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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COC(C(=O)O)c1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCC[N+]1(C)CCCC1.O=S(=O)([N-]S(=O)(=O)C(F)(F)F)C(F)(F)F Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=c1cc(O)c(Cl)c[nH]1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Brc1cc(Br)c(Oc2cc(Br)c(Br)cc2Br)cc1Br Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(O)c1cc(O)c2ccccc2c1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NCCS Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAAA66ElEQVR4nO3deZgkVZku8PcsEZFbZW3d1Ss0dNMisoggIqIXEXQQROAq6rghA4yCiCO44qMILndAGxmvg3IbETdwQQVRVBhkUJpdhEZWBXqnl9qyco2Ic853/ziZWdkL4IzdxmB/v6eefqqzMrOyMuONs58QRATGWHZk1i+AsZ0dh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh5CxjHEIGcsYh/DvHBF1v4/j2H/jnAOwadMmfwdrbe9DnHNJkvjvrbVb/JRtd6L3Q2J/l4wxzrkwDLu3EJEQwn9fq9VKpdLY2Njw8HClUhFCFItFpVTvMyRJ0vtwtn1xCHcWaZr6f51z+XxeCGGM2SJazjkp25WjOI6VUlpr/6ggCP72r3knwdXRv3PVatV/Y63VWhcKhVKppJSy1kop4zgmoksvvfSCCy5IkkRKWalUfF00iiKttXPOOccJ3KG4JNwpWGu7WbLW1mq1/v5+APfee+9BBx1UKBQajcb8+fNPPfXUj370o2EYCiGSJCGiMAy3qJqy7Y5D+PcvTVMhhNa60WgYY/r6+oQQjUbjoosuOv/88wcGBiYnJ8MwTJJkZGQkTdP3vOc9p5122l577dV9ht5qKtvu+J39+xfHsW/aaa3L5bIQYnJycsmSJeeffz6AUqn0+OOPx3F87733LliwYGJi4stf/vK+++77xje+8Uc/+tHGjRt7e3HYDkGOiIjIElnajCUicp0vskQ1ogpRhahGZDsP7LlL9z+UErXIJeTS7t16njYhahE1iFpEKTlLjsgSGUvWbnX/LR5rt/VS2bNpNpv+G98CvPfeew8//HAAhULh3e9+d6VSIaLJyUl/n5UrV37wgx8slUoApJQLFy48//zzN2zY8IzPPv15pUQJUUKUtg8P1/msNjuKrNv2xzf9ybotDqr/GvsXfz3TY9OtvnbsISfIEgQgDABA99RNjYB0RjoDHcAkNZ0fB0aBkJJQ6IVINUKQgAOsg5SkIJDCGqfzDdgGkAMCWIUgBAABImsRK5EIpIABNFwElwcFcAAlcAa5AgScgxAQAkQwxj+BAyzgAAAKkFyMb6FbaTTGANBadwcnrLW+aXfdddeddtppmzZtWrhw4de+9rXXve51cRz7RmCz2czn80QkhBgbG7v66quXLl26fPlyAIVC4R3veMcpp5xy8MEHA/D39L/Ut2ZIWOsagSTAARpWg3Lw44ui8wVApSTgICS08IcadX4EA0GAIEgH2T0OVffnW9u6ISUAGGCLgU3Z/dlWt8v2k3RfQ/sYcz2vzB9pqvM82/+oe5YQxoBCqk2KIABQR7Bi06Z7nRt3aXnO/OMRDyKUFg5CEkBINLRwktJYRGs3rLqvEIbW5AbmHQDRDwqsMTJwAjVgwmBUwwJxq0kuRoiczuWRU0AedgSqHwRjoDWIQASpet8gABoINn/7dnbVarWvrw9AN29d69atmzt3LoCPfexjF110URRFJ5xwwoUXXrjrrruiJ7pTU1PlcjlJEq21v8U5d9ttt1166aU/+MEP/FPtvffeH/7wh0866aRuaGv1OMhFoXKAFTCtpCFIRmERCNtHskHaTHUgRE5DOpLOQUpIAML1vMrO5+hP69T5pINn+oS32ZXxl4ZQTn/TfZ7px7qeZxCdEPoc4m8fQilsELcQRYBugh6578Graq17+4qzXrL32aAXQBTSFDqIHEBU00KB8hCjsHff+4fvaz0ZBDP33vs0YBEwYFKngxQYbeGhpzfe++cnbheyBrKSnBQiVGEUhAK77b7byeX+/ZWIUmO0ygkhiEgIAixgOu+CAjSHcAtE5Ace/GiEb8gZY7TWf/jDH04//fT77ruvWCyefvrpH//4x8vlMoBGo6G19kWlMSaKIv9UxphWqxWGYRiG9Xp9YmLikksuufbaa1etWmWMKRaLZ5999jnnnBNGMop8ERElCZERuRwAQGCqur5YkEoLOEAUQBGcjpsUloQTnVh0C8Oew44UHAwhdoglpEJR4LkGSHyh1S663HPcGdgsSL1hbj/cdW51PQHeUcVg50m3cVJx7a/pQ9xCJJOV9c10dUobgARCgQJQRATACUGdR1moWj1+qho/kOBJIHUIQIEOFDA51fzjE0/9+skVN+ULU1EuDZRzFCeu0nSjLTGa6spYZXUrngCaUlkhDGAgjHXJ5m+u3PaJcOfWarV8IeYHAP2NUspf/epXJ5xwwl133ZXP52+++eYvfOEL5XK5VqtZawuFgk+glDKKImttvV73GS6VSn4ov1gszp8///Of//ydd975b//2b4cccoiU8oILLpg3b94pp5zyyOMP1RpTAKQQYdBO1MaNE+XyoNIhAJKA8Cd6RIXp40nAQKSds/90FAVBAgJSIhTPXBBuRvT8O11wPctXxxZHEfmHayAAAiACVE/bZ0c1f57xean9lviqIIAEIEJaiMqhHAANIS0jlb7+LiElpAPgJBABBYVQKgp0DtglaQ6QAQiJe2Llml8+veE/nF2dVNVwdPCBe37wyFdc8rpX/Os+L/jnSB8yPtYXRH1B5IAUIu1UD6iTcGz2dtCWJ9GdWa1Wy+fzxpiNGzcqpXK5XLVatdZedNFFxx577MqVK4877rjR0dE999wTQLPZ9EP2AHwZ6IvNWq3WO2fNdxv4UjGKohkzZpx88sk/+clPbr755pNOOqlWq131vR/uvedBRx5+9DevuFIAUqPecI0mzRwZTOKg2SpYNxOYSSg1WhRbIgnAZ6wJNIA60IJw7UajBJSDMAJSIq9cSbqiIP3Mf7Tr/Nv96jkqtv7a+qdb2/JRW8TvLylm/8ueMYSiUy1XCnAJkAJWSkgZgiKk2tcNO6cp3yRw7bo0CSGUFlIgAPLtv1fUpqb+NDb2MJnqvBm7v+aVZ77ohaeUSkfBHQjsP2vwyJfufdrrD/vg7NmLQhHCHxzOOHIApNDcE/PsSqXSxMSEEGJkZMQXgytWrDjuuOM+8YlP9PX1nX322T/5yU+CICgWiwB8t0qz2fTlXjd15XK5W4SiM3tba53L5QCMjY3lcrlZs2YtWrRo6dKla9euveCCC/r7+x944MFTTjllxsyhD3/441P1iXxRTE42VSR1GKYWFrBAmA+cShqm6dpHjJ4uakQKGUPFkDGQAgCkcBDUqa9ug9tWAt1zhKTbftn6a4u79UZ0+jXskARiy8N6s99HhhIAUgOKAAMYR9bEhgxBON9vJQQgINAQqAvUoVtAg2wDjmA1kQDqKoIMYmB9rb7KJHEx2H1m6ZWggxDvj/ow4jLQD4wQFhP2iDAChICSIlAyIqetkT21gs7Le6Z3cGc1Pj4+ODjoG4RRFP3gBz84/vjjf/GLXyxcuPC2225bsmRJvV43xhBRrVbzD8nn88ViMQxDrXWSJEmSCCF8s7DZbPoeGj9zzWd1eHjYP3BwcDAIguHh4Y9+9MOTk6P/dsmXXn7wgUKIJRdfPHfO/Le97aTlDz+QOkPSyCBu0XiMcYtJoeo6SIEmAKKAXB4uD8oDKTAFjAM1ACDd6QJ3UGZbn6/r+ab7/bNWip7xaOlpdj3HgeR6Ok63s2crW4xJ2x1YEoAFrDGtJElAKYIEqgkJap/phHG++moBA4oJViCUkCk2CjkGTBGqxjYCJaMg1AjhIphuJaEAlCzKiSm1UuUQWBdqWRQIpQhMCmd9Tb3bPt5R56Tnr6GhoampKT8t+9xzz33b2962atWqI4888q677lq8eLG1tq+vT2vtK6LGGL9AiYharRYR+Sg657ozvH2D0PedduuozrnuyqYwDKMoStPme993yrLbf/Oz63900klvKxSjH/7wR68+7KiXH3T017/2k8pUpMUQ0ZBBv0MfISAAcD4y1A5OBASdzxdANy0pkP5XPmvR/Wez59ksXd0C00x3YbT7/Do9IJu1MHt7a9yz5fyv8EwhlIDIBTkQARbCASlgQo1AO6USYBJqEnIKiGEVqKjlMNAHkoATioQjmICIAlRSrHGoC4S5XMm6ZsusSsTjUA8j9zQigGBaibEQgNaIgrJEQckCOe3flijUQLfRjM57YXbOYtAvBTTGdOuNExMT/ptyufzwww+/7nWvW7JkCYBzzz33pptumjFjRhAE3QpnoVAAoLX2twghcrmcbxD6Hp0gCHpnqG0xW01K2X0qIQTggkADMWTjVa/c98orL3nksXs/9olPDZZf+MB9tQ+e8a23v/HyL3/uiVWPAUbUagGQB/IWiZXWqfZJmChI0wHCTEel1KQQzXaHjYlajW22QSTa6yRlHKe+nRInCSCJCHAQjmAJ1to0TWNrfZKNo8S6tCdOLjVJapu+6yFJW61Wox0yAQDWkbHt+BGMdZa2HPzYPmTnV3YiTj23b3aMOwAQKcmKwTpgJbACYoWM1kGPQYxbu55oPeQ6YB3kWFSoB5EhFwNOQUv0Af2RHg6iYstsWjd+b9K6A+ldoCeQq+m81YokXG2qJnz3FLVfFDkIQE53fHVfEnVOZjsXn4o0TaMoGhsbS9N0cHAQQKVSufnmm48//vjly5dLKR999NHPfOYzlUplR78ckwKIJHKptYlNdpk353Of/8QTT975rSsuP/Rlr1y1csOSC6885IBPv//k+5bfAdeETVCt5IxRBAiFemoSB6FRr4NcqHXJOlFrTDbqNUjkctEzlD3t/pIwzLW/CQrdc7SjlGCFIKVEECilBOCSNCZyUgrrTJImSZoSKNBBoNrjH2EQ5HKhEM66tDJViZNYKaE1AGedEVBKBgI7ZC57d5wwBQRIE7rHeROAcDkAkC1gHfDnW+74P8W+BwLtXrjo7dbM0blinGrQkHUiikhLR8Y4+zTkg8uX3xgpIdQ+++/7RYv9lMtDxrX6jU+tvWpT5Xpj6qVwj/mzXj1v5HUqXOxM4Kigg2HfUieaDqG1UKq3XmE6A7m9Azg7UYeNMaZarQ4ODrZaLd9fUq/X0zS99NJLzzvvPGPMwQcffP311+dyOT92v2MR4gaiztggCYJIHFIC6i2TJKWN6/TXvnLzT69+pFmbo2ne3PmD73zPnmd9GIiwcaIxc0QAttZCKVcSrn2KlQJCOMCalolNWiyVAGzzI/aj/kliQDIMpXOQCoSUyBAJJbuBEY4cEfXc0p5XpLV2lCZJYq0NwzDQvQOS7RhYZwWUEMI5Zy3tiMXNPoQOIgUkKOgpjmMAwkUAIGKINcCTt9zxeRUua9bNrMFDKpU8KRk7KVWfI5GmU6FWSJVWlcGhjaObHpszc6iQO2Thwi8S7SWsHxh6aKxy0/qxn09MPQaKTKskaFZf34I5sxaNzNwj0rsAQ8CQo6KzSisNgvNtUrlFCHvfqZ0rhJ7vNbHWBkGwbt2600477YYbboii6KyzzrrooosAEJFzrnf8fYegds0uTSAkVAiHVkrjRjRyMnQoAsNksP4pXHcNLr/0ng0bRqNCbar5p3efcsS55x08MAO1BIU8JEAOSkIQjHFwrTCQql3/2dYURUKaEiB61zmmKQCSyvj6siMHCCkkkbDWah0CqNebaZoWi0UppTUUhrKTtXZfq7GpVu1x+VbcAqlcruB/I1G7G3K7E+R8+8puFcIUgHABAIi0HcJlF0Xh8katPnvg9ROVHAWUuFQF2iIl19AyEElBoj44OLZxw4OzRwbz0csW7vlFMvN90SV03bm1k1OPTFYffWrlPWFhUgXrG62N9Xq9kJu9cP5h8+e+OpIHOowAkUQE9NRGpmf3dXuad+Akhv/hJicnBwYG0jS95557jjrqqGq1umjRossuu+yII47oTkNrNBq+Bbhj9YzgEiwhESJ1SAEzlVT7whkxhWmrkM+BLK778dPf+9Zt99y5vjpRGBqav9+LX/jeMxe85mhMJSiVbYCqABSkQKAggaTeqBcLw9v4rAnkT9CEZtMCMp/3zVoYlwaBAOAcrKX2zCFCHLswlFsnKE0hBNpFoICjhMhJiTS1SmklIxCsQbMBpZAv7JAOeUHOAm5bITQAhNUAIA3EWuCJW5YtGSw/pZB/0e6nOjtf5sKWbcrApdQohxpQcCUTTzh66P77fx7oupQvfPFLL6V0V+cgJKT29d6aseuU2rhh/J71Y3c04yeBKpyxcZDEuxx00Adz0YsClHwjHggASSR6xutppy0A0TM11Dn3la985UMf+lAQBK997Wu/+tWvzpkzx1dQ/dQZv3xpR2s14jDUUikIB9jUxMalUiFUYUxJIAICUqTVRrVcKAsMmCbWrsIlF1av+t7NggpWTC3c0578vsOOf/Ps/kHkAgiAUoQBSTQAAoItJ0/7DlaH6Uh1ztS+/ySMfM8NyKHdr7T5Q5pNAMjn2oUbAWkK6xBGUBr+RG+dVTIESWugZHsEJDUIcjskhCkEtdc0bBZCB0BY33PjIH1J+MVQ/bG/OG+ffc4D7QPkIQARoz0BQgEDwCRw9/13XoFgZRju8aJ9L4Hdp/3bpJ+0WwPqnX5hY5prRsd+v2H0tnp8V0r5oZlv32X+EQPRHEKulYooKEtEBCU26zPeev77ziKO4yiKNmzYcPTRRz/44INBEJx77rlnnHGG755xzk1OTg4NDVlrkyQJgmCHR5EAwNjEkdFaSSEBRZC1aloqBeRQqaFcBglYg1YKFaIVIwowugk/+F7tu9/+1VOPTSlZmDk8441v/F//+PZwnxcjzAEKSlohWkC4ZUlIAFCr2lJJ1aooFgGgXkepiFod+SLa1VGfQAIRpqZsf1lVqyjkoRRqVfiWZpIgTVEstss366C0P0R9FzRAWktYgzRGoKGCzYertxMN6E4nbOeA7nSQ9szzSwFfVCrnIBAC/bBDQB6pQa4JmQcGAAVbhHSwYZw4La0MADShmqA8Ac4htqQCEYqigILRcJEOF8yeN1LIyzXj68cmNj299tGZwy9EVHSotOKakPmcKgoooB/IAzkgbL/IZ5xHvxUCic70iy1HjbqeH+VqFEXXXnvtxz72sT//+c/9/f1XXHHF8ccfD8A5F8dxPp8fGhryKyr8LLYd/XpMSjoQWmtAEpwPjDMoFYN6FYUCBkpIWkgJxTyUhiH4OvLATHzgQ6XT3//mm36Ob12+5o5bH7r86zd8/3utQw7d9Z3vecVRb0CoVWyKuUJ79hZgBKwEhACgSiWVxFj6jbvXrJ6EcPPmzzj9vS8tFiEkIAycck74YnCqjjUb3Gc+ewM59YajDzri8JmlIpzFnXfTVVdd31foe/VrDjr0f5XyJRgH54xW0q/lsGTDQKcpbvr1xA3X3zY4Y/iYN7z84EO2Uaf9K2krQJBAAFiBGJBSBAAEgSyEBFwKUQeagFOyIEXUaqYQIcjBJpQjyJYDCAMKgZCAsCQT0iARphaEZg0TkYgkJElooaToc0iTOM5HARzI1oWS5eE9yuKANZvuyWkgfhqYrdB6/JFfVGord9l9xsjMBcPFQ4C5cHMhNEjAT0NMkToTRLobLWuckFa2x7IkoVMVoc1n7m82X94/eKu57H+TMtYYo5TyI3V+CbzfhUl0oFP6tVotIcSnP/3ppUuXTkxMHHXUUddee20QBL6bVErZXePX7Rf9G9RIdTj97nVWR0BpgFDq9M5GOYQCgtrznvybHAUgQhDh2ONx7LHzH3lo/tVXr/rpT2+66Td33Hzr8t0WLD7xzUe86yQMzELU5wfUWyGMRqIoFqKP3AAkfvB9++DDQTMdHxjcOHf+S489BsUCKFkvwjJZkSaRDsOojFt+uvEr36wqiuYsMK96NSIBCdx1j/n2VePSVoZmHv6qf0BLIIggYA2shJOIVaB84XPLb+hb355SufX7HfCKlzro7V4SdkYfpZxeKyQATaazmlYDSAEBhEpGSgZSaoCgJJQS0qRIUyjYQFhoUBAaJ6wRVgklVSQQBMhZEACbQgoICQGdjwJfmgnlZ6UVlO4Pw7KLp9LWOGxCiRrp31XKxvjoqjVrHs0Hj+y268Hz5xwKDEDkTF1rPQdKB0qDgBQEEqGv0wtyRkjt/xLqLHJxPpTUm67uaIcAnqFo3cF8JycRaa27PZm+1Vev1/1UT9/J6Xd/ueGGG5xzn/3sZ8855xxjjF9Y5HvbM3j1m9n82BRb/U/0DEgLKAIESMEpkMNeL8H5++168ntP+cX19pof/vbBP6z90pd++d3v5U/43y9889tn77oXjCjpHIA4aY5G2pGEI0j1YiECStbESf2z59963FGHxVVE5VKj0VI6F4WagGoLpaF5zuzpqGDczO6HbGyQ2t2UFcbBCl/eGgcIKAnVXVLoCNYM2XQh9IShHTIwrbf1/rV/d6dR6yfSCsDFcZqLnKEYiGETyABQApGEkgoCkCSAUIlASkA4pQKgT5o+LZUAQj/i5wAnIOFignWy4HumTNpqAA2dk8WBEGq+iHbZfdErd0/WPD3+n5tqD9Rbqx9b85NHV/105tCi3Xd5ebl4ENwQrEYKEEhBRBbCTyLRzpISvvc5FTCdU7SECDb/W0UngZ1JC1t2xrq/QTXVRy5NUyLymzL5Xs3uRoPFYvHXv/71P/3TP61bt25kZOQ73/nOa17zGr9wXmvty8kd/SK3v07TC5CQ0lnIALstwukfUO8++fAHHsAVly+7+qqbv76keckScfgR+53y/rkHHYQ5I1Gk5/nFPc06giCo1wwwozUZrJps/ut5OP/zaFb682XRbBkE0hgUc0haFZAFSeG0cO3l+k4CwgoRSwHVPjlrBS0MhARkSRIgoCyUg4QTMGLHHA1bnz43q1FAII1jHTihFBA5CoSKlPST3x1ZEjoAAokIQJIgkFBaOKJW09nQ5hMF5IQJZAhIZ5IJomoQ+V8SyXwIpyDrwGS9/ufJiafSZDIVfVKXgSLsAAgIXjhnbjRH7LVx8p6xyuMbR59a+/Tj4+OTI0OrZw2uLhcWhYW5QCDgQM4mJEUgtN+lr3eKIAmgnSixxVrErc/YXX+L6TjdFfF+Amd3LNhvjO3/vfDCC8877zwhxJFHHvn1r3990aJFfvJas9ns6+t7Pm9TTwJGwjlIrTQhgIKSyBXx4gPx5f0P/crFh37x0/j1L564+eblv7112cJF6Ulvf81JJ86eMQco+dFjAzR0GBzy0vl/uL15+WU3veWtr91zX2EddKSthbFWBapVrQuC8MvuNp8bJmF9P7sDJIzs9vlRZxUkQVD7gc+8quOvskX9drP/WQuloZQSKgJaQKB00aRRlMsDEkoJoZwDpJZQNkWgEGoAUoqCVAUpy4EuA8VAA3Kq1Xxs1bpljeSp4RlBf39/OZwP9EH2A1SffHTFumWV2sNa0+DACwrF3QFJVBOuBAe4OQhGRvr3Gxmov2D+2qdH71+57ncr1t+yZvzGUqm0cJf9+4qLSmp/iHkqmA0qUmKJjIwEYNprNEkBcno3BbH1H7vFCa67TGaHF4O+Ieero/4Wv7K2XC4TEYBXvvKVy5Yti6Lo4x//+Cc+8YkwDCcnJ31uhRB+YW539szzwPRprjsr2gKpRBpT1VmR031RpKMIqYEEzv0iPvr5Rd++ctF3r7x7/aoN559347cu3OXEf3zJRy8aiIpwqOdKxor1Hzl37ze+YfWscOQj5/zxp7/cZ+VKLFgIJSGMFVD9hWHlnpYOujNJmwScgPMV4vbrsgKxACACSAnREkJKFHw1SkIL0nLHTOHuloTds75EpwbvHBQggwBoAaGDaDWEccqZ7kowKSUcJEEo3T3IdWpD6waEsY1at/qXamXieNP6jY9sHB3VAQ2WZwmbkzRERkxVx2rN9cW+4tDQ7i9YfFyIfYABERba/SZ+yyBRhBhUqjx/VnnOrBlj9fvXbli+aezJ+x+6sZibPWPwyfmzDi7n94UYFFGREgEU4KLp7pZ2y9BBdKO1zZFG1/MvputLO4xfRuRXxLdarTRN+/r6/N4T11133SmnnBIEQX9//2WXXfaWt7xFCNHdMGZ0dHTGjBn+SZ5/1VHRe7yR33ImL0JopK5mHKQIQ60FIMpxDn2nvh/Hv+llKx/Ft7725N3/8cDv77tTqqMcYNPEmJaVYy87GKf+42t+cPXP19+ur/jmPu88A5ZAwmgtG1VEiJTTkqwQTYU80M4SCekQtpd0+D1TYEjAD0q3B6bbcXVSwIlt/zV/Jd37tLKbQPiX6CfqANBpmqogN9C/IAgkTAj0IZUkIBQUhAP5umjiYG1MopjP7RaoISFmwrZgm1CRDnfdZdarlChNtR5ttlaOV9Zb0yKXC1DWYmjG4D4jw7sMDu2XF4fF8ZAAAg3A9zi3WnHFOZcL/QZBZYWXjBT3Ht71TWaX0ZVrfztZ+/Pqtb9ftebuocE58+e+ZO7goTJcBNsPC1Cn0SccRAxhOwM9nU17Nhu32Hq5yt+ihzRNU18LFUL4Iq7ZbF588cVf+tKXJicn999//2XLlhUKBd9cnDt3rh+L9wmcmpoqlUrPn515/Umw2zmmACUQ9JwWIZ0rqOlTpwK1kKp8MHN3DM7Dq/5hYbJp4cMPbQj6EFuQC0yrhcAlBp/7V1z743GlDvnMZ+554zsOKg0hL1Ilg2KE5hSkDYRKpJyCyvv+uM6UO+XXMoFgRXuSliKQUBbkuy+shBOGZOKebe+3/77eNuGWzU5rDUhDCEAGuggEe+99aLlkq5UGMAjKW+c0JOAIFEZaEjQAMQjsduD+x0SRA8pACQaIBXL9A4P7DAzPBg5omrVTtRXN1mSamkiV+/K7lIu7qnA+MBtuyO+z5gSchRRQgnJR3p+VbOoElWQwC04rgtLxC3abk7pHN44/tG7Dw5NTG6amfre6sK5cWLzX4qOghoBit77RKdZsp+Orp3FI3UGL3vbV3+jI9uVY9yJkDz300Lnnnvuzn/2sUCicffbZS5YsSdO097pI3Zqnc85vp/23eZ3bSW+PdHeRGmwKImgNLSQcTApJkBGEhEZsAUKSC2sJkqBcPvDVw5BVk/TpMC2WVD2t5ouQGu8769iLv/SkQu6ccx5Y+s0Xpy6nnO8ugCQpYIVotntoO4PhlgrWwhrAQUkQQSQgCShpAZJIDZyDRV4gcjuod3Rb/crtrsJ8obOtIBRECIhyaTcg7evPww5AQ7dPwFYBgIHwkQ6BgSjaEzBAHjTc2SwrhRwECsC8vN4vP2A7HSe9c0FDkog647OyfULMA3lBAKHd4eJHUgiwEdRugRyZN+MVcwcnxit/Xj/2wIbx+54eu+upTd+ZN2ePhfNf1he8GJgPjMD2Q4BkzW8AZh0ERf5XOL9voyAi58gAkEJLsaNC6Dfh9dnrFoO+dXfjjTeeeuqpq1evnj9//te//vVjjjmm297behzi+VMATiPAr5SY3i+P2gNe09NQAa26UZG+NS8QCYQBoCJ/EAQ6gMPTTtZkuImAQh8+8anBa34crVjdvP66R277zYsPPViUC6jUMN1e9tVg197XhqCNmbHsNtRjhCEhFYGDiGEtpAaFUHlMjOP23yFf3GOiZYJnWln11/Ef6taL9jsNJ9FtFPk6QwQouHx7akT7ngBMZ3cQDSigBPi5537+d6eViRCIQNPnv84qqrjTjRn6WjiQCrj2L93ipYmexxIQF6GLAIScNVweKhaG5s6bEbsnnlh156bxxzZtXDtU/uOCua8a7t8PaiZICxCgASmEJoc0gZRQGuR3GxaQor1WzTrnLIJg+4y/+X5OAM65btGnlArD0I8xENG3v/3tM888s1qtHn744VdcccVuu+2GnoGKVqtVaq/reV7rOdF7Ww4LTXdcAgApKUIBJSGFH+l1gJBwCgSIJtQUXA0KUoI0PnvRPiee+O05hT0+9dEbb7/9dXETxT7EBlZa6ecLbBYjJ1X4H7c88cvf3B0EE+VgxMV9lAyGKhfl07HaihTV8sDCqcldSURAMj65Q94Rvy/kZr0y3dfX870EQsABCq6zBUhnOrlo38G1p7ZBgiJ0hsVJAkgBf+VXv71PbwL98/upFD7nTiAFmtInvzu8LgE0/W6oUAWQnq5U+CaftJB9Of2iHBYBU4Mv/If1ow+vWnXfqjUr165fPTLzlnmzFw2UF5XCvYFhIJR+mxxCkiAnQQKOrKNUCJJSS0glA7X9ippSqeT3BVVKGWP8EvU0Ta21uVxubGzshBNO+N3vfgfg1FNPXbp0qX9Uo9Hw6+L9qqXt9WKy09MZRj239RIO5ODn65MCaUFS+qaD6xSPBAi/SXAASEnCL0QkjX84Fscc/5JfXbuxvkn+3y82/uWcQiOFLsJKA6GdKxK1SwQJCJEk6eiMWcHgrLwKa6JVq0/UXatRKvalbmKgNBYWbX+/eerx6lRjSg9MDc3eUW3CZ6nldn/km1Wbb3o9/WrU1u3JaQQnfJdNKmEdALFFV56abh5MP0sKSAFLkJ3BGQfEQL1TREcQAaizHkxIcqkAgAiiBDEQYWDByG4LRg6YbD6yau3yjaMrHnp0mVaPDgyMzp/70v7SLlpoLfNKIYogBIQEoBSCTi1AEgnqzljYHlqtVndmmZ/n6SdY33zzzSeffHK1Wg3D8Pvf//4JJ5wAoF6v5/N5P2rf3Rf0f8bMmO1hy3m83S4xv9cLtW8RATpbHk4fYd1KrANcUdqqIOkH1oWEkvj8/9n3zptu7YvmXXjBD950wskji9FMYSUAaUVE7dmn7dG/sEhnvH+vd/7zXgNDcE2Uws5OqAokYSU2rMcXzsMPr/lDo7Wp0dhRIextksnOO4KefkJBvQETnflH7TfR11G3TDKJzqBACikhdFFiUqAu0QRKEMWeR3R+rx8hBdrtcbSAQAiF6bbZ9CskpAIxRJ5c0OkC1RAJkAANwFcvZwLDA/ndB/Y4eGzW4xs2PjhemZyYmBgbvXv92t9GetarXnHs3NmzhUClYnRgdWiCsDO3BgIktmMLYGJiYnBw0Dk3NjY2c+ZMrbWflbZ06dL3vve9AA455JDbb78dwNTUVBiGfsIaOvuC+hpsvV731xV8/poe724fQ4baeTI9cyq6R2AKOQX4OS0aUrWbJ67dGBG2DNfwnfwCUMImpPbYAx/4l8Mu+vyvBfq//KX0c/8e1FtwIiDhJxbDJ1Y6KBsm8dTgAGYMQQVwEn5JVrWCvlL7w585gv4yQmWsKu6g8Xr9DEPS2xqV7Hn7yK829KlwEuiWSA6d97I7adP3qfjNhLpbyEzzd6bp0x+Uf1fJb3bamcEgIaLOgo+gM2ffOD/dHJBCdZa9WEAKGcLptOEgoiBfHO4bHO5bZFEZr1f+8z/vXHLxvy+/rzYyPHLSu85461vfduCBe0JoCOW390rSBBSEgd6O/Y6Dg4M+hzNnzvR9LatXr/7Upz51zTXXzJ49++ijj/7a177We/lOAI1Gw1/Opbu30vM9gW1bDgh1U+cPASUROEBCCp/DduZiIAEioNhuyAjA5YUtCqkASAIJF0gQqVPeh1tvnHf3PRuuufoPrznuZcNDgNCk6lamTrQbT8JBuMi5yWoFJkEYQMhUQikpBwfRTCZJSaXKNkFSQ7MS676C3jGD9XKzXpkt1we56Rs6tzvhHJoODaAF2Ok6evv1+Sc0DqlDE6KJwCBIIWqABgbgZsJEnTGCFGITsAbYJPy0z+4kiu7YCYnpGykCyoQBoAjkHQoOErIJFZN0jmBtZNJS2upPW31pMwKpoBAEhTxECTQLdi+FFw4X573hmKM++cmPH3Hk/ps2bfzikgtf+rKXHXfcO+699/4VK1c04yaAMMgpFWzf2WCTk5N+yR+AXC533XXXHXfccddcc82CBQsuu+yyb3zjG2EYtlqt/v5+IvIbNPlLW/vNCNM09Redf96bXr/STSAA6RA6RA5FQtEhT8g7iuDysGW4ElAEFNAQmGqPbihqj2pThG63gAukUVJgxmx88nP79In+WjK05MLapo2AkNBVp6rUHetzEC7fH5WKAYohNKAs1WtTaZOUQykYKKly5FDSCAlE+cgNR73Xi9p+5PQXbVHr22py82bv4HNy7eoEWn7PKEBNd9i0GSDxS3vbWxhOt9uDznaU3d+LdnnYmdonodFe/JFKWPhai0SgEWgEQedkSQTSoAjIg2YCA3nMfNNx77z2p9c/9NAf33/G6fko/NnPf3rQyw56y4lvu3zpFU+tWA0IpZRS2I45HBgY8LvuEtGFF174rne9a8WKFa94xStuueWW17/+9T5gxWKxXq8LIfr7+7v7gvrxjG73zHZ7QZnZYk6S/8j9woX2whc/bxPULQCkJEjkBUBIoVIoOOkASIJyUE6DYCWsQKDRajhSOPQwHPH6xZE0D9y39uZfADbnf6eV7faeICgbaAooRbMOAQQqHCgN5CLfZHQmTeMEAKIIEYrChpMT7Vflv/yIsyVYB2thXXt6CLX/QN/t/9xhkdPbB3SL+J63RkAKyO5PBCAhJSKJvEAOUNPJmc6PFJASgUQk2stw8+1rFaIzWaV9NgqAIWAmMABE7d4Z/4UAKAN5iM6nI6eboz0vRgnkJHICSopO/4rq+RUCEApCdE4p0tqZwC4KI4Ea2Guvvb/670seWH730v936ezZI4888thZH/jIi/d76amn/vP9998P4RdGAWhf8Mh/32g0APj/+s2UACRJUq1WAdTr9d67Oef87URUKpVWr1599NFHf/rTn65Wq2edddbvfve73XffPQiC3gUT/pvuvqBRFHX3Bf27uHx87+HiZ8y0D7PpH3T+LySg0nbtkQCUHAKLppXOkYKFNDZNKoELpUOsYLWLqVXI20DAEM79Yn8048FcpH95w9OyVdbNPrKFlkEDaCpYA+20TSAlojwISFOkKQhwAi03JYJY5ZBIJIARcTVpFftggThBnCImpKAUSAmVOloJ0hSxQQoYB+NSoGpR6Qzd/UXvyF/wo/aAhBTQor1lcqeQnE5v+7H+bp2dlYN2tkRP+SoAaCDv65bTP21vH6A7JaGcvr/oeSWdFwNosfUr6b3/Zv+VgRpox5sCn5/FL9j9rW9709NPr7388stf+9rXKhV84xvfPOCAA44++ugrrrgCwNjYWJIkSinfSCsUCs45pZRzzk/7BOC7UvzqPgAbN24sFAobNmyQUvb19fmNrm+55ZZXv/rVt956a5IkDz744EUXXdT0u53sjORWX9v89NpVpPalQxEBmuAskBiQQ3+fKIdusC/favmGi9WSlHSADXOYOQ9nf/L48dqfB3UxD5WTgRY6cag5aySkQC5KBWJj0WjCInUWUrUX3TjEDgnBNA2sdGE+zveRCAGBIIAUfsRSPP4YLvzX288447o3vem69/3zst/eDJdACDiBWtxUCP+SeVfPvykXfyW/FyCAKIr8kjwAfX19SZK89a1vvfHGG3/729+efvrpYRj+8pe//NCHPjRv3rzvf//7/iFSSl8opWk6Pj4upczlcs658fFxIvI7WAOo1WojIyMAZs2aBaBSqTjnfvjDH5544olPPvnk4sWLV6xYMXv27O6FH9gz6ykGOkPKAoGEJIJQaLbWpHZNZeqJKDc9CcBRapIWgEIB7zop2H+/GS3zOLBJ0KSUrUKIvFRKIszB0JpCsV4uo78MjSCK2mVEkppIFiW0AAIF6zZVGo81mmushXGI47qSkCm++ZXWO4+98jOf/M79d/953ar1N/zs9yce9cOzTlo7NgolgpyeBxrAc15ccScMoV/+09u4ajQacRz7CqFzbt9997300kvXrVt38cUXL1y4cHx8/MwzzywUCu9617vWrFnjL1oaRdHQ0FAcx9VqVUo5NDQkhPBXTTHG+Hkt/lf4q6ycdNJJ73nPe8bGxs4888z77rtvwYIFfvq1zzZ7Vu0pvoLgL1ooEfpsCAGo9cXyhMP6KIIELBlqr39oz2kuFPDxTx1YHlyvgtVCrW/U1jmCRCoAoVKHlevr942Nr2s1IQFnQRYQyAVaQrWSRAD5EAPDcRSOlvunin3IBSjkpATuvdte8Kl/Gxna7ZbffO33y8/5j1vfe+utZy3e5aBfX/+n++9CqyFbDfyFH+9OF0IAQRD4Nex+FZ+/UKbfYrnRaPirZw4NDX3oQx+64447rr766je84Q2lUum73/3u4sWLDz744B/96Ed+G+woivr6+sbHx/3TFovFbvdJpVLxpeLDDz/8ohe96Hvf+97AwMCPf/zjSy65xK8SBNBsNnfEds5/n3qKQV+2KAlrsdc+xb32iw542Ui1BgFEIpJQSoWBVgIuDCE1Xv8GnHzqgfsdKF5+6MiihQORgEJCDuXBqb33L5zwhgNetM/MKIDwA+LTnQ46VAUJpAbz54tXHjZv/5cMNupTkpC2jABe8hL1gX859tzzX/3yw9EUSX4QC/bEMW/afby+9j9+1jRTyBUgVK0z0flZ0U7GZ4+I/DVVure3Wi3nXPe/vd8T0SOPPPLhD3/YF1/FYnHevHlf+MIXnnjiie4djDGVSqVWq/nLj3n+wixCiMMOO+zJJ5/s/rpGo9FoNLqvhD0zSy4lR2SILBFZIkuOnKNGnRp1SmrUnKI0ptRQSlSp1/xD0qRBlBhqxURTDRodo3qVRkdpvEpNog2NVTHZNKa0RuueorRFxpIjItf+cjZtNetx3DSUpkQTUzRRpfEqNVMiS2ltfHLTBCXkapQ2acqkTZqokx2v0y030K7lG45/1dPxOKWOKslTjlrP+UfudCH0VwLr8t2bcRx3U5emaW9apqamunduNBqXXnrpokWL0FkRf8wxxyxbtqz3CZvNJhGtX7/+iCOOEEKEYfixj32sUqn4n1prfQOS/UUckbPk2ukjS73fJzG5lIwhY2l80hgiR0SWXCuh1DjXcDRhqDpaqceW6g1qxRRbiolaNB5To14nE5OJySXUbFCt2uqEMCVKyfnfb2NL9YRalpqWxqvUmJogVyVrK6NU30SmQbUWNYmqRKNV+sl3aX7x12973br6KMWWDI1yCLfNOefXsPfe6K+j1S3HfLvRf58kSRzH/rIhRNRqtZYtW3biiSf6iZ3FYnHffff95je/6Zzzif3KV77il8YvWLDgyiuv9LH3dV3/hBMTEz7z3VvYtvkQ9mbPtL+cIXJkUnJEU7Wqj08SExlqVWKyRJRY2ti0Kw1Vxmu1xFBqaGKKUiJDVUeNOCZnKE3IWrLpdBmYNKeIEnJUrdSIrCMbk48uGSJyCTUnKWmSIYopjSl21CSaNFRP6N1vWlHGld++jOIG1RNnaMJR8px/pSDaAVMAdg4PPfTQVVdd9d3vfnfVqlUA9thjj912201r/atf/QrAfvvtd+WVV+69995+V5iBgYGMX+7z0fTcfXQnaQCdJqJ0QBNIpy++3Z25JQBpIKaAJkE6FIGyv10CQFMA8Ptc+Cd33Rkppj09tL0vkZ+hmTo4QqighJUgwDYRaYKKKbGipTDgLO74Ld5+3NLdd5/5i/88vjCAQDRT18zJstjGdmqb4RD+901NTflLPvzsZz87//zz//jHP3Z/tGDBgt///ve+1/RPf/rT4sWLM3ydz2/tJUyuM0u5Z7hYGqDSmVCaByK4zurT9nD0pN+0mpATKBOC9t6d7fmofuFwDAi4YueZO/0o7btqwBEaQAJIgcgvpk1aDSvTsKAt4BBaCqqbcNghl49unPj6FR858o0oROPNpNYXDknknjOEO2Pv6HbRbDbL5bLf+uXNb37zgw8++J3vfGfOnDmzZs366le/umLFiqGhoVar1Ww2OYF/LYHO9oPd/24xOWTz2RrT/OTHUEDAb9cEn2rVWZ3ngASwmz2znzcC05ka7edioT2bXKYAwkIhl+8nFAnFWjV4+km88Yg7RzeUvnX1R175GuQj1JLUWrvVlfye4e/jkvC/x1rrnBNC+KlkvjEppdRaj46O9vf3G2Py+bzfGyZN07+LJblZ8evFA9hOPRPU2bRhHCCg1Fks3qmytoOatrPULtNUe3Xi9F5vKVAHNKjcXhDXXlTkgBqg2iWkNECrszA93LipMnPGPAusWoO5s/HH5fjAGT9fft+G/3vpKce+BU6jXISEkRASQuK5r13BIfxrEZGfxeb/2708IICpqSnficoJ/GsQnIAjaOFAAkI0AQfyFUg/U7c4vVUX9VRZNzu0e8br/ApVkn7vYILqPFv3Hk5gAlBwA+16q2jncFNlw1D/HMKAcUCK73ybPvGRy4rlcMm//9Ohh0NHKAaQSC0FkQNZ6ADPuSDu72KZdhaMMdZaP7va71jh1/4RUbVazeVyQRCUy2U/6TTrF/s8Rtv4N4XfAZQAkQcw3Q5sVyxlZ9/nnoIRGsJfDNc/iz/y/ZZInU2PutEVkpAAoegu05Pa7wgx1L9LJW4WI6xdg8u++viVS5fNnnngvy456JDDMV7DsMaGURjXmDu73/kLG/4FuCT8q7RaLWNMLpfz07i720+0Wi1/HaV8Pk9ESZLwNNH/BgLc9NIn3cnJGACJ4XbNsbMmUSgAcXfdK6AFBT0rFgFhOlcrCae3IENKEG76ybtpXAME0s2azrUEhKvHUkcg4JIv3/7VC58Y2zBkgFkjs9ZvXDFjsLxxYv3s4WRo9qO/X/6lWgUDA+0pOM+OS8L/Jj9m2LsFKBEppfxk0VwuR0TdNiEncLuQ7RZbp2YhtrVT27MQ21ww1F6V70T3+f2/QTsdmy8PikJYByGx1wsWvOPte/QXR2otSAG4l2rAJMiXsGnq18qhfxCtpFEIn/uK5VwSsv/Reko2KfzFXtsr9IJ2kbVZDrs9Lm66Ojr9U3RahttIY/fJOr8lBtBehj69oh2EdiPV70o1nZ7OLHO/4razYvYvOzlwCBnLFo8TMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQMpYxDiFjGeMQ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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Nc1ccc([N+](=O)[O-])cc1N Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1ccc(CCn2c3c(c4cc(Cl)ccc42)CN(C)CC3)cn1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCOC(=O)c1ccc(O)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Nc1ccc(S(=O)(=O)Nc2ncccn2)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: [TlH2+] Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCn1cc(C(=O)O)c(=O)c2cnc(N3CCCC3)nc21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=CCNCC=C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=S(O)CO[Na] Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Nc1ccc2cc3ccc(N)cc3nc2c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C1CCCCCCCCCCCCCC1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCC(CC)COC(=O)CS Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAAA8iElEQVR4nO29eZhV1ZX//d37THeoe2+NzIOMQpECFWQSZEiCU5za4JCYNt3mTZ70++ZNt53u5Okkv46/dP/SvzadwU40/pJ0QhtNazoahyigvGJEsCgEhWIGoYACiprrjmfa+/1j1z1cBrEQy2MV6/PUU8+tU+eee+6953v22mutvRaTUoIgiPDgYZ8AQVzskAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBCRg/7BAYAPuBBAMKEZBIQAgLwOCQABg0wIRkYJCQD43RrI84LulzeCwkP4jjSadgCebu9CU4G2QyaW9GWR3M3emzYaVumkeuEb0OKsM+YCIfW1tbgcTabBeA4Tl+eyKSU/XVSgwAJ+MgJO2fCgJ2SLrIedh3c/dQf9725Y/eufVZF+Zgrpk27btH4T30CXEJKWCkwI+zzJkLDdd18Pp9MJvv+FBLhORGABziuLAPz8zjejUMtO77/8MG9B67/f/4v1KTylfHVTz1rv7Jt0ScWD/3655CKwConEV6ESCkLhUI0Gt21a9c///M/L1iw4N577/U8LxKJvOdzaU7YBwyDSReeBi3e9ORzBw8euv7bX8fMSzE0EY2xm8ePhvn88795/FM3XIlFMyEBFvYJEx86jDFN0wBs2rTpN7/5TWdn55e+9CVd75O+aE74XkhAAwDYHgR/fu3Lcu4kXHcZxkTsOA6Kbowox923IW40rP0TTnSCDIuLFdM0ATz++OMAPvWpTwnRV+8AifCcMMAANPhMQ6GAXfu7W9trF82FlreZB4gaLYXubkTYyMsv7Wg9gUQ5OWYuWlpbW7PZ7MqVKxOJxPLlywG4rtuXJ5IIz4VkyEnkGHwAhoWsNzU1bNy4SXCk5VpWey7e5YInkbSOaHZjYyNcCdLgxUo8Hl+1apWUsq6urqqqinPOWJ9mJiTCcyEAaJCABx+aBt/vaG9vfWs7WASZAqwYHAGfQQpP+FPGjoeg6eBFSnd3dywWe+ihhwDcddddagykOeEHgETvFE96DgyOicP9RIR15ZD3YABxIA54Ofise19z7fBxyNo0Eg5uSkN/QWTBdd1UKtXR0bFx40Zd12+//XbP8wD4vt+XY5IIz4UG5DM5JkVcN+HaGJKYvGjWay+sRB5gEWR8uAx6DJu2pWLJ1LiRSEag0Uc6mFHeFyllqcAMwwDwpz/9KZ1OX3XVVRUVFZxzlKj03NAVcy6YRHUkFvM5pEDMREws/ou73Hzhrfu+jZ0n0GGgM4JVm376xa+Wjx5Recd1IumDYoSDHSml53mMsdOmfE8//TSAW2+91TAMzrmUso/mKAXrz4mE9Dy4rp/p1JNx5NOAhmdfXvnEH/YdPFxZNWTfngMVFRXX33DDhL//MoaIHNMtRDUS4qDG933GmBrrfN8XQnDOc7nc9OnTDx069NZbb9XV1Xme10cFgkR4bhwgAxGBH+vsQtNRtLVi9HAMK4fG/T1NLcfbqoaOsC65BFKgLAKRQywKRCkFYhAjhAjGQDUkcs41TXvppZeWLVs2Z86ctWvXWpYFoI+uUZA5+l4IQHhOBjy65bGnfv6Vr7c+vwrZdpRBmzZpxPzZ1rTJMAATMBhiMYrUD3qCwIPv+2q4U4kyTzzxBICbbropEolIKdU+fUzgJhGeCxOohEx2++gR2bf2+vuP11x2JYZUeoUcCqj/0S93/vr38KPwI8j7Eqzds/vkDiMGLIHl6Pu+EqSUsrOzc/Xq1Zqm3XLLLQA458pto0zW90Qv5joqz3rwHAEIgAO89+7OBJAHOGT05LOZC9iAB3DAAgwIDgAMYB7gAgIwi8mUHLL4XwSvWPr4w7Diet9N6R/nQAA5B1oEb27o3LltyozLMXkaHFuPJLHnaOv/99qfstmpCxdj5AgIpyBlxEhIuq8NajzPU75QTdPUGJhOp5uamg4fPjx8+PDa2lrHcUzTdBwnEon0OU4oAQjAB3xASEBCSPgSLuAKH54NCHj5HNAu/OMQkA7gwXcBpIGWgr8TaAa6IAU8yDzgArCBdqAdyEq4Eq6E8AV8XwXfBOAWVSoAG3BPRuX6DVl8nxLFIKAo/vS+tAAEpIAQ8AR8wIiisxVvrUmYPcM+eTUSlZIPQzaGdRuqDu6+cvwoDK2EoSEWN6VhgWv9+w6IkDEMo6OjA4BSoOu6yWTy5z//OYDPf/7zKMYGdV1njKlo4XvCARR1eFqY2ZcQTEJKQELXGZBubduRzR9iBsBVPEwHREfn3p7CbiG6IXOQHotAiBPNh99oadkAHHfR5cIFdEDnHIxDSvSOsb2vLdV/wT6MOPcp71OWxONZ8TcLHitB+khEml5ZLWV+9LwrEQXTGRyIVasjPT2LP74EwoXOoIGD6ejzZJwYmPi+X15ejuKyXcMwMpnM66+/bhjG4sWLAUSjURSt1j6bo6dcNbz4WwAM4IyhNxfckED28LHNqcr9k8pm+d4wTQ6Fk4ThHDm8tyxh1U6YDJZu63790JHdjlPo7Dlsxtsb30nOm/NlTVRIbjAGMDDmQSob2AA8wAc0CAsMYC6YDRj9apeqd8iAk2uOisLzAz0ycA0MgOfDc3Hi+O7GvUPGT45fMQPqrDvbtm7d6kUsfGIxdA4NYPB83+CkwUGO4zhKZkGw/q233tq6dev48eOXLl162s59FiFwxhiIkyPVyZHBAeyunmPJKg3Ia7oPAB7AIq7f5cPM5zPRmHW45fWM23z5ZQsTkelAwRZgLMJ4cbxlkBAqHRrQAL13oth77atpZP/ODE9XSfENekUztTgVhgZozIOX737xRZ3HPzZrAcoTkoN1tWDrZlt4NZMnoqISiajUmQAkrZ+4CFAZM0KIRCKhtjz//PNSysWLF+u67vu+pmlCCGWs9hG9RIH85JSMcQmNgQHgXBanbT58XeZHAuMgysB0eICe9UWHlPForAJAZ/e+yho9ERkGjIIY7rQVEkPKwczeiaAHMJNpLuAAOmBB8BJr8EO6iM+8O/m91Zx6z0AWJ4ma9OFk33z5JdOq0Bcugw4BT2PeO6+sdpkcv3gJLKtgWD6kAWYaJiCKqw+JwYlSl+/7hmGo5LUXXngBwB133KH+63mepmlB2lpfooWlF+QpezNwgIFB0xmEo/woXHdjZQAy4B3AMWjNwOFkBcorygADvhaLxWwnk3ObgCxgJKpGAhwoTk9P+j+KbtVTnDFq+Ol3i06c9nbZWVxCXP3fEziwN3/4CEvUoPYKaEzzC/AKBza+nmYSSxbBtPJATz6vJpt+we7vkyc+CigpCiH279+/Y8eO6urqJUuWpNNplAhPStnHdb3vYvtJNcnxDK5zTV22HuAJ1nqo9dm0u15n1Z5jcZg+2lvadju2HFOmwaiYMOrK/Udeatyxamj1/urkFaYx2tBGAOVgOqTFJaQPaBxMeUeL079ei1dle/Wvi18G769E7Or11Q3gpC0KwPWxZm00Vxi3eD4qq8E4PAdvrPdbW4bVzsDkidB1HzBNiwOQ0HT95FSTGIwog5NzrnJlnnzySd/3b7zxRl3XVegiwHVdZbu+J2eI8KRxyD3PM9RBei0s6fm5RCohkDNNE0I3dGH72coaPRUzETHhmDVDZsUT/NDRtw4c3LvPOTpi+PTJkxcyxjmi6sgMgNTANMAHbPDoSVmc7iXqF4LBWFM6lEBRdSi+dQ3FCaIrjr3+hpZ3Riz7JEwDwoPj9zz3fJJrk6+eh7JoV9ZhCTOqboyOC0MrTiqJQY6KAf7ud7/TNO3222/3ff+0mk6e5/VdhOqKKWZ6FGXgCz9iRYQLrsPN2UZMAJrOK+LGhAkjrwJGAQmgHdizfveagncYsgVaFezhseiiKRMumzIh096+542GjZqRnDyhAtLodbiq44sIuARcsA6wOIQFcWokv38QJdFBdvLeAsagA/l83uRM002vs1svS6Eng5bWA5u2FrI2lixAAsjasO3mzdvsbC5+7TXwvLIqM6/SETwfugEpaBgc3Kj7rW3blmUdPXp027Zt5eXlS5cuDTwxwXgYi8X6eMx3MUdVPWkw35dcY4YVA6KAIUSUYQQwSthjuJ6ASMBIa1rcMNTgxsGiIp/nZhKaqKqqmT5jyuFDRyZP8MBs12ZSStM0wFF0jdqADQDMOmVa1p/XcaBAeepWx7ajVhRSQEBXjppImfvmtqpE9eVXTYfJYQF5G5vf8vP2sNFjUTMEqSQAC2p/BuZDJwkOfnzfVynajz32mK7rS5cu7fuCibNS4hENHjFAhQghpWQAwEwgAkSFG+eiEiiHTMAH3ApgnPRHem4KKAO4YJ08akPzAVkQHcdOHLQsFVnrMqLdZpkHw+2deIEBupKDZELyU06hv2FnKF3nHBIQEo6HREoF9V94ceWhrnR02TIYzNMBhuOvvHqiJ3Pp/KuRSEE3NAlTpRup9IUzj0sMOoLo329+8xvG2D333HOBS5GUgkuigr2oqrc658VcL9OC5LHIEM4qPT+iG4APcMCv0eR4zwZQYWftQ8cafdYSiyYlyxXc5q7O/OzLpwO8kN8fiVYB5WAxNy+MSKKYbqoG8TxYtNce7WeUFXpmvwhuGH7BhudqVqzXm9vefqy7pzqVwtx5KNN9QHfyO3dszRgWbr0NmuVD14CTZjbXwPqUpkQMXFzXVVkyvu/v3LlT07RrrrlGeWve9zF1IMgdCdypQSop1w1AQHpgugWeHDl8cqKsBkzrvew8gEcqEldaugGRNC1EyvTOdLajpV0IMXxozdTJ48tT05xc55796xOp2Lgx84GkEY0CBhCDjIIBcIEewAUr7++RMHDAaEHSjIIBgMdhxaOQQKEAI/Jmw4Y2TY6fNxvDalQeOnZsaWo5atZUYuKlYBYEBATnvPeTY+QZvViIRqOPP/6467oLFy60LKuPtWTejdNc6mo9hA94Ah5XlcZ6r1cDSI4dPZmbNQAHXN83uAbGMGLIjJhR5tnQdYweOW00RgHIOpm4WSZhAhVS5LK5jpb2rZ7smjR2DjAWiEMYRTelmsj6J5PI+g0G6IHwAj9wMWGNWYavVBoxwPDIYyteW73yhp/8CAx514nr2L51C+LGJTMXIhqFNDUJqUECTAK92ei+CYt0OIgJllA8/PDDAO69914UvTXvmzMnlCrD2ZeBv1QWN2sR3UwB0ocjEfXhgksON2JUAqZuCfg83VORSI4A7LjpAZxBh8+tSMWYMWOPtBw73PKaGc2NHfJpYGTvhd978hHAF8hzphetxf6hNGMbvYIvLq2QEjwPOwJDN7X2o8d+//KLBc8eevU8VCVj3ISbf3nNKs79+XffCSsKMAgIzfchTKaL3qAGp5SZwY2KxR8+fHjDhg0jR45ctmyZMlAv5JjBVJCdeulrXK0DZBCitw8ffAOIAKYAAKbrnDMfkI5r+NKU8KAhHi2HsCCT6R7uu2UQcSAGvWLk8CsmjL/CdfN79m/M2rshj5fOPxk4YACGgPFhBNnOGHI54Mne6ZyAdIX3pzfWdxfsuVdfVTF+vM8113GO7t790B9f/8Omrbh0KtxC6WkWrVGNU3WZwY5aLF9fXw9gypQpVVVVhmH0veL9WdGLCVq915TyjAKCKT0wcLM4aWQxwAJggAM8UE7EsAINc733KIlkOQBISAnppbheW52M1V7avX3nq29ve2rapHQqpcMfDmiQEswVwhSuzvUgYax/YGd5oFw1MWa4nlumW67nWrq54lf/qRvmjbfcGrViru+Zpvkfv/vvY8Ctd90DK45I72inVnSp5BtdfQIUqR8sqLwzlZAdJMpYluU4zooVKxhjf/EXf+E4jmVZfVwt8W7w4uXIT/3Re+P4rKgvht6Ua7WCvvdSU7sZJ4P+p/roJQM4fDDfTwDDh1bMuXTCAsNg23a85Nmboe2H1gnfFi40HlEpX/0OO/WnuE0DNAkNiOhGR3v79u3bPeF//BPLfF8amum67rMvrk4D866/1QcH5+pzYupmxACmMt1oLdMgQZVRU5M9zrlaIeH7vm3bhUKhvr5eSjlnzhy1bNe2LyhnuL9v2wLM45rj+y78uKnNGDfixqrUx7p60o37nsu7bwBtYNItJCAAzRNaJkQvv2EYytjYsGHDgQMHJk+eXFdXp5Jx9+3bt2nTppEjRy5atKjvVbSIgYsa90oDgIZhaJpmmuarr77a2tp6xRVXTJw4MR6PA1Cx+/dNv5d1kRCcSc1kkDrkEDBzeM08xljj7pVWzJw4tsbQElYsJSUkuoF+X9R7bpSv+amnngLwmc98BoAqKfnSSy9xzufNm5dIJC7Q9iAGBJ7nBTVFNU0LcmIYYz/5yU8ikchnPvMZ5ZIpFAp96QR6Dvr7cudSmIx7QAaMQyThVEZjs8aNrTnR+c6JtsOO89LE8YgbFkPSg8PRp4TXfsL3fV3XXdd98cUXNU278847c7lcLBYzDOPxxx83TfPWW29VJsoFBmeJjz66rp+WjOZ5nuu6ruvW19enUqnbbrtNrSq8QK8M+tscZQBn8Dzuwy2uKtTgVQOjZtbdHIsOP3JsT9PRN3y8A7TriGqIIzwHYz6fNwxj27Ztx48fnzZt2sSJEznnQohcLldfXx+NRpctW3aBzmhioKDmfrlcLpfLBS2WotHoihUrbNuORCKjR49WA2DfE7XfjX4eCSUgwcClMMB98DyMKByADdX1KyeMsT2sPt6+C7o1dsTSGJsHYYSYfqkEtmLFCgDLly93XTcSibiu++yzzwJYuHBhdXU1ALV0OpxTJD4szpzm2badyWR+/OMfFwqFmTNn5vP5srIyZZEqq/V9v1a/z76EhKaBsbiELYXLmQFNBwAxvDI5Z/LETMPbL+/Zv8PkE8YNW8AEWEiXt/I1A3jiiSc0Tbv11lu7u7urq6s55//5n/9ZVlZ2yy23SCmD3YiLAd/3jx492tjYuG7dujVr1rz11lvKa/CFL3yhrKxMLWgCzqPi/dmR/YyQvpBSCimFlNKXwpXCl76UnpR+t5TbWrP//dvnvzBkLB762cOuLaWQtm1LKXO5nDpCd3f3ebycEGdudBzHcZwz9/RL8DxPSrl161YAo0aNklK2tbVJKY8fPx6JRDRNS6fTUspCoeC67vl/DER/oTwotm2ry+a0b8d1Xd/3gz+Dy8P3fTXBU9+7ECKTyajHx48fX7t27f333/+pT32qpqZGaSwY6OLx+He/+92enh51EHXAM6+u86K/R8JiGQtVUo0HhS00SL27m6cqRkU4K48fyaXxV1/+cjw65M8/92emaba2ttbU1GSz2Vgslkwm33O4Vx+0uiEFFT6CtgHKzlRvODjOma2tOjo6VqxYMWzYsOuuuw5AVVVVd3f32rVrC4XCsmXLVA0fdee78Ewl4gJRVz+KeZvBGnZd14UQhUKBc15aA7urqyuVSjHGXNdljOm6rib8nPOenp4DBw7s3bt3w4YNa9asaWxsVCsGbdvWdX3s2LFTpkyZNWvWVVddVVdXV1lZqSaBjuMIIdS08AJ9M/3dlakoORHUklGF2zik1Rub5+juOfHrX//6r7/69VGjRv3sZz9T/o9cLqfrummaSmDvtm4yuL1xzt+HXR6MhKqY5NixYw8dOvTKK68MGzZsypQpAG655ZZnnnnmySefXL58eTabVXGhC5wDEB8I6ltQnjPOeTQaLb2rKksnaKIU3DTVBd/S0rJx48bNmzevX79+586dR44cCZ5YWVk5evToJUuWTJo0afbs2dOmTYtGo6d946Wdz4QQfa9kcXYuZBjtA76UrpR+rznaaws4Ujo9Xd1SyGyPskulFPJfH/hfYEilEhs2bAie39XVJaXs7Ox8txdQN6QzN7quW7rd9/18Pq9MSvWpnfaUXC73yCOPaJpmGIZpmvF4PJFINDU1JRIJy7IOHTqknlgoFC7Q9iA+cJRFKqV0XbdQKJx1StLd3b1hw4YHH3zwnnvumThxorr4k8kkANM0x48ff/PNNz/wwAPr169va2s78yvO5/P5fN73/Uwmk8lkAqP3rJff+fKh9Sf0iosmVF0yMAiAt7fmqqpimTTKEsjm03/39/c9/NAvEolEY2PjmDFjAOTzeTVGvRvBLUp9B+q2J4QIirR6nieEUOkOKN4I1e3z8OHDDQ0Nr7766vbt2zdu3BiJRAqFgrrDqXSkKVOm7Nq16+Mf//jzzz+fz+crKirUi5I5+hFByS8IpkspVZskFdNrbW3dtGnT6tWrN23atG/fvkwmI4TQdV1KGY/HL7vsstmzZ1933XWTJ08eNWpU6WHVhaT6LpV+0bJvdUTPlw8tN0UGSd7F6mouwKuqY5CIRuH7iMfjDzzwv3NZe8WKRy+77LL6+vpJkyZFo9Fz6zC4iaibU2AVKHFyztUW5V92XXfjxo07d+587bXXGhoajh49qnZWxsykSZNGjx592223jRkzZu7cuVdfffXmzZs1TVu4cGGQEqEOS5lrodPd3Z1KpUpD6plMRkrZ0NCwbdu2tWvXbty4UX2/KtfMtu1x48bNnj170aJFCxcunDp1KmPMtm2VF4qi+aqmi0p4anqpXDtqu6Zp2WxWOepQoskLvCl/OHNCDhiQxfxsJgA753RGzQRDvFCQUVMDQzbbGS+LtLV33778M5s3b04mkzt37jRNU73/d3uB4P2XZrGk0+lEIiGE6OzsbG5u3r59+7p169auXbtjx47S544ePfqKK66YO3fu5MmTly5dqhp9AGhra6usrNy9e/eCBQtyudztt9/+b//2b9XV1WqwDb42IkSUAJqamjZu3Njc3NzQ0LBu3bru7u7u7m61g6ZpNTU1l19++ZIlS2bMmDF37lxlfAJQ3ctKj1aqImXZKifcOe62nucpDZ/bUusL/S1Cr7cWjTQgIXsX8nm9RfXB8wUZjSSEB02D5+V0gwNmW1vH3LlzT5w4UVtbu3LlyvLy8jM/tYAzZ8yHDh1qamr6/e9/v2fPnrfeequ1tVX9S32ms2bNuuyyy5YsWTJz5sxhw4Ypkasd1KsEB3QcZ9v2xlmzZ8P3/+V7//LlL//fiWQZA/LZQjQa6c0oUA022MlypjrevVwVDZ8fKPX19ffdd9/69esBlJeXd3V1GYZx5ZVX1tXVLV26dM6cOaNGjQqq1ivntpQyqFGvKBQKpmmqLYHjNPivMndV+qia5miaptZMBOFilU9zQdOTC5xTvhd+8afUMaO8NU6vz+bUnVtbW6WULS0tU6dOBXDTTTc5jlMa6gnwPM9xHM/zWlpa1q9f/+Mf//imm24aMmQISuphRSKRcePG3XrrrT/84Q/ffPNN5ZjpO56Uf3h5Zc0lowD+T//zewVXCimdLlc6xdO3pZ8TeUdmpeyRMqPeonivH3nq50G8O57nFQoF9bjUX5LJZO666y41TZg+ffqvfvWrLVu2hHOKF0y/B+vfH11dXVu2bCkvLzdN8wtf+IKUUgVkA6/Uvn37VqxY8bd/+7fz5s1LpVJKcuoeVlNTs2DBgn/6p3966qmnjhw5EhzT87wznaLnxpOyJdP1y8cfq0hVGzB/9+QfMhlPCOkFInSl9KTjy5yUPVL0CO8UEfolv0mEF8aZfml1m/7rv/7r48ePqy0qXj/g+NC8o+dBT0+PMt83b968ePHidDr9D//wD3feeefBgwcbGho2bNiwbdu2lpaWYH/O+dSpU+fPn7948eJZs2aNHTtWFcBSHpTSCff7Ox/XFj/90YP/8I2vS4jnVr809ZNX6TDKAL3obrKCyt59LAtAdul5oqyeIFVaCHHs2LHRo0cnk8k333xzwoQJ7+lF/0gT9l3g7KTTaWWXPv3006ZpqszpUiZMmHDvvfc+9NBDu3fvVm4x5ZVWT8/n8+rBaTGcs5q150JImZfSlb4r//EfvhMBN5nxyo7NLdLvkH6X9Hqkb0spfSkdKW0pnaJ9Lc72W9Dwd94o4yWI+gYJhs888wyAhQsXqlyLQqFwvmbOR4ePnAiVohTt7e1SyrvvvlsJb8qUKffdd9+qVataWlrUjLlQKOTz+SA+67puT0+PMloCQaqN5zsb7MWXMi1lVrpSdjiFL33pSzGDD0nGd73T2CLzLbLgSUc6BWnb0vZlXspCb2KCPJsMT0KC7DNKWoEhGmQU33nnnQAeeuihYB95wTmcYfFRNEczmUxZWZkKBKktanGteiClDAI1Z0XN/YIIYYAQQsVqz+NURG870xNOzorFLHh3fOq6DX98eURl8pktr1ePGh5HBEKHkGAGpAZIGEyyUw5wlhaQ8sxNxLkIVq+rhQtdXV1VVVVSyo6OjrKyMl3Xu7q6ggjTgOOjmABZVlamclwAZDKZ7u7uWCymbnKxWCwej5cqUC0tcV23q6srn88D0HU9EomoYEM2m81ms2qf95PtyQELvo5oLMaAAsTPfvnIPddewzp6Djz0X/yVLXB9MBfSBwQMIU3ms97KraLYBOq0P4n3QRATV4GBVatW6bq+ZMmS8vJyFTAoLy+/8BXuYfFRDDqr7Fg19JWVlaEYfA92kCXZQyr+wzlXN8JcLieEKCsrU6EhlW8tpVTRv/P1zfiADTDAAAqywBkfPnTo9773zx8fPXHjL/5rkoyMvGQ8RlTC9hAR0og4EHpvJbaTTQVOdnws/nnK4Eel88+JCt6WphxmMpmVK1c6jrNo0SIA8XhceWXy+bz6ugccH0Vz9KODBxQA2VvmUTD48ArI5dHlvHb3V3dv3DJn+Q11D9yPFEPUkGBd2Vx5vIqBSyl9KcC54zjgzNRNlNRXZqd95B+QCNXEuLdhqeOoyPIgyHE9LSnMtu2qqqpsNnvo0KHRo0ejeNcO5iwDjo+iOfrRQdUjNVQDGVUuXzJoGiLawr/76qz5c4+s27L/W99DQSKfZdKpiEe9fE66HoTUGNfALNOydLPgFHCmLfqB3v0ymYxK7ACg8tcjkcggUCCAoJiSsjw3bNiQz+dnzZqlrCQUR8iBu7hsoJ73h4MGRCUiEhqC6Z0OzUQ8gkXTL/vWV6JmdNfza5u+/zMUODI5uI5hWozpDJwJ6RZsNXnl/W9xqitSSqkmwFJK13VzuVx/v25/o5azqHqwSopPPvmkEOLTn/50KpUqteMGbkIvifCcFJvFwJdQ37emQTcRiSDKMWvq4n/8mpaIbfztH9wVv4cHZDLwRdEDw4XjOgWbA5ZpfQj1qxzHKRQKKjdSJScMUPOslNIU6mg02tXV9eKLLzLGrrvuOs55qctt4FbfIhG+JwJSQAoAwtClbkA3wA3oFrjATXOu/vt7h0vz9X/9P3j+JXADjoeCA19CIBIvM01TCiHFBfWv6wvKEaWyRtQK5gtsmvcRQUnLsiw1JDY0NBw8eHDq1Km1tbUoGqJqn4G7voxEeG4EIMAEGAPXXDAb8MAl08EMxONSc2K33zD/09cB3jPf+wFeeAUuh2HCE3BcSEAy6QuNnW2+8oFeM5qmaZompVRxmmg0qut6oVD4IF8jJFTWoRLh888/D+D6669Xxmfp6DdwXYwkwnPCVJsYKTXhsN5ZoQe4gPQ5hMaMOJjDv/n5UXctvcQ1Gu7/Kd54EwLgGvJ2MVAoPpybtMqSjUajqpEQgAssz/4RIbA2lS0aj8eXL18e/CvQ3sCNE5II34veVr68WJUKUFNFAYCj4CESRdKceN9fTV60pLWz54n//QDe3gLPRcxS7bltzwYEg9AkoJJwGDwGMBfS7T1ccfrpFZdg+qXeU1ny8+4E1YcaGxv//d///dFHHz1+/Hg/fCIfKqJ4CzMM48SJE3v37k2lUrNnz1auGgAqZy3Uc7xQBqpD6cOCq9GPgZfO+hmgGbCzBSuWAHxh53j16Og3/t/KmN71h2dXf+Pry373W6TKfB154VsRA9KHD4Azjh4XvgXArUYWng+ZgG5KDS7gAn7Qpw3QADdvRyMWJJxcwYxZYCwI7ufzedUuD0ChUNiyZcvGjRu3bdv26quvvvPOOyopsbq6+sCBA2VlZcouVQNjZ2dnUCxnAOF53iOPPMI5/9znPlda3SwIwwxcxwyJ8FxIQIDLYi/DwGxQxiXXdTAO8LzD4skoxo+Z+1f3Ro8eadq3r71+Q9V1y2w3HzEM3S6AcXgchRy0eDKpdwDdhe7qiA4NkAwSzBcSgmlMAwcEB1y7YFlRTQq4Hhg3LRPCh2MXBCJlcQD5fH79+vUvvvjiunXrmpqaVDladXqpVKqqqqq9vb2tre0v//Ivn3zySVXn6tixY8OHD6+oqFDZuWF8oucN51wljkop16xZI4S46aabVOuesE/tA4MyZs6FLMk+Q5DvUvzTdV1DNwBA+SE1DQUX+w6g6SBmX46KMkgPmkRPF4QE0+HpgInyCt9UhXdcr9ATdXxmRaBrai2i73sa56q16sl8U98HY8hk6hs2Nh488uLaV1avXp1Op0tPdc6cORMnTpw2bdqyZctmzpwphHj44Yfvv//+1tbWv/mbv/nBD34AQJUtGnBl/FW518bGxrq6upqamhMnTpSW/RwEDJ530k/wU3VYiqZpwve5pkHT4PuFbDbCNIwfi/GjYQi4BQjZve61d7a9fWz/Pqc7M278lMl1s6Kz52ijhuTsXCyR0q0yZuYhbUjAFhCaJlhxXsjQ1YPm5ramg5t2bmtuP7Gv+dATq9YcAwoA53zs2LHTp0+fPXv2/Pnzp06dmkqlYrGYihMC4JyrApu33377D3/4w7q6ultuuSWVSlmWNeAqF8diMSnl73//ewA333zzIBsGQSPhuVEfzdmXIwEAXNvxfT+i1nT7PjTN6enRLA7L17I5+/EXX/yPR0dfXhuvSFQmUwff3pXdf6xyyqUzHvwOEjEIC9IGa4efh9DhashxHO3ChrexbU/79j1tJ1pb0j2ZCGuGLWuSGJJ8venguI9/YvrVVy9YsGDIkCGqoYIyNUulpQqBxeNx13V//vOff/3rX89ms48++uhnP/tZAKowz0CJ46tkfSHEjBkzGhsb16xZM3fu3IFy8n2ERPgeyHcRYW9HHgkRJG2oOISq8y9z2L3/sc985YoJtVP/5zdRVQEJ9GTwwtqVK34x5vZrau/5cxhJFPKI2Di8/8SWxj0bNrdu2+sd6yrLiwQsVvCha9Fh1eNmz6j42CTMmIwZ06BJqUdFWUKtHQkGhHw+r1qX2ratOi6o7WoJwv/4H//ju9/9bnV19c9//vMbb7yxtL3JRx+VhHDo0KGxY8eWlZUdPXpUFbMcQG/hPRlUw3o/cdbCMWrJAmOM6xpUiqOQOhdgAtkeHD+267e/9yw29Z+/hRHDpOsy00DCwrVzzDW/O/bKq7W33YFNa9f/7umW9RtTmuZZRtp3srpMjB46YlrtiInja2bNQmUK0QhqymFo4AwGg+TMiGus1+AMlnQF5VXUA1WeTBW9BXD//fdrmvad73znjjvueOONN2prawfQtFBV1H7iiScA3HDDDcqfRCK8uHi3KHs0GlWtf9SF3jsoSQ/5DAyOZPmeTVtGXDIGlUmvULCrqzwgBRvDErXzL6t/8mkcP9aypeGdXTtGRJJDKypHfuzS8rmX4crpGDsMEQ1cQniIx8A4NEDC94RmmGo5h+pzEpQ8BqByZTKZTCKRUH1kAbhFYrHYN77xjXfeeefpp5+eN2/e7t27hw0bNlB0qMT22GOPWZZ19913qwnhwI1GnBUS4fvnzHwUn8GPRVhXi2Hq7fnMzEmXortHHzsmBziAA2FyGR1S2c5duN1D//zP7r75WkysBWfQAYPD4NABjQNMggMc4AIAY9KAAw7AgPIE9V6FwQPGmFr3HKhLqVQVqzVN81e/+tWxY8defvnlT3ziE6tXrx43blxQs1yZ1rJ/Gi30kaCAxZkcPnz40KFDtm0vXrxY1/WOjo7KysoP+fT6lcEzpvcXfUhVKdmLt3R1G6khgKVrUTudRzyGTLcotHPZ6Rc6AREvS+491oJkBYYOx/Q6JCMojyIZRVnUs6K2Fs0hkoPlwHJhiaI0GXReXLN/XmSzWcuyOjs7OeerVq2aNm1aU1PT3Xff3d7eHmSWqhotyvB7H5/QB4JSoFqBpco9q2Y+AP74xz+m0+nrr79e2aIDMdPg3JAI+8zZ1HjaNg18dGoECmU4XqhJjCgc74btg9vlulOFXBQu8nZL07GJEy9D1Vg4McgyIAqpfiwNhg7Dgh6FbgluetBcMAfMgeZA96D7Z6zKfy8SiYTjOOrCTafT9fX1w4cPX79+/d133x2Px1VxOk3TysvLwx0JAUgpgwpdakGWMvJ/85vfeJ4XFN0LkrkHDSTCDwwBMMBJS0hg6MiZV3+iZf9xvLkdeRsH3sHx4yh4aLNfeOy5IZNqEU0gngT0k1+BABMqXRzszOJQrOT3+cMYa21tTSaTtm3v3bt38uTJK1eu/OQnP5lMJg3DUHmYjLEgIfPDJ1BgYGCrYbm1tbWhoaGysnLp0qW+7wenGtZ59gckwg8AURLQN2MMAJJ6zSeXDkuN2Pq/foI9R5CoBovinTb88tlL4qOWfO4eJC1oAp5z8vnFlnEnVccBDdAhDTgGCjoKHP75X35qeUEqlbJtu6KiwnXdRx99dPjw4evWrfv85z/PGDNNM5fLqanjhX8a74+g95j6M2gov2bNGsdx5s2bN3To0KCXyyBzzFCc8Jyc9bNhp/8/UCCHYACkzObduIzg5c3Pffub7fH00MnDq6ur9zTscA/mP/PX95lfXI4yDcKDAKSunonT1t6Lk6OfX8yiYYAFnNcFqDK5g/7stm37vh+LxV599dXrr78+l8t985vf/Na3vhU4VEMvS6PGwyACce21165aterBBx/8yle+EuxAGTMXE8HodNr4w07+E0URSgBwe7wTST0O10KPr1tl8JyW9ave2dVoZ/PTZ8yqnDQLw0fAL6Bck1o+LXIxXgEY4pSJJXQICK6W8/eKk/UubtLA2fnYL2pFLOfc8zxN01QYQy2937Zt2/z583Vd/+lPf3r33XfHYrEQ42/qpZVjJhiQ29raLrnkEsuy3njjjbFjx5qmqYroqEZloZxnf0AiPCfn7DRY+s+iDl0P6bybrzCGQBhduXx5POqdaNaTCUgOX8JKiILHI7rwMlkzbehRIKq6iAsIDs4gtKC4m0RvYZviCg4JxnpDF+dBML4FY4iKSWQymWefffazn/2sruu//e1vP/3pT4fomyltC6lE2NzcvHPnzmuvvba2tnbr1q2lcZTQfUgfMB9gSf3BSd+aRhT38j3pCNUXRhSfJFzpOdJ1peeW9Gv0hXQ86XjS96TvSRn8Fid38qXwpSj5U55nQ5t3R/XM8X3/X/7lX9SVsHLlSvUvtSoqn8+rfh6FQuG8G+mo9y2EyitSqzeC7aqFi3qs5n7BY/VyqnGI53l33HEHY+zhhx9WOwzcli/nhkbCixQppeqoE4lE7rvvvhUrVhQKhXXr1l155ZUAbNvWNE1VqYlEIufolPxueJ6nqg8HpVA9z2OMBc4VJbmzHlb1vhVClJeX67q+bt26adOmqTFcXa6Dahgk7+hFC2NMLe3Vdf3BBx+cNWuW4zh33XXX22+/HbRz9DwvEolkMpn34TXVdd0wDHWnB6Cif4ZhuK6rUu0Mw1CHVb14g1FOGc+GYTz11FOe540ZM2bGjBlB7ERVuxhkIweJ8OJFrS0E0NnZuWbNmptvvnn//v333ntvc3Oz2i6lzOfzqj/P+zi+GvdkiV2qXrS0OpOySyORiOoXzxgzDKOzszOdTv/kJz/xPG/hwoVqT3UOg6OO42kMKlcv0Xc8z1M56JqmVVRU+L7/y1/+Mp/Pr169evny5fX19aUlMN7HyOM4jq7rqgyxejk1BkYiEWWpqoSYIDao1n+4rss5/+///u8nn3yyvr4ewJ/92Z+p/wbLVnBqR6BBwGAb2Yk+ElzHge/UcZzm5uZ77rnntddemzt37uuvvx7UUzpHdvV7Hv8cYQ/V0ryzs7O5ubm+vv7pp5/evn17U1PTqFGjjhw5AmDKlClvv/2267qq3VIQQhxkoUIS4UWK8vj39PQkk8nS7Xv37p07d67jODfeeOMjjzximqZlWcF6i/OldNWVECKdTqdSqZ6env379zc2Nm7ZsmXLli2NjY1tbW3KhTNy5MgDBw5cddVVyWRyypQp3//+9znnrusqd04QpRhkFS5IhBcvSoEqgVvTNNVaLJ/Pt7S01NXVZTKZb3/729/5zndksd3a+VLqyezo6Ni+ffuuXbtWrVq1cePGw4cPq15LajCcMmXKjBkzlixZMmrUqKVLl6rVWKViU2Ua1Rkqk3UwZa6RCIlTUNZpfX39kiVL8vn8D37wgy9+8YvxeFyVPMvlcrqum6YZLCZGsQ95kGsmi52hdu/erca6119/vaGhIfDuMMYqKio+9rGPLVq0aNGiRaqG2mCa450vJELidLq7u03TfOGFF774xS92dHT8x3/8h8rzDmaPhULBsixVfymY7/m+f+LEibfffvv111/fsWPHq6++2t7eHhyzqqqqtrb20ksv/eQnPzlx4sTa2togW1XX9YtZgSDvKHEmiUSCc37bbbcdPHjwa1/72n333WcYxvLly3VddxxHFXdTsunq6qqvr9+7d+8bb7zx5ptvNjU1qT6eirFjx86fP3/x4sWXX3756NGjy8vLVdQxcLoGy3ZDzxoPFxoJiVMIvJq2beu6/qMf/ehrX/vasGHDfvGLX9xwww2u6zY3N+/atevxxx/ft2/f1q1bTdN0XVd1YkskEnV1dVdffXVdXd21116r4vWqZfdpY11peR4US6qF8G4/GpAIidPp7u5OpVLqcT6f/8d//McHHnigqqpq6tSpW7du7enpqaio6OzsBBCJRMaNGzdz5sxrrrlm7ty5I0eONE2TFTnzyIVCwTCMIHiIYtE6KeVg8naeLyRC4nRyuVwkElFNINRQNmfOnIMHD544ccI0zUQiMWfOnGuvvXbo0KHz588fNWoUiomgQUEKhZTScRzlzLQs67SxTrlzBtmipPfHxXv7Ic6KlFIFKgzDiEQiyikai8W6urq++tWv/t3f/d3w4cNt21atqlUlbBXDKK3/XSgUysrKGGOWZZ1ZWzHIJlVPyefz+Xx+kBVQOy9oJCROIfB8Kg+Kbdu5XG7YsGGMsV27dl1yySVqt3w+H41GM5lMPB4PhrKgg3yQKxPYpY7jqLzQ4IWUFTqYavi+b+gjIE5B5VIDiEajuVzOsqznn3/ecZzFixePGTNG7aMsTABquAueq4L+wZbSuZ9aQlH6QgOrGn+/Qp8CcTpq8hZYm08//TSA6667Llj9YBjGxexH+cAhc5Q4HRWUV7+PHz9eW1vb3d194MCBMWPGlK7uHWRZ1CFCIyFxdpT1uG7dukwmM3PmzDFjxgS1KtQO72+RIXEmJELiFHzfV8Og+vOJJ57wPO/OO+8E4DiOWlGh5Hcxh9c/WMgcJU5BOUW7urpUn8NkMpnL5fbu3au8MkFfRLX6gUJ8Hwg0EhKnoKZ5ap376tWr0+n03LlzL7nkkmBBkxoGVdUmuoN/IJAIiVOIRCIqMsEYe+yxxzRNu+GGG1ThYACe56mUaxUSpJHwA4FuZsQpqIFOjXLV1dX5fL6+vn769Olhn9dghlzMxOlwzpX2CoXC6NGjJ0yYEPYZDXLIHCVOQWWxRKPR3/72t/l8/sYbb1RFloj+g8xR4nRU0vbYsWMPHTq0devWSZMmnW+pNeK8oJGQOB1N07Zt23bo0KExY8bU1dUNynq7HylIhMTpRCKRX//61wCuvfZaAGSO9jckQuJ0stnsc889F41G77rrrnw+D8pQ62doTkicztatW+fMmRONRtva2oKIPC076j/ok72oyeVyAFSZJrXFcZynn37a9/3rr78eAGMsnU6TAvsV+nAvalQeTGkXQV3X//jHP7qu+9nPflZVyE6lUkFnMqI/IHP04iUoMBHkZDPGmpqaxo8fX15e3tnZqbqIqsLbaoEv0R/QSHjxoupnB3dhVbTiD3/4A4p+UU3TlPZUPjfRT5AIL16CJGxN02zbVqt4n3jiCc75nXfeqdbvMsZyuRwlavcrJMKLlNI+m6ommqZpBw8e3Lx5c1lZ2YIFCxhjasEEKbC/IRFepKi2gYFTVA2DTz31lOu6S5Ysqaqqwqm9zYj+g0R4UROsD1Tj3osvvqjr+q233gogl8sFZddCPsvBDnlHL1KCPmeqnoWUsq2tbeTIkZqmnThxIhaLaZqm+rQMsgbxH0FoPeFFimEYKvqnGpUxxp599lkp5aJFi6LRaGnpCtUxIsxzHeyQOXrx4vt+qR302GOPeZ53++2367quQhcqZZTM0f6GzNGLlNNMzfb29nHjxrmuu3v3blVYTUrpuq5pmqrtRNjnO5ihkfAiRY1vwXCnCqtdfvnlqsgvSpyiNCHsb0iEFymqmr1qcgbgv/7rv0zTXL58OUoWLqmpINW672/IHL2oUbUMW1paLr30Usuy1q9fP27cOGWmolhzjUbC/oZGwosUVehe1/VcLrdv376enp7y8vKJEyeeZqYqNdKi3n6FRDjAUPIoVYWUUgXcS7cEns/At+n7vhKelFL1wW5vb5dSxuPx73//+7qu33vvvUIIZaZyzpUtqoxVWk/Yr5C5P8AIet+imP/JGNN1XTW4RjEKH0zkOOe5XI5zHolEgvh7JBIRQqjctD179jzzzDMAamtrSWyhQHPCAUZXV5dpmpZlBQF0NTCe5j7J5/NCCCU8tSVoJ5hOp5ubmxsaGp577rkjR440NDRYlpXNZqWU6XQ6kUh8yO+IoJFwgFFeXq4eCCFUVxbDMDjnyux0Xdd13WAdIIBcLheJRDo6OjZt2vTaa6+9+eab27ZtO3r0aCwWU7UtDMPIZrMbNmwAFVYLCRoJBxg9PT2GYZimWZpKJqXMZDJqEAualr399ttr167dvHnz5s2b9+/fL4RwXVct5L3kkktmzpw5ffr0qVOn3nbbbQBs27Ysi3yhoUAiHPAoV42maYcPH964ceOGDRvq6+u3b9/e2dnJGItGo2rEu+KKKxYvXnzllVfOmDFj0qRJ6XS6oqLC87xMJqNGV+XOoajghw+JcIARrH4A0Nraum3btoaGhn379j311FMdHR0AysrKHMdxHGfUqFELFiyYM2fOwoULZ86cWXoQ1fhaLZgYMmQIgObm5pEjR374b4cAiXDAsWPHjsbGxldeeWXDhg0HDhxIp9PBNzhs2LBp06ZdeeWVV1999cyZM5W6lDvU933lmFFGrDI+HcdRqaFSylgsRkt4w4JE+FFBWZUqSKCUwxgTQrS1tTU2Nv7pT39au3btrl27WlpagqdYljV16tSFCxdOnz79mmuuqaioUOuSVN00ijcMFGgCEDKBeVkoFNRiBc/zDhw4sHLlyq1bt65bt27fvn1qEFNztvHjx9fV1S1ZsmTu3LkTJkxIpVLq6dlslqoSDlBoJAwZZRMGfx47duxf//Vff/SjHwVbKioqPvaxjy1atGjx4sVTp06trq7mnCv/57uZjoGDtL9PnvhAoJEwZJQCXddViS81NTVTp06tq6ubO3fuzJkzFy1aNGnSJFWSUO0cZMkER3Bd1/M8NYqqwD0pcGBBI2HIqOkfAFX5s3ROWLrbmRE8z/NU/eyggn3g8wxmgxT3GxCQCEOmNORg27byW1qWBUCF1zVNC2J3juN4nmea5mnRPCW209yb5J4ZKJAIwyeItp9jhzMHNDX0qaK9Zz5FraKgyPuAgG6T4aPmeKVll3zfV7ZlsMNpT1GGaBD3U0uZgiVOyo9KhuhAgUZCgggZGgkJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCgggZEiFBhAyJkCBChkRIECFDIiSIkCEREkTIkAgJImRIhAQRMiRCggiZ/x+NmyiGjzmxWAAAAABJRU5ErkJggg==
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C1C(Cl)=C(Cl)C(=O)C(Cl)=C1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=C(NC(=O)C(=C)NC(=O)c1csc(C2=NC3c4csc(n4)C4NC(=O)c5csc(n5)C(C(C)(O)C(C)O)NC(=O)C5CSC(=N5)/C(=C\C)NC(=O)C(C(C)O)NC(=O)c5csc(n5)C3(CC2)NC(=O)C(C)NC(=O)C(=C)NC(=O)C(C)NC(=O)C(C(C)CC)NC2C=Cc3c(C(C)O)cc(nc3C2O)C(=O)OC4C)n1)C(N)=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1(C)C(C=C(Cl)Cl)C1C(=O)OCc1cccc(Oc2ccccc2)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN[C@@H]1[C@@H](O)[C@@H](O[C@@H]2[C@@H](O)[C@H](O[C@H]3O[C@H](CN)[C@@H](O)[C@H](O)[C@H]3O)[C@@H](N)C[C@H]2NC(=O)C(O)CN)OC[C@]1(C)O Toxic: You have to predict whether it is Toxic with answer Yes or No.
