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diff --git a/_sources/frontmatter/conda-m1.md b/_sources/frontmatter/conda-m1.md
index f9f15d0..bc02e43 100644
--- a/_sources/frontmatter/conda-m1.md
+++ b/_sources/frontmatter/conda-m1.md
@@ -1,21 +1,23 @@
# Conda on Apple M1 Chip
-If you're using a Mac with the latest M1 chip, it is highly recommended to install the packages in
+If you're using a Mac with the latest M1 chip, it is highly recommended to install the packages in
your conda environment specifically tailored for your hardware architecture (i.e. `arm64`).
-To do so, please execute the following command:
+To do so, please execute the following command:
```
-$ CONDA_SUBDIR=osx-arm64 conda env create -f environment.yml
+$ CONDA_SUBDIR=osx-arm64 conda env create -f requirements/tutorial.yml
```
This will make sure that `conda` will automatically fetch the appropriate packages from channels, if required.
-To activate the environment, please run:
+To activate the environment, please run:
+
```
-$ conda activate pydata-global-2022-ml-repro
+$ conda activate ml-recipes
```
Once the environment is activated, please set the `subdir` for future package installations:
+
```
$ conda config --env --set subdir osx-arm64
```
diff --git a/_sources/frontmatter/conda.md b/_sources/frontmatter/conda.md
index 1156823..18f8ede 100644
--- a/_sources/frontmatter/conda.md
+++ b/_sources/frontmatter/conda.md
@@ -1,8 +1,8 @@
# Using Conda
-⚠️ If you're using Apple with M1 Chip, please follow these [instructions](#note-for-conda-on-apple-m1-chip)
+⚠️ If you're using Apple with M1 Chip, please follow these [instructions](/frontmatter/conda-m1.html)
-You can create an `pydata-global-2022-ml-repro` conda environment executing:
+You can create an `ml-recipes` conda environment executing:
```
$ conda env create -f requirements/tutorial.yml
@@ -11,11 +11,11 @@ $ conda env create -f requirements/tutorial.yml
and later activate the environment:
```
-$ conda activate pydata-global-2022-ml-repro
+$ conda activate ml-recipes
```
You might also only update your current environment using:
```
-$ conda env update --prefix ./env --file environment.yml --prune
+$ conda env update --prefix ./env --file requirements/tutorial.yml --prune
```
diff --git a/_sources/notebooks/0-basic-data-prep-and-model.ipynb b/_sources/notebooks/0-basic-data-prep-and-model.ipynb
index 6e5fbb8..fb07aa4 100644
--- a/_sources/notebooks/0-basic-data-prep-and-model.ipynb
+++ b/_sources/notebooks/0-basic-data-prep-and-model.ipynb
@@ -22,7 +22,7 @@
},
{
"cell_type": "code",
- "execution_count": 1,
+ "execution_count": 2,
"id": "54158e1d",
"metadata": {
"execution": {
@@ -50,7 +50,7 @@
},
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": 3,
"id": "36b24fd4",
"metadata": {
"execution": {
@@ -67,7 +67,7 @@
},
{
"cell_type": "code",
- "execution_count": 3,
+ "execution_count": 4,
"id": "01e133b7",
"metadata": {
"execution": {
@@ -261,7 +261,7 @@
"4 NaN "
]
},
- "execution_count": 3,
+ "execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
@@ -285,7 +285,7 @@
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": 5,
"id": "93eedeb8",
"metadata": {
"execution": {
@@ -448,7 +448,7 @@
"[344 rows x 5 columns]"
]
},
- "execution_count": 4,
+ "execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
@@ -490,7 +490,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 6,
"id": "8378dc03",
"metadata": {
"execution": {
@@ -502,15 +502,26 @@
},
"outputs": [
{
- "ename": "ModuleNotFoundError",
- "evalue": "No module named 'seaborn'",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [5], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mseaborn\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01msns\u001b[39;00m\n\u001b[0;32m 3\u001b[0m pairplot_figure \u001b[38;5;241m=\u001b[39m sns\u001b[38;5;241m.\u001b[39mpairplot(penguins, hue\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSpecies\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n",
- "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'seaborn'"
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "c:\\Users\\Jesper\\Github\\ml-for-science-reproducibility-tutorial\\env\\Lib\\site-packages\\seaborn\\_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
+ " with pd.option_context('mode.use_inf_as_na', True):\n",
+ "c:\\Users\\Jesper\\Github\\ml-for-science-reproducibility-tutorial\\env\\Lib\\site-packages\\seaborn\\_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
+ " with pd.option_context('mode.use_inf_as_na', True):\n",
+ "c:\\Users\\Jesper\\Github\\ml-for-science-reproducibility-tutorial\\env\\Lib\\site-packages\\seaborn\\_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
+ " with pd.option_context('mode.use_inf_as_na', True):\n"
]
+ },
+ {
+ "data": {
+ "image/png": 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jxq5oR40axS233EJ4eDjLli0jLy+PzMxMEhISKCws5MSJE7z00kusWrWKZs2asWLFiv885rRp01AoFDZfISEhZevHjRtXaX2PHj1q6i1dsY4k6wn3cUPj4pwbFm83Ne5aFXHpMp1UkuqEIR8O/Q6fdRFF/Na/A99dBz+PBX1y9Y8T3AZu+gpcvcuXeYXD2D/AJ6rmx+0EAW4BPNTuIbvrJnaYSIBrQC2PSJLqRqAukKe6PGV33V0t7sLP9QruuOYeALd8B40Hli/TesHtP8FfT8GPN8OG92DJJPi0K5zdDKb6Pz1PkiRJqh01lukxZMgQfvnlFzQa+5H1xo0b07hxY+69914OHTpEUlJStY7bunVrVq5cWfa9SmVbeXzo0KF8//33Zd87ev2G5EiynogablVbkUKhIMJHx8k0GfSQpDqhT4Ilj1Vefm4r7Poe+j0L1WlP6eoFbW6B6N5QmAFKF9AFgFdozY/ZSVxdXLm9+e1EeETw2d7PSMhPIMozikkdJ9EjtAfaK6TtriRdLhelC4OjBxPgFsCHuz7kVO4pgnXBTGg/gUFRg/DQXOGZmd4RcOv3UJABhjzQ+cOyFyHrlO12ZiMsuAMe3X7FBG8lSZIk56qxoMejjz5a7W1bt25N69atq7Wti4uLTXbHhbRabZXrGxqr1crR5Dyub+vcm5YQb1eZ6SFJdeXwYsfrtn8NnceBV1j1jqVyAZ9I8XWF8nX1ZUSTEXQP7Y7JakKtUBOgkxkeUsPjrfVmQOQA2ga0xWgx4qJwIVAXWNfDqjluvuILIOs0HPvb/nYlRZByUAY9JEmSJMBJhUwrys/Px3JB20MvL69q73/ixAnCwsLQarV0796dGTNm0Lhx47L1a9euJSgoCB8fH/r3788bb7xBUFDVc9oNBgMGg6Hse73+6mm/mpxbTJ7BRKQTMz1ABD12n8vGarWiUCic+lrS1eNq/uzVqrwqujAU54huBg3QVXVz5wTy89dw+Lv51/UQnM9cUvW5rjCj9sYiSZIk1WtOKfpw+vRphg8fjru7O97e3vj6+uLr64uPjw++vtUvKte9e3fmzJnDsmXLmDVrFikpKfTq1YvMzEwAhg0bxk8//cTq1at5//332bFjB4MGDbK5qLPnzTffxNvbu+wrMvLKfcJ5oeOpooBZabFRZwn1ciWv2ER2oeyMIFXf1fzZczqrVRQsLc6DZkMdbxfVCzTO6dwkXdnk50+6qmg9qs5oC+1Ye2ORJEmS6jWF1Wq11vRBe/XqBcATTzxBcHBwpUyA/v37X9JxCwoKaNKkCc8++yxPPVW5WFdycjLR0dEsWLCA0aNHOzyOvaddkZGR5ObmXlQWSn00a/0p3lt+jO/GdUXpxAyMs5kFPP/bAX59pBedo2V3BKl6rubPnlPlxsPhJXBgEahdYejb8OuDkHHMdjuFEh5cBeGd6macV4EiUxHZxdmYLWbc1e74uV3BxR8vID9/V46c4hzyS/JRKBT4aH1wV8tAZiVWKxz+A365t/K6xgOgx6MQ0BR8oq+ITlSSJEmS8zhlesv+/fvZtWsXzZs3r9Hjuru707ZtW06cOGF3fWhoKNHR0Q7Xl9JqtWi1V2dxu+OpeUT4ujk14AEQ5OkKwLmsAhn0kKrtav7sOU1OvGgrmxtfvmzODXDHfNi/EPbNB1OxCHQMfQeCWtbdWK9wSflJfLb3M/4+/Tcmi4lmvs14odsLtPZvjZvaudlztUF+/uo/o9nIiewTzNg2g/0Z+1EqlAyMHMhTnZ8iykvWp7ChUIhuLncthOUvQcYJ0Ymqw10Q2QMW3g0urvDAcnlelCRJauCcEvTo2rUr8fHxNR70MBgMHDlyhL59+9pdn5mZSXx8PKGhV07ngZp2Ii2fMG/nX5y7aVT4uKk5m1no9NeSpAbLXALbZ9kGPACKskXg44GV0O9psJhB4wHuDWAev5OkFabx0IqHOKs/W7bsePZx7l92P3OHzaV9UPs6HJ3UUJzTn2PMP2MwWUwAWKwWVp1bxb70fcy7fh6hHg33+sYuN28x3c8vFtIOiQDwgUWw7StR78NshH+eh9tmg5tPXY9WkiRJqiNOCXp88803TJgwgcTERNq0aYNarbZZ365du2od5+mnn2bkyJFERUWRlpbG9OnT0ev13HvvveTn5zNt2jRuvvlmQkNDOXPmDC+++CIBAQHcdNNNznhb9Z7VaiUuPd/pnVtKBXlpOZclgx6S5DQFGbB/vv11ZiNsmgk3fytTt2vA0ayjNgGPUlasvLvzXT4d9Ck+rj61PzCpwSgsKeSLfV+UBTwqyijKYFPiJm5pfksdjOwKcHIl/Puc/XWn14oCzzLoIUmS1GA5JeiRnp5OXFwc9913X9kyhUJR1unDbDZX6zgJCQnceeedZGRkEBgYSI8ePdi6dSvR0dEUFRVx4MAB5syZQ05ODqGhoQwcOJCFCxfi6enpjLdV76XnG8grNhHuUztp2IGerjLTQ5LqktUC1HhZpgZpffx6h+v2pe+jyFSEDz61NyCpwckvyWdHyg6H69ckrOGG2BvQqDS1OKqrRM2Xr5MkSZKuIE4Jetx///107NiR+fPn2y1kWl0LFixwuM7NzY1ly5Zd6hCvSqfSCwBqZXoLQJCnls1xsiWcJDmNzh/a3gZbPrW/vvM4UKpqdUj1XYm5hMziTMxWMzoXHb6u1as5FOIR4nCdt9YblUL+nCXnUilU+Lr6km3Itrs+0C2w0u+h2WImoygDs9WMVqVtGK1q7Wk8wPG6Rn3BTdYekyRJasicEvQ4e/YsS5YsITY21hmHlxw4lV6AUgHBXrVTqC7QQ0ua3oDBZEbrIm8IJKnGuWig+8Nw6HfIT4Eu90PstVBSLFK1/ZrU9QjrlbTCNH46/BMLji2g0FRIK79WPNftOVr4t0Dnoqty32ujruXj3R9jtZM5M6bFmIZ7MynVGn83f8a1Gccrm16xu/625rehqhDkTC9M57cTvzHn8Bz0Rj2NvRvzTJdnaB/UHk9NHWW8mo2QlwoFaaBQgXsgeIY6fwqeZwj0fBS2fGa7XOMBw96RU1skSZIaOKf8FRo0aBD79u1zxqGlKpzOyCfYyxUXVe3M7w/01GIFknOKa+X1JKlB8omC+5eJr+I8mH+naNE4ZxTMvwMy4+p6hPVCRlEGT619iu8OfUehSUy7O5x1mHH/juNQxqH/3D/IPYg3+76JUmF7/uwW0o3RzUbb3GxKkrP0De/LkOghlZY/0+UZIjwiyr7PLs5m+tbpfLr3U/RGPQCnck/xyKpH2JK0BWtdTOco1osiop/3gFmD4Ov+8HU/OL1eBGqdyc0H+vwPxv4OMf0huDX0fAwmbIDAmi2qL0mSJF15nJLpMXLkSJ588kkOHDhA27ZtKxUyveGGG5zxsg1eXHoBwV6utfZ6gZ4ioyQ+u5BGAe619rqS1OB4BMH2r2H/BVP+Ug/Cj6Phvn/Bq2F3dYjPi2dfeuVguxUrb21/i1mDZ+Hn5udwf52LjkGRg/jzxj/ZnrKdXEMu3UK7EeYeJrM8pFoT4BbASz1eYnzb8WxJ3oKrypWeYT0J0AXgofYo2y6jKIPV8avtHuOdHe/QIbADQe5BtTVsIe0wLH7EdllBBvx0M0zcAgHNnPv67v7QZBBEdAWTEVy9QKX+7/0kSZKkq55Tgh4TJkwA4LXXXqu07mIKmUoX53RGAc1Dai+l1d9dgwJIyimqtdeUpAYpPxV2zLK/LvuM+GrgQY/tydsdrjuefZwCUwF+OA56ALip3YhSRxHlFVXTw5OkavN19cXX1ZcW/i0cbnMk64jDdamFqeSV5BFELQY9inNhzQz76ywm2DUbrn0NVLWQMaX1hNqZ5StJkiRdIZwyD8JisTj8kgEP5zBbrMRnFRJai5keLiolvu4aEuX0FklyLmMhlFQRXMw+XXtjqaf8XB0HNDRKjSxEKl1VvDXeDtcpUKBW1nKGg7EQMk84Xp9yAMzyWkGSJEmqG07J9JBqX1JOESaLtVantwAEeGhkpockOZtGB2odlDhoEe0XU7vjqYe6hnRFqVBisVoqrbs+5nqAsrbpklQX9AY9WcVZFJoK8VB74O/mj7v60qaGxvrG4qpypdhOIKF3eO8qg4BOodGJ6Sv6JPvrQ9qBqnavTyRJkiSplNOCHtu3b2ft2rWkpaVhsdhehH7wwQfOetkG60ymaFcb4l27FxV+7hoSs2XQQ5KcSuMJXR+EzR9XXufbCHwa1faI6pXUglSWn13OC91e4M3tb9oEPpr4NGFIoyGM+XsMc4bNIcIzooojSZJzpBSk8NqW19iQuAEApULJiMYjmNxpMoG6wIs+nrvKnTf6vMFzG57DZDGVLQ9zD+PJTk/iofGoYm8ncPWGAS/AqbWV1yldoPM9YMwDixlcfWpnmoskSZIkneeUoMeMGTN46aWXaN68OcHBwTZP1uRTNuc4m1mIUgEBHrU7kTXAQ8v+hNxafU1JajDyUkTngx2zoNcT0OFu2DcfSm/qQ9rCbXMadD2PXEMur219jfUJ63mwzYPMHTaXDQkbyDZk0zagLQDPb3gevVHPbyd+Y2L7ibioZJKjVHuyi7N5fsPz7ErdVbbMYrWwJG4JChS82P1FdOqqWypfKMOQwaLji/h44MccyTpCWmEaLfxaoFPrmLp5Kh8N+oggXS0XMg1qBTd+Cf88A4Y8scw9EG76GvKS4Y9HwVgALUdBhztFZypJkiRJqgVOufL76KOP+O677xg3bpwzDi/ZcS6rkEBPV1TK2g0q+btrSMktlmnjklTT8lLht4fg9Drx/S/3QOf74O5fQOMhnqy6B4ibippktUIdfJYv9RySVZzF+oT1ABgtRt7d8S4llhLc1e6sPLuSzOLMsm1XnVvFmJZjquziIkk1LbM4k12pu1CgoGNQRwJ1gSTkJXAo8xBLTy3l4XYPX3TQ43DmYbYkb2FL8haa+zbHR+vD2vi1pBamApBvzK/9oIerF7S9GRr1gYI0UKpA6wPbvoRtX5Rvl3oIdn4DD6wQmWqXoo7OU5IkSdKVySlBD6VSSe/evZ1xaMmBs5kFBHvWfrlyf3ctRrOF7MIS/Nw1zn2xomzY9pX4b4e7IbSdc19PkupS6oHygAeItPAd34ivXk/ANS/XXDvGkmLIS4Kzm+HkSvCNgfZ3gHcEaJzbjjq1IJX9GftZfmY5gW6BjIodRZhHGJ6a6nWi0hv1Zf82mA24qd3Ym7TX7rYeag9USplWL9WujKIMeoT24J5W97AzdSeJeYn0i+jHxA4T+XTPp+SX5F/0MSu2rz2WfazSehdlHWUzqTTgEym+AM5ssg14lMpPg00fw9AZ4FLNabkmI+TGw6HF4vwY1ROaDQXvSJFZUpIPSrVo8S1JkiRJFTjlr+KTTz7JZ599xsyZM51xeMmOs5mFRPi61frr+nmIQEdSTpFzgx7FufDtdZB7TtQ32PEN3PwttL7Rea8pSXWltMWjIwcWQo9HLn9ai9UKOWdFVsnPY0Vr3FKbPoTR30KL60Fd/XNLnjGPrOIsik3FeKg9CHALQOtiPyCblJ/E+OXjOZd3rmzZ3CNzebLzkwyIGICriyuBboGoqwjueKm9yv69Nn4tj3Z4lC1JW+xuO7bVWLy19rteFBgLyCzOpMhUhLvanUC3QIfjlqSLEewWzOimo3lizROUWErEwrPgrnbn7b5v46XxstnearWSVphGriEXlVKFj9YHfzd/m22a+zZHo9RgtBjLlqkUKqK8omgX0A5fV1+H48k35pNVnFU7v+t7fnS87uAi6Pc0eIX993HMJojfCj+OBvP5n+Gh32H16zB2MWyfBcf+Ao9g6Ps/iL1WBj8kSZKkMk4Jejz99NMMHz6cJk2a0KpVK9Rq2wvW3377zRkv22BZraJdbccoxxc5zlIa6EjJLaZNuOMWepdt+SviCc/wD8AjBDbNhN/Gi64Voe2d97qSVFeqTN2uobTu7DOwdx4kbLcNeIAIiPz+EEzaVe0U9OT8ZGZsn8G6+HVYsaJVaRnTcgxjW42tdNNmMBn49sC3NgGPUh/u+pBYn1ieW/8c97e5n5ub3lw2JcVgMpBelM6+9H3kGfNoH9ieV3u+yutbXye1MJX8knyui76OZWeX2RxzUOQguoR0sTvulIIU3tnxDqvOrcJitaBWqrm9+e080PYBAtwCqvXeJckRF6UL07dOLw94nFdQUsB7O99j1pBZ5cuMBWxL2cbrW18noygDEMV4Z/SZQXPf5mWZSoG6QN4b8B5PrnkSs9XM2FZj6Rnak2NZx/B19SWrOAsFikoFTVMKUnhr+1usiV+DxWpBo9RwR4s7uK/Nfc75XVcqq1h5Eeex/BT4+Z7ygEcpQx4sngBdHoD9C85//wh0HAuDXwdd7V8XSZIkSfWPU4IekyZNYs2aNQwcOBB/f39Z68HJcgpLKDCaCaqD6S3ebmpclAqSc53YwSX7DOyZIy5qvM+nzPZ+AnITRM2DhzeAi5On1khSbVK6iPodh/+wv779naKex+UwFcPmT6HJAFj/jv1tLCZI3F2toEdmUSZPrXuKgxkHy5YZzAa+PfgtKqWKh9s9jEZV/jnNNmTzR5yD9wfsTNlJE58mfLznY9xc3LizxZ0YzUbWJ67n+fXPY7KWd6wYFDWIDwd8yKQ1k3hv53s82uFRRjQZwZakLZitZkY0HkGkZyTeGm+SC5IxW8y4qlwJ0AWQXZzNSxtfYlvKtrLjlVhK+PHIj1ixMrnTZFyrm34vNXjphekYzAZclC4EugWiUqrIKM6wmYZV0Rn9GfQGPSHuIQDE5cbxxJonbLaJy4njvn/vY9ENi4j0FH8DNSoNvUJ7sXjUYlIKUlh5biUTV00s20eBgic6PcEtzW4py27KKs7i+fXPsyutvKCq0WJkzuE5KBQKJnWYVPMZHx3udpzt0e420PnbX3chfZKY2mpPxony6TSl9syFXpNk0EOSJEkCnBT0mDNnDr/++ivDhw93xuGlC8RnFwIQWAdBD6VCga+7hhR9sfNeZNvXonBjs+vKl6k0IvCx9EnY8in0fcp5ry9JdSGoFcQOhpMrbJf7REOX+y+/nkdhNhxbCjF9q97OWL16A2mFaTYBj4rmHp7L6KajCfcIL1tmsVowmA0Oj1dkKioLkny5/0uujb6WIlMRz6x7BitWm21Xn1tNp6BO/HXTX6QWpuLn6oefqx8DIgeUbZNemM7n+z5n/tH55JfkE+0Vzf86/49wz3CbgEdFPx/7mTEtx8g2t9J/yjXksiVpCzN3zyQxPxEvjRf3trqX0c1GU2yq+u+jwSI+B3mGPD7d86ndbQpNhSw7s4wH2z5YtkzroqWRdyPi8+JZeGyhzfZWrMzcPZMuIV1oHyiyITOLMm0CHhXNPzKfO5rfUfO/6/6x0GpU5QCuVxj0fAyqG2T5j58hKldoOhiKciBxp8hUS9gBgc0vadiSJEnS1cUpQQ8/Pz+aNGnijENLdsRniSyLusj0APDVqUnJdXzzclnMJti/EJoMrFzszK8xtBgB69+FDneBZ4hzxiBJdcEzGEZ9JqaebP1CXPS3u038zns7uDGxWMQ0sNPrRIZGWAdoPFBsf2EBT4US1DrRZcG/CWTG2T9mRNdqDTc+L97huiJTEYUlhTbLXJQudAnuws7UnXb36R/ZH7VKzaGMQ+QacrFarSw7s6xSwKPUnMNzGBYzjK4hlcebXZzN1M1T2ZC4oWzZWf1Zpmycwuu9X3c47hJLySUVmZSuHMWmYlILU1l1dhWJ+Yn0CutF64DWZZkX1WG2mFl+djmvbXmtbJneqOeTvZ9wLu8c97S6BxeFi012UikvjRfuLqJYcJG5iKNZR3FRuDAgcgCdgjtRYilhbfxa9qTtYXfqbgwtDTbZGHnGPL458I3Dsc05NIcZfWagddGSlJ/kcDujxUhBSUG133O1eQTB9e+J7LStn4sgauvRIhByMS1rvSNFBpzlgp+hVzgMewuKskQ9j5B20P9Z2PGteFgiSZIkSTgp6DFt2jSmTp3K999/j053cW3YpIuXkF2Im1qFh7ZuqrX76jTOm95yeh0UZogbN3s63Amn1sCq1+HGz5wzBklyxJAHBRkiIKH1AI8wUNVgdxDPYGg5EmL6g9UMrj5V1/pIPQA/DBfjAtiFuPAftxTCOtpu6x4opozt+Ab6Py/qd1gvCCi0u0PcSFRDVe0xVQqVzRSRzKJMZu2fxbjW49iXvq9SrYOOQR1JLUglMT+R9/u/z8JjC1GiJDEv0eFrZBZlYrFayDPkkW3Ixmg24qHxIEgXRFphmk3Ao1SRqajKbi4KFLi51H6BaKl2GMwGNiVu4ql1T2GxWgD4+fjPhLqH8t1131U76yExP5GZu2baXbckbgnjWo/jrpZ3MefwnErrH2r3EGqlyNrSKDV0DO7I7c1vZ+XZlcw+NButSsuwmGHc0+oeDmUcqlTU12A2lNX+sCetMA2jxYgWbaW6OhUpFcrL+123ORd6gkdo+bnQIwiaDxOtbM0m0W67ylofdrgHigKl694uX+bqDTd8Aksmgb7CuUGpgpEfQXinS38/kiRJ0lXFKXfJH3/8MXFxcQQHB9OoUaNKhUx3797tjJdtsBKyiwjy1NZZ7RRfdw3HU/Kcc/Djy8RNl5+DzCGNh3iCtP1r6DEBQto6ZxySdKGceFj2Ahz9C6wWcPOFgS9Cm5urP0+9uly9/nubvGRYOLY84FHKmA8Lx8D9y2wzRJRKMdaDv8HRpXD7jyKjJHG3+Mz1flxklej8qjXEMPcwQtxDSClIqbTu2qhrySnOwU/rh7vGnUOZh1hwbAFxuXF8PPBj5h2dx87UnXhpvBjZZCQt/Vry4sYXMZgNrI9fz8eDPub3k7/TJqANi+MW2339dgHtMFlMPLfhOTYmbsSKFX9Xf17q8RJ5RvvnJ5PVRGphKtFe0ZzVn620vn9Ef/xcq/f+pStPRmEGT69/uizgUSq5IJl3d7zLjD4zcK+iZXOJuYQjWUfIKs5yWLPDihWj2UiUZxRTuk9h4bGFJOQl0MSnCWNajiHbkM3ys8tpH9ietoFtebT9ozy4/EGyDeX1K77a/xUt/Vrybv93USpsgwWeak+6hnS1WxAYoGdYT3Qu4uFTsC6YCM8IEvISKm03MHLgpf+u58TDv8/Dsb8rnAuniPOLq7cIhKhcRTCkOiwWMBWBSguq85epWg/o/jAEtYS1b4muU/2eEecs/QXBUIsZlj4Fj26/tPcjSZIkXXWcEvS48cYbnXFYyYHE7EL8PequkKefTkOqM2p6WK1w/F8I71z10+3mw8TF1j/PiyfasnCu5Gx5qTDvdkg7VL6sKBv+fgaUauh078U/ybxcBRniRsCe3ARIPyYCGhFdy1vdeoXCnT9B8gE48id0ugeuf19Me/G9iNRzIMg9iK+u/YpHVj5CUkF5Gn2X4C4MbzKccf+O45vrvqGpT1NmHxLteHek7OBo5lFGNRnF4x0fZ2/6XpadWWaTrm+ymvhw14eMih2Fr6uv3cCKAgWTO0/muQ3PsT99f9nyzOJMpm+dzovdX3Q47m/2f8OXg7/k8dWP29w4dgzsyJQeU/DUVPNGTbriHMg4gOnC6RLnrU1YS7Yhu8qgR0J+AuP+Hcf7/d+v8nWMFiPNfJvx9YGvGdl4JAG6ABLzEll2dhm3NbuNp9c9jdFs5I9Rf7Do+CKbgEepI1lHOJlzEp2LDpPFhIfGA0+NJ1oXLfe2vpc/4/60aV8L4KH24IYmN9h0fPnimi94ZNUjNoGPzkGdeb7b85U6vVRLXirMuw3SDpcvK8qGv58WGRdW4MgfokZR53FiSoujFthmk5iet38hnNsiprB2fVAUUta4i2By65sgug+YjVBSCCtednAsI6QeEh3eJEmSpAbPKUGPqVOnOuOwkgPx2UXEBDi+MHM2P3cNBUYz+QZTzU6xyT4jbuI63lP1dkoXcWG0cioc/BXa3lJzY5Ake3LO2gY8KlrzBjQdAt7h9tc7i8lY9XpDHvxyL4R1gjt+EoUEATxDxVfstSJgeJFBQ6PZSEZRBtnF2bgoXfj82s9JKUghKT+JIF0Qx7OP89z65zBajHy480Pe6/+eTZ2MvJI8NiVtws/Nj4/3fAxAU5+meGm9OKs/S0ZRBidyThDrE8vUzVN5rfdrzD8yn/WJ67FYLTTyasSL3V9ErVTbBDxKZRZn4ubihpuLG0WmytPwWvi3IEQXwg9DfyCtMI2MogxCPUIJcAuQWR5XOUfZGSAK7ToKiID4vf/x8I+UWEo4mHmQTkGd2J1WOYv1yY5P4q31Jqs4i4ntJ+Kh8eCc/hye/p7o1DqeW/8chSZR7yYuN44V51ZUOkapP07+wfr49fx+8nf6hPfhyc5PEuMdQ6RHJHOHzeW1ra9xKFOclzoHd2ZK9ymEeYTZHKORdyNmD51NriGXgpICvDXeeLt6X/rvevYZ24BHRWtmwLXT4NRa8bX9K7hjPjS5pjyDo6LUA/D99SKYAWKfXd/D6G+hxXBQn58i5xEo/pt+vPKUvIqKci7lHUmSJElXobopAgFYrVbZyrYGWK1WEnOK6BZTdxfnvjoxfSlNX4xHYA0WDjuzEVBASOv/3ja8M0T3hn+eE/U/3Gt4eoEkVZRS+ea6TEF6+UV7VQz5YjuNu/iqSn66CLScWC62bTZUBCoqTntx9RbFfu11OVBpyts6J+2GY/9A1wdst6mYmWIsENNlTqwUNXWaDBJTzDxt63vkGnL569RfzNw9syygEO4RznNdn2PZmWXsTN2J2WoGoLlvc+5rcx8nc07SJ6wPhzPLb5RKrCWoVWp6hvZkTKsxHM06SmZRJjfG3ohKoeK9ne/hqfGkX0Q//rf2fzzV+Sme7fYsZosZD7UHXhovtqds577W97HszDKbTBOAWQdm8dHAj3hs1WM2T8MjPSN5vuvzuGvccde4E6gLrPr/g3RVaRfYzuG6KM8o3NWOP5cFJQXsTd8LwMJjC3mr71u8uuVVmyykTwd9SlxOHLcvvd3m8zGjzwwWHVvEn6f/tDlmVnFWWX0PR2Nq4d+CcM9wdqfu5u6/7mbByAU09m5Mq4BWfHHtF+iNehQo8NZ6l7WqrchkMVFiKeFo1lFO5Z6ifWB7WqhbOHzN//Rf58KKU1osZtFmfsLG8hazxXpxzrKY4fcJlc+dViv8MRGC1oipdiYjxG+FtKPQ6gaROZJjf2oP4R3tL5ckSZIanBoLerRs2ZKXX36ZW265BY3G8VSLEydO8MEHHxAdHc3zzz9fUy/fYOmLTBQazfi7103nFhA1PQBS9QYa12TQ4+wm0VWiuim33R6GJY/BH4/CHfNqf3qB1HB4Rzpe56Ktug1jcR5kHBNdhzKOi7Tvfk+Df1Mxb/1CeSmw5HE4sax82YpX4NpXRbq4m49YZjVDj4mw8YPKx+g+AQ4sKv9+57eie4J7QOVtjflwZCksnlD+FHX9uxDeBW6fW54hAuxJ28Ob29+02T0xP5HnNjzHe/3fK2sF28irEZM6TuKFDS+QX5LP59d8jp+rH1nFWQAk5CXQzr8dfq5+PLHmCZsn7NFe0Xww4AM2Jm6kX0Q/+kb0xVPtiVqpJsgtiOSCZL7Y9wXbUrbhq/VlfLvxFJQU8P7O98s6vZzIPkGMdwx/3PgHO1N2kpCfQKfgTjTxbkKwe/UKtUpXn2BdMAMiBrA2YW2ldS90e6HKIJhWpSVEF0KuIZfbmt+GyWLiwwEfYjAb2JK0hdb+rSk2F/Ph7g9t9kvMT+SRlY8wd9jcSkGPk9knGd10NJ/ttS3K7apyZWrPqRSaCplzaA7F5mL6hPdhTMsx/HzsZx7v+Dg6tQ5fV198XX0djtlsMXMo4xDjV4y3yXoK0gXx3XXfEe0VXdWPy77/OhdemIlRnAP5qSJ4m3IANrwP+gQY/iGkH7V/HFMxJO+BfQug56Pw+8OidsiJZaII8x8TK+/T8gYRGJYkSZIkajDo8dlnn/Hcc8/x6KOPMmTIELp06UJYWBiurq5kZ2dz+PBhNm7cyOHDh3nssceYONHOHynpoiXmiAuXQM+6q+nhqysNetRwXY+zmyG0ffW31/lB7ydg9euwZjpc80rNjkeSSgW1EpkVxbmV17W/G9wddDIxG+H43+JpZ6nAFiKwoU8SGRn+saLbgcZd3DAcXSou7n2iIbIrmEvg1DoxnSuqO7joRGaTsQA0Ohj2Dmz7ErJOgW+MKP5XUgibPy5/TZNB3DTYo0+2DXiUStwJ276CQS+BSk1WURaf7PnE7iGKTEUczDhIa//WHM8+ztSeU3l+w/PklYiCojO2z2BGnxn8fvJ3Vp9bjRUrGhcNr215rdKUgrP6s/x45Eci3COYfWg2HQI78M3Bb2ji3YRXer7Cwyseptgszj1nOcve9L2MajKK+9rcx3cHvwPgzhZ3EuAagIvKpdodOaSrn6+rL6/0fIWOcR2ZfXg2WcVZtPZvzTNdnqGFX9XZDzq1jkc7PEpaURpf7vuy7LPQNqAtj3V8jAiPCJ5Y84TdfQtNhWxO3szwmOH8dfovQEzpuqPFHRSaCll2Zhknc06Wbf9ct+f45fgvNtNnTuee5p/T/zCjzwzySvLQqf+7U156UTqPrX6s0jSvtMI0pmycwqfXfIqP1qfqg5gMImiReQosRvFgovP9sOu7ytu2uQWO/ll5uUIpMjn3LxAtuUuK7J9LKzKXiCDJiRUi0+3Y35B6EM5uhNvmwMYPIWmPOHf2fFy0965mEWZJkiTp6ldjQY9BgwaxY8cONm/ezMKFC5k3bx5nzpyhqKiIgIAAOnbsyD333MOYMWPw8fGpqZdt8EqDHv4edZfp4apWodOoajboUZrO3+72i9svsru4ANvwvrjBvGaa/bnDknQ5vMJh7GL4cbQo2lcqpj/0f6Z87vmF8lJFV4FSnceJIMcv94qbCQCVGga8CM2HiyDGrtlw05dQUgxxq8WxR86EzJOw5ycoyhI3ITd+BZs+Eune/Z6BgGaQsAP2/ChuDipqexs4al957B/H8+R3fgvdHwKvcIwWI6dzTzv8EZ3RnyHcI5z72tyHwWwgtTC1bF18XjyT10xmaMxQ3ujzBs18m7E/fT8Gs8HusdacW8N7/d/jz1N/Mjh6MACDGw3mw10flgU8Kvoj7g++HfItMV4x+Lr60tq/NS7yPCDZEagL5N7W9zKiyQgsVgtalbbKbImK3NRuPPPvMza/gwcyDjB5zWR+GfFLlZ+Po5lH6Rjckb9O/0ULvxY80+UZNiZt5K+4vxjfbjzZxdlsTNxIoFsgvlpfu/VCMooyWH5mOY91fKxa403KTyLHkGN33b70fWQXZ1cd9DAWiKDD4gkiUAGiWGm/Z0TtjpXTyreN7i2KjC+6r3yZZyhc/64oqnx0Kbj5wc3fwOkNIgPEK7xyJ5bS1/AMFefa/Qth+Psi6AGwd54IoIxdLDJLlCpwD5aZnpIkSZKNGr8K7NWrF7169arpw0oOJOUU4aJS4O3meB5wbfDVaUipyaBH4k7x38BLmGvcZrS48NnymcgWGfHhxWWMSNJ/USohtIOYm54ZB/kp56eneIpuBRaL/YvugjQxfQTEtk0Hw4K7bbcxl8CqV0XHAs8wkVmx+nXxlLPU/p+h/R3QeBDErYSEneLif+jbItV78SNw62xRBDD9mO3xvcKhw52gUtl/b/mp9peDKIZqERkiGqWGKK8o4nLicFW50si7EQazoexGr7V/a3qH9ea3E7/RJrBNpUNFeUXRIbADnhpPikxFxHjH0Ny3Oceyj1Xa1mw1Y7FaiPaKJq0wDYBmvs34ct+XDoe6L30fGxM2ciznGEMbDeWBtg8Q6VlFKr7UYKmUKoJ0DrKzHCgxl7Dw6EK7QbciUxGFpkKiPKM4ra8c+Gjs3Zhbmt2Cm4sbP13/E14aL17b8hrXxVxHYkEiz61/jhivGLqEdOGaqGvQKDW83/991Co1W5K28OvxX8tq06yJX8OE9hOqNebSTCtHHAUdy+Scg0XjbIOiFrNoIXvnAhj3t9gmqCVYTDB7hDifgag3NOozWDrZtgbHnrnQ938i023QS2J66oVZaD0mwuHF5weZJ1rZXjguY77IOpEkSZIkO+SjrytcUk4RAe5alHVcFNZHpyYt7z8umC5Gwk5w8wX3Syws2GqUeNK95VP4qj90uAsGvy4LnEo1R6kEjxCRlbTubZFVYTaKOhkjZoqCupVqdFT4nLYYIYIXjuz9EXo8BvHbbAMepfYtgHZ3gE8j8YRz0wfw2E64fxmsfVOM6fp3IX4H7P1J3Jy0u020pfWpoh1t7LXic2NPeJeyoqt+bn5M6jCJM/ozNPJuxKGMQ+jUOlr4tuDPuD8ZFDUIlULFohOL6BHWA5VCVVbUtE94H0Y2HskHuz4oywAJ1gUzudNk/j3zL+sS1tm8bJh7GLmGXG5vfjvv76q6PWgpk8VEXkkeBSUF/HriV9bEr2He9fMI96zlrjrSFa3QVEhGYQY7U3eSb8yna0hXQtxDANiRusPhfktOLmF8u/G8uNG2XXKX4C7c1eIuXtr0Eon5IqvB39WfJzo9QbGpmE5BnVh5biUJ+QlMCpvE4pOLWX52ORarBaVCyTVR1/BO/3d4dt2zGC1GlAolCqr39z/a03HNDk+1J96ayoVPy5jNsPM7x1lgG96DptfB7jlg0MOIj2DsH+I8lH4EujwoprPYKzq64X2RqaFPgnv/hC2fQPJ+8I4Q7b9zE2Dz+al04Z0r1/7QeICrDxRmiXPhfxWGliRJkhqcep3/N23aNBQKhc1XSEhI2Xqr1cq0adMICwvDzc2NAQMGcOiQgzaSV6mk3GL8PequnkcpH52GtJrM9EjaI9L+LyeYE9QSRn4M3R+BI0vgy96QvK/mxihJuefgh2Gi6K75fFeQggxYOMZ+UT6PIHFxXvrv3HjHx86JF1Oz9i90vM2+BeLG4P7lMOa380GXQOg4FnpOgpwkaHMz3LsUHlghiv5VFfAACGoBQec7JimU5UVZFUoY+qbNPPlW/q3YnbqbyWsmiw4puz/i0dWP0i20Gz5aH4xmI0WmItacW8PopqMBkSFyd4u7mbJxis2Ul9TCVF7a9BK3N78dV5Xt9KDx7cajUqg4lHmoLNPjQPoBuod0d/g22gS0IS43ruz7rOIsFp9cXGUbUkmqqMBYwPIzyxm5eCRTN0/l3Z3vctvS25i2eRpGs5FAN8dB+fj8eLoEd2FCuwllHVlUChUPt3uY5zY8VxbwANFWeermqYR5hHFb89vQKDXc2eJOlsYt5d8z/2I5n/lgsVpYcXYFv534jTGtxgAwKnZUtdvN+rn6MSp2lN11T3R+orxwa0mROP9knYJ88XnDYhBT6hzJiRfdpHLjRX2OAz+LqXptb4VBL0PLEXDod8f7x2+Hc1tE0eRrXoWBL0GjviKLZO35YskKJfR5EnbPLt9P6QIDXoC4NTDvNlj0gMjwLMy2/zqSJElSg1TvMz1at27NypUry75XVUjJfuedd/jggw/44YcfaNasGdOnT2fw4MEcO3YMT09Pe4e76iTlFOGnq/ugh69Ozf6EarTprA6rFZL3QtMhl38spQpaXC8KPq6ZDrNHwvg1Mg1WunwWC+xbWD63/UJrZsCtP9i2lVVp4boZostQ1ikIbguJlefqAxDSFoyFVbe/dQ+EkHaw7EUReFEoIGYA9HoMlk0RgReFAm77URT/K61rkZcibmaKc8EzRGSnuJ2vY+AZinXMb6TlxJFuKqDIVEiIWxB+Wl/cfcqfFFutVlaeW8n6xPW2PxarhWlbptEhqAMeag/8XP349cSvvNj9RR7t8CipBan8dfovTNbKwQez1czfp/5meOPh/HriV2K8Y3iy05PE+sTy+b7PWXpqadm2v5/8nTf7vsmRrCPojXqb44xtNZZ1CevKbhZLLT+7nDtb3ImfmyxwKP23lMIUXt70cqXlq+NX0z20O491eIxNSZvs7ntf6/tQq9S0CWzDopGLSC9Kx1fryx9xf1BiKam0vRUrvxz/hU5BnfhgwAe4urgyfvl4u8den7Ce25vfzvKzy7mt2W3VrlfjpfVicqfJxHjF8MOhH8gx5IiCq52eoGdYT1yULiKrYt07IivDZBAZk0PfFkWUo3qKukL2hLSBrPNTecI6inay314rMswAxq8un+piT1GWCKqc2wLfXQe3zRXZc4UZ5ce8boZog2s2QqM+0PMxMW0GxLnQJwpMRWJKX+ohMQVQ2zCuBSVJkqSq1fugh4uLi012Rymr1crMmTOZMmUKo0eLJ4izZ88mODiYefPm8fDDD9f2UOtEUk4R3WPq/gLeV6chLa8Yq9WK4nKn2uQlQ2Em+NVgYELnL6a3/P00/HwvPLRWFjiVLo+5WHQecCT1oCj8VzHokZ8Kx/8V898P/wHtboV988uzREopVeKC/fASaDZMTE+5kEoNbW+B74eVB0asVji1RmRK3fwNzLtVLPvjUXhkk8gKyTgO8+8QtUhKtbwBrn8HPEMxWUwcNqTx+JYpZBZniuEolNzd8m4e9HoQP0SXiIyiDGYfmn3hqMrsTt3NgMgBfDjgQxYdX8S7O96lbWBbnunyDK9uedXhfsdzjjOl+xRGNhlJtFc0AW4BWK1W7m19LxsSN5BrEF0ecgw5zD8ynx+G/sCSuCXsTduLr6svo2JHcSjjEHMPz610bJ1ah0rpoJaJJF3gzzg7nUfO++HQD/ww9AcmtJvA0eyj9AztCcDmpM2MajIKD40H3x34jmxDNgMiBlBiKWFz0mYOZTrORj2Zc5JOwZ2YunkqM/rOKGu5bI9GqeG7Id8R6nFxbVkD3AIY13ocIxqPwGQxoVFpyjM88lJg3u22hY8zjsOPN4npJ+3vhE0zxXmtIoUCuj4Ii8935ev+sGirXRrwADi3DaJ6wbnN9gcW1VPUJQJR1PSn0XD7T9D6RhGc9YuFkNYi2BzRVUzb+228qPEBIvjR/9nz59jlMPw9Md1FBj0kSZIk6vn0FoATJ04QFhZGTEwMd9xxB6dOnQLg9OnTpKSkMGRIeTaAVqulf//+bN7s4I/qeQaDAb1eb/N1JTJbrKTpDfi5113nllI+OjXFJRbyDTWQOp68X/zXr/HlH6sijQf0fVpc0O34pmaPLVXL1fLZA0TWRlWFdn2jK3dxKSkSU61+Hiv+nXoE7vjJ9nfdJxpu+hq2zxIdjHo+KtrjXqjbwyLN214mSHEOnNsKTYeVf1+QLubMzx1tG/AAMaZ170JJEakFqTy4/MGygAeI7I25h+ey8uxKrOfn9JutZrKKsyq9tJuLG+/3f5/M4kzu+ecenlz7JAqFgk+v+ZTOQZ1JLkgmzCPM4Y8tzCOMP+P+5HTuaSxWCyazCYVCQXPf5swcMJNXe73KE52e4Ktrv2JY42E8uOxBjmYdpV9EP57s9CRuLm7MOjDL7rHHthyLt7aKugVXuavq81cLkgqSHK7LKs5CrVQzKnYUMV4xfHvwW749+C1NfJoQ4RnBxFUTmXtkLktPLeXp9U/z9YGvGRI1hGgvx3U1Ijwi6B7SnRe7v4iXxsvhdiC6zlxswKOUSqki2D2YcM/w8oAHQMaJyp2eSi17QbTUvudP2/OeV5jIJDu1rryTlcajfFpMqY0fwMAp4hgXiukPHsGi0OntP4q22z5Rok7IyVXw8z2Qc0Zsq1RCUQ4surc84AFgKoZVr0FkDzDmiUBvkZziIkmSJAlOC3pYLBaOHz/Oxo0bWb9+vc1XdXXv3p05c+awbNkyZs2aRUpKCr169SIzM5OUlBQAgoODbfYJDg4uW+fIm2++ibe3d9lXZOSVWdE/Pc+A2WqtNzU9AFL1NVDMNPWAuGi61CKmVfGPhdhrROG0khqsQSJVy9Xy2QNENkbncWKeuT39ny+fMlJK5y/2Mxng0G/wzzPw7wviZuDB1TD2d/G0cu98COsAne+DU2vFlKyO94jjeYVDr8eh9Wg4XcX59Mx6cSzP0kw5BWSfdVxHZM9cKMxie8p2ikz2p+x8tf8r0ovSxVtx0dEpqFOlbZ7r+hw/HPqBz/Z+RkJ+AlnFWSyJW8JTa59iWMww3tj6Bjc0ucHhsEc1GcW6hHUEugUyavEofjr6E9nF2SgUCv498y8f7/6YpaeW8sW+Lyg2FfNST1EHxFPjiYfGgxa+LXix24vc1eIuOgd3Ljtuv/B+dA3p6vjn1QBcVZ+/WjAgYoDDdR2DOmIwG7hv2X18f+h70grTSCtM47uD3zF5zWRe6vGSzfanc09zMPMgIxqPcFh49I4Wd7A2fi3/W/c/tiVvo2NQR7vbtQ9sX+06Hhfl9AbH69KOiAKlcath9Cy4718Y9xfc9TPok6HZdaK+hiMF6bB2Boz5VRQad/UB3xi49lUxbWXpEyIYvHAMbP9atJsPaVe+f2lg2FwC279yXFB192zRkjsvpepOVJIkSVKD4pSgx9atW4mNjaVly5b069ePAQMGlH0NHDiw2scZNmwYN998M23btuXaa6/lr7/+AsQ0llIXTqWozvSKF154gdzc3LKv+PgqignWY8m54sbE373ugx6+51vmptdEB5fUQ+AXc3lFTKvS9lZxAXagis4ZklNcLZ+9Mj5RIgW7Ygq1Si2mUoVXDgig0ogU8YoyT8KvD8DBReAeLFLCm14jnpwuuk+kfbvoRAG/uxdBn8mQsh+O/CFqcTiiCxRTaAa/JjJF/qtwqtkIVjMnsk843CStMK2sEKiX1ovJnSejrBD0CdIFoVKqOJBRudtMfkk+X+3/in6R/Vgbv5ZnujxjU7BUq9LyVOen2Ju2lyk9pvD1/q/JL8nnvZ3v8e/pfzFbzIxoPILM4kzicuLYm76XV7e8ylNrn+LJtU9yKPMQSoWSs3ln2ZG6g2PZx+ge0p25w+Yy7/p5vNb7Ndun2g3QVff5c7JOwZ3KOrVUpFQoeaHbC6w4u4KUgsoPWZIKkjiccZgOgR1slp/LO8f25O1M6TEFNxe3suVqpZpHOzzKyZyTuKnF8m8PfMtDbR+ijb9tu+dWfq2Y3HkyGxM32n3ty+JV+b2WD1InAg4qNcwaAN8PhR+Gw5d9IGUfmIzQYrjY1lhg/6HF2U3iXDf4dZi4RXSaanadOF7F1tql58QOd8GZDWKb0todJUWV23BXlH0GvCLEv/WJjreTJEmSGhSnFDWYMGECXbp04a+//iI0NPTyazyc5+7uTtu2bTlx4gQ33ngjACkpKYSGlqd4pqWlVcr+uJBWq0WrrfspIZcrJVdkKvjXi+ktIvCSllcD2RMpByCw5eUfxxGvcHFDumu2aN8p1Zqr5bNXRu0GsYPhkS3iAttcIqa1mIxiConGXQQmXL0hL1UEHaJ6iXa1ShcxNUWtE4GO/BTIOgl/Pl5+/La3i+yQnd+Ide1uh7+fEeuyTkPfp8Q0Fns6jYWDv0JArJgu4x5U9ZQxjTsoXWgb0NbhJhGeEWgqpKfH+sTy/XXf88a2NziefZz2ge3ZmuRgPMC6hHVM6T6Flza9RN/wvrzV7y2UKNGoNPi6+mK1Wjmde5rP937O8ezjZft9se8LBkYNJMozisHRg1l9bjVtAtrgo/FBqRRBl4fbPcz8o/P5av9XZfvtSt3F/KPzmTtsLv5usl31Vff5c7IQ9xC+v+57Ptj5AavjV2O2mmnm24wp3afgpfXi79N/O9x3Q+IGeoT2YG/63rJl5/LOEeERwZ4ze3ijzxuYLCbMFjPuGneWnFyC0WIk1F1cz+SV5PHchueY1HESr/R8hTP6M7i5uHFWf5bJayaTa8glyjOKb4Z8c8nTXGwU68U0k9hrRBvulP226zuPExlqK6dW3nfPXPE3tf9zoluUTyMY/oGoLRTVQ0w9cdGK7mm6ANj2NbS/TdTtWj3dfoFTsxH2/CReV+sF6cfFwxCzCULbi4Kn9gS2AJ1P+b8lSZIkCScFPU6cOMGiRYuIjY2t0eMaDAaOHDlC3759iYmJISQkhBUrVtCxo0gBNRqNrFu3jrfffrtGX7e+Ss4tRuuixF1b94X53DQqXNXKy8/0KCkSXS2aDa2ZgTkSOxjWvSVuTGUnF+lyuKjBJ1J85aXAiqlwYGF5+nVIOzFX/ZdxcN10EQTZ/KmYflKq8UBR/E/jAcFtRJCkxyMQ0U3UnwnrAJs+hLDOENEFEnaKeh/GfBEIubCtbbeHRBDGI1h0Y2hzsyjc6x0pbgTstdPt/gjo/Gkf1B4frQ85hpxKm0zuOJkAt/LsElcXVzoFd2LW4FnkleTh4eLB5/s+d/ij0qq0ZZ0rNiRuYEPiBrQqcRPePrA9XUO68tnezyrtl23IptBUSIh3CM91fY4H2jxQNuVla/JWXJWuZZkk9vb9YNcHvNHnDTw0Hg7HJkn2RHhGML3PdLKLszFZTXiqPfFz80Nv0Jf97tpT8Xe9VFFJEaObjub2pbezLWUbGqUGpUJJsbkYBQo+GvQRUzZMKdteb9Tz+d7Pebf/u0zbPI1ic7FNR6Jzeef49cSvTGg/QXReqQaTxURKQQpbk7dyKucUHYI60N6/NVZ9Eofzz7GraVci1V709n2V4A0z0ZxaB+FdRG2htW85PvCu2eDbSNTSGPMbhLaFvT+KWh6lonuJ6Swrp8GOr2DCJkjc6fiYiTvFue/XB0QtkZxz8NsE6PcU7PyucgFohQK63C+uIfwai+kzkiRJkoSTgh7du3fn5MmTlx30ePrppxk5ciRRUVGkpaUxffp09Ho99957LwqFgsmTJzNjxgyaNm1K06ZNmTFjBjqdjrvuuquG3kn9lpxbhL+7psYyaS6X6OBymUGPjONgtYiLJ2eK6CLSZY8sEdMGJOlylRTDhg9Fq8eKUvbDonHQ+wmRtbHyVZHmXdGpNaJA38Ap0HyYCP5lnICI7rBnDoS8I7JB1r8Lt3wLW78Qc+uXvwR9noJ7l56/eVBCTF/x5LR0Dn5YJ5GRAuAZLObgL36kfAwqNXQdL4IuLlrCPML4fuj3PLPuGU7mnARE/Y7HOj5G99Dudt+6n5tfWRvYoTFD+fm4/aljN8beyLm8czbLDGYDKoWKiR0m8uz6Z+3up1Vp0aq05BnzWHVuFRqVhrXxa1mXsA6AVv6tMGO2uy/A2oS15BpyZdBDuiQ6tQ6dWmezzEvrxV0t7mJf+j67+wyNGcqPh38s+95F4cK4NuMIcAtg1pBZPL/h+bLpKX6ufkzqOIllp5eRV5Jnc5w+4X347cRvFJrst67+7cRv3NbsNoLcg/7zfZgtZvan7+ehFQ9hMIu/1X/E/cH7/d/npc0vkVpYXgNDrVTzWb936Hrt67h4hYLWo+rpIvkpUJApiouaimHZS3B8me02ZzeLmht3LRRFRg350OUBWDXNtihpKe8I0bbWxRV8IkTntaTdsFkDo78W57/cBLGtewAMekW0AHf1FvWRvGogA0aSJEm6KtRY0GP//vJUyEmTJvG///2PlJQU2rZti1qtttm2Xbt2F+5uV0JCAnfeeScZGRkEBgbSo0cPtm7dSnS0qH7+7LPPUlRUxMSJE8nOzqZ79+4sX74cT8+G0aIsObcY33pQz6OUj05Nmv4yp7ekHRH/9Y66/AFVxcUVwjuLlqAy6CFdrPw0cQNQOn/cO0I8ddz9vf3tM+PEhXhJUeWAR6mTq2DAi6IlpLkEApuLDA2LCdx8QOcnWjD+cp9oD9ntIfGaKrUIpnhHiQDJ6ldFlknz68V2/hcEn32jRYeEggwxvcbNR0x90ZTf1MX6xPLNkG/ILs7GaDHio/Uh0C0Qtcr2XG5PWmEaN8beyOKTi22Wx3jF0D20OzFeMXioPZh3ZB65hly6hnTlyc5P4qv1pdhk//xxU+xNBLgGEJ8fz4JjC7i12a1lAQ8AlUKF2eo46FHx6bgk1ZSuIV3pHtqdbcnbbJb3DO1JY+/G5Jfk46JwoWtIV+5ueTezD83m1V6v0jm4Mz9dLwr0WqwW3NXuvLr5VbanVm6B3Se8D6vOrXI4hqp+7zGVQH6yOP8Y9KSFtWPS6kllAQ+AW5vdyqwDs2wCHgAllhKe2PQii4f9RJhHkDinxPQTwVZ7wruVTznReMCxvypv0/VBCGolMjf0SSIzo+l1cOtsWDyhcseXdnfAkkkiwGEsEAEPEEHi/FQxncbNV4zNvwkc/RuaDxUPTS4sIi1JkiQ1aDUW9OjQoQMKhaKsnSHA/fffX/bv0nUKhQKzuYo/0hUsWLCgyvUKhYJp06Yxbdq0SxrzlS45txhfXf0Jeni7qS+/e0vaEZGSr9H997aXK7wLbP5Y3EjqnFAJX7o65ZyDf54VBUa9IyFxh8jAGPiimPPuiD4BFP8xFa0gA278En57UHQ30HjAqM8h+QD0eBRWvy6mtGyaCaWxk3Z3QpOB8PtDtsc6ulRMY7n3z8qvo/P7z995fzd/mzoYeoOezOJMlAol/q7+qJT238vhzMOEuYfxXv/3WH1uNYWmQnqG9sTX1Zf3d77PV4O/4oE2D3Bj7I1YrBZ0ah1eGi+sVivfDPmGCSsn2LTC7R3Wm/HtxqN10fJX3F9cF30dS+OW2rzm8ezjPNj2QYfvpVtINzw1DSMYLjmX3qCn0FSIEiX+bv681fctjmUdY9HxRShQcH3j68koymD2odlM6jgJnVrHoYxDTNk0hRJzSVnh3yBdEEE6kZ1htpiZ3Hkyj6x6hFxDbtlrDYocRPfQ7nhqPFl+drnd8QxtNBQfV5/KK0wGOLNRdEQxFoDajeTbZqE32rYpbhfYjm8Pfmv32EWmIk7rzxLm11QEX6N6ivNScY7thkoX6HyPKLyscQcXN9HhRaUFBSJLraRYBDl+f7h8P6sVjv8rCpMOmSHOeyACuYNeFkHdB5aLoHL8BQGhtMMiIFLqnj8gYRvkJUPXB8SYtPIzL0mSJAk1FvQ4ffp0TR1KqqaU3GI6R9efpxk+bhpOpuVf3kHSjojaCLUhrCNgFU+N2txcO68pXdkKs0XKdvPhsPUzEVTwjYFu40Whvltniwt7pUrU99jymZhfDiIjRP0fRSQViOJ/sddCp3Hg7i/SvpdPEVNfrpkKWz6FwkxxY9BqFPR+HBbcaf94mSdFAUCvsEt+y8WmYk7lnuL9ne+zK3UXXhov7m55Nzc1vanspq2iUU1GcfOfN+Op9qRXeC+8NF7MPzqfM/ozPNnpSQLcAlAqlJX2VSgUtPBrwcIRC0nKTyKrOItor2gC3ALwdRXnucziTBp5N0JfYnvjZjAbOJJ1hOuir2PZWduUejcXN57r9hxeWq9L/hlIUunn4IOdH7AzdSdeGi/uankXo5uOpnd477KpX8n5yTy19imsWNmQaNsC9t5W9+LvWrmgrkqponVAaxaNXERCXgI5hhwaeTciwDUAH1cfWvi1oHNQZ3al7bLZz9/Vn7GtxtoUFy6jT4T5t5cXCXVxJa+koNJmpd2YHMktyYcSA2ARrbRv/gY2vFdeQDmwBQx4QbSR9YmCETNh/Tsi6KpSi9barW8SQZgN79l/kezTIkAxZjFYjCLLzc1PLCudvutRRYF6hVJkrZ1YIb7f+a2oo9T6JhGEkSRJkhq8Ggt6lE45AVi/fj29evXCxcX28CaTic2bN9tsK10ai8VKWl4xfvVtesvldm9JPyIyMGqDe4C4SDu1TgY9pOox6MXX30+XL8s6BdlnxXz1ldPEehCF9IZMh/XviWXFueIGpFFf0YbxQk2HiK4Je+bCLT9ASBuR+XHwN1G3w1Iigi7XvSlSufVJcGIZZJ4Q02wcOb0WQlrbbyFZDcezj3PPP/eUpdFnG7L5dO+nbEnewvv936/UFSXUI5Rnuz7LOzveYdmZ8gBEl+AujGwy0qbF7YUUCgUh7iF224QCXBN1DX/G/UmX4C4k5CXYrPt6/9c83+15+kX0Y8GxBWQbsukV2ouxrccS4RFxSe9dkkqdzDnJ2L/HYrKKIEG2IZvP9n7G1qStvDfgvbICv/5u/rzW+zVe2fQKVsozX1v5t2Jsq7EOp4gpFUqHv/uBWl/e6fEy68+tYf7Zfyg2FXNdWG9ujr2JcI23/QEf+cu2K0pxDtFulYOURaYiAtwCyCjKsHuY5l4xsO1z6HiP6NCy+BHRUaXfsyIwoU+E7V+LrIybvobvh5WfA81GcT47vQ7umCfqFDlydqM4XzriESimpCbuqryu5UiIW2O77M/HIbq36PgiSZIkNXhOKWQ6cOBAkpOTCQqy/QObm5vLwIEDqz29RXIsq9BIidmKXz2a3uKjU6MvNmEwmdG6XEJHGWMh5MRDq5tqfnCOBLUWN6uSVB2mItj4oe0y70iRNVQxbRtEMOS38XDHAnD1gkUPwNA3oNfj4slk/DZoe4sIdmjcRVCi+HxwxCcSPIJEMCWmLxxcJNLDmw4WwZT9P4snqwCNB4hpMMYKWVYuWora3EJWy2GUeIXinnqAwLCu4Hpx6d7Zxdm8tf0tu3UDdqXuIj4vvlLQw1PjyY2xN9InvA+rz61Gb9QzIHIAUZ5Rl902tqVfSz7Z/QlPdX2KFWdXUFDhybXFauHr/V+zYPgC+kf0p8RagqfaE62LbNEqXZ5cQy5vbX+rLOBR0a408TkoDXro1DqGRA+hQ2AH1sWvI7M4k77hfWnk3YhAXeXAo9VqJb0oncKSQjQqDf6u/pV/Z3PjCfqiN7cENGNQq5FYVBp8Tm3CZdm7Yvpaoz6VB515QYDBvyn+Frgl9iYWnfy9bPEvx3/hoXYPMWPbjEqHGBo9hICTa0QwVxcguqqtf0dM5wNRG6vVKHEOa3WjODca9JWOQ845cf5y9RbnN3s8/yMbzT1QZNL9/nB5XSSFQoyp7a2w6H7b7S1mkTUngx6SJEkSTgp6lNbuuFBmZibu7jLVsCak5IqMCj+PehT0cBNjSc8zEOF7CTU5Mk8AVpF9UVuCW8Pxf8QTdfeA/95eatgM+ZW7DHS8uzwAcSFjgeiqYtDDNS+DWgfz7xTFc4e9AxvfF0X9zCVimszgV6H3ZJHWnZcKfzxm29o29aDI8Kg4VePQYmh/h2htC+DqTcpt3/FZ/HL+2j6VEksJ4R7hPKv8H13DelxUbYvCkkIOZBxwuH5T4iY6BHWotNxT44mnxpMH2j5Q7deqjiD3ID699lOWxi3l/f7v89ORn9iUtAmlQsmwRsN4pMMjBLtXkQYvSZcgvyTfYZcWgPUJ6+kY1LHse51aRyPvRjTyblTlcXMNuWxK3MQHuz4gtTAVrUrLTbE38WDbB21/jw8tFkWQk/fhl3zBOFa9DnfOr1yjJ6av6JQC54Or1+H57/M81nsSTdo+zDcnFpFZnEmOIYdWHtF8NvATPtgzk7icOHy1voxrcSc3aEPx/uV8MGHtDDHtbtzfsO4dOPAzmA2iC0vsNWJK34kLurVUdOxv6HyfqEd0IZVGjPe/+ESeL8KcLs7DGp2YcvPrA5Xb14LoIiNJkiRJ1HDQY/To0YBIUR43bhxabfnTCrPZzP79++nVq1dNvmSDlXq+S0p9KmTqoxNpu2mXGvRIPyb+611LNT1ABD1AzE9uOaL2Xle6MpW2fq3IJ7r8d9ee5L2iqN7GD0WKtzFftI5dNK68WxGIee0/3wO3/wSeIXBypW3Ao9SJ5aK46Y5Z4vvj/8At34t2z6fXk3HddCYd/IKj2cfLdknMT+SJdU/x8cCPGRg1sNpvV6lQolFqMFrs3FAA3loHqfVOFOIewj2t7yG7OJuXe7yMyWrCRemCj9YHNxc7/38k6TIpFUq0Kq1N15OKfDQ+F31Mq9XK+oT1vLjxxbJlBrOBBccWcCL7BO8POD91zFwCCZW7upRJP2r/5j6yh8gWU2mgxQj4ZRwA/osf466ongzp/CAmjyC0ukD8f5sAHkG0vv5tDFlxqAz5BOyZh+p0hfOPSivqcqg0orbQoJdEcVNXb5HJlp8u2to6khknah+lHIC4Ct1o1G5ww2dQ3SywikWY81JFIVRHBaTDO1fvmJIkSdJVr0aDHt7e4gLYarXi6emJm1v5BahGo6FHjx6MHz++Jl+ywUrRF6NUiI4p9YWPrjzT45KkHxMptLXRuaWULkC0+0zaLYMe0n/TBUBAU9u56XnJokVi6iH7+/jGlN+0FGWLlo0qjW3Ao6JVr0JEF9g12/76omwozICY/mKuvMUsptEMeBF6Pc45V1eO7j9ud9d3d75Lm4A2dtPs7fFz9WNkk5H8euJXu+v7hNtJq68FGpVGZnRItcZP68eoJqP4+fjPdtf3j+x/0cdMK0zjw10f2l23K20XqYWpIuihUkNwG5EpYXdwMaKI8oV8IkVWxtnNsOljm1XKc1sIKm0vO/IjEYg9fRT/4nyYP6bysfo9DT6NRCcYq0UUT/ZvKoK5SpXITPMIhO4T4c9JlfcH8ff11wdEq+1u40Wwxs1P1AnReoH3JRRb9gwWhVPnjBTnwYq6PFB18VNJkiSpQanRoMf3338PQKNGjXj66aflVBYnSs0txkenQaWsPI2orni6uqBUXEbQI+OYaE1XmxQK8I+FBDvF0STpQp7BokbHvvlQlCVaQhoKoNcTlVvGgghuNOoDmz8qXQCjvxYp2Y5kHBep7HamCJbZ8D7cs0R0K9j2hZg+k3ECmgxiT9Iah7vF58VTZCoCwGAyYDAb0LnocFHZ/1OgddHycLuH2ZW6izP6MzbrpvacSqBb1cETvUFPelE6u1J3oVVp6RjUEX9Xf9xlRwXpCqJ10fJg2wfZkbKD03rbTnUv93i50ufAYDaQXpjOwYyD5BhyaB/YnmD3YPxcy6egFJQUkF6U7vA1j2QeoZV/K/FNu9th04e2hUlLDXhBBO7tCWgKSrUo6ulI4i7RLSUvGdx8od8zYgrdkT/FeaXVjaIG0ZLHRDC2z1Owcmp54NczBEZ8BDF9oOm10Hig6IhWUYe7IDce8lNF222VRvytV6hgzG/gexlTWsM7wUPrYM2bIrjsGSLGGNMX3Hwu/biSJEnSVcUpNT2mTp3qjMNKFaToi/Fzrz9ZHgBKhQIfnYa0S870OC4u0mpbQDM4/AdYLKB03FlCksg+B0f/FBkWbn6i24AhT3z1e9b2xkTnBzfNEk9qr38PMk5CdA+R3h3YzPFraNzFPp3vE7+X9rS+WbSh7fYgtLpBPOV09QFDLsFaP/v7AFqVFoVCwYH0A8w+PJvk/GQ6B3fm5mY3E+4Rjouy8p+EUI9QvhnyDUeyjrDm3BoCdYEMixlGsHsw7mrHwYusoiw+2/cZPx8rfzquQMGzXZ9lVOyoi6otIkl1LdQjlG+uE5+D1WdXl38OdME2QbxiUzFbk7fy1NqnKLGUByl6h/Xm9d6vl2VZaVQaVAqV3SLBQFlhVEBkbdy1SEyJK8oWy1QaGPgSRHSteuAuGhHMKN3vQu6BgALuXSqyy+K3gFekaE17cqUIYiwaJ4KwA16AhWNFe1iFQuyXlwLntojz1o7vRICj+wQx7cTFFVrfKKazrH69/DXNRlHoudtDIkhxOdRuENIWRn8lai6p1LI+lyRJklSJU4IeHTt2tFvIVKFQ4OrqSmxsLOPGjWPgwOrPLZdspeQWlxUOrU983NSXlulhNomLoCZ18DvhHyueaOWclZXepcoKs0ThvIIMcbGfGQcJO8S6E8ugw93iwj37jKjHoVKL+e8KJax5Q7Sn9YmCQS+LfYpzRMBCpbb/5LbTPSLTw68x9JgImSfFU9Xs80+YfaKhy31ifxDz9ktp3OgQ2Rf1ng9tbrhK3RR7E6dyTvHY6sfKlu3P2M/8o/OZPWx2+ZPlCwS7BxPsHsyAyAHV/rHtSt1lE/AAsGLl7R1v0ym4k8PXkqT6KkgXRJAuiP4RjqezpBWmMXnN5ErBjE1Jm1h0fBHj243HRemCn6sfQ6KH8M+ZfyodQ+eio4lPk/IFLlqRuTBho8iWMBnFOcQ98L+ng7oHQ/eHYe1bldcplNB8uJje8uNocd4BYCcc/h2Gvi3ON436QGArcR7qfK/43moVwVaPIHGOmn1+eujh30TAt1FfuPZVULhA2lGxfUVeYWKaS2EmeIVW/R6qQ+spviRJkiTJDqc81h46dCinTp3C3d2dgQMHMmDAADw8PIiLi6Nr164kJydz7bXX8scfDp5iSv9JZHrUv6CHt05Net4lVEzPPgOWktqf3gLi5hIgZX/tv7ZUP5lN4ndy29ew/GXx1NKQK1o3qtSi80qpvT+JtO+jf8G820RGx87v4fuhIuABomXjb+cv8Je/DFu/gBs+EU9rK4rqKW4WVrwigoAeQeKGoM9kuHuRKGB639/iya8DQR5hfHbNZ2iUtsduH9Cee1rfw//W/a/SPsXmYl7Z9ApZRVmX9vO6QE5xDt8c+Mbh+nlH5mGyVG7/KUlXug2JGxxmb/x45EcyizIBMQXmlua30MzXNuvLzcWN13u/joILHhwpVeLvY3hniO4JvtHVq39lNkB0X4jpd8HxXGD4+6IQ6bIXKgQ8zlPrQO0KBWngFSFeP6KLmO7yx2OwcAz8cq8IluSnQc9Hy/ctzBJZar9PEMVNh78Pdy4UYwjvJGqEjPgQ5t4E314LyftEpqUkSZIkOYlTMj0yMjL43//+x8svv2yzfPr06Zw9e5bly5czdepUXn/9dUaNGuWMIVz1UvUGOkb51vUwKvFxU5Oqv4RMj4zzhRdrs3NLKTdfMVUh5QC0kr+PDZ7FAsl7YPYNIrOjlKsP3DwL/npaPKWM7A7x28S6MxshrKP43jca/nnm/D7e4vcrP1XcVOSliEyPuNWiIOBtc0RwoygLQtqJqVYrp0LLkfDTzeXF+XbNBq9wGLf0PwODGpWGzsGd+ePGPziYcZD0onTaB7Yn3COc41nH8VB72O1CcSz7GLnGXPzcxPQYvUFPtiGbEnMJnhpPAnWBKBXVi5MbLUYyizMdrk8tTKXEXGJ3Oo0kOVN2cTY5hhwsVgteGq9qF/WtrqT8JIfr9EZ9WUBEb9Dz5JonebLzk7ir3TmZc5IAtwCCdcF8d/A77mx+J+Ge4Zc/oKJsmH87DHheTCdJ3ifOSwHNYOe3ENbJfhHmm76CzR+XZ7WBaDfb8zGR3bblU7GspEhMXbn5G/AMFbVBSsVvheJs8WCh6RCRsXJqDcRvh/2/iH0LM+GHEfDIptptVy9JkiQ1KE654vz555/ZtatyYcg77riDzp07M2vWLO68804++OADZ7z8Va+4xExuUUm9aldbyken4UhK3sXvmHFcPFlyc1yPwKn8GkOyzPSQgPwUWHC3bcADRLBi2YvQc6JoPzvgxfKgh1oHsYNF4MOYD/5NoP/zYl1eiujukp8qCveVOrVWfPk2Ao0HbP0S7vgJOo8T7SUv7EagT4S/nxHtaV29Ko+7pAhQgNoVjUpDhGcEEZ4iQJJTnENBSQH6Ej2PdXwMf1d/fjzyI9tTbFthWs+noJ/Tn+P1ra+zNXkrIOoLPNv1WfqE96lWLQ4PtQedgzvz92n7HSd6h/XG1cX1P48jSTXFYrVwMuckL296mcOZhwGI8Ixgao+pdAjqYPf30WwxYzQbRf0NZfln12q1klqYyjn9OVILU2ns3ZgQ9xD83fzpEdqDOYfn2B1Dc9/mZa9jxYreqOfVLa/iqfYkzCMMvVFPcoEIGtza7NYaeudWMBXB8pfEecqvsTi3ZZ0Sq/u/UHmXRn0haY9twEOlhthrxXmm492w50dxTiy149vzBVdnXvDy56e15KeIDJFOY8un7bn6iGKjmz8RgRAZ9JAkSZKcxClBD1dXVzZv3kxsbKzN8s2bN+PqKv7gWywWtFo7bdak/5R2PpPCV1e/CpmCyPTIyDNgtVrt1nVxKPOEyPK4mH1qkm8jUYxNkvJTxZc9GSdEpkVeirhYV7rAdW+I3909c8Vc+5C2cNtc+Ple8XtdKqQt3PS1qP+Rl1K+PPuM+K+br7ih0CeDyUG2VNwq8WS0YtBDnyxuTnbPFinoXR6A0A7gGUxGUQaHMg7x8/GfsVgt9Ivoh4fag2lbpjG502RcXVxZn7AegBjvGLy13qQUpHD/svtJLSz/GWQUZfDs+mf5/JrP6RvRt9Kw8ox55BvzUSgU+Ln6oVPrGN9uPMvPLq80jcVL48Xg6MEXd36QpMuUlJ/Evf/cS35JftmyhLwEHl75MAuHL6SFf4uy5SXmEpLyk/j95O8czDhIrG8stza7lQiPCDQqDcezj/Pwiodtspla+7dm5sCZNPNtRqRnJPF58ZXG8EzXZ8o6uHhpvWju25xj2cfIK8njWPYxm23bB7avmTfu5gstbhA1OkoKIfWg7XqtR+U23K1GwcYKD6WaDYWuD4opfJknRZbGfX/D3nnlGR9Zp0TR0orCOomALoj6RYNfhf0LYO2b5dto3GHkx1Csr5n3K0mSJEl2OCXoMWnSJCZMmMCuXbvo2rUrCoWC7du388033/Diiy8CsGzZMjp27OiMl7/qpZ6vmVEfa3r46DSYLFZyCkvwvZjxpR8XUwbqik80HFwkLrzsPUWXGo4L57ZfyGwSgY/CTNG95dQ6OFYhoyFuFQS1gsHTRMZIqZQDoibILd/D98Nsj6lQwDVTYf/PENrO8WtbraLzQSl9sphbn7izfNnxZdBkEBmjPuGV7TPYkLihbNXGxI208m/FlO5TeHb9s3wy6BM2JGxApVTxaq9X8XfzZ/W51TYBj4re3/U+rfxb4e/mj9VqJb0wnfSidGbunsm25G24urgyuuloxrUeR5RnFLOHzub1ra9zNOsoAN1DuvNi9xcJ86jDz7rU4FitVpafWW4T8ChlsVr4bN9nvNXnrbIuLAcyDvDg8gfLigFvS9nGgqML+HjQx7T0a1kp4AFwKPMQb29/mxe6vcAX137BzF0zWRO/BrPVTKRnJE93eZrmvs3Ltvdz9WNar2nc+8+9GC1Gm2M91O4h2+4tl0PjDoNeEtNKKmZmALQcJbI/rn0NfrmnvLCy2lV0pALRHab1jWKKTGn22el1YmrMnQsgJx6O/CHa3uYmlB/bxVW0v938iShYqnYTU2tOrLAdg7EA/pgID66qmfcrSZIkSXY4Jejx0ksvERMTw6effsrcuXMBaN68ObNmzeKuu+4CYMKECTzyyCPOePmrXkquCHrUz+ktIvskLc9wcUGPjOPQYoSTRlUNvtHiv+lHIbJb3Y1DqjsFGZAbL4qLKl3AXqFNjbvoeNBjongyGtMP/n2+8nZphyFxN0T3hrObypefXA6DpsADK2DTR5BxTARIuj8Cu74T7XDbVZHW7hMl5uOXOrHcNuBRKvMkBzMP2QQ8Sh3OPMwZ/Rla+LVgb9peHuv4GNdEXUOkp6inszPFzvHOi8uJw2A2YDQbOZB+ABelC1uSt9AluAtWq5VtKdv46chPbE7azKzBs2gX2I6vBn+F3qBHqVDio/XBSyuCirmGXEwWE54aTzQXFnSVpBpkMBvYlrLN4fqDGQcpMBXgrnEnrTCN5zY8V6n7kdlq5vn1zzNn2ByH9WpWx6/mwbYP8vb2t2nq15R3+7+L1WolqziLz/d+zrRe0/Bx9SnbvrlvcxbdsIg5h+ewK3UXgW6BPND2AVr5tcKjNEOiJvg3gYfWwq4f4Pg/oPUSU1GUKviyL9yzRBRK3jNXTPMszoWYAeJ81H0C/P105el2ZiMseUxktR35A/o+DdtniVohEV2gzS2w/h04txUO/SYyQ3bbn/aDySDOYyFta+49S5IkSVIFTqsid/fdd3P33Xc7XO/m5uasl77qpeqL0boo0WlU/71xLfNxE0GP9DwDzUOq2T6uIFM8gaqLzi2lvCPEzWzqIRn0aIjy08SF/eE/RJG+rg/Atq8qb9frCTGFpflw8buy50fHxzz0O3S53zboYbWKDJESg2j72Khv+ZSuFiPgyJ/iaWjzYXCscitLrp1W3t4ZBeyw3yGlqOkQ5p381eHQlp1ZxuDowSQXJDOl+xSboEOUl/159QoURHtFo1KqSM5PRqFQsDttNyvPrsRkNdEvvB/3tL6HV7e8yunc0xzKPESwezB+rn5lKf0AmUWZ7Enbww+HfiDXkEvvsN7c1fIuwj3CbeomSFJNUSvVRHpU0fFIF1TW7Si7OJuUghS72+WV5JFZnIlSocRirdxtxGK1YLQY2ZO+hz3peyq1bH5n+zt8POjjssCHWqUmxjuG57s+T35JPhqVplo1cy6aQiHasfd8DLyjQB8PWz8vr+sx72a4+Vvo8ag4F6rU4tx0coUoPlqUbf+4+iQRDLn5W0jYJV6j92QxrW/+HSIw4qIVmSaFWZUzTSrKPlfT71qSJEmSyji1dL7RaCQtLQ3LBa3IoqJksarLkZZnwM9dUy/nxPuczz5Ju5i2tWWdW+ow6KHSiMrzpWORGgazCVQucHK1CHiAaEE7ZLqo1bF9lqi5EdBUFC4N7wwewZAVB57BtlNNLmQyiEBaRWqdeMo695rK29/8Ldz1i7jBaHkDRPaErZ+Km5DQDtD7cTi5UhRTHfU5JO11+PoWpYoSc4nddQBGsxGlQkmPkB6Vsix6h/dGrVSXPelWKVTc2/peugR3Ic+YR0JeAl4aLxYcWcA/Z8sDM3E5cfx75l+m9ZzGo6seZcXZFQyIHIDFainr0pJdnM17O99j6amlZfud0Z/h95O/M2/4PJr4NHH885QaPJPFhEqhuui/fSqlittb3M7C4wsrrYvxjuHVnq9yWn+anLQc/N38qzyWxWqp3E72PHe1e5WtmPek76HQVIgPPjbLtS5atC5OrnFWnAu55+Dvpyqvy0uBuTfCxK2wbAoUZohaIGN/F/tVRYE410V0FsVK/3wcRn9dfm4aMh32LYDmQ8E/VtQEsSeq5+W8O0mSJEmqklOCHidOnOD+++9n8+bNNstLi1uazfZ72EvVk6ovLptGUt9ozmegpOddRNvazBOAom5reoAIuqQf++/tpCubxSKmsRz7G06vh073wJaPbbdZ/hKEthfTWIJaipRtzxCxLuccLJ4IBj30eERMMbGn2VDbLA+Ano+KLi32/P003Psn/P6weDJ7/Xsw8CVRYybzpKgHknP+aejRpaALgGbXiSlZF3A/s5GbBk5mZ6r9qSr9I/tzIusEIxuPrLQuWBfMZ9d8xhNrnqDIVMSrvV5lfcJ6vjv4Xdk23lpvpvacSmJBIvszyrseJRckszV5Kz3DeuKr9WXuobnsSd/D8MbDaRfQjsziTJuAR6lCUyHv73yfV3u9WhYk+a+bz/oku8BIscmMWqkkwFMW6K5pKQUp7Enbw79n/sVX68stzW4h0jMSb633f+98Xph7GDP6zOCVza+UBSZifWJ5sfuLTFg5oWzKytt938Zb602uofLNvlalxUPtQbvAduxJ21Np/ZiWY0jQJ1RaXsrNxa3abZ9rVH6amE7nH+t4G3OJCH6cO3/dNmQ6HP0bOo4R9Tjs1Tpy9YHcRFGTA8A9EG74RGSQRPcW0/fcA0UNkPwUkQWy5LHKx/GJhuA2l/suJUmSJMkhpwQ9xo0bh4uLC0uXLiU0NLReZiRcyVJyi+tlPY9SvjoNaRcT9Mg4Lm4o63pev3ek7ODSEKQfEYVES59gxvSFopzK2yXvE1+NB4pWsiCyMP54DJL3iu9dvSGkHaRc0O7YIwja3wGzzwcVtF6i+0GLkfB1P/vjKsoWQY0bPhFTY/b+JKa72HP0L1Ek0CcKDv5qW0AQwGyke1hPGns35lTuKZtVwbpgBkQMIFAXSKhHaNlyg8lARlEGucZcQnQh/H7D7+QU57AhcQPLz9oGdnINuUzZOIW3+73N46sft1m3Jn4Ntza7lUbejXh67dMYLUZWnVvFyMYjCfcIt/9+EEVWj2YdZfKayUR4RjCxw0S6hXTD19XX4T51TV9cwsHEXN7+5yhHU/II83Fj0qBY+jcLxN9DBj9qQlJ+Eg8uf9CmG8qvJ35lQrsJjG01tqxGzH9x17gzJHoIHYM6ciLnBEaTkeb+zRnz9xibAMfCYwt5rMNjvLHtjUrHeKjdQ8w+NJv72txHyOkQVpxZgclqwlPtyd2t7sZL40WAznEB0lua3mIz1atWWK1waDFs/0oUUXZEqRLTWkAEelVq2PKJqGN0zVT7tYsGvgg7y4OhFKTD7xNEfZCwjiJwfHyZWJd+THSOGfYObHj/fAtvhWiDe/174C2LG0uSJEnO45Sgx969e9m1axctWrT4742li5aiL6ZNWPWfcNU2H536IoMeJ+o+ywNE0EO/CAz5oo2fdPUpyBCZFBVTtpP3Q1QPETywp8UIceEP4onp6XXl6/56GkZ9BqkH4OBvIqW76RBofr3Ixrj7F5FZUpQpOrOEd6p6fFaLCHa0vRX2zXe8nVIFVjMsnQwjPxLBuoO/iek0ne6BtrcS7BXBV4O/4u9Tf/PriV8xW81cH3M9o2JH4af1w1NbXjsgx5DDntQ97E3by+r41ZzRn2Fw1GCe6vwUKKBXWC+2JG3BirVsnyJTEef054jxiuG0/nTZcpVCRaxPLBsTN9p0pTiXd84myFLpLSmUFJmKMFqMnMo9xdPrnuaR9o8wrvU4dGpd1T+3OmCxWFl3LJ1J88uf+J/OKOCpn/cxvm8Mj1/TFE/X+pmRd6Uwmo18f/B7u+1fv9z/JYOjB1c76AFiGkmEZwQRnmIq5YaEDZUyOnan7SbKK4qZA2byy/FfOJlzkkjPSG5tdiuHMg+x7Owy1sSvYUSTEbzb/10sVgvhHuEk5idyMOMgOcU5TO40mflH53NN1DXo1DoOZx4msyiT25rfxtaTORxNzaNliBexwR6Eeju5vlleCmx8/3wmR7IIaKQdqbxd69Fwvq4J7e8sD2asewtu/gbG/Cba2GadgoDmol7RyRVw5oJiycU5kJcEXuEie/LEsvJ1274U3WCunQpqd1HvI7iVyPSQJEmSJCdyStCjVatWZGRkOOPQDZ7VaiVNb8Antv5eTHu5qUnTX2RNj+B6ULW9tKZI5gnxlEq6+hRmidaxFR36He6YJ6a7XJjC7REsiorqkyButZhSUpFBDz+Phcju0HEsRPcSLRp/ukVc0G/9Eu5dAgsnidaM7W4TKeH2Cvq5B4ptDv8BfZ8RwYvSOiMXajVKtH7UJ8G82+CBVdBtgphfrwsEpUihD3EPYVybcdwQewMAPlqfsvoapZLyk/j79N+sPLsSjUrDHS3uoI1/G07rTzNtyzTyjHl0CenC2FZjeWf7OzYBjqT8JPzc/GyWjYodRVxOHPOOzrN5ncOZh3mo3UP23w/QL6JfpQ4bs/bP4oYmN5QFPUxmExnFGRjNRrQuWoLcgi4qk9BoMpOeb6DEbMVNrSLYy7Xa+14oRV/MtCWH7K77duNp7u4eLYMelymrOIvFJxc7XL/s7DKa+TW75OMn5ifaXb745GLWxq9l9tDZbEraRIBbAJsTN7M4TozFaDHy24nfWHl2Ja/0fIWDGQdZEreEJj5NGNVkFP5u/jTxacJPh39Cb9TTK7wXQxsNZe7hH9HmDefz1UkAhHm7Mm98DxoFuF/ye/hPVrMIfACsextu+gpWvV6erQYiSDvgeTGNLrI7uAfYZo/9+qDo5jL0bXHucvWBOTeIosz2ZJ4SLeBzE2DEB7YFnxN2iC+ATvfKv7WSJElSrXBK0OPtt9/m2WefZcaMGbRt2xa12vbCz8ur+k9mJFv5BhNFJWb8LqYdbC3zdVNzJCWvehubjJB9VtQ/qGve51PvM+PkhdjVymKnuKepGNa+CbfNgc2fikwO9yAY/r5oZWzIg9/Giyksd8633842fpv4unuRqP9x10IRYHH1Ets/sAqWvSA6wgyZLor9Vez+oFTBdW+KjgoWE2jcxLSZ5sPh2F+2r+XXWEy52Xa+NojWWxRV9Qy2+5aVCiUBbvZT7pPzk7l/2f02N3970vbQPaQ7QxoNKQtCHM46zJK4JbzV9y2eXPskRSYRHGrq25RV51aV7dvYuzEdgzoy7t9xlV6rxFLC3rS9jGk5hh+P2Ha98dX6cnvz23lqrW2RRZPVRGJeMhGeEWQUZrDw2EJ+PPIj+SX5BOuCmdRxEv0j+tu0AXUkVV/MNxtO8dO2cxQazUT4uvHi9S3pHRuAt9vFBydyi0rILHBQSNYKpzLynXsz20BUzBa6UIGx4LKO3czXccBEgQKz1czu1N1sTtrMhwM/ZH3ierKKs8q2mdpzKl/t/4rj2ceZ0H4CXhovDmQc4EjWEf4+/XfZdoezDvPL8V/4Zsg3YNGy7mgeh5LySMot5okFe/j+vm7O+5uu0kBgczG9pCBDFEIe/oGo02HIE4Hc/HQ4s1lkXfR7WkzHu+FTUdtIf/7ccHqtOMcd+RPa3lK5SHNF3uFiv+IcEfhoObLyVD3vSBEErutprZIkSVKD4JSgx7XXXgvANdfYdiiQhUwvX6peTBupzzU9fHSa6hcyzT4jnkTVZeeWUhoPUbE+40Rdj0RyFjdf0aUnL9l2ecIOWPwIPLgKFC5gLoZ/X4RmQ0ChKq/ZcXwZtL0N9s2rfOwm14jjp+yHDe+VL/ePhRu/gP7PiXnsOn+4dynsmSu6wAQ0Fy1yzUaRZRTZXdx06Pxg5EzofK8IcJQUiawTv8bwx6Nirr7WC8b8Kt7TRTJZTCw6vsju0+5tKdsY3ng4wbpgUgtTATEF5pfjvzCi8Qh+Of4Lwbpg2ga0JcY7hkjPSEY2GUnX4K4k5Dsu5JiYn8jTXZ5mUNQg5h6eS3ZxNn0j+tLSryVvbn+TQlNhpX3USg25hlze2fEO/5wp7xaTWpjKS5te4vluz3N7s9txUTn+c5aZb+B/P+9l48nyJ9MJ2UVM/Gk3H97egRs7hF107Sm1qurtdRqnNkdrENzV7vQO682GxA121w9uNPiyjh/pGVlpelap+9vcz+qzq+kU3Il+Ef349/S/vNf/PXal7GJT0ibaBrQlsziT49nH6RnWE7VSzSd7PuGtvm/x/q73Kx0v15DLF/u+IMIjgseu780Pq7zZdjqXfQm5ZBUYnRf0cA+Em76GxF0iq7LZUPjrf6IAskIhzm93L4Lj/8Kfk8r3828CN3wMf04WhZ9B1PUY8aGYjtJrEqx4pfLr+TUWweXSNrerXoUhb0CrG8V501gATQaJwqUqjTjPSZIkSZKTOeWqbM2aNc44rARl00bqd9BDLTJSjGbcNKqqN848H2DwqgdBDxDzkB211JOufJ6h4qJ9/h2V17W/C9z8RPDh6J/Q5iYIagXx28X0F3OJ+PIIBBdX2Puj2FapglY3icKiWz6r3M0l8ySsfUtc+FvNop5ITjxoPaH1zSLIsXAM+MaIbjHNh5XfCHgEiQ4tjfqAxSy+8lPg1tlifzc/8AoVY7hQUY5oPWkqxqILIF0B+pI8XJQu+Gp9KbGUsOTUEoc/qrXxa+ke2p0lcUtslr3T7x1OZp9kep/peGm8mNpjKiarCS+NF35ufri6uNIuoJ1NVxcAnYuOR9o/QqAuEJVCRa+wXpzLO0dj78a8veNtzurPVhqDj9YHDxc/MosybQIeFX225zMGRQ6qsl5Iir7YJuBR0Yy/j9Cjsd9F11bw1WloHebFoSR9pXUeWhcifZ1cq6EB8NR48lTnp9iRsoNis+2Uya4hXYn2urxaEIG6QL4c/CWvbnmVzUmia4nORcddLe/Cz9WPU7mn+HTHpwTpgugf0Z8T2SfoGNyRDkEd8NJ6sS9tHz5aH26MvZHpW6bT2r8121O2O3y9dfHreKffO7ywYRKzb1pIUo4nFqwoXPSAE+pI5aWUFzE16EWwQakUWR46PxGAje4D+xeKAMits8V+KrXobPXPC6L+xuJHoN0d0PpGEWhFAc2GicDrhvdExghATD/RoeX3h8vHYDGLYEnr0dDmVkjZB+e2QWBLESDJOgUlheK4HiHgUn+vbSRJkqQrl1OCHv3793fGYSUgNe980MO9/s4V9zkfkEnLKyba/z/SuzOOiyKRbvWkQ4NXmBiTdHVSKKBRX3hgBax6TWRleEeIgEWjvufbw8aJp5Quruc7H/wGZ8+3cdT5QZ//QbeHIHaQmKKiVMHJVSKde7+d4qPNr4c2o2H+7ZBz/sY+sAWMmAlph2DujeVp4EPfEtNjzCZxI+DiKm4CNO4iNX33HNH5wJgv3kuzYaIbgk+k7WtmnxFPaE+tIa/bg2xs1Jm3D3xd1pazfUB7Xu/zepU/qopFSytq5tuMjwZ9RFphGk+seYKTOSJIGOYexrRe0+gY1JEPBn7A0rilLDi2gMKSQgZEDmB82/FEeopx7svYV9YdY038Gp7r+hzPb3iegpLy6QoapYYXO7+Fu4svx/U7HI4zryQPvVFPKI6DHoftBCZKpecZKDCYHK53xN9Dywe3deC2r7aQW1Q+bcpFqeDzuzsR5Hnp9UKkco28G7FwxEK+3Pclm5I24anx5K4WdzEsZpjDaVsXI8wjjPf6v8eZ3DMkFyRjxcrSU0v59sC3fH7t58w5PIe0wjTc1e4YLUaeXvc0OYYcADoHd+atvm9hMBvIK6nmlE7ElJ31ScvZlLiJ/Rn7CfcI59Ver9IhsANalxro+pOXIs5hS58qb0ELopjy0b9g3F8iozHnnOiekrBDZHP8MVFkYiiUIth63XRQu8LDG2DLpyJYbC4R9Yo6jhXnwjY3i0CuixYSd8Oi++3XLAppI85TGh10HS+2X/qkKPhstYhzXK/HocsDIrAsSZIkSTXIafm3GzZs4KuvvuLUqVP88ssvhIeHM3fuXGJiYujTp88lHfPNN9/kxRdf5IknnmDmzJmAaI87e/Zsm+26d+/O1q1bL/ct1EspuQbcNSq0Lv+RQVGHfM7Pj0/LM1Qj6HFCZHnUl7bGXuFwdpO42a0vY5JqltYDIrvB7eczNUqKxP/r0hobZiPs+AbGLhYZGKHtRfcClUbMi9/2hcjAOLECDvxcftyY/uKGwOa1PKHLfeJmwVJhWl/6UfhxtBiDocINuckgAiO7ZkPiTvBvCj0mgHcU7J0nUsVLWa2i+GpuIoxZJMYEoE+GOTdC9mnwieZgbD+e3fKSzbD2Zezji71fMKzRML4/ZL+N5YDIAXy+93ObZddEXUOgLpDMokzG/jO2rLYHQFJBEhNWTmDhiIW08GvBfW3u44YmN2DBgpfGCzcXkfmQb8xn7uG5Zfsl5CXw+d7PeaffOxzOPExcThwxXk1p7d2XQ+eU9InU4m2ouluVVlX1jaK/h+Onx0oFaFyqqE9QhWbBHvz1eB82HM9gy6kMmgV7MrxdGOE+rqgv8ZiSLRelC419GjOt1zTySvJQImrUXOx0pKqUmEt4ZfMrZQG8UrMPzWZ6n+nMPzKfKM8oXtv6ms36Xam7SMhL4KOBHwFwKPMQY1qN4acjP9l9nYrFes/pz5W1t03MT+ThFQ/z84ifL6swKyACnr8+CN3G2wY8ShkLROaZTxRs/xoie4iA7aaPyrexWuDYPyJ4MvRt2PK5bTFSk0GcI42FcN0b5UFXq0UEay+k8xPTWX4YLr5/ZIvIBkmoEMw0FojaSgqlyBaRGR+SJElSDXLKVdmvv/7Kddddh5ubG7t378ZgEPUd8vLymDFjxiUdc8eOHXz99de0a9eu0rqhQ4eSnJxc9vX333/bOcLVIVVfXK+LmEL51Js0fTXqeqQfKy8gWh94hYmLr/y0uh6J5GwmA+z5CWYNgJlt4fthcPRvEbho1EcE5Ia9LVLA/3wCfr5H3AhcNwPObS1/Kuly/om+SgMXtlZtc7MIYFjs1DEqKRRTYZoMFN8rFOLp5xe9YMsnog3tnjnwZW84uVx8b0/KPttOCxnHRcADyOp6Hx8c+9HubsvOLmNYzDBC3StnSHQJ7oLFaimr5wHgpfFiUsdJuKpcWXpqqU3Ao5TFauHLfV9SUFKAUqEkUBdIsC64LOABojhpxYwOgCNZR3h01aOsiV9DsC6YIOtA9p5ScWtn0QElzCMMP1f7c/+7hnTF17XqTLFmwZ64O5hqN6RVCP6XeE5VKBRE+Oq4s3sUH9/ZiccGNSUmwB1NPQ5KX6l0ah3BumACdYE1GvAAMFvNlX4nAbYmb2Xu4blM6T6FHw79YHff1MJUCksK6RrSlSJTESeyT3Bd9HWVtvPSeHFb89tYGrcUgMY+jUnMK6+nY7aa+Xr/1xTaCxpUV1E2/PEYuPmI6SmOnFwp2nQDuHqKAIY9SXsAq5juZ8+BhVBQ4W+lbww8sBzCu4jvFQpR62j0LFg+RSxTaUSgOcFB9tamj8QUPkmSJEmqQU4JekyfPp0vv/ySWbNm2XRu6dWrF7t3777o4+Xn53P33Xcza9YsfH0rX9xqtVpCQkLKvvz8rt7CWGl5xWXTR+ord60KtUpBWt5/tK21WkVNj/pQxLRUaUHIrFN1Ow7JuYqyYdkUWDVNdFkBUXtjwZ1iyktEN9G2ce2bsOt7EQgDSNoNv4yDxv1Fh5Vek2DiFrhjvpgH3+ke29fxa1y5RW5FKfvBr4n4d8sbROaG+YJuFVYrLJkEHe5yfJz0o+X/Tio/xxr9m3As65jdXSxWC3+e+pMZfWbwULuHaOnXkvaB7Xm267M82flJAtwC6BLchWa+zXi43cMsHLGQaK9oDGYDu1J3ORzKocxDVd64eao9GRxtvwDl4czDuKs96BcbzqMDYwk8P0UkSBfEZ9d8hrvaNnOsdFqAt7bqTJAQL1e+G9cVV7Xtn7wmgR68NKIl7tr6O11Qcj5vrTcDIgfYXXcw4yAmq4lzeecc7r81eStPdHyCCI8Ivtj3Be2D2jO159Syz8/YlmN5u9/bvLPjHQpNhXioPWjm24xj2bafzYOZBy8v6FGQAWc2iOlxLlVMr3LRlmelFeeW1+SwJ+u0KPJtj8UMhdkVjqsRnc9u/QHu+QNumwtBLWDRA+UFwltcD9lV/H015lc9HkmSJEm6BE6Z3nLs2DH69etXabmXlxc5OTkXfbxHH32U4cOHc+211zJ9+vRK69euXUtQUBA+Pj7079+fN954g6CgIIfHMxgMZdknAHq94/ne9U1KbjE+uvp9ga5QKPDVaUj7rw4uBRnigqu+FDGFCkGPOIjuWbdjuQrVm89efioc/MX+upVTYfQ3opVt8r7K660W2Pgh3PwteIaIi/7fHhSZGzd8Ap3Hwd6fxE2FIV8E9UpreVzIOwIKM6HNLTBwCnze3fF2XmHiJkKhEOPa9b34DIGYllXKN6bsn6qCDILdg0kpsP/kNMgtiBJLCUcyj9A3oi8l5hI2JmykXWA7+oT3oUtwF0osJXhqPHFRij8XaqWaKM8ohwUbQ3QhaKpoQ6lSqhgWM4yfjvxERlGGzTp/V39uiB1JkIdtxoxSoaSlX0t+u+E3DmYc5Kz+LK0DWtPEuwnB7vZb9VbkolLSKcqXFU/2Z8+5bOKziugc7UtMoDvBXg2n9ka9+fzVMxqVhrEtx7I0bmml2hzhHuF4abzw0fqU1fK4UIRnBI19GvPtdd9yVn+WgxkHifKMYnrv6WQUZ/DDwR+YuHIiVqzEeMXwvy7/4+M9H1c6Tqh7KJrLmdZRGjCJ3wrdHnScwdHmZpG1BmIKnr023KW8QkXGm9UCSXvFeafwfFHgqJ5i6kr6UVC5ikCx1kP8XS/OFUVUDy8W+yoU0HSIKBhdVUBGqaqcMSdJkiRJl8kpQY/Q0FBOnjxJo0aNbJZv3LiRxo0bX9SxFixYwO7du9mxw34q5LBhw7j11luJjo7m9OnTvPzyywwaNIhdu3ah1dqf5/3mm2/y6quv2l1X36Xoi+naqP5nsvjo/s/eeYdHUa5v+N7eN733QggJvVcBEbBgRRHsXbEc9fw86lGP7ajHLlbsir0rIigg0nvvEFJJ79nNZnv5/TFpSzYBlQjBua8rl2S+mdlv45aZ53vf51Ecvb2lpnmVKyih6/3+SuQq0EWKlR7dxEnz3qsKXP0ACEKCMVbw0OiMsu3CjYJcDW4bxA4WVlh/vEO4qL9knlDGHRQvrHQWrQ18nhGzBRNfXQTUF3Ws8gDocy5knS/06be8LhNHwYVvCakItgYhXrKFuMHCyqzTQvi2T7hx6KX8d9drHU4rl8o5PfF04vRxpASlUG+vRyaVcWXWlUSoQsBcjr42V7h5iewjeIZoQlDIFMzMnMk3h74J+JRuGXDLUSsv4vRxfHzWx7y35z0W5i8E4Kzks7ih/w3E6QO3u8mkMmL1scTqY7s8d2co5FISQrUkhP59b6hOmvffSUicIY7Pp33O3B1z+fXwr8ilci5Iv4Crsq4iShvFNdnXMGfbnA7HqWQqhkUPw6A0YFAaiNXHMiq2TTCP0kZx77B7uan/TcilcuRSObN/nR0wKvrm/jdjVBr/+JNQBwufSS4bFG+GYQGEj9BUoaqsJcHK4xR+3/tdx/Ppo4T3/1fNFWxJY4RWlUX3QPaFwufWh+dAU7UgVvQ5H854VBBQvr0eBl8NM5sFYJkSCtfA11fDjSsCR4eDkPKi73zRSkRERERE5I8g8fl8gS36/wTPPvss8+bN4/3332fy5MksWrSIoqIi7r77bh5++GFuv/32YzpPcXExQ4cOZcmSJQwYMACACRMmMHDgwFYj0yMpLy8nKSmJL774gosuuijgPoFWuxISEjCZTBiNf+KCo5vx+Xz0evBnrhiZxNTs6BM9nS55aWkOKoWUj6/vZOUaYMv7sPAeuPwboTXgZGHxgxCaAjPmHX1fkd/FSfPey18BH53f+fhdu2HfAljyQOBxhRZu3yxc3H98EUx5XDA9bf9xeuknws3BoCuFi/71r7Z5e8hVMO1lQdBQNZeOm8vg7QlCFUoL2lA4/3X44vI2o9X2Yxe9I8Q8RmW3Ge96PYIo8+nFYKun9vxXeL3xAF8X/NR2qFzLnIlzGBI1pGNVhscpeJZ8cZl/mXn/S2HKf0EfRZOzieXFy3lk3SM4vYJQI5VImT1gNjMzZxKsCu78b9sOh9vRunoerAo+PskVIp1y0rz/TmKsLitmpxkJEkLUIa3vjxpbDc9vfp6FBQtb9zUoDLw66VUGRAxorYQ6GhaXhd+KfuOx9Y+1vndkEhm3D7ydSzIuIUjdtWDYJW47rHoBVj0r/H7aPRDdX0hIcTQ2CxWR8N2NglABMKs5cWrdq20pVSCIEue9IgirtXlt23XhcMlHULkHfr634xyisoXPrE8uamsdbI9CA3dsE8SUTy4SPvdaSBwtmEafTD5fIiIiIiKnBN1S6XHvvfdiMpmYOHEidrud0047DZVKxT333HPMggfA1q1bqaqqYsiQIa3bPB4Pq1at4rXXXsPhcCCT+RvGxcTEkJSUxKFDhzo9r0ql6rQK5GSm3urC7fWd9O0tIFR6FNR0NIbzozpHWFE/mQQPEFoW6vKOvp/I7+akee+Fpgll3YF6x5PHCmO9z4SlD/oLGS0Mugq0EbDxTeG1sutruPBtwQOkLh/Ce0FjpZB+sOo5GDALZn0hGI5KFUJ1U1R2m+ABgnhx3qtCtG3LYw6YBRvf7ih4gHBDUZsvRE62RyoTKk9uWQP1RYTZ6rgr6Sau6n8DeaZC9Eo9CYYEIjWRyGUBvgJMpfDJ9I5VJ7u+FBIYRt2OTqnjjKQzGBQ5iAJTAS6fi1RjGlKfgcPVUKuyEKZTHtV/SCVXESU/entKV9hdHqobHTRYnagVMkJ1SsL0J8Fr7CTkpHn/ncRoFVq0AdorwjXh/HvEv7l5wM3kNeQRpAwi3hBPhDaiS8HD5fFQZXZQZ3WhkEkI1SqZmjyVIdFDKGgowO1zkxacRqgqFJ3yKGlnR0OuhhE3CfGva16EVc8LIsc5Lwqfa9oQaKzA1+d8JDs+Fsycy3bgK9+BpNdUwaPIVAIhyYJ4+vN9Hasem2qE7+w1LwWeQ+VeaCiGyU/Aj7d1/Pw882nQhArf/TcsE/a1VAoLDYYYQVQRERERERE5znRbZO2TTz7Jgw8+yL59+/B6vWRlZaFSqTh8+DCJiYnHdI5Jkyaxe7e/CeC1115LZmYm9913XwfBA6C2tpbi4mJiYjomEvR0KkyCMWjoSW5kCkKCy6bGAKs87anJ8fciOFkwxAhRf2Js7amLIUYwH/10unDh34IxDqa9BFUHhJv/c1+BBf/wv3CP7g9j/gF4oGClsG3fD1C9H0bOFjw1QlMFsaOFnZ8LP9owQcBwNMKdu/znJJVC8ji4aZWwUluxW2hj2R44/hKA/N+ESNwjhUOpVGitaTYJNjb/JAendThFB/J+C9xmA7DuZeh3MRhjUcvVxBniiDPEUd1oZ86vh/hy8x7cXuFvNTI1lOcvGUB8SPe1k9RaHHy0vpA3V+bjcAvCUHaskVdnDSI1ohPzRRGRP0iQKoggVRApQSlH3xlosDpZuKuc//18AItD8MxICdfx2qxB9ImJ7bSV60+hi4BRtwu+HR6nUI1WuEaorEwdj1Ubx2e66xl2/tWoJS4sPjW9Mi7G+NWFgkirDRUqun76Z5uB85E4mwK3prRQsQt8HqHabes84bs+JAXG3weRWaBo9vQwxgo/IiIiIiIi3Uy3iR4AWq2WoUOHtv6+c+dOBg8ejMcTIL4xAAaDgb59+/pt0+l0hIWF0bdvXywWC48++ijTp08nJiaGwsJCHnjgAcLDw7nwwguP63M5GahsTkM52SNrAUJ0ChpsLhxuD6rO4hurDwg3dScbhmjhptRaB7qwEz0bke5AJoeEkXDrJihYIZRvJ44S/DcW3C1sA6G//LKvhdVLa50QLxuSJLS3SJUQ3E7ArT4Ii/4l/DtpNMQHaO1qMQAMihcqMo5EqYWY/oJfh9MipDAYosHeEPh5hKQK3iLHk9rczseaajoYHtpdHuauyOPTjf7pFhvy67jp463Mu3Y4EYbjX13g8fpYsKuMl5f5z3dvmZnL3tnI97eNJiZI08nRIiLdz7aieh78YY/ftoKaJma+vYFFd47rPn8ZmVzwCjq4CIo3Qsp4QXAt2YSydCcDe9/JBZ8Wt2q50UY1X876gQRnLtKitRCUKHzu1HZS8ShTNPsZdZLQZoiG1S/C5vcFkTR5rODpEdNfqEIRERERERH5i+mWyNq/CplMxu7duzn//PPJyMjg6quvJiMjg/Xr12MwGE709I47lSY7EiCoJ7S3aARhplMzU4cFzKUnl4lpC2Js7d8DuQJCk4W0lSn/hdQJsPzpNsEDBHO/354UBBG3Q0hpeWWQYAJYfUCo7AjE4Q1C/7ykk4/YMXcJJoGdodQJ40FxMO7/Au8jkcDgK49/NVLS6M7HwjM6JC9UNzo6CB4t7CszU2k+SnT1H6Sq0c6rywILNBVmOzmVYuylyImj1uLg2cWBDZMbHW5WHaru3glYKgWho7EcvrlGMBDd+iHyjDPIcu5lXFqbIXqF2c4Z7x6iImoCTHlC+AwY+8/A55VIhM+AvtMDjyv1wmeXuVQQaze/C0sfFhYS5KIIKSIiIiJyYujWSo/uYMWKFa3/1mg0LF68+MRN5i+m0uwgSKtALj35taqQ5mqUqkZH4NWs2mbPlaCTKK62hRbRo74AEoad2LmI/HU0VcPeb/23SWUw6T+C4Z7T0ra9eAO8PwVmb4TrFgvVEVX7YednQkXIiFuEqMcZH8M31/q3i/SbIaSxtBcr3E6wNse3asMEo9MW0ibC0OuE8vQWZArBLLA7RMPYQZ0nK0z5b4dkBYvD3dpaApARpWf6sGBC9TIKql1Umu30jfsT5oydYHd5qW3qpA0HOFDeyPgMMQVC5MTgdHs5VGXpdHxbUT2Xj0g6pnPV2+txeByoZCpC1CHHNgFrLfx0t39cdvVB+O5GtJd+wi3DjKzKbWtBdXl8NFhdxAZrhHa+5HFwxXeQ84vg52M3CZ87574CG9+BftOhvtA/mUplhIvfF7yNQPh+H3i54NeRMFJouxMRERERETkB9DjR4+9MhdlOSA/w8wAIaa5Gqepslbc6R/jvyVjpodQK0X/1hSd6JiJ/JR5Xh9YNek2B3F/9BQ+FRjBCHftPOLgQNr8NlioYcDlcvRA8DpCpBFEj/Qy4fYvgz+EwCwaj+ijBULCFhsOw8S3Y9YXg99F3Ooy6Q2ijAaFHf9IjQlVJyVahCiSmv3AeRTesnAbFwzULBS+TwjVtc5j6pHDjcgQ6lQy5VILb6+Ph8xNR6PP4Nv8lKg5X0DukDxOD76DJqf/zJo1HoJJLMarlmO3ugONpkaKnh8iJQyGTkhiq7dTQOzv26EKg2WFmV80uXt3+KoWmQpKNydw+6Hb6R/Q/aiw0NYfaBI+QFMFHo65AaElZM4e0KXP9dpdJJehUMsHXY9982PCGIOAmjxXED5cVgpNAHSRE1zobhc+qkbOFNpjgRKESzOOEyf8VfDyUWuGzrcXTY+K/hc8QbWiACYuIiIiIiHQfx1X02LVrV5fjBw8GLvUUOTYqzfZWMeFkR6+SI5dKOi9trzkouLQru8/k8E9hiBYuEEVOfZxWoRTc3iBcuDe0a9VIGAV7vhH+LVfBxIeEVcu6PEHECEkSbgSSxkJEL/joXMH3AoR0lgvfgsjsNgHjSEwl8MHZYCpu27bpHdj3I9zwa5tniCZY+AnP+MNP0+vzYnFakEvlAdMp/AhLE0wIm2qFmxh1kFD9EWClNlyn4sJBcWjVLoo8C/hu2+etY9uqtnDdkqt55fRXmBA/AYlEgtPtxebyoFHIUMoDr/zaXW4cbh86pQy5LPA+kQYVN45L5YWlOR3GQrQKsmLECFaRY8futuP0ONEqtMccP2t3eXC4vWiVMhRHvE7DDSr+OTmDOz7f3rpNo5AxNTuamCAVZ/btOrXI6XGyqGART258snXbvrp93LrsVu4bdh+X9L4ElawLr5zD6yFjKgy/WfhMc5iFz6TynbDiaUI1EqZkBLEkxwTAtH4xxCqaYP7tkLu07TwHFwm/X7+07XNMKhOSXXJ+FkTSi96Gda8LIjAIwuzoO4Xv99KtwraKXfD5LJj0KIy4+eT97hcREREROSU5rqLHwIEDkUgk+AJEPLZsl4hpGH+YCpOdmCD10Xc8CZBIJITqlFQ2duLpUX0AjCdha0sL+iihvUXk1MZhgQMLYf5sQZwY+0/46a628aA40EcI3hwXvi30pxeubhuXKeHcOWCIg4/P9z935V748By4bqkgommOWJn1+eDAT/6CRwuWStjxOYy7BwKkVP1eyixlLC1aytKipegVeq7MupLM0EzCNF0Y9WpChJ+joFXJ+b8pvSluLOL6ZV8E3OfJDU+SeVYfTI1a3l1TQG6VhexYI9eMTiYhVItaITzHBquTvGoL76wqoNJsZ0p2FOf0j0GCBKlUQohWgVYpfG3JZVJmDk+krMHGF1vaTBnjQzS8e9XQHvNZKXJiMTlM5Jvy+WjvR1RZqxgRM4ILe11IrC4WWSCzYaDR5iK/pol3VxdQXG9laHIIl49IJCFE6yfSjUkP485JvXh9eS7nDojlsuGJNDmFyqRDVU14vBBlVKEMYPZdbavmxa0vBnz8l7e9zOmJpxOr7yL5JGUCeF3w2Qz/CraMqTDjIxRlW/lffzlKeTRNHgUPnN0HhXmvv+DRgscliByzvhCqNKy1cKi5tXjC/fDjHf6mp84mWPEUTHxAMFFtSbkCYXvfi0B5bK09IiIiIiIix4PjKnoUFIg3id1JhdlOVmzPWb0M0SqpNHVS6VF1QFh1OlkxRPtfqImcmpjL4IebBQGiYhdU7oHzX4M1LwkX8eYSGHgFSGRCCkJ7wQOEKogf/wFXfh/4/HYT7P8BwnsLrTLtVzftJtj9Tedz2/c9DLteqIj6E5Q0lnDVz1dRbWszTlxbtpbz0s7jnqH3HLtHQBdEB6nZXV+Mj46CN0CltZKqpgYueGVrqzixo7iBLzcX8+G1wxiTHk6Tw83nGw/zTLP545j0MNIj9dz1xQ62HW5AIZMwrX8s/5yc0eoTFGFQ8cA5fbh5fBqVjXZ0SjkRBhVRRlHwEDk6FqeFrw5+xSvbX2ndtqtmF5/u/5SPz/6YjJCOlVU2p5sfd5Xx4PdtqSw7ihv4eH0RX948ioEJwa3bQ3Uqbh6fyqVD46m1uli8t4LPNh6mrslJTJCa68amMDY9nD4BqpLq7fXY3LaA87Z77NTYaroWPaKzYe5ooWWuPTmLhRYTax1hG17nxdmbsOqTCNYqYXsAwaOF4o2CGak2FLwe4bzqYMHUtLOUl41vwtSn/L9LPU7hc7ez6jcREREREZFu4LiKHklJ4pdYd+F0e6lrchLaQzw9AIK1CioCtbe4HUIVRe+z/vpJHSuGGKG32WXrHt8EkRNDY4Vg5rd/gdCykT4Jhl4vVHCA8N+ITBh+k9C2Et1f2H/0HfDlFYHP6XVD0XqIGSCUjh9J5V6oPgSxA0GZ3LZdKheibztDoQkca/s7cLgdvLPrHT/Bo4Uf835kZubMYxY9vF4fZSYb6/Jq2VncQFaMkXEZEcQGqZHLpGiP8j6pbXRzZBGg2+vjn1/tZP7tY7C7vDy7RBA8jGo5N4xN5aaPt+DyCAe5PD6+317K5sI6vrp5lGC4CBjUCgxqBcnhYhSmyO+j1l7Lq9tf7bDd6rbyxPonePX0VwlS+1doVTc6eGT+3g7HONxe/vX1Tj6/cSThzRHNtRYHVqcHl8fLh2sL+HZbaev+5SY7Ty7czx2npxOuUxJxhFAnl3R9eaaQHqXVdf+CjoJHCxvnwvT3YP2rKA/9gnLMHcJ2ZRc+ODKFUOGx5iUYMAsi+wCSriOurXWBP+PkXbTliIiIiIiIdAOilXYPoapREA9aUlF6AiE6JRWBKj1qc4WLsZPRxLQFfbTw3/qirvcT6TmYy+CLy+Gj82DzO7D6efjgLCFxYMTNbftVH4DFDwptLy4rBCeAVClUZnRGU7UgogQiKAEsFYL40R6VHkbe2vk5R8w+pvaSrqh31LOoYFGn44vyOx87kgMVjZz98mru/WYXn248zIM/7GHqS6vYU2bG5/ORHJSMWha4wiI7LJtwbQj3ndm7Q9tJVaMDi93NtqK6VlHkosHxzFtX2Cp4tKek3saWovpjnreISGdsr9reaXXS9urtmJwd3/M5VRbc3sDHHKqyUG91UtVo56vNxewtMzPn1xycHi/fbS8NeMx7awowBTDjDVGHEKUN7PsRoYkgVH0UM9CuvruaqkEXKXgONbabV8aUzo/JnAZb3oOtH8APt8D4+wRRo6s2VYVGqAppjza067huERERERGRbkAUPXoILYagoT1I9AjVKqkK5OlRtV/4b4tJ48mIoVn0aBBFj1MCjwe2fQylWzqOrXkRUie0rT7KFELUrFQhlId/fCGotF23YyWPE9ISjkQqF85dtLbjxT9A3GDoc27H7akTIeW0Y3lmR8XbbrVXKpEyKnYUM3rPYFLipKMe6/Q4sbls1DU5uPXTrR2SUmwuDzd9tIVKs4MITQTPnPYMUon/14pRaWR29oPc8MF+Fu4u54kL+pJ9RJueD2ivb2THGrsUNn7eXY63kxvPP4Pb48XqdOPphnOLnHy0vDdC1aH8a+i/eGLME8zqPat1PJAgcrTXndvr49/f7mbR7nKqLQ5GpYVxsKKxQ5VTC1anB7PN1WF7pDaS58c/38GsVClV8vz454nUHiWOOWl052NxQwRj052fw4CZbdv1MTD1fx33D0qAQVfCnuZI77p82PWV0ApojOtcnB0wS0iCaUGmhEvmtX2/ioiIiIiI/EWIkbU9hAqTIB70pPaWUJ0Si8NNk8ONTtXupVZ9ADShoDKcuMkdDW2ocIEmxtaeGjRVCdGynZG7TEhgyVsmrGDu+qLtYt1UDN9cD6c/BF9d1fHY0FQh0aXvdCHmsUVkUBngrGdhU/PjRvfteKw+Es55Uaj42PKBcOzgKyEySxj7kwSpgpiaPJUF+QsYEDGA2QNms7ZsLTl1OcToY5iWNg2r24pW7l+C3mBvoMBUwKf7P8XkNHF6wiQeu2gwD3xdQmmDv89AVaODGouD6KAgRseO5ofzf2BB3gLyTfn0DhpMpnE4T3xfQVWjg6pGB3d+sYPXLxvENR9uxueDMJ0SpUzKkKS2GyeLw02wVoHFETiONiZIjVR6/EyxrU43JXU2PtlYRG6VhcGJIVw8JJ74EE2n6TEiJxe1tlqcHicyqYxwTXgH8S0QgyIH8dTYp4jXx/NVzldUW6sZGjWU7877ju9yvsOo7Oi10TvagEwqCSiMpYTrkEklLDtQxauzBiGVwD++2MHrlw3uch4aZcc2NolEQt/wvnx/3vcsKVrC7prdZIdlMzV5KrG62KObwscNEcSKI42SJRI47V7IXw35K4T0qhbkaiGOdtYXkPOLUMmRNAoi+gitnu52ixgHFwk+Hzcuhyt/gM8vFdoHW8g8F8bcCfsWgM8jtAr2nS7M6U+27YmIiIiIiPxeRNGjh1BhtqOSS9Gpes7FQku8boXZTlpEu17hqv0nd5UHCGkd+mhR9DhV8HkFE77OsJvbTEbTz4DfnvAfr8mBQ0vg/Ndh1fOCJ41UBhlnwajbYev7EJYBN62E8h3CzYNcBRvmCtGRkx4RyskDoY8UfhJGCr8HiIX9o2jkGm4ZcAu5plyu63sddy2/C7unreVsfu58nhv/HBMTJqKUCYKqyWHivT3v8eHeD1v321C+gShtFK9c+SaXzT2Ew+3vFeBwC1UsarmalKAUbux7G59uLGT+2nKeKfU3ObQ43KzNq2VkShgbCmq598xMnB4P0UYNs8enMndlPj/tKmf64HheXhagega4ZOjxa41zejysyqlm9qfbWlfj1+XV8s7qfL68aSQDE9vEmBqLg1qLE5vLQ6hOQYRehUYpfo2eSBqdjeyu2c0LW14gpz6HMHUY1/W9jrNTzyZc07UJsF6up8ZWwwNrHmjdtrFiIx/v/5j3pr7Xwe/G7vIgk0j4v8kZPNtsuNuCXCrhmen9WHlQ8M+JDVbz+IJ9eLw+mhxuIg2qgJWP2bFGIg2BPS7kUjkJxgSu73c9Hq+n0zSZgLgdMP0dWDNH+OzyeSEsHcbfL7SXyJorLvf/1FYV0lgK708GJJA6XvD42PKB8Pk3crbw2XhoSdtjWGuFn9hBcMNyMJeCrQ5CkoXPO20IjLkDvLeKQoeIiIiIyAlFvFrrIVSYbITqlD0q8rfFf6TSFED0iMo6QbPqHB8+DtQdJN+UT3pQGr0NkWJs7amCyii0jOT8Eni870VCJcYZj4KpJPA+2z+B0m0w63NwWsBcDvnL4dPpQkQjCI8x9i7Y+73Q0mKMh6sXQHQ/wcOjK46j2NGeBEMCL5z2Arcuu9VP8ADhNf/QmoeYf8H81iSIMkuZn+DRQqW1km/zP2DWiIv5cG1Z63aFTEKEwd+nw2x38d6aQso7SW/aW2birL7RXD8uhfnbS+kXH4RRo+DG09IYnRbOGyvzyI41Mi49jNW5tX7HPjwtC41Cyrur8zHZXIzPiCApTEdEJzeOR6PK7OCfX+3s0H7gcHu568sdfHXLKCINavKqLMz+dCs5lZbW533D2FRuGJdCmF40ZvyrabA6qW9ysqthDQ+tu7d1e629lue2PMee2j08MOIBglXBnZ7D7DIzZ9ucjtudZp7Z9AzPnvYsEdoIAOosTj7eWMQby3O5bkwKcy4dyDdbSyg32RiUGMJNp6WSFKplXbvX694yMwBzV+bx5IX9+OeXO2hsV70UYVDx3/P74u2s96Udv0vwAMF7I34YDL8Zht8IHrcgPCj18N0NMPFBYT9Fu/du4dq2ao6cxf7n2/EZnP2cv+ih0ArpUhIJBMUKP4EQBQ8RERERkRNMt4gelZWV3HPPPSxbtoyqqip8R3yhezwBettFuqTC7CCkB7W2QJv/iF+Ci8t+Uia3ePHx0d55rCxZhVKqwOl18W9fCL3qGuk5MpNIp6gNQrVF/nL/Em0QSrdjBoAxVjD4szV0fp6qfUJaiyYU3pvSMR0hf7lQJXTRu0JJt1wF6hMbMy2RSHB4HBSaCwOO2z12ShpLWkWPpUWdx1b+XLiI906/zk/0mD0+nXC9/2eTSi4lyqjuVPSIC9aABO76YgdGtZyw5s+2UJ2ScRkRpEfqOVxn5YZxqVw1OpnthxsI0SmZ2DuCkjobE55vi8B89bdcRqSE8srMQUQFBTZS9Xi8VDY6sDk9qBRSIg1qlHJBZCqtt2F1Bv5OKqy1Ut/kwu3xMfOdDVS3W6l3eXzMXZlHmF7JtWNSkB3HdhuRrqlrcvDqslyyE+GNnOcC7vNzwc/c3P/mLkWPbZXb/Dxv2rOlcgtmp5kIbQQWu4sl+yt4aWkOIIgY4Xol0/rHMq5XOOcNiCWmOU3orH7RggDngyijmtIGG7lVFub8msMLMwZQ2mCjuM5Kv7ggwg0qXB4PJquLCIMaq8NNbZMTp8eLTiknyqj64wsdoSkw/1ahuqPPuYKpaOlWOLRU8NSwNXvm9DlP8BuSyro2P7WbhAq29pz+kGhKKiIiIiLSI+gW0eOaa67h8OHD/Oc//yEmJqZHVSecrFSYbK3tIj0FlVyGXiX3v/GpPSTcKAafXPHGP+b+yKqS1ZyVfBZ9I/qyrXIbW/cvINXqRO7zCStZIj2bsHShBPvXhyHvN2GVcsg1gp+GNgyKN8FPd8GFb0J4hlDSfSQJIwSvDl24sOq58P/8xzUhcOb/QHeUZIW/mM5u7Fpwepyt/7a5bZ3u5/F60KqE90JCqIa7z8hgQu9ItEe0eARrldxxejrXzwtgHAtMzormjs+FdpJHzs1uFSBAMG2+/fPtbG02MtWr5GREGQjRKBibHs41H27ucL6NBXV8taWYWyekITvCg6PG4uD7baW8tjwXk82FRiHj8hGJ3HhaKlFGNa6jGFNKJHCwstFP8GjPGyvyOKd/DDFBYrT1X8X+8kY+WFfI3N5xAeOYWzhYd5C04LROx51eZ6djILxvCmuaOFBh5uVf/VutaixOPlxXCEBciIZpzaKHUaNg9aEavtpSzFWjkvjfzwcAoerjpo+3khSmJcqo5ow+UVz+3kb6RBt5/fJBlDXYeOaXAyzcVY7b6yPaqOaBc/owPiOcIM0fWPDIPBeWPS6kpa15yX9syDWCienQ64SUqsProP+lkDi88/OFpgrmpwBhaXD6I5AyToyfFRERERHpEXSL6LFmzRpWr17NwIEDu+P0f0vKTXYGJ4YcfceTjDCdsjV5Bjgpk1sKzUUsyP+RMbGj6R/RD4ChUUM4WLEXeeMuzHW5GMN6neBZivxp5EqIzoaL3xf8PSRS0IYL26v2CfG1XrdQ1n3uK/D9zf7pPRG9YepTQq+6Ugv9ZkD8cNj8rtASkz5JiHU88rXt8UBTJfh8QtXHCTDwDVIFEamNpMpa1WFMLpGTHJTc+vu4uHF8sv+TgOcZEzcGg0rNuvtPRy6TEGkIXFkBMCgxmNsmpPPGytzW1hGFTMLD07LIrWpk1vBEJmREMHdlHsnhutZ2uF0lplbBAwQPkG2H6xmVFsb32wLHfgJ8uK6QGUMT/Ko9HC4Pn2woYk67G1aby8O7awooa7Dx1EX9SAzVopBJAsbjRhhUhOoULNtf2enj1jU5cbi6FpVEjh9Wp5t3V+cDIJd2vRAQyIi0PUOjhnY61jukN2qZjulvrOeRc7M7rVoC2FNqYlp/oVKq2uzgl72CoefM4YmcPyCW+TvbKqMqzXZum5jOe2sL8PlgX7kZs81Ncb2ZJXsrW+NwK8x2/vH5duZePpiz+sV0+TwCYoyFWV/CV1cK0dst9L0YksdD2iTwuKBwFax/QzAq7X8phKQEbuuc/Dgkjoa79woJV2KFh4iIiIhID6JbRI+EhIQOLS0ifxyv10el2d6j4mpbCNYp/C8Wq/Y13zTqTtyk2uHDxxcHPidMHc7I2JF+Y+kJ4+DwLn7Z/iYzznjhBM1Q5LijDhJ+WnA0wcrnBMEDYOUzMKMvnDtHaHUxlwqVSZpgCElqMzxVGyGmv5C+4nWCXNOxIshcBlvnwZb3BB+QtElw+n+EqhPZX2epFKmN5NFRj3Lbsts6xHDeNug2QtVtlSnxhnjGxI5hbdlav/00cg039b+JSG0EClnHm02by01NoxOTzYVWKSNMr+KWCalcMjSegpomrA43aqWM/JomPF4fNY0Orv1wM15fmxGq0+3li82HAz4HvUpOTVPgaguABpsLp8dffKhqdPDmyryA+y/aU8H/TelNTLCaf03N5KlF+/3GJRL434X9CNOpyIjqXKgK1ipQycWEl78Kl8dHg1WIeN1e4GJo1HC2VG7qsJ9GriE1OLXLc4WqQ5mePp1vc7/12y6Xyrl/+P3kl8upanRgtrv8jEgNKjlXjkpiUGIITreXpDAtNqcbjVLO4r1tCSbvrs7n6lFJ3HhaChsL6tCp5IRqlXywrpD1eW3eH6UNNj5YW8gz0/vxjy92AEKLWHqkns82HWZwUghRxs4FxoAo1JB6Gty2EaoPCmbNkZngckD5NsFk2VQsRHGf8QiUNFdlXTUfFt0DuUsFoVYfBVOeEGK5NcG/bw4iIiIiIiInCd1y1T1nzhzuv/9+3nrrLZKTk7vjIf5W1FmduDy+Hil6hGpVlLePuKzad1JVeeyt3cfB+hwuzrgYmcTfbE1uFFbu9uf+jHX8f9EqtIFOIdLTcZiheEPb7x4XfHk5ZF8EWRdAzEAISgRjjFAVciQyeWABo7EcPp8lpLm0cOAnyP1VSHmJzDzOT6RzJBIJQ6KH8MW0L5i7Yy776/YTq4vlloG3kB2a7ffaDlOHcdvA2xgZO5IFeQswOUwMjx7Ohb0uJF4fH1DwqG6088aKPD7dcLhVeBjfO4Inzu+L3eUht9qCRiFlaGQoNqeH/Jomzukfw9Wjk/l6y2G/zzZZJ61k+8vN3DYxne86qfYYnhLKkbYaZpsLexdVGKUNNtIi9cwYGk9WrJFXluVwuNZGVqyRu87oRXqEHolEQp8YI2E6JbVNHdshbjkttdP0DZHjj14l5/TMSLYXN/DZhipevfIeihvvoNLaVo0jl8qZM3EOEZqILs8VoY3g5oE3MzxmOPP2zaPWVkv/iP7c1P8mEvQJ3P+bkNDyzdYSrhmdzHNLDnJWdjS3TEjj2V8O8MYKQVBTyqRcOSqRO07vhUwq4fTMSK4YmUROZSMVZgdNDg8ahYw5S3OoMPsLd1qlDIkEthbVMykzkv7xRk7PjCI71sjOEhNquRSzTRB5gjQK1IrfYQoqUwrfty3fuSVbYfvHgslpC6Xb4NsbhHY9lx3C02H6e2CtAbdTEHcNMWKLp4iIiIhIj6ZbRI9LL70Uq9VKWloaWq0WhcL/Irmurq47HvaUpaK5UqJHih46JbtKG9o2VO4VWgJOEn7K+4kYXQypQR1XBH1yFU6ljnC7hcWFi7mw14UnYIYi3Y5MKaxmmttK0PF6YPfXws+gK2HanN9fmVG511/waMFth98ehwvf+ktbXbRyLVlhWTw97mma3E2oZCqCVEEd9tMpdaQGpRKiDqFXcC/cXjcRmggitBGtSRbtcbg9vLu6gA/WFvptP713JM8tPsCPO8tJCNXw+Hl9uezdjdS1Ew6ijCrevWoo+MDn86GUS7liZBJL9nVsJympt5EaoSM1XEd+TZPfmEwq4aZxqSiOqLhQK2V++0zOiuLsvtHIZVLqmpzENLfCBGuVjE0Pp1+sEbvbi1Ypw6Bu+96KMqr56uZRFNQ0YbK5+HZbCRsL6rhiRCIXD03o4CMi0n3IpBIuGBTH+2sLqLe6uP/Lch46/1XqPXkcNO0gLTiZCQmnEa2LDijQHUmMLoaY1BiGRA3B5XVhUBpa3xdJYYIYuLWonsuHJ/Dd7NGYbS7u/3Y3+8rNredwery8t6aQlDAtFw2OIy1Sz00fbWltVXljRR7DU0J45Lxsbvt0G+1tZK4fm8K3W4XEqB93lvHY+dm8v6bQryXrhaU5/HNyBuE6JQMTQ0gK03bw0TkmFBrY9mHgsZXPQNrpwr/VxhNuwCwiIiIiInI86bZKD5HjR1lzpURPFD3C9EpqLU4cbg8qd5PgfdBvxomeFgAF5kIO1h/kgrTzO01ocevC6St1817u96LocaqiC4Ox/xR63wMx/MY/1oqy94fOxw4tEcrNT4C/h06pQ3eU9rKWfeIN8Uc9X5XZ0WroCMKC8Ln9Y1HIJPy4sxwQEl7+M3+Pn+ABUGl2cN+3u7lhbDIDPCGkRejpE2NgYmYkyw/4+4+khuuwuzw8cm4W83eWsXBXOQ63l0EJwdx/ViY1FifhOv+KizCdkhEpoewobmDOzIGsOVTD/d/txur0EB+iIUijINKoJkgj3BwHaZUcKQPVWhzM31HGa8tzqWtyEqJVcNNpqTx9UT/C9Cp0KjH5/a8mIVTLd7eO5pmfD7JkXwW3fpTPjKEJ3DnpdKKNGqR/IEknStfRo2Lm8ERyq5uwOdz0ijIwb10R5/SP8RM8WrhzUi/sbh+H62zc/eUOjvTH3VRQz6CEEKb1j+HHneXEBWu4fmwKFoebX/cLr/XYYDWHKi1+LTIgdJm8sCSHt68cwkVz1zLn0kFMyoxE/nvFtoYiOmQzt9BU0xa9LSIiIiIicorRLVdrV199dXec9m9LucmOXCppvTDvSYQ1CzVVZgcJluae+ZDkEzehdvxa9CvBqmB6hWZ0uo9LG0q6rZbtVdupaKogWhf9F85Q5C8jaRQMu0EwJW1BIoUzn/njr1d1xyqKVpT6HlUuXm6ysavExJK9FYTpVJyeGYnF4aZXlB6r04PDLbSQTOgdwdWjkvF4fbz0a1v6TYRBSUl94FSYfeVmekUbeGN5Lg+d0wezzc2/pmRwyZB4PtsotMtcMDCWEK2Su7/cicXu5qx+0bxwyQCkUgkl9VY8Ph/DUkL8bnZdHi8Ot5enp/cnv9rC+2sKWNvOR6Gk3sYdn2/npRkDuGBQXMCUMavTzTur83lzZX7rtnqri2d+OUiNxcn/Te78s0Oke0kJ1/PCjP40WPvgQ2j9cLq97K8wM397KdUWJxN6RzAwIZiksGPzkKputJNX1cTGglrG9opgb6mJMzIjSQjV8v32Urz4sLs8PHtxfx5fsA+LQ/ABGtcrHJlUwo87y5jQO6KD4NHC55sO8+3s0UzNjqHe6uTLzcXsLjW1js8ansSzvxzodH5L91VyWq9I/vXNThb9YxxheqF9dOGucgprmxjXK5xhyWHEhXSSJHQ0kfXISFoREREREZFThG5bosrLy+ODDz4gLy+Pl19+mcjISH755RcSEhLIzs7uroc9JSk3CSam0h50k9RCWPPKa7nJTkLtXpDIICjhBM8KLE4Lmys2MSZuLNJO6zzApQ0jvK4QeUgIS4uWcmVWJ9UAIj0bXYRgMDr8JijeKLS8xA8FqUIw+7M1gD5SKA8/VgbMhPWvBR4bcq3wmH8RXp+Xams1ZqcZuVSOTh6Ew6HG4nBjUMuJNKhQygN7BZTWW7n83Y0U1rYlQLy9Op9/Te3Nkr0VXD8uBZlUwtCkEM7tH8uNH23h32dntlZ1yKQSbE5Pl/OzOj2cOyCWSpOdzUX15FZZWHagigm9I1HIJNQ0OsitsrSec/6OMubvENqR3rh8MNkxRoK0bZVwZQ02Pt14mG+2FuP1wbkDYrh5fBqFtVZKG/zFl6d+PsDItLCAkbM1jQ7eWxMgyQKYt66Qq0clkShWepwwdCoFOpWwGFBncbBgZxmPLtjXOv799lKSwrTMu3Y4MilYHB50KuH13t4bo9HRSLW1luIGEy6PirG9wrn6/U3MGp6Ix+vlnm92te773bZS+sYZ+W72aBbsKuOTDUVcMiSeh37YQ7/4IGotncfgmu1uZDIJzy0+4Pd+AgjXK0mL0AX0jWmhtslJmE6J2eYmv7qJRrubOz/fTk6VBYBvt5USYVDx1c0jSQnXdzxBcJIgfDgaO45F9xOiu9vj8wneRLYGodpNEyZUxomIiIiIiPQwuqUReeXKlfTr14+NGzfy3XffYbEIX8i7du3ikUce6Y6HPKUpN9kI0/e81hZoa8kpa7BB5T4IihPi7k4wa8rW4sVH3/C+Xe7n0oWhstUzMCSTX4t+/YtmJ3JC0AQLsbSDr4LU02HNHHh1MMwdA68Pg2WPQ2Pn0aUdCEqA8fd33B6ZLVSV/EXvg0ZnI4sLF3PpT5dy0Y8Xcd4P53H3in9QaC5g9idbmfrSKr7dVkK12d5BnLA53by87FCHGzSA5xYf5Kx+MXy7tYTzBsRy7ZgU/jN/D26vjwMVja0R2x6vD4Na0cFktAWVXIpeJWfR7nLcPh9en4/+CcH8a2pvVh+q5oO1hbz46yEiDWpemjGAPjEGjGo5I1ND+Xb2aE7LiOggeMx8ewOvL8+l0uygutHB+2sK+dc3O3nigr4dCmyqGx00Na/YH0md1RUwyhbA7fV1eYMq8tdS0+TksZ/2ddheVGtlzrJDvPpbLme9vJozXljJ/xbtp6pR8Moqs5Rx/+r7ueDH87h91RX8Z8u1bKydzz8mxzAsOYT31xYSaVAxc1gCV49Opl9cEHtKzXy1tRib08PLMwehVsgw293kVlkYkBDc6RyzY40opFI+u3Ekt09MJ9KgIlSn5OpRSXx36xiijGpGpIR2evygxGD2VwitNVanh0vfXs9D07JQtmtzqW508NAPezDZXDhcHorrrPyyp5wvNxdz2GXEe8k8kB4h1GlCBI8hXXjbNkcjHFgI70yEuaPgtWHwyUVC7LyYziciIiIi0sPoFtHj/vvv54knnmDp0qUolW0XoxMnTmT9+vXd8ZCnNGUNNkK1PVP00Chl6JQyykw2qNwDwcknekr48LGyZAW9gzPQybtOZHFqhQvQsdpEdlbvxOQwdbm/yCmArR4W3iWkHLTE2LodsOENWPH0sfe9a4Jh5C1w82oYcYvgZXPZV3DFt4L49xexp2YP9666l1p7W2vHrpqdPLTxVh6+MJZnLx6AyebmH1/s4JZPtvLbgSqK66yU1FmpanRwsMLS6bm3Ha5nS1E9d05Kx+n2YG0WTRbsLGPG0PjWm7HlB6u4YFDg53zZiERMVhfzd5RRWGNl+cFqQPjseOOywYxMFd6DT/9ygB92lPHuVUNZfPdpvHXlUIYkhaA/otJi2f5KDtd1FGkqzQ7W59cyJi3cb7tUAspOImfVR4mi/V1JGiLdym8Hqjq9F1+0q5zTegmVVU6Pl3nri3hh8UHKLVXM/nU2q0pXtUY5W1wW5u6eg9ywm6JaCw+d04f7zsyk0uzgQLmZKdlRvH3lENYcqiE1Qsd93+4iutkQt9LsQC6VkBoeuJ3m1glpqORSYoM13HVGLxbcPpbFd43jtonpSIFGu4u7zuiFQtZRIYzQq8iMNrKn1IxRLcft9WK2uflhRyln94vx23dtbi0mm5NVOdVMemElt3yyjfu+3cVpL6zhrcIY3LM3wqSHoe/FcO7LcPMqiMzyf8DKvUKKVWM7f5HyHfDBWUL1m4iIiIiISA+iW+pyd+/ezWeffdZhe0REBLW1tQGOEOmKsgY7gxODT/Q0/jDhzX3HVO6F7AtO9HTIqcuhoqmSCfETj7qvSyvcIA1SBOPxeVhbupazU8/u7imKnEiaaoQVzkBsnwdj/gGhKcd2Lk2I8BPT//jN73dQZ6vjxa0vBh6z19HgPciCrdGtQgPAypxqJvSOYELvSN5dnc/1Y1OYmBnhlybRQpPDzZi0cLxe/Pw07C4vc1fm8frlg3l9eS6fbCjimen9iTFq+HhjIWabmzCdkqtGJTE+I4JHF+zD54P0SD1pEXoeW7AXs81N7ygD/zclg+QwHV9sLmZ/uRm5TEqUMbD3gNnm4ocdZQHHAJYfqGJa/xjW5Na0bpuSFd3qPXQkYXoV6ZF6cqs6Cj8p4boeW4F3KuD2eKlqdFBjcaBVyLB2Uq0DgtBxpGfLL3squHiMh3xTfsBjPtz/Fm9MHMvcX2tZuLu8dfvGgjriQzQ8dWE/aiwOyk123B4fo1LDWJ9fyxML9/PSjAF8vbWExXsrcHl8pEXouf30dGxOT6s3l1wmRaOSsf1wA0/8tI9DVRaCNAoeOieTL28axSM/7mV3qQmpBMZnRHLtmGQe+mEPEgncd2YmH68vAoTX9L+m9uaHHW1RzhIJ2J1ebvl0G54jDEae+bUApboP1475Z+eGr7Z6+PXRzsdylsDwGzr9e4uIiIiIiJxsdIvoERwcTHl5OSkp/jcG27dvJy7ur1vhPBXweH1Umu2E61VH3/kkJVSnpLS6HhxmCDnGm8VuZGXJSkLVISQaE4+6r1ttwCtVEGZvJMGQwNoyUfQ45Wmq7nzM6xEu+jnxr+Njwel1crDuYKfj2yo3I5Oe12H7ioPVnNs/Fofby2ML9nHnpF5M6hPJsv3+iSrjMyLYXWri7FdXM/fyIX5jG/LrKKyxctmIRG6bmE5CiIbhySGMTAvF6fYik0owqOS8uSqfHcUNPDu9P08u2s/qQ22CxMHKRm76eCtPT+/HrhITgxKCuzR0lkmFdpnOUCtkONu1q6RF6PnPtD6tvhBHEmFQ8eYVg5n59gZq2nk1hOqUvHXFECINovHjicDmdLM2r5Z7vt5Jg9WFQSXn2Ys7FxYHxAeRX+MvXEUa1eTUd/7eqHfUI5G6/ASPFkrqbSzdV0FmtBDr+sueCu6e3IuSr60U19m4+ZOtnDcgjldnDSIuWENtkxO7y0NMuA6z3UVEc4XQ+rxabv54a+t5TTYX//pmN9OHxPP2lUOwuz24PT62FNbx8rIcsmONPHxuFgt2lrGxoA7o+JoGODM7mqX7KzsIHi28tTKfaf1iiQrq5PXrskLFrsBjAAUrYeh1IBWjmkVEREREegbdInpcdtll3HfffXz99ddIJBK8Xi9r167lnnvu4aqrruqOhzxlqbE4cHt9hPVg0SNMr6SkovlmKTjphM7F4mpiS+UWRseO6cK+tB0SKS5dGGpTKdkR2awvW4/P5wuY9CByitBV6gqAKoBB4EmKTCIjShdFRVNFwPEobTJ7OzFeXLKvkrHp4Xy/vZR3V+fz3CUD/ESPYckh6NVynl8ipLSsya3hosFxfLetbcW5wmznxaU5PHFBXwprLIzPiGBncQMOt5fSBhs/767A5vKgU8pIjdD5CR7tee23XG6fmM7I1LAuW0p0KgXXjk5mXXNKS3askctHJBGsVbQmYLncHrTK3gxODCE1Qtdp1UgL6ZEGfrx9LPvLzRyoaKR3tIGsGCOxwb/D1FbkmHF5vFQ1Cv4yarmM8CNMRwGK6qzc9NGW1pSURoebCrOdESmhrWJACzKphFsnpvPoj3v9tttcbmJ0sZ3OQy1TYwkcOATA/J1lDEgIJj5Ew4TeEdicHt66YggOt5dNBbVEGTUkh2lxe4XWm+UHq9Ap5Vw9OplJmZF4gcfazUmrlHHxkHjGpIfj8fpocnpIDdchlUrw+nyUmexUmOzc+fl2mtp575w7IJal+/zf37eMT+PzTYc7nXu1xYG3K18OqQKMcVCTE3g8IlMUPEREREREehTdIno8+eSTXHPNNcTFxeHz+cjKysLj8XDZZZfx0EMPdcdDnrKUNScNhPfgMuowvYqNjR7Q6v/SxIpArCtbi9fno194v2M+xqUNRWUuIytzAr8U/kJeQx7pIendOEuRE4ouAiL7CIZ9R5I0FrThHbefpIRrwrmx3438d8N/O4zJpXIGhY3hheK8gMd6vF5kzYaHTU4PaoUMhUxCsEbJ9CFxTOsfy/3ftq0Gv7+2gP+e35feUQY+3lBEhclOVqyRG8amIJdLqGn0cd7ra3np0oHsLG5gdU4Nbq+Xcelh3DU5g81H3Ky2p6TexoCEYBJDu/bgARiYGMykzEjC9CoGJQbz6rJDlJnsSCQwrlcE/z0/m7EZkUc9T3tigzXEBmuY1Cfqdx0n8vuosTj4cvNh3lyRT6PDjUouZcaQeG6f1KtVnHK6vby/pqBDLOzTPx/gxRkDGZ4SyhebimmwORmWHMrNp6Xy4boiyk12v/2HJocSoQrBqDRidpo7zGVa6gXsL+lcGPB4fBjVCh6elsV/F+5jf7mQiJIda+SeKb3ZVFhLWoSOy9/biNnW1nrz7+92My49nAen9aGseU7BWgVzLh3IpxsPM/uTrXh9gofHfWdlckafSCIMKqoaHXy9tcRvDplRBs4bEMuiXeXIpRL6xQfxwNl96BWpZ1yvcL7YHNh7o39cEKqu/Gj0kTD+Xvg2QAuLVAb9Z3R+rIiIiIiIyElIt4geCoWCTz/9lMcff5zt27fj9XoZNGgQvXr1+lPn/d///scDDzzAnXfeyZw5cwDw+Xw89thjvP3229TX1zNixAhef/31UyYWt6xBuCjqyZUe4XoVjW4ZlqAM9CewQsKHj+XFy0kPTkenOPrNUwtObRiaugJ6hfRCLpGzqWKTKHqcyugjYeZn8OnFUNtOEIjqBxfOBW3n6QonGxKJhEmJkzhQd4Cvc75u3a6Va/nvqOfIr+i8VeT0zEjeWNH2/OOC1az610TcXh9quRSby8PByrboS58PIbYzLogbxqbQPz4YtUKKVAKNDg///HIndpeX2Z9sY3RaGHdPzkCnkpFXZUEukaBRdv51JJWATiXv3IOgHREGNc9e3J/dpSau+WCz3/xW5VQz8+0NfDt7tFipcZLhcHv4cG0hry3PbbfNy8cbD1PR6OC5i/sTrFVidbo5WNExctXh9nLbZ9u4aFAcb1w+iDKTnYKaJpRyKYfr/M2He0cZuG9qJrtLG3hy5Gs8uuluP6PfkdFjGBsxA6Wv86qvM7KiiA1SM/3N9Tjc3tbte8vMzP50K1/eNIp3Vuf7CR4trM6twecTXtdeHzxwdh+eWLjfzzum2uLgnq938sqsQZw3IJb7zuzNJUPi+WRDEU1OD9MHxzMwIZgoo4rvbh2Nx+tDrZAR0uxPMygxhJggdQexB+DBc/q0Jqt1SuoEGHkbbHyjLa1FoYWL34eg+K6PFREREREROcnoFtGjhbS0NNLS0o7LuTZv3szbb79N//7+fbvPPvssL774Ih9++CEZGRk88cQTTJ48mYMHD2IwGI7LY59IyhpsqBVSdMqemxLQUqVSpu1Dxgmcx77afVQ0VXJ6wum/6ziXLozgovWoJHJSg1PZVLGJy/pc1k2zFDkpCE2FaxaBqRTMpRCcCMZYQRDpYYRpwrhr8F1clXUVeQ156JV6orVxeFwGQqQeIptXkdszID4IhUxKSb1QadYnxkC4XuUnvjY0OTmnXwwrc6pxur1kRBlwuL3sKTOxu9TEnZN6seJgFY+d1xeHy4Pd1XZjuC6vtrUFBWB0ejj94oyo5FK/G8gWpmRFE6z5HV9XEiFSNxDlJju7Skyi6HGSUWV28M7qwKaiS/dVUmNxEqxVolXKyYw2sLMkcJKW3eXB4vBw5xc7AIgP0fDcxf0J0Slxub1oFDL0ajnRQRrMdhd3f9nI3ZPeQK6sp8HRQIwugX3FPr7ZaObSoUGtBqXtCdEquH1iOp9uKAr4erW7vPywvbRTTw2A/eVmzugTxcaCOpQyaUCzXICnF+1nREooUUY1oToVgxND8Ph8KNrF1EYGaNGKDdbwxU0jefTHvazIqcbng4RQDY+d15fs2KO08IFQ8Tbhfhh2PVQdAKUWwtJAHw3ynlt5KiIiIiLy96RbRA+fz8c333zD8uXLqaqqwuv1vyj47rvvftf5LBYLl19+Oe+88w5PPPGE3+PMmTOHBx98kIsuugiAefPmERUVxWeffcbNN9/855/MCaa0wUaEXtWjPSTCm6/HSlWpJ1T0WFq0lEhtJPGGhN91nFMbhtTrRtlUQ++Q3qwqWYXX50UqEXuaT2kM0cIPQ46668mOUWXEqDKSHJTcuq3CZOfOBZv56LrhfLWlmOUHq1HJpZzbP5akMC33NbeuhOmUvDJzUKvg4XR7qDA72JBfS2qEnuvGpNDkdLPiYDVapYz7z+pNpclORoyRwtombE4X2i6qOIRzelHI5Lw8cxC3f7YNd7ubxcRQLVeMTGT1oRpOy4jAoO68OqUFh8vL3rKOLQstrM2t5sy+0R22Nznc2F0edCq5GEf7F9NodwUUEFoorbeSHqlHKZdy3dhUvt5a0qHFRSKB2RPTiTKoGJseztaiep69uD8en4/NBfUU1TWRGq4jOUyHTColRKvgzkkZ3PbZNpRyKTqlijprCfEhGh4/L5s7v9zBq7MGcd7AWD7ZUITF4WZqVjSzRiSgU8rY0EVL1qbCOiZnRcHuwH46Byoa+c+0LB7/aV/AypUWykyCv0kLUqkE6bE5UpEUpuOVWYOoa3Li8vgwqOVH9bDxQ20UfsKOz+KViIiIiIjIiaJbRI8777yTt99+m4kTJxIVFfWnb9hvu+02zjnnHM444ww/0aOgoICKigqmTJnSuk2lUjF+/HjWrVvXqejhcDhwONpWNs3mzi+OTzQl9dYe3doCEOIoQ4qHUtmJS+4paypnV/Vuzkw+8xgvF9tw6gQPB5W5jN6hvVmQv4D8hnyxxeUP0JPee6ciXq+PykY7dpcHuUSK1wcFtU0U1jZxyZB4jBoFvSL17CwxceHgeHpF6hmeEopRLaOotgmjWs6OYhM3fbwFl8fHq7MG8fQvB/yqNiQSeOCsPvyyR7jZC9GpaLA6MWrkAUv9s2OMRBpUXPX+JvrEGHnnqqHsLjVR0+hgTK9wEkI03DBvC2UmO9/OHsWQpKO3F8kkEsL1Sr/ElfYkhen8fm+0uThUZeGNFbkU1VrpFxfEzePTSArTnlLix8n8/jva39moUVBQY0EulRIVpOLDa4Zz11c7qGtyNo/Lefqi/qSG69Cp5My5dCCNdhdlJju3f7adBqur9VzheiUfXz+CBTvLqG9y8sn1I9hTZqK8wU5GtAGlXMr/fb2TKVnR7C4x8dOuMmYMS2RoUgjbDtcz+5OtXDQ4nuggNQc6ESyijWrigjsXGKb1iyEhVMtTF/RldW5gA18AjULmV9XxezGoFcckFIqIiIiIiJzKdIvo8cknn/Ddd99x9tl/Ptrziy++YNu2bWzevLnDWEWFcFEdFeVvLhcVFUVRUVGn5/zf//7HY4899qfn9ldQUm8jPqRnl2HLGgoIB0o9J84AcmH+QgxKPVnhWb/7WJc2FJ9EitpUSlrUZGQSGVsrt4qixx+gJ733TjXqmhws3FXOy8sOUWNxkhVj5Joxyfy2vwqDWsGz7dpB0iL0RBpVbC2qI9KgYp/TwwfrCnjqgn7c8slWXB4fI1JCOVDR6Cd4gND+/+Si/bx39VBuWZ3Pot3lfHDNcB45N5t/fb3Tb3VeIZPw7CX9+b+vd1LV6KCqsZqVOdVkxRgJ0irYfriBZy7u12r4+OKSHOZeMQRjF7G1IETN3jgulf/9fKDDmFwq4Yx2hqR2l4efdpXz7+93t247VGVh/s4y5l07jLG9Tqz58vHkZH7/heqUjE4L6/B6AogL1lBcZ+XCN3Ygk0o4Mzua+8/KZNE/xlJtceDzCd5RkQYV8maBINygotHu4r5vd/kJHgA1Fif/+Hw7M4cn8MaKPD7fXEx2rJGLBsVRWm/lld9yUcgkTM2O4vp5WzCq5aSG67jsnQ2Y7YJw9/22Uu49K5MVBwNHXF8zJpmkMC3xIZrWNrEWLhoUR7hBWMyIMKoZnhyKRiHD5vJ0OM+s4QlEGMR2EhERERERkT9Dt9TnBwUFkZqa+qfPU1xczJ133sknn3yCWt35ismRlSRHixT997//jclkav0pLg7scH4yUNpgI7yHV3pQl0+E3EpJ04lp0Sm1lLGhfD3Doocjl/yBVVupTEhwMZWikqtINiaztXLr8Z/o34Ce9N47lXB5PHy1pYT/zN/bWv2wr9xMo92FWiHl3AGxDE4Mbt0/r9rC3jIT/5ycwWvLc3nmlwPcOj6NQ1WW1haEaf1j+WZr5///Vh2qYURKGC6Pj//M34NeJee9q4dx6bAErhqZyPtXD2XRP8Yhl0o4XGv1O3ZfuZn1ebXsLjNRb3XR4l+aU2nxK/V3uD1UmOxUmGy4PP4tABcNjuPsfv4tLCq5lHeuGkpMUNv3SVmDjUcX+MeZAni8Pv71zS4qzYLgUtfkpNxka60s6ImczO+/YK2SZ6b3p1ekfyR0hEHFkxf25bklgijn8fpYuLucy97dAEjoFxdM//hgYoM1rYJHCw02VwfBoYVDVRa/NKC9ZWb+u3A/AxNDkEkljEwNaxU0/m9KBhaHiwfPyeLSYQloFDJGpYVRWm/j5tNSaX+5IZXArRPSKKq1Umly8J9pWdw7tTej0sKYnBXFizMGkBFlaE1mA4gOUvPR9cPRq/zXocakh3Hz+DSU8lOn2khERERERORE0C2VHo8++iiPPfYY77//PhrNH69S2Lp1K1VVVQwZ0tZT7/F4WLVqFa+99hoHDwoXQRUVFcTExLTuU1VV1aH6oz0qlQqV6uQXEsx2F4129ykheoSrIihu7Lxfu7vw4ePLg19gVAYxMHLgHz6PUxuG2lQGQHpIOtuqth2nGf696CnvvVONSrODV5cd6rD9iYX7uXZ0MomhGh48pw8uj4/86iYMajlSiYQ5vx5q9cYIN6jYWlTfeqxeLae+ydXhnC3UNznRNd/EFdQ04fPBHZ9v580rBrOzxMTDP+7FZHUxMjWMuVcM5o0VeQFX+asbHShkgsFpUrgWlUK4sT1c28RbK/P5abcQ13nJ0HiuHJVMXLNBaYRBzZMX9OPOSRnsLjURpJGTGW0kyqhqvYksqLawq8TUqZdEuclOTaODAxVmnl+cQ361heRwHfdM6c2gxGCCtT1rBf5kf/8lhGr59IYRlDTYyKuyEBuswep08+iPeymu8xcviuts7CkzER2kxun2Umm202h3o1HKCNMpMWoUnf5/TQnXIZdKcHk6Go3uLTORFqFDr5Jjc7p5+8oh7Cs388aKPGxOD2PSw3n/mqGUNdh4Z3UB/eKD+OCaYeRWWZBIIDVcz8Ld5aw6VM2dp/fi5o+30jfOyMCEEBwuD08u3E9tk5PLhicyNFlo1ZLLpAxKCOaXu8ZxqMpCrcVBnxgj0UZ1j29vFRERERERORnoFtHjkksu4fPPPycyMpLk5GQUCv9S5G3bju2GcdKkSezevdtv27XXXktmZib33XcfqampREdHs3TpUgYNGgSA0+lk5cqVPPPMM8fnyZxASptXqCINPfiix+eB+kLCDaPZ29i5k313sa5sPbtr9jC910V/rMqjGZcuDLWpBID04HQWFy6m3FJOjD7mKEeKiJx4zDY3Tc6OpfM+H7y/tpCJvSOICdaQW2UR/D6kEoK0Cj8vAaVcSr/44Nbf95ebGZocElCoABiSFMIHawtaf5dI4O7JvXh9RR7r2x2zdH8lK3Oq+eymEQzcX+UXkyuRQFC7m9e7zsggWKukuM7KBW+s86u6eHNlPot2V/DFTSNbk1lCdEpCdEp6R3dM8mqwOnl0wV4uGNR1/KbV6eHq99vaK/eWmbn2w808fG4Wlw9PRHUKeX6cDEQa1UQa1QxODKHcZGPU/37rdN/VOdUMSw7l3dX55FY1khCqo77JSZPTzYNn9yHSoEImlbSmqJw/MJYLBsZxsKIRp8dLXLCGWyekMXdlXmsqq1Gt4PHzspHLpCjlUh74fjd7Stu8T37eU8HKnGq+vnkUE3pH8ObKfL7ZWtIqtrVUltw4LpV95cJxe0rNfucAODJ9WS6TEh+iJT7k2OPURURERERERI6NbhE9rrnmGrZu3coVV1zxp4xMDQYDffv29dum0+kICwtr3X7XXXfx1FNP0atXL3r16sVTTz2FVqvlsst6fqRoy8VTRE8WPcwV4LYTadRSU+XD7vahlv/xNpeKpgp+yJ3Pgbr9+PCRGpTKqNhRDIkaguwIUSPPlM/H+z6mb3g26cF/zn/DqYsgqHgz+Lz0Cu4FwPaq7aLoIdIjUCs672RUyaXEBmu584vt7GmXeKJVynhhxgDeWplPhcnOwQoLOqWUNy4fDIDL42VsejgbC+o6RHPGh2gI0ykpbG5bSYvQU2W2E2VU+wkeLTg9Xp75+QDXjknh7skZvLQ0B4ALB8Wx/GAVKrmUf5+dSd9YIy6Pl083FgVsMzlcZ2XVoWpmDkvEYnfTYG0xuVR08AFpsLpYmVPD5SOSOo3KjQ/RkF8TOEr02V8OMCUrSrxJ7UYkSAjRKqi3Bq4oiglSU91o5+x+MeRW6flqcwlalZwLBsXyw44yLhkSx5Ujk/hwXSFXjEgk0qjmunmbWwWOF5fmcP7AWB49N5tHfhRanIYlh3Dea2tIjdBz79TeHcQKEISwV5fnctvEdD7ZcBiLw+3XRmNUy7l0WDxvrwwcwQtwTn/xu0NEREREROSvoltEj4ULF7J48WLGjh3bHaf3495778Vms3HrrbdSX1/PiBEjWLJkCQZDx5W9nkZxnRWlTErQUUz7TmrqhFXbyNBgAEoavaSH/LGV0b21e3l1+2to5BqywrORIqHQXMTcnW8Sqg7l9MSJDIgYgFqmYXv1dr45+A2R2kimJE45+smPglMXjtTjQmmpxmiIIkobxc7qnZyd+ufNekVEuptQnZJRqaGsz+8YsXnlyCRe/e2Qn+ABwo3dPV/t5MUZA7G7PdhdHorrbXy4rpBKs4NwvZL7z8rk4+uH879FB9hdakIhkzAlK5oZQ+O55xsh8lYll/LkhX1ZsreS/JqmTue4ubCea8ekEB+ioVekjgsHxzMlK5q6Jgc3jUsl3KBCrZBR3WhvTYYJxKb8WoYmhfL0z/v57UAVPmBcejgPTcsiLUKPrHmJ3d0cpf75pmLuPbM3//1pv995FDIJT0/vz+MB/D4A7C4v1Y0OUfToRiL0Sq4fm8LzS3I6jEklMDAxhKlzVuH1wZi0cG4Yl8Jziw8y+5Nt/HNyBvU2F7efnk5SmJaEEC03fLSlw3nm7yhjYEIwaRF6xmeEI5NIGJMewaDEYH7qJG4WYOXBas4fEMtrlw3ivdX5rGkW88alh3PfmZnIJXDuwFhW5FRT1ejwO3ZqdhQmW+etYSIiIiIiIiLHl24RPRISEjAajd1xalasWOH3u0Qi4dFHH+XRRx/tlsc7kZTU24gwqP505O8JpS4fNEFEGDWAncPmPyZ6lFrKeG37a8Tp47gg7XwUMkEIGhs3lkprFVsrtzA/dz7f5HwLgBQJ/cL7MSlxUuu+fwanXkhwUJtKcBqiSAtOY3vV9j99XhGRv4JgrZJnLh7Ale9tpKidaWi4XsnM4YmcOWdVwOOanB6QgNvjJbeqiXdWt61c11ic3PP1Lu4+oxevXTYQk9WNSiFFLpPwyrJDRBvVTOsfw5Ujk0gI0ZIRpefLzZ0bZyplUrw+Hz9sL+WJC/ohlcB5r63m3P6x3DO1d2ukqUwqRaMM/BkikcDM4Ulc/OY6v8SOVYdquPD1tSz8xziSw4W4WoNaQUKohuUHq4gwqHjnqiF8v72U4jobmdEGrh+bglwmIacycKUHgLQnfzb3AGQyKTOGJrC5sJ6VOW0pKXKphMfPz+aDtYV4mgt01uTWsP1wPXOvGMJ1H27m5WWHmJQZSbhexeUjEnnohz2dPs7XW0p47uJ+WJ0eys124oLVhOtU1FgcnR6jVcposLn49/e7eW3WIB47X6g+tbs81Fqc5FY7mbsil6en92drUT1rDlWjU8k5d0AsDreXLUV1nNk3hvIGGzuKG1h9qIakMC1TsqOJCVKfUlHJIiIiIiIiJ5puET1eeOEF7r33Xt58802Sk5O74yH+Fhyua+rZrS0gVHoYYglRS5BLofgP+Hp4fB7e3v02eoXeT/BoIUobydkpZzM5cTIV1gqcXhdR2kj0Cn0nZ/z9uDQh+CRSVA0lED+E9OB0Pt3/KVaXFa1CXOkVOflJDNXy5U2jKKxpYm+5meQwLb0i9eRXN+H2dv6+PFTZyFl9Y3jg+443jb2jDAxJCuGtlQUsO1CJTinnoiHx/GtqJnqVHJ1KhkIm3LyFylVMzormmV8OdjgPwJl9o1l+oIrqRgdr82qw2N30jQvmm22lpITruG5sCkq5jFCdkqtHJXP/d7s7nGNUahhrcqs7RJSCIOB8vKGQ+87MRCmXEWVU88T5/bjmw018taWYhbvKOKtfDGPSw4gJUhMdpMbh8hJtVFPRnODSnkiDiuI6K2F6pVjt0Y1EGtW8eOkAyhvsbC6sI1ijICVCxyvLcvntQJXfvk1OD7/sqWBSnygW760gr9pCdlwQHp+PClPH/4ctVFscSCQS5q7MY22uULGhVZbx0oyBfLLhcMBjLhgUx+K9FTRYXaw6VMMDZ/cBILfKwuxPtzEqLYyhyWFc9+FmRqSEMjI1DLvby6vLDlFmsvPznWMpqm1i5tsbKG83t2cXH+TNK4ZwWq9w0S9GRERERETkONEtkbVXXHEFy5cvJy0tDYPBQGhoqN+PyLFxuM7as01M8UFtLhhjkUokRGolFJl/f4LLyuKVFJuLOSvl7C6rNhQyBQmGBNKCUo+r4AGAVIZTF47aVApAWnAaHp+HvbWBS99FRE5GooPUjEwL4/qxKZyeGcnKnGqqLY4uxdW0SD2FtU0dPC80ChkPntOHWz/dxmebDlNpdpBf08Tziw/yzy93YnN5kEn8v2KijCoeODuzw2PEh2iYPjiOn3aVMzAhmJxKC14fnNs/lneuGopcJmXZgSqK66zYXR4mZkYyMrXjd8kFg+JYc6gGgLhgDZcOS2DmsITWaNIVB2sw292t+w9LCeG72aMZmRqK1webC+tICddzTr9YgrVKIo0qXr98MCq5//NQyaU8cm42r6/I5bnFB7E63Ih0H2E6FX3jgrh2TAqT+kTy2I/7OggeLWwqrCMrVqg0bamS1CjkTOgd2en5ByUEU9fkbBU8QGjvMmoUXDkyqcP+GVF6Zg5LYFOBsP+AhODWse2H67E43Px2oIrTMyNJj9SzsaCOt1blM29dIWUmO7PHpxGmV/HYj3v9BA8QInlv+3Rbh5YYERERERERkT9Ot1R6zJkzpztO+7fC5/NRXGdjeHLYiZ7KH8daC3YzGATDtkithMO/U/RweBzMz5tP3/BsYk+waahTH4G6QVj1i9PHoZFr2Fm9k2HRw07ovEREusLmcrdGyxo1cvQqQTissTj5YG0hITolt4xP7eBpAcLNYIXJ3lrJkBlt4NJhCUQZhfL7dXn+IkILmwrr2FJYT4XJxpTsaOJDtMikEgxqBTOHJTIyNYzPNh6mweZiREookQY1//pmF1KJhLP7xXDdh5v55IYRfL+tlP/Mb6swUcqkvHTpQCZmRvDKrEEcrGjkq83FKOVSZg5PJCVcy2/7K3nqwn5IJLBkbyU+n48bx6WiVcr4fnsJynaJNFqlnEGJIbx15RCsTiG1JsKgbh2XSCQMiA/i29mjWbS7nLzqJlLCtULM7oo89pc3cqjSwr+m9Ear6pavU5EjUMhkhOj8xe+kMC2zhiWSGKZFKhFijqUS6BcX1LrP5KwoXv3tUAdTVLlUwq0T0qgwO3jj8sHkVzfxxebDONxeyhpsGDUK5l4xmN/2V2FxuBmbHo5WJeedVflM6x/H5sI6oo1touHBikZAEC/++dUOHj03G4vDzdrcGvQqOZeNSCQlXEeTw82Fg+O5aEg8mwrq+H5bKY3N4pnT42VvmYmEULGCSERERERE5HjQLVdpV199dXec9m9FbZMTm8vTsys9apv7/41xAERqpRQ0/D7RY1XJKppcTYyKHX28Z/e7ceoi0FcJN4ZSiZSUoBR2VO04sZMSEemCw3VWXv41hx93luH1weQ+Udx7Zm+Sw3R4vD4aHW7ya5oYnhzKw9OyeGtVHpVmByq5lHP7xzJzeAJXvb+Je6b05tFzs5BIJLy/toCiWitxwRquGZ3MQ+f04YmFHQWT3w5UYXW6eenXQ3x18yj6Nt+AWp1udhY3cOWoJH7ZU8EnG4rIq25icGIwt05M58WlOUzJisLj9fHlFn8PEKfHy+2fb2Pp3eNJj9QTaVAzJi0ciaRtVf/uyb159Me9rM9vW7VfkVPNgPggnp7ev0OKC0CQRkmQJvDfUC6Tsja3hs2FdcQEadh2uIG3VuW3JoC4vT7cvr8+jvvvikYp44Zxqfx2QPD4uGJEIoOTQnh7VT4HKhoJ1yu5fEQSX98yivB23596lZw3rxjCy8sOtcYsZ8UYeWhaHw5VNvLUzweot7rIjjVy35mZVJjsrDpUzfwdZeiUMsakh6NWyHhzVR7FdTa0ShmvXzaYc/pF+wlpAxPahJYGq4u7vtxBYqiWgQnByGUSEkO1mO1uXv41hwU7y3F7vUzMjOT1ywfzv5/3s79cEE1Eo1MREREREZHjx3ETPczmjrFundFdJqenEi1mg5HGnix65IJSB2rhIjBKJ2FlsRevz3dMBoAen5elRUvpHZpJiCq4myd7dJz6SJR5K5G4HfjkKlKDUllbuhafz9ezzWZFTklK621cPHedX5n8L3srWJtbw0//GEukQcX4jAi+2VrC3JV5DEoI5u7JGRjVCnw+MKjlPPrjXqxOD4U1TcQGa3j6lwNt52+w8eSi/VwzOpnpg+P4dpvQ+hVhUHHegFiGJIVQWm9lVU4N//pmJ+9dPQyFTMKH6woZkRLG2twasmONTM6KwusDmQTmrS/i4iHxZEQZeCCAZweAzwffbSvh3jOFNhmp1P+9l1vV6Cd4tLCzxMSO4gb6xPz+75+RqWH87+cDQH2Hsd5RBvRilUeXmO0uqswOft1fidXhZmJmJAmhWsL1Ksw2Fw63B71KjkZ5bH/HzGgjN4xNYUtRPZkxRv751c7WsRqLk5eXHaKgponHz89u3b633Mztn23j0qEJXDUquTmqWcO7q/P4emtp235lZu74fDsvzxxIol2otGhyeliyr9JvDkq5FJlUQrXFQWKYhhUHq5AgVEP9c3IGL/2a0yqMHa6zcrjOypxLB2J3ebnkzXVUmtvel8v2V7Epv47XLx/MdR9uxu31MbBdy4yIiIiIiIjIn+O4XakFBwcf9cav5ebQ4/Ecr4c9ZTlcJ0Q7RhnVR9nzJKZO8POg+XURpZXg8ECV1Ue07ugiwa7qnVTbajgr5eSIhXXqI5HgQ20qxRaWSnpwOj/l/0RJYwkJxoQTPT2RvyGNdhf1Vicujw+DSk5k8+eFz+dj8d6KgL4AjQ43H60v5O7JGcwansCi3eVYnR62FzewvbgBgIRQDa/OGoSn+a7toiHxzHx7fcA5fLKhiLeuHMK320q5dUIavaIMfLWlmGX7K8mKNTL3isF8uK6QvCoLerWcmCAN18/bTHvv1OxYIw+c3Yc7T+/FYz/tRa2QUm6ydfq8C2qa8Hp9foKHy+Oh3ORAp5LzysyBzN9ZJkTWtnucTzcWcWZ2NCE65bH+iQHBc2Rcejirc2v8tksk8Nj52YTre7A43c2YbE6+2FTcLBoJvPJbLhMyInjgnD48PH8PFSY7Q5NDufm0VJLCtCjlXRt4huqUXDc2mZnDE7jsnY0B9/lxZxm3TkyjrsmJVCKhtM6KzwdvrcrHoJKjVcn47/l9/QSP9ry4NIdXZw3i1d9yA45fNCiOlHAtIVoF324rY8leId72zL7RnNYrgviQAa1ijFoh5a4zMji9dwTf7SjD4/Vxx+np9I0LwuvzUVRr5ZMNRSzcXc6U7Ch8Pog09ODvfhERERERkZOM4yZ6LF++/HidSgQorLESrFX07Ni6mlyIaltpi9YJJcAFJm/rv7tiefFyYnUxxOiiu22KvweHXjDC09QXYQtLJTUoFYCdNTtF0UPkL+dwnZX//rSXZfur8PoEX4PHzstmWHIoXp+Pn/eUd3rssv1VXD0qhTlLDzH38sF8tKGIFQerUcqkTBsQw7R+MXywtpCJvSO5alQyjXYXdlfg1jS314fN6WH6YKGN7e4vd7SOFdZaWbK3kpcuHYhRo8Dj9bJ0XwUXDIqjpN7GpoI6QFhdX7CzjNsnpvH8JQNocrjpFx/Ehvy6gI85rle4n+BR3Wjno/VFvL+mgCanB4NKzszhiUy+KIp/f7e7VfhwuoVKs99LmF7FCzMG8NWWYt5fW0i91cngxBAePLsPmTGG332+vxPFdTY/waOFFTnVDEoKwe7yUlhrpbDWyvwdpXxx0yiGJIV0ec76Jif1Vhf1Tc4uDT/X59Xyzqp8ys12xqSF8c5VQ3C4vFQ22lErZJQ2dC6sFdVa8fp8zByWwBdHRC2nhOuYkhWF0+Pjzi92kF/T1DqWU5nLot0VvH7ZIFb8awK25tdjhEGFy+tlb2kDz108gNeW57YKKucNiOW1WYPYWFBHv7ggekXpf7cwJyIiIiIiItI5x030GD9+/PE6lQjCDU1UT17psTUIRqZB8a2bIrUSpEChycuo2K4Pr7PXsadmL1OTp3brNH8PXqUWl8qIul4wM9Ur9cToYthZtZNpqdNO8OxE/k6UN9iY9fYGv5u2olor13ywmS9vHsmA+CCCAnhXtGBQK5DLJJSZbNz+2XYuGhLPy5cOxO31sWx/JTd8tIVp/WMZmBDMM78c4P6zOiautCfKqOKSoQlc/m7HVXe318fzSw7y/tXDaHS46R1t5HCdlSGJIdw6IY1XluWy7XA983eUcd3YFH7cdZjEEC3XjklhY0EdR2oUoTolscEacioayYg2YHG4eHFJDp+3uzFtdLh5Z3U+lw5LYMbQBL5sHjunXwzBXfxduiLSqGb2+DQuHhKP1yek14g3pl3j8/n4fFPgyFeAb7eWcNWoJHY0Vxi5PD7u/3YXn980MmD1jN3lobTBxtdbismrbuLm01K7fHytUo7N5cHngzW5tRyssPC/6f245+tdxIdouH5sSqfHSiXC/+OkMC2vzBzIL3sraHJ4GNcrnJggDTuKG5BIJH6CRwu5VRZWHKxGp5IxMjWM+GZDUp8LZgxL5LoPNtPocJMSruPBc/qwv9zM6yvyiA/WcFpGBNpjbPMREREREREROTa65Zt11apVXY6fdtpp3fGwpxT5NRaierKfR11zSXCziSmAQiYhQiuh0HR0M9N1ZetQSOVkhnZ9s/VX4zREomlou4hPDUplR/WOEzchkb8lO0tMna5SP7lwP/OuHc71Y1P5dX/HWE+jWs6j52Vhd3l48oJ+mO0uft5TwR1fbPcTGGYMjefWT7dRb3VR1mAnJVxHQYAbvCijikiDmv0VZjzewFUURbVWGu1uLnlrHS6PsM9SKvlgXQFzLh3Ec4sPkldtoabRQZ9oI9fN28y0fjE8f/EAXvo1h5J64bkOSwrh7ikZfLSuiIJaCx9eMxyHx9vB8LSFb7eW8OaVQ/hyczHxIRqGJIVgsrsI1anweH1Umu00WJ3IpBJCdMqjthTIZFKiO3M8FemAx+ejxtJ5JUaDzYnuCD+UQ1UWTFZXB9HD5fayNreGmz7e2vo66xWpZ1RqWEAPF41CRrBW4ZfWUm1xkFdloU+Mgf3ljSSGalHKpDg9Hb+TzugThd3l4bcDVRyqsjAhIxJDkIKvthTT5PDwyfXDueOL7Z0+t5/3VDB7fCrXfLCZb28ZTVSQGkWzKW6jw02IVsGj52Zx91c7qWtyth73wbpCXpwxgLP6Rh+zx4mIiIiIiIhI13TLN+qECRM6bGvv9yF6ehydwhorU7NPjraOP0RNLii1oPEvU47SScg/SoKLDx9ry9bRKyQDlezkWkl16iNR1xW2/p4WnMaG/RuwuqxoFWK8oMhfw+pD1Z2O7SoxYXN56B2t58qRSXy8oah1LESr4J2rhvLCkpzWBAulTMqMYQk8eUE/HvxBaAW5cmQStRYng5NCWLa/indW5/PYednc/dUOzLa2iFqtUsYTF/Tln1/v5JKh8R3m0p5qi71V8GjB7vLyxMJ93Dohjc82HabG4mRdXg0+HyzYVc6hKguzx6cRolOiVcoI1ysprLWSEq5jclYUjQ4XFoeHTrQW3F4fHq+P68emMDY9nLdX5TNn5kAa7S5WHKzm4fl7Wm+KU8J1vDxzIFkxRuSyo7ffiRwduVTK1OxoFu+tDDg+IiWMvaWmDtuPtAersTiob3Lyj8+3+wlrn206zCszB1FQ00SF2d66XSGT8NRF/XhvTUGHc28vbuC/5/fl7q92MG9dIY9fkM2D3+/xO298iIYHz+nDvPWFXDEyieI6G/N3lGJ1epicFcXlIxJZm1eDrAsfM6lEQlWjg5J6G2UmG1FBaqxOd+v7btbwROauzPMTPFq495tdDE0KJTFMFD1ERERERESOB93yjVpf7+9w73K52L59O//5z3948sknu+MhTynqm5yYbC6ie7KJae0hMMR2uHqN1knJO4roUWguoqKpgtPixnXnDP8QDn0UQYc3IfG48cnkpAal4vF52Fu7l2HRw0709ET+JiSEdC6wheuVyCQSQnUq/m9yBteMSaK+yYXX5yPCoOKWj7dxsLKxdX+nx8snG4q45bRUnrqwL+F6NZsK6vhma0mrMWpJvY1nfznIO1cNpaTOys5iEzHBanpFGXhl2SF2lZi4dUIaCpmkg7ABkBGlb02kOpKSehthehW3Tkhnd0kDZe0qWA5UNPLgD3vIiNLzr6mZzHp7I42ONtElIVTD3MuHdPm3CtMpOVTZyPtrC3jigr6E6lRsLqjjjs/9V+kLapqY+fYGfrlrHImhui7PKXLsjEwNIy5Y06EySSmTcvmIRG7/zP//Q7+4IIK1bS1IVWY7//5uN9MGxNLk9F8wabC6+Pd3u/nPtCzcXi/r82pJDtfRN9bIW6vyWz1jWjCo5JyZHY3T4+WtK4awNreGLYV1fHDNMHaXmiiuszKhdwQDEoKJCdJwTr9Yps9dR7+4IC4YFIdKLiUhVMudX+wA4LyBsews6SjaAMwclsC7a4TY9hbfEZVcRkzze2pAQjBvrMgLeKzb62NHcT2JYaKQLiIiIiIicjzoluWsoKAgv5/w8HAmT57Ms88+y7333tsdD3lKUVArlJBHB/Vg0aPmkF9rSwtxeglFZi/uzpZmgY3lG9ArdCQZk7pzhn8IhyEaqdeNyiQ4/scb4lHL1Oys3nmUI0VEjh9T+0Yh7WSR+cZxqUQYVPh8PmqtTv67YD+XvLWeq97fRF51k5/g0Z6PNhQRE6Th9s+28c7qfDJjDBTVtrWz1DU5iTaquWBgHP3ig/hhexk3zNvCruabvq+2FPN/U3p3OK9aIeWJC/oyb31hp88nRKvkp11l7Cg2BYyUvXVCOvd/u8tP8ADBJDO/2kJahD7gefvEGNh2uIFVh2rIijEyKTMKk83Jc0s6GmsCWJ0eFu2q6HSeIr+f2GANX9w0kumD41DIhBftiJRQPrlhBHNX5GFx+FcOPT29H6E6obXF4/HyxebDbC6sw+kOLJaXNti47bNtBGkUlJvsHKgws6fUzOpD/kk7SWFaXr98MAt2lnHFuxs5+5U1LNxdwdTsGNbkVKOSSxmVGsbYdMGzo67JQahOwfkDY9ldauK5xQd5bvFBfD7YV25mX7mZ2CA1/eKCOsxpUGIwQVoFOZUWABKbPT2UcinXNfuIdNYK1kKj3d3luIiIiIiIiMix85fWTkZERHDw4MG/8iF7JPnVwo1GTE8VPWx1zSamHUWPGL0UtxdKGn0kB3W8a/PiY1P5JnqH9kYqOflKzB1GoeVIW5ePPTQJqURKanAqO6p2nNiJifytiA7S8OYVQ7jts21+lRVTsqK4cHAcUqmE4jor0+euo6G5fSNcr2r9bAmE1emhyeHB4faiU8q4YFAcuVUWhiSFcGbfaM7uG01ciJYmh5vvtpd2EE8W760kVKfk3auH8uOOMkrqbWTHGpmcFYXH56PKHNjbwaiWI5EIYs3mwnqGJAbx8YYirM2r+mqFFJlUQm2ANgCApxYdYN51w7j6/c1+LQ5xwRoeOTebD9cWMOfSgYxMDSM6SE2Fyc7BCkunf4fNRXVc505BKT/5Pn96KgmhWp64sC//nJyB1wcGtRyZRMIDZ/fhvTUFlDbYGJkaxoyh8cS3q2Kqtjh5f20hZrubSIMKqYSArUwRehW1TU5W5ghtX/+7KIxz+kWzcHebgPXwtCz++dUOaixtr6MdxQ3c9uk2frhtNEqZFJVCBkgoa7Bx95fb2VLUwINn92FsejgLd5WjlEsx29s8Qh74fg//vaAvDVYnS/ZWggQuHZpAUpiWa97fBMDQpBAiDW3+JCnhOv4zrQ9VZjtpETryOnlPZsd2FP9ERERERERE/hjdInrs2rXL73efz0d5eTlPP/00AwYM6I6HPKXIr7YQrlf23LjammYT06COMa6xekHoyK33kBzU8abiUF0O9Y4GMkP7dOsU/yhepQ6XOghNO1+P9OB0VpasxOfz+XnXiIh0FxqFjPEZESz7vwnsKWnAZHMzMDGYKKOaUJ0Sr9fHgp1lrYIHCK0A0V2YIytlUqRS6B1l4PlLBtAr0sCrlw3C7fGhU8pbI2KVcinpEXrW53U0j/x8UzFlDTYuHpLAjuIGCmqauPbDzTx+Xhaf3ziSCrMdhUzC5sJ6Pt94mEaHm/vPyuTzjUUkhenIrbLg8nj57tbR/N9XO9hb1ohGIety1bvCbEcmlfD9raMpqGkiv6aJtAgdKeE6jGoFz88YiL6dWaZSLiUhVIOp1BXwfL2jDKLg0Q1oFHLiQvwvOQYkBPPcJf1xuAShTXaEl4rX52t9Df+8p4KrRyfzwdrCDue+/+xM5m8rJS1Ch8nmYmtRHQ+c04dbJqSxOqeGoUkhKOVSHj+/LzKphMV7K5i/owyP14fT42XuijySwnR8srGIf5+ZyaI95WwsENp0H/9pH1FGFWf0iSI5TEtsOyNbi8PN3V/uIC1Cz9he4UgR2sveWJHHPVN7sy6vloenZRHWzpTVqFEwc1giNRYHiWE6bpi3uYOQc/7AWBTia1BEREREROS40S2ix8CBA5FIJPiOyBocOXIk77//fnc85ClFfrWFmJ6cEFCbA0odqDuW/YaqJWjkkNvg5YwAh26q2IRRaSBWf5RM2xOIwxCFpja/9ff04HR+zPuRQnMhKUGdRyCKiBxPVAoZiaHa1tL59jQ53fx2wD+5xeJw4/L6iA1SU2aydzjmwsFxJIdpefCcPsQGqZFJJWikcjgi4VUhk3LFyCQ+3VgUcNX9ipFJ2FweBiUGsyqnmrvPyKDR7ubq9zfR6HAjkcDY9HDeuXoo9VYnB8rNDEwM4ZVlh/jX1Ezu+3YX6/NqeGXmYFxeL1anB2UXxqIGlRyNQkZMsIaYYA2j08O7/LuF6pTcfUYG18/b0mFMLpUwfUjXhqwixxeVXIZKHljg1yhkDEoMZvvhBr7aUsx9Z/bmiQv68unGIkobbPSJNnL/WZlEGVUkhWo5UN5ITLC6NVI2I9JAZrSBr7YUM39nGS6PD6VMyoWD43hxxgD++dVOPF4fGwvqGJIcSoPVRZhBxcoc/9aYSrODTzcKqV0L/zGW+BBNa6IQQF61hbxqC+cNiGXBrnKW7qtk+uA4npneD6lE2kEQ16nkyGUSdhxu4P1rhvHemgJ2ljQQaVAzc1gCRo2CEO3JZeItIiIiIiLSk+kW0aOgwN8xXSqVEhERgVrdQ9s1/mJyq5pIjejBRnrVORAU39GCHyHFJ04vJbe+Y3+2x+dhc+UWMkN6I+XkrZhwGGPQV+5v/T01KBUJEnZU7RBFD5GTAqVMSoShY1XHS0tzeHp6f/4zf4+fsejE3hHcMDaFr7YUs6O4geggNTeMTSU5XEuQpuPNl1Yp48kL+/HET/tazSWVMim3TkxjS2E9b63Kb02K2VJUz9M/t3lo+Hyw+lANZQ027ji9Fy8vy+XtK4dQY3FiUAtfSWtyazHZXcQHa7hh3jouGBTH5Kwolu6rRCGTcFbfGCZnRSGTSjBqFK2Gq8fK4KQQ/jWlNy/9mtPqL2RUy3l11iDignuw4HyKEaJT8uDZfbjkrfX4fPDMLwdJCddx0eA4EkK0jEgJwYeEGz/awt4yc+txQRoFL8wYwOG6Jr7aXMLifW3pMU6Ply83F2N3eZg1PJFPNhQRqlPS2Ny24nB1bbRdZ3HyzPT+PPTDHr8I59N6hXNO/xjuaDZm/XBdIbUWJ/N3ljE1O4qp2dF+rTsquYyRaWE8/8sBMqIMnN0vBpPVxepD1Tx4Thax4utQRERERETkuNEtokdS0slnQNlTcHm8FNY2MS6j69XKkxcf1ORAwvBO94gzSDhY3zG2+GB9Do3OxpO2taUFhzGOsLyVyBwWPCo9WoWWeEM826u2c2GvC0/09ET+Zrg8XqrMDmosDiQSwbsj0qDi+rEp/LzH35SzpN7Gv7/bzSuzBra2DShkUkK0Ci59ewNur5cbx6XSPz4Ii8NNab2NSrMDrUJGmF6JRinH4/XxzdYSNhXU8dwlA1DJpTjcXpRyKd9uLWl9zHqri9IGG++uzu8wZ4C86iYkEjBq5Lg8PuKCNX7xnUv2VnDFiCRK6m28tTKPFy4ZQK9IPSNTw/hxZxn3fL0Th9vLkMQQHjkvi95RhmZPhqMTolVy7dhkzh0QQ0mDDZVcSrRRTZRRLcbVnmRkxRr59IYRPDJ/L4eqLBTXWcmtsnDhoDgMGgX3fbPbT/AAMNlc/OvrnXxywwg/waM9C3aW8fZVQ/lkQxHXj02hb5yRIUkhhOtUvHBJf+77dheBvFOlUglGtZz3rh5KUa2V2iYHoToVO4sb+Mfn23F6hIOaHB5KG2xsKqhjU0Edb67I55vZo0gKa1vQiDKqeXBaFrVNTsobbPSNNXLhoDiieqqfl4iIiIiIyEnKcRU9fvvtN26//XY2bNiA0ehvwmUymRg9ejRvvvkm48adfFGkJwtFtVbcXh/xPXWVp7ECHI1CpUcnxBukbCoXIjSl7apBNlVsIlgVTIw+5q+Y6R/GHiS03mhr82iMFTxq0oLT2Fa17UROS+RviMXuYtmBKh78fk9rCkawVsELlwxgQHww/zg9nVd+y/U7ZmhyCLtKTPz3p33cNjGN6CANc34tRSGT8OE1I8ipbGRTQT0/7iyluM7GhN4RXDY8kf3ljVw5KgmVXMqmwjrW59fi9Hh5ZFofDtfbsDs9ZMUYOVxnbb0JVcikfsaRR5JXbSEtXIdUCteNTebLzcWtYzqlvLVYzOXxcdeXO/jgmmE8tmCvn/nj1sP1XPTGOubfNobsAEkanaFVykkMk5MY1oOr6v4GaJVyRqeF8/lNI7E43MglEkJ1SrQqOUW1Tfy8pzzgcSabi0Zb514wXh843V7OGxBLsFbBT7sqCNIoyK1qRC6V8v2tYzj/jbV42wkfo9LC2FJYx2vLc1ly12lsKqhj3vrCVtPd9lwwMBadSs4DZ/dhT6mJX/ZU8NKvOTx1YT+0yrZLr2CtkmCtstMEIhEREREREZE/z3EVPebMmcONN97YQfAAIcb25ptv5sUXXxRFjy441JyI0GNLW2tyhP8GMDFtIcEgxeaGYrOPpOYEF7fPzZaKzfQN73cSN7YIOHUReKUKtDW5raJHRnAGK4pXUGurJUwTdmInKPK3Ia+6iTu/2OG3rcHq4saPtvDLnadx6bAEBiaGsKfUhEwqYUya8Nr8ZW8FBrWCKrOTyVnR/Ly7grlXDOGtVXnsKDYRYVAxe3w6jXYX//v5ACq5jNhgNb/tr+SCQbFkRuu5elQyByvM3P3VLtxeL5MyIzkjK4pgrQKDWsF93+7C6/WhUciwuTreFAJEGzWcNyCOJoebJoeH3aWm1rGpfaPRqxS8MnMgCrkUnVJGXZMrYNqF2+vj6V8O8PplgzFqFB3GRXo+4XoV4Xr/li2HyxvQVwYEUUOj7LryJylMy2XDE8ivaWJtbg3VjQ4GJgQzY2gMO0sauOuMXry45BASCZyeGcms4Ync8dl2XB4fTy7az31nZvL11mI/0UMulfDcJf1xeXzMW1eIyeZiREoo7149lBeWHKDB6vITPURERERERES6n+P6zbtz506eeeaZTsenTJnC888/fzwf8pTjYGUjRrWcoJ564V59EHThgpFpJyQYBVnjQJ2HpOYEl/21+2lyWekTmvmXTPNPIZXhCIpFW32odVNGSAYA26u2c0ZSIItWEZHjS5PDzevLcwOOeX3wwdoC7j0zk10l9WTFBPHl5mJe/vUQTo+X0WlhvDprECabUIVx9egkLn1rfWv8bWmDjR3FDcwansB1Y5L5cF0hb105lEfm7+G0jAiuHJnM7Z9tZ195W1vB+2sLWbS7gjcuH8yv+yt4eFoWP++pYObwhICJG0aNnIEJQbg8Xl5bnsfSdm0Id5/RizCdkl2lDTy/JIfDdVYmZ0VhVHf+lbUur5Ymh1sUPf5G6Ju/K022jkk8Egmo5FL6xBjYX97YYXxIUggquZR528v4aktbhVFpg40l+yp4/bLBnNYrgjGp4Uik8MueSm7/bBv2Zs+P1YdqeOw8GW9cPoTPNx1m8d4KJMCLMwby7bYSlrR7PZfUl/LLngpev3wwf0TV93p9OD0elDJZa4qSiIiIiIiIyLFzXEWPyspKFIrOLzjlcjnV1dXH8yFPOXIqG0kI1fbc6NPq/WCM63KXEJUEoxIO1HmZ2uz7uaF8I2HqMCK1UX/BJP889qA4dFUHW38P1YQSrglna+VWUfQQ+UuwOt0cqrJ0On6wshGpVMLQpDCueG+j39i6vFpyqyx8esMIJBJ4fnFOq+DRns83FfPBNcNYuKuccJ2SB87ug8vjZU+pyU/waKHCbGfR7nJig9Vkxxqxu9yc2TeGohorvx1sS5MJ0yl5/fLBvLc6n6l9Y5iaFYXX5yNMp+SKkUkkhmoprG3iqvc30RIC1uRwd2kyGqRR9NzPTZE/RJRBxd2Te/Hoj/s6jA1NCsHt9fHA2X149Ef/lqjeUQYenpZFvSLh/wABAABJREFUo93tJ3i04PL4mPPrIV6cMYBXf8slIVTLpD6RVJjsxAVryI414vb6UMglJIdruW5MMhc0x8wqZFI/waOFJqeHD9cW8uKMAcf8/JweD6V1Nr7dVsLuUjN9Y41MHxJPfIgGZSeJNyIiIiIiIiIdOa6iR1xcHLt37yY9PT3g+K5du4iJObn9Gk40+8sbyYgynOhp/DE8TqjNh95ndbmbRCIh0ShlX41QEuzwONhWuZWhUUNP+taWFuzBCQQXrkfqbMLbXNWSEZLBloqOMZgiIt2BViknI0rvlyDRnj7RRrw+H88uPhBwvKrRgd3loarRwcHKjivhLeRVW3jx0oE8s/gAmwrquHZMMocqOxdbluyr5PIRiVw4dx2vzBxEuF7FfWf15vKRiZQ22AjWKPD64OH5e8iptPDt9jKW3H0a5w2MQyaVIJNKMNlcPPPzAdqnnm8urOOGcal8uK4w4ONeMzqZCL0Y8/l3QiaTct6AWORSKS8uzaGuyYlSJuWc/jGc3S+GeesKGJUWzvVjUwjVqag024kOUlNptmOxu8mr6fx1vK/cjMPtZUWOsFBT1mDllvHpvLD0IG+tyiNIo+DqUcnMGpFIv/hg3F4vEuD5xQc7PefKQ9XYA7mjBsDn87G9qIEr39vUao66Mqeat1fn89F1wxmREiZWfYiIiIiIiBwjx1X0OPvss3n44Yc566yzOsTT2mw2HnnkEaZNm3Y8H/KUwu7yUFTbxKQ+kSd6Kn+M2lzwuiH46Ok9SUYpO6oE0WNn9U7sHgdZYVndPcPjhi0oHgk+dNWHaIwbCEDvkN58WPYhZqcZo7Kjr42IyPFEp5Jz28R0Fu/tuKosk0o4q180piann09Ge0amhrJ0fxXZsV2/Vg1qOQ9+v5vC5ohbi8PTZcKJQibB6/Ph88E9X+/k1/8bj83l5aaPtxKqVdLkdHcwfnR7fCjlUmwuN1arR0ixOkLMcXl8LN5bwf9NyeCFJTl+Y0OTQpgxNAGZmLzytyNUp2LW8EQmZUbS5PSgkElQyKRYnR7umZKJRiXjUGUjb6zIpdbiIlyvZMbQBFYdqiItsusFhsZmc+Aoo4pLhyUy850NeJpNROqtLuYsO8Ta3BreuGIwEQbhmkfVRQWG/HeIFBVmO7e3S4NpweXxccfn21lw+1hieqr3l4iIiIiIyF/McRU9HnroIb777jsyMjK4/fbb6d27NxKJhP379/P666/j8Xh48MEHj+dDnlIcrGjE64PknpomUH0AZEowRB9115QgKQvz3TTYfawtXUecLpYQdchfMMnjg9MQhUeuRl+5r030CO2NDx/bKrcxIWHCCZ2fyKmN0+2hutGBVilnwe1jePHXHJYfEFakQ3VKHjy7Dx+tL2JyVhSRBhWVZkeHc5zRJ4p56wuBOIYkhbC1qL7DPlIJJIRoWwUPgFU51dx1Rga/HajqsD/A2f1i+HW/MOZwe8mvttAryoBOJaPa0nEe0UY1wRo5+8vNvLkij33lZlLCdTx+QV9+O1DF55va2g++3FzMjCHxfDd7FFuK6mmwupjYO5LkcG3rTafI3w+ZVNKlANAvLphJmVGYbW5KG2zc881OEkO0nD8wHokEv4qiFkakhLIutwaAy4Yn8ubKvFbBoz2bi+opqrW2vv7OyIpizrJDHfYDOKdfDMHaY/OcqbM4qW7s+H4BqLE4qWlyiqKHiIiIiIjIMXJcRY+oqCjWrVvH7Nmz+fe//42v+UpCIpEwdepU3njjDaKieoZnw4lgf7m59SajR1K5T4iqlR691zg1WFiRXVdmYk/tbs5Imtzdszu+SKTYQhLRV7T1kkdoIghXh7OxfKMoeoh0G1WNdj5YW8i8dUJUZphOya0T07j7jAzKGuzYXB7mrStkR3EDdU1Orh+bylOL9nc4j0Imxen28vnGYp69uD93frEds90/4vM/07L48gjPg3KTHZfHy2m9wll1qMZvLDPaQL+4IF5tF5PrdHuJ1KuYM2MgN3681e/GUSGTMGfmQEoabMx8e0NrEsehKgtL9lXy4Dl9mNA7ghUHq4k2qrnj9HTCDSrqrC7OzI4mWKvAqBFbWkS6xufzsXRfFcubfWWuHZNMWoSer7YUc+ekXsz51V+kMGrk3DI+jXu+3glAeqSBl34NLGQALDtQhVohpdHuJtKg5sqRiXy84bDfPpEGFTOGJmCxu48pvcUTSIlpP+49tjYZERERERERkeMsegAkJSWxaNEi6uvryc3Nxefz0atXL0JCfv8q/ty5c5k7dy6FhYUAZGdnt7bPAFxzzTXMmzfP75gRI0awYcOGP/08TgR7ykzEBmtQyntiibYPqvZB3OBj2jtKJ0GngJ8LipFKZPQJ7dPN8zv+2EOSCC7aICwTSiRIJBJ6h/ZmY/nGox8sIvIHMNmc/HfBPhbsKm/dVtvk5L8/7efWCWnkVVv82l22FNVz/1mZnDcglh93lrVuV8mlJIdrmZQZyWebinnmlwO8OmsQ6/Jq2VUiRNZeMTKJKKOKp3/u6Any+IJ9PHxuFpcOS+DrrSW4PT7O6hdNariOJoeHWyek8caKPKQS6BVpQC6TMio9nF/uHMcnG4o4WNlI/7ggZg5PRKuSce4rawNGj76w5CAvzxzEwYpGnpnen0d+3OvnYTImLYwXZgwgOkhc8RbpHJVCxsVD4lh+UGjnSovQ89APewDBC+bNK4awcFcZNRYno9PCGJAQzJML91PbJKQbeX0+VHIpjk78OLRKGVanh//M30txnZX3rh7K+N6RfL2lBLPNxcjUULLjgrj32118cdPIY5pzmE6JTimjydkx7lmjkHWI7xURERERERHpnG67uw4JCWHYsGEMHz78DwkeAPHx8Tz99NNs2bKFLVu2cPrpp3P++eezd+/e1n3OPPNMysvLW38WLVp0vJ7CX86uElPPbW0xl4HdBMHJx7S7VCIhNUjKlgonvUN6o5b1vAs4a2gKckcj6vqi1m1ZYVkcajhEja2miyNFRP4YNRann+DRng/XFXL+wI7JSbUWB4+fn82Su0/jhUsG8M5VQ/jlznH8tr+SM/vGEKpTcqCikas/2MyuEhPpkXpig9UkhWlRK6Sc06+j+bTT4+WhH/aQGW2gf1wQSWFa3l9TyKx3NnLDR1totLu5ZXwqt05IJ7zZXFSjkNErysBD07J49+qh3HdmJqkRemotzoBtLwB2l5cgjYK3rhzCf+bv6WDaujavlicW7sfi6BhZKvL/7N13eFRl9sDx7/Q+k957IKGG3puICBbE3rtr1127a1t1fyouq6uua++KDRV7AaWj9BpaICG998n0+vsjEggzgQAJKbyf5+FR7r1z7zvJXO6dc897jnCwEcmh9IsxcMWY5qkq+73/RwH3zt+CRCKhT5SeMWlhFNfbWhX3/XVnJbOGxLW570FxJm6Zt5FHz+qPUaPgynfWIZVAuE5BepSepTnV/OWDDXi8fhTS9t12RRpV/GNW8DpX/zh7AFGGnnfNFARBEISu0uGZHh1p1qxZrf7+9NNP89prr7FmzRoGDhwIgEqlIibmyDUkuju318fu8iYuHZ3Y1UM5NpXbQSKFkKR2vyRS28SuuliyItvfwq87sYcm45dIMZRtxRGWAtBSjHVd+TrOTDuzC0cn9EbFdbY21x1aHBSa27gOjDcRolUSolW26gx16yl9WbG3mlcuH8Z3W8pYklNFaYOdUzIjmTUkDrVciloh44ZJqWwpbmDfIQGHx87qz9biRv570FSW/T5aU8gXt4yjT6QOvbp1DQOFrLmt535HKu2olEnw+6GwNvh7/ym7nPtnZKJXta9WwrFyeXzYXM1TE3pmNt7JLcak4b3rRlFab6ek3t5qndXlbcmECtEqUMgkvHbFcD5aU8ieyiYqGh38c/ZANhc1kFfduuPLAzMy+X5bGXVWNy/8uoerxibzn1/38Pn6YkwaJfPXHQiK/3VaH6KMB4IVFocHn9+PURP42VXKZJwxKJbkcB0v/LqHvGoLqRE67p6ewaA4o2hZKwiCIAhHoVsHPQ7m9Xr54osvsFqtjBs3rmX5smXLiIqKIiQkhClTpvD0008TFXX47idOpxOn88CTRbPZ3Gnjbq+ciiZcXh9pEfquHsqxqdgOxlhQtL+YoMu3C49vJBKSgcAvbN2dX67CHpKEsWwr1YNmA2BSmUg0JPJH2R8i6BFEdzz3epKQIF+ODqY8KJgQZ1Lz9jWjiG+j2GGMSc2FwxOotTq5Z3oGd07rC4DT7eW5RTnsq7YyOM7INeNT+M/FQ9hV0cSGgjpCtEomZ0SQFKrlgtdXtzmW77eWcff0jCO+pzCdimhj8GKrWqWMGJOaHWVtt9T1+cHq7Lx/P+xuL8W1Nt79PZ9d5Wb6xRi4bmIqyWFaNO2ozdCdnOznX6xJ09wpSCYN6IqyX3K4lrxqC7Ehai4Z1fwQwuvzU29z8c/ZA2mwuViyu4oQrZIJfSL4ObucBZtKAdha0sjtU/sAUFJvJz2y+Xouk0q4YWIqMwbGIJFIqDI7WF9Qx0drCvF4/Vw0MoHJGZHEHjJNy6hRMDYtnDevGoHd7UOtkBKiFTVsBEEQBOFodfs7tuzsbMaNG4fD4UCv1/P1118zYEDz0/QzzjiDiy66iOTkZPLz83nsscc49dRT2bhxIypV26mfc+bM4cknnzxRb6FdtpY0IJVAakQPnd5SsQ0iM9u9eZ29DrNzIxJGkF2tItHQ9hPs7swW0YeQorXg87YUcB0YPpBVpavw+X1IJeKJ8MG647nXk0Sb1EQZVFQF6eowOiWUjBg9n988Fp1STqReRbTp8EFIqVTS0nXC5fHyy45K/vrp5pb1W4ob+HR9MR9cP5pTMyMZnhSCUiZFo5Tj9HixuTxt7ZpGu5t//7Kb8X0iGJ0Shs3lpdriRKeSE65TEm1sPm60UcV/Lh7KNe+uw3NIYY9nL8giQq8iIbTt46jkUgzqzrmUeX1+1uTVcsMH61tqjmwtaeSLjSW8edVITsmMPGz73u7mZD3/6qxOai0uGuxuog0qzhsez+friwO2U8mlxIdoCNEqufC11a0+jxIJvHL5MJQyKfU2N6UNdj74oyDgM7v/74PjTVwwIoFTMiOJNqqJ0KvQqeRUmh3c9dlmVu+ra3nNhsJ6+kTp+eiG0QGBDwCTVompo34YgiAIgnAS6vZ3a5mZmWzZsoU1a9Zw6623cs0117BzZ3PHjEsuuYSzzjqLQYMGMWvWLH7++Wf27NnDjz/+eNh9PvTQQzQ2Nrb8KS4OvPk50bYUNZAcruuZadOWCrDWQGhqu1+yrnI9OqWMBIOHrVU998mVNTIDubMJbc2BFP/BEYOpddSSU5fThSPrnrrjudeTxBjVvHfdqIC2l4lhGp67aAhJYTrGpIYzKN50xIDHoaqanPz9q20Byz0+/59dLCRkxhhJjdQTY1JjVCuY3Deyzf2NT49gye5q7vhkMz9kl/PQgmwuen01Z760kovfWM3eP2smSCQSRiSH8vPfJnH56CSyEkycOzSOH/86kWn9olDKZUQZVAxPCgl6nKvGJRPZSfUNKs0O7v1ia0CRVZ8f7v1ia9DgU3d2Mp5/pfU2/vLhBqa/sIKLXl/Naf9ZwblD48mKN7baTiWX8u8Ls7C6PDy8IDsgmOH3w4NfZRMbomHJ7irW7KsL2CbGqMbi9CCXSvjLpFTSI/WMTg0nOVyHTtUcmNtS3NAq4LFfbpWFH7eV4wtW0VcQBEEQhOPS7TM9lEolffo0p4uOHDmS9evX89JLL/HGG28EbBsbG0tycjJ797bdWg6a64AcLhOkK6wvqGs1375HKd/aXM8jLK1dmze5msiuyWZw+GDUMjcbK1T4/CA90uT+bsgemoxXriakaB22qOZMl76hfdHINSwvWU7/8J7XlaYzdcdzryeRSCQMiDXy018nsbvcTEGtjf6xhuZAhPHoghyHKm904PX5SQjV0OTw0Gh3t1pXZ3O1CqSE6pTcPT2DlXtrsLtbTy8ZGGdEIoEKswOAlxfv5fFZA1m9rxZors9x+Vtr+faOCcSFaFD/WeT0iXMGYnN50ChkqBQHahaE61X87/Lh/OPb7SzeXYXf3zyV58qxSdw8OQ21onPqG9RandT92cHjUI12NzUWJ3FtTB/qjk6286/O6uSvn21hU2FDyzKX18fDC7bxj1kD0SplrMqtIVyvIj5EzZsr9nHDxLQ2g1lNDg8Ot5eLRibwxYaSgPV3Te/Lwu3lzPvLGJLCAlvP211e5q0pDFi+36