diff --git a/docs/notebooks/tank_class_usage.ipynb b/docs/notebooks/tank_class_usage.ipynb index 8f2279ff4..0328bd965 100644 --- a/docs/notebooks/tank_class_usage.ipynb +++ b/docs/notebooks/tank_class_usage.ipynb @@ -42,7 +42,7 @@ "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -52,7 +52,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -62,7 +62,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -72,7 +72,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -82,7 +82,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -126,7 +126,7 @@ "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -136,7 +136,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -146,7 +146,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -156,7 +156,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -166,7 +166,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -212,7 +212,7 @@ "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -222,7 +222,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -232,7 +232,7 @@ }, { "data": { - "image/png": "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", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAkAAAAHHCAYAAABXx+fLAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/av/WaAAAACXBIWXMAAA9hAAAPYQGoP6dpAAB00UlEQVR4nO3deVhUZf8G8HtmGBh2EWRTRAUUBUQFRcjS11BcUlFzX3CtXDPKei0VzYo0NXdRc8slybXMNInUVxM3EHdNEXcBEREFZZk5vz/8MTUBOqMzHAbuz3XNpfPMc87c83CAL2d5jkQQBAFEREREVYhU7ABERERE5Y0FEBEREVU5LICIiIioymEBRERERFUOCyAiIiKqclgAERERUZXDAoiIiIiqHBZAREREVOWwACIiIqIqhwUQ4dq1a5BIJFizZo1B32fatGmQSCRa9ZVIJJg2bZpB84itTp06GDJkiPr5/v37IZFIsH//ftEylYeq8LWtqIq/BzMzM196HbNmzYK3tzdUKpUek2m6f/8+LC0t8euvvxrsPXS1Zs0aSCQSXLt2TewoGm7evAmFQoE///xT52XPnz8PExMTnD171gDJKj4WQJVc8TftiRMnxI6id8WFW/FDJpOhdu3a6N69O5KTk8WOVyHl5eVh2rRpWhVZ48ePh0QiwZUrV8rs89lnn0EikeD06dN6TFkxFW9vs2fP1tu6tHlUpF+4OTk5mDlzJj755BNIpX//+ijOOmLEiFKXK95O/ll8HT9+HIGBgWjdujW8vb3x/vvvQ6lUAgDs7e0xYsQITJkyxaCfp02bNlp9DSpywf75558jKCgIr732mkb7zp070bp1azg6OsLCwgL16tVD7969sWfPHnWfRo0aoXPnzpg6dWp5x64QTMQOQOJzd3fHkydPIJfLDfo+kydPxn//+1+9r7dfv37o1KkTlEolLly4gKVLl2L37t04cuQImjRpovf3M2Z5eXmYPn06gGc//J9nwIABWLhwITZu3FjmD8gffvgBfn5+aNy4sb6jVmo1atTAunXrNNrmzJmDW7du4dtvvy3Rt6JYtWoVioqK0K9fvxKvKRQKbN26FUuWLIGpqanGaz/88AMUCgWePn2qbmvcuDGOHz8OiUSCBw8ewM3NDe3atcNbb70FAHjvvfewYMEC/PHHH2jbtq1BPs9nn32mUbQdP34cCxYswKeffoqGDRtqZPXx8UHfvn1hZmZmkCwv4969e1i7di3Wrl2r0T579mxMnDgRrVu3xqRJk2BhYYErV67g999/x6ZNm9ChQwd13/feew+dOnVCSkoKPDw8yvsjiIoFEEEikUChUBj8fUxMTGBiov9NrlmzZhg4cKD6+WuvvYauXbti6dKlWLZsWanL5ObmwtLSUu9ZKpOgoCB4enrihx9+KLUASkhIQGpqKr7++msR0hk3S0tLjW0WADZt2oQHDx6UaK9IVq9eja5du5b686JDhw74+eefsXv3bnTr1k3dfvjwYaSmpqJnz57YunWruv2fhUR2djasrKzg7e2tbmvYsCF8fX2xZs0agxVA7dq103iuUCiwYMECtGvXrtQ/EGQymUFyvKz169fDxMQEXbp0UbcVFRVhxowZaNeuHfbu3VtimYyMDI3noaGhsLOzw9q1a/H5558bPHNFwkNgVOY5QDt27ICvry8UCgV8fX2xfft2DBkyBHXq1FH3Keu8ldLWWdo5QPn5+fjggw9Qo0YNWFtbo2vXrrh169YrfZ7iH5apqakA/j4MeODAAYwePRqOjo6oVauWuv+SJUvg4+MDMzMzuLq6YsyYMcjOztZYZ5s2beDr64vExESEhITA3NwcdevWRUxMTIn3z8/PR1RUFDw9PWFmZgY3Nzd8/PHHyM/P1/mzHDx4EL169ULt2rXV6/rggw/w5MkTjX5DhgyBlZUVbt++jfDwcFhZWaFGjRr46KOP1IcVrl27pt6bMH36dK127w8YMAAXL15EUlJSidc2btwIiUSi3huQkZGB4cOHw8nJCQqFAv7+/iX+Mi3Nv7epYqVtLxKJBGPHjsXmzZvRqFEjmJubIzg4GGfOnAEALFu2DJ6enlAoFGjTpk2ph4+OHj2KDh06wNbWFhYWFmjduvVLnT8B/L1t/fnnn4iMjESNGjVgaWmJ7t274969ey+1zn+aPXs2QkJCYG9vD3NzcwQEBGDLli0l+hWPS/H3rJmZGXx8fDQOd5Tl+vXr8PT0hK+vL9LT08vsl5qaitOnTyM0NLTU12vWrIk33ngDGzdu1GjfsGED/Pz84OvrW2KZK1euICQkBD4+PmjXrh1q1qyp8Xq7du2wc+dOCIJQZi5BEPCf//wHNWrU0PjlXlBQAD8/P3h4eCA3N7fM5bVV2jlAderUwVtvvYX9+/cjMDAQ5ubm8PPzU/883LZtG/z8/KBQKBAQEICTJ0+WWO/Fixfx9ttvo3r16lAoFAgMDMTPP/+sVaYdO3YgKCgIVlZW6rbMzEzk5OSUOCRWzNHRUeO5XC5HmzZt8NNPP2n1npUJCyAq1d69e9GzZ09IJBJER0cjPDwcQ4cO1fu5RCNGjMC8efPQvn17fP3115DL5ejcufMrrTMlJQXAs/MI/mn06NE4f/48pk6dqj4UN23aNIwZMwaurq6YM2cOevbsiWXLlqF9+/YoLCzUWP7Bgwfo1KkTAgICMGvWLNSqVQujRo3CqlWr1H1UKhW6du2K2bNno0uXLli4cCHCw8Px7bffok+fPjp/ls2bNyMvLw+jRo3CwoULERYWhoULF2Lw4MEl+iqVSoSFhcHe3h6zZ89G69atMWfOHCxfvhzAs0MpS5cuBQB0794d69atw7p169CjR48y33/AgAEAUOKXmlKpxI8//ojXX38dtWvXxpMnT9CmTRusW7cOAwYMwDfffANbW1sMGTIE8+fP1/lzP8/Bgwfx4YcfIiIiAtOmTcOFCxfw1ltvYfHixViwYAFGjx6NiRMnIiEhAcOGDdNY9o8//sAbb7yBnJwcREVF4auvvkJ2djbatm2LY8eOvXSmcePG4dSpU4iKisKoUaOwc+dOjB079lU/KubPn4+mTZvi888/x1dffQUTExP06tULu3btKtH30KFDGD16NPr27YtZs2bh6dOn6NmzJ+7fv1/m+lNSUvDGG2/A2toa+/fvh5OTU5l9Dx8+DODZHtey9O/fHzt37sTjx48BPNsbsXnzZvTv37/U/p6enjh8+DCuXLmCuLi4En+EBQQEIDs7G+fOnSvzPSUSCVatWoWnT5/ivffeU7dHRUXh3LlzWL16tUH39l65cgX9+/dHly5dEB0djQcPHqBLly7YsGEDPvjgAwwcOBDTp09HSkoKevfurXHy+Llz59CyZUtcuHAB//3vfzFnzhxYWloiPDwc27dvf+77FhYW4vjx4yW+Ho6OjjA3N8fOnTuRlZWl1WcICAjA2bNnkZOTo/sAGDOBKrXVq1cLAITjx4+X2Sc1NVUAIKxevVrd1qRJE8HFxUXIzs5Wt+3du1cAILi7u6vb9u3bJwAQ9u3b98J1RkVFCf/c5JKTkwUAwujRozWW7d+/vwBAiIqKeu5nK36P6dOnC/fu3RPS0tKE/fv3C02bNhUACFu3btUYg1atWglFRUXq5TMyMgRTU1Ohffv2glKpVLcvWrRIACCsWrVK3da6dWsBgDBnzhx1W35+vtCkSRPB0dFRKCgoEARBENatWydIpVLh4MGDGlljYmIEAMKff/6pbnN3dxciIiKeO5Z5eXklPnd0dLQgkUiE69evq9siIiIEAMLnn3+u0bdp06ZCQECA+vm9e/e0Gtt/at68uVCrVi2NMdqzZ48AQFi2bJkgCIIwb948AYCwfv16dZ+CggIhODhYsLKyEnJyctTt/37/iIgIjW2q2L+3l+JlzczMhNTUVHXbsmXLBACCs7OzxvtMmjRJAKDuq1KpBC8vLyEsLExQqVTqfnl5eULdunWFdu3aPXccire3b775Rt1WvG2FhoZqrPODDz4QZDKZxvfPi3Tu3LnEOPz7619QUCD4+voKbdu21WgHIJiamgpXrlxRt506dUoAICxcuFDdVjym9+7dEy5cuCC4uroKzZs3F7Kysl6Yb/LkyQIA4dGjRyVeAyCMGTNGyMrKEkxNTYV169YJgiAIu3btEiQSiXDt2jWN9xYEQcjNzVUv/+jRI6F27drq5YodPnxYACDExsa+MF/xdrB+/XrhyJEjgkwmEyZMmPDC5f5p8+bNpf48E4S/v9b/3Pbc3d0FAMLhw4fVbb/99psAQDA3N9f4Hi3O9891v/nmm4Kfn5/w9OlTdZtKpRJCQkIELy+v52a9cuVKia9vsalTpwoABEtLS6Fjx47Cl19+KSQmJpa5ro0bNwoAhKNHjz73PSsb7gGiEu7evYvk5GRERETA1tZW3d6uXTs0atRIb+9TfInr+PHjNdonTJig03qioqJQo0YNODs7o02bNkhJScHMmTNL7NkYOXKkxjH833//HQUFBZgwYYLGFS0jR46EjY1Nib+yTUxM8O6776qfm5qa4t1330VGRgYSExMBPNtj07BhQ3h7eyMzM1P9KD4st2/fPp0+m7m5ufr/ubm5yMzMREhICARBKHV3+j//AgaA119/HVevXtXpPf9t4MCBuHXrFv73v/+p2zZu3AhTU1P06tULwLOvpbOzs8bJsXK5HOPHj8fjx49x4MCBV8rwT2+++abGIbOgoCAAQM+ePWFtbV2ivfjzJycn4/Lly+jfvz/u37+v/trk5ubizTffxP/+97+XvrT7nXfe0Thc9/rrr0OpVOL69esvtb5i//z6P3jwAA8fPsTrr79e6iHJ0NBQjZNYGzduDBsbm1K//mfPnkXr1q1Rp04d/P7777Czs3thlvv378PExETjcMu/2dnZoUOHDvjhhx8APNtOQkJC4O7uXqLvpk2b0KpVK7Ru3RohISHo3bt3iT1Fxbm0uWz/nXfeQVhYGMaNG4dBgwbBw8MDX3311QuXe1WNGjVCcHCw+nnxdte2bVvUrl27RHvx1yMrKwt//PEHevfujUePHqm3x/v37yMsLAyXL1/G7du3y3zf4j17pX3tpk+fjo0bN6Jp06b47bff8NlnnyEgIADNmjXDhQsXSvTXZZwrE54ETSUU/9D28vIq8VqDBg1K/eH7su8jlUpLXHnQoEEDndbzzjvvoFevXpBKpahWrZr6fJ5/q1u3bon3L+39TE1NUa9evRK/vFxdXUvsSq9fvz6AZ+fXtGzZEpcvX8aFCxfKvHLn3ycgvsiNGzcwdepU/Pzzz3jw4IHGaw8fPtR4rlAoSryvnZ1dieV01bdvX0RGRmLjxo1o06YNnj59iu3bt6Njx47qH5zXr1+Hl5eXRiEJQH0lzasWAv/0z18qANRFupubW6ntxZ//8uXLAICIiIgy1/3w4UOtioEXZSpex6uO/S+//IIvvvgCycnJGueQlTaf1r8zFOcoLUOXLl3g5OSE33777bkFzcvo378/Bg0ahBs3bmDHjh2YNWtWqf2GDRtW4hDlvwn/f+6PtvOHrVy5Eh4eHrh8+TIOHz6sUUAaystuj1euXIEgCJgyZUqZl/tnZGSUOC/q34Qyzo/q168f+vXrh5ycHBw9ehRr1qzBxo0b0aVLF5w9e1bjRHZdx7myYAFEr6Ssb5jiE2/Lg5eXV5knZv5TefwwVKlU8PPzw9y5c0t9/d8/FJ9HqVSiXbt2yMrKwieffAJvb29YWlri9u3bGDJkSIm9FYa6QsXR0RHt2rXD1q1bsXjxYuzcuROPHj1Snx/0qnTdhsr6nGW1F/9wLx6vb775pszpEV62GHjRe7+MgwcPomvXrnjjjTewZMkSuLi4QC6XY/Xq1SXOydI1Q8+ePbF27Vps2LBBY6/m89jb26OoqAiPHj3S2NP2b127doWZmRkiIiKQn5+P3r17a7X+0hQXCw4ODlr1379/v7pQPHPmjMaeGUN51e3xo48+QlhYWKl9PT09y3zf4nMcX1Rk29jYoF27dmjXrh3kcjnWrl2Lo0ePonXr1uo+uo5zZcECiEoo3l1d/BfzP126dEnjefFfuv++akqbv/jd3d2hUqmQkpKisRfm3+9hKMWf89KlS6hXr566vaCgAKmpqSWKqjt37pS4fP6vv/4CAPUhGQ8PD5w6dQpvvvnmK/81debMGfz1119Yu3atxknPcXFxL73Ol800YMAA7NmzB7t378bGjRthY2Ojcemtu7s7Tp8+DZVKpbEX6OLFi+rXy2JnZ1di+wH0u9cIgHpPo42NjVYFs9i2bt0KhUKB3377TWOP5urVq1953d988w1MTEwwevRoWFtbl3mS8j8VX6Kempr63HmfzM3NER4ejvXr16Njx46v9Eu1+ErOf87JU5a7d+9i3LhxaN++PUxNTdWFxfO2PTEV/8yRy+UvtT3Wrl0b5ubm6jHSRmBgINauXYu7d+9qtKempkIqlar3aFcVPAeISnBxcUGTJk2wdu1ajcMscXFxOH/+vEZfd3d3yGQyjfNDgGeXlr9Ix44dAQALFizQaJ83b95LJtdNaGgoTE1NsWDBAo2/kleuXImHDx+WuBqtqKhIY16hgoICLFu2DDVq1EBAQAAAoHfv3rh9+zZWrFhR4v2ePHmi0+W4xX9B/jObIAivdFWVhYUFgJIF64uEh4fDwsICS5Yswe7du9GjRw+NXeidOnVCWloaYmNj1W1FRUVYuHAhrKysNP7a/DcPDw88fPhQYzbpu3fvvvAqGF0FBATAw8MDs2fPVl+l9E/6uGxdn2QyGSQSicaesGvXrmHHjh2vvG6JRILly5fj7bffRkREhFaXXRfvTdHmStCPPvoIUVFRrzyTc2JiImxtbeHj4/PCviNHjoRKpcLKlSuxfPlymJiYYPjw4a+0F86QHB0d0aZNGyxbtqxEQQK8eHuUy+UIDAws8fXIy8tDQkJCqcvs3r0bQMnD/omJifDx8dE457Mq4B6gKmLVqlWlzgny/vvvl9o/OjoanTt3RqtWrTBs2DBkZWVh4cKF8PHx0fjlYWtri169emHhwoWQSCTw8PDAL7/8otW5Lk2aNEG/fv2wZMkSPHz4ECEhIYiPj3/urRf0qUaNGpg0aRKmT5+ODh06oGvXrrh06RKWLFmC5s2bl5iQztXVFTNnzsS1a9dQv359xMbGIjk5GcuXL1fPoj1o0CD8+OOPeO+997Bv3z689tprUCqVuHjxIn788Uf89ttvCAwM1Cqft7c3PDw88NFHH+H27duwsbHB1q1bX+m8EnNzczRq1AixsbGoX78+qlevDl9f31LnaPknKysrhIeHqw+9/Pvw1zvvvINly5ZhyJAhSExMRJ06dbBlyxb8+eefmDdv3nMPmfTt2xeffPIJunfvjvHjxyMvLw9Lly5F/fr19Xa+GQBIpVJ899136NixI3x8fDB06FDUrFkTt2/fxr59+2BjY4OdO3fq7f1eVefOnTF37lx06NAB/fv3R0ZGBhYvXgxPT0+93HpEKpVi/fr1CA8PR+/evfHrr78+d8LBevXqwdfXF7///vsLz93x9/eHv7//K2eMi4tDly5dXrjncvXq1di1axfWrFmjnuNr4cKFGDhwIJYuXYrRo0e/chZDWLx4MVq1agU/Pz+MHDkS9erVQ3p6OhISEnDr1i2cOnXquct369YNn332GXJycmBjYwPgWQEUEhKCli1bokOHDnBzc0N2djZ27NiBgwcPIjw8HE2bNlWvo7CwUD1HWpUjyrVnVG6KL90s63Hz5s1SL1kXBEHYunWr0LBhQ8HMzExo1KiRsG3btlIvWb53757Qs2dPwcLCQrCzsxPeffdd4ezZsy+8DF4QBOHJkyfC+PHjBXt7e8HS0lLo0qWLcPPmTZ0ug//nZcnPG4OypgJYtGiR4O3tLcjlcsHJyUkYNWqU8ODBA40+rVu3Fnx8fIQTJ04IwcHBgkKhENzd3YVFixaVWF9BQYEwc+ZMwcfHRzAzMxPs7OyEgIAAYfr06cLDhw/V/bS5DP78+fNCaGioYGVlJTg4OAgjR45UX978z7GNiIgQLC0tS2QpbcwPHz4sBAQECKampjpdEr9r1y4BgODi4qJxSXyx9PR0YejQoYKDg4Ngamoq+Pn5ldimBKHkZfCC8GyKBV9fX8HU1FRo0KCBsH79+jIvgx8zZoxGW1nbQfF4bt68WaP95MmTQo8ePQR7e3vBzMxMcHd3F3r37i3Ex8c/9/M/7zL4f29bZU0P8TylXQa/cuVKwcvLSzAzMxO8vb2F1atXaz0uglByG/v3peiC8OxS+9atWwtWVlbCkSNHnptx7ty5gpWVVYnL88t6/38q7b2f58KFCwIA4ffff39uv5s3bwq2trZCly5dSrzWvXt3wdLSUrh69apW7/kyl8F37ty5RF9dttOUlBRh8ODBgrOzsyCXy4WaNWsKb731lrBly5YX5k1PTxdMTEw0pg8oLCwUVqxYIYSHhwvu7u6CmZmZYGFhITRt2lT45ptvhPz8fI117N69WwAgXL58+YXvV9lIBKGC7h+kCmnIkCHYv39/hbpBY3lo06YNMjMzq+xdk4mAZ1fJ1atXD7NmzcLw4cMN+l4TJkzA//73PyQmJla5q5N0MXz4cPz11184ePDgSy0fHh4OiUSi90POxoDnABERkVZsbW3x8ccf45tvvnnpOZO0cf/+fXz33Xf44osvWPy8QFRUFI4fP/5St3O5cOECfvnlF8yYMcMAySo+7gEinXAPEPcAERFVBtwDRERERFUO9wARERFRlcM9QERERFTlsAAiIiKiKocTIZZCpVLhzp07sLa25hUIRERERkIQBDx69Aiurq4lbs78byyASnHnzh2dblpJREREFcfNmzfVs4KXhQVQKYqn7b9586Z6enF9KSwsxN69e9G+fXv17RNI/zjO5YPjXD44zuWD41w+DDnOOTk5cHNze+7td4qxACpF8WEvGxsbgxRAFhYWsLGx4TeYAXGcywfHuXxwnMsHx7l8lMc4a3P6Ck+CJiIioiqHBRARERFVOSyAiIiIqMphAURERERVDgsgIiIiqnJYABEREVGVwwKIiIiIqpwKUQAtXrwYderUgUKhQFBQEI4dO/bc/ps3b4a3tzcUCgX8/Pzw66+/arw+ZMgQSCQSjUeHDh0M+RGIiIjIiIheAMXGxiIyMhJRUVFISkqCv78/wsLCkJGRUWr/w4cPo1+/fhg+fDhOnjyJ8PBwhIeH4+zZsxr9OnTogLt376ofP/zwQ3l8HCIiIjICohdAc+fOxciRIzF06FA0atQIMTExsLCwwKpVq0rtP3/+fHTo0AETJ05Ew4YNMWPGDDRr1gyLFi3S6GdmZgZnZ2f1w87Orjw+DhERERkBUQuggoICJCYmIjQ0VN0mlUoRGhqKhISEUpdJSEjQ6A8AYWFhJfrv378fjo6OaNCgAUaNGoX79+/r/wMQERGRURL1XmCZmZlQKpVwcnLSaHdycsLFixdLXSYtLa3U/mlpaernHTp0QI8ePVC3bl2kpKTg008/RceOHZGQkACZTFZinfn5+cjPz1c/z8nJAfDsfiWFhYUv/flKU7w+fa+XNHGcywfHuXxwnMsHx7l8GHKcdVlnpbwZat++fdX/9/PzQ+PGjeHh4YH9+/fjzTffLNE/Ojoa06dPL9G+d+9eWFhY6C2XIADnHkjgYwfExcXpbb1UNo5z+eA4lw+Oc/ngOJcPQ4xzXl6e1n1FLYAcHBwgk8mQnp6u0Z6eng5nZ+dSl3F2dtapPwDUq1cPDg4OuHLlSqkF0KRJkxAZGal+npOTAzc3N7Rv316vd4Nfk3AdK45cQjN7Fb4f3RZmpqZ6WzdpKiwsRFxcHNq1a8e7OhsQx7l8cJzLB8e5fBhynIuP4GhD1ALI1NQUAQEBiI+PR3h4OABApVIhPj4eY8eOLXWZ4OBgxMfHY8KECeq2uLg4BAcHl/k+t27dwv379+Hi4lLq62ZmZjAzMyvRLpfL9frFsTE3hVwmQdJ9KVYn3MK40AZ6WzeVTt9fQyodx7l8cJzLB8e5fBhinHVZn+hXgUVGRmLFihVYu3YtLly4gFGjRiE3NxdDhw4FAAwePBiTJk1S93///fexZ88ezJkzBxcvXsS0adNw4sQJdcH0+PFjTJw4EUeOHMG1a9cQHx+Pbt26wdPTE2FhYaJ8xmJ9mtfG9C6NAADz/kjBiWtZouYhIiKqqkQvgPr06YPZs2dj6tSpaNKkCZKTk7Fnzx71ic43btzA3bt31f1DQkKwceNGLF++HP7+/tiyZQt27NgBX19fAIBMJsPp06fRtWtX1K9fH8OHD0dAQAAOHjxY6l6e8vZ2M1cEOKigVAkY/8NJZOcViB2JiIioyqkQJ0GPHTu2zENe+/fvL9HWq1cv9OrVq9T+5ubm+O233/QZT68kEgl611XhnsoSN7Ke4OMtp7FsUAAkEonY0YiIiKoM0fcAVUUKE2B+b3/IZRLsPZ+OtYeviR2JiIioSmEBJBLfmjaY1LEhAOCrXy/i7O2HIiciIiKqOlgAiWjoa3UQ2tAJBUoVxm5MwuP8IrEjERERVQksgEQkkUjwzduN4WKrwLX7eZi8/QwEQRA7FhERUaXHAkhkdpamWNCvKWRSCXYk38GWxFtiRyIiIqr0WABVAM3rVMcHoV4AgKk/ncOVjEciJyIiIqrcWABVEKPaeOI1T3s8KVRi7MaTeFqoFDsSERFRpcUCqIKQSSX4tk8TOFiZ4mLaI8z45bzYkYiIiCotFkAViKO1AnN7NwEAbDh6A7tO333+AkRERPRSWABVMG/Ur4FRbTwAAP/deho3s/JETkRERFT5sACqgCLb1Uez2tXwKL8IY384iYIildiRiIiIKhUWQBWQXCbFgn5NYaMwwamb2Zi995LYkYiIiCoVFkAVVC07C3zTyx8AsPx/V7HvUobIiYiIiCoPFkAVWJiPMyKC3QEAH/54CmkPn4qciIiIqHJgAVTBTerUEI1cbJCVW4AJsSehVPFWGURERK+KBVAFp5DLsKh/U1iYynDkahYW/nFZ7EhERERGjwWQEahXwwpfdvcFACyIv4wjV++LnIiIiMi4sQAyEt2b1sLbAbWgEoD3N53E/cf5YkciIiIyWiyAjMjn3XzgUcMS6Tn5+GjzKah4PhAREdFLYQFkRCxMTbCofzOYmkix79I9rDyUKnYkIiIio8QCyMg0dLHB1LcaAQBm7rmI5JvZ4gYiIiIyQiyAjNCAoNro5OeMIpWAcT8kIedpodiRiIiIjAoLICMkkUgQ3aMxatmZ42bWE0zaegaCwPOBiIiItMUCyEjZmsuxqH8zmEgl2HXmLjYeuyF2JCIiIqPBAsiINXGrho87NAAAfL7zPC6m5YiciIiIyDiwADJyI1rVQ5sGNZBfpMKYDUnIKygSOxIREVGFxwLIyEmlEszp5Q9HazOk3MtF1E/nxI5ERERU4bEAqgTsrcwwr28TSCTA5sRb2HHyttiRiIiIKjQWQJVEiIcDxrX1AgB8tv0MUjNzRU5ERERUcbEAqkTGt/VEi7rVkVugxNiNScgvUoodiYiIqEJiAVSJmMikWNC3Kews5Dh3JwfRv14UOxIREVGFxAKoknG2VWBOb38AwJrD17D3XJrIiYiIiCoeFkCVUFtvJ4xoVRcAMHHLadzOfiJyIiIiooqFBVAl9XEHb/jXssXDJ4V4/4eTKFKqxI5ERERUYbAAqqRMTaRY2K8ZrM1McOL6A3z7+19iRyIiIqowWABVYrXtLRDd0w8AsGR/Cg5dzhQ5ERERUcXwUgXQjRs3cPDgQfz2229ISkpCfn6+vnORnrzV2BX9WtSGIAATYk8iPeep2JGIiIhEp3UBdO3aNXzyySdwd3dH3bp10bp1a3Ts2BGBgYGwtbVFu3btsHnzZqhUPNekoonq0gjeztbIfFyAcTwfiIiISLsCaPz48fD390dqaiq++OILnD9/Hg8fPkRBQQHS0tLw66+/olWrVpg6dSoaN26M48ePGzo36UAhl2HJgGawMjPBsdQszN7L84GIiKhqM9Gmk6WlJa5evQp7e/sSrzk6OqJt27Zo27YtoqKisGfPHty8eRPNmzfXe1h6efVqWGFmz8YYszEJMQdS0LyOHd5s6CR2LCIiIlFotQcoOjq61OKnNB06dECPHj1eKRQZRufGLhgSUgcAEPnjKdzMyhM3EBERkUi0Pgfo6dOnuHLlCvLz8/Hzzz8jN5c32zRGn3ZqCH+3anj4pBBjeL8wIiKqorQugIYMGQJfX1989dVXmDVrFoYOHWrIXGQgpiZSLO7fFLbmcpy+9RBf7rogdiQiIqJyp3UBlJ2dDW9vb0yePBkHDx7EX3/xRFpjVcvOAt/2eXa/sO8TrmPnqTsiJyIiIipfWhdA5ubm6NOnD+RyOSQSCWxtbQ2ZiwysrbcTRrfxAAD8d+tppNx7LHIiIiKi8qN1AdSnTx9MmjQJwLPzgerXr2+wUFQ+ItvVR1Dd6sgtUGL0+iQ8KeD5QEREVDVoXQD17dtX/X+FQoEVK1YYJBCVHxOZFAv7NYWDlRkupT/C5B1nIQiC2LGIiIgMTqt5gIBnt7/QRu3atV86DJU/RxsFFvZrigHfHcHWpFtoUdcOfZrza0hERJWb1gVQ3bp11f8v3ksgkUg02iQSCZRKHkYxNsEe9viwfQN889slTP3pHPxqVkMjVxuxYxERERmM1gWQRCJBrVq1MGTIEHTp0gUmJlovSkZgVGsPnLiWhX2X7mH0hkT8PK4VbBRysWMREREZhNbnAN26dQujRo3Cpk2b0LlzZ6xbtw6mpqbw9/fXeJBxkkolmNu7CWpWM8e1+3n4ZMtpng9ERESVltYFkLOzMz755BNcvHgRW7ZswYMHDxAUFISWLVtixYoVvAt8JWBnaYrFA5pBLpNg99k0rP7zmtiRiIiIDELrAuifWrVqhZUrV+Ly5cuwsLDAe++9h+zsbD1HIzE0cauGzzo1BAB89esFJN14IHIiIiIi/XupAujw4cMYMWIE6tevj8ePH2Px4sWoVq2anqORWCJC6qCznwuKVALGbkjCg9wCsSMRERHpldYF0N27dzFz5kx4e3uje/fusLGxwZ9//oljx47hvffeg1T6UrUUVUASiQRf9/RDXQdL3Hn4FBNik6FU8XwgIiKqPLS+lKt27dqoWbMmIiIi0LVrV8jlcqhUKpw+fVqjX+PGjfUeksqftUKOJQOaofuSP3Hgr3tYEH8ZH7Tj7N9ERFQ5aF0AKZVK3LhxAzNmzMAXX3wBACWuEuI8QJVLQxcbfBnuhw83n8KCPy6jSe1q+E8DR7FjERERvTKtj1ulpqaqH1evXsXVq1c12orbX8bixYtRp04dKBQKBAUF4dixY8/tv3nzZnh7e0OhUMDPzw+//vprmX3fe+89SCQSzJs376WyVXU9A2phQFBtCAIwYVMybmbliR2JiIjolWldALm7u2v10FVsbCwiIyMRFRWFpKQk+Pv7IywsDBkZGaX2P3z4MPr164fhw4fj5MmTCA8PR3h4OM6ePVui7/bt23HkyBG4urrqnIv+NrVLI/i7VcPDJ4UYtSERTwu5l4+IiIybVgWQtvcBK3b79m2t+86dOxcjR47E0KFD0ahRI8TExMDCwgKrVq0qtf/8+fPRoUMHTJw4EQ0bNsSMGTPQrFkzLFq0qESGcePGYcOGDZDLOaPxqzAzkWHJgGaws5Dj7O0cRP10TuxIREREr0SrAqh58+Z49913cfz48TL7PHz4ECtWrICvry+2bt2q1ZsXFBQgMTERoaGhfweSShEaGoqEhIRSl0lISNDoDwBhYWEa/VUqFQYNGoSJEyfCx8dHqyz0fDWrmWNBv6aQSIDYEzcRe1y3opiIiKgi0eok6PPnz+PLL79Eu3btoFAoEBAQAFdXVygUCjx48ADnz5/HuXPn0KxZM8yaNQudOnXS6s0zMzOhVCrh5OSk0e7k5ISLFy+WukxaWlqp/dPS0tTPZ86cCRMTE4wfP16rHPn5+cjPz1c/z8nJAQAUFhaisLBQq3Voq3h9+l5veWhZpxomtPXEt/FXMOWnc6hfwxK+NSvmTVONeZyNCce5fHCcywfHuXwYcpx1WadWBZC9vT3mzp2LL7/8Ert27cKhQ4dw/fp1PHnyBA4ODhgwYADCwsLg6+v70qH1JTExEfPnz0dSUpLG3eqfJzo6GtOnTy/RvnfvXlhYWOg7IgAgLi7OIOs1tNoC4GsnxdkHwPDVCfjITwnLCnyE0VjH2dhwnMsHx7l8cJzLhyHGOS9P+wt1dLqlu7m5Od5++228/fbbOocqjYODA2QyGdLT0zXa09PT4ezsXOoyzs7Oz+1/8OBBZGRkoHbt2urXlUolPvzwQ8ybNw/Xrl0rsc5JkyYhMjJS/TwnJwdubm5o3749bGz0u4ejsLAQcXFxaNeundGem/RG20KELz2Cmw+eYM9DJywf2AwyqXbFZnmpDONsDDjO5YPjXD44zuXDkONcfARHGzoVQPpmamqKgIAAxMfHIzw8HMCz83fi4+MxduzYUpcJDg5GfHw8JkyYoG6Li4tDcHAwAGDQoEGlniM0aNAgDB06tNR1mpmZwczMrES7XC432DeBIddtaPZyOWIGBaDHksP43+X7WPq/axV2kkRjHmdjwnEuHxzn8sFxLh+GGGdd1idqAQQAkZGRiIiIQGBgIFq0aIF58+YhNzdXXawMHjwYNWvWRHR0NADg/fffR+vWrTFnzhx07twZmzZtwokTJ7B8+XIAzw7X2dvba7yHXC6Hs7MzGjRoUL4frhLzcbXFV905SSIRERkn0W/g1adPH8yePRtTp05FkyZNkJycjD179qhPdL5x4wbu3r2r7h8SEoKNGzdi+fLl8Pf3x5YtW7Bjx44Kcf5RVcNJEomIyFiJvgcIAMaOHVvmIa/9+/eXaOvVqxd69eql9fpLO++H9GNql0Y4eycHp25mY9SGRGx5LwQKuUzsWERERM+l8x6g551gdOXKlVcKQ8aHkyQSEZEx0rkA6ty5s8acOcUuXbqENm3a6CMTGRlOkkhERMZG5wLIysoK3bt3R1FRkbrtwoULaNOmDXr27KnXcGQ8XveqgQ///0qwKT+dw5lbD0VOREREVDadC6Bt27bh4cOHGDBgAARBwNmzZ9GmTRv069cP8+fPN0RGMhKj23gitKEjCopUGLUhEQ9yC8SOREREVCqdCyBzc3Ps2rULly5dQu/evfHmm29i8ODBmDt3riHykRGRSiWY07sJale3wK0HTzB+00koVYLYsYiIiErQqgDKycnReEilUsTGxuLo0aPo2bMnpkyZon6NqjZbczmWDQqAQi7FwcuZmL33ktiRiIiIStCqAKpWrRrs7Ow0Ho0aNcKtW7cQExMDOzs7dR+ihi42mNmzMQBg6f4U7D5z9wVLEBERlS+t5gHat2+foXNQJdOtSU2cvvUQKw+l4qPNp+DpaAUvJ2uxYxEREQHQsgBq3bq1oXNQJTSpozfO3XmII1ez8M66RPw09jXYKHh/HSIiEt9LzQSdnZ2NY8eOISMjAyqVSuO1wYMH6yUYGT8TmRSL+jdD14WHkJqZi8jYZCwfFAhpBbtzPBERVT06F0A7d+7EgAED8PjxY9jY2EAi+fuXmUQiYQFEGhyszBAzKABvxyTg9wsZWPjHFbwf6iV2LCIiquJ0vgz+ww8/xLBhw/D48WNkZ2fjwYMH6kdWVpYhMpKRa1yrGr4If3az2m9//wvxF9JFTkRERFWdzgXQ7du3MX78eFhYWBgiD1VSvQPdMLBlbQDAhNhkpGbmipyIiIiqMp0LoLCwMJw4ccIQWaiSm/qWDwLc7fDoaRHe+f4EcvOLXrwQERGRAeh8DlDnzp0xceJEnD9/Hn5+fpDLNa/q6dq1q97CUeViaiLF0gHN8NbCQ7ic8RgTt5zC4v7NNM4jIyIiKg86F0AjR44EAHz++eclXpNIJFAqla+eiiotRxsFlg5shr7Lj+DXM2lY9r+reK+1h9ixiIioitH5EJhKpSrzweKHtBHgXh1Tu/gAAGbtuYiDl++JnIiIiKoanQsgIn0YGFQbvQJqQSUA4344iZtZeWJHIiKiKuSlJkLMzc3FgQMHcOPGDRQUFGi8Nn78eL0Eo8pNIpFgRrgvLqU/wulbD/HuukRsHRUCc1OZ2NGIiKgK0LkAOnnyJDp16oS8vDzk5uaievXqyMzMhIWFBRwdHVkAkdYUchliBgagy8JDOH83B59uP4O5vf15UjQRERmczofAPvjgA3Tp0gUPHjyAubk5jhw5guvXryMgIACzZ882REaqxFyrmWNR/2aQSSXYfvI21hy+JnYkIiKqAnQugJKTk/Hhhx9CKpVCJpMhPz8fbm5umDVrFj799FNDZKRKLtjDHpM6egMAvth1AUeu3hc5ERERVXY6F0ByuRxS6bPFHB0dcePGDQCAra0tbt68qd90VGUMb1UX3Zq4QqkSMHpDEm494EnRRERkOFoXQN9//z2ePn2Kpk2b4vjx4wCA1q1bY+rUqdiwYQMmTJgAX19fgwWlyk0ikeDrHo3h42qDrNwCvLsuEU8KOK0CEREZhtYF0NChQ5GTk4OvvvoKLi4uAIAvv/wSdnZ2GDVqFO7du4fly5cbLChVfuamMiwfHAh7S1Ocu5ODj7eehiAIYsciIqJKSOurwIp/EQUGBqrbHB0dsWfPHv2noiqrZjVzLBnQDAO+O4qdp+7Ax9WGM0UTEZHe6XQOEC9PpvIQVM8eUV0aAQBm7rmI/ZcyRE5ERESVjU7zAL355pswMXn+IklJSa8UiAgABrZ0x7k7Odh0/CbG/XASP415DfVqWIkdi4iIKgmdCqCwsDBYWfGXEBmeRCLB9G4+uJzxGInXH+CddYnYPjoE1gq52NGIiKgS0KkAmjhxIhwdHQ2VhUiDmYkMSwc2Q9eFf+JKxmN8EJuM5YMCIZXyUCwREb0arc8B4vk/JAZHawWWDQqAqYkUv1/IwLzf/xI7EhERVQJaF0C8HJnE4u9WDdHd/QAAC/64gt1n7oqciIiIjJ3WBVBqaipq1KhhyCxEZeoZUAvDXqsLAPhw8ylcTMsRORERERkzrQsgd3d3HgYjUX3ayRuvedojr0CJkd+fwIPcArEjERGRkdL5XmBEYjGRSbGoXzO4VTfHzawnGPtDEoqUKrFjERGREWIBREbFztIUKwYHwsJUhj+v3Ef07otiRyIiIiPEAoiMjrezDeb08gcArDyUiq2Jt0RORERExkaneYCKZWdn49ixY8jIyIBKpXkIYvDgwXoJRvQ8Hf1cMK6tJxb+cQWTtp+Bh6MVmrhVEzsWEREZCZ0LoJ07d2LAgAF4/PgxbGxsNE6MlkgkLICo3HwQWh8X7ubg9wsZeG9dIn4e9xocrRVixyIiIiOg8yGwDz/8EMOGDcPjx4+RnZ2NBw8eqB9ZWVmGyEhUKqlUgm/7NIGnoxXScp5i1Pok5BcpxY5FRERGQOcC6Pbt2xg/fjwsLCwMkYdIJ9YKOZYPCoC1wgSJ1x9gyo6znLSTiIheSOcCKCwsDCdOnDBEFqKXUq+GFRb1bwapBPjxxC2s+vOa2JGIiKiC0/kcoM6dO2PixIk4f/48/Pz8IJdr3p27a9euegtHpK3W9Wvg004N8cWuC/hy13nUrc5zgYiIqGw6F0AjR44EAHz++eclXpNIJFAqeQ4GiWN4q7q4lPYImxNv4f0fT2Oct9iJiIiootL5EJhKpSrzweKHxCSRSPBFd18EuNvh0dMirLgow8MnhWLHIiKiCogTIVKlYmYiQ8zAALjaKnDvqQTvx57m7TKIiKgErQ+BLViwQKt+48ePf+kwRPpQw9oMSwc0Qa+YBPyZch9f/noBUV18xI5FREQViNYF0LfffvvCPhKJhAUQVQiNXGww0FOFVX/JsPrPa2jgZI2+LWqLHYuIiCoIrQug1NRUQ+Yg0jt/ewHj23pgwR8pmPLTWdSrYYUWdauLHYuIiCoAngNEldrYNvXQ2c8FhUoB761PxM2sPLEjERFRBcACiCo1iUSC2b384VvTBlm5BRj5/Qnk5heJHYuIiETGAogqPXNTGZYPCoSDlRkupj3CB7HJUKl4uwwioqqMBRBVCa7VzLF8cABMZVLsPZ+OuXF/iR2JiIhExAKIqoxmte0Q3cMPALBo3xX8fOqOyImIiEgsL1UApaSkYPLkyejXrx8yMjIAALt378a5c+f0Go5I33oG1MK7b9QDAEzcfAqnb2WLG4iIiEShcwF04MAB+Pn54ejRo9i2bRseP34MADh16hSioqL0HpBI3z7u4I223o7IL1Lhne8TkZHzVOxIRERUznQugP773//iiy++QFxcHExNTdXtbdu2xZEjR/QajsgQZFIJ5vdtAk9HK6TlPMXIdYl4Wsj72BERVSU6F0BnzpxB9+7dS7Q7OjoiMzPzpUIsXrwYderUgUKhQFBQEI4dO/bc/ps3b4a3tzcUCgX8/Pzw66+/arw+bdo0eHt7w9LSEnZ2dggNDcXRo0dfKhtVTtYKOb4bHAhbczlO3czGf7eehiDwyjAioqpC5wKoWrVquHv3bon2kydPombNmjoHiI2NRWRkJKKiopCUlAR/f3+EhYWpzy36t8OHD6Nfv34YPnw4Tp48ifDwcISHh+Ps2bPqPvXr18eiRYtw5swZHDp0CHXq1EH79u1x7949nfNR5VXHwRJLBzSDTCrBjuQ7WLI/RexIRERUTnQugPr27YtPPvkEaWlpkEgkUKlU+PPPP/HRRx9h8ODBOgeYO3cuRo4ciaFDh6JRo0aIiYmBhYUFVq1aVWr/+fPno0OHDpg4cSIaNmyIGTNmoFmzZli0aJG6T//+/REaGop69erBx8cHc+fORU5ODk6fPq1zPqrcQjwdMK3rsxulfvPbJew+U7K4JyKiykfnAuirr76Ct7c33Nzc8PjxYzRq1AhvvPEGQkJCMHnyZJ3WVVBQgMTERISGhv4dSCpFaGgoEhISSl0mISFBoz8AhIWFldm/oKAAy5cvh62tLfz9/XXKR1XDoJbuGBJSBwDwwY/JOHProbiBiIjI4LS+GWoxU1NTrFixAlOmTMHZs2fx+PFjNG3aFF5eXjq/eWZmJpRKJZycnDTanZyccPHixVKXSUtLK7V/WlqaRtsvv/yCvn37Ii8vDy4uLoiLi4ODg0Op68zPz0d+fr76eU5ODgCgsLAQhYWFOn+u5ylen77XS5p0HedP2nvi6r1H+N/l+xix9ji2vBcEZxuFISNWCtyeywfHuXxwnMuHIcdZl3XqXAAVq127NmrXrv2yixvcf/7zHyQnJyMzMxMrVqxA7969cfToUTg6OpboGx0djenTp5do37t3LywsLAySLy4uziDrJU26jHOnasBf5jKkPcpHvyUHMN5HCTOZ4bJVJtyeywfHuXxwnMuHIcY5L0/7G17rXAAJgoAtW7Zg3759yMjIgEql0nh927ZtWq/LwcEBMpkM6enpGu3p6elwdnYudRlnZ2et+ltaWsLT0xOenp5o2bIlvLy8sHLlSkyaNKnEOidNmoTIyEj185ycHLi5uaF9+/awsbHR+vNoo7CwEHFxcWjXrh3kcrle101/e9lxbvF6HnrGHMWt3EL8/tgVC/v4QyqVGDCpceP2XD44zuWD41w+DDnOxUdwtKFzATRhwgQsW7YM//nPf+Dk5ASJ5OV/OZiamiIgIADx8fEIDw8HAKhUKsTHx2Ps2LGlLhMcHIz4+HhMmDBB3RYXF4fg4ODnvpdKpdI4zPVPZmZmMDMzK9Eul8sN9k1gyHXT33Qd53qOtlgxOBD9VxzF3vMZmL/vKj7u4G3AhJUDt+fywXEuHxzn8mGIcdZlfToXQOvWrcO2bdvQqVMnXRctVWRkJCIiIhAYGIgWLVpg3rx5yM3NxdChQwEAgwcPRs2aNREdHQ0AeP/999G6dWvMmTMHnTt3xqZNm3DixAksX74cAJCbm4svv/wSXbt2hYuLCzIzM7F48WLcvn0bvXr10ktmqtwC61TH1z39EPnjKSzZn4J6NazwdkAtsWMREZEe6VwA2draol69enoL0KdPH9y7dw9Tp05FWloamjRpgj179qhPdL5x4wak0r8vVgsJCcHGjRsxefJkfPrpp/Dy8sKOHTvg6+sLAJDJZLh48SLWrl2LzMxM2Nvbo3nz5jh48CB8fHz0lpsqtx7NaiHl3mMs3peCSdtOo3Z1C7SoW13sWEREpCc6F0DTpk3D9OnTsWrVKpibm+slxNixY8s85LV///4Sbb169Spzb45CodDpPCSisnzYrgGu3svF7rNpeHfdCfw0phVq2xvmpHgiIipfOs8D1Lt3bzx48ACOjo7w8/NDs2bNNB5ElYVUKsHc3k3gV9MWD/IKMWztceQ85eWxRESVgc57gCIiIpCYmIiBAwe+8knQRBWduakMKwYHotviQ7iS8RhjNiRh9ZDmMJHp/LcDERFVIDoXQLt27cJvv/2GVq1aGSIPUYXjbKvAyojm6BWTgIOXMzHjl/OY3s1X7FhERPQKdP4z1s3NTe9z4xBVdL41bfFtn2e3UlmbcB3fJ1wTNxAREb0SnQugOXPm4OOPP8a1a9cMEIeo4urg64KPOzQAAEzfeR4H/ronciIiInpZOh8CGzhwIPLy8uDh4QELC4sSkw5lZWXpLRxRRTOqtQeuZDzGtqTbGLshCdtGh8DLyVrsWEREpCOdC6B58+YZIAaRcZBIJIju4YebWXk4fu0Bhq09jh2jX4O9VcmZxImIqOJ6qavAiKoyMxMZlg16dmXYzawneHddItaPCIJCzjunEhEZC50LoBs3bjz39Yp8h3gifaluaYpVEc3RY+lhnLj+AB9vOY35fZtwWggiIiOhcwFUp06d5/6QVyqVrxSIyFh4OVlj6YAADFl9DD+fuoM69haIbN9A7FhERKQFnQugkydPajwvLCzEyZMnMXfuXHz55Zd6C0ZkDFp5OeDL7r74ZOsZLPjjCmrbW/LGqURERkDnAsjf379EW2BgIFxdXfHNN9+gR48eeglGZCz6NK+N6/fzsGT/sxunulZTIMTDQexYRET0HHqbz79BgwY4fvy4vlZHZFQ+at8AnRu7oFAp4L11ibiS8VjsSERE9Bw6F0A5OTkaj4cPH+LixYuYPHkyvLy8DJGRqMKTSiWY08sfzWpXQ87TIgxbcxz3H+eLHYuIiMqg8yGwatWqlTgJWhAEuLm5YdOmTXoLRmRsFPJnN04NX/InbmTlYeT3J7BxZEteHk9EVAHpXADt27dP47lUKkWNGjXg6ekJExOdV0dUqdhbmWH1kOboseQwkm5k46PNp7Cgb1NIpbw8noioItG5YmndurUhchBVGp6O1ogZFIDBK4/hl9N34W5vgYlh3mLHIiKif9CqAPr555+1XmHXrl1fOgxRZRHi4YDoHn6YuOU0Fu9Lgbu9JXoHuokdi4iI/p9WBVB4eLhWK5NIJJwIkej/9Qp0w42sPCz84wo+3XYGtaqZI8STl8cTEVUEWl0FplKptHqw+CHSFNmuPrr6u6JIJeDd9Ym4kvFI7EhERAQ9zgNERCVJJBLMersxAt3t8OhpEYasPo57j3h5PBGR2F6qADpw4AC6dOkCT09PeHp6omvXrjh48KC+sxFVCgq5DMsHB8Ld3gK3HjzByO9P4Gkh95YSEYlJ5wJo/fr1CA0NhYWFBcaPH4/x48fD3Nwcb775JjZu3GiIjERGr7qlKVYPaQ5bczmSb2bjwx9PQaUSxI5FRFRl6VwAffnll5g1axZiY2PVBVBsbCy+/vprzJgxwxAZiSqFejWssGxQAOQyCXaduYtZv10SOxIRUZWlcwF09epVdOnSpUR7165dkZqaqpdQRJVVy3r2mNmzMQAg5kAKNhy9LnIiIqKqSecCyM3NDfHx8SXaf//9d7i5cZ4Tohfp0awWJoQ+u2/elB1nse9ihsiJiIiqHp1ngv7www8xfvx4JCcnIyQkBADw559/Ys2aNZg/f77eAxJVRu+/6YXbD55gc+ItjNmYhNh3guFXy1bsWEREVYbWBVBWVhaqV6+OUaNGwdnZGXPmzMGPP/4IAGjYsCFiY2PRrVs3gwUlqkwkEgm+6uGHtJynOHg5E0PXHMf20SFwq24hdjQioipB60Ngrq6u6Nu3L+Li4tC9e3ccOnQI9+/fx/3793Ho0CEWP0Q6ksukWDKgGbydrZH5OB9DVh/Dw7xCsWMREVUJWhdAK1aswL1799ChQwfUqVMH06ZNw/XrPIGT6FVYK+RYM7QFXGwVSLmXi5HrTiC/iHMEEREZmtYF0KBBgxAfH48rV64gIiICa9euhYeHB9q1a4fY2FgUFBQYMidRpeVsq8Dqoc1hbWaCY6lZ+Gjzac4RRERkYDpfBVa3bl1Mnz4dqamp2LNnDxwdHTFs2DC4uLhg/PjxhshIVOl5O9sgZlAATKQS7Dx1h3MEEREZ2CvdCyw0NBQbNmzA999/DwBYvHixXkIRVUWveTpozBG07ggPMRMRGcpLF0DXr1/HtGnTULduXfTp0wfNmjXDhg0b9JmNqMrpGVALH7arDwCI+uks4i+ki5yIiKhy0qkAys/Px8aNGxEaGgoPDw+sXr0agwcPxpUrVxAXF4e+ffsaKidRlTG2rSf6BLpBJQBjN57EqZvZYkciIqp0tC6ARo8eDRcXFwwbNgz29vb49ddfce3aNUyfPh116tQxYESiqkUikeCL7r54o34NPClUYvja47iZlSd2LCKiSkXrAujQoUOIiorC7du3ERsbi/bt20MikRgyG1GVVTxHUCMXG2Q+LkDE6mPIzuOVlkRE+qJ1AXT69Gm8//77sLe3N2QeIvp/VmYmWD20OVxtFbh6Lxcjvz+Bp4WcI4iISB9e6SowIjIsJxsF1gxrAWuFCY5fe4APN5/iHEFERHrAAoiogqvvZI1lgwIgl0mw6/RdzNxzUexIRERGjwUQkREI8XDAN2/7AwCW/e8q1h6+Jm4gIiIjp3MBdOPGDQhCyV3wgiDgxo0beglFRCWFN62JiWENAADTdp7D7jN3RU5ERGS8XupWGPfu3SvRnpWVhbp16+olFBGVbnQbDwxq6Q5BAN6PTcax1CyxIxERGSWdCyBBEEq9/P3x48dQKBR6CUVEpZNIJJjW1QdhPk4oKFJhxNrj+Cv9kdixiIiMjom2HSMjIwE8+wE8ZcoUWFhYqF9TKpU4evQomjRpoveARKRJJpVgft+mGPjdUZy4/gARq45h66gQuFYzFzsaEZHR0LoAOnnyJIBne4DOnDkDU1NT9Wumpqbw9/fHRx99pP+ERFSCQi7DdxGBeDsmAVcyHmPI6mPY/G4IbC3kYkcjIjIKWhdA+/btAwAMHToU8+fPh42NjcFCEdGLVbMwxdphLdBjyZ/4K/0xRq47ge+HtYBCLhM7GhFRhafzOUCrV69m8UNUQdSsZo61w1rA2swEx1Kz8EFsMpScKJGI6IV0LoByc3MxZcoUhISEwNPTE/Xq1dN4EFH58na2wfLBgTCVSbH7bBo+33mu1KkqiIjob1ofAis2YsQIHDhwAIMGDYKLiwtviEpUAQR72GNuH3+M++Ek1iZch5OtAqPbeIodi4iowtK5ANq9ezd27dqF1157zRB5iOglvdXYFRk5+fj8l/OYtecSnKwV6BlQS+xYREQVks6HwOzs7FC9enVDZCGiVzSsVV28+8azQ9GfbD2N/ZcyRE5ERFQx6VwAzZgxA1OnTkVeXp4h8hDRK/qkgzfCm7iiSCVg9IYknL6VLXYkIqIKR+dDYHPmzEFKSgqcnJxQp04dyOWa844kJSXpLRwR6U4qlWDW2/7IfFyAQ1cyMWzNcWwdFQJ3e0uxoxERVRg6F0Dh4eEGiEFE+mRqIsXSgc3QZ9kRnL+bg8H/P1u0g5WZ2NGIiCoEnQugqKgoQ+QgIj2zVsixZlhz9FhyGNfv52HYmuP4YWRLWJrp/G1PRFTp6HwOEBEZD0drBb4f1gJ2FnKcvvUQozckoVCpEjsWEZHodC6AlEolZs+ejRYtWsDZ2RnVq1fXeBBRxVKvhhVWDWkOhVyKA3/dw8TNp6DibNFEVMXpXABNnz4dc+fORZ8+ffDw4UNERkaiR48ekEqlmDZt2kuFWLx4MerUqQOFQoGgoCAcO3bsuf03b94Mb29vKBQK+Pn54ddff1W/VlhYiE8++QR+fn6wtLSEq6srBg8ejDt37rxUNqLKoGltOywdGAATqQQ7ku9gxq7znC2aiKo0nQugDRs2YMWKFfjwww9hYmKCfv364bvvvsPUqVNx5MgRnQPExsYiMjISUVFRSEpKgr+/P8LCwpCRUfr8JYcPH0a/fv0wfPhwnDx5EuHh4QgPD8fZs2cBAHl5eUhKSsKUKVOQlJSEbdu24dKlS+jatavO2Ygqk/80cMQ3vRoDAFb/eQ1L9qeInIiISDw6F0BpaWnw8/MDAFhZWeHhw4cAgLfeegu7du3SOcDcuXMxcuRIDB06FI0aNUJMTAwsLCywatWqUvvPnz8fHTp0wMSJE9GwYUPMmDEDzZo1w6JFiwAAtra2iIuLQ+/evdGgQQO0bNkSixYtQmJiIm7cuKFzPqLKpHvTWpjcuSEA4JvfLmHTMX5PEFHVpPPlILVq1cLdu3dRu3ZteHh4YO/evWjWrBmOHz8OMzPdLrEtKChAYmIiJk2apG6TSqUIDQ1FQkJCqcskJCQgMjJSoy0sLAw7duwo830ePnwIiUSCatWqlfp6fn4+8vPz1c9zcnIAPDucVlhYqOWn0U7x+vS9XtLEcS5bREs33Mt5imUHU/Hp9jOwMZOhXSPHl1oXx7l8cJzLB8e5fBhynHVZp84FUPfu3REfH4+goCCMGzcOAwcOxMqVK3Hjxg188MEHOq0rMzMTSqUSTk5OGu1OTk64ePFiqcukpaWV2j8tLa3U/k+fPsUnn3yCfv36wcbGptQ+0dHRmD59eon2vXv3wsLCQpuPorO4uDiDrJc0cZxL11AAgmpIcfSeFOM3ncSohkp42r78+jjO5YPjXD44zuXDEOOsy10qdC6Avv76a/X/+/Tpg9q1ayMhIQFeXl7o0qWLrqszqMLCQvTu3RuCIGDp0qVl9ps0aZLGXqWcnBy4ubmhffv2ZRZNr5IpLi4O7dq1KzGLNukPx/nFwpQqjNt0Cr9fvIfVKQpsGB6IRi66be8c5/LBcS4fHOfyYchxLj6Co41XnhEtODgYwcHBL7Wsg4MDZDIZ0tPTNdrT09Ph7Oxc6jLOzs5a9S8ufq5fv44//vjjuYWMmZlZqYfv5HK5wb4JDLlu+hvHuWxyObBoQAAGrzqGY6lZGP79SWwdFfxSt8zgOJcPjnP54DiXD0OMsy7r06oA+vnnn7VeoS5XW5mamiIgIADx8fHqW2yoVCrEx8dj7NixpS4THByM+Ph4TJgwQd0WFxenUYQVFz+XL1/Gvn37YG9vr3UmoqpEIZdhxeBA9FmWgItpjzB41TFsfi8YjtYKsaMRERmUVgWQtvf/kkgkUCqVOgWIjIxEREQEAgMD0aJFC8ybNw+5ubkYOnQoAGDw4MGoWbMmoqOjAQDvv/8+WrdujTlz5qBz587YtGkTTpw4geXLlwN4Vvy8/fbbSEpKwi+//AKlUqk+P6h69eowNTXVKR9RZWdrLsf3w1qgZ8yzW2YMWXUcm95tCRsF/wImospLq8vgVSqVVg9dix/g2XlEs2fPxtSpU9GkSRMkJydjz5496hOdb9y4gbt376r7h4SEYOPGjVi+fDn8/f2xZcsW7NixA76+vgCA27dv4+eff8atW7fQpEkTuLi4qB+HDx/WOR9RVeBoo8C6YUFwsDLF+bs5GLn2BJ4W6v79TERkLCrEXRHHjh1b5iGv/fv3l2jr1asXevXqVWr/OnXqcIZbopdQx8ESa4a2QN/lR3A0NQvjfziJJQOawUTGWwYSUeWjVQG0YMECrVc4fvz4lw5DROLyrWmLFYMDEbHqGPaeT8fkHWcR3cMPEolE7GhERHqlVQH07bffarUyiUTCAojIyAV72GNBvyYYvSEJm47fhIOVGT4KayB2LCIivdKqAEpNTTV0DiKqQDr4uuDL7n6YtO0MFu27guqWphjWqq7YsYiI9OalD+4XFBTg0qVLKCoq0mceIqog+rWojY/a1wcAfP7LeWw/eUvkRERE+qNzAZSXl4fhw4fDwsICPj4+6huMjhs3TmOWaCIyfmP+44khIXUAAB9tPo3fz6c/fwEiIiOhcwE0adIknDp1Cvv374dC8fdkaaGhoYiNjdVrOCISl0QiwdS3GqFH05pQqgSM3piEhJT7YsciInplOhdAO3bswKJFi9CqVSuNK0N8fHyQkpKi13BEJD6pVIKZbzdGaEMnFBSpMPL7Ezh9K1vsWEREr0TnAujevXtwdHQs0Z6bm8tLZYkqKblMikX9myK4nj0e5xchYtUxXMl4JHYsIqKXpnMBFBgYiF27dqmfFxc933333UvfFJWIKj6FXIYVEYHwr2WLB3mFGPjdMdx68ETsWEREL0XnmaC/+uordOzYEefPn0dRURHmz5+P8+fP4/Dhwzhw4IAhMhJRBWFlZoLVQ1ugz7IEXM54jCFrEjGCV8cTkRHSeQ9Qq1atkJycjKKiIvj5+WHv3r1wdHREQkICAgICDJGRiCqQ6pamWDc8CDWrmeN6Vh5iLsiQ86RQ7FhERDp5qXuBeXh4YMWKFfrOQkRGwtlWgQ0jgvB2zGHcflyAketPYv2IIFiYVojbCxIRvdBL/bRSKpXYvn07Lly4AABo1KgRunXrBhMT/vAjqirqOFhidUQAesccRtKNbIxan4QVgwNhasKbpxJRxafzT6pz586hfv36iIiIwPbt27F9+3ZERETAy8sLZ8+eNURGIqqgvJ2t8W5DJczlUhz46x4+iE2GUiWIHYuI6IV0LoBGjBgBHx8f3Lp1C0lJSUhKSsLNmzfRuHFjvPPOO4bISEQVWF1rYHG/JpDLJNh15i4m7zgDQWARREQVm84FUHJyMqKjo2FnZ6dus7Ozw5dffomTJ0/qNRwRGYfXvRwwv29TSCXAD8du4us9F8WORET0XDoXQPXr10d6esn7AWVkZMDT01MvoYjI+HTyc0F0Dz8AwLIDV7Fk/xWRExERlU3nAig6Ohrjx4/Hli1bcOvWLdy6dQtbtmzBhAkTMHPmTOTk5KgfRFS19GleG5928gYAzNpzCRuOXhc5ERFR6XS+bOutt94CAPTu3Vs9C3Tx8f4uXbqon0skEiiVSn3lJCIj8c4bHnj4pBCL96Vg8o6zsFbI0dXfVexYREQadC6A9u3bZ4gcRFSJfNS+AR4+KcT6IzcQGZsMC7kMoY2cxI5FRKSmcwHUunVrQ+QgokpEIpHg866+ePy0CDuS72D0xiSsimiOVl4OYkcjIgLwkhMhZmdnY+XKleqJEH18fDBs2DDY2trqNRwRGS+pVILZvfzxpFCJ386lY+T3J7BueAsE1qkudjQiIt1Pgj5x4gQ8PDzw7bffIisrC1lZWZg7dy48PDyQlJRkiIxEZKRMZFIs6NcUb9SvgSeFSgxdfRxnbj0UOxYRke4F0AcffICuXbvi2rVr2LZtG7Zt24bU1FS89dZbmDBhggEiEpExMzORYdnAALSoWx2P8osweNVR/JX+SOxYRFTFvdQeoE8++UTjvl8mJib4+OOPceLECb2GI6LKwdxUhlVDmsPfrRoe5BViwHdHcS0zV+xYRFSF6VwA2djY4MaNGyXab968CWtra72EIqLKx8rMBGuHNoe3szXuPcrHgO+O4nb2E7FjEVEVpXMB1KdPHwwfPhyxsbG4efMmbt68iU2bNmHEiBHo16+fITISUSVRzcIU64YHoZ6DJW5nP8GAFUeQkfNU7FhEVAXpfBXY7NmzIZFIMHjwYBQVFQEA5HI5Ro0aha+//lrvAYmocqlhbYYNI4PQKyYB1+7nYeDKo4h9Jxh2lqZiRyOiKkSnPUBKpRJHjhzBtGnT8ODBAyQnJyM5ORlZWVn49ttvYWZmZqicRFSJuNiaY8OIIDjZmOGv9McYvOoYcp4Wih2LiKoQnQogmUyG9u3bIzs7GxYWFvDz84Ofnx8sLCwMlY+IKil3e0tsGBGE6pamOHP7IYavOY68giKxYxFRFaHzOUC+vr64evWqIbIQURXj6WiN74e1gLXCBMevPcC76xLxtJD3ECQiw9O5APriiy/w0Ucf4ZdffsHdu3c17v7OO8ATka58a9pizdAWsDCV4eDlTIzdeBKFSpXYsYioktO5AOrUqRNOnTqFrl27olatWrCzs4OdnR2qVasGOzs7Q2QkokouwN0O30UEwsxEit8vpCPyx1NQqgSxYxFRJca7wRNRhRDi4YCYgQF4Z90J7Dx1BxZyGaJ7+EEqlYgdjYgqIZ0KIEEQ4OrqioKCAjRo0EBjNmgiolf1H29HzO/bFGM3JiH2xE2YyaWY3tUHEgmLICLSL60PgaWmpqJx48bw9vZG48aN4eHhwVtfEJHedfJzwTdv+0MiAb5PuI4vd12AIPBwGBHpl9YF0MSJE1FUVIT169djy5YtqFWrFt59911DZiOiKqpnQC1Ed/cDAHx3KBXf/HaJRRAR6ZXWx7AOHTqELVu2oFWrVgCAli1bolatWsjNzYWlpaXBAhJR1dS3RW0UKFWY+tM5LNmfAlMTKSaE1hc7FhFVElrvAcrIyICXl5f6uYuLC8zNzZGRkWGQYEREg4PrYHLnhgCAeb9fxpL9V0RORESVhdZ7gCQSCR4/fgxzc3N1m1QqxaNHjzTm/7GxsdFvQiKq0ka8Xg8FShVm7bmEWXsuwVQmxYjX64kdi4iMnNYFkCAIqF+/fom2pk2bqv8vkUigVHIWVyLSr9FtPFFQpMK83y/ji10XYGoixeDgOmLHIiIjpnUBxPl/iEhM77/phYIiFZbsT8HUn87BRCpF/6DaYsciIiOldQHUunVrQ+YgInouiUSCiWENUFCkwneHUvHZjjMwNZHi7YBaYkcjIiOk860wiIjEIpFI8FnnhogIdocgAB9vOYWfkm+LHYuIjBALICIyKhKJBFFdfNCvhRtUAhD54ynsPnNX7FhEZGRYABGR0ZFKJfgy3A9vB9SCUiVg3A8nEXc+XexYRGREWAARkVGSSiWY2bMxujVxRZFKwJgNSdh/ifOSEZF2WAARkdGSSSWY08sfnfycUaBU4Z11ifjzSqbYsYjICGh1FViPHj20XuG2bdteOgwRka5MZFLM79sUBUVJ+P1COoavPY41Q1ugZT17saMRUQWm1R4gW1tb9cPGxgbx8fEad4JPTExEfHw8bG1tDRaUiKgscpkUiwc0RZsGNfC0UIVha47jWGqW2LGIqALTag/Q6tWr1f//5JNP0Lt3b8TExEAmkwEAlEolRo8ezdtgEJFozExkiBkYgJHfn8DBy5kYsvoY1g5rgeZ1qosdjYgqIJ3PAVq1ahU++ugjdfEDADKZDJGRkVi1apVewxER6UIhl2HF4EC08nRAXoESQ1Ydw4lr3BNERCXpXAAVFRXh4sWLJdovXrwIlUqll1BERC+ruAh6zdMeuQVKRLAIIqJSaH0rjGJDhw7F8OHDkZKSghYtWgAAjh49iq+//hpDhw7Ve0AiIl2Zm8rw3eDmGL72OA6n3EfEqmP4fngLBLjzcBgRPaNzATR79mw4Oztjzpw5uHv32eyrLi4umDhxIj788EO9ByQiehnmpjKsjGiOYWuOI+HqfUSsOo61w1ogwN1O7GhEVAHofAhMKpXi448/xu3bt5GdnY3s7Gzcvn0bH3/8scZ5QUREYjM3lWHlkEC0rFcdj/OLELHqGJJuPBA7FhFVAK80EaKNjQ2v/CKiCs3C1ASrhjT/uwhaeQwnWQQRVXlaFUDNmjXDgwfPfmA0bdoUzZo1K/Ohq8WLF6NOnTpQKBQICgrCsWPHntt/8+bN8Pb2hkKhgJ+fH3799VeN17dt24b27dvD3t4eEokEycnJOmciosqluAhqUbc6HuUXYfDKY0i+mS12LCISkVbnAHXr1g1mZmYAgPDwcL29eWxsLCIjIxETE4OgoCDMmzcPYWFhuHTpEhwdHUv0P3z4MPr164fo6Gi89dZb2LhxI8LDw5GUlARfX18AQG5uLlq1aoXevXtj5MiRestKRMbNwtQEq4c0x9DVx3HsWhYGrTyK9cOD4O9WTexoRCQCrQqgqKioUv//qubOnYuRI0eqrx6LiYnBrl27sGrVKvz3v/8t0X/+/Pno0KEDJk6cCACYMWMG4uLisGjRIsTExAAABg0aBAC4du2a3nISUeVgaWaC1UP/LoIGrjyKDSOC0LhWNbGjEVE50/kqMH0pKChAYmIiJk2apG6TSqUIDQ1FQkJCqcskJCQgMjJSoy0sLAw7dux4pSz5+fnIz89XP8/JyQEAFBYWorCw8JXW/W/F69P3ekkTx7l8GOM4m0qB5QObYMS6JJy4no2B3x3F2iGB8K1Zcc9nNMZxNkYc5/JhyHHWZZ06F0BSqRQSiaTM15VKpVbryczMhFKphJOTk0a7k5NTqRMtAkBaWlqp/dPS0rR6z7JER0dj+vTpJdr37t0LCwuLV1p3WeLi4gyyXtLEcS4fxjjOvZyA+1kypD4qQv8VCRjTSAk3K7FTPZ8xjrMx4jiXD0OMc15entZ9dS6Atm/frvG8sLAQJ0+exNq1a0stIozBpEmTNPYs5eTkwM3NDe3bt9f7VW6FhYWIi4tDu3btIJfL9bpu+hvHuXwY+zi3b1+E4d8nIelGNlZcUWDtkED4uFa8PUHGPs7GguNcPgw5zsVHcLShcwHUrVu3Em1vv/02fHx8EBsbi+HDh2u1HgcHB8hkMqSnp2u0p6enw9nZudRlnJ2ddeqvLTMzM/VJ3v8kl8sN9k1gyHXT3zjO5cNYx9lOLsfaYS3+f36gbESsScSGEUHwrWkrdrRSGes4GxuOc/kwxDjrsr5Xmgfon1q2bIn4+Hit+5uamiIgIEBjGZVKhfj4eAQHB5e6THBwcIn3iIuLK7M/EdGLWCueFUFNa1fDwyeF6L/iCE7xEnmiSk8vBdCTJ0+wYMEC1KxZU6flIiMjsWLFCqxduxYXLlzAqFGjkJubq74qbPDgwRonSb///vvYs2cP5syZg4sXL2LatGk4ceIExo4dq+6TlZWF5ORknD9/HgBw6dIlJCcnv/J5QkRUeVkr5Ph+WAsEutsh52kRBn53lDNGE1VyOh8Cs7Oz0zgJWhAEPHr0CBYWFli/fr1O6+rTpw/u3buHqVOnIi0tDU2aNMGePXvUJzrfuHEDUunfNVpISAg2btyIyZMn49NPP4WXlxd27NihngMIAH7++WeNm7L27dsXwLPL96dNm6brxyWiKqJ4T9DQNcdxLDULg1cew5qhzRFYhzdQJaqMdC6Avv32W40CSCqVokaNGggKCoKdne43GRw7dqzGHpx/2r9/f4m2Xr16oVevXmWub8iQIRgyZIjOOYiILM1MsGZocwxfcwIJV+9j8KpjWD2kOYLq2YsdjYj0TOcCiMUFEVVmxbfNGPn9CRy6kokhq49j5ZBAhHg4iB2NiPRI5wLo9OnTWvdt3LixrqsnIhKduakM30UE4t11iTjw1z0MW3Mc3w1ujlZeLIKIKgudC6AmTZo8dyJE4Nl5QRKJROtJEYmIKhqFXIZlgwIwekMS/riYgeFrj2P54EC0rl9D7GhEpAc6XwW2bds21K1bF0uWLMHJkydx8uRJLFmyBB4eHti6dSuuXr2K1NRUXL161RB5iYjKjUIuw9KBzRDa0An5RSqMXHsC+y5miB2LiPRA5z1AX331FRYsWIBOnTqp2xo3bgw3NzdMmTIFiYmJeg1IRCQmMxMZlgxohvE/nMSec2l4Z90JLB0QgNBGTi9emIgqLJ33AJ05cwZ169Yt0V63bl313DtERJWJqYkUC/s3RWc/FxQqBYzakIg9Zzm3GJEx07kAatiwIaKjo1FQUKBuKygoQHR0NBo2bKjXcEREFYVcJsX8vk3Qxd8VhUoBYzcm4dczd8WORUQvSedDYDExMejSpQtq1aqlvsrr9OnTkEgk2Llzp94DEhFVFCYyKb7t7Q8TqQTbT97GuB9OokgloKu/q9jRiEhHOhdALVq0wNWrV7FhwwZcvHgRwLMZnfv37w9LS0u9ByQiqkhMZFLM7uUPmVSCLYm3MGHTSShVKnRvWkvsaESkA50LIACwtLTEO++8o+8sRERGQSaVYFbPxjCRSrDp+E1E/ngKhUUCejd3EzsaEWlJqwLo559/RseOHSGXy/Hzzz8/t2/Xrl31EoyIqCKTSiX4qrsfTGQSrD9yAx9vPY2nRUoMDq4jdjQi0oJWBVB4eDjS0tLg6OiI8PDwMvtx8kMiqkqkUglmdPOFmYkMKw+lYupP5/C0UIl33vAQOxoRvYBWBZBKpSr1/0REVZ1EIsHkzg1hLpdh0b4r+OrXi3hSoML4Nz1fOGs+EYlH58vgy3Lr1i2eF0REVZJEIsFHYQ0wMawBAODb3//CzD2XIAiCyMmIqCx6K4Du37+PlStX6mt1RERGZ8x/PDHlrUYAgJgDKZi+8zxUKhZBRBWR3gogIiIChreqiy+7+wIA1hy+hk+3n4GSRRBRhcMCiIhIzwYEuWN2L39IJcCm4zfx4Y/JKFLy/EmiioQFEBGRAbwdUAsL+jWFiVSCHcl3MO6HkygoYhFEVFFoPRFijx49nvt6dnb2q2YhIqpU3mrsCjMTGcZsSMLus2nIX5+IJQOaQSGXiR2NqMrTeg+Qra3tcx/u7u4YPHiwIbMSERmddo2c8F1EIBRyKf64mIERa08gr6BI7FhEVZ7We4BWr15tyBxERJXWG/VrYM3QFhi25jgOXclExKpjWDWkOawVcrGjEVVZPAeIiKgctKxnj/UjgmCtMMHxaw8w8LujyM4rEDsWUZXFAoiIqJw0q22HH0a2hJ2FHKduPUS/FUeR+Thf7FhEVRILICKicuRb0xab3gmGg5UZLtzNQe+YBNzJfiJ2LKIqhwUQEVE5a+Bsjc3vBaNmNXNczcxFr5gEXL33WOxYRFUKCyAiIhHUdbDE5veCUa+GJW5nP0HvZQm4cDdH7FhEVQYLICIikbhWM8eP7wajkYsNMh8XoM+yBCRefyB2LKIqgQUQEZGIHKzM8MM7LRHoboecp0UYtPIoDl3OFDsWUaXHAoiISGS25nJ8P7wFXvdyQF6BEsPWHMdv59LEjkVUqbEAIiKqACxMTfBdRCA6+jqjQKnC6A1J2JZ0S+xYRJUWCyAiogrCzESGhf2a4u2AWlCqBET+eArfJ1wTOxZRpaT1rTCIiMjwTGRSzOrZGFZmJlhz+Bqm/nQO2bn5qC2InYyocuEeICKiCkYqlSCqSyO8/6YXAGDu71fw8w0pBIFVEJG+sAAiIqqAJBIJPmhXH5M7NwQA/HFHiik/X4BSxSKISB9YABERVWAjXq+Hr8IbQQIBsSduYUJsMgqVKrFjERk9FkBERBVcr4BaiKivglwmwc5Td/DuukQ8KVCKHYvIqLEAIiIyAk3tBSzt3wQKuRR/XMzA4FVH8fBJodixiIwWCyAiIiPRun4NrBseBGuFCY5fe4A+yxKQkfNU7FhERokFEBGREWlepzp+fDcYNazNcDHtEXrGHMa1zFyxYxEZHRZARERGpqGLDbaNCoG7vQVuZj3B2zEJOHfnodixiIwKCyAiIiPkVt0CW94L+f87yeej77IjOHL1vtixiIwGCyAiIiNVw9oMm95tiaC61fEovwiDVx3jTVSJtMQCiIjIiNko5Fg7rAXaNXJCQZEKo9Yn4sfjN8WORVThsQAiIjJyCrkMSwc0Q+/AWlAJwMdbTyPmQIrYsYgqNBZARESVgIlMipk9G+Pd1vUAAF/vvoivfr3A+4cRlYEFEBFRJSGRSDCpY0N82skbALD8f1fx0ebTKOKtM4hKYAFERFTJvPOGB755uzFkUgm2Jt3Cu+sS8bSQt84g+icWQERElVCvQDfEDAyAmYkU8RczMGglb51B9E8sgIiIKql2jZzw/bAWGrfOSHvIW2cQASyAiIgqtaB69oh95+9bZ/RY8ieuZDwSOxaR6FgAERFVco1cn906o56DJe48fIqeSxOQeD1L7FhEomIBRERUBbhVt8CWUSFo4lYND58Uov+Ko9jLWaOpCmMBRERURVS3NMXGkUF409sR+UUqvLc+ERuP3hA7FpEoWAAREVUhFqYmWDYoAH0C3aASgE+3n8G3cX9xwkSqclgAERFVMSYyKb7u6YfxbT0BAPPjL+PT7Wc4YSJVKSyAiIiqIIlEgsj2DfBld19IJcAPx27ivfWJeFLACROpamABRERUhQ0IcsfS/58w8fcLGRjw3RE8yC0QOxaRwZmIHQAAFi9ejG+++QZpaWnw9/fHwoUL0aJFizL7b968GVOmTMG1a9fg5eWFmTNnolOnTurXBUFAVFQUVqxYgezsbLz22mtYunQpvLy8yuPjEBEZlTAfZ2wYEYTha08g6UY2esYcxjdv+8PByhRSiQQSidgJy0dRURGy8oHb2U9gYsJZsw2leJwfPimEg1wuWg7RC6DY2FhERkYiJiYGQUFBmDdvHsLCwnDp0iU4OjqW6H/48GH069cP0dHReOutt7Bx40aEh4cjKSkJvr6+AIBZs2ZhwYIFWLt2LerWrYspU6YgLCwM58+fh0KhKO+PSERU4QXWqY4t7wUjYtUxXL2Xi55LD4sdSSQmmJ50UOwQVYAJ0q2u4b+dGomYQGRz587FyJEjMXToUABATEwMdu3ahVWrVuG///1vif7z589Hhw4dMHHiRADAjBkzEBcXh0WLFiEmJgaCIGDevHmYPHkyunXrBgD4/vvv4eTkhB07dqBv377l9+GIiIyIl5M1to95DdN+Poc/r2SiSCVAqapaV4eplEpIZTKxY1R6KqUSMqm4uxZFLYAKCgqQmJiISZMmqdukUilCQ0ORkJBQ6jIJCQmIjIzUaAsLC8OOHTsAAKmpqUhLS0NoaKj6dVtbWwQFBSEhIaHUAig/Px/5+fnq5zk5OQCAwsJCFBbqdzdo8fr0vV7SxHEuHxzn8lGe41zdXIYFfRob/H0qosLCQsTFxaFdu7aQi3hoprJTj/Mb7gb7HasNUQugzMxMKJVKODk5abQ7OTnh4sWLpS6TlpZWav+0tDT168VtZfX5t+joaEyfPr1E+969e2FhYaHdh9FRXFycQdZLmjjO5YPjXD44zuWD41w+DDHOeXl5WvcV/RBYRTBp0iSNvUo5OTlwc3ND+/btYWNjo9f3+vsvjHb8C8OAOM7lg+NcPjjO5YPjXD4MOc7FR3C0IWoB5ODgAJlMhvT0dI329PR0ODs7l7qMs7Pzc/sX/5ueng4XFxeNPk2aNCl1nWZmZjAzMyvRLpfLDfZNYMh10984zuWD41w+OM7lg+NcPgwxzrqsT9R5gExNTREQEID4+Hh1m0qlQnx8PIKDg0tdJjg4WKM/8Gw3WnH/unXrwtnZWaNPTk4Ojh49WuY6iYiIqGoR/RBYZGQkIiIiEBgYiBYtWmDevHnIzc1VXxU2ePBg1KxZE9HR0QCA999/H61bt8acOXPQuXNnbNq0CSdOnMDy5csBPJvddMKECfjiiy/g5eWlvgze1dUV4eHhYn1MIiIiqkBEL4D69OmDe/fuYerUqUhLS0OTJk2wZ88e9UnMN27cgFT6946qkJAQbNy4EZMnT8ann34KLy8v7NixQz0HEAB8/PHHyM3NxTvvvIPs7Gy0atUKe/bs4RxAREREBKACFEAAMHbsWIwdO7bU1/bv31+irVevXujVq1eZ65NIJPj888/x+eef6ysiERERVSK8FxgRERFVOSyAiIiIqMphAURERERVDgsgIiIiqnJYABEREVGVwwKIiIiIqhwWQERERFTlVIh5gCoaQRAA6HZTNW0VFhYiLy8POTk5vNeMAXGcywfHuXxwnMsHx7l8GHKci39vF/8efx4WQKV49OgRAMDNzU3kJERERKSrR48ewdbW9rl9JII2ZVIVo1KpcOfOHVhbW0Mikeh13Tk5OXBzc8PNmzdhY2Oj13XT3zjO5YPjXD44zuWD41w+DDnOgiDg0aNHcHV11biNVmm4B6gUUqkUtWrVMuh72NjY8BusHHCcywfHuXxwnMsHx7l8GGqcX7TnpxhPgiYiIqIqhwUQERERVTksgMqZmZkZoqKiYGZmJnaUSo3jXD44zuWD41w+OM7lo6KMM0+CJiIioiqHe4CIiIioymEBRERERFUOCyAiIiKqclgAERERUZXDAqgcLV68GHXq1IFCoUBQUBCOHTsmdqRKZdq0aZBIJBoPb29vsWNVCv/73//QpUsXuLq6QiKRYMeOHRqvC4KAqVOnwsXFBebm5ggNDcXly5fFCWvEXjTOQ4YMKbGNd+jQQZywRiw6OhrNmzeHtbU1HB0dER4ejkuXLmn0efr0KcaMGQN7e3tYWVmhZ8+eSE9PFymxcdJmnNu0aVNim37vvffKJR8LoHISGxuLyMhIREVFISkpCf7+/ggLC0NGRobY0SoVHx8f3L17V/04dOiQ2JEqhdzcXPj7+2Px4sWlvj5r1iwsWLAAMTExOHr0KCwtLREWFoanT5+Wc1Lj9qJxBoAOHTpobOM//PBDOSasHA4cOIAxY8bgyJEjiIuLQ2FhIdq3b4/c3Fx1nw8++AA7d+7E5s2bceDAAdy5cwc9evQQMbXx0WacAWDkyJEa2/SsWbPKJ6BA5aJFixbCmDFj1M+VSqXg6uoqREdHi5iqcomKihL8/f3FjlHpARC2b9+ufq5SqQRnZ2fhm2++UbdlZ2cLZmZmwg8//CBCwsrh3+MsCIIQEREhdOvWTZQ8lVlGRoYAQDhw4IAgCM+2X7lcLmzevFnd58KFCwIAISEhQayYRu/f4ywIgtC6dWvh/fffFyUP9wCVg4KCAiQmJiI0NFTdJpVKERoaioSEBBGTVT6XL1+Gq6sr6tWrhwEDBuDGjRtiR6r0UlNTkZaWprF929raIigoiNu3Aezfvx+Ojo5o0KABRo0ahfv374sdyeg9fPgQAFC9enUAQGJiIgoLCzW2aW9vb9SuXZvb9Cv49zgX27BhAxwcHODr64tJkyYhLy+vXPLwZqjlIDMzE0qlEk5OThrtTk5OuHjxokipKp+goCCsWbMGDRo0wN27dzF9+nS8/vrrOHv2LKytrcWOV2mlpaUBQKnbd/FrpB8dOnRAjx49ULduXaSkpODTTz9Fx44dkZCQAJlMJnY8o6RSqTBhwgS89tpr8PX1BfBsmzY1NUW1atU0+nKbfnmljTMA9O/fH+7u7nB1dcXp06fxySef4NKlS9i2bZvBM7EAokqjY8eO6v83btwYQUFBcHd3x48//ojhw4eLmIxIP/r27av+v5+fHxo3bgwPDw/s378fb775pojJjNeYMWNw9uxZni9oYGWN8zvvvKP+v5+fH1xcXPDmm28iJSUFHh4eBs3EQ2DlwMHBATKZrMQVBOnp6XB2dhYpVeVXrVo11K9fH1euXBE7SqVWvA1z+y5/9erVg4ODA7fxlzR27Fj88ssv2LdvH2rVqqVud3Z2RkFBAbKzszX6c5t+OWWNc2mCgoIAoFy2aRZA5cDU1BQBAQGIj49Xt6lUKsTHxyM4OFjEZJXb48ePkZKSAhcXF7GjVGp169aFs7Ozxvadk5ODo0ePcvs2sFu3buH+/fvcxnUkCALGjh2L7du3448//kDdunU1Xg8ICIBcLtfYpi9duoQbN25wm9bBi8a5NMnJyQBQLts0D4GVk8jISERERCAwMBAtWrTAvHnzkJubi6FDh4odrdL46KOP0KVLF7i7u+POnTuIioqCTCZDv379xI5m9B4/fqzxF1lqaiqSk5NRvXp11K5dGxMmTMAXX3wBLy8v1K1bF1OmTIGrqyvCw8PFC22EnjfO1atXx/Tp09GzZ084OzsjJSUFH3/8MTw9PREWFiZiauMzZswYbNy4ET/99BOsra3V5/XY2trC3Nwctra2GD58OCIjI1G9enXY2Nhg3LhxCA4ORsuWLUVObzxeNM4pKSnYuHEjOnXqBHt7e5w+fRoffPAB3njjDTRu3NjwAUW59qyKWrhwoVC7dm3B1NRUaNGihXDkyBGxI1Uqffr0EVxcXARTU1OhZs2aQp8+fYQrV66IHatS2LdvnwCgxCMiIkIQhGeXwk+ZMkVwcnISzMzMhDfffFO4dOmSuKGN0PPGOS8vT2jfvr1Qo0YNQS6XC+7u7sLIkSOFtLQ0sWMbndLGGICwevVqdZ8nT54Io0ePFuzs7AQLCwuhe/fuwt27d8ULbYReNM43btwQ3njjDaF69eqCmZmZ4OnpKUycOFF4+PBhueST/H9IIiIioiqD5wARERFRlcMCiIiIiKocFkBERERU5bAAIiIioiqHBRARERFVOSyAiIiIqMphAURERERVDgsgIiIiqnJYABFRhTdkyBBRb6sxaNAgfPXVV1r3z8zMhKOjI27dumXAVET0KjgTNBGJSiKRPPf1qKgofPDBBxAEAdWqVSufUP9w6tQptG3bFtevX4eVlRWAZ/fo+uyzz7B//35kZWXBwcEBAQEBmDlzJry9vQE8uzfdgwcPsHLlynLPTEQvxgKIiERVfINEAIiNjcXUqVNx6dIldZuVlZW68BDDiBEjYGJigpiYGABAYWEhGjZsiAYNGmDKlClwcXHBrVu3sHv3brz11lvqm2WeO3cOAQEBuHPnDqpXry5afiIqHQ+BEZGonJ2d1Q9bW1tIJBKNNisrqxKHwNq0aYNx48ZhwoQJsLOzg5OTE1asWIHc3FwMHToU1tbW8PT0xO7duzXe6+zZs+jYsSOsrKzg5OSEQYMGITMzs8xsSqUSW7ZsQZcuXdRt586dQ0pKCpYsWYKWLVvC3d0dr732Gr744guNO4X7+PjA1dUV27dv199gEZHesAAiIqO0du1aODg44NixYxg3bhxGjRqFXr16ISQkBElJSWjfvj0GDRqEvLw8AEB2djbatm2Lpk2b4sSJE9izZw/S09PRu3fvMt/j9OnTePjwIQIDA9VtNWrUgFQqxZYtW6BUKp+bsUWLFjh48KB+PjAR6RULICIySv7+/pg8eTK8vLwwadIkKBQKODg4YOTIkfDy8sLUqVNx//59nD59GgCwaNEiNG3aFF999RW8vb3RtGlTrFq1Cvv27cNff/1V6ntcv34dMpkMjo6O6raaNWtiwYIFmDp1Kuzs7NC2bVvMmDEDV69eLbG8q6srrl+/bpgBIKJXwgKIiIxS48aN1f+XyWSwt7eHn5+fus3JyQkAkJGRAeDZycz79u1Tn1NkZWWlPmE5JSWl1Pd48uQJzMzMSpyoPWbMGKSlpWHDhg0IDg7G5s2b4ePjg7i4OI1+5ubm6j1QRFSxmIgdgIjoZcjlco3nEolEo624aFGpVACAx48fo0uXLpg5c2aJdbm4uJT6Hg4ODsjLy0NBQQFMTU01XrO2tkaXLl3QpUsXfPHFFwgLC8MXX3yBdu3aqftkZWWhRo0aL/cBicigWAARUZXQrFkzbN26FXXq1IGJiXY/+po0aQIAOH/+vPr/pZFIJPD29sbhw4c12s+ePYs2bdq8ZGIiMiQeAiOiKmHMmDHIyspCv379cPz4caSkpOC3337D0KFDyzyZuUaNGmjWrBkOHTqkbktOTka3bt2wZcsWnD9/HleuXMHKlSuxatUqdOvWTd0vLy8PiYmJaN++vcE/GxHpjgUQEVUJrq6u+PPPP6FUKtG+fXv4+flhwoQJqFatGqTSsn8UjhgxAhs2bFA/r1WrFurUqYPp06cjKCgIzZo1w/z58zF9+nR89tln6n4//fQTateujddff92gn4uIXg4nQiQieo4nT56gQYMGiI2NRXBwsNbLtWzZEuPHj0f//v0NmI6IXhb3ABERPYe5uTm+//77506Y+G+ZmZno0aMH+vXrZ8BkRPQquAeIiIiIqhzuASIiIqIqhwUQERERVTksgIiIiKjKYQFEREREVQ4LICIiIqpyWAARERFRlcMCiIiIiKocFkBERERU5bAAIiIioirn/wAykSHqQopZgwAAAABJRU5ErkJggg==", "text/plain": [ "
" ] @@ -242,7 +242,7 @@ }, { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -252,7 +252,7 @@ }, { "data": { - "image/png": "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", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAioAAAHHCAYAAACRAnNyAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/av/WaAAAACXBIWXMAAA9hAAAPYQGoP6dpAABXsElEQVR4nO3deVwU9eMG8Gd2WZb7vhURQcULTTxSvBLvO6/UMrQ0K8zUsjLLI82+dmpZmZWa5lGaZnZoXnjfeAsoXihyyH3Dsju/PxB+bqDu4u7OAs/79eIVzA6zz37Y5GHmMzOCKIoiiIiIiMyQTOoARERERA/CokJERERmi0WFiIiIzBaLChEREZktFhUiIiIyWywqREREZLZYVIiIiMhssagQERGR2WJRISIiIrPFokKkg1WrVkEQBNy4cUPqKNXWr7/+ChcXF+Tm5kodxSAuXboECwsLXLhwQeoo5ebOnQtBEKSOUcHx48dhaWmJmzdv6v2927dvh52dHe7evWuEZFQdsKiQ2SgrAydPnpQsw8KFC/H7778b9TkEQdDpIzIy0qg5TEmtVmPOnDl47bXXYGdnV768fv36GDBgQIX116xZA7lcjj59+qCwsPCxnz8yMrJ8XH/++edK1wkNDYUgCGjevHn5ssWLF6Njx47o0qULgoOD8ccff5Q/1rRpU/Tv3x+zZ89+7HwPU79+fZ3eL6tWrTJqjscxa9YsjB49Gn5+fuXLNBoNVq9ejfbt28PFxQX29vZo1KgRnn/+eRw9erR8vT59+iAwMBAfffSRFNHJDFhIHYDInCxcuBDDhw/HkCFDtJaPHTsWo0aNglKpfOznWLNmjdbXq1evxs6dOyssb9KkyWM/l7nYtm0bYmNj8dJLLz1y3bVr12LcuHHo0aMHfv/9d1hZWRksh5WVFdatW4fnnntOa/mNGzdw+PDhCs81YMAATJkyBTKZDL///jueeeYZZGRklK/38ssvo1+/frh69SoCAgIMlvN+ixcv1toL9ffff2P9+vX44osv4ObmVr68Y8eOeO655/DOO+8YJUdVnTlzBrt27cLhw4e1lk+ZMgVff/01Bg8ejGeffRYWFhaIjY3FP//8gwYNGuDJJ58sX3fSpEl48803MW/ePNjb25v6JZDURCIzsXLlShGAeOLECZM+r0ajEfPz80VRFEVbW1sxPDzcpM8fEREhVvf/FXNzcx/6+KBBg8ROnTpVWO7n5yf279+//Ov169eLcrlc7NGjh1hQUGCwfHv37hUBiEOHDhUtLCzEu3fvaj3+4Ycfip6enmKnTp3EZs2aVbqNzZs3i7a2tlq5iouLRWdnZ/H99983WNZH+eSTT0QA4vXr1032nI9jypQpYr169USNRlO+LCkpSRQEQZw4cWKF9TUajZicnKy1LDk5WZTL5eKPP/5o9Lxkfnjoh8zauHHjYGdnh4SEBAwZMgR2dnZwd3fHm2++CbVarbWuRqPB4sWL0axZM1hZWcHT0xOTJk1CRkaG1nplhxt27NiBNm3awNraGt999x0EQUBeXh5++umn8t3p48aNA1D5HJWtW7eif//+8PHxgVKpREBAAObPn18hV1Xo+1oOHjyIdu3awcrKCg0aNMDq1au11lOpVJg3bx4aNmwIKysruLq6olOnTti5c6fWenv27EHnzp1ha2sLJycnDB48GNHR0VrrlM2DuHTpEsaMGQNnZ2d06tTpga+lsLAQ27dvR48ePR76mn/99Vc899xz6NatG/74448KezfS0tIwduxYODg4wMnJCeHh4Th79qxehz0GDx4MpVKJjRs3ai1ft24dRo4cCblcXun3JSQk4LXXXsPChQu1cikUCnTr1g1bt2596PMWFBQgKCgIQUFBKCgoKF+enp4Ob29vdOzY0SDvm8rmqAiCgMmTJ2Pjxo1o2rQprK2t0aFDB5w/fx4A8N133yEwMBBWVlbo1q1bpfOwjh07hj59+sDR0RE2Njbo2rUrDh06pFOm33//Hd27d9fKdf36dYiiiNDQ0ArrC4IADw8PrWUeHh4IDg5+5DhTzcSiQmZPrVajd+/ecHV1xaeffoquXbvis88+w/Lly7XWmzRpEmbMmIHQ0FAsWbIE48ePx9q1a9G7d2+oVCqtdWNjYzF69Gj07NkTS5YsQatWrbBmzRoolUp07twZa9aswZo1azBp0qQH5lq1ahXs7Owwffp0LFmyBCEhIZg9e7ZBdr3r81ri4uIwfPhw9OzZE5999hmcnZ0xbtw4XLx4sXyduXPnYt68eXjqqaewdOlSzJo1C/Xq1UNUVFT5Ort27ULv3r2RkpKCuXPnYvr06Th8+DBCQ0Mr/eU1YsQI5OfnY+HChZg4ceIDX8upU6dQXFyM1q1bP3Cd3377Dc8++yy6dOmCbdu2wdraWutxjUaDgQMHYv369QgPD8eHH36IxMREhIeHP2ootdjY2GDw4MFYv359+bKzZ8/i4sWLGDNmTKXfk5aWhr59+2LYsGGYMmVKhcdDQkJw4cIFZGdnP/B5ra2t8dNPPyEuLg6zZs0qXx4REYGsrCysWrXqgSXJEA4cOIA33ngD4eHhmDt3LqKjozFgwAB8/fXX+PLLL/Hqq69ixowZOHLkCF544QWt792zZw+6dOmC7OxszJkzBwsXLkRmZia6d++O48ePP/R5ExISEB8fX+FnXzZXZePGjcjPz9fpNYSEhFQ4fES1hNS7dIjKVHboJzw8XAQgfvDBB1rrPvHEE2JISEj51wcOHBABiGvXrtVab/v27RWW+/n5iQDE7du3V8jwoEM/Zdnu391edrjofpMmTRJtbGzEwsLCR77eMv899FOV17J///7yZSkpKaJSqRTfeOON8mUtW7bUOsRSmVatWokeHh5iWlpa+bKzZ8+KMplMfP7558uXzZkzRwQgjh49WqfX98MPP4gAxPPnz1d4zM/PT/Tx8REtLCzEbt26iXl5eZVu47fffhMBiIsXLy5fplarxe7du4sAxJUrVz40Q9mhn40bN4p//vmnKAiCGB8fL4qiKM6YMUNs0KCBKIqi2LVrV61DP3fv3hVbtmwpvv322w/c9rp160QA4rFjxx6aQRRFcebMmaJMJhP3798vbty4scJr0sXDDv2U/WzuB0BUKpVa63/33XciANHLy0vMzs7Wynf/tjUajdiwYUOxd+/eWodu8vPzRX9/f7Fnz54Pzbpr1y4RgLht27YKjz3//PMiANHZ2Vl8+umnxU8//VSMjo5+4LYWLlwoAqhwWIhqPu5RoWrh5Zdf1vq6c+fOuHbtWvnXGzduhKOjI3r27InU1NTyj5CQENjZ2WHv3r1a3+/v74/evXs/Vqb7/+rPyclBamoqOnfujPz8fMTExFR5u/q+lqZNm6Jz587lX7u7u6Nx48Za4+Pk5ISLFy/iypUrlT5nYmIizpw5g3HjxsHFxaV8eXBwMHr27Im///67wvf892fyIGlpaQAAZ2fnSh9PT09HSUkJ6tatW2FPSpnt27dDoVBo7bmRyWSIiIjQKcP9evXqBRcXF2zYsAGiKGLDhg0YPXp0peu+/vrruHz5Mo4ePYpu3bqhW7duuH79utY6Za8rNTX1kc89d+5cNGvWDOHh4Xj11VfRtWvXSvfSGFpYWBjq169f/nX79u0BAMOGDdOanFq2vOy9c+bMGVy5cgVjxoxBWlpa+XsxLy8PYWFh2L9/PzQazQOf92E/+5UrV2Lp0qXw9/fHli1b8Oabb6JJkyYICwtDQkJChfX1GWeqWXjWD5k9KysruLu7ay1zdnbWmq9x5coVZGVlVTi2XSYlJUXra39//8fOdfHiRbz33nvYs2dPhd3+WVlZVd6uvq+lXr16Fdb57/h88MEHGDx4MBo1aoTmzZujT58+GDt2LIKDgwGg/PoWjRs3rrCtJk2aYMeOHcjLy4OtrW35cn3HUBTFSpeHhYWhXr16+Pbbb+Hi4oIlS5ZUWOfmzZvw9vaGjY2N1vLAwEC9MgCl80pGjBiBdevWoV27drh169YDD/usXbv2kdsre126XL/E0tISK1asQNu2bWFlZYWVK1ea5Lon/32PODo6AgB8fX0rXV723ikrtg87xJaVlfXAElqmsp99WdGMiIhAWloaDh06hGXLluGff/7BqFGjcODAgUq3YY7XiSHjYlEhs6fLsXuNRgMPD48H/mL5b9F50F/uusrMzETXrl3h4OCADz74AAEBAbCyskJUVBTefvvth/6V+Sj6vpYHjc/9vxy6dOmCq1evYuvWrfj333/xww8/4IsvvsCyZcswYcKEKuXUdQxdXV0BlP7yq1u3bqXrLF26FBkZGfjyyy/h7OyMuXPnVimTrsaMGYNly5Zh7ty5aNmyJZo2bVrlbZX9Ur//VOGH2bFjB4DSScZXrlwxSGl+lAe9Rx713il7H3/yySdo1apVpevef12c/7r/Z/8wrq6uGDRoEAYNGoRu3bph3759uHnzptZ1V/QdZ6o5WFSoRggICMCuXbsQGhr6WCVE17/WIiMjkZaWhs2bN6NLly7ly/97WKAqDPVa/svFxQXjx4/H+PHjkZubiy5dumDu3LmYMGFC+S+E2NjYCt8XExMDNzc3rb0p+ggKCgJQOjYtWrSodB2ZTIbVq1cjKysL8+bNg4uLi9YhET8/P+zduxf5+flae1Xi4uKqlKlTp06oV68eIiMjsWjRoipto8z169chk8nQqFGjR6577tw5fPDBBxg/fjzOnDmDCRMm4Pz58+V7MsxN2bVhHBwcHnnWVmXu/9nrqk2bNti3bx8SExO1isr169fh5uZWoahTzcc5KlQjjBw5Emq1GvPnz6/wWElJCTIzM3Xajq2trU7rlv0lev9ei+LiYnzzzTc6Pc/DGOq13K9srkAZOzs7BAYGoqioCADg7e2NVq1a4aefftLa/oULF/Dvv/+iX79+ej9nmZCQEFhaWj7yisMKhQKbNm1CaGgopk6dqnUBvLKznb7//vvyZRqNBl9//XWVMgmCgC+//BJz5szB2LFjq7SNMqdOnUKzZs0eWTZUKhXGjRsHHx8fLFmyBKtWrUJycjKmTZv2WM9vTCEhIQgICMCnn35a6a0PHnVZ+zp16sDX17fCzz4pKQmXLl2qsH5xcTF2794NmUxW4bDeqVOn0KFDhyq8CqruuEeFaoSuXbti0qRJ+Oijj3DmzBn06tULCoUCV65cwcaNG7FkyRIMHz78kdsJCQnBrl278Pnnn8PHxwf+/v7lEwzv17FjRzg7OyM8PBxTpkyBIAhYs2bNA+dhSPFa7te0aVN069YNISEhcHFxwcmTJ7Fp0yZMnjy5fJ1PPvkEffv2RYcOHfDiiy+ioKAAX331FRwdHR/rUIyVlRV69eqFXbt24YMPPnjoujY2Nvjrr7/QtWtXvPDCC3B0dMSgQYMwZMgQtGvXDm+88Qbi4uIQFBSEP/74A+np6QCqNm9h8ODBGDx4cJVeUxmVSoV9+/bh1VdffeS6CxYswJkzZ7B7927Y29sjODgYs2fPxnvvvYfhw4c/Vhk0FplMhh9++AF9+/ZFs2bNMH78eNSpUwcJCQnYu3cvHBwcsG3btoduY/DgwdiyZQtEUSz/Od2+fRvt2rVD9+7dERYWBi8vL6SkpGD9+vU4e/Yspk6dqnWIJyUlBefOnavS5GmqAaQ63Yjovx50erKtrW2FdSs7DVMURXH58uViSEiIaG1tLdrb24stWrQQ33rrLfHOnTvl6/z3aqj3i4mJEbt06SJaW1uLAMpPVa7s9ORDhw6JTz75pGhtbS36+PiIb731lrhjxw4RgLh3716dX/eDrkz7OK+la9euYteuXcu/XrBggdiuXTvRyclJtLa2FoOCgsQPP/xQLC4u1vq+Xbt2iaGhoaK1tbXo4OAgDhw4ULx06ZLWOmVj/9+ruz7M5s2btU4JflT+pKQkMTAwULSysiofy7t374pjxowR7e3tRUdHR3HcuHHioUOHRADihg0bHvr895+e/DD/PT35Uf755x8RgHjlypWHrnfq1CnRwsJCfO2117SWl5SUiG3bthV9fHzEjIwMnZ6zKqcnR0REaC27fv26CED85JNPtJY/aJxOnz4tDh06VHR1dRWVSqXo5+cnjhw5Uty9e/cj80ZFRYkAxAMHDpQvy87OFpcsWSL27t1brFu3rqhQKER7e3uxQ4cO4vfff691KrQoiuK3334r2tjYaJ1KTbWHIIoG+BOQiOgh1Go1mjZtipEjR1Z6SKuqfv/9dzz99NM4ePBgpVc5NbYhQ4ZAEARs2bLF5M9dnYSFhcHHx6fC/ax09cQTT6Bbt2744osvDJyMqgMWFSIyiV9++QWvvPIK4uPjH3qmyIMUFBRoTS5Wq9Xo1asXTp48iaSkJINOPNZFdHQ0WrRogTNnzmjdcZkqOnbsGDp37owrV65oTZDVxfbt2zF8+HBcu3btgafsU83GokJE1cKECRNQUFCADh06oKioCJs3b8bhw4excOFCzJw5U+p4RGQkLCpEVC2sW7cOn332GeLi4lBYWIjAwEC88sorWhOCiajmYVEhIiIis8XrqBAREZHZYlEhIiIis1WtL/im0Whw584d2Nvb80ZVRERE1YQoisjJyYGPjw9ksofvM6nWReXOnTsV7v5JRERE1cOtW7ceeLPSMtW6qNjb2wMofaEODg4G3bZKpcK///5bfvlyMg6Os2lwnE2D42waHGfTMdZYZ2dnw9fXt/z3+MNU66JSdrjHwcHBKEXFxsYGDg4O/B/BiDjOpsFxNg2Os2lwnE3H2GOty7QNTqYlIiIis8WiQkRERGaLRYWIiIjMFosKERERmS0WFSIiIjJbLCpERERktlhUiIiIyGyxqBAREZHZYlEhIiIis8WiQkRERGaLRYWIiIjMFosKERERmS0WlQe4djcPqYVSpyAiIqrdWFQqseLgdfT56hD+iufwEBERSYm/iSvRvoELRBE4nSYgMYu7VYiIiKTColKJZj6OCKnnBBEC9sTelToOERFRrcWi8gBPNXYHAOy7zKJCREQkFRaVB+jayA0AcORaOgpVaonTEBER1U4sKg/Q2NMOTpYiClUaHLueLnUcIiKiWolF5QEEQUBTJxEAsDcmReI0REREtROLykM0dS4tKntiUiCKosRpiIiIah8WlYdo5ChCIRcQn56P66l5UschIiKqdVhUHkIpB9rWdwYA7OVpykRERCbHovII3RqVnqYcGct5KkRERKbGovII3e6dpnzsWjryikokTkNERFS7sKg8Qn1XG/i52qBYrcGhuFSp4xAREdUqLCqPIAgCnmrsAYDzVIiIiEyNRUUH3Rr//zwVnqZMRERkOiwqOniygSusFDIkZhUiNjlH6jhERES1BouKDqwUcoQGlE6q3cOr1BIREZkMi4qOugWVzlOJjOE8FSIiIlNhUdFR2fVUTsVnICtfJXEaIiKi2oFFRUe+LjZo6GEHtUbEgTjuVSEiIjIFFhU9PHXv8M9eHv4hIiIyCRYVPZSdprzvcgo0Gp6mTEREZGwsKnpoW98F9koLpOYW4+ztTKnjEBER1XgsKnpQyGXoem+vyq7oZInTEBER1XwsKnrq2dQTALDrEq+nQkREZGwsKnrq1sgDcpmA2OQcxKflSx2HiIioRmNR0ZOjjQLt6rsA4OEfIiIiY2NRqYIeZYd/WFSIiIiMikWlCno0Kb2eyrHr6bxKLRERkRGxqFSBn6stGnmWXqU28jIn1RIRERkLi0oV9WhSdviHRYWIiMhYWFSqqGyeSmRsCopLNBKnISIiqplYVKqoVV0nuNlZIqewBCdupEsdh4iIqEaStKio1Wq8//778Pf3h7W1NQICAjB//nyIovnfR0cmExAWVLpXZeclnv1DRERkDJIWlUWLFuHbb7/F0qVLER0djUWLFuHjjz/GV199JWUsnYXdO/tnV3RytShXRERE1Y2FlE9++PBhDB48GP379wcA1K9fH+vXr8fx48eljKWzTg3doLSQ4XZGAWKTcxDk5SB1JCIiohpF0j0qHTt2xO7du3H58mUAwNmzZ3Hw4EH07dtXylg6s7G0QKdANwDAzos8/ENERGRoku5Reeedd5CdnY2goCDI5XKo1Wp8+OGHePbZZytdv6ioCEVFReVfZ2dnAwBUKhVUKsNeeK1se4/abvfGbtgdk4IdF5Pwcpf6Bs1QG+g6zvR4OM6mwXE2DY6z6RhrrPXZniBKOLliw4YNmDFjBj755BM0a9YMZ86cwdSpU/H5558jPDy8wvpz587FvHnzKixft24dbGxsTBG5ghwV8P5JOUQImNO6BC5KSWIQERFVG/n5+RgzZgyysrLg4PDwaROSFhVfX1+88847iIiIKF+2YMEC/Pzzz4iJiamwfmV7VHx9fZGamvrIF6ovlUqFnTt3omfPnlAoFA9d99kfT+D4jQy827cxxnf0M2iOmk6fcaaq4zibBsfZNDjOpmOssc7Ozoabm5tORUXSQz/5+fmQybSnycjlcmg0lV9ATalUQqmsuMtCoVAY7c2qy7b7tvDG8RsZ2BV9Fy91DTRKjprOmD9D+n8cZ9PgOJsGx9l0DD3W+mxL0sm0AwcOxIcffoi//voLN27cwJYtW/D555/j6aefljKW3no38wIAnLiZjrs5RY9Ym4iIiHQlaVH56quvMHz4cLz66qto0qQJ3nzzTUyaNAnz58+XMpbefJys0bKuI0SRF38jIiIyJEkP/djb22Px4sVYvHixlDEMondzL5y9nYXtF5Mwpn09qeMQERHVCLzXj4H0uXf453BcKrIKeMocERGRIbCoGEgDdzs08rRDiUbEnhge/iEiIjIEFhUDKtursv1CksRJiIiIagYWFQPq3by0qOy7fBf5xSUSpyEiIqr+WFQMqKm3A3xdrFGo0mBf7F2p4xAREVV7LCoGJAjC/x/+ucjDP0RERI+LRcXA+tw7/LMnOgVFJWqJ0xAREVVvLCoG9oSvMzzslcgpKsHBK6lSxyEiIqrWWFQMTCYT0K+FNwDgr3OJEqchIiKq3lhUjGBAcGlR2XkpGYUqHv4hIiKqKhYVI2hdzxleDlbIKSrB/ss8+4eIiKiqWFSMQCYT0P/eXpW/zvPwDxERUVWxqBhJWVHZxcM/REREVcaiYiRP+DqhjpM18orViOTF34iIiKqERcVIBEFAvxal11T589wdidMQERFVTywqRjQg2AcAsDs6BQXFPPxDRESkLxYVIwqu64i6ztYoUKmxNzZF6jhERETVDouKEQnCfWf/8OJvREREemNRMbKBZYd/YpKRV1QicRoiIqLqhUXFyJr5OMDP1QaFKg32xPDwDxERkT5YVIxMEAT0v3fvn21nefYPERGRPlhUTGBQq9LDP5Gxd5GVr5I4DRERUfXBomICQV4OCPKyR7Fag78vcFItERGRrlhUTGRwqzoAgN9PJ0ichIiIqPpgUTGRssM/x2+k405mgcRpiIiIqgcWFROp42SNdv4uEEVOqiUiItIVi4oJDSk7/HOGRYWIiEgXLCom1K+FFxRyAdGJ2bicnCN1HCIiIrPHomJCTjaW6NrIAwAn1RIREemCRcXEhjxROql265k70GhEidMQERGZNxYVE+vRxBN2SgskZBbgVHyG1HGIiIjMGouKiVkp5OjdzAsAsPUMD/8QERE9DIuKBMoO//x1LhHFJRqJ0xAREZkvFhUJdAxwg7u9Ehn5KkTG8o7KRERED8KiIgG5TMDQJ0qvqbLp1G2J0xAREZkvFhWJDAupCwDYE5OCtNwiidMQERGZJxYViTTytEdwXUeUaERs5ZVqiYiIKsWiIqHh9/aq/BbFwz9ERESVYVGR0MBgH1jKZbh4JxuX7mRLHYeIiMjssKhIyNnWEmFNSi+pz70qREREFbGoSKzs8M/vpxOgUvOaKkRERPdjUZFYl0bucLNTIi2vGJGxd6WOQ0REZFZYVCSmkMswpFXplWp/4zVViIiItLComIGya6rsjklGel6xxGmIiIjMB4uKGWji7YDmdRygUou8USEREdF9WFTMxPDWpXtVfj15G6IoSpyGiIjIPLComIkhT9SBpYUM0YnZOHc7S+o4REREZoFFxUw42ViiX3MvAMCGE/ESpyEiIjIPLCpmZFS7egCAP87cQV5RicRpiIiIpMeiYkba+7uggZst8orV2HaWNyokIiJiUTEjgiDgmba+AID1J25JnIaIiEh6LCpmZlhIXSjkAs7eykR0Im9USEREtRuLiplxs1OiZ1NPAMCG45xUS0REtZteRSU6Ohpz5sxB9+7dERAQAG9vbwQHByM8PBzr1q1DUVGRsXLWKqPalk6q3XI6AYUqtcRpiIiIpKNTUYmKikKPHj3wxBNP4ODBg2jfvj2mTp2K+fPn47nnnoMoipg1axZ8fHywaNEiFpbH1CnQDXWdrZFdWIK/zydKHYeIiEgyFrqsNGzYMMyYMQObNm2Ck5PTA9c7cuQIlixZgs8++wzvvvuuoTLWOjKZgGfa+OKznZex4fgtDL131VoiIqLaRqeicvnyZSgUikeu16FDB3To0AEqleqxg9V2I9r44otdl3H8RjriUnIQ6GEvdSQiIiKT0+nQjy4l5XHWp4q8HK3Qo0nppNo1R25KnIaIiEgaOk+m/emnn9ChQwecOHECANCvXz+jhaJSYzv4AQB+i0pALq9US0REtZDOReXjjz/Gp59+ipkzZ+LSpUvIyMgwZi4CEBrghgZutsgtKsHvpxOkjkNERGRyOhcVT09PhIaGYt26dZgyZQry8vKMmYtQOqn2uSdL96qsOXIToihKnIiIiMi0dC4qSqUSGo0GHh4eWLBgAWJiYoyZi+4ZFlIX1go5YpNzcPx6utRxiIiITErnorJp0yYIggAAePLJJ5GQwEMRpuBorcCQJ3wAAGuOclItERHVLjoXFVtb2/KiAgDu7u5GCUQVjX2yPgBg+4UkpGQXShuGiIjIhHQuKg0aNNDpQ18JCQl47rnn4OrqCmtra7Ro0QInT57Uezs1WVMfB7Txc0aJRsT647yrMhER1R46XfANAG7cuAE/Pz+MGTMGHh4eBnnyjIwMhIaG4qmnnsI///wDd3d3XLlyBc7OzgbZfk0ytoMfTt7MwLrjN/HqUwFQyHk/SSIiqvl0Liq//PILVqxYgc8//xx9+/bFCy+8gH79+kEmq/ovzEWLFsHX1xcrV64sX+bv71/l7dVkfZp7wc3OEsnZRdh1KRl9W3hLHYmIiMjodC4qI0aMwIgRI5CQkIBVq1Zh2rRpmDRpEsaOHYsXX3wRDRs21PvJ//jjD/Tu3RsjRozAvn37UKdOHbz66quYOHFipesXFRVp3fAwOzsbAKBSqQx+2f6y7ZnL7QBkAEaE1MG3+65jxaHr6BHkJnUkgzC3ca6pOM6mwXE2DY6z6RhrrPXZniA+xsU59u3bh7lz52L//v1ITU3V+5CNlZUVAGD69OkYMWIETpw4gddffx3Lli1DeHh4hfXnzp2LefPmVVi+bt062NjYVO1FVCOZRcC803JoRAFvtiiBr53UiYiIiPSXn5+PMWPGICsrCw4ODg9dt0pFpbCwEJs2bcKKFStw9OhRDBo0CD/99BOUSqVe27G0tESbNm1w+PDh8mVTpkzBiRMncOTIkQrrV7ZHxdfXF6mpqY98ofpSqVTYuXMnevbsaVb3Lpq+8Ry2nUvCkJbe+GR4C6njPDZzHeeahuNsGhxn0+A4m46xxjo7Oxtubm46FRWdD/0AwLFjx/Djjz/i119/RYMGDfDCCy/gt99+q/LkV29vbzRt2lRrWZMmTfDbb79Vur5Sqay0DCkUCqO9WY257aqY0DkA284l4a8LSXi3f1N4OFhJHckgzG2cayqOs2lwnE2D42w6hh5rfbal80zYZs2aYcCAAbC2tsa+ffsQFRWFyZMnP9YZOqGhoYiNjdVadvnyZfj5+VV5mzVdS18ntPFzhkot8gJwRERU4+lcVKKjo1FYWIjVq1fjqaeegouLS6Uf+pg2bRqOHj2KhQsXIi4uDuvWrcPy5csRERGh9wupTV7sVHpm1Npj8ShUqSVOQ0REZDw6H/q5/xRiQ2nbti22bNmCmTNn4oMPPoC/vz8WL16MZ5991uDPVZP0bOqJOk7WSMgswJbTCRjdrp7UkYiIiIxC56JS2Vk4hjBgwAAMGDDAKNuuqSzkMowPrY8Ff0VjxcHrGNXWV+v2BkRERDUFL29aTY1s6wtbSzmupOTiwJVUqeMQEREZBYtKNeVgpcCINr4AgB8PXpc4DRERkXGwqFRj40PrQxCAfZfv4nJyjtRxiIiIDI5FpRrzc7VF76ZeAIDv9l2TOA0REZHhsahUcy93CwAAbD2TgDuZBRKnISIiMiy9rkwLlN6XpzKCIMDKygqBgYEYPHiw3tdUoapp5euEDg1cceRaGn44cB2zBzZ99DcRERFVE3oXldOnTyMqKgpqtRqNGzcGUHo1WblcjqCgIHzzzTd44403cPDgwQqXxyfjeLlbAI5cS8OGE/F4rXsgnG0tpY5ERERkEHof+hk8eDB69OiBO3fu4NSpUzh16hRu376Nnj17YvTo0UhISECXLl0wbdo0Y+SlSnRp6Iam3g7IL1Zj9RFeVp+IiGoOvYvKJ598gvnz52vd7dDR0RFz587Fxx9/DBsbG8yePRunTp0yaFB6MEEQyueq/HTkBgqKeVl9IiKqGfQuKllZWUhJSamw/O7du8jOzgYAODk5obi4+PHTkc76NfeCr4s10vOK8evJW1LHISIiMogqHfp54YUXsGXLFty+fRu3b9/Gli1b8OKLL2LIkCEAgOPHj6NRo0aGzkoPYSGX4aXODQAAy/dfg0qtkTgRERHR49O7qHz33XcICwvDqFGj4OfnBz8/P4waNQphYWH49ttvAQBBQUH44YcfDB6WHm5EG1+42loiIbMAf51LlDoOERHRY9O7qNjZ2eH7779HWloaTp8+jdOnTyMtLQ3Lly8vX6dVq1Zo1aqVIXOSDqwUcowPrQ8A+CYyDhqNKG0gIiKix6RzUfniiy+0vrazs0NwcDCCg4NhZ2eHnJwc9O7d2+ABST9jO9SHvZUFLifnYvvFJKnjEBERPRadi8q7776L1atXV/pYbm4u+vTpg7S0NIMFo6pxtFZgfKg/AODL3Ve4V4WIiKo1nYvKmjVrMGnSJPzxxx9ay8tKyt27d7F3716DByT9vRjqDzulBWKScvDvpWSp4xAREVWZzkVl+PDh+OqrrzB69GhERkYCAPLy8tC3b18kJycjMjIS3t7exspJenC0UWBcx/oASveqiCL3qhARUfWk12TaCRMmYM6cORg8eDAiIyPRt29f3LlzB3v37oWPj4+xMlIVvNjJH7aWclxKzMau6IrXvSEiIqoO9D7r56233sIrr7yCsLAwJCQkIDIyEnXr1jVGNnoMzraWeP7eXpUluy9zrwoREVVLOt+UcOjQoVpfKxQKuLm54fXXX9davnnzZsMko8c2sXMD/HT4Bi4kZGNvbAq6B3lKHYmIiEgvOhcVR0dHra9Hjx5t8DBkWC62lhjbwQ/f7buGJbuu4KnGHhAEQepYREREOtO5qKxcudKYOchIJnZugNWHb+Ls7SzsiUlBWBPuVSEioupD7zkqVL242SnxfEc/AMCn/17mdVWIiKha0amovPzyy7h9+7ZOG/zll1+wdu3axwpFhvVylwDYKy0QnZiNv87zHkBERFR96HTox93dHc2aNUNoaCgGDhyINm3awMfHB1ZWVsjIyMClS5dw8OBBbNiwAT4+Plr3/SHpOdta4qUuDfDZzsv4fOdl9G3uBQs5d6YREZH50+m31fz583H58mWEhobim2++wZNPPol69erBw8MDjRs3xvPPP49r165h+fLlOHr0KIKDg42dm/Q0vpM/XG0tcT01D79F6bZ3jIiISGo6T6b19PTErFmzMGvWLGRkZCA+Ph4FBQVwc3NDQEAAzyYxc3ZKC7z6VCDm/3kJi3ddweBWdWClkEsdi4iI6KF0Lir3c3Z2hrOzs6GzkJE9274efjhwDYlZhVh7LB4vdvKXOhIREdFDcaJCLWKlkOP1sIYAgG/2xiG3qETiRERERA/HolLLDAupC383W6TlFWPFwetSxyEiInooFpVaRiGXYVrPRgCA7/Zdxd2cIokTERERPZheRUUURcTHx6OwsNBYecgEBrTwRsu6jsgrVuOLXZeljkNERPRAeheVwMBA3Lp1y1h5yARkMgGz+jcFAGw4Ho8ryTkSJyIiIqqcXkVFJpOhYcOGSEtLM1YeMpF2/i7o3cwTGhFY+He01HGIiIgqpfcclf/973+YMWMGLly4YIw8ZELv9G0CC5mAvbF3cfBKqtRxiIiIKtC7qDz//PM4fvw4WrZsCWtra7i4uGh9UPXh72aLsR1Kb1j44d/RUPOGhUREZGb0vuDb4sWLjRCDpDKle0P8duo2ohOzsTnqNka08ZU6EhERUTm9i0p4eLgxcpBEnG0t8Vr3hvjw72h8+m8s+gd7w8ayShcsJiIiMrgq/UZSq9X4/fffER1dOgmzWbNmGDRoEORy3jumOnq+ox9WH72BW+kF+GbvVbzZu7HUkYiIiABUYY5KXFwcmjRpgueffx6bN2/G5s2b8dxzz6FZs2a4evWqMTKSkSkt5Hjv3unKy/dfw43UPIkTERERldK7qEyZMgUBAQG4desWoqKiEBUVhfj4ePj7+2PKlCnGyEgm0KupJ7o0ckexWoP5f16SOg4RERGAKhSVffv24eOPP9Y6w8fV1RX/+9//sG/fPoOGI9MRBAFzBjaFQi5gd0wKdkcnSx2JiIhI/6KiVCqRk1PxSqa5ubmwtLQ0SCiSRoC7HV7o5A8A+ODPSyhUqSVOREREtZ3eRWXAgAF46aWXcOzYMYiiCFEUcfToUbz88ssYNGiQMTKSCb3WvSE8HZS4mZaPHw5ckzoOERHVcnoXlS+//BIBAQHo0KEDrKysYGVlhdDQUAQGBmLJkiXGyEgmZKe0wLv9mgAAlu6NQ0JmgcSJiIioNtP79GQnJyds3boVcXFx5acnN2nSBIGBgQYPR9IY1NIHa4/G4/iNdMzfdgnLxoZIHYmIiGopvfeolAkMDMTAgQPRr18/5ObmIiMjw5C5SEKCIGDe4GaQywRsv5iEnZc4sZaIiKShd1GZOnUqfvzxRwClF37r2rUrWrduDV9fX0RGRho6H0mkibcDJnZuAACYvfUCcotKJE5ERES1kd5FZdOmTWjZsiUAYNu2bbh27RpiYmIwbdo0zJo1y+ABSTqvhzWEr4s1ErMK8dm/sVLHISKiWkjvopKamgovLy8AwN9//42RI0eiUaNGeOGFF3D+/HmDByTpWFvK8eGQFgCAVYdv4OytTGkDERFRraN3UfH09MSlS5egVquxfft29OzZEwCQn5/Pe/3UQF0auWNIKx+IIvDO5vNQqTVSRyIiolpE76Iyfvx4jBw5Es2bN4cgCOjRowcA4NixYwgKCjJ4QJLeewOawslGgejEbKw4eF3qOEREVIvoXVTmzp2LH374AS+99BIOHToEpVIJAJDL5XjnnXcMHpCk52anxKx711b5Ytdl3EzjTQuJiMg09L6OCgAMHz68wrLw8PDHDkPma3hIXWw5nYDDV9MwY+M5bHjpSchkgtSxiIiohqtSUdm9ezd2796NlJQUaDTacxZWrFhhkGBkXgRBwKJhwei9eD+O30jHqsM3yu8LREREZCx6H/qZN28eevXqhd27dyM1NRUZGRlaH1Rz+brYlF9e/+MdMbh2N1fiREREVNPpvUdl2bJlWLVqFcaOHWuMPGTmnm1fD9svJOFgXCre3HgWG1/uCDkPARERkZHovUeluLgYHTt2NEYWqgYEQcCi4cGwU1ogKj4TPx7kHZaJiMh49C4qEyZMwLp164yRhaqJOk7WeH9A6SGgT/+9jCvJORInIiKimkrvQz+FhYVYvnw5du3aheDgYCgUCq3HP//8c4OFI/M1so0v/rmQhMjYu5j+61n89kpHWFpU+R6XREREldK7qJw7dw6tWrUCAFy4cEHrMUHgXIXaQhAE/G9o6VlA5xOy8NnOWMzs20TqWEREVMPoXVT27t1rjBxUDXk5WmHRsBZ4+ecofLfvGjoHuqNTQzepYxERUQ1S5X31cXFx2LFjBwoKCgAAoigaLBRVH32ae2N0u3oAgOm/nkF6XrHEiYiIqCbRu6ikpaUhLCwMjRo1Qr9+/ZCYmAgAePHFF/HGG28YPCCZv/cHNEGAuy1Scorw1qZzLK1ERGQweheVadOmQaFQID4+HjY2NuXLn3nmGWzfvr3KQf73v/9BEARMnTq1ytsgadhYWmDJqCdgKZdhV3Qyfj4WL3UkIiKqIfQuKv/++y8WLVqEunXrai1v2LAhbt68WaUQJ06cwHfffYfg4OAqfT9Jr3kdR7zVpzEAYMGflxCTlC1xIiIiqgn0Lip5eXlae1LKpKenl99JWR+5ubl49tln8f3338PZ2Vnv7yfz8UKoP7o2ckdRiQav/ByFnEKV1JGIiKia0/usn86dO2P16tWYP38+gNLTVDUaDT7++GM89dRTegeIiIhA//790aNHDyxYsOCh6xYVFaGoqKj86+zs0r/aVSoVVCrD/lIs256ht1vTfTy0GYZ8exTXU/Pw5q9n8NWolg89bZ3jbBocZ9PgOJsGx9l0jDXW+mxPEHWc+digQQOcOHECiYmJCAsLQ+vWrbFnzx4MGjQIFy9eRHp6Og4dOoSAgACdn3zDhg348MMPceLECVhZWaFbt25o1aoVFi9eXOn6c+fOxbx58yosX7duXaV7eUgaN3KALy/KoRYFDPFT4ykfTq4lIqL/l5+fjzFjxiArKwsODg4PXVfnoiKTyZCUlAQPDw9kZWVh6dKlOHv2LHJzc9G6dWtERETA29tb55C3bt1CmzZtsHPnzvK5KY8qKpXtUfH19UVqauojX6i+VCoVdu7ciZ49e1a4+i492pqj8fjgrxhYyAT8/EIbhPhVfliP42waHGfT4DibBsfZdIw11tnZ2XBzc9OpqOh96AcAHB0dMWvWrCqFK3Pq1CmkpKSgdevW5cvUajX279+PpUuXoqioCHK5XOt7lEplpfNgFAqF0d6sxtx2TTa+UwOcvp2NbWfv4PVfz+GvKZ3hZvfgOUwcZ9PgOJsGx9k0OM6mY+ix1mdbehWVHTt2wNHR8aHrDBo0SKdthYWF4fz581rLxo8fj6CgILz99tsVSgpVL6WX2G+B6MRsxKXkYvK6KKx5sT0Uct4PiIiIdKdXUQkPD3/o44IgQK1W67Qte3t7NG/eXGuZra0tXF1dKyyn6slWaYFlz7XGkK8P4+i1dMzbdhELhrSQOhYREVUjev15m5SUBI1G88APXUsK1R6BHvZYMqoVBAH4+Wg81hy5IXUkIiKqRnTeo2KKOyNHRkYa/TnI9MKaeOKt3kFYtD0Gc7ddQoC7HToG8uaFRET0aDrvUeH9W+hxvNy1AZ5+og7UGhGvrI3CjdQ8qSMREVE1oHNRCQ8Ph7W1tTGzUA0mCAI+GtoCLX2dkFWgwoTVJ5HNK9cSEdEj6FxUVq5cCXt7e2NmoRrOSiHH92ND4OmgRFxKLiatPoWiEo3UsYiIyIzxXFEyKQ8HK/wY3ha2lnIcuZaGdzZfgIZHFYmI6AFYVMjkmtdxxLfPhcBCJuDP80nYFs+3IRERVY6/IUgSXRq5Y9Gw0lsn7Lkjw+qj8RInIiIic8SiQpIZFlIX03sEAgAW/B2Dv88nSpyIiIjMTZXu9XPy5En8+uuviI+PR3FxsdZjmzdvNkgwqh1e7uKPY+cv41CyDK9vOA0bSzm6NfaQOhYREZkJvfeobNiwAR07dkR0dDS2bNkClUqFixcvYs+ePY+8DxDRfwmCgOH+GvRt5gmVWsSkNadw9Fqa1LGIiMhM6F1UFi5ciC+++ALbtm2DpaUllixZgpiYGIwcORL16tUzRkaq4WQC8OnwFuge5IGiEg1eXHUCUfEZUsciIiIzoHdRuXr1Kvr37w8AsLS0RF5eHgRBwLRp07B8+XKDB6TawdJChm+ebY3QQFfkFasxbsVxXLyTJXUsIiKSmN5FxdnZGTk5OQCAOnXq4MKFCwCAzMxM5OfnGzYd1SpWCjm+f74N2vg5I7uwBGN/PI7YpBypYxERkYT0LipdunTBzp07AQAjRozA66+/jokTJ2L06NEICwszeECqXWwsLbBifFsE13VEel4xRi0/ggsJ3LNCRFRb6V1Uli5dilGjRgEAZs2ahenTpyM5ORnDhg3Djz/+aPCAVPs4WCmw5oX2aOnrhIx8FcZ8fxSnOWeFiKhW0vv0ZBcXl/LPZTIZ3nnnHYMGIgIARxsFfn6xHcavPIGTNzMw9sfjWDm+LdrWd3n0NxMRUY2h0x6V7Oxsrc8f9kFkKPZWCvz0Qjt0aOCK3KISPP/jcRyKS5U6FhERmZBORcXZ2RkpKSkAACcnJzg7O1f4KFtOZEi2SgusHN8WXRq5o0ClxviVJ7Dt7B2pYxERkYnodOhnz5495Yd89u7da9RARP9VejZQCKZuOIN/LiThtfWnkZJThBc7+UsdjYiIjEynotK1a9fyz/39/eHr6wtBELTWEUURt27dMmw6onuUFnIsHdMaH2y7iJ+O3MT8Py8hObsQ7/QJgkwmPHoDRERULel91o+/vz/u3r1bYXl6ejr8/fkXLhmPXCZg7qBmeLtPEABg+f5rmPbrGRSVqCVORkRExqJ3URFFscLeFADIzc2FlZWVQUIRPYggCHilWwA+H9kSFjIBW8/cwZjvj+FuTpHU0YiIyAh0Pj15+vTpAEp/Ubz//vuwsbEpf0ytVuPYsWNo1aqVwQMSVWZo67pwt1fi1bVROHUzA4OXHsTy59ugeR3eGJOIqCbRuaicPn0aQOkelfPnz8PS0rL8MUtLS7Rs2RJvvvmm4RMSPUDnhu7YGhGKCatP4trdPAxfdhifjWiF/sHeUkcjIiID0bmolJ3tM378eHz55Zewt7c3WigiXTVwt8OWV0MxZf1p7Lt8FxHrohCdGIhpPRtBzkm2RETVnl5zVFQqFdasWYObN28aKw+R3hytFVgxri0mdi6dzL10bxye/eEoUrILJU5GRESPS6+iolAoUK9ePajVPMuCzItcJmBW/6ZYMqoVbC3lOHotHf2+PIjDvJItEVG1pvdZP7NmzcK7776L9PR0Y+QheiyDW9XBH691QpCXPVJzi/Dsj8eweNdlqDWi1NGIiKgK9L4p4dKlSxEXFwcfHx/4+fnB1tZW6/GoqCiDhSOqioB781bm/nERv5y8hcW7ruDglVR8NrIl/FxtH70BIiIyG3oXlSFDhhghBpFhWVvKsWh4MNo3cMHsrRdx8mYG+i45gFn9m2BMu3qVXguIiIjMj95FZc6cOcbIQWQUQ1vXRdv6Lnhz41kcu56OWVsu4N+Lyfh4eDA8HXiBQiIic6f3HBUAyMzMxA8//ICZM2eWz1WJiopCQkKCQcMRGYKviw3WT3wS7/VvAksLGfZdvosen+/Dz0dvQsO5K0REZk3vonLu3Dk0atQIixYtwqefforMzEwAwObNmzFz5kxD5yMyCJlMwITODfDXa50QXNcROYUleO/3Cxi+7DBikrKljkdERA+gd1GZPn06xo0bhytXrmjd26dfv37Yv3+/QcMRGVpDT3tseTUUcwY2ha2lHFHxmRjw5UH8758Y5BWVSB2PiIj+Q++icuLECUyaNKnC8jp16iApKckgoYiMSS4TMD7UH7ve6IrezTxRohGxbN9VPPVpJDaevMXDQUREZkTvoqJUKpGdXXFX+eXLl+Hu7m6QUESm4O1oje/GtsH3z7eBr4s1UnKKMGPTOQz++hCOX+d1goiIzIHeRWXQoEH44IMPoFKpAJTeTTk+Ph5vv/02hg0bZvCARMbWs6kndk7rinf6BsFOaYHzCVkY+d0RvLT6JOevEBFJTO+i8tlnnyE3NxceHh4oKChA165dERgYCHt7e3z44YfGyEhkdFYKOV7uGoDIGd0wpn09yATg30vJ6LvkACavi0JcSq7UEYmIaiW9r6Pi6OiInTt34uDBgzh37hxyc3PRunVr9OjRwxj5iEzKzU6JhU+3wPiO9bF41xX8dT4Rf55LxN/nEzGkVR280i0ADT1553AiIlPRu6iU6dSpEzp16mTILERmo6GnPb5+tjUi7mRj8a7L+PdSMjafTsDm0wnoHuSBl7o0QHt/F17hlojIyKpUVHbv3o3du3cjJSUFGo1G67EVK1YYJBiROWjq44Dlz7fB+dtZ+HpvHHZcSsKemBTsiUlBy7qOeLFzA/Rp5gVLiypdO5GIiB5B76Iyb948fPDBB2jTpg28vb35FyXVCi3qOmLZ2BBcT83DDweuYdOp2zh7OwtT1p+Gm50lRrbxxeh29eDrYiN1VCKiGkXvorJs2TKsWrUKY8eONUYeIrPm72aLD59ugWk9G2HNkZtYfzweKTlF+CbyKr7ddxVdG7ljeEhd9GjiCSuFXOq4RETVnt5Fpbi4GB07djRGFqJqw81OiWk9G2Fy90Dsjk7B2mM3ceBKKiJj7yIy9i7slBbo09wLQ1rVQYcAV8hl3PNIRFQVeheVCRMmYN26dXj//feNkYeoWlHIZejT3At9mnvhRmoeNp66ha1n7uB2RgE2nbqNTaduw8NeiZ5NPdGzqSc6BLhCacE9LUREutK7qBQWFmL58uXYtWsXgoODoVAotB7//PPPDRaOqDqp72aLGb2D8Gavxjh1MwNbTifgr/OJSMkpwtpj8Vh7LB52Sgt0beSOHk090CnQHe72SqljExGZNb2Lyrlz59CqVSsAwIULF7Qe48RaotL/D9rUd0Gb+i6YM7AZDl1Nxc5Lydh1KRkpOUX463wi/jqfCAAI8rJHaKAbQgNd0c7fFXbKKl8xgIioRtL7X8W9e/caIwdRjWRpIcNTjT3wVGMPLBjcHOcSsrDzUhL2xNxFdGI2YpJyEJOUgx8PXodcJiDIyx6t6znjiXpOaF3PGX6uNvwDgIhqNf75RmQiMpmAVr5OaOXrhBm9g5CWW4Qj19JwKC4VB+NScSu9ABfvZOPinWysOXoTAOBia4lmPg5o4u2AIC97BHk5IMDDlvNciKjW0LmoDB06VKf1Nm/eXOUwRLWJq50SA4J9MCDYBwBwJ7MAp+MzERWfgdPxGbiQkI30vGIcuJKKA1dSy7/PQiagvpst6rvawt/NBn6upZ/Xd7OBt6M1zzAiohpF56Li6OhozBxEtZ6PkzV8nKzRP9gbAFBUokZ0Yk7pIaLEbEQn5SAmMRvZhSWIS8mt9EaJcpkAdzslPB2t4OWghJeDFTwdreBmo0BchgDvW5lwd7CBk7UCDtYKlhoiMns6F5WVK1caMwcR/YfSQl5+qKiMKIq4k1WIqym5uJmWh+up+biZlocbaXm4lV6AYrUGSdmFSMouxNkKW5Rjeczx8q8EAXC0VsDBSgEbSzmsLeWl/1VYwObe5zaWFrBSyKCQy6CQC7CQy2AhE+59LYOFXChdLpOV/9dC67///z3lX8tkkN/bRul/71tHJkAuEzgvh4jKcY4KUTUiCALqOFmjjpM1AHetx9QaEam5RUjKKi0qydmF//95ViHik1IhKqyRWVCC3KISiCKQma9CZr5KmhfzEGWFxUohh53SovTDygK2SgvYKy1gq5TD0VoBVzsl3OyUcLOzhJudEu72SrjaWsJCznsvEdUULCpENYRcJsDTwQqeDlZo+Z/HVCoV/v77b/Tr1wUKhQIqteZeSSlGdmEJCorVyC8uQYFKjbyie58Xq5GvUqOgWI0SjQYlahEqtVj+ebFagxK1BiUaESq15t5jItT3Hi/RiCi5t1ytufd9GvHeY/+/TmVKNKWPFZVokFWgX5GSy0rLnK+LNeq52MDXxQb1XGzQ2NMe/m62LDFE1QyLClEtpJDL4G6vlPyCc6JYVmLulRy1CJVGA/W98lOoUiO3SI3cwtK9QLlFJci799/M/GKk5Rbjbm4RUnOLkZpbhPS8Yqg1IuLT8xGfno9DSNN6Pku5DIEedgjytkdzH0eE+DmjqY8DFCwvRGaLRYWIJCMI9+auGOhsa41GREpOEW5l5CM+rbSs3ErPx/W0PFxOykFesRqXErNxKTEbm6MSAABWChla1nVCe38XdG3sjpZ1nbjXhciMsKgQUY0hkwnwcrSCl6MV2tZ30XpMoxGRkFmA6MRsRCfm4OztTJy6mYGsAhWOXU/Hsevp+HJPHBytFejU0A1hQR7o2dQT9laKBzwbEZkCiwoR1QoymQDfe3NWejXzAlBaXq6l5uLkjQwcjCu9Xk1WgQp/nUvEX+cS711Z2B2DWtZBWBMPWCl4oT0iU2NRIaJaSyYTEOhhj0APe4xqVw8lag3O3s5EZOxd/H0+EVfv5mHHxWTsuJgMJxsFRoTUxbPt/VDfzVbq6ES1BosKEdE9FnIZQvxcEOLnguk9GyE6MQfbzt3BH2fuICGzAN8fuI7vD1xH54ZueKVrADoEuPKaL0RGxqJCRFQJQRDQ1McBTX0c8GavxoiMTcHPR28i8vLd8tsatK7nhNe6N0S3xu4sLERGwqJCRPQIcpmAsCaeCGviiVvp+fjhwDWsP3ELUfGZGL/qBNrWd8Z7/ZuiqRcPCREZGs/BIyLSg6+LDeYNbo6Dbz+Fl7o0gJVChhM3MjD460OYvvEcMoukTkhUs7CoEBFVgYe9Fd7t1wR73+yGYa3rQhCAbeeSsPCsHGuPxUPzgKvuEpF+WFSIiB6Dt6M1PhvZEtsmd8ITvo4oUguY+2cMnll+BFfvVrzDNRHpR9Ki8tFHH6Ft27awt7eHh4cHhgwZgtjYWCkjERFVSfM6jtgwoR2G1VfD1lKOEzcyMODLg/j15C2IIveuEFWVpEVl3759iIiIwNGjR7Fz506oVCr06tULeXl5UsYiIqoSmUxAF28Rf7/WEaGBrihQqfHWpnOY+ssZ5BaVSB2PqFqS9Kyf7du3a329atUqeHh44NSpU+jSpYtEqYiIHo+PkzVWv9Aey/Zdxec7L2PrmTuISczBD+Ft4OtiI3U8omrFrE5PzsrKAgC4uLhU+nhRURGKiv5/Sn12djaA0lvYq1T63Qr+Ucq2Z+jtkjaOs2lwnE3j/nFWAHipkx/a1HPEaxvOIjY5B4OWHsRXo1qivX/l/8aRbvh+Nh1jjbU+2xNEMzl4qtFoMGjQIGRmZuLgwYOVrjN37lzMmzevwvJ169bBxoZ/pRCRecosAn6IleNWngCZIGJsoAat3czin14iSeTn52PMmDHIysqCg4PDQ9c1m6Lyyiuv4J9//sHBgwdRt27dStepbI+Kr68vUlNTH/lC9aVSqbBz50707NkTCgXvnmosHGfT4DibxsPGuaBYjbc3X8A/F5MhCMC8gU0wuq2vREmrN76fTcdYY52dnQ03NzediopZHPqZPHky/vzzT+zfv/+BJQUAlEollEplheUKhcJob1Zjbpv+H8fZNDjOplHZOCsUCix9NgRz/riAn4/GY/Yf0chXiXi5a4BEKas/vp9Nx9Bjrc+2JD3rRxRFTJ48GVu2bMGePXvg7+8vZRwiIqOSywTMH9wck58KBAD8758Y/HDgmsSpiMybpHtUIiIisG7dOmzduhX29vZISkoCADg6OsLa2lrKaERERiEIAt7s3RiWFjJ8vvMyFvwVDRtLC4xpX0/qaERmSdI9Kt9++y2ysrLQrVs3eHt7l3/88ssvUsYiIjK617oHYlLXBgCAWb+fx9YzCRInIjJPku5RMZN5vEREJicIAt7pE4SCYjVWH7mJGRvPoY6TNdrU56nLRPfjvX6IiCQiCALmDmyG3s08UazW4KU1pxCfli91LCKzwqJCRCQhmUzAF8+0Qos6jkjPK8b4VceRVcALmRGVYVEhIpKYjaUFfghvA29HK1y9m4e3Np3loXGie1hUiIjMgKeDFZY9FwKFXMCOi8lYeeiG1JGIzAKLChGRmWjp64RZ/ZoAAD76JxpnbmVKG4jIDLCoEBGZkfCO9dG3uRdUahERa6OQU8j5KlS7sagQEZkRQRCwaHgwfF2skZBZgAV/RksdiUhSLCpERGbGwUqBT4e3hCAAv5y8hb0xKVJHIpIMiwoRkRlq38AVL4SW3v/snc3nkJXPQ0BUO7GoEBGZqRm9G6OBuy2Ss4vw8Y4YqeMQSYJFhYjITFkp5Pjo6RYAgHXH43kWENVKLCpERGasfQNXDG1dB6IIzNpyHmoNLwRHtQuLChGRmXu3XxM4WFng4p1s/Hz0ptRxiEyKRYWIyMy52Skxo3djAMDiXZd5LyCqVVhUiIiqgdHt6iHQww4Z+Sp8ExkndRwik2FRISKqBizkMszsGwQAWHnoBm5n5EuciMg0WFSIiKqJ7kEe6NDAFcUlGnyyI1bqOEQmwaJCRFRNCIKAWf1Lb1q49cwdXLyTJXEiIuNjUSEiqkaa13HEwJY+AMC9KlQrsKgQEVUzb/RsBAuZgMjYuzh6LU3qOERGZSF1ACIi0k99N1uMaueLn4/GY/bWC5jROwjyWvRnZ0mJGhczBFjH3oWFhVzqODVaSYkat/OkzcCiQkRUDU0Ja4jNUQm4nJyLiatPSh1HAnIsjzktdYhaobWrDC9J+PwsKkRE1ZCHvRVWjmuLb/ddRUZeMWrThfVFUURmZhacnBwhCILUcWo0URThhkxJM7CoEBFVU+0buKJ9A1epY5icSqXC33//jX79noRCoZA6To1WNtZSqkVHNYmIiKi6YVEhIiIis8WiQkRERGaLRYWIiIjMFosKERERmS0WFSIiIjJbLCpERERktlhUiIiIyGyxqBAREZHZYlEhIiIis8WiQkRERGaLRYWIiIjMFosKERERmS0WFSIiIjJbLCpERERktlhUiIiIyGyxqBAREZHZYlEhIiIis8WiQkRERGaLRYWIiIjMFosKERERmS0WFSIiIjJbLCpERERktlhUiIiIyGyxqBAREZHZYlEhIiIis8WiQkRERGaLRYWIiIjMFosKERERmS0WFSIiIjJbLCpERERktlhUiIiIyGyxqBAREZHZYlEhIiIis8WiQkRERGaLRYWIiIjMFosKERERmS0WFSIiIjJbLCpERERktlhUiIiIyGyZRVH5+uuvUb9+fVhZWaF9+/Y4fvy41JGIiIjIDEheVH755RdMnz4dc+bMQVRUFFq2bInevXsjJSVF6mhEREQkMQupA3z++eeYOHEixo8fDwBYtmwZ/vrrL6xYsQLvvPOONKFEESjOg1xdBBTnAaJCmhy1gUrFcTYFjrNpcJxNg+NsOmVjLYqSRRBEUbpnLy4uho2NDTZt2oQhQ4aULw8PD0dmZia2bt2qtX5RURGKiorKv87Ozoavry9SU1Ph4OBgwGB5UHziZ7jtERERVWP5U69CYetosO1lZ2fDzc0NWVlZj/z9LekeldTUVKjVanh6emot9/T0RExMTIX1P/roI8ybN6/C8n///Rc2NjYGyyVXF2GAwbZGRERUve3ZswdqudJg28vPz9d5XckP/ehj5syZmD59evnXZXtUevXqZdg9KqKI/O7dsWfPHnTv3h0KRbUapmpFpSrhOJsAx9k0OM6mwXE2nfKx7t0fCktLg203Oztb53Ul/Qm7ublBLpcjOTlZa3lycjK8vLwqrK9UKqFUVmx0CoUCCoWBj1MKjlDLlVDYOhp+2/T/VCqOsylwnE2D42waHGfTKRtrS0uDjrU+25L0rB9LS0uEhIRg9+7d5cs0Gg12796NDh06SJiMiIiIzIHk+8ymT5+O8PBwtGnTBu3atcPixYuRl5dXfhYQERER1V6SF5VnnnkGd+/exezZs5GUlIRWrVph+/btFSbYEhERUe0jeVEBgMmTJ2Py5MlSxyAiIiIzI/mVaYmIiIgehEWFiIiIzBaLChEREZktFhUiIiIyWywqREREZLZYVIiIiMhssagQERGR2WJRISIiIrPFokJERERmyyyuTFtVoigC0O920bpSqVTIz89HdnY2785pRBxn0+A4mwbH2TQ4zqZjrLEu+71d9nv8Yap1UcnJyQEA+Pr6SpyEiIiI9JWTkwNHR8eHriOIutQZM6XRaHDnzh3Y29tDEASDbjs7Oxu+vr64desWHBwcDLpt+n8cZ9PgOJsGx9k0OM6mY6yxFkUROTk58PHxgUz28Fko1XqPikwmQ926dY36HA4ODvwfwQQ4zqbBcTYNjrNpcJxNxxhj/ag9KWU4mZaIiIjMFosKERERmS0WlQdQKpWYM2cOlEql1FFqNI6zaXCcTYPjbBocZ9Mxh7Gu1pNpiYiIqGbjHhUiIiIyWywqREREZLZYVIiIiMhssagQERGR2WJRqcTXX3+N+vXrw8rKCu3bt8fx48eljlTjzJ07F4IgaH0EBQVJHava279/PwYOHAgfHx8IgoDff/9d63FRFDF79mx4e3vD2toaPXr0wJUrV6QJW409apzHjRtX4f3dp08facJWYx999BHatm0Le3t7eHh4YMiQIYiNjdVap7CwEBEREXB1dYWdnR2GDRuG5ORkiRJXT7qMc7du3Sq8p19++WWT5GNR+Y9ffvkF06dPx5w5cxAVFYWWLVuid+/eSElJkTpajdOsWTMkJiaWfxw8eFDqSNVeXl4eWrZsia+//rrSxz/++GN8+eWXWLZsGY4dOwZbW1v07t0bhYWFJk5avT1qnAGgT58+Wu/v9evXmzBhzbBv3z5ERETg6NGj2LlzJ1QqFXr16oW8vLzydaZNm4Zt27Zh48aN2LdvH+7cuYOhQ4dKmLr60WWcAWDixIla7+mPP/7YNAFF0tKuXTsxIiKi/Gu1Wi36+PiIH330kYSpap45c+aILVu2lDpGjQZA3LJlS/nXGo1G9PLyEj/55JPyZZmZmaJSqRTXr18vQcKa4b/jLIqiGB4eLg4ePFiSPDVZSkqKCEDct2+fKIql71+FQiFu3LixfJ3o6GgRgHjkyBGpYlZ7/x1nURTFrl27iq+//rokebhH5T7FxcU4deoUevToUb5MJpOhR48eOHLkiITJaqYrV67Ax8cHDRo0wLPPPov4+HipI9Vo169fR1JSktb729HREe3bt+f72wgiIyPh4eGBxo0b45VXXkFaWprUkaq9rKwsAICLiwsA4NSpU1CpVFrv6aCgINSrV4/v6cfw33Eus3btWri5uaF58+aYOXMm8vPzTZKnWt+U0NBSU1OhVqvh6emptdzT0xMxMTESpaqZ2rdvj1WrVqFx48ZITEzEvHnz0LlzZ1y4cAH29vZSx6uRkpKSAKDS93fZY2QYffr0wdChQ+Hv74+rV6/i3XffRd++fXHkyBHI5XKp41VLGo0GU6dORWhoKJo3bw6g9D1taWkJJycnrXX5nq66ysYZAMaMGQM/Pz/4+Pjg3LlzePvttxEbG4vNmzcbPROLCkmib9++5Z8HBwejffv28PPzw6+//ooXX3xRwmREj2/UqFHln7do0QLBwcEICAhAZGQkwsLCJExWfUVERODChQucy2ZkDxrnl156qfzzFi1awNvbG2FhYbh69SoCAgKMmomHfu7j5uYGuVxeYcZ4cnIyvLy8JEpVOzg5OaFRo0aIi4uTOkqNVfYe5vvb9Bo0aAA3Nze+v6to8uTJ+PPPP7F3717UrVu3fLmXlxeKi4uRmZmptT7f01XzoHGuTPv27QHAJO9pFpX7WFpaIiQkBLt37y5fptFosHv3bnTo0EHCZDVfbm4url69Cm9vb6mj1Fj+/v7w8vLSen9nZ2fj2LFjfH8b2e3bt5GWlsb3t55EUcTkyZOxZcsW7NmzB/7+/lqPh4SEQKFQaL2nY2NjER8fz/e0Hh41zpU5c+YMAJjkPc1DP/8xffp0hIeHo02bNmjXrh0WL16MvLw8jB8/XupoNcqbb76JgQMHws/PD3fu3MGcOXMgl8sxevRoqaNVa7m5uVp/4Vy/fh1nzpyBi4sL6tWrh6lTp2LBggVo2LAh/P398f7778PHxwdDhgyRLnQ19LBxdnFxwbx58zBs2DB4eXnh6tWreOuttxAYGIjevXtLmLr6iYiIwLp167B161bY29uXzztxdHSEtbU1HB0d8eKLL2L69OlwcXGBg4MDXnvtNXTo0AFPPvmkxOmrj0eN89WrV7Fu3Tr069cPrq6uOHfuHKZNm4YuXbogODjY+AElOdfIzH311VdivXr1REtLS7Fdu3bi0aNHpY5U4zzzzDOit7e3aGlpKdapU0d85plnxLi4OKljVXt79+4VAVT4CA8PF0Wx9BTl999/X/T09BSVSqUYFhYmxsbGShu6GnrYOOfn54u9evUS3d3dRYVCIfr5+YkTJ04Uk5KSpI5d7VQ2xgDElStXlq9TUFAgvvrqq6Kzs7NoY2MjPv3002JiYqJ0oauhR41zfHy82KVLF9HFxUVUKpViYGCgOGPGDDErK8sk+YR7IYmIiIjMDueoEBERkdliUSEiIiKzxaJCREREZotFhYiIiMwWiwoRERGZLRYVIiIiMlssKkRERGS2WFSIiIjIbLGoEJHBjBs3TtLL8Y8dOxYLFy7Uef3U1FR4eHjg9u3bRkxFRI+DV6YlIp0IgvDQx+fMmYNp06ZBFEU4OTmZJtR9zp49i+7du+PmzZuws7MDUHoPnlmzZiEyMhLp6elwc3NDSEgIFi1ahKCgIACl953KyMjAjz/+aPLMRPRoLCpEpJOyG5UBwC+//ILZs2cjNja2fJmdnV15QZDChAkTYGFhgWXLlgEAVCoVmjRpgsaNG+P999+Ht7c3bt++jX/++QcDBgwov2ndxYsXERISgjt37sDFxUWy/ERUOR76ISKdeHl5lX84OjpCEAStZXZ2dhUO/XTr1g2vvfYapk6dCmdnZ3h6euL7778vvyO5vb09AgMD8c8//2g914ULF9C3b1/Y2dnB09MTY8eORWpq6gOzqdVqbNq0CQMHDixfdvHiRVy9ehXffPMNnnzySfj5+SE0NBQLFizQurNus2bN4OPjgy1bthhusIjIYFhUiMiofvrpJ7i5ueH48eN47bXX8Morr2DEiBHo2LEjoqKi0KtXL4wdOxb5+fkAgMzMTHTv3h1PPPEETp48ie3btyM5ORkjR4584HOcO3cOWVlZaNOmTfkyd3d3yGQybNq0CWq1+qEZ27VrhwMHDhjmBRORQbGoEJFRtWzZEu+99x4aNmyImTNnwsrKCm5ubpg4cSIaNmyI2bNnIy0tDefOnQMALF26FE888QQWLlyIoKAgPPHEE1ixYgX27t2Ly5cvV/ocN2/ehFwuh4eHR/myOnXq4Msvv8Ts2bPh7OyM7t27Y/78+bh27VqF7/fx8cHNmzeNMwBE9FhYVIjIqIKDg8s/l8vlcHV1RYsWLcqXeXp6AgBSUlIAlE6K3bt3b/mcFzs7u/KJr1evXq30OQoKCqBUKitM+I2IiEBSUhLWrl2LDh06YOPGjWjWrBl27typtZ61tXX5Hh0iMi8WUgcgoppNoVBofS0IgtaysnKh0WgAALm5uRg4cCAWLVpUYVve3t6VPoebmxvy8/NRXFwMS0tLrcfs7e0xcOBADBw4EAsWLEDv3r2xYMEC9OzZs3yd9PR0uLu7V+0FEpFRsagQkVlp3bo1fvvtN9SvXx8WFrr9E9WqVSsAwKVLl8o/r4wgCAgKCsLhw4e1ll+4cAHdunWrYmIiMiYe+iEisxIREYH09HSMHj0aJ06cwNWrV7Fjxw6MHz/+gZNi3d3d0bp1axw8eLB82ZkzZzB48GBs2rQJly5dQlxcHH788UesWLECgwcPLl8vPz8fp06dQq9evYz+2ohIfywqRGRWfHx8cOjQIajVavTq1QstWrTA1KlT4eTkBJnswf9kTZgwAWvXri3/um7duqhfvz7mzZuH9u3bo3Xr1liyZAnmzZuHWbNmla+3detW1KtXD507dzbq6yKiquEF34ioRigoKEDjxo3xyy+/oEOHDjp/35NPPokpU6ZgzJgxRkxHRFXFPSpEVCNYW1tj9erVD70w3H+lpqZi6NChGD16tBGTEdHj4B4VIiIiMlvco0JERERmi0WFiIiIzBaLChEREZktFhUiIiIyWywqREREZLZYVIiIiMhssagQERGR2WJRISIiIrPFokJERERm6/8A14bOz0VrwwIAAAAASUVORK5CYII=", "text/plain": [ "