Yes
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCC(Cl)CC(Cl)C(Cl)C(Cl)C(Cl)C(C)Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Oc1c(Br)c(Br)c(Br)c(Br)c1Br Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCCCCCCCCC[N+](C)(C)CCCCCCCCCCCC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Oc1ccc(-c2ccccc2)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN(C)C(=N)NC(=N)N Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C([O-])c1ccccc1O.O=C([O-])c1ccccc1O.[Zn+2] Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Oc1ccccc1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C1CCCCCCCCCCCCCC1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: OCCN1CCN(CCCN2c3ccccc3C=Cc3ccccc32)CC1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABUJUlEQVR4nO2dd3wVZdbHz5Rbc1MJvYkioC7KKlixN1wVfLF31gIqq6xrYdeyunbF3pVFUXRlF1GBtaHoiouKIE1BpEkPIcmt02ee57x/nHsnNwFcggk3muf7yQcmk7lzp/3meZ5zznOOhIggEAgKh1zoAxAI2jpChAJBgREiFAgKjBChQFBghAgFggIjRCgQFBghQoGgwAgRCgQFRohQICgwQoQCQYERIhQICowQoUBQYIQIBYICI0QoEBQYIUKBoMAIEQoEBUaIUCAoMEKEAkGBESIUCAqMEKFAUGCECAWCAiNEKBAUGCFCgaDACBEKBAVGiFAgKDBChAJBgREiFAgKjBChQFBghAgFggIjRCgQFBghQoGgwAgRCgQFRohQICgwQoQCQYERIhQICowQoUBQYIQIBYICI0QoEBQYIUKBoMAIEQoEBUaIUCAoMEKEAkGBESIUCAqMEKFAUGCECAWCAiNEKBAUGCFCgaDACBEKBAVGiFAgKDBChAJBgREiFAgKjBChQFBghAgFggIjRCgQFBghQoGgwAgRCgQFRohQICgwQoQCQYERIhQICowQoUBQYIQIBYICI0QoEBQYIUKBoMAIEQoEBUaIUCAoMEKEAkGBESIUCAqMEKFAUGCECAWCAiNEKBAUGCFCgaDACBEKBAVGiFAgKDBChAJBgREiFAgKjBChQFBghAgFggIjRCgQFBghQoGgwAgRCgQFRohQICgwQoQCQYERIhQICowQoUBQYIQIBYICI0QoEBQYIUKBoMAIEQoaYNs2ABiGQb/SgmVZAMAYM02T1vtr6FdEzN+J53nb3TkiMsY45/SrruuNPtg2kcRVEGwL51yWsy/ompqa9u3bM8YURcn/k2masiwHAgFJkiRJarQH27YVRaGPkFYVRfE3q6urKy4uDgaDtNyuXbvddWatESFCQQMYY4ioqqrjOJZlRSKRQCAAAPF4XFXVkpISRDQMIxwOO44TiUQ8z/PV5bou51xRFFVV8/eJiLSeljVNKy4uRkRJktLpdElJSUHOtPUgRChojGVZwWCQmjvP81RVHTly5KRJk6gLGolEwuFw586dJUnSdb1v377hcDgWixXniMVi4XC4uLg4EomUNCQcDjPGwuEwAKRSqdLS0gKfautAiFDQANd1A4EANVPUBV29evVvf/vbTCbTtWvXeDzuDwtjsZimaY0+LknbeaJUVVVVFRERUVEU0zRPP/306dOnAwBjzHVdACBltk2ECAUNSCQS5eXlruvSoC4SiVxwwQVTpkw5+uijX3rppR49epimGQgE1q1bl0qlZFlOpVKGYaRSqXQ6nclk0ul0KpXSdd11XU3TkslkKpXSNC2dTicSCdM0VVWVZVlV1QsvvPDee+9t3749NByCtkGECAXbwbKsUCgkSdK777572mmnRaPRb7/9ds8994Q8wViWJcuyb2uRJKnRr5xzzrm/njHGGKupqbnxxhsnT568//77L1y4kHOuqqphGNFotFAnW3hQIGhIOp2mhXXr1nXp0gUAXnvtNUR8/fXXv/nmG9rAcRzahnPuf5BzTnadbeF5IOI+++wTCASeeeaZ/K9rswgRtl08z7Ntm1RBzRStdxzHtm1EvPzyywHgyCOPRMSVK1d26tRJkqTFixdjTjk7khwi1tbWIiLtBxFd10XEqqqqN954AxFff/31YDBYUlJiWRZt0GhXjuOYptm859tqESJsu7iu63leo5V+y/bOO++EQqFwOLx58+ZMJvP73/8eAEaOHOnrijHmS2hHcM49z6upqUHENWvWUId28+bNlmXttddenTt3fuGFF+rq6kiidEj+ewF/UuS/JoQI2yiMsXwF+h1F+lM6nSbBPPzww4g4ZcoUAKioqPjhhx8QkbSX33hul3Q6TfukNo0xdvbZZwPABRdcgIgzZswAADIC5X/K8zy/r9tGGkMhwjZK/liOMeY4juu6JCrXdW+44QYAOPzww5PJ5ObNm2lk+MorryCibdue5+1kG+XrnHRVVVUVjUbLy8vnzZvHGDv44IMB4Pnnn7dtO79Zpq9A0RIK2gjkqfMf90wms2zZskgkoqrq7NmzEfGiiy4CgKFDh+aPA0nDP9EdzWQytHEikaA1pKsRI0YAwEUXXYSIb7/9tqqqHTp0SCaTnudZlkU7z28M2wJChG0aGrM1WtmvXz8AuPfeexFx6tSpkiR16NDhu+++syzLMAzM64426knmQyFsjVYyxigiPBKJfPvtt57nnXDCCQDw+OOP53+w0cKvHiHCNk3+yJBzrmna/fffH4lE9t5776qqKsdxevToIcvy3/72N8zzQFB3cVuNNYIUi4iWZem6Tu2bruu33nqrqqonn3wyIn722WeRSAQAVq5c6W9MC6Zp/s+v+HUgRNimyRdhJpNZv349AESj0XfffRcR//znPwPAoYce6rpudXW1vxnmxng/0WmkKUuImN/XJdatW1dUVAQAixYtsizrpJNOAoAHH3wwHo8joqZptFkbscqgEGFbhiREItQ0zXGc4447TlGUM888ExG//vrrUCgUi8Xmzp3bvN+bTqf/9Kc/AcBZZ51lGMZnn30mSVK7du02bNiAeb1QIULBrx/HcUiB9Ny/9NJLALDXXntlMhld1/fdd18AuOWWWxCRZt82C9RHzWQyNENq0aJFiDhkyBBVVW+44Yb8bRAxlUo11/e2ZoQI2yjU60smk+R8//HHH0tLS4PB4OTJkxFx7Nixqqr279+foq5b4gD++te/+uE4X331FQD07t17xYoVmOsktx0DqRBh24XaGWp2hg0bBgCXX365rusrV66kZmrhwoXkNmhGAwlpPp1OV1VV7bXXXgDw+eefI+KZZ54JAKNGjfLHqBT41hYQImyj5DsA3njjjUAgEAqFVq1ahYiDBg0KBAJjxozxjTG+seTnkx/k/Ze//CUYDA4ZMsSyrLlz58qy3L59+1WrVvnBq20EIcK2C9k5EREAAoEABcTcdtttRUVF4XCYeqGe5zX7LAfyWCDihg0bOnfuDADTp09HxHPOOQcAbrjhBtM028hokBAibLsYhuG67nnnnQcAQ4YMQcQlS5aUl5cDwLRp0zAvtK0Z2yWSn+8DvPXWWysqKg4//HBE/OKLL4qKimRZppEhthkDadNFyPN+fs42gkLDOZ8yZQpliFm8eDHn/LTTTgOASy65xJ/KwDn/n1MlmgrpkDqluq5XVlbKsvzBBx8g4qWXXgoAY8aM8S1GbYEmipB0xRporLHi+DabCVoltbW1lNnlsccesyzrzTffBIBevXr5wSuYmzfYjIZK0rbv87Bte/LkyQDQv39/RFy8eLGiKOFweOXKlb4I82d4ICJjzP9To8Ad13Vd192wYcPixYvfe++9Z5999o9//OP+++9/5ZVX0nQqzIXO4Q5C9gpCg9R0OzcVP/dv40yT22xGW/70ZoLCsXTpUsuy9thjj6uuugoAunXrdvDBB1911VW9e/cGAESUJCkUCgGA4zhkL/35UBrFSCRCLWEwGNxvv/0GDRo0b9686dOnDx06dNSoUa+//vpNN9309ttva5oWi8UoeRQdD+TyaCxYsCCVSlVVVW3MUVVVlUwmly9fHgqFKIWxLMvRaFTTtLVr186bN2/27NmMsbKyskgkQvk7WklimybmmMG8f6XsvwhAGZVlWod5G0t5WwpaGfF4vE+fPnV1dc899xzpMJVKRaPRQCBAbolAIEAZZXwB/Hxs2yZhQy6zG2Ns4sSJf/nLX0Kh0Jo1azZv3rzHHnsAwKxZsxzHWbVqFfkzNm7cuGHDhs2bN9fW1rquS6lN89sT/yt69uxZWVnZp0+fUChUXl6+YsWKd999FwCOP/74jz/+OJVKFRUVqapqWVYrSfG2SyKs/3S9AonGOsxtJmhtxOPxioqKV1999dJLLz3ooIPmzJkjSRKl07ZtW1VVRVEYY9TsNO9XO47DOScBkMjj8fjgwYMPOeSQp59+uqioaPjw4XPmzNm6dWsgEKCEiASlaaO0UR07diwrK+vatWuvHF27di0rK+vTpw9FAgUCgUQi0aFDBwD47rvvzj///KVLl5566qnTpk2TZZna2Pw3QgFperY1f3Mp+9t2RLjNZoJWCCLatn3YYYctWrTo8ccfHzNmDDVNpmnSzAbK/NuMzSBBSYRJhL4MMplMcXGx67qJROKMM8748ssvu3btutdeew0YMCAWi3Xo0KFbt27dunXr0qVLu3bttk3NtqODNE1z4cKFhx9++EcffXTGGWcg4umnn/7Pf/4TAKqrqzt27NiM57Xr/JwBJZldvLwfYYj5BbFx40ZEpCS8++67r+8P8M0Vvle9hQyVvt2VDD9btmxBxEcffRQA+vfvTyt1Xbdt2z8S30jjOA71mSldlWmalmW5rktGF13XKbnGI4880rFjR8ouNXfuXJoqeemll9q23Xqsr7siQt7wZ1sRCvfELwXyQBx44IGQSyeT/4j7mzWjFTF/zq4ve8uyKChn3bp11DZMmDDBP5hGB+z7Tn7iW6jH6zjOAw88AABlZWUzZsxAxJkzZ1K64dGjR+u63krSZzRZhHx7P9vKT+iwlUMhKbZt02QiAOjWrZuu69T++E9nS7jL86cRc859WXqeR1lnrr/+en+DRh/cmdeBbdt+wE0ikbj33nsBQJIkisuZPXt2cXEx5EJzmuukfg47FKE/nQQbJXhtKLDsaymXAI9uoRDhLwvTNAcMGFBSUnLPPfdgXjZeP/lSM8aO0nPvP/3+5GBN0yZNmgQA7dq189PS7Nr3+r1c8kamUqm//e1vqqoGAoFZs2Yh4kcffUS1aK644grKGee/COgju3kCx/9uCV3XJXXRe8jx3Abq4ogcXdtpJDuXeS7zPN4qmnvBjvCnFL7//vsA0LNnT1Kg35IYhtHsHm2aqcQ5pxc9Ka2uro7KFX788ceULX+X+4qaplHb4Dck1dXVo0aNkmW5pKSEQnP+/e9/x2IxALj55ptp40wmQ4PMrVu3Nstp7jw/JUIa9W6bGjlvi+wPd1zHMJntMNuxTSt/JC1onfj30V847rjjAODWW2/FvGgSz/OacUYvkT+Bg7qjlmWdddZZAHDxxRfX1dXRn3b5e/M7cfk7oURvAPDdd98h4gcffECBsjRxmaAHvrW0hDSr8qe0xDgyjgyRIXqIDssu57eHbSZh1i+O/FtDT+rcuXNVVa2srKQJTZZl5afubS7yFYK5mRwTJ04EgF69ei1ZsiT/r7vwKt+23faTxMXj8YsvvpiER8n833rrLSpRet1111HK41370p/JDkXYaConReUhZjuf2f4nQzQdNF10ES0PXUQP0WXoeiRR5raK2DzBjvClSGKgHDO33XZb/qPcEtaL/Gy/GzZs6Nu3L+QSH/oZTX9Oc+Q4TjKZ9B9g+i6aoDxixIhYLBYMBufMmYOIkydPDgaDiqJce+21tHEzDoB3kh2KMD8pegMjFUfusawCPUSHZ0XoINoMdRstF12GtI2wzLRW6BE3TdPXm+u6n376KQDsvffe33//ff5mzYtv5CR5jxw5EgDIk46I6XSaWuafM3sjP8VbfsuWSqVM0zzrrLMCgUBpaemXX36JiP/85z/Ly8tjsdjtt9+OO22DbUZ+qjtKC/n9lmQy6c+QYKaNmpWVn2ajjag72TUMkaNn2dwTI8NWCrmqyZlG95oaw6OPPhoAbr/9dtu2KTc+NuuwwnGc/EpM77zzjqqqHTt2XLFiRTKZpFbIn/GwC/508t37v5IPhkaefrLGmpqaSy65hLwyixYt0nX9H//4B5lPKcPqbgaQMeSMY7YvyRGzQzvXQ0QP0WI2chdd11m74dsPP0bLQOagaW5dvnzLsu8wmcS0hZtq501567//mLzi3Y9x7SZ0XeQud+ycH2M7k5u29fILdjP5fRwabnDOv/32WwCgyUTYkqP66upqx3EGDhwIAI888gh9EfkqaAN/4n9T8Y+50eguv4JNKpUaOnSoLMsdOnRYtmwZIj755JOBQCASiTz55JO79r27DKDtoufayDREHdFDRAfRQjQ5ckyjZaGDzMDaWlxdfd9hx6IWR2MrGom6r/7z8t1jMbMVlyz7+5HHf/PwQ2snvbr2sWdfPPNC1FK2XovcRGRZtdmIOqKD1E7aFrcRNcQkehlEC9EVOmwduK578cUXA8CoUaMw9xy7rkv90vysE37+ix0Fr1CfML8tpTaQPui67tVXXw0AAwcO3G22kPx+ZlVV1fnnn0/FMGgu/+OPPw4ARUVFjz32mB80Rxs3+8zmfABNBz3HQpZCTCO6iGghGog2IscaL51CDc06TCZwTe2LA47CRC1manHTxk0v/f3NP4/GLT/i088nb78La9dhfAPOnTfnpj/Pf+MV1OrQ0tBy0Mw1rQxdg3E72x4yLytPF1G3Hc2yqUkUFBbO+caNGwEgEokkEolEIkGPY75Vc7tZZ6gfuG28m7+mUT3Q+fPnV1ZWAsDy5ct3jy3Ef1+kUilqZtevXz906FAA6NixI7X8TzzxBJlPX3jhBTpNX7fN7qrx2d4sFQpGZwCIqhJUQEXkIAPIkp3R7bdm4lufwqwFoRVVfaAYPOnzmR+WHn4QsDSoJvTpfPiwk/8z6yPgMqQYrK0C0D1J0yUtI2tOhNlBl8kedwzZ45LmKmmmGhCFQFEgyBDiutHEOR2CZsbzvA4dOlCI80033VRWVkazCiORSFVVFQBwzvM31nWdZhspihIMBgOBAE19chwHAGh6VKPJUJlMBgAuuuii2tra++67r1evXpQVv6VBRDrUoqIimnLRvXv3CRMmDBs2rLq6+rTTTluzZs111113yy23qKp6/fXX33TTTXS09KmWm/QkoelAABxFsUGWAUIAqpudnmRy04sEZGARx5B1Dkn3meFnnzHq955pdnPV6vXrN2hbDxl786ejrz32jrFwSC9QATSwvln63vsfDT/trOSH88qOPRr27w5hDuBCSIFIBEDmiNzw1EAMmAJcBg6AACGZhYABBMTkp4KCiJIkLVu27De/+Q0ibt26NRaLRSKRrVu3/u1vf6uoqGjXrl0sFisqKopGo7Isd+nSJRKJFBcX02Y0EVGSJMaYoig0U4layOLiYhKwLMu33XbbQw891KNHj1WrVkHDmb4thD87GQBIgYyxTCajKEpRUdEpp5wyc+bMnj17fvbZZx06dLjpppueeeaZcDgcj8cjkYjjOBTNQ1O9mv3YJLQcUMFRFBdkIBF6ABxAARc8U5ElYAErE+ZBSLv3X3DOX2ZNAYnDVhfmzJ8/66OBf7oJxk+0S0OhP5wDTgbk4g1v/nvrj1UHde675OnJ5rqNRZWRPQbuExtyLBz+W+hSDhEVQiooiuuiLAcVVIGroCggAXLQTTtWXPhJlgIAuOSSSyZNmnTppZdOnDjRMIyPPvroggsuoMJmPsFgkPp4/hoSZCQS6dChAzWMXbt2JX/A448/TpXoDcPo0aOHJEmff/75QQcd5Hnebpjh7k+SNE2TDKGcc0mSJEnyPC8ejw8ZMmTp0qUTJ048//zzN27c2K9fP7KsBgIBzE1W9HfSvKggAYAkA0jAAXLdBglAAllWAbjBjHbBALgSWMYmy0gwJ6iGi0rkdAA22fZASYJ++372r0knnX4U9OoKS36YNevTEZePhKL27Qftq5dGMlt+XPrlF+k5s+1oONyza9dBA/Y+4Sh14IBALIwB2QKZg6QAqAAKh1gk9L+z1whaEsdxFEUBgPvvv3/mzJlTpkwZM2bMb3/72xNOOOGhhx6irPjxeDyTyaRSKdu2adCoaVo6ndY0jebpSZLkT0pSVTUUCnXr1g0RVVUtLS0dOHCgoiiXX375wQcfrGlacXExNZstel6+zqmhBgDGWCAQoInLZWVlc+fOnTp16uDBgwGgpqZG1/UDDjgAABKJRHl5OSI6jtMSCgQAlR55qV5/OQ1wQBkkgIgSkQBB5iDLBx8+uFwqBQRAbhcVdT3iYCgNw3FHnRQLvvboc2nb7FJSceKw4XDEQRCAzi/dApYJP67U5y1eP2tecskaaVlN+vtP58yYn2gfW1Lk7X3myfufeWp5ux4cWMBmlSygqEre5HxBYVAUJZlMlpWVDRs27JVXXrnxxhtnzJghy/KIESNIUdQykIdDlmVfP5Zl5U+uNU1T1/V169ZRSIAkSZzzxx9/vKampkOHDuQZ3z0KBABJkgzDiEaj1LGEXN4AVVXpZDVNGz58OP1106ZNAHDooYcGAgFSL71BWurY0HVBBibLHgCArACo1LmQQPdsNwABUMKAXjwRChWD5UJJDF1bUgPgOBBWwPMgbkIgCMyCaBA0B2JhiMmb9bpYcSWCWQou2AySEtQx+HYdfDF/2aKF8xNVD3378XqATBSie/f43fFDLjztzBP7H1JUWpp7LQgKRk1NDc18/e677w444ABK6NKjR4+ePXtSmtBwOFxZWUl9TlVVo9FoaWlpWVlZaWlpcXFxUVFRKBQKBoOUn4YefQBAxOrq6j333FOW5SeffPKyyy4DgEwmEw6HW2KgtS3+iI6GoPQqoYaO0slJkuS6rqIojz766M0333zJJZeMHz+ePtIo8Uczgy5DxjgyG5lNLoqcV91DNJGZ6HroInPQdNByOaKVc7nbiIgu2g5aFroWuhaaFloWcgvR4uhwtDhmEFNop1DLYCKD1QncVIObt340adKFw0+PloZBBVAAJOhcVn7C4Uc8eO99fswUVY30Z5cJdhsUdKJp2rXXXvvTzw8Nq7ZdHw6HKRHTAQcccOihhw4ZMmTo0KF77rmnqqrnnnsufYvruvRFLeqF+5/4MUN+qM3o0aMVRXniiSf8Y9u21GkzIqHHQAaUgAEAyBKAAtk0TSiBCxwAFAAFOTAAlEGRmQwA4AHYdLkBFCDDJpc8AMyKCkAGibvgySDXZ2Hj3OOMIdcss7SkjAP7dsmSGdOmvT/j3RXfLjUs1wVAgCOPPHLSpEk9e/akO9p6stP96iFLIOasiLW1tT/88EMoFEqn047jGIaRyWTS6XQ6naYs+ps2bcpfn8lkDMNwHCedTlMXNBAIkLuivLw8lUq1a9fuww8//O1vf1voE62H+qUAwBijVG7/93//N3369MmTJ5999tl0QVq0zywhQ5AApfqkab4IIatMyJptOIAnA2WgUwGDkJbABSCzSgAgBCCRhmQAJbtPzkGRQM5LvuZJ4AC4AC5wCwwJebkUCQJUr18/b+7XX81f8OBDDwPAm2++OXz4cNM0o9EoNnfCL8H/xO9GbgtVViLHt/9yxFxcGK2PRCLxeDwej9PIMBgMfvfdd+PGjVu2bNlXX33Vv39/ch4Gg0HDMHaPn3BH0MiWlkls++2337JlyxYuXDhgwABSJuQcGy1CdlbutunStpugwkXUENOIBqKLdu43PddHzYbA5HqzHmL9hEMvG8RGn6pDXocYR5ZCV0NLdzREB7nrOtbw4cOLi4vHjh1Lt7P1ZMVqI/jdM8zFwZimSbOBto1Q21H1Qn9jzrkf4PbEE08AwLBhw/zP4m7PJdEI/+BpgQ6JJt3TaAi3iUFtdurzjuaHqtQn8PXXysCoSeSQbR8xl2NbzraVXq7lVKhDirltMLuH/CZXQrBMQwUpGA4BAjiO57pqIACh0Bv/nHzRRRcNGDDgm2++gVwHqaVeQoJt0HWdrKDQsJUg8h9ZACA3WqNnGgBCoZBpmpRq3jAMy7JKS0s3b97cp08f27Y1TfM7OC3kAd9JMNfJ8s80kUhUVFTEYjEKW8tPQL7t1WgW5J+qGUGZfXl2GQFcAE/mLOBBwAOFA/B8mUkAmFNoPVK2d0ojTwBQEBQOMoNoIBpUI8BkYDIEw2qsGCJhkKWhQ4dyzlesWJFOpy3LCgaD+e5gQUtD5k3MTa4HAH9eAuRKQZC/23dkk6NCVdVgMBgKhXwB67oOANFotKKiQlGUdu3a7bPPPqFQiNLvmqYJAJRyplAnS+oisdHJkoeze/fufv/TV2AL9UhlUllOh1zKyo4D5P6A9b9xAAbMBdcA11BcJ+Q6IdcOeI7igcQV5GGAKICKIGXLU3Ame57sepLngQfgScABOTCsH24CsCDYCqRk2GKZScOIRCJkGV+yZAmNhinaULAbICMKAEiSFA6HyWIh5aC2jmRDUyvyn0v/rzR5oqioqLi42DAMmqcLAKFQaMSIEdFolERIHRz/WwqC34BDLix25cqVkiT16dMHAHxlAgAVBWiJY/jJtlVqsJDvRacWz6W2EahHS60iB86BcwAOEkfgDBgDxut7pRwAQJayFlQZQAUGYAICQFE4EotGHcc54YQTMpnMO++8Qx0VSlDXkvCGP7mTbHuQMPxeJXkRVFWlHKEA4Dd6gUCA7Kj+iMZvEhVFoY0ty4pGoyUlJaFQiGwe5551YTyemT9vsWmaHhoItu3w3KWmi+8BuAge7pY7kH/8tLB582ZJkrp27Zo9ppw+sakFI3YaWW6gLhlAlrKDvKxCQM1uoWR/UwIQCEEgAoEQBEKghEBR6SNS7l85uyyBHIBAEIIBUBRQJH8z2R84AkgQAIiBVAQQAVAAEPH0008HAMq2AABU6aqZyJNZg5X0VmHZv+a62aZRX5CEek1+W/Erhiz1AEC17GmNvzKfHfkJ6VO+7ZQCu4FDxw7tjj78VEPDt9+ZHgiYNsTVoJx1TCEHcAEsAJ2DRa/4ltahLMu+bYm8KWvWrEHEvn37Us0MGgRyzltuWCRLOwpQkRr+AEhZ4cgKqCqoKsj+j5JVV+OPkA79H9jBZlJO7CqAbVmRSKRfv36BQGDt2rXxeJxz3sIh9jz3b37fHAAAECKRAOQCsgzDYIwJK9GuI4FrwflnX2A6kddff98DWQbVdnxDoJz3ipTyRkIti6IovmVIlmUqidGxY8f8G03NYEuJsCV2+vPp2LHjvvvuG4/H582bt1tankYvXA6QfUdwzIYKRCKRkpISGqO2hcawhQhE+PBzhkeg17wv6rZsCQGUKQpIAWoJZUDqIxUBFEmNQppbBt8N6JudaHbVXnvt1eLuwRytToThcJjeN0OGDJFledasWf40sGZC3uast/d68zvouW2pL0oGBtEY7iKSB4rdrr1yzpkji8P7fvV5LWJAUoBjzraOAcAQYEDe3n1qkSPKaYyeOsbYmjVrAIAKlfoWUfq3hSr7tjoRQm4EePzxxyuK8sknn1DQUIt9W6PyinJuJaeW0PcRURu4G+L9f9UggGu7cOZZ53lOx2n/Wo0OMAQu27m5OzJwFRAkhB0OlJoVX1ckwlQqRZMqKioqIK//Sfe9rYjQHwH27ds3Go0uXbo0mUy22KOfPwj0TVS5qVzgAXiQszHQfFYRwvoz8TgPRuCA34Jty3M+21K9CTgHCTj5kPNHgQ1Nhi15SJ7nv2opv0737t1Jb77qWrRT2upESM4oAOjQocMBBxxgWdbnn3/enJeg3vLdyAzjj0HkvO3QcSwAsG2bbGUAQFNXm+142hYKSGEEqOgMhw0eEK+JffQeSBLdAxdkPwzLBkmXyNvc8m4KcgDSXPsff/xRluW99toLADzPIxG2ZEcMoHWKkMZd4XD4kEMOCYVCs2fPzi9c3qzkK1DOeWMadEpDodDatWvPPPPMysrKkpKSq6+++t133205l9GvHVmRwpyDGoH/O/cYGaIzpieQg8mQg5eL8ACQPAC22/y0fp/T87zq6upQKNSxY0fyW9B6ih2FNmUdpdePaZqnnXaaJEkzZswgCzJVzPFfSz+7OWromgcZEDwXkAOAnEgm6a+1dVtHjhxJlcMYY88///x5551XVlZ21llnjRs3bvHixXQ8VMYIckFYdKi+g5vQNI028E/Bb13bCgiAgBykAJxwCshBb/HC5ak6CEhRBNl20xTeSN5ax2lOHeYbtP13KFULjkQidJuCweAPP/xgmuaee+6pKEp+EEKLBta1RhHSCUcikb59+8qyXFNTs2HDBsg5fP3xoT/t7efhx9eBZYKqQLzOAITysnbJdLIuUXfWWWd988034XD4888/nz179j333DNs2DDO+dSpU2+++eaDDjqoS5cuw4cP/9e//pVIJACAoknoUMnBTZPrACAWi+m6rihKbW0ttNVJknoGVBU4MC7DacMG16WqXnmlWgJgEESJZbQ0SDQhNRAMKc1onKEwVz8Pqr8yEomYpknvUNd1N27cGIvFunfv7n8QESk8CFrMMLMrNetbmvwqJQceeKCiKFOnTs2fTuJPftmVgkH187McRAPRQHQQERlyNzvlKpPyELF668bTTj8xGFQrKio2btxIX2dZViaTSSaT77333nXXXbfnnnvSZZQkqaSkpEePHjfccMPMmTPpvmqa5p9Io+kwlHZ+u1l0f81wRIauiza6JscnH8cOFa9fetk3VXVoIXqoIRqIFnI3k0huZybdz4ZS/eevYYz5eY09z9t3330BgArF+JXDSaLJZLKZjyZHqxOhH7BPl+aee+4BgKuvvppWNpqBtitpEZh/ay1EDVHzRYguoot6CtHDTNo5/IiDQYJOnTosX77cz76cX5uBqkmuW7fuueeeO+KII6LRqB/Z07lz5zPOOGP8+PGrVq2ij1DtS5rU06hGX5vC1B3Lclx0TMS1G7C05NHS8ru2JlFnqHuaZsbTqTq/0KVhtGDaC/+1SFVxaJnaQMoc5/+10TbNTusVoaZpjLHFixcDQN++ffMLVnLOaabvrsy2ZH7VG1+ELk1qrlqPdgbRwUwCBx54dCgU6tN3z9rarf5XU7ab/HQjnuelUin6tba29tNPP7355pspdwMZ3ILB4P7773/VVVctWLCATi1/FuluLsHVCmCepSN3PcTNtZjK4P+dOXvP3k9NeNVIe9QYoqkjMtR15Lw5G8L8mtP0/NDt8DtTpmm+9tpr9A599913KU++/7qsra1tvmNpTKsTIW5TRJZyH6xfvz7/T7teubKBCDO+CPUUoo1o4cY1uFfPw6OhTnv07L1u3Y+UNwVzpQiSySQpxy/fhXm68gvrrVix4sUXXzz++ONpFEHjWFVVhwwZMnLkyMWLFzd6AtoMLqLhGkmOqFuomfifz/Gz/2LKQJ2jwTGVRO4iZ1iXNG23Rcp10bAwv1NqWdYXX3xBxdJUVe3SpYskSaeccsrXX39tmqbjOH5uhxYqZ98aRZj/aLque+KJJwLAa6+9ln/h/PJ6Td77dkXIkDvo6rh1A15+0X0AXfv2PiSTru8L0dfRiwDzRguZTIbyOFACiPxD8nsvc+bMufHGG/fff/9OnTrRbT7wwAPzy3S1JRzEFHItndYcB3UDTz/j/ZNPfTtlY8rDLxZsuvj8p6vWo8fRQ3Q5ZozmF2F+RyaZTKZSqSeffJKGgu3atbv//vufeuqp4uJiulMjRoygQjGapuVXpGpeWqMICZKibdv33HNPJBIZPXq0X+QRc7VyGHMRLUQLkSE2yotDgzynviAbz98g+yeOLkf0GHoGblyJhw34W8eyM6+47P5NGzXdcHleUR7fiEKjhUYjhPxUK57HXZf5c1sZc2m4uXLlD7fcckskXAwQWLt6I3N+4j3PGv5g9uxaHbmRNNHg+tMVtjg6iMxfzZ0UomFbzPUwmcCzz/7wsMNfe+aFtObiijU46KC/2iYaDGuMeIZna+Z5yLLl17HhPcSGv//k9fHf7P6Ni8fj8+fP33///akLeuGFF2YyGdJnXV3dDTfcQJlmVFUdPXo0KbCF3putUYT0NNPTn0qlFi1aJEkS5VFHqhZcXyjPQqxFrHU9w7FzaaY8dExu6ClEDTGBmHDtOkTL1jXkDNHR0zVkjEmnPRfRRkykccUiPGyfJSXw7ElHTanaijaizpnFnSY/+XkPRG7R4WggaogWc/n55/xegrLxT/0rWweSbfdJcnNlIq2s3ahhidVWA2X+MhBzR8iyYzmOGsc6jrUeJjhaHr3pclYxy0LPw2QCR132yeSX8Td9Xquuwq/m4cm/e05zcZPB0mjVoFmHVq2dsNAy0KozEzq3KTWuxdBykXPkHtomcjebTMyzkXn1mcHIZ+sfa36/af369dT/BIBBgwb5Bm1E/O9//5tKpTzP27p164gRIwAgEolUVlZec8019FnfHJhvIMzXJ1lxdl6xrU6E/gDaP9VUKhWJRBRF+fjjj8lJQOsZY5ur1hnWVo5pRIYMmYUueRwY0vPheFUu24Isieigi57JmENdUMM0TY/h5mq0XPxhGR65/49dwvMP7v+JqeGWOG5KpCzEjG3uogjzFjm6HC1EjaHGPTb++UkKlJ07bGS2NnKTRMhapwi1+mqwXgMRerjVwzoPDXo9uhxNG12efVs6Nl547iufvIeP34eXnLfs++/woEEv1GmY8nB9GpOISUQNUUdXQ8dEZiEmHbtW15xc+j7/suhpZmeyrwDCsiwa+9HjRMq0bVvX9XvvvTcYDFLtmkcffbS2ttY3wKxataqysrJ3797jx4+nEeC3335LU8xLSkoqKyufeOIJv6gwIpqm6XdTdV1PJBL01ya1ma1OhD6aplH/U9M0Ks3RsWPHCy+8cMKECStWrMi+1TgiQ+ai5yBzG/TgOEPXMz1O7aHD/bSLHBGtmrq1HF2X49atuHkNHtH/qwi8d1DvL00L41b22c+4fJfqBzfsQNa3ijaiw5i7atUaVQ516tDVNq36LbGRCBv1pXeqx1UIWOPhQH1LyDhaHmoeah4aHlouum6u81qbqXGRaSb+/rJHP52F6To85tBP33gZTz5mwXvTcP++nz9wL85dgGkXUy6aiDpi3M5+EzWGNuOW52aNnLmLwz2GiFVVVSQqv0mk3pNpml9//TWZGIqLi08//fTvvvuOXEe0ZV1d3eLFi8m4XVxc3LVr15kzZyKi53mzZs3ab7/9FEWpqKjo2bPntGnTHMehzyKipmmNbGyMMcuydtIP3OpEuG2dcUT84IMPKPEOEYvFBg4cOGbMmE8/+QJd5BYyC7mH6KFjo6FjRkcP0eHooeuh6yGrTWZchokUo/vCMaPbju3gD9/ib3pMU+HFU49aZqZxYw2zUKtOZVxEy3M9ZE187FlOOfUPZTYLq8cRmeuZupHcY49OwSD88MNCw6qr33g7u2K5LK6Y3VtrFKGvrOwp5zfqHtItsDzUXEy5aGh2ttpCxkbbw8uveHL6vzdZJn75GXZr/9yB+854+iEslafF4M1u7V85/uh3/jGJr1yJpoWmg3UpjGcwnjEdtD3McEwgphAznqdZZibb68jZzylmkEIIEXH16tW33norWVz69u37+uuv++fga9X3e7399ttdunShghxDhgwh3z0iTpw4sbKykrzBJ510Es04zy/TYJom2eqadBFbnQjpQviRDfkvmOrq6hdeeOGYY44pKSkhNcpSJBbpPeT40S89/9W61cgt9Bz0vOxDYTFM2Z6dfVdbFiYs1FxEx0Mb63QXf1iI/Tp92DE8aegJn6xbh7qLNmLadMg6Zzg1HBPZ3uDO4tb7HjFPhAxdG5Gj6xkeT11w8e+UIDzx9N2ImVyH092BFH8p1LfbHJFz5Bw5y9o5PXQ9zLhY62KdjU7cQNPC6dPMLRtxxMX/eveDTZaHuoXXjXn75BPG11bhPybijdfU9W7/QQn8uwPM6Rmdd/Gp5luvop1G20bTRRvrPFxt4kKdLUBch5gw9JSpZXs6fmQFLXieN3HixG7dupF4/vCHP5Bs/KgmxhjNksFcJ9NxnHg8PmHChD59+pCT6YQTTvjxxx8R0bKsKVOmUEntSCRy9tlnb9iwgXaYP+bMHzf9T1qdCP2rQF1tXddTqZRhGOQtpeTQjLEvvvhi7Nix/X/zW1UtUaTO4cDAbu3PG3zQfWNGfjr9X2zjWkyn0HLQ9FBzcEsadcQtJtcRdQczBtqIloNHDZwWgMcuO29pOoE2xzpri4UpDxln6Fhou3WIdc0lQuZSD9lAzLz6+uOgwlHHHsrrn11nO41eg6bPbxhbGfX9ZxrEOtkDZ8gZenk6dFGz0cl4aDk4aQK2L7p3+O/en/cVWh6u3ZJJWKxWw03VmEigbWO8GmtW45Tn8JSBmb4Viyvlt2S4q0+Pu/90/dT3P1zgoZO2VnFch7gBcQuiRs2uluScIebVl589e/bJJ59MOYgHDhw4f/58/8BJJPn/Er5fnp69P/zhD5FIJBKJxGKxkSNHxuPxZDJZU1Mzbty4Dh06AEC3bt2uuOIK/1OapvkjTD/s5qdpdSKky7Gj5Op+zyGTyXDOEZ2Va7+e9M+XR4y47cB9b+oUeagEXm0Pn+xRNP+8k/VnH8GF36BmYNrElI6Xj5o3bPi0VAqp8zPkuH8s+Bpv+fNntTWYzqBhoYeugSs9XI8czQwNMHbUV9wRLkeDo0H29KyKcjr0XHSYwVFbvW6JEpZjJd0zGj3DvgjrO3Xb6LBhR7f10NiYlPX6ZFvCvB+Xo83QsnDcvakYTOzf49M/X788kcSkhjaijZaOibhd46KTMnWXY6IGtTq0dfx2Eb789w0nHXv3nj3O79P7nFhkYKeOhz1w78Rv5q1FhraJ8Trdcxt319evX3/33XdXVlYCQKdOncaPH0/r/WrBiEhpxDCv/4W5Bi3fH7Zx48ZLL72UIi66dOkycuRI2tXixYupahVF7d9+++2+kYZ6pDvpx251IsS8WCFqAzF3dRp1MxBRtxIct3iY8BgaaVwwG++7GY87YF336Bcd1A8qo1PC8kP77fPa6NEb/vMpHn7olwMPfP+DD7CuGr9fgMcfOcWyUXdRI3sdQ5c5HFfr3reIbtaK0+SQDcb9pxCxflDHs7uyHN1Dw0Grfee9JRgwb67LGTYcWeWZYRqYQxuaQFoP29iT8q+Ax9Fj6Lno2ejaaOs4/knsFHupV8W7d96EloaWi0kddYZJt87FOh03e1jnYYqjU1dnehxdxESGuxwNCxcsjN915xsVpYcD9AXYG2DPwwae9drE99NJenM5iI7r2oj41ltvkTFPVdUrrrhi06ZNmPfYZA+8oULIeEOu3UanSGOipUuXnnvuuQAQjUY7der01FNPkdJ++OGHc845h5yK7du3HzdunN87/QWLcOfhyDi6HqLH0WXoemjamDEwkcKpb1rXXvvN/vtOigYfjQSfeuh+POWUb15+GY88bPqGNbh4Hp54wuMpA23E2qTrcTJtu4hbEDciasgQ7V1peLJyy8Y9+kE5DnrIGWpGykPXQbzw4rvbl13z/JNbbR2dnFuLo+0xE5F5Hm8gQo4tIULHcfxuGC2Qfyx/m0ZdkvxaMfUn3LDRJr8oR81hmu2hx1BLoZNBK4EvPYkV8K+O4X8+9WjatDCdxrpk9jK7eS+93PdlEDOm67l0cxl6DLmHtVtx8cKq6/5wlyJXAsRUJaIoygknHjnp9ec56mt+XEFzwYuKivr27fv9998371SVWbNmkfm0pKTkwAMPnDBhAq3/5JNPjj/+eAAIBALdunVLp9M7H871yxYhInJe32i5iCbaOhppzzURdQ/rkrhwIT76KP/wAxx6xqdffIFjrl1+953VX/wHL7rwn7qLWzNpD9GyWe7Oa2RwQ852offH/Scpuz8NkQaWGvcQObrMcRE1B//xxo+Vsfv+7+TPPBPRQy/78nUcN4PocJ4nwgbTPppNhH7HXtM0aiLyAyMdx9F13bdU5y8joud5VBO7/rTzYgk4OhwzFqvimPKQ6QZ6JnppnPA4RuGhHsUzXngMEymkOrI2Q9NBy8tTIPc7IHWItRwZvdRcNzvO5AzTKXQcNAx8a+qMY489trgkogZAVqGyQ1EkGujevXskEiGHXiaT2bZl+/nX7eWXXy4rK6OW9qijjvrkk08QMZ1Oz5w5k0yGf/3rX6lm+M7s8xcuQo6M5axwHD2ODkfby9o5dY4pD03ELUnUbTxj+D8//QwTGg485LaJz+Fpx39gO+ggps2kh1bD7p+D3M13+O304SA1yzkRphC3IG5BTGV9aMhcxISBVVXYufy1zsWvGHFEB02Nvte13STjRmO7TlaEzT8mzI/5oFFQI3Rd97fZNvQ5q8yGnWeOLseM7q7jWOeh4zH0TLz3luWlcMd+XV9+5hHNMNBGTDi1NhouYk0cvayLnyHWIWayL1R0EDVG/neGjoWW0TieLxE3OMNkMn3PPfccMGA/kKCoKHL00Udv2LAB80IOt3tqu4y/t4cffpgKNMRiscsvv5yuzKBBgyRJuvPOO3d+h61xZn0TkLKZgeg0ZA4ygiJBQAEJmCplFKVGBrusFBQZFMyEgxCOwHXXXfTQg68F1YpMEmSAWLhIgUB9eSkE4AEAFWQO8q7kFKHEYRJCXvoMGRAcBxhnACDLEIlB9x59bTv03ZJsdkVAQJRkWZYkVp+Nv36nAM2dBNCyLMrpunjx4vHjx2/evJm6o/npVaLRqCzLNJmAMlVLkkT5yP20uds7KCmixkzXBpASCXzllYWvvPpirES5454RI0cXKRFw3Eww4MiQlCBZUuKfmQ2AAE62SgJIAEHXtSUJQAYlAJLMGSJKwBA1wwAZSkpDtmOFw+qtt45dsGBBr17dbdueMWNGt27dDMNQFKW6ulrXdRqwNQv5RSmuueaaeDz+6quvappGNW0syzrkkEMAoFevXpQqaWcoWDWcZoLLsgOgSDwgI0gIMmSrKOp2bVGoSIEygICeAolBaTjGLWAenH123/cm6+l0bSBA26ob1ye69SgHicovyrmcXwzAAwj8jKsk5/JHBQBBkcFFTwYeDIWSOhw2eOCq5Ws//3zToIO7hgIACI7rhUIyAPO4qcpKffIRyo0LKgBvrowk6XSa3K1vvvnm2WefrSgKY+w3v/nNiSeeePrppx999NGQS8ChKEokEqFPURRYw6wcuUOql6IMoHLgkUARB/XRRx+5/77njj7snD/ffPugQwCCwFCLBFSAIoNVxxSQlYBmOLEonW8pAANpIwAAlAOEQiEGoAGALPNgSAbgCIgyi8VU06mWZTkcDlmupZleUSSmWwlJxqVLlx566KG33367aZrPPvts8+ZKk2WZPP5UNtPzvKFDhyYSCSrUEQ6H6cWUTqeb8L3N2EwXAic7hEOsrwdM/UnMIGYQXYec4Sb+5/2kHkfbQ9PELStw+iTkDma0Wi1tZj/LcoM5nh/z2YTuH0fmIXNpYMMRMYNYi5hCzmjKqoOWiSkdWdzGt6ZgFCace9q7PINoIrpoWQ4FnTtsK6KVPamWDBn98MMP6TFQVbVbt26Qm/oYDoeHDh368ssvL126NJVK5c8/ppK9tJBKpba9Pjw744Gl0to99z8KUBYM9J70ylzXRtfFtJnyMMWRMfQ4ahwTHFM2q+WY4OjPXNqMuDHnobUQM4zHGY8jpigiHzHh8hrEhMNqXV5nuVtdXscx85sDeoMEq1ev9vMy0e6aNzPFtqWjKT8NTTG9+eabAeCpp57a+R3+wrujAAAcwAHQQXbzkoYGmEdln1yGSdvRQIXfDoxEi8HU4OXxVYcc9FY4CCBBrMiSght1fWN2T5xe6i6ADaAChJrY8vBstbgsCkAAIAAoAwNAyqxpIWTUIOy9L5S0C3+/7IdkHJADIKiqCoAcPFXOlUbJL0bXrCkAbdueOXPmySef3L59+2uvvba2tnbNmjXLly+/8847Bw4caFnW9OnTr7zyyv79+x966KFXXXXVRx995KfbopnpqqqWlJTkqrh49ZXyAADkTJo//NCzt/3lruKSssn/mnD+xQczBVCGWDggQ0RLSdxSJK9IYmW2LQflsAQxCSJ0poidEbsiD1DSSWAx9IrRK0YeBSwGKAGIuXYIICbxYtsIhdT2qlThukW2qQKCbduc8/bt20ej0bq6Omju0nqUEp4qnNJUUvITkk+S2klN05qQH7EZ3xCFwEXM5BrD3ASKnE3fsWmWTSY33cZxbbRd/OPoL3sVf3zXGPRctHAN4jrEWuT53nIysje5+eHoUrxyvaee55yELjIHORou1tY660zEDRtx8KD32wceXD4Pa6rQyza/hsMTHFMcM4hOY0dF87WHH374IY2Urr76at/F7AcJVldXv/nmm+eddx4FhVDzWFJSMnjw4DvuuOObb76hzXItjB9uXh8xM2bMrQClwUD7KVNnco6G43rIbNQ5Go5joYfooJVGx0BEdFydLh/9yz3kLnJvm2mVPBd75CFy5Awdm7sOIkfLRM/DwUceFw5HP/30U0SkLjTVnd/JyJWdgXPu2zx1XSfTK5U0RkTP8yhC9c9//jNur83cLr90Efq338XthF82coIzzjFl4FdzMAyTTxy43HbQRSPtbiXZ8MauOZJ3kwzcLscMxwwn/Xi5gyJ56Sl6KZjuVs6RG3jbdT+WwuQHb0WLoY5xGy0bXRfRzgYoG9lDwm0tpU3Ad1KTE5kxNnXqVEpqTs8Kbi9QiSyfjLG5c+c+8sgjxxxzDL3piZKSkvPPP3/atGnV1dWI6DgWIjNNHZExxn7/+8sB1GikdOqb0zliIpGiK5rR0zsw/Da8cdsJGNohvrGWczz22ONVVf3www8RsX379oqibN68GXc6cuXnQJfL87wHHnhAUZQbb7xx58O4f+kibBoeosVx/QbsVvRhv07/WbkiOzXG4k52fhrLjS3rRdi02FEKW/OTR2WHmoi5NpmaZcsxEU187x/Yv9PCg/aebSKauHmrUUvh5i6ihxpHLSdCB2m81HT3xLaZ6V566aXi4mJZlh988EF/Mg42DN3C3Hw8WlNTU+N53rp166ZOnXrNNdf0798/Go1KkkQmwQEDBtxyyy0fffQRImqadvXVV1MPkMTg76SF8jv62dAQ8fjjj1dV9b333kPETp06ybJMvordKcJx48YpinL99dfvvAh/6dbRpiNB+/aw/4C95s9bsnAedO8FoAJngawF1M9/jwAQyxpLm4CctabScEABAI/2YDs8FJQ8nmIMQmoXGQAkGHwUbI0v7RwLAoIDPCRXgAeKDK4L4ZAqgV9H2gawQXJBCjTVWkvGOk3TyKT597///cYbb8xkMrfeeuvo0aOLiops2/Yr3pC5j6QVCoVoVOOPdnr06NGjR4/f/e53tm2vXbt2+vTpM2bM+OGHHxYtWrRo0aIHHnigtLSUvPzRaHTixIknnXQSIpqmGQgEVFWNxWJkUWzK9dxZEJHS25ESAMDP2t4SX/cT0Ak6jrPzBVR+BYaZJiDn/jv2xL0k2V3w9QZwwNEhoPp/tQHM+rpMXG6iOUSuV4gMAGkAA0AGlAFVABkkD5FTKngA0C2YNOnCr74+O5OEsNQRXElGkDiEAyA1SNFPhcW3W+j7f0Dv41gsJsvyiy++eOWVV6ZSqYcffvjuu+8uKipyXdfPKk3Wi3A4jDk/GHkRbdumWT/UnoTD4dLS0gMOOOD222//+uuvV65c+eGHHz788MOdOnWi7I+VlZX//e9/zzjjDM65ZVklJSWUYNdvOZsXetbpfREKheiA/WXKfr8bCn36B0MvO8uyhAh3CAJnHAYfBZxr879cLXm50j/1bY4JkpmtWdlUDxOCxKn5dAHSACZAVjuhYAgAVCkQCIYQwWPgePDJf9ZcdfXzWhrKolC7RR2w31mZFJBbP2dspOCBCGAZYAlgBJreeSFRTZo0adSoUQAwbty4UaNGSZLkum4gEAgEAvTUSpJE5d8kScqPEVVVNRKJkB/Mf7DS6TRt3KFDhxNPPHHUqFGrV6+eNm3aXXfd9dFHH/Xu3Zt6oZFIhL49Go0ahtFSaeRz59hIhABAfewW+tJ8/CtDbzES4U5+dVsTIZeBqUHYsw9EY/by739MJyEUAs/1LwQHYPVP/645BiQA0AF0ABkg5O/HYxJASIGIJEEoCoEArF67csDBvS8f+TECVLaDgNq1OAKAICkNv5lKSZMHponv9FAo5Lru/fffP2LECFVVH3/88euuuy4Wi3me5xdqD4VCFCgTjUZJeMFgkFwRjDG/+IckSTRZDgBKSkqi0SiZCm3bjsVi4XD4tNNOu+mmm/r161dcXOyXdqXIFQCggVPTr+YOyX/E/Youfuvnt4QtVEppu+S3hI2O8CdogyLkkgQl5TDokG62mf5qTqOnWs76+iR3V0LEqMKaZAPoAAwgBjyECAjgeQAYRihBCKDscgVAgmiseMCgHkokMXuOndEglYRkGmwXQAEXIi6EPAk8CZgETAYmAUpNfp7q6urGjx9P1QQee+yxMWPG0KDFD7PyR020kF8oisrvUM4ycovFYrFoNEqFNBBRluVIJBIKhajgVCqV2rp1azgcpogt2mFRUZFhGJqmFRUVtVydY3rc6bVChfT85d0pQsgbE4IQ4Q6QAQAQ1CAMPmbvohL22WffOS4E6o0FSi46zMkpqkn751kjCsgAEYBINuJMAkUBRQZE1XQ9DqbHvHQagsF2ZR0Dd9x39o1j/xoMgqrsFQ3DnM+gdgtwHuAYYR4wlq0YzIAzcLGJw8IJEyb88Y9/dBznueeeu+yyy2gluSIoAE1VVV3XVVUNhUKU2E6SJMr4AACyLCuKIklSJBKhuBAAoE6s/4RJkhSLxVzXLS0t7dChg+u64XDYsqxoNErSjUajlEY9k8k06eB3HjoYEjm1t7ScH+q5e8g/BiHC7SOBokiQ0eGU0/t17oZzv54eDoNjawDU/4sAUFEXGyjkpmkwAKqaWAHQDjiABLSfeAo4AEpg2hYDDyS1KAyppOqwzB594OBDT3r0Ecuz+21YDcNOfevA30w+4fB37vvrpoXzQNfAy+qQu+DwPBH695hz7j/ftJLc7g8//PDYsWMjkchTTz111VVXhUIhUgU1Yn67RAqBvMgSRVH84jaQl8bf78FCzu7qj4X8PwUCAUVRqFfmB53SZhRN0lxgXuHOSCTiOE55ebkkSZR1obi4WFXVLVu2kMm3Gb93u9AJkoXWH1TvpCGqbbkoJJBN3Y4UqWWlgC5s3jJ3a03V+k2/79GjBCA39JJCAHZWTlLof+1ym2+AAIAMGMoO6SSgEWZZRUDTuWGm21e2s2wWVIFzKCnpwEOrdRvuuOP4s4a+pQQjm6rhxJOPe/fDf7IViW8WvDrugVDPPbocNrjvsSf9ZtBhgZ49i20HFLAlSaL6h/QIUrcQAKgYW1FRUSQSufXWWx944IHKysr777//4osvBgAKxSaTSUsYKguC/xagawINW0Ja3m3WUf97Pc/b+S/9ldyJnScWjSCABHZpebB7L3nd1tXz53/Ws8fvAHxLSACkAICdNc+QqHYWFbhab1FRAMDNuRacUJFXVBRLaxALKB9Mg5ACupGIFfNwGEwHzr/k4LvvfGbQMac8fWDZa+Wj3n0X53218vNZG1Yv196YuOnNifH27cs7d49ffFlw0KFF/fv3p5vtG+hVVa2rq2vXrh0AIOIdd9xx3333AcC99957xRVXAIBhGNFoFAB0XadkYb8ayEm4rZ/QX96dh+EbhIQIdwACINgWC0Y8ReFDhx/+37nv/HfOf4adMUSVPZByTnZpV3qi/v79cWAuoDnAQTa8eEQt4aAWheCDd+C60Y9361n80BOX79Gvh8yhrBRG/L7baafd7wK06wSmCacPk049tY83tk/VBpj/BXz4Acz9YvGiBd9mrHk//nmGaZqHHnrohRdeeNJJJ/Xs2VNVVdu227VrZ5pmOBy+7LLLJk6cWFpaOmXKFMp163me3/n8lSlQkiTOuSRJsixTF5oE4C/D7m0Jd8FP2MZECOBYgBxkUDm3TzhxkDTW/mTWf2QpBMBA8mdhBAEAIQigSE0dNvu9UNkDcHz3vQKlAGFw4eN34bab315Xs/XsSwYedAhICgCAroMsQdeuABJIALEoSACoQkiFvUqgdz8481KI1x4QTxww5c1x70xbsnTp0jlz5nz11Vc0CfCUU04544wz9t9//1gsds0117z99tslJSXjx48/4ogjAIAGJ6qqappGQdtUqL35Lmph8IfEtCDLMlkmbdv2XQW7TYTk2iELFsUJNeFLdzK87VcCR49KUaKraVtsZ2tl+1AoFFizZhWFdOaltHB3Inh4e+TnyECDo5UN5GZoW/je2yjDXztEXr7l+rjpYNLClJ6tpuK56DETUUuk13HMpLQ6y3YdB00bOctGs2qGjoiu627YsOHNN98888wz6X1P/yqK0rFjRwAoKyubOXMmBaz4uRgapab9WZexdeCHE/gLTzzxBACMGTMGEa+88kpFUZ555pndczB+rbsVK1ZIkrTHHnvs/GfbnHVUIRseqooSCgaUY4891rHh04/nACBAzjeIAKhmh3JNs2+7ICdBTgMAYAAgAiADaIDgpOFfL8O1v/+8c/ioP4y5aOwd5Z4CkRCURCLggZ1xFEQFXAA3LMsSg5JIRUhRAwpIHjPShmNoEhpFEQTwaCLfEUccMWXKFMuyvvvuuzvvvPOUU05hjFVXV7dv3/6+++6jTCehUIiaPl3X/dERzZdvvitaeOhRhobxotQq7jY/oX8M+QEDKFwU20ECz826/sLhGIDar+8+APLChYubKYMLz4abSV72NwxwiCGDWR/BX256JZNO/f6K42+4WQ0VQUAGANuzbZAgFA2CLIEk11VVh4vKXJsDA24DcAiFlaLScCQc4MwGAC2T4ZyXlJR06tSJTOF9+vS56aab3nrrrUQi8cILL3z66aejRo2iXGDk63Mcp6ioKBAI0LS3cDhM7r5fOvmPOO7YT7ibj4rMzk2KDWpjIgRg4IIMrsfInz7sjHMR3Gn/nmrZCBACCQzT0XQDJJAkYGw7wkRE/9b6OZGQkpG5DCBiWgyAgQTJDDAPrAy89lLywgtvkMObbvrboFvvhVAMwIMgQABVNRTK5jWSAaRQu857AoQD0RioIEdykdsggxyQ1WKAUKy4ND8CMxgM+n65srKykSNH7rfffv4G1E31Jy74GVDy3X2/UGig60e90o2gZp9cpjRETCaT1CgBAAX6+Hv4aX36n6L6SrTsBxjRXxljVEz7jjvuKCkpSSQSABAOhyORCM3o30kptjkRhkKBRCIRCCi27XqedNCBh+y1V6/q6qqXJry6YsUaAIgWBcPhIAClcstV3M1LQEZQujFy1gEATREIBsKeq0TCpS6zddMoLgZAeGtK8u67H+vQqfiPN513+VUdA0XAEEJhkBAMzc42wJKfyolmKskN1pMOQc3+SZBrcAjOeSAQkGU5HA6Hw2ES4bHHHnvOOecccsgh4XCYQhQo0AcAqPzLT0eT05uLAl8pAKiurs6fYhIMBimrxYwZM3r37n3XXXcVFxdPnjwZACgiIhqNptPpnXXGNt/Q9BcGzblGRMosBgCxWOyYY4555pln1qxZQ4PsRnljt01snl8AnUrYmzrlhrI4uqaNN499tjh24v77/en5Z1bVbEXXRcvJ2ntso9WltP8FQdMj8mf02rb93HPPAcDvfvc7P4eAfx/T6XSjerr4kwYqSlRD2/j5LPwvdRxny5Ytxx13HAB06tSpX79+NIPZtu0zzzxTluWysrKdzG2BbW1mPeayR9My3ZLvv//+3HPP3WOPPfxALVVVe/fuPXbs2Hnz5vk3g7a3bZsKU+bfP8/z6sXJkHvI0fHQeuHFvwPEAHo+98Js00LXxYyG8ZSBiJxjJpEzegqazrZ5tROJxKRJk+gOPvvss7SS9JOf/HdHtYa2Jb/sdv7ttizrwQcfLC4uJvuWb4B9++23u3XrFggEgsHgsGHDdj6TQJsToV+Gju4E6TCVSum6vmnTpqlTp55zzjn5yVTC4fCRRx45bty4RYsWbbfinF+GkjFmGi66aOlomvrz459UQxCIBh9/ekI8hWk9W27BQddxLEp+wWwhwl2HtJFfwmXLli1777033bhhw4bNnz/fT+Dvz/xARM/zMpmMn/hju9DGtm37PSZKh/Xxxx9TqZlAIDB8+HBKsbN+/foLLriAOlN9+/adMWPGTibAJ9qcCBFx48aNtFBVVUV5uHxHk67rpml6nrdmzZpx48YNHjw435rfu3fvyy+//M0331y1apV/R13Xre94cEQPLQ0ffvhhSQZQ4MHH7nbQdpFptp6x0h5aHC3T1GlLWxci3HWytbIbUlNTc/fdd/fq1Ytu2YgRIxYtWuT/Nb8NpEkhP7H/mpoa2p4yZa1Zs4ZCcAHg8MMP//LLL6nTe9ddd1FOusrKyhtuuMG2bXqo0un0T+vcp82JkIxd+Wv8hH/51NXV0foff/zx7bffHjlyZO/evf3OaklJSb9+/W677baVK1fS9jTWdx3MpLzHHnmeLCsvTniSo8bRMLwkRyNj1GjWVkoo7Lktm9X3V09+y+av8Xsl1dXVt956K7WKkUhk9OjRVVVV9K50HMfXxk/0S/3S2fTrE088QeF+7dq1u+eeewzDqK6uXrVqFeW8AoCTTz6Zkkr5VW53/lzanAjpJpEO/Y5+/oA7fzydv6zr+pIlSx577LEjjzySosBIk+Xl5Wecccbrr79ORfDuvusBgIAkKa+/PgnRcbluO2mOBkedo5Erjs0YQ0f0RZsDKvqZv8YfAS5btoyKeJKl5O6776bscr5CfkIqfufos88+O+ywwwCgoqLixBNPXLJkCSLW1NTccMMNFLDauXNnyjTn5/mmlpAilnbmFNqcCH8mPMf06dNHjRpFqeMb2bXLy8tffPHviOi6zLZd5DTAYNnExPU0veyTYOfwPM/Ptjpr1qxLL70UACRJ6tat2/3330/tG+UFxm1SA5NBxfO8mpqaP/zhD+TV2GeffSZOnEgbPP/883Tfo9Ho9ddfT2Unfs7RChE2DV+Evu1rzZo1zz///Kmnntq+fXsA6Nip4h9vvIKYzW/r2WhkPOZsk0kaEdFCFG6KZsbXXr4V1PO8+fPnH3zwwaScffbZZ/LkyYiYSCSozIZt2+R59/czadKk9u3bU5j7n/70J2pCZ8+effTRR9Mc6CFDhixfvhzzTAy7jBBhk8n3FpIhh5aXLVs2/u/PzZn7EUcDETesq6UM3EaSZ1Nx+/9yRGQcM7zJGb4FOwtVidA0Lb/de+utt3r06EHdlpNPPnnOnDnbugq/+uqrww47LBQKybJ89NFHr1q1KpFIaJr20EMPkdm8srJy0qRJpmn6/d5GhbibihDhLuLfAM/z/DvN0SFLjGm4yLLVoDwtr5KwW5+Tm2OKY6KJGb4F/xvLsvIH85Zl5XsLOefPP/+8L8WBAwcuX768trYWcyYAy7JKS0vLysomTpzouyW6d+9O0TCXXnrpli1bSOH0kZ+pQBQi3GVs2962gDtHR7fqkpnarBtQR24iMmR6GpmDjOUnxs+1hEKEzUmjWsL566mDSrcsnU4/+uij5eXlxcXF0Wh05MiR69atQ0TGWDweX7BgAXUyly5dOnjwYIpcGzBgwLx580jPfvtJe2uSLXRbhAj/B9uGqm0LeY3J+sLR4chMHbVEtuogcgt5HDGBXMuKkIoKocExI7qjLQQl5KeQ63xnhh+kQfWGr776agoiraiouO666/L9VXfeeWdFRUU0GlUUZcKECX6L50uORpLkLfw57GyS4DYL5iX2a/QnMkD7U9QpPyfIGAyEJZadiOhYBkJNKEapJUKA5YAqFfhGyQXwpJ9VCViwHUhp+TlOSXJkUPHrYVDbGIlEVq1adeWVVy5YsCCdTldWVo4dO1bX9Zdeesl13aqqqlNOOWXatGmappGfkKbtB4PBdDpNmVQpkfnPOWAhwv/BjkSIiNvKEhFBklwXg4oECJbOwzEAOQlMA0UBCAOWAAYAALKZfJkEipgY0bzQbCNy5OYnAvZzEFLvhpb9le+9994jjzzyySefAEB5eblpmp06dXr66adPPfVUPw05LSCi67qUSdGyrFgs5hfV2TWECFuG/Isq1devzVbtrRdvs9WgF+wa+Xn+Hcd57LHHHnrooXg8ft555z322GOdOnXadrNmR4hQ0KYhdRmGkT/bMBQKxePxiooKCo6jzP9UvaNFCksJEQraMpxzMsz403ypXBwN9TOZTFFREZWIa7mUbUKEgjaNnxO5EZlMJhaLkfDIt0FJeloiR5YYkAjaNNFo1M8EQ3OjAMBxnOLiYlKg4ziWZVFP1U8807yIllDQ1vELetOv5EVUVZXqh1NHtEVLdwgRCgTZgr5Ujdh3+vkWUZKlpmmUSLLZESIUtGm2HeYxxqjSNWMsGAz6g8af75TfEUKEAkGBEYYZgaDACBEKBAVGiFAgKDBChAJBgREiFAgKjBChQFBghAgFggIjRCgQFBghQoGgwAgRCgQFRohQICgwQoQCQYERIhQICowQoUBQYIQIBYICI0QoEBQYIUKBoMAIEQoEBUaIUCAoMEKEAkGBESIUCAqMEKFAUGCECAWCAiNEKBAUGCFCgaDACBEKBAVGiFAgKDBChAJBgREiFAgKjBChQFBghAgFggIjRCgQFBghQoGgwAgRCgQFRohQICgwQoQCQYERIhQICowQoUBQYIQIBYICI0QoEBQYIUKBoMAIEQoEBUaIUCAoMEKEAkGBESIUCAqMEKFAUGCECAWCAiNEKBAUGCFCgaDACBEKBAVGiFAgKDBChAJBgREiFAgKjBChQFBghAgFggIjRCgQFBghQoGgwAgRCgQFRohQICgwQoQCQYERIhQICowQoUBQYIQIBYICI0QoEBQYIUKBoMAIEQoEBUaIUCAoMEKEAkGBESIUCAqMEKFAUGCECAWCAiNEKBAUGCFCgaDACBEKBAVGiFAgKDBChAJBgREiFAgKjBChQFBghAgFggIjRCgQFBghQoGgwAgRCgQFRohQICgw/w9jU8yCGZIdmwAAAABJRU5ErkJggg==
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: OCC(CO)(CO)CO Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCC(=O)c1ccc2c(c1)N(CCCN1CCN(CCO)CC1)c1ccccc1S2 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NC[C@H]1O[C@H](O[C@@H]2[C@@H](N)C[C@@H](N)[C@H](O[C@H]3O[C@H](CO)[C@@H](O)[C@H](N)[C@H]3O)[C@H]2O)[C@H](O)[C@@H](O)[C@@H]1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Clc1ccnc(Cl)n1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1CC(C)C(=O)C1=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: [As]#[In] Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COC(=O)C(C)N(C(=O)c1ccco1)c1c(C)cccc1C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC[n+]1c(-c2ccccc2)c2cc(N)ccc2c2ccc(N)cc21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COC(C)OC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(=O)Nc1ccc(S(=O)(=O)Nc2ccc([N+](=O)[O-])cc2)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: N#C[C@@H]1CC(F)(F)CN1C(=O)CNC1CC2CCC(C1)N2c1ncccn1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: OC(O)C(Cl)(Cl)Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CO[C@@]1(NC(=O)CSCC#N)C(=O)N2C(C(=O)[O-])=C(CSc3nnnn3C)CS[C@@H]21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAACfqUlEQVR4nOy9d7zU1Z3//zrn06bdfuFSRWyACiqiKIq9ELtGo0lMc2M2v9RNjNlsvum7ye4muykmMX0TNdZYoyAoolI0CBZEQXpvt0/7tFPevz/OzNwBG5dwAcM8H+M4zJ35zPnMnPfnfc67MiJCjRo19h98fw+gRo2DnZoQ1qixn6kJYY0a+5maENaosZ+pCWGNGvuZmhDWqLGfqQlhjRr7mZoQ1qixn6kJYY0a+5maENaosZ+pCWGNGvuZmhDWqLGfqQlhjRr7mZoQ1qixn7H7/Q6T+cQ0oAANWIANAhgACSgAgNMn3qXXv/kI5h+6/Cx/i1fWqHEQ0E9NSCAywqKBACgAIQilGwTQC+QAXXlSKygJEIrFgEgByOcIuiyKUIAovV6j6vkaNQ4W9mg5SuY/CcSArBJCABKQpdcQQCAFzqE0UukkmLVixYa6NCsWzIsFEADRXjmTGjXeo+yREDKUl5H2zgvaJJAGkqXDEqDBGXI5gEED+aI84shRpGHbIAZCEegF8iUJtiQsCaZ3/bgaNf6h6acQsvINGuCAAzilXVxJGaYBr/JyIsx52r/8su/NmZ3fvg2ppE2En/3sxZ/++GlNAOyy0JpNJtUWozUOQvqtCRkzWg2ADXiABaBKDh0gCWhzYE3w/dSz8zu//81nm1JQCkUf7Vtali1RUNDIkG4hagY0EEE7UA6oZrCtcXCxZzO+Sg1WL0f7NoeKIMFAQDHA8cdeGMVNP/h+oTcLmyOOvcamEWTMNsYYA1naGdYUYY2Djz0QQl1+Y8k5QQzEQazqBqkREYdm6OrSDU2Nv/zdaX+885dbt4BxMDsIRLtmIAZwM4QIEDD/rLkoahxk7Jkm7JPAPkp7ReNoIEBpSOKob+SRCEcegfMvmfCvX7uLFIRWsELi0AAYNAPBAxywCLxmlalx0NF/ISRevlU/q2OKNUOsZawDCRB4Me4hBs7Rnet0G/Ct779v6dLljz4EmzcAvKQAGUgDlCY0ln2Pci+dWo0a7w3+bitIOfDF5kQILEs53GGU0cgokCbIGE319WBobMHPf/7vX735/2TscOYSgaA0lU2tGoBXWZ7WqHHwsKfOenOrchj25Ns1ioCICYEPIqTcVsbh2IjCgpKwGc4+B6MOHXbffQ/kc0JJEBKl6Dfj1idOFR9jjRoHDX/njBeAAkEDjXV1HJQX2TDkCRthDgCPIhT9eFAr9xgsDRnh//40TaptTU2uzcDBwUAWtFUeSM1TWOPgo/8B3ABYRQ0GgAVyAPjSZ1bsOnW2zZ96GN/69m8v/1DrzV+76tjjXDd1to7gOGhoREMdfvjTj6bTFgO48XQg0BAaFke6pgRrHIT0f9rvFFYmCMqor5ST8XiSwKHxymKsXqYtGgqNiSci4cif/vDltSvBGbqz+NCHRl1++QheitWWJnyUEAOyFr9d4yCkv0KoSzcGMAmElXDt7lwW4A5SPZ146N5XbX3Y2WedCg2m8ftf3/XjHzzQvgmFPAYPwt+exeZVCHxIBcAG6hgyQELvmVquUeM9zh7MewVGIGPGrGNwCABDc32zQGzB0xIb1rbX17UcMxZCIMhh1Uo/kRxy5JFINUAB133g3xNuw4JXvpB2YLsAHAaLg4gAVvPV1zjo6K8QakAAAGPQNqgeMNGjkgEOGlSMp2YWHVudfMphThLk4qk5COIjj5nU5g2CsLBkEQk5ZOTwQ5tbwVwAYNDGaciYLgfE1faGNQ4i9mC6s7JlptqYGQEEcIswe9ZLWbHjfZc0cRtK429/Q7aYmHLWiVYSmvDs3BVxbJ92xplUUnkSACMwAqDKifk1ahxE9FcT2iAbzITE6CoZtgkiErAjzH16pcvVeReBgDjAgvkvKhGcf2EaHBRjzqwVmuILL3LBUU6kry5sUVGGNWocLOxB2Bqg7VLyEdcmBJTgRJAgvP4qejqdCSeOahiEMMKOHdi8fvug1rrDx4AzdG/DuuVxfV1iwgQwhnKVmmqTaC12tMZBR79rzJRDzABEgF8uTsE5XJtj+iMAWk87d3zIYLlYMA9BEJ1yyjF19WDAywvhZ5uOHDOiabD5ZLnTkUtpFDVqHFzsUbU1hrK0RBoM8DTAkSBg1qwVlu1OmjKMeyCN6Y/OY4jf975DGMA0Zj8OitNnTB3LuBE41Sd2pWPWrDI1Djr2eMZXJf+VFpN84wasWbtyyLC6Y4+H7SIo4sVFy5IZcdY5gEZYwPNzl7u2c8G0JpOO37f9KyXmc5T/UKPGwUP/hdCIHpnaFuVCTwSlsOz1DkE7Dj0yOWQYlMaG9ejpzmbq/WHDERWR68bmzWvTaXHiSVAaHJqBG+dEn/4ju6YJaxxs9L/QE0foB1TKPEopbUcRtEYc4dm5c6zElnOmHaYAm2PW4+1KFd//gVPA4XHMmSkdJ3vaGaN4yUdvCgdbDChl1teit2sclPTfWc9EImNDQwnAsh0O7gJAKoGnZj9OnE0+LeNYAOGZOU8OHuydfOoIywIEZs14KlYbz502LIyRThhxthlxMAACYIBTlSFVo8bBwh7EjgowDQYpqrIKOV57dcfSJc+6ie0TjoMFFLNYv/blI49oOOPMFsYhIryxfGl9c/b8aeBG7lC9A4xLmrBGjYOPfm/AYlEqmO044BxSAZoY8NTs6a6rzzjz6FQCWmLGY8/u2PG643bW16M3i2XLQDw79uh0UxtSafPBuuSmL9XzLsfK1ESxxkFGf4WQAy5gxTG4BQZIEdhWzCEeffQOyypedvF5FpC08NcH/lQMlp1yyiEgpFN44ME7t+146dTTR0sNzqB1YIqt7bQPZFX3NWocNPRbCF2nDrCF0ChFiyogyhe3LVr8TBh0TZ50EiNA45WXn2Ho+OhHL5SymEjgrzP+0JN/9fSzjnZcAIHFd4kRtWrCV+Ogpd/OeiIA4DYjDil9z9WAmDfvSW5hyqnjRx/aCoWFLyzYtGn9yGENh4xIc8ddt3HDhk2L0/XuhPGHckhCzECAs/MwNFCTxBoHI/3eE0oJAF6CAWCMAF4Mis88PTcIcMEFFwAAYd68ZwFccumFlmsxsEf++hDpwplnTGpoTBv1KWmXGNGqnhY1OaxxkNFvIXRsBH7MGRhgW0kgkU4OfejBOaRw4bQrYAEOpj8+S2lcdsX1UlgAf+apZ2RMl11yOSPOYJF2HVZX0oQlN31ZCGuO+hoHH3tQYwaptGse5vNFIWjTpu0bN+xoqG84aswx4Ni4eePqtWsSyeS4o4+znWQYxq+9uhTAWWedwxgTQlncU4rvFLAGvoclp2rUeO/TbyEsFotCiCAIAKTTacdx5s+fL4Q49dRTm5qaACxatGjLli3HHXfcIYccAmDJkiXbt28fMmTImDFjLMvSupasVKPGTvRbCI3gEREAIQQR3XvvvQCuvfZaI2DPPPMMgHPPPRcAEU2fPt113WnTppm/ep4nhLCsWqB2jRol+u+sj2Otted5AMz93Llz6+rqLrjggkKhAODpp59OJBLTpk0DIKWcPXt2oVC46qqrKjrQCHCNGjUMe2IJUUpZlhWGYRRFK1eu9H2/paVl2LBhiURi3bp1r7/+emNj48SJEwF0dHSsXLlSSjl58mTbtuM4BuC6rpS1ri81apTotznEdUtWGcdxLMsaM2bMkiVLBg8ebP70f//3fwDGjh2bSqUALFiwIJ/PT5w40bwAZQHea8OvUeO9z54sR40esywrn89LKceMGeN5nlIKwB/+8IdEIjFu3DgAURTNnTtXSnnllVeaf1qWZSTQtmu20Bo1Suy5JgRQV1dnHqRSKSOZ27ZtA3DzzTf7vg/glFNOWbFixUknnQTA87wgCJLJJAAiYqzmla9RAwDY3jKTaK1feOGFqVOnHn744QsXLmxoaACwY8eO+vp6I3gVhBCMsZoyrFHDsNckgXN+//33M8YuuuiiTCZjnmxrawOgtc7n84lEwvM8KSUROY7zjgerUeMgYm/Gic2ZM0cIcfnll1uWFUWRWZHmcjnOeUNDg/FnVLaFNWrUMOy15ejGjRsnTJjg+342mzXrTyklY6wicnEcV/aTURQZmaxRo8Ze04TPP/98EASTJk1KJpPGUmrbtrG+SCkLhYJ5EoAQoiaBNWpU2GtC+Oijj8Zx/JGPfASAccqjHBxj23YmkzHqMYqiyl9r1KiBvbgcHTFixJYtWzZs2DBixAgiqqxCtdaccxPslkgkUPNP1KixM/3WhEQkhAAQRREAs8h8/vnnt2zZMm7cuBEjRnDOOecAjOfQPHZd10gggJoE1qhRTb+FsOLiM24GI2nPPfccgJNOOsmIXOWVe22YNWr847Ine0IjXZxzs5Qloscee4wxdvHFFwPQWpsX1FwRNWrsDv3eE5qMJKPxiIiIcrnc8OHDLctavXr14MGDjSvCbPxq278aNd6VPVmOomz2ZIxxzpcuXer7/hFHHDF48GCtdUU9opY6WKPGbtDvsDXGWLVyk1I++uijAM477zxUZSrVxK9Gjd1kz/2Exi4aRdGDDz7oOM4VV1wBgHNuzDZm1Vpbi9ao8a7siZ/QqDuz9+vt7W1qamppaWlvb6+YRrXWUsrqpKcaNWq8HXuiCTnnQgjjorjnnnsYYxdccEG1c4JzXpPAGjV2kz2vMWOWmrNmzSKiUu3tGjVq9J89WY6aSDQAvu+3tbVFUbRmzZqRI0cOwPBq1PjHZw+XowCIaNGiRYVC4cQTTzTJuzVq1NgD9tw6yhibPn06gDPOOKNWq6JGjT1mT4TQhG4DmDNnjuM4kydPrrbK1KhRo1/sifAYd/zatWtff/31kSNHnnDCCXt7VDVqHETsiRCaxeeSJUvCMDz88MNHjx5da/NSo8Ye028hDMMQQBAE06dPdxzn0ksvjaKothytUWOP6bfwmNxcx3FmzZolhJgyZYrneZVdYo0aNfrLnvgJfd9/7bXXzjzzzLq6uvb29oEYVo0aBw97sowUQixcuDAMww9/+MNSSlNftEaNGnvGnghhQ0PDfffdh7KHsGaVqVHj76Hfy9EwDHt6eoYNG5bJZLZs2VJfX1+JYqtRo8YesCeGmfnz56dSqUKhwDnv7u6uSWCNGn8PeyI/48aNE0KkUqlPfepTzc3NxWJxrw+rRo2Dhz3xEx577LFLly5taGi4++67r7rqKpM6WFnWRlGktTYbxVqRixo13pU9WY7GcTxo0KB77723rq5u1qxZN954YxRFprZaHMemGWgl02IAxlyjxj8Uf1cZ/AULFpx++ume5/3TP/3Tj370IwCpVMq04zWp91LKWoJFjRrvTL81YTabrdwfd9xxr7/+utb61ltv/cY3vmFKPyWTyZ6eHsdxstlsTQJr1HhX+i2EZgdYV1dXLBYzmcxRRx01Z86cQYMG/eQnP/nP//xPAHEcNzU1FQqFhoaGmguxRo13ZU+Wo9lstqGhIZ/P27adTCZzudzChQs/9KEPdXZ2Xn/99XfccYd5Wc1/WKPG7tBvIRFCNDQ0FIvFurq6ZDIZRVEqlTr//PN//etfNzU13X333d/5znfy+bxJrahpwho13pU90ITa9/1UKqU1tNa2bYNAGozj/vvv/eQnP5ErBD/4z6987as3AQpwgGaQDaYBDgIBKBUEFoA0JcAZrL3YrrTGPxaV6ziHmapMAwBxAGTmEkEzgMArk6v0yqrDVN7FNKDKhzXvsEtvYeU39r3FzFJOsAGHVQZAO09XBkACBJgmSOb4Zla/+8Tu79TXBJVMOQTFOIwEgkpjuPqqK+6981djj8TIEcUVq+8EFgKv6jgPDUArJaIIWkMRJKCQV+jVyGsEBEHQ5lA1alShCZqgAIG+GaIATYQ4gtJQQEzo7oVUiGOIGCAUugEFEIK8DwUKARFDx9CA1tBFUA4oAEUgJlLQAKF0X56HYZgDeoGuCNs0gp5eIiO5UsgA0CChQYAAFIAICAANaEKeUCCE1Cft78Qe6B+tdzkulY/EceEl0+6777Zx44Zu2fZqPnwV2MFdn2SkRWhZzPUgNYQ05+tpeFQ69dqqtcZb8paaRAIiimC5YEB7B4GwaQOWLQcYbAcgZNKY/vA6JZDMeEoS8wDHArMAgGwgDaqDSkDZgMOYZXQmkdYyknEgopAEEolMpBQBNtyIZH090wQQSMFOAIBUIQhQ0LIyMKrSwg52b4m3B0LI+Vu9K/ZjEAfsYyecevjoY6GT8+a/smXHJmAbc7ZzrgHFWK/t9Fi24ACnNEczQwZwAAfgYDuvH2rUAABens0AzAyJgAhcmwnT0syg8dEPf+WKS27etAmKYfM2dO7AV7/y55eXbiUeUqKXeJHAlHLiGDIGpAOZgE4DmSCww0jFkjQks3zuBnZCO0mXWYC2c72uRAuhibNGTZAShRyY44H3BnKTk2RKARycA/AAG9AAY6hjaGbaY5rvzuJuD4SQoWrtXXqCwU25YMzvzUOgoXHkCROmZpLD1q5dv71jPvhaWHnIQArfArkMUoCRWaWboXMAteVojV3pWxzagJlpZp8mPA9g0BpSAhpMN9SnD/n61++ThKbBYA46uplimRhJhVRnsShgKxtIAC4kg+Slm5NktmdZDiNOBElQhJgghUa+gOaWVoa0Rjoo8LlPI5dFMgWpEMRs46buxYvXcAtkbuCAV57PTr9WeP0VQg7YOynZivpiCPN+qmEQnHroZFPTEZMmvq9QKK5YM2NH9+PAZtjKZm3QzSDHgrBYSaVyWKXBVhblNWpU6Ls0azCULSUSEL3ZAhgcG/leHH7oCTd96fML5i274651mqGgIO2iYnUSXMJLpwfH5m0M0oJ0ENnwmS5SEKIQUSFWQmgSsCUsCVKIuCN5MlKAL5DLYfHf8KmP3Xn9tfMlYWsHWVbDKy+z//e1OxVBWlrynIYieKRR2jf2Z023ZzbJykq9LOwMKJVCtCFs8GbIulRy5IRjTouCcN36V7dteR7YDh5Dg0TgOBosYpCsdJErB9bUlqM13olq5aJTKZdxgMF18fJLr3GOf/3qt37xswe7u+AlwOw0iD2/AE9MxyuLsXkD2nfAzyLyIQWgYBF3KGmrjKUzXDlMuhAZko2kmrWqCwPbYV4uC5cjlUBzI7ZulR0d/Le/2zZ4ENMKWzdbO7YnAh/EQAhKC7sSAoh2f3u1h2Fl5YMbCdRGLJ1UmuIol48aWjOwbVAwfNgpWnbvaH9jw5YXmcWHDFaw2hhjgAtwIAUNRiWhJg5As5qvosZbQ2UJdAGEcey6dYqiou+lPIw+7BAviU9czR/667hbf1a48YaMigf5PfjVraufmvmKVkypnGW5Nga7TjKZoFTaTSbqXdcZNWpQImk3pNMtrWhtRXML6uuRSCCZxLjxiCN0FxEJxBpuOnfTv075rx/ecd21H+EOnETToaNPlBIuOEN9SZQ4gAgoAhy8bOl4N/7+2E7jXoEWgnOHOV5D8zAd+dy1wTxoGnnIRZbOvL7mmZWrn+fMG9w2CVZL+askoOycITAWETTg7I1R1fhHoTSJK2rGbOyQcL2Onq6Wpvp0Bn4XpAoiGWvmfuubF33g6l9PO/vTXDWNHI4Rw4ecesoJxUKcy3b4RVHodaNQyVAWc4KxCNArV64CiJEDaIvHgOawAE6wYtnLktu9TPGSy8+44VOnS529+DL89nejv/2tDf/9v6PS6aEbNnR5CcQCtmOhtDg0jgoBcLAI8EDvLof9b5e9kxvUXJw4oLnjlJ4AuJMCAJJgDnTTsEPrYhVv2Lr4jbVPxKpzxLBLgTQUgxXDCgALlI4ipREkE15/x1PjH5m+6VtxfxtbOgDUZRqAWEjPdsHtYrKuwJzmyafi2mvO/sWPCqKIYhH/8cOMY2UAAONAIIHAR7GAfAF+EWGMjh4Eocr3Rt1due7O9q7ObL43jgI726s3bfbJEZpHW7et97zTObdFjO/9x+kf+chvP3j9p7o7RX1dSy6HxiFgfQPlZbuJecbsY99lcbdXdQ7t8tgGbCqCpVsOPfw8x3PXb1nYW+gYgQ5oW8VeZ3dPFOfahh7iJUZ5ngOWLp9GjRrVaMB44qxqP5xlWb7IuU4GDoTyi8F222tmAl/+8phppz/e2sQKRbhJMKC9q7O5qZUBtoO6JDJNGKRLcSPcA8GyKMWQYhhSOr4GFIihGCLvo7EJy5fBc1Oui/HHY9olp33pi/d/5tNXx3FU3wAACgUbTQAAB2BABADk9Bl135G9N+N32Yay0o25EnBAhw0ddOGo4e87dPhJQLRp69y/vXRfzl+TzW9ftPi5jRteBYsAa/vWzpoQ1tiZSpRZeUVKgIaIYXEr5SQYUCxCCg0mOIfl4JBR+MKXztHstdGjwYB8rnNoS53NfZvHNofN4djwXKQSyKRgW7CskklCM2gLyoZywdLgKWSaMWQE3BR6ekCKixh2Et/83jFBUf71oRXckhIIdIeFfGlgCtA2KA1KQ9u7aervf+xo33K08u1wwCpF01UOVvJbaEBQrKBTzNWk1jOnC9j01NwHT5k8LeUOZ3oIkIaVBBwgDXJqBtIa1RA0oBhiAIAN8owfKxRwkgjV1lwu0+zVb9qIYUcgmwdXqrXRQgwwxByuJzlsQAIRwBmSpM0xS9GmmnNdvvAzaCAgxAAUcWJQiDkympLrV2PKxP+3dev3OyM0N+GPP8PXv/Y/J0xOP/nM/8esQoSOFEYzDU5gVJ789BY+9bfk71E71SGwpeMQq75pgtawJfOYAxAXcROQUchHqlupLBjBagUfBPAo6ikWtoEF5YVHjRoGXvZLEyArjgAvAT8sWJbT0lSf78H/d+OM88/5fiGHlhYLFnxtJBCA7RcgYxvwCJZWIA0wybhkzOaMkwIUoMwkVhywkbDRgLjB0w0uDYp85TBo6mpp2xgptDSBM3z8BlzzgckKa7I5AJkERgNlOeBl3+Zuuyj2WBPqKs+6VYpwp3JUezlPQgMajLTtMDBAx4rZO5i18vWVs7M9uVEjj61PHWPzxmR9A+ABGRGQk0jVlGGNCkQAA0NUiuFGEtoBIYjJTSrAF6r+ucdxw8fvCvmS5av+20ugWMDqlR0nnTxoR3t+yNA6aICBMUWkoF3GwJhiTJu4FkLZSM+gEWsVk7ZJJTjAOLgLPw49z9awN67FyENANkQIR2DHNjSPgJeCJlgAZ2WdV/GksN2Vw722AaNKXkkJqSEBSSDNY18ViUnuMcYHgyYfMexDrY1Hb92+4tXVf9yem060A9pWhaRjp2oRMzX66AtbM7GjfU7wRJIRtB+HHJjzpBBB44ev/XLShgXMmZm7+KxbP/GB+W0tdR0dMXFs3r6NQGAcFjQDwVJkSS0kQrAQXLBSJpRr84xjJ1wXtg2lwBhSHpNKMI1Dh4NpMGDDhuiic+dcd8UszzKCpxhTfQNGRSUWwHKAeNez/DuFsErSGXZ5UAls4+C2zTQEoCM/hk56mUOOGnPySROnHnHU0M7u9Rs2rAG3LA8y/PuGU+MfDlbyiplgSQvlLY8Ggkgl3cGk8Mtf3uaH4ee/2FaIEPr46wNrEvaRU08/vRigdZCbyxVHDG0z6pBDW0wTAxhn3LGYqxETQqrKYKpIvutBSB/Qmpzbb593+qm3blwDoXHEUZ6f568vb1/4HECwmKV0XNpGGYHgGiza/dyg/gthSe74zjcwgDEwVlHCnMHh8JSABVtEyiyWvSTB6gU6AQXUtdWfRtFwRhlQDFva6VrkWo0qKpOBAHhAkuCVDTXK9ZJK4ic/3tg8eOjJZx7WMhrKw+ZNmD17u/K63n89knXQJFIJ2wJ3tM3JYogYfI6iyU7UxIEUIdG3dOQCXJrHWiMSsYIdCfuJJ1ZvWn/4s8+AcfTmceJJk1qbhi15uVuVUhEtlDILZdkIBFA9qL7i1XwH/h5N2CeBb/NXG+A2swF4tmfBAhAEWb+wduvWVwAdRnE+TxYfnEo2QAsgBBc7heDVqNF3UeYVZQjAghVGIIFnZ7/R0bn5nz97fBAjmcTdd6I7L6/8wPlOHRRgMZlwnZKDQwPQQMzKKcJEINhk3I8AmARiMGGiuDiH7boacJM47oQzCvm6eXOhCXX1OHVqpjvbPffZJVqZV7omz5b6/IzlTxyYVKb+olFucw9YyXQymVah6Jw9+9Fnnl6wcuX6hvrWQUNGwnJBDJrvWjigxkGNMe3pnZ8pYTMsWYzFC1cPGmKdPw0ygArx8CPPu1Zw3YfG2g6kKr24yvi4s+Z4u2UXAykAsCxmnBnnnHs4t4IF8xdFPqBx0imw3fDFRW/4eSNmunzYnVP8do+BjdJkgG1Dk+Qm3F1xWMRY4KWi8867CMgAXiUxSsWwXOtdj1njIKPsCaOdpnXgI2Hhrts7g6J1wz+fzS00JDFrJrZuWXvylLHHHAPOYDtcQzLtcFa5slckkN5RSDQsDgalFXGllDf+WLQNTW3durl9+0mjRqGpFUePH7bqjdVrVmDCKTARpwwa4FRKQuDA7srhQKsdDWgiBUApkrEGVKDXbe9Ytn3HOihAu1CukrGKY8tO10yjNd4aZvRheX4QLI44wIxHFtWlB3/oo4fnioDEXbe9Ece911x7YroOjIFDgpTSwrwFAKhSfElXWRXfIsbaiC0nbYFpRYzhmGOHcR4uWkAyhp3ElDOOIpmZNweMwEuJ6RWVxlGJJ92XLoq3hzQpQFvcsh0OKm7eumxH56qurg5YGfB6WPWWnbbcJGlENetojZ3gYGWZKRdN4gAjJGzMnC66OnLHjDtizFg0NGLDWix4dnFTEzv/QnBuLKgRY+TYVaYRZjaWO837UnzLTtKiNQEMjuVwwHUZZzjt9FGOHT/+6PM2g5fGiaeMjGL36SdXmAJUKO0Fd2+5u+tJDjBEklE57dACWJT3t9hu1DZ0GJCURQ14IhIgMAteLYmixi5oM6cVSpFrpaotcYTbbrsjXac/9JHxsMAZHvhLb7HQfdElJ40cCcaNMtJGDapKFBZVdm4ab+FLN9Kky7lCJcwe6fzz4Djhiy+sKRQAjgknoC496PVXt3V3vnnQVr9qJg24EHLGbZsDkGEAFgjdG4mc5zlNja2AJ5QNchwvA+YoiTga6OHUeE/R576TJmKmkkLX3Ym5z85K1+c//FFIhUIRM2b+JVMXffCDJzELYQQOyUFCCABCVMdCcuqrC1HFzgJjascrUrEUHFASR41FMil6umTnDkiNEaMwbNiw7my4dQsCvyrhv3T8fkjWvjBFSqEAshMcKOzoWFssFge1jrBYA+AmM00gs57mlg03sQ+GU+M9BQEEqYVGBOh8Pg8gjvHrX//5pMljrvrAeObCdfDSi8sSqdyJkwdNmQqLI52E8UOkvTqAEim7SsZK20IOzct6dufU4bJNhUEp8uxkHEeeC6VwyaWnO3bmyVlgNsBw8ilHDWoZ9OBfVibLCeoExCKWShpNGse7FQi9D4SQlztSRECHH7aTcuvTwwHPFKkC0Ke+a9SohgANGcPmnEN39XRmMhkAnoOf/uxHLyyeNe2ysdwBB376k/95Zt6fTzvjUG6VIkY4wKutlNVmmIqB9O2DWsplfonDcm2bMXhJTDrpyDCIFi3cLAU0w7kXoqt765KX15EqpXsAcB3XtkoWGsfZLe/DPhBCZlkuSAOBwpZ8fhNT9S31Y4BU1aeXvheqyWGNXWB9gpJKJxhjAO6+e2Yx2DbmmJbTzmySwNZt2efmPwN0XHPtFMZNLLVkAIPFKsK3U4QlY+CsSjZZ3+eUVSMjAIxsBtvmlpbgHKdNTXOLLXxhSeRDxDjjbNiev/SVDfkeaLWTaV+Trur48C4MsBASB/GybAWh3FAItjq8JWkfCSSrNq9lCawJYY1qWKmYWhBFAE+6ST8oAPjZLT9xk+rj/3QlmBbC/78//Cpf6L70yrMPHe3yPrGzqwr56Z2nVqX8REVwjPV1V1wnZdbDWmnGMPIQHDp62I7tXdu2QAq4KUw4cWRPDy19GWBQpJV+R/X6Ngy8JjRBMEwDfiFcK6mrMXMYMBxI7zwMtvOaoUYNAIhiI4depBSg4zhYv77jjRVLPTe85OKpHDqRSNx2+++1yH72s/9Ucs4RqmLcjGlT98lhSe74zrOtL7ANAMCEECDYNpQECJ7LwTVjOP30iXEsnptfTHoIFc4+/1hSmWdmawbYDOWgAE2M7X6O4MALIRkrMwC/O7eK2+GQQWOh20AeADAJJk2gvEatkVqNXfESZlnpeVZK6Kixof7WW2/N53svu/KcUSMHA/ZrS5avX7dm5GFDzz33zL5YzdISzN55+1etD3eZ+VT1PAdg2k6DypOSAYhI46yzGzjnM6c/RwRycPKUetdumDd3uXlt5aDmaiB3L0F94IXQuGRIS53v6l7rOKptyFEQHrRTXgNULwlkrTlMjT4YwBGLGOCA43C7GOTuvPNOQH7uC/8EiHxOf//ffwrgEx//ANNMiyqvRkUazf9RTldi1cqwev7rqrdyz0sqBRAcXonDVpaNEyaiddCgFxetLBbgpXDEGAxtO3TViu3btkKVi0IoUgAYA3ZPGe4TIeQCjIIQ2e60RSPAGqDLcUFVBqv++VZqHCCUwpcloEsXVVXVY6xvmWccfQJVWXtlKi+ovpkXSyEDy2KAJSQDnCefnLNt2+bjjj9+8gmnKXAQe/DBB8Hw2c98PpfLOW6l+lE1FR+E7luAlpasvPxZsuKEZLAYOGdlFz+rxH8TszBkKEaMyHS3B6uWgxMGtWHEqMG5fG7jBuRzJVsMSbIARnB2LxR6gKc9k+BF2D4Qr1nrQ5w3dNCHg1AhqcFFOYaoVByAwWaV5jA13hOU5EkDIUiV5nNcbtlnOjOQAgkgBPKmg5/Q0FSSU0VSqJggCIJMuyWEQAgEhKLWvmM7QWBqNLnFIvvT/90LyBs+/gmGJi3Sf/zjr4DCheedO7j5kGTCBQAmwARYXzUalM2UzFSpqTQ+KYmWAIpAZAwzzJQs0wDBNeFuDKyUYmAbzXzuWSM9nXn6Uck0pMKJkwfXN1h/fWRxYyoZ+OAEl7nQoKgXKOxOzaSBnvGkIQBZDItXXnH9tVd9OyoOSSYapC4CqKqMY147wGOpMRCQWfJZQFWeUMnGpkryAA5yANf0wOME349CPyYCZ9y2StEaiiiM40jEGgRYDA7nThBEmUympztvW3YY6OmPzWqor7/66veD7CikX/36F4T4y1/6KuA4jgO283aGysMjk5hvVN1OpRNLTZRKt111ALHy7hKawMHgeJhy6uGNicGLnlvNCbaNK6/F1uyi+c/N0oCXgDRL4hjM9bB7K9KBLjjPOGwNXSwG69fnkgkccfgYqd/UbbjGe5SSvZGDkmACdgeAcoaaWWH6gAMkUWqDBz9UqZSVSXkAiKAVl0rFcVxXl7aZZ7t9OooISiGZQE93vqmpDsB///d/a63POeecYcMHZ7P5LVu2rF+//pBDDjnjjDPC0OecW5ZdypOgqis7q1p8VtRjRTx0uaR3JemhqlALQ2V9q8ymEQwTJ8LmDQuff61QGMsSGHkEfvn7z0w40QmBJOBwkATjQOTAAtx3n+r7oOuDVSiEj894kgFXXnmlxZzu3t7mptZd1WCN9yZV3l1jgotKNdFgaskm+rzBBEZIJU27XMCE9HNYluO5ThTCtsEZtIYQYAyeC9tCFKGxsQ5AHOsHHnhAk/zyTf/S2dnd2tpsWSP+8IffeZ6TSLiA1qQ1aQ53101nRQ4Zdrr6s50ro1Xud0ojrkSZGh8EZIzWNnzys2cFsphMQ1n49r8uGHfsuOOPb5YaYFi+Anf+9rH//K9LYNtwdmt11/+Sh/1DEyQDXXTxRY8/Pue3v/3ljZ+8MRaxbZs8y5oQvrchSI0QYOXmmChvsQA09pUeM12KKMkJjGnIohDKSaTAOBSkVMQcx+HVxzV3SmPjxi3PPjvn8ccfnz17dn1DpqenZ9WqVYMHtxIRK+U66CiOPNcFEAvh2qnKEXZaCrKdHxgxI24SkUriyQBoBlW1kePlip7cHJAICvCL8DKIFCzgkPq7bDf1lyeuOHEySGLRXHzw8v/csunfKAE7UQAS76rqBlwTSkHcwqJFLzU11Z0x9WzAcp2k7/upVGqgP7rGwGNMHTZgl5aRph+YsTcyu0rPCLAkAyiImGM5XqK031LadksJbKShNYTEtm3tCxYseOiRhxcsmLdjx2aLc6VVU1PDhg0bAH3aaafeffedI0eObGsbVPSLyWRSSmGE0LarArUrmfj0pn/2aTxOHKBqfV7tta+saUtldUsqncOtLwIApYo5lnRGTpo09Y+/ev34448p+mgeDNvOKELeR2PCsXZDzQy0EHLH8ebNm9fZ0XvSSSe1tQ0NwziRSKRSmQH+3Br7AgbGYQOpUmFeY/tgGoiBLJAAN3FRydIWkXFmJ0GAAgUa4CxVMkVu377jxVdenDlz5jNzn169emUYxSbEc/DgISdOPOn6668/+pixRx111IUXnr969cqTTp786KMPXXDB+elUCkA6ZT6FccbMzo1VwiEra1GqFj+Uo7hEldcClaRhgDOgrAbtvrcDoYLjQujI5Z5rsY4iYtp0wz/hs1/c9OBdx1xzPdaFemt2oXY/n0mA4O1clOOtGXBNGIbxggXPA/bJJ5/S2NhonkkYa3KN9z4MAJSpqwsLYIVygz4AFhCBvHKKTA8QwFWmuRJTMZJ1shjcc89ffvW73y964Y1SdTKGlpbU+dPOvPTSS0855fSjDj/Wcx0w9PbmUqnEvHnPvv/qK2fMmHH55Vd+/vOf+eEPf+g6rlQKgG25cRw7rm0sPqWxMatvklfkkCoRyxEQETQr1TW1y7bdioNv51IxDK4rAso7nAPwY3/o0JSbLLS24d/+bdpPf/zg1HOu0pq3tDRpDhnD9WDtxn5rbwqhUkprbdu2CXUHoBQlPPehBx8B2OWXXWmuJQnv7SRw5zVAjfcAZjlalCrrB11Cd7e37+BIHXHYcZY7GORBe+WdYV6zdZy3A2tjbN+6rbu7q9jVFTc0DFPe5iUr3sg047jjhl847epzz7306HHHpZKNgC2ldsqzOJlMmge//vWvn356zg033PCzn926Y0f77373u0y6HuBEcN0ElUq/a4K0wAhME7NYgpmpXi2H4GDgiHRp4pnmh7xqFmpAB1EhCuPGhmYGHsm85B0u40A61LCtBgBBvI1ZeP91mP4Uu/UXL5x37sl13riggHQLYhV6/N1zZPemEFqWxRgjIiIycsg527hx6wuLFg0bOmzSpElhKBMJe8eOrrYhLXvxc2vsR4q9XelGFsZvvL5yUTpR19Q0kqLGbZu7RozIwJWweikuxnFOse5CsLor91q+uDKKc1o5jttIDNyOLr7s/DFHn3DC8Wc5vIWjEUgCCYINwLa4lGCcLIt5nqO15ByDWlsvuOCC22+//dvf/s49d9//ysuvPfbYjKFDhqdSbtEXiZSjoU1CQIzQhW0xO4hyKa8Z2Hl/SCgXsAGHq+FVamcA0ATOoSj2PMvzkoHMdbT3jBg2SMACMpu30fChjQT4WQRBT30z6hrxrW9feen7vjH+yJNzvZT24AfIpO1yNcR3Yi8vRznnWmutNcwuGVi1ahVAxx9/XCqV8jzLD8KaBP4jkW5sAW3ZtOnV+jrvmHGXgoaqHstKc7jbi4WXenNvdBfW9fauZ47i2u3sChvSox2naXDzsNGjjrJ4RkrX8wa3TkwAScAD3CCQcRQB0nYc17UcG7FQnNuMQQihSSYTicaGxquufP+QtuH/9E83rl+3+bQpZz326IyJE49JJZxIIIycTMYFQIgFpAM4Li8ZkNgudhqLIcXBGZK87K4wu0TNUPCzmZRDkF25rpb6tuHDhuSiKO2NyuXQlsb8mZg977FvfuOSpvqmOALnGHMkPv6hf/n2v93BEDKOdBJCM4fvD8MM55VUegD44Y/+a8iQwZNOmui4FhhSqQQArTXfjcHVONAhBsVgJ2Cxrq5NUmyyHddqagGLddz9yqsLs8WVDS1KQSSsxNBhR4w+ZPjQQacBQwACPCBhWQ7gFfKhxZOOnbBdJBNO0isd28AYKSVtm9sOF4IJKRhjlmVPmXL6888tuv76j02fMeuUyVP/9KfbL7nkkkwDUkkmJGw7aYEUfAWyGQcUWFXXzkqYAfMY2caHCQKZ0m4MANKplEAA8Kb6EQpeGFPKTVKE4g784If5W37/v6NG5y679JIg6jQ+fanw9a+3zngs7N26hllQCiALu2H92Jt+QrMQrUiXUkoIMWzYMK3166+/Xl9fX1dXp7WMY1llmKmJ4nsarYpFK13o7pm7auOTbqrHddL1iWNHDpkCcpa+utxy4lGjRnGkLctyEyZArAmoA2y/4NtWyk3UV23SgHKgjDbuO0aux4QQtm0zk+4GAhDFMWmWSKRA6O0R//mD//nh//4vg3XrLXdeesV5rYMAC705NLeAIYhVwbM8Do/BKSUbUXWcN69YPlGOPdAcGjEDCahYcs9OQEMJUIgZf8G3vvZ6b28+Udf96S8f86Wvjrr2Az//v//7fKoe3AJiPPN096wnH/7u925wXNgOLLy7eXQvC6FRcWZnGARBEAStra1gmPvsM1OnngbwYrGYTu+SzlvjPUvJ6FIgbCas6xYL3lj5ItNNE8adX2dPABqBFJAEZQCA5YrFHm6lGfcSbqbS1rJY0Ol0ORm2XMOT81KaTRRFrusaCQyjIOEZOwcD7EI+tK1EwoMU+PWv//KnP/5