frijl3WLzozCIIgiAIHazbBz0O5ff7W81JPlhtbS3FxcXExgZ2G+jOai1OCmptnJ3VdnX4bq18GxjjQdG+m//fS39HKVHQN7QvapmLpUVa8hoU9A3tgR0YpDKsUZmEFPxB2cirAJBL5QwMH8iy4mXcMuSWrh2f0OtIJBLiQjQd/mXbqJbz38uGkV9jJUKvRK2Q8crSXHaVN2dk+P2BT6DTIrR8fdt4Xlq8lxV7qtGp5MweGs+olFDumb+1Zbt6mzsgi63a4iS3ytLqfSjlUpTy4JlfcSEaXrhkKDUWFzaXB4NaQaRe2al1NYK85aNaL3StWouLjYX1LX+fMTCai0cmUtpgp7DWyojkULRKOW+v3NdS3PT6iYf/pTba3dwxtQ/j0sJ5ZWkuZQ0OBsUZ+dtpGajkUrRD4wnRyJEEKdHr9/vxHeZD4/f7QXymBEEQBKHDdeugx8MPP8wZZ5xBYmIiTU1NfPbZZyxbtoxffvkFi8XCE088wQUXXEBsbCwFBQU8/PDDREREcN5553X10I/K+oLmVNd+MT0w08Pvg/ItEJPVrs2r7dVk12xjaOQwFFI5yUYPGrmPNWXqnhn0ACzRA4nb/AkKSzVufXO6/7CoYbyV/RaV1kqiddFdPEJBOLzyRjuPfbODdQUH0u5NGgXPXTSEF3/bQ1WTk1BdYDBCpZDTL9bInPMHU97oYGNhPb9sr+DtVfsCAgIKWeCXwLxqC5Mz2p4icyiDWoFB3bldWg4WoVdh1Mgx2wNrihhUciJE29Buzew4cE25cEQC/WIM3PzRxlbTUi4fncTV41J45qddQHOb5HCdktogGT4ahYy+UXqSwnUkh+sYmhjCluIG8qqt3DN/S0uGiEou5ee/TSItsnVhcq1KzmWjkvg9tzboeC8ckRD0PBMEQRAE4fh06wISlZWVXHXVVWRmZjJt2jTWrl3LL7/8wvTp05HJZGRnZzN79mwyMjK45ppryMjIYPXq1RgMPSt4sGZfHdFGFeE9MaW1Ph/sDRBx5C4N4OfXgt/QKwz0CW3uFCGTQmaYi99Lji81vytZovvjk8oJ27eiZVlWZBZyiZzFRYu7cGSCcGR2t4cXf9vbKuABzU+07/1iC3dM7cPcC7IOO30mRKtEIZMwd+FuVuXWBAQ8xqWHt5pisF9mN5/SF2VQ8a/zs5AEmXr39PmDiRJBj27NpGkOIKjkUmYOiuGpH3cF1OH4ZF0RWqWMlPDm6Sgf/FHAg2f0C/o7/7/ZA4kx7S/86+PdVfncM38rryzNbTUlxunx8eHqAlyewK5CI1PDAuqJQHNdnnOHxSPrifM8BUEQBKGb69aZHu+8806b6zQaDQsXLjyBo+k8f+TV0C8m8CaoRyjdBDIlhCQfcdPs6myKm4qZmjgF2UFdTYZEuvhgh5GCRjkppra7NHRXPoUGa1Qm4XsXU5l1AQA6hY7+4f1ZVLCIy/tf3sUjFIS21TS5+PrPlpuHMts9yGVSxqaFIQn2LfAg5fUOnj0/i3vmb8HhPtAONCFUw61T0rnzoK4w0NxSNy0yeLcqs92N0+PFoFZ0Wr2O9pDLpEzOiOS7Oyby6tJc9lRa6BOl4/apfUiL1KPoQZ1bTkbhOiWT+kagVcpZuL2ize0+W1/EucPiefG3vWwpbmBooonvbp/AGyv2sau8idQILbed0oe4EHXLeWBxutlw0NSZQ60vqMfq9KKUt/78xhjVvHn1KJbmVDHvz5a1F4yI5+ysuB5VH0YQBEEQepJuHfQ4GVSZHeyptHD6gJiuHsqxKdkAYekgO/xHqdHZyG9Fi0k1pRCja11zJSPMhU7h49cCLTcOMXfmaDuNOX448Rs/Ql1XgCMsBYBRMaN4b/t7VFgriNH10N+v0Os5PT5cXl+b62uanO2qm6FWynhh8V5evmw4BbVWyhvsZMYY6RdjYOGOCuyuA0+9B8YZ+d/lw4g5pD1nvdXJluJGXl2WS3WTk9GpYdw0OY2kcC1KWdcEP3QqOYPjTTx/0RBsbi9apQxtJ9YRETpOqE7J3Auz+Dm7nGU51W1uV2l2MqlPJPhhdGoY6VF6oo1q5l6YRa3FRWmDnbkLd1NldjJzUAyXjU4iQq8kLkTD7oqmoPuMD9GgaqMbW4xJzWWjk5gxsHnqY4hGiVRkeAiCIAhCpxF3bl1s5d4aoPlLQI/jaoKqndD/nMNu5vV5+Tb3W5QyFcOjRwSsl0theLSThflarhrYhFre8yq5NcUMxKPUE7nrJ4on3AbA8KjhfCT9iJ/zf+a6Qdd18QgFITidUtZmDQOA/rHtm4KSEKahpN7GjR9uIDVCR5hOyQ/byqlqcvLYWf1ZdPdkzA43GoWMMJ0yYDqf2e7mtWX7eHPlvpZlBbU2vtlcxhe3jGNIYsgxv8eOoFXJ0arEJbOniTVpuHhkIg6PjxV/Xm8PNSwxhMxYPSNSQlsttzo9PPr1dpbvPRAweXVZHp+tL+br28Zz2ynpLNldFXSfN09JO+LnJUwnpkcJgiAIwokgcnO72NKcKtIjdYRoe2DxstJNzYVMIzMPs5GfRYWLqLJXMyFuPEpp8CKE4+Pt2DwSftwX2OavR5DKaUgaTeTun5G6rABoFVqGRg3lm9xvgna+EISOYnd5KG+0U95ox+VpO2sjmGijmntPD16TZ1CckfjQ9qXcx5o0fHTDaCINKvJrrGwsrKeqycnQRBNnDI4lJUJHVkIIfaMNQesXVVucrQIe+7m8Ph7+Ops6a/CuXcLJocnhprzBTkWjHe9hMpOC0asVzMqKw6gODELIpBLuOi0DvSrw2pRXZW0V8Nivzuri9WV5pEfqefjM/q3qcMikEh47uz99o7p3vRpBEARBOJmIx1ZdyOXxsTynmukDe2h3j6LVYIoHTUibm6wpX8u26mzGxo4hTB3W5nZhah8jY5x8utPAacl2TKqju6ntDhpSJhC2bzlRO76nYtilAEyKn8R/Nv6H7JpssiLb1+FGEI5GYa2VV5bm8uO2cqQSCecNj+fGSWkkhrUvgCiVSpg5KBavD57/NYcGmxuZVMIZg2J4+Mz+RBraX2Q4M8bId7dPoKjeRkWjg/RIPTEmNRHtKNK8saDt+gg7ysw02tziyfhJyOXxkl9j5d8Lc1i5twajWsHV45K5eFQi0Ycprnuo+BAN828Zx0MLstlc1ABAaoSOZ84b1GZtmS82Fre5v++3lfPX0/pyxZjmaSq7ys1IJBL6xRiI1KtEVpAgCIIgdCPiqtyF1ubX0uT0MCql7WBAt+V1Qcl6SJ7Y5ibbqrexvHgFgyIGkmpKPeIuT0+xsr1ayX83mnh0XH3Q6vndmUdjojFxNLFbPqd6wNl4VXoGhA8gUhPJ/Jz5IughdLjiOhvnvfoHdQdNTflwdSG/7qzky1vGtztLI0yn5PLRiUzrH4XF6UGtkBKuU6E7hi9usSEaYo+hIKMsSEvbgx2pkKrQO+VVW5n9v99b6s5UW5w8/+seluRU8cZVI4hqZ1BOKpXQL8bIu9eMot7mwuf3Y9QoDvv6wxWqlUpBQnPNF51KTnJ48MCJIAiCIAhdT0xv6UI/ZZcTbVSR3M4nst1K6QZwOyBmcNDVu+p28Uv+L/QN7cPgiODbHMqg9HNBpoXfSzW8vc0Y0PayJ6jtexoSj4u4DR8CIJVImZIwhZ/zf6bWXtvFoxN6E7fXx2frilsFPPYrb3Tw667Ko5pWJZNJiQvRkBFtIClMd0wBj+MxIim0zUDniORQQrTBp8YJvZfZ7uaZn3YFLbS7uaiBvCrLUe8zVKckLVJPnyjDEQMmF41MbHPdBcMTCNP1wGmpgiAIgnASEkGPLuLy+Pgpu4IxqeE98wlm/kowxIE+KmDVnrq9/JD3PcmmFEYEKVx6OIMiXJzTx8JXe/TMWROK1d2zfjYejYnajNOI3v41+vLtAExOmIxUIuWznM+6eHRCb9Jod/PLjrbbcH6/tYwmR89pAR1hUPH3mf0ClutVcp4+b1DPrHskHBeL08Oq3ODFRwEW7qjs1OOnhGs5b2hcwPL4EA03TEwNaEcrCIIgCEL3JKa3dJElu6totLuZ2Ceiq4dy9FyW5noe6dMCVuU25PHtvm9JNCQxNmYMEo4+aDEh3oFB6eOrHD23LIzkvtENDIkK3lmiO6pLm4y+cgfpvz3FjgteRa8NY2L8RD7e9TFXD7gag1IUuBOOn0wiQadq+0uXXi1HfoQpI92JXiXn0tFJjE4N451V+ZQ3OpjYJ4ILRiSQcAzTZYSeTyIBjUKG7aB2xwczaTo3+ydcr+KRswdw3vAE3v09H6vTw6whcUzrF93uqWOCIAiCIHQ9kenRRT5fX0R6pK7dxQa7lYLfweuB2KGtFuc3FvBN7jfE62IZGzv2uDJYsiJd3DWyAYPSz9+Xh/PFbn3Pme4ilVE2/CokXjeZPzyI3N7AGaln4PQ4+WjnR109OqGXCNUpuX5C27Vyrp+QglbZs+LaJo2CYUmhPH/REN6/bhR/PbUPSWFapNKeE7wROk64Tsllo9ueYnJWVmynjyFCr2JyRiSvXTGCd68dxVVjk0XAQxAEQRB6GBH06ALFdTaW76nm1H49tGvLnl8gsi9oTC2LiptK+HrvV0RroxgfNwGp5Pg/WqFqHzcOaeSUJDvvZBt5J7vn1PnwaEwUj70RpbWG/l/fSZy1nmlJ03hv+3tUWjs3JVvoPZweL00Od5stOsenh3NKZmTA8nOHxjEwzhTkFT2DSiHDoFYgO0whSaH3U8pl3DAxjT5R+oB1D87MJPYourccDYvTjc3VemqYRtn8meyR01EFQRAE4STXsx4D9hIf/FGAVilnfHp4Vw/l6NXlQs0eGHply6IKSzlf7vmCME0EE+MndkjAYz+pBGam2tArfHyZo8ek9HFRv6MvXtcVXIYYCifcQfyGDxjw1W3cNvRi1kvkzF0/l+dPeb6rhyd0Y2aHm/xqK++uyqes0c749AjOHx5PQqgW2UFZD1FGNf++cAj7aix8taEEuUzChSMSSQ7XEt6ONrGC0N3FhWiYd8NotpeZ+XFbOeE6JReMSCA+RIOhg6e3lDfaWZ1XyxcbS1BIJVw9PoUhCaajatssCIIgCEL3I/EfTXn/XspsNmMymWhsbMRoNHbqsRpsLsY/u4TpA6K5dFRSpx6rU6x6Hko3w6T7QCqlxl7Dx7s+Rq/QMzVxKnJp58XRFuZrWVqk4alJdYyIcXbacTqaxOsmYs+vhO5bjlWpY65ezsQz/8eMtLO6emhd7kSeez2Fzelh/sYSnvhuR6vlOqWML28dT/9Y8XMSOoY4/w4ob7Rzzbvr2FPZOqh+SmYk/74wSwQ+BEEQBKEHE7nDJ9jbK/Px+vzMHBjT1UM5etZq2LcCksaBVEq9o4HPdn+GRq5hSuKUTg14AExPsZER5mbu2hDqHT3no+uXKajufyb5U+7DH5rC/9XU0e/Ta6na9B49Zr6OcMJUW5z88/sdAcutLi8Pf51NfZAWtYIgHDufz893W8oCAh4Ay3Kq2V5m7oJRCYIgCILQUXrON8deoMrs4O1V+zh9QHTPbL+4/SuQKyFxFGanmc92f4pMIueUhKkopZ3/fqQSuDizCa9fwosbQnpcvMCtj6Rs5NXkTLgNu1xB1Hd34X7vDKje09VDE7qRrcWN+Nr4bG8uaqDBLoIegtCRaq0uPltf3Ob6D/8oxOEO3kFGEARBEITuTwQ9TqBnf96NQiZl9tD4rh7K0bNUQM7PkDyJJp+bT3d/ig8/U5NOQS0/cbUD9Eo/52dYWFuuZklRz6yg7w9Lo37iXbwWEU1j+Sb8r0+A318Cn7ipFsDrD160dL+2AiKCIBwrP97DnFhenw9x2gmCIAhCzyWCHifIH7k1LNhcyiWjEtGpemD92A3vgVKLOXYwn+z6BLfPzalJU9HKT3zL3YERLoZGOXhts4m6HjTN5WCh6lAGD72OOdFxLNPp8P/6OHx4LjRVdPXQhC42JCGkzXWZ0QZCOrh4oyCc7EK1SmYPjWtz/aWjk9AoZCdwRIIgCIIgdKSe+Y2xh2m0u7nvy60MiDUyNTOqq4dz9Eo3QMEqLCkT+XjPfDx+L9OSp6GT67psSOf0sQLw3w2mHjfNZb8ITQSXDryGJVGpPBcWgq10Pb7XxkP+yq4emtCFIg0qbp2SHrBcIZPwzPmDRFcWQehgcpmUS0clEmsKLFY6ON7I8KTQLhiVIAiCIAgdRXRvoXMr2Pv9fm6Zt5FVe2uYc/7gnlcB3tEI396BQ63nTbkLpUzF1KSpaORdP7VkR42SD3cYuXtkPTNS7V09nGPm8/vYULmB7OJVXF9fS6bTRcXYG4k5fQ7STi4O29VE94jg6qwutpU08MrSXCrNTkalhHLLlHSSw7Uo5eKJs9AxxPnXWmm9na82FfPtljLkUilXjk1i+oAYYoIEQwRBEARB6DlE0IPOvfF7flEOLy/J5d7pGYxMCevQfXc6nxd++weeql28bdSi0kYyKX4iSln3edL8RY6e7dVK/ntaDUlGT1cP57jYPXY2V2wiIW8pp5sbWKMz8Nuw88lInMjgiMH0CemDQta7pjaIL12H12h34/L40KtkaJS9OwAmnHji/Avk9fqos7mQSiSE6ZRIJJKuHpIgCIIgCMdJBD3ovBu/t1bs4+mfdnHZ6CTOGdL2fOFuye/Fs+J5ZPkr+NygQxHZn+HRw5FJuteMKJcX/rcpBLkUXpxWjUHZ8z/OPvw4ClbRb9cvePxeng0L4XudBoVMSXpIOgPDBzIgfACDIgbRN7QvCmnPDYSIL12C0HXE+ScIgiAIwslABD3o+Bs/r8/Pc4tyeG1ZHrOHxnHJyMQe9bTI57ZR+9tjRFTu5hejEUPyRJIMyV09rDbV2KS8uiWERIOHpyfXolP0jo+0zGkhevs3GMu2UBuaxIrkoSzRasizlFBmKcPr96KWqRkcMZhxkUOYLAuhj60RWeUuqNsHtprmbB21EUKSITYLkidCwiiQdY+sAfGlSxC6jjj/BEEQBEE4GYigBx1741dQY+XBr7axvqCOy0cnc1ZWbAeNsvM5vQ5271pA3LYvMbldrItIJjL1lG5Rv+NIis1y3sk2Eqvz8o8JdcToek/7V01NHhF7FqGrzcMrV2ONzMCuj8LiseOxVKBvqiTGYUEGuCQS6tQG/MY4DIYEdCojEpe1ueVwbR64LKAyQeYZMOAcSD8VFF33+xVfugSh64jzTxAEQRCEk4EIenD8N35+v5/tpWY+WVfEFxuKCdUpuXlyGgPjTJ0w2o7kp9ZeS271dhrzl5JQtp0BTgc1Sg3VfaagC0nt6gEelXKLjA93GLG5JVzUz8LZ6TZMKl9XD6vDKJsq0VfuQN1QgtzZhMTvw6vQ4NaGYTfGUqrSscPXRL65iNI/M0FMSiMZoRmkh/QhxZBIktuNpnwbFK2BhgJQaJsDH32mQcokCO8DJzArSXzpEoSuI84/QRAEQRBOBiLoATQ2NhISEkJxcfFhb/xqrS4+31hOo91No8NDpdlJQZ2dWqu7ZZsh8QamZYajlHVd7QuH10F2bTYOnxOfz4fX5yaysRyDsxG8LiReJyq3C4PPR7i3dUZElSEamyEG6DnTcQ7m9MlZXptMmaP59yjBT5qunkillQiVjbNi9hCicHbxKDufx+emxlFLtb2KGkctfgJP8z6oGOZwkGFrDFhXrw3DqQ0nNDQDidqEX6EFuQpP0mS8SePbNQaDwXDEaV3tPfcEQWi/9px7IM4/Qeho7T33BEEQhBNLBD2AkpISEhMTj7hd6Gm3YBxx9gkYkdBZbpT9wCOKT7p6GD2a4v/MeNqRQNOep8ftPfcEQWi/9mZuiPNPEDqWyJoSBEHonkTQA/D5fJSVlR11hN5sNpOYmNirn5KJ99jzddX7a8/5dKznXjA97ffY08YLPW/MJ+t423s+deT511V62u/4SHrb+4He954O93568rkkCILQm3WPFg5dTCqVkpCQcMyvNxqNveJCfjjiPfZ83fH9He+5F0x3fJ+H09PGCz1vzGK8wXXG+ddVetrv+Eh62/uB3veeetv7EQRB6M26rvCEIAiCIAiCIAiCIAhCJxJBD0EQBEEQBEEQBEEQeiUR9DgOKpWKxx9/HJVK1dVD6TTiPfZ8vf397dfT3mdPGy/0vDGL8fZ+ve1n1tveD/S+99Tb3o8gCMLJQBQyFQRBEARBEARBEAShVxKZHoIgCIIgCIIgCIIg9Eoi6CEIgiAIgiAIgiAIQq8kgh6CIAiCIAiCIAiCIPRKIughCIIgCIIgCIIgCEKvJIIegN/vx2w2I2q6CsKJJc49Qeg64vwTBEEQBOFkIIIeQFNTEyaTiaampq4eiiCcVMS5JwhdR5x/giAIgiCcDETQQxAEQRAEQRAEQRCEXkkEPQRBEARBEARBEARB6JVE0EMQBEEQBEEQBEEQhF5JBD0EQRAEQRAEQRAEQeiV5F09AEE4kuomB2aHB7lUQphOiUGt6OohCYIgCEIrXp+fSrMDu8uLSi4l0qhCJZd19bAEQRAE4aQngh5Ct2VzedhS1MCj32xnX40ViQSm9I3kiXMGkhKh6+rhCYIgCAIAdRYX320r5aXf9lJvc6OSS7lkVCK3T+1DtFHd1cMTBEEQhJOamN4idFt7Ki1c8c5a9tVYAfD7Ydmeai5+YzWlDfYuHp0gCIIggNvr5YuNxTzx3U7qbW4AnB4fH64u5O9fZVNvdXXxCAVBEATh5CaCHkK31Gh38ezPu/D7A9dVNTlZu6/2xA9KEARBEA5RaXby8pLcoOuW5lRRbXGe4BEJgiAIgnAwEfQQuiWb08vmooY21y/LqTpxgxEEoUP5/X48Xl9XD0MQOoTF4cHi9LS5vuDPbEVBEARBELqGqOkhdEsyqYRIg4qS+uDTWJLDRU0PQehp/H4/7/9RwH9+3YPL4+Mvk1K57/RMJBJJVw9NEI6ZSiFDIiFoZiJAmE55YgckCIIgCEIrItND6JYiDSpumZwedJ1EArOHxp/gEQmCcLzeXLGPJ7/fyZjUMGYOiuGVpXn8d3HwaQGC0FOE65RM7hsZdF2kXkV8iOYEj0gQBEEQhIOJTI+TmNnuxmx3I5FICNEq0KmO/+PQYHPR5PAglUCoTolWeWz7lEgkzBgUw9qCWr7fWt6yXC6V8PzFQ4gziWr4gtCTbCtpYO4vOZwzJI7LRicBIJVIeHnJXs4ZGkeq6Mgk9ADlDXZsbi8yiYQogwqtSo5Ro+Dp8wZx7Xvrya2ytGwbolXw/vWjiBHXK0EQBEHoUhK/v62EzJOH2WzGZDLR2NiI0Wjs6uF0Oo/XR161lad+3MnKvTXIpBJmDozhgZmZxzxtxOXxsrfKwj+/38na/DrkUgmzhsRxz/QMEsO0xzzWequLqiYHmwob0KvlDEkwEWlUo1HIjnmfQvdxsp17Jyu/3895r/5Bg83F/507CLm0OcnQ5fFx9/wtzBgYzZzzs7p4lCcfcf61X4PNyc6yJp7+aRc7ysyoFVIuGJ7AzZPTSPrzullpdlBcZ2N3RRMJoRr6RhuIM6nF9C1BEARB6GIi06MH8Pv9eH1+5LKOmY1UXGfj3Fd+x+72AuD1+fl1ZyVyqYRHz+pPpLF9T6V8Pj8+f/O4CmttnP/qHzg9zcUJPT4/X28uZe2+Wr68dTxxx5jeG6pTEqpTkhkjbsgFoadatLOSLcUNPHJm/5aAB4BSLmV6/2gWbCrlwZn9CNGK2gdC97SzrIkr3lnbUrfD4fbx8doiNhc18MZVI0gM0xJtVBNtVDMyJQxovkY2X7sleLw+pBIJUumBAIjP58ePH5lUzDQWBEEQhM4kgh7dmNnhpqTezqdri6gwOzh9QDTj0yOIDz32+cEOt5c3VuxrCXgAnD88nrMGx7JkdxUPf7OdKRmRnJIZSUJo8AyNRrub4jobn6wtpMbi4oxBMUQb1Zg0CqqaWrfmK2t08EduDReOTDzmMQuC0HP5/X5eWZLLgFgjg+JNAetPyYzki43F/LK9gkv/nPYiCN1JeYONp38K3kJ9Z7mZfTXWVhmNjXY3RbVWPllXRK3FxWn9o4gP1bJkVyWzhsYRbVBTVGfjk3VFuL0+Lh6ZyIBYI1HtfOAgCIIgCMLREUGPbsri9LBgUylPfLejZdmvOyuJNqqYf/O4Y56GYna4Wbm3puXvMwZGMzDOyA0fbGh1nDCdki9uGUd6pL716+1uPlpdwHOL9rQsW7SzkoRQDf++MIubPtrYku2x3887KjhnaDxKuXiaJQgnmw2F9WwrbeTBmf2Crg/RKhkQa+T7bWUi6CF0Sza3jx1l5jbXr9hTzZSM5kKmZrubD/7sULTf/mvkU+cO4pI31nDxyET0KjnfbikD4KfsCkalhPK/y4cTLQIfgiAIgtDhxLfQbqra7ODJ73cELK80O3n2591YHO5j2q9cKiVEq2j5+yWjkpjz0+6A7eqsLh77ZjuNdtchx3e0CnjsV1Jv5+vNZZyVFRuwLsqgQi4Vc5oF4WT0/u8FxJnUZCUEZnnsNzo1jLX76mg6xn/XBKEzySSSw9aRijSoWv6/wuxoFfDYr6TezrdbyjhjUCwfrSlkaFIIasWBW7D1BfUs2V3VsQMXBEEQBAEQQY9u6/e82qCptAALd1RQbzu2LwdhOiU3TU4DID5EQ0GNFY8v+IH+yKsNOM7CHRVt7vun7HKmZkYFLL98THKrecyCIJwcai1OFu6oYFr/aKSHKeY4JCEEj8/PH3m1J3B0gtA+UQYlF45ICLpOIoFp/Q5c937Zfvhr5Gn9m7ddsaeasanhrdZ/8EcBtRZnsJcKgiAIgnAcRNCjm7I6PW2u8/nBdxxNd8anh3N2ViwKmQTHQbU9gvEeEhCxOtve3vVnobaDPTAjk6Tj6N4iCELPtWBTKRIJTOobcdjtooxqYk1qVuypPkEjE4T206oU3DQ5jYFxrQtqSyUw94IsIg0HCvAe7trt9PhaHgDY3V4Uh0z5tLu9x3VtFwRBEAQhOFHTo5ua0KftLwlZCSYMakWb648k0qDmn7MHUlpvD6i/cbD0SD3GQ44zfUA0ry3PC7r9xPQIMqL1/PXUPmhVck7rH02UQYVRc+xjFQShZ/L7/XyxsZgRyaHt+vdqQKyRNftEpofQPSWGaXn9yhEU1FhZsbeGCL2SU/tFEWlQEqI9ML3l9IExvLFiX9B9TOgTztbihub/T4/g2Z9bTy09e3Cs6GAkCIIgCJ1ABD26qbgQNWcMjOHnQ6aTyKUS/jl7EGG647sxCtOpCNOpaLC5uGRUIp+vL261XiqBp88b1GquMkBSmJbJGRGs2FPTarlKLuWRs/vTN9rAPadnHtfYBEHo+XaWm9lTaeH+Ge3796BfrJHFu6uos7qO+983QegMiWFaEsO0TPqzaGkwyWFaJvaJYFVu4DXyholp3Dt/C0MTQ3B6fFQfNJUlQq/kstFJKDqoNb0gCIIgCAeIoEc3FaZT8c9zBzI5M5I3V+yjzupiTGoY90zPIC3y2Dq3BBOiVXL/jEzGpIbx6rI8qpucDE8K4d7TM0mP0gdsH2FQ8dyFQ/h5ewXvrMqn0e5mYp8I7jqtLynH2FGmN7K77VTZq1hStIRyaznj48bTP6w/0brorh6aIJwQ324pw6iWH7aA6cEyow0AbCysZ/oAcZ4IPVOEQcV/Lm59jRyfHs5lo5P4dF0ht56SzhmDYvl6cwnRRhUer5+zs2L5y6Q0Ev6cClprr6XQXMivhb+ikWuYmTKTaF00JlX7ziVBEARBEFqT+P1iAqnZbMZkMtHY2IjRaDzyC06w6iYnXp8fvVqGXtV5U0Vqmpx4fH50KtkR09H9fj/VFic+HxjUcnQqET/bz+lxsqJkBfetuA+f/8D0oQRDAm+f/jbx+vguHF330t3PPeHY+Hx+xj27mCEJIVw3IbVdr/H7/dzx6WYuHpnI388I3t5W6Fji/Os8B18j1QopTrcPJBCpVyGVSvB4fdRaXPjxE6ZTtbR0r7ZV8/Cqh1lTvqbV/v4y+C9cM+AaQtQhXfBuBEEQBKFnE99Ue4BDp5h0lgiDCpvLQ02Tk8JaGzqljHB98JocEomEKIM66H4qGx3U2Vz4/c3dYqKNKiSH6dzQE3h8Hqpt1TQ4G1BIFYSqQwnXhAfdtspexQMrHmgV8AAoaSrhpY0v8eT4J9EoNCdi2ILQJdYX1FFpdjI+/fAFTA8mkUhIi9CxraSh8wYmCMfB7fVSZXbSYHOjlEsJ0ykJ1we/Pge7RjY53BTW2bA6PRjUciINKrTKA7dhfr+fxUWLAwIeAG9nv82pSad2SNCjydVErb0Wu8eOXqknQhOBRi6uSYIgCELvJYIeQovqJicvL9nLp+uKcHubE4BOyYzkmfMGExdy5Bsip9vL5uIG7v58C+WNDgCiDCr+feEQRqeFoVHIOnX8ncXsNPNb0W88t/45mtxNAKSZ0vj3lH/TN6RvQEBnS9UWPP7gFfwXFS7ibyP+RrxCZHsIvdcP28qJ1KvoGx04Re5w0iL1/Jxdjs/nF22uhW6l3uZiwaZS/rMoB6uruYvZwDgjL106jD5BpoIeqrzBzuPf7eDXXZX4/c31uS4YkcC90zOIMjYHR+ocdczbNa/NfXy++3MGjB+ATHrs19Jyazn/t/r/WFm6EgC5RM4FGRdwy5BbiNC0P0gpCIIgCD2JqJglAOBwe3l1WS4fri5sCXgALMup5raPN1JzUMG1thTX27jy7bUtAQ+AqiYn172/jsJaa6eM+0TYVrONx/94vCXgAbCvcR/X/nwtZdaygO0bnA1t7svr9+Lxtd3SUBB6Oo/Xx0/Z5YxJCwtoYX0k6ZE6mpweCnrwvxdC77Qsp4r/+2FnS8ADYEeZmUvfXE1Zg/2wr62zurjni60s2tkc8ADw+Px8vr6Y5xflYHM1XxO8fi9NrqY291PvrMfrP3yb+cOOw17H/cvvbwl4AHj8Hj7P+Zy3t72Nw+M4zKsFQRAEoecSQQ8BgNIGOx+vKQq6bktxI1VNhw96uDw+3v+9AI8vsESMzw+vL8/D7u55X/br7HW8uPHFoOua3E2sLl0dsHxE9Ig295dqSkWnEAVfhd5rXX4dtVYXY9OCT/86nP3FkHeWmzt6WIJwTCrNDjYW1vH8oj1B19dYXEecklVrcbI6L3g75i83lVL95/XVoDQwIX5Cm/uZmTITpezYOxvV2GvYWr016Lr5e+ZTY68Juk4QBEEQejoR9BAoqrOxt7IJl9fX5jal9Yd/kmVzedhW2tjm+u2lZmzOY39C1VXcPjd5DXltrt9UtSlgWYw2hvFx4wOWS5Dw8OiHRQqx0Kv9kF1OlEFFWsTRB/eMGgVhWgW7RNBD6Aaqmhz89dPNVDQ6KTnMNXBLccNh91N9mIcGXp+/5dqokWu4afBNQetrJOgTGBUzqn0Db0O5tbzNdW6fG6tbZFgJgiAIvZMIevRi5Y12Vu6p5o3leSzaUUFpvY1Dm/W4PF7eXZWPTCrhcFPoo42HL6aqUcgO+yUnJVyLugfW9JBL5cTp49pcnxGaEbAsTBPGUxOe4s5hd7a0GBwUMYj3Z75PVmRWp41VELqax+vjl+0VjE4NO+bixUnhWnaVt53iLwgnyp5KC2vz67A4PUTo286wyPiz3XJbQnXBX2vSKPjXBVnU21y8sTyP77eWofRH8MmZn3BKwilIJVJUMhUXZ1zMOzPeIUYXc1zv53ABd6lEKoqZCoIgCL2WKGTaSxXUWLni7bWUHjTX2KiR8+mNYxkQa2z5QlJvc/Njdjlen58ZA2P4eXtFwL5SI3TEGIN3atlPpZBx46Q0vtkSWOMC4PapfXpkW9twTTi3DrmVh1Y9FLBOIVVwatKpQV8XqY3khkE3cG76uXjxopapCVWHdvZwhe6iJhfWvgZeN4z6C8SeHMGudfl11B3j1Jb9ksJ0rCuo68BRCcKx+XpTCQALNpVw5dhkXvxtb8A2OqWMUSlhh91PpF5FvxgDuysOBPM0ChkvXTqUp3/cxd4qS8tytULKvBvG8PTEZ7B6LEiQEKoKRSU//i5uUdooko3JFJoLA9ZNT5reZkcyQRAEQejpRKZHL1RndXH3/C2tAh4AZruH699fT6X5QLEyCaCUSZm/oZjzh8czPr31TU96pJ53rx3ZUl3+cJIjdLx0ydBWXVpUcinPXjC4XdXtu6vx8eO5YdANyCQH3pdJZeLN6W8Sq4tt83UyqYwoXRSxulgR8DiZVO6At6bCjm9g70J461TI+bmrR3VC/JhdTuQxTm3ZLylMS0Wjg0a7uwNHJghHTyVvvkVam19HlEHNhSMSODiBKVKv4uMbxx6xu1mEQcWbV48k86CMkAuGx/P5+uJWAQ8Ah9vH1e+uw2yTEauLJUYX0yEBD2gOxr867VVSTamtlo+LHcf9o+4X9aYEQRCEXkviP3S+w0nIbDZjMplobGzEaDR29XCOW25VE6f9Z0Wb67+9fQJDEkOA5vnEry7N5flf96BWSLl1SjqDE0KoszoxaRQkhmrpF9v+n4nL46WqyUl5gwMffuJDNETqVah64NSWg9ncNmodtZRZylDL1URro4nURB5X60Ch9517eD3w+kTwOGDmv0CmgBVzoXwr3LwSIvp09Qg7jdfnZ/TTvzE2LZwrxyYf834Ka638fUE2X906nhHJIljYmXrd+dfBNhfVc96rfwAgkcBVY5OZmhlFndVFlEFFepSOWJOm3VO5apqcVFuc1FqcRBvVzHxpJd4gxb8B3r5mJKf1j+6w99JqHPYaauw11DvqidZGE6YOI0Qd0inHEgRBEITuoOfNNxCOyOFuuyApQJPjwBNUmVTChSMT+H5bGXsqLbzw214kkubU29P6R/GPWQPb3I/F4cHt9WFQy5HLmp+IKeUyEkK1JIRqj/t9OD1ebE4vKoUUrbJrP6penxeDwsComFFIJSJBSmjD1k+gejec/QIo/zwHJt4D3/8NvrsTrvsJjrHWRXe3Nr/2z64th0/1P5JYkwapBPZWNomgh9ClksN1XDoqkc/WF+P3w7w1hRTV2pjUN4Jx6eFBMzxsLgdmpxWNQo1J3TpzIsKgIsLQnLWRW2VpM+ABzQGSzhKhiRAFtQVBEISTigh69EIhWgUahQy7O3i3lENv1GJNGj64fjTrC+r5amMJaoWUq8elkBljIEIfmFZbY3GSXdrImyv2Yba7mdYviotGJpIQ2v4nXofjdHspqrPxzqp8tpU0khSu4dYpfUiL1GFQK457/0ejxlbD5urNzNs5D4fHwczUmcxImXHY4qbCScrvhz9ehqSxEH5QRodCA2NvhV8fg13fwYDZXTfGTvRTdjmReiXpkcc3lU0plxJtVAek/QvCiRamU3L/jEzOGxbPwh0VzBwUy5LdlSzYXMqSnCpunJTG4HgT4XoVNpeDEksp83bOY2ddNrG6OK4ZcD0pplQitKaAfetUMqIMqjbbwQ+KD3yNIAiCIAjHRgQ9eqEog4o7Tk3n3wv3BKw7f1g84UECGbEmDecM0TB9QBRSiQSVPPi0jTqrk+cW5vDZ+uKWZTvKzHy4ppAFt44n7Ti/8ABsLm7gyrfX4vnzKdjOcjO/bK/k2QsGc+7Q+BPWBabWXssTq59gecnylmU763by8a6P+WDmB8Qb4k/IOIQeomgN1OyB058JXBc3DOKGw5Knod8skPaubCGP18fP2RWMTQvvkMBnfIiGPZWig4vQ9cL1KsL1KiL0Ks5/7Y9WtWZ+z63l8tGJPDizH7sbdnDL4r/g8XkAyKnPYVnJUu4f8RCz+8wOyPqIMap5+Mz+3PX5loBjjk0LI8Z05DpagiAIgiC0T++68xaA5ikml41O5ulzBxH5Z4DDqJbzt2l9eejMfpg0bWdLaBTyNgMeAOUNjlYBj/0abG7mLtzNuvxacquaaLC5jmnsFWYH987f2hLwONjj3+6guhNTfg+V15DXKuCxX6Wtko93f4zbKwotCgfZ9hnooyFmUPD1Qy6DmhzI+fHEjusEWJdf9+fUlo7p/hAXoiFXZHoI3YDL46W03sazP+8OWlz3k3XF1Dhq+Oeaf7QEPA72wuZ/U+eoDVgukUiY2i+KVy4fRkJoc/alWiHluvEpvHjJsKBZloIgCIIgHBuR6dFLhemUXDY6iVP7R+F0+1DKpUQaVChkxxfnWrgjsKXtfr/urGJWVjwXv7GG84bF8fCZA4g0HN2NW4PNFdB1Zj+nx0dxvY3EsOOvF3IkPr+PBXsXtLn+h7wfuHbgtURpozp9LEIP4PPCru8hdQq0VfMlqj9ED4Lf/wv9Z53Y8XWy77eVE21UkR7ZMd0f4kLUlDc6sLu8aJSiWLDQNexuLyv3VOP1+Vm8u7LN7ersDRQ1FQVd5/F52NeYT2pIUsA6k0bBWVlxjEwJw+7yopBJiDSoUcrF8yhBEARB6EjiytqLSaUSYk0aUiJ0xIVojing0Wh3UVRno6jORqPd3aod7aH8fj9+mjM0vt5cxg/byujo5kDdpdeQnwPvVRAoWQ+2Wkgad/jtBsyGknVQuunEjOsEcHt9/JRdzpjUjpnaAs3T7QDya6wdsj9BOBblDXZumbeRw9QbbZcjXbeijWpSInSE61VUNzkoqLFSdVBreUEQBEEQjo8IeghBeX1+ciqauPmjjUyeu5TJc5dy28cbmZwZyYA2WthO6x/N2n11LX9/fXlem0Xa2hKqVRIfpCI+gEouJekEZHkASCVSzu97fpvrZ6XPIlQlOksIf9q7CFRGiMg4/HYJo5unwKx/+8SM6wRYtbeGRrub8ekdM7UFIO7PoMe+GjHFReg6324pw+eH9QV1nJLZdlZfmCaERENi0HVyqZz0kNQjHqui0c5TP+zk1OeXc8pzy7j4jdUs3lWJ2SGmUQqCIAjC8erwoEdOTg5PPPEE06ZNIz09ndjYWLKysrjmmmv45JNPcDpPXE0GoTWv14fd5W35r8fb3NrW5fHhOKTTS0m9jfNf/Z01BwUxfs+t5ZI31jD3wiyuHJPEqf2ikEubn+yaNAquGpvM15tLW7avNDsP25IvmGijmucuGtKy34M9OXvgUU+XaS+3z43d03paTVpIGpPjJweOURvNlf2vRClT4vF5sLvtHZ7RIvQweUsgdihIjzAVQyqDvjNg+1dgrz8hQ+ts32wpJSFU06EBSb1ajkmjIK9KZHoIXSevujnotqfCzH2nZwSth3XZ6EQi1BE8PvafyKWBM4bvGnY/YeoDAUGvz4vdbcfnP9BavrrJyU0fbmDe2iKcnublBbU2bvhgA+vy61rtr/l63bp2iLgOCYIgCMLhdVhNj82bN/PAAw+wcuVKxo8fz+jRozn33HPRaDTU1dWxfft2HnnkEe68804eeOAB7rrrLlSqw3+BnTNnDgsWLGD37t1oNBrGjx/Pv/71LzIzM1u28fv9PPnkk7z55pvU19czZswYXnnlFQYOHNhRb63Hszk9lNTbWbSznFEp4azNr2Vdfj3xoWouGZnE1pJ6lu+p4eKRiQxPCiVcr+DjNYVYXYEtby1OD19vLsWkVSCRSPjg+tHsq7aQHK7jnz/sxOI8cDM2MM6I+hjmJg9PCuHnv03inVX5bC1pIDlcyy1T+pAeqevwzi0Njgbyzfl8uvtTGpwNzEiewfi48cTqY4nQRPDE+CfYUr2FeTvnYffYOSP1DGakzMCkMrGnbg+f5nxKaVMpo2NHMzNlJnH6OKRt1XQQeid7A5RvhbG3t2/7vtNhy8eQ/SWMvrFTh9bZbC4Pi3ZUMmtIXIdNbdkvxqSmoFYEPYSuMzkjkttOSafG4uKLDcW8dfVIluyuZMWeGkxaBTdOSmNIggmTVslg+SA+P+tL5u2cx466bcTp4ptb1hpTMKl1ODwOSi2lfLnnS/Ia8hgcMZhz+pxDvD6eojob20rNQcfwfz/sJCvehEwqYU9lEx/8UYDd7eP8YfGMStfS5Knis92fUWopZUzsGGakzCBeH9/h56MgCIIg9GQSfwc9GkhOTub+++/n8ssvJywsrM3tVq9ezQsvvMDQoUN5+OGHD7vPmTNncumllzJq1Cg8Hg+PPPII2dnZ7Ny5E52uuWDev/71L55++mnef/99MjIyeOqpp1ixYgU5OTkYDIZ2jd1sNmMymWhsbMRoDD51o6dyebws2lHJkz/sZO4FWfzt882Y7a2fEj04M5PtpWZ+zC5ncLyRV68Yzo0fbmR3RfCWkQPjjEzJiOTVZXnIpRJevHQo76zMZ3NxQ6vtPvnLGMb3iTjmsTs9XqxOD2qFDK2y42vuNjobeSv7LT7Y8UGr5TG6GN6f8X6rlrRNzia8fi9GlRGX18XCgoU8+vujrV6nU+j4YOYHZIZlIrRPrzj3cn6GTy+F894CY2z7XrP0aXBa4NZVnTu2TvbN5lLu+nwLL14ylGhjx7bYfG1ZLo0ON9/ePrFD9ysc0CvOv05UVGvlpcV7+WpTcwajVNIcCBmXFs6Zg2NIDAss3GtzOWh0WtAqNC1taj1eD6vKVvG3pX9rleGhkql4+/S3ySkM48Gvstscx2/3TOaVpXl8vbkUuVSCTCphav8Qxg4u4vnNTyGVSFHJVNg9dgwKAx+c8QF9Q/t28E9DEARBEHquDvsmuXfvXpRK5RG3GzduHOPGjcPlOnJL019++aXV39977z2ioqLYuHEjkydPxu/38+KLL/LII49w/vnN9Rc++OADoqOj+eSTT7j55puP7c30IpVmJ/d+sZVbpqTz8pLcgIAHwHOL9vDW1SP5Mbuc7FIz+TU2wvVt/y7DdUqaHM378fj8PPrNdv5z8RCuf38DADFGNU+cM4DBCabjGrtKLjts+9yjVe+op9ZRS429hjBVGAqZgm9zvw3YrsJawVvZb3Fz1s2UNJWglCmJ0kURqYlEKpFSY6/hidVPtHpNvD6evwz+C5XWSmodtcTp4ghTh2FUiS8SvV7RGtCGgyGm/a/pcxos+T8o3waxWZ03tk62YFMJmTGGDg94AMSYNGwraezw/QpCe5U3OloCHgA+PyzLqWZZTjXljQ7un5GBTtV6yotWqUarbH0+VNmr+PvKv7cKeAA4vU7+vvLvvDrtDWYMDGfhjsDWtiq5FK/PT2FtE69cnYpUYcbtc5MZEcXXuct5fNzjhKnDaHI1EaYOY1PVJp5a/RQvTXuJEFVIx/0wBEEQBKEH67CgR3sCHsezPUBjY/MN8P5Mkvz8fCoqKjj99NNbtlGpVEyZMoU//vijzaCH0+lsVVvEbA6eVtobFNRacXp89I818tLivUG38fr8FNRYiQ/RUNpg55Vludw2JZ3fcwNvwABmD4vn2Z92t/y9weYmTKdi6X2n4PH6MKjlRBvV3Sq9tsJawYMrHmRT1YGuGZmhmcyZNIeHVj5Eg7Oh1fbf533P2Nix3L/ifgCMSiPPT3me4dHD2VO/B4/vQPAoyZDEQ6Mf4qm1T1FqOXCDPCN5Bg+OfpBIbWTnvrkepFeee0Wrm9vRHs3nPX4kaEJhyyc9NuhRZXawKreG6yYcuUjjsYgxqmiwu2m0uTFpA2spCEevV55/nejggMehvtlSyjXjk0lVHfmzWWWrwuoOPlWr1FJKgTmP4YNKSQgfwDsrWreFv2B4Avk1jVw7zcPTG/9Ck7s5A1MukXNz1s3YPDaeXPpky/ZTEqZw+YDLaXQ2iqCHIAiCIPyp04oPrFu3jrlz53Lfffdxzz33tPpzLPx+P/fccw8TJ05k0KBBAFRUNN8cREdHt9o2Ojq6ZV0wc+bMwWQytfxJTAxedb03cHt9hGoVRBtV/O/yYbxwyVBmDooJKBTq8viQy5qXlTc46BOl54aJgV9mrhiTRFmDnWpL64K0Pr+f1AgdfaMNxJg03SrgYXaaefKPJ1sFPABy6nN4edPL3DD4hoDXePyeVrU5zC4zty6+lSpbFW5v62r6tw+9ncf+eKxVwANgYeFC3tvxHi5v21lNPr+PKlsV5dZy6ux1bW7XW/S6c8/jgvItENn/6F4nlUHqFNj2OXh7ZneGrzeXIpNKGJfWcV1bDhazv22tqOvRYXrd+dfJXN7AulYt6zy+Ntcdyu07/Dnu9Xv537a5jOjrIOKgLMvB8UbuOLUPEaE2Hl97T0vAA5qvUa9sfQWdXEeCIaFl+fKS5eTU5SBFSrm1nGpbtShwKgiCIJz0OiXo8cwzzzB27Fjee+89NmzYwObNm1v+bNmy5Zj2eccdd7Bt2zY+/fTTgHWHfsH2+/2H/dL90EMP0djY2PKnuLj4mMbUE/SN0vP8xUN5blEOd366mUe/ziZMq+TNq0e2qkSfGWOgpL65e8k5Q+KINqr567S+LLp7Mo/PGsBjZw/g/etGoZJLeX7RnlbH0ChkRHVSV5WOUOeoY1VZ8NoJO+t2kmoMDO5MjJ8YECTx+Dx8l/cdmWGZSPiza43KhNvnpsZeE3T/X+R80ea6GnsN83bO4+LvL+b0L0/npl9vYk3ZGppcwWup9Aa97tyr3A4e55Fb1QaTPg3sdbD3144fVyfz+/3M31DMqJQwdKqOr7cDEG1s/jelUAQ9OkyvO/862aysuDbXTR8QTUiQbi7BxOpiUUiDbxuqCm0JjH+9731eu2ogfz+jH1/eMo53rx1FXIiGVeUL8fgDp6YCfJ7zObPTZ7f8/bqB15GgT+D2Jbdz+penc9mPl/HV3q+oc/T+oLogCIIgtKVT7lZfeukl3n33Xa699toO2d+dd97Jd999x4oVK0hIOPBEIyameQ59RUUFsbEHCghWVVUFZH8cTKVSHbFzTG9hcXi55aONuP5sT2t1eflkXRHrC+p4fNYA7pm/lUtGJbIqtwavz0+UQcWloxORy6SYNFJMGgUZ0QY8Xh8/bivn3d8LAo7x6Nn9idR335+n1XP4L01WtxW5VI7H5yErIosEQwKX9buM2367LWDbPfV7mJU+i4szL+bznM8JU4dRaatsc98OrwOHxxGwvNHRyL/X/5uf8n9qWZZTn8ONv97IC6e8wLSkad0qW6aj9Lpzr3Rjc9ZGePrRvzYsFULTmrM9+p3Z8WPrRJuLG8irtnLxyM7LFNAq5RjVcgprbZ12jJNNrzv/OlmfKD0jk0PZUNi6vbRRI+f2qX0I1bXvZ2lQGrh1yK38d/N/A9bdMewOPtv9GQDFlmJSI5WMSj4QbPH4POwz57a571JLKRGa5oLh42LHEaIK4fHVj7esr7RV8uTqJ8lryOP2obejV+rbNWZBEARB6E06JdNDKpUyYcKE496P3+/njjvuYMGCBSxZsoTU1NZP5FNTU4mJieHXXw88KXW5XCxfvpzx48cf9/F7uiaHm7kLd7cEPA62t8qCz+fn9SuHMzQxhF+2V3DbKeksuG08CaHagO3lMimn9o/iq1vHMbFPONFGFWNSw/jsprHMyopFdRStZOusLrYWN/DYN9u5/4ut/J5bQ1VTYGCgoxgUhsO2kU00JHJGyhm8Mf0NJiVMAmB9xXrmTJrDgPABrbYdFjWMD3Z8QKwulsfHPU6EJoJkY/Jhj62RawKW1zhqWgU8DvbsumepslW1560JXa1sC4SmguzoaxQBkHYK5PzU3Pa2B5m/vphIvZJB8cdXrPhIoo1qEfQQukxyuI7/XDyUR8/qT3qknliTmstGJ7Lg1gmkRwReJ4OpbHRQ3lSH1W3luSnPMSxqGFHaKMbFjuPFqS+ytXorW6q3ANA3JAOltHURVLlUztCooW3uPz0kvWVq5Xl9z+Pt7LeDbvfJ7k9EtocgCIJw0uqUTI+7776bV155hRdffPG49nP77bfzySef8O2332IwGFrqdJhMJjSa5roRd911F8888wx9+/alb9++PPPMM2i1Wi6//PIOeCc9m8XhabMYKcDqfbX8+8Ih1FpdTOsXRahOiULWdnDAoFYwIjmMV68Ygd3tRaOQYWxneu9+dRYnz/+6h4/XFrUs+2JjCePSwnjx0mGd0gUiXB3OWaln8f2+7wPWjY8dT6IhkQsyLuDmX2/G6T1Qq0Qr1/Ls5Gd5bv1zFDUVoZVrmZIwhVnfzAIgwZDA2alnE6ONIcmQRFFTUcD+rx90fdBCprvrdgcs26/SVonFbSGatrOVhG6ibBOEpR3769OmwKb3Yee3MOKaDhtWZ7I4PXy7pYwzB8ci7eRspCiDiqI6Mb1F6DpJ4Vr+MimN6QOi8fn8ROhVGNp53atotHPLRxu5/jQf72x/h1hdLC+e8iJbqrdQ3FTME3880VJEW4KEC9Ovw+VWwCGXwWmJ03h96+vYPfaAY9ySdUtL+3SZRNaq7sfBfH4fJZYSkoxJ7X/zgiAIgtBLdErQ47777uOss84iPT2dAQMGoFC0vkFYsGBBu/bz2muvAXDKKae0Wv7ee++1TJ154IEHsNvt3HbbbdTX1zNmzBgWLVqEwWA47vfR00kkEvRqOXXW4IU0I/QqpFIJkQYVtRYn+TVW7C4voVoFEXoV2jbm6hs1iqMOduy3t9rSKuCx3+p9dfy6s5Irx7adNXGslDIltw29DYlEwo/7fsTr9yJBwqlJp/L30X/H6XVy77J7WwU8AGweG3PXz+WaAdcwb9c85k6ei06hQyvXYvPYKGkq4fVtr/PFni94euLTvLHtDTZXbW4+plTJ1QOu5ry+5yGXBv4cDcrDfz7bmv8tdCNuB9Tsac7WOFbacIgdAls/6zFBj++3luH0eJma2fldiaKNalblBq+JIwgnUnK47qi2r7U4+HB1IdllZtTy5ukn5dZynt/4PJdkXsIHOz5oCXiEq8O5M+shVu+WMngSeLwequxV1DvqUUgVeP1e/jXpXzy34bmW4LpJZeLWIbdicVlIMiZRba8Oeq05mFbednaKzW2j1l5Lo6sRjVxDmDqMUHXoUb1nQRAEQeiuOiXoceedd7J06VKmTp1KeHj4MdcmaE/FcYlEwhNPPMETTzxxTMfozSL1Sq4em8yLbbSqPW9YPNDc1vaOTzaxvbS5faFcKuGqscncfmofIjqwVofL4+PD1YVtrn/v9wJmDowhogOLojY6G/lx34/8b8v/OCP1DF6Y+gJ+v58EfQIxuhiMKiPbqrdR6wieEVPSVMLgiMG8P/N9IjQRuL1uLs68mPd3vN+yTa2jlgdXPshl/S7j0TGP4vF7MCqNRGoiUcmDv5f0kHTUMjUOb+C0nrGxY0WrwZ6gejf4PBB2DPU8DpY2FVb9BxqKIKT7P4X9ZG0RQxNDCD8BdXyijGqqmpzYXV40yvZPoROEruL3+8mpaGJvlYVP1hXh9fmx23WEqcOoc9SxrmIdtY5absy6kVB1KDKJDKMsgX9+Xc6148NRKFz8mL+EZ9c9i8Vt4bSk01DL1Wyr3saVA64kShuF1+fF4/fwRc4XlFnKeGP6G9g9dvRKPZmhmeTU5wSMK0QVQowuJuiYa+w1vLrlVRbsXYDX39yxZnDEYOZOntuqM4wgCIIg9FSdEvT48MMP+eqrrzjrrLM6Y/dCEA63lwabC4lEQoROiUwmRSaTcunoJJbtqWZLcUOr7R86ox9xIRoqGx1c9c5aiusOpM16fH7e+6MAk1bB7VP7HHbKy35+v586qwuby4NEIsGkUWBQt85W8Pl9WBzBK9ADWJ0evB3cWm9L1RbmrJsDwPyc+czPmQ+ARq5hwTkLaHI1UWltuxApABKI0ERQY6/B6/NyRf8r2Fq9tSWrA5qDK+HqcOL0ce0qFBelieLFqS9yx+I7WlXlj9ZG89jYxzCqjMfwboUTqiIbJFIIPc7spKRxIFfDtvkw+b6OGVsn2V7aSHZpI/dOP4ZuNccg+s8AaEm9jb7RIntP6Bo+n59qixO/349Jq0CjaPvWqbTBziVvruGfswdic3pRK6Tklvt4duJz/HXpbTi8DvIa8nhy9ZOYVCaeHvMad8wrZGC8kYl9I9hZm90yXQVALVdj89goairimbXPBBzPpDKhUWhIMaXg8rp4ZuIz3LDohpYsEgCVTMVLU18iUnMgO6veUY/L60ItU/PBjg/4Ys8XrfabXZPNbb/dxjsz3gk6RVMQBEEQepJOCXqEhYWRnn6cTz+FdvH7/RTV2Xhz+T5+2VGBUi7lstFJXDQygViThhiTmjevGkFetYVftldg0io5OyuWWKMag0bBrnJzq4DHwd5emc9FIxKID1LY9GCVZgfFdTa2lTTyyboiqpucDE8K4b7TM0mP0qP+s8ipWiHnnCFxLN9THXQ/0wdEEao9xoKQQdTZ64JWywewe+wsKVpCZlgmCpmipXvLoQwKAyHKEL7c8yXv73ifekc9o2JG8ciYR3B6nPyQ/wNhqjBOTzmdKG1UuyvjK2QKRsaM5Ntzv2V5yXIKzYWMjhlNVmRWm0/jhG6mIhuM8c0Bi+Oh0DQHPrZ+BpPuhW7ctefTdUWE6ZQMSzoxae+RfwY9ikXQQ+giFY0Ovt1SykdrCrE6PUzrH83tU9NJCtMhkwaeqxsL62m0u9lc1MBlYxKYniXn24IP+HBnIy9NfYnchlwKzIUMCh9Cqn4Qf+z28r/LhxNtVLOvtoZXd7zSan/7MzyWFC0JOr4pCVMwKU2UNpXy0a6P2Fmzk6cmPEWVrYrddbvJCMtgfNx4YnWxyKQy6h31bKraxOtbX6fMUsbcyXNbusccKt+cT7m1XAQ9BEEQhB6vU4IeTzzxBI8//jjvvfceWm37KpwLx6aozsbsV36nweZuWfafX/fwY3YZH1w3mhiThiijmiijmnHpEQGv31fddpFAi9OD3R3Y+eVg1U1Oft1ZwfqCer7dUtayfGlONSv21vDJjWMYkxresnxcejjJ4dqAjgxGtZwbJqahlHdcQyGXz0V+Y36b63fU7iBWF8tvRb9xZf8rW01Z2e+lU1/i3xv+zeKixS3LFhctZnnJcj464yMeHvPwMY9PJVORZEziqgFXHfM+hC5UuQNCOqgGTfqp8OtjULoJEkZ0zD47mM3l4ZvNpZw+MCbol73OEKpTIpdJKBIdXIQuUGV2cMu8ja0yJb/cWMIv2yv47o4JpEUGBrlL622MTg1jV3kjT1wQxTULL28pQLqqbBWZoZmMjB6N2tOff/9YxR2n9iEtUsuj3+xgfIaCfPO+VvsrairCpDKRakoNuJ5p5VpuHHwjtY5arvz5SmrszfVv7lhyB6nGVIZGDWVa0rSWlrZWt5WPd33MG9veaNmH1W0NOs1yv+KmYrIis47uBycIgiAI3UynBD3++9//kpeXR3R0NCkpKQGFTDdt2tQZh+3VmuxuKpscLN5Vhd3lZWq/KBJCNbyzKr9VwGO/nAoLa/PraLK7abC7mdY/mhiTOiCTIuUwbfe0ShlqxeGDEFVmB4PjQ3j0mx0B67w+P498vZ3PbhzbUqcjLkTDJzeO5b1V+czfWIzL42PGwBjuOi2DpLADY6mwVrC7bjfZNdmkGFMYHjWcGF0MMmn75/VLkJBkTCKvIS/o+r6hfTGpTCwqWMSrp71KZmgmb2W/RVFTEWmmNG4afBNqmbpVwGM/j8/DnLVzeGXaK4SoQ9o9JqGX8Puhcjv066ApfDFZoI2ALR9326DHj9vKsblOTAHT/aQSCVEGFcX1wbPRBOFI/H4/ZQ12NhU1sLuiiUHxRrLiTUfMYATYVWEOmBoKzQ8EXlq8lznnDabJ3UiVvYqNFRsYEjWYjLRanIbtRGsTsHiUZIRmsLV6a8trc+pzyKnPod+Y0eyt9HDbx5v44uZxZEQbqGi0kmRMor66vtXx5qydw1MTnmJt+Vq+2/cdDo+DqYlTuW3obcTp43hr21stAY/98s355JvzyYrI4sLMCwGotdfyVvZbrbaTSCQopUpcvuAFz+P18Uf8OQmCIAhCd9cpQY9zzz23M3Z70mq0u5m3ppB/LzxQnOzFxXt59Yph/LK9os3XfbuljHCdki82lvDcoj1cMSaJe6ZntCpAmBKhI8aopsIc+KTnmnHJRB2mqGi91cWynCr8tP3UN7fKQqPD3ao4aXyIhgdmZvKXSan4AZNGgVZ54KNY2FjIdQuvo9p+YBqMRq7h7dPfZlDEIKSS9mWDSCVSLu93Of+35v8C1qlkKoZHDcfr9/L0xKf5aOdHlFpKObfPuURroym1lOLxe1hbsbbN/W+r2UaTu0kEPU5GTRXgaIDQlI7Zn1QG6VMh+0uY8XTzlJdu5rP1xQyKNxFp6Pi20ocTqVdRVCcyPYRjs6vczKVvrcFsPzB9MVSr4PM/Aw2H883msjbXLdpRyX1nxPPmtldZVrqYZyc9y/0r7qPSdqBGlFqm5plJz/D2trfZWbez1evXVS1maNJsft1Zyd4qCzvKzMwYGE269ga2Vv+11bYNzgbuWX4P35/7PdcMbO7yZFAa0Cq01NprWViwsM1xfr/ve2amzkSv1FNoLsTnb529uaRoCWelncXXuV8HvDZBn0CcPq7tH5AgCIIg9BCdEvR4/PHHO2O3J63CWmurgMd+pQ2OlnoZwagVUlzeAzc4H68tYlr/KCb3jUT+Z3HSWJOGj/8yhps+2kDen1NdJBK4cHgC101IRSlve/+51RY+XV/MteNTDjt+eZBUeKVcRowp8ItdvaOeh1Y91CrgAc01OO5YfAfzZ81vd80Ln9+HxWXhhkE38OHOD3H7mjNiIjQRPDT6ITZXbsbpdRKuDWdl6UoA/rPxPy2vzwzNZHaf2W3uXyaRtTsAI/Qy1bua/9uR3Vb6nAbZX8Cu7yHr4o7bbwfYV21hY2E9d57a54QfO9KgFkEP4bBcHi9VTU6aHB40ChnheiUGtYJKs4MbP9zYKuABUG9zc+u8TXx209iWujHB6FRtX/9SI3TkNu7mm31fcXPWzby57c1WAQ8Ah9fBE388waNjH+WBFQ+0WqeWaXF7mq/PcqmEhTsqGJcejt0Swe2D7+Odnf9rmXYSqgpl7uS5RGgiUMpaZ2tKJdI2u4RBcyFUmaT5fahkgdv9nP8zcybNweK28Fvhb/hpLibeJ6QPL059kShtVJv7FgRBEISeolOCHgezWCz4fK2fLBiNojNFe3l9fuatCd7m9dedlcweGsfLS3KDrj99QAxPft962snbK/NRyqQMjDMRqmu+eUqP0vPZTWOptbiwujyE61QtN41tcXq8vLsqn5J6O+mRemRSCV5fYOeViX0ijqo4aYOzgeya7KDr6p31VFgr2h30CFOH0ehqpNRSyvOnPI/L60IhVdDkauKNbW9w65BbKW0q5ZNdnwR9/d6GvQwMH9jm/qclTSNUdWIKOgrdTNVukClB34FFZ43xzdNcNrzX7YIeX20qQaeSMTI57IQfO8qgYnVeDX6//5jbnwu9V63Fybw1RbyxIg+by4tEAtP7R/P4OQNptLkobQg+NSqv2kKt1XnYoMfFIxOZt6Yo6Lq/TU/ko13/BGBg+MBWdTIOZnaZ8fv9aOVabJ4Dwbtx0afzyS9VpIRrWzItF2wqYUpGJDmFmTwz5kO8EjM6lZK00BhidFFBp3eGqkO5vN/l/OOPfwQ9/pX9r0TzZ+ZYgiEBjVzTUmMEwOv38vDKh7lj2B3cMfQOzC4zOkVzi91wTXjQfQqCIAhCT9Mpj6nz8/M566yz0Ol0mEwmQkNDCQ0NJSQkhNBQ8SXxaPh8fmoswefarsuvY0hCCIPjA4NIZ2fFUmF2UH9IvY9Gu5tdFU3kVlmosThxebxA89PUfrFGRiSHkRKhO2zAA8Dt9VFnbR7X/A3F/P2MfgHbhOuUPHXuIKQSCTVNTmyuttvV7ufyBn+v+1ncliPuYz+FTMFl/S5jT90e/rrkr9y//H7+tvRvPPr7o4yKHkVOXQ4quYpGZ2PQ1/v8PrZWbeX+kfcHrIvSRnHXiLvQKkSh3pNS9S4wJTZPS+lIGTOg6A+o2tWx+z0OPp+frzeVMjY1vEMLDbdXpEGF1eWl0R5Yu0g4ubm9Xj5dV8QLv+3B5mq+lvn9sGhnJbfN24D1z2VtcR6hUHeMsbn72dXjkgnRHrgm9o3WMyBe13Lt2J9F2Bazy4z6oC5Pl2VehcNuQq+S8/CZ/Xl3VXOB0nqbC51SzqIdtdz47j7+Mb+JRG0G8YbYw9azmhg/kZHRIwOWT0uaRv/w/i1/j9REMnfy3IAMRZVcxYT4CaSFpDE0aih9Q/uKgIcgCILQq3RKpscVV1wBwLvvvkt0dLR4OnccFHIpMwfGsGR3VdD1P2WX8ejZAyius/Hrzio0CimzhsSxp7KJub/sbrWtTCrhwZn9KG+0M+fnXTTa3UzOiOSa8SkkhWqRHkVHBp1SzmkDolmbX8fP2yvQqeS8c81IFu+qotriZFRKKGcMiqG80cE/vttOcZ2dQXFGbpvah5QIHZo2puUYlAb0Cn2bwY1EQ2K7xwgQo4vhrdPfYmv1Vn7c9yNGpZGLMi8iQZ+AxW0hpy6HkTEj25wT7Zc0P6H7cOaH/LDvB6rt1UxNmsrY2LHE6mKPaixCL1K1G0KO7rPYLknjQRMK696Es1/o+P0fgw2F9ZQ1OrhxclqXHH//k/iSejshHdjSWuj5qsxOXl++L+i6rSVmTGpFm1mIKrmUMF3wz1O91UVBrZXXl+exp9JCSriWFy4eSlGdlSiDmmFJoRjUEsbETGBP/R48Pg9GpRGzyxx0f4MjBjMschh6pYFp8bPJK1Pz05ZG3rp6JIt2VFDwZ3eiSX0iCdEomD4gmtP6RzGxTyTxoUeu7xOpbQ5m5NTn8PXer5FJZVzU9yLSQtJaBS8UMgXjYsfxzexv+Db3W/Ia8xgZPZJpSdNE7Q5BEAShV+uUoMe2bdvYuHEjmZmZnbH7k86EPhFBi42q5FJmD43nuvfWE6ZTMjI5jMkZEUToVdw9fwuH3ufdPyODrzaVtGotm1dt5YsNJXxz+3j6RB2+qNvBJBIJZwyK4Y3ledRYXC1t/GYPiSM1QsvZWXH8urOSx787ML0mv8bKj9nlvH/daCb1jQgaDIvSRHHnsDuZs25OwLpz+5x7TNNJonXRnK47nVOTTkWCpOWJWZgmjCRjEmkhaSwtWtpSvV6v0BOljUIhVZBiTOFvS/+GWqbmmgHXcMfQOwjViGylk5rfDzU50P+cjt+3TAGZZ8KWT+DUx0B74qeTHOr7rWVE6JVHLPrYWfYHPYrrbAyKN3XJGITuyer0YnG2nUFYa3Vx/YQU3loZ2Lr8tlPSg05tcXt8rNlXy22fbML/5zU0v8bK0pxqnjlvEFMyItCqFNRZnVyYcR7f5H7Jgr0LuGHQDbywKTBQeWbqmcTp4rm6z6N8tbGMO38tbxnzwp0V/OuCLLISTORWWbhxchop4VouGJmAQnZ0WVWR2kgitZGMjR3b6jp3KJVcRaoplb8N/xsevweF9PBZnYIgCILQG3RKrvKoUaMoLi7ujF2flOJDNcy/ZRyzh8a1FAUdkxrGq1cM55VlzfOYS+rtfLOllPu+2IrT7eHVy4dzar9IJBKQSuCMQTGMTglvFfDYz+L0MOfn3TQ5mlN0ayxOsksa+HhNIYt2VFBSb2spuGZzeSistfLN5lK2FDfw6Y1jmT0klofP7MfzFw8hIUxDVkIIDreXp38MTNH3+eHBr7ZRaXYGfa9ymZwzU8/k2UnPEqdrfvIUogrhnhH3cNfwuzCqjr0ejFwqD3ojmGxI5uOzPmZq4lQeH/c4/xj3D2anz+b2obcDkB6SjsPr4I3sN8ipDywoK5xkrNXgaGye3tIZMs8E/LA2eI2AE8nr8/NjdjljUsORdlHGnkElR6OQUSLa1gqHUCtlQQtl7yeVwC1T0nli1gAi/+xaFmNUM+e8wVw5LjmgEHij3U1RnY1Hv9neEvA42P/9sKvl2qVRyNhSuZ25U+aikCkwu8w8MuYREvQJAJhUJm4fcic3DbqTcmsl62sX0S89n5evSmZqv+bAuc8Pc3/J4a/T+vL1bRNIDNUgkUiOOuBxsLauc4eSSCQi4CEIgiCcNDol0+Ptt9/mlltuobS0lEGDBqFQtL6wZmVldcZhe7WkMC1zzhvMAzMysbt9fL25lAe/2hZQ78Pnhx3lTXy8poj/XjaUe6ZnUlJvo6LRwY/Z5W3uf8nuKhrtbmxOL3/7fDNr9tW1rNMoZLx77Uj6xxr4KbuSR7/JbskiMahkfH7zOOb8vJtnfmqeTqNTyvjnuYNadY45WHmjg3qbixhT8NaXIeoQzko7i1Exo1qKj0ZoItp1I3cs5DI5/cL6cf+o+7lj8R3sazyQLh2iCuHpiU/z3IbnyG/MZ0HuAkbHjhZdW05mNXua/2tK6Jz9q03QdyaseRXG3tI83aWLrC+oo87qYmxa12WcSCQSIg0qiutFBxehtQidktlD4/lqU0nAuiiDipRwHQ02N6vzarl3RgZGtYIGm5ulOZWMSw8nXHcg06PO6uTlxbmMTguj1hq8tpTd7aXC7CA1Uo/TZ+HzvfMoaSrhnPRzGBA+AL1CzyNjH8HpcYIE4lT9eGnzf1hasqhlH3KpnAdH/R9qZQQ/b6ul2uIkxqgmM6ZrMqkEQRAE4WTQKUGP6upq8vLyuO6661qWSSSSlur7Xu/hi4udjBpsLhrsbvx+MGnkhOkC0261KjlalZy8KguvLA3esQWaa3c0OtzU29xc//56nB4fI5JDGZYU0uZrpH/+ft5cua9VwGO/X3dWEq5TEaJV8NS5g/lkXSHbS82MSQtn/oYSVu6tadnW54cjPRNuT/mQzmiV5/f7qbJVYfPYUEqVhGnC0Mg1mF1m/rfpf5yecjqZoc3TstxeNxq5Bo/Pw7OTnqXcUo5eqafUUkqoKhS9Ut/h4xN6gJo9IJGBoRNrugy+EPb+AqtehOlPdt5xjmDhjgrCdErSIrv2sx6pV4lMDyGAViXnvhkZVDTa+T2vFo1CxvnD45naL4o4kwan18vcX3azcGclC3e2bidb2uDgw+tHE/5nBsj6gnre+6OAMWmHL+ApkzYHvCUSCVKJFLPLzLxd85i3a16r7S7seyEJ+tJWAQ8Aj8/DnI2P8MkZ87E5/CzfU4cfP/uqLaiVXrySJpD4kSLF7XMjk8owKU3HleV4KJfXRY29BqfXiUauIVIT2WkPFQRBEAShO+iUoMf111/PsGHD+PTTT0Uh0yPw+fzsrbLwyDfZbCioB2BgnJFnzhvMgFgjiiDdEkK0CvrHGthV3hSwTi6VMDo1jBcvGUpZgx3nn9NStpc2csuUdN4OMrcZ4LT+UdhcXj5Z27o9X4hWwYuXDGX++mLO+O9KvD4/8SEabjslnV2JTYxIDuWxb7a3eo3d7UWvkqNWSHEEqY6fFKbtkoKEDc4Glhcv58VNL1Jjr0EhVXBW2lncMfQOPD4PZ6WfxZvb3uT1ra8DMCBsALcMvYUPtn9AbkMuV/S/ApPKxI2LbmRywmQeHP3gURdWFXqBmlwwxDTX3+gsmlAYeH5ztsfwqyE8vfOO1Qa/38+vOysZnhTaZVNb9gvXK8mvsXbpGITuKdak4eXLh1FnceH1w8uL93LzRxtbrlW3T22u3THvkGvbjjIztVYX4XoV9VYXr/75IKHJ4SbaqAo6BVOvktPkcPNHbg3DkkO4OONittdsD9gO4Ky02fx95X1B1/n8Pn4p/IFzxmdw1tA+FNRYMeitfF/0Dk6vlXP6nMNrW18jt6F5TGNjx/LwmIdJNaUez48KgGpbNe9uf5cv93yJw+sgRBXCzVk3c2bamYSpu76GkCAIgiB0hk7J0S8sLORf//oXY8aMISUlheTk5FZ/hAOK621c8NofLQEPaL4Zu/iN1RTVBU/n1qlkvHzZMCb1iQhY9/isASSFaZnQJ4LKgwqfOj0+NhXWc8mowC/p4TolV4xJJr/Ght3tJcqg4vLRSdw0KZU3rhzB//2wi5+2V7RUwC9tsPPIN9sZHG8iTKsMWkjus/VF/N/sQQHLlTIpfz+jH542pr4cyuvzY3W4aXA0Yfcc+5Nen9/H0qKlPPr7o9TYm7NS3D433+R+w33L78PhdXD/8vvZWr215TU763Zy37L7uCnrJuweO69tfY0ySxmnJ5/O8pLlXPfLdZRb2p4yJPRStXvBeAI6HQy6ADRh8P3fwNe+86Uj5VVbKKm3HzZD7ESJNKgobbDjD1ZoQTjpuDw+mhxu3F4fVqcHlVyKQaPgto838kN2eatr1cNfb2dYUgjXTUjhhompzBwUg0LWHMSz/9nS1uX1Ud3UHOR47/cCHjmzf0CtEIkEHj6zH2+vzOeKd9ayp8LChPgJDAwfGDC+geFZ6GQmau21bb6HGnsNK8p/o8S3iAiTg5eyH2J1+UouyryIB1Y80BLwAFhTvoZrfr6GUkvpMf287G4vTQ43DY4GnlrzFPN2zcPhbb4/aHA28K/1/+KrPV/h9oq20IIgCELv1ClBj1NPPZWtW7ceecOTnNfrY8Gm0qBBA6fHxxsr8nC4D0wFqrO6WLOvlr9+uoW/f5XNuPRwvrl9AmcNjuWcIXF8e/sEzh0aj1bZnMAzIrl1LYDXlueRGKrlhUuGcmq/KIYnhXLbKek8d9EQHv9uB9VNDp45bxD3z8ikrMFOXrUFs8NNXnXw9rGvL8/DpJWTHqkLWKeSy3B5fLx19UjOGRLH8KQQLhudyNvXjOSjNYV8uLoQ92ECH36/n9J6OzsqC/l492f8bekd3LvsXlaWrDrsjWRbqmxVvLTppaDrdAodP+z7AZsnMMjk8rn4Yd8PTE+eDsD8nPnMTJ0JQKWtki1VW456LEIPV3OCgh5yNYy7AwpWNmd8nGBLd1ejlEkZGNdxafXHKtKgwuby0mATX8pOZlanh51ljTz89TaufW89z/y4i+zSRl5dmkd2SSN51YHZQDMHxRBpUGNzetlS3IBRreCtq0cyrV8UIVoFjXY3jTY3QxNDANhZbmbBplI+uH40V4xJYnhSCOcOjeftq0eyOq+W1ftq8fthzs+7UBHCS1NfYs7EZxkZPZJRMaP4v3HP8uDw/8PusTEwIjAgst/A8IHsa9jHd3lf45NXk9u4h7PTz+bznM/x+gOnANc761levPyofl61Fiercmu44+NN/OWD9RQ0VLKkeEnQbd/Kfotqe/VR7V8QBEEQeopOmd4ya9Ys7r77brKzsxk8eHBAIdNzzumEVo89kNXlZVVuTZvr1+XX0eRwo1bIaLC5eG1ZbqvWexsK6wlblc8Xt4wjIUSD6pBK9DFGNX2i9ORWHQhaPLcohwi9kv9dPpxNhfWs2FvNGyv2YdIoUMikrM6r5dutzR1ehieFBK3vsV9+jRW5VMq9p2dy28ebWq3LiDbw4epCiupsnD4wmmFJoRTX2bj+/fV4fH4sDg9Wp6fNaS551RYqbOX8c8MdlFsPZFOsLF3Jmaln8eDoB44qFdfmtlHrCB4s6RvSl/UV69t87faa7cxKnwWAw+tAKpGiV+ixuC2sLFvJGWlntHscQg/ndUND0Z8dVk6AuKEw4Dz47XFIGAlJY0/McYEVe6vpH2tAJe/6uf77O2+U1NsJ1Z34qXFC13O6vfy6s5K7Pt/SsmxjYT2frCvilcuHk1NhDnjNyORQpmZGce1761qKb28srGfBphJeuXwYJo2cz9YV8dLivXx201g2FNZRY3GxbE81erWcrHgTaoWM6iYn93+5tVUb+M1FDdjcXmJN0cxImYnOO5gVe2pI08fw5b53WVW2hIfGPMS9y+7Fz4EX7m+FHqOLocBcwICwAWyvzQaaO4X9kv9LwPuQS+UYFAZWl63mwowLUcqOfA7UWV3MXZjD5+ubO+mFaBXk1AZOid3P7rHT5Gp7vSAIgiD0ZJ0S9LjlllsA+Oc//xmwThQyPUAllxLbRgcTaH66uf8LR6XZ0SrgsV+d1cXzi3L494VDkHl9VJodFNfZsTg9GDRynr8oi9eW7ePXXZV4fX5iTWpuPSUdtVzGK0tzuX1qH/4yKY1ai5OkMC1/X5Ddsu9Gu5tIQ2BB1f20ShmlDXbSI/U8f9EQ/vPrHkob7MikEqKNKiINSnIqm4K2yY0yqtr8MmW2u/kxu4Q61YJWAY/9fsr/kcv7XXZUQQ+lTIlcIsfjP5BVo5apuSnrJsbGjqXEElj9f78ITQRml5mZKTM5O+1sPD4PD45+kBBVCE1OcZN4UqkvBL/3xGR67DfimuYpNZ9fCTctB1N8px/S4fayPr+OC0Z0Uoeao7T/36GSehuDE0xdPBqhK1RbnDz41baA5U6Pj6d+3MmzFwR2hbt2fAoPH9RtbD+Pz8+j3+5g/s1jmb+hhP9eNowGu5vHzh5IiFbBxsJ6NhXWU9nkZFtJA9dPTGVqvyjsLg+xJg2Ld1exLKcKmVSC3eWh2uIiWm8iKdRLvauar/M+B+DXwl95euLTvL71dRxeB7dk3UKMLqalkPYDox7g29xvidbGAGB2monQRFDvbJ7uGqIK4bahtxGljaLaVk2yMZlSSynl1nIS9AmEa8LRKQIzLaH5XNkf8IDmqTwm5eGvmWp52/cjgiAIgtCTdUrQw9cF8897IpVCxvUTU/lhW/C6ELdN7YNR05wl89uuqjb3s3BHJY+d5SKv2sot8za1TJeRSODikYlcMiqRc4fF4/P7MTvcfLK2CIfby6tXjuC1ZbnMXZjDtP5RhB3yBDWv2kpGtAGlTBq0/ez5w+JZsKmUi0cmEGlQseC28VicHhQyKRE6JcnhOlblBs+uuGlyGhpl8KBHg81FXLiX+bt+avM9f537NUOihrS5/lBh6jDOSD2D7/d9DzQ/bfvX5H8xb9c83t/xPv8Y9w9+K/ot6GvPST+HSlslWpOWu5be1RI4UUqVPDr2Uaxua5s3nkIvU/vnPHtj5wceWkjlMOXv8OPdMP8quO4XkHdutsOmonocHh+D47tHgGF/YWTRtvbkVVhraynMfaiCWhtquTTgWiWTSTDbA6ePAlQ3OWmwunnkrP48+NW2lpoeAKf2i+KRs/rj9fkZEGfk/i+2tbquXjYqiRcvGYpWIePLjSX884eduL1+rp+Qglm9omU/P+f/zJ76Pfxr8r9QSBXcu/xeCs2FLesHhg/kwdEPopGEoZKp+Cn/J87vez5z18/FqDQyZ9IcXtj4Anvq97S8pk9IH+4beR9X/XwV5/c9n6sHXE2oOrCt9bdbWtf/cHp82O16IjWRQaexjI0dS6iq69pjC4IgCEJn6pSaHkL7pUfqeeiMfhzaHOHGSakMOeiJ5uEKf/rxY3V5ue799a3qg/j98Pn6YvZWWXh5yV5u+3gTf/8qm20ljWREG/hqYzGbChs4Z0gc14xL4bxh8dwzPaNV9slbK/cx98IsVId0kRmVEsqkjEh+21WJSi4lM9pAtFFNeqSepDAtWpWcAbFGbp/ap9XrJBK4Z3oGmdGGNt+PQiYhM0YTdF7zfl7f0WULaRVa/jr8ry1F52alz2JhwULqHfXcOuRWIjQRvDvjXSbETUByUMPdizMvxuK2kGRM4rWtr7XKFHH5XPzjj3+0uokVerm6PJCrQHuCuxxoQpoDH+VbYelTnX64NfvqMKjlJIZpO/1Y7SGRSJqLmYq2tSct76HpGodosLv510HXKomk+Rp4MI1CxqWjEvnf5cN45fLh6FRynv5xB1kJel64IoU3r0vlwxszuHZSKI3ualRKL09+tyPguvrJuiIKaqwU19l57NsduL3NB9pV3oTF5Wp1zLyGPHLrc3lgxQMt1wqtXMtFGRdx/aDrcXvdWBwy5ox7mVJLKQqpgjNTz+Sagdfw2pbXWgU8AHIbcnl588tcPeBq3s5+m42VG4P+PDzewJ/Xy4uq+Meo/xCiCmm1PMWYwhPjn+jQtriCIAiC0J10WKbHZ599xqWXXtqubYuLiykqKmLChAkddfgey6RRcMXYZE4fGMPGwjq8Pj8jk8OINKhasjwApvWP5oXf9gbdx/XjU/l1Z2XLjdeh5q0p5LoJKewo29myLD5Ewx+5tbxx1Qh+zC7nxg834PT4GJJg4olzBjJ/QzGLd1WxOq8Wn8/Ph9ePprDWRrnZQWa0gZJ6G3/7bDNxIWoiDSqig0zTCdUpuWVyGhcMj2dDYT0SmudYRxhUGNTB233W2mv5rexnis1FnJJwCj/m/xh0u3P6HH1dmBhdDP+b9j/KLGVIJVJ+3vczo/qP4v0d71NoLsSoNHJ5/8u5fejt7KrdxdCooTS5mmh0NfLZ7s/a3O9HOz/iiXFPoJK3PRVI6CXq9oEhDiRdEC+OzIShV8Lv/4UB50L88E471Np9tfSLMXR5q9qDRehVlDSIoMfJKiVCh0ImCXqdizOpqTA7+GZzKZ/dNJaCWitNDg99o/RolTJsLi/xIRrmnD+YT9cVcddnW/D4/EzJiOCNazNZkDufudmfY3FbSDOlccPgG9hSvIVGZxOvXHMDD80vo+SQgNury/K4e3pGq2XbShq47tTJfLbn/ZZlEiSYVCb2Ne4DINGQyKNjH+XznM95YMUD+Pw+xseN5/Yhd/PZmQvIa9zN+X3Px6Q08fLml4P+LHbU7uCWIc3TiF/f+jrDo4YTpmkdiJ01JI4PVrcOyO+rsfH01xLmXvAeHlkFpZYSMkIzSDQkEqmNbN8vQhAEQRB6oA4Lerz22ms88cQTXHfddZxzzjn079+/1frGxkZ+//135s2bx2+//cY777zTUYfu8fQqOXqVnNSItqdIxIVoOHdoPN8ckrKqUzZPkXl+UU7LMpVcyoQ+ERjVCvZUNrGnsolwnZJoo4pTMiI5KysWqUTCE7MH8vRPu8itsqCUSZmaGYVJo+DVpbnccWoftpU0Ut3kZE9lE2qFjFeW5aKQSfnE7mZESigzB8Zw6ehEYoxtzwM2aBQYNArSIvVH/DlYXBZe3/Y6n+3+DKVUycvTXuaPsj9a5jcblUbGxo6lf1h/0kPSj7i/YCI0EURoIigyFxGrj+XJ1U+2rDO7zLy+9XV21+7mpqybeHjlw1Q7qrl16K1Ba4vsV9xUjNPrFEGPk0HtPjDEdN3xB54H+cvh5wfhhkUEpIh1AKfHy+aihqDtrbtShF5FYW1gdw6h5/D5/PjxI5MefdAwQq/koTP788/vd7ZaLpXAfTMyeXtlPlaXB51KzvOL9jB9QDSzsmJ47OwBPLQgm8dnDeD+L7dSaT4wjWVCpoan1/+DDZVrW5bta9zHI6se4YlxT/Dp7k/5x/pbefnKd6mqV6FSSvl2czlfby6jtMGOQtb8PiINKsamNgcdSquVnJIwnbUVqxgXOw6TytSqM9jfR/+dh1c+3Kqw9u9lv7OpahNfzPqC6SmnAZBdc6C+VjAub3NGSbm1HLcvsKtRSoSO6QOi+HVn66mxVU0uYnSxpEb0CXiNIAiCIPRWHRb0WL58OT/88AMvv/wyDz/8MDqdjujoaNRqNfX19VRUVBAZGcl1113H9u3biYqK6qhDnxTCdEoePas/MwZG8+aKfTTY3UzuG8F1E1KJNqoZkxbOV5tKuWhkAjMGxrB4VyW1FhezhsSSldAPvUrOP88ZxHdbS/liQwnnDotHLZeRW2XhvGHxzBoSx+JdlVQ3OZk+IAadUs79p2eyt8rCpL4RrC+o4+7TMvD6fKgVchbtqMDh8dFgdbOttJFQrYKEUG2b3Vjao85Rx/yc+UDz1JE5a+cwZ9IcVpasJNmYTJQ2isVFi9lRu4O0qjQGRQwiSnv0n6MKawUen4e3s98Oun5ZyTJuGXoLxZZibB4bO2p2kBGaQYG5IOj2QyKHoJV3j2kAQiery4X4kV13fKkMRlzb3M0ldzH0Pa3DD7G91IzL6yMzpu0paF0hUq/ij9wa/H4/km6UgSIcWZ3VRUGNlY/XFmJxerlgeDxZCSHEHKaQ96G0SjkXDE9gQKyRlxfvpbTBTv84I5eNSuK3nZWckhnJ8ORQvtpYwsjkULISQvgjr54Yo4rv75jA6n21rQIeaoWUtBgPL+euDXq8t7Lf4vpB11Ntq8YhqWRF/Y9YPU2cNuIM/nr6MF5ZVIXP7+OfsweiU8pZsrsKiQRMqhDu6Hs31wy8gm/zvqHR1UiSIQmAoZFD2Va9LWgnMbvHzryd87hv5H2o5CqMSiMSJK06v+wnQdJSdLRfWD80ck3ANhF6Fc+cl8XZWTW8vTIfi9PD9AHRXDkmqdtMWxMEQRCEE6VDC5meffbZnH322dTW1rJq1SoKCgqw2+1EREQwbNgwhg0bhvQYnvAIzSIMKs4YHMu49HDcXh9GtaKlTe349HAuGplAeqSev3ywoWU+86KdlfzvsmG8ujSP3/MO3Gg1OTzEmNTMGBjN4HgT179/oGXrop2VhOuUzPvLGIYmmrjhgw2UNNh5/OwBbClu4JuDurEs3FFBVryJW05JZ/GuKq6dkIJJc2yBj0prJT7/gdolBeYCblt8G09NeIp1Fet4Zt0zLet+K/qNAeED+O/U/xKti273Mcot5fxl0V94eMzDbbawBdhTtwejyojNY2NhwUKen/I8i4sWB9QZUUqVXJRxEXJZp9QEFroTjwsaS6B/F7fcjhsOERnw+0udEvTYVFiPSi4lObx7fTGK0KuwuryY7R5M2uDT44TuZ3+HsY/XFrUsW7ijggGxBt65dhSxpsAv7G0xaRQMiDUyJTMSj9eP1+9ne1kjEQYVv+fW8OqyPPpG6Xnu4iE8+OU2dlc0d9e67ZR0dpS1bmmbGKplT8OONo9VaiklzZTGrtpd3PTrjS3LFxctJt3Uh//OfAWHw8C8NTv446Bra7jBR5F3He/sfK1lWWZoJuNix5FqSm2zBgfAqtJV3DzkZlRyFeHqcM5MPTPoFM+pSVNZV7EOgL8O+2ubtTgiDSpmD41nct9IvD4/Jq0chazrW1ALgiAIwonWKd/UwsPDmT17dmfsWoBW2RSVZgc1Fif4/dw4KY13V+XzzjUjcbh9KOVSjGo5WqWMy8ckc+2EVMob7by+LA+ry4NRo+D0gTHc9OGGgGPUWl3884ed3Hd6Bm9dPZIKsx2JRMoTf6YWXzMumQtHJuLx+rC7vYRqlZjtborr7OzzWIkwKPH4/DhcXhRyGU0ON1KJhAiDimiDCrksMPilUQTe/OoVeuRSOd/kfhOwbmftTn7Y9wPXDboOaTtqLLi8Lt7d8S5FTUU4vc7DbquWqbF7mudw2z12Ps/5nGcmPsNLm16izNoc9Ek2JvPUhKdI0HePtp5CJ2ssBr+va6e3QPOUlv7nwMrnoCYXOjhNfWNRPemReuTdLEC9v21tcb0Nk7Z7dJURjiy/xtoq4LHfzvImvtpYwq2n9EEmbX/mjlwmYXVeLRanh2vGpSCXSfHjp0+UHplUQv8YA79sr2gJeAAU19kwaVoHymwuLyZl291KZBIZOoWOL/d+GbAurzGX+Xvmc3rMlfj98Mrlw5FJJUgkEBvZyBU/v9Zq+/e2v8fcyXMpt5ZTYato85hGlRG3R4LVaafGXs9NWTejkqn4bt93eHwe5BI5M1NnMjVxKv/e8G9ePOVF+oQc+fwP1XVutydBEARB6O7E4+keyuvzs7OskZs/2khZo4O0CB1zL8xCIoGbPtqIz+/nXxdksXBHBQs2lbC/8H1ahI455w/mye93ckpGJDmVTXjaqIq/Oq8Wu9vHBa+t5Nyh8Tg9zVkOT587iAFxRu6bv5WcyuYbS4kEZg+JIzPGSKXZwWcbivH6fAxJCGXuL7tp+rP6vVEt598XDWFS3wi0ytYfv0hNZEA7vXFx41havLTNn8P8nPmck35Ou4qw1Tnq+Db3WwC2VG1hbOxY1pSvCdhOK9eSZEyi0dnYsmx5yXLKLGXcmHUjGaEZaBVaQlQhRGgijnhcoZeoy2/+ryG2a8cBkDwe1hlgy8dw2uMduuvNRfWMSQ3v0H12hP1Bj9IGO4O6SStd4fB8Pj+frG27u9XHa4u4aGQi0YepC3UorVLO3dMz2Flu5uFvslta0upVcu6bkcmYlFCueW99q9cszalm7oVZfLf1QJZiaYOdWE0flFIlLl/rjisAUxOnsrt+d5vj+C5vAbNSLuTMwbH8/attNDk9jEwOZezwzQHbOrwO7lt+H1f2v5LL+13BkqIlQfd5TvIVFNY4yLH+wv+2vIjH52FW+ixeOOUFQlQhqKVGvF6QyNzMO2MeUdooMdVLEARBENqhez3KE1rxeH1UNDoob7BjPahlHkBZg51L31xDWaMDaO6KsqPMTLRRzfMXDeG/lw7DbHfz5cYDAQ+AfTVW7vtyG3dPz2BpThVHesBmtjcXSFPIJdjdXgbHm8iMMfDXzza3BDygeSrNN1vK+GZLKS6fn5+2lTNjYAyPfbu9JeABYHZ4uGXeRgpqbAHHitJG8fKpL6NTHCjoqpAqcHgcbY7P4XUEnfMcjB9/S4bHV3u/4tqB1xKni2u1jVKq5MnxT7KvcR9np53dat3ehr3srN1Jgj6BPiF9RMDjZFOfD1I5aLvB712mhKRxsP3LwL6cx6HK7KDS7CS9HYWHTzSjWo5KLg3ooiF0X378WJxttxe3u73H9PGVSSU8tOBAwAPA4vTwxHc7sLq8KGStL2zRRhUahZTPbhrL/TMyW6Zuvb2shv8b9xxyaesAfLIxmasHXM2mik1tjsHhdSCX0eoap5BLcXgDr23QXKfq3R3vopZEcnHfqwPWn5owg0TtINyKAp7b+CwOrwOP38PXuV9z55I7uW7hdfjxM/ulXTz1dT0qSagIeAiCIAhCO4lMj26qvNHOvDVFfLquCLvLy9R+kdwzPZOUcC1ymZQ/8mqwug7cTM4eFk+91cXXm0vZVZ5HrEnNlWOTeXzWAJ48pNp9dZMTu9vLd1vLePOqtosypkfqqDQ3Bxw2FTZw5dgk1HIZlU0OiuuCf/H4dG0Rp2REcmZWLF9uLAm6jd8Pb6/ax5zzBrfUJAGQSCT0C+vHV7O+YnP1ZnLrcxkVMwqL29Jmtse0pGmYlO176mtQGJgYP5EVJSswu8z8449/cO/Ie/H7/eyo3UG4Opy+oX15b/t7bKzcyI1ZN/Lfqf9lS/UW1DI1pyadSow2BpNaPGU+KdUXgD6muZhod5A8EfYugsrtEDO4Q3a5taQ5uyk9su1OUl1FIpEQoVdRKoIePYZMKuWC4fEs3BF8SsfpA6IJOcr6LC6Pj/d/L2gzWPLmin3ccWpfHlrQ3P3k7tP6EqFXMefn3RTW2kiP1HPf6ZlIJSCVSnBZXbw44VN2N2ykyVvFqP9n77zDo6jeNnxvL9lN7z2BQEhC79J7F6QpgoAUUUSwoT8/RSxYQSkWBERABWkC0qX33ksgISEhQHrvm2z5/hiyYcmGoiAE9r6uXJA5Z86c2ezuzDznfZ/XswFqqYZzqZfo4N+BNbFrrB6nlU9brt1iC3U+MYchbVqy7NKvVvdp4tmMTaeyEZvas7R7bzbHbUdvLKWhWwtcVM4UGJP46cxsq/vqjXo2XF7HqNZd+GnXZdLzS/6VcbgNGzZs2LDxJGETPR5BknOKGb7gCFHJ+eZtG88ms/NiGutfa0k1d42FKVsDf0dSc4t5Y/lp87b4jEKmbLjAs439eKFZAL8dsgwxvppZSC0vwfxsYCNflh+zFCjEIpjQIYSZ2y8BEJuWj6tGgbOdjLPXLQ3hbkanN2IygY+jEr3BSKsQV84n5pJZYBk+HJ2SR1GJwUL0AJCIJfhoffDR+pi3pRamUsOxBtHZ0RZ9tTItw8OH33WpWI1cwxsN3uBI0hGKDcWkFqby7p53ebXeq+j0OtZdXkdsdqy5/9wzc1FIFLT3a8/7zd7HQWETO55osuJAe/emuQ8cz9ogU0PU5vsmepy5lo2jWobzI+oB4KaVcy3L+kq6jUeTOr6OhHlpiUzKs9iuVUgZ27Y6Stm9iYiFJXqiU/IqbY9NK+C97s5oFVLa1HRDpzfy/ppz5vbIpFxe++Mk73atyemr2Ww+nwJAqKcfDqpg2napQVauntV7i/n4GT/CnWtzPtOyfKxaqmZMnTFMWmHpVZJbpCctS0Mj96acTDtGbdfaqGVqorOiydXlMjJsPBMWJZOWX0Lb6v7sP1YHsUiESx05y/On0jGwLVdyK08HupwbTSvnXsKxiiuWqbVhw4YNGzZsWMeW3vIIcvZ6toXgUUZRqYGZ26MpKtFTx9fRvH1wswA+23jB6ljLj12lfag7t0bBhnpqebNjDZzt5EzsEso3A+pSzU2DvUpKqxBXlo9pzvozScSmFZj3mfTXOZzUcgJuU+5OKRPjoJLRJMgFV40CXycVk3qG8VmfCFQ33dyGedmjUtzdza672p0fOv7Aq/VexUPtgYPCgX4h/Vjacyl+Wj8yijI4mXqSqUenMuvELKIyoyz8OG4m0CGQZT2X0T2oO/Zye3w0Pvhp/DCYDBaCRxk6g44SYwkysa1axBNPZpwQ6fGoIJGBdz2I2XbfhjxzLYcgF7tHNmzexU5hS2+pYng6KJk/vDFvd66Bl4MSR7WMgY18WTuuBRKxiF/2xTH5r3NsPpdMYvad/7ZqudQs2Fsj1FOLu1bJ2tdaMrR5ID/vjbPa77sdMfSuXy6uX0zO43BcJkWlRur5OzChYwjT/07mk+Zf80qd8XjZeWEvt6d7YC9+7foHhy6KcNFUFNy/WHeNMWHvsbDrIhp4NMDLzot3Gr/Dyl5/cjVZw5f96vB8E3/sFFKikvM4l5hDgEcJB5P3kpifSJBDUKXnFuIQRmyaEH3poLRdk2zYsGHDho275YFEehgMBhYuXMj27dtJTU3FaDRatO/YYd3Ey4Zg/PbXTSVhb2XHxTSyi0ppFuyMvVJKbrEelUxCen5FIzYQUkkSs4twUsvN0Rae9kpqeGhRyST43hAw+jX0RS2XkFNcyqWUfLZGpiC7pcJKdmEpE1ee4et+dQhytSMuvaDC8YY2DyQ1t4iXF5ebuf1x5Cr1/RyZ/mw9Xv79OGIRjGgZhEJ69yt8nnaejK49mn4h/TBixFHuiEKqIK0ojUn7JrE/cb+577yz83gx/EVGRIzAUeloMY5ULCXYMZjJzSeTV5pHUn4S3538juHhw1kTs6ZCSVoRIl6q8xJq2aNVvtPGf4zJBNlXwL/Zw56JJZ714MgcKM4FZeUPgnfL+cQcWoXc2RT4YeGmVXAkPvNhT8PGPeLloOKVttUZ2MgPowk0SgknrmQxYuExs5H2ooNX8HJQsvSlZgS4VJ5eJZeKGdEiiBXHr2G4xYRbJIJX2lbDTiElSCElLbeYEoPR6jiFJRX9RDzsFVR30+CmVdJGq8ROLqGgUEw3v+fo5N8DMCEyqnhn2QUuJufx3aD6bDqXbDFOj7rOnM86woxd5SXW/7z0JzUca/BVy5n0nH6Cl1oH42GvZFSrILZdSOV8luAdsu7yOt5q9BYnUyuaocrFcroFdaf76gu0qeGGq+bRjMayYcOGDRs2HkUeiOgxYcIEFi5cSI8ePYiIiHhkVw0fRcRiUYXSejejlksQi0R4OChZ+lJzXll8HOkd3EjVcgkleuHGL9RTy/91r8WLC4/iplXwy7DG5nJ2R+Mz+WV/PAAyiYhZg+qjN5rYEll+U6dVSrFTSvnk6XCmbonizA0PAIlYRJ963jQLcuaolYeSk1ezOXU1iy7hHjzb2P+2N7W3kleSR2ZxJgWlBWjlWlxVruaUlt1Xd1sIHmUsOL+ADv4dzKKHyWQitTCVvJI8JGIJpcZSDEYDSqkSlVTFsqhlfNLiE7499i0ZxUKitr3cnknNJqGWqkkvTMf1UTCwtPFwKMyAkoJHK9IDwKsumAxw9TCEdPpXQ6XmFpOeX0LgPXw2/2vctAryivXkFpdib1vprlJIxCLcb1RpuZZVyEu/Ha9QOSwpp5hJf53n+0H1sb/pOqg36EkrSiNbl41MIsPJ3onfRzZh3JKTZNwQ8x3VMr7sW5tg1/L3r7XS6Ddz87WzpoeW2UMa4OVYXjp93ekkFh20TDdxsZMz/dl6TN8azaoT15k9uD7FxmxUqmJEiAhwduD/9n9d4VjR2dEsv7SYVeOfJSE7nQJjCoObeyGXiJFJhfTS1MJUTqWe4q1Gb/HT6Z8oKBUWFjzUHnz61JcsPZhPmxA3Pu9bGwebn4cNGzZs2LBx1zwQ0WPp0qUsX76c7t27P4jhH3uebezH4sMJVtteaBaAq0aBWCwizNueFWOak6/TE+FjzzkrXht2cgm1vOz5un8d5FIxcekFvL3iNKl5Oq5lFZFZUGIWPfo19DWLHqUGExP+OMULzQP4eWgjZBIxKrkElUzCsbhMPt90kZEtgxjfIYQSvRG5VMzOi6mM+vUYs4c0tDr3P09cZ+XLzfF1UiO5U9mYGyQXJPPpwU/Zc30PIERq9A/pz5g6YxCJRPwW+Vul+/4R9QfhruGUGko5kXqC2adm83K9l5l1YhYXMoV0ILVUzbDwYYgQseTCEt5s9CZ2MjtMJhMKiYLr+dfptaYXQfZBfNX6K2o41UDyqBhZ2vjvyIoX/tU+YqKHvTeonODKgX8tepT5BAW6PLpRTW430gmuZxVh72UTPaoqF5PzKC61HoGx91IamQUlZtEjR5fD3/F/M/34dPJLhbTPGk41+KrVV2ye0IrUPB1GTLjYKXDXKiyEDheNHDeNgrR8XYXj+DqpCPHQ8NerLVDKJLjYyXHVWqarDGjkV0H0yCgoYfzSk0zrXxc3ezE5pktMO/QhKYWCN4iH2oM3G77J+svr2Xt9r8W+a2L/pJ57bd49+C5SkZTe1XvzSpOx5Jc254ezYowmI39c/IOnvJ/ik6c+QSQSYSezw8cuAINOy9BmYlw0chxUNsHDhg0bNmzYuBceiOghl8upXr36gxj6icDfSc1LrYP57eAVetX1pqanhrxiPReTchnQyNdCMHC3V+IOfDugHgPnHiS7sNzcTCoWojUuJOWyKyoNHycVHvZK3u1ak8ISA2n5Ootyrz6OKt7uXIPUPB2BLnak5+tYc/I6B2PTmflcfRJzinh35WleaB5IZkEJU/+Osjp/vaGirb5aLqFLhBMiaS55JaUV0k6skVmUydu73+Z0WrlBq96oZ2nUUsQiMcPDh5NXUrmhXY4uB71Rz9X8q4zdPpaprafywb4PzJEcAIX6Qmafns27jd/FaDLy/r73AXBVuTKlxRS+P/U9AFfzr/Jb5G+MqTsGjUyDi8rljvO38RhRJnpo3B/qNCogEoF7mCB6/Esik3JRyyW4ae/OGPhhUDa3a1lFt/V1sPFoU1YK3RomE5TelJJyPOU4nx761KJPdFY0L/79Ist6LiPcx/vWIcz4OKiYNag+wxccQacvH1MtlzDrufq4axWo5VJkEhESkYiU3GK0CilqhXBr5Ouk4tW21flhV4zFuN4OKkQiyC5NZsLesRZpkSmFKby/732+a/8dh5MOU2IsTz0t0hehkQvloPUmPX9e+hMTJt5s8CYfNf+IDw98CMCBxAMcSDyAl50X87vMx0GuRSfToZQo0SoqCh7ZhSXo9EY0Cil2Cps/vQ0bNmzYsHErD+Tq+NZbbzFz5ky+//57W2rLPZJdWML5pFzq+drTa0wz5uy5zM9743DRyBnTuloFn40yQjw0rH+tJfsupXMgNp1q7lpah7iy5HACNTy1dAr34Jd98SRmFxHmbc8LzQK4llXEpZR8nNRyXDQK5FIxrWu4MXPbJbacT8HHScXHvcMJ87LHxU7B3+eTeadrqFXztjI87ZUUlOgttrUMceSlDvb8Ff8rI7acxEXlwqjao2jo0RBnpXOlY6UXpVsIHjezInoFw8OH09KnJatjVlvt0zmgMwDzz87HQ+1Bli7LQvC4md8if+OTFp+w6tIqarvWxkvjxZRDU8jR5RDiGMLbjd9mU9wmRm8ZjVqmZkjoENr4tcFN/ej6H9i4j2RfAblG+HnUcKsJp5aAoVQwN/2HXEzOw99Z/Uh/ZzuoZMglYlsFlypOhHfllbC8HJTm1KX0onRmHJ9htV+2LpsTKSfw1lQuekilYhr4O7BxfCs2nUsiKjmPMG97Ggc6I8LE//48y7ErWbho5Axq7I9UImL/pXRebR9CkKsaR7Wc0a2D6Fbbk5XHr5FdVEr3CE9yi0vZdvE6BqeVFXygQBA0NsRtoENABzbFbTJvr+dWD4XE8vr5V8xfjIoYReeAztRxq8O62HUkFSTRxLMJ1R2rcynrEksuLCE+N55A+0DG1htLiFMIWrmWzPwSjidk8v2OGFLzdNT3d2R8+xACXe3uuSqODRs2bNiw8Thz30SPvn37Wvy+Y8cONm3aRHh4ODKZ5Y34qlWr7tdhHyuKSg2sOnGdeXsv80nvcPrNPmg2YUvKKea1P07ybGM/3usWiuMt+bwikQhfJzXPNfGnW21PJv91nhnboulb34e0PB2fbSiv7pKcW8yuqFSmDqjL9ztjaBrvzBsdQziekM2LC4+a/TuSc4sZ/etxJnauyeBmfoR52/PNlmjah7rTJdyDv2+U+ruZST1rseFMkvl3XycVw9rKmLB3KHqjIIakFKbw5q43ea7mc4yrP67SUrBJBUlWtwOUGkvJK8ljRMQINsdvpkhv6frvZedFM69mFJQWcCHzAj4aHy5nX650vMSCRHw1vrzX5D1e2f4K59KFEocqqYq3G7/N27veJq+0PKrk40Mf0zS+KV+2/hJXlc3r47En68qjl9pShlso6Ish5bxQzeUfciExlyC3R9fPA4TvOVet3FbBpYrjplXQo7YXG85W/I6f3Cscd3tBGCg1lBKXa736CsCptFP0rNbztsdSyKRUc9cwqIk/c/dc5lh8FtXcNIxbctLi+vr+9XP0rueNr7Oant/tZfmY5tT3d8JRLcdRLSfCR7hObb+QwtsrzjChszf7cq1HOwLEZsfSwqeF+XeJSMKLES9SrC+26GcwGcgvzcfP3o9q8moMrjWY705+x4mUExTqC/n6aLk/SEphCoc3H+aTpz6hnW9XZu+OZ97e8uta0tlktpxPYcnopjQJskUj2rBhw4YNG2Xct5K1Dg4OFj/PPPMMbdq0wdXVtULbvbBnzx569eqFt7c3IpGINWvWWLTn5+czbtw4fH19UalU1KpVi9mzZ9+v0/pPSc/T8eWmizzf1J9Z22Osus4vO3qVrIISErOL2BmVyk+7Y9lxMYWrmYUkZBTw68F4/jh8lV51vXmpVTA96ngzf1/Fm0ajCb75O4oXmgfwy/540vJL+N+fZyu42QN8uy2a5BwdmQUlnE/MZfauWDqHe/Ja++pmB/lQTy2LXmxMsyBnPugZxvCnAlDJJAxt6cqc81+bBY+bWRq1lLisZC4m5ZJVULH6zO3EBLFIjFKqxFfryx89/qCtb1vEIjFysZx+If1Y0GUBXhovlFIl/hp/0ovSb7si6Kx0RiqWYjQZKTGUz6VbUDdWRq+0EDzKOJx8mLicym/IbTxGZCeA3SMa1eMcDCIJJFas+HC3FJcaiEsvwP825agfFVw1Cq5m2iI9qjJOdnI+ejqM/+teC5cbnlK1vLT8PrIpLaq73BRtJMZD7VHpOMH2lmm0ulIDCRkFrDpxjTm7YzmZkEV6nuDncSQukzl7LlPf34lZOy5Zvb7+dSqRhgFOALy/+hwZVrxAHNVyavs40C3MDx+NX6Vz89X6kqcTrhv13eszve10tsZvJa0ozaKfCJG5OliJoYT5Z+ezOmY1bfza8MOpH6yO/eWRL8nWZVgIHmXojSbeW3WWtLyKcwehQtz1rCL+Pp/MnN2x7I9JJzmn2GpfGzZs2LBh43HhvkV6LFiw4H4NZUFBQQF169blxRdfpF+/fhXa33jjDXbu3Mnvv/9OYGAgW7ZsYezYsXh7e9O7d+8HMqcHxfXsIkoMRqq7a/hmS7TVPl4OSnKK9Yyec8jCnM1VI+ebAXX5aVcsiTduYF5oFkCBTl+hrF8ZiTnF5koxGQUlJOdav/ExGE1EpeSx86Jws6Y3mnhr+WmaBjnzdpeaaBUy0vOLSc3TsfLEdZ5r4s973Woxpk01CozJfLe28tWwQ4nHWLHTh/p+jvyvey1cb0qdcVe7E2gfSHxufIX9Ovl3wkXpglQspZpjNb5o9QV5JXmIRCKcFE7m6i52MjtG1RnFC5tewN/eH7VUTaG+4gPTyIiRuKndEIvEjK03ltd3vg5AY4/GfHTwo0rnvz52PY09G1fabuMxIfsKeNZ52LOwjlQJjn6QdOofDxGblo/BZKoSooebRsFVW3pLlcdNq2RkyyCeruuNwWRCKRVXSJ2UGB14LmQkM09/XmF/pURJLcfy715dqYF9Mem8/PtxSm/ylWoU4MR3g+rz5/HrAFRzt+Pcloqm32WcvZ5DsKuGyKRccotKK8zJ31nFhI4h7LyYzTNBL7Dz6nar4/QL6UeuLpcmXk2Iyori44MfMyh0EGti1lj0a+3TGmeFkOaZrcvm7yt/A0JUU1n1llsp1BeSWphe6TnEphWQW1RawZ/HZDJxPjGXwT8fIre4fCHC10nFktHNqsTn34YNGzZs2Pgn3LdIj5tp37492dnZFbbn5ubSvn37exqrW7duTJkypUL6TBkHDx5k2LBhtG3blsDAQF566SXq1q3LsWPH/snUHypl5fNEiLg5rV4kgq4Rnnz/fH1mPlefzPwSWlR3tTA0Tc8v4ZP1kUzsWtO8bc3J6yikt/8Te9krmflcPeyVgv7lbCfn1XbVmftCQ2YPacAXfWsT7m2PVilDekuK8OG4TP7351leXXKC+fviyS4q5YtNF7mSUYBCJsHLQYVCentdTS5WYDCaWHniOgdiLP023NRu/NDhB4IcgszbwlzCmNF2BqPqjCKtKI1cnXDzqpFr8NJ44WnnaRY8yqjmWI3JzScz/8x8vmz1JS7K8rBfESIGhAygnV87Mosz0Rv01HCswS9dfmFG2xm4qd1QSyu/EVRKlbc9PxuPAUYj5FwDTeUrzg8d52r/KtIjOkVYkfZ1Ut2h58PHTauwpbc8JkjEIjwdlPg4qqx6RRmMJlSldehX7XnEovJrmZPCic+af8f5K+XXwOTcYsb8Zil4ABy7ksXP++JoGOAICN/5t0MuEZtL6YpvXGMTczOIzowjMv0SBYYs9kSl0jDQDleVM5OaTUYpKb8OKCVKPm7+MQWlBSikCrRyLW182/BN229p4dOCJp5NcFQIc2nk0YgPmn+AVqE1z00mFhYibj5fq6+d6PaeHWIruyflFPPiwiMWggcIxsATV5wmp7BixKUNGzZs2LDxOPBAjEx37dpFSUnFi2dxcTF79+61ssc/p2XLlqxdu5YRI0bg7e3Nrl27iI6OZubMmZXuo9Pp0OnKoyRycytf9fkv8XJQolFIOZGQxVPVXNgfk4FIBF/2rcPF5FzeWXmGwhIDCqmY3vV8mPlsPd5Yfsp8kxebVoCfk5rnm/iz5EgCeTo9arkEhVRs4VxfRoi7huMJWczcfolxbasz67l6OKhk/LArlh92Cm71Po7CqpaTWkbrEHf+OmXdZ6NnHS92XEgFYMGBeL7uVweZRIy93J7Gno05mny0wj5ikZhq9uHEZwghuj/tjqVliAvOduU3v/72/vzS5RdSC1PR6XWkFKbwxZEvzOUBm3o2ZVLzSQTYB1T6umrlWnoF96K5V3MyijOY13keBaUF5JXkIZfI2ZGwgx6rexBgH8DExhNZc2kNWxO2IhVL6RHUg1ntZzF6y2iKDRUjYXpV61XpcW1U5FH97N2W/BQwlDziokcwxO8Fgx4k9/61Hp2Sj6tGjlr+6Fd+cNMqyCvWk1NUao5Us3F3VLXPn5OdnLMJBiTSTsxq2YeskhRUUjXFxRpmbkhjav/yFMiDsRlmseJW/jiSwKpXnuKrv6M4eeP6eiC2oqm1SAS1vOy5nB5Fs2BnXDQyojNj+ezQp5xIOw6At5037zZ5j0v5Z5m2ZypP+TzF1DZTwQQiFJhKnXGxU/Dd2c9xU7nR0KMhs0/PJrkgGRCEjp87/4xCqsBB7oCT0sl8fGelM31D+vLDqR8oKC3AReli1XzbWemMs9IZifiq1UjO+v6OOFopa5uUU0x6vnVh43BcJhkFJTiobeVwbdiwYcPG48d9jfQ4c+YMZ86cASAyMtL8+5kzZzh58iTz58/Hx8fnfh6SWbNmERYWhq+vL3K5nK5du/Ljjz/SsmXLSvf54osvLDxG/Pwqz8v9L3HXKpn+bD1WHr/KS62CcVLL6N/QlxMJWSzYH09hieASr9MbWX7sKuvOJPJ6hxBebBHI2LbVaBXiSmqejsZBzvg7q1FIxcSl5/NF39rcWpBBJZPwTtdQFh6IJ7dIz+ebLhLgYsdbK05zJC7T3O96dhHvrDxDer4OvdFIh1oVS3bW9NBS39+Rg5eFm7PU3GJz2VoHhQMfNP0Ae3nF8pIvR7zJ6mPlN90ZBTr0RhOFpYVkF2dTahDKGjornYnPiSe3JJez6WfpGdyT+u71AcFX48XNL5KUX7npKYBCqsBH60MdtzqEOIXgonJh0v5JjNoyiiUXl2DCRHxuPON3jOeZkGdQS9XojXr+iv2LH07+wBsN36gw5sAaA/HV+N72uA8Cg9FAdnE2+SX5//mx/y2P6mfvtmQnCP8+auVqb8Y5SBBmMmLu3NcK0Sl5VSLKA8DdXLbWluJyr1S1z59SJmFcu+rsjMxh2NzLvLe4mFd/SWfC73E0C3bD2/GmCAu5iXEdvXi+mSeOaksxrLDEgFwqpluEJ8uOXWVM6+AKfQBea1+dDWeTsFfK+KBHGOlFqYzeOsIseIBgej1h52v42/tRw6kGe67t4cdTP3I67TRGUyl2chlv7hvN5ezLtPZtzeQDk82CB8CxlGOM2ToGhViBRCwhR5djbpOIJfSp3odqDtX4PfJ33mnyDlKxpRApFUl5q/7HGPVaPusTUeEctAopX/StjZOd9dK2t8Pa4ogNGzZs3A3WfBdt2HiUuK/LevXq1UMkEiESiaymsahUKr777rv7eUhmzZrFoUOHWLt2LQEBAezZs4exY8fi5eVFx44dre7z3nvv8eabb5p/z83NfSRu/mRSMS2ru7DspeZsPp/E7CENUUjFDPjpYIW+YhE0DXLB21HJvoNXyC0qpXk1F4Ld7Jj2dxRvd66BvUrGutOJuGuVLB7VlPWnk4jPKKCWlz2tQ1yZvu0SVzOFMPEQdw1H4jIrXQWavesyrUJcaFndlb71fVh98joleiPtQt1xsZPz9ooz5r7tarqjlJXraUEOQSzruYxtV7axP3E/zgp3Ovr0Zd8FE2tOlFeAea9nAPH5Z1l4eAFpRWk09WzKgJoDUEvUeGu8icqM4lz6OYoNxbT0acmIiBF8euhTUgtTOZN2Bi+N1129zkaTkY2XN1pdQTOYDKy8tJIewT1YEb0CgEPJh3ir8Vt82uJTNl7eiEau4fnQ56nmWA1HpeNdHfN+cT3/OhtiN7A9YTtqmZph4cOo7VobF1XVcOp/VD97t6UqiB5OwcK/KefAPfSed49OzqOOr+P9ndMDwk0rPOhezSwi/DalT21UpCp+/nyd1ax45Sn2RKWx4WwSjmoZw54KpJqbBke1nOKSEq4VXONc0VJOF53EXePJ54Oe52SMnHm7BbGhursGe5WM93vU4kJSLlsik5n7QiOOX8liX0waHlolvet5E5uej1QsYvaQBiRnF5Gee5jM4kyr85p3dh7vNHkHhUTB4aTD7EjYweWcy3QN6kpyQTKv1H2FRecXWd03oziDA4kHOJx0mKv5V+ldrTdt/driaeeJp50nczrN4UjyMaIyo5jX6Wd2JOwgOisKf0112nr3YtGeXOr2lNCjjhe1fR347eAVrmYV0qKaKz3reuPraF3ADHSpvDqTRiE1p7nasGGjapGamsqkSZPYtGkTKSkpODk5UbduXT766COaN2/+n8whKSkJJyenO3e0YeMhcV+vcHFxcZhMJoKDgzly5AhubuXVDuRyOe7u7kgk9692fFFREf/3f//H6tWr6dGjBwB16tTh1KlTTJs2rVLRQ6FQoFBUzB9+FFDJpYR4aAl2tUNnMHIxKc9qyO7rHWtw/EoWn6wvj3A4n5jLqhPX+XFwA3R6AyMXHjPv+8v+OPrW92Fc+2r8sDOWX/bHWVRqqeau4ez1nFsPY+bc9RyGNg/g9WWn8HdWM3twA/44ksDvhxKITSuPOHC2k9M1wvMm9/0b5XS1vgwLH0YX/2eYufUyE7anmCNXAF54yoNrhq1M2lJeeedi5kWWRy9naY+l/HT6J/Yn7je3RWZE4mXnxcfNP+bVHa9yOPkwXYK63NVrXKwv5kjykUrbL2RcYEitIRbbEvMT6VO9D10CuyARSZBL/vsQ4Kt5V3lh4wsWYs2xlGN0D+rOu03exVnp/J/P6V55lD97lZJ9BRT2IHuETf4UGqG6TMp5qN3/nnYtLjVwLauI7rXvTjR82NgrpSikYlukxz+gSn7+ENIsBzX1p099HyRiEfKbvKouZF5k1NYXKTEKgv1FLrLn+i7GhL9OnwYRrDmRzoc9wxAB7648w6XUfNrUcONAbBp+Tirq+DiQW1yKs1rG0fwSDsdl8u3WS6wd9xSbYw9VOqfIjEgS8xM5lHQITztPzqSfoblXc3MqZ5BDEPPOzKt0/2Mpx9AZdZxLP8e59HMsvrCYeZ3n4WnniYedBx39umDKD2fF/gyKS9vjqWpPfJKeERuuMKRZAK4aBXYKKeHeDkzpE0GJwYhSKjH7kFjDRSOvtFTwhA4h5lLBNmzYqFr069eP0tJSFi1aRHBwMCkpKWzfvp3MTOui7YPA09PzPzuWDRv/hPua3hIQEEBgYCBGo5FGjRoREBBg/vHy8rqvggdAaWkppaWliG9x7JJIJBiNVTtMUyIRo5ZLUckrvmZquYQaHlqrNy6ZBSUsPnyF/THpFmKJTm9k/ZkkUnNL2B+TUaE0bVZBCR72lZtyutsryLoRGpuQWcgn6yPpXc8He5Wgm4lE0K6mGytfbo6vk/WHQ5FIhJe9Ay+1DqFZkLM55aaBvwNDWjgz50zFUsMamYaLmRctBI8ykgqS2HN9D618WuGv9a907rcil8jx0VSeZuWudidbl22xrUxQUElVD0XwKNYXM/fMXKvRKRvjNnI97/p/Pqcnhpyrj3aURxkO/pB24Z53i03Lx4TwYFkVEIlEuGttZWufRFRyiYXgkZiXxieHJ5sFj5v5OfI7BjZ1ZOGLjanv78iZaznsj80gNU/H2tOJ2CtlBLhocNYoaBbsSrHexM6oNI7GZwGQlK3Dx67y64qb2o1sXTZrY9cS4RqBQqIgS5dlLrGbrcvGTV15mWs3lZtFakt8bjyb4zZjNBlvnKuUp6p5Ud3NiT3RGfx+MJkTCTm83bkG49pVx05RvmYlvXG/cDvBA4Ryu5OfDuPVttXQ3NjfTavgi7616dfQF9l9vkezYcPGgyc7O5t9+/bx1Vdf0a5dOwICAmjSpAnvvfeeeUFYJBIxe/ZsunXrhkqlIigoiBUrVliMc/36dZ599lmcnJxwcXGhd+/exMfHW/T55ZdfCA8PR6FQ4OXlxbhx48xtt6a33Gm8Xbt20aRJE+zs7HB0dKRFixZcuXLlvr8+NmyU8cBiGaOiovjuu++4cOECIpGI0NBQxo0bR2jovYVe5+fnExNTnqceFxfHqVOncHZ2xt/fnzZt2jBx4kRUKhUBAQHs3r2bX3/9lW+//fZ+n9JDwUkto4G/EycSsszb6vs7sj+m8nJ1m84mM+O5ehW25+n0iEXgYicno8DyJvFofCZvda7B/H2XseYFN6Z1MCuOXzP/fj4xFx8nFfOHNSavuBSxSISjWoZWeWdjwWA3DTMH1Se7sBSjyYSDSsau6xut9m3i2YRtCdsqHWt7wnZeqv0SjTwb3fG4ZUjFUgaFDmJ1zGqr7c9Uf4a5Z+aaf/dQe+Bl93BXwbN12WyK21Rp+4bLG6jtVvs/nNETRFaCEEXxqOPo948quMSkCpFaPlXE0wOEBzWb6GEjtySHmGzrPjYGk4EcwxW61axJid7I4sPCzbRULGLmc/VZdDCeT9aXi4QOKhlf96/D9ztiOHs9h7dWnmbV+B4sjPzZLETczICQAayPXQ/AseRjhLmEcTL1JOPrj0cqlrIudh39a/Tnu5MVU3olIgmNPRuzKNIy/WVVzCp6VetlTld01SgY0TKIHnW80OmNKKRiPLQKJJJ/vl7lrlXyeqcQBjcLQKc3opKJ8bBXWkRn2rBho+qg0WjQaDSsWbOGZs2aVRrNN2nSJL788ktmzpzJb7/9xqBBg4iIiKBWrVoUFhbSrl07WrVqxZ49e5BKpUyZMoWuXbty5swZ5HI5s2fP5s033+TLL7+kW7du5OTksH9/xQVJ4I7jicVi+vTpw+jRo/njjz8oKSnhyJEjtu8hGw+UB1KyduXKlURERHD8+HHq1q1LnTp1OHHiBLVr166gLN6JY8eOUb9+ferXF4wr33zzTerXr8+HH34IwNKlS2ncuDGDBw8mLCyML7/8ks8++4yXX375vp/Xw8DTQcW0AXWo5maZi3uHBR2wIlxoFVLiMwr446VmzH2hIW92qoHnjeiOOr4OeDoo+apfnQplbp+u602ET3nuvL1KyqIRjTGaTIiAABc7/JzVFQQPnd7A9axC4jMKSM21rHyiVcrwc1YT4GKHo1qOkcojc0y3hqXc0hbqHHrbsrLW8NP68fFTHyMVlet+IkQ8H/o82bpsEgsSAXBRujC742w87B5+5Y7bvg7W/uA27g85CWBXBSI9HAME/5GSexMDYlLzcVbLqkTlljLctEoSMm1la23cHmvfi10jPNkVlcrBG9VbpGIRPWp7MaVPBEaTic+eiaCWl5b8Yj1pWUq+aDEVudgyuq97UHfsFfZEZkZWGP+3yN/49KlPicmOwVXlSpdAy7RLuVjOpGaTWBG9oqKYYuVrXCIW4e2oIsjVDm9H1b8SPMqQSSTmMT0dVLYHDRs2qjBSqZSFCxeyaNEic8TE//3f/5kLS5QxYMAARo0aRY0aNfj0009p1KiR2Wdx6dKliMVifv75Z2rXrk2tWrVYsGABCQkJ7Nq1C4ApU6bw1ltvMWHCBGrUqEHjxo15/fXXrc7pTuPl5uaSk5NDz549qVatGrVq1WLYsGH4+9991LYNG/fKA7nLfeedd3jvvff45JNPLLZPnjyZd999lwEDBtz1WG3btr3tw56npycLFiz4x3OtCgS7aVj4YhMSs4u4nJZPoIsGhUzMooPWw8C6hHty5hZ/Dn9nNVP6RLBgfzwztl3CaIJ6vg7MeK4eRpOJqOQ83vvzHK93rM78YY1IyCykoMRANTcNR+IyeH3ZSWY+W5/solIkYhGT/zrPucRc6vs78snTEdT00iC/KTQ2OaeIH3bEsPz4NXR6IwEuaj7sGUbjQGfsrZSZbODewOq5HE05ypsN36w02qN7UHficuKo5ljtbl9OADRyDd0Cu9HYszFRmVGUGkoJcw1DKVGSVpTG5y0/x9POEz+tH552Dz9P0UHhQNegrqyNXWu1vUdwj/94Rk8IJhPkXIPgdg97JnfG0Q8wQcYl8Kp717vFpObjXUVSW8pw1yrYHZWKyWSyPbA9wdjLHajmWI3Y7NgKbWKRGEdJILuj02jk78jzTfzZdiGVrhGevL3iNCBUMZs1qB7bL6QyceVpikuN+DmreLVtdS4m5zF43knmDa3Dyl6rOJN+imxdNkEOQRxLPsanhz41H6uRRyOWRS0D4GDSQUqMJfzc6RcuZyXTJ3ggL4aP4nz6RVQSDdWdffn2+DccSqroF9Kneh+LErY2bNiwcTf069ePHj16sHfvXg4ePMjmzZv5+uuv+fnnnxk+fDhABUPT5s2bc+rUKQCOHz9OTEwMWq3Wok9xcTGxsbGkpqaSmJhIhw4d7mo+dxqvc+fODB8+nC5dutCpUyc6duzIwIED8fKqGt5iNqomD0T0SE5OZujQoRW2DxkyhKlTpz6IQz72+Dmr8XNW0zRYCHtNzyvmmXrerD6VaNHPSS3jhWYBpOXrkIhFGG7kqnzYK4y3lp8mLV9n7nvqWg5D5x9h3rCGTPs7ioISA8euZDJvaCO+3xGDWCwiKacYg9GEXCLGyU7OWytOk1usp3WIK+E+DhyNy6Tf7ANsGN+SEA/hyy0tr5iXfz/BqavZ5mNdyShk5KJj/DysER1rVYyacFG5MKbOGOacmWOxPa8kjzCXMHoG9zSX7juUdIjkgmQ87Txp7t0cLzsvNHKN1ddNpxfOVyGtGO6nkqnwk/nhp7WsXuBh50GEa8VSgA8TlVTFy3VeZt/1fRWqCXQN7Iqv9r8vnftEUJAO+uKqkd7icON9nBZ9z6JHkGvlVR0eRdy1Cor1RtLydbhrK/cisvF44611Y1LTj3hp68gKvh4jw8ax4kg2q4/H8NvIJkT4ONA82BmxSERxqRBh8XnfCObsucz567m0D3XFQS0mOrmY/606y6e9I6jt48DcPVeZO6QhES71eGfvm8Rmx2IwlZtw9wzqSWRGJDpD+bU1rySfq2lSPlllQi3PJy0vg2BXZz7sFUZ0YhoFJRWjlALsA+ge3B2x6IEE4NqwYeMxR6lU0qlTJzp16sSHH37IqFGjmDx5sln0sEbZooHRaKRhw4YsXry4Qh83N7cK3ol34k7jASxYsIDx48ezefNmli1bxgcffMDWrVtp1qzZPR3Lho275YGIHm3btmXv3r1Ur17dYvu+ffto1arVgzjkE0OBTk9KbjHHr2TRKdyDliFurDh+ldwiPR1qudOupjuzd8cQ4eXAX6+2YOGBeEr0BmJT8y0EjzJKDEaWHL5K73o+LDmSgE5v5M8T12hWzYVVJ8rNMSN87EnKLmJw0wAcVDL+Pp9Mid7IC80DcLaTM39fHB/2DEOtkHI1s8hC8LiZT9dHUsfXocKDilauZUjYEJp4NmHB+QWkFqbS2LMxg0MHo5Aq6OjfkVUxqxAhYly9cXjbeaOSqnBWOVuNxEgrTONC5gWWRy3HhIkBNQYQ7hJ+W2O5Rx0/ez+WdF/Cusvr2HZlGxq5hqFhQ6njVqdKVG6pkuRcFf6tCkamcjtQu0B61F3vYjCaiM8o4Klqrg9wYvcfd/uysrWFNtHjCSfMpRZLe6zgj4uLOZ1+CneVJz0DBnP2spLVxwWz70/WRfLH6GbMeK4+KTnFNApwYlz76sgkYmp5y3m5kzvbr68mQ5dCm8ZNeK1zS+ZsT2RKn3Cc7RREJucRlWxgWutprIpZzcHEA9gr7BkcOoRqDiHsTzxAuEs4IpGIDj69aerRnIQ0GTU8NOQW6ekU5kHbGm58sOY8STlFfDHgffqGRLE6ZgV6o57e1XvT3r/9IxFVaMOGjceDsLAwC2PRQ4cOWSxIHzp0yGwd0KBBA5YtW4a7uzv29vZWxwsMDGT79u20a3fnyNe7GQ8w2xe89957NG/enCVLlthEDxsPjAciejz99NO8++67HD9+3PzmPXToECtWrODjjz9m7dq1Fn1t3B3FpQauZBQwceUZzifmAuDrpKJLuCc1PTR0rOWOnVLGV/3qoJRJUMulTOkTQWGJnjeXna503ONXMhnfIeSm37MY2jwQKBc93u0aSnZhCQcvZ7A1MsW8fVd0GqGeWt7pWpM8nR61QsrxK1lUxpWMQgp0BtBWbHNUONLEqwnhruGUGErQyDRk67J5e9fbnEg7Ye63+9pumns1Z0qLKbhb8VpIK0zjf3v/Z1GWds+1PTTyaMRXrb/CXV0FHmArwUfrw+jao3mu5nNIxBK0cisvpI37R5noURUiPQDsfSE9+q67X8sqpNRgwtuxagkH7lohcishs5CGATbB70lGJVMQ4hxMXfVQNHY9yCww8cHSDLIKy69Dl1LzKSw14O+sxl2r4MNeYXy87jwvtvDG1+8Cb+z72tz3YOJB7OUL+KLTHBxUMmZuj2bHhTSWjavBS1tHEeIUQhu/NhSWFvLFkc/pHtibjt79MbnXJjFHx+o9+UxNjWTzhFbU9XVAJpVw7loOCw/Em6umTVh8mXHtavFjxx8xmUw4KBxsaVo2bNj4R2RkZDBgwABGjBhBnTp10Gq1HDt2jK+//prevXub+61YsYJGjRrRsmVLFi9ezJEjR5g/fz4AgwcPZurUqfTu3ZtPPvkEX19fEhISWLVqFRMnTsTX15ePPvqIl19+GXd3d7p160ZeXh779+/ntddeqzCnO41XWlrK3Llzefrpp/H29iYqKoro6GirWQI2bNwvHojoMXbsWAB+/PFHfvzxR6ttIIRVGQwGbNwdWYU6tkSmmAUPgGtZRczfFwfAguGNaRfqjkJa7q2hlEmQiUV4OFh3cwZwtpOTV6y/5fdSALwdlEx+OpwwLy17YywFjzIuJudx8ko2DfwdAXCzr/xYCqkYmeT2N3d2MjvsZEK4/YHEAxaCRxkHkw5yOv00new6VWg7lnLMQvC4efvR5KNV3v9CIpbgqHR82NN4Msi+ClIlKCpfqXiksPe+J9HjcloBUHXK1ZahlElwVMu4kmGr4GJDoEAHs7ZWLOMOgneH9Ib7d16xnqmbo0jMLibI08T7m6dV6J9bksuCqG/5X4MvWHn8Ol/1D2XOmR9JLkwmuTCZvdf3mvsuiJxLl8AurD6WxfGEbGp4aFj2UjPslFJWnUwkLa9ihCUIZd4dFA5W22zYsGHjbtFoNDRt2pTp06cTGxtLaWkpfn5+jB49mv/7v/8z9/v4449ZunQpY8eOxdPTk8WLFxMWFgaAWq1mz549vPvuu/Tt25e8vDx8fHzo0KGDOVJj2LBhFBcXM336dN5++21cXV3p37+/1TndabyioiIuXrzIokWLyMjIMJe/HTNmzIN/wWw8sTwQ0cNorLwSh41/TmpeCevPWL+pA/j1YDzNqzmjlFn+WSUSMS80C2TZ0WtW9xvQyI8/bypHO7R5AJ72SjqPa4FUIsbfSYVMKmHd6USr+wP8dTqRoU8FANDA3wm5REyJoeL74Jn6PrhqKhdFbia7OJs/Lv5RafuSC0to7tXcws8jV5d7233+uPgHrXxaYV9VHmJtPFxyrgmpLVVlFdbBFy7vAKMR7iIHNzYtH4VU8OuparhrFSTYytbauEGL6q5IxSL0VmquD2rih6tGeI9nF5awLzYdf2c1F7LOWC1HC3As5Sg5JYIheG1/KV9u3lLpsXde3cnsIcPILdbjqJbhqlFgNJoY1TKILzZdtLrP03W97/UUbdiwYaMCCoWCL774gi+++OK2/by9vdmypfLvMU9PTxYtWlRpO8CYMWMqFSZuLTpxu/Hs7e1ZvXr1bY9lw8b95oHXKCwuLkaprFqh048qJpOJUitCQhklBiP5xfoKogeAn5OK97vX4rONFyy2dwn3QKOQcjE5D4Bedbwo0BkYtuAoM5+tx7g/TrLqlacI97E3m79ZPbbeSNm9plKZz5aJ4eQW69l2rpCf91yjsMRAuLc9EzqEoJSVR6JQlA0l+SASCykEkvLKLiaTidG1R6M36TmTdoa/Yv8iR1delabUWEpeSR7F+mJc1YIngQkTpcbS27xGJRhNRowmI+lF6RhNRuQSebknRmkRFN4wClU5Cj4JNp5ccq5CVfKBsfcBvU6Yt1PAHbvHphXg7ahCXFVEnZtw1yptkR5POEWlerILhIpiCkURG96szemEXFYcyeZofDYA9f0dGd06GPmNCEiJxMDMwUE4KBUk6I4B0MSzCT2Ce6CRaYjLiWPlpZUkFyRjMC/gmNCb9FZmIJhMBzkEYJRko7UTYXdDUBeLRTxT34eDlzPYFZVm7i8SwbT+dfCwl5BckAyAvdwetezeyq4/0ujyoTgHRIDKBWT3+R4wLxmMepDIq4bfkg0bNmzYeOg8ENHDYDDw+eef89NPP5GSkkJ0dDTBwcFMmjSJwMBARo4c+SAO+9jjplHQrqY7Cw/EW21vV9OdSX+dZ2jzAGr7OKBRCgJCep6OTeeSSc4pZsHwxpxPzEUsElbGxCLYEZXKq+2qU8/PkTPXsvl43Xnahbpz9IY3xw87Y/ju+foMaOTLzqhUq8fuVdcLmayIC5lxLDi7gG0J2zBhooN/B1ZPeAVdkQueDspy08HSYki7AFs+gCv7hfSBRiOhyWiw9ya5IJmF5xey6tIqdAYdTb2a8kXLL5h3dh4nU08C0MavDW/seoOckhxerfsqLXxa4KhwpFdwL86ln7M+z+Be6E16llxYwi/nfiGtKI0aTjV4u9Hb1Fb7oNn5JZxfCUYD1Hoa2r0PLtWqzkq/jftLdgJoq1AJNXsf4d+MmLsSPS6n5eNpXzVFaQ97Bbuj0+7c0cZjyZWMAmZtv4RaoadJrXwWXfyeqKwoXFWuvPDUcN7r1Q6TXou/swq3G9ed6/nX+TlyPusvr8NkMjG742y+avUV0VnRzDwxk8ziTMJcwnir4VtcyLiAvVwQMBLSTTT1bMbhZMsys4H2gfyvyf9YG7OWDw68hwgRXQO78krdV/Cz98PdXsk3A+pyPbuIg7EZ2CtltAxxBWkm0058yYbLGzCajLTza8drDV4jwD6galdvMRogIxa2fwzRm0AsgzrPQau3wMn/349fkA5Rm2D3V4Kw61oDOn4E/k+B2lbq14YNGzZsVM4Dubp+9tlnLFy4kK+//hq5vDxsunbt2vz8888P4pBPBA5qGc/U9zGb+N1MiLuGmp5aolPyGTTvMIfihGiF3KJSvt0WzaS/zjF/fxwjFx1l/ZlENp5LQiKCHRdSycgr4UhcBuOWnOC7HTHU9XXgzY41uJyaj0gE8RkFFJYYaBbswqiWQfg7W65IuWrkDG/pzfX8a7yy9RU2xW+i1FiK3qjn7/i/Gbl1GM4O+ZZVFlIj4ecOEL8PTCZhVWjft7B0MCm5V3lpy0ssvrCYIn0RRpORg4kHeX3n67xU5yXsZHb4a/0Jsg/ifMZ5ruVd471977Esahk6g472/u2tlnD10fjQIaAD049P56ujX5FWJDwwRWdF89LWl9ifeABTRpSwUm7Uw/lVwhyz4u/fH9FG1aIsvaWqoHEHsRQyL99V98vpBXg5VE3Rw12rJD2/hMIS6yvwNh5frmUV0n/2QRJzimgQmsb/HXyNqCyhalF6UTrTT05jRexsqnuKzYJHckEyIzaPYOWlFRQbitEZdRTpi1h3eR3zz803lwKPzIhk4p6J1HOvh4edM40DnfhqQzwT6r+FUlL+WREh4t0m7/K/vf9jY/xG9EY9pcZS1l1ex5BNQ7ieLxiBu2gU1PF1ZEybagxq6o9UnsOLfw9ndcxqSowl6E16tiZsZfCGwVzPu06VJisefm4PF9cLAoi+GE4shIXdhO/Sf4MuD/bPgLXjyg2m06Nh6fPCtdpQeYSnDRtPOiaTiT59+jzsadiw8VB5IJEev/76K3PnzqVDhw68/PLL5u116tTh4kXr+a02KlKg05OYU8RfJ69zPbuYTmEe1PNz4PdRTfnjcAJbIlOQSkQMaOjLU9VdWX70KoOa+OHnrGbO7lhq+zhQqNOz5HCCeUyjCeLSC/igRy2S83RczylCJhEzulUwWQUlVHPXcDE5jzl7LlPb14GRrYIo0OnJzC/hr1PXSS8o4fWOIWgVUmZuv0Tzai4MbR6IRJrL9pjtZBRnVDiPHF0Of0b/yav1X0UqlkJhFmx+T7gpupWiTM6lnyMuN65CU4mxhGVRy5jcfDIqqYrJByZbtM89M5eewT3x1fryS5df+CvmL/6K+QsTJp6u9jTPVH+GIn0Ra2PXVhgb4Ktzc6nX9CU8rh0r31icDccWQIdJFqk3Np4ASgqhKBPsqlA5V7FEiEzJiL1j17ziUtLydHhWUdGjbN4JmYWEeto8ep4UjEYTG84kMbJlEC1ryZiw5wOr/dbHrWd0ndFms9BDSYdILCj3pZKL5RhMBvZd32d1/2nHpjGj9Tze6FSD89dz2HSimN+6LmVR5C8cSTlEG582HE8+TrYuu8K+mcWZbIjdwMjaI0nPLyUyKZcNp5MI89Iicz5ISmFFQ/C80jwWnf+dYaGv4mKnRi1/4NnH9xd9MRz8QRAnbiXnGsRsh4bD/vn4BenC+NbY9hGEdAZHv38+vg0bNmzYeKx5IFfV69evU7169QrbjUYjpaU2Nf5uKCzRs+FsEu+sPGPetvrkdXydVCwd3Yw3OobQt4EPxaUGvtkazbQt5RUb3LUKpg2oS4FOb67OcDNf9qvDiqNXOXC5XKBYfDiBZxv7UlBi4JP1kebtSTlFNPB3ovOMPeZta05ex99ZzW8jm+DtqEQmkXAxM8FqxZQydl3bxdDwoTgpnQQPj6uHrPYzedVj89XtlY5zOOkw/UL6MX7HeExYmiaVGkvJLM7EV+uLl50Xo2uPpn+N/mACJ6UTErGEv+P+rnTstKI08pT2eNzaEL0RnnoNNFXI28HGvyf3xqqrlbLIjzT2XkJ6yx2ITxf8MLwcqlblljI8bqTlxKfbRI8niTydHg97BZvOpRDgJSG10HrKJcDFrIsEOwZTrC/m73jL735frS/RWZVXOkrIS0BnLOT5eSep6+tA99peiErceKfhe+Tr8xGJjLy+a3yl+29P2E7PoH6MWnCeyCRBCBjWwpOEgm2V7rM/aQ9uhm74OXjQPtTd0v/qUacoGy5VbpLI+dVQu/8/98nKuQqVmM6iyxUEapvoYcOGDRs2KuGBpLeEh4ezd+/eCttXrFhB/fr1H8QhHxtKDAauZxVyMSkPB5WML/rWprp7eXWSa1lFTN0ShUwiRimXEJWSz4gWQfzwfAPmvNCQLuGepObpmLMnFplEhEZhqWtF+NiTkltsFjz8ndV80jucuS80pHWIO02CnOlXX/AFaODnyMiWwXy49nyFeSZkFjJr+yWzU75cLEcj01ToV4ZGphGiPEAwLa3EtE2kL8JZ7ljpOFq5lpTClAqCRxlySXk6lUQswVXliqvaFYlYuHm8udKLNWRiKzeZCnuQSMGgF1asEk9B0mnITRSqZNh4PCkLobarYmKX1gsy7xzpcTk9H6DKprfYK6WoZBKuZFQUdm08vsjFIowm+Pt8cvk1pRK0Mi0AJXrM/hxl6Aw6c2l0a4hFYlRSOcGudjzX3JFqPnmklsaQXZpFUbECvV5+2+uJRq7hzLU8s+ABUFQCdjfmVNl8C0tMTFh6stJSt48sIgkoKj83VI6Cx8c/RaYWxm89EQYthQGLhH+bvSJEYUqqXgUqGzZs2LDx3/FAIj0mT57MCy+8wPXr1zEajaxatYqoqCh+/fVX1q9f/yAO+ViQU1TC5nPJfLr+Avk6IU/dx1HFpJ5hzNt7meM3jEU3nEni/W6h5BXrmb8vjrh04aZfKRMzqlUwYd41mL41Gp3ehJ+LGq1CSt6N8bqEe7LqhJBbG+qp5Z2uoXyy7jzxN6ogqGQSxratxoxn66KWS9l+IQWTdX2BtacTeaNTDXydpGjlWnoE9+Bg0kGrfYeGDUUrv3FDZOcKDYbC4Z8qdozbwzOdJrEkepnVcfpW74un2tNqm6edZ3kVlkoIcghCJVVRpC+q0NbIvQGOV49V3Kn5OOFmLXoTrH0NioS/Axp3eGYu+De//+70Nh4+OdcAEahdHvZM7g2tN1zcIIh0ksq/4uPSC3BUybBTVLEw+huIRCI8HZTm7y4bTwZGYNUJIQrrVHwpjTwacyzlaIV+KqmKao7VSMou4rMNkTzTvB8b4zaa26/nX8dP64dULEVvrOgL09qnDXKRHe/31TD15Ntmjw61VM3IsNcw5Najb/DzHE85bnWeQ2oN5atVCRbbtkdmMnngAHZf22l1n+4Bz7Jkey6lBhNnr+fg51yFKrpo3KDZWMFzwxpNxoD0XwgTWm9B6Ng/A/ZMFbaJRILh+HNLqt73tA0bNmzY+E95IJEevXr1YtmyZWzcuBGRSMSHH37IhQsXWLduHZ06dXoQh3wsOHc9l3f/PGsWPACuZxfx+rKTvNa+PF1IbzRRUGpg+C9HzIIHQHGpke93xOCokhHqqSU5pxipCH4c0oD3u9fi82ciaB7kzIiWQXz+TART+9fh9aUnLR4aikoNzN4di5+zHT/tjiVfJ/huKGViBjT05bM+EUzqWYvGgU6UGkzmQAcXlQsRrhF0Dexa4bw6B3SmvsdNET5SBTw1HtzDK74InT/HW+3Jq/VepZFHI95p/A4fNPuAXsG9aOjekJrONYnPjaeVTyuL3dRSNdPbTsddfftUBHeVOzPazqiwQuimcuOjeuNxOHKL0W6tpyGwlZAusPyFcsEDID8VFvf790anep0QNZKXDAYrPif/hNLi8jGteafYuDM514Qb6arm5aL1Eox4yyJVKiE+vaDK+nmU4a5VWHwH2ng8yCkqJTmnmMyCkgpteqPJbF67+GAaI0InVvjel4qkTG87HZXYkYkrz7DxXDKeKl/6Vxts0W9p1FImN5tcoWKKt503o8NfxyAq5L2DY82CB0ChvpDvznyFp0cyoU4RtPftUmGOnfy6E+IQzqDmjnw1MIAv+1fn64GBvNrRnZJCV3oF9a+wz1NerdEYaxGdIkRg5RVXwVTgkE5Q3co9XtOXwa3GvxtbIhOqtmQnQNv3oNdMaPEGJByCsyuE1JfMy5B9++89GzZs2LDxZPLAlvi6dOlCly4VbwZsWCe7sIRpf0dZbSsuNXL4ciZNgpw5EpfJV30jOByXSW6x9aoFv+yPY2zbasRnFOBur+BiUh7rzyQyoWMNdl9K59DlDP6vey2OJ2RZHaNbhCcL9sURnZLPqFbB1PZxYGKXmiw/dpVpW6KwU0h5pr4Pr7arjkYppIOIRWIC7AOY0GACA2sOZPuV7Zgw0TWoK/5af1xUt6zCOPjAkD+FKi5RGwXfhPA+YO9DQWke7f3aIxFJ+D3yd4r0RbTybcW7Td5lyqEpXMu/xq/dfqVTSifOpZ+jlkstmnk1w8vuzqVFpRIpjTwb8Vfvv9h9bTfxOfE08WxCHbc6eEmUMGQ1nFspiA8RfcE5UAir3fsNVkNejAY4Mg+6fvHPVrGy4uHA9xC5RgjPbTAU6r8gvD7/BJMJsuJg30yIWg9SpVAKuO5zYO/9z8Z8Usm5VrVMTMso+ztnxoJzUKXdYtMKzL4YVRUvByWHLmc+7GnYuE/kF5dyMTmPaVuiuJCUh6+Titc7htAowBknO+H7VauQ0q22FycSsskuLOXvU3p+bLeA06lnOJt5HE+VH+382+Ku8iAj38i+mHRah7iy8lgWCkVnprfswuHUHeiNOjoHdiY3z57vWv3BifR9ZBQnEebUGK0oiDnbs2haL9JqVCDAkktzGFb6OaGyF+jeYiCHU7YjEolp7tEBV5ULf8dv5s/rS8gryaOxZ2MG1BjA8qjlBMnCGVB9KM+F9mdd7EZKjaU0cW9PUpqa91bEm8ev71cFS7BqPaHPj5AZJ1RUkSohoh84+IL69lGYd6QwHaq1E8pyH50P2VfALRS6fQWXd0FaFKwYBhoPITozuB04VqziZsOGDRs2nkweiOhhMpk4fvw48fHxiEQigoODqVevHiKR6EEc7rGguNRAbFp+pe2xafl4O6hoX9MdF42SrRcqur+XcSWjkHBvB95afhofRxWfbbzAzOfq8dWmi8Sk5bNgeGMW7I9HIbMe6OPjpGLL+RTydXrS84t5v0ctRiw8SmGJEDGQVVjKdztiaBzoxA+DG5j3k4ql+Gp98dX60tiz8Z1P2t5L+KnewbwpKT+Jk6kn+TXyV85nlHuJrI1dy/aE7XzT5hve2PUGIkQ8E/IMz4Q8c+fj3IJcIsff3p8Xwl6o2KhyAu96lttyrgviTGUkn4bSwnsXPbLiYV57KLyp4s2uL+DcnzB0jXBzd69kxcHcdkLVmTK2fyyYyD2/XHi9bdwd2VdBXQVFDzs3oYpLZsUKSGWYTCbi0wsI967aBqCeDiqSc4spLNFXvWoXNiwwGk3sjk7n1SUnzNtyikoZ/etx3uwUwsiWwdgppIjFIrpHeDJ/bxyOahkN/J3o+s1p/J3tCHLtxtnCUqauuMCIFkUMaCQ89Po4qYhNzWfPpXQUe8Q0DGhBoIuaWIk9H6w5j0gE9f3CsVfVY2dqPteyLtO9tidn089UNl0uZ19GITfy1cZraBRS6vu3ByBQqmRJ5uccTSk36956ZSt7ru3h27bf8v6+9zmcsouprb+hl99ovtkSxapt2eQWlV8Hnq7rjZuV0vRVAo278OPf9P6OW1osREWufa18W8JB4af7VEAkRGIWZQkpNvUGC1XXtLZr3qPGRx99xJo1azh16tRd9Y+PjycoKIiTJ09Sr149du3aRbt27cjKysLR0fGBzvVRYPjw4WRnZ7NmzZp/NU5JSQlhYWEsWrSIFi1a3J/JVQHatm1LvXr1mDFjBgCBgYG8/vrrvP766//ZHO71mLd+Ru7Xe+Bm3n77bUpKSpg1a9Z9G/NR576nt+zcuZNq1arRtGlTBg4cyIABA2jUqBEhISHs2bPnzgM8ocilEvxdKs/f9XdR46qR8173UL7bcYmA2+T6+jiqSMopIiolD6PJRJCrHdmFpUSl5NEh1J0tkSlcSs0j0MW6iVtyjo6AG21xaYUs3B9nFjxu5mh8FjGplQs194rJZOJg4kGKDcUWgkcZBaUFrIlZQ59qfSwMSx84JsNtV8xxC63UmLVS9CVChMjNgkcZ6dEQv//exgMoLRIiPG4WPMpIPgOJJ+99zCeZ3GtVz8QUBMFD43nbtKuMghLydPoqn95SZsJaVonGRtUlJbeYD/86Z7Vt1vYYMvLLjT19nNSseLk573UL5dut0ZhMgti/KyqNU1ezAfhlfzxikQixCJJyivG/cU3T6Y0ciM1g8/kUVDeEMpMJTiRksysqjWtZQmRHTmEpoU5hlc7X394fe6Xw/svX6dl7KZ3T17Jxccq3EDzK0Bl0/Bb5G32q9+FM+mmu5sdT3U3D+A41qOGhRSYR4eOo4pPe4UzqGWaObLFxA7kaDn5vvW3XF6C+JTLm1GIosHJ9tXHfOXDgABKJhK5dK6Y3PwieeuopkpKScHBw+MdjLFy4EJFIZP7x8vJi4MCBxMVVvljwsJg5cyYLFy781+PMnTuXgIAAC8Hj5tdAq9XSqFEjVq1a9a+P9Shz9OhRXnrppYc9jXvifr0Hbuadd95hwYIFj+R7/kFxX0WPmJgYevbsSWBgIKtWreLChQtERkayYsUKfH196d69O5cvX76fh3xscLaT81anmlbb5BIxzzX247UOIRSVGDh9LYcanlrUcuvl7F5sEcjM7ZdoV9ONo/GZNAxwYnd0GgANA5zYFZXKhaQ8QisZY+PZJEa0CASgnr8j2y9WXhLwr1OJ93imlZNbksuVvCscSrJezhZgz7U9dA3qipvqP3wYTbsE9YdabxOJofGoe4/yKMqEyL8qbz/9B5Tc44NcURZcXFt5+6nFgteDjTtjMgnpLVW1TLHGU8hvr4T4Gz4YVbVcbRlloofN16Pqk1VUSoYVDw8QfDyuZFp+H/o5q/FyUJpFCmtcTMqjc5gHey+l07GWO1JxebRpZkEJUrEI90oiKsK8HWji0RqFxHr7oJCXcFZZpmyEeztwIq1i5boyDicdprZrbQA2XN6AWiGlYYATPw9txJ6J7Vg99ileaBZQdaM8HiR5SWCoxOekMFNIf7mVq5XfSzyOGIwmDsZm8Nep6xyMzcBgrMSF/j7zyy+/8Nprr7Fv3z4SEhLuvMO/RC6X4+np+a+jx+3t7UlKSiIxMZElS5Zw6tQpnn76aQz3y1vtPuHg4HBfIlq+++47Ro0aVWH7ggULSEpK4ujRo9StW5cBAwZw8KD1ogSPA25ubqjVVcgkmvv3HrgZd3d3OnfuzE8/WSkq8ZhyX0WPGTNm0KxZM3bs2EHv3r2pWbMmoaGh9O3bl507d9K0aVOmT59+Pw/5WFHf35EPetRCIS3/s7jYyfl1ZBP8XdQ4qGRw4zt+5rZLzHyuHp435eTLJCJeaROMCXBQyni/ey3q+znxdF1vRrcKYkhTf0yAUiYIHbO2C2N42CssxnixRSCleiOf9A7HZDKhlFoXVwA0isrb7hWJSIJEJKn0JhNAKVXirnY3l6AFyCvJIyE3gejMaBLzEymt7MboZopzhYfClHOCMZr+NuUBxRKI2Sb4dtxcolDpIJipKf5BioBIfPuKLzKVcNx7HVN6m4dYuYYH5F38+FGQDoaSqhnpAUJu/W3K1paJBDd/9qsiWqUMrVJKXPr9iziz8XC4WZCwxs3XRfM+ktt/n6kVEib3CqO+vyMLD8Tzdf86OKnLjYm/3xHDnBcaEuRaHvUoFkHvet48Vc2FvZEGPmv2HS7Kck8quVjOyLBXcZXUpFRvZMXLzflpSEO6RXiiNxhRSir/DpaJZRhMwgNVWbncUkMphcZ08oxXKSaV/BLbe9kqt7u2gfVFgtuUJH7c2HwuiZZf7WDQvENMWHqKQfMO0fKrHWw+l/RAj1tQUMDy5ct55ZVX6Nmzp9XV6C+//BIPDw+0Wi0jR46kuLi4Qp8FCxZQq1YtlEoloaGh/Pjjj5Uec9euXYhEIrKzs83bDhw4QOvWrVGpVPj5+TF+/HgKCm4vhotEIjw9PfHy8qJdu3ZMnjyZc+fOERMTA8C6deto2LAhSqWS4OBgPv74Y/R6vcX+P//8M8888wxqtZqQkBDWrrVceFq7di0hISGoVCratWvHokWLLOb+0UcfUa9ePYt9ZsyYQWBgoPn34cOH06dPH/Pvbdu2Zfz48bzzzjs4Ozvj6enJRx99dNtzPXHiBDExMfTo0aNCm6OjI56enoSGhvLTTz+hVCpZu3Yte/bsQSaTkZycbNH/rbfeonXr1ubf582bh5+fH2q1mmeeeYZvv/22wgP67NmzqVatGnK5nJo1a/Lbb79ZtH/00Uf4+/ujUCjw9vZm/Pjx5jadTsc777yDn58fCoWCkJAQ5s+fb26PjIyke/fuaDQaPDw8eOGFF0hPtyKC3iAwMNCc6nKnY99KbGwsvXv3xsPDA41GQ+PGjdm2bZtFn9TUVHr16oVKpSIoKIjFixdXGCcnJ4eXXnoJd3d37O3tad++PadPn670uLe+BzZv3kzLli1xdHTExcWFnj17Ehtrec93/fp1nn32WZycnHBxcaF3797Ex8db9Hn66af5448/Kj3u48Z9TYLetWsXX3zxhdU2kUjE66+/znvvvXc/D/lY4aiWM6RZAF3CPUnL0yGTiHDVKPCwVyK+cUOolktw1yo4ez2HrzZH8WbnGjiqZJTojWiUUvyd1cRnFFLP15ElRxNYfCgBnd6IRCyiS7gHXSI8MRh9mPp3FKev5fD15ije6lzTPEZ1Dw3+zmq2X0hl87lkXu8YQr+Gviw8EG91zj3reFOqNyKzckN6r2jkGmq71qbUWMqamDVW+/QL6YenXXnJ2sT8RD4/9Dl7ru/BhAm1VM2o2qPoV6Nf5eVrc67BpnchaoOwoi9TC9Vkmoyy/pDrEiy4w/s3hz6zARMgEtJeordCzW73frJ2bkKEyKZ3rbc3GSNUubnXMRu+CDunWG9vNALENtHjrsgVyjpXadEjdrvw/rayGhaXXoCrRo7iNoJmVcHLQUlsmi3So6rjpJZTzc3O6t9So5Di41jxoddJLae+vyMnE7IrtMklYkI97fFyVPPT4AZczy4mp7CExaObkVVQQk5RKVKxiD+OJDBtQB2MJkjJKcbfRc22CymM/+MEXw+oy4wNSUxo9wMadTGlphLUYmcc5M78uDOe7RcuYDQJpd5Htgzirc410UtcWXRxjtVz7BzYmT3XhDTfXtV6kVmcyepLq5l7Zi6F+kJEiGjl04r3m72Pt8ZmPG2Bvbew0FCcU7HNORhyr1tuE0vBt+F/M7eHzOZzSbzy+wlujetIzinmld9PMHtIA7pGPBhvk2XLllGzZk1q1qzJkCFDeO2115g0aZI5CmP58uVMnjyZH374gVatWvHbb78xa9YsgoODzWPMmzePyZMn8/3331O/fn1OnjzJ6NGjsbOzY9iwYXecw9mzZ+nSpQuffvop8+fPJy0tjXHjxjFu3DgWLFhw1+eiUgnfMaWlpfz9998MGTKEWbNm0apVK2JjY80pEZMnTzbv8/HHH/P1118zdepUvvvuOwYPHsyVK1dwdnYmPj6e/v37M2HCBEaNGsXJkyd5++2373o+t2PRokW8+eabHD58mIMHDzJ8+HBatGhRaYXMPXv2UKNGDeztb79IJ5PJkEqllJaW0rp1a4KDg/ntt9+YOHEiAHq9nt9//50vv/wSgP379/Pyyy/z1Vdf8fTTT7Nt2zYmTZpkMebq1auZMGECM2bMoGPHjqxfv54XX3wRX19f2rVrx8qVK5k+fTpLly4lPDyc5ORkCwFg6NChHDx4kFmzZlG3bl3i4uLMokZSUhJt2rRh9OjRfPvttxQVFfHuu+8ycOBAduzYccfX8U7HvpX8/Hy6d+/OlClTUCqVLFq0iF69ehEVFYW/vz8gCBRXr15lx44dyOVyxo8fT2pqecS8yWSiR48eODs7s3HjRhwcHJgzZw4dOnQgOjoaZ+c7mz4XFBTw5ptvUrt2bQoKCvjwww955plnOHXqFGKxmMLCQtq1a0erVq3Ys2cPUqmUKVOm0LVrV86cOYNcLkSnN2nShKtXr3LlyhUCAgLueNyqzn0VPRISEqhdu3al7REREVy5cuV+HvKxQymT4Oesxq8Szw69wcSHvcJ4a/lpYlLzeWelYLSmlIqZNqAu17MK2Xg2CalYxNKj5aXbDEYTG88mk1NUytuda1LX14HT13K4dNMYT9f1omlwOEUlBur7O7Li2FUGzTvM/GGN2B2dViGEfHBTf7ZfSMFRLSPItTwCwmQykaXLQoQIB4VDhXKAtyPCNYJ91/fRp3qfCsJHNYdqDKw50FxuNr0wndd2vEZ0VrS5T6G+kFknZyGTyBhSa0iF0rTkp8KyFyCx3CyP0kLY/aVwk9Ty9YolSjWe0HeeULI2drvwEGkygUILL276Zw/GIhHU6g1nVsD1Y5ZttQeAe+W55JUilkD9wUIlmJRbcuMbDAOXavc+5pNKzg3RoyoamYJg3qcvhvwUQQC5hfiMAososaqMl4PqvnoL2Xg4uGkVzHiuPs/OOWjhISURi5g1qD7OdnLS83VIxSIc1cINm5OdnK/61mHAnIPkFJVH+IlEMG1gXXOaiEImIT6jgL/PJ7PxbLK5j8kEET72FOoMBLmLic3IYu3pdJoGuVNqNBGZmEttHyfeWBJv3ueDHh6sPSUsGpRRVGrg+50xSCUiBjd3Z2T4y8w/bxky7G3nTY/gHkzYMYFhYcPwsvNi/eX1zDgxw9zHhIk91/eQtD2JOZ3m4KauoqLrg0DrBf1/gSXPWqZpytTQ5TP4+33L/p0/A6mGxx2D0cTH6yIrCB5gXp7h43WRdArzRHKHaKp/wvz58xkyZAgAXbt2JT8/n+3bt9OxY0dAiFoYMWKEOa1iypQpbNu2zSLa49NPP+Wbb76hb9++AAQFBREZGcmcOXPuSvSYOnUqzz//vNkkMiQkhFmzZtGmTRtmz56NUnnna921a9eYOnUqvr6+1KhRg7Fjx/K///3PfPzg4GA+/fRT3nnnHQvRY/jw4QwaNAiAzz//nO+++44jR47QtWtXfvrpJ2rWrMnUqVMBqFmzJufOneOzzz6743zuRJ06dczzCAkJ4fvvv2f79u2Vih7x8fF4e99eSNXpdEydOpXc3Fw6dBAKDIwcOZIFCxaYRY8NGzZQWFjIwIEDASFlplu3bmYxp0aNGhw4cID169ebx502bRrDhw9n7NixALz55pscOnSIadOm0a5dOxISEvD09KRjx47IZDL8/f1p0qQJANHR0SxfvpytW7ea31M3C2azZ8+mQYMGfP755+Ztv/zyC35+fkRHR1Ojxu1LZd/u2NaoW7cudevWNf8+ZcoUVq9ezdq1axk3bhzR0dFs2rSJQ4cO0bSpYOY8f/58atWqZd5n586dnD17ltTUVBQKhfk1WrNmDStXrrwrv5F+/fpZ/D5//nzc3d2JjIwkIiKCpUuXIhaL+fnnn80C5IIFC3B0dGTXrl107twZAB8foWBCfHy8TfS4V/Lz82+bJ6VWqykstBnO/RvUCgl/HL7C3Bcasi8mg8vp+QS52tGquivz9l7m1XYhdA7zsHDAv5n9MRmMb29kQocQdHoja04lopCKGdzUH29HFZvPJbHkSAISkYgPe4UxsmUQG84m8WnvcJJzdfx9Phk7uZROYR5cTM7lux0xlBhMvNOlJlKJmOSCZHYk7ODPS39iMpnoU70PnQM7W0Rn3A43tRutfFtRy7kWHf07siluE0X6IroFd6O+W3087DzMfZMKkiwEj5uZd2YeXQK64KW5ZXUjN9FS8LB4cWYIpV0d/Sy3S+VQrT2MPQQnfxeMRgNbQq1e4OB/V+dlFXsveO53SDoDJ34VwncbjwDXkH8eYWDvDYNXwPUTcHoJyLVChIdLtapZfvVhkXNdKCGs/OdGaQ+VMqEjM86q6HE5rcDqynlVxNtRxbH4TEwmk61CWBUnzMueza+3ZtPZJI7EZ1LDXUP/hn4oZGJmbLvEtgsp2CtljGoVTJMgZ9y0CkI8NKx/rSXbL6SwLyYdfxc1zzXyx9dJZU7l1CplZOSXUMfHkS7hnmyLTKHEYKRNDTdCvcWk6M4z6dAi0ovSaeDeEDfn51n5SlN2XMigSaATPWp7svZ0IoUlBiK8Hfh0/QWr85+75zL9G/ryfOjztPFrzZ+XVpBTkkVb37b4aH3YfXU3C7ouwF/rT5G+iDlnrEeEXMq+RGJ+ok30uBmJFAJaCtfhU39A6nnwawy+TYXUzrqDhGu7xhNqdhUqlvk0BMfHO2LmSFwmSTkV00XKMCEY+R6Jy6R5NZdK+/0ToqKiOHLkiNn4UiqV8uyzz/LLL7+YH1AvXLjAyy+/bLFf8+bN2blzJwBpaWlcvXqVkSNHMnr0aHMfvV5/10alx48fJyYmxiKNwGQyYTQaiYuLs3jgvJmcnBw0Gg0mk4nCwkIaNGjAqlWrkMvlHD9+nKNHj1oIFAaDgeLiYgoLC83POnXq1DG329nZodVqzav6UVFRNG5sWcnwdg/U98LNxwXw8vKyiCa4laKiokrFn0GDBiGRSCgqKsLBwYFp06bRrZsQwTx8+HA++OADDh06RLNmzfjll18YOHAgdnZC6lhUVBTPPGNZRbFJkyYWoseFCxcqPMi3aNGCmTNnAjBgwABmzJhBcHAwXbt2pXv37vTq1QupVMqpU6eQSCS0adPG6tyPHz/Ozp070WgqCpyxsbF3FD1ud2xrFBQU8PHHH7N+/XoSExPR6/UUFRWZvWwuXLiAVCqlUaNG5n1CQ0Mt0n2OHz9Ofn4+Li6Wn8eioqIKKSqVERsby6RJkzh06BDp6ekYjUZAEHEiIiLMnwmtVmuxX3FxscUxyqKbnpRn8/te4y8yMrJC/lcZt8uxsnF3uGkU1PN3YvjCozQLdiHQWU1WQSlvrzjNgEZ+eDsqiUoupdRQuYFVid5I6xpuSCViOoV7IEZEWn4xwxcc5UJSnrnfwDmHaBTgxA/P12fu3sucvpZDgIsajULK9zsucSFZ6HssPovCEgNFxjRe3fYq0dnlQsTUY1NZEb2CeZ3n3bXw4apyxVXlSohTCE95P4VIJKoYsQEkFyTjq/HlWv61Cm25JbkU6q18iDNu84VSkg8ledbb5GpwqwmdPhHM1O7VuLQytF7CT/UOgPj+pJ/Yews/NboKN4O2lJZ7J+eqIDxV1YfoMqEjKw4Cmls0mUwm4jMKaBRw5xDKqoC3o5KCEgOpeTo8HpPolScViViEv7OaMW2q8WKLIORSMZfT8uk+ay+5ReWr+68uOUG3CE+m9InARaPAz1nN8BZBPN80AJlEZFX8ah/qzsA5BykxGGlV3RW1XEpKfjaxCX+zPKY8vzw+N571l9fxa7dfGd8hnBK9kZzCEpYfu4qng5KY1HyqudlRoDNQajDiqJaRnFNMQYmBwhIDBTo9vk5OuGucqOMaht5kQCGVozfqaeLZxBz5mJmdSY7OSqrGDS5lX6Kue91K259IZEphUaDjh0IFtPxkmHEjuti7gXCNzksSojkNJeDfQhBGHmNS8yoXPP5Jv3th/vz56PV682oxCNcXmUxGVlYWTk5Ot9lboOxhbd68eeaV8TIkkrtLvzQajYwZM8aqF0NZyoE1tFotJ06cQCwW4+HhYX6QLxvz448/Nkef3MzN4oFMZhkZLBKJzOdkTYg3mSzvzcVicYVtpaV39qW73XGt4erqytmzZ622TZ8+nY4dO2Jvb4+7u7tFm7u7O7169WLBggUEBwezceNGdu3aZXE+dzrHsvnd2qdsm5+fH1FRUWzdupVt27YxduxYpk6dyu7du80P5ZVhNBrp1asXX331VYU2L687p3Td7ti3vsYAEydO5O+//2batGlUr14dlUpF//79KSkpsTj32y3AGI1GvLy8LF7HMu7WrLRXr174+fkxb948vL29MRqNREREmOdhNBpp2LChVT8RN7dyMT0zM7PCtseZ+y56dOjQodI3vG0l7t+jkksZ0SKIQGc7RCJQyiXEpxfQvlYEYV5aopLz7njj72QnNxvASW88EO+9lGEheJRx7EoWF5LzuJiUR4SvnHZhMqJzzhHgL6GafThrT+RiNChQySRsjztgIXiUEZ8bz6a4TVRzrEaAfQAuShc08oqqrN6oJ7UwlUtZl0gtTKWWSy287LxwUVmqobm6XDKKM8jWZfNs6LNUd6jOhrgNrL9crizLxDLrhqj2t/kSFEtBegdHZ5Ho/gketx77fiN5AGM+KeRer7qpLQBSJaichUiPW0jJ1VFcaqzy5WrL8LlRgSYmNd8mejxGyKViCnR6vtkSbSF4lLHpXDIvtQ7GRaMgLU/HtaxCLiTl4u2oIsRdi5dDuRcWQKCrHUtGN+XbLdFsOpeMCVj8ShCjd/xWYewSYwmfHPqEnzr+hEpiT36JgWPxWYxu50GtwDyeUybio3Uh0CGQi+lxqCROZOdqmLox0RxdAsJDmwTh91uFe4VEgVwsp8RovWKNt93jHaHwr5HKhfwkiVwQOBJPVIzivDVq8zHEXXt333l32+9u0ev1/Prrr3zzzTfmUPky+vXrx+LFixk3bhy1atXi0KFDDB1aXgHv0KHyqjoeHh74+Phw+fJlBg8e/I/m0qBBA86fP0/16tXvaT+xWFzpPg0aNCAqKuqex7yZ0NBQNm7caLHt2DHLdGY3NzeSk5Mtno9OnTr1j49ZGfXr12f27NlWn8M8PT1ve56jRo3iueeew9fXl2rVqlmUvA0NDeXIkSMW/W89x1q1arFv3z6L98CBAwcsInBUKhVPP/00Tz/9NK+++iqhoaGcPXuW2rVrYzQa2b17tzl66GYaNGjAn3/+SWBgYKXRGXeismM3aNCgQt+9e/cyfPhwc3RLfn6+hTlorVq10Ov1HDt2zBzVExUVZWG626BBA5KTk5FKpRaGtXdLRkYGFy5cYM6cObRq1QqAffv2WfRp0KABy5YtMxulVsa5c+eQyWSEh4ff8zyqIvf1qehJqvX7MHHRKHiquiujfz1GZFKuebu9Sso3A+pxJC6DViGu7L1UMbImyNWuQom+vOJSlh2tvMzY3N2X+bBPACtifmfc3l/N20WIGB0+nu6BT1NkyGfVpcpre2+4vIF2fu0Yt30cr9V/jYE1B+KgKA9d1Bv1nEs/x8vbXqagtNw7pK5bXaa1mWaOEskqzmL+2fksilxk7iMWiRlTZwzPhz7PkotLAHi62tO4qqw8tDoFCpEVeVYczSP6V13jShv3l+yrYHd/Q4H/c7SekBVfYfPlG5VOHhfRw91eiVQiIiY1nxbVq7BQZaMCOUWl/H3eeuQowJbzybjbK4VrYaLltfD3kU2J8HawED6qu2v5/JkIJnatiVQs4nD65krHjsyIJLs4h31Xilh5PIGfhofww9nPmfn3AXMfhUTB5OaTWX15PmkFGcwfOQ1Xzd0ZULuqXOkT0oflUcsrtDkpnAhyDLqrcZ5oNO5Qbwgc/6Vim9pFiAp5zGkS5IyXg5LknGKrvh4ihO/6JkH3N7Jv/fr1ZGVlMXLkyAppKP3792f+/PmMGzeOCRMmMGzYMBo1akTLli1ZvHgx58+ft/Bl+Oijjxg/fjz29vZ069YNnU7HsWPHyMrK4s0337zjXN59912aNWvGq6++ajZAvXDhAlu3buW77777R+f34Ycf0rNnT/z8/BgwYABisZgzZ85w9uxZpkypxCz+FsaMGcO3337Lu+++y8iRIzl16pS5uk2Z8NC2bVvS0tL4+uuv6d+/P5s3b2bTpk13NBy9V9q1a0dBQQHnz58nIiLinvbt0qULDg4OTJkyhU8++cSi7bXXXqN169Z8++239OrVix07drBp0yYLYWXixIkMHDiQBg0a0KFDB9atW8eqVavMVU8WLlyIwWCgadOmqNVqfvvtN1QqFQEBAbi4uDBs2DBGjBhhNjK9cuUKqampDBw4kFdffZV58+YxaNAgJk6ciKurKzExMSxdupR58+bdMVrodse2RvXq1Vm1ahW9evVCJBIxadIkiwibmjVr0rVrV0aPHs3cuXORSqW8/vrrFhErHTt2pHnz5vTp04evvvqKmjVrkpiYyMaNG+nTp49Faow1yqqxzJ07Fy8vLxISEvjf//5n0Wfw4MFMnTqV3r1788knn+Dr60tCQgKrVq1i4sSJ+Pr6AoKI06pVqztG1Dwu3Ne494CAgLv6sfHvKNCVMmVDpIXgAZBbpGfiytPU8NDyv26h1PGxvBD5O6uZN7QRJQYjl9PyycgvL9Mqvk0EjlwqJlUXw/JLv1psN2Fi7vmZ5BuTEYlEtzUslYgkGDFiwsSsk7OIzbZMM0ktTGXM1jEWggfA6bTT/HjqR4r1Qmjm2bSzpBWl8U2bb/imzTdMaTGFBu4NmH16No09G2Mns6O5d3PG1huLUmrloc7eG15YLfx7M4EtoeNkUNwIb8xNErw7suJBZ6sM8cSRc63qC2BaTyG95Rbi0wsRi8BDW7XL1ZYhEYvwdlARnVJJapqNKs3trk0RPg58tj7SQvAA4Vo49JcjJOdWDOkXiUU3xhRxu7jTlj4tQWRCpkxnVFtnrhSe5mjqIYs+OoOODw98yAu1XiAmJ5pfLnyLSXR3aQTFJSKG1xpNC+8WFttdVa5COqj67tJBHzuMBsFTKf3SjXLyt3k9ZSpo8w5U62C5XeMBQ9eCvY/1/R4jJGIRk3sJxue3vp/Lfp/cK+y+m5jOnz+fjh07WvXd6NevH6dOneLEiRM8++yzfPjhh7z77rs0bNiQK1eu8Morr1j0HzVqFD///DMLFy6kdu3atGnThoULFxIUdHfCX506ddi9ezeXLl2iVatW1K9fn0mTJt1VekNldOnShfXr17N161YaN25Ms2bN+Pbbb+/pGSYoKIiVK1eyatUq6tSpw+zZs3n/fcFwt8zAslatWvz444/88MMP1K1blyNHjty3Ci834+LiQt++fa2mO9wJsVjM8OHDMRgMFtEaIHhz/PTTT3z77bfUrVuXzZs388Ybb1ikAPXp04eZM2cydepUwsPDmTNnDgsWLKBt27aAkNIxb948WrRoQZ06ddi+fTvr1q0ze17Mnj2b/v37M3bsWEJDQxk9erS5HLG3tzf79+/HYDDQpUsXIiIimDBhAg4ODojvIrX7Tse+lenTp+Pk5MRTTz1Fr1696NKlS4WIkAULFuDn50ebNm3o27evuTRtGSKRiI0bN9K6dWtGjBhBjRo1eO6554iPj8fDw+PWQ1r9eyxdupTjx48TERHBG2+8YTbLLUOtVrNnzx78/f3p27cvtWrVYsSIERQVFVkIan/88YeFl87jjshkLRflCSM3NxcHBwdycnLuu7r6IEjIKKDttF0YrfzlOoV5MKSZP99ujebput74OanJLCyhupsGV42cb7ZGs+60EOVQ00PLZ89EUNvHga2RKYz746TV4y15qS5zoz/geMpxq+1dArvweYvP2ZawjXf3Wi/BOr7+eLZd2UZkZiQAbX3b8nXrr1HJBHVxZ8JOxu+0XhtbJpaxrs86NHINkRmRbIrbxMa4jegMOpyVzrwQ9gJGk5HY7FjG1RuHRq7BSXmHXNLcROHBNj8VnIOEmyQ7VyjKgbhd8Pf/Ce1iKYQ/Ax0mPxGhsv81j+Rnz1AKn7pB81cFX5SqyqklELMVJsZYbP5sQyRrTycx49l6D2deD4BZOy6hNxhZ8fJTD3sqVYpH8vN3E0Wlej5YfY4/T1y32v73663pNnOP1WshwJJRTXnqRvSPyWQiNq2ASWvOcvByJrW97fl6sCvPrn8W0y1r5B80+4C0wjT+uPgHuSW5qKQq+lbvS4RrBB/s/wCDyWDR/7X6r/F3/N9cyrrE+mfW429fuY+A0WgiJi2fSWvOcupqDq918qZeoJh8Ywruame8Nd54qD2ezFTgggw4/yfs+hIKMwRRo/4woara7VJTCzKESlWZl4XruIOfsLDxBL2Gm88l8fG6SAtTUy8HJZN7hT2wcrU27p3PPvuMn376iatXr965833m7NmzdOzY0arB5Z0YPXo0KSkprF279q76Xrx4kb179/7Tqdr4D9iwYQMTJ07kzJkz/zg1qKrxZJzlY0ax3mj1Js9JLWNgIz9eXHAUowlOX81BJhHhoJKhlEr4pHe4WfAAiErJ47m5h1j/WkuaBDnTKMCJY1eyLMYM87bHz0VGWmFapfNJKUhBZ9TRyLMR9dzqcSrtlEV7qHMo/vb+ZsEDILUolRJjCSoE0SOlMKXS8UuNpZQaSyksLWT+2fkcTj5sbssszmTmiZmMrTsWV5UrTkon1DI1eSV5yMVyFNJKVrPLzD5v5cp+WH6Tkm3Uw9kVkHwOhq6xWgnDxmNGbiJgegwiPbygIA10+aAo99CJSy/Ay+HxiPIow9dRxZbIFJtv1GOGSiZlQocQ9kSnk3ZTZCLAc439MJpMlQoegMU+17KK6P/TAbILBZNADwclSfnJjIgYwfxz8839egb35HL2ZXOqJECRvojFFxfTJbALz9d6nt8iLX1A0ovSsZfbY8KEzmA5z1u5ll1E/9kHyC0WfEq+2XyNNjVcqOvnRkTDIDztHj3x6YGi1wnRHBIFnPodtn5Y3lZaBEd+gux46DMb1JWkaNi5CD8e/6DU+2NC1wgvOoV5ciQuk9S8Yty1QkrLgyhTa+Pu+fHHH2ncuDEuLi7s37+fqVOnMm7cuIcyl9q1a/P1118THx9P7dq172qfnJwcjh49yuLFi/nrr7+s9pk2bRqdOnXCzs6OTZs2sWjRIn788cf7OXUbD4CCggIWLFjwxAgeYBM9qiQahRQHlYycIkuH534NfVl0IN7iJrDUYCI9XzBKi07Jp5aX1sKwVG80MWPbJaYNqMMPgxtwND6TxYcSMJpMPNfEj+bBrjjZiWjo0ZCEPOu+H029mqKWqtHKtXzT9htOppxkWfQyTCYT7f3b46Jy4aMDH1ns08SzCXbScqfsMJfKb1bcVG6opCqyddkWgsfN/H7hd37q+BM5uhyWRy1n17VduChdeCHsBYIdgnFUOlY6vpm8FNjyvvW2tAuQEWMTPZ4Ecm+sKld50aOsgks8eJbn8F5OK6CGx72t8jzq+DqpySkqJS1fd98N+2w8XPxd7Fj96lNsOpvMpnPJ2KukjGoZTC1vLbpSo9VrYRnV3QWxz2QysSUyxSx4AJy+ms1LcieMJiPT2kxjY9xGMooyGFhjICO3jLQ63pb4LfzQ4YcKokeocyjbrmxDK9OikVU06S7DYDSx9tR1s+AR7q3lf708OJCymZNZx7l22oNh4UMJtA/AXvGYix/FuUJkxqHZgqjR4SPYM9V63+jNQlRmZaKHDUBIdbnfZWlt/DsuXbrElClTyMzMxN/fn7feeov33nvvoc1n2LBh99S/d+/eHDlyhDFjxtCpUyerfY4cOcLXX39NXl4ewcHBzJo1i1GjRt2P6dp4gAwcOPBhT+E/xyZ6VEE8tAre6BTCR2sjLbbX8NCy9EjlIXOnrmUT4q6tUKXl2JVMCnQGPByU9KzjTdua7phMJrTK8nJNwyOGs+HyhgpO83YyO3pX741ELJgFuavd6RLUhRY+Lcguzuat3W9ZRHgAqKQqBtQYgPSm6iLeKnfCncM4f0tfgNfrv4a72p1TqacqPbfcklwkYgnPbXiObF22efu2hG2MihjFixEv3vkmsrRAuAm7FeWNnNWEw4L3h43Hm5wbJZDtqrgpphXRQ28wkpBZSJsaVVzQuQU/ZyFiLDo53yZ6PIb4OqkZ2TKIZxv7IZOIUcmF643BYOTNTjWYvPZ8hX2aBzvjeaOaT7HewO6oVIv2tPwSZEZnDicd5s9Lf9Levz2+Gl/ySvMoNVoXUUyYyC3JRSqWojcKwoWf1g+FREFaURoTG03ETV35Z6uwRM+eGwbj7loFE3s5MPHgMAsvqy1XNvNO43foW70vdnK7yoaq2pQUwvk1sO618m35KaC7jS9P5mVwD33gU7Nh434yffp0pk+f/rCn8Y+xVlb1VpYvr2jGbMPGo8h9NTK18d8gkYh5uq4PU/pE4GwnlE+VS8Q4KKW4aiovp+pqJyfXyoqYq0aBTFIeAqlRSC0EDwA/jR8Luy2kplNN87a6bnX5tduvVkvraeQaPDWeTH5qMmHO5VEcEa4Rwj4ay31cS4qYEf4SvQK6mEv7uapcmdLgLVrnZCIqysZZVfkqjwgReSV5FoJHGT+f+5m0AisVAPJTIekUXNwIiacAEchuKlkb2hMGLYUunws/IR2FcFsbjzc510CusXwvVEWUjiBVWZiZXs8uQm80PTaVW8rw0CpRSMVcTM69c2cbVRKxWIS9SmYWPEC4Fvaq682UPhG43HQtHNTYj+nP1sPlRiUVmViMt2NFd/qxi+L4rMXXtPRpyfrL6/k18tcKfW5FI9OgN+oRi8S09WvL+03fZ+7pufxfk/+jV7VeFUrT3oxCKsHrhhAz+ClX5kZOrWDeDTDt2DQyijPuOJdHnuyrcO04nF8NVw9D1hVhe0EqbLylKodEVnH/m7ldlEduIiSfFY4Tv89qqW4bNmzYsPFk80AiPVJSUnj77bfZvn07qamp3OqVajAYKtnTxt3ibCdnUBN/OoS6U1BiQCEVo1VJeal1MP+3+pzVfdqFuvPy7xXNSMe2rY7zHcrsySQyarvWZm7nueTqchGJRDgqHC3Kzt6KVCwlzCWMnzoJaScikQh7ub11k9ErB/Dc8CYf1BnI2KZTKMGEnS4P9yMLEF09DMHt8NP64aRwIkuXVWH3Nr5t2H11d6Vz2Rf/N9XkDoJhKQg3X0sHQcpNK4TNxkKDYXB4NjQeJTi/Lx8KhhvRLRI5dPsaIvqB8jEPPX6SybkmlEKs6ohEgvnfTQ8AcenCA5bXYyZ6iMUi/JzVFaLYbDz+WLsWumrkqHmFbeYAAQAASURBVOTltzdSiZgXmgWw9KhlJGRSbjF9Z11kxStv8nLdl9EZdNhJ7YhwjeBcesXrqK/WlyCHavzV5y+kIikykYxiYzFzOs/BTeVmjnisDLlUzIiWQfx1OpFaPlJ+Pnjaaj+jycjZtLO3NUR95Mm8DCteFBYWynCtISwkpEcLhtE3c+M6z+WdFcfSuAvmpNbIugLrX4fYHeXbtF7CcTzrwF1UcLBhw4YNG48/D0T0GD58OAkJCeaSUTZjufuLwWAkNV+H3mBCKZNQ3b18BatTmAdH47NYfbLc7V4iFvFV39pIREJO8c0819iPp6rffQ6os9IZZ+W95dU6KZ3uXE3FZAB9MeoTv6I+YWW1zWTCXe3O7I6zeWnrS+SWlK/oVneszsTGExmwbkClw+vFUsiMB4kSdLnCTddTr8G5VRCzDUxG4Sat1dtCW1BrS0NTEMSP9a8LqQK+je/+BbBRtci9BurHJC9a42EhelxOK0AmEZlXwB8n/JzURCblPOxp2HgISMQivKxEctyMn4uaT3uHM3nteQvfqx51vHC1c8RFU14q8KtWX/HS1pe4nl9+HXVRuvB9++/xt/e9qzmV6I2k5+swGk2oFVJzVGaQq5r3u9fCxO1LoetN+rs6ziNJXjKsHW8peIBwbd0xBZqPg4G/CtfUC+vh4no4tgAGLBA8ldKjy/dROcHgP60bjxdkwP4ZloIHQF4SLO4HI7aCS/D9PjsbNmzYsFEFeSCix759+9i7dy/16tV7EMM/0aTmFbP86FV+3hdHdmEpQa52vNctlKbBzjio5LhplXzYM4yX21TjWHwmdgop9f0dcdMqwAQ7327LiStZFJcaaRjohLtWgaO68pSY/wy/ppW3edUDpQNikZhaLrVY0WsFMdkxJOYnUtO5Jr4aX5QSJRGuERxJPmJ1iJb21WHp81BvEAS1geUvCJEb9Z4XflaPgYi+sGwwPP09nFhY+Xz2zYS+c+Bxzbd+0sm+Ck6BD3sW9weNJySVl6IWKreoED+GQrS/s5q9l9Io0RuRS22ruzYssVfK6NfAl9Y13Dh+JQtdqZFGgU64WbkG+tv7s6jbIhJyE4jNjsXf3p9gh2A87e7OyDopu4ifdsey7NhVikuN1PF1YHKvcMK8tNir5Axq6k9mUSY1nGoQnRVtdYy6bnX/9Tk/NAozId5Kucqw3sLPhjcFQUSmhtoD4NnfYdVLwk+3r4VIjdRI4XvYLRQcfCuWn828LHxXn1psfQ4F6YJ4YhM9bNiwYcMGD0j08PPzq5DSYqNyDEYjYpHojhEx2YUlfLw2kg1ny8vOxqUX8OqSEyx8sQlNAp2RScU42clxspNT07NihYYAhZQAl0fwYV3jAc1fhYM/WG6XKqDnt2ZTSbFIjLfGW/AEMerhpvzp/zX5H4M3DqZIb+m70ce/Mx5Xj0FhOhz4Tsgx7jsPLqwTbozSoqHjxyBVCmZq145AtvVKNYDgNF9abBM9HldyroFvo4c9i/uDvRdcXAcGPUikxKblP3Z+HmUEudqhN5q4lJpHuHflaXc2qi53e62sDLVCettroN5oRHojHcJD7YGH2oPGnvcW1ZeSW8yIRUctUq3OXMthwE8HWPnyUzQIcEKjkKJRuDO5+WSGbx5ewTh1RMQIXFQPOdrMZBIiIG9N2bnxXYLRKPxuLX3EmiGpoz+E94WVw4WxAUoL4cQiSDwJ3b+GS9vAIxzca0Fgi8rnlp0A8ztDj2+EkreV9rty21O0YcOGDRtPDg9E9JgxYwb/+9//mDNnDoGBgQ/iEI8FidlFHIvPZMPZJFw1CgY18cfPWYWDynrkRWqezkLwAOhdz5ve9XzYdDaJRQfiaVPDjTY13fB1qmImjCpHaPmmEIWx71vBZDSgBTw13nLVvaQQcm6s7mTEQFBbqNEFHP0JcghiRfcl/H5uAQfSTuGkdOLFgO7UK8zHceO75WMknRLGrNEFItdCxiWo+zzI1eDgL6wgeYQLxmjW8G4IisrLEtqowujyhPQnu8fA0wOEFVOjXvjMOAdxOb2ApkGPZ9nHABc1IuB8Yq5N9HjMSMop4viVLNadTsTFTs5zTfzxd1bflyjFfJ2e61mFLDt2lWuZRbQLdad1iCs+//AaGpOab9VbxmiCTzdE8suwxjjdSHUJdQ5lZa+VLDi/gBMpJ3BVuTK69mjCXcPRyh9SWemiHEFUOLFISBOp1Uu4FpsMcHoZJJ8Gr/oQ1Aou/Q1+zcCrrmU5d5WjIJYYb/JvazhcuLZbWxBLPgNqV2EhYc80aDhMiPCw5q1kMgnX7YI0QfBQOkJxtvVz8Qj/56+DDRs2bNh4rHggosezzz5LYWEh1apVQ61WI5NZunJnZmY+iMNWKa5lFTJo3iGuZpZHJSw+nMDELjUZ2iwAraqik3l0iuWNVKcwD+r5OTJy0VHzfcSWyBSc7eSsGNOcau5V7MHczlUQIvyaCrm+Ci3IbsrT1usgdrvgtWG6scp0cQPs/AxGbELqHkaAwpm3TY7kNf8U2cUNOGyfWrEM7dPfwYa34eqh8m1nVwhht33nwm+94bklcO7PimZrEhk0HytEoNh4/Mi5kcNf1cvVlqH1Ev7NiqNI409yTjFeDrf3PqiqKGUSvByVnL+eA40qMT20UeW4nl3E4HmHiM8oNG9bcuQqEzqEMKJlYKWLBHdDYYmeTWeTmLjyjHnblsgUXDVylo9pTrDbvV9Dd91SGvdmTiZkU1iiN4secomcYMdg3m/6Pvml+SgkiocndgAU58Kp3+Hv/yvfdnG9YCLaaybsny5UMLu4AfaphIjJLR+AwgGe/U2ILAOwc4PaA+H0H+XjuFSHJOvGrQBc2iIsQFw5AOdWQo1uwjG1Hpb9SvIhaqPw/9NLoclo2DO14nhuocIihg0bjznx8fEEBQVx8uTJf20rMH/+fJYtW8aWLVvuz+SqALt27aJdu3ZkZWXh6OjIwoULef3118nOzn7YU3vgnD17lm7duhEVFYWd3eMfvf7AIj3uF3v27GHq1KkcP36cpKQkVq9eTZ8+fSz6XLhwgXfffZfdu3djNBoJDw9n+fLl+Ps/mhe84lID322/ZCF4lDH17yg6h3lYFT0cbtn2XGM/xvx2vMLCSWZBCe+vOctPQxriqJZTXGogLU9Her4OmUSMq0aBh73i0TWYVTla356XDH+OKhc8yijOhjWvwuCVYOeCot5gFBmxsHeGsMp9M94NICveUvAoI/IvaDAUuk2Dowvgmbmw/WOhPwjRIb1//Hd+DwVpQkqNLh/UTqB2A5VtVfqRIeea8O/jEulh5yasuGZeJk4lpOw8rMotSQWJXMi4yPX8a+TocjCYjKhlajzUHlR3qk4NxxCk4juUrbwDgS52nLluMzN9XCjRG/lpd6yF4FHGzO2X6F7bs1LRQ1dqIPWm656LRo6HVolYXH7dS8vT8b9VFSP60vNL+GhdJN8Pqo+9lWvx7XDTVi6I28klFscvQylVopQ+AmlnecmWgkcZOVfh5G8Q0V/4FwTxY/N70HoirBsPkWug6cuC94baGdq9L/hmnV4iLB4Y9IKHR2nFvyUgGJaW3GTuGr0JEp4TIkpuNpYWS6GsfH3sdgjpDAN/ExZISgpAKhfST30agtOjeQ/4OJGcnMwXX3zBhg0buHbtGg4ODoSEhDBkyBCGDh2KWn3/oo7btm1LvXr17uszxuOAn58fSUlJuLr+u8UanU7Hhx9+yNKlS83bPvroIz7++GMAxGIx3t7edOnShS+++AI3N7d/dbxHlWeffZbu3bs/7Gn8J9SuXZsmTZowffp0Pvjgg4c9nQfOAxE9hg0bdt/GKigooG7durz44ov069evQntsbCwtW7Zk5MiRfPzxxzg4OHDhwgWUykfgBqISMgtKWHMqsdL2LeeTCfGouNoT7GqHRiElX6fH20HJ1awi9Ebr3imHLmeSXViKyQRLjyYwY9sldHpBLPCwV/DTkIbU9nFAKqlChn/p0aAvtt6WeAKKMsHO5YbLuwlqPQ3nV1n2C+0uRHBUxpGfod98qNZOuKkbskq4SRNJhBs57d0Z2VklMx5WDC1f7RKJIOwZ6PrFvxvXxv0j9xqIxMLf+nFALAGNULY2Vp4PgPd/GOlhMOk5mHiQrVe2cjXvGhKRBBeVMxqZBrFIQnpROidTT1IcU4xaqqKZV3O6BHXGTfXPRKdqbhqWH7tKqcGIrCp9t9mwSka+jpXHrlXavv5MEjU9K5YPzy78f/bOO66p6/3j7yQQNmFPQUBFBBH3rltx722t1tZqW9tf9261u7VWu77V1tZRZ91176117y0q4EBBkL0hvz+OjJAE0YIMz/v1yktzx7nnhtzcc5/zeT5PJsuP3WTyxgv59z1nazN+HdGQ+l52mN43uj1+PV6volkeey7HEJ+a+dBBj851XPl6wwWDWRwjmlfHyboCGIcb43Ixs7sX1kL/PwqCHiCCIXm/lYdninLueSkpdl7Q5X6llswkEbhoMBIO/abftkIhfJR2T9Zdfuh3UZI2sDc4+IplphZCbXlhjQiAVG8BB6bDqb8LJkScA2DQnEf6CCo1uTlCKZN8R/ikVW+p78lSily9epVWrVphZ2fHV199RXBwMNnZ2Vy6dIlZs2bh4eFB7969y+z4EoFKpcLN7b+PIZcvX461tTVPPfWUzvKgoCC2bt1KTk4Ox48f57nnnuPmzZts2LDhPx+zImJhYYGFRdVUxBri2WefZfz48bz//vuoVGX3e1ERKLNR4ZUrV/joo48YNmwY0dFC7rlx40bOnj37UO1069aNL774gv79+xtc/+GHH9K9e3cmT55MgwYN8PPzo0ePHri4VNyZWq1Wmz8QM0RyRo7B5a625iwd35wfhtTntU61sDUrPmalUMCBq7F8u/GizvHuJGYwfOZBbsbrK00qNMZmiPLIU3VkJMP2L0VVFqdautuozEQwo7hjZCSKAZuzPzjWALdgcA38b4GJpDuwcJCuvFerFUGZHV8JrxJJ+ZNwQwzilWUSDy4fbNwgNowrMcloLEyxNn8853Yx7gIf7/uEWWdmY6Yyp3+tfrza8FWeDXqWQf6DGFCrP0/XGcGrDV5hdNBo6jmHcPD2Ad7f8wHzz80nJSv5oY9Zw9majOxcLt42YKQoqXRogYxsw/dDgOR0w2Vdj0fG8/naczr3vZjkDJ7+U/e+52pjxtTBIUzqHURDbzvdY2sxOqlQHK625kwZGKJXbCSkmoZnW/lgWpEHlZnFXHM5WSIgXJS8QENWmq6HB4C5rbiPejYSCslW/wdu9XS3USig67dwfL6+30dWmjBKXTRE3EPzcA4QbQ2YBaeXiTSawgrQmAuwYKBOue4qz7nV8ENdmNsTlj8n/v2hrlheRrz00kuYmJhw5MgRBg8eTJ06dQgODmbAgAGsW7eOXr165W+bkJDACy+8gIuLC7a2tnTo0IGTJwvGQ5MmTaJ+/frMmzcPHx8fNBoNQ4cOJSlJ/JaPHj2aXbt28eOPP6K4b2YcHh4OwK5du2jatClmZma4u7vz3nvvkZ1d8NuQkZHBq6++iouLC+bm5rRu3ZrDhw8Xe24+Pj58/vnnDB8+HGtrazw8PPj55591tvmv5wSQlJTEiBEjsLKywt3dnWnTptGuXTtee+21/G0UCgWrVq3SOXZeGgaI9BaFQsGJEycAka6hUCjYtm0bjRs3xtLSkpYtW3Lx4sViz3nx4sUGg1QmJia4ubnh6elJz549efXVV9m8eTNpaWl06NCBCRMm6GwfGxuLmZkZ27eLUtJRUVH06NEDCwsLfH19WbhwIT4+PjqKncjISPr06YO1tTW2trYMHjyYO3cKrvmTJ0/Svn17bGxssLW1pVGjRhw5ciR//b59+2jbti2WlpbY29sTGhrKvXv3APHMNXnyZPz8/LCwsCAkJIRly5YZ/RzmzJmDnZ1diY9dFIVCwfTp0+nWrVv+OS9dulRnm3fffRd/f38sLS3x8/Pj448/JiurIJ0+77vz22+/4eXlhaWlJYMGDdJJuSn6PQHo27cvo0ePzn8/f/58GjdujI2NDW5ubgwfPjz/mTyP0NBQYmNj2bVrl9FzqiqUSdBj165dBAcHc/DgQVasWEFysriRnjp1iokTJ5bacXJzc1m3bh3+/v6Ehobi4uJCs2bN9H4cipKRkUFiYqLO63FibW5KyxrGndk7B7rqLUvNzObMzQQmrT7Hu8tP8dP2MJIyspg8sB4qA3JZXycrVEoF328xXA4vLSuH7ReM5x5XSFyC9MvW5aGpJgzNAFKixSBo5QvCHLXvr2K2qcPHYuYjoBjZWp1esP0zMVuSWoreM4k3hVLFECcXCuPWJ4DyvvYeSMKNqpPakoeNO8Rd5WpMCh52Za+Ay9XmsOLyciYfnoyJQsWooFEMqNWfWna1UBtIX1GgwNXShbbV2jCu3jjaVHuKfbf28uHeDzkRfdzAEYzj42SJUgEnb8SX0tlULSr89VcEG3MT2vobl1B3DdYPRMelZDJls+HBfUZ2LutOR5GWlcOpG/H8vD2M91ecZubuq7T1d+b7wSGY3L+f1nKxfmiVB4gKMd3qurH9jbZ83LMOL7erwd8vNGfmqMYV30+nVmfj67yawZ0zusvMCilSA3o/WCFn5QQDZ8Hgv6DpC9DhI3huK0TsE+mlRfEPFb9fjcdAUiF1rKWDWGblCIf/MHyshBtPTtDj3GrhdZZYREGcGCWWl0HgIzY2ls2bN/Pyyy8b9QLIS6HWarX06NGD27dvs379eo4ePUrDhg3p2LGjjsfflStXWLVqFWvXrmXt2rXs2rWLb775BoAff/yRFi1aMHbsWKKiooiKisLLy4ubN2/SvXt3mjRpwsmTJ5k+fTp//vknX3zxRX6777zzDsuXL2fu3LkcO3aMmjVrEhoa+kB/we+++4569epx7Ngx3n//fV5//XW2bNlSaucE8MYbb7Bv3z5Wr17Nli1b2LNnD8eOHXvIv4ZhPvzwQ77//nuOHDmCiYkJY8aMKXb7PXv20LjxgyvXWVhYkJubS3Z2Ns8//zwLFy4kI6OgitKCBQvw8PCgffv2ADzzzDPcunWLnTt3snz5cn7//XedB2+tVkvfvn2Ji4tj165dbNmyhStXrjBkyJD8bUaMGEG1atU4fPgwR48e5b333sv3izxx4gQdO3YkKCiIf//9l71799KrVy9yckQQ9qOPPmL27NlMnz6ds2fP8vrrr/P000+X+CG/uGMb4+OPP2bAgAGcPHmSp59+mmHDhnH+/Pn89TY2NsyZM4dz587x448/MnPmTKZNm6bTRlhYGEuWLGHNmjVs3LiREydO8PLLL5eoz3lkZmby+eefc/LkSVatWsW1a9d0giIAarWakJAQ9uwxUGa8ilEmQY/33nuPL774gi1btqBWF0g527dvz7///ltqx4mOjiY5OZlvvvmGrl27snnzZvr160f//v2L/TJ//fXXaDSa/JeX1+M1vdNYmPJxz0DMTPQ//tY1nfB20M+BPBZxj37T93PwWhwZ2bncuJfGxNXn2HUxhpfa1dDZVqmAL/vWRaVQcO1uil5beZy+Ucly361doNmL+ssVCuj+fYGJWkaymPVJjYNVL8LWSaJcrXsInF8LgX0NG1U6+AmJbUYSzOkO1w+VXt8TjEu0yckqfoatClHe194DiY8UVQSqErYecC+csOgk3GzL9qErMyeDX47/j/VX1/NUtTYMqzMMN0v9IK4xTJWmNHNrxvPBz+Ni6cpPx39m0YVF5GgNz+gXxcxEhY+jFccj4x/xDKo2Ff76K4KNuSnvdatj8F7Z3M8BPyf9h62M7Jxi73tRCemcuh5P3//tY/+VWDKyc7kZn8a0rZdZezKK1zr5o1TAF33r4mT9aIbVlmYm+Dpb81xrP97uGkAzP0dcbCpuym0+dt4i0FAUlSm0fk1UdClMuw/g1FLhx9F8/IMNvqPPwfQWsPZ1uHNWpMyoreCGgVl3TTWRorr8ObhzDgrN3JNwA+b2gtTY4hWgsZeL709VIDcHNr6L0EUV5f6yje/pq3D+I2FhYWi1WmrXrq2z3MnJCWtra6ytrXn3XVE1b8eOHZw+fZqlS5fSuHFjatWqxZQpU7Czs9OZcc/NzWXOnDnUrVuXp556ipEjR7Jt2zYANBoNarUaS0tL3NzccHNzQ6VS8euvv+Ll5cUvv/xCQEAAffv25dNPP+X7778nNzeXlJQUpk+fznfffUe3bt0IDAxk5syZWFhY8OeffxZ7jq1ateK9997D39+fV155hYEDB+Y/mJbGOSUlJTF37lymTJlCx44dqVu3LrNnz85/WP+vfPnll7Rt25bAwEDee+899u/fT3q64RTx+Ph44uPj8fDwKLbNCxcuMH36dJo2bYqNjQ0DBgxAoVDwzz8FQcvZs2czevRoFAoFFy5cYOvWrcycOZNmzZrRsGFD/vjjD9LSChR3W7du5dSpUyxcuJBGjRrRrFkz5s2bx65du/IVOZGRkXTq1ImAgABq1arFoEGDCAkJAWDy5Mk0btyYX3/9lZCQEIKCgpgwYQJOTk6kpKQwdepUZs2aRWhoKH5+fowePZqnn36a334zkGpngOKObYxBgwbx/PPP4+/vz+eff07jxo11lEIfffQRLVu2xMfHh169evHmm2+yZMkSnTbS09OZO3cu9evXp02bNvz8888sXryY27dvl6jfAGPGjKFbt274+fnRvHlzfvrpJzZs2JAvRsjD09MzXzlVlSmToMfp06fp16+f3nJnZ2diY2NL7Ti59+vE9+nTh9dff5369evz3nvv0bNnT2bMmGF0v/fff5+EhIT81/Xr10utTyWlprM1a15pTfdgN2zNTahmb8GkXoFMHRyCUxEjtOjEdD5adcZgjvC601F0CHChtqsNNmYmPFXLiX9ebkUDb5G3XMPZuBtv/SJy3nInKw1ir8C//4P17wiH9sSbQvIafx0ubRReG31+BZc6YGYLPk/BmC3g07qgHTMb3TzW5Gjh8p5wE4IHwspxwnW+/ggxY2TtCs3GicBJ7BUIGSaOuel9kU9cEhKjIGw7bHgP9k6Du5dF8CUPu2IM1VTqJ6YEbkW49ool4brhMomVGRt3crOzuBqTXKZKj4ycdKYencrZ2LP09x9AC/fmKB/xFmNtak3/Wv3o5N2J7ZHbmXL4+xKnu9R0seZIuKwQZogKf/0ZoIazFetefYpe9dyxtRD3yo961OHHoQ1wNhBIMDNRUaOYqivdg934+J8zGMpc2XExmnrVNKyZ0Jp6XnaleBaVBCtn6PWzuBfa+4K5BgJ6wtidokKLtZu473o2EhXOrJ2h4UgYu6PA4Ds5RkwYbPoQtn0uSr+n3hOTEBveE0H+1Fih7jC3F5Vgev8CjZ4VkxFWztD4OVG55fJmUS73+F9gXuhvenmLCFDnZoO6mHunk39ZfloVg4j9+goPHbRiHBWxv0wOX9QQ/9ChQ5w4cYKgoKD82f+jR4+SnJyMo6NjfkDE2tqaa9euceXKlfx9fXx8sLEpUA+5u7vrSfGLcv78eVq0aKHTj1atWpGcnMyNGze4cuUKWVlZtGrVKn+9qakpTZs21Zl5N0SLFi303uftUxrndPXqVbKysmjatGn+eo1GoxdIelTq1StIJXN3F5OCxj7PvCCEIT/E06dPY21tjYWFBYGBgXh5ebFgwQIAzMzMePrpp5k1axYgVBcnT57MVxNcvHgRExMTGjZsmN9ezZo1sbe3z39//vx5vLy8dILwgYGB2NnZ5X/eb7zxBs8//zydOnXim2++0fmM85Qehjh37hzp6el07txZ5+/0119/6bRRHMUd2xjFfXcAli1bRuvWrXFzc8Pa2pqPP/6YyMhInX28vb2pVq2aThu5ubkPTFMqzPHjx+nTpw/Vq1fHxsaGdu3aAegdy8LCgtTUqp9mXybJ3XZ2dkRFReHr66uz/Pjx43h6epbacZycnDAxMSEwMFBneZ06ddi7d6/R/czMzDAzK9+So6YmSvxdbfhuYAiJ6VmoFAqcbQxXVEnKyDboXp/HxTtJLH6hOenZOVipTfIluRZqE97qUpsX5h3V28dKraJd7Qr0cJeVDle2w5KRBTMSh34Du+qiKsv8fgVqCecAEbCo1Vn4FVjY67Zl7QLBQ0TaSB6t3xAmleFpooTtwsFiFqnDJ6DNEQGVBQOE+VmeN0jcVeHv8SASbsCCQWIWK4+tk0RwJqiPGJTZeoBLoO42eTQcJQIvTwAV4dozSm6uCF5VlXK1edh6cAtH0rO1eNqVjdIjMyeTH47+SERiBENqD8bT+r//zitQ0Mi1IS5WLqy6vJKvD37Nm43fxN68eAm9v6sNm8/dIS4lEwerCmwaWQ5U6OvPCCYqJTVdrPlmQD2S0rNRKsHJysxgFRQABys1b4X6M2qWvnrA3FSJk5WaS3eMB9DCopNp09rX6Poqj40rNHlOpHpqc0BtAzEXYf1b0GmS8Du6fgA2vFNwT67ZGfr8IlSXq1+BS5sK2tszRaSXNn1Bv2patcZwdiXs/BpqdxcVXwDCtop7tFs98GsnAiSxV8VkR0aSKGkLcGaFqLh24Ff987CrLgI3VZ3kOw/e5mG2KyE1a9bMn8kvjJ+fH4COEWRubi7u7u7s3LlTr53C3glFUwYUCkX+5KYxtFqt3rhZe3+GUKFQ6Pz/QfuVhLx9SuOciutb0X2KLivs/2CMwscu3G9DODo6olAo8n0wClO7dm1Wr16NSqXCw8ND7x7y/PPPU79+fW7cuMGsWbPo2LEj1atXN3gueRRebuxvUXj5pEmTGD58OOvWrWPDhg1MnDiRxYsX069fv2JNR/POd926dXrPnyW9FxZ37Ich71wOHDjA0KFD+fTTTwkNDUWj0bB48WK+//77Eu2f969SqSz2e5GSkkKXLl3o0qUL8+fPx9nZmcjISEJDQ8nMzNTZLy4ujho1dLMGqiJlovQYPnw47777Lrdv386/wPft28dbb73FM888U2rHUavVNGnSRC/qdenSpfwLrqJjZWaCu8YCF1tzoz/AJkYGd3nYmJlgb6XGXWOhl4PcxNeBT3oGYm5a8KeuZm/BorHNy+wB6KFIuwd3wyD6rFBXBBUxrI2PgC2fQO1uBctiLsCWj+Gv3pBpwJRUbQWdPhFO8gqFUH541Icjf4p1IGabziyHta+JAVr9p0XAw95HzA6NWCq8QEwfoMDIToc90wwHM1a/DPE3xExXWjwMmQ/VmhSsVyghZDi0eUs40kvKl+TbkJtV9Tw9rF0JQ8wWlMU1ryWX30//ztWEKwzwH1gqAY/CeFlXY3id4SRnpfD1oW+ISy9exeF/v/KVVHtULazMTHDTmONSpOysIUKq2fFF37pYqgsUf+4acxY+3xxzUxXF7W5rUYVMjEEoL2IuQNQpEaTIKUGqmEIhgh+2HiI1dOlIoSbISoX5/WHXZNFWYB9RLrbhSEiKEoEJQ6kq//5S4JdUqwsMmit8PfzaQ/MXRWWX86tF2sva14X6w8pFKDBrdhLbOviK+7ZSBab37+MX14FrEDR4Wlfd6VYPhi8R6TbZGfr9qUqUdMKklCdWHB0d6dy5M7/88gspKcbTyQAaNmzI7du3MTExoWbNmjqvhymzqlar9VI/AgMD2b9/v87D3/79+7GxscHT05OaNWuiVqt1JkKzsrI4cuQIderUKfZ4Bw4c0HsfEBBQaudUo0YNTE1NOXSoIJU6MTGRy5d107KcnZ2JiorKf3/58uVSn5VXq9UEBgZy7pz+WFatVlOzZk18fX0NBgqCg4Np3LgxM2fOZOHChTreIQEBAWRnZ3P8eIE/V1hYmI4hZ2BgIJGRkTrKw3PnzpGQkKDzN/L39+f1119n8+bN9O/fn9mzZwNC0ZKXMlSUwMBAzMzMiIyM1Ps7PUx6p7FjG6O4786+ffuoXr06H374YX5qVESEvqo8MjKSW7cKVFz//vsvSqUSf3+hYCv6vcjJyeHMmQLfpQsXLnD37l2++eYbnnrqKQICAowqfc6cOUODBg0e8ClUfsrk7v7ll18yevRoPD090Wq1BAYGkpOTw/Dhwx+6DnBycjJhYWH5769du8aJEydwcHDA29ubt99+myFDhtCmTRvat2/Pxo0bWbNmjcHoa2XF3lLNU7Wc2HP5rt46U5WCYE9NsfuOaOZNlyBXYpMzMTVR4GhlhqttBcgvvhcB/7wM4ffNc0zMhOqhx1RY90bBdpc3iUHPoZm6+ydHQ8od0BjIQbRyhbbvC0WIqRUcmyPktZYOYGJeUPq27TuiHO0/Lxf4ariHQMdP4OgcsHQWgz+1kVrzKXfhxHzD6/Kqs1zaBFEnRMCjz69ALmSkCIWKtbOuGZyk/Ii/f8OtauktShVhpnUwy8zVS50rDZZdWsaJO8fpV6sfXtbVHrzDI+Bo7sjwOsNYfGEx3x2ezHvN3kejNvy752xjhrO1GQevxdElSJaCfhKxs1QzuHE12tV2Fvc91f37nsacpPQsOtVxZfM5/ZlvpQKa+FSRctVaLUSfF54YeUF5cw10/kz4