" ] diff --git a/rocketpy/Function.py b/rocketpy/Function.py index 9d3196c0a..10e9b32aa 100644 --- a/rocketpy/Function.py +++ b/rocketpy/Function.py @@ -2030,30 +2030,3 @@ def differentiate(self, x, dx=1e-6): # h = (10)**-300 # z = x + h*1j # return self(z).imag/h - - -def Funcify(*args, **kwargs): - """Decorator factory to wrap callables as Function objects. - See rocketpy.Function for parameters information. - - Returns - ------- - decorator : function - Decorator function to wrap callables as Function objects. - - Examples - -------- - >>> @Funcify(inputs=['x'], outputs=['y']) - ... def f(x): - ... return x**2 - >>> f - Function object with inputs ['x'] and outputs ['y']. - >>> g = 2*f + 3 - >>> g(2) - 11 - """ - - def decorator(func): - return Function(func, *args, **kwargs) - - return decorator diff --git a/rocketpy/motors/Fluid.py b/rocketpy/motors/Fluid.py index 2d43e04a4..84e7fadf1 100644 --- a/rocketpy/motors/Fluid.py +++ b/rocketpy/motors/Fluid.py @@ -40,7 +40,7 @@ def __post_init__(self): if not isinstance(self.name, str): raise ValueError("The name must be a string.") - if self.density <= 0: + if self.density < 0: raise ValueError("The density must be a positive number.") if self.quality < 0 or self.quality > 1: raise ValueError("The quality must be a number between 0 and 1.") diff --git a/rocketpy/motors/LiquidMotor.py b/rocketpy/motors/LiquidMotor.py index 024785eb9..596f16b15 100644 --- a/rocketpy/motors/LiquidMotor.py +++ b/rocketpy/motors/LiquidMotor.py @@ -4,15 +4,8 @@ __copyright__ = "Copyright 20XX, RocketPy Team" __license__ = "MIT" -from abc import ABC, abstractmethod -import functools -import numpy as np -from scipy import integrate - -from rocketpy.Function import Function from rocketpy.motors import Motor -from rocketpy.supplement import Disk, Cylinder, Hemisphere class LiquidMotor(Motor): @@ -66,735 +59,3 @@ def addTank(self, tank, position): Should be a positive value. """ self.positioned_tanks.append({"tank": tank, "position": position}) - - -class Tank(ABC): - def __init__( - self, name, diameter, height, gas, liquid=0, bottomCap="flat", upperCap="flat" - ): - self.name = name - self.diameter = diameter - self.height = height - self.gas = gas - self.liquid = liquid - self.bottomCap = bottomCap - self.upperCap = upperCap - - self.capMap = { - "flat": Disk, - "spherical": Hemisphere, - } - self.setTankGeometry() - - pass - - def setTankGeometry(self): - self.cylinder = Cylinder(self.diameter / 2, self.height) - self.bottomCap = self.capMap.get(self.bottomCap)( - self.diameter / 2, fill_direction="upwards" - ) - self.upperCap = self.capMap.get(self.upperCap)( - self.diameter / 2, fill_direction="downwards" - ) - - def setTankFilling(self, t): - liquidVolume = self.liquidVolume.getValueOpt(t) - - if 0 <= liquidVolume < self.bottomCap.volume: - self.bottomCap.filled_volume = liquidVolume - self.cylinder.filled_volume = 0 - self.upperCap.filled_volume = 0 - elif 0 < liquidVolume <= self.bottomCap.volume + self.cylinder.volume: - self.bottomCap.filled_volume = self.bottomCap.volume - self.cylinder.filled_volume = liquidVolume - self.bottomCap.volume - self.upperCap.filled_volume = 0 - elif ( - 0 - < liquidVolume - <= self.bottomCap.volume + self.cylinder.volume + self.upperCap.volume - ): - self.bottomCap.filled_volume = self.bottomCap.volume - self.cylinder.filled_volume = self.cylinder.volume - self.upperCap.filled_volume = liquidVolume - ( - self.bottomCap.volume + self.cylinder.volume - ) - else: - raise ValueError( - f"{self.name} tank liquid volume is either negative or greater than " - "total tank volume. Check input data to make sure it is correct." - ) - - @functools.cached_property - def volume(self): - """Returns the total volume of the tank structure. - - Returns - ------- - float - Tank's total volume. - """ - return self.bottomCap.volume + self.cylinder.volume + self.upperCap.volume - - @abstractmethod - def mass(self): - """Returns the total mass of liquid and gases inside the tank as a - function of time. - - Parameters - ---------- - time : float - Time in seconds. - - Returns - ------- - Function - Mass of the tank as a function of time. Units in kg. - """ - pass - - @abstractmethod - def netMassFlowRate(self): - """Returns the net mass flow rate of the tank as a function of time. - Net mass flow rate is the mass flow rate entering the tank minus the - mass flow rate exiting the tank, including liquids and gases. Positive - is defined as a net mass flow rate entering the tank. - - Parameters - ---------- - time : float - Time in seconds. - - Returns - ------- - Function - Net mass flow rate of the tank as a function of time. - Positive is defined as a net mass flow rate entering the tank. - """ - pass - - @abstractmethod - def liquidVolume(self): - """Returns the volume of liquid inside the tank as a function - of time. - - Parameters - ---------- - time : float - Time in seconds. - - Returns - ------- - Function - Tank's liquid volume as a function of time. - """ - pass - - @functools.cached_property - def centerOfMass(self): - """Returns the center of mass of the tank's fluids as a function of - time. - - Parameters - ---------- - time : float - Time in seconds. - - Returns - ------- - Function - Center of mass of the tank's fluids as a function of time. - """ - # TODO: improve naming - def centerOfMass(t): - self.setTankFilling(t) - - bottomCapLiquidMass = self.liquid.density * self.bottomCap.filled_volume - cylinderLiquidMass = self.liquid.density * self.cylinder.filled_volume - upperCapLiquidMass = self.liquid.density * self.upperCap.filled_volume - - bottomCapGasMass = self.gas.density * self.bottomCap.empty_volume - cylinderGasMass = self.gas.density * self.cylinder.empty_volume - upperCapGasMass = self.gas.density * self.upperCap.empty_volume - - bottomCapMass = bottomCapLiquidMass + bottomCapGasMass - cylinderMass = cylinderLiquidMass + cylinderGasMass - upperCapMass = upperCapLiquidMass + upperCapGasMass - - totalMass = bottomCapMass + cylinderMass + upperCapMass - - bottomCapMassBalance = ( - bottomCapLiquidMass * self.bottomCap.filled_centroid - + bottomCapGasMass * self.bottomCap.empty_centroid - ) - cylinderMassBalance = cylinderLiquidMass * ( - self.cylinder.filled_centroid + self.bottomCap.height - ) + cylinderGasMass * (self.cylinder.empty_centroid + self.bottomCap.height) - upperCapMassBalance = upperCapLiquidMass * ( - self.upperCap.filled_centroid - + self.bottomCap.height - + self.cylinder.height - ) + upperCapGasMass * ( - self.upperCap.empty_centroid - + self.bottomCap.height - + self.cylinder.height - ) - - centerOfMass = ( - bottomCapMassBalance + cylinderMassBalance + upperCapMassBalance - ) / totalMass - - return centerOfMass - - centerOfMass = Function( - centerOfMass, inputs="Time (s)", outputs="Center of Mass (m)" - ) - - return centerOfMass - - @functools.cached_property - def inertiaTensor(self): - """Returns the inertia tensor of the tank's fluids as a function of - time. - - Parameters - ---------- - time : float - Time in seconds. - - Returns - ------- - Function - Inertia tensor of the tank's fluids as a function of time. - """ - # TODO: compute inertia for non flat caps - # TODO: compute inertia including gas mass - def inertiaTensor(t): - self.setTankFilling(t) - - cylinder_mass = self.cylinder.filled_volume * self.liquid.density - - # For a solid cylinder, ixx = iyy = mr²/4 + mh²/12 - inertiaI = cylinder_mass * ( - self.diameter**2 + self.cylinder.filled_height**2 / 12 - ) - - # fluids considered inviscid so no shear resistance from torques in z axis - inertiaZ = 0 - - return inertiaI, inertiaZ - - inertiaTensor = Function( - inertiaTensor, inputs="Time (s)", outputs="Inertia Tensor (kg m²)" - ) - - return inertiaTensor - - -class MassFlowRateBasedTank(Tank): - def __init__( - self, - name, - diameter, - height, - gas, - liquid, - initial_liquid_mass, - initial_gas_mass, - liquid_mass_flow_rate_in, - gas_mass_flow_rate_in, - liquid_mass_flow_rate_out, - gas_mass_flow_rate_out, - burn_out_time=300, - bottomCap="flat", - upperCap="flat", - ): - """A motor tank defined based on liquid and gas mass flow rates. - - Parameters - ---------- - name : str - Name of the tank. - diameter : float - Diameter of the tank in meters. - height : float - Height of the tank in meters. - gas : Gas - motor.Gas object. - liquid : Liquid - motor.Liquid object. - initial_liquid_mass : float - Initial mass of liquid in the tank in kg. - initial_gas_mass : float - Initial mass of gas in the tank in kg. - liquid_mass_flow_rate_in : str, float, array_like or callable - Liquid mass flow rate entering the tank as a function of time. - All values should be positive. - If string is given, it should be the filepath of a csv file - containing the data. For more information, see Function. - gas_mass_flow_rate_in : str, float, array_like or callable - Gas mass flow rate entering the tank as a function of time. - All values should be positive. - If string is given, it should be the filepath of a csv file - containing the data. For more information, see Function. - liquid_mass_flow_rate_out : str, float, array_like or callable - Liquid mass flow rate exiting the tank as a function of time. - All values should be positive. - If string is given, it should be the filepath of a csv file - containing the data. For more information, see Function. - gas_mass_flow_rate_out : str, float, array_like or callable - Gas mass flow rate exiting the tank as a function of time. - All values should be positive. - If string is given, it should be the filepath of a csv file - containing the data. For more information, see Function. - burn_out_time : float, optional - Time in seconds greater than motor burn out time to use for - numerical integration stopping criteria. Default is 300. - bottomCap : str - Type of bottom cap. Options are "flat" and "spherical". Default is "flat". - upperCap : str - Type of upper cap. Options are "flat" and "spherical". Default is "flat". - """ - super().__init__(name, diameter, height, gas, liquid, bottomCap, upperCap) - - self.initial_liquid_mass = initial_liquid_mass - self.initial_gas_mass = initial_gas_mass - self.burn_out_time = burn_out_time - - self.gas_mass_flow_rate_in = Function( - gas_mass_flow_rate_in, - "Time (s)", - "Inlet Gas Propellant Mass Flow Rate (kg/s)", - "linear", - "zero", - ) - - self.gas_mass_flow_rate_out = Function( - gas_mass_flow_rate_out, - "Time (s)", - "Outlet Gas Propellant Mass Flow Rate (kg/s)", - "linear", - "zero", - ) - - self.liquid_mass_flow_rate_in = Function( - liquid_mass_flow_rate_in, - "Time (s)", - "Inlet Liquid Propellant Mass Flow Rate (kg/s)", - "linear", - "zero", - ) - - self.liquid_mass_flow_rate_out = Function( - liquid_mass_flow_rate_out, - "Time (s)", - "Outlet Liquid Propellant Mass Flow Rate (kg/s)", - "linear", - "zero", - ) - - @functools.cached_property - def netMassFlowRate(self): - """Returns the net mass flow rate of the tank as a function of time. - Net mass flow rate is the mass flow rate entering the tank minus the - mass flow rate exiting the tank, including liquids and gases. Positive - is defined as a net mass flow rate entering the tank. - - Parameters - ---------- - time : float - Time in seconds. - - Returns - ------- - Function - Net mass flow rate of the tank as a function of time. - Positive is defined as a net mass flow rate entering the tank. - """ - self.liquid_net_mass_flow_rate = ( - self.liquid_mass_flow_rate_in - self.liquid_mass_flow_rate_out - ) - - self.liquid_net_mass_flow_rate.setOutputs( - "Net Liquid Propellant Mass Flow Rate (kg/s)" - ) - self.liquid_net_mass_flow_rate.setExtrapolation("zero") - - self.gas_net_mass_flow_rate = ( - self.gas_mass_flow_rate_in - self.gas_mass_flow_rate_out - ) - - self.gas_net_mass_flow_rate.setOutputs( - "Net Gas Propellant Mass Flow Rate (kg/s)" - ) - self.gas_net_mass_flow_rate.setExtrapolation("zero") - - self.net_mass_flow_rate = ( - self.liquid_net_mass_flow_rate + self.gas_net_mass_flow_rate - ) - - self.net_mass_flow_rate.setOutputs( - "Net Propellant Mass Flow Rate Entering Tank (kg/s)" - ) - self.net_mass_flow_rate.setExtrapolation("zero") - self.net_mass_flow_rate.setInputs(["Time (s)"]) - - return self.net_mass_flow_rate - - @functools.cached_property - def mass(self): - """Returns the total mass of liquid and gases inside the tank as a - function of time. - - Parameters - ---------- - time : float - Time in seconds. - - Returns - ------- - Function - Mass of the tank as a function of time. Units in kg. - """ - # Create an event function for solve_ivp - - def stopping_criteria(t, y): - if y[0] / self.initial_liquid_mass > 0.95: - return -1 - else: - return self.netMassFlowRate(t) - - stopping_criteria.terminal = True - - # solve ODE's for liquid and gas masses - sol = integrate.solve_ivp( - lambda t, y: ( - self.liquid_net_mass_flow_rate(t), - self.gas_net_mass_flow_rate(t), - ), - (0, self.burn_out_time), - (self.initial_liquid_mass, self.initial_gas_mass), - first_step=1e-3, - vectorized=True, - events=stopping_criteria, - method="LSODA", - ) - - self.liquid_mass = Function( - np.column_stack((sol.t, sol.y[0])), - "Time (s)", - "Liquid Propellant Mass In Tank (kg)", - ) - - self.gas_mass = Function( - np.column_stack((sol.t, sol.y[1])), - "Time (s)", - "Gas Propellant Mass In Tank (kg)", - ) - - self.mass = self.liquid_mass + self.gas_mass - self.mass.setOutputs("Total Propellant Mass In Tank (kg)") - self.mass.setExtrapolation("constant") - - return self.mass - - @functools.cached_property - def liquidVolume(self): - """Returns the volume of liquid inside the tank as a function of time. - - Parameters - ---------- - time : float - Time in seconds. - - Returns - ------- - Function - Volume of liquid inside the tank as a function of time. Units in m^3. - """ - self.liquid_volume = self.liquid_mass / self.liquid.density - self.liquid_volume.setOutputs("Liquid Propellant Volume In Tank (m^3)") - self.liquid_volume.setExtrapolation("constant") - - return self.liquid_volume - - -class UllageBasedTank(Tank): - def __init__( - self, - name, - diameter, - height, - gas, - liquid, - ullage, - bottomCap="flat", - upperCap="flat", - ): - """A motor tank defined based on its ullage volume, i.e., the volume - of gas inside the tank. - - Parameters - ---------- - name : str - Name of the tank. - diameter : float - Diameter of the tank in meters. - height : float - Height of the tank in meters. - gas : Gas - motor.Gas object. - liquid : Liquid - motor.Liquid object. - ullage : str, float, array_like or callable - Ullage volume of the tank as a function of time. Units in m^3. - If string is given, it should be the filepath of a csv file - containing the data. For more information, see Function. - bottomCap : str - Type of bottom cap. Options are "flat" and "spherical". - Default is "flat". - upperCap : str - Type of upper cap. Options are "flat" and "spherical". - Default is "flat". - """ - super().__init__(name, diameter, height, gas, liquid, bottomCap, upperCap) - self.ullage = ullage - - @functools.cached_property - def gasVolume(self): - """ - Returns the volume of gas inside the tank. - - Returns - ------- - Function - Tank's gas volume as a function of time. - """ - gasVolume = Function( - self.ullage, "Time (s)", "Volume (m³)", extrapolation="constant" - ) - gasVolume.setOutputs("Gas Propellant Volume In Tank (m³)") - return gasVolume - - @functools.cached_property - def liquidVolume(self): - """Returns the volume of liquid inside the tank as a function - of time. - - Returns - ------- - Function - Tank's liquid volume as a function of time. - """ - liquidVolume = self.volume - self.gasVolume - liquidVolume.setInputs("Time (s)") - liquidVolume.setOutputs("Liquid Propellant Volume In Tank (m³)") - return liquidVolume - - @functools.cached_property - def gasMass(self): - """ - Returns the total gas mass inside the tank. - - Returns - ------- - Function - Tank's gas mass as a function of time. - """ - gasMass = self.gasVolume * self.gas.density - gasMass.setInputs("Time (s)") - gasMass.setOutputs("Gas Propellant Mass In Tank (kg)") - return gasMass - - @functools.cached_property - def liquidMass(self): - """ - Returns the total liquid mass inside the tank. - - Returns - ------- - Function - Tank's liquid mass as a function of time. - """ - liquidMass = self.liquidVolume * self.liquid.density - liquidMass.setInputs("Time (s)") - liquidMass.setOutputs("Liquid Propellant Mass In Tank (kg)") - return liquidMass - - @functools.cached_property - def mass(self): - """Returns the total mass of liquid and gases inside the tank as a - function of time. - - Returns - ------- - Function - Mass of the tank as a function of time. Units in kg. - """ - mass = self.gasMass + self.liquidMass - mass.setInputs("Time (s)") - mass.setOutputs("Total Propellant Mass In Tank (kg)") - return mass - - @functools.cached_property - def netMassFlowRate(self): - """Returns the net mass flow rate of the tank as a function of time. - Net mass flow rate is the mass flow rate exiting the tank minus the - mass flow rate entering the tank, including liquids and gases. - - Returns - ------- - Function - Net mass flow rate of the tank as a function of time. - """ - netMassFlowRate = Function( - lambda t: self.mass.differentiate(t, dx=1e-6), - "Time (s)", - "Mass Flow Rate (kg/s)", - extrapolation="zero", - ) - netMassFlowRate.setOutputs("Net Tank Mass Flow Rate (kg/s)") - return netMassFlowRate - - -class MassBasedTank(Tank): - def __init__( - self, - name, - diameter, - height, - gas, - liquid, - liquid_mass, - gas_mass, - bottomCap="flat", - upperCap="flat", - ): - """ - A motor tank defined based on the masses of its liquid and gaseous - portions. - - Parameters - ---------- - name : str - Name of the tank. - diameter : float - Diameter of the tank in meters. - height : float - Height of the tank in meters. - gas : Gas - motor.Gas object. - liquid : Liquid - motor.Liquid object. - liquid_mass : str, float, array_like or callable - Mass of the liquid portion of the tank as a function of time. Units in kg. - If string is given, it should be the filepath of a csv file - containing the data. For more information, see Function. - gas_mass : str, float, array_like or callable - Mass of the gaseous portion of the tank as a function of time. Units in kg. - If string is given, it should be the filepath of a csv file - containing the data. For more information, see Function. - bottomCap : str - Type of bottom cap. Options are "flat" and "spherical". - Default is "flat". - upperCap : str - Type of upper cap. Options are "flat" and "spherical". - Default is "flat". - """ - super().