580b/0ku/+sV/Of/IcYANZoMzCJV1LYvDARxGvEoZSoBATp8QMoAZB77UiH0RJ5xGAqIQNsOrL+HXt6x74J6lGs77Lz39J7fWpZvBPTAg24OmZjBAEVQMZrKBNTxvt5LU974mZIwxxrTWQgghosMOP7Sjo6etreWVV162LHtQ6yAAYRQmPOOsrwnhexu/mE+l6kDQFAqsZ9a2LV0vvv766xef8UmG4aBhoW9zDjfBwbTSMeckKbaYR2AcDsB9P06lXCnBGCwOVuo/qwBNpE3gmxFCPyg6juPYrlJkWU53V765qa7UkoVhwfxNX/zcf27e1HbhtKs+8vHxk0+Hlwa3TPGYiIMDFqOyjZRpQIBpaLvSiAEMYJIQaSgJYkhL2FAIcvjlLdGvb5ne05M7dnzLTV+/9LyL4KWgJBxHeVwzOCRhMZCV52BQGRB684WGJnd3EoP2mgxIKc1atGwX5Z7nZTKZF1544eijj9qxo+vCC6dpraWSVRK4N6jE+0IqCAWpTKBtH+UYCDKdcwR0BBkhjuAL+AKxgJQgCUgJrdBXJ6SW11FGv80NqVRdHEVE4JbtWYMttCbclkxqEEMdkCa4iSR3E1wqHUWCc1sR5YsBAwOsWMQAHMcCYNuwLBhdUk5J1IxxxkgIIaUEkEqmHdtFOe29ubkOALcgFcBw6pSRDz1669HHHHn3X+7/3rcfe2E+Ih9KQ4HHmhQcDZtQCXwRYAJQYBpMgUlwARYQQo2IAIWMho0Yc5/AB6+c//3v/L6u3rvq6kl33HfpFdegri6AtSnlFTwe+vF2jogR/AAcAojjCH4RjY0Z9lZ1a97MQMeOAtCdnZ3XXXfdU089PWrUyBdeeGHw4MFal+yonPMoijzPA6CUKjdv2m0qAbiWVggklALn8DgcJqFikUhZIA1G0AzKBkmIbtgEybFyE4ocmXqMbIUO0JQRTAVWwgZ3e307nYHNY1IOtw7iqjf6TQ92gUNy2LnXlj/cPAj19fW92Y5Nm9c21o0ed8QHoBvBS7JKUKWuffAAi4ETwN5aB+idP7ESYFw9hrdKfyMojZ5O/PA/N/zolr8OTrd894fXfORGR9uwGKTWHueWBGOI4lwqKQGuJXE7A7LAdKGYTaadgsgmnAShXpO3djnu+z/c9rslG3Nrz5ty+Oe/NuGCi2AzE44jAcVLPn0qZSECYKbvRSUtQ+6O7XMfCCEArFq16oYbbnjjjTdGjBjxl7/85YgjjjDho/l8vq6uTinFORdCuG4/I2moXCPLgmJSlUIlOAMsmEZQJIXQQlnM5dpmXEFkc3Nn3/2X+2WumMzrXEdvuq3txj/9AU0JeFbEYDHX8iXzPMkI3LJ2a1X/j8ou8rBTvAkAgENz8G0btt2TD9blexmjzKhDjhg66CTQWGgblgYEYBGERsABhrrd6Zu5Z5BGLLF9Cx69Dz/+8SO9xeXXfvTM//rfU61Eqad81w4MboFtg6GQzbc31A2GzEiFUPam08mObLahYTAB2SzmPqVu/8Oix2asarUO//yXptz4WTSNQiR76536t7l2/D3j3lds2LBh7NixjLHjjz9+y5YtRFQsFqMoIiKlFBHFcdzvg2pFMiQhSBIJopgoJlKKKC+oM6LOQHdrEqRJEhWIKAho2eo5V1895+tfpHWLSW6lHasWf/Hf7jzrMlq9jvwC9eYpjgMSOVJdUTEi0nv5a3hvoXa+iar78i2SROuI/kT0W6LZRC8SvRxFS0mHpPq+Pk1CU15TnkgM3HC1JqEoFBQGdO+fKW39sDHx+2uvWLtkCW3uoYBUSNTRS1JRNhcoyhL5JCjIkyaSpCJNhSK99hJ95XPFJPtFxvn5lRcvnPs0BQGFirIqL6hLU/9n6buxL4RQa93b20tE27ZtO+ywwxzHOe+889atW2e2kblcTghBROa+nwgin3RZCCOiiEgQaZ90J1FWaz8IAr8Yd2ULeR2SX+j+6vdmn3o2rX+V1IYirSG5nVZu/PNx5/h3PULdBcr6FEW9JDuIuuNQ1oSw70ZvdS9Ih37+bwte/MisuRcXirOINhBtkvEmIp90+a2adEkO4/IbBwRNFMQUKIoUhREtfZEOab2nLTnjjJPmL19NAVG3T6Gmbe1KEkkd+UEUFknHtHWrzuVo+xa6/880dujsNO45fOgDP/lRnC1QoCgXU07mBXVKatcU7vVh7wvjJGPMRM8MGTJk3rx5Rx555OzZsz/2sY9ZltXT01NXV9fb2wuAc079XBsr2CGSPrNjC8qGdLVyTSZNErkWFOpZNpmwE8mU1VyHjMwh2x6tWXfaCRPRXKeiYgoeYo1U4rDDD9+y4BXkBdK82yUB7QH1lmft2p/nYKDa7sKrbnire4LOcqtoOXEymUynRoPaQIMspwUwG6eS5YwRyoUkBnDKMcBz4HAwwLJxxNF4aem1xx0/fP6iVy6a+vNZDyIuABpNg7gCwth1PJe58CO0NDDy8ckPrP/Mx5+Czpx99lGzF1x17SccKwnOhefEpISC4nD2/lp0H3gIjF0rnU4XCgUAw4YNe+ihhyZPnjx37twxY8Y0NTWFYdja2iqEiKKoEvm9+5QrTUpCUcMnBFTZxseAAnpl9OIr2+bOQzYHQm9nR2LwYACWm0AMZH0oOWrskcWeLISCBQluKqJYvGYefRO7fiEx0FUINufzWc+tB5IUeTp0oZMAB6ivWgSB7ZMrmoglB2yGnt7ATqCuBfc+OOH/+9g1vd3xqy8WvvWvzx064mPz520JI9geevN430VfvPPOVbf8ODtqxK/mL3j98MNHf/3bk//y1xNahqG5JXB4L6Fgwa1zm1zU5fL+QJgIBlwIbdvevHkzAKWUEcijjjrq1ltvnTBhwoYNG04++eREIqGU6urqSiaTvu/36+AWkCKkCS7IBpmCdzFALpACEOGVRfjZT+679hP3f+m72dU7kGzigwevfPUVhBLKQiSRyMCxX12zInnIUHgOBDWAJcEskAQEPzjbY+xsC6Wq267/jGD1bmt/XQp29JhTAIfZ4A7TCn3ZQNUJezTg1zXOeb5XMI3WxmRn90buIN2EH986+H9v+ezNX8k4dGSje/4ff75KhyAglUbsD/f4ka++ui5VJ6+89qgHZx12+YdASXheIRBbC35ko4lLQCAO3Ya6QQMhMvtiOTp06NAoihoaGojIyOHEiRPvvffeYcOGLVq06IwzzpBSDhkyBEC/0+1NMSFTqw4WwCwlvCjH8t3YurLnDz998qZPz7znTwnLOv2ssxuOPh6KDTv5+BVdO8BcFAnKRU8BRbFuy5bE2JFodCCkDTjgWggbcN65sfk/IPrtvRE7UxKtCNjR1b0CKpXxjqRYiFiWK8rYgFUqPViuMbMPVhYWQ329E0UoFtDW3KKRjQncw4c/nlAMjNJTJl27eGHv44/B90EMfr7F5vju94+/95HP3/rHIzNtIA+WJQi9dU6mITUIAjICI3iu1efW36vsCyG0LMt4Ah3HMZtDAGPHjn3wwQePPPLIefPmnX322abvnMEIqmnvWP18HJterfB93+weo2IADQhoZQthQ3EUi3jjVfzpN6svPHv9LT8sdmxsOe24ax764wk/+DpAcOzMldMW5dvX3PUXxC46IvSqjt/cyWEdct0lcQZhyjMeXM9xEaGUML5HmD135Z/GAoxycJ/WuvLXyjlWzisIAnP65vWVI+zhUPYSUpbK4BJgEmUIOV+/7ibDhvRoYBBzLSclYAo5EwicEAGFsodwH6CZJcCll0AmA0ZpBw2pBJgF7sJJIYp6Ghucb37jim9985eMEIfQsllqtAzFCafCZ3ASSCYEh7TRxNHMiVsc5ZrCA8U+qLb21kRRdPzxxz/wwANXXHHFa6+9dv311999992e58VxbNI34zjWWtfV1RUKBdOVznGcIAgsy0omk2b36KWSyIewXS45Vwwb1hbmPNH56IOdLy1yuG475tgTvvxVnHwKLAu5XrAUOrvQ1vi93/zmdz/+6S9v/f3F57yvZ2tHYWvXP//mFthcgDMwC9yuyivbM4zkVG9xK3EIFaEy0mhZlvGUaq1TqZTZG2cyGSGEEVStteM45mjGrfp3jWz3hv92fyiVjSDiHIBkkF29a7XyhzQeCTQDGgg0JRhn5WMogmDgO2W4DyDlSt5cgTxoMAbwiEP4Mfm9dW1DWoMCrvwA/jJj6Kc/ef/v/3C149UTh+WC2UjZEVAkWH4Y1SXqgHLJw51qse199psQGt04fvz4e++99+KLL37iiScuvfTSBx54wJTAqAiemZH5fD6KotbW1mQyaearZVlKKUtIJAARIBfhhcWbHnhgxYK5WhRwxJEXfO0LOG482kZAWshrrN6Eu++d+ehfp/30pzhxwo0/+V9EUWH9NlvxxIQJAEHwNMohEKbWlgdVrnaw+1RkbBcjUxiGnHPXdatzuKSUQgjHccxC3XEczrkRVyN45oBxHJs39juYYa9SLtyiNQmrlIUQdLRvUEoNazsauhG8Cwg0S1lIoGRdrRhaaTcr4e4NBBCBodR0CBpAwqnz6pHrzToJjnTrV7553o0f/tXCZwEdBSFyOTS0QhLnzHHgpBM2EDAQmAPmgZnmRQM13P0mhACklIVCYdKkSQsWLDj22GPnzJnzhS984dZbbzVBp/l8Pp1Oe55nLv91dXVGNyYSCQDFYtGyLMuxEBdpyeLn775/7dzn483b24aPuOgLn2MfuAJ1Niwg0li9Udz18Kt/nR7t2J5qbo53dLkNrUgBYTFzXCuYBcctTRjFwHgpCodDArEJsurPSb1ZBxrMsOM4NutMx3Fc1zWLc3PFMY+Nns/lcvX19UY+bduWUpoQP3Pl2l9wCya0WqmYcwaoQBZy2YJn1yUbhyN0kGAAcc5139lXUss1sG+Cj8w1TgAS5IEASzNoaGiJ3u72I8aN6M1h4sT6K66Y9rWvPZRMZBrqUd8ADsQisLngdqJsj9OlYjlsYD0r+00IzdXdLK5Gjx69cOHCiy+++I477hBC3H333b7v19XVdXV1tbS0GNVhJreZytlstqGhAcDW11/603e/MkLL7OtrB7cMv/Qz32l4/zVobBaFwNmeh8Vwxx3Lbv9TkO31E86gS88f+y9fxojDAA1mo6EJgiGIwC2EEeqdUvJMOSqrUvdnD3izEMZxbATvzdrMLL+XLVt2xx13rFq16oorrrj++uullHEcGxerbdtaa6UUY2y/JUObctTQgOaWYoBCXCwWtUw2NgwHuRAaCRcAY67SKA8z0RekxiRowKv7EZyy8FD5R+BAZFmRH3tDhzcVCn5LQ6PU+PTnj3tu/stLFq3fse1cRpwBSTe0oDhiKZljp8tGPw6oXZKB9y77UxMCsCzLKLoJEyY8/PDDV1999T333NPd3T1r1iwALS0tJv9QSmlZVmX+1dfXd3Z2/u53v/v+178+AvjMJadf/olPjpp2EUaMgoghIse28cKSF3//+8KihXU2tYwfd+KXP49TJ0MqNGaIEDJy4VgWkLIBoD4TMU7QpVXU37dq2kUCS1ER5fwSAFLKKIrMrm/mzJmLFi166KGHNm/ezBiTUj711FNbt2796le/anRjZS1qvoS/a2S7fQZvfkJrzRgxpgBpcwBKU5zL5RzW2DbocACwGcgBswFoZS5oWsPmJWWoAAKTlbIuAwGB61KHL1GKDycADiCKYWemfni6PrthQwfTw2wLgwfhC1/+4L/+y29dNwrDZMaVADHYDB43ZQ6ZBQiAEyxdVub93Z7s3rj3H2vXriWifD5PRMYI8cwzz4wdO9ayrIsvvpiIcrmcMSoaa6F5V6FQ+M1vftPW1gZgWFPrxy64JL/0DfJ96txCXZtp02q667bVkya9PHjE7LrWldOuokdnUUcXZXspKmoSodYRUUjkCx0EERFJoq6o2EWUJSJFFBAVFYUqIlUg9fdHOpoKA+ZxEARr16598MEHP/vZzx555JHmJzDbv+HDh19zzTUTJ04EkE6nH330UfOufD5vHpivYoAxoaGiKlStFLmntS4FCVKWqJNoe1fu1fkLf7ZgwSeI/kzxWhKCZF7JUCsKIhIUCgqlJm0iSLUgHZMe8LA1qUkQSYo1+USqFDqnKRJbiMKXFwZLF1MUUSioo4eCmB57TG/eQqE28Y5SKpIR6YjKga+KiLQmSeamBiKMcX8KYYVisWjiSIlo7ty5hxxyCIBrr72WiJRSYdgXrfe73/3uiCOOMHN32rRpSxa/YkJG4/YuKuRp4d+ev2jagkFtq4YO23D0sfTjn9LK1dTdQ1JFREWteqMwIAqIcrEURFJRIYwiogJRF1GOiCRRQOQriktCKPtClkOiHqJ2onaiHqKw7zc2N2l+OfOyTqLtRJuJNmpaJ/SG2+748ZdvuvGEiUdzU90LdsLLNDa0vv/919xyyy1Lly41krZhw4YvfOELAIYOHTpz5kwiMjHuRBQEwb6SQ/U2oiKIQqmzkjqJOtduXPjAQ/8599lvET1H4SZSgkQY+pFWFMQkKZRGCEtfiyJdiq8fuKFrIqlIapJEmnyiPFFcFqdsb357Lk8ioj/flvvYRx5+bGaxKCgUFEkKJQVCayIZUxyUf/BK9PnBIIS7MHfuXLNN+vznP29cZ0T0xBNPTJw40aTtjxkz5qmnnioWi6Vrc5Td8dTsF779g1vHTH7wmKnTjz2Dfvw72txO2S5ShZDiIlFE5TSL0i9U+obNA1EO/Dbh9EacTGS9kD6Rr0WBqJ3oxYJ8lOhpokUyXEc6JKGN5tA5oqIRzG1ELxPNJXokjH6/ecf3X1x60+xnP28nYblgFhoaU1NOPeM73/mfl19arcvjMEtTI289PT2f/vSnGWODBg3629/+Vlkp7CKBvu8bua2+SA0wikgpHUVxgSj89//4BrfwpX/5cOBvIAqj0CdScRyXw7WVNlO28kW/rWzvPUxTGE2aBFGBqIfIfHsUaxJEkSY/pK/dlG9p+O1//e/2fEyRMq8vS5yumhzVh32rp/cW+3lP+Gby+fzUqVPnz59/xhln/OIXv9BaX3755d/73vfmz5/vuu7w4cNvuummz3zmM8a8oXSYy+249fvff+znf7xq4tRhjS2nnHbm0I9+FA0eGjNIsyx4DO4BLvrax1Zn6ZqHdvW/reqHihABmtm8p2ft6k2zerKbXdaU606eOfmjDa0cahtYAQ5YhgEZsCDuXV4obujo2diT3epHOWKcWQ02bz37zKYpp1x+ycUfmzjxDMY5gELgZ/1sQ6peSWW2f2EYxnHc2Nj47W9/2/f922+//fzzz1+4cOG4ceOMc9xIXRRFdXV1yWTSSKYQYh9YTY2pVimlFFw3DeDBB6Zb3Dnl1MsSyUMAOC4BTMrIcRwQMVbe+PU52QbepMQq4al9qcAEaAZebiIsNQq5jBaDvUQDWeAmSbfqCG992AEdNe2TpN7+ks/nly9ffvrpp0spPc/zPI9z/otf/OKcc84xAW7bt28fPHjwt7799f/5n//mIRqAz1925dd/fCuSdejqxIghSHAkWMS4BLcBt1zXp5+BR4FSndwSpKyNW16V1oojhh8FHC/zraKYSrYC9nPAG8C2Hbm17R1btm7qTNlDSaUYLMvJpJKDGxpGNzeOTSdG294w02BLA4rFlpUnZAFuYVAcO4wxx3G01r7vGwcpgEsuueT555/P5XLz58+fPHlyZUxhGO7ib9wHGCGsPGhvb29ra2tubl62bFlbW1ulhqUxpO3PkpY71XHyAU7ImKgn02xJBvjCx/J/nT7nf3437doPed5+N04eAAN4C9atWzd69Ojx48c//vjjl19+ebFYbGhoeP3114UQQ4YMMbvHJ5988uabb97RvsO2MOmkcQ/cflfboUeiEIFijB4CzmExKO5Z3DWXMSr10+nnNc22rAYglrLQ2bVNWGtGDm/1IO1UynZAonP52untuWdBeaVD17PdZLK5cXgmOaKpcXCmro2zVqAVGATdbMqmxALMhp1wAaYhYy2SvNV1XaPTLMvKZDJKqWKxmEqlHnvssWuuueb++++/4IILnn766YkTJ4ZhmEgkbNs2U7xSEERKWYkHHCAcxzF2WqMPFy5caFnWUUcdZSxkRhubIAocKHVl7cqqhgMKMUCAbVlWT0+eEZqaDpSGKPv9m9qVMAxHjx4NIJlMnnLKKXfeeWdzc3NHR8ef/vQnowPvvvvuww477KMf/WgymTz5pEnz582dt/DFtrHjIq7QWicaXKR5LIsl87Q01UAAoFQHpF9CqB2Rrxf5VscbNGhQk+bd27MvhPpvsF5FYrNgq7pzmwPfddlxbQ3vP+6wb549+RfHjPnsqEOura+fytkRQAMgtepVul3pEA7cJBwHUNC62cLoJD9CxDYAU2sniiIAjLH6+vogCAD8+c9/vuqqq8IwPPPMM5ctW5ZIJIrFYmV0jLEwDPf9jOecP/jgg5lM5rzzzjPPmEuAlNI4cs3ief9Q6X9GAFzANgtUBZ8j4pAWQ647ZMxpajlgckUHZqv596K1NtUu4jg+++yzAUycOPHFF1885ZRTALS0tJh8qHyuNyoWiEREYkfc20tqU9xbIBWRIq0oVhQShSWbnDHA9G9vLUkXiIpESgXR35Zt/MriVR96/uVP/+3FbxL9jeiFQNxF9ADRAqJlRJ0kAxKCZEQ6S7RF0WpNq4jWEW0lyhKJkjVVkowoDCkISKmSe6Zid6mYQ80DKeWZZ57Z2NjY1ta2ePFi86cgCMwD3/crrx9QdjECDRkyJJVKPf/889X1ECqP982Q3oqy7ceYZI1lWxMRhWqHoE6fgjCk4w59fXDyySWrKE+RHGhb0W5wwGlCpZQJDamEd1Uu85MnT160aNGwYcO+/e1vr1ix4iMf+Ugm0+Am0tu3d2rYtpMpQttOQw/iAhQxDsar9d6eXJwZmFnUSJ5wDx038rrxR1x35OGTACxb/pqM3QSfAjoNGAMMh6qHNG1ZXaAeaOFoZEgCtoICZCQKRT+QEmCwLHg2XBucoVAoVGszEyujtXZdN45jy7KeeOKJqVOn7tix47LLLnv++eeJiDFmVGIymdw3AaWVSpZKqZUrV27fvr2tre24446rVsJGHxJRJfB1n6MJgvrqVfYFBjBGDIxpG4R8t4RMNGRg76tg1nfmgBNCIrIsK45jk1vY0dHx7LPPuq67ZMkS13X//d//fdmyZcZ1kclk4ijSsRwyeIhSZMFyYMeIE0jYcATKNhheCoTf81PlkCoPcKDFxbCWuqHDRzR3926y3SRoFKI2nW+BqAc5QgJm96+gtEdIEeoIKSAFeJ6TTqeTtgMhEMVQGtwyLe9cznkcx6b4QCqVcl2XiAC4rmvMMPfdd9/pp5/e0dHxkY985JVXXjHGqkrvHZP8NaBYlmVCzAE888wzACZMmJBMJo1Ymiu6eeWeVUjYewhAVPXoLf3sFnMBm7TNNMKiZNpKejhA5v8BMYhqzNXUdV3jOlu0aBERxXH8la985YUXXvi3f/u3VCplsn7iOHY9j9s2NNKcORoe0ATXhFwToFipkbPZnzNoG7p/s4MBXMAu2k4n0ANEQEzozAYbWoZaQdzR90oCCI4LsgALzDYZBEmNeo1moJmQJjjmyut48JLSciKwCNDGweC6bsUuiqrYN6MPE4nEfffdd955561Zs+ayyy5bvny5Mc8QUcUqY8TA930jmbuzMTMGoUquY+XJynurpQtAFEWWZT322GMAbrzxRpMJaVriVQZstoX7CTLXQGLlkgjlTGIlwZF0OXK9cF3XtnnCBhvgmje7yQFnHS2tkjk390888YRS6qabbrr55ptbWloAVIIwXdcFAYJMb+MUBwiKQRFiUuBWKfyW7dR5tX8wCScGFfywc/3GFVu3b+dO0U13gYljx41KuhnjdeBllat0yFkCVa0Nqk6sckwAsnTBLjVkfot5IKVkjJmI2TiObdseOnTob37zm49+9KPPPPPMlVdeOXv27BEjRgCwbduYSU3h1lQqpZSKoqhQKJhv7C0xoluxsgohLMsqJYiZUthKEZERb7NBMMuTfD4/b948AEcdddQ+SW7sL1Wxv1TOBiS4dobgaIWgAKWzqTT3nJK9fL9zwAlh5ZpqEsmnT58O4IYbbjDzyVy5AZjpQgq2Y5W+dgkAFoPFYFuWLEcNo9IEeU8i4bkKyUo4qUzz0UdPGHno0ETSi6Iok2gCPKAOvAA7AZeD+UAn4wQMYyi5zqt/YFZKwKtMEV4uPfbW08Ds9IxGymQyxv82cuTIRx555MILL1y+fPmJJ564YMECE8RnxCYMQ+NvNOL0zh78apeGeT0AI+1GPs0zxtZiBhOGYSqVWrRoUS6XmzJlSiX29QCD63LL+fK1UAOaiDMACoUCNN9W39x64FQuORAuBDtRWfxwzlevXr1x48bm5uZRo0aFYRgEQXVerGVZlsNLGUdm9USA0qCSfuk75p4XqYBlMRnkgeyK1fO27ljpMM9hQ4BRwHBQoxJCIQIrCTuHC0gOXS1bVYWOdHks7z4cKaVSqlLRw3jAi8VifX39vHnzDjvssPb29iuuuGLjxo0AjJEmk8mYPVvlXcbP8ZbEcRyGYRiG1ftJI2yV7I0oimzbNk/m8/nm5uY33njj5ptv1lpfdNFFZjy7/03uAwhmB7KLeAkgEkKAYFkIInipHYOHRYyhXEJkP3PAacJKJRXP82bPni2lPOOMM3buplYKGTGXamKA1owDjEOj3PgFlmX+z6uKtpc77/QDDYdsRwqsWrPp6XSmbczoYzjaoFtAIGPnZICCUg7jGW6BsQDwAQdwSv0J+jSwDVYpLF8RxbdupyyESCaTxkZVsX+m02njr3/ssceuvvrqRYsWXXDBBfPmzRs0aJDv+xXVZ1lWsVg0KvHtTqzapmoK4bmuyxgzLQkAEJE5YG9v79y5c9evX/9f//Vf27ZtA2DbdkNDA+d8l9/lAIC/VWnTANCOXQ+AceRynYovHzS0BdaBMvsPkGH0YXY4ZkX617/+VWtd8QgbTHCGmSixFMxmlsUsi4OqctWUArNsvpMOpD2KAPRzxVR96Mdb3aTf0JgCPMdOQQEMzIKF0saDTD6+KTpbqg+lUe0BYtWPrCpV/dY/gQlhRznRyaQgptPpRCIhpRw2bNjMmTOnTJmyZs2aKVOmzJ07d+jQoQBMOQLLshKJxDsnH5p4caWUyTOu3gcqpQqFwuLFix944IGZM2du3rzZtu0gCOrq6pqamhKJxE033fTP//zP/f8u9wE7CyFVSsJp06tXSWzc+mp79gU7MYofMPUsDzghRHmHUygUnn/++WQyee6556Kc21rtgwrD0Eu4IQSBK2ihQkuzhOuVWqCRBQVmaviy6s4x/RFFslPpNiDq7NqmKUq6g4EULK/vENpYUIu2R4QMKTCywJIgVqV4NZiqqmltwTioqhpTviW9vb3pdNosDm3brmyVjammvr5+wYIFZ5555pIlS6666qo777zzsMMOS6VSZudm9syVIlFvhnOeTCar49127NjR3t7+3HPPPfTQQ88++6yRT9O3Z+TIkVdcccW0adNOOukkzrmxf/b29pqCQAcYb15WCECatarS6OxZHcTLeGKzgmKkwfaXS7OPA04I8/liXV0aEKvWLu/N9h511LgxY8eGceS5HgFChWBEmm9Yt1FKPe7osZw4GAtl2N7ezglDWwcnvQRY1bXwLSyV/UEDKmxvX+u4NHTQKKAZlNYKsMAZwCAluOtzSIaEJpuVKrUZCdSAqTu98z6wUjz3HUdVV1dnZCkIgkwmY4xSlW1bHMcNDQ1PPfXUOeec87e//e1DH/rQ7bffftRRR1Wkzrz37Q5urKBE9NJLL82cOfOJJ55YunRpd3e3+avneWPGjLngggsuueSSiRMnmmIilYWxkczGxsZKVPcBgiklxSv/KF3gnMq6w0vAsiJuF5NpZTGlid5uO7AvOeCEMFOXLgZ+KikfeOQuAO+75NJQhq6bCAJ4CVi2BqJQW7f84uddnbnbb7/NtR0NHQbydz//9RtvvPHIQw8DqCSokJSkGbctswSUSjKrv6es4+J2kl0JV9enRmiZ5uAAiJdqDlsldxMAxUsHr/yolZAdq69DOnYuoff2cmhWBCaqG1X11wBUKq81NDTcfffdN9xww8KFCz/4wQ/Onj27qakJQBiGpqRNRXKiKDLhR3Ecb9y48Zlnnnnsscfmzp1rMqqNGXbkyJGXXHLJ1KlTzz77bBOpW01lG1mp0XxASaCBvcU/GgENWLGUrmtv3LheS7S1DrFgW+zvCuLYWxxgQkjQGolESmnMf2ZDum70eedeblkJAlwPQkJZhQRHwkkrSXEkLY4wiJJJr6Gusauju6mhOYqEUsrzPCmk4zjcsSu/CgOcfktgBF70/S1ahq2tw4EEZ/XQkFSKBygf3DODL11Wd5oI/E0PyqPZIypCVanFdvTRR995551XXXXVa6+9duaZZz755JODBg0yzQWMuQWA1nrHjh1PPvnkAw88sHjxYtMJyyxWDz300DPPPPOSSy457bTTWltbq+1AlWC6fZClMSCUvuSKq0YC8H2fMZZJ1TFwogOixPqB9c0SgwaYxPYNWPHyyOGDm6ecOsVMXqbhWLC4xSHCOFaCQKQVkknPxFJ2d3eb5ENzKK31XgieYgGszd35FTJ22lrGAnVgvFw+KAAAnoQG4AEc5PQtgwcMszE2MaUATJ/jww477OGHH/7ABz7w6quvXnLJJU8++WRjY6NlWZs3b54/f/6sWbPmzJnT0dFhjDGc87q6ussvv/x973vfeeed19TUZOJUjU3VGDyNHajaGzTQ57UPMPMhm81yzpubmwEopQ6Ei8v+H8EukIVCHoufhxVPmnC0mynbwIWA48EGExCc7Ey6cfWq9c8+O7ejc3s6nQzD0LZtYzAw87KSgWpsOeYH6H/WTwSsyxbXg9U3ZsYBaQDgsJkimAY9STCAeNXldsAxZ2EcqhUfxujRo++8886zzjrrxRdfvPjii4cMGbJ06dJVq1aZtuQAmpubTz311Msvv/z8888/9NBDfd+vFD6tYNt2Pp9PJpOmzmLl+UrU6Hsa89N3d3drrc2ifb/GuPZxYAmhcWa7HmZNR1Qccc45J4PBD5BKQSi4AIN24cBNFnL+M88+6zqWQlRfn1m3bl17e/t5550nhDDbIXNAE9aIt6/J+24ExXB1ILenk4cyHAGVAAeYYCgSAgaHV8pMVxjgnzUMQ5TjM83lplgsmgVkS0vL8uXLjznmmNdff/2ll14Kw3Do0KHjx4+fNm3aRRddNHr06Mo605SZjOO4WCyaIGxzZNN3oPJZxq5TaS/5nsYkBgDo6ekhImPXPUA0/AH35SqAWZg7d7UPfsaZaXAIlWdIZ9IchJxfSHquDTQ2Nn/sQx/54x2/6u3NputSjuPcfPPN69evD8OwoaFh9uzZRx99dENDQ8WbbNZv/f/SdXvPJkU0pPkYoI2UyywNBOUOJ7xUHLYSiDbwF1az2QOQz+fN2tv3fVOata6uzpTheeGFFz7+8Y//67/+a2trqzFsmohcEwFjul8Y/WnEslAocM4r5hZTnB9AxX/4D0Al699YgM1y9ABh/5uGdkEDr6/E1h3rjjp06JBDAK4zdRIo+GFO6qA+1eRYdSTRvm17tjcHoLGpwUzKzZs3x3FcV1e3cuXKT3ziE6aQbsVGXwlW7id827Zu8Ia21uOhW5ntotSrCUAKSPaJXbmu7997/u+G6WkBwIjcggULTjzxxAkTJhjpyuVya9asAfCtb31r7Nixra2tjuMYM6nJfpJSGl1aCYtRSmUyGSOBuVwOgG3byWTSxOuUzmrgU6UGmsqvn81mAZjl6P6sAFDFgSWExt448/HXyM6fff5REpDotiCFKiSTzLE54EEnpZRNzfXpTEoKdHX3mLWZ67qDBw8Ow/CXv/zlNddc09bWxhjr6urq7e2lcgHsSlDlbuP09nBGQ9OZsZAZcAJCggAcjjogA9gMFWeDBqNyYNpAYfa3leTDlStXbtq0aezYsaZf1fz587u6uiZPnjx69GghhLkGSSl93zdxpJ7nGV1ayX4y+dNRFGmt6+vrTSVF81kmvbiSS/GepmIUKFlHMxkcAN3mDPtZCKtT14BSE4GZjy7x0oVL3o9ISRuKwbJ4gsMGLBV6ICcMwyjOMVtxCy0tTaYyZyaT2b59e3t7+9133/3Nb37TRDZOmTLlpZdeMrVbABQKBSLSWlcu7UYszQQ1k8/8MKbo8P0PPvalL9y25CUfogUMgFAoCK2AJLTDFVglWYYDTO0DTWgwyYfFYvGxxx6zLOuss84y/apmzJiRTCanTZtmTCnmNG3bTqVSlTg4VO2FOOecc8dxKpGAqVSqsqM20dsHiPXi7ycMQyFEsVgkorq6uncIJ9rH7M+GMKYN2E6/sUaxCxtXo6dn/eij0DbIBpw4Zkm3LvDDZDJpWYBEfVPmllt/HIWC2zB7IQDf/e53W1tbr7vuuv/4j/8we57//u//Hj9+/NSpU41VZtu2bUOHDjWmRfOhHR0dZm9gtkaV+EmrzP33TV+zEunEUVrySCLpSAvM4kkgSboSnSHBeT963O49GGPLli1TSp1++ukAhBALFy4MguCMM84wdWv2bxenAw3LsrLZbFNTk+M4FWfMAcHeLlqzu1QXCDLLHqWUiOjBO+mwoYvPOWNWEFCkKSIlonJZckEUkfYpCkIiX1Pcm+sKgmKlSjcR9fb2mipDRsA2b95snp80adJDDz1UCVA2c9S80jymcqml6j81NtYzhkULF1NMQYEk7SDaRFQoFcWPTN2osOo2sGXeK4M039jy5cs558OGDTN/Wr9+veM4puaA+T4HdCTvLSoFzh9++OFHH32UiColBfY7+00TVrYZlaafnHNSmPEwct3yzDMnagYZI+lyq1SsAiqG5YC50FL4cei5dW4y4dmJMIhM+IipUGquLOvXr//BD37Q0tIipbznnntyudwVV1zh+34ikRBCCCEymYzruoVCoXJFZIxVx4isW7cum80fcfi4Y489EQyuBw4bUFJxTlUBiqUlqF1upjawVFccnTFjhtb6qquuQjneXQhx7rnnHiCrrAMKU6YAwOWXX26eOQAqo5bYb+Mw1wBzKaqUVJMKGzdvFKr3tDNbY4GEA16JddawXIBDKXie57lpBe7YCYBXXPPpdHrLli0ApJSTJk268cYbE4mE7/s/+tGPfv3rX+dyOdd1P/e5z73xxhvVVlMje6hK6ieiVCr18MMPE9Epp07yUiAOqQG4QBrkcF7JRhLl9AwO2nfFu8yUuvfeewFce+21xktx3333AbjmmmsqZ/cPYNXcW5jqOCZ7q2IUqBgL9jP7SwVXerJXKBaL61ZTBj89cuQjQUSRJmmqdJpmPgGRIC2p6GclhTFFnUG+oGQQhWaZUSwWTTVOc28KdZs/vfTSS8ZGunr16kGDBi1fvpyItNaV6p3Vj83GnYjOOOMMAPf85XZNsZAUxdoMRVYah2kiyhP1EBWIyo2ZBqhpSBUmKNSYlBKJRD6fNzbMuro6z/PWrVtXWZ/v8g0fzJiZUFl/mm/GfG/7nf2mCStqR5cRQijSIw6Pzjx/sGaIZUFrCS7g5OAUwKEVEcslkyDwQMBxMja3HNczZpVUKpVIJHp7eyuV4U1IZBRFJ5xwQkNDQy6Xu/vuu3/84x+PHTsWwPe///0lS5aY+g7VQSFmVFu2bFm6dGm63jnnwlMkepkVwNIER2nHsqAJ4BKsCER9/vq/u7vo7kBEpl/vE088AeC0005Lp9OO4zz//PP5fP7II48cMWJEMpmsFPMe8AG9RzAzobrwR3Vk1f5lwPcwpdx2uVPDI2gEgeW5ICAKOSMkU8jUNzAHr7z61d4cCnk0N2csIAoLnBccNwMLXDNwTRACKuHUaaAYyPqkbWTYtu0oikw4ktkimrBJE9jFOa+vr//GN74BIJfLFYvFW2655YMf/GClPp9t2+ZdxpT/4osv9vT0TDxpQnPdoFzQW5/MQEtwizGAgZhx2ccmR2ZfGpnN/pmIpk+fbpwT5skZM2bU1dWNHz/eXE0qzSEOnJ3P/sX0OTZ1G4golUoZP+qBEBI0sL8QAQJaEj79ySc+/ckZEoigChGEwje+PvefPj5TKnzve0tGDPnh3GcQSFgJ9GRx4yfu+Ov9KyiEjuE5GRknoRKlnRccIHZRBHoYRCZpWwDn3My8ikW+ssk09+l0utpL5jjO0KFD//CHPxx++OEAHnzwweXLl5vnicgEbc2cOZMxdulFVzI0NCYP5UiSAlHMWSRUr8UjIC6Px6sUNt0HW2zLsoy7eebMmUqpq666yuTaP/744/l8/rrrrjMvy2QyQoiaBFaohKQbUQTwzjV49iUD+yNpaIIWGqQPsdhYpWHmaxBh4wYcecSFUYhiofmw0Wd/8YvTNRDEqG+CZVO2Jw4CaA0wJL1GULkqEaWBtCnqxPY0cSiZTPq+f+mllwLIZrNPPfXUqlWrent7zV9t23Yc54477mhtbb3ssitUzIp5wQie5zEGqWPfNyXGTLl70/uQA32lvgcUpVQqlVq9enVHR0dLS8vw4cNt2962bduKFSuamppOPPFElGMPKs76Ggc4A36lzIc5GaE+1ZK0B6kiSMFx4DloahyU7Ql1BMeyTp4yGjz3y5+t9SyAoRhv514xUQ/yBPFAm3ltRqrAdCNHI0M936NWAkIIE8xt4mMaGhq++tWvXnbZZY2Nja+99tqOHTsALFmyRAjR3d09YcKxjgvbIW0+iBybpzOpwUAGyJji9jBp9WxfSCDKBs8ZM2YUCoXzzjvPuGSef/75QqEwfvz44cOHo6psZE0I3xMMrBByqPqEnUgi8LFji9q4Bjs2onMbli1DIVfo6upyE0hldDLd+x//+cFf//K+Na8jDkFIcZsRB1gQUlYzXVrpmcESgDRHku1RVnQlmtlE08dxbIqaRlHU29u7ZMkSALNnz7Zt++qrr7ZtG9Cca8aMHx8gbnFHSQ4q30rofRM0Y2wJDzzwAIAPfOADAKSUpkTyRRddhLJ/xcjhfq1IX2N3GWiLQlyIN7rsWBna855a8bl2f+mqhzNNxVSiCdGYK64cRwx2YvuWDSvOPvuIc0+/5jtfW3HnXWMyzrFFnykCY5bFLGb7kWQeLwcZlVsic4ZyI+R+UCwWLcsKgsB0tzS7ArOZNMFf27Zte+qpp4rF4siRIwGdL/R6nsOYDTCLI47gurBYuc5aeUjlet9mMAN4aeOc5/P5F154wXXd0047zVS8f+aZZxhjJhrB5EPQHuZP1tgPDPhytN6td21kko2XXzb50b+evWXLz1as+P1LL//osNFHxEFEClLl0xlOhK//2+GLFy2Z+Vd0d6Rtq5EYGJIERyGy7HKLD14uqUVgCBj8/sZMm9Kdxp0dBIGJnmOMGZv+1q1bv/a1rz3++OPJZPLRRx999dVX6zJp13FjUTJtK4V3zMTYF+GjS5cuDcNw7NixpobFpk2bNmzY0NDQMGbMmEpuRCX1vsaBz0ALoUdopAhxGBJDoh4sWSpSdtz4ib2dsWtBhqy1aYjrYMSh+PTnLv3Nr3KbN1AyORSAAg/gaFgapADNQEyC6XIhQ1F20/WDfD4vhGhtbVVKJZNJkxlULBZNE9xPfOIT99xzz5AhQ44++ugVK1acc845C19YZL6lIAjAkEzB9XbquFa1Jn7bxhJ7EaXUo48+CsAYlgDMmDFDKXXBBRegHIkuDpDy7jV2j4GeNLZWGYuDW3nubIcHiXwsfc6xbt3yocNbLQYRR92dHeAohPjK15LbOl/VrCCECEIIDU5pjUaNRlVyOVZf3p23qnn+LhjXNgDjbTPqIplMdnR0fPjDH547d65S6umnn164cOFll13W25u79gMfWrz4ZddJOI6ltdQkwbRUMZgu3Xaq6vvWLZb2IkT01FNPAbjwwguN3ps+fTrn/Oqrrw7DsNItBwdMslyNd2VgZwwjuJyDwKxN9a3bIyU9nq1LaSLUN/jEthcKGDas0XUlAfXNkBy3/PZ0gcWh6HQsWAQZ4l9velrF6MlBARpOEAEcIgRUEqoe1L+gB8759u3bASilcrlcpe7Ixz/+8UceecSyrBdeeGHs2LFSyjvuuOOqq67esGHbZZdevWLFKtu2lY45F929W2w7BnyNIhDl8j1RFAE8Cgl7LwLJGDYrHV2MRIVh2N7evmjRosGDBx9//PHmOjJ37lyt9fve977KNcWc1AESDlLj3RnouDi/QDqmV5+j1a+RpjgnV2rKC0UbV9ErC0mEtG4tvbAwHymTqESBpGefp+3d1OPTynU07X1P1ad/+//+LSzEtKGDQpPVpBRpirK6/03oyWQAV6Iroyjq6emZNm0agIkTJ5qwUhNSmM1mOzq6Ljj/4oRXN2TIsB07thGFQvUSZYvhlli1F8NtRAWikEhpTflcuBcDR01gRyW4sZJ1deeddzLGLrzwQvPMnDlzOOeTJk0Kw/DN6UsHSKpOjXdmoIVQaS1JE0VEMZGmMA6ISGvSgoKAwoikJqmpGFOkdKjjkFRAlI1o9Tq69H2rU2x2HV4b3vzyo49Sb0gBUV7lNGWJ8qIYlaOo+4cJ3jVRo0R0yimnADjkkENefPFFM7OJaP369eZBZ0f2rDPPB+y2trZly5dInScqKDMA1UvkE8VSStIkBUnxdp/591KJL7/88ssdx/npT39q/mkas3z3u999y9OsCeF7ggEXQiIRBkUVkxYkwrLMaPKLQhMJSZJIkipEeUlKULEzWhVSuH47nXXm3Y3e7AzWt1hxGhsnTli56GUqaApJxNRVCDYSxaT7LYRG8EydC9/3x40bl0qlxo8f/8orr5hnstls5cVm6vvF+PzzL+TcHj368C1btu0ys4MgyuUK5qSCIPp7vqy3HKq5N/u9MAxbWlrS6fTSpUvNa0yT0Oeee24vfm6NfcxAG2a4CC3PTXFbM1vYXgAW5HLtYFopxTRsBiUA0inX4QgYwkY3DVDkI46kEnYEnleFVGLwslf117+ypacTCnZnVqQSDUBEKt/fwkqWZZny0gBOOumk1atXNzQ03HXXXccdd5xpCViJMu3u7k4kXCED25WPP/74lFOnrlu346ypl3VsAySyXdAxoJBw3YSXFkKBSdfDXvRSmH0gVW3zli1b1tXVNXz48DFjxgDYsGHD5s2bGxsbjz766L31oTX2PQMshNRXlFNGUdmpABBPJz2YCO/Y2B64gtLQHDwIgroM7vjz9RddfmLKycdoL4R+whk1/+ntP/rB9mwXmuvbNOqV8pi1JxEhJjr0sMMOW7Vq1eGHH/7UU08de+yx+XzecRzTNUVr3d3d3dzcLFXs2CDEWstHHn587BEnrFnb9cFrPr95HRpS4BqRD2g4NgAdyyIvtUDbOxhXu7k3dXFM+tIZZ5xhYs3nzJkTx/HUqVNN8FqN9yoDrGkVUUxK+d2q2BOVUmB1Of9VURj3EOWJzKpSEYWFYKskFUkqhtTeTR/5aGdb61IH69OsOKIlbEzN/d63KQzIDyj09ySJtre3t1AoTJ06FcCRRx5Z2ftVY1aARBSLIlGPop4w9EmS9GnqpM8eO/pTl571kxWLiQpU7CS/l0gSkRK6i6iHaK/liZoUrUpRGSnlaaedxhibMWOGeca4Cm+77Taq5e++lxloIRSkfNKChJmpvpDdpEgEJAIiRVL3EmWJKNvrE1EsfCJfE+UKFArqzFE2pO//Nx16yPNp69WWxPah6W3HH7Xurj9R6FMUk1TU37m3ffv2k046CcD48ePXr19v5M3EzeySkB5FxprU1Z1dS6RyvdrPUtRLl51z6yD3i1ee9eiGV0kXKPRJaPJlTlBOUqFql6rKt5hIEFHp6qMqf6Vy+aq4VMqqci66dBPCFCNScRxGcTGZcgDkcrk4joUQgwYNArB27dq3NMDsG8OMJmVupTPaeZeu+55Q1Sdfo5p9oAlVaXppIhJEovqXKU/BvtdrFRKRVlQsktAUEq3fQU/MoWPH3Z/EjMObCxyvH3Po6nVrqSOgIpEsex3MPRGZZgNUtr4YjK1/8+bNJ598MoCJEyeuWbOGiHK5HL1TmYOYqCcU7UREmuKYdEyvL6JLTn9miHXP6cfO7dlBoaIC+QXaEZAKiWJNQpupGWoSmkJNWU15IkWyXJNNUbkum9CyhyhLVNDaJymMoGpBOi5V0JBSR3FRyEIou/N+x1NzZhGRlHLu3LkATjzxxGpLUoVCoVAxqA4cmlREcUShpFhXriPlH1eTsbqRJKXNT18qm1djJ/ZbjZm3QWntEylSFAakiQSJiMLOPC19jSYf98zwzKpGbBjVuvrkyfPWdFGOyJgjt2zZQlXlYbTWRq7y+XzF67Bt27ZjjjkGwNlnn238gWaaVl7wVggi3w+7jMz05rJBSLJIq16ms49/IYFfnD3lwc5OKhJ1q7BA1CuUIFKapBZCB1IFSvtEPlGByC8VSgyJtCLKkhakjZ4MiYSSceiLyCcVE8k+IdSlhXqsyfejbiLV3d1NRD/5yU8AfPaznzUnYlK0qgtJGmvqXv+FqtGkIgoj8qUp96hVn8LTNSHcXRgdWGG+EogAG+RJUxHDhoYgOBRDFHHJucvXrunalnt9+KHFcSd13HbHt1u8BAlh6gijqvlZpWN7pQL8scceu3379kmTJt11111HHnmkeU11Z/a3HhHBD3wvVbDgat0oJGwLpLFtE95/+Z87trQ0NaenP3tGQxtgw0KvCzA4oDQI4CHIgnbAAN4BcMgWALC7gBDUCu0FPqSCZSGV6gtDFRIAHKf0jFLE+a4pEccff/ySJUseeeSRyy67rPr56lb1pm3T3vt13owmqFIuC7FSble5AzH19enQgC73Ld8XEbbvLQ60r4OAUjF5ywLnEDEppQEwC36EWU+PO2xM9rDRQb746qz7//jzn/wPQKZOgUmNJ6JisWg6hJpKpJ7nCSHGjx+/ffv2c8899/777zcS2N3dbVmWkcC3zbsjiBjJZApgGpJx2C4k0FOI20bhsZnXNzQ42zZFn7xuZc9WAJDgGgLQMKGuZIMcCFAMQAJFWBJcA3E51hSJFFJ1cFMQQKQRSZJQjqsdV4JJQBKRxRkDUwJRiI72nunTp3/ta19bs2ZNQ0PDxIkTKwX8KoGjlVps+6ACNyNWkkBdlkCq/Kkc326EU++SgVmjzH7WxLsSE/VI3as0aU1akSQSpAVRISQhKZul0KebvnJ/IjPRbRjSPHzw/Q8+QETd3d3VK7EwDM1Ss7OzMwzDYcOG1dfXn3baaWYfGEVREASVfWBlEfuWFAo5IqVJFMOeSHVKKghNoaRsQAWf3lhKU46bNcR5+qwTlhULFJkIHqVK9blFuVhjREQ9RJuJuoiyRFmi0CzburKqKM1CTQWU6wm3FNVWTZ2R3h7pdiKfSGlFi19449+/9YtLLvzw4EHDAbiua9wSv/jFL4jInE6xWKxYYow1dcBNpppIKhKKpCrZ3lSVNaYcmEGKSKrSrWbEfRMHmhAKojxRQUitFGlFSpmtRawokkSRIKmoN0+/++Nfjp04ERzHThi/ePFi8+Y321e2bt1qKj4cc8wxxvhprDUVm42x4ry9YaZU9lRRHCtfUV7ooijvbyKiKKYVr9ERrX89onX2mZMf3rSOKCaSRDFRVN4SRZWC+VmiTqKeknVKlf5YJMpJUaAopDgiX1ChIDpC3fviKwt++KPvX3DBea0tQ4AkQ8ZhDYB90kkn3XTTTf/yL/9iEpduueWWygXIyJ55/I573b2ErjLuyp22gn2mN1X2SNWE8G040ITQGBVjTRQLigISMSmlhC6qkgLJR6LXmEnmz59/8sknO44zderUzs5O834TDWMev/HGG0OHDrVt+7TTTjPCZlaqFWk0BlVjIH278RCpWGZ9sUVTXmvSkiJBgSRfFSNSoaIopvWraeLRv0rjl9dfvrS3nYKCUKWeFIo0xT75WdKStCZJBUkFSX1iHBAViQKigCgv6bVV3T/++d2XXXFjc8sYLzkESJrqBxMmHPWVr3z6gQfuKPpZKkdmz5gxw2yAf/SjH1W+AVPmmPaZEMZ9HhbSfdeckk+KqnwTFT1ZY2cONCGkfLGwkwuDyDjxY9lN1E3USdRVyG0hCklT+/auU089DcB1110Xx7HpCkpEQog1a9YMHToUwIUXXtjR0bHrp+Tz5pW+77/zclSISKpAU15RFPikhNFzQlBclMW4nPmx5GWaOuGpy89c+uJztOoN6ukiKUkQ5XzasI6WLqVIlmZnSBRKCmMKBQWCihGt30z33p//xCfvPXHSV4446mNtQ6ZZzrHA8LYh46+++uN/uu3O9etWSZkjygnRE0YFKqvuMAxNMiGAn/3sZ+ZCU1Hy73xee4dKfXRJpEkQheULSkkI9ZtuNd7EASaEus/AXfULi/KixyfKE+VJh6X9oiQRyY997GNDhw790pe+ZI6Rz+eNBFqWde6551Y0wx6hNAlNpBXpkg8sllSQFJa1WRxTFEgqFim3g3q20B2/pXrv//3Ht7Z3d1GgKBfSl7/07Kc/M71XUJGoM6SCooJPr7xId99GN1xXHDN0yeimpa32Uw7+kGb/cfyx//u5/+/+3/5+3uYtUW8+1ESaFGmScUmTKNWn4szK8+677zbb+1/96lem77z56y5+wur94V4r/67Lv48mYdbVRL2k8iRMkpmOBSlJWhEpRTKWA6+c34MceEIoK8Fogsg42eI+L7BSpEVpbSOIJMWhIqLvfve7w4cP/8tf/kJE7e3t9fX1nPPzzjvP932z2jQes2rjzW6PSJnEKy1Ik9DUI6nHCKEkkhQKyguKIkWhT8Ve+vXP6Lix8w8d+afZT1NOUU7SjTe+/slPLssJWraRnphL3/jOqvHH/nnY4NuGD3qg3rm/kT9xeMtLV56V/fn36bXFFBYoisgPKO+rSMfa7EiVEiHJsKxwhDDnYk6tu7v7tttuM6U6vvvd7xoXhRGzXC5nVgdKKdOLam/+WFT+vRTFquQMzZUyLFVHVztpY7CJZVAgEpKUIFXThW/mAPMTUjn+mQNMlqK94YKccl2ZKnRfrZdsNvvcc8994hOf+O1vf/v+97+fMTZlypRZs2ZVbPRmCr6tM/AdRlRpC8UA3jckIocBYFoj4lAajMMTwr799/jN71YcO4lv65539303REX8x81xodc94WR845u3NNYP49zeuPW1Iw4fctyJQ047feyUKUcMacOQNoAhEogipJJIeAA0hzKeNqVAZFmMMw4wSCkrte4r6fN/+MMfPvWpTxHR7bfffv3111daA+xyOqZc996swqZBHCFBlg/pQDvQlgakgiLYFjgAFTFY3LbA+1sg7x+f/X0V2Jldl6NhSRNWYr5F+V7spAmJKJ/P/+Y3vzGFDC+++GIqa784jo0lptIbtF/jMZ6SSiynJqFJaSKlzTPGktSjqVNTe6Tpttto7DFPtPt0+MTP/vA3r/QG9LlP0yeupQVP0+EjHznh2Ce+frP/2F8pl6fOHAWlXqOxWdb6qhhSIEuhb+YWKx1pLatjL3fpbllZgv7kJz9hjLmu+4tf/MKsRavbnhqUUnu3f6gUpWi8IlGBKCAVU6TCAkUx+SFlC+SHFIWkQ01xTJGuRcy8if3WJPStqb5AEwdzSr2OmOwrkVpd7ZPB8biJC9m2bdu3vvUt3/cBZLNZ0z/MpPyUXl7uA9VfNAcQAIojhXJuFiu1B1Uo6QAGU47U8r36N+zk+