM96uXTvn5+Hh4XLlyhWTGeguK/DAgQMpPvvxxx9NwkrdunVl0qRJKabv3r1bMlO5cuXk999/lz179nicRxNm9u7d65zfle73smXL5JdffpEOHTqkWFY/t+YLRnXq1DHDU6dOyb59+6RChQpZ7hgAAMgo/cO1br9XA34itYVeZiXqAgAAIGsLlpgV3hHTAwAQeMRNnhGrAKEnh2RDmvU3YMAAM962bVupXbu2c1qZMmXMUJNAktu6davbah5apcRdMohl+vTpkplatWplhnPmzPE4z9KlS81x58qVS5o1a5ZkWufOnc3wyy+/TFFJRt/PmDHDjN99990SrL+cGjRoYMY///zzFNNXrVplrluePHmkffv2AdhDAAAAAAAAAAAAAAAQ0kkr+tTv4sWLpWHDhqb6SalSpeSjjz5KMk+bNm3M8JVXXpFLly45P9+/f7/07NnT7ZPD1apVM8Ply5fLb7/9lmTahx9+6Ez6yCzPPPOMREREmOSMV199Va5evZpk+o4dO0zLItWrVy8pWbJkkun6WenSpU0bo2HDhiWZpu/1c00M6dGjhwSrIUOGmOGbb74pmzZtcn6u1VeeeOIJM/7UU09RMgwAAAAAAAAAAAAAgCwiy7YH+vjjj2XFihVmXJNP4uPjTTKDVRUlJibGtPIpX758iuSH2bNnm/ZBVatWNRU8Tp48KRs2bJAmTZpI48aNZc2aNSna03Tq1EnmzZtnxnXdRYsWlc2bN8vOnTvNOkeMGJFpx1qlShWZNm2aPPTQQ/Lyyy/LxIkTTWJOvnz5TDujdevWmUQW3a+xY8emWF7nmzlzpmmTNHLkSJk/f77UqFFDtm3bZl758+eXWbNmSd68ef22z1rd5ejRo2b87NmzZnj48GFp1KiRc56+ffualy9iY2Olf//+Mm7cOLOO1q1bm/3WRKIzZ86Ya/faa6/5bf8BAAAAAAAAAAAAAEDmyrJJK6tXrzYvpckLkZGRUrNmTalfv75069bN2U4muQoVKpiklBdffFF++OEHWbhwoURHR8vQoUPlueeeM+2E3NGkjnfeeUemTp1qKp5o5RPdliZRaFJJZiatqHvuuce0ORo/frxJ1Fi2bJlcvHhRihUrZvb5vvvukwceeEBy5szpdnlN6tiyZYtJ7NBltdXQddddZ6qrvPTSS1KpUiW/7m9cXJxJqHGlyUU///yz8/3tt9+epnXq+dfjeO+998w1vHLlitnvwYMHm3ZQuXPn9tv+AwAAAAAAAAAAAACAzBXmcNcPBwhx2i4pPiFRqj80MNC7AhtEFYgwwxOJFznfISKKax5SorjeKWyckLRdYHaSkJBghprQjNCQ1muucZ5VBTCrIlYNPVH8LgspUVzvkBPFNQ+pGJp4NbSk53oTryKrieL3WMiJ4pqHVMxD7BJauN6hJyFI7q3m8OvaAAAAAAAAAAAAAAAAAB+QtAIAAAAAAAAAAAAAAADb5bJ/k6ErPj5eBg0a5PP8ffv2laZNm2bqPgEAAAAAAAAAAAAAAAQCSSs2SkxMlClTpvg8f0xMDEkrAAAAAAAAAAAAAAAgWyJpxUbR0dHicDjs3CQyoFih/LJxwjDOYQhISEgww8jIyEDvCmzCNQ8tXG8A2RGxamjhd1lo4XqHHq45gOyIeDV08Hss9HDNAQD+lsPvawQAAAAAAAAAAAAAAABSQdIKAAAAAAAAAAAAAAAAbEfSCgAAAAAAAAAAAAAAAGxH0goAAAAAAAAAAAAAAABsR9IKAAAAAAAAAAAAAAAAbJfL/k0CWcOps+ek3hOvBXo3YIOoAhFmeCLxIuc7RERxzUNKFNc73TZOGObHKwHAn4hVQ0sUv8tCShTXO+REcc1DStT/v96LR/870LsCZCri1dARxe+xkBPFNQ8pUQUi5MuhjwZ6NwBkc1RaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7UhaAQAAAAAAAAAAAAAAgO1IWgEAAAAAAAAAAAAAAIDtSFoBAAAAAAAAAAAAAACA7bJc0kp0dLSEhYU5Xzly5JCCBQtK2bJlpWXLljJo0CBZv369BAtrP/2xjhUrVnidLyYmxsw3fPhwt9P37NkjvXr1MucqT548Zqjv//jjjyTzTZ48Ock59vWly6lz587J559/LgMHDjT7VKhQITO9cuXKXvff2q5e4+R27twp48ePN/tbs2ZNyZUrl5n39ddf9+EMAgAAAAAAAAAAAACAYJNLsqgmTZo4kyAuXLgg8fHxEhcXZxI7xowZIy1atJBJkyZJxYoVA72rQWH1/2PvTsCjqNL+79+EBEISCJthkSWRsPiwCGE1gAREQFyICvIA4yQ4iIAiougoGkEcXBidPwiCgCKbKIZFRAFZw74TdAAJi4IEApgAgQABhLzXOb7dT5bukKW7eqnv57r6qkpVdfXpqpnmdPzlvjdvli5dusiVK1ekYcOG0q5dO9m3b5/MmjVLFixYIKtXr5Y2bdroY9V1jYmJyXOOTZs2ydGjR6VOnTr6+blZ7sfhw4elX79+Dh3/lClTZMKECQ49JwAAAAAAAAAAAAAAcB2PDa0MGDBAV93ILisrS5YvXy4vvviirF+/XiIjI2Xr1q0SFhYmZqaCKk8++aRevv766/Luu+9a940cOVLee+89vV9VMylTpowOpNgKpajrrUIrap+lqootqvJN//79JSIiQpo1ayYXLlyQhx9+uFjvoVGjRrqKjjqfOq96D3PmzCnWOQEAAAAAAAAAAAAAgOt4XHug/Kh2Md27d9ftgerWrStnzpzR4RazUwGTU6dOSb169fK001E/q+0nTpyQ2bNnO+T1VCUWVeXm+eef1xVxAgMDi31OdR///e9/S9++faVBgwa6LRQAACia6xnpsmfKW/qh1gsrOTnZ2h5QrQMAAABmnBd7AubuAAAYzwxzDE/CfAhwf175X/7Lly8v48eP1+tr166V3bt3W/dZ/gOLPVFRUXq/ajOU3fHjx+WDDz6QTp06Sa1ataR06dL6dVTVkalTp8qtW7fEXS1evFgv//d//zdP2EP93Lt3b72+aNEil4wPAAAAAAAAAAAAAACYj8e2B7qdBx98UCpWrCjnzp2TVatWSfPmzYt1PtWKJi4uTrcaUpVJVAWRlJQU3X5o8+bNsnLlSlmwYEG+gRhXSUxM1MsWLVrY3G/ZbjkOAACYR+aFNLl5/ZrNffv377e5/fTp004eFQAAAOA+82JHupRZKt+5tqMxdwcAwBxzDGfOXX755RcpW7aseCrmQ4D789rQigqPREREyOrVqx3yJbBr164SHR0tjRo1yrFdtd1RLYlUlRIVWunVq5e4k0uXLklaWppeVxVibKlZs6Ze/vHHH3L58mWHtPPxBDVq1LC7TwWS/AI89x9gAAAK6sjSmXb3NZo/iQsJuAhzVQAA3Gde7AyNvviPoa8HOBrzVQBwzzmGM9zLvAWAk3lleyCLypUr66UltFEcLVu2zBNYUapXry7jxo3T6/Hx8eJuVGjFwl4YJSgoyLp+8eJFQ8YFAAAAAAAAAAAAAADMzWsrrSi3bt3SS0e17Ll27ZpuA7Rz5045e/as/jkrK8saDElKSnLI68AYycnJ+f6lQGp6BrcCAAAALsFcFQAAAO6M+SoAAAAcxatDK6mpqXpZsWLFYp9r27Zt0rt3b/n999/tHuPsKiUqIFOQ/dlDOtl7zKnWP7ZkZPxfOKNcuXIOGCkAAPAU4Y/Eil/A/1Vdyy4+bpDdPrCdO3d28sgAAAAA95gXO1LFgFJ6OfXlp8UIzN0BADDHHMOZc5cPB/bK8d8bPQ3zIcD9eW1oRQU4EhMT9Xrjxo0LXZ0luytXrkh0dLScOXNG+vfvL4MHD5bw8HAd8ChZsqQcOnRI6tevf9tQSVGptj4qcGIvdJI7fJK93Y/6R0SFds6dO6cDN/fcc0+e5504ccLaTsleCyEAAOCd/MtXklJBwTb3NWzY0Ob24GDbxwMAAADeOC92pLJB/vnOtR2NuTsAAOaYYzhz7nL33Xd79JzCk8cOmIXXhlaWLVsm58+f1+tdunSxbvfz85MbN27olj62UoHHjx/Ps23Dhg06sBIRESEzZszIs//w4cPiTLVq1ZJffvlFjhw5YvcYFZg5evSo9fjs1LhXr14tu3btkkceeSTPc9V2y3EAAMD7qS/KEYPHFPn5qo2es8K6AAAAgKfMiz0Bc3cAAIxnhjmGJ2E+BLg/H/FC6enpMnz4cL3+wAMPSNOmTa377rzzTr1UIZDcfv75Z2vVkexUlRJbYRCLuXPnijN16tRJLxcuXGj3mFWrVun37evrK+3bt8+x77HHHtPLr7/+Ok8lGfXz/Pnz9frjjz/uhNEDAAAAAAAAAAAAAAB4eWhF/cXv8uXLpVWrVrr6SbVq1WT69Ok5juncubNevv3223Lt2jXr9mPHjklMTIzNvxpWZa+UNWvWyIEDB3LsmzZtmjX04SzDhg0Tf39/2bRpk4wZM0Zu3ryZY//Bgwd1yyIlNjZWqlatmmO/2la9enXdxiguLi7HPvWz2q5Shn//+9+d+j4AAAAAAAAAAAAAAAA8vj3QZ599JgkJCXpdhU9SU1Nlz5491qooUVFRupVP7dq1czxv5MiRsmDBAt0+qF69etKyZUv5448/ZOfOndK2bVuJjIyULVu25HhOs2bNpEePHrJkyRK9rs5dsWJF2bt3ryQlJelzjh071mnvtW7dujJnzhx56qmnZNSoUTJ16lQdzAkICNDtjLZt26aDLGpc48ePz/N8ddw333yj2yS9++678t1330mjRo1k3759+hEYGCjx8fFSpkwZh41ZVXdJSUnR6xcvXtTL5ORkadOmjfWYAQMG6EdBqHs7ZMgQ68+WVkjqWnz//ffW7YsXL9ZhJQAAAAAAAAAAAAAA4N48NrSyefNm/VBU6CI4OFgaN24sLVq0kN69e+swii1hYWE6lPLmm2/KunXrdOAhNDRU3njjDXn11Vd1OyFbVKhjwoQJMnv2bF3xRFU+Ua/18ccf61CJM0MrSs+ePXWbo4kTJ+qKL6tXr5bMzEypVKmSHnOfPn2kX79+UrJkSZvPV4Gcn376Sd555x39XNVq6I477tDVVd566y2pU6eOQ8ebmJioAzXZqXDR9u3brT9369atwOdTwZfsz7VQQRj1yP4aAAAAAAAAAAAAAADA/XlcaEW18Sku1e5HhTZssVRvyc3Pz09GjBihH7bYaiuU3/aiCA8P18GZ4jx/1qxZRX7+zJkz9cNZ90m1MVIPW1QVGUdeSwAAAAAAAAAAAAAA4Fo+Ln59AAAAAAAAAAAAAAAAmBChFQAAAAAAAAAAAAAAABjO49oDebLU1FS77YVsGTBggLRr186pYwIAAAAAAAAAAAAAAHAFQisGysjIkFmzZhX4+KioKEIrAAAAAAAAAAAAAADAKxFaMVBoaKhkZWUZ+ZIohkrlAmX35DiuoQmkp6frZXBwsKuHAoNwz82F+w3AGzFXNRf+LTMX7rf5cM/Neb8Bb8d81Tz4d8x8uOfmwtwFgBF8DHkVAAAAAAAAAAAAAAAAIBtCKwAAAAAAAAAAAAAAADAcoRUAAAAAAAAAAAAAAAAYjtAKAAAAAAAAAAAAAAAADEdoBQAAAAAAAAAAAAAAAIYjtAIAAAAAAAAAAAAAAADD+Rr/koBnSLt4WZoPecfVw4ABQoL89fJsRibX2yRCuOemEsL9NpUQN77fuyfHuXoI8CLMVc0lxI0/2+B4ISa63/zbCADei/mqeYSYaO6Cv4Q46Z4zNwQA86LSCgAAAAAAAAAAAAAAAAxHaAUAAAAAAAAAAAAAAACGI7QCAAAAAAAAAAAAAAAAwxFaAQAAAAAAAAAAAAAAgOEIrQAAAAAAAAAAAAAAAMBwHhdaCQ0NlRIlSlgfPj4+UrZsWalRo4Z07NhRRowYITt27BB3YRmnI86RkJCQ73FRUVH6uNGjR+fYfvnyZZk3b568/PLL+phy5crp48LDw22eRz0/+zUu6CP3+Hbv3i29evWSKlWqiL+/v4SFhcnQoUPl7NmzNl935syZ+jzqHtsTHx+v30OFChUkMDBQ7rnnHhk3bpzcuHEj32sDAAAAAAAAAAAAAADci694qLZt21pDF1evXpXU1FRJTEzUwYmPPvpIOnToIDNmzJC77rpLzO7w4cPSr1+/Ah/ftGlTiYmJybN9xYoVcubMGR0UUcfkVrVqVev6ggULpE+fPvLnn39Ky5YtdWBl165dMmnSJB082bRpk93QjD0vvviiTJgwQXx9faVTp04SFBQka9eulX/+85+ydOlSWblypZQpU6ZQ5wQAAAAAAAAAAAAAAK7hsaGVAQMGSGxsbI5tWVlZsnz5ch1uWL9+vURGRsrWrVt1YMLMVCWa/v37S0REhDRr1kwuXLggDz/8sN3jo6Oj9SM3VeFEhVbUvtzVXLI7deqUDr2owMrUqVNl4MCBevvNmzf1PZs7d6707dtXtm/fXuAqNN9++60OrKigirq36r0oKqykAiwqBBMXFycffvhhgc4HAAAAAAAAAAAAAABcy+PaA+VHBSC6d++u2wPVrVtXByxUuMXs6tSpo6vOPP/887pCjWqr40zjx4+XK1euSOfOna2BFaVkyZIyZcoUCQ4Olp07d+rKKAX17rvv6uVrr71mDawolStXlsmTJ+t1VcUlPT3doe8FAACguK5npMueKW9ZWyomJydzUQEAdmVeuiAr/v2q/rdD/RsCz6P+refffQAA4C6/j2BeWXzM7wDAubwqtGJRvnx5HZxQVPuY3bt3W/dZfmlgj6omovarNkPZHT9+XD744ANd1aNWrVpSunRp/Trt2rXT1URu3brlxHfkWRYvXqyXqppKbqpSyqOPPqrXFy1aVKDznTx5Uodc7J1T3YOaNWvKtWvXZNmyZcUcPQAAAAAAAAAAAAAAMILHtge6nQcffFAqVqwo586dk1WrVknz5s2Ldb45c+bo9jOq1VC9evV0xZKUlBTdfmjz5s26asiCBQsK3O7GW126dEmOHDmi11u0aGHzGLVdXc/ExMQCndNynLqf9lo9qXOeOHFCH9unT58ijx8AAAAAAHeReSFNbl6/Jt5q//794o1Onz7t6iEAAAA4bV55KbOUXl69ct00c0PmdwDgXF4bWlHhEdVGZvXq1Q75h65r164SHR0tjRo1yrH91KlTuiWRqhqiQiu9evUSMzt27Jh1XVWksUVVRVF+++23Ap3Tcpy98xXlnEqNGjXs7lOBJL+AsgU+FwAAAOBIzFUBKEeWzvTqC9Fo/iRXDwEAUETMVwHP4gnzSuaGAGBeXtkeyKJy5cp6mZaWVuxztWzZMk9gRalevbqMGzdOr8fHx4vZqUorFoGBgTaPUS2ClIsXLxbqnPbOV5RzAgAAAAAAAAAAAAAA1/LaSivKrVu39NJRLXuuXbum2wDt3LlTzp49q3/OysqyhiqSkpIc8jowRnJycr5/KZCansGtAAAAgEswVwUAAIA7Y74KAAAAR/Hq0EpqaqpeVqxYsdjn2rZtm/Tu3Vt+//13u8c4u8qHCsgUZL+jQjpFUbbs/7XUuXz5sgQHB+c5JiPjrzBIuXLlCnVOdT57CntOAAAAAADcXfgjseIX8FdlUW8UHzdIvNHp06elc+fOrh4GAACAU+aVFQNK6eW5K9dNMzdkfgcAzuW1oRUV4EhMTNTrjRs3LnR1luyuXLki0dHRcubMGenfv78MHjxYwsPDdUCiZMmScujQIalfv/5tQyVFpdriqMBGfqGN7MENS6scV6hdu7Z1XQV8bF37EydO6GVoaGiBzmk5zvI8Wwp7TgAAAAAA3J1/+UpSKijvH4N4i4YNG4o3svUHPAAAAN4yrywb5K+XVzMyxSxzQ+Z3AOBcXhtaWbZsmZw/f16vd+nSxbrdz89Pbty4oVv6ZK8KYnH8+PE82zZs2KADKxERETJjxow8+w8fPizOVKtWLfnll1/kyJEjdo9RgZmjR49aj3cVFeRRgR411l27dtkMrajtirqeBdGsWTO9TEtLk99++03CwsKKfU4AAACjqF8KRQweI7snx3HRAQC35V+2vHR7ZZycdfB/BIBxVMthZ/1hEwAAQGF/H4HiY34HAM7lI14oPT1dhg8frtcfeOABadq0qXXfnXfeqZcqBJLbzz//bLOax7lz5/INg8ydO1ecqVOnTnq5cOFCu8esWrVKv29fX19p3769uNJjjz2ml/PmzbNZDWbp0qV6/fHHHy/wZKBly5Z2z7lp0yZ930qXLi3du3cv5ugBAAAAAAAAAAAAAIARvCq0ov6KZfny5dKqVStd/aRatWoyffr0HMdYegq//fbbcu3aNev2Y8eOSUxMjM2/hLn77rv1cs2aNXLgwIEc+6ZNmybz588XZxo2bJj4+/vrcMaYMWPk5s2bOfYfPHhQtyxSYmNjpWrVquJKL774ogQEBMjq1atzXH817iFDhsiFCxd0CCV7BZzbGTlypF6+//77smfPHut2VX1FnVN5/vnnKdEGAAAAAAAAAAAAAICH8Nj2QJ999pkkJCTodRU+SU1N1WEGS1WUqKgo3cqndu3aecIPCxYs0O2D6tWrp8MTf/zxh+zcuVPatm0rkZGRsmXLljztaXr06CFLlizR6+rcFStWlL1790pSUpI+59ixY532XuvWrStz5syRp556SkaNGiVTp07VwRwVDFHtjLZt26YDIWpc48ePt1v9JCUlRa9fvHhRL5OTk6VNmzbWYwYMGKAfxVW9enWZOXOm9OnTRwYOHCiff/65hIaG6mv866+/SpUqVXTFlBIlShT4nNHR0fLCCy/Ixx9/rMd8//33S2BgoA4SqRCMunfvvPNOsccOAAAAAAAAAAAAAACM4bGhlc2bN+uHosILwcHB0rhxY2nRooX07t3b2k4mt7CwMB1KefPNN2XdunXy/fff60DFG2+8Ia+++qpuJ2RLfHy8TJgwQWbPnq0rnqjKJ+q1VIhChUqcGVpRevbsqdscTZw4UQc1VBWTzMxMqVSpkh6zCoj069dPSpYsafP5iYmJOuCSnQr7bN++3fpzt27dHDbeXr16yV133SXvvvuubNy4Ub++qnzz3HPPSVxcnA6uFJa6/iqc8sknn+h7eOPGDalTp4689tpruh1UqVKlHDZ+AAAAAAAAAAAAAADgXB4XWlFtfIpLtftZuHChzX2W6i25+fn5yYgRI/TDFltthfLbXhTh4eE6uOGq62bv2tjTvHlzu9fZFtXaSD3y8+STT+oHAAAAAAAAAAAAAADwbD6uHgAAAAAAAAAAAAAAAADMh9AKAAAAAAAAAAAAAAAADOdx7YE8WWpqqt32QrYMGDBA2rVr59QxAQAAAAAAAAAAAAAAuAKhFQNlZGTIrFmzCnx8VFQUoRUAAAAAAAAAAAAAAOCVCK0YKDQ0VLKysox8SRRDpXKBsntyHNfQBNLT0/UyODjY1UOBQbjn5sL9NhfuN8yCuaq58NlmLtxvAIA3YL5qHsxdzId7DgBwNB+HnxEAAAAAAAAAAAAAAAC4DUIrAAAAAAAAAAAAAAAAMByhFQAAAAAAAAAAAAAAABiO0AoAAAAAAAAAAAAAAAAMR2gFAAAAAAAAAAAAAAAAhiO0AgAAAAAAAAAAAAAAAMP5Gv+SgGdIu3hZmg95x9XDgAFCgvz18mxGJtfbJEK456YSwv02lRAvvd+7J8e5eghwM8xVzSXESz/b3BmfuwAAFA/zVfMIYa5qOiEefM+Z5wOAe6LSCgAAAAAAAAAAAAAAAAxHaAUAAAAAAAAAAAAAAACGI7QCAAAAAAAAAAAAAAAAwxFaAQAAAAAAAAAAAAAAgOEIrQAAAAAAAAAAAAAAAMBwHhdaCQ0NlRIlSlgfPj4+UrZsWalRo4Z07NhRRowYITt27BB3YRmnI86RkJCQ73FRUVH6uNGjR+fYfvnyZZk3b568/PLL+phy5crp48LDw22eRz0/+zUu6CP3+Hbv3i29evWSKlWqiL+/v4SFhcnQoUPl7NmzNl935syZ+jzqHueWlJQkEydOlNjYWGncuLH4+vrqY//1r38V4AoCAAAAAAAAAAAAAAB34yseqm3bttbQxdWrVyU1NVUSExN1cOKjjz6SDh06yIwZM+Suu+4Sszt8+LD069evwMc3bdpUYmJi8mxfsWKFnDlzRu655x59TG5Vq1a1ri9YsED69Okjf/75p7Rs2VIHVnbt2iWTJk2S+Ph42bRpk93QjC1TpkyRCRMmFPh4AAAAAAAAAAAAAADg3jw2tDJgwABddSO7rKwsWb58ubz44ouyfv16iYyMlK1bt+rAhJmpSjT9+/eXiIgIadasmVy4cEEefvhhu8dHR0frR26qSosKrah9uau5ZHfq1CkdelGBlalTp8rAgQP19ps3b+p7NnfuXOnbt69s3769wFVoGjVqpKvoqPGr9/Huu+/KnDlzCvRcAAAAAAAAAAAAAADgfjw2tGKLCkB0795dh1VatWqlK4yocMuaNWvEzOrUqaOrzljcrs1QcY0fP16uXLkinTt3tgZWlJIlS+qKKUuXLpWdO3fKypUrpWvXrgU6p7qP2am2UAAAAJ7oeka67JvzkV5v9NTLUioo2GHnTk5Olpo1a+r1EydO6BaaAGD0ZxG8C/+2AAAAwGju/H2F+TEAOJ5X/pf/8uXL6+CEsnbtWtm9e3eOYEt+1T1UNRG1P3ew4/jx4/LBBx9Ip06dpFatWlK6dGn9Ou3atdPVRG7duuXEd+RZFi9erJeqmkpuQUFB8uijj+r1RYsWGT42AAAAAAAAAAAAAADgHryq0kp2Dz74oFSsWFHOnTsnq1atkubNmxfrfKoVTVxcnG41VK9ePWnbtq2kpKTo9kObN2/WVUMWLFhQ4HY33urSpUty5MgRvd6iRQubx6jt6nomJiYaPDoAAAD3knkhTW5ev3bb4/bv31+g850+fdoBowJgNgX9LDKTgn7uOut7taXVrzvg3xYAAAB4y/cVR8zzmR8DgON5bWhFhUciIiJk9erVDvlHSLWxiY6OlkaNGuXYfurUKd2SSFUNUaGVXr16iZkdO3bMuq4q0thiKVn/22+/iSvlVy5fBZL8AtzjF4QAAMB7HVk6s0DHNZo/yeljgXthrgp3/CwyEz53AQDIH/NVAJ74fYV5PgC4J69sD2RRuXJlvUxLSyv2uVq2bJknsKJUr15dxo0bp9fj4+PF7Cx/EaYEBgbaPEa1CFIuXrxo2LgAAAAAAAAAAAAAAIB78dpKK8qtW7f00lEte65du6bbAO3cuVPOnj2rf87KyrIGNZKSkhzyOjBGcnJyvn8pkJqewa0AAACASzBXBQAAgDtjvgoAAABH8erQSmpqql5WrFix2Ofatm2b9O7dW37//Xe7xzi7cogKyBRkv6NCOkWRvef25cuXJTg4OM8xGRl/hUHKlStn6NgAAADcTfgjseIX8FcVuvzExw0qcF/lzp07O2BkAMykoJ9FZlLQz11nsPxhTPbv167Evy0AAADwlu8rjpjnMz8GAMfz2tCKCnAkJibq9caNGxe6Okt2V65ckejoaDlz5oz0799fBg8eLOHh4Tp0UbJkSTl06JDUr1//tqGSolJtdlQARD3yYwmDWNrvuELt2rWt6yrgY+vanzhxQi9DQ0MNHRsAAIC78S9fSUoF5Q355tawYcMCnc9WYBgAHPVZZCYF/dx1hvT0dLf6THeXcQAAAMCcHPl9xRHzfObHAOB4XhtaWbZsmZw/f16vd+nSxbrdz89Pbty4of9yydZfLR0/fjzPtg0bNujASkREhMyYMSPP/sOHD4sz1apVS3755Rc5cuSI3WNUYObo0aPW411FBXlUoEeNddeuXTZDK2q7oq4nAACA2ahftEQMHuOUc6sWh84KUgPwLs78LIJ34d8WAAAAGM2dv68wPwYAx/MRL6T+Kmn48OF6/YEHHpCmTZta99155516qUIguf3888/WKiDZnTt3Lt8wyNy5c8WZOnXqpJcLFy60e8yqVav0+/b19ZX27duLKz322GN6OW/ePJvVYJYuXarXH3/8ccPHBgAAAAAAAAAAAAAA3INXhVbUX5UuX75cWrVqpaufVKtWTaZPn57jmM6dO+vl22+/LdeuXbNuP3bsmMTExNj8y9S7775bL9esWSMHDhzIsW/atGkyf/58caZhw4aJv7+/bNq0ScaMGSM3b97Msf/gwYO6ZZESGxsrVatWFVd68cUXJSAgQFavXp3j+qtxDxkyRC5cuCAtW7bMUQEHAAAAAAAAAAAAAACYi8e2B/rss88kISFBr6vwSWpqquzZs8daFSUqKkq38qldu3aO540cOVIWLFig2wfVq1dPhyf++OMP2blzp7Rt21YiIyNly5YtOZ7TrFkz6dGjhyxZskSvq3NXrFhR9u7dK0lJSfqcY8eOddp7rVu3rsyZM0eeeuopGTVqlEydOlUHc1QwRLUz2rZtmw6EqHGNHz/ebvWTlJQUvX7x4kW9TE5OljZt2liPGTBggH4UV/Xq1WXmzJnSp08fGThwoHz++ecSGhqqr/Gvv/4qVapU0VVYSpQoUeBzqnurAi8WllZI6lp8//331u2LFy/WYSUAAAAAAAAAAAAAAODePDa0snnzZv1QAgMDJTg4WBo3biwtWrSQ3r176zCKLWFhYTqU8uabb8q6det04EEFKt544w159dVXdTshW+Lj42XChAkye/ZsXfFEVT5Rr/Xxxx/rUIkzQytKz549dZujiRMn6oovqopJZmamVKpUSY9ZBUT69esnJUuWtPn8xMREHXDJToV9tm/fbv25W7duDhtvr1695K677pJ3331XNm7cqF9fhUmee+45iYuL08GVwlBBm+xjtVDBG/WwyF49BwAAAAAAAAAAAAAAuC+PC62oNj7Fpdr9LFy40OY+S/WW3Pz8/GTEiBH6YYuttkL5bS+K8PBwHZxx1XWzd23sad68ud3rbItqbaQetqgqMo68lgAAAAAAAAAAAAAAwLV8XPz6AAAAAAAAAAAAAAAAMCFCKwAAAAAAAAAAAAAAADCcx7UH8mSpqal22wvZMmDAAGnXrp1TxwQAAAAAAAAAAAAAAOAKhFYMlJGRIbNmzSrw8VFRUYRWAAAAAAAAAAAAAACAVyK0YqDQ0FDJysoy8iVRDJXKBcruyXFcQxNIT0/Xy+DgYFcPBQbhnpsL99tcuN8wC+aq5sJnGwAA8DTMV82Duar5cM8BAI7m4/AzAgAAAAAAAAAAAAAAALdBaAUAAAAAAAAAAAAAAACGI7QCAAAAAAAAAAAAAAAAwxFaAQAAAAAAAAAAAAAAgOEIrQAAAAAAAAAAAAAAAMBwhFYAAAAAAAAAAAAAAABgOF/jXxLwDGkXL0vzIe+4ehgwQEiQv16ezcjkeptECPfcVEK436YSYvL7vXtynKuHAIMwVzWXEJN/tplNCPfbdEK456YS4iH3m3kliov5qnmEeMjnGhwnhHtuGswHABiFSisAAAAAAAAAAAAAAAAwHKEVAAAAAAAAAAAAAAAAGI7QCgAAAAAAAAAAAAAAAAxHaAUAAAAAAAAAAAAAAACGI7QCAAAAAAAAAAAAAAAAwxFaAQAAAAAAAAAAAAAAgOE8LrQSGhoqJUqUsD58fHykbNmyUqNGDenYsaOMGDFCduzYIe7CMk5HnCMhISHf46KiovRxo0ePzrH98uXLMm/ePHn55Zf1MeXKldPHhYeH2zyPen72a1zQh2V8aWlpMnPmTBk6dKhERkZKQECA3t+5c+d8x295XTVGW27duiVTp06V1q1b63uuHmp92rRpkpWVdZurCAAAAAAAAAAAAAAA3ImveKi2bdtaQxdXr16V1NRUSUxM1MGJjz76SDp06CAzZsyQu+66S8zu8OHD0q9fvwIf37RpU4mJicmzfcWKFXLmzBm555579DG5Va1aVS83btwo/fv3F0e6efOmPPnkk7Jo0SIdgrn//vv19tWrV8uzzz6rl19//bUOMQEAAAAAAAAAAAAAAPfnsaGVAQMGSGxsbI5tqtrG8uXL5cUXX5T169frKh9bt26VsLAwMTNVkUSFSCIiIqRZs2Zy4cIFefjhh+0eHx0drR+5qQooKrSi9uWu5pJdlSpVdJBEvZ567N69WwYNGlSs9zBx4kQdWLnzzjt1KMZyT3/77Tdp166dxMfHy3333SfPP/98sV4HAAAAAAAAAAAAAAAYw6vKUqjWMt27d9ftgerWrasDFircYnZ16tTRVWdUoENVqAkMDHTq6917773y6aefysCBA6VFixZSunTpYp1PtQX64IMP9LpaZg8hqXXLvvfee08fCwAA4OmuZ6TLnilv6Ydad4bk5GRrm0e1DgAAYAZGzLPgnZg/AwCMYvb5Cv/mAubjVaEVi/Lly8v48eP1+tq1a3WlDwvLL+btUdVE1H7VZii748eP63BEp06dpFatWjqIoV5HVfmYOnUqYQknUtVyTp8+ra/5E088kWe/2laqVCk5deqUbN++3ZlDAQAAAAAAAAAAAAAAZm8PdDsPPvigVKxYUc6dOyerVq2S5s2bF+t8c+bMkbi4OF3Zo169erpiSUpKig5UbN68WVauXCkLFizINxCDoklMTNTLhg0bir+/f579ZcqU0fvUceqhKr0AAAB4i8wLaXLz+rUCHbt///4Cn1eFggEAAMysMPMsR7mUWUovr165Lu6sMPNKs2D+DAAwy3wl+3zg0qVLer1s2bKGvS7/5gLm47WhFRUeiYiIkNWrVzvkS1bXrl0lOjpaGjVqlGO7qu6hWhItWrRIh1Z69epV7NdCTr/99pteqgo39tSsWVMHVizHFkSNGjXs7lOBJL8A4/4BBgAAsOfI0pkFvjiN5k/iQnoJ5qoAALjXPMtsmFfidpivAoD3z1eYDwAwile2B7KoXLmyXqalpRX7XC1btswTWFGqV68u48aN0+vx8fHFfh3kZUlxBgYG2r08QUFBennx4kUuIQAAAAAAAAAAAAAAHsBrK60ot27d0ktHtey5du2abgO0c+dOOXv2rP45KyvLGqpISkpyyOvAGMnJyfn+pUBqega3AgAAAC7BXBUAAADujPkqAAAAHMWrQyupqal6WbFixWKfa9u2bdK7d2/5/fff7R7j7CofKiBTkP2OCum4C0ufvMuXL9s9JiPjr4BJuXLlDBsXAACAEcIfiRW/gL+qyt1OfNygQvUH7ty5czFGBgAAYJ55lqNUDCill+euXBd3Vph5pVkwfwYAmGW+kn0+YPnDfct/qzMC/+YC5uO1oRUV4EhMTNTrjRs3LnR1luyuXLki0dHRcubMGenfv78MHjxYwsPDdUCiZMmScujQIalfv/5tQyVFpdriqMBGfqGN7MENS6scbxEaGqqX+QWGTpw4keNYAAAAb+FfvpKUCgou0LENGzYs8HmDgwt2TgAAAG9VmHmWo5QN8tfLqxmZ4s4KM680C+bPAACzzFeyzwfS09MN/3eQf3MB8/Ha0MqyZcvk/Pnzer1Lly7W7X5+fnLjxg2dDLSVCjx+/HiebRs2bNCBlYiICJkxY0ae/YcPHxZnqlWrlvzyyy9y5MgRu8eowMzRo0etx3sTdd2V/fv3S2Zmpvj7//Xl3uLq1at6X/ZjAQAAPJn6ZUTE4DFOfQ3VDtFZoWsAAAAzz7PgnZg/AwCMYvb5Cv/mAubjI15Ipf6GDx+u1x944AFp2rSpdd+dd96plyoEktvPP/9srdiR3blz5/INg8ydO1ecqVOnTnq5cOFCu8esWrVKv29fX19p3769eJN7771XqlatKteuXbN5DdS269evS/Xq1aV169YuGSMAAAAAAAAAAAAAADBxaEX9pejy5culVatWuvpJtWrVZPr06TmO6dy5s16+/fbbOgRhcezYMYmJibH516Z33323Xq5Zs0YOHDiQY9+0adNk/vz54kzDhg3T1UU2bdokY8aMkZs3b+bYf/DgQd2ySImNjdUBD2/i4+Mj//znP/W6Wv7222/WfWr9tdde0+uvv/66PhYAAAAAAAAAAAAAALg/j20P9Nlnn0lCQoJeV+GT1NRU2bNnj7UqSlRUlG7lU7t27RzPGzlypCxYsEC3D6pXr560bNlS/vjjD9m5c6e0bdtWIiMjZcuWLTme06xZM+nRo4csWbJEr6tzV6xYUfbu3StJSUn6nGPHjnXae61bt67MmTNHnnrqKRk1apRMnTpVB3MCAgJ0O6Nt27bpIIsa1/jx422e47HHHpOUlBS9fvHiRb1MTk6WNm3aWI8ZMGCAfjhC9vOq66uoa5x9e1xcnDz00EMFOt/QoUN1m6bFixdLo0aNrOGj1atXy5UrV6Rnz54yZMgQh4wdAAAAAAAAAAAAAAA4n8eGVjZv3qwfSmBgoAQHB0vjxo2lRYsW0rt3bx1GsSUsLEyHUt58801Zt26dfP/99xIaGipvvPGGvPrqq7qdkC3x8fEyYcIEmT17tq54oiqfqNf6+OOPdajEmaEVRYUyVJujiRMn6oovKqyRmZkplSpV0mPu06eP9OvXT0qWLGnz+YmJiTrgkp0K+2zfvt36c7du3Rw23uzntVBhmezbLWGWglDvS4WNVOUcFVhS10Bp2LCh/OMf/5CBAwdKiRIlHDR6AAAAAAAAAAAAAADgbB4XWlFtfIpLtftZuHChzX2W6i25+fn5yYgRI/TDFltthfLbXhTh4eE6OOOq62bv2jjqfY8ePVo/7FGtf5599ln9AAAAAAAAAAAAAAAAns3H1QMAAAAAAAAAAAAAAACA+RBaAQAAAAAAAAAAAAAAgOE8rj2QJ0tNTbXbXsiWAQMGSLt27Zw6JgAAAAAAAAAAAAAAAFcgtGKgjIwMmTVrVoGPj4qKIrTiQpXKBcruyXGuHAIMkp6erpfBwcFcc5PgnpsL99tcuN8wC+aq5sJnm7lwv82He24u3G+YBfNV8+BzzXy45wAARyO0YqDQ0FDJysoy8iUBAAAAAAAAAAAAAADcko+rBwAAAAAAAAAAAAAAAADzIbQCAAAAAAAAAAAAAAAAwxFaAQAAAAAAAAAAAAAAgOEIrQAAAAAAAAAAAAAAAMBwhFYAAAAAAAAAAAAAAABgOF/jXxLwDGkXL0vzIe+4ehgwQEiQv16ezcjkeptECPfcVEK436YSwv3OYffkOBfdCTgbc1VzCeGzzVRCuN+mE8I9dzjmQIDrMV81jxD+HTOdEO65x2OuBMDdUGkFAAAAAAAAAAAAAAAAhiO0AgAAAAAAAAAAAAAAAMMRWgEAAAAAAAAAAAAAAIDhCK0AAAAAAAAAAAAAAADAcIRWAAAAAAAAAAAAAAAAYDhCKwAAAAAAAAAAAAAAADCcx4VWQkNDpUSJEtaHj4+PlC1bVmrUqCEdO3aUESNGyI4dO8RdWMbpiHMkJCTke1xUVJQ+bvTo0Tm2X758WebNmycvv/yyPqZcuXL6uPDwcJvnUc/Pfo0L+rCMLy0tTWbOnClDhw6VyMhICQgI0Ps7d+6c7/gtr6vGmNuePXvkww8/lD59+ki9evX0fVfHzp07twBXEAAAAAAAAAAAAAAAuBtf8VBt27a1hi6uXr0qqampkpiYqIMTH330kXTo0EFmzJghd911l5jd4cOHpV+/fgU+vmnTphITE5Nn+4oVK+TMmTNyzz336GNyq1q1ql5u3LhR+vfvL440ZswYWbJkiUPPCQAAAAAAAAAAAAAAXMdjQysDBgyQ2NjYHNuysrJk+fLl8uKLL8r69et1lY+tW7dKWFiYmJmqRKNCJBEREdKsWTO5cOGCPPzww3aPj46O1o/cVAUUFVpR+3JXc8muSpUq8uyzz+rXU4/du3fLoEGDivUe2rRpIw0bNrS+h6efflrfYwAAAAAAAAAAAAAA4Jk8NrRii2oX0717dx1WadWqla4wosIta9asETOrU6eOrjpjcbs2Q8V177336ofFvn37in3O1157rdjnAAAA8DbXM9Jl35yP9Hqjp16WUkHBt31OcnKy1KxZU6+fOHFCt9kEAADeryjzBrgX5nEAAMCZcz7mGgBcxUe8UPny5WX8+PF6fe3atbrSR/Zgi3rYo6qJqP25gx3Hjx+XDz74QDp16iS1atWS0qVL69dp166dTJ06VW7duuXEdwQAAAAAAAAAAAAAAOBdvKrSSnYPPvigVKxYUc6dOyerVq2S5s2bF+t8c+bMkbi4ON1qqF69etK2bVtJSUnR7Yc2b94sK1eulAULFuQbiAEAAACcJfNCmty8fi3Htv379+c57vTp09wEAABMzta8wZvYmgO5i0uXLlnbeRcW8zgAAOCIOZ+9uRJzDQCu4rWhFRUeiYiIkNWrVzvki2rXrl0lOjpaGjVqlGP7qVOndEuiRYsW6dBKr169iv1aMEZ+pfBVIMkvoPC/PAAAAHCVI0tn5tnWaP4kl4wFxcdcFQBg9LzBmzAHApyP+SoAeO6cj7kSAHfjle2BLCpXrqyXaWlpxT5Xy5Yt8wRWlOrVq8u4ceP0enx8fLFfBwAAAAAAAAAAAAAAwAy8ttKKcuvWLb10VMuea9eu6TZAO3fulLNnz+qfs7KyrGU9k5KSHPI6MEZycnK+fymQmp7BrQAAAIBLMFcFAACAO2O+CgAAAEfx6tBKamqqXlasWLHY59q2bZv07t1bfv/9d7vHXLx4UZxJBWQKst9RIR0AAAB4jvBHYsUvICjHtvi4QTb7E3fu3NnAkQEAAE+YN3gTW3Mgd2H547eyZQvflpp5HAAAcMScz95cibkGAFfx2tCKCnAkJibq9caNGxe6Okt2V65ckejoaDlz5oz0799fBg8eLOHh4VKuXDkpWbKkHDp0SOrXr3/bUElRBQYGyuXLl/UjPxkZf1UGCQry3l86AAAAwDb/8pWkVFBwjm0NGzbMc1xwcM5jAACA+diaN3gTW3Mgd5Genl7kORnzOAAA4Ig5n725EnMNAK7itaGVZcuWyfnz5/V6ly5drNv9/Pzkxo0b+q8abP1Fw/Hjx/Ns27Bhgw6sREREyIwZM/LsP3z4sDhTrVq15JdffpEjR47YPUYFZo4ePWo9HgAAAN5P/eIhYvCYQj1HtUF0VtgaAAB417wB7oV5HAAAcOacj7kGAFfxES+k/mJh+PDhev2BBx6Qpk2bWvfdeeedeqlCILn9/PPPcuLEiTzbz507l28YZO7cueJMnTp10suFCxfaPWbVqlX6ffv6+kr79u2dOh4AAAAAAAAAAAAAAIDi8qrQivqL0eXLl0urVq109ZNq1arJ9OnTcxzTuXNnvXz77bfl2rVr1u3Hjh2TmJgYm391evfdd+vlmjVr5MCBAzn2TZs2TebPny/ONGzYMPH395dNmzbJmDFj5ObNmzn2Hzx4ULcsUmJjY6Vq1apOHQ8AAAAAAAAAAAAAAIBp2wN99tlnkpCQoNdV+CQ1NVX27NljrYoSFRWlW/nUrl07x/NGjhwpCxYs0O2D6tWrJy1btpQ//vhDdu7cKW3btpXIyEjZsmVLjuc0a9ZMevToIUuWLNHr6twVK1aUvXv3SlJSkj7n2LFjnfZe69atK3PmzJGnnnpKRo0aJVOnTtXBnICAAN3OaNu2bTrIosY1fvx4m+d47LHHJCUlRa9fvHhRL5OTk6VNmzbWYwYMGKAfjpD9vOr6KuoaZ98eFxcnDz30UIHO98MPP8g777xj/dkSHho9erRMmjTJul1dCwAAAAAAAAAAAAAA4P48NrSyefNm/VACAwMlODhYGjduLC1atJDevXvrMIotYWFhOpTy5ptvyrp16+T777+X0NBQeeONN+TVV1/V7YRsiY+PlwkTJsjs2bN1xRNV+US91scff6xDJc4MrSg9e/bUbY4mTpyoK76sXr1aMjMzpVKlSnrMffr0kX79+knJkiVtPj8xMVEHXLJTYZ/t27dbf+7WrZvDxpv9vBYqLJN9uyXMUhDqWFvnPHr0qH4AAAAAAAAAAAAAAADP4nGhFdXGp7hUu5+FCxfa3Gep3pKbn5+fjBgxQj9ssdVWKL/tRREeHq6DM666bvaujaPet6qaoh62qLZH6gEAAAAAAAAAAAAAALyDj6sHAAAAAAAAAAAAAAAAAPMhtAIAAAAAAAAAAAAAAADDeVx7IE+Wmppqt72QLQMGDJB27do5dUwAAAAAAAAAAAAAAACuQGjFQBkZGTJr1qwCHx8VFUVoxYUqlQuU3ZPjXDkEGCQ9PV0vg4ODueYmwT03F+63uXC/YRbMVc2FzzZz4X6bD/ccgDdivmoe/DtmPtxzAICjEVoxUGhoqGRlZRn5kgAAAAAAAAAAAAAAAG7Jx9UDAAAAAAAAAAAAAAAAgPkQWgEAAAAAAAAAAAAAAIDhCK0AAAAAAAAAAAAAAADAcIRWAAAAAAAAAAAAAAAAYDhCKwAAAAAAAAAAAAAAADCcr/EvCXiGtIuXpfmQd1w9DBggJMhfL89mZHK9TSKEe24qIdxvUwlxo/u9e3Kcq4cAL8Zc1VxC3OizDc4Xwv02nRDueQ7MoQDvwHzVPEL4d8x0QrjnphLihveb+SLgfai0AgAAAAAAAAAAAAAAAMMRWgEAAAAAAAAAAAAAAIDhCK0AAAAAAAAAAAAAAADAcIRWAAAAAAAAAAAAAAAAYDhCKwAAAAAAAAAAAAAAADAcoRUAAAAAAAAAAAAAAAB4bmglNDRUSpQoYX34+PhI2bJlpUaNGtKxY0cZMWKE7NixQ9yFZZxwnJkzZ+prqv63kJ9jx45Zr79az34/CvOIioqyez4AAAAAAAAAAAAAAODefB19wrZt20p4eLhev3r1qqSmpkpiYqIkJCTIRx99JB06dJAZM2bIXXfd5eiXhgeLiYnJs+306dPy448/2t3foEEDQ8YGAAAAAAAAAAAAAAA8ILQyYMAAiY2NzbEtKytLli9fLi+++KKsX79eIiMjZevWrRIWFubol4cHV2nJTQWdLKEVW/sBAAAAAAAAAAAAAIDnclh7oPyoti3du3fX7YHq1q0rZ86c0eEWAAAAwNNcz0iXPVPe0g+1XljJycnW1oZqHQAAwJ3mKig45nUAAMAbMH90HOaHgBuHVizKly8v48eP1+tr166V3bt3W/dZfnFvT1RUlN6vqm9kd/z4cfnggw+kU6dOUqtWLSldurR+nXbt2snUqVPl1q1bTns/KSkpMmzYMKlXr574+/tLQECA1KxZU+6//3758MMPrcf9/PPPeuxNmjTJc45x48ZZ3/uBAwdy7Pv999/1dvW+slPhn1dffVVatWolVatWlVKlSkmVKlXkkUcekdWrV9scq6pUos6lquCkpaXJc889Z71etWvXluHDh8v58+cddm0AAAAAAAAAAAAAAAAMbQ90Ow8++KBUrFhRzp07J6tWrZLmzZsX63xz5syRuLg43WpIhUfatm2rwySq/dDmzZtl5cqVsmDBgnwDMUVx+vRpadGihZw6dUqHP7p166aDK+rnvXv36kDOiBEj9LGNGzeWkJAQ2bdvn5w9e1avW2QPmaj1//mf/8mzr3Pnzjlee+TIkbJu3Tpp2LChvn6BgYFy9OhR+f777/VDBYNUmMYWFUxp3bq1Dq5kDwKp56gWThs3bpQ77rjDodcKAADAW2VeSJOb16/Z3Ld//36780gAAABXz1Xclb05lDtiXgcAALx9/ngps5ReXr1yXdyFO88XmR8CHhJaUSGJiIgIHchwxIdK165dJTo6Who1apRjuwqPqJZEixYt0qGVXr16iSNNmzZNv8bAgQPl008/zRGKuXHjhmzYsMH6s9qnqq989dVX+n337dtXb7927Zps2rRJh09++eUXve+FF164bWjl5Zdf1mGdatWq5diugjoqPPPKK69Iz5495c4778wz7u+++07atGmjq7Wo8JBy4cIFeeihh2TLli369dU4zaBGjRp296ngk19AWUPHAwAAPM+RpTPt7ms0f5KhY4F3Ya4KAHD2XMVdMYcCPAPzVQDwTp4wf2S+CHgfQ9sDWVSuXFkvVbWP4mrZsmWewIpSvXp13XpHiY+PF0c7c+aMXqqQSO4qLn5+fjqkkp0leKKqy1ioSjBXr17VARNVMUVVPPnzzz/1vqysLN1CyRJ4yV2tJndgRbn33nt12x8VmlmyZIndsU+ZMsUaWFFUOyVL8Oabb77R/dYAAAAAAAAAAAAAAAC8qtKKcuvWLb10VMseVbFEtQHauXOnbr+jflahj0uXLun9SUlJ4mitWrWSyZMny2uvvaZfq0uXLhIUFGT3eEtoZc2aNXkqqTzwwANy/fp1Pf7t27frFkf//e9/dTBGtRaqUqVKnvOpwM8PP/ygWw6plj8qqKIcPnw43/d8zz33SNOmTfNsV6/TrFkz2bNnj64SY6kG483yC+eovxRITc8wdDwAAACABXNVAAAAuDPmqwAAAPDo0EpqaqpeZq/2UVTbtm2T3r17y++//273mIsXL4qjPfXUU7pqypdffilPPPGElCxZUv7nf/5H2rVrpyundOrUKcfxtWrVkrp16+pQiQqU1K9fX4dWypUrJ61bt9ZBm/fee09vU6EVe62BlOnTp8vw4cPl8uXLhX7PYWFhdp+j9qnQSlErrVhCSCrEk5/s+x0VXAIAAHCF8EdixS/AdnA5Pm6Q3d62tuZ4AAAARs5V3JW9OZQ7Yl4HAAC8ff5YMaCUXp67cl3chTvPF5kfAh4SWlGBhcTERGt1j8JWZ8nuypUrEh0drSuS9O/fXwYPHizh4eE6CKJCJIcOHdLhkNuFKIrCx8dH5s6dKyNHjtQVT1SrH/VQrXfU45FHHpHFixfrcVio/zihQisq7KKqp+zevVsefvhh8fX11UGVMmXK6H2jRo2yG1pRz3n22Wf1eT/44AP9OioQExAQoAMg06ZN0/uL856L+tzAwEC9zC9Mo2Rk/F8Fk/yq0wAAALg7//KVpFRQsM19DRs2tLk9ONj28QAAAEbOVdyVvTmUO2JeBwAAvH3+WDbIXy+vZmSKu3Dn+SLzQ8BDQivLli3T7WwU1VLHws/PT7e4US19ypYtm+d5x48fz7NNtbFRgZWIiAiZMWNGnv2WVjnOpKqrqMcrr7yiwx5r167VrXWWLl0qs2fP1mEaCxVAUYEWFUipXr26DuJYQimlS5fWVVrWrVunW/+o96auSYcOHXK8Xnx8vH6doUOHyquvvlro9/zbb7/Z3Xfs2DFra5yiUOEZRY1f3eMKFSrYPM4yRhVYsXcMAACAu1Jf3CMGjyny89VcyxmhagAAAEfMVVBwzOsAAIA3YP7oOMwPgaLxEQOlp6frtjbKAw88IE2bNrXuu/POO/Xyl19+yfO8n3/+WU6cOJFn+7lz53KEJXJTlVCMpCqd3H///Tq0ouzduzfHftUySFVoUcGUH3/80XodLFSA5c8//5T3339fVytp06aNtXpJ7vdcu3btPK+fmZkpCxcuzHeM6lqqR2779+/XrYHU+O677z4pimbNmllDKIsWLbJ73IIFC/QyKipKvx4AAAAAAAAAAAAAADAfQxID6i9Jly9fLq1atdJVNqpVqybTp0/PcYyl4sjbb78t165dy1H9IyYmxuZfo9599916uWbNGjlw4ECOfapNzvz58530jkRXUVGtenJTlWISEhJsBkvKly8vzZs3l4sXL+rnq7RdgwYN8lyDSZMm5fjZ1nueNWuWfq3sgZUhQ4bkW0lFUddRtVGyVLuxhInUNrXviSeekJo1a0pRqMowL730kl5//fXXZfv27XleW933r7/+Wgd8bFWKAQAAAAAAAAAAAAAA5uDw9kCfffaZNbShwiepqam6goelQoiqrqFa+eQOdIwcOVJX4FDtg+rVqyctW7aUP/74Q3bu3Clt27aVyMhI2bJlS57KHj169JAlS5bodXXuihUr6gonSUlJ+pxjx44VZ1CVRFSYRrX5URVjVIURFQTZvHmzDoE0atRInnnmmTzPU0EU9Z5UyCR7lRXL+6lUqZJur2M5NjfVbmjChAmSmJgoYWFh0r59eylZsqRs3LhRrl69KsOGDdP77Xn00Udl3759ctddd0nHjh11eETdL3V/6tataw3MFJUKq6jzq8DQvffeq0M64eHhuoKM+t/Br7/+qsf7n//8R48dAAAAAAAAAAAAAACYk8MrrajQhqoCoh5Lly7VFVAaN24sL7/8suzYsUO3xlFhi9zUNhVKefzxx3UFke+//17OnDkjb7zxhg6yqCoetsTHx8u///1vqV+/vmzatElWrlyp2wWp9jsDBgwQZ1Hv58UXX9TVUlQYQ41DLf/nf/5HJk6cKNu2bZOyZcvmeV72IEruUIoKkKgWQkq5cuV0ZZrcVLWWXbt26aoqal1VsNm6dat06dJFv372lku2qHCNGlvv3r11eEZdZ9WC6IUXXtDbQ0JCinFVRAdSVCWVb7/9VgeKUlJSdMBH3UO17x//+Icev3o9AAAAAAAAAAAAAABgXg6rtKLa+BSXan2zcOFCm/ss1VtyU2GWESNG6IctttoK5be9oFSVkKJUClGhlPxe+5tvvrntOSpXriyffPKJzX2qqklsbGy+z7/jjjvk008/FWdSgRX1KA5VOacg9yk0NLTY9xMAAAAAAAAAAAAAAHh4pRUAAAAAAAAAAAAAAADgdgitAAAAAAAAAAAAAAAAwHPbA3my1NRUu+2FbBkwYIC0a9dOvNm3336rHwU1c+ZMp44HAAAAAAAAAAAAAAB4F0IrIpKRkSGzZs0q8EWLioryuNBKbGysfhTU3r17C3VNCK0AAAAAAAAAAAAAAIDCKJGVlZXFJQNyqlGjhqj/a5w8eZJLYwLp6el6GRwc7OqhwCDcc3PhfpsL99t8CnvP1TxPSU5OFk/FXNV8+GwzF+63+XDPzYX7bS5Fud/MV+Fp+FwzH+65uXC/zYX7bT7pbvK7VR+Hng0AAAAAAAAAAAAAAAAoAEIrAAAAAAAAAAAAAAAAMByhFQAAAAAAAAAAAAAAABiO0AoAAAAAAAAAAAAAAAAMR2gFAAAAAAAAAAAAAAAAhvM1/iUBz5B28bI0H/KOq4cBA4QE+evl2YxMrrdJhHDPTSWE+20qIV5wv3dPjnP1EOABmKuaS4gXfLah4EK436YTwj03lRDut9Mwj3YvzFfNI4TPNdMJ4Z6bSogT7zf/dgOwoNIKAAAAAAAAAAAAAAAADEdoBQAAAAAAAAAAAAAAAIYjtAIAAAAAAAAAAAAAAADDEVoBAAAAAAAAAAAAAACA4QitAAAAAAAAAAAAAAAAwHCEVgAAAAAAAAAAAAAAAGA4QivIY/To0VKiRAmJiorK9+okJCTo49RDOXbsmPXnwjxiY2Ntns+W1atXS/fu3aVy5cpSpkwZadCggbzxxhuSkZHBnQQAAAAAAAAAAAAAwIP4unoAcAxL0CMrK8tllzQoKEhiYmLybD9y5Ihs3rxZAgMDpWfPnnn2t2vXrkDn/3//7//JSy+9pN9r+/btpUqVKrJx40Z59913ZeHChbJp0yYdZgEAAAAAAAAAAAAAAO6P0AocRgVGZs6cmWe72qZCK/b2F0RiYqK8/PLLUrJkSVm6dKk8+OCDevuVK1fk0UcflTVr1sigQYNkwYIFxX4fAAAAAAAAAAAAAADA+WgPBI/w3nvv6Soy/fv3twZWlICAAPn888/Fx8dHV1s5ePCgS8cJAADM63pGuuyZ8pZ+qHUjJScnW9ssqnUAAADAm+a7nurkyZNSvnx55ukAANNw5HyB33cB5uE1oRVVcWP8+PG61UyFChWkdOnSUrt2bXnkkUdk3rx5eY59//33JSIiQsqWLauDDw0bNpQ333xTzp8/n+fcx44d018sQkNDdXBi2rRp0rx5c93uJjg4WLp06SJbt251yNiOHz8uH3zwgXTq1Elq1aqlj1VfbNRzp06dKrdu3cpx/OjRo62tgRTLf6ywPNTYPd3169flhx9+0Ot9+/bNs19dy7Zt2+r1xYsXGz4+AAAAAAAAAAAAAABg0vZAJ06ckG7dusmBAwd0AEUFGCpVqqST7Bs3bpT//ve/1rDDuXPn5P7775e9e/dKuXLldDjEz89P1q9fL2PHjtUhkrVr1+qAii2q0oc6pn379vLwww/r86xatUo2bNigz9G6desij02ZM2eOxMXFSVhYmNSrV08fn5KSokMxqsXOypUrdQscS1CladOmEhMTI7NmzdI/q/XsgoKCxNMdOnRIB3+UFi1a2DxGbVfXU7URAgAAcLXMC2ly8/q1Ij13//79hX7O6dOni/RaAAAAgNHzXWcpyjza2Y4ePerqIQAA4Lbzhdv9283vuwDz8PjQiqo88vjjj+tQiKp4MnfuXLnjjjus+zMzM3UIxWLIkCE6aKLCJap6hwqQKBkZGfLkk0/K8uXLpV+/fjogkpuqgpKQkCD79u3TgRLl5s2bMnDgQJkxY4a89dZb8uOPPxZ5bErXrl0lOjpaGjVqlGP7qVOnpHv37rJo0SIdWunVq5fero5VD0toZebMmeJtfvvtN71UFWdUZRxbatasmePYgqhRo4bdfSoo5Bdg+7UAAABu58jSos/JGs2fxAUGc1UAAOC1811nYR5tLH63CgAo7nyBf7sBeE17oKVLl8quXbukWrVqsnDhwhyhEMXf31+HPZTff/9d4uPjdZUS1eLHElixVCSZPn26Pn7Lli36YcvEiROtgRWlZMmSukKLoiqt3Lhxo0hjs2jZsmWewIpSvXp1GTdunF5X78FMLl26pJeqHZM9looyFy9eNGxcAAAAAAAAAAAAAADAxJVWVqxYoZeqxc7tWuGoFj6q+klERIQ0adIkz/4777xTVzpZsmSJrFu3TiIjI3Ps9/X11a1+cqtatapUqFBBzp8/L2lpafrnwo4tu2vXruk2QDt37pSzZ8/qn7OysqzhjaSkpAKfC/YlJyfn+5cCqekZXD4AAAC4BHNVAAAAuDPmqwAAAHAUjw+tqJY9SoMGDW577MmTJ/UyLCzM7jF16tTJcWx2qmKKn5+fzeeVK1dOh1ZUy5+ijM1i27Zt0rt3b10Vxh5nVxNRlWgUFZTJz+32O4qlJdDly