WlnYlayd1Lsi4BE8UNcQM/RLUVFl5QsFFdG8moqytv+8BElF8s4PzxQTC+G7i9xv64sJhnVvwb37xqOONURFl22fikkDEGk1HT+GuoNEoOTyJnGOq18Rao8hC0SAI69k/dJRIgWmzdtifVVT8OVRvaU458QoDPt6KMT66i1L/dC//vorrVq1onHjxkyaNIl69eqhVCo5fPgwFy5coFGjRgB06tSJFi1a0LdvX7799ltq167NrVu3WL9+PX379i2ReSaIVJGDBw8SHh6OtbU1Dg4OvPTSS/zwww+88sorTJgwgYsXLzJx4kTeeOMNlEolVlZWvPjii7z99tv5zw2TJ08mNTWV5557rtjj7du3j8mTJ9O3b1+2bNnC0qVLWbduXamdk42NDaNGjcrvm4uLCxMnTkSpVOpMgnbo0IFffvmF5s2bk5uby7vvvvtAI81HITQ0lL179+pVBCkJzz//PBMmTMDS0lJHAREQEECnTp144YUXmD59Oqamprz55ptYWFjkn2OnTp2oV68eI0aM4IcffiA7O5uXXnqJtm3b0rhxY9LS0nj77bcZOHAgvr6+3Lhxg8OHDzNgwABApG0GBwfz0ksvMX78eNRqNTt27GDQoEE4OTnx1ltv8frrr5Obm0vr1q1JTExk//79WFtbM2rUqGLP60HHNkae10vr1q1ZsGABhw4dyveQqVmzJpGRkSxevJgmTZqwbt06Vq5cqdeGubk5o0aNYsqUKSQmJvLqq68yePDg/PLEHTp04I033mDdunXUqFGDadOm6QSTvL29UavV/Pzzz4wfP54zZ87w+eef6x0nPDycmzdv0qlTp2LPqSpQJkoPU1NTFixYwKVLl1iyZAnz58/nwoULzJs376FrAB85coQGDRrkR6DeeOMNGjRowCeffAJAv379mDFjBpMnTyY4OJg//viD5cuX07p16+KarVTYWpjyWZ+6OBd5YFEoYOrg+rg8IIBhZqqimr0lIV52BLprKkbAI+mOkK/mBTxADFgO/Q73woXUNQ9trnhVawIdJ0KXLyCgh5jZMVbqNT4Srm4X0tmTiyDt/qzvwd+h+3diX7d6wrRy59e6RqJRJ2HleCHJXTREpLkUJSNFDOpyMgsCKIZIjy8ImNw4DH90ABMLqNYIHP1kwKMikXA/6FHVlB7AFaUPHqZJKB9Bzlsc/97az4ZrG2nn1Z6adjVLte2iaNQaBtceQkpWKj8e/ZHMHOMzuAFuNhy4Wnr+UZLKh9qk0H3PQ4OrRtz3bMxN+bBHHdwM3Ae/Gxiid5+ttCRcF4bchVWI6Qmw5v/g+sGSt5MX0DC1FPsD+LYRnlX7f9ItAX/9kJiw6DRJvx0Le9Gnnd8Uud+eEIbjhffp9Knw3soLeIBINV3/tgiauNaFekPFcm2umKBYNFQEVuKuwJ9dhLolK1UETs6vEemLVRGlSgSIACj6+37/fddvdJUwpUSNGjU4fvw4nTp14v333yckJCTfsPGtt97Kf8BSKBSsX7+eNm3aMGbMGPz9/Rk6dCjh4eG4upZcgfLWW2+hUqkIDAzMl+p7enqyfv16Dh06REhICOPHj+e5557TmWD95ptvGDBgACNHjqRhw4aEhYWxadMmHV8JQ7z55pscPXqUBg0a8Pnnn/P9998TGhpaquc0depUWrRoQc+ePenUqROtWrWiTp06Ot4a33//PV5eXrRp04bhw4fz1ltvYWlpZCLuPzB27FjWr19PQsLDFzkYNmwYJiYmDB8+XM8X5K+//sLV1ZU2bdrQr18/xo4di42NTf52eSV57e3tadOmDZ06dcLPz4+///4bAJVKRWxsLM888wz+/v4MHjyYbt268emnnwJChbF582ZOnjxJ06ZNadGiBf/88w8mJmJe//PPP+eTTz7h66+/pk6dOoSGhrJmzRo9CwZDPOjYxvj0009ZvHgx9erVY+7cuSxYsCDfiiHPh3LChAnUr1+f/fv38/HHH+u1UbNmTfr370/37t3p0qULdevW5ddfC1L5xowZw6hRo3jmmWdo27Ytvr6++RVzQChB5syZw9KlSwkMDOSbb75hypQpesdZtGgRXbp0qTQZEv8FhdZYwtUTRGJiIhqNhoSEBGxtbcu7O0a5eS+NA1dj2XUpmuqOVvSt74m7nTmW6koox71+GP40ElU0sxEmZsvuS+RcgqDv/4Ri4sxyEWSo2VkEPpz8wa6QRC0lBiL+hb1ThRKkWhPhKn/r5H2Hc0RApfGzQuGx9nWRQmOIHt/Dvp+EaVuf/4ngRVa6CILs/k4MHNu8Dcf+gltGSowN+EMM1NIK5Ul2/UbMVEkq1rW3dxrsngLDFpdvP8qAAfOvYp51jwmjRpZam5FJkXx54AtqOwTQ3bcbCr0Bd9lwO/UOC88vpKFLA8aFjEN/oA87LkTzx96rHP+4CxrL0p8RqypUqOvvMXMrPo0j4XFsPX+HavaW9GvgiYedBVZmlfB+aogTC0UwwRAudeCZNUJp+CBiLomKKy6BULe/8KvqOx02fyQMSQ3R7zdRMaTwfe/ZDSKQER9peJ+Bs+HWcfFw7hwgtjWEgx88u1FsF3cNjs8TaS91+4sJk80f6qe0WLvCCzvAtnRT7yoU51aLMU5hU1NbTzHeCOxdfv2qpPj4+PDaa689kurhv5CSkoKnpyfff//9A5UoZcHgwYNp0KAB77///kPtd/36dXx8fDh8+LCOaakhbty4gZeXF1u3bjVqQFqZUSgUrFy5kr59+z5yG5MmTWLVqlWcOHGi1PpliIyMDGrVqsWiRYt0zH6rKmVyd9dqtSxbtowdO3YQHR2tZ5yzYsWKsjhslcfT3oIBjaoxoFHZSMgfK8WVkstIEmZpefSbLrw3bhYKLBz5E87/A88XyuNLuwc7vhbr8jh3U+T9vrBTGJvFR4iqMJc2CoNUYwEPENJgO2+4fUrMTKktxazUnB4FZqd7pkDo10JKqy0yk+TRUJxL4YEfQOS/0HQcKMtEaCV5VOKrYOUWxO/xpQw7umtPC2WS6r+be6Zmp/DL8V9wsHCkS/XOjy3gAeBm6Uo3326svrKaWva16OCtP2iq66khVwv/Xo2la12Z4iLRx8POgt71Peldv4o+CEceML4u+jwUo5TSwcoZmr8kVB2dPhGeHOYa4wEPgNgw8cCdd++z9RSG3sYCHiBUHV3uS683FvPAFXdV/I7ZeImUFa/7PlkHfxPmqoZIviMmLKoygb3FRFDEfnG+1q4ipaUMFB6S0uP48eNcuHCBpk2bkpCQwGeffQYINUB58N1337F69eoHb3ifrKwsoqKieO+992jevLnBgMf27dtJTk4mODiYqKgo3nnnHXx8fGjTpk1pdl3yCERERPDhhx8+EQEPKKOgx//93//x+++/0759e1xdXR/JIbkqkZKRTXRSBgeuxJKalUOLGo642Zo/2ZUFiivhamIGKIS3Ro8pwgDtZhElhaWjkMPeOQvn/hEBDdcgEZQoSk4WbP5Y+IIcnA5nV4kBX3a6GNClxBjuh70PXNstHOBNLYRyZM3/FQQ8QPTt5CLR9v6fhfrDzBbqDxcS4BVj9dt1CZIBj4pIwvUqmfcdnaolKdsET1WMmAXMKy35yGiZdWYWyZlJPBM0ClPl41dS1HEI4EbSdf6++DcBDgF4FDFPdbYxw11jzr6wuzLoISkx91IziU5MZ/+VWNQqJS1rOOJkY4aNeSVUC7kGGV9nVx1Ket1a2otUz6B+ImXEq3lBEKNwmkphHGuKoIhKDcGDhKl4zEXx+5qi700GCHVHHi7FGEzauOlOiuRhW8xkkLnm/riiiqNUge9T5d0LyUMyZcoULl68iFqtplGjRuzZs+ehDF5Lk+rVq/PKK6+UePt9+/bRvn17/P39WbZsmcFtsrKy+OCDD7h69So2Nja0bNmSBQsWlIkvieTh8Pf3zzdGfRIok6DH/PnzWbFiBd27d3/wxlWcxPQsVh2/ycTVZymcSNQ7xJ1PegbiZFMB/DXKAwdfsHEXju9FqT9CpKU8vQLM7YSKojBqa+j/u5gNunup0HIr6DtDpLbcOq67z5Xt0Pg5EbAYvV4EOuIjRBm9HV/q90FtJQZudy9B759Fyk3SbTHoK8rF9SK9ZeAc0HiJgEbcNZjbU1/9oTIVhnCSikd8BDjWKu9elDqX7onvYDVFjAjS/cegx9bIbRy7c5x+Nfthb2b33zv4iLTzakdEYgR/np7Fh80/QKnQndGs66lh58XoRy5NKHmyuJucwXebLvL34es6y9/vFsDQpt5oLCrZAL1WF1HlzFD1krbvCoPukpIWBwsHFQQsbh2DBiOEuqIolg7i/v38VvH+wnpYPEwsazxGVH4pitoKvJsXvPdtIyYaCvuF5PHUWyLwURT3emK8kB6vv675S2Atg5+SkhMeHv5YjtOgQQOOHj36WI5VFrRr185oWdo8QkND871QngRKwzVi0qRJTJo06b93RqJDmUw3azSa/FrdTzo37qXxyT+6AQ+A1Sej2HnRiMLgScDWE575R/8BrHYPaHk/ymzlJNxaVUVmaBo8LQxPCwc8ADJThCt8q9eMH9fKBa7tEgalx+ZCvcEiGFL4ocjKWQRV9k6DHtMKZp0UxVwuSbfFLLpdNeGU7hIg/D4KS0vN7WD4UtBUgfSkqoZWW2XTWy7F5aBWgqs6s8Cs9REJT7jG3xf/prFrI/ztyzdAZKo0pZtvN64lXmPn9Z166+t72XH9XhpX7xZfTlEiATh4NU4v4AHw9YYLhFfG75BtNRi5ShiI5qFQivur/0M8gCTdhkXDdBUaF9eLIEZgEQm+raeYrLD3Ffc5a3dhDJ6dAeF7xaRAyDD9++2oNbr3Rdtq8Mxqoegs3PemL0BQX939Cx971BoxmVKYkOHCw0tVRbxaJBKJRPJIlMldYNKkSXz66afMmjULCwuLsjhEpSA3V8vCg8Y9I2bsvkq72i5lUkayUuBcWxiSJd8RqSMmZsKZ/X/NxMNnt8ng2xaajIGzywv2831KBD0MkZEIWffLwRb20vBtA25BQkKbEAnj94qcV2sXkSbT4mUx029qKdJTslJF4MPaVcw4gWizWlO4cUj/uEoVeBbKZbR0hJavigFefISo2KLxEINAOfiqeKTdE3/zKli55WJcLtVsFCjNnYvPqX8Aadmp/HpyOi4WzrTzald6HfwPeFp7EuJUjxWXV9DUrRnWauv8dUEetqhVSrafj6aGs3UxrUiedOJSMpi+K8zo+jn/hvOtez3UJpUoLdHEFLyaiXtd4i1R6czeWwQZHqZqWEpMQSnZPLS59yucvQwv7he/KxYO4n7qcL8iQnI0nF4OIUMLyrqv+T9oOlYE/1Oixf3VyV8EOQqnfKpMwLMxjNtzv+/JYF+9+L4rleAWDGO3CwVpeqIIslg5g4Xh8tYSiUQieXIok6evQYMGsWjRIlxcXPDx8dHL2zp2zEiliypGdq6WqATj5lmxyRlkV9UyaiXF1h20OaJSS9yVguUJN2DxcBi1VgQq6g4QlVsAcnP000YKkxonAhd5QQ8Le+g+Rcw+ATgVKq2ZlQa5WWJ2yMJepJ8YG1RZOoiqMrO7FpTuy6PbFH2VgJm1eOUNAiUVl7xgQBVUelyIy8HTRgnq/xL00DL7zOx8Hw+VouKY4z1V7Sku3LvAmqtrGBYwLH+5mYmKup62bD53m7FtpPJQYpysHC1xyZlG199JSCc7Nxd12Yhjyw6lSigo/ou6MMOIb0duNuz7Eer0gdrddNdlpohKWId+gxd2Q/AQOP23uG8f/E28XINg8Dxdf6+0e4ACLOxEEEPjKV4lRaEQSktbj4c9S4lEIpFUccok6DF69GiOHj3K008//UQbmapNlHSq48q289EG1zf1dcTaXM76E3lAN+BRmC2fwNPLRB36kOFw5A+R7mLpaNw9vnpLUWYvPgJqdBRy2KLGqZkpwnfj1BKo1RkubxFpLxb20HICuNc3bGrpHADjdsOZFXB1B2i8odk4kaajtvoPH4KkXMmr4mP9EHnulYBcrZbL93Lp728KJq7C6yY356Ed/bdHbufInaP0rdm3XH08DGFlakVTt6bsuL6dUJ9QHMwd8tc1ru7AzD1XuZucgZP1E6qokzwQWwsTmvs5suL4TYPr2we4YGFacQJ9jxVLe5FaYmiiQaXWnyRIuCFUHkdnifd/doKxO6DeIDg6W9x76/QWKs4js8X9195H3H+P/SX2aTwG/NrJ4IVEIpFISo0yeeJet24dmzZtonXr1mXRfKWiTS0nnG3MiEnSNRMzUSp4vVMtrM0qmTlaWXBtl/F1UcdFqTmNp6i2YuEgvDzafQDr39Tf3reN2KbnVFHWztRSP/83Jxuu7oKV42DQHFgyUswwmdkKl/dFw4SZasdPhLqjMEqlGKC1ek0EO1RqoQ6RVG7iI0UKkpltefekVLmeqCUtG7xslKByFZWMkm4J2XcJCU+8xuKLi2no2pDa9hXT5buRayOO3jnKuqtrGRn4TMHy6vb8sRc2nb3NiGbVy7GHkoqMhakJL7WvwbrTUWRk6z7c21ua0i3I7YmdvCE3936KykLd5VbO0Gg0UMiwLOEGzO0FoV+J3xoQ9+EZrYRRadv3ROUVM1uY3lxs49VEGJ3eOVvQzo3DYuJh2CIZ+JBIJBJJqVAmWk0vLy9sbavWw8Oj4mlvydJxLegc6ILy/piprqcty8a3wM/5CVIGpNyF22fg9DJRBjbhhhhMATgUIz23cRez0lmpInhxYgHs/Bo86kPXb4R5GYjgRqNnoclY2PkNZGcK5UXeQDUjGWKvwrnVEH0O/nkJQoYIbxAbNxjwpyiP23w8DJot+pR0y3i/lErRvgx4VA3iI4XKo4o92JyPzQHA21ZZUPHgXniJ90/NTuHXE9NxtnCmfQXx8TCEmcqMxm5N2HNzDwkZ8fnLbS1MqeupYc1JA1WiJJJCeDtYsmx8Sxp42wHip6B9bWeWvdiSag6W5du5x0lOtjB1vrJDeHLkZkODkaJqirkd+HeFEUtFYMPBTyhA0hIg8TYcnw9xVw2nCUYegHl9RVWzpFsi4OHRAGLDdAMeeUSdEJMTEolEIpGUAmWi9Pj+++955513mDFjBj4+PmVxiEqFj5MV0wY34F5qJjm5WmwtTHCweoKk1om3YOWLcG1nwTILe+Hy7l5fSF23fy5k90Vp9Zp4GE28JQIf1i4ixeTU33DzCLR9RwzEtDkioLHsWbFfx4/B7H5QKe0eHJkF278QA7Qh88Wy6q0hfDJ0nCiqvhROl/FuDj5SqfTEEB8B1gbSmSo552JzsDMDOzNAYSWk6PERwFMl2FvLn6f/JDkrmVGBz2CiqNipeA1c6nMw6gBbI7cxoNaA/OXN/RyZufsqtxPScdM8oSXCJQ9EbaIiuJqGWaOakJCehVIB9pZqbMyfoMB2dhbcPAwLB0NGUsHyWqFC2ejzlDACXzy8QMmhUECL+xVhTv19fwcFeDWF6wZMv51qFVSRqtEBzq8x3p+js4RfiIVdaZydpJxQKBSsXLmSvn37Gly/c+dO2rdvz71797Czs3usfZMIRo8eTXx8PKtWrfpP7WRmZhIYGMjcuXNp1apV6XSuEtCuXTvq16/PDz/8AICPjw+vvfYar732Wrn2qzyZM2cOr732GvHx8aXS3unTp+nWrRsXL17EyurRRANlovR4+umn2bFjBzVq1MDGxgYHBwed15OItbkJXg6W+DhZPVkBj6x02P29bsADRNBhXl9IvCnUGkMWgkmRB5J6QyCon5hpys4AtTWMWAYeDQEt3Dwm3OCXjhJGqOdWiZmn0C+F23v8dWE4mhgFjjWhw0e6sn6FAtq+Date1PcHiTwAB38XgRZJ1edeOFhVLT8PgPOxuXjbKAuk+TbuwsumBGwO38zx6BN09+2GXQXz8TCEucqcek712HF9Oxk5BQbSzXwdMFUpWWnEr0EiKYy9lRofRyu8HayqXsAjJUYoMeIjDd/bkm7CvH66AQ+Ay5tEGqq1K6x+pSDgAaLc9/6fRGnbPMPUlGiRyuJYU7cdTTWh0Nw7rWT91WofvI2kXLl9+zavvPIKfn5+mJmZ4eXlRa9evdi2bVuJ22jZsiVRUVFoNKVTZWfSpEnUr1+/VNp6Uvjxxx+ZM2fOf27n999/p3r16joBD4VCkf+ysbGhcePGrFix4j8fqyJz+PBhXnjhhXI7fnh4OAqFghMnTjyW4/n4+OQHfPIYMmQIly5dKrVjBAcH07RpU6ZNK+H9wwBlMnVX9MQlTzAp0XBinuF16QkQfVbIZWt0gJcPQfR5UXbWPUSoOrIzYfd3cGC6WG7jDu0/AKfacGimbnv1R4hytnu+hw3vihK4dQdBYC/4ZwI41oCuX4sStOZ2wtTRta5uadvCnF0G7d8XpfIkVRetVjwEVK96yp5zsTk0cC1kwGjjBjHnH7jflYQwllxaShO3JtSyq1WGPSxdGrk14sidIxyIOkDbau0AsFSb0NjHnqVHrzO+rd+T680geXLJSIGoY7D+HZHeqTKFugOh/YdgV2giIGKf8M4yxNE54Nfe+DH+/R889aZIX02LF4GNlq+Cua34fXXyFxMNa14Tyk0QKTQBPcS92BCNRkuVx0OQk5vDsehjxKTG4GzpTEOXhqge0rT6YQgPD6dVq1bY2dkxefJk6tWrR1ZWFps2beLll1/mwoULJWpHrVbj5uZWZv00RlZWll51ySeV0go4/fzzz0yaNElv+ezZs+natSvx8fF89913DBo0iL1799KiRYtSOW5Fw9nZuby7UGo86nViYWGBhYVFqfbl2WefZfz48bz//vuoVA//21YmSo9Ro0YV+5I8QWRniJcxEm6If03UIrhQuyvUGwzOtQGFkL6eXCQCHlbO4NdWSGZzcyDovoTd1AKavQi1u8PK8XD3csGxT8yH7V9Cj+9FwCRsG9h4CANTUyv90rOFyckyPgCUVB1S7orSxVWsckt8upabyVqq2xb6mbfxgOQYcT0ZISUrmRknZuBm6Ubbam0eQ09LD41aQw27mmyP3E5hg8X2tV24GpPC4XAjAU6JpCpz54wwGI0+J97nZIn76rw+BQEIgLgI422kJxRfKj7pFjj6QevXIeYidP8Orh+Ei5tEEOTcalCa6v72RJ+F6k9Bm3f000ldg40HWXJzhFIlt5j+PGFsjdhK6PJQxmwaw7t73mXMpjGELg9la8TWMjvmSy+9hEKh4NChQwwcOBB/f3+CgoJ44403OHDggM62d+/epV+/flhaWlKrVi1Wr16dv27nzp0oFIp8GfycOXOws7Nj06ZN1KlTB2tra7p27UpUVJTOPk2bNsXKygo7OztatWpFREQEc+bM4dNPP+XkyZP56oI8BYNCoWDGjBn06dMHKysrvvjiC3Jycnjuuefw9fXFwsKC2rVr8+OPP+r0ffTo0fTt25dPP/0UFxcXbG1tGTduHJmZxstc553DqlWr8Pf3x9zcnM6dO3P9+nWd7dasWUOjRo0wNzfHz8+PTz/9lOzs7Pz1CoWCP/74w+hnB7B69Wpq1aqFhYUF7du3Z+7cuTqfpyHlyw8//KBjP5B3jnm0a9eOV199lXfeeQcHBwfc3NwMBjMKc+zYMcLCwujRo4feOjs7O9zc3AgICGDGjBmYm5uzevVqdu/ejampKbdv39bZ/s0336RNm4Lxx8yZM/Hy8sLS0pJ+/foxdepUvVSo6dOnU6NGDdRqNbVr12bePN0J10mTJuHt7Y2ZmRkeHh68+uqr+esyMjJ455138PLywszMjFq1avHnn3/mrz937hzdu3fH2toaV1dXRo4cyd27d41+FkWVD8UduyhXrlyhT58+uLq6Ym1tTZMmTdi6Vfc69vHx4auvvmLMmDHY2Njg7e3N77//nr/e19cXgAYNGqBQKGjXrh0gFCidO3fGyckJjUZD27ZtOXbsmE7bhq4TEN+zxo0bY25ujpOTE/379wfEdyUiIoLXX389/5qDgmugMMbaAJg/fz6NGzfGxsYGNzc3hg8fTnS0bvXT0NBQYmNj2bXr0fyeSi3okZiYWOKX5AnC1FIEK4zhGqy/LOk2XNoMq8ZD2GZhoDZmszBOy0yBpCi4c1qoMMZsFikvfm1h+2eGj3H7lOiDY03hZ3BupeiXZ1PhD2IMSwexnaRqk2fsafP4Z5rKkrN3hUeOr6bQz7ytu/g37qqRvbTMPTuXlOxUetfshUpR+cp01nepz/WkG1xNKDjHQA9b3DXmzD8QXn4dk0jKg9Q42PSB4VSR2CvCYDwPrybG27H3FZVXjOHRAG6dBO+Wwrdj/08iUBLQDdyCRcUWK2cYvV74g7R6HYYtgVOLhD9X9dYwai0ED4Zuk6HzZ3BwhlB/ZiaLY2SliYDK5o9g8QjY9Y0wKM/JNt6vJ4CtEVt5Y+cb3Em9o7M8OjWaN3a+USaBj7i4ODZu3MjLL79sML++6MPOp59+yuDBgzl16hTdu3dnxIgRxMXFGW0/NTWVKVOmMG/ePHbv3k1kZCRvvfUWANnZ2fTt25e2bdty6tQp/v33X1544QUUCgVDhgzhzTffJCgoiKioKKKiohgyZEh+uxMnTqRPnz6cPn2aMWPGkJubS7Vq1ViyZAnnzp3jk08+4YMPPmDJkiU6/dm2bRvnz59nx44dLFq0iJUrV/Lpp58W+xmlpqby5ZdfMnfuXPbt20diYiJDhw7NX79p0yaefvppXn31Vc6dO8dvv/3GnDlz+PLLL0v82YWHhzNw4ED69u3LiRMnGDduHB9++GGx/Sopc+fOxcrKioMHDzJ58mQ+++wztmzZYnT73bt34+/v/8BCFqamppiYmJCVlUWbNm3w8/PTCVBkZ2czf/58nn1WePTt27eP8ePH83//93+cOHGCzp07631GK1eu5P/+7/948803OXPmDOPGjePZZ59lx44dACxbtoxp06bx22+/cfnyZVatWkVwcMHzxzPPPMPixYv56aefOH/+PDNmzMDa2hqAqKgo2rZtS/369Tly5AgbN27kzp07DB48uESf44OOXZTk5GS6d+/O1q1bOX78OKGhofTq1YvIyEid7b7//nsaN27M8ePHeemll3jxxRfz1VWHDgk/pa1btxIVFZWfTpSUlMSoUaPYs2cPBw4coFatWnTv3p2kJN2UxqLXybp16+jfvz89evTg+PHjbNu2jcaNGwOwYsUKqlWrxmeffZZ/zRmiuDZA+MF8/vnnnDx5klWrVnHt2jVGjx6t04ZarSYkJIQ9e/aU4JPXp9TSW+zs7B4oG9ZqtSgUCnJyDBhWSqomNu5CQrv2Nf11LoGi/Gthkm6LUrJXdxYsq94aDvwqPDvyCNsKTceBaxCseRUG/yUGQ8YI2ypmnW4chivbhRR38DyIvwFu9URgpCjNXhQzVIXlv5KqR/z92c0qpvQ4czcHcxW4Wxf6XbZyEmlfdy8LE+Ei7L25lyN3jtK3Rh806tKRuz5ufDU+2Kpt2X1jD36aGgAoFQo61XFl0aFIPuyRjqutNDSVPCFkpYqggjHCtoJ/F/F/1yCwq17wm1iYVq+KdWa2+koxhVKkouTmClPywvfTC2uFyWmNDvBHR+j9s5hsUKhgft+CYMyV7XDABob9LVJjNrwjlv/7MwycDTW7QPgeUd42T3FyZTvs+1EES4oL2FRhcnJz+ObQN2jRD2pp0aJAwbeHvqW9V/tSTXUJCwtDq9USEFDMxFEhRo8ezbBhwwD46quv+Pnnnzl06BBdu3Y1uH1WVhYzZsygRg3xGz5hwgQ++0xMbCUmJpKQkEDPnj3z19epUyd/X2tra0xMTAymzAwfPpwxY8boLCscvPD19WX//v0sWbJE56FWrVYza9YsLC0tCQoK4rPPPuPtt9/m888/R6k0PH+clZXFL7/8QrNmzQARRKhTpw6HDh2iadOmfPnll7z33nv5Cng/Pz8+//xz3nnnHSZOnFiiz27GjBnUrl2b7777DoDatWtz5swZvaDAo1CvXr38ftSqVYtffvmFbdu20blzZ4Pbh4eH4+FRfInpjIwMvvvuOxITE+nYsSMAzz33HLNnz+btt98GxMNxampq/uf/888/061bt/ygl7+/P/v372ft2rX57U6ZMoXRo0fz0ksvAeSrjaZMmUL79u2JjIzEzc2NTp06YWpqire3N02bNgXg0qVLLFmyhC1bttCpUydA/C3ymD59Og0bNuSrr77KXzZr1iy8vLy4dOkS/v7+xZ5zccc2REhICCEhIfnvv/jiC1auXMnq1auZMGFC/vLu3bvnn++7777LtGnT2LlzJwEBAfnpNY6OjjrXQYcOHXSO9dtvv2Fvb8+uXbvo2bNn/vKi18mwYcMYOnSozrWS10cHBwdUKlW+QsMYX375pdE2AJ3j+fn58dNPP9G0aVOSk5PzA1AAnp6ehIeHGz1OcZSa0mPHjh1s37692FfeNpInCKUSAnsLqauFvVimUEJATxi+BGyKPGhG/qsb8LB0EIGRwgGPPGp2hHWvi//nZos0F2NYOuqas2WmiNmvzFToN0OkxijuXw7mdtDuPZH3vGiIMEKVVF3uhYuBvLpqlZA+fTcHH40SZeFgtEIpjIPzUsAKEZMWw4LzCwh2Cqa2Q+3H2NPSRYmSYKe6HIw6oGNo2q62M6YqJfP+LUbCL5FUNRTKgnuvIWw9dP8/ajXU6FhQvtvKWagsszOF8fiAP3QDpva+0O83iNgPUccNTyBc2gQab1E5TWkC1VvB+rf01ScZSbDpffApVPVBqxVm48m3YcXz+ik22emwYqyYMHkCORZ9TE/hURgtWm6n3uZY9DGj2zwK2vt/u5J6JNWrVy///1ZWVtjY2OhJ1wtjaWmZH9AAcHd3z9/ewcGB0aNH58+A//jjj0Znl4tSeGY5jxkzZtC4cWOcnZ2xtrZm5syZerPqISEhWFoWKH9btGhBcnKyXrpKYUxMTHSOFxAQgJ2dHefPC1+to0eP8tlnn2FtbZ3/Gjt2LFFRUaSmFhgNF/fZXbx4kSZNdAN+xT1QPwyFjwu6fwNDpKWlYW5ueEJh2LBhWFtbY2lpydSpU5kyZQrdunUDRFAnLCwsPyVq1qxZDB48OF9BdPHiRb1zKvr+/PnzetViWrVqlf9ZDxo0iLS0NPz8/Bg7diwrV67MTyM6ceIEKpWKtm3bGuz70aNH2bFjh87fKS/Yd+XKFaOfRx7FHdsQKSkpvPPOOwQGBmJnZ4e1tTUXLlzQ+04W/vsoFArc3NyK/fsAREdHM378ePz9/dFoNGg0GpKTk/XaLnqdnDhxIj9I9ag8qI3jx4/Tp08fqlevjo2NTX5KTtG+WVhY6FwfD0OpKT2MfVkkEiwdodFzovRcRrKo0mLlJMpnFiY9EQ79rrus40TDAQ9bT/Gwmlfm9vxaCB4Ex/7S31ZpImawYoqYasVcECkN9yLEYG/wX2JAlZMJJxbBlfvu46l3C9ICJFWPe+FCkVTFOBWdQ6CTgZk9TbWC3P58tMw5MxszlTkdvTvo71PJqOtUl3239nPszjFaeLQEhKFp+9rO/PVvOC+2q4GVWcUuwSuRlApWLkIVuesb/XUKhTASLYy9j1BWpMZCTjqgFErNNm8LxeWtY9DkeWjzlri3mmtg3Rui2tqJBcb7cfwvMRa4uB46ThL3WUNEnRTHKkxutgi4FK0qk8e9a6K/VSxFsSTEpMaU6nYlpVatWigUCs6fP2+0FG1hihohKhQKcovxZDG0vbZQkGz27Nm8+uqrbNy4kb///puPPvqILVu20Lx582L7UTQVZ8mSJbz++ut8//33tGjRAhsbG7777jsOHjz4wHPK69fDrs9blpuby6effqrja5BH4eBBcZ9dnoK+MNoiwUSlUqm3LCsriwfxsH8zJycnTp8+bXDdtGnT6NSpE7a2tri4uOisc3FxoVevXsyePRs/Pz/Wr1/Pzp07dc7nQeeY17+i2+Qt8/Ly4uLFi2zZsoWtW7fy0ksv8d1337Fr164Hmm3m5ubSq1cvvv32W7117u4PHjsWd2xDBqFvv/02mzZtYsqUKdSsWRMLCwsGDhyo5yHzsH8fEAGmmJgYfvjhB6pXr46ZmRktWrTQa7vodVIahqTFtZGSkkKXLl3o0qUL8+fPx9nZmcjISEJDQ/X6FhcXpxMQfRjKZNS3e/fuYtcXNqeRPCGoVLrlYg2hzQHnOhAyXARE7oWDewO4vNlAe6a6g6bzq8Us0u3Tuk7wShPo9YN+MCX/mFrIzYDDf4iXIXJlOlaV5l64qBRUhYhP1xKZpKVXTQNiPo23qLCQehcsnQDYc3MP5+MuMNh/MGaqyl9S287MDi8bL/bd2p8f9ADoHuzO5nN3WHAwghfaPNpNUyKpVKhMoPFoUZklvFAetEIJ/f8Q5sZ5pNwVygmFSgQ/lEphHB75rzAhzckQxqfb7vtnOdcWkw3R58W9Ntu4sSPZmaKNvHaKo6iaQ6EyHiTJ4wm9TztblqxKREm3KykODg6Ehobyv//9j1dffVXvISk+Pl7P16O0adCgAQ0aNOD999+nRYsWLFy4kObNm6NWq0ucRr9nzx5atmyZnyYAhmfvT548SVpaWv6D24EDB7C2tqZatWpG287OzubIkSP5qoSLFy8SHx+frxJo2LAhFy9epGbNmkbbeBABAQGsX79eZ9mRI7rpbM7Ozty+fVsnCFAWpUwbNGjA9OnTDQYp3Nzcij3P559/nqFDh1KtWjVq1Kiho9oICAjI96jIo+g51qlTh7179/LMM8/kL9u/f79O2pOFhQW9e/emd+/evPzyywQEBHD69GmCg4PJzc1l165d+ekthWnYsCHLly/Hx8cHE5NHe2w2duyGDRvqbbtnzx5Gjx5Nv379AOHx8bDpHGq1GkDvOtizZw+//vor3bt3B+D69evFGrLmUa9ePbZt25bvs2LoeA+65opr48KFC9y9e5dvvvkGLy/xrFj0b5zHmTNnGDhw4AP7bIgyCXrkSVIKU/gCkJ4eEoNkZ4qZmm2fQkoMeDYUg6qGo+HCOt1t4yPvV3i5T242LH9e5Aub2YjBnaWjkOlunSTyloti6wEZCUL6a2JuuFKLuZ1QpUiqLnFXwbtqlU07GSN+Y2vYGQh62HmLf6MvgE9rkjOTWHJxCXWdgvDV+Dy+TpYxQY5BbI7YRHzGPezMhLzf0dqMNv7OzNh1lRHNqku1h+TJwMYdBs6C+OsQvhssHER5d2s3UFsKleXNY7DlY5GeYuMGrV6DugPE/00t4NRiUeb2ciEjw9grwqQURFClVmfjkwf+XcS6lGgRUFEoDJur2lUX5quFyc0Sy1Vqw8EPKydxv38CaejSEFdLV6JTow36eihQ4GrpSkMX/Yer/8qvv/5Ky5Ytadq0KZ999hn16tUjOzubLVu2MH369PzUgtLm2rVr/P777/Tu3RsPDw8uXrzIpUuX8h94fXx8uHbtGidOnKBatWrY2NhgZmY4mF+zZk3++usvNm3ahK+vL/PmzePw4cP51S/yyMzM5LnnnuOjjz4iIiKCiRMnMmHCBKN+HiBm4l955RV++uknTE1NmTBhAs2bN88PgnzyySf07NkTLy8vBg0ahFKp5NSpU5w+fTq/YsaDGDduHFOnTuXdd9/lueee48SJEzrVakA8k8XExDB58mQGDhzIxo0b2bBhwwMNRx+W9u3bk5KSwtmzZ6lbt+5D7RsaGopGo+GLL77I927J45VXXqFNmzZMnTqVXr16sX37djZs2KDzXPn2228zePBgGjZsSMeOHVmzZg0rVqzIr3oyZ84ccnJyaNasGZaWlsybNw8LCwuqV6+Oo6Mjo0aNYsyYMfz000+EhIQQERFBdHQ0gwcP5uWXX2bmzJkMGzaMt99+GycnJ8LCwli8eDEzZ858YOnU4o5tiJo1a7JixQp69eqFQqHg448/fqCCoyguLi5YWFiwceNGqlWrhrm5ORqNhpo1azJv3jwaN25MYmIib7/9dolUHBMnTqRjx47UqFGDoUOHkp2dzYYNG3jnHeG95OPjw+7duxk6dChmZmY4Oek/NxXXhre3N2q1mp9//pnx48dz5swZPv/8c702wsPDuXnzpsHgVEkok5K19+7d03lFR0ezceNGmjRpwubNBmbtJZLUWCGh3fGlCHiAGIQtGioGPIH9dLfX5ooc4qbjCpZlJsOyZ8VAKvYKHJ8H//4CLnXQQ6EQqTOH/oDjC4RU1xDdp4iBoaRqkn1/5rJwXnsV4FRMDlam4GZlQHprbiMeEqLPArA8bAU52lzaVWv3eDtZxtR28EehUHIoSneGqG99DxLTspizP7x8OiaRlAfWLlCtkSgp22gUOPiJgIdWC1d3iPK1eX4cSbdh43uw+WMwsRSm38l3wLMxuBZ6mMnNhoh/od5Q4dtRu7th1ZxLoFCV3b0sjndhPTR9QX87hRI6fAiHZ+oub/OO2L/jJMPn1mPqE5naAqBSqniv6XuACHAUJu/9u03fLVUT0zx8fX05duwY7du3580336Ru3bp07tyZbdu2MX369FI/Xh6WlpZcuHCBAQMG4O/vzwsvvMCECRMYN06MBwcMGEDXrl1p3749zs7OLFq0yGhb48ePp3///gwZMoRmzZoRGxuro/rIo2PHjtSqVYs2bdowePBgevXq9cASrpaWlrz77rsMHz6cFi1aYGFhweLFi/PXh4aGsnbtWrZs2UKTJk1o3rw5U6dONfowbAhfX1+WLVvGihUrqFevHtOnT8+v3pIX6KlTpw6//vor//vf/wgJCeHQoUP5pqCliaOjI/3792fBgmLS3IygVCoZPXo0OTk5OmoNEN4cM2bMYOrUqYSEhLBx40Zef/11nRSgvn378uOPP/Ldd98RFBTEb7/9xuzZs/Mn4e3s7Jg5cyatWrXKVxysWbMGR0cRLJ0+fToDBw7kpZdeIiAggLFjx5KSkgKAh4cH+/btIycnh9DQUOrWrcv//d//odFoig165fGgYxdl2rRp2Nvb07JlS3r16kVoaKhBRUhxmJiY8NNPP/Hbb7/h4eFBnz59AOGXcu/ePRo0aMDIkSN59dVX9dKNDNGuXTuWLl3K6tWrqV+/Ph06dNBJAfvss88IDw+nRo0a+SaqD9OGs7Mzc+bMYenSpQQGBvLNN98wZcoUvTYWLVpEly5dHuoaKYxCaygxqozYvXs3r7/+OkePHn1chywRiYmJaDQaEhISSj3yWaXJyYaE63B5E9w4KtzTa3URaSwlucFmpUHCDTi3Wqg65vU1vJ2DHwyaCxfWwOllQpFRqwsE9hGKD3MN7P1BlLL1bAgtXxUPdaeXw8lFYnBl6y7ykeOvi2otzcaJ/cK2wqklEDJUzFjt/wXirgh3+fYfisGauY3hfkn+M+V+7cVcgv81gdCvC2YsqwCj16dwL13Le82NVCk5vQzSYrne/l0m7Z9EB+8ONHbVN3ir7KwIW0FWTjaftPhEZ/mc/eHsC7vL7nfa42ClLqfelT/lfv1JHj/ZmeK+fX6t8PZpOhb+HmHcCPSFXXDkT1G+3b+rUGmcXSkmFbIzwL8bNH5WVEe7tAlavCSCGhfXCWVGyFARKFn1EqTHF7TbcaKomHXkD0i4CR4NhYG4iRlsnQi3Tgj/obbvQbXGwtQ87Z5YvvMr4cXlWleUrneuA2bWhvv/hLA1YivfHPpGx9TUzdKNd5u+S6fqjzYrKhGMHj2a+Ph4Vq1aVeJ95syZw2uvvUZ8fHyZ9csYX375JTNmzCjWZLWsOH36NJ06dSIsLAwbm4cbO48dO5Y7d+6wevXqEm174cKFRy5dKql8ZGRkUKtWLRYtWqRnWltSHqu219nZmYsXiykrKqk8aLXCqX1ub1ESD+D0ElBPEuXjPB8QlczOgLBtsGQkONUCrXEnY+KuCqOya7tFWTyVKUQegAWDxEzTgFkwcqUwOVMoQGEC1s5idqh2N4jYK3xB/NoJJ/qMFFHeVqmCBs9A4+cArZDHVm8lgjFqSxEUkVRt7l0T/1YhI1OtVsvx6Bw6Vdc3yMrHwQ9OH2XtuYXYmzvQwKXB4+vgY6SOQyCrr6wmJjUaZ8uC2Yz+DTzZczmGH7Ze4rM+DyfDlUgqLTnZIg1l4SDIuW9kGNC9+MonEftEadiEG3BwBrR6XXiEKE2EX0j4Pvi9jfhNqTtQ3FuDB4NHA1Ha1ucpmNVF34R026fw7EYYsVyMB8ysC8zNB/x53/TcTAQ78rCwhxrtwaM+ZKWLilvmMlgH0Kl6J9p7tedY9DFiUmNwtnSmoUvDMlF4SCoWv/76K02aNMHR0ZF9+/bx3Xff6ZQ2fZwEBwczefJkwsPDCQ4u2URSQkIChw8fZsGCBfzzzz8Gt5kyZQqdO3fGysqKDRs2MHfuXH799dfS7LqkghMREcGHH374yAEPKKOgx6lTuiXLtFotUVFRfPPNNzo1eSWVmKQo+HtkQcAjj8wUWPIMPLel+IonSVGwfIxIU8lK16/kUhiFUrwiD4hX9ZYiUFF3oBj0aLyE9FarFRJYGxcxI5QSC2nxsOlD423X6Ah2hWpsW9iJl+TJIO6qmI0sPLCu5FxNyCUhA/zti5FdOgpDMUXUSdrUHYpKUTUHxjU0NTBVmnLo9iF6+BXUoLe1MKVfA0/mH4hgaBNvAj3kg5PkCSApStyfcwpVbnjQQ7GZrZgIyGPfNKjTA3Z/J4Iaedy9DDu/Fv/v+yvsniJ+X91DoP9M2PyhSDsN7CvUH+r7QY7cbP2xgplN8WMCC3v478UEqhwqpYombk0evKGkSnH58mW++OIL4uLi8Pb25s033+T9998vt/6MGjXqobbv06cPhw4dYty4cXTu3NngNocOHWLy5MkkJSXh5+fHTz/9xPPPP18a3ZVUEvz9/fH393/whsVQJkGP+vXr65WXAmjevDmzZs0qi0NKHjcpMWIAZYiE6w8u83rnnJjdAYiPELNEKlPdwVgetbpA4v1jhQyDak1g/VsisAEil7fLF6LMbEKkKLd34Dc4MQ8GzRGKjfQE/XY9Gjyx5meS+8ReEdULFGVib1QuHL2dgwKoUVzQw9yWeLU5TXJUWDn8t5tIRUatMqWmXQ29oAdA1yA3dl2K4cNVp1k+viVKZfGlByWSSk98pG6gAuDmcaFwjNinv72phZgESI3VXX5iIbR+A7ZN0t9HaQLVmhb8pkadFP4gzV8Er2YiBWbp6ALjcCd/US7ekPeWRFIByDMGfRhGjx7N6NGjS70vhpg2bRrTpk17LMcqCwqXpzXGkiVLyr4jkipPmYz0r127xtWrV7l27RrXrl0jIiKC1NRU9u/fn1+qSVLJMRSc0FlfyGE9J0sELRKjCvYrKnU9NBO6faf/8KnxEoMrjwbgEgR1esK6NwoCHiCkuateFLnEcddgbi+oHSrW7f9ZmJw5B0D7D6DnD8Lzw7k29PsNrGTQ44km9krxwblKyKGoHHw0CqxMjT/E30i6wQUVBKenoXh8tk7lQm2HAK4n3eB2im6Q1kSl5LlWvhyPjOevf8PLp3MSSVmRFi9MmtPihRIyMUo/4AFwdBY89Ya+EajSRNw7DxgwpEyNgwYjREWVwiiUIjVFU034cOWliN4Lh1N/Q/heoQYpXCnt7iWY00P4bUkkEolEUkaUidLjUV1VJZUIKyeRb5un1iiMqaXwzgAxs3RopvD7AAgZDo3HCMlrYcK2ivaG/y1SWFLjwL2eaOfKDiGnHboANrxjuD85WcKYrVYXuLhe5B87+MHNo6KPbd+FfT+I/rgGQ6+fwNaz1D4OSSUlLkxUJKhCHIrKpo5T8ZL1A7cOYGJpjzo2Cot74aQ5+D2m3j1+/DS+qJVqjtw5Qk+/XjrrAtxt6VTHlW82XqBdbRd8nKzKqZcSSSmRkSSUlLu+FR5YMeeFCjIjEYbM1y8VmxoHa18XAY6MJFHu3d4PqreAPVMMK0BqdhJGos+shjtn4co2sPOCgF6iEpapBbgGwbg9ItBx47BQaS571nCfU2NFtTY7rzL5SCQSiUQiKVWlx/bt2wkMDCQxUX82ISEhgaCgIOm0W1WwdoV2Hxhe1+EjsHIVMzezusL+n0Q6jI27MBVdMEgERkKG6e53YR0sHAxezUWqy94f4O+nYdfXsHCIGJDFFGOEe/diwaDp7mUhse04SaS8LHtWyGzT7kH4bpgVCtd26Q7+JE8W2RkiOFaFytXeScklMklLgIPxn/a7aXe5knAVe7cQctRW2Nw8ZXTbqoCp0pQadn4cvn3Y4PoRzbzRWJjyf38fJysn9zH3TiIpRXJzhEH4rC4Q0AMO/A92fCUMm1Nj4cxyYd5dlPhIkZYatgWSo+HqdqHGiPhXf1vnADFB8WcnUeq2ZkfoOVWUwnWqKUzAQQRX7KsLRUivH4SSJPGm8b5HnSiNT0AikUgkEoOUatDjhx9+YOzYsQZL32k0GsaNG8fUqVNL85CS8sLUAho+I3JxnWsLKaxzAAxdKIIZKlM4s0wMchqOgqGLhGlotaaixFxCJHT+TMwuabzu5wE3gRHL4OxyOPS78PrII/GmGJQ51jDeJwc/IeF1DxEDLc+GYnbL2lV4e9j76G6/7g3jviSSqk/cNWGkW4UUP//eygGgjqNxpceR24exNLGgum11Uh1rYHvruPgcqjB5KS53UvWrVJibqni5XU1O30hgymZZXUxSQUlPFCW29/8CO78VKsaUGN1tkm6L+5qlo6iGEnlAd/3hP8A1ELp9C/a+4r7rHiJSUmLDRCnry5uFOmP7F0IZUqeXMHu2sIeW/we9fxaKSwt7MXkRsQ+OzhOlZI/Mhu1fwtWd+vdWlam4FxvDNag0PiWJRCKRSAxSquktJ0+e5NtvvzW6vkuXLkyZMqU0DykpTywdILAPeLcQ6SUqtSgVC6Jyypnl0GyccGFfOLhgv38RAZDeP4lUF7+2ooJLSgwcnC6Mzgzx76/Q+jVRPq8oCqXoy5ZJ0PFj+KuPrm+ItSv0nS68P5Lv17FPui2UH1Vopl/yEMReFv9qqpVvP0qRf29l42WjQGNm2M8jLSuNs7HnCHIMRKlQkuLsj03UKayiL5DiGviYe/v48NX4Yqo05cido/Tw7aG3vparDcOaevPbrqs08LKna103A61IJOVEWgIc+wu2fFSwbOdX4N9VpGra3A8mpMUJRUetzqLEuyE2vAseDWHgnyLw61pX3J8LTzKACKosHQXDloi01LRYoca8skOUpK3VWVRksXIRkwx/dirw7NqNKEX/9MoC9aW1G7R5W5iQF8XMFrya/qePSCKRSCSS4ihVpcedO3cwNTU1ut7ExISYmBij6yWVFGsX0HgWBDxABCHMbMG3jShdV5Qr2+DSRlHiVmkqgh2XN0NGsvHj5KSLErnDl8KwxcIobdBcqDdUBFCO/QVPvQlr/k/fKDX5Dmz7FJqN112uUAlp752zorxeugGjN0nV5O5lUfLY3K68e1IqaLVa9t3MLlblceruKbSAn50oWZtp5USmlRN2EQeM7lMVUCtN8dMYT3EB6BHsTlNfB95YcoJLd5KMbieRPHbiw3UDHnlc2ggX1ha8zys9nZMNJubG27t7Ufz+LX9OlKMtGvDIIyMJkm/Dji/h+iGoPwJcAoRXyL0IoQ5p8ZK45xY1N797GbZOFPd4AKUSgvpCi1d0y+RqqsHodWBbdYLPEolEIql4lGrQw9PTk9OnTxtdf+rUKdzdq1alBIkRLO2F58fFDca3+fd/ItARHyFUIZc2QlA/49uHDBNu8MfmwOLhYhZq1Ytg5y1mruo/LQZQeUqOokSdFAO2PFwChdrj1+YwvSX83FC0l3DjkU5ZUsmIDROpLYqqUao0IlHLjSQtwc6Gf9a1aDkRfQIvGy/MVWZioUJBsmsg1nfOYZIa9xh7+/ip7VCbyMRIYlKjDa5XKBS82LYGzjZmPDv7MHeTDZg0SySPG60Wjs41vv7fXyDp/j3PyhEca8L1A1Cjg/F96g4suDenxYlUUEOo1OBUWxiBZ6eLUrNLnoHf28Kd0zBwDiTcNGxoDnBuFaTcLXhv5Qzt3ocJR2HMJmF0+txWYVqurDplwyUSiURS8SjVu0z37t355JNPSE9P11uXlpbGxIkT6dmzZ2keUlKRca6tW1q2KGn3ID1BvLLShNLCxAz82utv69Ma3EKEWuPCugIPgqxU2D1ZBE00XsKErTjyZqPMbKD7FFjzSsFMlFYrZs3+flq0k5MNyTFCLiypesRcrFJ+HntuZKNSQKARpUd4QgTxGQnUvK/yyCPF2Z8clRn2V6u2yXQNTQ1MlSYcuXPE6Dbmpire6lKblIxsnpt7mLTMnMfYQ4nEALnZQm1hjLR7oL3/PbV2hQF/CKXl9UPQ5PmC7ZQqqN0Nun4r0kqjz4vlWycJb62iijeFQpR4vxcOJxfBqSWiLyBK0h+dI+7FeaVubT2gxQRhZF53gAiY5OaIYElydIGK08wKHHzBu7kIdlSxkuESiUQiqZiUatDjo48+Ii4uDn9/fyZPnsw///zD6tWr+fbbb6lduzZxcXF8+OGHpXlISUUkJxtir8DxBaK0nTGqt4Lbp0Vesct9P4F1bwrX+QF/QGBfqNMb+vxP5BAn3xFl7Qxx8DdIiBAzXcZm7tVWQinS+XMYuxO2fSZSW4qSdg/S4kUwZW5PmD8QTi4WqhBJ1UCrhbuXqlSJxN3Xs6llr8TS1PD3/1TMSezMNDhbOOks16pMSXYLwi7iX1SZxaSXVXLUKlN8NX4cun2o2O2crM14K7Q2F6KSeP3v4+TkygpPknJEZSpKwRrDp41IJc3DrR68uF8EMdzrC1+N1m+IFBJ7Pzjyp/DVaPo89JwG0edg12QYswE6TRI+IU3GintkRgKYmIoy8IY4sxTsqkOHj6H9B3DrOJz6WwQ8hi0W9+/YKzCnO6x4XpSulSmkEolEIikHSjXo4erqyv79+6lbty7vv/8+/fr1o2/fvnzwwQfUrVuXffv24epajHu3pGoQcwFmtIZtE8HGw7BRpEoNLV4W5e2OzhZeHCBmkHZ/B5ZOoLaGtm+L0rW7Jhdf7i4zWag4zq2CekMMb9P2XVE9ptWrkJslJMB6/TIVs15ze8Cub8W53DoGK8eJl7HUGUnlIvmOqOyjqRpBj4wcLXtvZlPfxbDKIy0rlUvxl/HT+Blcn+xeDwCHsJ1l1cUKQYBDABGJkcSkFa8Iq+FszYQONdl87g5frz//mHonkRjB9ynj99H274tKLXkoVaJS2VOvi3thjfbi34VDRQnbu5dE8GH92yK9tMNHIqhxZYcoZztwNnSbDEq1UIEU9ccqTG6OWJ+bA9s+F5Vc7l4WypDFw4WH1uE/xLKLG+CPTnB+jfF0GIlEIpFIyohST6KsXr0669ev5+7duxw8eJADBw5w9+5d1q9fj4+PT2kfTlLRSL0nBlNZqeJ9fAT0+02oNpT3iwV5N4fBc4U5mm8bIZ+9tEGUzXMNgkajhDP9ifmw6iWx/4DfhSTWGEqVeB2aKRQkbd8VZftApDD0+lHMOmXfT70ysSjoT2ECesHZFYbTZK7uLJAESyo3MRfEvxrv8u1HKXE4Koe0bKjvajjocS72HGihusbH4PocU3OS3YKxu7YPVWbVNfHMS3E5fNt4iksejas78EwLH/7Ye40FB40YPUokj4M8s8/gwYXuoy3guS3Fl3E3UQvl4vbPIT1ef/3FDcIDpOdUEbhIjxcTEUolONWAZzeJ0rTFYWYttm//gShx69lILM9OF9VdqrfQ3X79W3LyQCKRSCSPnVItWVsYe3t7mjRpUlbNSyoq6fEQub/gvY07LBgEwQNFUEOhgDtnYM1rYuBTo4MYtJ1eBjeOQuNnxbJdk8X+AT3g9FJR3aXfDNFeUpT+cQN6Qtg24fWx+hURTBm5UqTOpMWJyi5xV8E1WJTItXYWZm6nFuu249dW+IYY49hfQk4sTdcqN9EXxCxpXj56JWdrRDZOFgq8bQyntpy+expPa48CA1MDJHqGYH37DA6XtxMT1KesulquqFWm+GlqcOj2Ibr7dn/g9qFBbtyKT+OTf85S09maZn6Oj6GXEokB7H2g1w/Q8RNxnzOzFYbhDyI9XkwqGCN8r0hJPfKHUIXkYWIGng2EUalrXXHfLop3cxE42fm1eK+2hr6/wv6fhZrk1nGRWlOYrFRIjBIG5BKJRCKRPCYq/JPb7t276dWrFx4eHigUClatWmV023HjxqFQKPjhhx8eW/8kRSjqp6FQiBkpn9bifW62UEuk3C9drDQtMCW9dw3CtovBFogHUntfEfAAEQjp/bMwTCuMV3Oh7PBrD31+Aa9mcG238OtYOgrWvg43j8K+HwEtXN0l/D06TQSfp3TbUqmFCZwxlCZVptrHE03MeTF7qjSsjKhMaLVaNodn0dBVhcLAdzM6NZo7qTH4aopRSgG5JuYkeYRgf20/qrSEsupuuVPHIYDIxEjupJbMo+eZFj4EuNnw0oJjRCfqm3RLJI8NtZXwIbKvXrKAB4h7Vl55926ThcF4YbQ5EHtZ3KdVapGKEh8JWfe/6xpPoeBw1DVAxjUI2rwNB6YXLMtMFhXQWr9WsEzeLyUSiURSASgzpUdpkZKSQkhICM8++ywDBgwwut2qVas4ePAgHh4eRreRPAbM7UTw4eoO8d7MFryawIZ3hcxWbQX1R4iUlX9eglpdRJAiJUakr1i7iQdR37bgGggnFha0HXdVpM60/1C0k54EbkFiJmpOT6HosHaFlq8I9/iYi/r9O7kYqjUWKhNbDxg0R/w/7poop2fvC3fOwb8/Gz6/hqPkIK4qEH2+yvh5nIvN5VayllFBhgM4Z++exdzEDHerB1dJSHKvh/Xt0zhd3sqdesZ/byszvnZ+qJVqDkYdoneN3g/cXqVU8EqHWry/4hSvLj7BwueboVTK3wBJJeBeOGy6XzpemytUlW3fhUubRMUzEPdaG3cR8JjbU6R2mphDg5HCa8vWXdybR6+DxFuipLutuygBv2KsftpMZopQcmiqidTS26d015vZgIXdYzh5iUQikUgKqPBKj27duvHFF1/Qv39/o9vcvHmTCRMmsGDBAkxNTR9j7yR6WNhBt29FlZS6A+DSRtj5TUHp2swUOPS7KHU3ZIEYFHk3gzo9xcyRleP9NiaDlYt+7u+9a/DPy2I26fwqUc1lyUgR8ACx/eaPxOzWrZP6/Uu+I9bl3i/xZ+Ukjlunp+iHjQs0G2dYelunNzj5l9IHJSk3tFq4c1YEuKoAG69lYW0KgU76P+e52lzOxp7F29YbZXEKprztTdQkuddHE3kQk+LKTVdi1EpTatrX5GDUAaBklVk0Fqa83L4mB6/G8sfeq2XbQYmkNEi4ISYDCpd4j70iDLkD+4igf/AgUU1FqxX3zTwvq+x0ODwTVo6HlLvCrNTMFjwbQmBv4fOx7k1IjTN87LxJhafeFKVt81AooPNnBSoSiUQikUgeExU+6PEgcnNzGTlyJG+//TZBQUHl3R0JiMDAuN3Cuf3In4a3ObdKpK+kRIt84sIkRYlBWJ0+otqKIbLSRJnbsK2G1+/8CgK66S/3bAg5OWBqabz/dl7w7AboPkWoUPzaw/Al0ON74QUiqdzERwoZtn318u7Jf0ar1bLuSjYNXVWYGFAfRCRGkpKViq9tyQM8ye5B5KpMcQjbUZpdrVAEOgYSlXKbyKTrJd4nyENDt2B3pmy6RFh01S3tK6ki3DwGCQa+31ot7P8JBv8lPDzsvODfXwy3cW2nSH1ZPAKWPCN8s5Kjxf2zaJppYao1ha6TRRW22t2FujJ4kChjG75Xt9qMRCKRSCSPgUof9Pj2228xMTHh1VdfLfE+GRkZJCYm6rwkpYhCIUzXVOriS9NFn4c/OurKX5Nuw9U9YlD2WysIGSqktkVRW4lB1OXNYGohZp4Kp52k3BXbFMbUQlSRqR36YHmtpho0eR6GLxWKFP9QsHZ5wIlLHkSFuPbunBX/2vs8/mOXMhficrmakEszD8OZiudiz2KrtsHB3KHEbeaq1CS7B2MXcRBVceUqKzE+ttWxMrXk31v7H7xxIYY09sLBWs37K06Rm1sylUhFokJcf5LHQ9gW4+tuHhUl3qPPi3+LU3XdPCpSS8O2wKIhsP1LcU/uONHw9q7BIjX1XjicXSaUld4tAC0sHQ0KE6GwlEgkEonkMVKpgx5Hjx7lxx9/ZM6cOQYN/Izx9ddfo9Fo8l9eXlUjt7/CUZyaAsRsT3q8MBqNvyG8NG4cEsZpTcbAsL/FLNPA2eAeUrCfZ0N4diPkakVFmN6/QKdJQo3R/EUR/FCqhJN8Hu71hZGbua2+kZsxFAqw0ICZ1YO3lZSICnHt3T59v/JB5R94rw7LwkYN9Zz1f8ozc7K4eO8SPkbK1BZHklswWoUC+2t7S6GXFQ+VQkVthwD+vXWAHG1OifdTmyh5rpUvh8PvsfL4zTLsYdlQIa4/yeOhuHLcVs4iZWX/z5CdVrx5t6WjmMDoPkXci2t1FmoPx1rQ6yfhowUiuBHYFzp9AtmZwrzc3AFOLRHHubAemoyFLp+J9FeJRCKRSB4jCq1WW2mmqxQKBStXrqRv374A/PDDD7zxxhsoC5UPzcnJQalU4uXlRXh4uMF2MjIyyMgoUCAkJibi5eVFQkICtra2ZXkKTxapsbBwMNw4or/Ozlvk+254FwbNFg7w13YXWl8dek6FMytE/nH0eWHCplCCWz1heHrjoJDdFjZSqzcEqreCa7ug630vkdwcURHG3FYM9iTlRoW49haPEPnuXb54PMcrI3K1WlovSKaOo4rnQ9R668/FnmPNlbX0qtETa9OHl5PbX9uHZWwYVzp/jFal335l53bKbeae+4vXG75GsHO9h9r3p22XuRSdxK6322NtVuH9wPOpENef5PFw85hQUub5eRSmw8fg0QDm94fmL0F8hPD+KIqFPfSdASpTYYjqEijKwW/6QJSe9WoKDUeLVEGVGo7Ph9NLoOu30GiUUJEk3RbpqKbmIkCSV51NIpFIJJLHSOUZrRlg5MiRdOrUSWdZaGgoI0eO5NlnnzW6n5mZGWZm8sb7SKQnQvr9cpaWDvopJHkk3RGDor7TYcEgIXXNw8oZekyF9W+JSi4n/9YNeIAYhK35P2j3vnCeT4+HrRPFDP3LByHpJmx4D9q+I1JRMlPg9DIx4HLyh9CvRTqKTEmpUFSIay/qJHg2Lt8+lAKHo3K4laJlbIjhqi3n7p7DycLpkQIeAEnuwdhEncb25nESvJv9l65WSFytXHG2cGbvzb0PHfQY3sybN5ec5LddV3izSwmVYxWACnH9SR4PKrXwoVr/tigVn0fNTuDXruA+npMJLf9PVDCLPlewnZktDJgl7q/x4dD2PRHcmN1NGJ0CXD8kXiDKxV/dIQIcecdTmQrPEIlEIpFIypkKH/RITk4mLCws//21a9c4ceIEDg4OeHt74+joqLO9qakpbm5u1K5deQailYLcHIgNEw7vYVuE4qJOb+j4CTj4FWyXeg+SbsG+n+DcSlEKb8hCYU5645AYAJlawcb3RCCkZgdhkGaIhBsiqHJ+tRi8nV0JQf3BwhEi90HzcbDvR7h7WcxINRgJ9YfB1knQYMTj+FQklY3UOGHuV29oeffkP7PsUhaulgpqO+hL01OyUrmWeI1Gro0euf1sc1vSHKpjf3UPCd5NgapVplWBgmCnYHbd3EVyZhLWapsS7+tkbUa3YDdm7r7KyObVcbE14DskkZQnV7ZDxF4YulDcuzOSwC0YYi7A8udFlTUQAZDFw6Hjx6Kc7N1LQknp4Ae5WSL9NGKvCKIE9RftrRpfUOklj6NzoN5g2D1FpLZIJBKJRFKBqPBBjyNHjtC+ffv892+88QYAo0aNYs6cOeXUqyeQ+Aghlc0zNtTmiCBE+B4Yu0Okq+Rki5Kyy58TxmcgAhsXVoOVK5jbiYBEyt2CdnNzCsrHGiL5jpgtUihFbnHr18BELQIiq18p2C7tnjA/rdUFGjytXxFGIgG4dVz861SzfPvxH0nJ0rL2ShY9a5ga9DO6EHceAC+b/zbLmuxWF+dza7GIiyDNwec/tVURCXIKZNfNXey7tZ9Qn9CH2rdXPQ+2n4/mp+2X+aJvcBn1UCJ5RGIvw6VN4mVXXRh5750qzMUVigK1hjYXUu8KZaWZrfDUys0WasnFw4USBMS/pxbD9QOipPzS0brHi78uVJxNX5AKS4lEIpFUOCq8kWm7du3QarV6L2MBj/DwcF577bXH2scqT3YGHPitIOBRmJS7IviRmwspMXDrWEHAI49dk0GbLcxIu30HPk+BvS/UHSBSUYozPNVUE/9aOMCoNeJ9UhRsN+LHcHmzKJcn84Ylhrh1TBjc2hRTbrESsCYsi/RsaFPNcGrL2btncbfywEz1366DNE01si1s0YQ/XJWTyoKliSX+dv7svL4DLQa8D4rBysyEnvXcWXzoOtfjUsuohxLJI1KtScH/4yOEwiOvmppLIGSmivuwmU2B6XdGovDP8msPh34vCHgU5l64mIxwLBI4dq0Lnk2h7btCeSmRSCQSSQWiwgc9JBWA9AS4Ukz5uwvrIDNJDJAiDDwcaXNFXvG6N8GjIbT6P5EWo7aGPVOF4ZkhPBrCvQhhtGbjAaeWib6kJ4pBlzESb8qZJolhbhwGp1q65Y0rIQvOZVLfRYmTpf5PeFxaLFEptx+paoseCgXJzoHYRp1CmVU1H+wbuDbgTmo05+6ee/DGRegS5IaVmQm/7gx78MYSyePEqZZQRxqi5avCF6vRKJEe2niM7nr3EMP38jwi9gtD8TwUCmj/IVRrKMvRSiQSiaRCIoMekgejMi1+5sa1rlCBaHOL3y49XuQGLxgIy56FY3PhzFJwDoCWr4DJ/bx4hUKkqbT/ADJSwLedkNUqlcKwNDe7+IfWvBJ6EklhtFpRScipcvv9nIzO4fTdXDpUN5ydeCb2HGYqNZ7WnqVyvBSX2ihyc7C9caxU2qtoVLP2xNXShS0RxQR2jWBuqqJnPXeWHLkh1R6SisWtE9DvN1GuPQ9LBwj9Sijetn0u0k03vCMMSpu/JFJgQNxni7uXWzhAZrL4v407DF0MLpX7d1UikUgkVRsZ9JA8GAt7MTNkCI+GwrxsVqgoL1u7h/F2mr4AJxfpLtNqYe1rwiTt2fUweh2M3w+dPhWDKZfa8PcIcK8HLnVgbi849bcIhBhCbSW2k0iKEndVlFF2rtyD87/OZuJsoaChq35qixYtZ++exsvGG5WidH7ec9SWpNlXxy7yYKm0V9FQoKCha0NO3T3N7ZSoh96/Ux1XrNQqZuy6Uga9k0geEY8GsHoCBPYW5qOD/4KnV8LVXXDwN91t170pJh3G7RHbuQVDo9HG2244Cjp9Bi/uh7HbwT+0IEVGIpFIJJIKiAx6SEqGdwsIHqS/vNu3MH+AMBY9OB0sNNDuA/3tfFpDnV4Qvld/nVYLe74XJmp7psL0FuI1o5Wo7FJ3AKQlQEq0yE0+NlcoQ+y8ddtRqWHoIrB2L51zllQtIg8AikodFItOzWV1WBadfExQGlA7RSREkJiZjJ/Gt1SPm+wSgFnCLcwSbpRquxWFQMdArE2t2Ri+6aH3NTdV0S3YnSVHrnM7Ib0MeieRPAIxl6DpONj2mTAkXfKMMP9uNLpA0ZGHjZsIXFjYCxPwOT3AwddwFZYOH4n0Udc64BoEth6VPl1QIpFIJFWfCl+9RVJBsHaBrt9CiwlwcT0oTUQw4uquAplrSgwsfRb6Tofnt0HYViGT9Q8V6S93L4nZoLztC2NiLoIW/X4TFWAurgeVGdToAOa2cGEt7PhKbJueAP+8DF2+EO3HXhaman7txABMZfrYPhZJJSLyX7D3qdQzkvPPZqJUQAdvwz/dp2JOo1Hb4mhhJJf/EUmz9yZHbYUm8hDRwdVKte2KgInChEaujdh3ay99avTG3tzhofbvEujK2lO3+G33FSb2CiqjXkokD4GDjyjtPmIpRB4UJqVezYT31ohlcOesuCe7BArvj1UvwrDFULsrTDgCYduh9ZvCmDRsmzAcD+gutrWt3EbQEolEInnykEEPScmxchQvj/oFy/b9qLtNfATM6S5c4Wt0EKalv7URfh41O0Gbt0QecVE6fgLWbmBqBtbO4NW0YN3dy/rVWpKiRGlcWw/o/r0YjEkkxXFtt675XiUjNUvL3LOZtPM2wVqtP7Oalp3O5fhL1HUqg/KpCiUpzv7Y3jhGdGCvKhlYbOBSn4O3D7Lh2gaG1xnxUPtaqk3oGuTGooORvNy+Jk7WsnqUpJxxqi0qrSwcIu7ZppZweqkoVTtkPpxaIhQflzZBwnWxT0aySBF1rCFeefi2KY8zkEgkEomk1JDpLZL/hmcjw8vvXYNrO+HyJhHwAKH8SIkRag7PhiKdxb0+jFoLAT3g0kZY/y4cmglx1wrK5ZmYi7J6hki8ZXydRJJH/HURkHMrg4DAY2LxhUySMqGHn+FY9bm7Z8jVavG1Ld3UljySXQJQZaVhc/tMmbRf3pipzGji2pidN3YSlx730Pt3DXJHoVDw595rZdA7ieQhsXGFgXOEP1ZyNNw+LUrRDlkAO7+Gm0cgfE9BwENpAmb3lZh3L8PeH2DD+0LlkfjwXjcSiUQikVQkpNJD8t/wayeCDhlJ+uvafQB7pugu+/d/oPGC+sOh9y/CrDQtThihJt0u2E6lhqeXg3dLkW/cYoIYqBVF46U7IyWRGOLqDlAoK23QIz1by4wTmbT2VOFsoEwtaDkWcwJPa0/MTcpGZZBtYUeGrTt2EQdI8mxQJscobxq5NuJY9DFWXV7FmOAxD96hENbmJnQOdGXu/nDGtfHDzlJdRr2USEqIrTvUGwImaqH0sHYT99EbR/S3DR4sqrKcXwurxguvLYCDv4JzHXh6GWiqXmqbRCKRSJ4MpNJD8t/QeAmlhl31gmUm5sLZ3b0+RJ/X3yfhOuz6FrLSxPt/JugGPECoPBYPF2ksWali4NZkrJiNysO1LjyzSuYXSx5M2DZw8q+0qqDFF7K4m6alby3DaSURiZHEpcVRy75WmfYj2aUOlnfDME2JLdPjlBdmKjNauLdk3629RCZFPvT+3YPdycnVMkuqPSQVhdxs2PqpMDFd+QK0e083fVShgKD+0PYdMQFROOCRR8x5YTaeJY16JRKJRFI5kUoPyX9DqRT5ws9tFqkrOZlg6QTWrsJw1LEmxIbp72dhLxQcqbHCYNIQGUnCpPTYPDi3ChqMFNJcpYmQ7lq7Cf8PiaQ4crLgynaRQlUJSc3S8suxDFp7qnC3NhynPnrnKHZmGlwtXcq2L441sA/fh13kAWLqVM7P80HUdwnhRPRxFp5fwHtN3wNKXplCY2FKpzquzNoXzpjWvlLtISl/rJzFvfPQb5B2D5Y/D81fgtZvQHYGONUSlV5WvAC1OukHPPI4sRCeekNMdEgkEolEUsmQSg9J6WDjJlIHPBuBfXUwNReBiaELodtkqD+ioEyeSg2D54nUlpys4tu9FwER+0CbK0rVLhoCCwbA8fki/1gieRAR+wsqF1RC/jiVSUKGloG1Das87qXHE3YvDH97/zLvi1ZlQoqzP5qIQ5D7gGu3kqJSqOhYvROX7l1m7819D71/z3ruZOXkMnPP1TLonUTykJioodWrIrgBIvCx40tYNBSiTsCRWbBstFB8pMUbbyc7XUxqJN2G9MTH0HGJRCKRSEoPGfSQlA3JMXB2FawcB/t/Eg9IT6+AvjPg5YPg3QyUKjDXgJWT8XY0nkJBUpQjsyD5Tpl1X1KFOL8arFzAofJ5v0Sn5DL9RAadfUyMeHnAkduHMDMxw0dTNgamRUl2DUKVmYzNrdOP5XjlgY9tdQIdA/n74mISMuIfal87SzWhQW7M2htOTFJG2XRQInkYNNXgmdVCKVl3IDQbD6PWiBTTw3+IbWIuGjcmB5GuGnkQ/ugoStNfP2TYy0sikUgkkgqIDHpISp/UONj2GSwdBbeOQ8INUR5vXl9wqQMOfkLtAULt0eUrw+0ED4HwvULlUZScTDngkjyYnGw49w9UbyFmMisZXx1Ix1QJ/f0NqzySM5M5dfc0te39USkez895lqU96Zpq2F/dDRiRwlcBOnl3BBTMPjObhz3PXiEeKJXw07bLZdI3ieShsfWAOj1h4J/Q/iOh9jg4o2B9erx4GQp8KBTQ+nVhgppwA65shT87w6XNkJPzuM5AIpFIJJJHRgY9JKVP0m04/pf+8uwMWPemCIrkoVRC7a4wfAk41xbLrF0g9Cto9w7s/9nwMRRKUFuVft8lVYtrO4VSyLddOXfk4dl/M5tVYdkMraPGytRwwOZA1AFUChU1H0NqS2GSPOphEX8di7iqa9hpYWJBV9+unLp7mi0RWx9qX2szE/rW92ThwUjComVwVlLBUJmCxlt/+ZZPhG9H85dESXmAak1g0F9weinEFzH3XfcGJMtythKJRCKp+EgjU0npc2238XU3j4jZJEuHgmXmGvAPBY8GIjCiNBFGqCnR4OALsVf026nTSxi0SSTFcXw+2HkLQ91KREqWlnd3pRHoqKStl8rgNgkZ8RyPOUGwYxBqpWElSFmRZudNlqUDDpe3c7OZ32M99uOkpqYGTVwb8/fFv/HV+FDTruTVcUKD3Nh6/g6TVp9j3nNNUVRCpZGkimJqDi0nwOklusszU+DvkTB+H7R8BXJzITMJ5veHxFv67aTHi6CyLGUrkUgkkgqOVHpISh9VMRULFAqh0jCEtQvYeYGtu1CA2LjB8KUFBmx5+LaBrl9X2vKjksdE0h04vxZqhVa61JbP96cTnaplbIgapZG+77i+C3OlGbXtaz/m3gEKBYmeDbC+cx6zhBuP//iPkbZebfG09uDn4z9zN82Av5ARTFVKnmnuw96wu6w9JWfDJRUMhxrQ7/cCg3EAEzPoMVUEMWw9wK6a8P0wFPDIQ2k4KCuRSCQSSUVCKj0kpY9vG+PranQECwfj64viWANGrROmpSkxYiBm5QJWjv+9n5KqzaHfQWUCNTuWd08ein8uZ7H4QhZj66lxszIcILyWEM7FuIu08GiBSlk+P+MpTjWxvXEM53PrudHihXLpw+NApVDRp2YfFpxfwPdHp/JB0/exUduWaN+G1e1p6uPAxNVnaVnDEUdrszLurURSQsysIagveLeAhOvCO8vOW0w+FA6EWLuIEvNp9/TbsHEXJeolEolEIqngSKWHpPSxdoVOn+kvt3QQCg3zkj0w5GPjCu71xMOrSx0Z8JA8mLR7cOg3ofJQV57Sxqdjcnh3VxpPVVPR3tvwDGpmTgYbr23E1coVH9vqj7mHhVAoifduilXMRSyjL5RfPx4DViZWDKw1iOTMJKYc+Z7kzOQS7/tsKx+yc3J5Z9kptNqqa/wqqYSYmIG9N/i0At+n7pebt9DdxtoN+s/UV3SoTMVyG/fH11+JRCKRSB4RGfSQlD7mNtBoFIzdDvWGCOVH5y9g7C5weryGi5InlN1TROWWugPKuyclJjwhl9EbUqlmo+T5emojHhBaNl7bTFpOGk3dmj72PhYlzcGXdI0nrqdXoMjJLO/ulCkO5vYMqT2EuPRYvj38LffS4x68E6KE7bg2Ndh2IZoZu66WcS8lklJGZQI+reHFf0WpW9820OIV8d6rWaVLHZRIJBLJk4lCK6eeSExMRKPRkJCQgK3tQ6oQJMWTnQm5WWBqKQdHEj3K5NqLOgW/t4P6I6De4NJps4y5Ep/DiLWpqBTwcUtzNGbGqrUcZNf1XbTybIm3jYHqC+WASVo87ieXEl+9GdHB/cu7O2VObFosSy4tRalQ8EqDV/DVlMzI9e/D1/nnxE1+Gd6QHvUqxuy4vPdJHoqcbMhOBxMLUEkvD4lEIpFUHqTSQ1K2mKhFaVkZ8JA8DtITYflzIjc9qF9596ZE7LuRTf9VKZgq4cMWxgMex+8cZ9f1XdR1CqowAQ+AbAs77vm0xP7aPmyvHynv7pQ5jhaOjAx8GksTK7469DWbwjeRq8154H6DGlejZU1HXl18nPWnpbGppBKiMhFeIDLgIZFIJJJKhgx6SCSSqkFmqii3mHAT2r4jcs4rMGlZWr4+kM7T61KpbqNkYitz7M31Ax652lx2Xd/J5ogt+Dv4E+wU/Pg7+wCSXQNJdq2D+4m/sb51qry7U+ZYm1ozrM5QGjo34O+Lf/PVwa+4llB86opSoWB82xo083Xg5QXH+GX7ZXJyn3ihpUQikUgkEkmZI9NbkBJfiaS8KLVrL+4aLBsD0eeg4yfgVq/0OlnKpGVpWXE5i5+PZRCbpqW/vym9a5oYLE17I+kGWyO3EZN6hxDn+gQ4BJRDj0uINhfHsO1YxYRxt3YnYmt1gnKqLPM4uZ58g60RW4hOjaGeUzBdfLpQx7EOCiNzCrlaLcuP3mDl8ZvU89LwSc8gGlW3f8y9Fsh7n0QikUgkkicBGfRADvwkkvLiP117Wi3cOQvH58PRWWBuD23fBadaZdPZ/0B0Si5H7uSwIzKbjVezSM6CZh4qhgSYFilLqyU+I4Fr8dc4E3uGW8lROFjY09ilMY4WlaBqkVaL5uZRNNePkmlpzz2/tiR51iNHbVPePStTcsnlfOx5DkYdIiYtBntzOxo4NyTQsQ5+dn7YmdkBukGtC7cTmbM/nIjYVBp629GvgSdt/J3xdrA0YmJb+sh7n0QikUgkkicBGfQAEhISsLOz4/r163LgJ5GUEjY2Ng98eCvxtZedjtnebzG5uhVlaiyKzCSd1bnWbmTV7o3WxLw0uv5Q3Mkw5bur1YlMMyc9V0FajorEbBMSsg2rHJzVmTzlEI8FsdxKvUVObg7Z2myD21qprLBSW1L0gbmiY56VjlNyjN7yLJUp9yztCXeqQU7REphVhPiMeG6nRpGZm2VwvanSBLXSDFOlKSqFCaT7cTvOcFDIwdIUG3MTLEyV1HKx4o0OvjhaqR/Yh5JceyDvfRJJaVPSa08ikUgkjxcZ9ABu3LiBl5dXeXdDIqlSlGT2uKTXXh0nJedeti6trpUqf2V35pPsZ8u7G5IngLtrppBybucDtyupckPe+ySS0kWqpiQSiaRiIoMeQG5uLrdu3XroCH1iYiJeXl5VepZMnmPlp7zOryTX06Nee4aobH/HytZfqHx9flL7W9LrqTSvv/Kisv2NH0RVOx+oeudU3PlU5mtJIpFIqjJV32WuBCiVSqpVq/bI+9va2laJG3lxyHOs/FTE8/uv154hKuJ5Fkdl6y9Uvj7L/hqmLK6/8qKy/Y0fRFU7H6h651TVzkcikUiqMrJkrUQikUgkEolEIpFIJJIqiQx6SCQSiUQikUgkEolEIqmSyKDHf8DMzIyJEydiZmZW3l0pM+Q5Vn6q+vnlUdnOs7L1Fypfn2V/qz5V7TOraucDVe+cqtr5SCQSyZOANDKVSCQSiUQikUgkEolEUiWRSg+JRCKRSCQSiUQikUgkVRIZ9JBIJBKJRCKRSCQSiURSJZFBD4lEIpFIJBKJRCKRSCRVEhn0kEgkEolEIpFIJBKJRFIlkUEPQKvVkpiYiPR0lUgeL/Lak0jKD3n9SSQSiUQieRKQQQ8gKSkJjUZDUlJSeXdFInmikNeeRFJ+yOtPIpFIJBLJk4AMekgkEolEIpFIJBKJRCKpksigh0QikUgkEolEIpFIJJIqiQx6SCQSiUQikUgkEolEIqmSyKCHRCKRSCQSiUQikUgkkiqJSXl3QCKpsuTkQHIUpMaBygQsHcHatbx7JamM5GRD8m3xXVLe/y7ZyO+SRCKRSCQSiUTyIGTQQyIpC9IS4NJG2PgupN0Ty5xqwYA/wbUuKFXl2z9J5SE9ES5vhvVvFXyXHGtA/z/BLVgE1CQSiUQikUgkEolBZHqLRFIW3D4BK18oeEgFuHsZ5vSAhOvl1i1JJeTOGVj+nO53KfYKzJXfJYlEIpFIJBKJ5EHIKUJJ1SY9EbJSwcQMLOx116XGQUYKqFRgagUWGv39c3IgNUb839IZMhMhOwPUVmBmY/iYqXGw9VPD6yzsIe4amJgX38Z/JTsT0uJAoQQrZ1AoyuY4krIl7R5s+8zwuswUiL4g0l1ys8HSCczvf5+So8V6UyuwcTG8f2oc5GSC2looj5LvAArQeIFSxsMlEolEIpFIJFWDch3Zfv311zRp0gQbGxtcXFzo27cvFy9e1Nlm0qRJBAQEYGVlhb29PZ06deLgwYM622RkZPDKK6/g5OSElZUVvXv35saNG4/zVCQVjYxkuHkMlo+B39vBwiEQtl086KXGwoX1sGAgzO4Ca1+DW8cg6qQIkuQRfx32TIFZoeK16xu4fRrmD4TlY+HWCchM1T92djrEXNBf3v4DaPsO7PhC9GnFC+KYmSmld95arQiqbJ0If3SC2d3g0G+QeKv0jiF5fGSlQfR5/eVmtvDCbkiIhIWDhIJo47sQcxGuH4ZlY8TffvmzcHUnJN0p2DclFi6uhwUDYOkooSTZ9hnM6Qnz+8G+H+Be+GM6QYmk8pCYnkVaZk55d0MikUgkEslDotBqtdryOnjXrl0ZOnQoTZo0ITs7mw8//JDTp09z7tw5rKysAFi4cCEuLi74+fmRlpbGtGnTWLp0KWFhYTg7OwPw4osvsmbNGubMmYOjoyNvvvkmcXFxHD16FJXqwd4JiYmJaDQaEhISsLW1LdNzljwGcnPh0gb4e4QIAhSm02fCAHLlON3lCiX0/10oMGqFQkq0eAi8d013O3tfCP0SFg8X6onhS6FWZ91tUmJgbm+IPlewrMHTYG4H//6if9wRy6Bmx/90yvnEXYM/OorATmE8m8DQeWDjXjrHKSXktfcAUmJFICLqpO7yZzfAzm/g2i7d5WY2MGiuCGZkJBUs7zEVQoZCbg7snQp7pwmFyPAl4lpIidFtxz0EBv8F9j5lclqSioG8/krOimM3eH/FaZQK+N+IhnQIkEbCEolEIpFUFso16FGUmJgYXFxc2LVrF23atDG4Td4gbevWrXTs2JGEhAScnZ2ZN28eQ4YMAeDWrVt4eXmxfv16QkNDH3hcOfCrYiTchJnthMS/KCpTGLoIdnwJppZiJj0+XChA7H2h9esi6HFuJWx8z3D7bd+Fqzvg+iGw9YTnt4FtkWDCudWwZGTB+xFLhdpEm6vfnsYLnt/y3wMS2emw8QM48qfh9cOXgP+Dr4fHibz2SsDFDbBoaMF7ex/oMU0EQwxRuxtoqsGhmQXL1NYwbjeghV8ai2Bgnd5g6QBH5xhuZ8CfEDywlE5CUhGR11/JuBKTTNcfdtOouj3pWTlcvpPM7nfa42htVt5dk0gkEolEUgIqVOJ2QkICAA4ODgbXZ2Zm8vvvv6PRaAgJCQHg6NGjZGVl0aVLl/ztPDw8qFu3Lvv37zfYTkZGBomJiTovSRUi7Z7hgAdAThaYWEC374T6onZ36P499P0VMpOF50b6PTj1t/H2L2+G6q3F/xNvCu+Movi0gnbvF5QXTbhhOOABwowy9Z7hdQ9DahycW2V8/fF5wvuhHJHX3iPg1Qw6fCICdgDNXxLpKca4vBm8W+ouy0wW10TUqQL1k09ruLTJeDunl5Zu6pWk3JHX36Pxy/YwbC1MebFtTV5sV5NcLfy++2p5d0sikUgkEkkJqTBGplqtljfeeIPWrVtTt25dnXVr165l6NChpKam4u7uzpYtW3BycgLg9u3bqNVq7O11TSpdXV25ffu2wWN9/fXXfPqpEaNJSeWnOBNG9xAgF+b10X2gc6wB/X6D3Cxh6pj3gGkIlalu8MBQ+VlLR2j5ikgpSLwF6QkP6HNplLBVgkptfLWJBeUd55TX3iNg6QDNx0PwAEiOAXNbUQnIGCo1aA34DihNdL8fudnFf19UalDI0spVCXn9PTz3UjJZc/IWQ5t4ozZRojZR0r62M0uP3uCt0NqYqirU3JFEIpFIJBIDVJi79YQJEzh16hSLFi3SW9e+fXtOnDjB/v376dq1K4MHDyY62shM/n20Wi0KIxUr3n//fRISEvJf16/Lso9VCgtHcPAzvO6pN+Hvkfoz2LFX4MD/QKkGMw00GWu8/aB+cPn+DLlzAFgYViahthKpCNVbgkug8AsxhEug8TYeBitnaPiM8fWNx5R7VQ557T0ied8ljQcsGAQ12hnfNrAvXNqou8zKSbzc6hYE9C5tFN9lYzR8BkyNfGcllRJ5/T08a0/dIlerpXUtp/xlbWu7EJeSya6LMcXsKZFIJBKJpKJQIYIer7zyCqtXr2bHjh1Uq1ZNb72VlRU1a9akefPm/Pnnn5iYmPDnn8K3wM3NjczMTO7d000PiI6OxtXVsNGYmZkZtra2Oi9JFcLGFfrPLAgyqNQilWXYYuHjkR5veL8r24U3R3oCeDaC6q30t/FuCT5PQYePoctXMHAWWBspCVoYa1fo86t+6Vi1FfT5H2Qkitn7lFjD+5cElQoajgInf/119YaAY81Hb7uUkNfefbLS4V6EqMxyL1KUQS4JibcgPkJUJmo4Sn+9xguCBwlPmTyUJtB3hlhn7Qq9fhLLr+0Gr6YixavH9/D0chi7A57fDs9uEgG92KuiLG7iLX1TYEmlQ15/D8/607cJ9tSgsShQ/3k7WOJhZ87W83eK2VMikUgkEklFoVzTW7RaLa+88gorV65k586d+Pr6lni/jAzxkNCoUSNMTU3ZsmULgwcPBiAqKoozZ84wefLkMuu7pILjXh9e+hdOLxOeCCcWipKeTccZ30erFQ+ii4aAqQX0/gWajRdeGAANRor0lz87CwNUt2Dh3ZGTDaoHXEqm5sJEdPw+ODwL4sJEUCWgJ+z4Ci6sEdt5NBDHdQl8NFWGxhNGroKIfXByMagtoekL4FwHrJ0fvj1J6ZN0G/b+AEdnC/NZUwto8jy0eEUE7IojLV78u+d74RkzcJYIcGQkgm8bCOghUmAaPgOxYeBQA0KGgUuA+I6qTKBOL/HdPfQH3DkvFEDr3y6oVOTZENq+B/+uFFWFlj8v+hj6tXhvrinLT0ciqTAkpmdxODyOkS2q661r4GXPlvN3+LoYValEIpFIJJKKQbkGPV5++WUWLlzIP//8g42NTb4Hh0ajwcLCgpSUFL788kt69+6Nu7s7sbGx/Prrr9y4cYNBgwblb/vcc8/x5ptv4ujoiIODA2+99RbBwcF06tSpPE9PUp6oTESKS+MxsHwsXN0uZrwdigmsWTqIh0cQQY3lz4k2Rv4DaGFeX4grZF53+zTM7gbj9wpPkAdhZg2uQdDtW8jJgKQ78L8muv4gt47D7K6izUctF6rxhHqDoU5P4clgIisMVBjSE2HLJ7pGuVlpsP9nSE8S5ZDNrI3vX/g7sfNrYbxbqzNYeIsqLw5+sOxZqNFR/D/huvh+mdkU7GdmI4IePb6HO2dgZntdk92bx2DFWBjwB2z7DDpOhHVviHZHLIda8ndV8mSw7/JdsnO1NPCy11tX38uOdaejuHQnmdpuNgb2lkgkEolEUlEo1/SW6dOnk5CQQLt27XB3d89//f23eCBQqVRcuHCBAQMG4O/vT8+ePYmJiWHPnj0EBQXltzNt2jT69u3L4MGDadWqFZaWlqxZswaVSprwPfGkRIuAB4iHv9tnoEYHw9u2fLVA1ZFH3FW4vAV2fqMb8MgjKxWO/SXUHiVFZSJUJVsnGq6mkpEkFCq5Rqq9lBRTSxnwqGikxMDpJYbXnZgnvq/FYeUMdQcVvE+7B6eWiLKzPk8JdU9ujqjgcmSWUJUY87fJThOBE0NVhdITIPKgSL+ydBT/Amz+UChJJJIngP1XYnHXmONso/876u9qg4lKwf4rd8uhZxKJRCKRSB6Gck9vKQ5zc3NWrFjxwHbMzc35+eef+fnnn0ura5Kqwr0I3fe7v4P+v4sHwZOLhKGprSe0eg2S7wifAz1y4cYh48eI2He/3K1dyfuVmQw3jxhfH74Hmr9Y8LApqRqkxhr3xsjNEUGM4rCwE2oQRz84MF0ok6xdRaqLZ0M4t1JsZ2IG9YZB23eMp8xkJMPNo8aPFXUCHGtB7GWw9RCeMzEXREqORPIEsC/sLoHuhn1P1CZK/F1sOHA1lmdblSw1VyKRSCQSSflQYUrWSiRlgpWT7vucTJG24t9NGDq6Bgm5/+FZsPd7w21oc0VgJDbM8Ho7b+OVWYyhUoONuzCINNhm9eLLiUoqJ+piUlegZEEuG1do87bw7cjOEH4bNu7CJHf0BshKEalcVs5inTFUahHMSDGi3LD1EEEar2YFXiKWjqVUXlkiqdjcTc7g6t0Uuge7G93G39WGPWExxVaLk0gkEolEUv5UiOotEkmZYespXoXJzYH/Z++8w6Mq2j587252s7vpvZBAEkLvHaQKSLEgqCCgYEGwIIhi/Xxtr53XjhULSEcRBRSkSJMOofcSSEjvfZOt3x9DypJdIBCSAHNf114kZ+bMmYRzNju/eZ7fc+xPkWbgWQ+8wqDZHeXtHsFiwVdKcCvo+Zzza3SdWPXSnnpfsXB1Rufx5aVFJTcObv7CpNYRoe1Bf5lmsyq1uG/9Gop7tXTB5REkopi8619c8ABw84Oezztvb3I7nNstRMFSYeSWySKyRCK5wYmJE1FXTS/i19E4yJ3MAiPnsgw1NS2JRCKRSCRXgIz0kNzYeIaKUpxzhgp/g1KCW8PtH4P2fOiybzSMXCB2sXPiRHSHbxQYDaJ0J8Ctr9p7IChVMPCDKy8FG9YZejwLWz4rT3lQqeHOz67cxFRSt3EPhPvnwtx7IPts+XG/hjB8phAiHFGcCwVpkHxAVOQJbC7Eh6qKbRfS4BboNhG2fVV+TKWG2/4rfEGGfCaqCwG0uAfajpKRHpKbgt1ns/B31+Dn7twXqVGgEERi4rOo76evqalJJBKJRCKpIgrbpYw1bgLy8vLw8vIiNzcXT0/H+buS65zcRLHIzE0A/0Zil9w9sLzdkAsHF8HfL4tIEACFUngldHrsfGWXfLHjnbRfLPyCW4kxrsZ3ozhPjJm8D1SuENzy/GL2Erv0Nwg37bOXnyz8ZrLjREUh7/oiwsgRhenCi2bHd+XHVBoY9p0og3y1vi/FeUJQSdorBA/fKJEGpvMRFYbyEoRI6B4ongPJDcNN+/xdBvd+sxW1SsEz/RpftN9zv+xjYItg3hzS4qL9JBKJRCKR1B4y0kNyc+BVT7yckXUKVlyQbmKzwvp3hadBVG8R5u/q4bwaxpWg9RSvyyl5K7lx8AgRr/pdL903dqO94AHnvWkehSe3Q2DTq5tL6T3o7yBiSd6XkpsQk8XKocRchncIv2TfKH839p3LufaTkkgkEolEcsVI0UNy82EqgsIMIWqoXMW/W78sbw9oCh0fPe9dYIOEXRDarjwVRiK5WiwWKEgWRqQuWhHl4ShtpDAd/v3I8Rg2G+ydDd0mgc0i7mV3B54gxbmiKozNBlovGa0hkVyC4yn5lJitRAdewngYiApwZ9Guc5gsVtQqaZMmkUgkEkldRIoekpuL3ARY/z4kxcCAd2Db1xDUHHLPifb2Y0Vkx78fQ1asKP3Z4h6xaJSih6Q6KEiDfQtgy6fivtL7Qc+p0HqEqLhSEYsJ8pKdj5V1RtyrXmFC0PCPhpD24OomRI6Mk7DqFTj9j/g+vCvc8REENAOVfPuXSByxPyEHpQIi/C/t0xEV4IbRYuVkagHNQ+XfCIlEIpFI6iJyW0Jy85CfDHPvg31zof9bsGS8WAxmnICQNuDfWKQbLJ0oBA8QO/H7F8CiB+2NUCWSK6GkADZ9BGtfF4IHiLKwq/5PRBsZi+z7a9xElJEzQtoIAW/tG8J7Y9tXkHZYtOXEw08D4NTacqPcc9vhx9vsTVQlEokdhxJzCfPR4+pyadPeBr5uKIBDSbnXfmISiUQikUiuCCl6SG4e0k9A+lFhTGoqhsg+0PQu8AqHNiOh03jY/Knjc1MOlAshEsmVUpgOu39w3Lb9KyjOEcKH2SiOab2g3+vlJWkrovOBhreCq5cwQzXkimpAmz8TXx9aXC6sVMRkgK3TxTMgkUgqcSAhl0j/yzMI1mlUhHrrOJwoRQ+JRCKRSOoqUvSQ3DykHIYHfhUpBDEzRenPzuPBOwLid0DELSIdwBlx22psqpIblMKM8upAFfEMheGz4PgKWPQA/PEExG+HoiwIaAIPLAHvBuX9wzrDyPmw/xeRGtP3NVFq+d9PoMlgKMkVJWedcXYTlORV+48nkVzvlJgtHE/JJ+oyRQ+ABn56DkrRQyKRSCSSOotM6pbcPNTvDHPvFbvppeydK3bSUw+L3XK1TuyEO8JZSVGJ5HJxVIrYxRWGfAnLJwvPmVIO/SZMSntOhei+MG41FKSKyi2n1sGvD8Og90WqTOKe8vNO/C3St9yCnM9D7yfK00okEjtOphZgttqIqILoEeHnxh/7ErFabSiVDqKyJBKJRCKR1Coy0kNyc1CUDatfsxc8Sln3DrS+XywyWw53fL5KDRHdr+kUJTcBbgHlJY8VCuHZ0XwYHFhoL3iUsm268OoAIbpp3OHnIbDhPfF9dpy94FHKls+g0zjn8+jxnEiPkUgkdhxOykUB1Pe9tIlpKQ389BQZLcRlFV26s0QikUgkkhpHih6SukVeMiTtg9gNItXEkFM94xqyIH6r4zabFTJPies2HQyh7e3bVWq4fz64y0gPyVXiEQSjFsLt/4ORC8S/ncdDcGvh3+GIw7+Xf52fLEouAzQeaN9WEUM2ZJ2G3i9XbuvwCIR3urqfQyK5QTmclEeotw6t+tImpqU08HM7f65McZFIJBKJpC4i01skdYfUIzB/RHn5WICW98HAd68+tcRmvXi7xQgK4Lfx8PBfwrQ09TD4NYQGt4BHiEhDkEiuFrUO9s6D5H3lx8I6wr0/wuJHK3ttVDQctZjKv1aqxX3rjAO/QMdHhY9NYgwoVMLvwytMRnlIJE44nJRHfb/Lj/IA8NKp8dWrOZacz52tr9HEJBKJRCKRXDEy0kNSN8hNgNl32QseICpQbPu6vJrFlaL1hsBmztuDWpSX8cyJhz+niHK2Z7aIHXgpeEiqg8JM+PURe8EDIGG3SEnp+kTlc1rcXf61TyQoz2vVZzeLaA9nNB4kqrQsGAlH/4Sjy+HEatB4XO1PIZHckFitNo4l5xFRhdSWUur76TmSLM2BJRKJRCKpi0jRQ1I3SD8uKls4YvcPwsCxIiUFQijJTRApMbkJjstzmo2Qcw6M+XDvT9CwX+Xyn12fAnOJ2Gl/cIkoT1uSD0l7Yf9c5/OSSC6GzSbSUXITRKlaEP8m7nbc/+zmyqlVjQYIoQOgOE/cu4+shJb3inStBt1F5AaICjC9XxJVYO6bJaJHUg+KajGph8R9vfULKEi5Fj+tRHLdcy67iEKjpSxdpSqE+0jRQyKRSCSSuopMb5HUDbJinbcZC8F8PsTfahVeBf+8Dcf/FLveze6CNqNhzxzo8QwENAO1VogdaUdh4/vC7FHvC50fh+7PiEoZOh/o8wqo9bD+HVEiVOsFbUbC/XNhyXhx7ZL8mvkdSG4cCtLgyFL492MhfAQ2g/7/Ba96Fz9PqQLPeqD1FN4bjQeBzlfcx2teh1NrRdRR65EwZils+h/cM0MYmmq9YPOnsPFDcW+3fQCGz4bfJ5RXJCrOuXhKjERyE3MkSYgWDaqY3iLOcWP5gWRyi0x46WVlJIlEIpFI6hJS9JDUDS6WeqLzKS/1mRMH3/ct9z2wWuDgYji7Be78BH7oD4+tFYvLhJ3w2zix4w5QlAUb3hfRHg8tF2H+mSdh5iAxDkBxLuz4DhJ2wYB34K+pzg0mJRJHFOfC+vch5qfyY2lHYf5wuPsrEZ0Rt6XyeQoFqN3glqfBWCTKKR/6De76HL6/tVy4MBkgZiac2Qj3/gAn10JIK1j4QLl3jSEbtn0pvDz6vQF/nzc0dQ8EF+21/fklkuuUoyn5eOnUeOs1VT63tNrLsZQ8ukT5VffUJBKJRCKRXAUyvUVSN/CNKg/jv5Aez4F7iEhB2f5tZaNHELvpyQcgpI0oTWvIEwJHqeBRkdP/nE9ZscHfr5QLHhVJ3AOuHtD+IbFQlEgul4J0e8GjImtegx7POm5rcgcc/0vck+veFukoAU1FNEep4FGRrFg4txM8Q2Ddu47NeuO3CRNeV0/xfe9XZBUiicQJx5LzqlSqtiIh3lpcVAqOpcjIQIlEIpFI6hpXJXqUlJRU1zwkNzueoTDmdwjvUn7MRQu9XoSW90D6UUg7BidXOR/j7L/Qfix0nyzSCzJOOu8bt1XsyDvzVwAhfPR+SYgfFck5BwcWwW+PiR39jBMiDUYiARE95IyiLND7iZQsxfm3X4USWgwTaVU7vy/vq1BB1yfh9Drn4539VwgjqYec90mMgeCW0Pc1aD4ElFLrlkgccTQ5j/ArFD1clErCffQcS5G+HhKJRCKR1DWqlN6yatUqFixYwL///kt8fDxWqxW9Xk/79u0ZMGAAjzzyCKGhoddqrpIbHd9IGLVQRGGYisrTWk6ugXM7RNlarafz8109wTMM5t8nvAyUKsdRHAAaNyGMqHWOd9FBXP/C3fPMUzDzdntj1U3ThHlko4HCS0Ryc3OhSHYh+cnCt2PkPFGC1iscUg6KcrUV/TYe+0dUFNJ6OTbpBXHP2yygUtuXs62Id33o8iS4+ckqRBKJEwpKzJzLNnBH65ArHiPMR8fhJCl6SCQSiURS17isLb8//viDJk2a8NBDD6FUKnnhhRdYsmQJq1at4scff6R3796sXbuWqKgonnjiCdLT06/1vCU3KnpfCGgMoW3Bp4EI39foYc/PcHQZtB7h/NyO42DpkyKl5fQ6aHK7435KFfg2hB3fCgNUZzS4xX4Ba8iBv56vXEnGZhVRH7IqhgTAu4FzH5h67UVUxo5vYcEo+GUs/NAPAprYCx6BzcFYIIxJW9/v/FpNbof9i6DZEMftCqXwsPEKlYKHRHIRTqSKtJT6vlWv3FJKfV89J1MLsFodpFVKJBKJRCKpNS5L9Hjvvff46KOPSEpK4qeffuKJJ57grrvuon///owYMYL//ve/rF+/ntOnT+Pp6cns2bMv6+Lvv/8+nTp1wsPDg8DAQIYOHcrx48fL2k0mEy+99BKtWrXCzc2N0NBQxo4dS1JSkt04JSUlTJo0CX9/f9zc3BgyZAgJCQlV+DVIrjnGIsg6K1JG0o6Wl/CsSH4KpByC1COQeVqUsU3aA8f+Eu1pR8ViMrp/5XPbPiB2uwvSxPcHFkGHhyv7hCiUMGyGiNjwjRLpAwEOTFTv+ERcKzehfExDFsSud/zzWYzCU0Ryc1CcJ+7ntGPi/z1hl/jeWCQ8NO6fB6oLzBDdAuDWV2HXD/bHbVZxbzcfKu7hLk/AA7/BntkiwimwGdTvVnkOPaeK52P/Amj3IPhF27crFHD31+UmwBKJxCnHU/JRKqCe95U/L/V99RhMFs5lF1XjzCQSiUQikVwtl5XesnPnzssarF69ekybNu2yL75x40YmTpxIp06dMJvNvPrqqwwYMIAjR47g5uZGUVERe/bs4bXXXqNNmzZkZ2czZcoUhgwZwu7d5V4MU6ZMYfny5SxcuBA/Pz+mTp3KnXfeSUxMDCqV6rLnI7lGFKSJHeudM8BqFseCW8PwmWKhZrVC6kH45SEIagFN7xCGj50eEwvCin4Zfz4rqlG0exDObBIla1sNB0MupB0p72cqgj+ehIHvi5KziTFCAGnQTZihqrXCQ+GnQTD0azGvk2uFaWnDW8WC86/nxFgBTWHEbLGIvBiODFYlNx55ybDxf9DsDlj7pjAcBXEvdp4gjErrd4GJO0SJ2fTjENZJpFSteKFcRKtIQSrc9jb0egE2fSTOMZ43RPz9CRjwNnQaB2c3C6+bhn3Fs7P9axgyHfwbi4pEyfvhxN+g9YaI7rB/oagAc8dH4BNRQ78gieT643hKPiFeOjQuV+55U2qCejQ5nwZ+Vx4xIpFIJBKJpHpR2GyOylvUDunp6QQGBrJx40Z69erlsM+uXbvo3LkzcXFx1K9fn9zcXAICApgzZw733y/CwJOSkggPD2fFihUMHDjwktfNy8vDy8uL3NxcPD0v4hkhqToWE2z5XFSjuBCvcBi3WvT5trsQHkbMhvn3C7Ejup8o76lxg5Uv2Z+r9YJ6HSDyVug8HjQ64YvwbQ/H12nYD6J6CVFj3gghirQdLSI/9s4VRqrdJovd+D8mVPYCcQuAcWtgzjDIPuP4Z31q+8VL70oqcd09eyX5sHwKNLoN1r0Duecq9+n7GnR/RkRtgDDUjd8uBIqKwlxFRs6D/b9Ak4Hwx1OialB4F1j6VHkfvS+EtBNRRd4N4LZ3wM2nvD0/Bda8AUXpUFIgok9KPWka9oWh3whfHInkPNfd83cNGTljOzabjSn9G1/xGDabjSfmxvBoj8irGkcikUgkEkn1UiUjUxB/1BcvXsz69etJS0vDarU3elyyZMkVTyY3NxcAX1/fi/ZRKBR4e3sDEBMTg8lkYsCAAWV9QkNDadmyJVu3br0s0UNyDclPga1fOG7LPSfSTHLOicVkq+Fw4JfyhVpCDPR9XXzt38i+GktxrvD7GPw/IXiAEC6aDRHeH0qVMBaN7nf+/MbCjyOkNbQYCvvmw8FfhQHp3rmQlwRad1jtpIRtYbpIdbnjI5h3X+VSuO3Hgt5fjKNUgVvgpSNDJNcfBWnCL6bRbY4FDxD3e+v7wTtc3NerX4X0E9D/TVj8iLi/vetDm1HC0BSFiB45uhTanfeY2fMz3PK0iObIPCWOFWVB8l4hiLQZDTaz/XWLsuDAQsdzOr1OtFdF9LDZxM9rswiRUSN3riU3LidS8ujbLOiqxlAoFNT31cuytRKJRCKR1DGqLHo888wzzJgxg1tvvZWgoCAU1bSws9lsPPfcc/To0YOWLVs67FNcXMzLL7/M6NGjy3alUlJS0Gg0+Pj42PUNCgoiJcWxsWRJSYldud28PJmWcM0wFwuBwhlJ+4RXBoiIjNLynNH9hLfBhvcg4xTc+QmcWCX8C0wGYeDYaZwoOevqLhZzej+R+tLgFhFxcXQ5bDyfbtVsCAx6D7Z+CeGdxDGLyV7gcPV0nHpQSvx26PYkPLoKVr8OSTHCv+G2d8G/Iax4Hs5sFFVfuk4UZUk9ru5D9I3Gdf/sleSJaKHss877FOeK+x5EalbaMciJg4O/wMN/Qeph0LjDrhmQGSsEvc4ThL+MuUIZ8N+fgtGLYOcPQsxo2FekdW39EmJmiXu+51SI7APuARd/zsB5BRhH5KfAkWUiOqU4R1y790vCAFhV5T8bkjrCdf/8XSMyCkrIKjIR7nNl5WorEuar52iy/L1KJBKJRFKXqPKn17lz57JkyRJuv91JZYwr5Omnn+bAgQNs3rzZYbvJZGLkyJFYrVa+/vrrS45ns9mcCjLvv/8+b7311lXNV3KZuGjFAs9Y4Ljdo0J5wPwkYS5alAkdHhHVLUo9QObeIyI3hn0H7kHCc2P+CLGobNBd+IO4B4l0lbDO8OtD9jvxu76H4yvg3h9ElAcIDwZlhUfAWCiEk6JMx3MNbCZ+lvAuorSuqUiYVeYnw4w+5dU3DNmwYiqcXCWMJN0DruhXdyNy3T97rh4i6iewhfM+Gndx3wOo3US0Rk6cMOTt+TyYCoVAVkrCLvHq/5a4h0tJ3AXf9IC7p4sUruyzMPfe8kgoQ7aoGtRxHPR7/eLlnMF5RZkLKUiD3x+H2A3lxw79JuY/fp3w3ZFcl1z3z9814sT5yIxwn6s3/a3vq2fVoRQMRgs6jfQUk0gkEomkLlBlxy4vLy+ioqKqdRKTJk1i2bJlrF+/nrCwsErtJpOJESNGcObMGdasWWOXexwcHIzRaCQ7234XMy0tjaAgx7vsr7zyCrm5uWWvc+echKlLrh6PYOj6lEj5qNce6ncVi8LSNgWiXKdaL3aWW4+Ajo/Cpv+VCx4gIjKOrxBCR14i7JtbbnAatwVyE8XXOh84+6/j1IO8RIjbJkQKEGkuJ9eUt+9fKHbcS3H1EPOt116kroS0KW/T+4BXPbHr/fcr9uVGSzm5Wix2JWVc98+eWyBE9ADfyPJUkcDmIrrIPVDcM31fLy91rPUQERKl2Cyw/n3HY2/6X7lYUorZIISNxBghlNislc/b/SMUpoHOFyJ7Ox47oocQ9C6HrFh7waNsLsWw6j+XjiiR1Fmu++fvGnE8NR+1SkGQp/bSnS9BfV89NspL4EokEolEIql9qix6vPnmm7z11lsYDIarvrjNZuPpp59myZIlrFu3jsjIyEp9SgWPkydPsnbtWvz87D+4d+jQAbVazZo15YvX5ORkDh06xC233OLwuq6urnh6etq9JNcIlRo6PgwP/QlRt0Joe1Et5c7PRRTEundh0zS4Z4bYqT60GCJ7iioUzkjaA/5NxNeRvUQKwLkd8M/bkHMWjix1fu6RPyC0LTS9E9o+CPvmlbdZzdB6pEhNGfgeDPlSzLdhfxi71PFOeXE+xDmOTgJESo6kjOv+2dN6wu0ficiM4bNhzB/Q6j4IbiXKHD/yNxjzIOZn4eNRnA+BTcW9rnET3h2lqS8XYiwQQt6FJZlD2wthJSvW+bwS94JnCNz1uRA4KtLgFnEve4Y4PvdCSktEO+LMelGuV3Jdct0/f9eIE6n5hPnoUSqvPl03zEeHAlENRiKRSCQSSd2gyuktw4cPZ8GCBQQGBhIREYFarbZr37Nnz2WPNXHiRObPn8/SpUvx8PAo8+Dw8vJCp9NhNpu577772LNnD3/++ScWi6Wsj6+vLxqNBi8vL8aNG8fUqVPx8/PD19eX559/nlatWtG/f/+LXV5SExhy4MBiWPt6+bHtX4uFXbsHRSWU7DOiEkbf10DnLaI+FErHu9og2i1GEYXRfiwsGlMeaWE2iHK0zlDrhNhhs4kF5qgFwmxSrYPkA/BDPxi3Cla8CKf/KT9v0zQY8C60GwO6CuKHQiGEHYvJ8fVcpfnjDYd7oDAgzTkLSyeW/9/v+A78GsLgaeKeXPu6KJnc7gFh0hvZE/JTLz62Si0iQ/q+JtJXSp8B9SXC7jXnvQh8I+Ge76EoW3jl6LxFhIdn6OX/fKWRWA7np5EGvZIbjuMp+YR6X31qC4Cri4pgLy1HU6Q4KJFIJBJJXaHKosfDDz9MTEwMDz744FUbmX7zzTcA9OnTx+74zJkzefjhh0lISGDZsmUAtG3b1q7P+vXry8779NNPcXFxYcSIERgMBvr168esWbNQqWQ+ba2TE2cveJRyaq3wxqjXHhL3QPoxsYAEmLRX+HecWFn5PIVC7Kqvexvunwu/jbdPLTm+UhhCxm11PJ8uT4DGA/b+DGf+hdj19gJLeGc4uNhe8Chl9asQ1Rt0rcqPuflBi3udV81oPNjxccn1jW8kfPtgZbEr8zTsngltRsLun2DVKyIaKbilqNhitYjyx4Xplcf0DAVs8NNAIcqV3pdPbhVpW+Fd4dz2yuep1OKZqDhOVUSOC2l+lzAQdkTrUSLVSyK5QbDZbJxMLeD21pcZCXUZhPvqOZYsIz0kEolEIqkrVFn0+Ouvv1i1ahU9evS4dOdLYLuw7OcFREREXLIPgFarZfr06UyfPv2q5ySpRmw2sQB0xpGlooynxVi+eLSYxM70oPdEGktBKgQ0hS6Pg3cD0PuCiw4m7oS0o8JMtCJZscIXIapPZV+Chn0htB3kxolIk3Vvn59nhYiSFvfA9m+cz3nPbLj9f+Xfq/Vw6/+JFJfcBPu+/d6sWolQSd0mP1VETyhVUJgB9/4oRAyVC5xcK1KlLEYh1t03S4geIEoiD/5AeMmYimDwh/D7E/ZinYsWBn0ApuLycsg2K/R6QUSVuHrCkOmQcVy0ZZ2Bnd8Jn5q7v7Y3QL1aPOtBn1dgwwXeI94NoNfUi0dSSSTXGWn5JeSXmAmrBhPTUsJ99Kw7lnpRQ3WJRCKRSCQ1R5VFj/DwcJkHLLk8rBYhWjhC6w0D3oYd3wrDT5tNeB50nwJWo6ji8tg/kHIYsMCq/ysvE+obBbe9bW90WpG/psLAd+GWyWLBabNC+zGAAr7tCcZ8GDG7fHFZEVf3i5f2zE8BqxWUFexwfBqIMrZnNwshxz1I+Jh4R1x+xQxJ3cVsFEaiS58SkUvDZwlBbc8cIVwoVdDsbrjvJ2E6ai62F9LykyHlICwYLe75mFkwcr4YI+s0+DeGiJ6w+ROR2tL0DiFyNBsCoW3EfX50Kfz9srj/AIJawrAZQlTzCL50+ktV0HoJkbHxICHcFKZDi2HCG8SrstG0RHI9U2o4Wh3laktp4Ksnu8hEekEJgR5SJJRIJBKJpLapsujx8ccf8+KLL/Ltt98SERFxDaYkuWFQuYiF2/EVldv6vQZrXheLwVKMhbD+XVC5QreJ4B0uzB2/7WEvcGTFwuJHhCjiyE/DYoR/P4EJG0SJWnMxrP8Atn1hfy1HaQbJ+6FBN+cGpM2H2AsepXiFiZSGlveCQuW4j+T6JPsszL5L3GftHxIpVKVlj0GIe4eXQEke3DIJDiyyF86a3g6LH4XceBElEbdVVBiK6CnSUBJjYOsXwi/DYi4v8ZywS0QkJe6CXx+2n1PqIVgwEsavF2JhdaPzEa87PxMVZ1TqS54ikVyPnEwtQKNSEuDuWm1jhvsKAeVYcr4UPSQSiUQiqQNUWfR48MEHKSoqomHDhuj1+kpGpllZWdU2OckNQGRPIQhUTP1Q64XgUFHwqMjmj6HVPcI7YMt0xxEdFqPYMR/wrogmUesgaZ9ILbBaRPUV9yDhAVKQBju+EucFt4bW94NnGIxeDFs+hWN/CnPKFveIc9qNEQvTkgtysr3rQ/1uF/955eLwxsJsFB4v3SYJcSG8C8wZ6rjvqbUiQsIrHHb9II55NxD3VMYJ8f2RZdDhYdF+ZlP5uWGdRJSTIUuUW045CLf9VxgBr3fir1GSB8eWQ49nRfSRIRNQiPSw6gqpVyq5giJfEsl1w8m0Aur56KqlckspgZ6uuLooOZ6ST6/GAdU2rkQikUgkkiujyqLHZ599dg2mIblh8QoThqNbvhALNItJhM0XXUQcK84VkRguWkja7bxf0l5RLnT1InFORE8Ys1Skr/g0FGO4ukNRhogeGfaFWETumQ17fhbzuOVp6POyWGTGzIKCFEg/LkqP7pktfBNUamg5XPgcyPD+m4vCNPAKFWlShmzhCeMsrQrAhriX0o+KqJ9bJsOfz5W375sHo38B34aw5TMh3g39FjJPCvNQm1Wkygz5UqRH5ZyFlEPOr3duB+Snw4H5sH+BMD/t8LAoyXw1ZqYSyU3CydR8Qr2qNxpDqVAQ7quXFVwkEolEIqkjVFn0eOihh67FPCQ3MpmxYpf8nu/Foizj5MVD8lVqYVbqogOvBkKEcIR3uFiMJsacv84pkWYwYg782B/u/kosUouyhXnkzh/sq19knBDzAbEALZvvaTj4Czz8F3R/RixE3fxEhIrk5qEwE/75r0hXKaWi+agjtJ4iuimiu/CqObLU3vgz6laRnnV0KfT9D4S2hyUTIO1weZ+0o+L+e2i5SHnxCoPiHMfX8woT0U2Zp8V5ACtegJif4YFfpfAhkVwEm83GybQCBraofsPpcB/djVnBpTADTq8TXkShbWt7NhKJRCKRXBZVFj1KSUtLIy0tDavVane8devWVz0pyQ1GWEdYPgn2zik/du8PIqWkIK1y/xb3Cl8DV3dRLeLU6sp93AKg02Pw57P2x4tzYcc30HoELJ8Mw38W5XDdAiqX+1QoxOJ03vDK41uM8OcUGLtUnCu5+cg7Zy94ACTsFhFFZ/+t3L9hX1FVZdlEkWIFQpS463OI2yK+7/gI/PGU8OwwFkKr4faCRylZsUIw6fqUSHtZ8ljlPgolNBoAC0bBqAXiGjYrZJ8Rnh9nNgmfGYlE4pDMQiO5BhP1vKvRCPg84b56tpzKxGyx4qK6QVLEEmJg7j3lImyf/4M+L9XqlCQSiUQiuRyq/Jc4JiaGli1bEhISQuvWrWnbtm3Zq127dtdijpLrEYsZcuLh2ArhtfHAYmGMWMqGD+DemeARYn9e1K3QfTIc/BXitomd6n5vgPK8PhfUAobPhts/htTDcMfHMG4t+ESUj3FytViYGrKFL0dWrPDtuBDvCOdRJCDGN+Rc2c8vqZsUZYn/15if4dASyDoLJoPjvsdWVj62c4aI/glpU36s5b0w5g9oeZ9Ijxq5QBiaatxh0DTwayTKFytVgEIIHgCRvRyb/Jaybz4k7gavenDLM+VRSSCiju76XKRgdXwEdL7Qfix0eESkz7QdLdqKZXi9ROKMk6niWaxXjeVqSwn30WO0WDmbWVjtY9cKhhxYOEr8zR7+M7R9QKTkHV1e2zOTSCQSieSSVDnS45FHHqFx48b8+OOPBAUFyRr0ksqYTZCwE+YPF7vZIAxEh30nDEdLCsQHp7jN0O91ccxYBIHNxA76D/3KF6L1OsCdnwuxw2ISURcL7revjhHYHEYthNl3C1NThbK8ZKjOG0yF9gvGUmzWSxs+yvv7xqEgFVa+Aod/Kz+mUsOw76HxgMopV0pV5TFK8mDJeFFa9s7PhKiQcVzsflYsU9vhYeELk3EMvusFD6+AFneL8rWl2Kyi0o8zlCpRRWjT/8R4Y/4Q973JIKKgds6AyN5izB/6lZ+nUECP5yCkrbx/JZKLcCotH5VSQZBn9VVuKaV+aQWXlHyiAz2qffwaZ8MHYhNh0IfCLLn1SJFSuuIFUWWqOstmSyQSiURSzVQ50uPMmTNMmzaNLl26EBERQYMGDexeEgn5STDv3nLBAyDlAMwfAcdXQXRf0HnB2jfgjyfFq147mD1UlLGtuPOeGCPSVQ7/Ljw8Fo6yFzwA0o7A2jdFxRaA5kPh9D8ifUbjDmnHocntleeZEyd24R0JIiAEl4rRKZLrF5tNVE6pKHiAENJ+ewTyEiuf02iA47EM2XB2C/hFg0YPK1+0FzxAmOKm7IdT60Qo+Ow7xRzcg0DrLfqcWgvN7nI+52ZD4OSa8vFmDxHnJO2FRQ+KBYdHcHmlmIo/678fQ0AzcL0BFlsSyTXiVFoBIV5aXK5BiXFPnRpvvZrjKTeAr0d+Cuz+UVQ4c/MXxxQK6DhOpKjG/Fy785NIJBKJ5BJU+S99v3792L9//7WYi+R6oDBDmCZmxTqvwJIY4zxlIOZHKEgXgsSgD4XnwIjZItJj8PuOS8Ie/BXajhEfrooyHY97crWIFPGsJypmnF4Pt70tFoTN7hQ79I4WsbEbROrBhWjcRfqA3s/x9STXFwWp9ma1FbHZ4OBvDhoUwkx0xGzhQdPoNnFY7wedxoGpRBjpOmPnDBGh1PUpuOsLsUuqdIH7fio39NV5Q3jnyucGtwK/hpC8z/74/gXCKBVEWs2++c6vv/tH58+hRCLhZFoBoV7XLkIh3Ed/Y4geu34QkWfN7rQ/7hkq3o+2fVnuYySRSCQSSR2kyuktP/zwAw899BCHDh2iZcuWqNVqu/YhQ4ZU2+QkdQizUXgh/DmlfCEW3hXu/BQCmkLFnTJHu+almAzCJFTjDk0GiQiQhQ+IY+6B0O1piOotQmlLsRjF4jAlzvm4NqsQRR78TZg4DvsOtk0Xu+E9p8Kpf6DNKOF1EPMzmItF9EdEd3ALFP9u/RLyEkTKQLsHwbv+VfzCJHUKq0UIH87IPmP/fc45UUElZpbw4NB6Q+fHhKBmLoEVU+GBJZCb4HzMglQhlKz6PxGtZLMJIWPAu/DkNtj6BeydJ8wAizLFtWxWYcKrcYdlkx38HGZw9RJCSXAbOO7Ad6SU/CTx3Mqwc4nEIafTC+gW5X/Nxg/30XEo6Tr31bGYxN/MqL7ifelCmt4l3g9P/SPSBCUSiUQiqYNUWfTYunUrmzdvZuXKyh+2FQoFFotU+29Ics7CzIFiwVfKue3w0wB4YrO9kWi9js7H8a4vUgIK00Wpzrit5W0FaSK9pd8b9hUyPIIh9YAokecMrZdYOG78EG7/H/w0GIz50G6MOL/TuPKd9kYDwFQMLhpQuwnBxjschn0rfj6NO6gu4rUguf7Q6MV9Gb/NcXt0//Kv85Lgn7dEhFEpxTmw6SMozoeSXFCqIWmPEOhO/+N4zHqdRSTGqbXlxzJPixStEXNFlSJXd3Hfb/9GVDlqfb9IC/v5TsdjuvmD2QBhnUSaTb0OQthzRGRvx4sUiURCfrGJ1LwSQr21l+58hYT56ll5KIUioxm95oqL5dUup9ZCYRo0Hui43b8x+EbB3tlS9JBIJBJJnaXK6S2TJ09mzJgxJCcnY7Va7V5S8LhBMRXDlun2gkcpJfliYVfx/943CjpPgG4TRUlOtV7k/zbsK9IEtD4iR7ii4FGRbdNFpEUpt0yGXT8KA9TI3o7P6fqkCP2P3ybMJa1GUGlE5IjSRVxf6ykWvxo3cPMTfgemQjEugForvEak4HHjofOBAW9XNvbUuEOn8SKtymIWx4pz4dBix+PEzBReG92fgfXvQoNbHPu+KF2g+9MixeRCbDYR5XFumxANf3kQirOF8Wj6MSHghTkRDrtNgi2fw7avYM1/hEji4iqirbo8Dp3Hi+dP4y6qK8h7WSJxSGy68JwKvQblakup76vHhvAOuW45sAh8IsX7iiMUChEFcmKV85RXiUQikUhqmSqLHpmZmTz77LMEBQVdi/lI6iIleaLSijNiNwjxAEQ4fUm+qIqRsBuwwehF8OgaCG0Hq1+D3x8XH466Pe14vKIsEZLvHgSDPhBRIQm74NeHYPCHopKFy3m3fb0f9P2PEDhKd9ST9kBkH1HRZecMcc2ME2JupeQlwr4FsGCkMIU8+ifkXyT9QXL9E9gMHvxdpJiAuI+GzxIix2/jYN07IhIjP1UIE46wGMHVE87tEBEW/34KD/8FDbpXuE5zGDkPzm4Wz4IjEmMgqKUQBIfNENVW9i8QAmLKAeEB0m6suK9BpH7d+TmEthf3Mog5phyGx/8VpWpTj0D6CSHITNgo07MkkotwOv18udprKHqUjn3d+nqUFIgUOmebDaVE9Rapd45Kw0skEolEUgeocrzlPffcw/r162nYsOG1mI+kLqLSCAEiK9Zxu0dI+eIseZ8IzS+NCsmKFbvRCx8Q4kkpR/4QXhttH4B98+zHU6pEusw9M4QYset7cbw4B77vC4+ugqhbxQ6TsVAsFEtTYQACmogxlj8DuefEsd0/wJilwrsjNxHm3gvpR8vPiV0vxhz2rUiHkdx4aNyh4a3w8EowFQmxbt595e3ndsDOb+GhS3xwtxiF/waApQR0vtBooIg2stlEVaADvwiTP2e4B0JIG5EatnSifdrN2X9F2/Cfoftk4fPh6g7uIeLrcauF8a+LK7hoYeFoIZSUcmajEGHu+0neyxKJE06nF+DvrkGrvnbRUFq1iiBP7fUrepz4W/hfRfS4eD+dDwS1gkNLoP3YmpmbRCKRSCRVoMqiR+PGjXnllVfYvHkzrVq1qmRkOnmyA/M9yfWNzlvsRM8f7ri929MiNSQ/VURxVEyD6fiI8EIocWDmtvkTGP0L7J9vv7Pe4h44uBhOroJeL5SLHiAWq3t+hvxkOPaXg7n6CLPUv1+xP24xwer/wIOL4fASe8GjlNj1kLRPGKxKblw8giD7LKx8oXKbySCEOt8oxyJfaHsh7Ol9RdpX9yngGSLSohZVSMly0YpIo21f2t/bOh9hqnrLZCHsHV7i2Gckeb8QLzo8fEGDsjzM3GYTaV8VBY9S4rZA/HZoMfQivwiJ5ObldFohIdewckspYd46TqRep6LH0eWirPvliKcNusOuGSJSU+977ecmkUgkEkkVuKLqLe7u7mzcuJGNGzfatSkUCil63KjU6wC3TIKt08uPKRTQ7y3wbyS+L8qsvFAMbg0bpzke02aDtKMiXzgrVhii9XtDLAyLMqH5UMAmUmO2fwlHlorz9i+AscshO05UainF1VMsNPOSxaLTXAxAQa8XyGx5N2cLE9FlHyMsqBmB9bviEr+98px2fQ+RvYT3h+TGJf2YEMIcse5tGD4bFtxvX/HFuwEM/VpEWeh8wCNUGOBaLaIS0Jl/hXB270+g9QCjQaSu/PEktBgm/G0KUoWnTEhbMOQK0cIZu38S/iHOFhBFWbBn1kXO/xGi+wnvmhuQIlMRWcVZnMk9g4vShfoe9fHT+aF1uXbGlJIbh1NpBUQFuF3z69Tz0bHzzHXodWEyiFLwre67dF+A+l1FlaoTf4sqaRKJRCKR1CGqLHqcOXPm0p0kNx5ufiLqov1YiN8h0kfCu4gw/bJFlQMfBGfeCKW4esDgj0QaSlAzsVtekFbeHt1fXLP+LcLjIPUQBDWHg4vg7q9EBMm5HaLsrM4bVrwAbgFC/Jg/nKy7PuOH4nPMXfkAtvPz07vo+bTHK3Tc6Y6mYmUNEOkDjn4OyY3FxUyXc+KFoHDXF4BNRFL4RIgdz53f25uTar2FZ029jnDrq+K1fHJ5ulXjgfDYP3BqjUhDsZ43S3XRwpAvhMAWt8XxPKyWSzw/1vLxruj865fcklyWnFzCF3u+wGwTvwNXlStvdnuTW8NvxU1z7RezkusXs8XK2cxCejS6duVqSwn31bNsfxJ5xSY8tepLn1BXiN0oIivDu11ef72vMFQ+9qcUPSQSiURS56iykankJkbrJaIx2o8RH2r8GtrvIut8wbOe/TmZp8SutjPqd4Njy0TKwfz77QUPEOakp9cJYcNcBEeXwvwRkHpYRHIsmyxSYda/C7+MFQvU0/+ItIHuU9is0zDn+PwywQOgyFzExO1vkdzj6crVPNqPFTvxkhuboOagcPL25xslfDkUwIrnRZ76od/h+IrK1ViKc2DOUMhLEOa769+z95dJPgAZx4VJakWBwlwsSjZH3SrOc0Tb0RcPE9f5QetRztvbjxUVi25AjmUd45OYT8oED4ASSwmvbH6FcwXnanFmkuuBhGwDZqvtmlZuKSXMR1zj5PWW4nL8L/H33Cvs8s8J7yL+XpsM125eEolEIpFcAZclenzwwQcUFRVd1oA7duzgr78ceC1Ibnw8Q0T0RcXF5O4fofeL5dVWKtJtoljwnfhbVGgxZDse98AiaD4E9swRngo2m1jQ5cRB9hmRqlAxDQFg/0IyWgzlu8M/OxzSbDOzJn0PhHctPxjS1v57yY2LW4CIyrgQpYuI8PCJgPTjkJsg7q9md4hytY4wGURqi7EAjvxu39ZqOMQ4vgcB2DsHOo6rfNw3CprfXVmUs5urElrdK9LDLiSwhYgiuQHJL8nnu/3fOW2ff3Q+JquT1CWJBIjNEJVbQr2ufSpUqJcOpQJOpl5HZWutVjj+txAxLvYedCHhXc6/H266dnOTSCQSieQKuKz0liNHjlC/fn2GDx/OkCFD6NixIwEBAQCYzWaOHDnC5s2bmTt3LsnJycyePfuaTlpSh6nfVZTQ/PdjYfjoXV94H0zYBNu+gvgtYsHZY6rwCSlIEf4IeYnOxzQZhJCSew5ajRA7SV5hcG6n83MsRswuGpILk512OWlIhZDWIkWm4zhoMlgIN5Ibm6JsEY2h0sCw72DvXHH/1esgKgr5RILNIqq7lKLxgMIM52OmHxf30oXpJm4BQjhxRtZpuOcH4Q0S87NIr2o7Glree3k7rF5h8PCfItpp/3xQqIT5abO7Ll495jqmxFpy0ec6Pj+eEnMJas11lEogqVFOpxWiVSvxcdNc82tpXJQEeWo5mXYdiR5Je6EwDcI6V+08rzDx9/7E3yK1TyKRSCSSOsJliR6zZ8/mwIEDfPXVVzzwwAPk5uaiUqlwdXUtiwBp164dEyZM4KGHHsLV1cGuvuTmQK2D4JZw95di59tFVx5if/s0KMkXi02dtzhmLBSLUL9GzsfU+4nc4uDWIhqk3RjQ+lz8HK0Xri5aGvs05nDmYYdduvg0hzb9odeL4Hbtc7sldQCrBY4th2WTxPcewUJgaNhXGOG6B4tKRCAEvK2fi6/zk51XdAGo30WkRWncxX1fSlaseB5y4hyfF95VXLPz49DyPhHFpPcTURyXi1eYqAbT9gGxK6v3q9ru7HWG3kVPc7/mJBQ4FpPaBrRF53Lt0xYk1y+xGQWEeOlQ1tBzUs9bd32lt5xYKVJXA5tV7TyFAsI6iiiROz65od+HJBKJRHJ9cdmfrFu3bs13331HZmYme/bs4ddff+X7779n1apVpKamsnv3biZMmCAFj5sVi0ks2Ep3ujVu4B5k7ymg1gnj0/OCh9Vqw+IeKDxCTIbyKjAX0uVx2LcQujwpPD1UGkg5KBZ7gc0dn9P9WXz0QTzbforDZi9XL7r4txZixwWCh9VqxWq1OjzPbDVjtTluk1wH5CfDmtcrfJ8iIpD+eQtWTBVRPxaTEEdCWoPH+cifPbOFsOAIj2CRGuUeAl2esG87tFhEXjjyD1HroN2DoFKJxYGbP7gHVE3wKEWpFOe6+df6QsNsqZ7nw+zEpFWv1jO+9XiUDn6nripXhjUahkqpqvbrSm4cTqcVElwDqS2l1PPRceJ6ivQ4vlKkkl7JcxTWCfKThO+WRCKRSCR1hCp/ulYoFLRp04a7776bkSNH0r9/f/z9r2yX/P3336dTp054eHgQGBjI0KFDOX78uF2fJUuWMHDgQPz9/VEoFOzbt6/SOCUlJUyaNAl/f3/c3NwYMmQICQkXCSmXVA8WI2Sehg0fCBPRde+IlJPT6yDXebpKZkEJu85kMfXX/UxcdJi0Zg9hzU+FwdMgqk95R4079HxeLOS6TxY78X1fF6kER5cKM8h7ZoiynKULPY0b9HlFpCr89ggtjGY+7PkBflq/smGb+Tbjp37fEOpZX1TRKJ2XIZOdyTt5ZfMrvLDpBbYkbiG9KB2A1MJUVp9dzfMbn+fNrW9yMOMgucW51frrlNQAxbmOvWPcg2D8OpGS9ds42PypiNi4fy6Ed4a0I5B9Fm57W6RjlRLWGUbMgW1fQ9phaDMSuj9bbk7a+XFw9YLhs+zTVfwbwUN/ijK4NwBWq41zWUX8tOUMT87bw/srj3IqLR+DsWoCQqGxkJPZJ5m2cxpTN0zl1+O/klSQZNcnpyQHlULFR70+ItgtuOx4pGckPw38iXru9S4c9pIUm4s5k3uGL/Z8wXMbnmPWoVkk5CdgsV6kyo/kuuV0RkGN+HmUUs9bR0puMfnF14HXTG6iqJJW1dSWUoJaigjPk6uqd14SiUQikVwFCput9moaDho0iJEjR9KpUyfMZjOvvvoqBw8e5MiRI7i5iQoac+bM4cyZM4SGhjJ+/Hj27t1L27Zt7cZ58sknWb58ObNmzcLPz4+pU6eSlZVFTEwMKtWldyry8vLw8vIiNzcXT88bs9pBtWO1wrntonKFuaT8uIsW7vle7Izf+anwKqhARkEJ7684ym97ykURvUbFlieb4lNwUpQAddGC2VAuSBSkQH6qqOyy7r/282jzAPR5EYxFQgRxcYWt02H/AlAoSRnzK5+eW0OPsB64qlxxUboQmxuL2WJiZNNReGu9xbwMGbyz/R3+if/HbvjOwZ1565a3eOqfpziTa1+u+ZEWjzCu1Ti8XL2u5jd5U1Pjz17GKfiyQ+XjT24RKS+Je8QOZ7eJ8McTQmgbMUcIfMW5ooKR1SxENlcvOL0Wdv0IQ6aLaJG0o3Dbf0VVFpUL7J0P26aLhUDnCUIwcXGFgCbCLPUG4VhKHiO+3UZecbnIoVTANw924NYmAWhcLv0+bDAZWBW3ite2vGZ33E/rx6xBs4jwiiC3JJefDv3ET4d+orFPY0Y1HYWXqxcapYaG3g0J86hCpYnzmC1mtidv5+l1T2OxlYscehc9swbNoplfFUP8ryNuxr99ecUmWr+5mqdvjaZ7dM2kNcamF/DqH4f4Y2J32oZ718g1r5jdM+GvqXD/PHB1v7Ix1r0totse/bt65yaRSCQSyRVyWZ4e14q//7b/gzhz5kwCAwOJiYmhVy9ReWDMmDEAnD171uEYubm5/Pjjj8yZM4f+/fsDMHfuXMLDw1m7di0DB0ozrWtCQTL8+pC94AFCePj7Jejzf7DtS7EArFC55WRqvp3gAXB/Gz/c//0vHPnN8bVG/yLSYpY9Xblt/zywmuCuz4U4Mr2DMINUKDA3GsCC1G2sOLuCFWdXVDq1V3jvMtHjcMbhSoIHwM6UnWxO3IxaWdkUcebhmQyOHCxFj+sJvR806A5xW8qPtRsLJ9cKwQOg21Ow8gWR5qL1EhEcK16wH2f0LzBzoEiDie4nqhWkHRVta14XkR73fC8EDxA7p8srpMfcMhn6vQ6q699sM7OghKm/7LcTPACsNnhm4V7WPtebMB/9JcfJKM7gza1vVh6/OJP3drzHx30+JrkgmZ8O/QTAiewTvLXtrbJ+DzV/iGfaP4O6ir/TNEMaz2963k7wAFHa+qV/X2LmwJn46fycnC253ohNLwSokXK1pZRe61RaQd0XPU6uEl4eVyp4ANTrCDu+BUNOuX+XRCKRSCS1yBUkj187cnNFuoCvr+9lnxMTE4PJZGLAgAFlx0JDQ2nZsiVbt251eE5JSQl5eXl2L0kVKUgXkReOyEsSER7R/YULfPIByDyNLWkfjZRJvD8oFE9dud52d2Mt6mNLnV8raS/knHPc5hEijNMyT0FOPDy2Fh5dDffNIrP/a/wW5zzEdukpcc0iUxHzjs5z2u/3k79za/itDtuWnV7mfN6SStT6s6f3ESa7nhVSINqOgn1zxdcKhYgwKsoS3ze5HQ4tsR/DJwIyTggD0sHToNdLUL8bPPArdB4vdjgb3CLSvJyxZ7a4Rn6K8Kc5t1Okz5QUVudPWyNkF5k4nOT4/7HYZOVMxuX9TAfTD1YSHkrZlryNnJIclscud3r+kpNLyCrOuqxrVSSlMIVCk+M5nsk9Q3aJk1La1yG1/vzVAWLThbdGSA2mt2jVKgLcXTlV1309TMWialW9jlc3Tr0OlStgSSQSiURSi9RqpEdFbDYbzz33HD169KBly5aXfV5KSgoajQYfHx+740FBQaSkpDg85/333+ett95y2Ca5TC5l9mc1w4L7xU44gG8UisHT8P/7Ze7X+tJp1OfcuyCBXIMJlcJ28fFMRSKa40K8wuCuL2DV/8HKF4VbfMpB2DsbrBZs9/1AyYWRKBUoMIkPoBarhWJLsdN+xZZih5EeFceQXB514tnzjYJxa8S9kpsoqhSYDKJNoRSpLKWoNCJ6qSIqtYheGjId/n5ZCCCl57YaDnd/BUeXl4/pCK8wKEiFX8YIsQNA6SKMULtPEaak1wkWJ6a/pRiMl+eLYTBf5PeFMBi92PNmsBiwUfVszRKL8/eI0uveKNSJ56+WiU0vxM9Ng1Z95Wa3V0Kot5ZTaXW8gkvcFvG+FXaVood7oPArOrUGWgytlqlJJBKJRHI11JlIj6effpoDBw6wYMGCahnPZrOhcFLF4JVXXiE3N7fsde6ckygCiXPcA8vNGi9E4y4+OFU0AcyKFR4JfV9DmbiTqPVP8dqtgQDsSjFjDe/i/FphncArvPLxW1+F5c9A+jGI6AmFaRAzs+y6nnHb6B3Szemwd0bdKX4UjTu3R97utF+f8D7sTdvrsO2OyDucz1tSiTrz7HnVgyaDILov/PupiEoCce+o9ULsAOFb07Cf/bnZZ0Vkx9KJ5YIHiLSqA4uEmKL1gshezq8/6H2YPaRc8AAh/G37Eg79JjxzrhO8dGqCPR3vmisU0DjI47LGaRPYxmlblFcUnhpPBkcMdtqnT1gfPDSXd62KhHmEoVI4XgD7an3xdvWu8ph1lTrz/NUiolxtzUV5lBLireN0eh2P5Dq5BtwCq8dgObQdnPpHVHWTSCQSiaSWqbLoUVhYyGuvvcYtt9xCdHQ0UVFRdq8rYdKkSSxbtoz169cTFlY1I7rg4GCMRiPZ2fYhyGlpaQQFBTk8x9XVFU9PT7uX5PJIzy8mOddAgdoP+jvZMez1AiTtE1EY93wP984UKSejF4uqFaN+QTn4A4Y2c2f63Q1YebKYjB5vix10jZso8TnsW7GT3utFyDor0gAa3VZ+DVdP0T/3/If2NiNh1w9209DvX8TE6HvRu1T2E2jj34Zo72hAVCTqE96HMPfK956/zp9h0cMcih5tAtrQ0Lvh5fzaJOepc8/e0eWiElDzu0F/Pq3u2F/iHgaI2yruu6HfwoO/C2O+h1eKtt4vOhY29s6B9g9BQFMh2F1IQBMozHBcRQbg34+EP82FlBSKyJS8JOE3UkcI8tTyzlDH0XkTekbh5665rHH8df7c3fDuSseVCiWvdX0NP50f0d7RtAtoV6mPzkXHpHaTcFO7VW3yCKPUCa0nOGz7vy7/R6A+sMpj1lXq3PNXC5xKKyDYq+b8PEoJ9dIRn1mE0VyHBc2Tq6Be++opex3aXpQIL/U6kkgkEomkFqlyestjjz3Gxo0bGTNmDCEhIU6jKS4Hm83GpEmT+P3339mwYQORkZFVHqNDhw6o1WrWrFnDiBEjAEhOTubQoUNMmzbtiucmsSezoIQNx9OZvu4kybnFNAvx5Kt77iLkgYYo178LWafBL1qIFG7+cGgx7JklUk6yzwpjyPRjYgep1/OQew6XAwu465ZnuG2gHxafCGxPbENRlA7bv4E/nwO1Fto+AI0HisgR9wBRRm//AiF65KeWT9DVQywkK2IsoP7fr7No0DRmxP3FxsQtuKndGNlkJHdG3UmAvjyFINgtmJ8G/sSi44tYenopVpuVwZGDGdNsDEFuQSy8cyHfH/yejec24qZ2Y1TTUdwRdYfdGJLrDJsNEmNEhMWKF+DeH8UHdN9IUZllxBzh73FqLeydC4EtoPsk2PoJnN0kDPrajIKO40QUU2k6S0m+eC0cDUO/gZQDwsPDWACNBkDf14Qw4ozCdHuDYKtFREpteB+OrxTPRfuHodNjImKlllEoFHSL8uP3p25h2t/HOJyUR4iXjsn9ouna0A8P7aWNRfMMRvbHG+niPYaGbdvw+5k5ZBoyaR3QmsntJhPpJf42+Ov9+ajPR6yIXcGCYwsoMBXQO6w341uPJ9zDQTTYZaBX6xnVdBRNfJvwzb5vSCpIorFPYya3n0xjn8YoFXUmIFJylVitNuIyi+gSWfPGtPW8tVhsNuKzCokOrHpE0jUnK1a82oyunvGCW4qIudPrIKh59YwpkUgkEskVUuWStd7e3vz111907979qi/+1FNPMX/+fJYuXUqTJk3Kjnt5eaHTiZ2YrKws4uPjSUpK4o477mDhwoU0adKE4OBggoODAVGy9s8//2TWrFn4+vry/PPPk5mZKUvWVhP5BhMfrznBrK1nK7XNergTvcNVKMzFYhFps4jFXtphEd1xbges/k/lQXtOFTvW+xfAnZ+B2g3qtYMZfcTisCL+jaH3S/DbOGGQ1vIe0PqCRzDMHSb6DPlSlLN1ZK6q1mEYtYC8ogyUJfn4NeyH0kn4rtliJqskC2zgrfVGoyrfpTaYDeQZ81CixE/nJxdD1UCtP3vbvhKeMCAqFtz6KhxZKgxy/RuL+zNui0jnuusL4cFxYZRF/a7Q8t7yCi+unnDnJ/DbY+L7BrdA14kQ0Bg8w0Cjh6N/wSIniwv3IJiwATxDxfcZp2BG78rPRUBTGPN7eb86QK7BhMFoRq1S4ufueukTAJPFym97Enj5t4MANAvxYGgHL7z1Knx1HnSPqofe1V6ft9qsZBoysWLFU+OJzqV6du6zi7MxWoxoXbQ3RVWmWn/+apiE7CJ6fLielwY1oW24z6VPqEZyiow8OW8P3z7YnkEtQ2r02pfFzu9F5bWRC0SKX3Ww5nVRhn7s79UznkQikUgkV0iVV20+Pj5Vqq5yMb755htyc3Pp06cPISEhZa9FixaV9Vm2bBnt2rXjjjuEd8LIkSNp164d3377bVmfTz/9lKFDhzJixAi6d++OXq9n+fLllyV4SC5NRqGRn7edddj2wm8HSDHrxY6zd5iI5kg9BJF9xA76pv85HnTL59D2/KJv4wdCwPj3o8oLOxC+CYYsYUCZGAOrXoVlE8G7Pvicjw7aNw86Ow5RR+OGrjiPoMWPEbD8WZRr33ZaJcNF5UKgPpBAt0A7wQNECH2QPogAfYAUPG4UmtxR/gG//Vj4579CwNg/X6RalZa2bT9W3LOO0krit4tSuLrzi6iOj8DBX8vb47bCogeET4fm/LVC24iIKEf0fkmILiBMfP/92PFzkX4MEnZX/We+hnjp1AR76S5b8ABIyyvm3T/LQ+CPJufz/p8JvPRLHE/OOUxGQWWjUaVCSYA+gCB9ULUJHgA+Wh+C3IJuCsHjZqS0XG1ILaS3eOnUuGlUxF5mNaMa59RaCGxefYIHQGhbiN8iqsJIJBKJRFKLVHnl9vbbb/P6669TVFR01Re32WwOXw8//HBZn4cffthhnzfffLOsj1arZfr06WRmZlJUVMTy5csJD7+yUGdJZU6m5jv1IkvPLyG3qMJCsHSxF94JinPFyxFWs0gBcHEVfh2uHnBytfNJxG4o90dw84dRi4TQMmYJhLSF+G1ikdrliXITShC79UO/hX8q+I+c/BtKnMyrBjFajMTnxTPv6Dze2/Eea+PWklyYXNvTurnwCoOH/hRGuZ71RJqWqQj8mwgT01KCWol7zBlxWyGkjfDy8G0IJxyUSk47Uvm6/o3Lj6k0wkuk+d3lOfWGHDix0vl1Dyy8dCWlOk52kYn8Esc/g9lqIzn30gsmi9VCYkEiv5/8nXe3v8sfp/4gsSARq60O+ydIapzY9ALUKgUBVRDlqguFQkGIl7ZMeKlTmI1w9l9hPlqdhLQTqXoXe++USCQSiaQGuCxPj3bt2tl5d5w6dYqgoCAiIiJQq+3ztffs2VO9M5TUOheGll+IWlVBOyvd7TaXgJMyr2W4uJYv2BSIFBeyHPfVekHPF6DbRND7i51wpVJEfzz4m/DzMBVCk7ug8+OQHStKj2bHwZ9TIDehfCyN+/kL1h4mi4ldKbt4+p+nMdvE72DBsQUE6YOYOXAm4Z5StKsRVC4Q1kGUsC3OESlapWVqNe7l/axm4e9xYfnaUjxC4JZJsOkj+PMZx30qjgcinebhP6EwU4yr9xWpLRWrIimU4jxnpqdab+pQEa4rQq26+LPoehmlRY9nHeeRVY9QZD4vxh8Hd7U7MwfNpKlv0+qYpuQGIDajkGAvLUpl7bz/B3vpOJ1eB8ucJ+wCY6EwH61OfCLEZ4LYDdDw1uodWyKRSCSSKnBZosfQoUOv8TQkdZkIPz16jYoio6VSW+swL3zcKkRWtHsAds6AY39C48HC3DTzVOVBdT5gLBImjfXaQ+ZpsUu+/h3Hk+g4DvycVAdy86+cKlCSK/xBHNHpMeHRUIukG9J5dsOzZYJHKalFqby9/W0+7vPxFZXflFwhniFCXGg0QER65CYIr45STvwNLYYJjw9HNLtLiHgZxx2XaFTrhEB3Ie5B4uUMt0DoNB7Wvu64veOjQvy7jvFx0xDp78YZB2H/Pno1gR4X35VPK0rjmQ3PlAse5ykwFfDshmeZPWi2NByWAHA6vcBpeeWaIMRLy+ojqZfuWNPEbhBeRD5VN5O/KAoFBLeG2PWAk2pvEolEIpHUAJclerzxxhvXeh6SOkyghytfP9Cex37ejdlavqDz1qv5eHgbfCuKHl4NoMdU2PyxMCq9/SNh/liSX95HpYFhM2DDe2J3+9ZXhfgR2k7sNCVdEC3UebzjBePF8G4A3Z8RPgwVCWkrvESUVfN7yS7OJrs4m2JLMd6u3vjr/Ct5flSFUzmnMJgNDtu2JW8juzhbih41jdYDBr0Pf02FwdPg2Aro84qomnJkKYxaAAk7hUBXkYHviUiPoizhx7FkAhRllrcrVTD4f8KXpqooldB6BBxdBokX+Hd0farqz0UdJNBDy5ej2nH/jO0UVEhzcXVR8u2DHQhysEjNNGSSXZKNyWLCarOSUuigxC+QkJ9AVnGWFD0kAJxOL6RLZPV4kl0Jod46cg0msgqN9n83a5szGyG4VZX/Ll4WIW1g63QRrVYaCSqRSCQSSQ1T5ZK1UVFR7Nq1Cz8/+5JvOTk5tG/fntjY2GqbnKRuoHFR0TXKjzXP9eLP/cmcTMvnlob+9GjkTz3vCwzh9D4izL/F3bBvETQZIKq4nFwtSncGNofGg8SCstVwqN9NCB+/Pw4ph2DQB6AYJ3ae1Dqx867SiD5VQe8L3Z8VlV72zhPeIq2GizJ6HlVzzo/Li+Plf1/mUMYhQBiaPtH6CYY1GoaP9so+xOUZ8y7abrQar2hcyVXiGwVDpguT0Nb3i/KxDy2H43/Dsb/g3p9EWcfjK0SERtvRwp9D6wl5CbDyRXF+xklxv3uEQFRv2D1TeM6Ed676nDxDYOQ8SD0MB34R/jftHhDCXlWfizpKsxBPVj7Tk/XH09h1NosWIV4MahlMqI8WVYVUBJvNxqmcU7y46UVO5YgIsk/6fHLRsU1WB+azkpuOIqOZlNziWjExLSXESwh4ZzIK647oUVIgDMI7jb8244e0BWxwdgs0u/PaXEMikUgkkktQZdHj7NmzWCyV0xxKSkpISEhwcIbkRkCrVhHp786kfo0u3VnvI14hbcqPBTW37xPcsvzrwgwwGUSFimVPi4ViWEcoyRNiyJgrLHdXNo+2V3Y+kFKYwrhV40gtKg9JNpgNfLrnU7y13gyLHmbnd3O5XMxnIEgfJKM8ahOvMPGqSGSv8q9D2wox7UK03mIBsXA0BLUQqV3J+2D712CzQv83r3xOHsHiFd3vyseowyiVCsJ99YztFsHYbhFO+yUVJvHw3w/biYZqpRoXpQtmB4auripXfFzl7rKEsvSpUK/aS28pjVo6m1FIhwZ15L48t0N4FgW3ujbjuweKv+lnNknRQyKRSCS1xmWLHsuWLSv7etWqVXh5lZf0s1gs/PPPP0RGVnM+qKROYrPZyCgowYbIuVdfbWlgN3+RTjBzsFgc5ifD0eWiLbxr9ecZV4GT2SftBI+KfLn3S7oEd0Gj0qBX63FTu5FTnIPRasRd7Y7+IqX/ArQBDI4YzMqzlStzvNTpJQJ1tes5IrkC3INFpNLiR0RURurh8rbW99e6j0xNklNkpMRsxU2jwl17CUPjKrA9aXulKKm/z/zN6KajmX1kdqX+E1pPwFXlitlqxkVZZY1fcgNRVq72wujEGkSrVuHnpnHoX1NrxG0Rgq3XNTTPDm4lRA+JRCKRSGqJy/4UWGpmqlAoeOihh+za1Go1ERERfPzxx9U6OUndIyXXwF8HU5i3PQ6jxcodrUJ4sGsDwn2dL/Avi+DWIg1m1f8J3wStF3SaAJ3G1epi8WjWUadt6YZ0Tuee5r/b/ssLnV5AgYKfDv1EhiGDdoHtmNB6AvU96+OqqmzE6KX14sXOL9LcrzkzD88kqziLxj6Neb7j87Tyb3VF0SOSWkaphIb94MElsPo/okSteyB0nyJSq26CfPbsQiP7zuUwfd1JknKKaR3mxTP9GxHl74ZOc/Wiw960vZWO/XXmL57t8CwvdHyBeUfnkVSYRJh7GGObj8VH68Op3FMknEvglnq3EOoeetVzkFyfnE4vwFunxv0S1ciuNcFe2jomemwVkZjX8m9OUCuR4lqYUdl0XCKRSCSSGuCy//pbrVYAIiMj2bVrF/7+8g/XzUZKbjHjZ+/mYGL5Tut3m2JZsieRJU/dcnXCh0YP4Z1g9CJRPUOhFJUrVLX7ATXS03mUiafGk5ySHAZEDGBL4hZ+P1WehvP32b9ZG7eWnwb9RLvAdg7P99f5M7bFWG6Puh2L1YKriyu+2hvDo+GmReclUlCCW4sytEoX4f1xnVdYuRwKik3M2nqWz/85WXYs5Ugxa4+m8vOjnenZ6OrNRBv7NHZ4/NOYT+kT3odP+nxCYkEiGYYMfjv5G8ezj+OqcuXj3h8zZf0UPr/1c0Lcq+bpI7kxiE0vLPPUqE2CPbV1p2yt2SiMw9uOubbXKU1njdsKzYdc22tJJBKJROKAKn8SP3PmjBQ8blL2ncu2EzxKSS8oYc62sxjNlb1eqozeV/gpeIbWuuAB0MK/BR5qx/4a9zW+j5WxK+ka0tVO8CjFbDPz9ra3yTRkOjhboFQoCdQHEuIeIgWPGwn3APAOFyakN4HgAZBRYGT6upOVjltt8MqSg6TmFV/1NW6tfysapWMDyL7hfXlj6xtM3TiV93e+z/Hs4wCUWEqYeXgmPcN6suLMCqw261XPQ3L9cSqtoFZTW0oJ9tISl1mEzVFp65omeT+YSyCw2bW9jluA8PWI23JtryORSCQSiROqvKr84osvHB5XKBRotVqio6Pp1asXqqv1eZDUKUrMFhbtcm5Uu/xAMuN6RhHkeWP9vwe7BfPDwB94+p+nSTekA6BAweDIwUR5RfFP3D+czK680CvlZM5J8ox5+On8nPaRSG4EjqfmY3WyjkvINpBrMDksP1sVQvQhzLhtBs9seIbcklwAVAoVD7V4iHru9cqEjguJSY3hgWYP8PW+rxnWaJgUGG8ybDYbZzIKaV+/9lPMgj21GEwW0vNLCLzK5+GqSdglqqPVROnrwOYi0kMikUgkklqgyqLHp59+Snp6OkVFRfj4+GCz2cjJyUGv1+Pu7k5aWhpRUVGsX7+e8PBraIwlqVEUKHB1cZ7zq1Ypr2lKcG2hVChp5tuMBXcsIK0ojQJTAT5aH5adXsbrW18nxC0EtfLiRo0qxY0lBEkkjtC4XDyiRVkNbxAuKhfaBrZl8V2LSS1KxWA2UM+9Hr5aX3478dtFrq3EZrOhUWpQVj3AUXKdk5RbjMFkIcS7DqS3VChbWydED79oUFWf2bBTApvD9q+gOE+U+JZIJBKJpAap8qe/9957j06dOnHy5EkyMzPJysrixIkTdOnShc8//5z4+HiCg4N59tlnr8V8JbWExkXJgxcpJTm6c3383Sobdt4IKBQKgtyCaBXQim6h3XBXu7Pg2AKsNiuJBYlEekWiVDh+lNoHtsfL1cthm0RyIxEd4I5G5fg5aBbigY++ehZWKqWKYLdg2gS0oWtIV8I9wnFTu9GjXg+n5/QK68WulF3c3/R+vLXe1TIPyfXD6TThoVGvDqS3BHpoUQBnM+uAmWnibvC/jDL01UFQc1GdLWFXzVxPIpFIJJIKVDnS4z//+Q+//fYbDRs2LDsWHR3NRx99xL333ktsbCzTpk3j3nvvrdaJSmqfpkEevDK4KWE++rKojr8PpXAqLZ+724WiVNahUA+TAQpSwVQsTFLdgzEqIMOQQZG5CJ2LDn+tP64u5UJNibmEjOIMCo2FqFVq1Eo1GpWGQL199Rh/nT9vdHuD17a8BsDy2OVMbDuR6Xun2/Xz1HjyWrfXpOhxM5GfDMW5oFSLai36myeNIsDDlWn3tWbKon12x/UaFR/d1wY/d8eiqM1mK4uiUivVeGu98dRc/k6w1WYlrSgNi83CvNvnkVSQhKuLKyaLCYPZwOqzqxnZZCSzDs9ifOvxV/MjSq5TTqcXoFYpCHByD9YkGhclAR6unM0sqt2JFGVBTjy0ur9mrucZBq6ecG6HMHuWSCQSiaQGqbLokZycjNlsrnTcbDaTkpICQGhoKPn5+Vc/O0mdwoaN7CIjn609icFkwdVFyf2dwpkxtiMhXrW/g1ZGfjJs/B/snQMWI2g8yBy7mHlpO5h7dB4GswGNUsO9je5lfOvxBOgDSC9K54eDP/Dbyd8osZSgc9ExLHoYbQPbonPR0SmoE24aNwC0Llr6N+hPM99mLDy2kISCBBp6NWT+HfP59fivJBcm0y2kGwMiBlDPvV4t/zIkNYKxAOK2wV9TISdOHAvvCkOmQ4DjiiM3Glq1ituaB7HymZ7M3RbHmcxCukb6cXe7UMJ8HFd2yjfmszVpKx/u/JB0QzoKFNwSeguvdn2VcI9Lp0fmluSyLn4dn+35DAUK3u3xLstOL2Nz4mZs2PDT+jG5/WS0Kk9e6vAW3hrprXMzciqtgFBvXZ0R5gM9XYmr7UiPpPPln2sq0kOhEIapcdtq5noSiUQikVSgyqLHrbfeyuOPP84PP/xAu3aiFOfevXt58skn6du3LwAHDx4kMtJ5qU/J9UdhiZkv1p5kzo74smMlZiuzt8WRZzDx37tb4qmrgbzgS2HIhj+nwvG/yg+1HMqMsyuYf7q8worRamTB8QVkl2TzUqeX+N+u/7Hy7Mryc8wG5h+bj8FsQKFQ4KnxpH1Q+7J2d7U7TXyb8GqXVzFZTbi6uJb5f5gsJrQuWhQ3osmJxDGpR2H+cKhYkeHcdpg5CCZsAO/6tTa1msTN1YVmIZ68dXcLjBYrWhfVRRea+9L28fzG58u+t2FjS9IWxq0ax+zBswl2C3Z6rs1mY3PiZl7f+joA7/Z4l3d3vMu5/HNlfTKLM3lj6xu83vlD5qzN5ZP7PYgOdFyNSXLjciqtoE6Uqy0lyEPLmYxaFj2S94PGDTycP2PVTkBTOLQYrBZQSq8riUQikdQcVfb0+PHHH/H19aVDhw64urri6upKx44d8fX15ccffwTA3d2djz/+uNonK7GnxGQhu9BIsakaSsVegoyCEubvKl9MKBTQs5E/T/VpiI+bhhyD8ZJjmCwmcopzKDJdw7DewnQ7wQMgo/ld/BK73GH3tfFrMZgNhHmEMbzx8EqpKMtPL6dPeB8+2f0JOSU5lc53UbmgU+vKPD1clOJ7KXjcRBhy4J837QWPUooy4fT6mp5RrWE0W8kpNFJoMmC0FmC2mSr1MZjMZBcaSSvK4KPdH5VFdzzW6jEeaPYAQfogkguTOZZ17KLXSjek82nMpwD4af2w2Wx2gkdFfjoyneFdvZixKbZG3i8ldYuTaQV1ws+jlDpRtjZ5P/hEghM/qmtCQDMwFkLakZq7pkQikUgkXEGkR3BwMGvWrOHYsWOcOHECm81G06ZNadKkSVmfW2+9tVonKbGnyGgmLrOIGZtOczylgMbB7kzoGUWEvxt6TZX/Sy+LnCITlvP1KKP83Xj9rub8ezKDjSfS8dSpOZqcj17jgr+DnGmz1UxiQSK/Hv+VHSk78Nf582jLR2ns3RgvbTX7XeQlVT6EFbOtckpWh6AOjG81np+P/Mz+9P0E6gP5T5f/cDDjILOPzBZzt5kxWUwczjxMsbkYaj8lXFLXMBaVh4o74vQ6aDcGlDdu1RCj2UJ8loFDySl4eGSx9Ow8kguTaBPQhgeaPUCYexhGs4IzGYV8tymW2PQCXhsagg0bX/f/mq1JW9mSuAVPjSdPtX2KAmMBu1N30ye8j9NrGswGUotSAQjzCONE9gmnfRMKEgjwUBITl0VBiRmtWu4y3yxkFxrJKjRSz9txilVtEOSppchoIb2ghECPWopASd4Pwa1q9pr+0aBQCTPTmr62RCKRSG5qrniF3LRpU5o2bVqdc5FcBmaLlS2nMpkwZ3fZxvKR5DyW7kvi2wc70K9pIC5OKihcDXpXsUjQa1S8OaQFzyzcS3ZR+S7uttOZDO8Qxiu3N8PXTWN37qmcU4xdORaD2VB2bHPiZp5s8yRjm4/FXeNefRPV+VQ+5KCkbJh7GGOaj2HyuskYrSJK5VjWMTYlbOKJ1k9wR+Qd/HVGRIyoVWoC9AGy9KzEMUoVeIRA5inH7X4Nb2jBA+BgYi5ztp+kaaPjvPbv/8qOH8s6xpKTS/hp4E9kZ4XwyKzdZW2puf680vkVXtj0ArkluWXHd6Ts4I7IO7in0T0XvaZaqUbnosNgNpBTklPJcLgibmo3SswQ4uWK6yVK60puLE6ln6/c4lOHIj3Ol6qNzyyqHdGjpACyz0KzITV7XRct+EZCQgx0fLRmry2RSCSSm5oqf/qzWCz8+OOPjB49mv79+9O3b1+7l+TakpZfwguL91eKpLfZ4MXFB0jLL7km1/Vz09A23Juhbesxf2d8meDh4epCPW8dri5Kfo1JICnHYHdeTnEO72x7x07wKOWb/d+QYcio3om6B4FvlN0h38S9tPVvY3dsVNNRfLn3yzLBoyLfH/yeO6LuAKC1f2sS8hN4vPXj+Ov8q3eukhsDjyDoOdVxm0IJrUfW7HxqmLT8Yp7/9QBDO3ry3aFPK7WbrCZe3/I6SfnpAPi7a2hf34f8IiW/HP/FTvAo5a8zf6FXX3xn3l/nz/DGwwGIy4ujgWcDXFWOQ7GGRI5gWUw+T/WJxkNbB7yHJDXGqbQClIpyoaEuEOgp7tNaq+CSfgywCQGipvFvDAk7a/66EolEIrmpqXKkxzPPPMOsWbO44447aNmypfQuqGEyC0rIKaqcJw+QazCRUVBC6DXIXfZ1c+WLUe04npLHk3P3EB3ozqS+0Vhtwu+jvq+ehOwi1h5JpWW98pSVPGMe+zP2Ox13X9o+Irwiqm+iHsEwahHMGQp5iQB4b/2K90cv4Knd73Mm7wwAoe6hnMpxvDNvsVlILEikfWB7Xu36KoczDhPlFUV8fjwns0+iUWlo6N2QAF0AGpXG8RhWC2lFacTlxZFVnEW0dzQB+gB8tJUjUSQ3ANG3QYeHIWZW+TEXVxg2A7zCamtWNUJOkYk8g4nU4jiHaWQAZ/LOEO4Py59pRb4ljcSCJNoGBfLRcud+J2vj1uKp8cRd446vtnLpX6PFyKimoziRfYLtydv56dBPvNvjXV7f8jpF5vLFZLfgHrTzugOPMCXNQy9eCtdkMZFuSCc2J5Z8Uz5NfJrgp/OTZaevY06k5hPspUVThyJ8XF1U+LppiK+tCi6ph4Ug63XpCknVjn8TOL5SlPau7vRWiUQikUicUGXRY+HChfzyyy/cfvvt12I+kjpMfV89NpuNqAA3Xh7cjBcX7yejoDxSon19b964q4XdOTYubtRmxVr9Ew1oDI+tFeG7OfHg15Aw7wh+HPgjSQVJxOfHE+oeetEhPDWePNjsQSasnkBmcSYAjX0a82yHZ3lh4wuYrWb+1/t/dAvphquL/e6yxWrhcOZhnlz7JHnGvLLj3UO789/u/71oGL7kOsU9APq/BV0nQvI+0LhDUAsReaSuOzvM1xKXS6TwBHi68NyGx0koSADgo94fXbR/saWYN7a+gUqh4r2e79k9NznFOcw/Np+Zh2byeJvHGd10NHH5cXhrvFl05yIS8hPINGQT4RmNzeyBt6sPPaM0uF8kyqPEUsLulN08u+FZu8i0O6PuZGrHqTLS6zrlZGrdMjEtJcjTtfYiPdKOgGeoEGZrGv/GgA2S9kFU75q/vkQikUhuSqq89aHRaIiOjr4Wc5FcBn7urng5KQ3rqXNsJFqd+Lu78tqdzXnhV3vBA2BPfA4/bT5DUUn5bq+nxpOW/i2djtc+sL3TtqvCMxQa3AJtRkJYJ3APIEAfQJvANtzV8C6C9EE09G7o8FSlQomv1pfnNj5XJngAnMg+wcxDM7m/yf0UW4qZsn4KyYXJlc5PLUpl/OrxdoIHwJakLcw8NJMSy7VJQZLUMjpvIbi1HgFNbwefBjeF4OGtV+OhdaFZQBQuCsc6eoRnBMezjpUJHgC7U3bTM6yn03E7B3fmUMYhdqTs4Nv93woj4fMcyTzCN/u/odhSzOd7PmfqxqksPLaQqZumUmQuokdYD+5udBdtgprRtl4YEf5uFxU8AFILU3l63dOVUvH+jP2TlWdWYrVdA4FWcs05kZpfp0xMSwn00HK2tsrWph2tvTLaXvVArYfE3ZfuK5FIJBJJNVFl0WPq1Kl8/vnn1VJq7f3336dTp054eHgQGBjI0KFDOX78uF0fm83Gm2++SWhoKDqdjj59+nD48GG7PiUlJUyaNAl/f3/c3NwYMmQICQkJ3IgEergy7b7WXJhVpFDAtHtbE+hRvaJHrsFIfFYh8VlF5BpMuLmKRU1moeMStX8dTCYlr3xx4qP14Y1ub6BzqbzT9njrx/HT+VXrfC+HtKI0SswlvNH1DTTKyukpk9pNYunppQ7P3ZmykzaBwh/EYrOwOm51pT5HM4/ahddXZPGJxWQaMh22SSTXI4EeWj4e0Yb8YgPjW4+v1K5WqvlP1//ww6Ef7I4vj13OqKaj8NRUTjkZFDGI41nHKbaI95Klp5aWCZD5xnxmHJhh199kNZFYkEhuSS7zjs7DaCl/f8ooKCEus5CE7CKKjI7TbwA2JmzEbHXc/tOhn6rff0hyzck1mEjLLyGsDpmYlhLkqSUuq7YiPY6CVy2JHgol+EVfvOKVRCKRSCTVTJXTWzZv3sz69etZuXIlLVq0QK223z1bsmTJZY+1ceNGJk6cSKdOnTCbzbz66qsMGDCAI0eO4ObmBsC0adP45JNPmDVrFo0bN+add97htttu4/jx43h4eAAwZcoUli9fzsKFC/Hz82Pq1KnceeedxMTEoFLdWBU3XFRKejby569JPflu42lOpOXTKNCDx3tHEennVm2VWyxWG6fTCnhj2SG2xWYB0CPan//e3YL0i5ilmq02YtMLSc8voVWYF3qNC9He0Sy+azELji1gV8qu8pK1vo3x0HhUy3wvh7ySPLYnb+eTmE9ILEjkltBb+HHgjyw/vZx96fsI0gcxpOEQ/HX+fL7nc6fjmCzlnipnc89Wak8sSHR6brGl2O58ieRGoFU9L9bG76LQVMhHvT9i6amlpBal0tS3qTAbtQmz0YoUmgr5cOeHTOs1jd2pu/k34V88XT25PfJ2DGYDH+0uT38xWo1lQkZ2UWFZqVpHJBYkYrQYMZmVHEzM5fWlhziRWoBapeCu1qFMHdCYej6Vd/7jcuMcjCbIMGRgsVmq+muR1DInU/MBCPete5EeQZ6u5BpM5BpMTqM3rwmGbChMA+9a8PMoxS8azm2vvetLJBKJ5KajyqKHt7c3w4YNq5aL//3333bfz5w5k8DAQGJiYujVqxc2m43PPvuMV199lXvuEeULf/75Z4KCgpg/fz6PP/44ubm5/Pjjj8yZM4f+/fsDMHfuXMLDw1m7di0DBw6slrnWJfQaF5qHevLBfa0wGC3oNCp06iuuPuyQhOwi7vlmKwUVUlU2n8pg+Lfb+PGhjk7P89S5UGg0M37ObpY8eQvt6vvgonShvmd9nuvwHAWmAjQqDW5qt2qd76Ww2Wz/A7lSAADKv0lEQVRsTtzMS/++VHZsa9JWdqXs4o1ub9AttBvbkrfx3o73eKfHO07H0Sg1qJTlQlq30G6V+jT3a+70/EB9IFqXGz/lQXJzoXFR0dA7gpf+fR4vVy8GNBhAc7/mGC1GTuecdupjE5sby+R1k1l2958MihjE0tNL+e7Ad6QUptj189X6onPRkZxrYN72VJr6tLRLlalIx6CO6Fx07DuXx6jvt5dVujJZbCzZm8ie+GwWTuhKsJf97n+nkE4sOrHI4ZhNfJrgqqwF/wPJVXE8NR+VUkGoV917zw2qULa2VVgNGnqmnxD/1oaJaSn+jeHwEihIF35IEolEIpFcY6ocFjBz5syLvq6G3FxRutDXVzj1nzlzhpSUFAYMGFDWx9XVld69e7N161YAYmJiMJlMdn1CQ0Np2bJlWZ8bFZ3aBV8314sKHlarjWKjmcJiE2ZL5Zz0YpMFo9n+uMliYd6OeDvBo5TMQiP5JWbahjv+kPbILZH8vicRmw3eXXGUnKLyMHO1So2P1ueaCB5mqxmD2VCWdmUwG+xC1dOK0vg45uNK55msJt7Y+gbhHuEsO7WM7JJsDqYfpHtod4fXuafRPayNWwuAn9aPjkGVBaAGng2I9HJcCnByu8nSyFRSY1z4XFxum8VixWC0YLVefhpjgD6ADoEdyC3J5dcTv/Ldge8I9whnxoEZ7ErZRd/6jkuaD2k4DDe1B2qlmh3JOyoJHgBjm49FrVSz/1wuc7YmMzRyjEP/EJ2LjiHRQ8gzWHjnryOVSnuDKBN6JKncb6fYZMZottLav7XTZ3Nqx6n46ipXkJHUbU6k5BPqpa22CMjqpFT0iMuqYV+PjBOAAjzr1ex1K+J33hcueV/tzUEikUgkNxVXFB5gNpvZsGEDp0+fZvTo0Xh4eJCUlISnpyfu7u5XNBGbzcZzzz1Hjx49aNlSGF+mpIgPv0FBQXZ9g4KCiIuLK+uj0Wjw8fGp1Kf0/AspKSmhpKQ8RSMvL89hv+sZs8VKal4x6QVGNp1IZ9fZLII8tIy9pQERfm4YTBZi4rL5Zfc5NColD3ZtQPMQT/w9XMkvNrPpRLrTsT//5ySfj2zHR6tPsOJgMharDU+tCw93j8DN1YUN58+NicumyGjhWnrIFZoKSchPYOGxhRitRkY3Hc2+9H1sTNiIv9afUc1G0cCjAYWmQtKK0hyOYbFZOJJ5hI97f8znez/np0M/8UGvD/DV+rLy7ErMVjM6Fx3DGw8n0iuS/277Lx2COvBmtzcJcQ+pNF6APoBv+3/LBzs/YMO5Ddiw4e3qzeR2k+kd1vumLvN8Mzx7dYG8kjzO5Z9j/tH5pBen0zusN7eG30qoeyiFpkIS8xNZcHwBiQWJdAnuwsCIgYS6h2I02ziXXcSCHfGcSC2gbbg393UII8xHd8mFo6/Wlw97fcjnez5n5ZmVmG1mfLQ+JBUmMefoHD7o+QFeGi/+iv0Lo9WIVqVleOMRjGn2EN46d9YnrOHZ9s+y6MQiNiVswmqz4qnx5KEWD2GxWcgz5vHP0TyKjBZmbijgvZ5f8dXB98rSZpr6NuXNrm9Rz60eqXlG9sbnOJ3rxhPptK3vzeaTGSzZk4hWrWRCryh+uO1H3tnxNjtTdgIiMuulTi/Ryr9Vtf3f1CY32/N3LCX/mpRwrw7cXV1wd3UhrqYruGScEKXda6NySynuQeDqIXw9Gt1We/OQSCQSyU1DlUWPuLg4Bg0aRHx8PCUlJdx22214eHgwbdo0iouL+fbbb69oIk8//TQHDhxg8+bNldouXCTabLZLLhwv1uf999/nrbfeuqJ5Xi8cTc4ju8jIMwv3kV1U7iGxeE8Cr93ZjOxCI1+uP112fPWRVAY0D+LdYa3QqVX4uVc2+CxFr1bx6+5zvDiwMY92jyAppxiL1cqSvYlsOF4ulvjoNSiv4QLfYDKw6uwq3tj6Bm5qNz7u/TET/5loV3FleexyJrWbxO2Rt6NSqJzm5ZutZr7e/zV3Rt1JuIcI+x0cOZjxrcdjtprRu+jRqrRkG7NZPnQ53lpvvFydhySHuofyXo/3yC7OpsRSgpvGjUBdoF1qzM3IzfDs1TYFxgIWn1zMpzGflh3blrSNGQdm8POgnzmceZiX/33Zru2Hgz/w86CfScv0YexPOykN8Nh8KoPv/41l/viudGjgc+GlKhHkFsR/uv6HJ9s+SbG5GLVSjYvSBbPVzMubXmZw5GA+6PVBWXSJXuVNWo6GEA/w0Hjy3MbnGBY9jE/6fILFasFkNbH01FJ2pezi9sjbCTm/gN1wPJtzWW6M7fE+wS2sKFCQlKUkQBuFSqlCqVDgpVOTa3DsnxPo6cpby4+wdF9S2bG/D6fyYJf6vNf/fxTb8jFZTXioPQjUB94wQuXN9PzZbDaOpeQzoHnQpTvXEkGersRl1nCkR+ZJUd2sNlEowLehNDOVSCQSSY1R5ZjPZ555ho4dO5KdnY1OV76DMmzYMP75558rmsSkSZNYtmwZ69evJywsrOx4cHAwQKWIjbS0tLLoj+DgYIxGI9nZ2U77XMgrr7xCbm5u2evcuXNXNO+6SlpeMRtPpPPtxlg7waOUd/46SqcI30oVYFYfSeVoch7uWhee6OW4nCvA3e3qsWhXAu+tOIafm4anF+xh6q/72XrKvirJo90jCKjmajIVySjO4L/b/gvAXVF3sfD4QjvBo5Tpe6dTYilhYAN7fxelQonORYfORYe/3p+jWUf5JOYTnt3wLM9ueJY/Tv1BkD6IRj6NqOdRDz+9H9He0TTwanBRwaMUd4074Z7hRPtEE+IWctMLHnDjP3t1gXRDup3gUUpWcRYf7/6YQxmHKrUVmAp4fevrHElNoWJGi0qpQKGAKYv2klqhKtPF0Kv1hHuE08inEUFuQdweeTsAZpuZ5bHLeW7Dc0zdOJX/2/x/FBd7MGn+HlJzi2no1Ribzcb8Y/OZsn4KUzdO5eV/X2Zb8jb6hvdHp/JiSJtQlErQqVWcTi/kjd/jefynBCb8dI7iYh3+buL9JsBdw/iejlPMFAroFuXP8v1Jldrm7ognLsNGA88GRHtHE+QWdMMIHnBzPX9p+SXkGkzUr4MmpqUEemhrIdLjVO2mtpTi11Cmt0gkEomkxrii6i1btmxBo7GPBGjQoAGJic6rVjjCZrMxadIkfv/9dzZs2EBkpP2H1MjISIKDg1mzZg3t2rUDwGg0snHjRj788EMAOnTogFqtZs2aNYwYMQKA5ORkDh06xLRp0xxe19XVFVfX68OULiXXQFp+CQXFZkK9dfi5a/DQXtzpPavISMNAdz5afcJhu80G57KKmPdYF+bviOfPA8llbT9vO0vnSF9a1PNkXI9Iftx8xu7cB7rUJynHQHpBCauPpPLy4KYsf7oHZzMLsVpt6DQu/Lr7HEVGCyM6hqNSVm3BkFaURoYhg3xjPkH6IHx1vg5LWgIcyTxSFrnRKbgTL2560em4W5O28nyn5zmRc4J8Yz6PtXqMYH0wnq6euKndSC5M5rM+n5FmSOP7A9/jpnbjmfbPcDTrKC5KFwL1gQToAnBRVq9h7M3G9fTsXa9sT3ZeFWFT4iY+6v0Rc4/OrdR2OPMw45qIr5sEufFE/wDcdIUUm4vx0gRQZCoEyg0hzRYzaYY00orSMFvNBLsF46/ztzPq1bnoeLrt0xzLOsaJ7PL3I41Sw+e9ZoBVxUvDtJwtPIS3JoDPe3/PpA3jMFrLvYCivKIZUn8CBUVK3DRKfpnQjbisInz0Gg4k5PDNhtP0bRrAnW1COJtRgEmRi8GaTfsmhfzSqBEr9+fz8xYh5igV8MmItvwacw5ndiXzdsTTsYEvygrvXZkFJWQWGEkvKMHfXYO/uyt+7tfffXwzPX9Hk0XqTl2s3FJKkKcr289XR6sRLGbIPgvR/Wrums7wi4ZDv0kzU4lEIpHUCFVewVmtViyWyikCCQkJZSVkL5eJEycyf/58li5dioeHR1lEh5eXFzqdDoVCwZQpU3jvvfdo1KgRjRo14r333kOv1zN69OiyvuPGjWPq1Kn4+fnh6+vL888/T6tWrcqquVyP2Gw2jiTnMW7WblLO77AqFDCiQzjPD2xy0QgKq9Xm0MCvIsVmK8v2JhLh78bEW6P5av0pAEpMVmw28HVzZXK/RgxuGczGE+koFNA23IctpzL4+LyYYrHayC82c/932yg0invC1UXJK4ObMrBlMIGeVXPMP5l9kqf/eZqkwvId2Nsjb+eFji/gr/ev1L9i6VeFQnHRkpLF5mIC9AH8MOAHMgwZvLjpRSa2ncgPB3/g38R/y/rV96jPl/2+xGQx8dDKh8gozgDAU+PJx70/pn1QezQq56k/EkltU1ra1RFWW2Uz44pYbFbahnswcZCWd3eXp4opFUpGNhnF424T8NX6YjAZ2Ja8jf/b/H8UmkR4vkapYWrHqdwZdSeeruVCZYh7CB92n86xjDOcyD2Ir2sgbQLacCznIJ/ufQ+D2QCAVqVlStuX+aHfr+xP30dWSRqNvFpiKPJh8twz/PJ4EONm7+ZUWkHZ2L0a+bNqSk8UCgXTVh1lWBcl7+x+vsy/R4GCYdH3sHjio5xMhi5RfmhVSt7+84jT30GxyYIVG0qE6JGYY+Dp+XvsPELahHvx9ej2DkvfSuoGx1Ly0aqV1zTa8GoJ9NSSmldMscmCVl0DkYC58WA1gUctp7eASG8BSNkP0dfvZzWJRCKRXB9UOb3ltttu47PPPiv7XqFQUFBQwBtvvMHtt99epbG++eYbcnNz6dOnDyEhIWWvRYvKywa++OKLTJkyhaeeeoqOHTuSmJjI6tWr7QSWTz/9lKFDhzJixAi6d++OXq9n+fLlqFTXbzpBUo6BUd9vLxM8QERoLNp9joW74rE4qMRSio9eQ3KugRahjiMkAKIC3BjUMoQv150i0l9PvfO58iM6hqHTiN+bl06NVq1i3bE0/jmaxoTZu+0iP7pE+rDqcEqZ4AFQYrby5vIjnMuqWshucmEy41ePtxM8AFacWcHsI7PtBI5SWvq3LPv6eNZx2gW2czp+j3o9AGFaOnndZFr6t2RjwkY7wQMgPj+eyesmE5sbWyZ4AOQZ83jynydJLkxGIqnLdA3p6rStjX8bTmWfcthW36M+mbkqJg8M4NXtT9ulilltVuYfm8eauDXYbDYSCxJ5dsOzZYIHgNFq5P2d73Ms61ilsV0V3vx3sYENO1vyywZ/Mg05vLfrtTLBA6DYUswHMW+SXpTJrxsD2LizJa8tKuLFRWcJ9tQSE5dtJ3gAbDqZwaHEPJ79ZR93ttPz6raJdobFNmwsOfUbe7PXcF+HekT4ueHjruH2VsFOf0fDO4bjohR/GrOLjEz9ZV8lU9T953KZvHAfWYXOBSZJ7XI0OY/6vvpr6it1tQR5arFBlf9eXjGZseJfrzqQ3uIRAhp3SN5f2zORSCQSyU1AlUWPTz/9lI0bN9K8eXOKi4sZPXo0ERERJCYmlqWcXC42m83h6+GHHy7ro1AoePPNN0lOTqa4uJiNGzeWVXcpRavVMn36dDIzMykqKmL58uWEh9diDfpq4FBSHnmGyiVjAb7/N5bU/BKHbSA+SEUHuvN/tzdDrar8gW9Im1B2n81md3w27cK9mbc9nmHt69Ek2J3OkX52fUO9dUT5u3E4KQ9zhXhwVxclU/o3ZuHO8pzwblF+fHBvK74a3Z64zCJSc4sxlJhJzjEQl1nIuaxCik2Of6YzOWcc+nEALDy+kKSC1EpCj6/WlzHNxgCw+MRixrUch0ZZOQpjUMQggt3EIiepIImkwiRuDb+VlWdWOrxecmEyGpUGvUv5Lq63qzePtHgEo8VIfF48yQXJ5BTnkFyYTGphKmaL459LIqlpgvRB3Bl5Z6XjaqWaiW2ex0ElalQKFa91e50AvT+n8/fbiREVmXFgBmlFafxy/BenUSPf7v+WPGMeJouJ1MJUUgpT8NCZmDqgMQcScmlRT8+fcQuczv+v+Hm8elc9nujnx5N9g5k6oDHTR7fDRy/EClcXJQNbBPHJiDZ8ObodQV5a0vNLyDKfJt+UD4CrypW7G97Nh70+ZFqvaWQYMsg0iPcXVxcV43tG4aOvnCbYNsybxkHuZBSI99fMAqPT9IOYuGwyC52/D0tqlyNJeXXazwMg6HwUSo35emTFglINDiInaxyFAnyjIGlfbc9EIpFIJDcBVU5vCQ0NZd++fSxcuJCYmBisVivjxo3jgQcesDM2lVwdF+5oViTPYMZodh7poVQq6Fjfl/SCYr4f25GFu86xNz4bf3dXhncMRwG8ufwwQ9qEEujpyu6z2bzU0J8HutQn2Ms+JcXXTcPrdzWnb9NAZvwbS1ahke4N/XmyT0N+3naW9IIS1CoF/7uvDSdS8/lo1XEyCoy0rudFy3perD6SwjcbTpOUW0yjQHcm3hpN+/re1Pdzs7tOfH6805/HYDZwIi2bZbsN3N8pvCxtxtPVk8daP0aHoA7MODiDxScWM2OA+Hdnys4yoaJraFd8tKLyRGmkhtVmxWR1XNkBILs4Gy9XL4rMRXQM6shTbZ5CoVDw1b6v2HhuI0qFkkGRg7gr6i6m7ZpGr7BejGo6iiC3ulspQHJz4K31Zkr752jl14Ulp+eSXZJNG/8ODIscy2crcujbrDtvdI5k8elZpBvSaeXfiifaPEGEZwQWHxV79sc5HTutKA2T1cTp3NNO++QYc8gryePbY9+y+MRiSiwldAvpxpQOz/LHxC4cTklnaYrz5z2h4ByeHkU8u3UcEV4RTGgxhe82ZbHyYDZ3tQll+aQe/Lr7HK8vPUyh0cz3YzoydWB94ktWABDmHsZ/uv6HpaeX8trm17DarPQO702+KZ8AWwAKhYJwXz1Ln+7Bz1vPsOJgCjq1ihGdwokOcGfwZ/8S4q3j5UFNqe978b9p+U6EaUntUmyyEJteSM9GddsrwsdNg1qlIK6mIj2yTosIi7piqu0bJSu4SCQSiaRGuCJXRp1OxyOPPMIjjzxSduz06dOMHz+edevWVdvkbmZaXiQ1JcDdFVf1xYN03LQuFFvUfP7PCZoEefJE74bkFZuZs+0sp9NFSHqjQA9WHEymSbAHzUI88NI79qoI8NAyrH0YvRoHYLba8NC6oFEpy3KQn+nXmD/22ZerbRPuzcwtZ/lld3kkyMm0AqYs2sertzflrjahBHuVLygaejuvFuOp8aSoWMnHa06w62wWn97ftsxE0FfrS78G/Wgf1B6T1YSb2o3Xu71OvjEfF4ULvjpfu7FKy9HasKFz0Tnd0W7k0wgFCjw1njza8lFMNhMvbHiBPKMwx8MGy04vY2vSVt7s9iZPr3uabcnb+LLvlwTo6/YHbcmNj6/Oj9y0lvT2/A+eOiWHE0qYsC4Bg8nCjthcHuxSn+kDvsamMOOmdsNNfV6EdIG2gW2Yd6yy0SlAmEcYGpWGVv6t2Jmy02Gf5zo8x8R/JhKbG1t2bEvSFnal7GLRXYu4w68Bx41NOZp11OH5UV5RrD+3nhc6vcBb295iyqYJvN31Mw4l6Fm06xy7zmQxpX8jvi8RqXb+HgpOZmwi1F34FLzS5RX+s+U/ZBjK09P+if9HXP/ORYR5hKFQKKjvq+elQU15tHskR1Py+Xr9aT6IF6k5p9IKeGz2bt4b1pLu0X5sOeU4Cs3LQbSIpPY5lVaAxWajgV/djvRQKhQEeWqJr6mytVmx4FGHhHnfhnDkDzBkg+7SJbElEolEIrlSqpze4oyCggI2btxYXcPd9DQO9iDYiRHolP6NCPK4tEmon5srk/s1ZuGuc7y1/AifrjlRJnh4al1oGuLBkeQ8pg5o7FTwsBvP3ZUgTy16jQsuKiWjO9fH3dWFJsHudoIHQL9mgfwa47gc4pfrT5OUU4ylQrpMA48GhHmUlyv21HjSK6wXvcN6M7bp4/y2U4gNm05mkJRTWajw0foQqA/ETe2GzkVHoD6wkuABIvS/sXdj/j7zN/c0usfh/KK9o9G56Hip80vcHX03B9IPsC5+XbngUYEMQwYHMw7SPrA9RzKP2C30JJLaQq1SMrBlMNPXJPPG7+f4ZVcaBpPw3lEoYFTn+gS4+ZY9MxVpHdAab1dvh+NOaTeFQH0gw6KH2aWSBemD6BvelyENh1BsLnb4HBitRqbvmY7axcbY5mNRKSrvNqsUKoY0HMLsw7PRu+gZHDGYW8NvZdGpHxjTQyyKYjMKKSixcF+HMAY0D0KlLuT7Q1/irnanb3hf9qbttRM8Sskz5rH4xGK7VDSNiwqTxcaE2bvZE59d6ZwP/j7GE72FINuqnhcDWwTTJkyUq+7fLBB/d2lqXBc5kpSHAup8egtAoIdrzaa3eITUzLUuB7/zmx3JB2p3HhKJRCK54ak20UNSvYR46VgwoQst65VHfGjVSp4f0JjBrULsyilejPb1ffjgnlZ4asuDehoGuPHZyHZ8v/E0X45qR6S/G7HpBfy89Qy7zmQxe9tZpizaxy8744lNL2DejjieXbSPGZtOE5dZiPF89Z4wXx0LxnfhRKp9Ks7Tt0ZTYrY6rSCTazCRVWhk5cFkXly8n62nMlDZPJlx2wzaB7bn2Q7P8lrX1/DV+uKr9aW5fxN6N3Mr8yfZcebKS/wF6AOY3m86+cZ8Gvs0Znjj4XZlaDsFdeL9nu/z+8nfOZZ1jGHRwy66qw2iRGipqer6+PVXPDeJpDoJ89Ex97HOhFZIWfN31/D9mI5EBpQLHRmGDHYk7+D1La/z/o73ySsp4Nv+P9DIu1FZH72Lnpc6vUQL3w7M3naWZTHFfHHrd0R7RfNO93d4qu1T6NV6PDQeuKndGNt8rMM5bU3aSkJuFusOmpne90sC9YFlbQG6AN7u/jaLTyym2FLM4czDtPBrgbvanVFNR9GugR6tWsmjPYOJCM3BN/xvfCOWUGRNx2Q18dmez5jQegK7UnY5/Z2sP7e+kngZn1XktHxtnsFMoIcrvz7ejf7NAnF1UdKnSSC/PN6N94a1xEsnRY+6yOGkXEK9dTVTEeUqCfTUcrYmIj2sVsiJBw/nJr41jmc9cHGFFCl6SCQSieTackXpLZKaIdLfndmPdiazwEiJ2Yq3Xn0+teXyP8h56dTc1yGMno0DyC40olQIIz+LzcqnI9vho1ez/ng6b/95mPfvac34ObvJKTIR5qNjSJtQhn61hbxisTP6+174ePUJfn60M50ifNGoVLQK8+ZshV2qCb2iMJotmC7iOQKgcVHy76kMftmdwC+7E7iloS+fjWzHBz0/4OPdH/NpzKdlfX8/9Ts9Qvvw9j1P8PKvZ/G+ypDyUPdQXu/2OhmGDCI9IxnReAQ5JTn4aH3YmLCRcavGlS2Mvj/wPXMGz8Fd7e50PA+NR1majLfW+6rmJpFUFxoXFZ0j/fh9YneyCo1YbTb83DQEemjLRNO0ojRe3PgiMWkxZefNPzafsU0eY2qbaRjMhVgx08gvCIvJg4Efl5enbrTPnS/GfMob21+0S1WZd3QeY5qPYWzzscw+MttuTu4ad5JyijFbXLAYQpjcbnJZpEmhqZC5R+ZyJEuUk1Ur1ayOW82BjAMsj11Oh6AOzH38dTYkruTxdd+WjTkw4jYAEgsSWR23+pLPakWRE8DN1fn7acMANwpKLDw0cydFFapUzdgUy/zxXQjw0KKow9VBblYOJ+VRv46ntpQS5KFl7ZFULFYbqsvczLgi8pPAYqxbkR5KFfhEyQouEolEIrnmyEiPOo6vmyuNgjxoWc+LMB99lQSPUlxUSup562hZz4vmoV40DHSncZAnod460guMPLNwL2O7RfC/VcfJKRLmnuN6RPLeiqNlgkcpJWYrT8yNIa1CKd224d5oVEp0ahUdG/gw498z2BCCiyNahHqi16hYfTil7NjW01lsOZXB8ezjrIpbVemczUkbsLqeoWGAG50jKqetVIW0ojQmrJlAgamAsX+PZfifw7HarLy+9XWm751utxNstpl5a9tbPNDsAafjDYoYxPpzIsJjQIMBVzU3iaS6CfLU0izEkxahXgR76coED5vNxtq4tXaCRymzj/9AjjGd5+alMOGHFPaegUdn7bErT13P25Vlp5c69OaYc2QOHYI6oFXZp+HdGTGcHzZmEOqtY8WBHPakHOTZDc/y7IZn+c+W/5QJHgAdgjpwKPNQ2fcxqTEczdvKnowtdmNml2QTpBc+BX/G/smgyEFOfxdjm4/F09XeLynES+dUSH22f2MmL9hrJ3gAGEwWnpy7h9QK74OSuoHVauNIch4RF5hl11WCPF0xW20k5zr2l6o2ss+Kf93rUKQHSDNTiUQikdQIlx3p0a5du4vuaBUV1VBOqoSsQiNZhUZMFis6tYoioxmjxYqHqxqrzYaLSomfmwZPJ6JDKfnFJvbFZ2Oy2GgY4M7hpPLFfj1vndMKMjlFJlJyiykyWSg2WigxW/lj4i1sj81k/bE0QOyEvjusJVN/2U9JhaiP0mowp9IKSM61XzAk5uTwZ9ocACI8IxjbfCx+Oj/MViG87Evbx0/jHkSpyuFwxlnUSjU+Wh98tD6kF6WTXZKNUqEU/h66QLv71WK1kG5IJ6s4C7VSzSd9PiGvJI+ZA2dyKucUXq5eHMk8giOOZR8j2juaXmG92JSwya5tSMMhZJdkk2HI4JXOr9iF60skNUmxySJKtxYa0apV+Llr8D9v+OuIzOJM5h2dR5fgLgxvMhwFClRKFbklucw5Mof1Sb/Tp/EIlu1Pxd3VhfgLKkzc18WbaQd/czr+9uTtzLt9HhabhSJzEWarmQBdMFlJuWi1Rdzb2RVft9EczNzDyZyTduc+0/4Z/j77d6WyuL8cX8Sw6GEczDhYdmzW4Vm82uVVXv73ZdKK0sgtyWVw5OBKJalva3Ab7YPaV5pnkKeWGWM6MObHnXbvVT56NeG+ejIKSpjQK4oukb6UmK24uijZdTaLWVvPkllgtDNkltQ+ZzMLKTJaiPS/PkSPUu+u+MwiwnyuYXRKqehRl4xMQfh6HF8BJQXg6jxKSyKRSCSSq+GyRY+hQ4dew2lILpf4rCKmLNpLYbGFlwY35e0/j3AmQ+QDa9VKHusZhVql5FhyHm/c1aJSCdpSknMNfLXuJCHe4kOW+YKk9gu/r0hpis3UX/az71wOAC5KBfd3CmdwqxAW7j7HwcRc5myL45sHO3AwIYeEHANNgj3o0zgQk9nC//1+sPLACitF5iJa+bdifKvxfLjrQxILEgHhKfB4m8fJN2Xx6F+PlqWTPNbyMSK8Ivhw54fkm/IBYar4Ya8Pae3fGrVKTZGpiO3J23lj6xuMbDoSbGKhVGwRokt9j/p82OvDi/7e43LjmNJ+CqOajGJjwkY0Kg23NbiNdEM6p7NP88fdfxCoD8RdIz+0SWqezIISft56lu82xZYt3BsHufP1A+2JDvRweI7VZqVv/b4E6gN5c+ubFJiEyBmkD+LFTi9yKOMQyeerRFkuMOjpEe1PlL+eIrNzsTvfmE9qUSov//tyWfRUoD6Qd7q/y5+xi1i2cxmeGk9e7vwyripXdiTvwNvVmy4hXVh2ehnLTi+rNGahqRBXF3sh50zuGb498C3/6/U/EvKTOJZ1grujhjO6yQP8E78Ws83M4MjBhLmHOTQ3VikVtAv3YfWzvdh4Ip0TKfl0iPChc4QvmYVGvhzdjoW7zvH9v7FlPkV9mgTw5ej2mK0XT+OT1DyHzov3EddJekuAhytKBcRlFXHLtbxQ9lnQ+4OqjvnQ+EUDNkg9BPW71vZsJBKJRHKDctmixxtvvHEt5yG5DNLyi3lk5i5Opxfw/dgOTFm41y79pNhk5ct1p3hrSAvOZBTy3+WH+fC+1nho7SM+coqMvLrkIP+eyuCbBzsAIm3Fz01DZqERECHCnlqXSuktAM8PbMzT8/cQm1Fuvma22pi3Ix69RsXglsGsOJjCjjNZ7DiTRct6nvi7u6JzUbHGlIJKpXRoHKhV6rmt/m008mnE1I1T7crJFpmL+DTmUz7s+SF+Wj8SChLw0/rR1K8pz2983m6c1KJUxq8ez+93/04DzwbE5cUxZf0Uor2j8dP68e6Od+36x+fHo0CBn9aPzOLKpSkVKIjyiSLaO5pGPo3oEdbDrv22BrdV/mEkkhrCarXx18Fkvlh3yu74idQCRs3YwdKnuxPqXTkawUvjRYegDkxaN8nueGrR/7N33/FN1esDxz/ZO2nadO8JhbbQspcMEcV1FRX3Xojzgj/3ve5xHajg3uJCFBUURRGVIXuX2UL33m3SNDu/PwKF2JShlBY479erL+xZ+ab2pOc85/k+TzUPLn+Qjyd+wvTlvq5MEpEItVyC1eFGIhZx86hEft1ezfCo4e1Tu/5qfNx4nlj9hN90sRprDbcvmcrMcTNZWLCQFkcLD614iDB1GPcPup89TXvY1bCL+XvnBzzmaTGnsbW2Y9HDHfU7+GLXXLLkt1NSkMQT69p4+dI0pg+afugf3j4yqZj4EA3XDPPPDvACLy/O5/fdNX7L/9hdi9vj5dkLM4/o+ILjZ1t5M6FaRYe/ez2VVCLGpFV0fTHTxmLQ9sBMREMsiGVQsVkIeggEAoGgywg1PU4glU029tZaSAnTUlhnDRiQAPjgz0IuHRTLT9urqLf4ghi1ZjtVzW1YbE4arQ5+212L0+0lt6yZM/tG8NnqYu46/UC3hi/WlXDHuNQOx1bLJYTrlX4Bj4N9urqEi3Ni/JZtK29hdUE94/uE0z8uiE0BWkPqlVLG94nkvOTz2Fq71S/gcbCPt3/MBSkXAHBe8nl8ufvLgNs5PU4W7F1Am7ON93Lfw4uXC1Mv5NOdnwbc/qu8r5g2YFrAdRenXYxGqqG6tRq7yx5wG4Ggu9SYbcxasifgulqLnZ2VHVstA5jtbXy8fXbAdQ6PgyXFvxKq8z0VlopF3HdWLwBGp4WyeGcNaoWXK9Ov7FC3AyDNmIZELKGqtarDOqfHybKyZQyPOvBcu8Zaw/PrnidUFUqEJoJYXWyH/bQyLdek38DA8IE8OuxRru97PSHKEADkYjmXp97Km7+X8MfuWmKMKsI7afldaa6lpLmSemtzwPV+PweXp0PAY7/l+XXY9mXVtLT5pvw1tAqfD90tt6yZBNOJkeWxX5heQUlXt61tLAJtD5vaAiCRQXCiUMxUIBAIBF1K6N5yAineN6c+JkjF3trA9TYAiuuthOuVSEQiPF4vc9aW8M6yAhqsDoYmhnD7uBRGpITw5556Xvt9D/+7KJOKJhtVzW28ell/3lteyJqCBoYkBvP21QOYuSSf3VVmYoPV3DM+1a+I6V+1Od0YNXJuHZ3E3HWltNrdjEozcdPIRADqLHYeP78vUUEqvlpfit3l4ayMCO4Zn0pcsBqRSE1Bc0Gnxy9oLuBKra+oaJQ2ih8Kfuh0221127A6re31AsLV4RS3FAfcdl7+PM5MOJM3x7/JrE2zyGvII0IbwfV9r2dA+ACuX3Q9VpeVcXHjuCHjBmJ0MYhFQsxQ0P3sLg+1ls5vtndUtHB6esebHaurjcJDnGu7GncyIOF0bhqVTHackZx4I7FGNdsrmllV0MCgFD1vbn6Tl8e+zJxdc1hZsRKNTMM5Sefwr+R/8cDyBzo9dkFTAfGGeL9l1dZqDAoDz6x5hqdGPMVvpb+xqHARDo+DUVFjuSVzKptrdjA3by4VlgrSjGk8MvQRSltKSTcO5pUfG1HJJdw4MpHJg2IJ+Us9k0pzHasrVzN75/vUttXSJziTO/rfQbw+AYMycP2HljZnp+8BfO23NxY38sLPu9hRaSbGqOKu01MZnGDEqOm8noqga3i9XrZVNDMxowd1KDkC4Tpl+zTVLtNUDElju/Y1/q7gJKgUipkKBAKBoOsIQY8TSIzRl6Je2WxjcGLnHUyig1TUWez8+4w0nl+0i0Xbq9vXLdpexZJd1bxxZQ57aixUt9i596ut5MQF8a/+0ajkEmZc2o/8agu1ZjshahnPXJhBUb2VNoeb5FANZY2dBz0UUjFVzTbyqiw8OymTpFANFpuLZfl1fLq6mOcuyiJMr+T+s3px86gkvF4vBpUMtcL3q+jxekgzpvFL8S8Bjx+nj6PG6nvyWt1aTawulrq2uoDb9jL2QiVTkaBPoLC5kLq2OqK10e11Qv6q3FzOxb0uJiUoBYfblyHz3Z7vuGD+Be3bzMufxy9FvzDn3DnE6eM6/TkIBMeLXCrGqJbRaA18g54WEbimh1KqIEYbG3BKF0BKUCrX90khSH3g5v309HBy4oKob3VS1eSk0d7I/y39P85PPp8nRzyJzWVjSckSfir8iWBlcKcBzDh9HNWt1X7LTCoTZoeZels9d/52J6NjR3Pf4PvobcxkS5GD+Xu/47PdH7Rvv756Peur1/PciBkUlmu5fHAQZpuLNrsLk9a/bkFNayNvbnmdb/d+3b5sVeUK1lSt5PWxbzEydljAcR5uioRMIuL81w50k2luc3LrJxu4c1wKt45ORqsQ/sQeTyUNVsw2F4knWKZHhEHJqoJ6vF5v17RAdtrAUt0zMz3AV9cjfzE420AmFAYWCAQCwbEnPKo+gUQHqTizTzhapZTekTrU8sDta68fkcDuKjNDEoP9Ah69I3RcNSSe0amhvLO0gCuGHHjSurGkiUcXbOfDP4v4cUslP2+vwqSVM39LOdUtNn7dUc38zWWYbS4sdmd7AOavJg+MZdH2Kn7fXcN987ZSVGdl0pureOXXfDxe6BPpaxcpl0qIMCiJDFK1BzzAl+aeGZqJXBy42NotWbfw3Z7vAPi+4Hsu7XVpwO2kIikXpl6IWqbm5sybAV8A44reVwC+gEhOWA4GhQEAlVTFsCjfjU+EJoI4fRyFzYW8m/tuh2ObnWbezX0Xm0toVynofmE6JbeNSQm4LkgtIyNKH3BdmCaYW7JuC7hOKpJyftIFfgGP/YwaBVcPjWfeuiYuT/W1fv581+c8sPwBHlv1GMvLl/Nz8c/cnHkzfUL6kB2WjVZ2oMCvRCRhXOw4/iz3bz17ee/L22t5uLwulpQs4Yudc1id30Z8qJgv8j4KONaXNj6LXGnh7jmb+e/8bYzuHYZM4v/Z2Gir9wt47Ofxenhu/dOUtVR3WAcQopUzKtUUcN3QpGBWFwQOGL3++x7qD5F9I+gaueW+KUuJphOroHS4XonV4aZu33TUY6651PdvT+vcsl9ICnjdULXt8NsKBAKBQPA3HFXQw+l0MnbsWPLy8rpqPKc8j8dLWaOVBZvLeemX3SzeXkVFUxstNidmm4vsuCAGxBmRS8S8f+1AwvUHbkpkEhFTRicxMN6IWi5hc2kTH143iJtGJfDt1OFcOzwBtULC+f2jeOKCDCb08S9qNjgxmP+ek874vuGkheuQScRMyollV5WZtHAd957Zmyarkxm/5PHMhZmkhh24sBSJYGJGBFcMieOHrZVEB6l45dJsZiz2/a7EBqv44uYhAQsqHqzZ3sy7W9/l2VHPts/XB9+c/ZsybyJSE0mz3XdhW2Otoai5iAcGP+BXV8CgMPD66a8TpY0CIDEokWdHPktxSzFh6jA+mfgJ4+PH0yekDw8OfpCnRjzF+2e+j9Vl5a0tb/Hhtg/Z07iHSktlp+P8reS39nEIBN1JIhYxKTua64YnIBEfeEocY1Qx5+ahhzznegenM32Ar3vKfkGKIF4ZMwuFRM7nOz/n9U2vs7F6I3VWX0aV3elGIRXx7MWpZIX1ZkrWFGTiAxkRIcoQZoyegU6hY3z8eDJMGTw2/DHuG3QfoapQXhn7KouKFuHy+moSSUQSrulzLQn6BDbVHEhxzwzJ4tEhz5AY7qLetbdD+9r9attq0agc6FVS3r1mILHBHZ/yb63t/GaquKUYy77OT38VpJbzv4uyGJYc4rd8cIKRZy7M7LSWiscLBYeYgijoGrllzZi0cgyHadd+PLk8TlaUL+eDbR8we8fHbKndjK9E7gH729Z2WTHTpn3TOntqpkdQPIilUCFMcREIBAJB1ziq3FuZTMa2bdu6Jv1S0D4f+Yp312CxHyhSeufYFBQyMS/+ciDY9M7yAq4aEsucW4Zisbloc7oJ0Sj4ZlMZF7yxsn27jCg9D56dzhXvrqHN6W5fHmlQ8saVOSz9v9HUmh3olFKUMjG/7qzhyR928tDZ6fy0rYpvNx2YCvLSYrhsUCzXDEvg3q+2cNuYZGKD1dgcbtQKKWsK6pGIRSy4YwRGlQwv8PSFGajkUkwaOWGdFBY8mEQkYX31eswOM9MGTkMj0+DyuJBL5CzcuxCL08LTI5/G6rQil8hxe930D+3P2Nix1LbVIhFJMKlMhKpCkYh9T3u1Mi1nJpxJTngOG2s2cu2ia/1uoPoE9+HhoQ8z+fvJ7TdiMzbM4KbMm7i277V8vP3jDuNUSBTCeSDoMUw6Bf93Zi+uH5FAncWOSiYlRCvvtJjnfmEaIxenTmJ0zGnsqa8AJKjEeprsJZz73dl4992cvbX1LfqZ+vHimJfYWSpiU3k5Lu0yPtn1HmclnMVLY17C4Xagk+kIVUazrGwZr2x+vv11PuEThkQM4c1xH/LqzzWMTr+MsSMvwum1kxgUwZ+7bUTIDXww/ivMjhYUEg1ROgMzN81gZeWfPDr80N3D4oO1LLq7N2E6BVJJx1i+Unron4NUFDhrDiAqSMUbV+RQ32qnyerEoJIRolXQ2GrHbA9cTBpAIev8mIKusaWsmURT4Pos3aGqtZJZm2ZR1VpFhCYCp8fJH6VL6RvShyn9pqDZlwEVtu/hRXG9lUEJnU9d/duaSkAk8bWs7YkkMjAmCkEPgUAgEHSZo55wfM011/D+++/z3HPPdcV4TmlVLTZu/Hi9X8BDLZfQN9rAlE83dNj+0zWlZEQHcdngOIrrW3l1ST7fbPSvV3Hr6GSmfrbRL+ABvrogz/y4kyf+lcHAfRdZ28ubefKHnUQalASpZX4Bj/3mrCvlxUuyAHj8+x0AiEW+J5uTB8YQa1Shkh/4tYo2Ht3c6iBlEImGRHY37ubhFQ/vO74Yj9eDWqrmqj5XMWPDDLbUbmkPXFzR+wqmDZzWntkRiEwiw+lx8vCKhzs8Md7RsINv879lTOwYfi35tX35e7nv8fKYl/lK+hVWl39l/UvSLvHLRBEIuptGIUWjkBIfcrQ3fVKe/6GGn7f7Mjk+vFnFQyuntQc89ttSt4XPd35B6d5RTMhxct/K9wBYVLSIRUWLEIvESEQS3p/wgV/AY781VWv4uWgxdZZ07p/rq8sjFkFKmJ3JA2P5YnUtTpeHEanRfLq6iLGD1/Jr6WIAEg2JqKSqgF2d0oxpGBRaonSdZ7RkmPogFUnbg5oHyw7NQS83HPInZNTIMWr8p9x5vF7SwrXkVXfM6FDLJcQFyDgRdB2Px8v28mYmZvaMIqZVrVU8s+ZZlBIF12dcT6gqFPAV415YuJDn1z3PfYPuQyPTopBKCNHIKe6yTI8S0JhA3IMDcSEpUN7xOkcgEAgEgmPhqGt6OBwO3nzzTQYMGMCtt97KtGnT/L4Ef19Ni51as/88cF97yCouzI7mrasG8MaVObxz9QAuHxyLXCLm3eUF1Jrt1LTYWbj1wHQMkQguzolBr5LS3EkHgnVFjTS0OrA6fDcC32wsA3zTVL7dGLjYJ8B3myr8Liw9Xl8q/dQxKX4BjwPvy0ZetZm8ajM15kPXwTCpTDw85GHU0gM3DB6vB4lIwgODH+Dj7R9zSdolPDLkEWaMmcHLY14mXh9/RFNN/iz/s9MU+YWFCzkj4YwOy38r+Y1R0aP8lqUGpXJh6oXtmSQCQU/n8Xqobq0mrzGPwuZCalrrKa23squyhZoWO16v7zzuFxPEpvqVHQIe+83Nm8PFQwwsLpsX8DUGRQzix6KFnY5jQeEczs/RH7QP5FVbiA9R892mCk5LC6WmxcYtY0NZUPgF4Ku302Br4P5B93fomKSRabgz+05s7kN3WQlRmXhkyGMdlhsUBh4e8h/CtEf/dN2kVfDypf07FCsVi+CVS/u3P70XHB/FDVbMdhfJod2f6dHmauPVja+ilCi4Iv2K9oAHQJIhict6XU5tWx1vb30HL76/SeH6Luzg0lQKmtDDb9edTKlQlwf2wFPNBAKBQCD4J44602Pbtm3k5OQAdKjtIaT7/zOtAVKl9UopEzMjWbStiru+2ITD7UEqFnF2ZiQzL8/m8QXbcXu8ON0e7C7fxZNYBM9fnEVetYXSho5PRg9mc7pxuX03OPuLqGkUUpraOi+o1mh1cFFONFaHi8ZWB0OSQogxqnjwm608dE4f0iN0SCViHC43m0ubuPerrZTsa7ebaNLwwsVZZMUakEs6Bg28Xi8ry1fy0uiX2FizkbzGPKK10YyMHslXeV+xunI1N2XexLQ/plHRWgH4LiL7hvQlWBmMVNz5r3RnXV7Ad5EqFXXct8nexM2ZNyMRS7C5bIyJHcPwqOGEa3ro3GiB4C/MDjPLy5bzv3X/o8HWAECGKYPb+jzMo/PqqG6xcdXQeB49rw9LdtbQ4ghcnBOg1dmKTOKlxdEYcL1GpqHJ1tTp/s32ZjSKjrF2h8tLm9ONVCLmf4t2Mff2Pu2BTIVEQbm5nJUVK3lt3GssL1/e3rI2OyybWZtm8Z8hjx/yZ6BXqBkXN44+IfOYlz+PKms5A8OGMSbuNBIMsYfc91DSI/T8ePcofsqtZG1RAylhWi4ZEEu0URXw803QdbaWNQH0iOktc3Z9QZO9kWv6XItK2jEDKVRl4vyk85ib9xW/FC3mzIQzCdcrKOqyoEcxaMMOv113MqUBXqjYDImjDre1QCAQCARH5aiDHr///ntXjEOAb+64SARer/+yn3Kr+HJ9afsyl8fLgi0VmG0u/u+sNPRKKTqllJQwLXtqLEzKiWFDcSNfrivlvWsHdfp6BpWMILUczb4nlWPTw5i/pYLtFS0MSghmZ2XgJy5DEoNxezyY21zoVTK+Wl/anuJ96dur+OnuUcSHaCiut3Lle2twug+8ocK6Vq54dw0/3TOK5NCOFfZFIhHpIenctuQ2ssOyidXFUtxSzJe7v8TtdTMqehQLCxa2BzzAly580y83Me/8eYdsIzs0cmjAbiwA6cHplJhLOizPCc9h5qaZhChDUMvUBCmChICH4ISyrW4b9y+/v8Oy/6y9nYfPe4tbPizgnWUFTB2TTJheQUbwYL7is4DHyjJlsbfaRX/TCNZUremwfnfDbm7IuIFFRYsC7p8dNpDtZf7ZbEqZGKlERN8oPUV1rXi8sHBzA4MiBrO07A+a7c1EaCJYUrKEpaVLGRo1lGBlMOuq1vFu7rvo5Xr0isAdag5mVOkwqnQ8FHw/dpcTlfyfZ2KIxSLigtXcOjqZ60ckIpOIhOB/N9la1kyYTnHYNsNdbUfDDpaXr+CshLMIVho73S7RkMig8IF8kz+PnLBsIvRK1hU1dk3b2qYSSB53bI95rBlife1qy9cLQQ+BQCAQHHN/u2Xtnj17+Pnnn2lr82USeL2B06EFRy5EK+fywf437X2iDHy9b9rJwYYlhdA/1kC/2CDUCinhBiV3jfO1rZzQJ5yvN5Th8cK6wgYmZkQEfL0po5OIMSqpt9iobGqjf0wQ8SFq/thdw/j0cPTKjjExvUrK5IGx7KlppbK5jW82lvvNabc63Hy7qZwmq513lxf4BTz2c7g9fLyyCIfL3WEdQL+wftw/6H4iNZEsKlzEnxV/4va6kYqkXNv32va2lgezuW18u+db3J4Dx/R6vTTaGmm0+S4kEw2J9A7u3WFfESJuyLiBr/P8W1qGqcNINiSzvno9Pxf/zMbqjaSHpAccs0DQEzW0NfDS+pcQi8SMiR3DHf3v4KbMm0jUJ9Jga6DCtqM9+PjJqmLG9grDa48gydCxBa4IEdMGTic7NpgJCWcQogyhT3AfpmRNYWq/qQyOGEyNtYas0CxidDEd9peKpFyReitfrfPPuLpueALzN5dz2+hkPl/rCzxuLbVxR/87kIqlePGyoXoDE+In4PK6WFG+ggV7F7C5djMAU7LuIOIoUvdbHW5aHb4st7+y2J3UWeztU/4CqWmxUdZgxfqXzDy5VCwEPLrR1rKmbs/ycHvdfLbjU2J1MWSFZh52+5HRo1BJ1Xy+6wvCDUosdhf1rce4ba3LDpaanj+9RSyBkDQoW9/dIxEIBALBSeioMz3q6+uZPHkyv//+OyKRiPz8fJKSkrjpppsICgripZde6opxnhJ0ShnTxqeRGKLhzaV7aWh14PF6cXsOBA7CdAqenZTJ+qJGFuZW8suOaq4YEsfpvcMYGB/M21cNQATtwYZ3lhfwwsVZxIeo+WJtKc1tTmKMKu4Ym8LQpBBKG9rYVdXC1xvKkYpFzLwsm09WF/H8ol3MujybD/4sYll+LQDjeoVxx7gUXvplN2VNbUzMiOTW0ck8MG8rLbYDNwBrCxvoFxvE5tKmTt/rxpJGrHY3cumBFPBGWyM76nfwXu571LXV0T+0P7NOn8XbW97G7XUzfeB05u6aS4ujJeAxN9Vsos3Vhlaupaq1iiUlS/gm/xsALki5gAnxE5g1bhYfbPuAb/O/xea20cvYiwcGP0CwMphITSTllnKkIinj48dzaa9LeXjFw0jFUiYmTuT2/rcToQkcQBIIeiKHx4HD4+CN099gadlSFhYuRCvTcmnvS1FKlGyuziXRdA57ay2Y7S6UUjGPfF3GrKufZ0nlFywsXIDdbSc9OJ07su/g58JF7GjYwTW9b2D2xE/4rWQJCwsX4vK4GBs7lgcHP8gHuR/w8JCH+WHvD/xc/DMuj4t+of24u///UVylRybxfZ5E6JVcNyKBIJWM4ckm5q4vpdZs5+qhcUwdk0KITsJnZ3/Gs2ue5ePtH/PkiCdJNCQyZ/ccmu3NRGujuS3rToZFDkMhlR/mJwGNrQ62VzTz+h97qW62MTDByC2nJRMXoqLN4Sa/2sJrv++hpN5K3yg9U8emkGDSoNrXhaWiqY0tpU28v6KQhlYHQ5KCuWFEInHBKhSyo/5TKjiG3B4v28pbuCA7ulvHsbxsGVWtVVzT91pEHD4AJpfIGBs7hvl7F9DP6MvEKKprxaQ9hvVgmssAb8+f3gIQmgYFS33prkIAUSAQCATHkMh7lCka11xzDTU1Nbz33nukp6ezZcsWkpKS+OWXX/j3v//N9u3bu2qsXaalpQWDwUBzczN6/eHTpLua2+OlxmzD6fZic7iZ8MoywHcN8P61g/jv/G2UNfrX6siK1vPONYMIUkkpaWxjwsvL2teJRDAyxcQF/aNRySWkhGlxutxsqzDzy44qluysad9WIRVzyYAYrhoaT1mjFS8iwvUKdEopC7ZU8P7yQr8AR59IPVNGJ3HXnM3tyy4ZEENWjIElO2v4I6824Hs8JzOSFydnodp3s9Bib+G93Pf4cPuHftvJxXI+OOtDSltKKLeUs6pyFRuqA1d4vzDlQv4z7D/Ut9Uz5dcp7G3a67c+UZ/IOxPeIVgZTL2tHrfHjVqmJljpK2LYbG/G4rAgEokIUgThdDuxOC2IRWKClEEB52YL/pmedu6dbGqttRQ0FzB96fQOxX5HRo/kqt7X8eJ8F5tKm5CKRXw9ZRjlTTbcHg8VLWaGpijQqjysqFjOFzu/aJ9W9vTIp/l85+dsr/f/vI/SRPHw0IeZ/sd0nh75DAnaXnjw4HLKufHDHSSEaLh4QAxRQSp0SiktbU62lbcwMtWEQipGrZBi0spRHBQMbbY1Y3FacHtAI9VjdprxeF3IxXJiDEcWhDTbnLy7rICZv+3xWy6XiFlwxwjWFTXwn/n+70Usgo+uH8yoVBM1ZhszFufz5bpSv21UMglf3jqUrJigIxpHT3OynH/51WbOeHkZj5yTTt+oQ3fi6SoOt4P7l99PjDaac5POPeL9vHj5dMdnyEQqdu04nRcuzuKSgX+/zkwHBX/A7H/Bhe+AvvMOZz1C6Rr47Um4eysY47t7NAKBQCA4iRz146lffvmFn3/+mZgY//Tl1NRUiouLj9nATmUSsYhIg+8Gu8nqYGhSMKsLGhiRbGLV3voOAQ+AreUtbChu4JysKLQKKaNSTSzP96WRe72wPL+O5fl1JJo0fHDtQLZUthCsUVBUZ0Ujl9DqcBOqVaBXSflmUzn1rQ6Majmfry1BJhHx9ZThvP7bXmKMKrQKKWKxCJlEzO5qM7UWO6lhWvJrLIhEMDEzkoe+2coj5/TpNOhx82lJ7QEPgDpbXYeAB/ieVD+z5mlOjzuduXlzuTvn7k6DHlekX4FMLGN52fIOAQ+AwpZC/ij9g0t7XUqkpmNbQ4PCgEFx0AWzDAzK7rmAFgiOBY1Mw9d5XwfsbrSifAXX9bmBvXW+6WlnZ0by685qftpWRUubi1qLnTev7sO3uS+wqurP9v3i9fG0Olv9Ah5SsZQYbQx2t501lWsYGD6QWG0SN7ybzz0T0jDb7BjVctYUNrCm0FdMNTPaQIjWl6HhcLuparHx0MR0v4AH+M7Bg8/DEHRH/XOosziY9fueDssdbg81ZjtP/rCzwzqPF+77eivf3T6cOoujQ8ADoM3p5skfdvDaFTmE65VHPS7BsbGlzPf73Z3TW5aW/YHZ0cKI6EuPaj8RIkbFjOLL3V+iV42n6Fi3rW3a93vb06e3AITum35aukYIeggEAoHgmDrqoEdraytqtbrD8rq6OhSKo0vJXLZsGS+88AIbNmygsrKSb7/9lgsuuKB9fXV1Nffffz+//PILTU1NnHbaacyaNYvU1NT2bex2O/feey9ffPEFbW1tnH766bzxxhsdgjI9mcXuos5sZ1NpI263l+x4474AhK/Q6IuX9OOW2RsYmWLyK2j6V1+sLSVUp8CokXP36ak0WZ3klh+42YkLVvPGlTmIRJBo0lLR1MYF2VFkRRswauTsrGyhxmwnOVRLncVOmFbB52tL8HrB6fbw5lU57K21YNIqSA7VUljXil4lo6ShlZEpJkoarDx+fl+2lTdR1WJnU2kT/z4jjVlL8nHtm6Ijk4h47Py+JP/l4nRT9aZO39eO+h3cnHkzNdYailuKuTHjRj7a/hFur29Ovlws59HhjxKri6XZ3sx3e77r9Fjf7vmWsxLOIkgZhNVppa6tjtzaXJweJ1lhWZiUpiMqiigQnAhaHC38VvJbp+t/KlxETtyZiBFxz5kR1FiriYqtRisNQe5JItEkZvX6lX77DI4YzNLSpQBIRBJuzryZvqa+5Dfmo5apSdQnckHyhSzJdfL0pEye/nEnN4xI5JXL+jP1042M6RXM5GF69jTl0WiroF9YBgaZgV+3yfgjr5b0SD31Zjt7a1vpE6UnOkiFSXfgb4vN6abGbCe3rIkWm4vs2CDC9UqMmgNTXKqb22ixuVhX1IBKJsHt9RIop1Etl1BnseNwB25lXdVio9HqbJ/iF8i6okbMNhfhwsdGt8ktayIqSIk6QMv048HpcbCw4Ef6hPTFqAg66v3j9XHE6mIob6ijoPYYF8puLgV1CEi6t8DrEVEawBAHJasha3J3j0YgEAgEJ5GjvkI47bTTmD17Nk8++STg67bh8Xh44YUXGDt27FEdq7W1lX79+nH99ddz0UUX+a3zer1ccMEFyGQy5s+fj16vZ8aMGYwfP54dO3ag0fhumu+55x6+//575syZQ0hICNOnT+fcc89lw4YNSE6AloHNbQ7mrivjmZ92+l2UTxmdxK2nJWHUKPB6vVw7PJ70SD1fbeg86CERi/huUwVfri/l4bPTuev0VCRisNjcKKRiYoJVfLa6iImZUUz9bCPNbU4yow2kheu48t01mA8qzJcVY+CFi7NQSMU8MymT91cU8tO2qvb1MomIx8/vy6LtVeiVUm4cmcjwlBAqmtpYtdf3JPf9FYWckxnJZzcPodXuQiwSkRSqJVQrR/WXi1OJ6Mj+X72z9R3OTTqXWeNmUW2tRiaW0S+0HxGaCJRSJS32lkMWE5SIJIhEIswOMz8U/MBza5/D4z1ww3NV+lXcnHVz+5QXgeBEJxZ1Xq9aLpFx/1m9cIubeOjPaWxv2Na+TivTMvusTxCJRH6Fqj1eT/sxHxv+GH+U/sFbW99qXy8VS3lqxNOc22841U0eXrs8hwe+2cqMxXm8d01/6r07uWrRDdjdB7q4DI0YziNDHuOMFzYiEol55sJMft5exYPf5pIdF8QbV+YQaVDR5nDxR14td32xya9I8jmZkTx2fl9CdQrKG618vbGMV37Nx+uF6CAVN4xMCPj+PV4v4sPUDhCJOOQ2IhFHUL1B0JW2lDWTGNJ9WR5/lv+JxWFmWOSwv7W/CBFDIofyeXEV2yuPce2NplLQnAD1PPYL6w3Ffx5+O4FAIBAIjsJRd2954YUXePvtt5k4cSIOh4P77ruPjIwMli1bxv/+97+jOtbEiRN56qmnmDRpUod1+fn5rF69mjfffJNBgwbRq1cv3njjDSwWC1988QUAzc3NvP/++7z00kuMHz+e7OxsPv30U3Jzc/n111+P9q11i4LaVp7+cWeHp5BvLS1gS1kzTVYHd3y+ifvn5dLS5uDszI7TMvY7s284y/JrcXu8PPHDDgDMNhev/7GH5fm1vPnHXoYmmbjjc1/AA2Dq2GTunbvFL+ABvvZ/b/yxlzvHpVDaYPULeICvUOoj323jskGxfL2hjPVFjTz30y4iDSo2lTa2b7cwtxK328u43uGM6RVGXLC6Q8ADIDs8u9PCb9mh2exu2N3+/Q8FPzB1yVRe3fgqFZYKYnQxKKW+1HK9Qs+lvTpPL76k1yUYFAZKzaU8s+YZv4AHwKc7P2VzzeZO9xcITiQGeRBnxk/sdP34uInMWV/Axzvf8gt4AFicFubv/Y7R0aP9lq+qWMW4uHFkmbKobq1mSckSv/Uuj4sHlz9Aq7uevtEGPlpZxMaSJmrMdtTaVqYtvcsv4AGwumol8/Ln8tykDOwuD/fP28q1wxMA2FTSxIxf8mhzuqhstnH7Zxs7dIVamFvJD1sr8Hq9lDRYeXlxfvtnanlTG0kmLeIAHy82p4dgjRylLPCfwhijCqNazui0zqcGjEgOQa8SCpl2F6fbw87KFpICtEA/HjxeNz8VLiLVmHbIFrWHk2RIRK92UdbowOM5qlJrh9ZUAhrTsTteVwvPhNpd0Frf3SMRCAQCwUnkqIMeffr0YevWrQwePJgzzjiD1tZWJk2axKZNm0hOTj5mA7PbfRfFSuWBedISiQS5XM6KFSsA2LBhA06nkwkTJrRvExUVRUZGBitX+qdk//XYLS0tfl/dwe5088GKwk7Xv7u8AIvdxZQxybx11QB0SjmDE4JJCet4cTc0MRixWESt2c4lA2N448octAoJJq2C3VVmRqSa+HNPHQ63h0arL+Bh0sppsjo7BDz2+zG3klGpocxZGzi7xOOFlXvrGZgQzOdrS7hnfCq55c3YnAcCCWekh5Eafvg5+CHKEO7KuavDco1Mw/8N+j9KzL5WllKRlLMTz+al0S/xxPAnOD3udCwOi98+QyKHkGXK6nCsviF9GRE1AqfHyec7P+90LO/lvkezrWMNBME/11POvVOFxQZX9r6BWeNmMWPMDO7Oubu9A9E5ieeTVyZjeJqCX0sXBdz/6/yvmdp/KkEHpezvL2Z6dZ+r27sj/ZUXLwsLFmJzupm3r+X2TSMTWVW+Gpcn8OfN1/lf0i/Rl/Hl8njZWtbEhD7h/PfcPozrHUZFo43Cula0AVppA7y9tIBas50P/yzqsG7+5gruHJfaYblaLkElk/DgxI6tqOUSMTMm9yNcr8SklXPraUkdttGrpDx8dh9CdSdGPY+T8fzLr7Zgd3lI6qZ6HhurN1LbVsuQyMH/6DgiRKSHReHxSFhblneMRgc0l5wYnVv2i8jw/Vu8onvHIRAIBIKTyt96PBUREcHjjz9+rMfip3fv3sTHx/Pggw/y9ttvo9FomDFjBlVVVVRWVgJQVVWFXC7HaPR/uhIeHk5VVVWgwwLw7LPPdvn4j4Td5aGi2RZwnUEl47bRKbywaDcLcytxebxEGZTcc0Yab1yZw6q99fywtQKpRMw5mZEkhWqoabHx5lUD+G5TOXfP2YROKWP6hDQAPB5fp4H6Vkf7a+iVMuos9oCvD75sDqlYRI058BgBas12DCoZhXWt9IrQU1zfxoB4I0qZmHMyoxiVaiJUd/haL1q5lslpkxkYPpCPt39MbVstGaYMzko4i58KfmJA+ACGRA4hWhvNT4U/8dCKh7C77QQrg5nabyoTEiZg3PeULUwdxstjX2ZD9Qbm7p4LwMVpFzMoYhBh6jCsTiuVrZWdjqWurQ6Hx9HpesHf11POvVOBx+uhwVnKs+ueYlPtRgD6BPfhsWGPIRerUYnCuOH9HTx+cVingYhWZytba/bw0YTP+KnoJ1ZXLccgDyJCFUu0LoLats5rXVS3lYPXi93lC4JGG1VUWSs63d7sNOPlQMC0odXB9SMSeOS77eyt9RVJHpls4rXLc3j4u1xKG/wLOtda7NhdHmrNHT/Tvttczo0jE3nn6gF8t7mcyiYbWbFBTB4Yw5Pf7yDaqOLdawby/ZYKShus9IrQceWQeHpF+ALMoTolN4xI4LRUEx+tLKK+1cHQ5BAuzokhIaRjjaue6mQ8/3LLmxABCd0U9FhUtIg4fVzA4thHq39UPCu3tfLRpp8YGtfrnw/O44aWihNreosmFPTRvta1ff7V3aMRCAQCwUnibwU9Ghsbef/999m5cycikYj09HSuv/56goOPXR0EmUzGvHnzuPHGGwkODkYikTB+/HgmTuw8VXs/r9d7yLoODz74INOmTWv/vqWlhdjYY9gi7ghp5BJGJIewobixw7oHz+7NEz9sJ6/6QBZDRbONTSWNbCltYlNJE0OTgnF7fRkhxfVWrhgcS4RByYItvhuL5jZne0cBm9ONx+v1u0CvbLaRfIiUYJNWTqvDRf/YIDaWNAXcJivGwOxVxeTEBfHFmhI2lDQyKCEYh8vDb7uqOSvjyFpKgm9qSv+w/vQO7k1xSzEvb3iZ59c9z2kxp/Hk6id5YPADvJf7HqsrV7fv02Br4Kk1T+H0OLms92VIxb5f6TB1GBMTJzIqehTgC6rsp5QqGRY1jLVVawOOIzssG42s++aHn8x6yrl3KqiwVHDdomuwOA98huxo2MFdv93F66M/ZU+9l34xRqw2KSHKEOptgdPJQxQRnPvyDq4YOoLL48/A6vDy2NxSzurXQKYpi401gbspDQofjmdfy+vqFjtLdlZzwxkDmL3zg4DbJxoS8XoOFFscmhTC9Llb2gPDXi8s31PHriozT12Ywa2f+L9uv1gDOqWEAfFGNpU2dTj++ysKsbvc3DIqiR9yK9lb00qdxc7qwgYohJ+2VTGhTwQDEoyUNlhB5EV+UCeZcIOKcIOKzFgDdqcHg1KGXNbz60Yd7GQ8/3LLm4kxqlB2w/+LPU17KGgu5KLUjlN0/44QjRSRyMOKojxaHC3o5f+wOq65CjyuEyvTAyCyH+ztvACzQCAQCARH66intyxdupTExERmzpxJY2MjDQ0NzJw5k8TERJYuXXpMBzdgwAA2b95MU1MTlZWVLFq0iPr6ehITEwFfxonD4aCx0T9oUFNTQ3h45xXQFQoFer3e7+t4sDpcmG3O9u8lEjEXDYhBq/CPPRlUMpRSiV/AY7/T08OZs66UHZUtfPBnER+vLKK43grAl+vL6Bt1oLWj2+NlR0ULo1JNzF1fynUjEimobWVwoi841bavC0K/mMBtWW85LZn3lxdy06gkAsWQIvRKIgxKShusXDc8AZHIVwvk/RWFfLK6mFtOSyL4oI4KR0opVWJUGKmx1pBbl0t6cDompYkobZRfwONgb255k1prx6fOWrnWL+ABvsKOZyWchU7WcdqNVCzl5qybUctOnKe3J5LuOvdOVHaXG7PNibuT7iKdcXvc/FDwg1/AYz+Hx8G3BZ8hlbi5fkQCc9c0c23vqQGPk2HKJEQZTpvTzfvLi7n9053839xd7KltZVV+G3dl3xOwFk+oKpSB4QMwqmU8sG/qSF2rg0R9CnG6uICvdXf/6ZTX+/4k+Wr/SAJmwtVa7L7MsoOmzYlE8NDEdILUCi4bHItG3vEGWCEVc9WQeK77cB3vLS9EKRMjlxz4E2h1uPlucznvLS+k3uJobxv+V3qlnFCd8oQLeMDJef5tLW0moZuKmC4u+oVgZTBJQR2nPv0dErGIYK0Ypz2YBXsW/PMDNp9A7WoPFpUDjYVQ37H1vEAgEAgEf8dRBz1uv/12Jk+eTGFhId988w3ffPMNBQUFXHbZZdx+++1dMUYMBgOhoaHk5+ezfv16/vUvX8rjgAEDkMlkLF68uH3byspKtm3bxvDhw7tkLH9HrdnO77tquO3Tjdz08XrmrC2hosmXmh1rVPP1bcPIiQ9q335sr1BKGqwBj+VweXB3UuTM7TmQSr7f67/v4YohcSSaNNidbqRiEbePTWbywBjkEjEv/rybaWekcWF2FDKJ7+YlVKvgoYm9Mduc7K42Y1TLePfqgcTvyxIRieC0VBPPX5zFp6uKefWybOasLSVu34VnXLCaD68b5BeAOVJWl5W8xjw+3P4hDw15iAnxE3h5w8v877T/UWOt6XS/FkdLwBu8zkRro5k9cTY5YTnty1KDUvnozI86vSkTCI6XljYnW0qb+L+vtnL9h+t4dUk+xfWtnZ77f9XmamNlRed1jXIbNpIRq+DLdSVcPTQBT2sfpvX/DyHKEMAX/Dsn8Xzu6/8M32808/QFGUQZfFljYhGc0SeMFy/JIlQex6yxb7afMyJEDIscyTtnfEBCUAwikYixvUKZMbkf43uH8csWK6+OeZOxsae3d4CJ1ETyxPAnUElUhBudnJMZwVtX5/Do/O2djn9LaRO9InxBj/gQNR9dN4j0SN8NfKxRzec3DyU7Nqh9+75Rej69aQjL8muxudzcMCKBx8/vS+8IPc9OysSk9QVn5RIxkwfGMOuKbEzao2vBLjj+HC4PO6u6p4hpQ1s9G2o2MCB8AOKjv5TqVKhOhtqbxJxdc/y6Jv0tzb56OifU9BbwZXqIpZC/+PDbCgQCgUBwBI56esvevXuZN2+eXztYiUTCtGnTmD179lEdy2KxsGfPnvbvCwsL2bx5M8HBwcTFxfHVV18RGhpKXFwcubm53H333VxwwQXthUsNBgM33ngj06dPJyQkhODgYO69914yMzMZP3780b61LlFntvPId7n8vL26fdmawgYSQnwX5lFBKnpH6Png2kE0WZ14vF6Majl/5AWeKy+THPri6q/r7S4Pd36+iVtPS2JsrzBEYtApZASr5bxyWX8AGqwOUsN0fHBdDEa1HIVUDHjJr2klVKfgv/O3c1qqiUfP7YPT4yVEI0ciFlFnsTO2dxjP/7wLjVzKtAlpjJo+Gp1CSpj+6Av7Od1O/iz/k+l/TMeLl3n58zg36VzuzL4To8KIR9f5024RIhSSI79JEYlEpBhTmDluJs32ZjxeD3q5nmCV0KpW0L2sdhfzNpbx+Pc72petL27k/RWFfH3b8Pab+0ORiWWEqzvPdgtRhqCSKdhdbWFL2W6uHhZPL+1YXh87lFaHlZY2L3VNMt77o4GFuZVkROv55MYhONweZBIxWoWEp3/Yyfe5lUyfkMprY9/D7m5FKpahluqJ0h+osxSklnNhdjSNVgffbqrg8jd2M/uWaVza6xJana20OFqYs2sOOxp2kGnK4umzX8Bu45B9YKOCVNx6WhJ3j09Fp5QSdlAhUYVMQr/YIF67IhuL3YXHC1qFFLVMjFEt5+zMSMJ0SuRS32flpQNjGdMrlFa7r7W3SSdHJRO6sZwI8qrNON1ekkKPf6bHkpIlyMVyMkL6HtPjhmjFVDaZKDYXs65qHYP/SYHUphKQa0F+gmUuylQQ0Q92/QBDp3T3aAQCgUBwEjjqK7ucnBx27txJr17+RbZ27txJ//79j+pY69evZ+zYse3f759rfO211/LRRx9RWVnJtGnTqK6uJjIykmuuuYb//Oc/fsd4+eWXkUqlTJ48mba2Nk4//XQ++ugjv6BMd8qvMfsFPPYrqrcyZ20Jd52eilQiJkgtJ0h9YCrIgHgjCqm4Q+ZGSUMraeFav6kvKpkEvVJKrFFFZZN/cT/wdUJoaHWgV8l4YN5WhiaH8Pm6Et5aVtBh2+cuyiTSoGTKJxtpc7rbl9ucbs7OjOTG2evxeL14PGA5qOvL8xdnEWNUIwnUF/II1bbV8siKR/Die7rV5mrjq7yv+CrvKyI0EXww4QOCFEE02Zs67Ds6ZjTByqMPWBgUBgyKo89IEQi6Sq3FzpM/7OiwvNXh5sFvtvLBdYMPO21MIVVwdZ+rWVQUuCvLzZk3Y1IZuH54Avd/k8uTP+wEfFkcBpUML14+uWEIc9dWEx+iRikVE6yRY9z3usvzali0w1cs+qVf8nnplwPHfujs3tw0MgjxQZ8FIpGIYI2C0Wkmvl5fypqqdby06TEAtLIDT+lz67ayrmo1yzcncunAWJ7/+UCr6oNNyokmTK/kUM+vo40db/RCAjSSEotFnU5lEfRsueXNiEW0ZyEeL3a3jaVlS8kMzUIuOfopnIdi0olptkpIVcbxVd5X/yzo0Vx64tXz2C9uKKx5Cyy1oD3BpucIBAKBoMc56qDHXXfdxd13382ePXsYOnQoAKtXr+b111/nueeeY+vWre3bZmV1bBt6sDFjxhwyffOuu+7irrs6tjE9mFKpZNasWcyaNeso3sXx4fJ4+GxNSafr564v48qh8e3FRg8WoVfw/rWDuPHjdX6BjzUF9cy6PJvrPlxHqE7BneNSkUlEWB1u4oLVKGViZt8wmNs/34jZ5gtKZMcFcdf4VPQKKU9dkMH2yhYeOjudcJ2SH3Mr+WpDWfvxF22rYuqYZL+AR3qkjkfO6YNE4uSL21KptJbicouQukP55M8GDEo1eKG+1Y5a7qLOVkdxSzEer4cEQwJKsZLClkIQQbw+HpPShELaMSuj2lqN1dVxWs+E+Amcn3w+la2VzBw3kzuW3EGL40CrxZSgFB4c8mCH2h3/lM1lo66tjpIW3//DOH0cJpUJpfTEaE8pODFtKW2ms1ksm0ubaW5z+AU9rA4XdWY7hfWtiEUiEkI0hOoUJOgTmDZgGi9veLk9kAhwZfqVhKhC2F6/nd6xBq4dFs+cdaXcNiaZAXFGLHYXUUYFao2F+y+UY3E6iddH0OKuYnNJAWqpFqMhlA+vH0hhbRuvLsmjzuLrdhRjVBFlULGptJFGq5NYo4pQnYJgje98j9ArefaSVF7a8i7jYsdxYeqF7UHMIEUQ8/fM59uCrxgf/whamYIz+0bw8/YDnbgkYhHPXJhBpEE4BwX7i5iqUUiP70OOVRWrsLlsDAjPOfzGRylU73svfQ3jWFLyGY22xvbOZEetqfTEq+exX/xwX9Bjx3cw+ObuHo1AIBAITnBHHfS4/PLLAbjvvvsCrhOJRO3dU9xud4dtTileX9vXzrg9XjqL+TRZnazeW8esy7OparHR2Oqgd6SeGKOKF3/ZzTMXZiIRi7jji420tPmCGyIRXJgdzVl9I/j+jpEs3FpORoyRlFANBpWM5fl13DNnc3tAQyIWcf2IBKadkcaMxXkBx5QVY+COsSmsLS5DFrSR97fPwuX1vZ5cLOfh4f9F3JbB8z/mMbKXgoVFv/O/tf/D6fEVbJWKpdydfTfh6nDuW34fMrGMh4c8zJkJZ3YIUni8HaevXJV+FUGKIO754x5cHhdpxjQeG/YYHjzUt9WTHpJOjDaGUPWxvbAzO8wsKlzEs2ufbX8vMrGMBwc/yFmJZ6GTB3hkLBAcA+4A58HBDj4/m9uczNtYxjMLd+LaFylRSMU8fWEmZ/UN55Jel3BazGmsrlyNGDGJhkSWli3lsoWXARCji+G54TO5dvgonvxhB6/8ms+gBD03jpfy5PJ7/YKL5ySew6CIQdy16k4MCgP/HTSDNUViZkzuz7+/3IxKLuHpCzJ4+LttlDUeyDgblhTMjEv7E2lQoVXKiAlSclrMaUhEEqb9Mc3vs2Jqv6n0DelLTnAQz/5QzNDkEC4ZOJAdFS2o5RLSwnWkhGnbgyiCU1tuWXM3tAz2srh4MSnGVAzyY58laNL5gh6h0ky8Xi/f7/2ea/pe8/cO1lQMpmPQ+rY7KA0QPQA2fSoEPQQCgUDwjx119a3CwsJDfhUUFLT/e6qTSsRcNqjzdoDn948kWCPrsNzhcvPBn4W89sdebvlkA2/+sZeFuZXcM2czl7+7mkk5MXiBm2evbw94gO9m6JuN5eyqMrNwawWRQWpu+3QDqwrqKW9s47ZPN/hlcLg9Xt5bXkiYXkFssC+9e3x6OG6vt72rwZ3jUnh64Q7SYi28ve3l9oAH+LpAPLrqEfS6Fq4dlkCNrYKnVj/VfhMD4PK4eGnDSxiVRuJ18Tg9Th5b9RhFLUUd3neEOsKvLkeQIoj+Yf15bfNruDy+181rzGPa0mk8t/Y5BkcMJjss+5gHPAAKmwt5YvUTfu/F6XHyxOonKGruOHaB4FjpFxPU6bpe4ToMqgOfGbuqWnji+x3tAQ/w1fG596stFNVb0cq0rK1ai8VpYW/zXqb8OoVPd37avm2ZuYwHVt5FaUs1v+/21RGaeoaJR1bf6RfwAFhYuJBqazU5YTk025t5ZPUdXDhQw/8W7WLKmGTuPj2VB7/J9Qt4AKwqaOC5H3fRum86nEljJCs0i5c3vtzhs2Lmppmkh/Rh1q/l3Do6mZlL9jD1040s2FLB7FXFrNpbT6hOCHgIfEVMd1W1kGg6vkVMt9dtp7K1igHhA7rk+EqZCL1KRH2LjOzwbOblz/t7BU293n3TW07QTA+A1AlQuRnKA7fFFggEAoHgSB110CM+Pv6IvwS+rgGDEjqmpobqFFw3PBF5gLTcWoud2auK27+vbLaRV20h0qDkznGpJJm0FNW1dqj3sd+nq4sJ0SpIC9dhdbhZV9jAF+tKOk2Z/3xNCZOyY8iI1jMg3ohBJWPOrUN548psqprtnN43iG8LP+70PS4qmctFg0L4ZMcnnW7z8Y6PubXfre3ff7TtI2wu/3aUJpWJ+wfd3/79WQln8d2e7wIer66tjne2voPdZe/0Nf8uq9PKB9s+6HT9+9vex+oM3F1HIPinQnUKpo5J7rBcJhHx7KRMQrQKPB4vZY1W7E4Pj5/flz4Bipu+v6KQspYyPtr2EWlBaczdPRe3t2P2XZm5DAeNyCVi0iN15DVvxO4OfF7N3T2X85PPB3w1d0qtO2hzuEkL16GSSahssTEyxcSLl2Tx+hU5PHpeH3qF6/ght5J6ix2Px0uN2cycXXM6ff9zdn1BZJCE3VVmeoXrcLg97KmxYHe5uXJo3GGLOQtODd1VxPSX4sWEq8OI1cV02WuYdBLK6l2Mih5FQXMBuXW5R38QawM420DbeUHjHi9mEOgi4c9Xu3skAoFAIDjB/a0S9bt372bWrFns3LkTkUhE7969ufPOOzsUNxVAmF7Ja1fk8PvuGmavLMbmdHNuViSTB8USE6DQHvieYFkd/jcnVwyOY0C8kTeX7uXP/DrCDzGnvcZsR6+S4XT7giIikYiCmtZOty9vbGNIYjCnpYWyu6qFV5fsoaTBypheofSJ1BOqF7OmtqLT/SuspTi9bZRbyjvfxlJBkCKo/ftScyk2t82vPoZCquCsxLNIDkrmna3vEK+PZ23V2k6PWWIuwea2BawP8k/Y3XbKzGWdri8zl2F321HLTrCK+IITgk4p4+ZRSQxJCua13/ZQY7YzMN7IlNHJxIeoqbPY+W5TOW/+sZf6VgexwSpuGplEncXOrN8OdMMqrm/FQzCVrZU4PU6/uh5/1WCrR62QYNIqqGrrvA5Rva3eb2pXhbUYky4KqViEy+XhpUv6kV9t4amFO2myOkkIUXPLackU1Fkw2118uqYYs6P50J8VrRUk6UXUmO3kxAfhdHs4v38UFw+I6fQzU3Dq2dYNRUyrWivJrcvl7MSJiA7VXugfCtWJKW1w0yekDyHKEL7d8y1ZoYeukdZB877z+ERrV3swsQQyL4GVM33ZHtFdk10jEAgEgpPfUT8y+/rrr8nIyGDDhg3069ePrKwsNm7cSEZGBl999VVXjPGEF65XctmgOD69aQhf3jqUu05PPeTFu1ImIVR74Ea+b5SejGgD07/awp4aC0X1rfSO6LymREqYlhqz7aBOKl6yYoM63b5PlJ5ai411hQ1M/2orJQ2+LIYdFS3Eh2goqnWRGpTe6f7ZYdno5XrSQzrfJj043e9GJys0C7W0489AJ9eRE57Di6NfZGLiRPoeoh1gZ8f4pzQyDZmhmZ2uzwzNRCM7/i0SBacOo0bO6LQw3r92EF9PGcZTF2SQGq7D7vLw0s+7eWrhTupbfcVDSxvaeHTBduRSMaPTDqSyZ8cZkYllpBpTkYglyMWdd5mIUEditrkorreSos/odLsEfQLV1gPdqFL0fSltsOJ0e+gdpefn7dW8uXQvTVbftJWieisPfZtLhF4JXvjv/O3sLLeTaujT6WukGtIpqnXTO1JHWpiW964dyJ1jU4SAh8BPbnkz0UbVcS1iurj4VzQy9SH/1h0LoXoJVU1u3G4Rw6KGsahwUYfMyMNqKvX9e6J2b9kv+XQISYH5d4BDyLAUCAQCwd9z1EGP++67jwcffJBVq1YxY8YMZsyYwcqVK3nooYe4//77D3+AU1iwRk6oTon0MOnZ4TolL03ux1kZEeiVUq4cEs9rv+W3ry+qtxJpUGHSBr6JuXlUEgaVjMLaVs7KiGBUSiij00xo5B0vDkUiuG54AjFBagrrLSSZDtzM15jtqGRiNhRauDDpGiSijvvLxXIuTr0YjVzDFb2vQCbuWKNEKpJydZ+reW3Ta77vxVIuT7/8kK3+tHItIaoQbsi4AamoY0KSTCzj8t6+wrnHmlwi5+r0q5GKO76uVCzl6vSrj3mbQoEgEL1KRqhOiUru+12ssziYs7404LbvLC3gkoG+lHuFVMyVQ+KI1EZyZ/adLC5azAWpFwTcb0D4AGTocXu8lDRYCZGlEqIMCbjttX2v5eu8rwEIV4ejEcWRHqlnXWEDNpfbr9PKwd74Yy91rb4pM79sr+esuEsCn18iKefEX8b6QjMGlYxl+XUEa+RIhCktgr/wFTE9fsHnVqeFP8v/pH9o/4B/k46lML0EjxcqmtyMiBqBxWlhScmSoztIUwlIVaDoOPXthCKWwIh7oKEAvrwKbM3dPSKBQCAQnICO+kqyqqqKa67pWEn8qquuoqoq8AWv4MhVtdhYsrOaz9eWoJFLeO6iLFLCtFQ0+z/lefannbx0ST/6xRyoHh+klvHIOelkReuRS8T8tL0KjVxCqF5Jq93F21cPIDXsQNG3MJ2Cz28ailQs4qsNZTRZXVw9LJ7XLs9uD6g8+9Mu/nteX1buhCeHvkqEJqJ9/3h9PO+f+T7R2mgAorXRvDX+LWJ1B4q3RmujmTluJr+V/Eazo5kYXQzvT3ifGO2RzYeO0cXw9hlvE6WJal8Wq4vl7TPeJrc2l+l/TOftLW9T0lKC0+08xJGOTowuhnfPeNdvnDHafcu6cC63QHAoJQ3WTjs+me0uRIhICFHz2U1DiAlWUWe2E6fuxaCIwWSHZnNpr0vbMz7EIjHj48bzn8FPYZAHMe2MVNRyCc8sqOSV0W+TaTqQ7aSX65k+YDrFLcUUNBfQz9SfxwbNYt0eN9ePSGD+5gq2lnZ+M9LQ6qDV7puy53B7eP/3FmaNedvv/IrWRvPqmDdZtt3Ds5MyWVfQwLOTMglSCwFGgT+n28OuKrNfkL6rLStbhhs3/cOyu/y1QvW+S7OyehfhmnDSjGnM3zP/6A7SVOKr59EFDwaOO2MCjHsESlbDzBxY/CgUrYBj+DdfIBAIBCc3kfcoy4KfffbZXHLJJVx//fV+yz/88EPmzJnDzz//fEwHeDy0tLRgMBhobm5Gr+++pyKVzW3c+NE6dlSa/ZbPvXUol72zukMh0lCtgquHxXNaWigiQC2XoJZLuHn2+g7HuGRADGkROkRAgkmDSSNHJhHz3eZy3l1e6LdtoknDo+f14ebZ63G6vRjVMj69aQgqmQSPuAWH14xMIsaoNGJSmTq8jzJzGS2OFrxeLwaFAa1MS22brzNEkCLob3VbqbHW0Gz33VSJEHH/8vvJa8xrXy8Xy3lnwjtkh2UjFh27p8K11lqa7E3A3x+7oHM95dw7UWwsbmTSmys7Xf/j3aMwaeSE6ZXUme08umA7C3MruWZ4DJcO1SGXehGJwe6y4XAq8Lo0zFpcyvUjE/luUxkT+kYQbxKzpu5nbG4racY0XB4XaqkapVSJXKxEjAKXU02jWYrd6eHNZXspqGnliX/15d9zt3Q6tnevGcDNs31dGJ65MJOtpY1kxIsJC/IFQ+qaJWwr8XLLaclIxBCsUaBRdO0T9VPdiXr+ba9o5pyZK3jsvL70OsRUz2PF7XVx37L7iNHGcnbixC5/PYAZPzZzeoaKK0ZoWVa2jI+3f8ziixcTrjnCwqRfXAattXD6Y106zuOqtRa2zoWSlb6MD5XRlwUy/E5fRohAIBAIBJ046ivK888/n/vvv58NGzYwdOhQAFavXs1XX33F448/zoIFC/y2FRwZt8fLvA1lHYIVAAtzqxifHs4vO6r9ltda7Lz++x7SI3XcPHsD52ZFkGTSBjzGVxvKeP2KHB6YtxWz3cU5mRHcOjq5Q8ADoLCulR9zq5jQJ4KFuZV4AY1cSoJJAxy+PWCgTIggZdBh9zuUMHUYYeowqq3VXLnwSr+6AuBrnzv9j+l8ee6XR35ReARC1aFCoEPQY0QalARr5DTsq+dxsKwYAxF633rw3RguzK0EYPbKMmYfFCt5+oIMNpc2EW5w0ztSz5t/7GVVQT3fb63knRtjeGnDCwFf/7zESbRWnsv8TXmIRfD+tYPYWtaM1+urXaRTSDHbXR32G5oUTF6173MpPkSNy+NhzvoyWN/xNYanmDg3K6rjCoFgn+NdxHRD9UYabU38K/mC4/J64JviUlLnO5cGhg/k852f80PBD9yYeeORHaCxGIyJXTjCbqAJhWG3w9DbfNNd8hfDksehbB1c8jFIhCCpQCAQCAI76r8QU6dOBeCNN97gjTfeCLgOfB1D3O6O7REFgdVb7Hy2JnDXhK/Xl/LJjYPZXW2muP5AIa/9LSw/X1PC/03oxVkZ4ZQ1tfH6FTkoZGL21lh4e1lB+w3Sb7urGZ5i4uftVTS1OflpW2Wn4/l+SwVfTxnGhdnRRBgURAepcLjd1LbYqbM4EInApFUQplMctkbJsdRoa+wQ8Niv3lZPg63hmAY9BIKeJFyv5P1rB3Lle2v8OjyF6hS8cmn/9oBHm8PNhyuLOj3OZ2tKeOjs3jz83TYeOjudN5fuBaB/bBDra5d1ut/PxT/weM5lfL+5hkfP68uX60vxeiE5VEO4XslzF2Uybe4Wv3ba0UFK/nNuH6RiEUkmLUa1nFqLnUiDksrmjsUZP/yziD6ReqQSEeY2F063B5PO91ljtrmotziwOFwEqWSYtAr0qo51hAQnt9zyZqKDVChlx+fp/i9FPxOvjyNcffyKgobpJeRX+aZvqGVqssOyWbB3ATdk3HD4WlZer296S+zQ4zDSbiAS+4qbhqT4Orr8/rTva/yj3T0ygUAgEPRQRx308Hg8h99IcNQ8XmhzBg4StTrcfLGulLeuGkBZo5Xl+XWE6hRkRBn4Yk0x1w1PQCQS8eIveSzaXtU+5z8jWs8rl/Zn2tzN1Fkc2BxuhiUF8/P2KiQiERZbxyey+9ldbgrrW5k+dwu3j01GLZdSUNvK3XM20brvZsugkvHy5H4MSzGhOk4Xny5P52MGcHqEOb6Ck5dYLCIz2sDP95zG2sIG8mvM5MQZyYg2EBWkat/O5fHQ5ug86NzmdCMWi2hzuHEfNG9OJhFjc3feIcHhcRAbrOTHu0axq8pMmE7BCxdnoZRJWF/cwNcbynjjyhzyqs1UNNlIj9TRLzaID/8s4puNZe1T9JJDNTw3KZP/LtjuF8gFsDndfLOpnJV76rnr9BTumrMJnULGO9cM4IF5ueSWH6gdcnZmBI+e15dwfectvAUnn63HsYjp3uY9FDQXclHqpOPyevuFGSSszLdjtXtQK8SMiB7BjA0z2FG/g76mzruaAdDWCA7Lid+55UjEDob+V8Cfr/ra24Z33hlKIBAIBKcuoSR+D2FQSZmQ3nmGQv+YIG6evZ6EEA1FdVYWbq3k+o/W0S/OyNbyZr7ZWM5P26r8ihxuK2/hiR92cPfpaQCMSAklOUyLWi7B6/UyulfnF0SjUkPZVNKE3eVhxuJ81hQ2IJOK2wMeAM1tTm6avZ7ShuPXRi5YGYxKqgq4TilREqIK3HVCIDhZSCViYoPVXDQghgcmpjOhb4RfwANAp5RxQf/oTo8xoW84m0saGb2vHlByqO8GcntFCzmmUZ3uNyxyGEkhJrZXtPDOsgLyqs08//Nu7pqziTCdkvXFjdz48Xq+2VhOfo2ZDcWNfLepgq83lPnVJNpb28r/fb2V6WekdXiN01JD2VDUyMaSRl5enMfUMSncOjqJf3+52S/gAfBjbhUv/rwba4ApNYKTk9PtYVelmcTQ4xP0WFz0K0alkaSgpOPyevuFG3yXZyX1vt/tPiF9CFIEsWDvgkPt5tNU7PtXF3Ho7U4WGRf5irb+9lR3j0QgEAgEPdQRBT1mzpyJzWZr/+9DfQn+HpVcym1jU9AFKNyXHqlDJZdQ1tjGJ6uLGZ8exq4q3/z43hE60sJ1/LC1IuBx99RYCNUpyIoxkBGtx+Z0c8/4VK4elkBjq4OB8cYO+yhlYq4fkcDXG8ral32wohC1TEzEX56oerzw0Z9FOFzHJwMoVBXKvQPvDbju7py7AxZWFQhOVm6Pl6pmG5VNbVjs/llOY3qFBqx5YNLKuWxQLL9sr+a8flGoFRLuGZ+GWOQLZNY1ahkQOrjDfnKxnHsH3otOrmN4cghtTjerCxqoNdvxeuG3XTVcPsjXuSm/xsLqggZOSwtlztrA0/ZqzHYcbg8hmgPdWSL0SgYlBrOqoB6ALWXNpIVrCdcryau2BDzOt5vKqbPYj+wHJjjh5VdbcLg9JB6Hzi0NtgbWV69nQNgAxMf5GVGoXoJEDMW1vqCHWCRmaORQFhYuPHynssZ9QQ/NKZDpASCW+rI8di+EuvzuHo1AIBAIeqAjmt7y8ssvc+WVV6JUKnn55Zc73U4kEnHXXXcds8GdauKD1Sy4YwSv/raH33fVoJJJOK9fFIMTjUzf1xXh6w1lLP73aSSGanh5cR5WhxuJWITrr61dDmJ1uPjvuX246eP1eL1wxZA49Cop7ywr4Il/ZbBiTx2zVxXRYnMyPNnEFYPjeOXXPJrbDlxYFdW34vFCuF5BVYv/PPxdVWZsTjdyaddfFMokMs5KOIsYbQyzNs+iqLmIOH0cd2bfSaYpE4VE0eVjEAh6gqpmG19vKOXjVcVYbC5GpZqYPqEXSSYNMqmYyCAVn988lM9WF/PV+jJcHg/n9YviplFJxAWrmXlFDkt2VDEgIZjP15Tw9tUD+XhlEa8truLZyQ8wKmYlX+V/QYu9heFRw7mt/23E6+IBiAxS8dlNQ/hibQlz1pXicnvw4mXK6GSGJZuY9Vs+lU02DCpZwMKm+1W32EkN10K1hQl9wzmrbwQPfbvNb5uWNpdf/ZK/cnm8WOxC/ahTRW55E2IRx2V6y28lS5CJpWQcbjpJF5CKRYTqJBTVHjh/hkcNZ1HRIlaUr2Bs3NjOd24qBpkaFF3f2abHSBoDGz+CDR/BmU9382AEAoFA0NMcUdCjsLAw4H8Lji2xWERiqJazMyIYkhiMw+Xhlx1VvLeioH3aSlKoBpVcyqjUUDKiDVQ32yhusCKTiHC6Awc+gjVyLn93dfv6V5fk89suPW9eOYCYYDW9I3RckB1FSb2VeRvLmPLphg43GUkmLSKRqEPAA6BvpA6V/Pg9BdMr9AyPHk6fkD7Y3XYUEsU/7g4jEJxIalps3PbZBjaVNLUv+2VHNUvzapl/+wh6R/raj0YHqfj3GWlcOzwBr9dLsEbRHpyMC1Zz1bAEShus/LmnnjWFDVyUE8N5/aLYW+kgr7ofl8ZlMzwlmFhDMGqZf9ZIVJCKu09P5aoh8XgBo0aGQiohLkTDsOQQXG4PbU4PepWUlrbAgY+4YDXPXJjJqr31LMuv48aP13cI4OpVUlTyzmsGySQitEqhXeWpYmtZM9HGri9i6nDbWVq2lCxTVrcF08MNYgprDpw7MboY4nRxzN87/9BBj8Zi39SWwxU8PZlIZL7Ax5YvYPzjQicXgUAgEPgR/ir0QL0idJz5yjJszo5TRu6d0Ku9Q4NRLcfrhSW7qvlX/2i/6SjtxwrXUVxv7RAQyS1voaCulZhgNWKxiDCdEpvDzfzNFQGfqt44MpFWu5PqFjsKqZjsuCAkYhE7Klq4ZngCMsnxv+kQAh2CU9WeWotfwGM/u8vD/xbtYubl2eiUvq4mMom400KfMomY2GAVN45M5NUl+by/wj+ovaZQxcT0VNSywHV0pBIx4YaOxzZpfTeJdqeb64cn8OqSPR22idArcXu8bKto5s89dfy8varDNjlxQeyuMqOSS0mP1LEzQDvuSwbEtL+e4OR3vIqYrqpcRZuzjZzwnC5/rc5EBEn4bbsNt8eLROwLYAyPGs68/Hk025sxKAyBd2ws8tW4ONUkjYUd86FwKaSc3t2jEQgEAkEPckRBj2nTph3xAWfMmPG3ByPwiQ5S8flNQ7nj841U7GvpqJZLeGBib/rHBvltG6yRc2F2DPnVFuxONwtzK9sLBubEBXHP+DTunrMp4Ot8v6WC09JC27+P2peyfsfnmyhvagNAJZMwdUwyWTEGdlWZuWNsMv1ijazaW4fD5WHqmJTj1rlFIBD4LNrWMUCw39K8Wsw2V3vQ43BkEglXDY2n0ergszUl7d1c+kTqef3KbCIMvoCH1+ulvKmNdUUNbCltJj1Sx/BkE1FBKiRiERVNbWwubWJtYQNJoRpGp4USGaTk0oFxNLQ6+WJtSXsWR69wXXvL3MZWJ99MHYbL42Xxzur2rLahScH899w+FNW18vbyQl6a3J//fLuNDSWNAIhF8K/+0dw9Pg21XIjfnwrsLjc7K1u4amh8F7+Sl8VFv5JsTCZIEdTFr9W5yCApTjeUN7iJM/l+x4dEDmFu3lx+KvyJy3pfFnjHxkKIyDqOI+0hgpNBFwU7vhOCHgKBQCDwc0RXips2Bb5p/qvD9o4XHBGpRExOvJFvp46gvtWOy+MlWCMnTKdALu0YYFBIxbTandw0KolbRyfTanchk4oxqGRc/+FaGq2Bi54ZVP43RVKJmOw4I19NGUadxY7d5cGgklFYZ+H6j9Zx+9gU7C4PN89e377Pp2tKGJkSwnOTsogJ7lg0USAQHHt6Zecf3SqZBPFRfhSH6hQ8cFZvbhyZSJPViUouIVgj98ug2FVl5tJ3VvlNVdHIJcy9dRgquYRL31lNrflAQVG5RMzHNwxmUIKR6RPSuG5EApXNNmxON4V1vu4tNfu2v/itVbx9VQ53nZ5KaYMVuVTMlrImJr+9miC1jE9uHEyMUc271w6kvtWO1e7GoJJh0irQHuJnITi57Ko04/J427sNdZWdDTupaK3gsphLu/R1DiciyPf3vqDG2R70MCgMZJoymb9nfuCgh8cNTaWQOuF4DrVnEIkgdgjs/gk8HhALDQoFAoFA4HNEV4u///57V49DEEC4QRkwdfyvdlWZmfp5x8DUuN5hTMyI5O1lBQH3uzAncEvLqCBVewvMwjoLUz7diE4hxaiW88h32zpsv2JPPUt21XDt8ITDjlUgEPxz5/WL4rXf9wZcd9nguPYpcEdDrZASr5ASH6Drc43ZxtTPNnaozdHqcPPn3jp+2V7tF/AAcLg93DJ7PYvuOY1oo4ogtRy8cPqMpR2Ob7a5kEkkTHpjJQ63/7Q+i93Fcz/t5qXJWQRr5H/rvQlODlvLm5GIRcQFd23QY0nJb5hUJuL0cV36OoejlIkI0YopqHExps+B5SOiRvDGljcoaCro2Eq3pRw8TtBFHt/B9hSxQ2DHt1C5CaIHdPdoBAKBQNBDHPEjsoKCAhITE4Vsjh6mzeHm/RUFpIVruW54IsEaOV68tNpdzF5VxE0jE1m6u5Zd1WYSQtTcMDKRcL0SnUKKXinF5nBRbbbTaHWilIpRysUYlDKMGt8T3jCdkqf+lcGawgYWbavsdBz7W+kaNB7qbfVYnVa0ci0mpQlVJ/UABEfP5XFR21ZLk60JuUSOUWEkWBXc3cMSHGeRBhX3TkjjxV/y/Janhmu5cWRih4wwl9tDjdlOo9WBTCL2y+LweLxUt9hotDqQiMUYNTLCdEoabA002hpxuB0oxFrigxUU1rW2HzM5VMMNo01kxDqIi1RwZVsCHy9vYHNpS/s2ZruL4oZWoo2+z4AwvYJHz+vD49/v8BvfoAQjVS22DgGP/RbvqKKquRc2pxWNXEKwVo5BJQQ/TjVbSpuID1Z3aaewhrZ6NtdsYnz8eER0//VOlFHCnir/bM1+Yf3QyrTM3zuffw/4t/8ODfsecugijtMIe5iw3iDXQP6vQtBDIBAIBO2OOOiRmppKZWUlYWG+vu+XXnopM2fOJDz8FCyW1YM43R5ijGom5cTw3E+7KGv01eII1yu476zeLM2r4X8XZ1HZ3IZGLuU/87dRVG8FIEQj5+Fz0llTUM+X631FUEekhHDnuFTC9U4STVo0Cinn949iZGoI/52/o9Nx2F1uPOJm/rvyBX4t/hUvXqQiKeennM8d/e8gVB3a6b6CI9Nib+HXkl95cd2LmJ2+go6pQan877T/kRKUIgQkTyF6lYyrh8Uzrnc4X28opc5i57ysKDJjDO01OPZrbnOyaFslT/+4sz1To1e4jpmXZxMdpGR5fh2PfLeN+lYHACNTQnjkQhP/Wfkguxp2AaCVabkueyoZcRm89msFgxMN3DRezstb/o+y7b7PjhBlCHeOe5C4LSEs2Fzf/voHZ4folDIuGhDDsKQQ5q4vpdZsZ1BiMHFGNTsqDwRL/srjhbxqM1M/29g+xucuyiLGKEypO5VsLmkiKVTbpa/xe9kfyMVy+gYf/za1gUQZfcVMXW4vUonvM14mljEkcgjz98znzuw7kYoPupRrKASRGDRh3TTibiaWQmQ/2PsbjLm/u0cjEAgEgh7iiB+XeL3+3T9+/PFHWltbO9lacLxoFVIm5cTw7y83twc8AKpb7PzfV1sY2zuc95cXoFXKuOWTDe0BD4D6VgfT5vq2CdmXMv7nnnoe/347awsbqNhXzFSnlBEfomVCn84DXPdPjOPJNY+yuHgxXny/Ky6vi2/yv2Hmppm0OoXflX9qc+1mHl35aHvAAyC/KZ/rFl1HZWvnWTiCk5NBJadPlJ7/nteXmZfncEbfiA4BD4ANRQ3cPy/XL/iwu9rMlE82sLPKzG2fbWwPeABcPcrArb/e2B7wALA4Lby29XliIstJj9Bxx4QQHlx5G2XmAx2j6m31PL72//jXYBl61YGbsNRw/5tUvVKGVCyiqK4Vl8fLBysKufXTDaSEdX4zGxusouGgMa7YU88ts9dTa+7YQltwcjLbnOyttZAS1nVTW1weJ0tLl9LXlIFc0jMyiaKNvmKmJfX+U8tGRo+k3lbPivIV/js0FvoCHpIjK2R8UoroB+Xrwd6x25NAIBAITk1ClacTnNvr4duNZR1a0oLv6egnq4roG61nWV4tbc6OrWgBZq8q4qVL+jG2VxhiEeysNKNXydhR0dy+jdXhYnhKCNFBHW+q1HIJqVG+Fn+BfL/3e+rb6gOuExyZ+rZ6XtnwSsB1LY4W1latPb4DEpwQ6ix2/rdod8B1p/cJ4+XF/tNj4kPU1DryaLA1BNznk91vcucZ4Syv+hGHx9FhvRcvX+/9kAtzTEDgdrKNrXYK61tJMGnweLxcNjiOf5+Rhs3hZkyvwBlhd41L5dPVxX7LdlSaqWwSgh6niq1lzXiB5C7M9FhXvR6L00J2WP8ue42jFWn0FSbOr/Sf4hKvjydeH883+d/471C/F/SnaD2P/SL7gccFxYGvSQQCgUBw6jnioIdIJOqQPv9P0+mXLVvGeeedR1RUFCKRiO+++85vvcVi4Y477iAmJgaVSkV6ejpvvvmm3zZ2u50777wTk8mERqPh/PPPp6ysjFNFm8NDbnlzp+t3VppJNGnJq+r8icfuKjO1FjvxIWo+uG4Q0UEqyhvbyK+x4HC5yas28+A3udwzZzMvTe7H5IExKKRiRCIYkxbKvCnDaLIHvkkCcHvdmB3CE5d/wulxsqdpT6frN1UfWYclwanF6fKQVxP43IsP1pBX7b8uLljN3pbOp7GVmEuIMEopOMQ2e5p3kxoh57/n9eH+s3q3d4lqbnOwpqCeqZ9t5L/zt7On1sKVQ+NpbHVQZ7YTrJVzw4hEbhudhFHt26dvlJ6Zl/VnbWEDuwJ8hhXWCxlkp4pNJY1o5JL2Ittd4beS30jQJxCiDFDNt5vIJCIigyTkV7k6rBsVPYplZcuotdYeWFi/x9e29VSmjwZ1CBSvOPy2AoFAIDglHHFND6/Xy3XXXYdC4XtqZ7PZmDJlChqNf6rpN998E2j3gFpbW+nXrx/XX389F110UYf1//73v/n999/59NNPSUhI4JdffmHq1KlERUXxr3/9C4B77rmH77//njlz5hASEsL06dM599xz2bBhAxJJx/auJxulTEKiScPGkqaA62OMKmrMNmKMnV8oxgarKWmw8tHKIhZtq+K5izIx21woZWJ2VJqZ/Naq9gKD136wlrMzI/n4hsFE6JXolFKkEjHmhkOnHGtkXVtt/2QnFUuJ0kZRbikPuD7VmHqcRyQ4EUgkIqKDVH5T3/bzfS6oqbMcyNioabFzmjqh0+OZVCbCtGri9YmdZhfFaGMY1yuaCK0R8b7euXanmx+2VPLwQd2fKpttLMur49kLMwnWyLjq/bWIRDA8OYSHzk5HLZeSFq7llk/WU1hnDfhaXXkDLOhZNpY0kRymRdxFtYtKzSXsbdrLBSkXdMnx/4noYAm7Kzq2nh8aOZS5u+fy7Z5vuSXrFl+b1sZCSBjVDaPsQUQiCM+AwuXdPRKBQCAQ9BBHnOlx7bXXEhYWhsFgwGAwcNVVVxEVFdX+/f6vozFx4kSeeuopJk2aFHD9qlWruPbaaxkzZgwJCQnccsst9OvXj/Xr1wPQ3NzM+++/z0svvcT48ePJzs7m008/JTc3l19//fWoxnKikkvF3DgysdP1lw2O4/0VhUzMjEQiDnyxeOWQOL7d5LuZrmqxsTy/liC1jF7hOh7+Ntevo4Ld5eHbTeVc9s5qnG4PIVoFtWY720s99DL2Cnj8EVEjCVYKHUb+CZPKxJR+UwKuk4vljI4dfZxHJDgRhOmU3H164IDYwq2V3DkuxW/Z7mozKbpslJLArbKv7HUDRoWJS1Ind9rZ4oa+txClD24PeADUWuw8uTBwdsj/ft7F/tl5IRo5zW1OXvxlN7d/vpEP/ixkUELgz44og5LYQwRzBScPr9fLppJGUrpwasvvpb+jk2lJCUo5/MbHWWyIlKpmN81W/+5GapmawZGD+Trva9wet69drcsO+lM80wMgvC9UbQWHkA0mEAgEgqPI9Pjwww+7chwBjRw5kgULFnDDDTcQFRXFH3/8QV5eHq+++ioAGzZswOl0MmHChPZ9oqKiyMjIYOXKlZx55pkBj2u327Hb7e3ft7R03jXgRBAfomHmZf25f15ue90OhVTMI+ekkxau5d4JvShvbGPmZdncP28rFrsvTVYmEXHzqCRKG61+T4J/3VnDZYPicHm8bK/o/GeztrCB1HAdG4obeW1xFa9c9TSv5D5EXuOBOgH9TP15aPB/0Cv0XfTuTx2nxZzGdX2vY/aO2Xi8votfg8LAq2NeJVJ9YszhPtnOvRPBuN5h3HJaEu8tL8CzL7gQpJbx7EWZpIRquf+sXsxYnNdeF+i93xuYdfbb3Lf8HhrtjQCIRWIuTp2M2plDU5uLKG0Uz418kcdX/wery5eFIRPLmNrvLnoZe3cYQ3WLDZszcDvaJqsTpUzMK5f2x+n2UFjXSoxRRZBazswlebx+xQDqLQ6W7Kpp3ycuWM2H1w0KWLhV0LkT9fwrqGul0eokLVzXJcdvc7WxqmIVA8MHIhH1vFJncSG+S7VdFU6GpPjXyBkbO5YV5StYXr6cMY5955g++ngPsecJ6+ur61G6FpLHdvdoBAKBQNDNjjjo0R1mzpzJzTffTExMDFKpFLFYzHvvvcfIkSMBqKqqQi6XYzQa/fYLDw+nqqqq0+M+++yzPP7441069uNJo5ByVkYEOfFGypva8Hh801pEIrj1kw3tgYvBicG8eEkWWoUUi92FXCrhu03lLNhS4Xc8qVhMkFqG1RG48Ol+Mqnv4lAuFVHf6uCeT0u4c8JjxPV10+iox6gIJb8CvK6jywASBBasDGZKvylM7jWZMnMZKqmKCE0EoapQJOITYyrXyXbunQhCtAruGpfClUPiKG2wopZLiTAoCdcrkYhFXDs8gXOyoiiotWC2uZCIRcxbVc30vm+iUFqwuloxKSLRyoO47K1N/HFvEgallrFxo+lrmkeFpRKXx0WMLoYQZTB6ZcepbBJx5zeSJq2cCL2SR75dT0XzgcKkRrWMlyb3x+Z08+Il/ahvdVDZ1IZRIydUpyBcHzgbRdC5E/X821DUiIiOnYCOlVUVq3B6nGSFZnXJ8f8pg1pMkFrMznJHh6BHoiGRJEMSn+/8nDGGgSCWgbbzTmunjKBYUOihdI0Q9BAIBAJBzw96rF69mgULFhAfH8+yZcuYOnUqkZGRjB8/vtP9vF7vIYusPvjgg0ybNq39+5aWFmJjY4/p2I83uVRCjFFNjFENQJvTxaPzt/tlaqwtbGBtYQNahZQ5twzl3FmBi3xdPTQOk1ZBi83F8OQQVu7t2HlFJILB+9LOc+KMiEW+FriPfVuCWAQqmQSrs5TBCcFclnMKt847xjQyDRqZhljdifn7ejKeeycCrVKGVikjPqRjQEItlxIXLEUqgnNmraDR6qsd8NV6XzaYTCImWFPJ1DFqzu8XjVHjO59VMgXxhhjiDTGHff0wnQK9SurXNne/qWNTuH9erl/AA6DR6uQ/323j85uHYNTIMWrkh2xrKzi8E/X8W1fUQGywGrW8Ky5ZvPxe+jvJQcno5T03IzHOJGF7Wce6HgDj4sbxXu57NLeCQR8FJ0gQvEuJxBDWW+jgIhAIBAKgB7esbWtr46GHHmLGjBmcd955ZGVlcccdd3DppZfy4osvAhAREYHD4aCxsdFv35qaGsLDO3/SoVAo0Ov1fl/dwev1UtXcRn61maK6VlraAl/Q/B11ZgffbaoIuM5id5FXbeaSAf43K1EGJc9OymRYsomC2lacbg/PTMpo775wsP+c0weTzvfEyaRV8Oh5fdvXebzQ6nCjU0p56oIMDGr5P3ovba42ysxl7G3aS4WlApe7442T4MTQU869k02d2c7eGgsFtRYaWu2dbud0e3ydmarNlDZYaXMeOJdCdUqev7gfB5f+cbq9uD1eHjo7nQVbKrjr9FRUskPfeFodLsoarRQ11LK3sZA9jXuRyMy8d82gDnWF5BIxOXFBnXagKm9qCxgoEfw9J+r5t7awgd4RXTO1ZU/THsot5WSHZnfJ8Y+VhFApxbUuWm0dp4kNihhEkCKI+tKVcARByFNGaB8oWwvCNYNAIBCc8npspofT6cTpdCL+S1q0RCLB4/H90R8wYAAymYzFixczefJkACorK9m2bRvPP//8cR/z0TC3OVmWX8sTP+ygusWOSASjU0N54oIM4oLV/+jYTpcHs83pV4D0rxpaHTwwsTfnZkUye3UxsUEqzu0XxaMLtvPgN7kApIVreW5SFj/eNZIftlayNK+WSIOSa4cnkBCiQavw/fpoFFIuzI4mJ87Ix6uKqGhqY1RqKOdmRR6ya8yRqLHW8MbmN1iwdwFOjxOtTMsNGTcwKW1Sj2orKBB0B4fLTW55Cw/M20p+jQXwtXn930VZ9I7QIZUc+Pyss9iZs7aEt5cWYLa7kEvETMqJ5t9npBGuVyKTihmZEsKie07js9XF5NVY6BOhZ0LfcBqsDl66pD/RhzmfK5vb+OjPIkb28fLezhfYWOMrOh2tjeahIQ+zZPpQPl5Zya4qM1nRBs7vH0Vjq+OQx2y1Czcsp7KaFhvFDVYuyO6aOhW/lfyGURlEvCG+S45/rCSYpHiBHeVOBiX7T3GRiWWMjR2LPv81bJEDECZ+7ROWDk4r1GyHyH7dPRqBQCAQdKNuDXpYLBb27NnT/n1hYSGbN28mODiYuLg4Ro8ezf/93/+hUqmIj49n6dKlzJ49mxkzZgBgMBi48cYbmT59OiEhIQQHB3PvvfeSmZl5yOkvPcGGkkZu/3xT+/deL/yRV8vl76zm69uGEfkPCvSVNlrZUtZMdJCK8qaOrSoBBsQbCdEqGN0rjKFJIVQ0t3H2qyvaC6EC5FVbuOyd1fx49yhuOS2Jq4fFI5OIkUk6JgjpVTIyYww8OykTp9uDUirx697wdzTZmnh05aOsKD8wDcfitDBz00zsbjs3Z92MQqI4xBEEgpNbSYOVy95Z1V6EFGB7RQuXvLWKn+4eRYLJN53F7nTzyapiXl2S376dw+1hzrpSqpptvHxpf4waOSq5lLRwHf85tw8OlweJWITb6z2iaQUNFgf//nIzN40x8siaKTTYGtrXlVvKuX3JVD6Z+AkPn52Fw+VBIZMgEYsoqW9FIRVjd3UM0opEEG4QbuFOZasKfNMruyLTo8XRzPrq9YyKHoW45ya+AhCslWDUiNla4ugQ9ACYED4Yk9vNGkcjQ7phfD2SKdVX46RkjRD0EAgEglNct/6VX79+PdnZ2WRn+9JKp02bRnZ2Nv/9738BmDNnDoMGDeLKK6+kT58+PPfcczz99NNMmXKgdefLL7/MBRdcwOTJkxkxYgRqtZrvv/8eiaTnzmmtM9t5auHOgOvKm9rYcYiOKYfjcLn5eGURn64u5rYxyQG36R8b5JeBIRaLmLO21C/g0X48t4d3l+3F7vKglksDBjwOJpOIUcul/zjgAVBnq/MLeBzs4+0fU9dW949fQyA4Udmcbt5eWuAX8Nivzelm7vpSXPuyvWrNdt5etjfgcf7Iq6XO4j8lRioRo1ZIUcgkR1xHodpso7HVSbF1i1/A42Avb3iZVpcZtULaPtUlTK9kyujAn1UX58Rg0v6z6XGCE9vqgvr2bj7H2vLyFYgQkWnKPObH7gqJoVK2FAfOjAox1wLwa9MuLE6hTSsAEjmEpPiKmQoEAoHglNatmR5jxozB6+14wb5fRETEYVvlKpVKZs2axaxZs4718LqMzeVmz75U9EDWFDZwevrfq77eanezrqiRHZUt5NdYeObCDN74Yy9ljW0opGLO6xfJPePTCNUdeHpqdbhZUxj4JgVgfXETFrsLpez4BpLKLeWdrrO5bVgcnf8MBYKTncXmYkNxY6frVxc00OpwY1CJabG5Om0ZC1DaYCX1H7YDLaxtJTlMw86m9Z1us71+O22uNgyKAx2dlDIJ1wyLx6iRMWvJHupbHeiVUm4YmciVQ+LQKYVCyKeyP/fU0yfy2NcecXvd/F7yO72D01FJT4zWxykRUjYWOahpdhNm8P97rGoswisSUyGVsKhoERenXtRNo+xhQntDiVDMVCAQCE51Pbamx8lMIhYRpJbRZA1cuDT+H9T0kEvFRBqU7Khs4eOVRfSJ1DNldDLBGjleL5Q2tGL8yxMzuVREVJCSzaWBjxlhUKCQHv+kIKPCeMj1SqmQ9i44dSlkYsINSgrqAj/VjQ5StZ+3KvmhA5bBmn/+FN2kk9NodRKv7LyQYqg6FImo41hCtAquHprAmX0jsDk9KKRiQnWKw2aWCU5uJfVWShqsHYpuHwtbajbTYGvgvOTzjvmxu0pSmAyxCDYV2Tmzn/91gqq+EIc2lH4RA1lctJjT407HqAjqnoH2JGHpsONbaKkAfVR3j0YgEAgE3US4ouwGYVoFN41MDLhOJhExMtX0t4+tUUi5dXRS+/c7Klt45LttTP1sI7d/vpGceCMahX+sSyWTcvOopL8eqt09p6d2y9PWCE0EEZqIgOtGRo3EqDx0UEQgOJnplDJuH5PS6fobRyW0Z2eFaOSMTgsNuF2kQUnEMaibEWtUU1jTytCw8YhFgf+03JRxE6HqwOOQiEVEGlQkmjREBamEgIeApfm1SMQi+kQd+0yPX4oXE62NJkL997Iqu4NSJiLOJGVDYccpLqqGAuy6CAZHDkEqlvJt/rfdMMIeKCzd92/J6u4dh0AgEAi6lXBV2Q0kEjGTB8VyVl//iy2VTMKH1w0i8h/egPQK1/HgxN5+rSfFInjgrF706iSFPSlUw3/P6+PXUvKC/tF8d/tw6iwOft5eRUl9K9bj2EkhTB3Gm+PfxKTyDwKlBaXxn2H/QS8/MdotCgRdJSNazz3jUxEddK5LxCIePa8PSaHa9mV6lYxnLswgPdL//A/VKfj8piG0OT38uLWSX3dWU9pgxRagvs/hRAap+PCGQXy/sY2HBz6LXOyfPXJhyoWMiR1z1McVnLr+2F1DWpj2iOvKHKmSlmLyGvMYGD7gmB73eOgVKSW31EGb46Dpal4Pmrq92PTRKCUKRkQPZ0X5CgqaC7pvoD2FyujL8BDqeggEAsEpTeQ9VFGNU0RLSwsGg4Hm5mb0+uN3I91odVDbYmdbRTNBahlp4TrCdb7Wkf9Uq91FncVObnkzAJnRBkxaRYcsj4NZ7S5qLXa2lbcQrlewobiR53/ejdvj+xWRiEU8fHY6Fw2IwaA6fpkfVa1VlJpLqWytJEGfQJQmCpP672fDCHqO7jr3TiZmm5N6i4OtZc1IxCIyovWEahWoA5zrtWY7FU1t7KmxEB2kIsao4pPVxbyzvID9fwnkEjEvXJzF+D7hh/y8CMTr9VLZbKPOYkEqb6WsdS82t5UMU19MKhN6hfD/uCfpyeefzemm/+O/MCknhvP6HdtpCe/mvsuO+h3cnHkzkk6yknqqBoubmT+bmXaOnmGpvgckipYKsj6/htIhN9Ea1huP18MnOz9BJpbx32H/RSo6xWcyr5gB1nq4dVl3j0QgEAgE3eQU/0vYvYxqOUa1nLQuaMWnUUjRKKTEh2iOeB+1Qkr8vn3WFTXw7E+7/Na7PV6e+GEH/WKDGBB//KaWHGqai0BwqtMpZeiUsvb2tIcSqlMQqlPQLzYIgEXbKnl7mf/TYIfbwz1zN7Po7lH0iji6G2GRSERUkIqoIBUQSh8Sjmp/gWC/P/fUYXN5yI4LOqbHbWirZ03lGsbGjjnhAh7ga10bESRhVZ69Peihrt0DgG1fzQqxSMyZ8Wfyyc5PWLh3If9K+Ve3jbdHCOsDq98AuxkUx/56SyAQCAQ934n3F1/Q5ax2F2/9Ebi9JcDbS/ce12kuAoHg2GtodTDrtz0B13m98PmakvYsL4HgePtpWxVRQSqig45tZ5VFxT+jkCjIMmUd0+MeT32jZWwotLdPcdHU7sapCsKtPBCkjNBEMCxyGAsKFpDXmN9dQ+0ZwvqC1wNl67p7JAKBQCDoJkLQQ9CBzeWmvKmt0/XlTW3YXZ23vxQIBD2fw+WhusXW6frieitOt3CeC44/h8vD4h3VDE4wIjq4YM0/1OxoZmnpHwwIG4Bc8s87FnWXjFgZDhesL/AVNNXU7MZmiO2w3fCo4URro3ljyxs02puO8yh7EEMMKA1QvLK7RyIQCASCbiIEPQQdaBUyBh5i+srAeCMaxaFbYAoEgp5Nq5CSFW3odP2w5JBuaVUtECzLq6W5zcnw5GNbu+nHgh+RiCQMiMg5psc93owaCfEmCb9vbwOPG03tbtqCOgY9xCIx5yefj9fr4dWNr2Jz27thtD2ASOSb4lL0Z3ePRCAQCATdRLiiPYW43R7anC4OV7tWLhVz/YhE5AFaRiqkYq4dnoBcKgQ9BIITmVYp5d8Tevl1edpPr5RydmbkMXvKbne6cQjZYYIjNG9jGfEhamKD1cfsmPVtdfxe+huDIgahlPzzFs3drX+8nNxSJ80lxUicbbQFxwfcTivTMin1Iqpaq5i1cSYOj/M4j7SHCM+A8vXg7Dy7TSAQCAQnLyHocQqwOlzkVZl54ocd3DJ7A6/9tofi+tZDztePDVEx55ahpIQdaHuZGqbly1uGEms8dheiAoGg+6SEavj4hsHEBh+om5AZbWDulGHHpJZCdYuNn3IrmfLpRu78YiMr8mupM5+iT5sFR6TOYmfxjmpGp4Ue0+POy5+HQqJkYPjAY3rc7tI3Ro5SJmLJpma8InHA6S37havDmJR6IflN+czaNBP7qZjxEZEJbgeUre3ukQgEAoGgGwjdW05yDpeb33fVcscXG9tbUi7Pr+PNpXuZe+swMjpJb5dLJOTEG5lz81Aa2xyIEBGklmHSKo7j6AUCQVdSyaWMSg1l3pThNLU5kYhFGNUygjX//DyvarZx08fr2FbR0r7s5+3VTMyI4Ml/ZWDSCZ8lgo6+XFeKSASjUo5d0CO/MY/VlWs4K+GsE7qWx8HkUhHZCXIW7g1helgyXumh31ecLo6LUi/mm/x5zNgwg7ty7kYjPYUeYBgTfHU9CpdB4mndPRqBQCAQHGdCpsdJrsZsZ9rczfx1RovV4Wba3M3UWQ79xMekU5AapiMlTCsEPASCk1SYXklauI7kUO0xCXh4vV5+2FrhF/DY76dtVeys6rhcIHC4PHy8soiRKaFolcfmmYzb4+Lj7bOJ0kSSGZpxTI7ZUwxJlmHxyPmCiUe0fbw+jsm9JlNqLuXZNc/SYGvo4hH2ICKxL9uj4I/uHolAIBAIuoEQ9DjJFda1dtppJa/aQmOr4ziPSCAQnOzqLHY+X1PS6frZq4qwu9zHcUSCE8HXG8qoNds5JzPymB1z/t75VFmrmJBwJuKT7JInzFXNSHEuHzVkYz/C0ylaG80Vva/E4jDz1JqnKLOUde0ge5LI/lC+EdqaunskAoFAIDjOTq4rAEEHh2s56T5MUVOBQCA4Wl7AcYjPHrvTg0f47BEcxOZ0M3NJPkOSgok2/vN6MgA7GnawsGAhI6KGE64OOybH7Em0tbu5ULqKRqec7/K1h99hH5MqhCvTr0IulvPMmmfZ3ZjXhaPsQaKywev2TXERCAQCwSlFCHqc5JJDtQG7MwBE6JUEqU6O+c0CgaDnMKplnHuIp/WXDIxFJRNKSgkOeGdZAbUWO5cOjDsmx6u11vDm5jeJ1ycwNGroMTlmT6Ot2o7BqGFYlI0vdmiptR75JZ1OruWy3pcTpg7jpfUvsqV2axeOtIfQhoMhFvJ/6e6RCAQCgeA4E4IeJzmTVsFdp6eilku4fHAssy7PZuZl/bkoJ5rnLsokXC/U6RAIBMeWTCLhyqHxhAaoA5QeoWNYUjBVzTYqmtposgpT7E51e2stvPbbHs7JjCTC8M/byTbZG3lpw0vIJXLOTz7vpJvWAiCxtaBqKKYtOJEzEqwopF5eWR/EIZqydaCUKLg49WISDInM2jST9dXru27APUXMIMj7GTxCC22BQCA4lZx8VwICPxqFlOuGJfD1lGE0WZ1Mm7uZ//t6KyIRJIRoEIk6SQMRCASCfyA2WM03U4dzy2lJRBqUxIeoeeTsdN65ZiCzVxVz5ivLGPG/37j1k/VsLWvC5hRqfJyK7C43d3+xCZNWzqSc6H98vLq2Wv639n/YXDYmp12CSnpspsr0NPqKLXhFIqzBiaikXi5Ks7ChWsncXUc+zQVAKpZwQfK/6GXsxZtb3mRt1bouGnEPETsEWmug/BQI8AgEAoGgnZBffAposbu4/N01NLc59y3x8vWGcpbl1fHt1OFEG0+htnUCgeC4iQ1Wc++ENG4cmYhYBF4v3P7ZRtYVN7Zvs6awkQvfWMnXU4aRHWfsxtEKjjev18tjC7azu9rMY+f1RSGV/KPj7W7YzRtbXkcqlnJZ78sJUgQdm4H2QPrStdiM8XikvmyqXsFOxsdb+WibniClh7MSrUd8LLFIzDnJ50KBiLe3voVEJGFAeE5XDb17hfYGlRF2zIfYwd09GoFAIBAcJ0Kmx0nO6Xbz+ZrigwIeB9SY7fy0rQrP0eTDCgQCwVGQSyWE65WE6pQUN1j9Ah77uT1envhhh9BN6hTzxh97+WJtKTeMSCQp9OgyFA7m9rpYsGc+L6x/niCFkSvTr8R4Egc8lE0lKJsrsISn+y0fH29laFQbr6wPYvY2HYepY+5HjIhzEs/2ZXxsffPkrfEhlkDccNj2jTDFRSAQCE4hQtDjJNfc5mLxjppO1/+YW4XF7jqOIxIIBKeqP3bXdrpuU0kTrcJn0SnjveUFvPDzbi7KiWFMr7/fWaWouZAnVj3JgoIFDIscxqW9LkUj1RzDkfY8xr3LcCn1tAX5F30VieCClFbOTGjli51abv81lJXlStxH+FxDLBJzTtI5JBmSeH3za+xs2NUFo+8BkkaDuQKKlnf3SAQCgUBwnAhBj5OcVCxCp+x8FpNeJUUmEX4NBAJB1zOqZZ2uU0jFiDtrNSU4aXi9XmYuyeephTs5v18UF/3NOh6tTguf7PiEJ1c/icNt56r0qxgZPRKJ6OT+eya31KCv2ExLZD9flOMvRCIYF9/GHTnNiIEnVgZzzQ/hvL1ZT26t/LABEIlIwvlJ5xOjjeHVja+yp2lP17yR7hSaDvpo2PRJd49EIBAIBMfJyX11ICBILeemUYmdrr9xZCIq+T+bRy0QCARHYlzvzp/oX5wTQ4hWaKF9MnN7vPxn/jZmLM7jkgExXDYo9qiLaXvxsKJ8BQ8tf4iVFX8yNnYcV/e5hkhN5y2STyahO77HpdDR+pepLX8Vo3Nxa/9m7sxpIi3YwZJiFf/3h4krvg/nzU16ipo7fxgiFUu4MPVCwtVhzNgwg4LmgmP9NrqXSARpZ/rqelg6z4QVCAQCwcmjW4Mey5Yt47zzziMqKgqRSMR3333nt14kEgX8euGFF9q3sdvt3HnnnZhMJjQaDeeffz5lZWXH+Z30bEMSgzmrb3iH5ZcOiqVPpL4bRiQQCE5F4Tolz03K7LA8OVTL7eNS/nEhS0HPZbG7uOnjdXy+poSbRyUxKSfmqAMeJeYSnlnzLB9s+4BYfRw3ZtzIoIiBJ312x37a8s1oq3bQFD8Ur/jIzpUYnYsLUlt5cGgjU7ObyAp18FuJmim/hPHfFcEUNAUOfsjEMialXkSwMoQX17/Enua9x/KtdL+UCb76Hmve6u6RCAQCgeA4EHm93m6rYvnTTz/x559/kpOTw0UXXcS3337LBRdc0L6+qqqqw/Y33ngje/bsISkpCYDbbruN77//no8++oiQkBCmT59OQ0MDGzZsQCI5souClpYWDAYDzc3N6PUnZxCgzmKnpMHK95srkEhEnN8vihijmmCN8GRV0H1OhXNP4M9id1HVbOPH3ApqWuyc3iec9Ag9EQZldw/tlHO8zr/SBis3fbye0kYrd41LpV9s0FHt3+ay8m3+t/xW+hvByhDOiB9PnC7u8DueRGSWWuKXv4JdH01d2hkBp7YcKZcHttYq+K1YRV2bhLOSrNyQ2YJO3vFy0O52MC//a2qstdyVcyf/396dx0VV7n8A/wzbsCMgq+xpbCKCeBU1d8FKxfy5pSnmlqWm5ZKZXfVeS61ri9clLVG0kq4lrgWColIuIEsgILv7ILkhKIzIfH9/eDnXcdgdmMXv+/Wa14s55znP+X6f8zzDzDPnnPGx8nmWNNTLuQgg/wgwLwMwsVZ1NIwxxlqRSic9niQSiRQmPZ42cuRIlJeX4+jRowCAsrIy2NjYYNeuXRg3bhwA4Pr163B2dsavv/6K0NDQJu2bP3gxpho89hhTnbYYf4n5f2Hu7jSI9XSwYIgnnK2a/hPpBBn+uPYH9uTtQdUjKXp36IUguyDoip6vM4J0K+/C5Y+NEBHhht9rws/UPqsaGXDmuiGOXDSGoR5hTmAZ+jhVKZSrrqnGvsL9uFR+CeE+k/FSh5eUsn+VqyoD9s4EuowFhn+l6mgYY4y1ovov6lQzN27cwOHDhxEZGSksS0lJQXV1NUJCQoRljo6O6Ny5M06dOtXkSQ/GGGOMKU91jQzrj+Zjw7ECdHGywJwBnWDawE21n5Z9Kwv/yduDy/cuw9vKGwOc+8PMwKwVI1ZP4rKr6JC0HSKS4YbvCKVNeACArg7Q26kKfjYPsS/fBKtOW+Elp0q8E1AGS8P//Zyrvq4+RnV6DXGX4hBxfjuKy4ox3nM8DHQ1/ExRQwsg4A0gaQvgOxLw6K/qiBhjjLUSjZn0iIyMhJmZGUaNGiUsKykpgYGBASwtLeXK2tnZKVwa8ySpVAqpVCo8v3fvnvIDZowp4LHHmOq01fjLvFqGJXszkCO5hzFBzgjr6gidJl2OQci6mYWDRYeQdycPjiaOeMN7IjqYtuwXXjSarBpWhSfRPjcW1cZWKPV8GTXi1vkpXnOxDJN8y/HnX1IcKDDF9BhbTOl8D694PEDtj7vpinQR6jYU9ib2OHb5GHJu5WCS72T4WDV8Q1W15/UqcDUJ2PMmMC0OaN9R1RExxhhrBRoz6REREYGJEyfC0LDx676JqMEbpK1evRorV65UZniMsSbgsceY6rT2+CsorcCmhAJEp12Di7Ux/hHWGS/YmDa63Z2q20gqScbJqycguV8CBxN7jOr0Gjq26wgRnq+fMRbVSGF+JQXW+cegX1WGe45dUObcHaTTum/XRCKgq+1DdLK8g9+KTLAxrR325Ztgok8F+jpXQk8HEAHoatMVTqbOiL0Yi8+TP4df+8542f0VeFl5auaxEukALy0CYpcA24cCY3cBrsGqjooxxpiSacQ9PRITE9G3b1+kp6fD399fWH7s2DEMGjQIt2/fljvbw9/fHyNHjqz3zV1d33Y5OzvzfQUYa2U89hhTHWWPP5mMUPhXBU4V3sKvmRKcLb4NS2N9jAzogEFedtDVUfwQLKMa3Kq6jSvll1F0twhZt7Jw6d5l6OrooqNFRwTaBcDZzFkzP0C3iAz6FbdgdPsiTP66ANOSbOjIqvHA2gNlTt1RbWzZeBWt4Fq5Lo5cNMGF2wawENegn3MluttL4W39EKYGBAJw4fYFnL5+Gn9V/oX2RtYItOsGbysvuFu4w9zAXLOOYeVd4MRq4Eb243t8BE0DnIIe/8ILY4wxjacRkx5TpkzB+fPnce7cObnltTcy/f777zF27FgAgEQigZOTU7NuZFpWVoZ27drhypUr/MGLMSUxMzNr9CcpeewxpnxNGXtA08ffkZy/8NHBPEgfyeotAwB25nqAYQFuSUubFa+xnhEsxVbQ09IblIprquFx9ypMHlY2WpZEIpSJTVCto98GkTXur0ftkFnl3mi5TvrZmGD2Hcx0yhsspyvSRdf2XdHBRA0vWSIZ9IrioFN5W2FV5YB/ojpgSqNVNHXsMcYYa1sqvbyloqICBQUFwvPi4mKkp6fDysoKLi6Pf47u3r172LNnD9atW6ewvYWFBaZNm4YFCxbA2toaVlZWWLhwIfz8/DB48OAmx1Fe/viftLOz8zNmxBir1ZRvj3nsMaZ8TT1zo6njr/2IxTDx7lvvetmjh6CHVZA8BHSMbADYNC3Q/37lcu+/D22lTwQJtWu0nDCl9KA1o2k+CzzuJ2Wo/0ay+dU+cKloh0C9xie8qCwR96pqlBafsumKRLA0kp+4iN28BK/9NK/RbfmsRcYYU08qPdPj+PHjGDBggMLy8PBw7NixAwCwdetWzJ8/HxKJBBYWFgplq6qqsGjRIvz444+orKzEoEGDsGnTpmZ9iJLJZLh+/XqzZ+hrTw3W5m+pOUfNp6r8mjKeWjr26qJpx1HT4gU0L+bnNd6mjidljj9V0bRj3BhtywfQvpwaykeTxxJjjGkztbm8RRPdu3cPFhYWWj2zzzlqPm3Pr5am5alp8QKaFzPHq/20rc20LR9A+3LStnwYY+x5oKPqABhjjDHGGGOMMcZaA096MMYYY4wxxhhjTCvxpMczEIvFWL58OcRisapDaTWco+bT9vxqaVqemhYvoHkxc7zaT9vaTNvyAbQvJ23LhzHGngd8Tw/GGGOMMcYYY4xpJT7TgzHGGGOMMcYYY1qJJz0YY4wxxhhjjDGmlXjSgzHGGGOMMcYYY1qJJz0YY4wxxhhjjDGmlXjSoxGbN29Gly5dYG5uDnNzcwQHB+O3334T1hMRVqxYAUdHRxgZGaF///7IyspSYcTPbvXq1RCJRJg/f76wTNPzXLFiBUQikdzD3t5eWK/p+QHAtWvX8MYbb8Da2hrGxsbo2rUrUlJShPWalOPJkycxfPhwODo6QiQSYd++fcK66upqfPDBB/Dz84OJiQkcHR0xefJkXL9+vcE6d+zYodAHRCIRqqqqWj1mAJgyZYrCvnv27Nlovb/88gt8fHwgFovh4+OD6OjoNom3rrYSiUT4/PPP662zNdt49erV6N69O8zMzGBra4uRI0ciNzdXrkxL+3hrtHFj8aprP1YHjfXNiooKzJkzB05OTjAyMoK3tzc2b94sV0YqlWLu3Llo3749TExMMGLECFy9erUNs/gfZfVddclJWX1bU/J52ltvvQWRSISvvvpKbrm65MMYY0wRT3o0wsnJCWvWrMG5c+dw7tw5DBw4EGFhYcKbkc8++wxffPEFNmzYgOTkZNjb22PIkCEoLy9XceQtk5ycjK1bt6JLly5yy7UhT19fX0gkEuGRmZkprNP0/O7cuYPevXtDX18fv/32G7Kzs7Fu3Tq0a9dOKKNJOd6/fx/+/v7YsGGDwroHDx4gNTUVH3/8MVJTU7F3717k5eVhxIgRjdZrbm4u1wckEgkMDQ1bPeZaQ4cOldv3r7/+2mCdp0+fxrhx4zBp0iT8+eefmDRpEsaOHYuzZ8+2erxPt1NERAREIhH+7//+r8F6W6uNT5w4gdmzZ+PMmTOIi4vDo0ePEBISgvv37wtlWtLHW6uNG4tXXfuxOmisb7733nuIiYnB999/j5ycHLz33nuYO3cu9u/fL5SZP38+oqOjERUVhd9//x0VFRUYNmwYampq2ioNgbL6rrrkpKy+rSn5PGnfvn04e/YsHB0dFdapSz6MMcbqQKzZLC0t6bvvviOZTEb29va0Zs0aYV1VVRVZWFjQN998o8IIW6a8vJw6depEcXFx1K9fP5o3bx4RkVbkuXz5cvL3969znTbk98EHH1CfPn3qXa/JOQKg6OjoBsskJSURALp06VK9ZbZv304WFhbKDa4edcUcHh5OYWFhzapn7NixNHToULlloaGhNH78+GeMUF5T2jgsLIwGDhzYYJm2bOPS0lICQCdOnCCilvfxtmrjp+Oti7r1Y3VQV9/09fWlf/zjH3LLAgMDadmyZUREdPfuXdLX16eoqChh/bVr10hHR4diYmJaPebGtKTvqnNOLenbmpjP1atXqUOHDnT+/HlydXWlL7/8Ulinzvkwxhgj4jM9mqGmpgZRUVG4f/8+goODUVxcjJKSEoSEhAhlxGIx+vXrh1OnTqkw0paZPXs2Xn31VQwePFhuubbkmZ+fD0dHR7i7u2P8+PEoKioCoB35HThwAEFBQRgzZgxsbW0REBCAb7/9VlivDTk2pKysDCKRSO7MlrpUVFTA1dUVTk5OGDZsGNLS0tomwP86fvw4bG1t8eKLL2LGjBkoLS1tsPzp06fljhkAhIaGtvkxu3HjBg4fPoxp06Y1Wrat2risrAwAYGVlBaDlfbyt2vjpeOsrown9WNX69OmDAwcO4Nq1ayAiJCQkIC8vD6GhoQCAlJQUVFdXyx1XR0dHdO7cWS1e71rSd9U5p5b0bU3LRyaTYdKkSVi0aBF8fX0VtlHnfBhjjPHlLU2SmZkJU1NTiMVizJo1C9HR0fDx8UFJSQkAwM7OTq68nZ2dsE5TREVFITU1FatXr1ZYpw159ujRAzt37kRsbCy+/fZblJSUoFevXrh165ZW5FdUVITNmzejU6dOiI2NxaxZs/Duu+9i586dALTjGNanqqoKS5YswYQJE2Bubl5vOS8vL+zYsQMHDhzA7t27YWhoiN69eyM/P79N4nz55Zfxww8/4NixY1i3bh2Sk5MxcOBASKXSercpKSlRi2MWGRkJMzMzjBo1qsFybdXGRIT3338fffr0QefOnQG0vI+3RRvXFe/TNKUfq4P169fDx8cHTk5OMDAwwNChQ7Fp0yb06dMHwONjamBgAEtLS7nt1OH1rqV9V11zamnf1rR81q5dCz09Pbz77rt1bqeu+TDGGHtMT9UBaAJPT0+kp6fj7t27+OWXXxAeHo4TJ04I60UikVx5IlJYps6uXLmCefPm4ciRIw1eF67Jeb788svC335+fggODsYLL7yAyMhI4WaSmpyfTCZDUFAQPv30UwBAQEAAsrKysHnzZkyePFkop8k51qW6uhrjx4+HTCbDpk2bGizbs2dPuRuH9u7dG4GBgfj3v/+N9evXt3aoGDdunPB3586dERQUBFdXVxw+fLjByQR1OGYRERGYOHFio/eNaKs2njNnDjIyMvD7778rrGtJe7V2GzcUL6BZ/VgdrF+/HmfOnMGBAwfg6uqKkydP4p133oGDg4PCmYpPUofXO2X3XVXnpMy+DahnPikpKfj666+Rmpra7NhUnQ9jjLHH+EyPJjAwMEDHjh0RFBSE1atXw9/fH19//bXw6x9Pz+KXlpYqfGOjzlJSUlBaWopu3bpBT08Penp6OHHiBNavXw89PT0hF03P80kmJibw8/NDfn6+VhxHBwcH+Pj4yC3z9vbG5cuXAUArcnxadXU1xo4di+LiYsTFxTX47XhddHR00L17d5V9Q+7g4ABXV9cG929vb6/yY5aYmIjc3FxMnz692du2RhvPnTsXBw4cQEJCApycnITlLe3jrd3G9cVbS9P7cVurrKzE0qVL8cUXX2D48OHo0qUL5syZg3HjxuFf//oXgMfH9OHDh7hz547ctqp+vXuWvquOOT1L39akfBITE1FaWgoXFxfhPdKlS5ewYMECuLm5AVDPfBhjjP0PT3q0ABFBKpXC3d0d9vb2iIuLE9Y9fPgQJ06cQK9evVQYYfMMGjQImZmZSE9PFx5BQUGYOHEi0tPT4eHhoRV5PkkqlSInJwcODg5acRx79+6t8BN7eXl5cHV1BQCtyPFJtW+m8/PzER8fD2tr62bXQURIT0+Hg4NDK0TYuFu3buHKlSsN7j84OFjumAHAkSNH2vSYbdu2Dd26dYO/v3+zt1VmGxMR5syZg7179+LYsWNwd3eXW9/SPt5abdxYvIB29OO2Vl1djerqaujoyL990dXVhUwmAwB069YN+vr6csdVIpHg/PnzKnm9U0bfVaeclNG3NSmfSZMmISMjQ+49kqOjIxYtWoTY2Fi1y4cxxlgd2uiGqRrrww8/pJMnT1JxcTFlZGTQ0qVLSUdHh44cOUJERGvWrCELCwvau3cvZWZm0uuvv04ODg507949FUf+bJ789RYizc9zwYIFdPz4cSoqKqIzZ87QsGHDyMzMjC5evEhEmp9fUlIS6enp0SeffEL5+fn0ww8/kLGxMX3//fdCGU3Ksby8nNLS0igtLY0A0BdffEFpaWl06dIlqq6uphEjRpCTkxOlp6eTRCIRHlKpVKhj0qRJtGTJEuH5ihUrKCYmhgoLCyktLY3efPNN0tPTo7Nnz7Z6zOXl5bRgwQI6deoUFRcXU0JCAgUHB1OHDh3k2v/pmP/44w/S1dWlNWvWUE5ODq1Zs4b09PTozJkzrRpvrbKyMjI2NqbNmzfXWUdbtvHbb79NFhYWdPz4cblj/uDBA6FMU/p4W7VxY/Gqaz9WB431zX79+pGvry8lJCRQUVERbd++nQwNDWnTpk1CHbNmzSInJyeKj4+n1NRUGjhwIPn7+9OjR4/aPB9l9V11yUlZfVtT8qnL07/eQqQ++TDGGFPEkx6NmDp1Krm6upKBgQHZ2NjQoEGDhAkPosc/Nbd8+XKyt7cnsVhMffv2pczMTBVGrBxPT3poep7jxo0jBwcH0tfXJ0dHRxo1ahRlZWUJ6zU9PyKigwcPUufOnUksFpOXlxdt3bpVbr0m5ZiQkEAAFB7h4eFUXFxc5zoAlJCQINTRr18/Cg8PF57Pnz+fXFxchLEcEhJCp06dapOYHzx4QCEhIWRjY0P6+vrk4uJC4eHhdPnyZbk6no6ZiGjPnj3k6elJ+vr65OXlRb/88kurx1try5YtZGRkRHfv3q2zjrZs4/qO+fbt24UyTenjbdXGjcWrrv1YHTTWNyUSCU2ZMoUcHR3J0NCQPD09ad26dSSTyYQ6Kisrac6cOWRlZUVGRkY0bNgwhfHWVpTVd9UlJ2X1bU3Jpy51TXqoSz6MMcYUiYiIWn6eCGOMMcYYY4wxxph64nt6MMYYY4wxxhhjTCvxpAdjjDHGGGOMMca0Ek96MMYYY4wxxhhjTCvxpAdjjDHGGGOMMca0Ek96MMYYY4wxxhhjTCvxpAdjjDHGGGOMMca0Ek96MMYYY4wxxhhjTCvxpIcWOn78OEQiEe7evavqUDTKxYsXIRKJkJ6e3uxtjx07Bi8vL8hkMuUH1ogNGzZgxIgRbb5f1jAeh42bMmUKRo4c2aJt+/btix9//FG5ATWBVCqFi4sLUlJS2nzfz7v+/ftj/vz5wnM3Nzd89dVXKotHk61YsQJdu3Zt0baTJk3Cp59+qtyAmqh79+7Yu3evSvbNGGNMc/Gkh5opKSnB3Llz4eHhAbFYDGdnZwwfPhxHjx5VdWhK8SwTC8r0LB+26rJ48WJ89NFH0NFp+yE1Y8YMJCcn4/fff2/zfWur52Uc1j7MzMzg6+uL2bNnIz8/v9X2p6xxf+jQIZSUlGD8+PFKqa85xGIxFi5ciA8++KDN963tpkyZItcvax8FBQV1lk9OTsbMmTPbOMqme5aJBWUSiUTYt2+fUurKyMjA4cOHMXfuXKXU11wff/wxlixZopIvGBhjjGkunvRQIxcvXkS3bt1w7NgxfPbZZ8jMzERMTAwGDBiA2bNnqzo8Vo9Tp04hPz8fY8aMUcn+xWIxJkyYgH//+98q2b+2eZ7GYXx8PCQSCf788098+umnyMnJgb+/v9pP7qxfvx5vvvmmSiYZAWDixIlITExETk6OSvavzYYOHQqJRCL3cHd3r7OsjY0NjI2N2zhCRQ8fPlR1CG1mw4YNGDNmDMzMzFSy/1dffRVlZWWIjY1Vyf4ZY4xpJp70UCPvvPMORCIRkpKSMHr0aLz44ovw9fXF+++/jzNnzgCo+xvTu3fvQiQS4fjx43XWu2PHDrRr1w6HDh2Cp6cnjI2NMXr0aNy/fx+RkZFwc3ODpaUl5s6di5qaGmG7hw8fYvHixejQoQNMTEzQo0cPuX3U1hsbGwtvb2+YmpoKb1hbiojw2WefwcPDA0ZGRvD398fPP/8srK+9ZODo0aMICgqCsbExevXqhdzcXLl6Vq1aBVtbW5iZmWH69OlYsmSJ8I3bihUrEBkZif379wvfJD6ZV1FREQYMGABjY2P4+/vj9OnTDcYcFRWFkJAQGBoaCstqv+GLiIiAi4sLTE1N8fbbb6OmpgafffYZ7O3tYWtri08++USuLpFIhC1btmDYsGEwNjaGt7c3Tp8+jYKCAvTv3x8mJiYIDg5GYWGh3HYjRozAvn37UFlZ2ZzmZnV4nsahtbU17O3t4eHhgbCwMMTHx6NHjx6YNm2aXAwHDx5Et27dYGhoCA8PD6xcuRKPHj0S1otEImzevBkvv/wyjIyM4O7ujj179gjraz+0BgQEQCQSoX///nJx/Otf/4KDgwOsra0xe/ZsVFdX1xvzzZs3ER8fr3BJV0vGTkvHqbW1NXr16oXdu3c32sasecRiMezt7eUeurq6dZZ9+vKWxvph7biNiopCr169YGhoCF9fX4Uxm52djVdeeQWmpqaws7PDpEmTcPPmTWF9//79MWfOHLz//vto3749hgwZ0qJcr127hnHjxsHS0hLW1tYICwvDxYsXhfW1ZyQ2ND4kEgleffVVId8ff/xRrl3c3NwAAK+99hpEIpHwvNauXbvg5uYGCwsLjB8/HuXl5fXGK5PJsGfPHoWx5+bmhlWrVmHy5MkwNTWFq6sr9u/fj7/++gthYWEwNTWFn58fzp07J2zT0tdDXV1dvPLKKzz2GGOMNQ8xtXDr1i0SiUT06aefNliuuLiYAFBaWpqw7M6dOwSAEhISiIgoISGBANCdO3eIiGj79u2kr69PQ4YModTUVDpx4gRZW1tTSEgIjR07lrKysujgwYNkYGBAUVFRQr0TJkygXr160cmTJ6mgoIA+//xzEovFlJeXJ1fv4MGDKTk5mVJSUsjb25smTJjQrPiftHTpUvLy8qKYmBgqLCyk7du3k1gspuPHj8vl1qNHDzp+/DhlZWXRSy+9RL169RLq+P7778nQ0JAiIiIoNzeXVq5cSebm5uTv709EROXl5TR27FgaOnQoSSQSkkgkJJVKhdi8vLzo0KFDlJubS6NHjyZXV1eqrq6uNyd/f39as2aN3LLly5eTqakpjR49mrKysujAgQNkYGBAoaGhNHfuXLpw4QJFREQQADp9+rSwHQDq0KED/fTTT5Sbm0sjR44kNzc3GjhwIMXExFB2djb17NmThg4dKre/iooKEolEQjuxluFxSBQdHU0A6OzZs0REFBMTQ+bm5rRjxw4qLCykI0eOkJubG61YsULYBgBZW1vTt99+S7m5ubRs2TLS1dWl7OxsIiJKSkoiABQfH08SiYRu3bpFRETh4eFkbm5Os2bNopycHDp48CAZGxvT1q1b6409OjqaTExMqKamRm55S8ZOS8cpEdHixYupf//+9cbJmi88PJzCwsLqXd+vXz+aN2+e8NzV1ZW+/PJL4Xlj/bC23zs5OdHPP/9M2dnZNH36dDIzM6ObN28SEdH169epffv29OGHH1JOTg6lpqbSkCFDaMCAAXJxmJqa0qJFi+jChQuUk5NTZ7zLly8X/u887f79+9SpUyeaOnUqZWRkUHZ2Nk2YMIE8PT1JKpUK7dHY+Bg8eDB17dqVzpw5QykpKdSvXz8yMjIS2qW0tJQA0Pbt20kikVBpaakQm6mpKY0aNYoyMzPp5MmTZG9vT0uXLq23/dPS0ggAlZSUyC13dXUlKysr+uabbygvL4/efvttMjMzo6FDh9J//vMfYTx6e3uTTCYjopa/HhIRbdq0idzc3OqNkzHGGHsaT3qoibNnzxIA2rt3b4PlWvphCwAVFBQI27z11ltkbGxM5eXlwrLQ0FB66623iIiooKCARCIRXbt2TW7/gwYNog8//LDeejdu3Eh2dnbNir9WRUUFGRoa0qlTp+SWT5s2jV5//XW53OLj44X1hw8fJgBUWVlJREQ9evSg2bNny9XRu3dvuTefdb25ro3tu+++E5ZlZWURgHrf1BIRWVhY0M6dO+WWLV++nIyNjenevXvCstDQUHJzc5P7sObp6UmrV68WngOgZcuWCc9Pnz5NAGjbtm3Cst27d5OhoaFCHJaWlrRjx45642SN43FIlJOTQwDop59+IiKil156SWESaNeuXeTg4CA8B0CzZs2SK9OjRw96++23G9xfeHg4ubq60qNHj4RlY8aMoXHjxtUb+5dffkkeHh4Ky1sydlo6TomIvv76a/7gpWTh4eGkq6tLJiYmwmP06NHC+qZMejSlHz45SV1dXU1OTk60du1aIiL6+OOPKSQkRK6OK1euEADKzc0V4ujatWuj+TQ06bFt2zby9PQUJgGIiKRSKRkZGVFsbKzQHg2Nj9qxmpycLKzPz88nAArtEh0drRDb031/0aJF1KNHj3rziY6OJl1dXbmYiR4fhzfeeEN4LpFICAB9/PHHwrLa8SiRSIioZa+Htfbv3086OjoKE5+MMcZYffSUeNIIewZEBODx6bmtwdjYGC+88ILw3M7ODm5ubjA1NZVbVlpaCgBITU0FEeHFF1+Uq0cqlcLa2rreeh0cHIQ6mis7OxtVVVUKpwo/fPgQAQEBcsu6dOkit08AKC0thYuLC3Jzc/HOO+/Ilf/b3/6GY8eONSmO+ur28vKqs3xlZaXcpS213Nzc5K57trOzg66urtx9CJ5s87r2b2dnBwDw8/OTW1ZVVYV79+7B3NxcWG5kZIQHDx40KUdWNx6Him2QkpKC5ORkuUs8ampqUFVVhQcPHgj3VAgODparJzg4uEk3LvX19ZW7fMHBwQGZmZn1lq9vvAEtGzstHac83lrHgAEDsHnzZuG5iYlJs7ZvSj98soyenh6CgoKE+7OkpKQgISFBbkzWKiwsFMZiUFBQs+J6WkpKCgoKChTujVFVVSV3CVZD4yM3Nxd6enoIDAwU1nfs2BGWlpZNiuHpvt/Y60ZlZSXEYnGdr49NGXvA4/+l9vb2AJr/eljLyMgIMpkMUqkURkZGTcqVMcbY840nPdREp06dIBKJkJOT0+CvitS+Ea/9YAKgwevfa+nr68s9F4lEdS6rvSO6TCaDrq4uUlJSFK6nfvINSV11PBlbc9Tu+/Dhw+jQoYPcOrFYLPf8yf3WvgF78m7uT78pa05MjdX9tPbt2+POnTsN1lNbV0Nt3tD+mxLT7du3YWNjU2+crHE8DiF8+Ku9D4dMJsPKlSsxatQohbL1TT48GUdjmjImnlTfeHu6rqaOnZaOUx5vrcPExAQdO3ZUap1N6YdP9o3hw4dj7dq1CmVqJ8GB5k/GPE0mk6Fbt2744YcfFNY92a8a6ov1jfGmjv2WjL0HDx7g4cOHMDAwqLeuthh7xsbGPOHBGGOsyfhGpmrCysoKoaGh2LhxI+7fv6+w/u7duwD+92boyZsUtsbPvwYEBKCmpgalpaXo2LGj3KP2Wxpl8/HxgVgsxuXLlxX26ezs3OR6PD09kZSUJLfsyRuoAYCBgYHczdGeRUBAALKzs5VSV0sVFhaiqqpK4YwY1jzP+ziUyWRYv3493N3dhb4UGBiI3Nxchf137NhR7myI2pu8Pvm89uyo2g9IyhhzAQEBKCkpqXfio62cP3+ex5saaqgf1lXm0aNHSElJEcoEBgYiKysLbm5uCv39WSc6nhQYGIj8/HzY2toq7MfCwqJJdXh5eeHRo0dIS0sTlhUUFAivU7X09fWVMvZqbwau6v9358+flzu7hTHGGGsMT3qokU2bNqGmpgZ/+9vf8MsvvyA/Px85OTlYv369cDqukZERevbsiTVr1iA7OxsnT57EsmXLlB7Liy++iIkTJ2Ly5MnYu3cviouLkZycjLVr1+LXX3995vpzc3ORnp4u9xCLxVi4cCHee+89REZGorCwEGlpadi4cSMiIyObXPfcuXOxbds2REZGIj8/H6tWrUJGRobct31ubm7IyMhAbm4ubt682aRv6esTGhqK33//vcXbK0NiYiI8PDzkThVmLfM8jcNbt26hpKQERUVFOHDgAAYPHoykpCRs27ZNOLPk73//O3bu3IkVK1YgKysLOTk5+OmnnxTy3bNnDyIiIpCXl4fly5cjKSkJc+bMAQDY2trCyMgIMTExuHHjBsrKylocc0BAAGxsbPDHH3+0PHElSExMREhIiEpjYIoa6oe1Nm7ciOjoaFy4cAGzZ8/GnTt3MHXqVADA7Nmzcfv2bbz++utISkpCUVERjhw5gqlTp7Zo4qCyslLhf11BQQEmTpyI9u3bIywsDImJiSguLsaJEycwb948XL16tUl1e3l5YfDgwZg5cyaSkpKQlpaGmTNnwsjISOH/3dGjR595stDGxgaBgYFq8f+Oxx5jjLHm4EkPNeLu7o7U1FQMGDAACxYsQOfOnTFkyBAcPXpU7hrniIgIVFdXIygoCPPmzcOqVataJZ7t27dj8uTJWLBgATw9PTFixAicPXu2WWdd1Gf8+PEICAiQe1y/fh3//Oc/8fe//x2rV6+Gt7c3QkNDcfDgQeFU+6aYOHEiPvzwQyxcuBCBgYEoLi7GlClT5E7FnzFjBjw9PREUFPTMH6DeeOMNZGdnK/xsblvavXs3ZsyYobL9a5PnaRwOHjwYDg4O8PPzw5IlS+Dt7Y2MjAwMGDBAKBMaGopDhw4hLi4O3bt3R8+ePfHFF1/A1dVVrq6VK1ciKioKXbp0QWRkJH744Qf4+PgAeHzfhPXr12PLli1wdHREWFhYi2PW1dXF1KlT67wsoK2cPn0aZWVlGD16tMpiYHVrqB/WWrNmDdauXQt/f38kJiZi//79aN++PQDA0dERf/zxB2pqahAaGorOnTtj3rx5sLCwkDuzqany8vIU/tdNnz4dxsbGOHnyJFxcXDBq1Ch4e3tj6tSpqKyslLtXU2N27twJOzs79O3bF6+99hpmzJgBMzMzuf9369atQ1xcHJydnZ/57KSZM2eqdOxdu3YNp06dwptvvqmyGBhjjGkeEbX0wm/GNMiQIUNgb2+PXbt2tUr9ixcvRllZGbZs2dIq9Tfk/PnzGDRoEPLy8pp8WjRjyiQSiRAdHd3gfVCU6caNG/D19UVKSorC5EtbGDNmDAICArB06dI23zerX2P98OLFi3B3d0daWppwqYa2uXr1KpydnREfH49BgwYpvf6qqip4enoiKipK4aaxbWHRokUoKyvD1q1b23zfjDHGNBffyJRpnQcPHuCbb75BaGgodHV1sXv3bsTHxyMuLq7V9vnRRx9h48aNqKmpUbjhZGu7fv06du7cyRMe7LlhZ2eHbdu24fLly20+6SGVSuHv74/33nuvTffLWF2OHTuGiooK+Pn5QSKRYPHixXBzc0Pfvn1bZX+GhobYuXMnbt682Sr1N8bW1hYLFy5Uyb4ZY4xpLj7Tg2mdyspKDB8+HKmpqZBKpfD09MSyZcvq/PUJxtiza+szPRiry/N4pkdsbCwWLFiAoqIimJmZoVevXvjqq69UcgYUY4wxpq540oMxxhhjjDHGGGNaiW9kyhhjjDHGGGOMMa3Ekx6MMcYYY4wxxhjTSjzpwRhjjDHGGGOMMa3Ekx6MMcYYY4wxxhjTSjzpwRhjjDHGGGOMMa3Ekx6MMcYYY4wxxhjTSjzpwRhjjDHGGGOMMa3Ekx6MMcYYY4wxxhjTSjzpwRhjjDHGGGOMMa30/y7O4jReZpYbAAAAAElFTkSuQmCC",