V/88kd+8oO7P3L5cSJUiSSNP96et+iyphYwDiJwBo+BExhDHDuRFJ7nupZrdEQxH6bTCU0EaMZYudx/KUmKc2588cZFYU4qjuPPfOYzjuN87nOf+9znPtfU1PShD30on8/X1dUZJ77RmaZJ/R58CW+HIrLATDFKhdgCHCIwhm3b0DQIxBFEIIGGFLP7dHiNag60hYEGE2Dlin2ag+xSpVEmwHWl0CCZsmas1Jl9zpw5EyZM2LFjx+DBg0899dT58+efeuqppiOK67rJZNIUye3vaIhVCvuKtymwbQEekCYkNGytIIRwLa4VPvrhyeOPPuHmL7/BSGrZQYSWVlg24jjrWNLhQIRir7I0kjbqEo7LEBVVMS9IIZNJEIExxrnFuVlzc625lIgiAcB1XSIyvU1d12WMmfi7z372sz/72c8cx/n0pz/9m9/8pqGhgXPuOI7pSzEQpRBtXopDU1pAKAcMUkMRGlsQC0QCzIKXgNAiKDpWrRrxW7GfNfGuxEQ9RNk+C01p8RKW7KIUm9WgJKUp1hQSqSeeeMK27aamprPOOouI1qxZY9otnXnmmcVi0ZjsjaGiv5YJkwYhqSDJlyUHprmJUnaS6hunpiCK6Te/oMmTns5GlJP0wovU1vIfV563+lMfXCNCkpqKBVKSiEIVF43LQgckQhJhVawJKdIx6XICFJFWpCRJSVJRsdhn86ysKs15xXFsTDI//elPAbiue88991T8h7QXjaLVX1HZPRjIUOmIVEh+jjZvoY07aPb8wl9m0PwXact2ymdJFSopJDWq6b8mrBgq3uJfb/EqenOTBnrng5QCfMmEBLPKk4zAFLSADqAjaA3NgHnz5r3//e83ttCZM2cCGDly5MyZM4cOHfrcc89deeWVZrVWWYz193R12VJkbCIMMUPEIKAts1ImggIUQckEJCDRXO/FBSgf44/Bxz52/kuvPJxMdVocMkIqAaZBgrjtmsL5zIHtwHbKKpdJ0kJKQWQ+VxOVaq1yDs6QSiUqe8LKIBljZu1t7j/zmc9897vfdRznuuuue+mll0wL8erTf4eSpJXfQlXd+n6dcuvyvpvUACzSCW5xYpBAe45WbfzBx2+4/Y9//PN9d33v61976Ds/wJKViAh+CKVLB9VvP3sONvons9UKqi9XRcm+tE5FpHQlqouULKsOXUn67Hsh6aqEl5JmEYoESSoZLQT1OXklUVdYyBJtJrWDVKTDZ2bOGNI2CMCNN95onGaVrMLXXnvt0EMPBXDhhRdWeylMqmvFOGE6BL/D6QoiQUKSrynnBztIZ4nypGPjHyvmKYgoJOrx6Sf/G894mH5zS3ba2d+XIcUhiZCCAp0w7oYvf+73JKpOXO9igqq+Vzvfdh7NO/wyb+o9/uMf/xgAY+yRRx55y7cYv0UlzK3y85rfrqApr6lYMh1RrMpjjokKmgq6VEEvjEgKEjHlchSHlPPp+WX/c8I5G/7vbursoXyW1m9e9qlvzHrfx+jl16lQuPVfv/k/X/5/9//yD92rNhjTmoriyo+sq4dy0Dj390gIy0lhZWulkn1SpSrCWSWEZiGnqhLMSOqqx2VhJirN+orBLSzVjiAdkIwpJOolvYNUltRjDz9waGurBXzzm9/csmVLdZSWEa1ly5aNHj3asqwrrrhi+/btVPZum9gaIqpMwbdbp5kB+zIOZLHstPRVWBDFQPpEkrSiSFEg6OavL7bwk6mTnxY+hXmSQV+UgYzKl61qCRyAGRZFUbXZc8OGDT/60Y88z0smk9OnT6eq5eub832NDGuirB8VpI6oL77HPPA1BZKE3FlSA0EUa5Ej4VNYUBvWUk9+wQ1ffeYjX6LuLIVZ0j3UvoWWt99+2Kn6oenU0U05QR0+dRRKce2x1rGofNWlb+UgC7Lp/57wTXnTuvK8qpptuvLCUoSvJBWVRatyC8txzpX6CJJI69IRAqJCRRlGRJEISORkgUT02G13HFrXkAJu/MQNJlyrMrEqypCInn/++ZaWFuD/b+9Lw+yqynTfNey9z6lTdaqSylARQiAhZCQEMkEIBgFDRBoBBR9pafURvHq5aGtjROm+4oT2RZR+oEW0lXaWocOgEAUMIBIikIQhkBAIATJWajzjntZa3/2x9jl1KgOSWJWK1nmfeqpOVZ3atffa693rW9/wfli6dKlN47Iiufa31cSuqrDF3ohUaE8pmcCV8DSRNhRFpMKYrrx8y9js7ROO/Mn3v+f3dhLF5BepXKCkQldTudiffoODqv5v9QKDILjqqqusftzjjz9ORMVisSpaU/u3Nq5oarPNNZHSKoqjKCrFfol0jnQPhV1ULpFvyO5ay53U0UMdRDmKeqjUQ53d95x36c7rv0dd24m6ctRO/jba2nn36ee/8K1vU2+OChGVbW6bpnJk773913USvl2Y/suXqf1pTfiuZs5pMklJtSIdV/MniULScb9VNCaTTAL7tyFRQFrZ2vM4oLBEcUAlf9PP752Lxmbgq//2JR0rqswhIrKldETU1dVlv33llVds1c8FF1xQVYKwltjbuV7f9220MJ83UVQpsDKUL5ciolyJvrjsyfHNdx3Z/MA9y8kPSMXkl/pZlPlcuNdk0oNRZl7lXrXblMUVV1wBwPO8Bx98sE/DKops4LQ2fGpvlSJNRpHWiZ6xiYiCgs77VC5RMaCCoYJRXRR2UdRFppOiTsp30sYN9OprtLXzkSUfbP/y9ZRvJ9rdSduJdtGbWzdcfe0Dy66i3TtoRweVK6ZslBRVBFGo9iahHi4kPDBHBfXfrPOqA3+PTXZ1+04AOCBBEgZCQ2rlauXp2NOxq7XUWmirdWhsuacACCgzhAwulEehQAiEJdUJHiEX4vEXfvfV72YR/NuXvnTFNctIiiiKbAwwCAIhhOM4WutMJgMgCIJjjz12xYoVo0ePvvvuu6+88spisQjALhf2RbVR9j6RclMgqBiuy7iEBkKgu2i426AVrvvSzltuWJ9tEbf813vmzQcT4BypNPKFsnUw9eRyTVkXDJXWMaoSXax1cQwA4jiudmB3HMeG44IgAPC1r33tC1/4QhiGS5YsWb16NQDf9x3Hse3Tan08RmlBmukYZMA0uIYJEBQQlBqNTumgQYeeClnkMxVDxyiHWPsmbrmnfO33Vn/ii/ed+2F0hW2d4ZiCRonQXWyFAAGcVr24NjNhDJo9tDZDsMT7JridLNJx931VwwMHFjk1/emXMLDKvf5hdPvCujcZAYyDrMZB7eTjYBysonpQiV8jOaQGYjtrM65ErhTftuLJex5ylfraF7628Kv/UhasUCy0NDYBqGo6WHiet2vXrra2tu7u7nnz5q1atWrevHk//elPpZTXXnvt+PHjpZQ27aupqYmI9h3HJ4CgQjhpEEOsESi4HjJNPCzjW9e++ovbNnE26ls3nH/G2ZApMI5yEGcaRKbRARTA7Qs/8NOpNKqXlYwlH0DPYPXarXRqdRB6enpGjBhx9dVXx3F80003LVq06KGHHjrrrLPsGywPq9dO2jAuGZihRCUEkoO5iA3KCrFBpBAF6OrSmzY+9czTW9e/LN7oZnlfpjyflDeqBeWeqafNW/fcsyeWNXga7QFSDXhtZ1wM5yw4GWGAhiZT9jUZpyEFLgik+/q+DlMcWO6oBhQMARzcsdQyNQysEK9y7ESpQleahjFAQO1BQoIw4BqckjeA2z7YTGkkyyBijTxw5+//8M0fFhUWfP4TbR++ECMzAdMeSzHAPs6llDZQlkqlbBpNb29vS0sLgDiOX3jhhXPOOae9vf2zn/3ssmXL2traqhIs+83kIICgw1ikHGLoysNLgzvoaMf/+3LPLbcunzHhhG9eP/f0JfCawDkYQgGutJZC+kGZCA3pdKlcSqVSgsu9Dm1HaiA1V6xHyq5y1R8GQZBKpXK53HXXXXfTTTcBWLly5ZQpU7LZ7B7CPFAaENAq9mzbR+Jx4BYDhAxFg2c34rHVu59eu33Hm/moFEhELg9dZ8qiBdmZE8cvnM1nTUY5wuvdP/z01ecsPvOID1yMxmZs27nl5h++HvS+66b/i6PbgBSYtNPDzoMojojBlS6s4AcqjKS9ZtTfKQ6GhAAkuEANlWwWC++jJABRs3JWh5H3Ga+m8i6bCGN/C2mq2dKxhi8QwoQoKPzy4Ye/fStTbNE/ftC7/AMYPyqOtGxoZOC+71vfg1KKMVa1yorFYmNjo81fk1IKIR599NHzzjuvUChcdtllN954YyaTse1Bq3+yFwwoNpHibkYzlGMIB909uO7aNb/60damdNst3z/5tDPhNUGTYuhMSwdoCCMtpQNAcAFAGy34W/QtHBgGKqXsVdhlLY5jrXVVO6dUKmUymXK5fMUVV/z85z8XQjz33HPjxo3LZrOomLKcc1Tkb7SLANjas/25J5/c+uQz8tUdePbV8SW0+tpVOtOcPmLqpFGL5mHWVMychkYHJo+2bAnMAXNDhqdf+vE3/0N35Jq9xrA7P2vKjBO+cjWOyQYou+ksFx6AWCtN5EinOmFYZSz2XBaHLQntAzXZOFaMFgJCKA7ugCfLoE3qZFAMmoGAYhw0OSkGI2BMTA4cIBlgRdCciBEDCmG+yWtkkDDksspTUQExkAaE9qNc2uNQAbp6cf/jT33pJhXpaZ/+8IjPXIa0AzJINx1EU87Vq1cvXbo0l8tddtllN998s+d5URTZJEy7g0qlUjb1JJVKqbgsnQDEo6hZuEwxaIPL/2nVA/e92No6+jv/cf6ZS2DVnwR8P9jRmGoEsnu1Lt3rDGvn3eDDbvzsUt/T0/P1r3/9O9/5TjabXbFixcKFC/spsmlgZ2HTa1vue3LlXY+s+PO61SjmEeMor+HiOafOGXPUO2cc/46TZmPq0RiRQhqQHCTAOQS3Ro4EEHMohtggDBBrQMBpgCeR4SHTLnftgJh9jUSdhHuCiIwxQgg7TYMg+MjHPnrs1MnvPuusBSfN95hjIiMbXHD0Fsqp5oYIKPnFlCcyXDowUBFjKeg+EtqtpDbQ0IILAoggGRhBx9Aart3LaA2pQCHiMjTp21es+M4tI7qjUz9+KT55EUY3goBUA8EphWHGyxzQPfJ9f/Xq1ZdeemkulzvnnHNuv/12+0OlVFNTU/VtWmshBKBgSr35QkvLkfkiiONfv/Sze+/sSKeP+PaNHzz9TAgPvo+mjHIQGPQKOEALsB+Ns32O9ODPsD3Kml588cVrrrnm3nvvbW1t/cEPfnDhhRd2dHRs2rTpvvvue2HNcy8+vq4UBd0ISQJZd8bck845/V0Lp04//11LoQEiOByOgaO1Y2KYFBpgqrt6AIACiEMwbVSotGTcZS4405LHIIl+m2/qPwCJq692oP7eGQj8pYwZm2ViA3Fbt25NZxrsODWm0u894+zv3/CfLz2zXvlG2SQKohLpgKJcYReFPZTbQVGBjM2EMRSpimO6RhNBU6EY5P3IhgQL1ikdlkiVKchRz+7Sf/333WNm/GbMjJ5vf5e2b6bCbsrvprhIFOSiUlAVMjkQGGNWrFiRSqVSqdQll1xCNXkz1Uwaq8hWKJQqCQjF7nzujHd9Ku0tPfPMGx5+mPyQfE0BUSH0FcWGijHtIOrcsxfF3voOhzwIVg0MVmMYl19+ubXPAcyaNWvMmDGO43ieB3AB76QTFl5zzTf+8MfVO3OFvphhpCmIqRyTH1EYUFwmUyYdJEIdUUzKJktp0rovWBVXWlPqRE0n7n/1ap+DMZyChPQWcUKb6lWbhqKU+sWvfvnZZZ+bM29ug5POcM+D9CAnHz3l0o9d9uv77n15x5ZcnCcqUtBN5S7K7aZ8B4VdMeWISmQCimOKNBU19QQUkt9ZjMuRzVDLE7VT0ENhTAGZIoUF2rK5+LM7fnr8afccOZdu/AnldpPqpO5t1LmDVEAUd/oF/8BJaOPynZ2dq1atsjuiK6+8MskXqQQbqRr6N6Ri6ulWkS6ed/77XDnNE/PWrctFivyICj6FKsk00FSKaXeo2vvp/FeT0YaUhFXuxXFsr2vq1KkArP5q1RZdvHjx737/0K7eQrevbABPRxSXlSop7cd+rhSWyiaKk9ivtkobcaIqkwhbVaJ81bz2ijJJrIxNz1A1o7LH5z7USWhRvXPVbJIgCGwuZaDizRtf/dkPbrv0wkumHHmsAxfg4Gge1bTkzIXXf/EzPU8+Qtu20PZttGMLhduIdpDaQdFuUr1kAlK6mlITExUp2hl2dVG+m4o91Guol1QP5TpKy39785iZPz5qXvn2u6m7g/KdFBdIF0n5FAVkRU3Mwcgl2JUhl8s9+OCD1ndqCxGJKAzD2uyZsh8rQ0rTWUsuSqVGjWhpe/759fl8r51ZRiU6N2GkNPl9PScOM9QqPimlNm7cCGDChAnFYvG2225btmwZgJEjRyql8uWSX6FKXwKGStQZ/RoBC7+ayaT3yM1IvsbK6MotDowp2wdn9Tz2ScThRLxavJU5ap+a1cr07u7ucuDH1dGvPOReXPvirbf8YN6CuU0NIgMcn8LXz1z8q3Pf+/r/+Qx95wZ6ZQ21r6feLVTcRn4nRQUKCn65GKlY26OYwPTsorCbgi7yO6n7TSp10qsb6cFH7z3twp5v/5hKBdJ58nMU2CQ27ZfK9q6XSwdTm2MtT0vFu+66a8yYMQC+8pWv2MusKiBGUWSIOnqL53/gI0DL6NHHPPGnR4h6k2IrKthuUyaiKDSGYkVBvI/Kcf2XPgYd1pyp5tDceuutAC666KJ8Pl8qlZYvX57NZhctWhSGoSIqUVwmlaQxKaLIUKhMqK3gTw9RN1EvUaGia7h3lplKHlE2P99mEeuwLy/qsDDRDyu8VbA+DMNUKmVLQgGMGDFCk9GAgSFFjhAwAMP046dPnjrxE//rY7tf37zuDw9tX7OOb9nWu/7l1X9e39HcHH/t+qOPO3bcaQtxysmYMQXj2uB5Kc8FQ9jV7UkXoQ5XPPbiw4+J3Z2xZHMueR9fOB+NI3HiqPN+dj3GjoEQAIcngjAykXZdKRvSNvqRdp0k6P22YXe5Ukrr8n3/+9/v+/5VV1315S9/mTG2bNmypqamqn8/Uv7HP/mh++75zbgJEx5esWLi0e8Aub27treMGgUjQDGgmeM5nBGkJmkMRBK6wV6pMLSvH/Kaz4MF6/ut3vLly5czxpYsWWKL7u+8885isfjud7/bdd1Iha7kBBXpmBnmMCmkBHEGLhWkQG3CQaShFOQeTqiKyoBktghMCwbObF4HgVg/Fw4lBdv79L7skQDyd4z9ekdtbM1+NsYUi8VsNktADMPBhfUjE6AJgoEhKOVS6RTiGFGEUoSuHH73cOfa53c8+RRFYadWvQ4zY0aPOWH6xFNObps+2Zl8LFIZdPgv3fz9tU/9+YIzz87MmovNm+685+dHnThjwb9eg9jHkS1lrRrcplKuJNIZ6SY3nAHCZtDhIGPddvtntR6UUsuXL7/88ssL+fzVX7j6G9/4BgDG+e729n/8yIceXvnIUZPH3XPHb2bNOEEwTlHIpG2oIACAaTAGyLJvDEM6nZQdAvxtk/CAoywHhCAKPbePKLGKR49oLReLO97Y2jSyhTdmjpsx5Y2Nm55++qk5J85ljCjplwyAJ4QijthAyj7Bq33G0Ct0srdFkAEZGOoTdlIGhiCdPhLuD30pU8OChAeTwL0fL5Ymo0nFFEUUBFQqU75MPUXqKNCDq17+4jfuP+N9/zPppN+Om/b7til3T5i64vz30p130q3L/2fSQnruRSoWqSeiTbvomfW3njQ/vuN26umkqCeKuhVFIelwDzHZAbRcDJGh23/164yXEsDVV32eDIWl8vHTpjuST5tx3Npnn7ZGZhzHRNpEYZ/2U41JWXM+uvL57XwMIgxRZMhXiYnYG0T3PXC/AE6deQKViMp6zbZX0YjshNGKYmWdLv1LQ/drQL7lP01sVDsl+pW5vaU5OlxxwKo7bL/fcDDYoG0fDFCMsGDOcQtmHxeG2L4T69bET65ev2XDIxvWLm3+FB5bd9yYsXjHWGTcYk/Q+I5WpPlRRx75pyeeOH3JmSAe+mWnuUnbBB3UFOOzpDjbGaCH5fsvuOC/f/zjlStX3nDDDTu373j5lU2vvLzJGPO5T181e9YcBhaGoZV7iQlu37O876FecxqHwsh8m5AMYIgUNCHlOWufXceAs959BkBw+IOPPQKO09+1GGSELfbnfM8s2gMcX9b3hff722GxqB0MBln6ygDSBQykRgYYNQozFzsfmHdiHB63azvapnTccu/kGTMgHJDxXA4YMMxZsOCprVus2SM9F0AhKIxINf3F//bXgBhzPC/SCsADv1vR2dPd2jKiq7dn7vx5jLEoiqqBNaWU3WUd/mAARXCcarYm7vjlLwCce+H55MSxdO+449dQ+PAFF5sgEik3sR7rOLQY5Kc1A+IQpMiVJeHkmChJF02NGDkyM/14GLMjKJUYQxzCxE7GhdAw8a7u7pAIQYBykEqlAXjS2eOwtVlOAwLpOGEcea539tKlHT3d2ebmydOmSsexJcIAqvmlAysZOLiwJSkEQ3CAHa+/vmn9hnGjW6fMmhE42B11r/vT42jInLFwsUMCVMmyr+PQYpDnkwCaHcrICACMQ0hrDpVGnEbowBsxbcEpG9p3IuNpwQqmBBYi7T3/6ivjJkxAQwbpNMBDFaRkpYlnzRRhwMEU4+2tLMQAhlw+1zp6VBCFF33wYk2mp7fXgGKtHMexiroArK//b2UZTMAAg2KuS0KteeSRNHDG6ac3ZBsVaN1za1CIZk2Y2NoyBjIFrevL4JBgcElIQGcpnwvLGroBqQZkODVCp6AkvAwM3Nmzthdzmx98RBSDpkiio9j1+4fySp9y9hIwDs4BqDDaz9QwAzVlCMg2N7e3t7eMHDFp8mQCU2T8MASR4/WjHGOMcz4YAp6DBQYw05J2oeKVv74rA5y6cCEHPIR/uv+3UHjvO8+AARjTJqYBqjCu44Aw6HLIIzJZbsvKNcFwcAaJSLh5ULZZuAvnnrLhrPt/9Kudjz2zaPxxfqHwwDOPTJszB0eOB+co+chms5lsn0Bff+/HgEyZ6roYxnFvT8+uXbsMGcZ484iWdGOjjRna/g3VgJtVFhyIfz7IYFCkpAAXDJ1d/stbjnOyp51yMoNxu3Nrbr+71eDic8+zoQXhuRqGA/VeEYcYg0vCpELMGMQMTCSmIEcAXoZOw3MdPf6jH7nk2PFhR9fGNS+mG9OXfvJTWDQXggGExqYoiriXipSflum9j88HbgsTRmFbWxuAlpYWW5LXubvDLxbT6XS18DwMQymllNKWLx7+IMBIqaOSCEvYsXPOuKPmT5k59cQ5UAq7890btzYDs+fPAwBji0W1W2fgIcehaAzAbL2ZqcRzFZokBBMNAASQQvbc0yH06I+fCwMoCTAIDsHB4HqeBtKVvAxC4mk4eFt0rz+zx/Ncr33nTuk4QbkswAzgCAHAlU61DiiVSllDtK8U/fCGBkqIRrgSPf7OR/7YWo6mzz8ekQbTWPX8dYuX6lNOABcwgJe02BjqUx6OGPQ9YQxE4JCArKhccADwAKYAcAgGhyuHFVwepjhSAlJC2A0hBxjf+yTZAG9dbBKIUVowPqK5hQFBqVTI5aWQA9lFbCgg4IIUiL25+s88X5h1ykIwBoXehx7nr2097YQTIAVcxAyBjkSdhEOBwV0JY8AH15aAvC9diQMOqrsxDk1ScAAK8AQHWd6xJOBb4wg1/UzQA0wbBbDPZKjKptBz3CgMJRcgZBoynpAwJFi/bn5/c5xkMAhCFIrtz72Q8VowexY0UI7eePKpTL6UPXE2VKgdTzOoMGINHsP+lD7qGCwcCpuKIVkIZUXJp1YMEcLmT0oOaSCJCQiRiAeyhIG1Z9m3CBIq8m0DABPHgiCAoFiK8kUYOOAwfS016bDqpvr2wAABg9hg/QbHLx89bRI8hmKAV15X+dykiUdhZJM2sWLQQMrzRJKGVMchxeCuhE7lM4trxBJdRDbpTMBNW0ZyEBfMMCAGdzhQK3PA9lmUcPCoLqD9cqoInCCA1myLm0rDAJHyICXfx0r4t0JIATQQA6T6w6MpE086dTZEBKd5xx+fKCFoWzwfLBKNI3MKnkRKCKgQ8m8qCvp3gUF3zPCqMmJVd60m195UVkAQJOP2LVFVHzHxwSSLYZWF+6l9+cvYB3Uq6npMOvneXFKfwQQIfqFIUEIIxphNtD3oNqNDBgIUQ2ReWrVakE7NmY6shwDrnljNhMbCmZBagcIYTvJYEgc/uHUcLAbXHNWAD5QZ4AAO4AISiifaoxYMiZSiNBB7t+PqPyEGcQEy1JjJZHjKLxRhCEE4qmVkk9vI/6anpBVPfvVNv7191OiRmDkJnkFPrmPb9tTRozH1SDRwBXBpA7n9JSvrOFQ4FCEKAoiDWYF7Yap6o7ZirfYxwN4qBM8Bw5Lf84PzygDQMLB6jbWPfKOg9UULTznzqKPnjRkHP4IQH1uwoCeY3lBp5WdN0KFdCatFlBIAmb7zJ96PPFVJQdIIY/Xss0LKMZOOQYNEkMefX2gs+60nTkdbG1wvhvEcuASEulJ+W8chxeCSUCCpxa64OQFwB/0ccAxV4eWK19S+r48jte4ZXnlj5YgHMmkMjILh4IkDwioPM4BiBMXG1za6m3eht4QYiIJpL7+0M9/Z4rlWmVMIQRXF+KGiorUsOCBhYAwY9TmPFUcEECHFiBGYYdCgGDp6fvXjr+e75557NiSDAh5feUSuOHXRe0AtCqkYJgM4hNiQ47l/ueK2joHGoGfMyNpvKl/39ILz/f+q39Fq6/QO0k5MFlDdF+4ggJFBHLb65dgvIQwABRMdUcqLYhEq2ptyQ0XCvvYxVrMVAAxBMAC+gpT2JRjTAIfifgm95fbXt2SPPQazTwBxFIvdz64VftGbMhOjxmmUPRgXYATN4bCB1OSv421i2I14okth+vxDMWyo3nCtFTRcwCO4pJgGM6hxxgy5U9TGdBz0nX/y0nqxJCARGxOCtBXAczy8unXblu3OxCPRmoVvsK33jR3trccdi2kTNYcHNMRgMWDACAMW8KnjQDC8SMgBXi3SB6xZCgAgu7bEjOAQPECaGIqRAT+MPKLViGufwgC49WOhQUDAAL5RBowq+8cNf/xjkPaOOe1kNDdBu+VVa7d19x4990SkPQIQxCwAFGDgMPC+HiF1HDocCsfM4QMGuKiEK2GbZxgXiXWqSYVCwyEIAxYbKDBC/7DE0AYqkuyGml50JrFRueBgDIbBdVwNoxGRHzASExbMns3LqSkToQ1ise2FV002K05dCMaZ1lACcGwAiYu/IvhTx1+B4UVCoGLI8aRLG2wYUwEwRFpBQxBgQBpacTLon7Y2tGD9GMjASAMGnAOxATMwEgaIyG8kw7iL0DTMXXTalJlocwBCEG/avbM46R2YPwMOcQh4aahK0NYTmtEAFqbU8TYxzEhYsbZIImKIbOuWSufcZMvHAG0Qk6NIGuyxJxxiQtKeygDVlw5HFBkmuQBMyXfSaYQxntmAxzYgl+/JhKmJY9NLl5z78++VOrZg8hiqptJLDgAuujnFMC3g+2lnU8dgYXjtCRMwaJYkDBAq0TcNbogbqlp4QpNISqcOP7DqhjZxaDIClBaABJodFzFh/ab7rr/xhXVryXOZcFfc97ufffqzKBSciUcV4CgQiCrqeIqEbUtn6p6ZQ49hRkKW1FLZr4nvwlpgkRrpNPjdOYwcjSAGd0hpz3HhetXVz6awDfH5s75m5dVEQAeABkIlCIKMjDQi89gtPxp1xNjjb/squ/afWv7lYxfecmOLYmv+8ydugTXBcRRjmjSgOOBJBpMFRmCf/YrrGFwMMxICxAwxCJMIlhIqVY7CFZqNbGxBKQRxMOm6DUEQDfX57gUGMANhiCW2qABnBjDwGtNQgCY4Kbyy+c1n1y/84EXIaJUBmgUk/cPFl6y6636wRpS1pW/yGGIAGQly3jJOW8cgYXiRUAORnXYKIoa0P2EckiGMert6G70MNAeX4MJwqeLDzl1IMFRZw62goUQliq8tRRnKReTzPAjR1AwjVFxWnCHrYeoUJ4zx5g6kUnAMCWPVDsBAjGqbmNdxKDG8SIjEk5HMNAEwcALAORrTecAnhkwGMgXIAoE3ZQ8rDlbbWfSlzlRje75JjGxhQDEkT7sOYBCUpCMiACrCjm3jR4+G4siF1aJOe0gGY/eTw25CHAYYXmPOAQckkITtJeABLjg4R5r3NDtvlvJgAuRAY1vg7zAhxOE4RP1qUKoRC46yViEII7M6xXrCIoRGk9SAQgTPhcO3v/E6RoyFk0EEpmtuP0FoCL1Xv/g6Bh+H4wwbPDBAGDAykUQowAHXcBYDBBS7giNG8bZWRBokETN55NjCyIbDapNUuypbsnBUnLweA0fJxEXExIwYP3bCjMkv/eBW5EMvNNnuANs71//2zilnnoy0AAeMARmzh/1Zk2hfxyHDfluj/X1CG6gYQnRLqYHRAEIgBniMht7c5g0NL3c5s94JrxWksOrXSDMs/gekskN93rUwBGgYDSIwCS5VUhQSa5VvlBqxg9yIWOPex1Z+99bTTlnsnDgPqaan77/r0Q0rP//rn2HCjI6iP9pjICdwvRDIwAiEGhJgAvJwMsCHBYYfCWMNyTqk1EAbAYGBBlgM6oBkWPfyE3ev7CnwMdn0/HdOxtyZyL4Dbra2Kd9Q980zBBgYG5+Q4EJzWxWNNPIMEZSHsEkH6FV4ZsMbv/rtGy9vaRx3hHt068zL34sJYwsNRwC8SfkgGThOBKRgBGIFAeuSGrJLG6YYZiQkgEAcvYAAslpBa3AgjNETvvjv//7YxrXzFy2cM+n43jffvPenP3rPJR8ae+U/I52x0UWjY+Y6hbKfacjw2v0YDjU5qU97rlKgDIDb5B8jYCQIkYEyUBzEwRgkwVGQXDEPgCQF4ppzSsISttia19PWDj2GWWy2EuOWgGPzs4WBMIgMHn36tcfW/O+b/hUnHIdyMKI446PHT7/xc1f98xnvwUmzYQCXcyEIcF2333OrJophDlWczZZWipqLspCArPYudm26ei0cVG85k+gnb1hfAIcMw2wXToCplOTBNr3mIQCB9ueenzR9Oo6fCpNHq4e2Rpw07eiZ059c+0yfkATnAGQ9q6SOAcUwIyESi9TSKAILkdRSbN68uWlkCzyOkS3wGFgEwY6aOOm117eAMUs/MIQ6JqK3MNiGk3Ffx8BgWD7UCYyBJbWsADhAjDijRMgmAlwOkM1uNkA/k28/h6znmtRxkBh+KyEAgPeJtXEBwLCJEyd2d/Ui0OXenAsOpwlGbH/tzWOOOQYgUEIxRzh9dRV7SLbVUcdBYfiRkPdJDwvABTxwGD72+FkbNryMjW80uKMQSPQSnt+86fmX5s2Zn1TcAcYYAEor1KlXx8BhmJmjDKgxHSW4SLRMgdNOnv7kgu9964b5Zy+eOW161ytvPHDzj95/yYed6VMB284GtltoFEVuuqZDaH0xrOOvwzCLEwJI9L7BrLqMLR4IDQpAR9fu5595Zs3TvdvbjxozdtGpp+HkuRjRhBSzDdqIoV8wrUbrhWpW1zol6zggDEcS2q6JHJDGgABuYAjFGFzAGGigHEIrZFx4DhwJycA4RHUJrZOwjoHEMDNHKXGNWo1cSyFi0IKFGUrBCJKIDWQaAkhrYyudahU+qxzb69lVI+9fRx0HgGFGQiQ8FKLSIJFBg4cwkfQ0kAXAOASDpALnBmhmLGn0XUcdg4NhSUIk6yGxRDnXAAFCB7xMzGUGnClOARgHT6Se2B4qZ5VD1b0ydfzVGH4ktCCAIUayyDngzfA44DAwQREjMNYAIWBY/yD8IcsOrWP4YBiTsCI46gEeQOWYSQecg8ETMFq7xcBEIUY2gSclC3XUMRgYZt5RqrEhOcoAAM/KWld1SG1/NgPYinvH2LWP+hwzPNH5RN07WscAYJiREP0qAC1t+jGqUrnbR9eaArt+yi57fT/Uxb51/K1i+JGwjjoOMwy/3NE66jjMUCdhHXUMMeokrKOOIUadhHXUMcSok7COOoYYdRLWUccQo07COuoYYtRJWEcdQ4w6CeuoY4hRJ2EddQwx/j/JPZuZLYxoJgAAAABJRU5ErkJggg==
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1ccc(N)c(C)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C([O-])C[C@H](O)CC(O)/C=C/c1c(C2CC2)nc2ccccc2c1-c1ccc(F)cc1.O=C([O-])C[C@H](O)C[C@H](O)/C=C/c1c(C2CC2)nc2ccccc2c1-c1ccc(F)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOC(=O)COc1ccc2c(C)c(CCN(CC)CC)c(=O)oc2c1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1c(NC(C)C)c(=O)n(-c2ccccc2)n1C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(CCc1ccc(O)cc1)NCCc1ccc(O)c(O)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCC1OCC(COc2ccc(Oc3ccccc3)cc2)O1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(NO)c1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)(C)c1ccc(CCOc2ncnc3ccccc23)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1cnc(NS(=O)(=O)c2ccc(N)cc2)nc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C=CC(C)(CCC=C(C)C)OC(=O)c1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABNxklEQVR4nO2dd5gUVdb/T6UOk2dgCCJxyIiSEUQQEEV0AZHFnPcnu6Zl17C6u6+uuiqiAquv7rsY1kWUVSQjUZICShBGGJGchBlmmNSxcp3fH2f6WswAEmaoYbyfh4enp7q6u7qrvnXOPefcewREBA6H4x2i1wfA4fzS4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7HY7gIORyP4SLkcDyGi5DD8RguQg7npCBiJBJhfxqGUROfwkXI4ZwA27YBQBCEYDCo63osFgMASZJq4rMERKyJ9+VwLnSKiooyMjJ8Pl9NfxAXIYdzYlRVDQaD9DgejwOAoiiKolT7B3ERcjgnQNO0QCAAAKZpCoIgyzIAIKIgCNX+WXxMyOGcAFJgKBRSFOXrr7/+73//W1JSUhMKBG4JOZwT4jiOKFaYqCuvvHLNmjVz58694YYb2MZqhIuQwzkpmqZFIpEmTZoAQCQSURSlJkTI3VEO58SUlJQEAoG1a9eapjlgwAC/319DFouLkMM5MfXq1QOAjz76CABGjRql6zrPE3I45w82JkxLS4tGowcPHszIyEhNTa2Jz5Jr4k05nAsdURTj8fi+fft0XW/RokV2dnbNZe25O8rhnJikpKSZM2ci4tVXXy0IgiiKlmXVxAdxEXI4J+Wzzz4zTXPkyJF+vx8SBaXVDh8Tcjgn5vDhw82aNWvYsOG2bdvq169vmqYsy7xihsM5f6xcuRIRe/bsWb9+fQAwDKOGKma4CDm/dBzHofps27ZVVWXbP/nkE1mWr7vuOvJCa2hACFyEnF84lIqgIZ8kSWzahKZpW7ZssSzrqquuoiFbWloaT9ZzODWFJEnM0NGD3Nzc/Pz8iy66qEOHDqIoOo4jCAKfWc/hVD+sFpRZOV3XAWDOnDl+v3/YsGFsN9u2ayhVyEXI+aVj2zYi0oxB27bpwcKFC23bHj16NLgyE3wqE4dT/TA/k4aFNG33xx9/bNOmDQDk5+dnZWUZhiGKoizLfFIvh1P9uBMPtm3T4yVLlui6fvXVV2dmZgIA80J5YIbDqX4oDEPao9GgYRirVq0CgFtvvVUQhIKCAgCQZdmyrJqYTAjnwR01TVNRFE3TyNWWZZlW76DQMN17LMvy+XyISBvdFp82UuXeybZwOGcNXZ8AYBgGWTxd17OysuLxeEFBQcOGDQVBsG1bkiS2Z7VT49exoiixWCwQCMiyHI1GASAQCMRiMVEUY7GYJEmiKPp8vnA4LAiCJElMgbqu0xo7tI9pmmwpSNpCaqzp4+fUbdgUQXZP//bbb23b7tSpU1JSktse1NBkQjg/7ii7f2RkZNADWZYNw3AcZ//+/QBgmmZaWpqu65SHMU2TBsr0QlKaoiiSJNm2TbEsAODGkHPuUA6QPUDE+fPn67p+/fXXp6Wl0T50vZHjViPHUBNvWgmy8uFwGBKKkmV5zJgxTZo0adWqVVZW1uuvv/7VV19JkqQoiqqqZBuZn+w4DluKnGwgbTRNk5x4DudcoCsNEWmy0tKlSwHg2muvhcTlyi7FGhq7nY8UBS2iioiWZSmKEo1Gp06d+tBDD9Gz9erVo8U8mjRpMnDgwJEjR/bt2zczM9O27UgkwoynqqqSJJ2H5ZA5vzQoEkFDvkOHDrVt2zYQCOzZs6d+/fo0ULQsiwZKNDis/iPAGsayLHpAbqSmac899xwAyLI8bty47du3T58+/f7778/MzKSVHgFAEIQuXbq8/PLLu3fvpteWlZXRA8dxaAGsSCSiqqppmjV9/Jw6D3mhhmEgIq0oc8MNN9BT8XicHtDVS3tWOzUuQvoasVgsFouVlpZOmDAhMzNTFMV33nmnpKSE9tE0DRE3b948YcKE/v37N2zYkN0jkpOTb7/99sWLF5eVlem6XtNHy/kFQrdyCjdQicwHH3xAT2maRsIjEdYQNS5CRNR1nb7DM888AwCBQODTTz+lp2zbJgW6v2RhYeG8efPuv//+Fi1aUHiKhot9+/YdP378pk2botEo7cnMLIdz1rCbeywWa9SoEQDs27ePthiGQVcmiwjWBNUpQpITJhRF342sPCI+8sgjAJCVlTVnzhxMWHbHcWgHVVXZS5gyEXHnzp0vvfTSgAEDUlJSyB1XFKVVq1Z33nnnvHnzotEo+43crin7UNoYiUTozbn7yqkKOWuGYaxcuRIAOnbseJ4PoNpEaNs26YqEFIvFELG0tBQRHce59dZbk5OTU1NTFy9ebFmWYRi6rpPSHnroodtuu23atGk0AiTBsPdkssnPz58zZ84999zTrFkzCpCSJocOHTp58uQ9e/ZYlkW5DToSUjUilpeXI2JxcXF1fVNOXYLZN8uynnjiCQB48skna2jsdzKqTYSO45BzSLIxTZNkEI1GR4wYQQs2fvHFF8xw0VOI2KtXLzYCbN++/TPPPLNixYpIJKLrOhsWM0XRB23evPl//ud/evTokZ6ezl7bqVOnJ598cvny5aR8RAyFQvSADCOL7nA4DLpoyXK0a9dOFMX169efZ4+pOt1RdtHTd7AsKxQKjRo1imYrb9u2DREdxyEjSaEaRNy+ffvMmTNvvPHGZs2aMUWlpaUNGzbsgw8+yM/PZ+/vOI7bpTQMo6CgYObMmWPHjm3ZsiUrbsjIyOjTp89f/vKXkpISVVULCgrQ5SpzOJWwLEvTtKKiIkmSGjZsyMY4543qFCFZNpIiuX833ngjALRr127dunUkOTw+BsNCLJqmqaq6adOmP/3pT927d3eXwrRv3/6hhx5atmxZOBxGRF3XWViVoarqtm3bXnnllcsvvzw5OVmW5aSkJABo2bLlH/7wh+eee840zfLych5f5VSFLsgPPvgAAH71q1+d/wOoThGyYSGppXPnzjTM3bBhA9uHHEvLskiT7uCNYRgkYFVV9+zZM3369FtuuaVBgwaiKKakpABAw4YNx4wZ89FHHx05cgQRHceJRqPMxDE/fvv27R9++OHIkSMpuc/iq1999VU1fllOHePqq68GgH/9619YwwmJqlSbCGnEVVpaGg6HVVXt27dvcnJy69at165dy2KVxKFDh+iB27Gkha7QlXWIRqPxeLykpGThwoVPPPFEr1692CI8wWCwU6dOTz/9NJM3ub7M0KmqSppctGhR7969qbNHnz59quvLcuoY+fn56enpmZmZO3fuxAtXhBSYcRwnHA737t0bAJo1a7Z161Z61jAM96jMsiz2PSn6QvohHRqG4a6zITlpmrZv377333//+uuvp6mWRL169YYPH/7JJ5+QFWVBV8uy6HgQceLEiQDQpk2bSrcDDgcRNU1bu3atz+fr2LEjXTy1PTrqDlQSLB5TXl4eDoe7detGg7E9e/ZUwwG6ME2TxKmq6pdffvnoo49ecsklycnJpEa/39+9e/cnn3xy9erVqqqSyGmuhqqqiqIEg8Hi4mImfpK9+xbAqc3Ytm0YBp1QRGR3WEyksmgLQVto+pv7TdgO7i3r1q275pprAOCJJ55AVxSd3bKZY1VDFvJsLCEZPYqOUFqPDvfIkSPt27fPyMho2rQp+ZzVftD0y7JfxDCMNWvWTJo06ZprrmFtq9LS0tq0aXP33XezDAci9ujRg3IkmJAc6Zn2Oc/uB+f0oXj4yU5Q1UKWqnvquk4BCKY90zQ3btz4t7/97dprr83OzqY7eFpa2uWXX057uh0xJkVWwlbtnLEI3dcu2e6ioiJEzMvL69y5syiKzZs3p8AJukZ9505VC+zGMIzCwsJly5b94Q9/aNGiBQBcc8017CWO41Ae9umnn8ZE3IjgqYsLAirwoFEMTWHTNI3VlBFUfeXeQoMgumINw1i/fv2zzz7bt29fll6m1R5atmw5fPjwyy67jC4b27Z1XWcXifsNa8hjOhtLyFw4lnPPzc2lWGj37t0pL1dYWFgTR0yehmVZdHsLh8P0p3ufUCh06NAhd0AoHA4vW7bM7/f36NEDE9U8mBg38oFibeZ0jA9VSrE93QGI77//fsKECcOHD/f5fLS8AwCIoti2bdv77rvvH//4x+HDh+lCXbt2bePGjZOSkoYPH04XdiQSofdhtqSGapXPRoS2bTOrret6QUFB69at6S5y7NgxRIxGo3R9V++x0q3uhG/rHgOwYrdwOEw70wGnpqb6fL7y8nJ2ttx1dpzaSSXjRmYqHo8bhqGqKj1wP4uI27ZtGz9+/JVXXsniBZSmysnJGTt27Keffrp3796qPpqu65s2baL5dA888AC9WzweZyU1p/bFzoWzESEbuYZCoe3bt1900UUAcNNNNxUWFtIvQuWa1Us8HnefDLdPwja675rsV2Yaa9++PQAsWbKE/mTvxgaZnFoL3e5PNrrRdf3rr79+7rnnbrjhBhalI+21b9/+97///aeffkqijcVimqZRyN0wDKoVOXr0KLuzb926tWnTpgAwduxYuoxZZME9iqlezliEVJlJM2vz8vLS0tLS0tJuuOEG8kJp1Qnak+UDqxH67eLxOJMW0xI9RVEyKhCn7ewG9oc//MHn840bN67qC3lgpjZD1s/tbZaVlUUikXXr1j333HP9+/dnKStFUZKSktq3b3/vvfd+/PHH7ArUNC0Wi1XSMF0wq1evJnWRExeLxRYuXEiDxhdeeKGkpMTtedWi6CjdP7766quLL74YAEaMGMGqzwjmkVdvISwp3O1MqqrqDmS5dYWIuq6zuVGIuGzZMgDo27cv3QhpI/NXq/E4zx4H0XE/tC20LbQd1z8LTQdtdBBtRBPRQnTQQbQqnjIQTUT7+De7gKG0BD2OxWLr1q17/vnnR4wYQTknttxJ+/btH3nkkWnTphUXF0cikUoeLMs2I2I4HF6/fv348eMHDhyYlZWlKMrLL79MwysWX1i6dGlWVhYAPP744/Qqdxag2vkZEdq2TUaZrmZyRC3LWrNmTWpqqqIoI0aMqDkzfY6wOnI6AeXl5UlJSaIoUraQpZu8PcifpOKwP2xE20RbR1NDU0NTR9NE00LTREPFeMQsRxNRRSxDjCCaaDgYQ60MS0wMWRhGNNHB0rBtXjg6dEfdEZESYOFwOBKJLFu27PXXXx84cKAoipSIkiQpEAh06tTpwQcfnDNnztGjR+lVJxy2UX32ypUrX3rppSuuuILqrgRBkGVZFMUuXbq8/fbbZEVYIhoRFy1aRD7t+PHj3RJw572YQ3uOw8WTirBqZIXsWzwe//LLL+n4br/9dnqqtliS4yGZMWsci8W6d++uKMqqVaswcVc7RQ7qfBwhooVosT8q/tmItoVmQoSGjqaFhoOmg0apfsxEDW0bwxZGETW0TTTR1lEL28UmhmL6MdvS0EHVQe3CESG6Yg100c+bNy8nJ4diKmz9oT59+owbN27+/PmRSISiMu6sPWHbdjQaLSgo+Prrr1999dWrrrqKIjSCIJC/2rp167vuuuuzzz7Lz893e21uQ2dZ1ocffkirHr7++uuVKmlUVSVNUoPRc/zip7KEVWujY7HYggULyA145JFH8JzvATWHuzAVE+VvTz75pCiKf/nLX9BVIufhdHsH0UQ0KxtDm4yhU+GLmhWup22jbaJjIpohM6KhgSRLJ6KhhraBpo5oGmhamo6IGmKZaV4o63+wMTwFHQzDIIeQTaOZNWsWZaRPdtNUVbW8vHzx4sUTJkwYNmyYe6UiURQvueSS+++/f/bs2RS8cFN1WQamxtdee83n80mS9PLLL+PxS0Kx23elsdhZcCoRsmoSOizbtp9//nma0EAxXJYJPfebQbXDTir7yRBxyZIlrJKbbffQI2UitEiHx4sQaexHwz8rsavumKrmoIEYxXgxGsUmhnSMoqmjatFetmqi5ZhoRlG1sDY6KSeETabRdX3t2rU0b6akpKRS/p09tiwrGo0WFhZu3Lhx8uTJQ4YMSU9Pp4lspL0WLVrcd999c+bMyc/Pp4CCO+FB8R5KKrLF1GKxGH0EW+Fh6tSp9G7vvfceXVRs/FU1+Hd2nEqE7AvTDeDPf/4zLYn92muvoWsZtXP5+JqDGUCSH/1ehYWFsiynpqbS78hiOV6lKBwkT9L+SYfo8kttl/wMpJhLcVkUHUQ1jkcOYcERLD6M5tFQ+ACioZpOsYkxRNQRVQMx7mAU8cJYVoddbGRY3nzzTQAYNmwYbaR7JU21UVU1HA5/8cUXr7zyyuDBg92rKwAAuZozZ84sLCw82We5a01pS6WYHybCfnRgb7/9Nq07ylZhC4VCbqt4jpxUhEzlbN0K+pKDBg2iWhn28ZUSprUEFvyslJGn+nIqImU20EMRWmibCREep0P7eANIOtQRNcSofWze4jWP/2nz2N8uv+f2dW/8HfVi1DW0sUi1Swx6lYlOpCJuc4HAZgKoqnrVVVelpqb+85//ZE6WYRjLly9/8803Bw8enJSUlJyczJYa6tix46OPPrp06dJKs72ZraNRorsqg3RoGEY4HKYMpNsjdS/nR4OyyZMn09D0n//8Jz1F5sedDDtrTipCuojdFjwlJSUzM/OFF17ARFKFHWstdEcJdndgD/785z+7Q8/onQITUO6hQoSW2zW1XZtIkzHEvOJvHvifSX0GrXr44dLJE3/48xPTbhrxysBB+qLVGDLRxgiijohooh1DO47OhSFCVpgSj8dLS0tpYQT2bHFx8VtvvcXMHU0ovffee90WT9f1SCRCqtB1/WSjjJOdbtM0Y7EYUxS7pEmchmFMmDABABo0aPDxxx9XCq2fow5PKkK2JCH9WVpaettttwHAU089xRZ0euedd3r37r1s2bJzOYKag5lrViBqWdb8+fNFUezfv797mS3PDpFGgE5FWs90DRF/8kgdRActklYU8R8zN1x1W/it97AoHw/swqOHcc/epbff//kNd2LuftQ1FXUVzagTR1tDuyJnWPshq4WIlmXNmjUrEAj06NGDeWGIuG7duj59+rz00kuff/55pVjIyRYFpbwf+bHus0zXAxuJVK2FpOlOLF7AFhD829/+RlNY586di66hYA2OCeloaIQaiUS++eYbAOjXrx9T5m9/+9uUlJTnn38eE5dypa9UC9f5DIVCFO+mH87jJKcrPEoPdUSdtlk/eaY6YpljhhExqm/uf3PZyAfw6GGMHsVIMRbl4/6DuHLDf5v1xo+XYLgYMWRi3EQzFI5eSAmKxNUSj8fHjh2rKMpf//pXr4/oBDz66KMpKSnJycmff/45uu4d7lkB6FrA5XQ4VVcmy7IEQaBLNiUlpVmzZoFAYMuWLXSHAIChQ4dGo9HFixdDYhVQSsVU7flWe/D7/R06dBAEYdOmTQBAnWq8PCBM/ANwEg8dAEkSAMA0zfJQuQ22IsgWAIhmPHYso2EyWFFQHCcehtRUqJ8B9dOzfD74fhugAajKtiGDCL4kXYAa6eVVM5imCQCIuGLFCtM0R48ebddMK7Jz4bXXXrvxxhuTkpLGjBmzYMEC6iAWi8XIfw6FQnTxO46TlJSkadrpvOepRELdAqmXIAA0bty4Q4cOsVhs+/bt9O5UxLBhwwbq/umG8nK1U4SDBg0SBGHBggXg+nbe4FIguMQoggNoG/GYIkmZaWk+QN0MGxgBPbIrcgTaNoR6suWTxfr1QXQgRYRm9ZygFD5aAGCCqYPmgAngEzS4kERIV8vevXt3797duHHjyy67jO71tQpFUaZOndq9e3dEvOOOO1asWAEAfr+fmqilp6eT90t5hNNsInYqkbDmnmxJzwEDBiiKMnfuXPq90tLSLrnkEtu2v/vuOwAg15y9xN3ltFYxePBgx3GWL19Of7K0krc4CRsIAAI4gmn6fD6w7Vh+AcYimYo/Q/CBoVqSY4MBjmmBA6INPtECE+LRiBpLq1cPHAmkIAgSgCgIUOsu4ZPjOI7f70dEujled911kJgMUaug3PiiRYuuvfZaXdfHjBmzevVqqoArKSkBAFmW4/E4AMTj8dM0QifdidRMXq+iKDSWvf766xFx8eLF5KPatj1kyBBEpAuaep2SDiu1nq9VdO3aVZblXbt2UbZHkiTPPFLhp38uBYIEAIIE5REwreRAUJZ9gmX60YCktBb1Lz6880eQfQqYZZGjAKpsO1BcFo7pcElXsHyAfvAHUQYAUM5PF9jqgK4WQRDmzp0LADfddNNp+nLnGUmSZFm2LGvmzJkDBw6MRCJjxoyhoQ0bpqWmplqWlZSUdJru9EnPEV2XNCykLYIg9OnTx7Ks3bt3U3WfJEmDBg0CAOqkQQNCt/ZqYU9527YbNWrUqVOncDj83Xffee/wJERoJ3xRCRxwEGwHLAdMBwQJjpVCKAKFx8CGq4ffuHrVOvj6ByluZcoBiKlwoGDde9PS2rWCyzqAKQIEUVI0AfwASaTnCwREDIfD27Ztk2W5V69erF60VkHuIeUPFy5c2K1bN2r08OWXXzZq1IjCuQBAd5DTtEMnFSFZUlEUWUpUUZTk5ORLLrkkHA5v2rSJBNa1a1e/35+bm0tTE+iD2Q2gFoqQbi5DhgwBgBUrVtSKUatYoUCn4i8AByAahUAQiks+f/Gld//8V4ibkJwOCMJNo7Kb5Wx56V343zmw6nv47xfaq+/vWbam+/03Q6sGkJ4FqMQBLECf7ciWJWCtOwUng1yqeDzer1+/+vXre304