5ftHqPaO1nuAwAAgKuFPxIrfgEFDy1nFx83qNDPUT1+O3fuXKTXAwAAAIyc7zpLUebRznb06FHp0aOHq4cBAIBbzhdu9283v+8CzMPjQytG8vFxbjelK1euSHR0tJw5c0b69+8vgwcPlvDwcB3EUG2IDh06JPXr13d6WMTShie/kEj2oEhhqsgURWhoqF5euHBBV5uxhFiyO3HiRI5jAQAAXMm/fCUpFRRcpOc2bNiw0M8JDi7aawEAAABGz3edpSjzaGez/HEgAABmdLv5wu3+7eb3XYB5eHxopVatWnp58ODB2x6r2v8ov/76q91jLPssxxo1Nkv7IhVYUe2LZsyYkWf/4cOHxQiWcau/BFABGXtfrizjsRzvLCqoExAQoEM9u3btko4dO+Y5Rm1X1LUDAABwBfUlPGLwGJe8tmptaFQVPAAAAJiTK+e7nkr9jln9IR7/0Q0AYBaOnC/w+y7APJxbOsQA3bp108uvvvrqtpVB7rvvPl0tZe/evfLTTz/l2Z+SkiIrVqzQ67aCEc4cm3Lu3Ll8QyBz5861+1xL26I///xTiktdJ19fX/2Fau3atXaPW7BggV526tRJnKlUqVLy0EMP6fV58+bl2a/aMG3ZskWvP/bYY04dCwAAAAAAAAAAAAAAcAyPD608+uij0qxZMzl16pT06tVL0tLScuzPzMyU5cuXW8Mg6hj1V6jPPvtsjmNVqGTgwIH6+MjISP0wcmzK3XffrZdr1qyRAwcO5Dh22rRpMn/+/HzThsr+/fuLPe6qVatKTEyMXh80aJBuS5SdCsaMGjVKtm7dKv7+/jJs2DBxttdee01XfPniiy+swSJFVV/5xz/+ITdv3pQnnnhCGjRo4PSxAAAAAAAAAAAAAACA4vP49kCqcsrixYula9euOgCigint2rWTSpUqycmTJ3VFlfLly8uxY8f08Z988olu17N9+3apU6eOrqiiqoqsX79e/vjjDwkLC5Mvv/zSJWNTAZcePXrIkiVL9HpUVJRUrFhRV4ZJSkqSkSNHytixY22+lgpsfPjhh9K5c2dd+aRs2bJ6+wcffKBfr7AmTJig2wMlJCTonnKtW7eW2rVr65DIjh07dBCnTJkyMnv2bAkPDxdnU21/PvroI3nppZeke/fu0qFDBwkJCZGNGzfqCjmqhdCnn37q9HEAAAAAAAAAAAAAAADH8PjQiqLCFLt27ZLJkyfrljWqAsj169d1xRAVbujbt6/1WBXgUK1kPv74Y125ZOXKlXLr1i0dVnnmmWdkxIgRUqFCBZeMTYmPj9eBERUG2bRpk65k0qJFCz3eunXr2g2tvPPOOzoks2jRIvn222/1ayhvvvlmkUIrgYGBsnr1ah3gUe2N9uzZo4M+ajzqPfXs2VNeeOEFHfwxyvDhw6Vx48Y6vKKCM6o6jgoCvf766/phCeoAAAAAAAAAAAAAAAD3VyJL9coBkKfdUmp6hjR86mWujAmEBPnr5dmMTFcPBQYJ4Z6bSgj321RCvOB+754c5+oheJT09HS9DA4OLtDxlraaycnJ4qmYq5pPiBd8tqHgQrjfphPCPTeVEO63qebRhZ2rKsxX4WlC+FwznRDuuamEOPF+u+O/3WZXlLkLPFu6m/xu1cehZwMAAAAAAAAAAAAAAAAKgNAKAAAAAAAAAAAAAAAADOdr/EvCSJ999pls2rSpQMdWrlxZPvzwQ6ePCQAAAAAAAAAAAAAAgNCKl1OBlVmzZhXo2Nq1axNaAQAAAAAAAAAAAAAAhiiRlZWVZcxLAZ6jRo0aov6vcfLkSVcPBQZIT0/Xy+DgYK63SXDPzYX7bS7cb/Mp7D1X8zwlOTlZPBVzVfPhs81cuN/mwz03F+63uRTlfjNfhafhc818uOfmwv02F+63+aS7ye9WfRx6NgAAAAAAAAAAAAAAAKAACK0AAAAAAAAAAAAAAADAcIRWAAAAAAAAAAAAAAAAYDhCKwAAAAAAAAAAAAAAADAcoRUAAAAAAAAAAAAAAAAYjtAKAAAAAAAAAAAAAAAADOdr/EsCniHt4mVpPuQdVw8DBggJ8tfLsxmZXG+TCOGem0oI99tUQjz4fu+eHOfqIcCDMFc1lxAP/mxD4YVwv00nhHtuKiHc72Jhzuw5mK+aRwifa6YTwj03lRAT3m/mG4DxqLQCAAAAAAAAAAAAAAAAwxFaAQAAAAAAAAAAAAAAgOEIrQAAAAAAAAAAAAAAAMBwhFYAAAAAAAAAAAAAAABgOEIrAAAAAAAAAAAAAAAAMByhFeQxevRoKVGihERFReV7dRISEvRx6qEcO3bM+nNhHrGxsTbPl92JEydk6tSpMnDgQGnevLmULl1aHzdgwADuIAAAAAAAAAAAAAAAHsjX1QOAY1iCHllZWS67pEFBQRITE5Nn+5EjR2Tz5s0SGBgoPXv2zLO/Xbt2tz33woULZfjw4Q4bKwAAAAAAAAAAAAAAcC1CK3CYypUry8yZM/NsV9tUaMXe/oIICwuToUOHSkREhH588803MnbsWAeMGgAAAAAAAAAAAAAAuALtgeARevToIR9//LFuJdSkSRPx9SVvBQAAPMf1jHTZM+Ut/VDrBZGcnGxtnajWAQAAAHedu5oR83UAAByDuQfzC8BrQitXrlyR8ePH61YzFSpUkNKlS0vt2rXlkUcekXnz5uU59v3339cVO8qWLSsBAQHSsGFDefPNN+X8+fN5zn3s2DH9HwtCQ0N1+51p06ZJ8+bNdbub4OBg6dKli2zdutUhYzt+/Lh88MEH0qlTJ6lVq5Y+tnz58vq5U6dOlVu3buU4fvTo0dbWQIrlP2xYHmrsAAAAAAAAAAAAAAAA7sYrylWcOHFCunXrJgcOHNABlLZt20qlSpXk5MmTsnHjRvnvf/8rffv21ceeO3dO7r//ftm7d6+UK1dOh0P8/Pxk/fr1ut2MCpGsXbtWB1Rs6d+/vz6mffv28vDDD+vzrFq1SjZs2KDP0bp16yKPTZkzZ47ExcXpdjj16tXTx6ekpOhQjGqxs3LlSlmwYIE1qNK0aVOJiYmRWbNm6Z/VenZBQUEOv94AAAAouswLaXLz+rU82/fv35/j59OnT3OZAQAA4JZzV1fJPWd2JebrAAB459zDlfMN5hcwK48PrajKI48//rgOhaiKJ3PnzpU77rjDuj8zM1OHUCyGDBmigyYqXPLDDz/oAImSkZEhTz75pCxfvlz69eunAyK5qSooCQkJsm/fPh0oUW7evCkDBw6UGTNmyFtvvSU//vhjkcemdO3aVaKjo6VRo0Y5tp86dUq6d+8uixYt0qGVXr166e3qWPWwhFZmzpxZ7GtqFjVq1LC7TwWF/ALKGjoeAABgDkeW2p6vNZo/yfCxwH0xVwUAAO48d3UV5szug/kqAMBb5x7MNwDjeXx7oKVLl8quXbukWrVqsnDhwhyhEMXf31+HPZTff/9d4uPjdZUS1eLHElixVCSZPn26Pn7Lli36YcvEiROtgRWlZMmSukKLoiqt3Lhxo0hjs2jZsmWewIpSvXp1GTdunF5X7wEAAAAAAAAAAAAAAMCTeXyllRUrVuilarFzu1Y4qoWPqn4SEREhTZo0ybP/zjvv1JVOlixZIuvWrZPIyMgc+319fXWrn9yqVq0qFSpUkPPnz0taWpr+ubBjy+7atWu6DdDOnTvl7Nmz+uesrCy5dOmS3p+UlFTgc8G+5OTkfP9SIDU9g8sHAAAAl2CuCgAAAHfGfBUAAACO4vGhFdWyR2nQoMFtjz158qRehoWF2T2mTp06OY7NTlVM8fPzs/m8cuXK6dCKavlTlLFZbNu2TXr37q2rwthz8eJFcSZViUZRQZn83G4/AAAA8gp/JFb8AvIGmuPjBuXpYdu5c2cuIQAAANxu7uoquefMrsR8HQAA75x7uHK+wfwCZuXxoRUj+fg4t5vSlStXJDo6Ws6cOSP9+/eXwYMHS3h4uA7EqDZEhw4dkvr16zs9LBIYGKiXly9fzve4jIy/KpEUpooMAACA2fmXrySlgoLzbG/YsGGOn4OD8x4DAAAAuMPc1VVyz5ldifk6AADeOfdw5XyD+QXMyuNDK7Vq1dLLgwcP3vZY1f5H+fXXX+0eY9lnOdaosVnaF6nAimpfNGPGjDz7Dx8+LEawjPvo0aM6IGOpvGJvPJbjAQAAYJv6sh0xeEyhLo9qV0hlOwAAAHjC3NWMmK8DAOAYzD2YXwDOLR1igG7duunlV199ddvKIPfdd5+ulrJ371756aef8uxPSUmRFStW6PWOHTsaOjbl3Llz+YZA5s6da/e5lrZFf/75pxSXuk6+vr5y4cIFWbt2rd3jFixYoJedOnUq9msCAAAAAAAAAAAAAABz8fjQyqOPPirNmjWTU6dOSa9evSQtLS3H/szMTFm+fLk1DKKOUX+x+uyzz+Y4VoVKBg4cqI+PjIzUDyPHptx99916uWbNGjlw4ECOY6dNmybz58/PN9mv7N+/v9jjrlq1qsTExOj1QYMG6bZE2algzKhRo2Tr1q3i7+8vw4YNK/ZrAgAAAAAAAAAAAAAAc/H49kCqcsrixYula9euOgCigint2rWTSpUqycmTJ3VFlfLly8uxY8f08Z988olu17N9+3apU6eOrqiiqoqsX79e/vjjDwkLC5Mvv/zSJWNTAZcePXrIkiVL9HpUVJRUrFhRV4ZJSkqSkSNHytixY22+1hNPPCEffvihdO7cWVc+KVu2rN7+wQcf6NcrrAkTJuj2QAkJCbp3W+vWraV27dpy5coV2bFjhw7ilClTRmbPni3h4eHibKoKzmOPPWb9OTk5WS+/++47adOmjXX75MmTdXslAAAAAAAAAAAAAADg3jw+tKKoMMWuXbt0YEG1rFEVQK5fv64rhnTo0EH69u1rPVYFOLZs2SIff/yxrlyycuVKuXXrlg6rPPPMMzJixAipUKGCS8amxMfH68CICoNs2rRJVzJp0aKFHm/dunXthlbeeecdHZJZtGiRfPvtt/o1lDfffLNIoZXAwEBZvXq1DvCo9kZ79uzRQR81HvWeevbsKS+88IIO/hjh2rVr+vVzU0Ej9bC4ePGiIeMBAAAAAAAAAAAAAADFUyJL9coBkKfdUmp6hjR86mWujAmEBPnr5dmMTFcPBQYJ4Z6bSgj321RCPPh+754c5+oheKT09HS9DA4OLtDxlraalsp9noi5qvmEePBnGwovhPttOiHcc1MJ4X6bas5c2LmqwnwVniaEzzXTCeGem0qICe+3p803XD13gWdLd5Pfrfo49GwAAAAAAAAAAAAAAABAARBaAQAAAAAAAAAAAAAAgOF8jX9JGOmzzz6TTZs2FejYypUry4cffuj0MQEAAAAAAAAAAAAAABBa8XIqsDJr1qwCHVu7dm1CKwAAAAAAAAAAAAAAwBAlsrKysox5KcBz1KhRQ9T/NU6ePOnqocAA6enpehkcHMz1Ngnuublwv82F+20+hb3nap6nJCcni6dirmo+fLaZC/fbfLjn5sL9Npei3G/mq/A0fK6ZD/fcXLjf5sL9Np90N/ndqo9DzwYAAAAAAAAAAAAAAAAUAKEVAAAAAAAAAAAAAAAAGI7QCgAAAAAAAAAAAAAAAAxHaAUAAAAAAAAAAAAAAACGI7QCAAAAAAAAAAAAAAAAwxFaAQAAAAAAAAAAAAAAgOF8jX9JwDOkXbwszYe84+phwAAhQf56eTYjk+ttEiHcc4+3e3Kcq4cAAC7FXNVcQpi7mEoI99t0QrjnphLC/fZofBctOOar5hHC55rphHjBPefzHADcC5VWAAAAAAAAAAAAAAAAYDhCKwAAAAAAAAAAAAAAADAcoRUAAAAAAAAAAAAAAAAYjtAKAAAAAAAAAAAAAAAADEdoBQAAAAAAAAAAAAAAAIbzqtDKsWPHpESJEhIaGiruwN3GUxijR4/WY4+Kisr3uISEBH2cemR/z4V9xMbG2jyfLatXr5bu3btL5cqVpUyZMtKgQQN54403JCMjw8FXAQAAAAAAAAAAAAAAOIuv085sAirQsX79elm3bt1twx1mERQUJDExMXm2HzlyRDZv3iyBgYHSs2fPPPvbtWtXoPP/v//3/+Sll17SoZb27dtLlSpVZOPGjfLuu+/KwoULZdOmTTrMAgAAAAAAAAAAAAAA3BuhFTiUCozMnDkzz3a1TYVW7O0viMTERHn55ZelZMmSsnTpUnnwwQf19itXrsijjz4qa9askUGDBsmCBQuK/T4AAAAAAAAAAAAAAIBzeVV7IHi39957T7KysqR///7WwIoSEBAgn3/+ufj4+OhqKwcPHnTpOAHAbK5npMueKW/ph1r3JsnJyda2dWodAAAAAODZjPoOq75Dli9fXj/4PgkA3v+7Rn6PCAAmCa1Y/qOR8sUXX8i9994rwcHBetuxY8dyHKvCDdOmTZPmzZvrljTquC5dusjWrVtzHHf06FFduaNChQq6Yoc9DRs21K+zbNkySUhI0OuqNZDSsWNH69jUw1YlkYKOx9Z7nTt3rrRq1Uq33rnjjjukT58+8vvvv1vPO2nSJGnatKk+r6pkEhsbK2fPnhVvcv36dfnhhx/0et++ffPsr127trRt21avL1682PDxAQAAAAAAAAAAAAAAE7QHGjp0qEyePFkiIyPloYcekl9//VUHPFSAw0JV45g3b560b99eHn74Ydm7d6+sWrVKNmzYoMMmrVu31sfVqVNHn0O1m/nyyy/lmWeeyfN669atkwMHDuhjVYWPpKQkiYmJkRUrVsiZM2eka9euUrVqVevx4eHhec5R0PHk9vrrr8uHH34o9913n37tHTt2yNdff61b7fz000+6Hc53330nUVFRctddd+nts2bN0q10du7cKaVKlRJvcOjQIWuoqEWLFjaPUds3btyo3zsAwDUyL6TJzevXnP46+/fvL/Cxly5d0suyZcsW+nVOnz5d6OcAAAAAALzzO2xhvovyfRIA3Pd3jYX5PC8oPvcBwGShldmzZ+twRps2bXJst1RbOX78uK6Gsm/fPqlXr57edvPmTRk4cKDMmDFD3nrrLfnxxx+tz3vhhRd0aOWTTz6xGVpR25UhQ4bocEyDBg10NRUVFFGhlddee02v21PY8WQ3ffp02bVrl9xzzz3656tXr+oKLZs2bZIOHTroIIdqh6MqjSipqam6As3PP/8s8fHx0q9fP/EGv/32m16qcpr2/qNjzZo1cxx7OzVq1LC7LyUlRfwCCv8fNwHA7I4szVttzBkazZ9kyOsAgKswVwUAAHC/77B8F/0/zFcBePLvGvk8BwD34lHtgSxGjBiRJ7CS28SJE60BEUW1ABo7dqxeV5VNbty4Yd3XuXNn3f5HVS5RYZDcPeiWLFkiAQEB8vTTTxd5zIUZT3ZjxoyxBlaUMmXKyEsvvaTX//vf/8rHH39sDawoqj3Q4MGD9fqaNWvEW1j+Sl61QLJHtU9SLl68aNi4AAAAAAAAAAAAAACAiSqt9OzZM9/9vr6+0q1btzzbVQufChUqyPnz5yUtLS1HSx9VbeXZZ5+VSZMmSbt27azbp06dKn/++adu76OqfBRFUcZj0b179zzb6tataz2vqrpib/+pU6eKNF6zUIGk/P5SIDU9w9DxAAAAABbMVQEAAODOmK8CAADA1KGV0NDQfPdXq1ZN/Pz8bO4rV66cDolkZmbm2P63v/1Nt/lZtGiRbg2jznH9+nXdnkd5/vnnizzeoozHolatWnYriqjzquBKbpb2OfbOWRCqDZKSlZWV73G32+8olvd0+fJlu8dkZGRYrykAwDXCH4kVv4C//p1ypvi4QYWu1mWvvdztetGqimwAAAAAAO9T2O+whfkuyvdJAHDf3zUW5vO8oPjcBwCThVZUi5z8+PgUvuuRav/zzDPPyLhx42TatGkyatQoWbhwoZw5c0bat28vTZo0KfJ4izKegjy3OOe9HUsbnvxCItmDIpYgjbODShcuXND/8dHWf3g8ceJEjmMBAMbzL19JSgUFO/11VFu/gkpPT9fL4ODCj6sozwEAAAAAeOd32MJ8F+X7JAC47+8aC/N5XlB87gOAyUIrzvLcc8/JRx99pEMrI0eO1K2CiltlxVNZKrwcPXpUV1OxVF7J7fDhwzmOd5b69evrYNGVK1dk165d0rFjxzzHqO1KRESEU8cCAMhJfXGMGDzGKy+LahdnVFUxAAAAAID3fIdV3yfVH+Ap/IdMAPD+3zXye0QAKDrnlerwQCp4ER0dLadOnZK33npLtmzZItWrV5fHH3/c5vGlSpXSyz///FO8zX333adbD6kvVmvXrrV73IIFC/SyU6dOTh2PutYPPfSQXp83b16e/cePH9f3S3nsscecOhYAAAAAAAAAAAAAAFB8hFZyGTZsmF6+//77evnss8/q8Ia91KSyf/9+8TZVq1aVmJgYvT5o0CA5dOhQjv0qqKNaKG3dulX8/f2t182ZXnvtNV3x5YsvvpAVK1ZYt6vqK//4xz/k5s2b8sQTT0iDBg2cPhYAAAAAAAAAAAAAAFA8tAfKpX379tKsWTNJTEwUPz8/GThwoN2LpwISKkDx6quvyurVqyUkJESHKp5++mmJjIwUTzdhwgTdHighIUH392vdurXUrl1bh0R27NihK9KUKVNGZs+eLeHh4U4fj2r7o9o3vfTSS9K9e3fp0KGDvuYbN26UlJQU3ULo008/dfo4AAAAAAAAAAAAAABA8RFasaFLly46tNKzZ09dccQe1a5m+vTpMmXKFN1CR4U5lHbt2nlFaCUwMFCHcb788kv56quvZM+ePbJ9+3ZdWUWFV9T1eeGFF6ROnTqGjWn48OHSuHFjHV5RwZnLly/rtk6vv/66fpQtW9awsQAAAAAAAAAAAAAAAJOEVrKysvLdHxoaettjjh07lu9+1WLm66+/1utDhw697ZgGDBigH44eT37Pu915o6Kibvu6BVWyZEn5+9//rh/FERsbqx+3U5Cxd+7cWT8AAAAAAAAAAAAAAIDn8nH1ANzNtGnT5Pjx43LvvffqBwAAAAAAAAAAAAAAAExeacVZkpKS5N///recPn1aVqxYIT4+PvLhhx+6elgAAAAAAAAAAAAAAABei9CKiKSkpMjnn38upUqVkoYNG8ro0aMlMjJSvMVnn30mmzZtKtCxlStXJrADAAAAAAAAAAAAAACcjtCKiERFRUlWVpZ4KxVYmTVrVoGOrV27NqEVAAAAAAAAAAAAAADgdIRWTGDmzJn6gcKpVC5Qdk+O47KZQHp6ul4GBwe7eigwCPccAODpmKuaC3MXc+F+mw/33Fy43zAL5qvmweea+XDPAQCO5uPwMwIAAAAAAAAAAAAAAAC3QWgFAAAAAAAAAAAAAAAAhiO0AgAAAAAAAAAAAAAAAMMRWgEAAAAAAAAAAAAAAIDhCK0AAAAAAAAAAAAAAADAcIRWAAAAAAAAAAAAAAAAYDhf418S8AxpFy9L8yHvuHoYMEBIkL9ens3I5HqbRAj33FRCct3v3ZPjXDsgAHAA5qrmEsLcxVRCuN+mE8I9N5UQ7rfH4Ttk0TBfNY8QPtdMJ8RN7jmfzwDgPai0AgAAAAAAAAAAAAAAAMMRWgEAAAAAAAAAAAAAAIDhCK0AAAAAAAAAAAAAAADAcIRWAAAAAAAAAAAAAAAAYDhCKwAAAAAAAAAAAAAAADCcV4VWjh07JiVKlJDQ0FBxB+42nsIYPXq0HntUVFS+xyUkJOjj1CP7ey7sIzY21ub5sjtx4oRMnTpVBg4cKM2bN5fSpUvr4wYMGOCkqwAAAAAAAAAAAAAAAJzF12lnNgEV6Fi/fr2sW7futuEOswgKCpKYmJg8248cOSKbN2+WwMBA6dmzZ5797dq1u+25Fy5cKMOHD3fYWAEAAAAAAAAAAAAAgOsQWoFDVa5cWWbOnJlnu9qmQiv29hdEWFiYDB06VCIiIvTjm2++kbFjxzpg1AAAAAAAAAAAAAAAwGhe1R4I3q1Hjx7y8ccf61ZCTZo0EV9fMlcA4CmuZ6TLnilv6YdaN6Pk5GRrCzy1DgAAAADw3O+pfMcDYAb8Tq/g+HcBAEwSWrH8hx7liy++kHvvvVeCg4P1tmPHjuU4NisrS6ZNmybNmzfXLWnUcV26dJGtW7fmOO7o0aNSsmRJqVChgly5csXuazds2FC/zrJlyyQhIUGvq9ZASseOHa1jUw9blUQKOh5b73Xu3LnSqlUr3XrnjjvukD59+sjvv/9uPe+kSZOkadOm+ryqkokKdZw9e7bQ1xcAAAAAAAAAAAAAAMAoHlmqQrWImTx5skRGRspDDz0kv/76qw54qACHRf/+/WXevHnSvn17efjhh2Xv3r2yatUq2bBhgw6btG7dWh9Xp04dfY6lS5fKl19+Kc8880ye11u3bp0cOHBAH/vggw9KUlKSxMTEyIoVK+TMmTPStWtXqVq1qvX48PDwPOco6Hhye/311+XDDz+U++67T7/2jh075Ouvv9atdn766ScZNGiQfPfddxIVFSV33XWX3j5r1ixJTEyUnTt3SqlSpRx01QEAcIzMC2ly8/o1wy7npcy//i28euW6Xu7fv19c4fTp0y55XQAAAABA0b+n2vsOyXc8AGb9rMz9uzZXcdXv+Ozh3wUAMFloZfbs2Tqc0aZNmxzbLdVWjh8/rquh7Nu3T+rVq6e33bx5UwYOHCgzZsyQt956S3788Ufr81544QUdWvnkk09shlbUdmXIkCE6HNOgQQNdTUUFRVRo5bXXXtPr9hR2PNlNnz5ddu3aJffcc4/++erVq7pCy6ZNm6RDhw66OszBgweldu3aen9qaqquQPPzzz9LfHy89OvXr9DX1yxq1Khhd19KSor4BZQ1dDwAYBZHluatSGakRvMnufT1AaAgmKsCAAC4x/dUvkPaxnwVMB9X/04vNz6fAcB7eFR7IIsRI0bkCazkNnHiRGtARFEtgMaOHavXVWWTGzduWPd17txZt/9RlUtUGCR3D7olS5ZIQECAPP3000Uec2HGk92YMWOsgRWlTJky8tJLL+n1//73v/Lxxx9bAyuKag80ePBgvb5mzZoijxcAAAAAAAAAAAAAAMCZPLLSSs+ePfPd7+vrK926dcuzXbXwqVChgpw/f17S0tJytPRR1VaeffZZmTRpkrRr1866ferUqfLnn3/q9j7ly5cv0niLMh6L7t2759lWt25d63lV1RV7+0+dOlWk8ZqFCiTl95cCqekZho4HAAAAsGCuCgAAAHfGfBUAAACmDq2Ehobmu79atWri5+dnc1+5cuV0SCQzMzPH9r/97W+6zc+iRYt0axh1juvXr+v2PMrzzz9f5PEWZTwWtWrVyrMtKCjIel4VXMmtbNm/2trYO2dBqDZISlZWVr7H3W4/AAC5hT8SK34Bf/1bZoSKAX/12T33//fZjY8b5LK+tqq6GwAAAADAc76n2vsOyXc8AGb9rMz9uzZXcdXv+Ozh3wUAMFloRbXIyY+PT+G7Hqn2P88884yMGzdOpk2bJqNGjZKFCxfKmTNnpH379tKkSZMij7co4ynIc4tz3tsJDAzUy8uXL+d7XEZGRo4gDQAAt+NfvpKUCgo27EKVDfLXy6sZf4U5VUtAVwgONu49AwAAAAAc8z3V3ndIvuMBMOtnZe7ftbmKq37HZw//LgCAyUIrzvLcc8/JRx99pEMrI0eO1K2CiltlxVNZKrwcPXpUV1OxVF7J7fDhwzmOBwDAFvWFNmLwGFNfHNV6jgplAAAAAOAd31P5jgfADPidXsHx7wIAFJ3zSnV4IBW8iI6OllOnTslbb70lW7ZskerVq8vjjz9u8/hSpf4qgfbnn3+Kt7nvvvt066ELFy7I2rVr7R63YMECvezUqZOBowMAAAAAAAAAAAAAAJ6O0Eouw4YN08v3339fL5999lkd3rCXmlT2798v3qZq1aoSExOj1wcNGiSHDh3KsV8FdVQLpa1bt4q/v7/1ugEAAAAAAAAAAAAAABQE7YFyad++vTRr1kwSExPFz89PBg4caPfiPfHEE/LFF1/Iq6++KqtXr5aQkBDdRufpp5+WyMhI8XQTJkzQ7YESEhJ0b8DWrVtL7dq15cqVK7Jjxw5dkaZMmTIye/ZsCQ8Pd/p4UlJS5LHHHrP+nJycrJffffedtGnTxrp98uTJEhER4fTxAAAAAAAAAAAAAACAoiO0YkOXLl10aKVnz5664og9Dz30kEyfPl2mTJmiW+ioMIfSrl07rwitBAYG6jDOl19+KV999ZXs2bNHtm/friurqPCKuj4vvPCC1KlTx5DxXLt2Tb9+bn/88Yd+WFy8eNGQ8QAAAAAAAAAAAAAAAJOEVrKysvLdHxoaettjjh07lu/+mzdvytdff63Xhw4detsxDRgwQD8cPZ78nne780ZFRd32dQuqZMmS8ve//10/iiM2NlY/bie/sRfkegIAAAAAAAAAAAAAAM/g4+oBuJtp06bJ8ePH5d5779UPAAAAAAAAAAAAAAAAmLzSirMkJSXJv//9bzl9+rSsWLFCfHx85MMPP3T1sAAAAAAAAAAAAAAAALwWoRURSUlJkc8//1xKlSolDRs2lNGjR0tkZKR4i88++0w2bdpUoGMrV65MYAcAAAAAAAAAAAAAADgdoRURiYqKkqysLPFWKrAya9asAh1bu3ZtQisAAAAAAAAAAAAAAMDpSmR5c1oDKKIaNWroINPJkye5hiaQnp6ul8HBwa4eCgzCPTcX7re5cL/Np7D3XM3zlOTkZPFUzFXNh882c+F+mw/33Fy43+ZSlPvNfBWehs818+Gemwv321y43+aT7ia/W/Vx6NkAAAAAAAAAAAAAAACAAiC0AgAAAAAAAAAAAAAAAMMRWgEAAAAAAAAAAAAAAIDhCK0AAAAAAAAAAAAAAADAcIRWAAAAAAAAAAAAAAAAYDhCKwAAAAAAAAAAAAAAADCcr/EvCXiGtIuXpfmQd1w9DBggJMhfL89mZHK9TSKEe24qIdxvUwnx8Pu9e3Kcq4cAD8Fc1VxC/v/PtuXjXnH1UAAAAAqE+ap5hHj493Bvwu8UAACeikorAAAAAAAAAAAAAAAAMByhFQAAAAAAAAAAAAAAABiO0AoAAAAAAAAAAAAAAAAMR2gFAAAAAAAAAAAAAAAAhiO0AgAAAAAAAAAAAAAAAMMRWgEAAAAAAAAAAAAAAIDhCK14mdjYWClRooTMnDmz2OdQy/yo11DHhYaG6p8TEhL0z4V9jB492ub5bImPj5eoqCipUKGCBAYGyj333CPjxo2TGzduFPn9AgAAAAAAAAAAAAAA4/m64DW9mgpudOzYUTp06KDXzaRq1aoSExOTZ/vevXvlp59+kipVqki3bt3y7G/atGmBzv/iiy/KhAkTxNfXVzp16iRBQUGydu1a+ec//ylLly6VlStXSpkyZRzyXgAAAAAAAAAAAAAAgHMRWoHDNGjQwGaFF1VJRYVW7O0viG+//VYHVlRQZf369RIREaG3p6am6gDLpk2bJC4uTj788MNivw8AAAAAAAAAAAAAAOB8tAeCR3j33Xf18rXXXrMGVpTKlSvL5MmT9fqkSZMkPT3dZWMEAAC4npEue6a8pR9q3dmSk5OtLRfVOgD3Z9TnBJ8PAAAAMAujv4vD/fD9BwA8m9uEVg4fPixPP/20hIWFSenSpXVFjdq1a8tDDz0kX3zxhfU4ValD/VI+NjZW0tLS5LnnnpNatWrp56jjhw8fLufPn7f7OqdOnZKXXnpJ7r77bgkICJCyZctKy5YtdeDhzz//tPs81YamV69eUqNGDf1ad9xxh37eqFGj9DiUqKgo3RpIUdVALP8BQT1CQ0Ot51JjV9vUe9m3b5/07t1bqlWrJiVLltRVSZQbN27I3LlzpV+/frpCSbly5XTrm/r168sLL7yg34dZnDx5Unbu3KnX+/btm2d/u3btpGbNmnLt2jVZtmyZC0YIAAAAAAAAAAAAAAA8sj2QCm60bdtWLl68qEMZDz/8sA5wqGTkhg0bdGihf//+OZ6jgimtW7fWgREVFlEhkISEBBk/frwsX75cNm7cqIMl2alzRUdH6+eqEMkDDzyggw47duyQoUOHytKlS+X7778XPz+/HM9TIZGJEyfq9aZNm0r79u11RY+kpCQZM2aMDqqoMXTr1k38/f3lxx9/lCpVquifs1cEyW3Lli0yaNAgHVi577775OrVqzpEo5w5c0aeeuopCQ4O1gGbJk2ayOXLl2Xv3r16LF9//bV+fnh4uHi7xMREvaxYsaIONdnSokULOXHihD62T58+Bo8QAAAgr8wLaXLz+rVCXZr9+/cX6vjTp09z6QETfE5cyixV6M8IPh8AAABgRkX5Lu4tCvs7haK6dOmSXlr+e5Y74PsPAHg2twit/Oc//9GBlX/961/yxhtv5NinghyWKhvZfffdd9KmTRsdOFFhBuXChQu6MosKc6igyVdffZXjH6zHH39cH6PayTz77LPi4/NXoRkVfHnyySdl5cqV8t5778lbb71lfZ4KiKhHpUqVJD4+3lpJxUK9vgqdWFrXqDGp0IqqjqIqqeRn+vTp+jljx461jsVChVWWLFmigy+lSv31C0pLBRZV3UWNc9iwYfLDDz+It/vtt9/0UlXUsUdVWsl+bEGoqjn2pKSkiF+A+0y4AACA5zmyNP+5oC2N5k9yyljgeZirmkNhPycaffEfp40FAACgMJivwpu+i3sLfqcAAPBUbtEeSFUVUbp3755nn2qJo6qQ2DJlyhRrYEUpX768fPrpp7rqyjfffKMrtVioCiyWdkKDBw/OERJRgZTZs2frCiuqTVBWVpbertoFvfPOO3p92rRpeQIrSqtWrayBicKqV6+eDurkDqxYEqqPPvpojsCKosb47rvvSvXq1WXFihXWROZdCjcAADXdSURBVKs3s7zHwMBAu8eodlKKCj8BAAAAAAAAAAAAAAD35xaVVlTwY9myZTpM8vbbb0uHDh10m5383HPPPbpVT26NGzeWZs2ayZ49e3Q7oL59++rtlookvXv3tnm+O++8U+rWrSsHDhyQw4cP60DJ7t275Y8//tCtfR577DFxNNWqSLVBys9PP/0ka9as0RVEVHugW7duWQM1av3IkSP6/aLwsoeabP2lQGp6BpcVAAAALsFcFQAAAO6M+SoAAAC8KrTyyiuvyKZNm2T16tW6HY6qJqJCKarCyv/+7/9Ky5Yt8zwnLCzM7vnUPhVayT5x/vXXX/Wyffv2tx2PCqqo0Mrx48f1z/Xr19fVWxwtNDTU7j4VUHnqqadk8eLF+Z7DGZVFLO/VUnHGHst+Z1yb7Cx9EdU1sScj46+ASbly5Zw6FgAAgIIKfyRW/AL+qgZXUPFxgwp1vGqB2blzZ24K4OWfExUD/qrAOfXlpwt8bj4fAAAAYEZF+S7uLQr7O4XiVse3/Lcbd8D3HwDwbG4RWgkICJBVq1bJzp07dcubLVu26MeuXbvkP//5jwwZMkQ++eSTQp83e+jCUqGkZ8+e+baZsbQLMoJqfWTP66+/rgMrDRo0kPfff18Hd1TFF0u7oMjISNm6dettgyVFYbk++YVEsgdFLK15nMUS7jlx4oTdYyz78gsCAQAAGMm/fCUpFRRcqOc0bNiwUMcHBxfu/AA883OibJB/oT8j+HwAAACAGRXlu7i3KOzvFIoqPT3d7b5zuNNYAAAeGlqxUMEMS1UV1f7m22+/lb///e8yefJkHTbp2LGj9VjVLseeY8eOWVu8WNSsWVO3/fnnP/8pLVq0KNB4atWqpZeHDh3S4RBnVxTJ7ptvvtHL+fPnS5MmTfLsV+/FWSzvW7Ueyo9lDJbjncXS/igtLU3fd1tVdlTASYmIiHDqWAAAAPKjfjEWMXiMYRdJzXedEWIG4PmfE3w+AAAAwCyM/i4O98P3HwDwbD7ipnx9fXVQpWvXrvrnvXv35tj/888/60du+/fv162BfHx8dHshiwcffDBHGKQgVLhFVTdR7YJUgKYgLJVQVOimOM6dO6eXtWvXzrPvxx9/lNTUVHGWTp066aW6vvaCKzdu3JDvvvsux/HOnGxYwkzz5s3Ls1+1llKVVkqXLi3du3d36lgAAAAAAAAAAAAAAIAXhVZUJZWkpCSbPegsFTRyhzfUX5QOHjxYzp8/n6Mkmdqm9j3xxBO6uorFK6+8IuXLl9fthj766CO5fv16ntdTVTzmzp2bIzjzxhtv6PWBAwfKhg0b8jxHtTRKTk62/myp7qKqkKhgR1Hdfffdejlx4sQc29V1GjTIuX0JVVjn/vvv19fxb3/7m6SkpOTYf/XqVX2djx8/LnfccYf84x//EGcbOXKkXqpWSSqUZKGqr6j2Ucrzzz9PCTgAAAAAAAAAAAAAADyEW7QHmjZtmjz33HO67UujRo2kXLlyurrJxo0bdUBCVfJ49NFHczxH/bxv3z656667dNsg1bonISFBVyipW7euTJo0KcfxKkyyZMkSHWYZMWKEjBs3Tr9WtWrVdNjll19+kaNHj0rr1q11UMNi2LBhOijy6aefSocOHXSrmvr168vFixfl4MGD8uuvv8q6deusYRXVKkeFPlTYpnHjxnrd399fV2xRgYuCGjVqlK40ExcXp6vDqF6EZ8+e1dekffv2Ur16ddmyZYs4iwrvdOnSRbZv366vcWRkpPVabd26VYdFKlasKAsXLtRhIGeLjo6WF154QT7++GNp06aNDtUEBgbKmjVr5MKFC9K2bVt55513nD4OAAAAAAAAAAAAAADgRZVWxo4dqyt3qPDDtm3bJD4+Xg4cOKADJLNmzZIVK1boqifZVahQQR/bu3dvXe3k+++/1yEGFWxQ20NCQvK8jmoXpNoHqSCICpmo56nXUq2HqlSpooMi06dPz/EcFYaZMmWKLF++XHr06CGnTp3SQQ31XBVEefvtt6VJkyY5nqP29+3bVwdb5s+fL59//rl8/fXXhbomjz/+uKxfv16HM1SlE9WKR4VWRo8ercfi5+cnzlS1alUdWFGVXlRI5KefftLvRVWbUcGc119/XV9LFaAxyoQJE/QY7r33Xh3YWbZsmb6PKgy0du1aKVOmjGFjAQAAAAAAAAAAAAAAxVMiS/WA8SAzZ86U/v37S0xMjF4HnEGFYVLTM6ThUy9zgU0gJMhfL89mZLp6KDBICPfcVEK436YS4uH3e/fkOFcPweOoSoBKcHBwgY63VEjM3uLT0zBXNZ+Q//+zbfm4V1w9FLjh5xo8H/fcXLjf5lKU+818FZ4mxMO/h3sTo36nwL9l5sL9Nhfut/mku8nvVt2i0goAAAAAAAAAAAAAAADMhdAKAAAAAAAAAAAAAAAADOdr/EvCSO+//74cPHiwQMc2aNBAXnvtNaePCQAAAAAAAAAAAAAAwONCK7GxsfqBglmxYoWsX7++QMd26NCB0Eo2lcoFGtYDEq5Fjz7z4Z6bC/fbXLjfMAvmqub8bAMAAPAUzFfNg+/hAADAdKEVFE5CQgKXDAAAAAAAAAAAAAAAuB0fVw8AAAAAAAAAAAAAAAAA5kNoBQAAAAAAAAAAAAAAAIYjtAIAAAAAAAAAAAAAAADDEVoBAAAAAAAAAAAAAACA4QitAAAAAAAAAAAAAAAAwHC+xr8k4BnSLl6W5kPecfUwYICQIH+9PJuRyfU2iRDuuamEcL9NJcSN7vfuyXGuHgK8GHNVc1n73guuHgIAAEChMF81jxA3+h4OY4QYfM/5/QoAeD8qrQAAAAAAAAAAAAAAAMBwhFYAAAAAAAAAAAAAAABgOEIrAAAAAAAAAAAAAAAAMByhFQAAAAAAAAAAAAAAABiO0AoAAAAAAAAAAAAAAAAMR2gFAAAAAAAAAAAAAAAAhiO04mViY2OlRIkSMnPmzGKfQy3zo15DHRcaGqp/TkhI0D8X9jF69Gib58suKSlJJk6cqMfUuHFj8fX11cf+61//KvL7BAAAAAAAAAAAAAAAruPrwtf2Siq40bFjR+nQoYNeN5OqVatKTExMnu179+6Vn376SapUqSLdunXLs79p06a3PfeUKVNkwoQJDhsrAAAAAAAAAAAAAABwLUIrcJgGDRrYrPCiKqmo0Iq9/QXRqFEjGTFihDRr1kwiIiLk3XfflTlz5jhg1AAAAAAAAAAAAAAAwBUIrcAjDBgwIMfPPj50tgIAAO7heka67JvzkV5v9NTLUiooOMf+5ORkqVmzpl4/ceKE1KhRwyXjBOCazwB3xWcTAAAA4Lk89XsI8uK7GQCIuM1/+T98+LA8/fTTEhYWJqVLl5agoCCpXbu2PPTQQ/LFF19Yj1OVOkqUKCGxsbGSlpYmzz33nNSqVUs/Rx0/fPhwOX/+vN3XOXXqlLz00kty9913S0BAgJQtW1ZatmwpkyZNkj///NPu89auXSu9evXS/5FBvdYdd9yhnzdq1Cg9DiUqKkq3BlLWr1+vx2l5hIaGWs+lxq62qfeyb98+6d27t1SrVk1Kliypq5IoN27ckLlz50q/fv10hZJy5cpJmTJlpH79+vLCCy/o9wEAAAAAAAAAAAAAAOCp3KLSigputG3bVi5evKhDGQ8//LAOcKh04YYNG+TkyZPSv3//HM9RwZTWrVvrwIgKi6gQSEJCgowfP16WL18uGzdu1MGS7NS5oqOj9XNViOSBBx6Qa9euyY4dO2To0KGydOlS+f7778XPzy/H81RIZOLEiXq9adOm0r59e0lPT5ekpCQZM2aMDqqoMXTr1k38/f3lxx9/lCpVquifLSpXrpznfW/ZskUGDRqkAyv33XefXL16VYdolDNnzshTTz0lwcHBOmDTpEkTuXz5suzdu1eP5euvv9bPDw8Pd+i9AAAAQNFlXkiTm9ev6fX9+/fr5enTp7mkgAk/Axzpl19+0UvL90VH4LMJAAAA8A7O+h5iz6XMUnp59cp1Q17P8vsVb8V3MwBwk9DKf/7zHx1Y+de//iVvvPFGjn0qyLFz5848z/nuu++kTZs2OnBSsWJFve3ChQu6MosKc6igyVdffZXjQ//xxx/Xx0yePFmeffZZa4sZFXx58sknZeXKlfLee+/JW2+9ZX2eCoioR6VKlSQ+Pt5aScVCvb4KnSivvfaaHpMKrajqKKqSSn6mT5+unzN27Ng87W5UWGXJkiU6+FKq1F8TAEsFFlXdRY1z2LBh8sMPPxToGiOv/Erzp6SkiF+A434hDAAAzOHI0v+b/zWaP8mlY4FnY67q+Z8BjnQvnycAAMDNMF8FvP97iLvg9ysA4P3coj2QqiqidO/ePc8+1RJHVSGxZcqUKdbAilK+fHn59NNPddWVb775RldqsVAVWCzthAYPHpwjJKICKbNnz9YVVlSboKysLL1dtQt655139Pq0adPyBFaUVq1aSc2aNYv0vuvVq6eDOrkDK5a/oHv00UdzBFYUNcZ3331XqlevLitWrJBLly4V6bUBAAAAAAAAAAAAAADE7JVWVPBj2bJlOkzy9ttvS4cOHXSbnfzcc889ulVPbo0bN5ZmzZrJnj17dDugvn376u2WiiS9e/e2eb4777xT6tatKwcOHJDDhw/rQMnu3bvljz/+0K19HnvsMXE01apItUHKz08//SRr1qyR3377TbcHunXrljVQo9aPHDmi3y8KL3uoydZfCqSmZ3BZAQAA4BLMVQEAAODOmK8CAADAq0Irr7zyimzatElWr16t2+GoaiIqlKIqrPzv//6vtGzZMs9zwsLC7J5P7VOhlewT519//VUv27dvf9vxqKCKCq0cP35c/1y/fn1dvcXRQkND7e5TAZWnnnpKFi9enO85VFslR7O8V0vFGXss+51xbQAAADxR+COx4hcQpNfj4wZZ21R27tzZxSMDYPRngCPNeLGftSKno/DZBAAAAHgHZ30PsadiwF8dAs5duW7I61l+v+Kt+G4GAG4SWgkICJBVq1bJzp07dcubLVu26MeuXbvkP//5jwwZMkQ++eSTQp83e+jCUqGkZ8+eEhgYmO/zVLsgI6jWR/a8/vrrOrDSoEEDef/993VwR1V8sbQLioyMlK1bt942WFIUluujgjP5ycj4qxJJUJBxkyEAAAB35l++kpQKCtbrDRs21Mvg4L9+BmCuzwBHuvvuux3+ecJnEwAAAOAdnPU9xJ6yQX91SriakWnI61l+v+Kt+G4GAG4SWrFQwQxLVRXV/ubbb7+Vv//97zJ58mQdNunYsaP1WNUux55jx45ZW7xY1KxZU7f9+ec//yktWrQo0Hhq1aqll4cOHdLhECMrinzzzTd6OX/+fGnSpEme/eq9OIvlfavWQ/mxjMFyPAAAgBmpXwxFDB5jd7+akzojaAzAMz4D3BWfTQAAAIDn8tTvIciL72YAIOLjrhfB19dXB1W6du2qf967d2+O/T///LN+5LZ//37dGsjHx0e3F7J48MEHc4RBCkKFW1R1E9UuSAVoCsJSCUWFborj3Llzelm7du08+3788UdJTU0VZ+nUqZNequtrL7hy48YN+e6773IcDwAAAAAAAAAAAAAA4FGhFVVJJSkpyWYfN9UiyFZ4Q/216uDBg+X8+fPWbenp6Xqb2vfEE0/o6ioWr7zyipQvX163G/roo4/k+vW8vfZU9Za5c+fmCM688cYben3gwIGyYcOGPM9RLY2Sk5OtP1uqu6gqJCrYUdzyzxMnTsyxXV2nQYOc279PhXXuv/9+fR3/9re/SUpKSo79V69e1df5+PHjcscdd8g//vEPp44HAAAAAAAAAAAAAAB4H7doDzRt2jR57rnnJCwsTBo1aiTlypXT1U02btyoAxKqksejjz6a4znq53379sldd92l2wap1j0JCQm6QkndunVl0qRJOY5XYZIlS5boMMuIESNk3Lhx+rWqVaumwy6//PKLHD16VFq3bq2DGhbDhg3TQZFPP/1UOnToIM2aNZP69evLxYsX5eDBg/Lrr7/KunXrrGEV1SpHhT5U2KZx48Z63d/fX1dsef/99wt8TUaNGqUrzcTFxenqMKpn39mzZ/U1ad++vVSvXl22bNkizqLCO126dJHt27fraxwZGWm9Vlu3bpW0tDSpWLGiLFy4UIeBnE1VzxkyZIj1Z3WvlKlTp8r3339v3b548WI9TgAAAAAAAAAAAAAA4N7cIrQyduxY+eGHH2Tbtm36oYIRISEhOkDSv39/6dOnj656kl2FChX0sSrUoZ6rAh1VqlTRgRMV+FCBitxUuyDVPkgFWtRzVJWUa9eu6ddSYRP1XBVqyU6FYaZMmSI9evTQwRX1mioso4IaKmQTExMjTZo0yfEcFeR4/fXXdZhl/vz5ulWQqhRTmNDK448/LuvXr5e3335bfvrp/2vvTqCkKs+8gb/NviigKLIpghJwQQcVjEIUFZeguLC4EQfUxNFxApmIkYwmKjCJOjmOEyfJEKNEnUSjDm4DQSQfOHpcUNTonImOUdwQFQSjoKLA/c77fqf7o+lu7LW6uu7vd05xq++9detWPbeq/0U9/d4/piaN2Dxy1VVXpaab2FDSlHr27JkaVm6++eb0eOI+xJFmOnXqFPbaa6808szUqVPTeoUQm4Ti/mwrjnKz9Ug3sZ4AAAAAAAAAQPEry+I5YFqQX//616mRJTaLxOvQFOLIOWv+sj7sd84lnuAc6LFDhzR9f/1nzb0rFEgPNc+VHuqdKz2KqN7Lf/6D5t6FXIgN71HXrl1rtX75CIlbNz63NLJq/vyfH0+t03FOvt7XaPnUPF/UO1/qU295lZamRxF9DqcwehS45v5/pXnJLvmi3vnzlyL5v9VWjbo1AAAAAAAAAACoBU0rAAAAAAAAAAAUXJvC3yWFdM0114SXXnqpVusOHjw4zJgxo8n3CQAAAAAAAACgxTWtTJkyJV2onYULF4ZHHnmkVuseeeSRmla20r1LZ+dKzAnn6MsfNc8X9c4X9SYvZNV8vrcBALQU8mp++ByeP2oOQMh70wp1s3TpUk8ZAAAAAAAAAFB0WjX3DgAAAAAAAAAAkD+aVgAAAAAAAAAAKDhNKwAAAAAAAAAAFJymFQAAAAAAAAAACk7TCgAAAAAAAAAABadpBQAAAAAAAACAgtO0AgAAAAAAAABAwWlaAQAAAAAAAACg4DStAAAAAAAAAABQcJpWAAAAAAAAAAAoOE0rAAAAAAAAAAAUnKYVAAAAAAAAAAAKTtMKAAAAAAAAAAAFp2kFAAAAAAAAAICC07QCAAAAAAAAAEDBaVoBAAAAAAAAAKDgNK0AAAAAAAAAAFBwmlYAAAAAAAAAACg4TSsAAAAAAAAAABScphUAAAAAAAAAAApO0woAAAAAAAAAAAWnaQUAAAAAAAAAgILTtAIAAAAAAAAAQMFpWgEAAAAAAAAAoOA0rQAAAAAAAAAAUHCaVgAAAAAAAAAAKDhNKwAAAAAAAAAAFJymFQAAAAAAAAAACk7TCgAAAAAAAAAABadpBQAAAAAAAACAgivLsiwr/N1CcWvXrl3YvHlz6NWrV3PvCgVQ/jZYVlbm+c4JNc8X9c4X9c6futZ81apVoXXr1uHzzz8PLZWsmj/e2/JFvfNHzfNFvfOlPvWWV2lpvK/lj5rni3rni3rnT1Yk/7dqpBWoxqZNm8KWLVs8Nznx7rvvpgv5oeb5ot75ot75U9eaxw9Vbdu2DS2ZrJo/3tvyRb3zR83zRb3zpT71lldpabyv5Y+a54t654t658+7RfJ/q20afYtQAnr37p2mb7/9dnPvCgXQt2/fNFXv/FDzfFHvfFHv/MljzWXV/MnjcZ5n6p0/ap4v6p0vea23vJoveT3O80zN80W980W986dvkfweN9IKAAAAAAAAAAAFp2kFAAAAAAAAAICC07QCAAAAAAAAAEDBaVoBAAAAAAAAAKDgNK0AAAAAAAAAAFBwmlYAAAAAAAAAACi4sizLssLfLQAAAAAAAAAAeWakFQAAAAAAAAAACk7TCgAAAAAAAAAABadpBQAAAAAAAACAgtO0AgAAAAAAAABAwWlaAQAAAAAAAACg4DStAAAAAAAAAABQcJpWAAAAAAAAAAAoOE0r5MLdd98dRo0aFXbaaafQuXPncOCBB4brrrsufPHFF/Xa3vLly8PEiRPDbrvtFjp06BD69+8fvv3tb4f333+/0fed5qv3c889F3784x+HY445JtW6bdu2aZtf+9rXws9+9rN6Hz8U9+t7awsWLAhlZWXpMnr06EbZX4qz5vfff384+eSTQ8+ePUO7du1Cjx49wuGHHx5mzpypZCVU7w0bNqT39UMOOSR06dIlva/Hmp900knhgQceaJL9p/ZefvnlcOONN4YpU6aEIUOGhDZt2qT339mzZzfoaVy8eHEYM2ZM2GWXXULHjh3D4MGDw+WXXx7Wr19fNOWRVfNHXs0XeTVfZNX8kVfzIc9ZNZJX80VWzRdZNX/k1XyRVfPj5ZaeVzMocdOmTcviod6mTZvsuOOOy8aNG5d169YtzRs5cmT2ySef1Gl7d999d9pWvP2wYcOy008/PRswYED6ebfddsteeeWVJnssFK7eX3zxRbpNvOywww7ZUUcdlZ155plpG61bt07zhw8fnq1bt05ZSuj1vbW1a9dmvXv3zsrKytL2jjnmmEbdd4qj5hs3bswmTpyYbt+xY8fs6KOPzs4666z0mu/Ro0fWvXt3pSqReq9Zsybbd999K97X4/bi7/CDDjqo4v1+6tSpTfp4qF29t73MmjWr3k/d9ddfn7YR38uPOOKI9Hrv2bNnmjdo0KBs9erVzV4WWTV/5NV8kVfzRVbNH3k1P/KaVSN5NV9k1XyRVfNHXs0XWTVfprXwvKpphZJ27733Vnw5tXz58or58UU0ZMiQtOySSy6p9fZWrlyZderUKd1uzpw5FfM3bdqUfeMb36hoZNmyZUujPxYKW+/YtHLwwQdnd911V/bZZ59VWvbCCy9kvXr1Sts799xzlaZEXt/bmjRpUmpQuuiiizStlHDN//qv/zrd7tRTT60SsDZv3pw98cQTjbb/NG+9Y0NKvE18b//ggw8qLZs/f35FQ6qaN5+bbropmz59evab3/wm+9Of/pSdc845Dfpg9eyzz6YPVPG9fMGCBRXzN2zYkBoR47bHjx+fNSdZNX/k1XyRV/NFVs0feTVf8phVI3k1X2TVfJFV80dezRdZNX9uauF5VdMKJS02kMQXzezZs6sse/TRR9Oy9u3bZx9++GGttnfppZem24wePbrKso8//jjr2rVrWr5w4cJG2X+at97bc/vtt1eMzPD5558rVYnVe968een28TU/d+5cTSslWvPFixen2+y///5exzmod6xzvE1sRqzOsccem5bH7nGKw+TJkxv0wap8FKVvfvObVZa9/vrrWatWrdLy+CGuuciq+SOv5ou8mi+yav7Iq/mWh6wayav5Iqvmi6yaP/JqvsiqTG5hebVV455sCIrHypUrw9NPP52un3322VWWjxw5Muy+++5h48aNYcGCBbXa5r333lvj9nbYYYdw8sknp+vz5s1r4N5TDPXenqFDh6bpp59+GtasWaNgJVTvWM8LL7wwDBo0KMycObPR9pniq3k8v2P0ne98J7Rt21aJSrzeHTp0qNV68dyctHyff/55mD9/fo3HUL9+/cKIESMq5btCk1XzR17NF3k1X2TV/JFXKfWsGsmr+SKr5ousmj/yar7IqrTEvKpphZL13HPPpenOO+8c+vfvX+06hxxySKV1t+fjjz8Of/7znyvdriHbo7jr/WVeeeWVNG3Xrl26T0qn3hdddFFqXLn55ptr/SU3La/mmzdvDn/4wx/S9SOOOCK8++674YYbbkj1j00st956a1i/fn2jPgaa9zX+9a9/PU2vvfbasHbt2krLYuPLkiVLQs+ePSsaUGnZ/vd//zd88sknRZ3bZNX8kVfzRV7NF1k1f+RVSj2rbn3f/m81H2TVfJFV80dezRdZlZaYV9s0ylagCK1YsSJN99hjjxrXiX+lvfW62/P6669XXK9pm3XZHsVd7+2Jp1a77rrr0vWTTjoptG/fvkHbo3jqfeedd4Z77rknTJs2raJLlNKs+WuvvVbRlPLkk0+Gv/3bv63SpHLppZemY+Loo49u4N5TDK/xyy67LCxbtiw89NBDFZ3g3bp1Sw2py5cvTz/HZrWuXbsqWAkoPy5ijXfccceizG2yav7Iq/kir+aLrJo/8iqlnlW3vm//t5oPsmq+yKr5I6/mi6xKS8yrRlqhZMWRUaLOnTvXuE48pU/00Ucf1Xp729tmXbZHcdd7e66++urwxBNPpO1dc801DdoWxVPvONLGxRdfHPbaa6/wox/9SGlKvOYffPBBxfXzzz8/HHzwwel0NPF+nn/++TBmzJiwevXqcMopp1SMrETLfo3HbT344INh+vTpYcOGDal55Xe/+11qWOnevXsYPXp06NOnTyM9AvKUC+pLVs0feTVf5NV8kVXzR16l2I6fpiCv5ousmi+yav7Iq/kiq9IS86qmFYA6uO2228LMmTNDq1atwi233BIGDhzo+SsRF1xwQVi3bl341a9+FTp16tTcu0MTiyMmlYuNCrGBIQ5nF4PWgQceGB544IGw//77p9FXNKeVhlWrVqXRVG688cYwe/bsitF24ugrsWkpNiSOHDmyUpMqQEskr5YueTU/ZNV8kleBPJBVS5esmi/yav7IqjQ1TSuUrPLhiuJfU9ek/FQQXbp0qfX2trfNumyP4q53de6+++5w3nnnpes33XRTmDhxYr22Q/HV+9Zbb00jMFx44YVh1KhRSpSz9/QpU6ZUOc1X69atw9/8zd+k64sXL673flM87+mTJ09Oo+nMmjUr/MM//EPo379/6hQfNmxY+M///M8wZMiQ8Mc//jH85Cc/UbYSUIhc0FCyav7Iq/kir+aLrJo/8irFdvw0BXk1X2TVfJFV80dezRdZlZaYV9s0ylagCO25555p+tZbb9W4Tvmy8nW3p1+/fhXX33zzzfTlVkO2R3HXe1vz5s0LZ599dtiyZUuYM2dORfMKpVHve++9N03jF9rbNq3E0wZF8RQi5cvuvPPO0LNnzwY8Apq75nGdsrKy9FcBAwYMqHad8vmxi5yWXe+VK1eGhx9+OF0/66yzqixv27ZtmDBhQnjxxRdTk1IcdYWWrfy4+PDDD9PoOdWde7W5c5usmj/yar7Iq/kiq+aPvEqpZ9Wt79v/reaDrJovsmr+yKv5IqvSEvOqkVYoWUOHDk3TDz74IKxYsaLadZ555pk0Peigg750e7FTbO+99650u4Zsj+Ku99buu+++cOaZZ4bNmzeHX/ziF+Fb3/pWI+wxxVjveJtHHnmk0uXll1+u+OVcPu+zzz5TwBZe83gaoEGDBqXra9asqXad8vnl52ak5dY7NpuWq6nzu2vXrmm6du3aeu0zxSW+vstP9VasuU1WzR95NV/k1XyRVfNHXqXUs2okr+aLrJovsmr+yKv5IqvSEvOqphVKVt++fdOQ/9Fvf/vbKssfe+yx1AUWTwkxZsyYWm3ztNNOq3F7cRikeHqRaNy4cQ3ce4qh3lGs6emnnx42bdqUGlbKTxdCadU7NibFETequ8ydOzetc8wxx1TMM5pSabzGy0/xVdPpf8pH5hg+fHgD9pxiqHefPn0qrj/11FPVrvPkk0+maTxtEC1fu3btwoknnljjMfTGG2+Exx9/vFK+KzRZNX/k1XyRV/NFVs0feZVSz6qRvJovsmq+yKr5I6/mi6xKi8yrGZSwe++9N4uH+Q477JAtX768Yv6aNWuyIUOGpGWXXHJJpdvMmzcvGzRoUHb00UdX2d7KlSuzTp06pdv98pe/rJi/adOm7Jxzzknzhw0blm3ZsqWJHxmFqPf8+fOzdu3aZWVlZdmcOXM86SVe75rMnTs3beuYY45p1P2n+Wu+evXqbKeddkq3+7d/+7dKy+6444702o/L4nsBLb/e8fdzvM0+++yTrVixotKy22+/vaLe8TrFYfLkyakms2bNqnGdG2+8MdU85rBtxeMm1rV169bZ73//+4r5GzZsSO/pcdvjx4/PmpOsmj/yar7Iq/kiq+aPvJpveciqkbyaL7Jqvsiq+SOv5ousyuQWllc1rVDypk6dml44bdu2zU444YT0AurWrVuaN2LEiOyTTz6p9gvqfv36Vbu9u+66K71A4zqHHnpodsYZZ2QDBgxIP++2227ZK6+8UqBHRlPW+7333svat2+flvXt2ze9udd0iV98Uxqv7+poWintmi9atCjr0KFDWme//fbLJkyYkA0dOjT9HC8/+MEPCvTIaOp6v/jii9kuu+ySlseajxo1KtU71r283t/4xjc0njaj+EEoZqvyS3m94u/hree/8847Fbe58sor0zpHHnlktdu8/vrr0/L4ASvW/PTTT8969eqV5sUPZMXwO1xWzR95NV/k1XyRVfNHXs2PvGbVSF7NF1k1X2TV/JFX80VWzZflLTyvalohF373u99lRxxxRNalS5esY8eO2f77759dc8012caNG6usW5svtZ955pls3Lhx2a677ppG4ojrXnzxxdm7777bxI+EQtU7/hV++ZeYX3bZ9i/2admv75puY6SV0q35yy+/nBrQ+vTpk5ojunfvno0ZMyZ76KGHmviRUOh6x9/Tl112WXbAAQdknTt3ztq0aZN+lx9//PHpfmheS5YsqfPv3S/7YBU9/PDDqelp5513Tg2pAwcOzL7//e9nH330UVYsZNX8kVfzRV7NF1k1f+TVfMhzVo3k1XyRVfNFVs0feTVfZNX8WNLC82pZ/KdxTjQEAAAAAAAAAAC106qW6wEAAAAAAAAAQKPRtAIAAAAAAAAAQMFpWgEAAAAAAAAAoOA0rQAAAAAAAAAAUHCaVgAAAAAAAAAAKDhNKwAAAAAAAAAAFJymFQAAAAAAAAAACk7TCgAAAAAAAAAABadpBQAAAAAAAACAgtO0AgAAAAAAAABAwWlaAQAAAAAAAACg4DStAAAAAAAAAABQcJpWAKiVPffcM5SVlaXLtGnTtrvuP/3TP1Ws26ZNm1w+w+WPf3uX++67r9JtFixYEK666qowduzY0Lt374r13n777WZ7HDStJUuWhDPPPDP069cvdOjQIey4446hf//+4aijjgqXX355ePLJJ6vcZtvjqFWrVqFr165pG8cff3y44oorwv/8z/8oHQC5I6/WjbxKbcirANA4ZNW6kVWpDVkVSkdZlmVZc+8EAC3jg9Ubb7yRrnfv3j288847oV27dtWuu88++4SXXnopXW/dunXYtGlTyOMHqyg2EfTs2bPadaZOnRoOOuigip+7desW/vKXv1RZ76233gp9+/Ztwr2lOXzve99LDV7RgAEDwr777puaVlatWhWeffbZ8NFHH4Xx48eHe+6550uPrQ0bNoT3338/3W79+vVp3rhx48IvfvGL0KNHj4I/NgBoDvJq3cirfBl5FQAaj6xaN7IqX0ZWhdKSzz9/B6DeDjnkkPDMM8+E+++/P0ycOLHK8scffzw1rAwbNiw8/fTTuX+mZ8yYEUaNGlWr5yE2GQwcODA1ssSLZoPSNX/+/NSwEkciuv3229NoK1v74osvwsMPPxxWrFhRp2MrNojddddd4bvf/W6YN29eGnElviZ32mmnJnssAFBs5NW6kVepjrwKAE1DVq0bWZXqyKpQepweCIA6Oe+889L0lltuqXb5zTffXGk9ai8+p9///vfTCBq77rqrp67ITJkyJf2Vx9KlSxu8rTvvvDNNY+PXtg0rUdu2bcOYMWPCxRdfXKftxiaYs88+OyxbtizssssuqYFs+vTpDd5fAGhJ5NWmI68WN3kVAIqfrNp0ZNXiJqsC26NpBYA6GTJkSPqLgEWLFoWVK1dWWhZPSxJHeYinsjnuuONq3EYc/eHKK68MI0aMCH369EmnGYqnHBo9enS6/fbE+7z00kvTfsRTqXTu3Dl85StfSaE3jihR3blPo7lz54bDDjssdO3aNc17/fXXK9aLX/CffvrpoXfv3mlf4ggnY8eOTSNdlKr4+OPzEIcm3bJlS/jpT38aDjjggNCpU6fQq1evcOGFF4a1a9emdTdu3BhmzZoVBg8eHDp27Jiep2nTpqVT0tRk+fLlYdKkSWGPPfYI7du3DzvvvHNqxlmwYEGjHROxeSQ+hjjaSByZ5Nprrw377bdf2sd42zhyzZ/+9KdQjN577700barRdOLzfvXVV6frt912W8X9AUAeyKulQV5tXvIqADQNWbU0yKrNS1aFEpQBQC3069cvi782Hn300eznP/95uj579uxK69x8881p/uWXX56tWLEiXW/dunWVbZ1//vlp2eDBg7Pjjz8+O+OMM7LDDjssa9WqVZr/93//99Xuw+LFi7Nu3bqldXr06JGdcsop2cSJE7Nhw4Zlbdu2zSZPnlxp/bhevPzd3/1d2vbIkSOzs846Kzv00EOz119/Pa3zy1/+suJ+hw4dmpYffvjhFbe96qqr6nV8lN9+yZIl9br91tt46623ssZWXp9Y1/iYO3bsmJ1wwgnZqaeemp7b8udj/fr16Xnr0qVLdvLJJ2cnnXRS1rVr17T861//erXbvuGGGyqe07/6q7/KJkyYkLbRrl27NO/qq69ulGMiPrdxWazX6NGjs06dOqXHMH78+Gz33XdPy+LxEh9rY4jHV0Nruu3j7dOnT/b22283ybG1bt26rKysLK17xx13NHCPAaD4yat1I6/Kq9sjrwJA45JV60ZWlVW3R1aF0qNpBYA6f7D68MMPU5PD3nvvXWmdESNGpC/JX3311e02rSxdujSts62XXnop69u3b7rdU089VWnZm2++WdEsMWPGjGzjxo2Vlr/33ntp36r7cj82XDzxxBNV7u+FF17I2rRpk/b5tttuq7RswYIFFU0WixYtKtkPVvGy1157VTTxRGvWrMkGDhyYlg0ZMiQbPnx4mlfutddey3baaae0/LHHHqu03YULF6bnc5dddskeeeSRKs93eX3jMdDQY6K8aaW8wWbVqlUVyz799NPU/BKXXXDBBVmxNa0sW7YsHXtxe/G1FBt7YrPPf/3Xf2UbNmxotGMrvkbjuldccUWD9xkAip28Wjfyqry6PfIqADQuWbVuZFVZdXtkVSg9mlYAqPMHq2jSpEmVmg9ic0H8edSoUenn7TWtbM+cOXPS7S699NJK87/zne+k+WPHjq3zh5uZM2dutyN73Lhx1S6PI7TE5ccee2ydHsPW913TZdtRYZqzaWX+/PlVll9//fVpWWxAefHFF6ss//a3v13tqClxFJs4/5577qn2fu+66660PI6G0tBjorxpJe7j888/X+V2Tz75ZFo+YMCArD7NKXW91LWZ5cEHH6xoyNn6EkcNisdcTc1Sdbm/r371q2ndiy66qE77BgAtkbxaN/KqvPpl5FUAaDyyat3IqrLql5FVobS0ae7TEwHQMp133nnhN7/5TbjlllvCkUcemabl82tj/fr14fe//3147rnnwpo1a8Lnn3+e5q9atSpNX3755UrrL1y4ME0vuOCCOu/rhAkTqp2/dOnSNJ0yZUq1y88///zwr//6r+HRRx8NmzdvDq1bt67zfR9//PGhZ8+eVeaPHDkyFIM2bdqE4447rsr8gQMHpukee+wR9t9//xqXv/POOxXzYh2XLVsWOnbsGMaOHVvt/Y0aNSpNH3/88QYfE+XiPh544IFV5u+zzz5punLlylAXNdXmscceC6+++mqNNa1u3vacdNJJaVsPPfRQWLx4cXj66afD888/Hz755JPw8MMPp8sPf/jDcPXVV4f62rJlS5qWlZXVexsA0FLJq7Ujr1Ymr/5/8ioANB1ZtXZk1cpk1f9PVoXSomkFgHo56qijQv/+/cM999wTbrjhhnDbbbeFLl261NggsrUHH3wwnHvuueGDDz6ocZ2PPvqo0s9vvPFGmg4ePLjO+7rnnntWO7+8mSE+jurstddeafrZZ5+lfe3Ro0dqppg+fXqVdeN+zZgxo8r8OK/8w0Qx6tWrV2pc2dYOO+xQ0RBSnR133LHiuSm3YsWKOIJb+PTTT0P79u23e7+rV69u8DFRrqZ9jMdjtHHjxlAX3/zmN9NlW7G5KTatNGZN27Ztmz5gxUv5vsZmqiuuuCI888wzYebMmeHEE08Mw4cPr9f24/Ea7bzzzo2yvwDQksirlcmr8mp9yKsA0DRk1cpkVVm1PmRVKB2aVgColzhyQ/wS/8orrwyTJ08O7777bhoFJY6ysT2xUeSMM85IjQ3f+973wqRJk1JTSWySaNWqVVi0aFHqoP9/o0A2ji/bp7qIo4HceuutVebH0Waqa1opdvE5b8jy6kb1iLUcP358rW/X0GOiLvtY7GKzT3ysI0aMSB/W43Nz//3316tpZd26damRKBoyZEgT7C0AFDd5tTJ5VV5tDPIqADQOWbUyWVVWbQyyKrRcmlYAqLfYtBJPXRJHyajtqYHiurE54bTTTgvXXnttleWvvPJKjaNpxNPDvPTSS2HvvfdulKr16dMnjZzx2muvVXsKnDg/6tChQ8VIFbGZojEbakrJ7rvvXvGhO54uqrbNJPU9JkpZbNg57LDD0khG5aOl1NVvf/vbdKzGvziIf70DAHkkr7I1ebXxyKsA0HCyKluTVRuPrAotT+n8aTIABRcbSU455ZTQvXv38NWvfjUceuihX3qbtWvXpmm/fv2qLItfsMcv2qtzwgknpOlNN90UGkv5KV5+/etfV7s8Nl5EX/va16o9hQ6V9e7dOxxwwAHh448/DgsXLqz101PfY6Ilq03j05tvvpmmffv2rfP2422vuuqqiv8A2XXXXeuxlwDQ8smrbE1erT15FQCanqzK1mTV2pNVofRoWgGgQebNm5dGgnjiiSdqtf4+++yTpnEEiVWrVlXM37x5c/jhD38YHn/88Wpv993vfjfsuOOO4YEHHghXXHFF+OKLLyotf//998Njjz1Wp32fNm1aaka57777wr//+79XWhZPSTNnzpx0ffr06aGYxaaE8iFFm9vs2bPT9Nxzz60YgWfbDxRPPfVUen4bekwUWmxuivtf3uzUEOeff346jv/85z9XWRZHnYkNJ8uWLUvH54QJE2q93U2bNoU77rgjNZDF1+W+++4brrvuugbvLwC0ZPJq85NXC0NeBYCWR1ZtfrJqYciqwPb4s3EACmrs2LHh4IMPDsuXLw9f+cpX0vlKO3funBoZ3nnnnXDZZZdVe4qY+JcHsakhfoH/j//4j+FXv/pVOn1KPPXJG2+8EZ577rlw9tlnh5EjR9Z6X4YMGRJ+9rOfhYsuuiicc8454Z//+Z/D4MGD0/Zio0RsUIjNA8cdd1wohFmzZoX58+dXmX/yySeHdu3apesHHXRQ+PnPf15p+ZYtW9I0PhfFUN9/+Zd/CZdcckna73gqp0GDBoWuXbuG1atXhz/+8Y+pwSjWufx5re8x0VTisVXXBqhoxowZ6fip7egyc+fOTcfygAEDwn777ZeasuJzE5+HdevWhdatW4ef/vSnFU0927rmmmsqRgmKjS7vvfdeePbZZ9NIN1F8rcRjpVu3bnV+LACQZ/JqzeRVeVVeBYDmJavWTFaVVWVVaLk0rQBQ2F88bdqEpUuXhh//+MfhP/7jP8If/vCH0KVLl3D44Yenn+MX7jU1KMQmh//+7/8O119/fTr9TLzE7cWhE2PTybe+9a06788FF1wQDjzwwPCTn/wkNSq88MILqcFizJgxaSSWY489NhTKq6++mho1thUbcsp16NChyvLY5FA+ekcxmDp1ajj66KPDjTfeGJYsWZJq3KpVq9CzZ88wdOjQcOKJJ4bx48c3yjHRFOJxcOutt9brrzJq27QSm6VOPfXU9FhffPHFVPfYyNKxY8fQv3//MGnSpHDhhRemZpaaPPTQQ2kaR9mJ52mNzSmxkWv48OGpgaumZhcAYPvk1ZrJq/KqvAoAzUtWrZmsKqvKqtBylWW1OfEXAFCUVq5cGfr27RtOO+20NJwoAAAUE3kVAIBiJasCFIdWzb0DAED9LVq0KJ1G5kc/+pGnEQCAoiOvAgBQrGRVgOJgpBUAAAAAAAAAAArOSCsAAAAAAAAAABScphUAAAAAAAAAAApO0woAAAAAAAAAAAWnaQUAAAAAAAAAgILTtAIAAAAAAAAAQMFpWgEAAAAAAAAAoOA0rQAAAAAAAAAAUHCaVgAAAAAAAAAAKDhNKwAAAAAAAAAAFJymFQAAAAAAAAAACk7TCgAAAAAAAAAABadpBQAAAAAAAACAgtO0AgAAAAAAAABAwWlaAQAAAAAAAACg4DStAAAAAAAAAABQcJpWAAAAAAAAAAAIhfZ/Aev36XefEsHZAAAAAElFTkSuQmCC",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "for protocol in ['random','date_grouped']:\n",
    "    figure = OUT / 'figures' / f'{protocol}.png'\n",
    "    if figure.exists():\n",
    "        display(Image(filename=str(figure)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "c4b2106f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-20T19:58:05.357717Z",
     "iopub.status.busy": "2026-09-20T19:58:05.357593Z",
     "iopub.status.idle": "2026-09-20T19:58:05.361838Z",
     "shell.execute_reply": "2026-09-20T19:58:05.361381Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'checked': 114,\n",
       " 'expected': 114,\n",
       " 'missing': [],\n",
       " 'all_complete': True,\n",
       " 'checks': 'source and split hashes; train/test separation; train-only scaler; uniform sampler metadata; fixed epochs; finite losses and embeddings; supported labels and recomputed scores; probe convergence'}"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "{'checked': 516, 'changed': []}"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "verification = OUT / 'verification.json'\n",
    "if verification.exists():\n",
    "    display(json.loads(verification.read_text()))\n",
    "else:\n",
    "    print('Full verification is pending completion of the experiment grid.')\n",
    "preserved = ROOT / 'registry_v3/v2_preservation.json'\n",
    "display(json.loads(preserved.read_text()))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "fc71f137",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-20T19:58:05.363051Z",
     "iopub.status.busy": "2026-09-20T19:58:05.362947Z",
     "iopub.status.idle": "2026-09-20T19:58:05.367005Z",
     "shell.execute_reply": "2026-09-20T19:58:05.366545Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "# Explicit year holdout diagnostic\n",
       "\n",
       "This exploratory amendment was specified after partial V3 random-split results were visible, before any year-holdout execution. Each year is held out completely; training and validation use disjoint dates from other years. All six prespecified models and all four years are reported. Neural seed is fixed at 0, so these are four different populations, not four repeat-seed estimates.\n",
       "\n",
       "## Partition sizes\n",
       "\n",
       "| Held-out year | Train codas | Validation codas | Test codas |\n",
       "|---|---:|---:|---:|\n",
       "| 2005 | 687 | 328 | 368 |\n",
       "| 2008 | 845 | 275 | 263 |\n",
       "| 2009 | 967 | 321 | 95 |\n",
       "| 2010 | 570 | 156 | 657 |\n",
       "\n",
       "## unit\n",
       "\n",
       "| Model | 2005 | 2008 | 2009 | 2010 |\n",
       "|---|---:|---:|---:|---:|\n",