__init__(name, diameter, height, gas, liquid, bottomCap, upperCap) - self.liquid_mass = liquid_mass - self.gas_mass = gas_mass - - @functools.cached_property - def gasMass(self): - """ - Returns the total gas mass inside the tank. - - Returns - ------- - Function - Tank's gas mass as a function of time. - """ - gasMass = Function( - self.gas_mass, "Time (s)", "Gas Propellant Mass In Tank (kg)" - ) - return gasMass - - @functools.cached_property - def liquidMass(self): - """ - Returns the total liquid mass inside the tank. - - Returns - ------- - Function - Tank's liquid mass as a function of time. - """ - liquidMass = Function( - self.liquid_mass, "Time (s)", "Liquid Propellant Mass In Tank (kg)" - ) - return liquidMass - - @functools.cached_property - def gasVolume(self): - """ - Returns the volume of gas inside the tank. - - Returns - ------- - Function - Tank's gas volume as a function of time. - """ - gasVolume = self.gasMass / self.gas.density - gasVolume.setInputs("Time (s)") - gasVolume.setOutputs("Gas Propellant Volume In Tank (m³)") - return gasVolume - - @functools.cached_property - def liquidVolume(self): - """Returns the volume of liquid inside the tank as a function - of time. - - Returns - ------- - Function - Tank's liquid volume as a function of time. - """ - liquidVolume = self.liquidMass / self.liquid.density - liquidVolume.setInputs("Time (s)") - liquidVolume.setOutputs("Liquid Propellant Volume In Tank (m³)") - return liquidVolume - - @functools.cached_property - def mass(self): - """Returns the total mass of liquid and gases inside the tank as a - function of time. - - Returns - ------- - Function - Mass of the tank as a function of time. Units in kg. - """ - mass = self.liquidMass + self.gasMass - mass.setInputs("Time (s)") - mass.setOutputs("Total Propellant Mass In Tank (kg)") - return mass - - @functools.cached_property - def netMassFlowRate(self): - """Returns the net mass flow rate of the tank as a function of time. - Net mass flow rate is the mass flow rate exiting the tank minus the - mass flow rate entering the tank, including liquids and gases. - - Returns - ------- - Function - Net mass flow rate of the tank as a function of time. - """ - netMassFlowRate = Function( - lambda t: self.mass.differentiate(t, dx=1e-6), - "Time (s)", - "Mass Flow Rate (kg/s)", - extrapolation="zero", - ) - netMassFlowRate.setOutputs("Net Tank Mass Flow Rate (kg/s)") - return netMassFlowRate diff --git a/rocketpy/motors/Tank.py b/rocketpy/motors/Tank.py new file mode 100644 index 000000000..968e6dcf9 --- /dev/null +++ b/rocketpy/motors/Tank.py @@ -0,0 +1,884 @@ +# -*- coding: utf-8 -*- + +__author__ = "Giovani Hidalgo Ceotto, Oscar Mauricio Prada Ramirez, João Lemes Gribel Soares, Mateus Stano and Pedro Henrique Marinho Bressan" +__copyright__ = "Copyright 20XX, RocketPy Team" +__license__ = "MIT" + +from abc import ABC, abstractmethod +import functools + +import numpy as np +from scipy import integrate + +from rocketpy.Function import Function +from rocketpy.motors import Fluid +from rocketpy.motors.TankGeometry import Disk, Cylinder, Hemisphere + + +class Tank(ABC): + """Abstract class for Tank objects. This class is used to define the + tank and its filling state at a given time. Specific tank mass change + are defined by the subclasses. + """ + + def __init__( + self, + name, + diameter, + height, + gas=Fluid("None", 0, 0), + liquid=Fluid("None", 0, 0), + bottomCap="flat", + upperCap="flat", + ): + """Initializes the Tank object. + + Parameters + ---------- + name : str + Name of the tank. + diameter : float + Inner diameter of the tank. + height : float + Height of the cylindrical portial of the tank (excluding caps). + gas : Fluid object, optional + Gas inside the tank. If not provided, the tank is assumed to + not contain any gaseous fluid. + liquid : Fluid object, optional. If not provided, the tank is assumed to + not contain any liquid fluid. + bottomCap : str, optional. Default is "flat". + Bottom cap type. Can be "flat" or "spherical". + upperCap : str, optional. Default is "flat". + Upper cap type. Can be "flat" or "spherical". + """ + self.name = name + self.diameter = diameter + self.height = height + self.gas = gas + self.liquid = liquid + self.bottomCap = bottomCap + self.upperCap = upperCap + + self.capMap = { + "flat": Disk, + "spherical": Hemisphere, + } + self.setGeometry() + + def setGeometry(self): + """Sets the geometry of the tank based on the input parameters. If the + geometry name does not exist, an error is raised. + + Returns + ------- + None + """ + try: + self.cylinder = Cylinder(self.diameter / 2, self.height) + self.bottomCap = self.capMap[self.bottomCap]( + self.diameter / 2, fill_direction="upwards" + ) + self.upperCap = self.capMap[self.upperCap]( + self.diameter / 2, fill_direction="downwards" + ) + except KeyError: + raise ValueError( + "Tank cap name is not valid. Check input data to make sure it is correct." + ) + + def evaluateTankState(self, t): + """Gets the state of the tank at a given time: the volume of liquid and + gases at each part of the tank (body and caps) as well as their masses. + + Parameters + ---------- + t : float + Time at which the state of the tank is to be calculated. + + Returns + ------- + None + """ + self.evaluateFilling(t) + self.evaluateMassDistribution() + self.evaluateCentroids() + + def evaluateFilling(self, t): + """Calculates the distribution of volume of liquid and gases in the tank + portions at a given time. + + Parameters + ---------- + t : float + Time at which the filling of the tank is to be calculated. + + Returns + ------- + None + """ + liquidVolume = self.liquidVolume.getValueOpt(t) + + if 0 <= liquidVolume < self.bottomCap.volume: + self.bottomCap.filled_volume = liquidVolume + self.cylinder.filled_volume = 0 + self.upperCap.filled_volume = 0 + elif 0 < liquidVolume <= self.bottomCap.volume + self.cylinder.volume: + self.bottomCap.filled_volume = self.bottomCap.volume + self.cylinder.filled_volume = liquidVolume - self.bottomCap.volume + self.upperCap.filled_volume = 0 + elif 0 < liquidVolume <= self.volume: + self.bottomCap.filled_volume = self.bottomCap.volume + self.cylinder.filled_volume = self.cylinder.volume + self.upperCap.filled_volume = liquidVolume - ( + self.bottomCap.volume + self.cylinder.volume + ) + else: + raise ValueError( + f"{self.name} tank liquid volume is either negative or greater than " + "total tank volume. Check input data to make sure it is correct." + ) + + def evaluateMassDistribution(self): + """Calculates the mass distribution of liquid and gases at the tank based + on the volume distribution. + + Returns + ------- + None + """ + self.bottomCapLiquidMass = self.liquid.density * self.bottomCap.filled_volume + self.cylinderLiquidMass = self.liquid.density * self.cylinder.filled_volume + self.upperCapLiquidMass = self.liquid.density * self.upperCap.filled_volume + + self.bottomCapGasMass = self.gas.density * self.bottomCap.empty_volume + self.cylinderGasMass = self.gas.density * self.cylinder.empty_volume + self.upperCapGasMass = self.gas.density * self.upperCap.empty_volume + + self.bottomCapMass = self.bottomCapLiquidMass + self.bottomCapGasMass + self.cylinderMass = self.cylinderLiquidMass + self.cylinderGasMass + self.upperCapMass = self.upperCapLiquidMass + self.upperCapGasMass + + def evaluateCentroids(self): + """Calculates the centroids of the liquid and gaseous portions of the tank + based on the volume distributions. The centroid height is measured on the + filling direction with the zero level reference being the lowest point of + the tank (including caps). + + Returns + ------- + None + """ + self.bottomCapLiquidCentroid = self.bottomCap.filled_centroid + self.bottomCapGasCentroid = self.bottomCap.empty_centroid + self.bottomCapCentroid = self.bottomCap.centroid + + baseHeight = self.bottomCap.height + self.cylinderLiquidCentroid = baseHeight + self.cylinder.filled_centroid + self.cylinderGasCentroid = baseHeight + self.cylinder.empty_centroid + self.cylinderCentroid = baseHeight + self.cylinder.centroid + + baseHeight = self.bottomCap.height + self.cylinder.height + self.upperCapLiquidCentroid = baseHeight + self.upperCap.filled_centroid + self.upperCapGasCentroid = baseHeight + self.upperCap.empty_centroid + self.upperCapCentroid = baseHeight + self.upperCap.centroid + + def evaluateRelativeDistances(self, t): + """Calculates the relative distances of the centroids of liquid and gaseous + tank portions to its center of mass. + + Parameters + ---------- + t : float + Time at which the relative distances are to be calculated. + + Returns + ------- + None + """ + self.bottomCapRelDistLiq = self.centerOfMass(t) - self.bottomCapLiquidCentroid + self.bottomCapRelDistGas = self.centerOfMass(t) - self.bottomCapGasCentroid + self.cylinderRelDistLiq = self.centerOfMass(t) - self.cylinderLiquidCentroid + self.cylinderRelDistGas = self.centerOfMass(t) - self.cylinderGasCentroid + self.upperCapRelDistLiq = self.centerOfMass(t) - self.upperCapLiquidCentroid + self.upperCapRelDistGas = self.centerOfMass(t) - self.upperCapGasCentroid + + @functools.cached_property + def volume(self): + """Returns the total volume of the tank structure. + + Returns + ------- + float + Tank's total volume. + """ + return self.bottomCap.volume + self.cylinder.volume + self.upperCap.volume + + @abstractmethod + def mass(self): + """Returns the total mass of liquid and gases inside the tank as a + function of time. + + Parameters + ---------- + time : float + Time in seconds. + + Returns + ------- + Function + Mass of the tank as a function of time. Units in kg. + """ + pass + + @abstractmethod + def netMassFlowRate(self): + """Returns the net mass flow rate of the tank as a function of time. + Net mass flow rate is the mass flow rate entering the tank minus the + mass flow rate exiting the tank, including liquids and gases. Positive + is defined as a net mass flow rate entering the tank. + + Parameters + ---------- + time : float + Time in seconds. + + Returns + ------- + Function + Net mass flow rate of the tank as a function of time. + Positive is defined as a net mass flow rate entering the tank. + """ + pass + + @abstractmethod + def liquidVolume(self): + """Returns the volume of liquid inside the tank as a function + of time. + + Parameters + ---------- + time : float + Time in seconds. + + Returns + ------- + Function + Tank's liquid volume as a function of time. + """ + pass + + @functools.cached_property + def centerOfMass(self): + """Returns the center of mass of the tank's fluids as a function of + time. The center of mass height is measured on the filling direction with + the zero level reference being the lowest point of the tank (including caps). + + Parameters + ---------- + time : float + Time in seconds. + + Returns + ------- + Function + Center of mass of the tank's fluids as a function of time. + """ + + def centerOfMass(t): + self.evaluateTankState(t) + + bottomCapMassBalance = ( + self.bottomCapLiquidMass * self.bottomCapLiquidCentroid + + self.bottomCapGasMass * self.bottomCapGasCentroid + ) + cylinderMassBalance = ( + self.cylinderLiquidMass * self.cylinderLiquidCentroid + + self.cylinderGasMass * self.cylinderGasCentroid + ) + upperCapMassBalance = ( + self.upperCapLiquidMass * self.upperCapLiquidCentroid + + self.upperCapGasMass * self.upperCapGasCentroid + ) + + centerOfMass = ( + bottomCapMassBalance + cylinderMassBalance + upperCapMassBalance + ) / (self.bottomCapMass + self.cylinderMass + self.upperCapMass) + + return centerOfMass + + centerOfMass = Function( + centerOfMass, inputs="Time (s)", outputs="Center of Mass (m)" + ) + + return centerOfMass + + @functools.cached_property + def inertiaTensor(self): + """Returns the inertia tensor of the tank's fluids as a function of + time. The inertia tensor is calculated with respect to the tank's + center of mass, the z-axis if aligned with the filling direction and + the x and y axes complete the right-handed coordinate system. + + Parameters + ---------- + time : float + Time in seconds. + + Returns + ------- + Function + Inertia tensor of the tank's fluids as a function of time. + """ + + def inertiaTensor(t): + self.evaluateTankState(t) + self.evaluateRelativeDistances(t) + + bottomCapGasInertia = self.bottomCap.empty_inertia + cylinderGasInertia = self.cylinder.empty_inertia + upperCapGasInertia = self.upperCap.empty_inertia + + bottomCapLiquidInertia = self.bottomCap.filled_inertia + cylinderLiquidInertia = self.cylinder.filled_inertia + upperCapLiquidInertia = self.upperCap.filled_inertia + + bottomCapInertia = ( + self.gas.density * bottomCapGasInertia[0] + + self.bottomCapGasMass * self.bottomCapRelDistGas**2 + + self.liquid.density * bottomCapLiquidInertia[0] + + self.bottomCapLiquidMass * self.bottomCapRelDistLiq**2 + ) + cylinderInertia = ( + self.gas.density * cylinderGasInertia[0] + + self.cylinderGasMass * self.cylinderRelDistGas**2 + + self.liquid.density * cylinderLiquidInertia[0] + + self.cylinderLiquidMass * self.cylinderRelDistLiq**2 + ) + upperCapInertia = ( + self.gas.density * upperCapGasInertia[0] + + self.upperCapGasMass * self.upperCapRelDistGas**2 + + self.liquid.density * upperCapLiquidInertia[0] + + self.upperCapLiquidMass * self.upperCapRelDistLiq**2 + ) + + inertia_ixx = bottomCapInertia + cylinderInertia + upperCapInertia + + return inertia_ixx, 0 + + inertiaTensor = Function( + inertiaTensor, + inputs="Time (s)", + outputs="Inertia Tensor (kg m²)", + ) + + return inertiaTensor + + +class MassFlowRateBasedTank(Tank): + def __init__( + self, + name, + diameter, + height, + initial_liquid_mass, + initial_gas_mass, + liquid_mass_flow_rate_in, + gas_mass_flow_rate_in, + liquid_mass_flow_rate_out, + gas_mass_flow_rate_out, + gas=Fluid("None", 0, 0), + liquid=Fluid("None", 0, 0), + burn_out_time=300, + bottomCap="flat", + upperCap="flat", + ): + """A motor tank defined based on liquid and gas mass flow rates. + + Parameters + ---------- + name : str + Name of the tank. + diameter : float + Diameter of the tank in meters. + height : float + Height of the tank in meters. + gas : Gas + motor.Gas object. + liquid : Liquid + motor.Liquid object. + initial_liquid_mass : float + Initial mass of liquid in the tank in kg. + initial_gas_mass : float + Initial mass of gas in the tank in kg. + liquid_mass_flow_rate_in : str, float, array_like or callable + Liquid mass flow rate entering the tank as a function of time. + All values should be positive. + If string is given, it should be the filepath of a csv file + containing the data. For more information, see Function. + gas_mass_flow_rate_in : str, float, array_like or callable + Gas mass flow rate entering the tank as a function of time. + All values should be positive. + If string is given, it should be the filepath of a csv file + containing the data. For more information, see Function. + liquid_mass_flow_rate_out : str, float, array_like or callable + Liquid mass flow rate exiting the tank as a function of time. + All values should be positive. + If string is given, it should be the filepath of a csv file + containing the data. For more information, see Function. + gas_mass_flow_rate_out : str, float, array_like or callable + Gas mass flow rate exiting the tank as a function of time. + All values should be positive. + If string is given, it should be the filepath of a csv file + containing the data. For more information, see Function. + burn_out_time : float, optional + Time in seconds greater than motor burn out time to use for + numerical integration stopping criteria. Default is 300. + bottomCap : str + Type of bottom cap. Options are "flat" and "spherical". Default is "flat". + upperCap : str + Type of upper cap. Options are "flat" and "spherical". Default is "flat". + """ + super().__init__(name, diameter, height, gas, liquid, bottomCap, upperCap) + + self.initial_liquid_mass = initial_liquid_mass + self.initial_gas_mass = initial_gas_mass + self.burn_out_time = burn_out_time + + self.gas_mass_flow_rate_in = Function( + gas_mass_flow_rate_in, + "Time (s)", + "Inlet Gas Propellant Mass Flow Rate (kg/s)", + "linear", + "zero", + ) + + self.gas_mass_flow_rate_out = Function( + gas_mass_flow_rate_out, + "Time (s)", + "Outlet Gas Propellant Mass Flow Rate (kg/s)", + "linear", + "zero", + ) + + self.liquid_mass_flow_rate_in = Function( + liquid_mass_flow_rate_in, + "Time (s)", + "Inlet Liquid Propellant Mass Flow Rate (kg/s)", + "linear", + "zero", + ) + + self.liquid_mass_flow_rate_out = Function( + liquid_mass_flow_rate_out, + "Time (s)", + "Outlet Liquid Propellant Mass Flow Rate (kg/s)", + "linear", + "zero", + ) + + @functools.cached_property + def netMassFlowRate(self): + """Returns the net mass flow rate of the tank as a function of time. + Net mass flow rate is the mass flow rate entering the tank minus the + mass flow rate exiting the tank, including liquids and gases. Positive + is defined as a net mass flow rate entering the tank. + + Parameters + ---------- + time : float + Time in seconds. + + Returns + ------- + Function + Net mass flow rate of the tank as a function of time. + Positive is defined as a net mass flow rate entering the tank. + """ + self.liquid_net_mass_flow_rate = ( + self.liquid_mass_flow_rate_in - self.liquid_mass_flow_rate_out + ) + + self.liquid_net_mass_flow_rate.setOutputs( + "Net Liquid Propellant Mass Flow Rate (kg/s)" + ) + self.liquid_net_mass_flow_rate.setExtrapolation("zero") + + self.gas_net_mass_flow_rate = ( + self.gas_mass_flow_rate_in - self.gas_mass_flow_rate_out + ) + + self.gas_net_mass_flow_rate.setOutputs( + "Net Gas Propellant Mass Flow Rate (kg/s)" + ) + self.gas_net_mass_flow_rate.setExtrapolation("zero") + + self.net_mass_flow_rate = ( + self.liquid_net_mass_flow_rate + self.gas_net_mass_flow_rate + ) + + self.net_mass_flow_rate.setOutputs( + "Net Propellant Mass Flow Rate Entering Tank (kg/s)" + ) + self.net_mass_flow_rate.setExtrapolation("zero") + self.net_mass_flow_rate.setInputs(["Time (s)"]) + + return self.net_mass_flow_rate + + @functools.cached_property + def mass(self): + """Returns the total mass of liquid and gases inside the tank as a + function of time. + + Parameters + ---------- + time : float + Time in seconds. + + Returns + ------- + Function + Mass of the tank as a function of time. Units in kg. + """ + # Create an event function for solve_ivp + + def stopping_criteria(t, y): + if y[0] / self.initial_liquid_mass > 0.95: + return -1 + else: + return self.netMassFlowRate(t) + + stopping_criteria.terminal = True + + # solve ODE's for liquid and gas masses + sol = integrate.solve_ivp( + lambda t, y: ( + self.liquid_net_mass_flow_rate(t), + self.gas_net_mass_flow_rate(t), + ), + (0, self.burn_out_time), + (self.initial_liquid_mass, self.initial_gas_mass), + first_step=1e-3, + vectorized=True, + events=stopping_criteria, + method="LSODA", + ) + + self.liquid_mass = Function( + np.column_stack((sol.t, sol.y[0])), + "Time (s)", + "Liquid Propellant Mass In Tank (kg)", + ) + + self.gas_mass = Function( + np.column_stack((sol.t, sol.y[1])), + "Time (s)", + "Gas Propellant Mass In Tank (kg)", + ) + + self.mass = self.liquid_mass + self.gas_mass + self.mass.setOutputs("Total Propellant Mass In Tank (kg)") + self.mass.setExtrapolation("constant") + + return self.mass + + @functools.cached_property + def liquidVolume(self): + """Returns the volume of liquid inside the tank as a function of time. + + Parameters + ---------- + time : float + Time in seconds. + + Returns + ------- + Function + Volume of liquid inside the tank as a function of time. Units in m^3. + """ + self.liquid_volume = self.liquid_mass / self.liquid.density + self.liquid_volume.setOutputs("Liquid Propellant Volume In Tank (m^3)") + self.liquid_volume.setExtrapolation("constant") + + return self.liquid_volume + + +class UllageBasedTank(Tank): + def __init__( + self, + name, + diameter, + height, + ullage, + gas=Fluid("None", 0, 0), + liquid=Fluid("None", 0, 0), + bottomCap="flat", + upperCap="flat", + ): + """A motor tank defined based on its ullage volume, i.e., the volume + of gas inside the tank. + + Parameters + ---------- + name : str + Name of the tank. + diameter : float + Diameter of the tank in meters. + height : float + Height of the tank in meters. + gas : Gas + motor.Gas object. + liquid : Liquid + motor.Liquid object. + ullage : str, float, array_like or callable + Ullage volume of the tank as a function of time. Units in m^3. + If string is given, it should be the filepath of a csv file + containing the data. For more information, see Function. + bottomCap : str + Type of bottom cap. Options are "flat" and "spherical". + Default is "flat". + upperCap : str + Type of upper cap. Options are "flat" and "spherical". + Default is "flat". + """ + super().