J4au7UAgEAwGHcdZtmzZFVdckZ+fP27cuD179siyTPERuoOcqztKDYQp1KOqKmla1/WhQ4eaprlp0yZyPhs3btyxY8fy8vL8/PxYLEavZeal1nqk1IVmy5Yt5MF7eZwiwE+hGQfAEQDAskCUYOf2LW9O+GHpnNCBXaDFwRRBSoFg8nXvvNe6Q9eF//po3uP/M+PVyXsOH73rpZdajh6hpsgQEOinFwABHdAN8DT0e/pQGO/zzz8HgJEjRwIAu5xqFZIksTCkpmkpKSkfffTRkCFDtmzZQlPbMzIyiouLKdBwun7WmeZJFi5cCABDhgxh6c5HH30UAMaPH8/6MdF2zydYsJm7lMxhpQ8sgBQMBs+9BP7cDhHVODoO6oZlohlFM4qaHirDcAR37dg4tP/c5oFvr+2I6+dg/m7U0YoixhCLongsjiVx/PEoHj2GoTiWlKFjmokMf8W0DMtGy76AUoWqqmZkZIiiePDgQa/LmE4XtpApraLfpUuX/fv34xmu4nfGztill14aDAa/+eYbXddFUYzFYtdeey0ALFmyhNQvyzLdwwKBgLcjLvp1AICSOXR4giCQk9C2bVtBELZt26bruocHGfBDeanmkyXbdGw9noyOTxIh/8cNvx9XuHP3xTltuj3/d2jSFFJSoUyVVADVgNRkSFIgNQiNGxqpyVaSYmdl2IIMCYdWBhAQQBChNjjbp813331nmmbbtm1TU1MxEZLw+qBOl4kTJ/bv3z83N/e2224rLS2luO5pHv8Zn6QmTZq0adMmEons2rULAGzb7t+/vyzL33zzjaZplG8VBKE2jAaxSswTEVkhwXXXXWcYxtKlSz3OCNtWZkbAMMAv+tLQB1EVdufteu7PRXl5jTp07/b2bGh/NWS3g7gB+7csu3f4ZxNegHgMZBkMAwB8wWCt9fnPlMWLF8disUGDBqWnp9OXqnoGaxvsx+/cufO0adM6deq0cePGQYMG0Ryr08x+nc2dsl+/fgCwePFiTdPS0tJSUlJycnI0Tfv+++8pKJSSkkL3AA9TcIjIokoAwFxTukGIojh06FDLslasWMHSoV7ggGiDrfkkABtAteBQwYbfP7512fJ67dp3/9uL0CgnElXASoZy/dDE58q2rS0+st/UNACwTANsGwAkSbqQ7N3J+eKLLwBg2LBhLL/l6ak5XSglbhhG06ZNZ8yY0aRJk7y8vGnTpmVmZtbUmFBVVRoW9uvXjw0CH3zwQQCYMGEC1o7Jsnh8WXalpTpoHFhYWCgIQmZmZiQS8WwE4thomhguw3gphkvwh91ftrtsW86lu64dgYd+xPIYxhFLERfnreo/7MNG0tLru+D332HcwqiOhlMx/x7Rcmw2/eK4yVAXzmJP+fn5mZmZPp+PNVqutVNzTs3BgwdfeOGFM6pJPuN7qKIoZAnz8vKodFWWZVrvkUp4IOH1Ufj0TN+/unB/tCRJzAtlNGjQoHPnzmVlZXl5eef30FwIACKAXwE04NC+BcOuS9WdtKat2vztRRAVCCbBsRhsP5A3/hVt/8Fml18xZMq70KIFSBIoMggCJL5m5co7TLz5hcPq1atDoVDfvn0zMzNrw1jmZJBsTvhUOBzWNK1Zs2bjxo1LTU2NxWKn+UXOWISSJKWmprZr1y4ajW7cuJEMbo8ePRRF+fbbb48dO6YoCstUevhrVlUdmxGSnJxMvyPVRi1atMiD40uAIoAWh+/yvvr9HzNlRWl5cbP/ewtatYSMelAWgoO79jz98LEtq3Mu7dD/tf+D9BZqWQREAFEEAZyE9mpFtvPcmDlzpiiKN910EwCIomgYBmtHWQs5oQ7T0tICgYBpmrQEDJt2/LOczclTVfW6664TBGH16tWKohiGUb9+/Y4dOx47dmzr1q0AIIqinRiunMX7Vwv0/amOnLZEo9GioiIKHVGVbZ8+fQBg7dq13sU2HAHM+P5981+a+EPuD9mXXdrp7TegQQoEBYhFYO/ureN+d2jrulaXX9L69fHQqA0k1Qs2agIAlhoHAUS/j5b/8Sk+diIrf5MLxB6uWbNGURSa5wmJGRWqqnp9XGeGZVmKotDSE1Bz0VHLsoLB4IABA0zTXLNmDSRGz7169fL5fF9//bVhGH6/n1XPnOn7nwXkjFHDCbaRzh/FZmhA+Oabb7Zu3frf//63YRg032rw4MEAsH379mg0SpEbplh2q6NxL3tblvaAKp4JIp7iR2ceI8WQK17o4Hcrlrz3jzdydx7pdMOtbd/6J1xUH5xysEvgm9V5Dz1wcMfWfnfc0nzi36FJI5BkJw4AACLIyUmkroBrAVzxglFcBSw5tGHDhqNHj7Zo0aJZs2Z046b/a6ExFBKc8FmKRPr9fjr+0w1Mnum4kzLd+/fvT01NzcjIoHUuLMv69NNPAeCaa66h3WqiIczJqDQIjkajrGCguLiYDuOvf/2rKIqZmZmzZs0iDYRCIcuyWrVqFQwGBw4cOGPGjMOHDyOi4ziVlu2gRgiVVkxgS3Rhomvizx4nCzlQJjcWi61euKBbZiAHYMOrb2OhhlHNPLwPYz/i3HfXXpqzoeVF5ffejhvXYTyEhmOGEXVX+MU5Lu5yXAimyrO1DfZjUljhmWeeAYCxY8eyHdjUWK+O8HxyxiJkjU67dOkCAKtXr6bthYWFAJCRkeG+WM9D1JFN5K+6phMmJms/8sgjACBJ0ltvvcWWsnMc5/HHH5dlOTk5mYy5oijdunV79tln169fX3UBhRN+F2pKYye6Av9sTExVVVZptGrVqqaZmU0A/jBsRPmPRWgjWibGSnDNgk+6NXsrBUKP/Qa3b8JwGZpo0So0xgUW86wKO0c08Zx+MWrhunDhwko7e150dX44+5719913n6IoEyZMoEWyLMvq2LEjm+NL+5yH5S1YfRAtycy209p4iPj4448DQHJyMuvHREv60IpPAPD2229PmTJlzJgx1F6KvIisrKxRo0a9//775eXllS4FaggVjUbPdOlu+qFM01RVddasWc2aNfMBPHbrfaihhhhD24mUhFYvmnJ5548ua3n0z7/DH77GSBGGSsMRzUR0HDTUC1h+BLsk6GSpqnrw4MHMzMy0tDRaK81d8FULl0epCc5GhPTTfPjhh4qiXHvttWyFz9/+9reiKL7wwgvuBjrVeKynwLIsdsJYFFTTtAceeAAA0tLSFi5cSEsz0rGRbRRFcd68eaxpTGFh4aJFix5++OG2bduSGmm41bNnz5dffnnTpk3MiqLLyLMHtm27d6gE9T2nK2/+/Pn06X987E+hqG0iHi4pcoxQ7qyP3r3nlv9pn7Ptmb/gkX0YKUEthLZBK9BEdTQvAE/zZ3D/XOTC/Oc//wGAAQMGoKuHTy1cRLPmOBsR0qW2b98+AEhPT2ft0D766CMAGDRoECZWTDw/PyWtLUmPmTEsKysbO3YsAAQCgeXLl7M+B8XFxXSzCAaDtGYWunqyEoZh7N+/f8qUKTfddFNaWhqLfDRu3PjWW2+dPn36vn37aE/S1Rmlld94441AIKAoysMPP1we08osjCE6aH767psdRegjwvpXJmBpBKMaGiYa5IDaumlEbUvD43R4gVLpqhg1ahQATJw4EV194d3ntM5zNiIk90zXdRoWrl27ln64vXv3JiUlZWdnl5eXV+ozXKO4W76QHg4ePHjfffcBwEUXXbRo0SK3Zf7jH/8IAPXq1Vu8eDFtpJ7biGhZlqqq7N1M04xGo8XFxUuWLHn44YfbtWtHUlQUJSsrq0uXLs8888wPP/zAdj71dcMitJREeuaZZxzHMRxbQwxr8Q8/eKdhQKoPMPmRP2BBKcYQo4gGooWGppeFSnXUNbRjaLBlgq0LLRjDcDeELC4ubty4sSzLO3fuxOP9Cy7Cn4Fcu6effhoA/vSnP2EiHNKiRQsA2LhxI1nL8xbdIuXQqS0qKrrrrrvIcDGlIeKxY8duueUWUuby5ctpI5U10GMWc8IThZRM09yzZ88///nP/v37u6PP2dnZt9122+zZsylQfDIcx5kyZQp19nrppZdisZht2w6iidZ7/56SpAgBgBceexwjOuoVi95r5aaj02qItommjmaZHjLxuAq1C06EdKbYz7tu3TpRFHNyctAVUXOfzV8CZx+YQcRp06YBwA033IAJH+Oxxx4TRfG5556jHar3ZkZWjpoEY2Ilcza+pzOnaRpNrWrUqNHWrVtZk+3i4mLa3qBBA1qtuFL/7TNl0aJF99xzT3Z2NisyTklJ6dmz5+TJk5nCaYl1+qwXX3yRfON//OMf9LnUVW/Ku+/4fLIA8Nr4l9Gy0EYjplest31cBoL1Ca39QkOsckejlBXZQNZUDBFfeeUVAHjssce8PFavOZs8IT2wLOvAgQOSJNWvX5+tc/rBBx8AwLBhw2riNhYKhdz+baV2VoioqmrXrl0BoEWLFmvXrkXEeDxOQ9Z+/fopitK+ffvc3Fx6CTvm8vLys1jGnH36jh07xo8ff+WVV2ZmZlKZTkpKSseOHW+88cZp06bRnm+88UYwGKQmAmQw6RNfeOEFAMjMzCRlssYGtbbv6plywkbzdLLImWrXrl2DBg1mzJjhxdHVFs7GEtJ4j1xNGilt2rSJtuzfv5+mJpCbV715QtYegwwgxVrKysooCR4Khbp165aWltaoUSMaYBClpaU9e/ZMSUlp3Lgxs1EsAIDn4DNblhUOh2nNK0Q8cODAJ598cueddzZo0IDSkjSTmNVPvPPOO7Qn5SqotwEkZp/g8Te4szuk2kM4HGbysyyLwleaplHrCPqmhw4dkmU5IyPjF5IPPBlnI0LWVwwRH3zwQUmSXnrpJfY7duzYEQC2bNlSvf032fuf8AItKyvr1KkTAOTk5Ozdu5f6WqmqeujQod69e5NtzM/Pp4N3n3KWtDhT3F+N9e4hotHo5s2bJ0yYcOmllwKAIAjZ2dmBQCAQCLzwwgtkgZ9//nlS5owZM+gbsUZ8dSk5Rr+MuyUgJhzRw4cPz5gxIxAIULvIXzJnnyekUpU5c+bQwoeYaPI2atSopKSkKVOmsE5X1Yh7kEnRS0QsKCho2rQpAHTt2pWURqe5pKSEZNCmTRtSZiUnmV3uZ7fSjDscSlcbFbjRFjoGTdM+++wzWrkoKSmJihnGjRtHScj58+e735AdXh0IDJaVlVV18snlpl87Go22bNkSAJ566qkLZUWZGuJsJvUioqZpFBE5cOAAxSHZLx4Khfbu3UvW8oyWu/lZDMNgTeGYE7hv376cnBy/39+9e/eioqJIJEIlZj/88EPLli3r16/frl27Q4cOYaLtFn2Fc58wyrpWVSocZd2LCRqU0uP27dsDwB133EE1vgsXLtQ0raonVgd80RPiOA6dvlAo9M4772RnZ1OseNGiRV4fmsecsQhJV7Zt03VsmmZOTo6iKJs3b9Z1vaSkxB1UqMbwDAUtWEKPNu7atYtsXceOHekE0/87duzo0KEDAPTu3bu4uBhdtqVSG61oNHp2gmRv4r6LuxvxxONxEieZR8dxXn/9dVqOMhAIrFixwrZtTdPYAJtlOC7QGeVVIdXR8Pvw4cPvvvvurbfeyjrRUxBrzJgxWHfvO6fJ2bijdJUYhkEP/t//+38A8OCDD7Ke43jObRNPAYtxf/PNNxdffDEADBw48MiRI4hIs4T27NnTvHlzALjiiisKCgrYqofoqvbG6nD53PJjE5Qq3SbYY1qslS6+9evX01iU3oEZUlVV6eV1QIexWOzAgQPTp08fM2YMRaog0RyhefPmt9xyyxNPPLFs2TJVVWttx/XzxtmIkK4quojLy8vHjRsnimLjxo23bNmCiaI2RKxU4uy+8WOixMTdybBS+3gKrrg9Pfe7FRQUkEkZOnQoeZv0wu+++44KBgYPHnzw4EFEJCtU9R3OP5ZlUXgmPz+ffgdvo4IUrqy0kbnZbt8BEyeIbhzuOSWUraVTadv2vn373n777dGjRzdo0IC1l/D5fI0bN/71r3/99ttvHzp0iF0h9JLz9G1rMWeTJ2S3dlLIypUr6efOyMjo2bPnM888k5eXFwqF2LCwUriPGoizx+7Ca8oEVj039Cb0uaWlpVu3bs3OzgaA4cOHs0l6iLht27bs7GxZlq+77roff/yRNrq7N3oYeKSrdsCAAQCwYMECFtzy9ngIUlGlmyDDMIxKhelMdY7jaJq2Y8eO999//+abb27cuDFZPL/fL8ty8+bNb7755vfff3/Hjh3MttP8aXrMRUicjSW0bZtu4UyNL7/8cr169egEBINBRVFycnJ+//vff/rpp/QSwzBUVXVHq93nNR6PV50u5D49jqttcl5eHjVkHDNmDIu4mKaZl5fn9/szMjKuvfZa1secnXLPRx10GBMnTiTXHV0TID2B/eCVZMD8l6ppXlpKg16Sl5c3ceLEMWPGNGzY0N255eKLL7755ptfe+21vXv3lpaWVupEXUnM3v4CtYezLFtjpsydkz106NDcuXPvuusuqlEOJtal7du37+TJk7dv315poEgOJz02DCMUClFWw32nZLqlnefPn9+yZUtJkqhWjl5omub69evT09MB4JprrqGzHovF2Okn28uuIQ/ZsmULALRv3x69vi+wGyg7DHfGxXEcmq9Mf8bj8VAolJub++abbw4fPpyN8Wj5iXr16v3617+eOnXq3r17q8YCaPZmpY3kAXEzSJyxCKvm1uhBJU8vLy/vxRdfHDp0aCAQYJ20mzdvfs8998yZM+fo0aOJNfwr3whpoOLezoYi69aty8jIAIC77roLEQsKCmiH3Nxcasl2++23G4ZRdZzDrgxvRUg3muzsbFEU3flMryCl0WMqaiH/sKysjCWitmzZMmnSpFGjRtWvXz89PZ0KZUVRbNeu3T333PPqq6+yX5sCZuyOSdHsSgkbKls3TZMtL8CO5Px97drH2VhCNjfPbQ/Z3CXmclB4+tChQ7Nnz/7Nb36Tk5NDhjEQCGRlZQ0aNGjixIk7d+6MRqNMde4T4z55NBu9tLS0VatWTz/9dFFREdv+8ccfA0BqauqoUaPY/vQ+tNhMtVfPnTVkikeMGAEAn332GXp98bkrDdgvH41G582b9/TTT19//fVk8RRFoRmV2dnZN91007///W8aBSCirutFRUX0Pu4ht/uOTEMJd2VSpTPCR4ZnX7aGidxdpWdjsdgJDU4kEtm8efMrr7zSs2dPNoQIBAKXXnrpI488smDBApJWeXk5naGqNo1S8O5Azvz589PT01NTU8k2Oo5D2Ta6O1QqZ6GEobfouv7mm28CwP333+/1sfyUCGG/8759+9q0aUOnhlpAt2jRYuzYsf/3f/9HKwPQbj9b7VDp3DEzW3VPb6NltYQzFiEr86cH7jxPeXm5e34tc/rdIVBEtCwrGo3OnTv3lltuoZoJol69egMGDHj//fe///57tie7R1ZV+/Tp02lMMm7cOLrX4onu7u5h55l+2TOF2pIlrjVapN600LbQtiwDHTQ0/csvvxQk8dIul5mmjmjTWvZoUxszG9G20DYrth//ntU9hYn9MnRXLS0tff3118no9e/ff+bMmT/++CMTW6XF5tB1Wt0Dy0rBcLbqgvsTWb0E+cOex8w855zmE54LdD4Mw9i8efOLL77Yt29fFmSTZTknJ+f+++9fsGABK0Bl0/npwb///W9qcvb3v/+driEW1vMw+WYiUgdBdBAdE1EzMa6ipqFmWirJrbw8nFQvQ0rxFxYdQTRNNBw00DBQM9AyHDRiaEbRtNCkRhM6YhRRRUSbdR6sHlgalpx2RKQa12HDhpWVlZE2fuHzG84PnomwErqu7969e/Xq1TfddBNVY4uiKEmS3+/v37//+PHjWVWXYRiTJk2iiUKPPfYY204G2Z2EPP+YiGHEKFI/FibCuIYaOiaaFeatV7/LQYAFH03FWJmFmoMaagaqGokwjEYYDRKhhaghhug9SYTVNHqq6mIYhtGyZUtFUdjSO27/s3o+lXMiPBMhRa4jkYjbS6STXVpaumzZsieffJJmJwEAFRw2bty4V69eAwcOhMQioswTdq9S4WHNl4UYQ9QQKxYRRc1BzUTNQQMtG3UbLQfRfu2Vv9eX4N+P/RHDYUTNQgMNE3UDLdNCM4pmjNTm2A6ihhhm1rX6LCHTFfM1vvvuO0mSqB8LJjLy9FT1FuJzKlErLKF7BhC7OOhSUFX1448/HjZsWHZ2dlJSElvZ5Xe/+x15oaqqVh0uejXMcBJrZKOFaNnoGIgGoomOjaqFBjqGiY65e/O6Oy/v9ultd2JhMVpxE020bDRNdGwLbRVtDW10bDJ6utvFtapNhO7FrxDRtu0JEyYoinLdddfh8TnDmisD5hCeNfFkcWpyO1nrGDYypGySKIpjxoy59dZbEfG1116bP38+Neh+5JFHKKhDXSUAABFDoRAtp+1VIxoBQKFW1QRKAACOCInmVI7gSOi0btX8soaNcPsOOPAjpLVzJBFEERBAEBFAAKjofI0AAohCRQO1ig+orkMVBMMwfD4fS/19/vnntm3ff//9AODz+RzHAQAqaqm2T+WcCAFrU0diuizo1usuhiJisVhycrLjODQLJhwOp6amCoJg2zaV59M4x8P2wBU4iQ6BIgAC2D9tcQK2CBpo2rwHH9Vnr/j1m/8LI4baqcl0z7AAHACRRGgCAIAEtljxMIAVsqwuKZqmSU21fD5feXl58+bNVVUtLCxMTk72+Xz0LO1p27aHDbbqPJ71taMEPT1GROri5PP5QqGQz+cjBdJEbMI0zeTkZHA1P0pLSxMEARNJcACQJEmWZfJFvfpeP+lEPF4wCOA4FpCSjL6dL2kkCLB+E5goISCABWADAIAEADZU7JhAgOqUHwAgImmMzsIXX3wRDod79OhB1X9sn2r7PM7J8UyEgUCADBq5xSQnRExPTxcEgUpGKQRK0BUTi8VIadFoFADi8TgABINB1owNEpPWvPpeFQgAAtgAyJQjAfhEC0CzVLDN+pd2yk5OOvTVWrAcsEFw6U5wAJyqbwYADgjV7xlSYnDx4sWCIAwZMkQURZ/PR332BEGgX5ibwRrF+w6vlO4j5TDxsIrTSpAxBACqEU9KSmIvYft727YWBUABbAEsZtzEip8ZRbAAUZZBkaBdW8OxiouOQlEJmBaAQ36r6SA4CUUKAALUkDFiVo7NR8PEivTgWtqYJqycT2gd9JM9Swslns/jOQ94L8K6BMJPCnIS40FbBJAARLAqfEoJRBEEsVHbtoYows7dYNpgmgJYACDRCUkYchTAAVdgpvoUSa4HAPj9/h07dhQUFNSrV48t9e8J1A1GlmUqhDJNU9M0qoCjmdkAkJSUxIJGdQYuwmqG5MdkY7t0aDsU7BQBFJDlBlf0DYvSkfWbwLDANiWwBbAEQLCQxXXshGdao+71kiVLVFUdOHBg1WDYecOyLL/f7/f76U9ElCQpEAhQgICGG2zEUccGq1yE1Q9ZPgkcARwAp8I2CuDYpgQgggKCBEoAevcKKfKerdvAMAFtCSwRbAAL0Ga+KIvWiFA5VHOO0DicEkVz584FgDvuuMNDC8M+mhxOGqSAS2+KomAiA1zHxqhchNWPBBUxFBlsCWwHLAccAJDQ8YGogASCDwJJ0KGjUS+j5Eg+HMkHxxbABrAEcCrCqiJgJUtYA3d/RAyHwxs2bEhJSRkyZEg4HK7+zzg9KD6EiBSHAwBa4JzWJSIbKMuyJEl1zBcFLsJqR6BkvQ3gOBI4UsUg0RbAUQRRdlAAEcAHkgL1srLbtbfjGmzLA8ekNKGDFjsnNvwkwgozWK1jQnqwffv2eDzepk2bpKSk8x+GcUORWEoyaZomy3JaWlowGGRROrLekiRxd5RzUgTmNzoVkRmpol7GAbRFSQFHAFsERwDRDz5/6x49JMcObdpMTmuFOwoAtkUZDleev7oPVRAAwHGcTz75BABoSjRrh+oVdFTRaJR80aKiopkzZx46dIiepTmN4PJd6wZchNWMwCIzAIAggCOCI4JDBQa00bEFkETwS43at5UcsXD3ATBFsEUA0RZEEAEsGxzwIwQBfOTfChVjTUp+YOKt3BYSWRzoBNn+E2Pb9qxZs2RZHjly5CkSA+cHSgVThMbn8xUWFj7//POjR4/+z3/+Q8cmSRKJ0zRNbw+1euEirG5Y9adCv66ogCiBKCl+kMAybRBB9EuaYxuymNSjix/8xbuOwDEViiIACkKSLckg+8AAUCFgQjKCBDRedHRwNHD0RE3bT7JDQAATwASgZ63TsKKWZR08ePDIkSPULCApKen8WBhmzSKRiPtPmuNLKYpQKPT000+/9dZbSUlJXbt2paQFi47qun4ejvO8wUVYA1TUrLGia1EE0XZsBJCCkmUDAli2YTgqBOXknMat+3SBeARS03xgA6qxaBkEhIrwDABUqMthCXzJ7fQmPsM53hJi5aqbEyDL8uzZsxHxxhtvrBSKrDloISlKuFMJPjNrfr+f6sUNw7j55punTp2anZ39xRdf3HDDDaFQCBJy1TTNXVtXB6hdBdx1AfZzCpTvo5JswbEFSZRsAWJxNTXJ72hxybYAHIhHIRwCRYLUNAhKgACBIIAEggwgGiCaIOgAAkAyoA8EQLniI1g9twgVodXEh0sJrbIK1qpQfXbPnj03bdq0cuXK/v37i6J4/gu1KReflpamqqrf7xdFMRwODx8+fPPmzYi4dOnSPn360FGVlZVt3rx58ODBqqqGw+GGDRuez+OsUbyecFD3EEgKDinEBhFAkECmSxsBbNEBsCURwQQoOBr5bt2qZYv37NprS1JO966tO3fpPHI0+GTw23GQJZAkkP0gCAASSIAim+J03L+EeSS9nUx4bjRNA4CdO3cqitKpUye6F5+HmltN06gkwLIsWZZZVXAwGLRtOxKJ3HXXXatXr05NTd24cWP79u3pZnHs2LE77rhj6dKlU6dOvfPOO8k7rTNwEVYzCI4gADgOCOiAYAMIpEAbAEAXwR8IOqBLpgYxp+g/Mz7/7L/Xj7rhV4/fAqa6cXPuin9NTd5+tNUD90LLDBucJJDABLDlxFTFRBmq8JO3KQFIjqtSDo/X4kkUmZqaumDBgkgk0q9fv7S0NNp4HspuZVmmmaJMSIioqmowGCwuLr7++uu//fbbZs2arVixIicnBwBs21YUZfjw4bt27WrUqFGDBg2YjOsMXITVSyI1QeFKARDECv/UAhDAERHAscCQdBXWfLt+9vx7n3wGru4Pkg5BX88uvdtlNf/6w7mtho2C5hkoQoWGMDHgkwCECueT3vYnlTmJf2wilfQzBnHq1KkAMHLkSL/ff95GJVQaTgUxiBiPx5OTk5OSkg4fPnzXXXft27cvKytr+fLlF110UTgcprtDx44dd+7c2ahRo1WrVrVp0yYcDtcxEfLATHWCFW6oA+hAxXQIseIJAHBAFAQEQDBBESKrvvI7AlzVD+plgC8IwTTIapA2bGSsMBaeuxwsGUCKgRRX5FgQjCBUBEDhJ0naCd0BJLQnAciAPojLUCxAKcDJZhzour58+fJAIDBs2DBw1XPXNNRQiEaeqqpSecCePXuGDx++cuVKn8+3du3a1q1bB4PBtLQ0Xdf79ev3ww8/NGjQYMOGDS1btkTEtLQ0FiatG3ARVjuVpwP+JBIEAUAFFQBAEIr3HujYvgNkZxVZutWgoWpZ4NiQltWl3WWFO/aBDkmACtgIlg6gQ8KsOVSYCix+gpA4jWLFPxYgPQU7d+4sLS1t3Lhxhw4dKFZ5fnToOI4sy/RZNGVx586dt956a25u7mWXXbZhw4b27duTxnbt2tWzZ8/c3Ny2bdvu3r2bVlEQBEHXdV47yjkrEEAAzbKDEABA0I3ysrJARjqYhp2RVQqilhaAtCQIlTWuVy9Zt0Az5bISnxlLduJW7IgPdJAtEAzQdcFyZHR84MjgCOCYYBqWDpIDYINtgePINqQiZKCTDqAcn1UjvRmGMW/evNTU1CuvvNKyLCqUobLpavzG1MkQAGjZEdpI7ih9liRJO3bsGD169KZNmzp37rxgwYKmTZvS/MaSkpJbbrll27ZtnTt3njVrVkpKit/vp8OjTEY1Hqfn8DFhtVP5vlbxtwMggSwKAgh+UMDnr9+i2f7DR+onJZWUHW2Y2UAGCdCArOTdB3ZkBP1QXvrFR1Na1GvY+sr+DVo0h0gYSsqhXjYIChgAgiOIAqKpgR0IpDiyFAPDL/skWTB1HUz0KT6FJuaKFbXRpmmKoijLsuM4Pp9vyZIlkUhk2LBhsixTXKR6a9Z0XWfzkmj5H7JjhmGwWtCCgoKbb745Ly+vZ8+eX375JY30FEU5ePBg9+7dS0pKevToMXv2bOrHTDO/wZWyrzNwEVY7AoBIIzSxYkKTKEBFbNMnigAOgigIvvQ2rVdumtkzpl+SmgoQBzABLQBtV+Gu0WMfgEhRyfpvjm3Zn1v8YvOmTXtePRBymsL1QyGzAcg+8Ingk/x+0a/IUTDLQFUgNQyOCILsV5L9MgIIdkWSkgwIrWoHibmzGzduFAThmmuuAQB3rLK6YItE0YJ6LO4aCAQoOfHdd9/17t1bluXevXsvXLjQ7/fn5+c3aNDg4MGDgwcPjkQigwYN+vjjjykfGAqFaPSo67rP5/N++ZJqhYuweqkoZREEBwRaX8aRyBaKAA74AWwQBUsAUUnr1TPlq3VH3/1Po9tHQ6oPJAuOHt2zYLHYOB26toHG9W++/17Y/uPeRSvzd+3LXf7FkQUhY8q7F3Xsdlm//oHLe0OD+pDqh7RASlBM8QUj4ITBskGQIGABmqqa6ijgUxzTFH0KJHKAiOj3++fOnWtZVu/evTMzMwEgGAzSAj/VmKKgt7IsixYuQURd18nWGYaxd+/eMWPG6LrevXv3VatWKYpiWdZFF110+PDhyy+/vLi4uGvXrrNnz05LS4tGo8Fg0F0iU8cUCLxiptqpyBygA4JjAyKABIKAMtiAmiUkywAAaIJpQMwMfTJn/r/eG9ytV+M2bcAvL1+38ofDB26/987Mm34FyQgigOGA5cDRo9G13+xd+23+tzuSjtkpliLLPl96SsM2bbL6dIM+XaF1U8gKgh8sWbFAFEH00fpthgUKgE+maek+n4+WjRw1atTs2bMnTZr06KOPUqqAAh7MgTx3qBUMNawHAOqmnJycTF1+r7766lgsNmjQoE8//TQpKam4uDg7O3v//v2dO3eOxWJXX331woULmS1lsIKeeDzu7ayr6oWLsJph6TuoWKbCqSgDdWTQEXz0jAGiAJYFBUdh07b9y1YVFxzTRKFFz65Ne3SB3t1BtEABSJZLIyVZqekACJE4aD6I6LBui7VyTd7X38ZKw+AIcVmWmjSQ2lwcb9agw7CBLfpdbolyJBbzC0qSEgCoKKWhGImiKHT5NmvW7Mcff9y1a1fr1q0pyEFXPKmxun4KwzAo/ulewnTRokW33XZbLBbr2rXrF198wdpybdy4ceDAgfF4/Prrr58+fXpKSko0GhUEITk5uaysLBAI0FvRZMI6Zgy5CKsZ16/pCGAmakdFQFfRmWZAUAZHB9EBTQdEkAUIxyEjGxwF4jb4FXAAUqFMAA1ABivDdhRdBlQhWA6oQ0yE/BAs3/DN8rX7DudHA9L/frW4CEBuVK/X1YNH//rmQQMGNUrNABtVQw8mB9iFi4hff/31oEGDmjZtumPHDkmSSIQUtKze65sMFxXEJCUl6bq+dOnS3/zmN7qu9+nTZ9GiRZCwacuWLbvjjjuKiooGDRq0fPlySCz0TMdDyxOzt6WnqusgawXntIg+pwrOT/9sRANRQ9QQDdPQKtoqxRFVG22MxiMOGmiGEENhuySGWsRSK9pZhBE11DUsQTyAeAwxhmhGLUQzH/NL8DBiPob2YWkRFhbjroPqwi/+cuNNPVs0F6AiXw/BwIABA8e/9MoPP/xAq5WxI3z++ecB4L777nMfNiUGqrFzsG3brDMPvfns2bNpCHrfffdFIhHWdubLL7+kyph7771X13Xq9OxurUUZjlAoRO9DK69V13HWBrgIaxTb9Y/6pSHa7nafNjomokG9RNk2tCp20xFVRI01CUVbR0PHOGIc7TjqGmoaqgZqBpomWvbevbsnTp7U58p+yakpAEA5iUaNGo0cOfKzzz47cuQIIl5++eUAsGzZMhJJPB53N12qdH27m3iST3ua35z6yTD9L1myhKIyDzzwALVDpO2LFy8mBT700ENHjx6l4yGxnYemrrUELsI6AvWdZm1xjx49OnXq1Pvuu4/S3MzxueKKKyikEQ6HKymKWSdqpRwOh5n86AHN9GOvMgyDtaY72SHRgylTpjRq1AgAnnrqKdpCDQ7mz59PjuUf//jHwsJCRNR1vaysjPY59ZvXJbgI6xqs7S5j165dkydPHjhwYEZGhiAIqampwWAwMzPz7rvvnjdvHpnHk8HaX6uqevpmEBFt26ZV0mbOnEkhzT/96U+RSIT5lvPmzQMAQRCeeuopZopZ82DHcbgIORcY0WiU5GfbNhOhu0+jaZqHDx/u168fJKa0UyovEAj0799/0qRJ27ZtU1WVeu+49UZLD1baQlPgTz02i0ajkydPrlevHgA8++yztJFGfQsXLqRYy1/+8hd6QzbkwxPdR+o2XIR1CloskF3Ntm2rqkqhDqJ9+/bp6embNm3Ky8ubMGHClVdeWb9+ffJU09PTO3bseO+9986fP58GZtSG1Y1hGKfZM1RV1bfeeot0PmnSJDJrNMyjKVQ+n+/555+nPd1hGF3XmQ38hfQn5SKsI4RCIWY9SHtMioz169cDQHZ2NtviOE5hYeGMGTPuueeeFi1aMPPo9/uHDBnyxhtvbNq0iQZprKs2IsZisWg0qqrqKXrZv/3226TtN954g200TXPixIm0/bnnnkNXY2Y67EoGsOpXqJNwEdYpdF2nxo/ujdRR3HGcZ599VhCE3/3ud7SdLnrmstq2vWHDhkmTJg0cONDdaLVDhw6/+c1vVq5cuX///tMfFk6aNKlx48avvfYa/WmaZmlp6ZQpU2RZzsjImDRpEm0sLy9nB+kOh9LC22f/Q1xQcBHWESoN5Ehd7jGh4zhdunQRBGHZsmXk5jErRONARKTqNkQsLi6ePXv23Xff3bJlSybIrKyswYMHv/jii1u2bKEXskzgCdm2bRsmxqW6rr/66qvkhZJtJJ+TnnVbPJai+OXARVjHIfMSi8WOHj0KAJmZmfF4/BRhD7dPS/+vX7/+9ddf79mzZ0ZGBvmrPp+vUaNG99xzz4IFCygEyl5OuQdd12mjaZo03nv66adJyQsXLqR8ICIyW/fLMXonhIvwF4FlWTNmzACAwYMH4/FR00owK0S9AWnLsWPHEPHIkSPTpk0bPXo0TS+SZTk1NVVRlAEDBvzjH/+g4Kr7rXRdJ1N59913A0BKSsrChQtLSkrYDoZh/KKioCeDi7DuQ5K75ZZbKFCJpwx4VIqUsMfMWNm2HY1Gc3Nzn3rqqVatWrFaU7/f36FDhwcffHDRokWkNMMwLMv69a9/nZKSkpWVtWjRIhIze2fK/nMd8gLuXwTRaLR169YlJSW5ubmdOnU69c7oKuPGhL2SJEmW5aoTDvfv37927dqZM2cuX76clrVPSkpKT09v06bNpZde+vnnn+/fvz89PX369OkDBgxgE3MBgOp4aFFtbzucew4XYR2HFPXNN9/06dOnbdu2O3bssCyr6lS9ShiGQTPx6VbtXlgJExWhlTpX67q+b9++xYsXT5s2LTc3FwBEUXQcJyUl5b333hs5ciTNZgwGg5UkR0l/dzz2l8Yv95v/QiAjtnjxYgC45ppraGbQKURIN2UqZ6EcBtuZvEdJkoLBIC2HwZYGBYBgMNipU6eOHTuOHTtW07Tx48fPnTtXUZQnn3xyzJgxAEBLjNJce/og27bJutax+YFnCreEdRzKVVx++eVbtmxZs2bNFVdcceoZ9KqqBgIBpgo2YIPEnEMAoA6ebtuFiawjzdsAAMqCKIoiSVJJSQkVrzEDCwCWZQmC8Es2gAwuwrpPSUlJ/fr1qd8LLbKEPzd5l/ZkWqXpuVSYSquGsj3Z9ePeSGpE10xieiFbn6LSsBPq4soxpw+/D9Up2MVNkUkKhMycORMARowYAYkr/mdFKEmSexxIj92LpjFO+D60G3uKWTz2nu5X/ZLlR3AR1ilohU9Jkli3IwBYuXIlAAwcOBASa8nw675Wwd3ROgIzbrTMLgt+xOPxZs2ahUKh3bt3N2nSxPOu9Jyq/KLzM3UJtuY8NXZnPah3795dWlrarVu3li1bUk9CftutbXAR1hEkSWJ9pykiShtnzZoFAEOHDoXEkIyLsLbBRVinIANomiYLgUyfPt3n8w0cONA0TYrTcBHWNrgI6w7kiEIiQQ8A27dv37NnT8uWLTt37kyL5wJAHWtpVAfgIqwj2LbNgjH0IBwOf/vtt4qiNG/enNawoL5ozGvl1BK4COsIkiSpqgoAgiD4/X5d19PS0j7++GPTNG+77TbahyqnU1JSvDxQThW4COsIlmWRukiKfr9fVdXNmzenpKR0796d9klNTaVBIx8W1iq4COsIVZ3M3NzcoqKinJycSy65hFYohIQx5CKsVXAR1hGoztO2bZrfYFnWggULAOCqq66CRDk125lXzNQquAjrCKIo0moUkOgR//nnnwuCQCWj1FQMAKghBBdhrYKXrdUdWAsx27YPHz7cunXrlJSUoqIiag8qiqKmaSRCTq2CW8K6A5s/IUnSggULLMsaNGiQoigsQ8huuGw6PKc2wEVYdyCNUZJw3rx5oij+6le/okkVlKBnE5G4+1Or4O5oHYFm69LjWCzWsGFDy7IOHTrUoEEDbw+M87NwS1hHoHnr5GeuX79eVdVLLrmkrrWVrqPwSb11B1oxybbtWbNmOY4zfPhwLsILAm4J6wjhcDgejwMAIn711VeBQKBXr17RaNTr4+L8PHxMWNfYunXrZZddlpOT8+2336anp3t9OJyfh1vCOkVBQcHmzZt9Pl+7du1Osa4hp1bBLWEdwTRNWsSpqKho1apVTZs27dOnz8+uqsapDXAR1hFYNYxpmmyJQbbOJ6c2w0XI4XgMHxNyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMVyEHI7HcBFyOB7DRcjheAwXIYfjMf8fiFEJ1VrxzpAAAAAASUVORK5CYII=
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCC(=O)O[C@]1(C(=O)COC(=O)CC)[C@@H](C)C[C@H]2[C@@H]3CCC4=CC(=O)C=C[C@]4(C)[C@@]3(F)[C@@H](O)C[C@@]21C Toxic: You have to predict whether it is Toxic with answer Yes or No.
Yes
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COP(OC)OC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: C[N+](C)(C)C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1ccccc1C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=[N+]([O-])O[C@H]1CO[C@H]2[C@@H]1OC[C@H]2O[N+](=O)[O-] Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cn1cnc2c(F)c(Nc3ccc(Br)cc3Cl)c(C(=O)NOCCO)cc21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(C(=O)c1ccccc1)c1ccccc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Nc1ncnc2c1ncn2[C@@H]1O[C@@H]2COP(=O)(O)O[C@H]2[C@H]1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1nn(-c2cc(NS(C)(=O)=O)c(Cl)cc2Cl)c(=O)n1C(F)F Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCOCC(C)OCC(C)O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1c2ccccc2c(C)c2c1ccc1ccccc12 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Nc1ccc2cc3ccc(N)cc3nc2c1.Nc1ccc2cc3ccc(N)cc3nc2c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAACFAElEQVR4nO1dZ5gUVdY+VdVxevIMQxQEJQiKWTEjuypm17zmrKwREXPO2cWMObEGxFXEgPIZUVERFbPkzMROlcN9vx+nuygGRHSBFq334Rmqq6urbt067z3h3jpHAkAhQoQoHeRSNyBEiL86QhKGCFFihCQMEaLECEkYIkSJEZIwRIgSIyRhiBAlRkjCECFKjJCEIUKUGCEJQ4QoMUIShghRYoQkDBGixAhJGCJEiRGSMESIEiMkYYgQJUZIwhAhSoyQhCFClBghCUOEKDFCEoYIUWKEJAwRosQISRgiRIkRkjBEiBIjJGGIECVGSMIQIUqMkIQhQpQYIQlDhCgxQhKGCFFihCQMEaLECEkYIkSJEZIwRIgSIyRhiBAlRkjCECFKjJCEIUKUGCEJQ4QoMUIShghRYoQkDBGixAhJGCJEiRGSMESIEiMkYYgQJUZIwhAhSoyQhCFClBghCUOEKDFCEoYIUWKEJAwRosQISRgiRIkRkjBEiBIjJGGIECVGSMIQIUqMkIQhQpQYIQlDhCgxQhKGCFFihCQMEaLECEkYIkSJEZIwRIgSIyRhiBAlRkjCECFKjJCEIUKUGCEJQ4QoMUIShghRYoQkDBGixAhJGCJEiRGSMESIEiMkYYgQJUZIwhAhSoy/Igld1+UNz/N4w3EcIjIMQ9d1IuK/PjRNE0L4hxGRaZrroJ2WZXFr+br80W92LpcLHubfCzd1RQBYe031Ty6EcF3XdV2/GbZtc3f5neb3P9+X/xGAZVl+J6/tNv9x8JcjIQD/qdu2bRiG/5WiKGVlZUuWLCkrK+NjNE0zDCOVSsmyrOu6JEl8ZCKRWNvt9DwvHo8TkSzLkUiEiOLxOEu2EEJV1crKSt7m/YqiMA9lWTZNk4/0PA9F+I1fs7Bt23Ecny3c2kgkIstyOp3OZDKxWIy7K5FIMMHS6TQPHI7jqKoaiURs2yYiSZLi8Xg0GiUiAI7jBAn5J8ZfkYSJREII4ThOMplMJpOGYUSjUV3XZ8+eXVlZueGGG3bv3v2LL77IZDKpVIoPJqKysjJFUZiW62CElmXZdV1VVWVZliSJxVGWZcMwDMMoLy//7rvvttpqK0VRamtrb7vtNiJKp9P8W0VRZFkWQkiSxDxcSwwkolgsFo1GJUlije04DmtCx3Fqamqqq6ubmpqIKJvNHn744bFYTJKk2267jceRWCxWXl7ORLVt23Vdz/P4t0KIaDQai8XWUrP/WMBfD0IIy7Js2xZC8MeWlpYRI0aUlZX5T12W5WHDhpmmyT/xx3uGqqpru5GapvnbjuO0tbXxBu+55pprunTpUlZWxtoyEokccMABLS0tuq7ncjkAfsv5Htcegudvd61sNstDwJgxY3r16lVWViYV8fe//3369OkAcrkcE++XTvJXwF+OhEKITCbD25lMRgjx1ltvdenSha2g7bbb7sMPP9xjjz3i8XhVVVUqlbrjjjssywLANACQTqfXWWuZUQB0XeeNDz/8cKONNuLBYptttrnllltOPfXU6upqZuPIkSNZUTN8KjI8zwsaqGsEwUuIIhzH4QvNmzdvr732IqKysrJu3bpddtllJ554YocOHdjAPvbYY/1nwd4gK1L/hMGR6E+MvxwJAXDYAMDkyZMHDx7Mqm+zzTZ799132ZQCMG/evM0335xtrf79+z///PMADMNg2QoK+lqCT3VfTD///PPDDz+ciBRFGTBgwP3338/7LctauHDhCSec0KlTJ0mSampqRo0ahRUYCKCdzlmz8C0L3l68ePH555/Pfbvhhhveeeed/pGGYVx00UWpVIrJefHFF6uq6v/W8zzbttdSI/+Y+MuRcMmSJQBmzZp1zDHHVFRUENHAgQMfeOABAJ7nsSj44jt+/PgePXpwXOHII49csGABgObm5nXW1Hw+DyCbzV544YUstclk8oorrnAcx7ZtVtFsGzuO8/333w8YMECSpPLy8i222GLKlCm2beu6HjSk/Xtcswhye8aMGa+++mrPnj2JqFOnTuecc87cuXMBNDU18QGNjY0AfvjhhxNOOIHDS/379580adLChQv9k7BbuMbb+cfEX46EAEaOHFlfX8/D8DnnnMPUQsAb8Y1A3nnjjTdusMEGrIIuueQSX5jWKphgAB544IHu3bsTUU1NzbHHHptOp309zO3kZnM8A8DTTz/dq1cvIkokEuwoBo06IcSatUjbWY8TJkzYY489WAEeeOCBH3zwgf8tX9d3py3Lcl13woQJ22+/PR9/2GGHTZ48mQ9js3YNtvOPjPWehEE/x3VdXdfZmAkO/75Av/rqqxtttBE/8tNOO+3rr78OyhCruKeeeqpDhw7PPPMMAF3XWSvOnTv33HPPZb+xoaHhvvvuQ9Eo9b01X3pWbKRvAKMYeedtPsOKP+EDPvvssx133JEDmzvssMOUKVOCgSLe/uijj6qqqm666SbLsli+hRDZbPbKK68sLy8nIkmS7rjjjlwuF7wK/9Yns6Zp3Gl+bzAHXNfloCXvZLUcvGU+D7f2m2++2XvvvYkoHo/36dPnxRdf9I8XQvBPWlpaOnXqNHz4cO5qbnBbW9tjjz3WrVs3dnRPOOGElpYW3yLlZnueF3ygWCEgtF4zdr0nIYrSj4BO4I8sZOxvfP7554MGDWL67bXXXs8++2zQqvRZms1m9913X1Z6u+6669dff+2fX9O0KVOm7LjjjpFIJJVKbbXVVp999hlfkVUNzygAcBzHP6Fpmn7z8vm8L74s4ihKtud5LNBCiNbW1tbW1uOPP55b27179yeffBLA0qVLsbwqs2376quvJqKqqqqtt9564sSJfDZ2IxcuXHjKKaewzu/du/eTTz7JV2+nkdoZq/iF+E02m+W/fGv+DTL5hw8fXldXV1FRUVtbe/755/u/aqe3X3rppbKyMiKqr6//z3/+49++67oLFiw4/fTT2Tqtrq5+5plnFi5cyM0Ijlnt9vjwY0LthWN9wJ+BhPl8Pqhq+KmziGuatnjx4muuuYb1SXV19T333PPTTz/xkaZp+iLS0tLCG4sXLx4zZkynTp2Yiqeffvrs2bN98miaNm7cuLq6OnYUDzzwQFVVDcNYRRzPcZzW1lb/o2VZpmnynJht2764q6pqmqZlWffdd58/u3311Vcz97i1/Fv++PPPP/PG//3f//nqfbfddvv00095fyaTcV33ueee22mnndiZ3GuvvT7++GMUI71BprGHyR7jivEbPjJ4FwDS6bRpms8//zxby0T0z3/+c/78+dxUJq0P7udsNvvhhx8OGTJEURQi2mWXXaZNmxa81o8//sjRVA6Vvf322yiOPihyjyOoK1LOH9fWO6z3JAxKkud5PFi6rstq59FHH62pqeGhd9iwYf7jBOC6rmEYwUBcY2MjfxRC2LZ94YUXsv25ww473HTTTcEInuM4w4cPr6ioYJPvyiuvBKBpWjab9W0wx3E0TfPFwidPkEiMRYsW8WEvv/zyJptswiK47777+rpaCMHuH//1xwsA8+bN441Ro0ZVVlYqilJXV3fmmWf6Aw3//J577mGqSJJ0/PHHB01oX6f53eJ/5RvYvubxPE/XdVVVHceZPHny7rvvzq3dbrvtpkyZ4t+mP7oF46XBqzz66KMDBgzg355wwgk8oLA5kMvlJk+e3KdPH/7273//+9KlSw3DYNUdnKHlFq6n2i+I9Z6EDF8u/Yc0adKkLbbYgoii0ehee+317rvv+gf7cUUEhk8Ot2SzWVZcLDTffffd/vvvz35Oz5492YJihgNobGzcZ599JElKpVI1NTUvv/wyn7OdA2OaJq8jCwoi7/Q/vv/++3/7299Y7AYPHjx58mQACxYs4NvxJ078NgPQdd2yLN7mMy9ZsuTkk09WFKWioqJDhw533nln0P5saWm54YYb2N5LJBLXXHMNa29fh3Mf+o1kRe2LuN8SAPPnzz/00EO5td26dXv22WcBpNNpPiY4RhiGwVqL1SzfMrdKCHH99dezSqytrR0+fLg/K8PL2e68887q6mq+yoUXXsis5vMEuzckYenB6sJxHD+k+e233x544IG86mWjjTaaMGECio8qaCNxlB/FBTQoWjtBd84/YZcuXVh2e/fuzQF3nxXvvffeDjvswLKy7bbbfvPNNyxklmX5S0aC6iUoQEz44447rqKiQlGUTp063Xrrre3cHv++Ghsb/SVdvIdPyzfFx+u6PmnSpF133ZVHn0GDBr311lss3KxOp02bdvrppxNRLBbr06fPU089heVd4uDw1M4zFEKk0+mLLrqotrZWUZRu3bqNGDHCNE1VVdkLZeOCz+P7bwB4pqRds/nI1tZWflhE1K9fv3HjxrHVzQfMnTv3+OOP5/nP6urq22+/HYGwkA+2fdZfNq73JATQ3Nzsx9lGjBjBs3+dO3f2IwRBKzSfz7McB58ZszGXy/nEW7RokX88f/Xggw9uuOGGdXV1iqKcfPLJvh0IoLGx8YUXXthoo43YfD3rrLNmzZoVbCGHGXnbv8T8+fNffPHFiooKXi53yimnsHj5CsH/lWmavr4KEsMnHn/0p/Vt254wYUJDQwPr8H/+858//vgjitIvhHj77bf79+/PMZL9999/5syZKDqKwfGCN/w1Rs8++2zfvn2ZMPvss8/s2bP9A4I3224NTfA8hmFwm3mnrutMRY548Zm33HJLjocxFV3X/eGHHzbddFOe/xw4cODHH3/M5m7wzO2W2qxfWO9J6D/ye+65p2PHjjz7d/zxxzNJgpqnnffIX/FsVfCEvoHqyz3z0HGchQsXnnXWWRzj6dq168033xz8bTqdPv/8830X9Oabb2bDLOhJ8oZlWS+//LLvUB100EEcTfENNhTJwPEbv2F+IMf/lr8yDMO/iqZp/rKeW265hZmWSqXOP/98phkPWJZl3XTTTRtvvDGbDBdccAEvY/Cv5bc2n8///PPPW221Fa8W2H777V9//XX/MPbK/Ab4FqyvmvxH4LcwuFTNvy8Ao0aN6tatG7vZxx13HA+dfpRozJgxvXv39v2LpUuXBv3D9ZeBWO9IyHFFFI00fqfh66+/7tevHxFVVlbuvPPO06ZNW7OWCV/RJ8DHH3+8zz77sDPTt2/fd955BwHBmj179m677RaJRCoqKnr37j1mzBj/PNyqadOmHXTQQUy//v37f/TRR/7sv8/ANTifnk6njz76aL5c3759H3vsMV872bY9b968yy+/3J8Luf32233d69/O8OHD+YDevXvfeeedPDbl83n/ltcUePi79NJL2aDo3LnzJZdc4jiOaZq8GNUwjNtvvz0