       "| Raw ICI | 0.224 (368/368 supported) | 0.425 (263/263 supported) | 0.541 (95/95 supported) | 0.476 (657/657 supported) |\n",
       "| ICI + temporal mel | 0.649 (368/368 supported) | 0.360 (263/263 supported) | 0.778 (95/95 supported) | 0.327 (657/657 supported) |\n",
       "| WhAM | 0.822 (368/368 supported) | 0.371 (263/263 supported) | 0.789 (95/95 supported) | 0.422 (657/657 supported) |\n",
       "| AVES | 0.750 (368/368 supported) | 0.510 (263/263 supported) | 0.833 (95/95 supported) | 0.377 (657/657 supported) |\n",
       "| DCCE 110 | 0.592 (368/368 supported) | 0.362 (263/263 supported) | 0.767 (95/95 supported) | 0.346 (657/657 supported) |\n",
       "| DCCE 111 | 0.448 (368/368 supported) | 0.391 (263/263 supported) | 0.713 (95/95 supported) | 0.357 (657/657 supported) |\n",
       "\n",
       "## coda_type\n",
       "\n",
       "| Model | 2005 | 2008 | 2009 | 2010 |\n",
       "|---|---:|---:|---:|---:|\n",
       "| Raw ICI | 0.957 (358/368 supported) | 0.908 (263/263 supported) | 1.000 (95/95 supported) | 0.965 (636/657 supported) |\n",
       "| ICI + temporal mel | 0.589 (358/368 supported) | 0.607 (263/263 supported) | 0.977 (95/95 supported) | 0.427 (636/657 supported) |\n",
       "| WhAM | 0.077 (358/368 supported) | 0.045 (263/263 supported) | 0.166 (95/95 supported) | 0.051 (636/657 supported) |\n",
       "| AVES | 0.065 (358/368 supported) | 0.047 (263/263 supported) | 0.103 (95/95 supported) | 0.029 (636/657 supported) |\n",
       "| DCCE 110 | 0.596 (358/368 supported) | 0.702 (263/263 supported) | 1.000 (95/95 supported) | 0.476 (636/657 supported) |\n",
       "| DCCE 111 | 0.583 (358/368 supported) | 0.546 (263/263 supported) | 0.839 (95/95 supported) | 0.421 (636/657 supported) |\n",
       "\n",
       "## individual_id\n",
       "\n",
       "| Model | 2005 | 2008 | 2009 | 2010 |\n",
       "|---|---:|---:|---:|---:|\n",
       "| Raw ICI | 0.404 (236/314 supported) | 0.542 (57/57 supported) | 0.412 (37/64 supported) | 0.232 (292/319 supported) |\n",
       "| ICI + temporal mel | 0.353 (236/314 supported) | 0.491 (57/57 supported) | 0.410 (37/64 supported) | 0.128 (292/319 supported) |\n",
       "| WhAM | 0.238 (236/314 supported) | 0.229 (57/57 supported) | 0.038 (37/64 supported) | 0.093 (292/319 supported) |\n",
       "| AVES | 0.193 (236/314 supported) | 0.207 (57/57 supported) | 0.228 (37/64 supported) | 0.068 (292/319 supported) |\n",
       "| DCCE 110 | 0.258 (236/314 supported) | 0.607 (57/57 supported) | 0.468 (37/64 supported) | 0.197 (292/319 supported) |\n",
       "| DCCE 111 | 0.257 (236/314 supported) | 0.670 (57/57 supported) | 0.349 (37/64 supported) | 0.186 (292/319 supported) |\n",
       "\n",
       "Full-eligible macro-F1 values (including unseen labels) are in `year_holdout_metrics.csv`. Conditional date-cluster intervals are in `year_holdout_intervals.csv`. Class support and composition differ across years. These tests remove shared years between train/validation and test, but performance differences still combine biological, recording and label-composition changes; they do not identify a causal recording artifact."
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "{'checked': 24, 'expected': 24, 'all_complete': True}"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "year_report = ROOT / 'reports_v3/year_holdout.md'\n",
    "if year_report.exists():\n",
    "    display(Markdown(year_report.read_text()))\n",
    "    display(json.loads((OUT / 'year_holdout_verification.json').read_text()))\n",
    "else:\n",
    "    print('Year-holdout diagnostic is queued after the main grid.')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "29a30428",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-20T19:58:05.368122Z",
     "iopub.status.busy": "2026-09-20T19:58:05.368015Z",
     "iopub.status.idle": "2026-09-20T19:58:05.371896Z",
     "shell.execute_reply": "2026-09-20T19:58:05.371375Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "# Input-matched frozen-feature controls\n",
       "\n",
       "Exploratory addition: all three frozen pretrained families receive the same annotated ICI through direct concatenation. Only the downstream linear probe is trained. Multi-layer selection uses validation data exclusively. These controls match available inputs; they do not match external pretraining history or local auxiliary-label objectives.\n",
       "\n",
       "## date_grouped\n",
       "\n",
       "| Model | Unit | Type | ID |\n",
       "|---|---:|---:|---:|\n",
       "| AVES_ICI | 0.712 ± 0.111 | 0.366 ± 0.084 | 0.128 ± 0.103 |\n",
       "| BirdNET_ICI | 0.628 ± 0.095 | 0.287 ± 0.061 | 0.100 ± 0.055 |\n",
       "| WhAM_ICI | 0.768 ± 0.057 | 0.376 ± 0.151 | 0.153 ± 0.135 |\n",
       "\n",
       "## random\n",
       "\n",
       "| Model | Unit | Type | ID |\n",
       "|---|---:|---:|---:|\n",
       "| AVES_ICI | 0.926 ± 0.011 | 0.667 ± 0.044 | 0.652 ± 0.044 |\n",
       "| BirdNET_ICI | 0.884 ± 0.018 | 0.497 ± 0.028 | 0.580 ± 0.031 |\n",
       "| WhAM_ICI | 0.921 ± 0.005 | 0.722 ± 0.027 | 0.598 ± 0.028 |\n",
       "\n",
       "## Year holdouts\n",
       "\n",
       "| Model | Year | Unit | Type | ID |\n",
       "|---|---:|---:|---:|---:|\n",
       "| AVES_ICI | 2005 | 0.675 | 0.440 | 0.263 |\n",
       "| AVES_ICI | 2008 | 0.498 | 0.332 | 0.330 |\n",
       "| AVES_ICI | 2009 | 0.835 | 0.733 | 0.376 |\n",
       "| AVES_ICI | 2010 | 0.354 | 0.303 | 0.057 |\n",
       "| BirdNET_ICI | 2005 | 0.646 | 0.238 | 0.229 |\n",
       "| BirdNET_ICI | 2008 | 0.355 | 0.239 | 0.195 |\n",
       "| BirdNET_ICI | 2009 | 0.819 | 0.718 | 0.126 |\n",
       "| BirdNET_ICI | 2010 | 0.323 | 0.330 | 0.101 |\n",
       "| WhAM_ICI | 2005 | 0.773 | 0.406 | 0.305 |\n",
       "| WhAM_ICI | 2008 | 0.410 | 0.367 | 0.459 |\n",
       "| WhAM_ICI | 2009 | 0.856 | 0.961 | 0.255 |\n",
       "| WhAM_ICI | 2010 | 0.451 | 0.382 | 0.146 |\n",
       "\n",
       "All per-run support counts and secondary scores are saved in `feature_fusion_metrics.csv`. Year holdouts control local probe training, not unknown historical pretraining exposure."
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "# Descriptive channel probes\n",
       "\n",
       "Post-hoc analysis of 12 fixed checkpoints. Encoders are not retrained. Every channel uses the same supervised, training-only frozen-probe protocol as fusion. Re-extracted fusion embeddings are checked against saved embeddings. These are diagnostic scores, not replacements selected for the primary result.\n",
       "\n",
       "## date_grouped: Dual_U1T1I0\n",
       "\n",
       "| Output | Unit | Type | ID |\n",
       "|---|---:|---:|---:|\n",
       "| rhythm | 0.558 ± 0.091 | 0.917 ± 0.065 | 0.325 ± 0.144 |\n",
       "| spectral | 0.516 ± 0.149 | 0.057 ± 0.023 | 0.098 ± 0.069 |\n",
       "| fusion | 0.598 ± 0.078 | 0.692 ± 0.088 | 0.248 ± 0.130 |\n",
       "\n",
       "## date_grouped: Dual_U1T1I1\n",
       "\n",
       "| Output | Unit | Type | ID |\n",
       "|---|---:|---:|---:|\n",
       "| rhythm | 0.552 ± 0.101 | 0.911 ± 0.071 | 0.320 ± 0.150 |\n",
       "| spectral | 0.511 ± 0.125 | 0.055 ± 0.032 | 0.074 ± 0.045 |\n",
       "| fusion | 0.596 ± 0.052 | 0.628 ± 0.074 | 0.223 ± 0.175 |\n",
       "\n",
       "## random: Dual_U1T1I0\n",
       "\n",
       "| Output | Unit | Type | ID |\n",
       "|---|---:|---:|---:|\n",
       "| rhythm | 0.639 ± 0.027 | 0.983 ± 0.023 | 0.459 ± 0.052 |\n",
       "| spectral | 0.863 ± 0.013 | 0.158 ± 0.023 | 0.367 ± 0.116 |\n",
       "| fusion | 0.901 ± 0.020 | 0.865 ± 0.115 | 0.597 ± 0.051 |\n",
       "\n",
       "## random: Dual_U1T1I1\n",
       "\n",
       "| Output | Unit | Type | ID |\n",
       "|---|---:|---:|---:|\n",
       "| rhythm | 0.632 ± 0.028 | 0.982 ± 0.019 | 0.461 ± 0.054 |\n",
       "| spectral | 0.861 ± 0.001 | 0.169 ± 0.021 | 0.443 ± 0.059 |\n",
       "| fusion | 0.907 ± 0.010 | 0.735 ± 0.091 | 0.581 ± 0.012 |\n"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "for report in ['feature_fusion','branch_probes']:\n",
    "    path = ROOT / 'reports_v3' / f'{report}.md'\n",
    "    if path.exists():\n",
    "        display(Markdown(path.read_text()))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8e15527a",
   "metadata": {},
   "source": [
    "## Reproduction\n",
    "\n",
    "Run `scripts_v3/experiments.py` for the 102 DCCE/control evaluations and `scripts_v3/aves_finetune.py` for the 12 pretrained-transformer adaptations. `scripts_v3/year_holdout.py` adds the 24 strict year-holdout evaluations. Runners verify existing source hashes before skipping completed outputs. Analysis scripts regenerate tables and confidence intervals. Consult `README_v3.md`; training is intentionally not an automatic notebook side effect."
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Paper revision V3",
   "language": "python",
   "name": "review_v3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.14.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