__init__(name, diameter, height, gas, liquid, bottomCap, upperCap) + self.ullage = ullage + + @functools.cached_property + def gasVolume(self): + """ + Returns the volume of gas inside the tank. + + Returns + ------- + Function + Tank's gas volume as a function of time. + """ + gasVolume = Function( + self.ullage, "Time (s)", "Volume (m³)", extrapolation="constant" + ) + gasVolume.setOutputs("Gas Propellant Volume In Tank (m³)") + return gasVolume + + @functools.cached_property + def liquidVolume(self): + """Returns the volume of liquid inside the tank as a function + of time. + + Returns + ------- + Function + Tank's liquid volume as a function of time. + """ + liquidVolume = self.volume - self.gasVolume + liquidVolume.setInputs("Time (s)") + liquidVolume.setOutputs("Liquid Propellant Volume In Tank (m³)") + return liquidVolume + + @functools.cached_property + def gasMass(self): + """ + Returns the total gas mass inside the tank. + + Returns + ------- + Function + Tank's gas mass as a function of time. + """ + gasMass = self.gasVolume * self.gas.density + gasMass.setInputs("Time (s)") + gasMass.setOutputs("Gas Propellant Mass In Tank (kg)") + return gasMass + + @functools.cached_property + def liquidMass(self): + """ + Returns the total liquid mass inside the tank. + + Returns + ------- + Function + Tank's liquid mass as a function of time. + """ + liquidMass = self.liquidVolume * self.liquid.density + liquidMass.setInputs("Time (s)") + liquidMass.setOutputs("Liquid Propellant Mass In Tank (kg)") + return liquidMass + + @functools.cached_property + def mass(self): + """Returns the total mass of liquid and gases inside the tank as a + function of time. + + Returns + ------- + Function + Mass of the tank as a function of time. Units in kg. + """ + mass = self.gasMass + self.liquidMass + mass.setInputs("Time (s)") + mass.setOutputs("Total Propellant Mass In Tank (kg)") + return mass + + @functools.cached_property + def netMassFlowRate(self): + """Returns the net mass flow rate of the tank as a function of time. + Net mass flow rate is the mass flow rate exiting the tank minus the + mass flow rate entering the tank, including liquids and gases. + + Returns + ------- + Function + Net mass flow rate of the tank as a function of time. + """ + netMassFlowRate = Function( + lambda t: self.mass.differentiate(t, dx=1e-6), + "Time (s)", + "Mass Flow Rate (kg/s)", + extrapolation="zero", + ) + netMassFlowRate.setOutputs("Net Tank Mass Flow Rate (kg/s)") + return netMassFlowRate + + +class MassBasedTank(Tank): + def __init__( + self, + name, + diameter, + height, + liquid_mass, + gas_mass, + gas=Fluid("None", 0, 0), + liquid=Fluid("None", 0, 0), + bottomCap="flat", + upperCap="flat", + ): + """ + A motor tank defined based on the masses of its liquid and gaseous + portions. + + Parameters + ---------- + name : str + Name of the tank. + diameter : float + Diameter of the tank in meters. + height : float + Height of the tank in meters. + gas : Gas + motor.Gas object. + liquid : Liquid + motor.Liquid object. + liquid_mass : str, float, array_like or callable + Mass of the liquid portion of the tank as a function of time. Units in kg. + If string is given, it should be the filepath of a csv file + containing the data. For more information, see Function. + gas_mass : str, float, array_like or callable + Mass of the gaseous portion of the tank as a function of time. Units in kg. + If string is given, it should be the filepath of a csv file + containing the data. For more information, see Function. + bottomCap : str + Type of bottom cap. Options are "flat" and "spherical". + Default is "flat". + upperCap : str + Type of upper cap. Options are "flat" and "spherical". + Default is "flat". + """ + super().__init__(name, diameter, height, gas, liquid, bottomCap, upperCap) + self.liquid_mass = liquid_mass + self.gas_mass = gas_mass + + @functools.cached_property + def gasMass(self): + """ + Returns the total gas mass inside the tank. + + Returns + ------- + Function + Tank's gas mass as a function of time. + """ + gasMass = Function( + self.gas_mass, "Time (s)", "Gas Propellant Mass In Tank (kg)" + ) + return gasMass + + @functools.cached_property + def liquidMass(self): + """ + Returns the total liquid mass inside the tank. + + Returns + ------- + Function + Tank's liquid mass as a function of time. + """ + liquidMass = Function( + self.liquid_mass, "Time (s)", "Liquid Propellant Mass In Tank (kg)" + ) + return liquidMass + + @functools.cached_property + def gasVolume(self): + """ + Returns the volume of gas inside the tank. + + Returns + ------- + Function + Tank's gas volume as a function of time. + """ + gasVolume = self.gasMass / self.gas.density + gasVolume.setInputs("Time (s)") + gasVolume.setOutputs("Gas Propellant Volume In Tank (m³)") + return gasVolume + + @functools.cached_property + def liquidVolume(self): + """Returns the volume of liquid inside the tank as a function + of time. + + Returns + ------- + Function + Tank's liquid volume as a function of time. + """ + liquidVolume = self.liquidMass / self.liquid.density + liquidVolume.setInputs("Time (s)") + liquidVolume.setOutputs("Liquid Propellant Volume In Tank (m³)") + return liquidVolume + + @functools.cached_property + def mass(self): + """Returns the total mass of liquid and gases inside the tank as a + function of time. + + Returns + ------- + Function + Mass of the tank as a function of time. Units in kg. + """ + mass = self.liquidMass + self.gasMass + mass.setInputs("Time (s)") + mass.setOutputs("Total Propellant Mass In Tank (kg)") + return mass + + @functools.cached_property + def netMassFlowRate(self): + """Returns the net mass flow rate of the tank as a function of time. + Net mass flow rate is the mass flow rate exiting the tank minus the + mass flow rate entering the tank, including liquids and gases. + + Returns + ------- + Function + Net mass flow rate of the tank as a function of time. + """ + netMassFlowRate = Function( + lambda t: self.mass.differentiate(t, dx=1e-6), + "Time (s)", + "Mass Flow Rate (kg/s)", + extrapolation="zero", + ) + netMassFlowRate.setOutputs("Net Tank Mass Flow Rate (kg/s)") + return netMassFlowRate diff --git a/rocketpy/motors/TankGeometry.py b/rocketpy/motors/TankGeometry.py new file mode 100644 index 000000000..fb7a30803 --- /dev/null +++ b/rocketpy/motors/TankGeometry.py @@ -0,0 +1,505 @@ +import numpy as np +from copy import copy +from scipy.optimize import fsolve + + +class TankGeometry: + """Class to evaluate mathematical and geometrical properties of a tank + geometry, such as volume, mass, center of mass, inertia tensor, etc. The + specific geometry is defined by its subclasses and may be used as the main + body of the tank or its end caps. + """ + + def __init__( + self, radius, height=None, filled_volume=None, fill_direction="upwards" + ): + """Initializes a tank geometry object. + + Parameters + ---------- + radius : float + Inner radius of the geometry, in meters. + height : float, optional + Height of the geometry, in meters. If not provided, is set as zero + for two-dimenstional geometries or equal to the radius for tri-dimensional. + filled_volume : float, optional + Volume of the geometry that is filled with propellant, in meters cubed. + If not provided, is set as zero. + fill_direction : str, optional + Direction of propellant filling. Relevant for tri-dimensional geometries + which are not vertically simetrical. Can be either "upwards" or "downwards", + as such: + - "upwards": propellant is filled with the convex side facing down, as in + a cup of water. Most used for bottom caps. + - "downwards": propellant is filled with the concave side facing down, as + in an inverted cup. Most used for upper caps. + """ + self.radius = radius + self.height = height + self.filled_volume = filled_volume + self.fill_direction = fill_direction + + @property + def radius(self): + """Returns the inner radius of the tank or its caps. + + Returns + ------- + float + Tanks radius. + """ + return self._radius + + @radius.setter + def radius(self, radius_value): + """Sets the inner radius of the tank or its caps. + Must be a positive value, raises an error otherwise. + + Parameters + ---------- + radius_value : float + New radius value to be set. + + Returns + ------- + None + """ + if radius_value > 0: + self._radius = radius_value + else: + raise ValueError("Radius cannot be zero.") + + @property + def height(self): + """Returns the characteristic vertical height of the tank or caps. Is + zero if the geometry is two dimensional. + e.g. the height of a cylindrical tank or the radius of a spherical cap. + + Returns + ------- + float + Geometry characteristic height. + """ + return self._height + + @height.setter + def height(self, height_value): + """Sets the characteristic vertical height of the tank or caps. Must be + non-negative, raises an error otherwise. + + Parameters + ---------- + height_value : float + New height value to be set. + + Returns + ------- + None + """ + if height_value is None: + self._height = self._radius + elif height_value >= 0: + self._height = height_value + else: + raise ValueError("Tank characteristic height must be positive.") + + @property + def volume(self): + """Returns the total volume of the geometry. + + Returns + ------- + float + Geometry's volume. + """ + return 0 + + @property + def centroid(self): + """Returns the centroid height of the geometry body, not considering + filling. + + Returns + ------- + float + Geometry's centroid. + """ + return 0 + + @property + def filled_volume(self): + """Returns the volume of the partial geometry that is filled with + propellant. + + Returns + ------- + float + Filled volume. + """ + return self._filled_volume + + @filled_volume.setter + def filled_volume(self, volume): + """Sets the volume of the partial geometry that is filled with + propellant. Must non-negative and smaller than the geometry's volume, + raises an error otherwise. Also sets the filled height. + + Parameters + ---------- + volume : float + New filled volume value to be set. + + Returns + ------- + None + """ + if not volume: + self._filled_volume = 0 + self._filled_height = 0 + elif 0 < volume <= self.volume: + self._filled_volume = volume + self._filled_height = self.volume_to_height(volume) + else: + raise ValueError( + "Filled volume cannot be negative nor greater than geometry's volume." + ) + + @property + def filled_centroid(self): + """Returns the centroid height of filled portion of the geometry. The + zero level reference is the bottom of the geometry (level that the filling + begins). + + Returns + ------- + float + Filled centroid height. + """ + return 0 + + @property + def filled_height(self): + """Returns the height of the filled portion of the geometry, i.e., the + height of the boundary between the filled portion and the gaseous portion. + Generally considered the level of propellant. The zero level reference + is the bottom of the geometry (level that the filling begins). + + Returns + ------- + float + Filled height. + """ + return self._filled_height + + @property + def empty_volume(self): + """Returns the volume of the empty (or gaseous phase) portion of the + geometry, i.e., ullage volume. Is zero if the tank is fully filled. + + Returns + ------- + float + Empty volume. + """ + return self.volume - self._filled_volume + + @property + def empty_height(self): + """Returns the height of the empty (or gaseous phase) portion of the + geometry. The zero level reference is the bottom of the geometry (level + that the filling begins). + + Returns + ------- + float + Empty height. + """ + return self.height - self._filled_height + + @property + def empty_centroid(self): + """Returns the centroid height of the empty (or gaseous phase) portion. + The zero level reference is the bottom of the geometry (level that the + filling begins). + + Returns + ------- + None + """ + if self.empty_volume == 0: + return self.height + else: + empty_region = copy(self) + empty_region.reverse_fill() + empty_region.filled_volume = self.empty_volume + return self.height - empty_region.filled_centroid + + @property + def filled_inertia(self): + """Returns the principal volumes of inertia of the filled portion with + respect to the centroid the geometry. The z-axis is the direction of + filling and it is perpendicular to the liquid level. + Note: the volumes of inertia must be multiplied by the density of the + fluid to get the actual moments of inertia. + + Returns + ------- + tuple + Principal volumes of inertia: Ixx, Iyy, Izz. + """ + return 0, 0, 0 + + @property + def empty_inertia(self): + """Returns the principal volumes of inertia of the empty portion with + respect to the centroid the geometry. The z-axis is the direction of + filling and it is perpendicular to the liquid level. + Note: the volumes of inertia must be multiplied by the density of the + fluid to get the actual moments of inertia. + + Returns + ------- + tuple + Principal volumes of inertia: Ixx, Iyy, Izz. + """ + return 0, 0, 0 + + @property + def fill_direction(self): + """Returns the direction of filling of the geometry. Can be either + "upwards" or "downwards". + + Returns + ------- + str + Filling direction. + """ + return self._fill_direction + + @fill_direction.setter + def fill_direction(self, direction): + """Sets the direction of filling of the geometry. Must be either + "upwards" or "downwards", raises an error otherwise. + + Parameters + ---------- + direction : str + New filling direction value to be set. + + Returns + ------- + None + """ + if direction in ("upwards", "downwards"): + self._fill_direction = direction + else: + raise AttributeError( + f"""Filling direction '{direction}' is not recognized, must be either + 'upwards' or 'downwards'.""" + ) + + def reverse_fill(self): + """Reverses the filling direction of the geometry. Useful for calculating + the empty portion of the geometry. + + Returns + ------- + None + """ + self.fill_direction = ( + "upwards" if self.fill_direction == "downwards" else "downwards" + ) + + def volume_to_height(self): + """Returns the filled height of the geometry for a given filled volume. + The zero level reference is the bottom of the geometry (level that the + filling begins). + + Returns + ------- + float + The height for the given volume. + """ + return 0 + + +class Disk(TankGeometry): + def __init__( + self, radius, height=None, filled_volume=None, fill_direction="upwards" + ): + self.height = height = 0 + super().__init__(radius, height, filled_volume, fill_direction) + + @property + def area(self): + return np.pi * self.radius**2 + + +class Cylinder(TankGeometry): + def __init__( + self, radius, height=None, filled_volume=None, fill_direction="upwards" + ): + self.sectional_area = np.pi * radius**2 + super().__init__(radius, height, filled_volume, fill_direction) + + @TankGeometry.volume.getter + def volume(self): + return self.sectional_area * self.height + + @TankGeometry.centroid.getter + def centroid(self): + return self.height / 2 + + @TankGeometry.filled_centroid.getter + def filled_centroid(self): + return self.filled_height / 2 + + @TankGeometry.filled_inertia.getter + def filled_inertia(self): + inertia_x = self.filled_volume * ( + self.radius**2 / 4 + self.filled_height**2 / 12 + ) + inertia_y = inertia_x + inertia_z = self.filled_volume * self.radius**2 / 2 + return inertia_x, inertia_y, inertia_z + + @TankGeometry.empty_inertia.getter + def empty_inertia(self): + inertia_x = self.empty_volume * ( + self.radius**2 / 4 + self.empty_height**2 / 12 + ) + inertia_y = inertia_x + inertia_z = self.empty_volume * self.radius**2 / 2 + return inertia_x, inertia_y, inertia_z + + def volume_to_height(self, volume): + return volume / self.sectional_area + + +class Hemisphere(TankGeometry): + def __init__( + self, radius, height=None, filled_volume=None, fill_direction="upwards" + ): + super().__init__(radius, height, filled_volume, fill_direction) + + @TankGeometry.volume.getter + def volume(self): + return 2 / 3 * np.pi * self.radius**3 + + @TankGeometry.centroid.getter + def centroid(self): + if self.fill_direction == "downwards": + centroid = 3 * self.radius / 8 + else: + centroid = 5 * self.radius / 8 + + return centroid + + @TankGeometry.filled_centroid.getter + def filled_centroid(self): + if self.fill_direction == "downwards": + centroid = ( + 0.75 + * (self.filled_height**3 - 2 * self.filled_height * self.radius**2) + / (self.filled_height**2 - 3 * self.radius**2) + ) + else: + centroid = self.radius - ( + 0.75 + * (2 * self.radius - self.filled_height) ** 2 + / (3 * self.radius - self.filled_height) + ) + + return centroid + + def __upwards_inertia(self, height): + inertia_x = ( + np.pi + * height**2 + * ( + -9 * height**3 + + 45 * height**2 * self.radius + - 80 * height * self.radius**2 + + 60 * self.radius**3 + ) + / 60 + ) + inertia_y = inertia_x + inertia_z = ( + np.pi + * height**3 + * (3 * height**2 - 15 * height * self.radius + 20 * self.radius**2) + / 30 + ) + return inertia_x, inertia_y, inertia_z + + def __downwards_inertia(self, height): + inertia_x = ( + np.pi + * height + * ( + -9 * height**4 + + 10 * height**2 * self.radius**2 + + 15 * self.radius**4 + ) + ) / 60 + inertia_y = inertia_x + inertia_z = ( + np.pi + * height + * ( + 3 * height**4 + - 10 * height**2 * self.radius**2 + + 15 * self.radius**4 + ) + / 30 + ) + return inertia_x, inertia_y, inertia_z + + @TankGeometry.filled_inertia.getter + def filled_inertia(self): + if self.fill_direction == "downwards": + inertia_x, inertia_y, inertia_z = self.