+ "text/plain": [
+ "
"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
}
],
"source": [
@@ -547,7 +558,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 7,
"id": "791232d7",
"metadata": {
"execution": {
@@ -710,7 +721,7 @@
"[334 rows x 5 columns]"
]
},
- "execution_count": 6,
+ "execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
@@ -722,7 +733,7 @@
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": 8,
"id": "44aaf953",
"metadata": {
"execution": {
@@ -1146,7 +1157,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.8"
+ "version": "3.11.7"
},
"vscode": {
"interpreter": {
diff --git a/_sources/notebooks/3-model-sharing.ipynb b/_sources/notebooks/3-model-sharing.ipynb
index 9484a21..a0df2f3 100644
--- a/_sources/notebooks/3-model-sharing.ipynb
+++ b/_sources/notebooks/3-model-sharing.ipynb
@@ -172,19 +172,7 @@
"shell.execute_reply": "2022-12-13T01:42:17.575770Z"
}
},
- "outputs": [
- {
- "ename": "ModuleNotFoundError",
- "evalue": "No module named 'sklearn'",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [3], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mmodel_selection\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m train_test_split\n\u001b[0;32m 2\u001b[0m num_features \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCulmen Length (mm)\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCulmen Depth (mm)\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mFlipper Length (mm)\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[0;32m 3\u001b[0m cat_features \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSex\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n",
- "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'sklearn'"
- ]
- }
- ],
+ "outputs": [],
"source": [
"from sklearn.model_selection import train_test_split\n",
"num_features = [\"Culmen Length (mm)\", \"Culmen Depth (mm)\", \"Flipper Length (mm)\"]\n",
@@ -199,7 +187,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "First we'll build a quick model, like in [the Data notebook](/notebooks/0-basic-data-prep-and-model.html)."
+ "First we'll build a quick model, as we did in [the Data notebook](/notebooks/0-basic-data-prep-and-model.html)."
]
},
{
@@ -215,15 +203,14 @@
},
"outputs": [
{
- "ename": "ModuleNotFoundError",
- "evalue": "No module named 'sklearn'",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [4], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msvm\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m SVC\n\u001b[0;32m 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcompose\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m ColumnTransformer\n\u001b[0;32m 3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpipeline\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m Pipeline\n",
- "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'sklearn'"
- ]
+ "data": {
+ "text/plain": [
+ "1.0"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
}
],
"source": [
@@ -242,7 +229,7 @@
"\n",
"model = Pipeline(steps=[\n",
" ('preprocessor', preprocessor),\n",
- " ('classifier', SVC()),\n",
+ " ('classifier', SVC(random_state=42)),\n",
"])\n",
"\n",
"model.fit(X_train, y_train)\n",
@@ -292,15 +279,14 @@
},
"outputs": [
{
- "ename": "ModuleNotFoundError",
- "evalue": "No module named 'joblib'",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [6], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mjoblib\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m dump, load\n\u001b[0;32m 3\u001b[0m dump(model, MODEL_EXPORT_FILE)\n\u001b[0;32m 5\u001b[0m clf \u001b[38;5;241m=\u001b[39m load(MODEL_EXPORT_FILE)\n",
- "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'joblib'"
- ]
+ "data": {
+ "text/plain": [
+ "1.0"
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
}
],
"source": [
@@ -506,7 +492,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.8"
+ "version": "3.11.7"
},
"vscode": {
"interpreter": {
diff --git a/_sources/notebooks/5-interpretability.ipynb b/_sources/notebooks/5-interpretability.ipynb
index b00dd83..b1b7a32 100644
--- a/_sources/notebooks/5-interpretability.ipynb
+++ b/_sources/notebooks/5-interpretability.ipynb
@@ -4,13 +4,26 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "# Interpretability & Model Inspection\n",
+ "# Explainability, Interpretability & Model Inspection\n",
"\n",
- "One way to probe the models we build is to test them against the established knowledge of domain experts. In this final section, we’ll explore how to build intuitions about our machine learning model and avoid pitfalls like spurious correlations. These methods for model interpretability increase our trust into models, but they can also serve as an additional level of reproducibility in our research and a valuable research artefact that can be discussed in a publication.\n",
+ "One way to probe the models we build is to test them against the established knowledge of domain experts. \n",
"\n",
- "This part of the tutorial will also go into some considerations why the feature importance of tree-based methods can serve as a start but often shouldn’t be used as the sole source of truth regarding feature interpretation of our applied research.\n",
+ "In this section, we’ll explore how to build intuitions about our machine learning model and avoid pitfalls like spurious correlations. These methods for model interpretability increase our trust into models, but they can also serve as an additional level of reproducibility in our research and a valuable research artefact that can be discussed in a publication.\n",
"\n",
- "This section will introduce tools like `shap`, discuss feature importance, and manual inspection of models.\n",
+ "We will also go into some considerations why the feature importance of tree-based methods can serve as a start but often shouldn’t be used as the sole source of truth regarding feature interpretation of our applied research.\n",
+ "\n",
+ "Let's answer some common questions about explainable AI, and ML interpretability first. For one, there's a question of the difference between explainability and interpretability. You can make the distinction that some models are inherently more interpretable, these methods can include linear models, [RuleFit](https://christophm.github.io/interpretable-ml-book/rulefit.html) and decision trees. Explainability is often used as a post-hoc method to explain a models behaviour afterwards. Realistically, interpretability and explainability or often used interchangeably.\n",
+ "\n",
+ "Generally, we can distinguish between different types of explainability:\n",
+ "\n",
+ "- Local: Explaining why a prediction was made for a specific data sample.\n",
+ "- Global: How a model generally behaves.\n",
+ "\n",
+ "Local methods are great for transparency, such as, explaining why a person's loan was denied. They're not great for general conclusions about model performance, however, since a single sample cannot be representative of a dataset. Local explainability is often used in publications as a story-telling device to build intuition, but shouldn't stand alone.\n",
+ "\n",
+ "Global methods are more appropriate for model inspection. They can explain the general trends in a model, such as the importance of features in the data. These can be used to evaluate a model against the intuition of domain experts and established knowledge. These global methods can also be used to evaluate the model against a test data set.\n",
+ "\n",
+ "This section will introduce tools like `shap` and partial dependence plots, discuss feature importance, and manual inspection of neural network models.\n",
"\n",
"First we'll split the data from [the Data notebook](/notebooks/0-basic-data-prep-and-model.html) and load the model from [the Sharing notebook](https://ml.recipes/notebooks/3-model-sharing.html)."
]
@@ -37,7 +50,7 @@
},
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": 3,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:22.195750Z",
@@ -136,7 +149,7 @@
"4 Adelie Penguin (Pygoscelis adeliae) "
]
},
- "execution_count": 2,
+ "execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
@@ -149,7 +162,7 @@
},
{
"cell_type": "code",
- "execution_count": 3,
+ "execution_count": 4,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:22.598821Z",
@@ -158,19 +171,7 @@
"shell.execute_reply": "2022-12-13T01:42:22.766350Z"
}
},
- "outputs": [
- {
- "ename": "ModuleNotFoundError",
- "evalue": "No module named 'sklearn'",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [3], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mmodel_selection\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m train_test_split\n\u001b[0;32m 2\u001b[0m num_features \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCulmen Length (mm)\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCulmen Depth (mm)\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mFlipper Length (mm)\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[0;32m 3\u001b[0m cat_features \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSex\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n",
- "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'sklearn'"
- ]
- }
- ],
+ "outputs": [],
"source": [
"from sklearn.model_selection import train_test_split\n",
"num_features = [\"Culmen Length (mm)\", \"Culmen Depth (mm)\", \"Flipper Length (mm)\"]\n",
@@ -183,7 +184,7 @@
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": 6,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:22.769350Z",
@@ -194,15 +195,14 @@
},
"outputs": [
{
- "ename": "ModuleNotFoundError",
- "evalue": "No module named 'sklearn'",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [4], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msvm\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m SVC\n\u001b[0;32m 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcompose\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m ColumnTransformer\n\u001b[0;32m 3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpipeline\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m Pipeline\n",
- "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'sklearn'"
- ]
+ "data": {
+ "text/plain": [
+ "1.0"
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
}
],
"source": [
@@ -243,7 +243,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 8,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:22.800386Z",
@@ -255,14 +255,11 @@
},
"outputs": [
{
- "ename": "ModuleNotFoundError",
- "evalue": "No module named 'sklearn'",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [5], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01minspection\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m PartialDependenceDisplay, partial_dependence, plot_partial_dependence\n\u001b[0;32m 3\u001b[0m pd_results \u001b[38;5;241m=\u001b[39m partial_dependence(model, X_train\u001b[38;5;241m.\u001b[39msample(\u001b[38;5;241m20\u001b[39m), num_features)\n\u001b[0;32m 4\u001b[0m pd_results\n",
- "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'sklearn'"
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "dict_keys(['average', 'values'])\n",
+ "Example Values: [36.7 40.7 42. 45.2 46.8], Average: [2.22617785 2.22582212 2.22447596 2.21217622 1.92981706]\n"
]
}
],
@@ -271,7 +268,7 @@
"from matplotlib import pyplot as plt\n",
"\n",
"\n",
- "pd_results = partial_dependence(model, X_train.sample(20), num_features)\n",
+ "pd_results = partial_dependence(model, X_train.sample(5), num_features)\n",
"print(pd_results.keys())\n",
"print(f\"Example Values: {pd_results['values'][0]}, Average: {pd_results['average'][0][0].mean(axis=0)}\")"
]
@@ -287,7 +284,7 @@
},
{
"cell_type": "code",
- "execution_count": 6,
+ "execution_count": 9,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:22.831933Z",
@@ -299,15 +296,14 @@
},
"outputs": [
{
- "ename": "NameError",
- "evalue": "name 'PartialDependenceDisplay' is not defined",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [6], line 3\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mmatplotlib\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m pyplot \u001b[38;5;28;01mas\u001b[39;00m plt\n\u001b[1;32m----> 3\u001b[0m \u001b[43mPartialDependenceDisplay\u001b[49m\u001b[38;5;241m.\u001b[39mfrom_estimator(model, X_train, [\u001b[38;5;241m0\u001b[39m,\u001b[38;5;241m1\u001b[39m,\u001b[38;5;241m2\u001b[39m], target\u001b[38;5;241m=\u001b[39m\u001b[38;5;28mlist\u001b[39m(y_train\u001b[38;5;241m.\u001b[39munique())[\u001b[38;5;241m0\u001b[39m])\n\u001b[0;32m 4\u001b[0m plt\u001b[38;5;241m.\u001b[39mshow()\n",
- "\u001b[1;31mNameError\u001b[0m: name 'PartialDependenceDisplay' is not defined"
- ]
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "
"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
}
],
"source": [
@@ -539,8 +530,7 @@
" rf, X_train, y_train, n_repeats=10, random_state=42\n",
")\n",
"\n",
- "fi_rf_train = pd.Series(result.importances_mean, index=features)\n",
- "fi_rf_train.plot.bar()\n",
+ "pd.Series(result.importances_mean, index=features).plot.bar()\n",
"plt.show()"
]
},
@@ -554,12 +544,14 @@
"\n",
"These differences can be much more pronounced in more complex models.\n",
"\n",
- "The really neat feature is however, that we can apply this to the SVM model, which does not have internal importances!"
+ "The really neat feature is however, that we can apply this to the SVM model, which does not have internal importances!\n",
+ "\n",
+ "We can even add in uncertainties with the `n_repeats` keyword that runs the permutation importance repeatedly. "
]
},
{
"cell_type": "code",
- "execution_count": 12,
+ "execution_count": 36,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:23.405031Z",
@@ -570,15 +562,14 @@
},
"outputs": [
{
- "ename": "NameError",
- "evalue": "name 'permutation_importance' is not defined",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [12], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m result \u001b[38;5;241m=\u001b[39m \u001b[43mpermutation_importance\u001b[49m(\n\u001b[0;32m 2\u001b[0m model, X_test, y_test, n_repeats\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m10\u001b[39m, random_state\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m42\u001b[39m\n\u001b[0;32m 3\u001b[0m )\n\u001b[0;32m 5\u001b[0m pd\u001b[38;5;241m.\u001b[39mSeries(result\u001b[38;5;241m.\u001b[39mimportances_mean, index\u001b[38;5;241m=\u001b[39mfeatures)\u001b[38;5;241m.\u001b[39mplot\u001b[38;5;241m.\u001b[39mbar()\n\u001b[0;32m 6\u001b[0m plt\u001b[38;5;241m.\u001b[39mshow()\n",
- "\u001b[1;31mNameError\u001b[0m: name 'permutation_importance' is not defined"
- ]
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "
"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
}
],
"source": [
@@ -586,8 +577,7 @@
" model, X_train, y_train, n_repeats=10, random_state=42\n",
")\n",
"\n",
- "fi_svm_train = pd.Series(result.importances_mean, index=features)\n",
- "fi_svm_train.plot.bar()\n",
+ "pd.DataFrame(result.importances.T, columns=features).plot.box(figsize=(8, 5))\n",
"plt.show()"
]
},
@@ -595,33 +585,91 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "Here we can see that `Culmen length` is still the most important and `Sex` is mostly unimportant, but the relative importances of `Culmen depth` and `Flipper length` change."
+ "Here we can see that `Culmen length` is still the most important and `Sex` is mostly unimportant, but the relative importances of `Culmen depth` and `Flipper length` change.\n",
+ "\n",
+ "Another valuable insight is evaluating a model's feature importance against the training and test set. A discrepancy in the scores would suggest potential overfitting to certain features. (If you're curious, add a feature with random data in this notebook and re-run the cells!) \n",
+ "\n",
+ "In the next figure, I will show you how to combine the uncertainties from the multiple runs of the premutation importance, two models, and the train-test-split into a single figure of grouped boxplots for machine learning explainability."
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 42,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "
"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import seaborn as sns\n",
+ "\n",
+ "# Step 2: Compute permutation importance for both models\n",
+ "rf_perm_importance_train = permutation_importance(rf, X_train, y_train, n_repeats=10, random_state=42)\n",
+ "rf_perm_importance_test = permutation_importance(rf, X_test, y_test, n_repeats=10, random_state=42)\n",
+ "\n",
+ "model_perm_importance_train = permutation_importance(model, X_train, y_train, n_repeats=10, random_state=42)\n",
+ "model_perm_importance_test = permutation_importance(model, X_test, y_test, n_repeats=10, random_state=42)\n",
+ "\n",
+ "# Create DataFrames for permutation importance results\n",
+ "rf_train_df = pd.DataFrame(rf_perm_importance_train.importances.T, columns=X_train.columns)\n",
+ "rf_test_df = pd.DataFrame(rf_perm_importance_test.importances.T, columns=X_test.columns)\n",
+ "model_train_df = pd.DataFrame(model_perm_importance_train.importances.T, columns=X_train.columns)\n",
+ "model_test_df = pd.DataFrame(model_perm_importance_test.importances.T, columns=X_test.columns)\n",
+ "\n",
+ "# Add 'Group' column to identify training and testing data\n",
+ "rf_train_df[\"Group\"] = \"RF w/ train\"\n",
+ "rf_test_df[\"Group\"] = \"RF w/ test\"\n",
+ "model_train_df[\"Group\"] = \"SVM w/ train\"\n",
+ "model_test_df[\"Group\"] = \"SVM w/ test\"\n",
+ "\n",
+ "# Concatenate DataFrames\n",
+ "df = pd.concat([rf_train_df, rf_test_df, model_train_df, model_test_df])\n",
+ "\n",
+ "# Melt the DataFrame\n",
+ "melted_df = pd.melt(df, id_vars=[\"Group\"], var_name=\"Feature\", value_name=\"Permutation Importance\")\n",
+ "\n",
+ "# Plot grouped box plots using seaborn\n",
+ "plt.figure(figsize=(10, 6))\n",
+ "sns.boxplot(x=\"Feature\", y=\"Permutation Importance\", hue=\"Group\", data=melted_df, palette=\"vlag\")\n",
+ "plt.title(\"Permutation Importance of Features for Random Forest and Model\")\n",
+ "plt.xlabel(\"Feature\")\n",
+ "plt.ylabel(\"Permutation Importance\")\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
"metadata": {},
- "outputs": [],
"source": [
- "result = permutation_importance(rf, X_test, y_test, n_repeats=10, random_state=42)\n",
- "fi_rf_test = pd.Series(result, index=features)\n",
- "result = permutation_importance(model, X_test, y_test, n_repeats=10, random_state=42)\n",
- "fi_svm_test = pd.Series(result, index=features)\n",
+ "We can see that the train and test data are mostly in agreement. This is a sign that the models aren't overfit on certain features, which we covered in [the Evaluation notebook](/notebooks/1-model-evaluation.html). The random forest shows some minor discrepancy in the `Culmen Depth`, which makes sense, as random forests are generally known to fit data very closely to the point of overfitting.\n",
+ "\n",
+ "The SVM and random forest also show differences in importance in the `Culmen Depth` which shows that we can't run permutation importances on arbitrary cheaper models and evaluate the features to use for a more complex and expensive model.\n",
"\n",
- "pd.DataFrame({\"RF Train\": fi_rf_train, \"SVM Train\": fi_svm_train, \"RF Test\": fi_rf_test, \"SVM Test\": fi_svm_test}).plot.bar()"
+ "And it looks like penguins do not show sexual dimorphism, which seems to be congruent with a shallow literature search! 🐧"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
- "## Shap Inspection\n"
+ "## Shap Inspection\n",
+ "\n",
+ "SHAP (SHapley Additive exPlanations) is a powerful tool for model inspection that provides intuitive insights into individual predictions and feature contributions.\n",
+ "\n",
+ "We'll start with a small random forest and prepare the shapley values and initialise javascript for these fancy plots."
]
},
{
"cell_type": "code",
- "execution_count": 13,
+ "execution_count": 48,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:23.435736Z",
@@ -633,21 +681,20 @@
},
"outputs": [
{
- "ename": "ModuleNotFoundError",
- "evalue": "No module named 'shap'",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [13], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mshap\u001b[39;00m\n\u001b[0;32m 3\u001b[0m rf \u001b[38;5;241m=\u001b[39m RandomForestClassifier()\n\u001b[0;32m 4\u001b[0m rf\u001b[38;5;241m.\u001b[39mfit(X_train[num_features], y_train)\n",
- "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'shap'"
- ]
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 48,
+ "metadata": {},
+ "output_type": "execute_result"
}
],
"source": [
"import shap\n",
"\n",
- "rf = RandomForestClassifier()\n",
+ "rf = RandomForestClassifier(random_state=42)\n",
"rf.fit(X_train[num_features], y_train)\n",
"\n",
"explainer = shap.Explainer(rf)\n",
@@ -656,7 +703,7 @@
},
{
"cell_type": "code",
- "execution_count": 14,
+ "execution_count": 49,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:23.467824Z",
@@ -665,26 +712,14 @@
"shell.execute_reply": "2022-12-13T01:42:23.494840Z"
}
},
- "outputs": [
- {
- "ename": "NameError",
- "evalue": "name 'explainer' is not defined",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [14], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m shap_values \u001b[38;5;241m=\u001b[39m \u001b[43mexplainer\u001b[49m\u001b[38;5;241m.\u001b[39mshap_values(X_test[num_features])\n",
- "\u001b[1;31mNameError\u001b[0m: name 'explainer' is not defined"
- ]
- }
- ],
+ "outputs": [],
"source": [
"shap_values = explainer.shap_values(X_test[num_features])"
]
},
{
"cell_type": "code",
- "execution_count": 15,
+ "execution_count": 50,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:23.497841Z",
@@ -695,24 +730,63 @@
},
"outputs": [
{
- "ename": "NameError",
- "evalue": "name 'shap' is not defined",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [15], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[43mshap\u001b[49m\u001b[38;5;241m.\u001b[39minitjs()\n",
- "\u001b[1;31mNameError\u001b[0m: name 'shap' is not defined"
- ]
+ "data": {
+ "text/html": [
+ ""
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
}
],
"source": [
"shap.initjs()"
]
},
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "One of the most compelling visualizations offered by SHAP is the force plot. This plot offers a comprehensive view of how each feature contributes to the model's prediction for a specific instance (local explainability). The force plot displays the magnitude and direction of each feature's impact on the prediction, allowing users to interpret how changes in feature values affect the model's output."
+ ]
+ },
{
"cell_type": "code",
- "execution_count": 16,
+ "execution_count": 61,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:23.528566Z",
@@ -723,24 +797,55 @@
},
"outputs": [
{
- "ename": "NameError",
- "evalue": "name 'shap' is not defined",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [16], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[43mshap\u001b[49m\u001b[38;5;241m.\u001b[39mforce_plot(explainer\u001b[38;5;241m.\u001b[39mexpected_value[\u001b[38;5;241m0\u001b[39m], shap_values[\u001b[38;5;241m0\u001b[39m][\u001b[38;5;241m0\u001b[39m], feature_names\u001b[38;5;241m=\u001b[39mnum_features)\n",
- "\u001b[1;31mNameError\u001b[0m: name 'shap' is not defined"
- ]
+ "data": {
+ "text/html": [
+ "\n",
+ "
\n",
+ "
\n",
+ " Visualization omitted, Javascript library not loaded! \n",
+ " Have you run `initjs()` in this notebook? If this notebook was from another\n",
+ " user you must also trust this notebook (File -> Trust notebook). If you are viewing\n",
+ " this notebook on github the Javascript has been stripped for security. If you are using\n",
+ " JupyterLab this error is because a JupyterLab extension has not yet been written.\n",
+ "
\n",
+ " "
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 61,
+ "metadata": {},
+ "output_type": "execute_result"
}
],
"source": [
- "shap.force_plot(explainer.expected_value[0], shap_values[0][0], feature_names=num_features)"
+ "shap.force_plot(\n",
+ " explainer.expected_value[0], shap_values[0][0], feature_names=num_features, out_names=y_test.iloc[0]\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ " By examining the force plot, we can identify which features have the greatest influence on individual predictions and understand the complex interactions between features. \n",
+ " \n",
+ " Now we learn that `Culmen length` is important, and in this case it pushes the prediction against the `Culmen Depth` and `Flipper length` for the first sample in our test dataset.\n",
+ " \n",
+ " This level of transparency and interpretability is invaluable for building trust in machine learning models, as it enables users to diagnose model behavior, detect biases, and identify potential areas for improvement. Overall, SHAP force plots empower users to gain deeper insights into model predictions and make more informed decisions in various domains, including healthcare, finance, and beyond.\n",
+ "\n",
+ " But we can also create these force plots as an area chart over the entire test set. This plot orders the samples by similarity and presents them in an interactive chart."
]
},
{
"cell_type": "code",
- "execution_count": 17,
+ "execution_count": 63,
"metadata": {
"execution": {
"iopub.execute_input": "2022-12-13T01:42:23.559705Z",
@@ -751,19 +856,44 @@
},
"outputs": [
{
- "ename": "NameError",
- "evalue": "name 'shap' is not defined",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [17], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[43mshap\u001b[49m\u001b[38;5;241m.\u001b[39mforce_plot(explainer\u001b[38;5;241m.\u001b[39mexpected_value[\u001b[38;5;241m0\u001b[39m], shap_values[\u001b[38;5;241m0\u001b[39m], feature_names\u001b[38;5;241m=\u001b[39mnum_features)\n",
- "\u001b[1;31mNameError\u001b[0m: name 'shap' is not defined"
- ]
+ "data": {
+ "text/html": [
+ "\n",
+ "
\n",
+ "
\n",
+ " Visualization omitted, Javascript library not loaded! \n",
+ " Have you run `initjs()` in this notebook? If this notebook was from another\n",
+ " user you must also trust this notebook (File -> Trust notebook). If you are viewing\n",
+ " this notebook on github the Javascript has been stripped for security. If you are using\n",
+ " JupyterLab this error is because a JupyterLab extension has not yet been written.\n",
+ "
\n",
+ " "
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 63,
+ "metadata": {},
+ "output_type": "execute_result"
}
],
"source": [
- "shap.force_plot(explainer.expected_value[0], shap_values[0], feature_names=num_features)"
+ "shap.force_plot(explainer.expected_value[0], shap_values[0], feature_names=num_features, out_names=y_test.tolist())"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can make out three different sections of similar behaviour, which correspond to our three classes.\n",
+ "\n",
+ "You can hover over the different values for more information."
]
},
{
@@ -885,7 +1015,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.8"
+ "version": "3.11.7"
},
"vscode": {
"interpreter": {
diff --git a/_sources/notebooks/6-ablation-study.ipynb b/_sources/notebooks/6-ablation-study.ipynb
index 1545878..6490965 100644
--- a/_sources/notebooks/6-ablation-study.ipynb
+++ b/_sources/notebooks/6-ablation-study.ipynb
@@ -6,11 +6,17 @@
"source": [
"# Ablation Studies\n",
"\n",
- "Finally, the gold standard in building complex machine learning models is proving that each constituent part of the model contributes something to the proposed solution. \n",
+ "The gold standard in building complex machine learning models is proving that each constituent part of the model contributes something to the proposed solution. \n",
"\n",
- "Ablation studies serve to dissect machine learning models and evaluate their impact.\n",
+ "Ablation studies play a pivotal role in this process by systematically dissecting machine learning models and evaluating the impact of individual components. By selectively removing or disabling specific features, layers, or modules within the model and observing the resulting changes in performance, we can assess the significance of each component in achieving the desired outcome. \n",
"\n",
- "In this section, we’ll finally discuss how to present complex machine learning models in publications and ensure the viability of each part we engineered to solve our particular problem set."
+ "Ablation studies offer invaluable insights into the inner workings of complex models, shedding light on which elements are essential for model performance and which may be redundant or less influential. This rigorous approach not only validates the effectiveness of the model architecture but also provides guidance for model refinement and optimization, ultimately advancing the field of machine learning and enhancing the reproducibility and reliability of research findings.\n",
+ "\n",
+ "In this section, we’ll finally discuss how to present complex machine learning models in publications and ensure the viability of each part we engineered to solve our particular problem set. \n",
+ "\n",
+ "(Granted on a toy problem, so there's not too much we can ablate...)\n",
+ "\n",
+ "First we'll build a quick model, as we did in [the Data notebook](/notebooks/0-basic-data-prep-and-model.html)."
]
},
{
@@ -173,19 +179,7 @@
"shell.execute_reply": "2022-12-13T01:42:26.143532Z"
}
},
- "outputs": [
- {
- "ename": "ModuleNotFoundError",
- "evalue": "No module named 'sklearn'",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [4], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mmodel_selection\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m train_test_split\n\u001b[0;32m 2\u001b[0m num_features \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCulmen Length (mm)\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCulmen Depth (mm)\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mFlipper Length (mm)\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[0;32m 3\u001b[0m cat_features \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSex\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n",
- "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'sklearn'"
- ]
- }
- ],
+ "outputs": [],
"source": [
"from sklearn.model_selection import train_test_split\n",
"num_features = [\"Culmen Length (mm)\", \"Culmen Depth (mm)\", \"Flipper Length (mm)\"]\n",
@@ -209,15 +203,45 @@
},
"outputs": [
{
- "ename": "ModuleNotFoundError",
- "evalue": "No module named 'sklearn'",
- "output_type": "error",
- "traceback": [
- "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
- "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)",
- "Cell \u001b[1;32mIn [5], line 2\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mnumpy\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mnp\u001b[39;00m\n\u001b[1;32m----> 2\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01msvm\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m SVC\n\u001b[0;32m 3\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mcompose\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m ColumnTransformer\n\u001b[0;32m 4\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01msklearn\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpipeline\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m Pipeline\n",
- "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'sklearn'"
- ]
+ "data": {
+ "text/html": [
+ "
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
One way to probe the models we build is to test them against the established knowledge of domain experts. In this final section, we’ll explore how to build intuitions about our machine learning model and avoid pitfalls like spurious correlations. These methods for model interpretability increase our trust into models, but they can also serve as an additional level of reproducibility in our research and a valuable research artefact that can be discussed in a publication.
-
This part of the tutorial will also go into some considerations why the feature importance of tree-based methods can serve as a start but often shouldn’t be used as the sole source of truth regarding feature interpretation of our applied research.
-
This section will introduce tools like shap, discuss feature importance, and manual inspection of models.
+
+
5.3. Explainability, Interpretability & Model Inspection#
+
One way to probe the models we build is to test them against the established knowledge of domain experts.
+
In this section, we’ll explore how to build intuitions about our machine learning model and avoid pitfalls like spurious correlations. These methods for model interpretability increase our trust into models, but they can also serve as an additional level of reproducibility in our research and a valuable research artefact that can be discussed in a publication.
+
We will also go into some considerations why the feature importance of tree-based methods can serve as a start but often shouldn’t be used as the sole source of truth regarding feature interpretation of our applied research.
+
Let’s answer some common questions about explainable AI, and ML interpretability first. For one, there’s a question of the difference between explainability and interpretability. You can make the distinction that some models are inherently more interpretable, these methods can include linear models, RuleFit and decision trees. Explainability is often used as a post-hoc method to explain a models behaviour afterwards. Realistically, interpretability and explainability or often used interchangeably.
+
Generally, we can distinguish between different types of explainability:
+
+
Local: Explaining why a prediction was made for a specific data sample.
+
Global: How a model generally behaves.
+
+
Local methods are great for transparency, such as, explaining why a person’s loan was denied. They’re not great for general conclusions about model performance, however, since a single sample cannot be representative of a dataset. Local explainability is often used in publications as a story-telling device to build intuition, but shouldn’t stand alone.
+
Global methods are more appropriate for model inspection. They can explain the general trends in a model, such as the importance of features in the data. These can be used to evaluate a model against the intuition of domain experts and established knowledge. These global methods can also be used to evaluate the model against a test data set.
+
This section will introduce tools like shap and partial dependence plots, discuss feature importance, and manual inspection of neural network models.
First we’ll split the data from the Data notebook and load the model from the Sharing notebook.
@@ -605,7 +614,7 @@
5.3.1. Partial Dependence for Machine Le
frommatplotlibimportpyplotasplt
-pd_results=partial_dependence(model,X_train.sample(20),num_features)
+pd_results=partial_dependence(model,X_train.sample(5),num_features)print(pd_results.keys())print(f"Example Values: {pd_results['values'][0]}, Average: {pd_results['average'][0][0].mean(axis=0)}")
5.3.1.1. Feature importances with Tree i
rf,X_train,y_train,n_repeats=10,random_state=42)
-fi_rf_train=pd.Series(result.importances_mean,index=features)
-fi_rf_train.plot.bar()
+pd.Series(result.importances_mean,index=features).plot.bar()plt.show()
@@ -741,50 +746,82 @@
5.3.1.1. Feature importances with Tree i
Overall it’s similar in that CulmenLength is still the most important and Flipperlength is the second most important, while the relative importance changes somewhat.
These differences can be much more pronounced in more complex models.
The really neat feature is however, that we can apply this to the SVM model, which does not have internal importances!
+
We can even add in uncertainties with the n_repeats keyword that runs the permutation importance repeatedly.
Here we can see that Culmenlength is still the most important and Sex is mostly unimportant, but the relative importances of Culmendepth and Flipperlength change.
+
Another valuable insight is evaluating a model’s feature importance against the training and test set. A discrepancy in the scores would suggest potential overfitting to certain features. (If you’re curious, add a feature with random data in this notebook and re-run the cells!)
+
In the next figure, I will show you how to combine the uncertainties from the multiple runs of the premutation importance, two models, and the train-test-split into a single figure of grouped boxplots for machine learning explainability.
importseabornassns
+
+# Step 2: Compute permutation importance for both models
+rf_perm_importance_train=permutation_importance(rf,X_train,y_train,n_repeats=10,random_state=42)
+rf_perm_importance_test=permutation_importance(rf,X_test,y_test,n_repeats=10,random_state=42)
+
+model_perm_importance_train=permutation_importance(model,X_train,y_train,n_repeats=10,random_state=42)
+model_perm_importance_test=permutation_importance(model,X_test,y_test,n_repeats=10,random_state=42)
+
+# Create DataFrames for permutation importance results
+rf_train_df=pd.DataFrame(rf_perm_importance_train.importances.T,columns=X_train.columns)
+rf_test_df=pd.DataFrame(rf_perm_importance_test.importances.T,columns=X_test.columns)
+model_train_df=pd.DataFrame(model_perm_importance_train.importances.T,columns=X_train.columns)
+model_test_df=pd.DataFrame(model_perm_importance_test.importances.T,columns=X_test.columns)
+
+# Add 'Group' column to identify training and testing data
+rf_train_df["Group"]="RF w/ train"
+rf_test_df["Group"]="RF w/ test"
+model_train_df["Group"]="SVM w/ train"
+model_test_df["Group"]="SVM w/ test"
+
+# Concatenate DataFrames
+df=pd.concat([rf_train_df,rf_test_df,model_train_df,model_test_df])
+
+# Melt the DataFrame
+melted_df=pd.melt(df,id_vars=["Group"],var_name="Feature",value_name="Permutation Importance")
+
+# Plot grouped box plots using seaborn
+plt.figure(figsize=(10,6))
+sns.boxplot(x="Feature",y="Permutation Importance",hue="Group",data=melted_df,palette="vlag")
+plt.title("Permutation Importance of Features for Random Forest and Model")
+plt.xlabel("Feature")
+plt.ylabel("Permutation Importance")
+plt.show()
-
<Axes: >
-
-
-
+
+
We can see that the train and test data are mostly in agreement. This is a sign that the models aren’t overfit on certain features, which we covered in the Evaluation notebook. The random forest shows some minor discrepancy in the CulmenDepth, which makes sense, as random forests are generally known to fit data very closely to the point of overfitting.
+
The SVM and random forest also show differences in importance in the CulmenDepth which shows that we can’t run permutation importances on arbitrary cheaper models and evaluate the features to use for a more complex and expensive model.
+
And it looks like penguins do not show sexual dimorphism, which seems to be congruent with a shallow literature search! 🐧
SHAP (SHapley Additive exPlanations) is a powerful tool for model inspection that provides intuitive insights into individual predictions and feature contributions.
+
We’ll start with a small random forest and prepare the shapley values and initialise javascript for these fancy plots.
One of the most compelling visualizations offered by SHAP is the force plot. This plot offers a comprehensive view of how each feature contributes to the model’s prediction for a specific instance (local explainability). The force plot displays the magnitude and direction of each feature’s impact on the prediction, allowing users to interpret how changes in feature values affect the model’s output.
Visualization omitted, Javascript library not loaded!
Have you run `initjs()` in this notebook? If this notebook was from another
@@ -834,20 +874,24 @@
5.3.2. Shap Inspection
+
By examining the force plot, we can identify which features have the greatest influence on individual predictions and understand the complex interactions between features.
+
Now we learn that Culmenlength is important, and in this case it pushes the prediction against the CulmenDepth and Flipperlength for the first sample in our test dataset.
+
This level of transparency and interpretability is invaluable for building trust in machine learning models, as it enables users to diagnose model behavior, detect biases, and identify potential areas for improvement. Overall, SHAP force plots empower users to gain deeper insights into model predictions and make more informed decisions in various domains, including healthcare, finance, and beyond.
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But we can also create these force plots as an area chart over the entire test set. This plot orders the samples by similarity and presents them in an interactive chart.
Visualization omitted, Javascript library not loaded!
Have you run `initjs()` in this notebook? If this notebook was from another
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5.3.2. Shap Inspection
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We can make out three different sections of similar behaviour, which correspond to our three classes.
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You can hover over the different values for more information.
Finally, the gold standard in building complex machine learning models is proving that each constituent part of the model contributes something to the proposed solution.
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Ablation studies serve to dissect machine learning models and evaluate their impact.
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The gold standard in building complex machine learning models is proving that each constituent part of the model contributes something to the proposed solution.
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Ablation studies play a pivotal role in this process by systematically dissecting machine learning models and evaluating the impact of individual components. By selectively removing or disabling specific features, layers, or modules within the model and observing the resulting changes in performance, we can assess the significance of each component in achieving the desired outcome.
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Ablation studies offer invaluable insights into the inner workings of complex models, shedding light on which elements are essential for model performance and which may be redundant or less influential. This rigorous approach not only validates the effectiveness of the model architecture but also provides guidance for model refinement and optimization, ultimately advancing the field of machine learning and enhancing the reproducibility and reliability of research findings.
In this section, we’ll finally discuss how to present complex machine learning models in publications and ensure the viability of each part we engineered to solve our particular problem set.
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(Granted on a toy problem, so there’s not too much we can ablate…)
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First we’ll build a quick model, as we did in the Data notebook.