__downwards_inertia( + self.filled_height + ) + # Steiner theorem to move inertia to the filled centroid + inertia_x -= self.filled_volume * self.filled_centroid**2 + inertia_y = inertia_x + return inertia_x, inertia_y, inertia_z + else: + inertia_x, inertia_y, inertia_z = self.__upwards_inertia(self.filled_height) + # Steiner theorem to move inertia to the filled centroid + inertia_x -= self.filled_volume * (self.filled_centroid - self.height) ** 2 + inertia_y = inertia_x + return inertia_x, inertia_y, inertia_z + + @TankGeometry.empty_inertia.getter + def empty_inertia(self): + if self.fill_direction == "downwards": + inertia_x, inertia_y, inertia_z = self.__upwards_inertia(self.empty_height) + # Steiner theorem to move inertia to the empty centroid + inertia_x -= self.empty_volume * self.empty_centroid**2 + inertia_y = inertia_x + return inertia_x, inertia_y, inertia_z + else: + inertia_x, inertia_y, inertia_z = self.__downwards_inertia( + self.empty_height + ) + # Steiner theorem to move inertia to the empty centroid + inertia_x -= self.empty_volume * (self.empty_centroid - self.height) ** 2 + inertia_y = inertia_x + return inertia_x, inertia_y, inertia_z + + def volume_to_height(self, volume): + if self.fill_direction == "downwards": + height = ( + lambda height: volume + - np.pi * height * (3 * self.radius**2 - height**2) / 3 + ) + else: + height = ( + lambda height: volume + - np.pi * height**2 * (3 * self.radius - height) / 3 + ) + + return fsolve(height, np.array([self.radius / 2]))[0] diff --git a/rocketpy/motors/__init__.py b/rocketpy/motors/__init__.py index 9b0d7c621..f19b85680 100644 --- a/rocketpy/motors/__init__.py +++ b/rocketpy/motors/__init__.py @@ -1,6 +1,6 @@ from .Motor import Motor from .Fluid import Fluid +from .Tank import Tank, MassFlowRateBasedTank, UllageBasedTank, MassBasedTank from .SolidMotor import SolidMotor from .LiquidMotor import LiquidMotor -from .LiquidMotor import Tank, MassFlowRateBasedTank, UllageBasedTank, MassBasedTank from .HybridMotor import HybridMotor diff --git a/rocketpy/supplement.py b/rocketpy/supplement.py deleted file mode 100644 index b4f7f5dba..000000000 --- a/rocketpy/supplement.py +++ /dev/null @@ -1,221 +0,0 @@ -import numpy as np -from abc import ABC, abstractmethod -from copy import copy -from scipy.optimize import fsolve - - -class Geometry(ABC): - def __init__(self): - pass - - @property - @abstractmethod - def volume(self): - pass - - @property - @abstractmethod - def centroid(self): - pass - - @property - @abstractmethod - def filled_volume(self): - pass - - @property - @abstractmethod - def empty_volume(self): - pass - - @property - @abstractmethod - def empty_centroid(self): - pass - - @property - @abstractmethod - def filled_centroid(self): - pass - - @property - @abstractmethod - def filled_height(self): - pass - - @abstractmethod - def volume_to_height(self): - pass - - -class Geometry2D(Geometry): - def __init__(self, **kwargs): - self.fill_direction = None - pass - - @property - @abstractmethod - def area(self): - pass - - @property - def volume(self): - return 0 - - @property - def centroid(self): - return 0 - - @property - def filled_volume(self): - return 0 - - @filled_volume.setter - def filled_volume(self, value): - pass - - @property - def empty_volume(self): - return 0 - - @property - def empty_centroid(self): - return 0 - - @property - def filled_centroid(self): - return 0 - - @property - def filled_height(self): - return 0 - - def volume_to_height(self): - return 0 - - -class Geometry3D(Geometry): - def __init__(self, filled_volume=None, fill_direction="upwards"): - self.filled_volume = filled_volume - self.fill_direction = fill_direction - - @property - def filled_height(self): - return self._filled_height - - @property - def filled_volume(self): - return self._filled_volume - - @filled_volume.setter - def filled_volume(self, volume): - if volume: - self._filled_volume = volume - self._filled_height = self.volume_to_height(volume) - else: - self._filled_volume = 0 - self._filled_height = 0 - - @property - def empty_volume(self): - return self.volume - self._filled_volume - - @property - def empty_centroid(self): - if self.empty_volume == 0: - return 0 - else: - empty_region = copy(self) - empty_region.reverse_fill() - empty_region.filled_volume = self.empty_volume - return self.height - empty_region.filled_centroid - - def reverse_fill(self): - self.fill_direction = ( - "upwards" if self.fill_direction == "downwards" else "downwards" - ) - - -class Disk(Geometry2D): - def __init__(self, radius, **kwargs): - self.radius = radius - self.height = 0 - super().__init__(**kwargs) - - @property - def area(self): - return np.pi * self.radius**2 - - -class Cylinder(Geometry3D): - def __init__(self, radius, height, filled_volume=None, fill_direction="upwards"): - self.radius = radius - self.height = height - self.sectional_area = Disk(radius).area - super().__init__(filled_volume, fill_direction) - - @property - def volume(self): - return self.sectional_area * self.height - - @property - def centroid(self): - return self.height / 2 - - @property - def filled_centroid(self): - return self.filled_height / 2 - - def volume_to_height(self, volume): - return volume / self.sectional_area - - -class Hemisphere(Geometry3D): - def __init__(self, radius, filled_volume=None, fill_direction="upwards"): - self.radius = radius - self.height = radius - self.fill_direction = fill_direction - super().__init__(filled_volume, fill_direction) - - @property - def volume(self): - return 2 / 3 * np.pi * self.radius**3 - - @property - def centroid(self): - return 0 - - @property - def filled_centroid(self): - if self.fill_direction == "upwards": - centroid = self.radius - ( - 0.75 - * (2 * self.radius - self.filled_height) ** 2 - / (3 * self.radius - self.filled_height) - ) - elif self.fill_direction == "downwards": - centroid = ( - 0.75 - * (self.filled_height**3 - 2 * self.filled_height * self.radius**2) - / (self.filled_height**2 - 3 * self.radius**2) - ) - else: - raise AttributeError("Input a valid fill_direction") - - return centroid - - def volume_to_height(self, volume): - if self.fill_direction == "upwards": - height = ( - lambda height: volume - - np.pi * height**2 * (3 * self.radius - height) / 3 - ) - elif self.fill_direction == "downwards": - height = ( - lambda height: volume - - np.pi * height * (3 * self.radius**2 - height**2) / 3 - ) - else: - raise AttributeError("Input a valid fill_direction") - - return fsolve(height, np.array([self.radius / 2]))[0] diff --git a/tests/test_supplement.py b/tests/test_supplement.py deleted file mode 100644 index b62031e1e..000000000 --- a/tests/test_supplement.py +++ /dev/null @@ -1,134 +0,0 @@ -from itertools import cycle -import numpy as np -import pytest - -from rocketpy import supplement - - -def test_disk_geometry(): - Disk0 = supplement.Disk(0) - Disk1 = supplement.Disk(1) - Disk2 = supplement.Disk(3) - - assert Disk0.radius == 0 - assert Disk1.radius == 1 - assert Disk2.radius == 3 - - assert Disk0.area == 0 - assert Disk1.area == np.pi - assert Disk2.area == np.pi * 3**2 - - assert Disk0.centroid == 0 - assert Disk1.centroid == 0 - assert Disk2.centroid == 0 - - assert Disk0.volume == 0 - assert Disk1.volume == 0 - assert Disk2.volume == 0 - - assert Disk0.volume_to_height() == 0 - assert Disk1.volume_to_height() == 0 - assert Disk2.volume_to_height() == 0 - - -def test_cylinder_geometry(): - Cylinder0 = supplement.Cylinder(0, 0) - Cylinder1 = supplement.Cylinder(3, 10) - Cylinder2 = supplement.Cylinder(1, 2 / np.pi, 1) - - assert Cylinder0.radius == 0 - assert Cylinder1.radius == 3 - assert Cylinder2.radius == 1 - - assert Cylinder0.sectional_area == 0.0 - assert Cylinder1.sectional_area == np.pi * 3**2 - assert Cylinder2.sectional_area == np.pi - - assert Cylinder0.centroid == 0.0 - assert Cylinder1.centroid == 5.0 - assert Cylinder2.centroid == 1 / np.pi - - assert Cylinder0.volume == 0.0 - assert Cylinder1.volume == np.pi * 3**2 * 10 - assert Cylinder2.volume == 2.0 - - assert Cylinder1.volume_to_height(np.pi * 3**2 * 5) == 5.0 - assert Cylinder2.volume_to_height(1) == 1 / np.pi - - assert Cylinder0.filled_height == 0 - assert Cylinder1.filled_height == 0 - assert Cylinder2.filled_height == 1 / np.pi - - -def test_cylinder_filling(): - Cylinder1 = supplement.Cylinder(3, 10) - Cylinder2 = supplement.Cylinder(1, 2 / np.pi, 1) - - # Change filling - Cylinder1.filled_volume = np.pi * 3**2 * 5 - Cylinder2.filled_volume = 2 - - assert Cylinder1.filled_volume == np.pi * 3**2 * 5 - assert Cylinder2.filled_volume == 2 - - assert Cylinder1.filled_height == 5.0 - assert Cylinder2.filled_height == 2 / np.pi - - assert Cylinder1.filled_centroid == 2.5 - assert Cylinder2.filled_centroid == 1 / np.pi - - -def test_hemisphere_geometry(): - Hemisphere0 = supplement.Hemisphere(0) - Hemisphere1 = supplement.Hemisphere(3) - - assert Hemisphere0.radius == 0 - assert Hemisphere1.radius == 3 - - assert Hemisphere0.centroid == 0 - assert Hemisphere1.centroid == 0 - - assert Hemisphere0.volume == 0.0 - assert Hemisphere1.volume == 2 / 3 * np.pi * 3**3 - - assert np.isclose( - Hemisphere1.volume_to_height(1 / 3 * np.pi * 3**3), - 3 * (1 - 2 * np.cos(4 * np.pi / 9)), - atol=1e-10, - rtol=1e-12, - ) - - assert Hemisphere0.filled_height == 0 - assert Hemisphere1.filled_height == 0 - - -def test_hemisphere_filling(): - Hemisphere1 = supplement.Hemisphere(3) - Hemisphere2 = supplement.Hemisphere(3, fill_direction="downwards") - - # Change filling - Hemisphere1.filled_volume = 1 / 3 * np.pi * 3**3 - Hemisphere2.filled_volume = 1 / 3 * np.pi * 3**3 - - assert Hemisphere1.filled_volume == 1 / 3 * np.pi * 3**3 - assert Hemisphere2.filled_volume == 1 / 3 * np.pi * 3**3 - - assert np.isclose( - Hemisphere1.filled_height, - 3 * (1 - 2 * np.cos(4 * np.pi / 9)), - atol=1e-10, - rtol=1e-12, - ) - assert np.isclose( - Hemisphere2.filled_height, - 3 * 2 * np.cos(4 * np.pi / 9), - atol=1e-10, - rtol=1e-12, - ) - - assert np.isclose( - Hemisphere1.filled_centroid, 1.260033593037774, atol=1e-10, rtol=1e-12 - ) - assert np.isclose( - Hemisphere2.filled_centroid, 0.510033593037774, atol=1e-10, rtol=1e-12 - ) diff --git a/tests/test_tank.py b/tests/test_tank.py new file mode 100644 index 000000000..3a875bc59 --- /dev/null +++ b/tests/test_tank.py @@ -0,0 +1,71 @@ +import numpy as np +import unittest + +from rocketpy.motors import Fluid, TankGeometry, UllageBasedTank + + +class TestTank(unittest.TestCase): + def setUp(self): + self.LiquidN2O = Fluid(name="Liquid Nitrous Oxide", density=855, quality=1) + self.VapourN2O = Fluid(name="Vapour Nitrous Oxide", density=101, quality=0) + + def test_flat_cap_tank(self): + self.n2o_ullage_tank = UllageBasedTank( + name="Oxidizer Tank", + diameter=0.2, + height=1.6, + bottomCap="flat", + upperCap="flat", + ullage=np.pi * 0.1**2 * 0.8, + gas=self.VapourN2O, + liquid=self.LiquidN2O, + ) + + self.assertAlmostEqual(self.n2o_ullage_tank.centerOfMass(0), 0.48452, 5) + self.assertAlmostEqual(self.n2o_ullage_tank.inertiaTensor(0)[0], 2.794, 3) + self.assertEqual(self.n2o_ullage_tank.inertiaTensor(0)[1], 0) + + def test_spheric_cap_tank(self): + self.n2o_ullage_tank = UllageBasedTank( + name="Oxidizer Tank", + diameter=0.2, + height=1.6, + bottomCap="spherical", + upperCap="spherical", + ullage=np.pi * 0.1**2 * 0.8 + 2 / 3 * np.pi * 0.1**3, + gas=self.VapourN2O, + liquid=self.LiquidN2O, + ) + + self.assertAlmostEqual(self.n2o_ullage_tank.centerOfMass(0), 0.558, 3) + self.assertAlmostEqual(self.n2o_ullage_tank.inertiaTensor(0)[0], 3.550, 3) + self.assertEqual(self.n2o_ullage_tank.inertiaTensor(0)[1], 0) + + def test_spherical_tank(self): + self.n2o_ullage_tank = UllageBasedTank( + name="Oxidizer Tank", + diameter=2, + height=0, + bottomCap="spherical", + upperCap="spherical", + ullage=4 / 3 * np.pi * 1**3, + gas=self.VapourN2O, + ) + + self.assertAlmostEqual(self.n2o_ullage_tank.centerOfMass(0), 1) + self.assertAlmostEqual(self.n2o_ullage_tank.inertiaTensor(0)[0], 169.227, 3) + self.assertEqual(self.n2o_ullage_tank.inertiaTensor(0)[1], 0) + + self.n2o_ullage_tank = UllageBasedTank( + name="Oxidizer Tank", + diameter=2, + height=0, + bottomCap="spherical", + upperCap="spherical", + ullage=0, + liquid=self.LiquidN2O, + ) + + self.assertAlmostEqual(self.n2o_ullage_tank.centerOfMass(0), 1) + self.assertAlmostEqual(self.n2o_ullage_tank.inertiaTensor(0)[0], 1432.566, 3) + self.assertEqual(self.n2o_ullage_tank.inertiaTensor(0)[1], 0) diff --git a/tests/test_tank_geometry.py b/tests/test_tank_geometry.py new file mode 100644 index 000000000..43253812d --- /dev/null +++ b/tests/test_tank_geometry.py @@ -0,0 +1,152 @@ +import numpy as np +import unittest + +from rocketpy.motors import TankGeometry + + +class TestGeometry(unittest.TestCase): + def test_disk_geometry(self): + self.assertRaises(ValueError, TankGeometry.Disk, 0) + Disk1 = TankGeometry.Disk(3) + + self.assertEqual(Disk1.radius, 3) + self.assertEqual(Disk1.area, np.pi * 3**2) + self.assertEqual(Disk1.centroid, 0) + self.assertEqual(Disk1.empty_centroid, 0) + self.assertEqual(Disk1.volume, 0) + self.assertEqual(Disk1.empty_volume, 0) + self.assertEqual(Disk1.volume_to_height(), 0) + + def test_cylinder_geometry(self): + self.assertRaises(ValueError, TankGeometry.Cylinder, 0, 0) + Cylinder1 = TankGeometry.Cylinder(3, 10) + Cylinder2 = TankGeometry.Cylinder(1, 2 / np.pi, 1) + + self.assertEqual(Cylinder1.radius, 3) + self.assertEqual(Cylinder2.radius, 1) + + self.assertEqual(Cylinder1.sectional_area, np.pi * 3**2) + self.assertEqual(Cylinder2.sectional_area, np.pi) + + self.assertEqual(Cylinder1.centroid, 5.0) + self.assertEqual(Cylinder2.centroid, 1 / np.pi) + + self.assertEqual(Cylinder1.volume, np.pi * 3**2 * 10) + self.assertEqual(Cylinder2.volume, 2.0) + + self.assertEqual(Cylinder1.volume_to_height(np.pi * 3**2 * 5), 5.0) + self.assertEqual(Cylinder2.volume_to_height(1), 1 / np.pi) + + self.assertEqual(Cylinder1.filled_height, 0) + self.assertEqual(Cylinder2.filled_height, 1 / np.pi) + + self.assertEqual(Cylinder1.empty_centroid, 5.0) + self.assertEqual(Cylinder2.empty_centroid, 3 / (2 * np.pi)) + + def test_cylinder_filling(self): + Cylinder1 = TankGeometry.Cylinder(3, 10) + Cylinder2 = TankGeometry.Cylinder(1, 2 / np.pi, 1) + + # Change filling + Cylinder1.filled_volume = np.pi * 3**2 * 5 + Cylinder2.filled_volume = 2 + + self.assertEqual(Cylinder1.filled_volume, np.pi * 3**2 * 5) + self.assertEqual(Cylinder2.filled_volume, 2) + + self.assertEqual(Cylinder1.empty_volume, np.pi * 3**2 * 5) + self.assertEqual(Cylinder2.empty_volume, 0) + + self.assertEqual(Cylinder1.filled_height, 5.0) + self.assertEqual(Cylinder2.filled_height, 2 / np.pi) + + self.assertEqual(Cylinder1.filled_centroid, 2.5) + self.assertEqual(Cylinder2.filled_centroid, 1 / np.pi) + + self.assertEqual(Cylinder1.empty_centroid, 7.5) + self.assertEqual(Cylinder2.empty_centroid, 2 / np.pi) + + # Geometric validity check + check_centroid1 = ( + Cylinder1.filled_centroid * Cylinder1.filled_volume + + Cylinder1.empty_centroid * Cylinder1.empty_volume + ) / Cylinder1.volume + self.assertAlmostEqual(Cylinder1.centroid, check_centroid1) + + check_centroid2 = ( + Cylinder2.filled_centroid * Cylinder2.filled_volume + + Cylinder2.empty_centroid * Cylinder2.empty_volume + ) / Cylinder2.volume + self.assertAlmostEqual(Cylinder2.centroid, check_centroid2) + + def test_hemisphere_geometry(self): + self.assertRaises(ValueError, TankGeometry.Hemisphere, 0) + Hemisphere1 = TankGeometry.Hemisphere(3) + + self.assertEqual(Hemisphere1.radius, 3) + self.assertEqual(Hemisphere1.centroid, 1.875) + self.assertEqual(Hemisphere1.volume, 2 / 3 * np.pi * 3**3) + self.assertAlmostEqual( + Hemisphere1.volume_to_height(1 / 3 * np.pi * 3**3), + 3 * (1 - 2 * np.cos(4 * np.pi / 9)), + ) + self.assertEqual(Hemisphere1.filled_height, 0) + self.assertEqual(Hemisphere1.filled_centroid, 0) + self.assertAlmostEqual(Hemisphere1.empty_centroid, 1.875) + + def test_hemisphere_filling(self): + Hemisphere1 = TankGeometry.Hemisphere(3) + Hemisphere2 = TankGeometry.Hemisphere(3, fill_direction="downwards") + + # Change filling + Hemisphere1.filled_volume = 1 / 3 * np.pi * 3**3 + Hemisphere2.filled_volume = 1 / 3 * np.pi * 3**3 + + self.assertEqual(Hemisphere1.filled_volume, 1 / 3 * np.pi * 3**3) + self.assertEqual(Hemisphere2.filled_volume, 1 / 3 * np.pi * 3**3) + + self.assertAlmostEqual( + Hemisphere1.filled_height, 3 * (1 - 2 * np.cos(4 * np.pi / 9)) + ) + self.assertAlmostEqual(Hemisphere2.filled_height, 3 * 2 * np.cos(4 * np.pi / 9)) + + self.assertAlmostEqual(Hemisphere1.filled_centroid, 1.260033593037774) + self.assertAlmostEqual(Hemisphere2.filled_centroid, 0.510033593037774) + + self.assertAlmostEqual(Hemisphere1.empty_centroid, 2.489966406962225) + self.assertAlmostEqual(Hemisphere2.empty_centroid, 1.739966406962226) + + # Geometric validity check + check_centroid1 = ( + Hemisphere1.filled_centroid * Hemisphere1.filled_volume + + Hemisphere1.empty_centroid * Hemisphere1.empty_volume + ) / Hemisphere1.volume + self.assertAlmostEqual(Hemisphere1.centroid, check_centroid1) + + check_centroid2 = ( + Hemisphere2.filled_centroid * Hemisphere2.filled_volume + + Hemisphere2.empty_centroid * Hemisphere2.empty_volume + ) / Hemisphere2.volume + self.assertAlmostEqual(Hemisphere2.centroid, check_centroid2) + + # Check inertia + Hemisphere1.filled_volume = 2 / 3 * np.pi * 3**3 + Hemisphere2.filled_volume = 2 / 3 * np.pi * 3**3 + self.assertAlmostEqual( + Hemisphere1.filled_inertia[0], Hemisphere2.filled_inertia[0] + ) + self.assertAlmostEqual( + Hemisphere1.empty_inertia[0], Hemisphere2.empty_inertia[0] + ) + self.assertAlmostEqual( + Hemisphere1.filled_inertia[1], Hemisphere2.filled_inertia[1] + ) + self.assertAlmostEqual( + Hemisphere1.empty_inertia[1], Hemisphere2.empty_inertia[1] + ) + self.assertAlmostEqual( + Hemisphere1.filled_inertia[2], Hemisphere2.filled_inertia[2] + ) + self.assertAlmostEqual( + Hemisphere1.empty_inertia[2], Hemisphere2.empty_inertia[2] + )