ejyuKUl5e/q9//csP2Abd1/UO6w0J2fcLMjCdTi9evPjUU0/l0bFXr1533HEHVgjE/Y/gl25421cOmqaNHTu2b9++PGz/4x//WLx4Ma/GYkycOLF3794sTIMHD54+fbppmgsXLrz00ktra2uJqFOnTnfeeadpmn40FQHfbA2SkNcDffTRR/4q2T322OO9997j1gaHFe7Grbfe+tVXXwWg6/rtt99eV1fHuvTyyy/niKvneb6b2m4e4n9Ea2srM3zGjBnHH388D3O9evVirx6AEMI0zTlz5px88smVlZWRSGTgwIF33323P8+0ni46XW9IyPD9n6VLl+6xxx6KorCg33333X7M09eWawr+TIOqqv67FPy8hw8f3qlTJ37l75JLLuGBmXllmuZdd93VtWtXnm88+OCDO3bsGI/HZVk+55xzmpub8/l8kGztQqBrEPzusmEYzz77bI8ePYiopqbmrLPOmjFjRnAS4tlnn62pqeH+HDp0KNt+RHTooYfOnj27nTHPEy3tpjf+FyxevJg3OISj6/o777zjR7z22msvfwUch4Vfeumlrbbaip1eDk2vg1X1awnrDQk9z2tsbPSX2PtG1J577smDejC2uWafR3DVCyP4NtO8efNOOeUU9qx69Ojx2GOP8Vs5PGzPnDnzvPPO43eF2aHi6XJfqbJH5E82rHE4juO3Np1ONzc3P/LII9x1iUTixhtv9PU8e3G33XZbIpFgz3bgwIHs/vHowPHeFV/OWIPwzUu+Sltb21NPPVVXV0dE1dXVhx12WDAeZtv2o48+ytMYqVRq7bVqbWO9IaEPDgPwHODgwYOZIZqm8VzcGr9cPp9fMbICwPM8Fm6e8f/666/9YXuXXXYZP36831rLskaMGEFEu+++u39O3giuwPaPX+P6kEMj/mlVVZ0+ffrxxx/P63IGDBgwduxYf5JGVdU33ngjEolssskmADRNY98vODGwNoaMlZ6Qm71kyZJhw4ZxsLehoeGuu+7ifuPh+Msvv5Qkqaqqaj21RbEekZAXrPgj5UknnVRZWXnaaaf5wuH7J5lMZi2N1pZl5XI5zvvEH5lOvlX22GOP8Xq3Dh06HH744byeDsCDDz4Yi8X+9a9/sTIH0NLSsuL8+9pgoN8VvsbjBpim+eqrr/rraYcOHdrS0sLN+Pjjj2VZ7tu3bzuXLxhJzuVywXdN1gjYPucF7mxHIODmvffee0OHDmX7c+utt542bRqAlpaWJUuWsJWxZhuzLrHe5JhJpVKSJPGCD1VVq6qqLMvaZJNNOEnM66+//vbbb3/11VctLS1VVVX8mvmaArtARBSLxSoqKuLxuCRJlmVxihTez27ViSeeOG/evEsuuSSdTjuOU15ezvkmUqkUv/fQ0NDAqdzq6uoymQyfnMOVHH3laMQaRDQa5fw0qVRK0zRN02RZdhwnHo/vt99+r7322r333tu5c+d0Ol1XV8ezL62trUKIuro67u2FCxcyOWOxGCe8AlBRUVFRURFMk/U/AgAn1FIURQghSZIsy9z+1tZW13V32223N95447///W+XLl3mzZvXq1cvAHV1dZ06dZo7d25NTQ2A9TUxVEmHgN8AUcylB4AXdhLR3XffzePlRRddRERXX3011nRgxj8Vk8RfrOj/9f3PoDv63XffZTIZjogAeOyxx2RZPvroo1E0sfybWulF12wOG1VV25lq/NH3FZuamr7//nsApmlmMpm5c+cS0WabbRZcld5ukcAaT5OBwBomBo9NwTb4qnjq1KkoTgtls1kiqqiowHobHY2UdAT4DZAkSVEUAEQUjUZN0+QcZBzN45wl0WgUQDwex5rLhuarJr5QsD38109/yK/DJRIJAP379+ed3DBJkgDwqWRZ5jEev5wEjafF1xRWPBvfi78ys0OHDh06dCCieDwej8d//vlnPqasrEwIwa3lv8GbWuNod1pOCcUTJAw/DdfWW28NoKqqCkAymSQinids94zWF6w35miIEH9WhCQMEaLECEkYIkSJEZIwRIgSIyRhiBAlRkjCECFKjJCEIUKUGCEJQ4QoMUIShghRYoQkDBGixAhJGCJEiRGSMESIEiMkYYgQJUZIwhAhSoyQhCFClBghCUOEKDFCEoYIUWKEJAwRosQISRgiRIkRkjBEiBIjJGGIECVGSMIQIUqMUqY8BIkV9slEJPn5CpclBBTEB0so7l3xt+sl2t+rf3/kFr+UiCLLDuP7lvkAj0gQyUQykUKcylkK9oxMweSPEhEJIq/4QSY/+3PhomI9H5eLcsKCvVznCpAIdKlcELbCr6iEN772L4ziv+V2CJAQK/lX6KfCP/i/E7arOZ4qkUVk2rYqPJuAiBy1bZuIPM8jItu2JUniv2v7tnK5HBFxCmoUcz9zvRRJkji7NhXTk/pVO3lnPp/nr/KqKbBMOvh+C3/JBOVBBshBUbgEEXlELm85RDmiDJFKZBQJKQiCyCn+E54g0ySACKRphhAmkWE7GSKTSJAgzy50t2aoIGFZRlVVlSzL3Fo/3ajrukTE1QLXYFrXIFzXDZ6cN7hjlyxZwo+Yu44rEXAfcsOi0agsy0SCyBFkOY7li5Eo9KcnyBJkCDIEOQFhE7SSfytgBTFegygV+2VRvDrfV/HuXCJXSIIkKvwrfBeJRVJRJZVOZx3Hi8VSkUg0EY1lMplELE7FB8aJYjnP/NpGZWWlZVmKojDnZVlubGysqqpKJBKapjU3N6fTaSLK5XKe58mynEqlOHmxLMvl5eVcRqa8POFr+2VPvqCvlKKdIohcCn5beGgRojhRnEghUggSQSbIhAiJKEEhKEQkKxRJkOUIR4hUWUSWFaJoLFpOQiHIBJJkmjFz7rff/liWLCeS4/HkggULhBCcVJeIFi9eTIH0yolEQpIkXdc1TVuD/ZnL5SKRCJ/ctm3mHj9WIUTnzp05O3hFRcWSJUumTZumKApnN+eUyo7j8LCY17IyUTTKO0kIkiQCSBT6UwEpRHKATb56/GXbau1wz8faJ2GQTstdWJZJlikiUaT4VyZyiBqJFhI1E6kF4QORIEuPCDdaU9U1qlRZhiS8mCzFEokESZKmaSeffPLYsWP/9re/EVE8HudRc63CMIx4PB6LxTgttCRJHTt21HV96dKlw4cP79ev37HHHuu6bmVlped58XjcNM1UKiWE4EILyWRSURTb1mQyZMmVQbIgCct6S0JSQqVE5UQykSmTJYNkEEUcihgkEYkoeZXk1ZKoJpEiRGiZxpRJRAgRImpJz5OkTDyeViJpkiwiBVbS0ZKEpKHqzek5zzw3qk//nsccf6Drkm3JpmnX1tZ26NDBsiweR7p06UJEAPL5PBeiYIqu2TTh3FFcAysWi/mZy6PRqGVZLS0tqVSqurr6/vvv33LLLQ888MB8Pp9MJrnkAXdsPB4nkitSdZ6Q8mpGkBWNC5IFiCSJZMgy4jJSEqVkiksky+TIZEkBB6CIda2Z1vb1RHEgd1c60kggBSQRKUQS+ZnW/Z8sG4LicdI1IkGWSbFoJJVKmbbJqi+RSPTu3fvQQw/lotnJZHIdmKOsKHK5nK7rnIM9n88//vjjvXv3fvjhh6urq/v168cDuV/Ews97z+pRUZR4LC6RR2QVhqnCf27BlxNEQpYoKZFS+FIiohyRStKy4WmZBU9BU573yLU1DYZnaq4pkUIUdW1JeBSNEYEmvPrmDjvscMKJ5yUStOmAgfPnLYrFKBGPybLc3NycTCZramq4Eo5lWZIkVVRUcGJ8/si3tqb60zAMRVEqKirYAOYc+KzckslkfX39Cy+8sOWWW5577rmZTGazzTabMWMGESUSCUVRuJATk7C1NaPIsYryKlki1zNk2ZMk4TiFQVkCKYIkkEKyRIrEcrf6WEtitZZrXXgCtoAJ2ECxuJ8I/PMC2/AAR8B0YQqYAraAJ+ABHvz6eAIQsE3rn0ccqZB8yUWXmroBoK2tjQ9oa2tb4yW7VgrDMLgCDLPr7bff7tmzZzQajUaje++994cffgjAL2Zy5plnEtHBBx/MlV78cm7pdCvgACagAyqQB1TAhgBcwAEcwPU7RweyQAvQCpjLHcOH+f+84j8BRyBvwAWEQC7jwANcTJ82c2C/bcrjlRJF/7b7npM//BwehIAQMA33pZdeIqLu3bsHC78FK6VyVVPP89ZsITeurtOu+q+qqo2Njf/85z9ZXLt27XrfffcFj5k5cyYRRaPRtra2bDZfkCYhPM9xPcNxVQENBQn0lkmdV+woAHACXfbLhW7WShFXYO3XJ/QEzJWT0Asy0INwuJuEgCsghM9Npyigal5bKoQ6a9Z3W2w+QCLaauDmEtHeew394osv2l3VL2O4VrFw4UIAc+bM2XfffaPRaEVFRffu3cePHx+sDTRt2rQTTzwxHo/37NmTiAYNGsT8hF/vSQCwgTTQBLQC+YKseMvzSgDIFxmYLxDVW45vxbMtG9cE4ACaCwdwPVgmFi3IXHX5dRJRbWVFXVX1TdffkW62PLsgkU3NmUsvvZyIOnToUFZW1qFDhwceeMC/F9d1udQUAK5ovQY7M1hSkmuV6rruOM5VV13FRdE7dux4wQUXBOu0Njc3X3vttdzUsrKy2traW2+9Pa+aduEQBzAFNEBfCQn90Urgr0DCX9CEXoB+wizoAeEJF64D4UIUeswEskCrQPOcBVNPOfUwSSJJoi0273/gvvs01HeIR2NEdNFFF2UyGc/zWltb/Tq4axVc9mzkyJHsEyaTySuvvJK/YgWoadpFF13EJhwRHXbYYdtssw0P5wcffPC3334LQLgePAA20Ao0AXnAKdoFdkHdLRuzVSC9jIF+H8JkDgs0AWkBFQUjAi5MHY0WWiw4adW8774n62q7SET1HeLDzji8tXk24FmGy7I3evTDFRUVRFRbW7vHHnv06dOHqy/usMMOn376qU+5YMXfNdifHGUxTbOlpYX3PPfcc+xfxOPxI4444ocffuBu54poY8aM2XjjjROJRHl5eb9+/f72t79xkalBO+z03AvPMwN1sxnQAbulqbm9pSBsIF/ozFUQb51gHZDQEQWDqXir7bUfK7oskAZs4cJ1IVxfGepAHkiPuve6+oaEJFE8Jp17zr9y2bSWzehaftjpZ0SjUUmSamtrb7zxRr7COuDhI488wsqNiM444wy2gf1x+umnn+7SpQuLxWGHHbZ06VIALS0t1157LZfyra+vP+usszxnmbkN5FliuNNY+QMm4BTJxseYy4YzAPAAUyAvkBZoFUi7UF3YbtFWNQETeODRVzfsvRNRLVHZPw7ef9asr4E0kDXNNsCe9PYbm/TbWIlSNEZ7773Xxx9/DMB13TFjxtTV1bGPffzxx8+cOROArutsl65ZTRg84fvvv7/77rtz3+64445vvPEGX5Hp19zcvPvuu7PrOGDAgOeff55/9cILLwwaNIj96v32Hzrl0w8BW8A2NL1gui9jIJtXaSALlL6k4bovEspC5wC266pCsKjlDXOp5zYBqoDnAgJea2aJgC6gP/Dg3f379yOKyJQ69KDjv/j0B3iwTc9UNTYwPv/88wMOOIBDBVtvvfVrr70WvJ5fiNMvE80fbdv2B/VVyJPjOExp0zR5tH7zzTcHDRrEgZndd9/9o48+4jPwtx9//PHee+/NAjR48OAJEya0u8QPP/xwxhlnFDyczt2feuQFJwc4MFQH0AVaVXuui1bdygh4tmsBNpA3tMVAHm7ec00Bq2gdZG1PN01YJoSLbL4w4OVMsy3nOB4sE998jhOPmLnNZvdK9Le+fQ6Y+NY0QwMAUzcAe87c6Ucds5ekkBShzbfuMure61go2SAEkMlkrrvuOq583NDQcNlll7E5yoOO75tx1BeA67rBDm9XtZMHKe4oXdf558Hyr42NjccddxxXCK6vr3/00Ue5GfzDxYsXn3HGGWxZNDQ03H777fytfxVVzY0addfGG/cikiNK8sKRVyxdkvZcuK4oWKci57oZ180JoUMUFIMQQtM0/yS/VLl17WHtk1AEjWmvGEawi9EI3bDaDDPDQ3ZOTWuGbrqOB1vA/PKbjwYM3Kh3n55EkUHb/W3sc2/zr/VcwRJLt7VAFB7nCy+8sPnmmxNRLBbbZ5995s2bx/oHgGmafnQh2DSug+2rL59mADRN880tjgcC+Pnnn4888kjmT319/TPPPMMH8Letra2HHXYYW3Q9e/Z8+umn/RCRH9LgDdu2P/jgg8MPP1yiSGWiYaeth777+jdwkFd13W1zkc5YS20IHrhNJ+eKRqAVUOFaHKQRyAm0uMgKOMKD68KyYDlwBEwB3YZpY8l8XHTOgo6psdWRZ3pvcO+D981vboXtQQg4NiBw8UUjJYlkhXr0TF586UlAGlB1o31YS1XV77777rjjjuMZuV69ej377LMoOt6GYfgMZNi2HRzgeAqeA8hCiMbGRgTY6xuftm3fdNNNbCbIsnz66acHH1Y+n7/tttv69u3Lz3fEiBGNjY18UY4SFU9iZnOtra3NF4y4uKa6E1GqLNHw2CPPey6yWVZ6putpbEqk2/KWKSxzOVvUNM1cLtdOToqiu0qP8X/A2idhMGwAD7A5VGM6OdXIsOti2HABV8C04LpwXSxelD9j2NkkUUV1vLwieu+9d6t5y7GWj/4JD3Bsy/DZksvl7rjjDvZkysvLL7vsslmzZrWL4BmGwSWvLcsKBtl8+gXB47plWfl8/tprr+3cuTMRVVZW3nLLLdlsFkX3Twhx5ZVXVlVVMQMvvfTStrY2/1oAHMfh44OYO3fuiy+M61TXRaGURB2OO2rkjBl508HStGUBFpA2bAeeBc20WwA119a8zD8sxl2EgCNge3AAzUObCtNFLo3br0O/hg+qaVy3hoeGD/9m7gIYDnIGHCCvqWPGPF1ZkSpPJSMKHXLwAYsXLYBA05JMUMZYj/kjlKqqL774Yt++fWtqaiRJ2n777efOncvq3e9GnuXD8sOZ67rtAp78RPz1MbquT5w4cZNNNuHR7dBDD502bVrwyKeffnrQoEENDQ1EtNNOO3333XeLFy/mA4LkF0LYtgk4jq0D3rRpXx104GERuSoW7dCr59Zvvv55uhXCg/DQlnF949TQHQCuK0xzpXapt8K/NY91TEIOWJkuTBdO3rIMB45AToduwXJgmnAMPP3Yj8nIprXVfeKJ8tOGnbBg0Y+AyqOXa8G1/BPagKlrBffPr3je1NR04okn8hPt16/fvffey0KQz+d/KZbgE3XFeveGYbz00kvs/imKcuSRR3777bf87Jlpjz/++Oabb878POigg2bOnMnEy+fzvgQHo/kslEXpcXS9Zfh5Z9VWdyfqVp7c9f77vjYtZFRkTWQsWPAc2AIeAMeEay0LawkPQhQlyYUFmC5MA29OwO6DJlZKowd2/3i/v03/+HM0a1AdNGdg2vj2e/zjoHOJamORqq233O7zT6dCwDELHqSeAwRs2w6qAtM0g4Xjb7zxxu7du3P3nnXWWYsWLeKD2agLRi+56HywM5nV3BX8LGbOnLnnnnuyKzFo0KCJEyf6B7e0tMyYMePggw/mVQEDBgx4+umng63yr2XbtqZpxR72dC1T9Kj1F198sWuX/kQbJiM7n3na899/BceAqsP0YAGqowoAAkLAshwAnteu8H2Qfs7y3vgaw7okoce0ETBdODnDtviDg5Y2qAYamzD5fWzb/98DNrxypy0v3nGbEz6d8r2ADaR1e0FrZlZhDg2e8AoRHctKc780NTX5NiG7cFOmTPn73//OsbXddttt3Lhxfossy/LHaX9iKp1OF9pb9GQymcyXX3651VZbpVKpeDw+aNCgSZMmoejd2bb98ccf/+Mf/2Dt16NHj08//dQXC3+Ezmaz/pld1w06n5Zl6WYzMA9Y8PEnH5x3zj3bDLyxruyqQVu9ePe/Nc2BBmgQFuAKqBk/wOwBtuNA1+G4woXjwnYEtDy+noLTD0Udvdct9fYeu35w193ftdlospEDVAuzZ+D0Y2aW09W7bDF6s17njX1mmpmHcAAB20DLUp0JHTTPgg4e3zJbjy0tLaeccgp7xTU1Nc8991w+n/eDYel02l9Y4wu0YRgc0fG7KJfLnXfeeUTE3XvnnXfyYUz4pqamxx9/nFfMxGKxq666is9pGEa7qJvrustRXQCw89osYI6NHy1vsZrHg/d8UZ88v2+Xxzbp9sLw0xe2NkPzsEhrNpFWrXxgphqaZiw/Ugfp92cgIatB3YXpwLOAnInmNDQLqo7Pv8CJJ3xXHr+qvuyynbe4+8OJECaEh6aWJa7IcGjedrOZdKtj2QU+Cw3QTSPf3NzMl/J9MF/WH3nkER62y8rKjjzyyNmzZweP8U1EHkQ9z8vlcry9ePFiFpGKiora2tqrr76aj1yyZAmA2bNnX3jhhWwgdevWbfTo0Y7j8EVZRILTaJZltbW1+SYZU7EonSowC5jjQm1qxmsvY5dtXyK6auOeTx155FuffA7NQk5HWwuEA7hoacx5ngM4AhDwXNgu7KxuzZ6Hy0dO36LXq2X0ar+OP1x4JmbNgArkgLSLha244fqmjbs/EqUbtuj1/IO3m3O/g5UDnIBZIWAbIptWHac4ge04qqqyacCLfvzbYTH96aefDjroIJ6h2WKLLSZNmuR5XlAZstnPpwpa+9ls9o477mDjIhqNnnfeeYsWLULAc37iiSdqa2vZ/Tv22GO5S5mcfHKOlq24VEDNm0vmtcIDkHYxB5glsNQFbAvzfsaZJ87u2WFMVXxU343vu3d0U86DCrgCELBMz7ZWGo9ZkYRr3iJdVyQsqEFdQHdhO0CbBsODauP7Gbj+Rq1bl8eJbuvd84U7bliaXgpHhXDQ2mqIQhd4+ZxZ2HThmPAcFzA9L+8PTiwoQoimpibes2DBAt4YOXIkx/cikcjDDz88Y8YM3u+LCysrNqtyudydd97JAbq6urqjjz6aucrxcQC33HJLhw4d2II65ZRTmJbtoGnaSp1Mhi+amp4xncUCbS48CzAdaCZGP4ReGz6blJ6qS7186tHp+TPg6GhrQzq7EEhbpoAHAVMg7SLvAkuW4PMp6N5wSY+ON550zMfffgPNhOpgXjNa8nhrAjbuOq0i8vgGHe85/pjXvp0OQy9QuqkxyxaKoWcBEzAA23VtjlUGdSCLe9DUdByHmTNu3Lhtt92W6TR06FB253zDBAFTH0A2m33ttdcGDx7Mj2Ovvfb68ssv/RipZVmffPLJTjvtJElSLBbbcsstv/vuOxQXRfhgL2CZfHmerusF+1kANpoXOLy8Iac2CuTb1KUO0JyF4WDCGxg85PnOnR6qrRizx+CFb7+OdGthDFLzJg9AjuMVR+p2hqi99ki4CiXLzLEFD71FP4SHYTamA8FPxw+6CDgu4HoQy0cReOaKrVDDRlsGDz3kbrXVE4nEpTU1t5xy8oIZP8HSYakQDoQHxy2c27YEPAgHjl7goecIzzUAszCNXTQh/JeGfCFgjfTzzz+ffPLJ7MlsttlmDz30EOsiXdf5t/y3qanp1FNP5cPOPPPM6dOnAxBCMAPfeuutzTbbjJ3DIUOGzJo1CwDH/VgIgrFWFC0lP3jIYUO/na7LvWPajuZ4ruEiY8LwoFqYMxsXnIM+G3wcocc37PTUbTctyubheDBcuAKugOkia+RtWA7g2Eg34aLzJ7/zNjQLqoP5LcjZmPwZhu75UYfEWxF6cZ9dp705Hq2tcDy4gOXYrF4c2/RcEzAMoxXQPU8rDJle4a9lWSvOzvs04JPk8/lbbrmF13mnUqmzzjorl8v5HPb9ycWLF48dO5b7tk+fPi+//DJfgntswYIFJ598MpNzww03fPLJJwGYpul7p57nBR8rty0Y8vE8DwJGDrDhGgWyCJgu8jZyFsxm1TE8aCaefByb9Jwg07Pda8efe8YnX0yBa8J1oOrt1/8V/vEqrsKCuGXLudiZXCHq8ZuJSgJ5AX0Zo5YtJYNla0A2ZyxwoWdUOBZyORgWLAEXtguPp6f0fGEq2RJLXTTpWKIjawLz5sEyITzkcraqwnHRkoUJGAKahbffwOH7L0zQw1XxUYcdMuHNia5mwnTguu3uqgix/D9g1dEqXxH5ct/W1jZ16tTNN9+cldiee+45efJkFBUgi1o6nZ40aVLv3r3Hjx8PQNd15vCsWbMOP/xwFqDtt9/+iSee+E29vEoUhlsBz4XnAJaA6cIw8c47OPaYD2pqrolGLtl5p/HPPA1VR9aDARgeWjOwBDiypZuwHGgGNBs5C7MX4Mxz0nVVkxPSK5v2euThuxcZGbgm9Dxcx+/XFeN+v2eM97t3zpw5w4cP57cfevTo8cADDzC7eBqQuzGbzfbu3fuyyy7zFxUBWLJkyW233VZTU8OLda6++mo2YdrNfPy27gzoBgGb1yGzYtBUOCYaF+KOG7/v1fnGuthjnctfueFyaHk059BmOQagOsg7MIFmTTWBTB7ZPCwPloDjwDLhApplCwHXhbAgbH+Bly6KQcTlJ+dWBXKRdqEyxZe7AQ+uZwKtJpa60E0Pbc044bjnp3yWsdi989DagttvHP/af7+BC8BTzUYHaQuqCXwwpeXkEyc/dL/GC4YcB59MMY886jbNwLwFOPWUqb03eEWhRwZs+NYTDyKfg+WCT7vGJ0odx/GdDVZo9957b319vSRJlZWVRxxxxPz58xHw7zOZDD97tlE9zxs5ciTTr2PHjuedd167Cej/Fb9gruseDBeqjQlvYvDur0WV2zrWvbTdthO+nY1mFccfP/GKS35ctBiWBwvQHJx+xv2vvGKk07jvAdGl2x3VtQ/XVn1wyQgsnAXXCCzy9gDB0u8F1kwC+A1CsyKYb67rvv/++4cddhh315577vnqq68Gu8ufukin06xX//Of/2y55ZY8A3nMMcd8+eWX/gnbRVZXF+3vonCbtm1DwHNg6YXeMPP48WtccyFiNDZKz26z2cRHHm9Tbdx824+H/fPpn+ai1YAGqAL/vmvWqDsXGTaeHDP9istfd6ziKjAPE8b/fNoJj2SaIQrLDVWB/DISrh7IRdaFuYyEAW3jujaQdpE2XM3yoOdQWXb86282mx4MF3kVro5BW17075snCxPChcurrV2YLt54A9WJu7fo+0wmj7zp6Cb+7//SHarP+uwD9O763zjd36Higdtv8lpbYZjQLGagZ3h5saZtbo4rBMdUfm9t5MiR/Ow32GCD2267DcsvdmMJeOKJJ6qrq2tqasrLy4866ij2Nnm6eY1hJYEr2zfa23LQTCxajGuvS/fZ+PHO9fd1qPz35x+gc/KVamX0hJehmzCBjI4uHc//4C1s0++rlPTUxhvfu/f+z0z5Es0ZODbgwNJgG/AceG7wwmuAhCsuNpo/f/748eM7d+4cjUaJ6IQTTvjpp5/YY2cG8iz/1KlThwwZwlZJ//79P/30Ux71bNtu51z8NvwCCcESLiBcWDqMPIQN18bCxfhwMnbZ9t3OFf8tp6cuPhM3XoxK5dHDDn5bs9CqQ3Pxr9O+O+rQaaqGSy5/f/ddRlkaciosD5aDZ5+Ztf2Wlzk63IIfyprQnw5YLdOUeKmhKDYx+M9xHNttc5G3haeZsFR0rBn+0ri8aUHTYRpw8thuwC333vaza8Cx4QgYLpoyMBx8OBmVsdGH7DPjguHvGCZMG6+/rvba4Hq9BdsO+GDYic0/fg/DhOGgNQfLgyPgQtftxjW1li8YuWan37eOUDSiOL7Hw/ZGG23E690WLVrU3Nz80Ucf7brrrrFYTJKkgQMHfvrppwhEJtbk21IrmcKxXXimB92F6SGvobUNmoHZs3H5RbMH9HrabESfui8O3j23RZ/nZ89B3oXmolePfz/zMG6/Bjtt8874CdA85AVMQNNh68t0oK7xHKAX8F7WgCZEcbAL7hkxYgQRSZK0wQYbXHDBBWx88iv5p512WjKZlGW5qqrqhhtuWHnHeJ4fDPsNEO1uZNmdOo4jvIKV55gw8jAtmIDhwdBw9y3Yrt+Hk8bhghMxZKvWzrX3jxsHzYFm4aLhrSccNbs1jVvv+Pkf+4038siqMFwsXoKnH2/ctM+VjfPhFEhoC395PUx/fnvVIJ43Z3czSF9dtQCYdtqF6QKZHLQ0OlZf+s5EmBosDWYezXOw544vPH5/2jGgGzA8WCh4fa++YXTpcN8XH6Cc7v3oLZh5/Pcl0avHxUYeSxYil4chYAJ5C44L10amFXm9GWgBVlwxtGbgLxlDccac97z77rsDBgzgcEuPHj3uvPPOAw88MBqNRiKR+vr6//znP7lcjnUpv+K9ppvVzq23BWwXtuGaLDuGBcuFbmLRYlgWWlthqejf7ZXXnsFOA7+5YERz2kJWoLr66nEvIm+gKQcDyNg5B/qCpfOEWG6RDQAhXGeZhboGSGhZVnA23zTNfD7PfZvNZtk6TSaTtbW1Rx999AknnMDRl2Qyedppp7Ei5YkNf4xzHCd4wt+GXySh43mObbuuU4x9uBAeWlTDBNp0mB6ammHkcfVwHLOvdc/tGND/5uYMshpOP3nGccdOb1Vx421f7Lj9c61LoZnQbBgGXngWW2zyby0Nx14W1OH4Jb94sDpKJRLIZcLg97SFLMsEkiia1/SKsngyQU6eHJuuvurRbht0SMQVmVJl8e4//Txf103DJjlOEZlA5BJJEilRK5bU+21C55195sjzPx/zwrYdqiXhRZtaqaErSREyvMYyJZKI1TkmJWSqqiQRiWXUJdXl5bTm4Lquoihs8/C6e0VR0ul0TU2Noiiu68qyvNlmm02dOnX06NEjRoxoa2u78MIL+YcXX3zxtddeyzYVAI6b19XVAdB1fY0ld5CCGdY4VRFkorgiW7YRjyVJIU1HebnUsSOlM05NbXTOTCIp7YHuuHvTA468ecgBF++4A1XVdDFsciWqqBCGuaQ6EZNI6daxg20JiWQBEsKJxpRIRJYkRJTImkqcomlaKpWKxWI8NR+NRuPxONOMF7W88MIL48ePHz58uOd5//nPfwAQ0QEHHHDvvfdusMEGjY2NyWQyEolwRIfBH9lr4DdR/gdwPgcQSbJMsqxYlmPbFIlEFZk8QdWphEtmMmlKFKmsj8OJ6lY2lsRJJ8deGJ+49qqPbrp+J9dLeJ4RjVImpy5c3HrlNYt05wvIeUtPzp3RnM1ZSoQEJ65ZlhWJ0945q5MWUF7GQIl/xkm7KJ6IEJEixzxXEoKIKBqleCy5//777rHH37beZrtNB24+YNNeFVXliVQslqRIvHAa3TAcQVXVMY/SmkNnX0SWmDf+v6SlyTM7NdSTJ8iw02WKJSgvYCViJMlEEskkqsv/xx5fBh5jiIjXSS27YVmuqalZuHBha2trJBIRQtTV1SUSiTPOOOPHH39MpVIdOnQoLy+fM2fO9ddfzwxsbGyUJMnzPFVVici27TWZXkUK5hiRiWSJJE5zkYhFLCsfUZyqCs8yc5l0c32tMKwFPXuSTEK3aOMtaP8ju995xzN6niyzKpWkqEKOK1cmaiWKLp7XSiIZUeRojOIJSpZFIxESsAXEGkxd5HeFLMucbIKKSeiIqK6uLp1OH3DAATNnzhw4cGAymUwmk3fccccrr7zSrVs327Y7duxIRLFYzE8LxBFpIlIU5X9m4DLYjiUgiNx4XEmWRaMxkhWKRkgmamnMRCmlEGnmfDlKlVXI67O9KF19w8njnn/3q8+oItEtJneBR7JU07Xbht26d918q80HDxmyzdbbbrrpwEQiYZrFywQTjqx27ph2eUe9InEVAumGV5aKVldVc7442yYPes+NOgz5u5JKpiDItWj0w9CtHFEtEeVUp7w8WpFMCqJsxs605lIV5BCNuHKfi/716HVXn6znY5JHQqLyshg3MSrJEpFuuMkyWSIiiq6ptDeO4/j5glDMouc4jizL2Wy2W7duRGTbNvNQluV4PN6tW7clS5ZYlsV5mTidnuM4HTt2ZI1aXl7uum48Hudj1kg7V0Dh9tV8try8PBFPAK5tm2XJWFky6QmtPJ6ES6mySkmiRAVde+NR/Xpe9MpLZJuSZRKBFJlkihiq2qVLb7JIjpPt2ADi8SgRW2lCVvi5r5mUKWx5+hYHESWTSc/zEomE4zi8rE+SpJdfftlPoKhpGufIchyHczQpisIPgt9UAuB5niRJzOrfjGV3xsYFxaIxAWE7diwaIyLPgxAiEolIJHXp2EAk59RcVXmN8Cif0TrU10RitONO5TsO2vnO25Z2qOskvDgcUuSySBT/Opso1sNxKKHQxNc3ePO1N+NlBKmgDCUmoUREq9vydhK/XNLFsqSSz2sCRES2Q7E4SYoRS6ZTlWRYZLkUjVE0ZsoRy7Yp3UYVqajkkqWSbFNKqapMdAdRtJz+fmDZTrt3v/2O17t26pFpoaRCjp1SqC5GtRJJJImyCk9SDKIIUXJNSQYvp2L4whGNRhVF4SVRfIwsy75kJBIJImJ2JRIJWZYjkQivkIxEInwSZvWaY6AAuWiXCAsyQS5P1RBFCYokReLxMiKZSFLkJFG1sAhuPBkn06BUku4ZdcuN142NJxSSSJJICDJ0K1nWgbzC443FIsxAIlJkObJGGUhEiqL4/RPcSUTsWvMev5+JKJVKsZXB5uuKB0iSFIlEficDVwKJiGRJjkWjREQkFEWKRhVJcm03K5EDQZWpOhm1skMJpaulx3ncvu3WwV9+OfmjTyZHFUgeReR4RaUnKaQbFEuS5ZBmZmNJg2RyPSKQmiPbJgHSdNJNF6unVFY8gpWGrOZdIqqoSMkSkUSxOKk6NbX9nCo3FYXKK6ksRQJESpsrMrE4VVfTySfefNrJj9991xeZNjI1amldpCjkCLUiYZxx9h6mO2PO/E/q6kgiiskkUZIowWn5ComfkSAkS5sUvBQAkVe0YwL7+C9kAicRjRAihCiJiBCUzv+smZRMkEy0y6603Y61TU3TW9OQJUpEqaysnCiYTbtdQtt2KSjl5b5Z37GSW5ADX/hfF/okFokRuY6bI4LnkmuR4+hqfklEpnyeOnel6248dN7CyXl9hifIMpY2tXwtK1RRQbJEiSR5osWjVkmmSIQefuiNiy68+8xh9874mZIJiicqiKKr06cBh7DQMiIighyPFZ6N5RjxaJJkipfR0UfvX11D+bwWjSRicSWj0Q67blzbIHSLnnxi/EUjL+zeRT73nOdmzti6+4a01979ZZk8q1xK0qCd6PjTB86fNU+Jk2ZQeWUhpW9BzqTkCtna/zoQK0k+LwW8Nu6o4k7XpmicDjxsg24beQopRNSxM512zgaxyMC+fSRJJiIhCARXjtkUiXDG2+UvF7zWn4uBjF/k4UqS/AOyJBlyrFGijBLtqJTFB2wdbejRRSKKRkmK0d/2oyM/7rvZwGrDoU03L7NFD88jiUjTqLKCOnWM7jq4v6aT61FrS/6+e875/jsa9q/L33rneolIt0VZTP7VfpVcLHMhpUI29SghToJclyJx0h01Ho0aTjxG1NxMXTqTJLlEBIoIj3J5ipcTB9vamqm2kq66/J1BO/cbsnuXshSZFikJEqC4QpZJpkpVlWRbVJZaoaf8GgEryxT854UAOcRhKZIKo5KPdtETiQgkPJJlam5BNCGlyslTSKJWUNni+cmunUiKkWUZcSUSjYDA2UETxboLYoW/fx2seO+FHjBNM5HwiBpBsic6KyK+eCGVlVFFAxG5RBHLoSiRoVOynCARaFl6XH5AbW1UW0MEEi7JLi1dQqeedu2rb1wpx0gqPtdVQw7YKr5HKfMFOF4Vj0pEBmSNFOrYkUyd4LhErkSuYVBlFcUiJBERqLqKLIOmTZ0yZEiXVBUpESuZykdkEY+Q6zllSaqrIxJUliCy+AYEyQ5Jrl+bBH8h+hUgkVJ8UlzOhRD4R9LyA5NEcpSgUH1HqaqKZIUUCOHFFEp034CUCAmHolJSiUQFxVxU6FYZKFLk24p//zr4xR6IxiOgGKheUDdTjwtQx25U2UA5fY4lFkikuo4rE3kOyRLJEkVl0tW8AoJDrkUyUYc6kiUyNRI2kUTjJ/y874F7k0KuINtdaWNW0rgVK2BIBIKgWIyIhC0MIiuueCSTaVMyScKFZ1tEXjxGMpHnuTKRZ5Gl0wlHPXPLDZeSR6bmSaQqpCuSKwmKR6RcNus6VPDSOfGx5BG5JHkseUIiIf3VeFgsqLSMKgFIBIm8wF9IZDk2keMiS5RTSFWzLUmpAqYkgzyHJImiMQK5HgkhUyS+/DmXr/vxV8QKPSBLEUFRW8RAkViMSCJJIUFWVVksIStEbnlZRJKpqoYUoohEhGx1eUQBwaayGI+gDkCpJMUiNPrB2d9//9MZZ2zruiTLpKzeWCcXE6b7nkmxZJTMlTQAchzSiQwikhUiIkWK2JZFRBxqgog4Fn32sX7ofg+e+M9jZJeSEqWiClGNJ6ISyYZhSYiUJ6oiChGRbXoUIZIMkixuQzEo4azm5OafC4H6ZAH49YEQ+CuIHFcWFAVciQyiPMEhl2JEsiBFEbFIhqjRpjaT8suiPcGKQu2y5a/kmus7VrgL/GIPgMPTBcvUUmIF79u1YzKlZEoZhrBMQ1ZIVoRmZDyRVySXyCNBcImIJBJEFsiDoGFnjJk3d/Fpp+6/tJmERK3p1TU4ZJlILtRBWMZAIoIgTxCApJyKUpktXJnceIxsw6FYNFleQyQLlyRQPEKxKOVzLdtvP2DW3Pzrry/8/DMCyNQ9RU5JJCfjcYiiJS1RrFwh2SHJN339eoN/DiH4jfgF7SQXO0QiQQG/IpmM2KYdleNcrrGmppaIhEMEksiVyCFyIqREiqPwqsTgL2J0rPI2PY8UiSIUkcgF6YalyUSJqESUVA03laxOJuISGZ7Il6eSEVmG8HRVJaJkitS8rel5iQies2QxbdizrrLKmfjWB4888p9YjOpqV9folwBeqeCHj4rbfqSEnGI1zyiRLC1bkkN+DUrQshFbQlChiuXOtuyyYrlrFUpVsbT91dyVX8QvmY0SUbFCKBEpJCKFhW8yEVkgwXqRR/U1NdH2Z4VfANOvLlqsQ8t72H1i304uGiVSYWoteJgosoCWmxNZnYFOwtop+BgiRIjVRKh2QoQoMUIShghRYoQkDBGixAhJGCJEiRGSMESIEiMkYYgQJcZfkYSckoi3ObklFV/8zefzvN9/N5yPcRzH/7guJ3W4bZw5wn/3nDcA+I3k6hq87d9a8BbWPTgLAYPLexARp+vlnfw6L28HUx/8BfGXnicUQnDeCtu2y8rKHMeJRqMAcrlcVVUVH5PP5/ndcCJyHEdRFFmWOeXMWm2bTzlZlv1r8cvmkiRx3gDeY1kWv43OicAjkUjwhebSQlXVSCSSSCR4HOHXppuamqqqquLxOKchpzX5kvR6ib+cJgzqQK5lGYlEWIjb2tqISJIkX6YBVFRUcMYhIUQw6dPabicnjFAUhauscG44TgBh27bPQEVRysrK8vk8q8qysrIgAxsbG9d2O38JLS0tvMHEA5BIJBobG03T5EI6RKQoCmeFyuVypWrnHwF/RU3Iidl9YeVMUEKIVCo1adKk999/f/DgwTvssENZWZlt2/l8vq6ujo9kxvJPooVECWsLPtOIyPM8Xx8y8Thl45w5c1599dXKysozzzyTlh8dMplMLBbj0aTk4KRbCxYsmDhxoizLBx54YIcOHXRdd103lUqtuRwW6y1+Z3bH9RbBEoLB4i2maZ5wwgl+twwZMuSnn37yv+V6l5z3aZ3VNF9psU4/O/VDDz3ENnNFRUWvXr1+/vln3u9Xawne3bqH53nB4sQvvfSS37e1tbUffvghijlgs9ns78x4/2fBX46Evoz6XJo9e/Zzzz3HpXYjkUh5eTmn8evatetdd92lqmq76rPruMHtylYDePHFF/v3788CXV1d7SvMm266qbW1lVvIqYrXcVPbobm52TCMr776avDgwTxYsPnAZeeOPfZYfha/J832nwt/ORIyWKGZphksYLLbbru9/fbbmqZ99dVXxx57LO/cYYcdnn/+ef6VX3fBL0u69rBijQdVVb/77rtDDjmE7bfdd9/9mWeeAbBw4cJTTz2VJbtXr15PPfWUry1XLKO5zsCVAs4880wmXm1t7f333w8gnU5ff/313LcNDQ3nnnsuAuXT/pr4y5HQr5fwww8/DBs2jNPsde/e/cknn+RyJaxDhBDvvvtu3759WVz222+/KVOmYPkSvOsAXC4XQCaTue666+LxuCRJqVTqiiuu8AsDs+qbNm3akCFDiEhRlEGDBr3yyiv4fQVV1hBGjRpVXl5ORMlk8pxzzjGMQhlqdsiXLFly9NFHc9/27t2bqxH+ZfHnISE7bBxiYbnkKkuu6/p1lFhkdV2/5ppreOKhtrb2X//6FwKl6oMVdjVNe+CBBzgY09DQcMYZZwTLxPKRruv67EXRE7Nt2zCM1bFd2Wj0K8ywE8gn8YvdP/jggxtssAERxePxU045hWu5+Q3wPM8v/DBhwoTevXuzcB9zzDHz5s3jm/J9S9d1g2U3f1OZN79qlV/um2v68s7W1lbefumllzbddFNu7dChQ3nw8q/LbeZyn++8887mm29ORJIkDRkyhOui+VzlZq845PGDXv1m//Gx3pOQi6r7H4Ol1REITriuyzL00ksvbbXVVr6IfPXVVwCWLl2Kony0tLSMGTOmXYWTc845hyW7e/fuN910k2VZfDY/9sDHr+iGBUMpvwS/yAy3Np/P67rOZ540adIuu+zCMc8hQ4a89957fiFuvlNVVceMGeN/bGxstCzrzjvv5Jqb8Xj85ptvZoYHnVvXdYNRk2BJ+l9FsMO5zKAQgseLGTNm7LbbbrFYTFGUzTfffMyYMXxFXw0CePPNN99//33e5hHtscce22ijjYgoFosNHTo0nU4HSxojYFRzz6xmO9cjrPckDIIrwgZHXM/zOKjouu7XX3+90047cURxm222+fTTT/kr/q2macwrdhH32WefyZMns/TwqPz222/vueeeRJRIJHbaaaepU6cuXrwYAYuRGyCEyOVymqZxQPVXlaFf8l7XdZ5554+NjY2HHnooM3/DDTd87LHHUGQpk4rLGD399NPsCv73v//1tYdhGK2trVz3W1GURCLx/PPPM3k8z5s7dy5fwnGcbDbLIv6rZXENwwgWsveL76JIaS6kQ0Q9e/a86qqrfIPC15+O47z11lt8wKhRo/jnbJ0uXLjwqquu6tChAxHV1dXdd999wUpP/tjhdw4Pmn8a/BlI6DjOSiOBflAxn89fdNFFHEXs0KHDU089pWmaP9bquu5bg5ZlPfroozwwS5J01llnaZrmKw0hxLhx43x778ADD2SBZoFrp/GCYvqrgUqfigByudwNN9zAmqG+vn748OEsx8ES047jMCvGjx+/5ZZbcnv22GMPNrz5ctls9sMPPxw4cCBXk99///39SZempqZgbClYk2zV/ewTw9echmHcd999PXr0IKKysrITTjjhhx9+QFF9+Teu63pra+vPP/+8/fbbsx++8847T5w4kb/lcfPNN988/fTTOey08cYbv/fee9yx7GX4l/vzKcP1noTsIQTrgfrGDD+5Cy+8sKGhgf264cOHL1iwgIdzwzBWlDkW96VLl15++eVs0RHRqFGjWLjZBRJCPPjgg+xPRiKR4cOHt5vN8xtj2zavdFlFlFIIEbQMx44dywtKFEU59thjv/nmG/9UAPxSp75cOo7T2tr65JNPMg2I6Oyzz3YcJ2jO3Xffff56g3/84x/BEovsTwZdu19C0ArlMcu27XfeeadXr15M8h122GHatGn+8bquCyGCDjaKo9X48eM33HBDJtvAgQN//PFH/pZv7eWXXx44cCBrxcGDB/vnDA6Uq27qeof1noRBiTcMIzhCf/DBB3369Kmvr08mk1tvvXVjY2M7mQhKKocKUHzG+Xz+xx9/PProo3nVVe/evbm2Hn+lqmpra+sxxxzjO4oPPvggirR3XTeTyfDJVyeayr96//33d9hhB3bkdtppp6+//podLSGEr2N5+AgGhxhLliz59ttvL7roIl6EWV9ff8899/Bh/i2PGDGiqqqKV4pdffXVvNLNP8PqxJDy+bw/bP3www9nn302EVVVVSUSiWeffRZFa1zX9SBPeI8fZOJBJ5fLXXHFFT169KioqEilUqeffjrPFnKbXde94oorKisruRrPTTfdtHTpUr8bg0PenwPrPQmDwQbeyOfz06ZN23fffdn+7Nat2wsvvIBAXA5Fh4qP991IFB+wr5pyudzkyZP79u3L67923nln36Jjnfntt9/usssuTMVtttlm6tSpQU+JN1YdmHFdd86cOaeddhrzp0+fPo888khbW1u7X1mW5e/xSRj0IRkfffTR0KFDiai8vHyLLbbgiQrXddmM/OSTTw455BAuSjVo0KDnnnvO7wHeWEUdYt8QnTt37rXXXsvquqGh4aKLLvL7CsUhzPM8Xdfz+bzPPQC+YvQV79y5c3kgSyaT3bt3HzVqFAA/qtzc3HzcccexDq+vr7/33nv9R/YnW2Gz3pOQH5j/XOfNm3fJJZdw9KWhoeHWW28NxvFZ2jgEgoB1h4BWXLhwIW+w0LNr9+ijj3bv3p3F5YQTTuBh2w9UPvXUUxtuuCG7Oscff/zMmTODV1m1Jrzlllu6du3KHuDw4cObm5t9XrGvGzQUVVX1Bwg+LTebXUTeb5rmxIkT2TpVFGXo0KFs7/mnHTNmzNZbb80Dx7777stTCFh+buaX8NBDD/lzp/vvvz/3VWtrK3/rc8NxHH9cY03od28w8qmqquu6U6dO3WabbYgoEolsttlmn376Kfctn+2jjz7ae++9iUiW5d133/3VV1/91Uaud1ifSOhbjMGQJgKKa/To0Vz9M5FI/FYy/BJ8ls6aNev8889nA6mhoeH222/n/X4w9rLLLisvLy8rK0smk5dffrlpmu2mSfzVpwDy+fyECRN49Zksy4cccsjUqVOxQv331Qffoz8dp+v6Lbfc4s+Fnn322RxRZEobhnHPPfc0NDTwfPpZZ53V3NzM/eNbCu067eOPP2YysKs2YcKE39HIVWD06NE+vU8++WQeAf0oFLuR/O1BBx00Y8YMAOxvA8jn86szgvxhsd6QMCgiuVyOQ9v+ty+++OKAAQM4pLnvvvtOnjz5t5qFq4Y/eE+dOtVf0dazZ89JkyYF50V+/vlnltSOHTv27Nnz9ddft207GNVkTJ8+/bDDDmNvc9CgQWPHjuX9/jEren2rDz/g5HnewoULL7vsMm7tgAED7rjjjmAsaubMmWeeeSY3o7a29uGHH+a5RLYk/cMWLVp07LHHMp979uz59NNP+zGSNWsW5vP5888/3y+RfcEFF6DYJ+xj33333bw6r6am5uKLL2bjuZ1psD5ivSGh/7yDsUTTNGfMmHHIIYdwtfSePXs+8MAD/re/NUCyUvji6JO5sbFxwoQJvXr1IqKKiop99tmHrTLDMHiMmDx5sl+KfdCgQYsWLeI2eJ7X1NR0yimn1NfXs5zdf//9a2qBuG3bwd/629lsdvLkydtvvz0HUXbeeeegErMsa+bMmfvssw+3Z7PNNnv//ff9W87n80888QQvbSeiSy+91A/28ONYsytXmpqaAMybN2/fffeNRCIVFRVdu3bl9bF8UdM0m5ubTz31VLZHNthgg6eeeio4F7KexmzWGxICcBzHX4mWy+WamppOOumkZDJZXl5eV1d3zjnn8LdMtt86VbBq8Grvds941KhRRMSvXPzzn//0JwZ4hP7Pf/7jvyx35plntra23n///X379mXX8bjjjguOJhwo+h9f0eAFdL4abLfuZOzYsewo1tfXH3zwwfPnz8/n8/l8nntp4sSJPXv2JKJoNLrPPvt8+eWXzzzzzMCBA5l+xx577MyZM33bb20ESHztym1+//33+/bty0uFdt9997lz5/JDRDFatvPOOzMVt9lmm9GjR3MEKNil6xHWGxIahsGPh5m2aNEijgEmEokTTjih3Xxa0PL8TZPmK4Uf0fFbks/n/WDg6aefTkR1dXXdunV7+umnOWLJaWwaGxtPPfVUfo3AL8h+wAEHsEvDp/KjGgjI9P84ordbhubHRXK53MUXX8zhpcrKyltuuQXFMYtv57bbbmNbuqKiIhaLSZK0/fbbjx8/PrhcgTey2Www8rmm0NbW5s/iptPpxx9/nBdOENGwYcNM0/SHFXZr6+vr2a0dMWLE+vsqxnpDQgaLrG3bu+66KyuZ1157zV/ExC9ro/im0m9aPvZL8D1+z/P8gcCHruuapn3zzTccb1QUZdttt/3444+DLPr000+32267TTfdtKKi4vPPP89ms8Glqnw7vGCSP/6+pgZFkEPBvMCVT6vrOq+wAdDY2HjUUUdx7/Xp08d/g4FDvplMZs899ywrK6uoqLj66qv9c/LYF7TqLcv6X3zXdmjnsfvm7vfff3/xxRezo1heXn7rrbcy+fkA27a33357P+3IesrD9YyE/kq0nj17duzY8dBDD2XBsm07l8uxwblSNbI6C6lXihUtWF695ZtPzCXLsv773/926tSJQ+0HHXTQF198wQcIIR599FEi2muvvfy28c9ZqQbvzp/u/x1N5Wb40WAf7Wb/Fi1aBOC9997jtQFEtO222/IbDDy1sGDBAiLabbfduJ3+6lkEZmXWHvzLBTXtl19+ecghh7Cbvc022/BEheM4LS0tnNYtkUgg9AnXNngA9hXdJZdcQkS33HILKzo+JjhP9VtfKVoFgjP7wfdofKuPrTWeQbn44os531n//v39gfnRRx9NJpOnn366n/TBDxehuNTOP//vY6DnecHle8GVa/7t8ziF4sCxdOnS5557rqGhgd97yOVyPDP5xRdfRKPRvn378kgRfEXLbyQbF2swzwA/X7/HeGzK5XK+K+h53htvvOFbp++++y6KL3+yc/ibXsv6Q2G9ybbGHc2eVSQS0TRNkqRIJOI4jizLo0aN6t69+0MPPcQHK4rCi0Wj0Wgikfgfk6NFIpFIocz3sjPzybk9HDdPJBKxWOzGG2/87rvvTjrppOHDhyeTSdM0iQjFlxtkWWYfhnMrcsMkSfLTRnGGtd/RSFmWI5GI73lGIhH/nP7tV1RU8AE8LVFVVXXEEUd8+eWXI0aMuOyyy4QQPHwwn1OpVEVFBWeF5BP61+K8j5x88Xc0daXg5+tnpuJe4owYsixbliXL8tChQz/88MMHH3zw4IMP3m233fy7MwwjHo+vvwmjIr9+yB8biqIAyGQyTU1NLS0tlmWVNuum67p9+vQZOXJkQ0ODL6Z/nESgQXCrunTpMnLkSCGEn2r1DwXO8uhvdO7c+dRTTz3iiCNK3a41iT8JCTm1Mxsk6yAp6CrA2RB5FpGIJEkCoOt6CZu0UmialkqlDMNIJpP8vginn/uj5eFlBsqyzKsIOJVwdXU1/kSpOtd7ElIx3ya/vcoyxMk5S9KYsrIyThPKxicbfn9AS4kNPzaY4/G4aZqcebXU7WoPP+dqNBplA5ut5T/aYPG/4M9AQn8GIpguvoRy7zhOIpFgNvKePyAJJUliA4+HCXbJ/oDgTMeu60ajUe5Gdpv/TJpwvQnMrAL8SPzVpFRqH8znHtvJfuL9PxQAZLNZ3g4WaSldi34RfnUNzjserI3z58CfQRPKsuzH60rdFiKiVCplWVakCCpGI/9QkCTJj8TwyOUX2/hDwXVdWZaDUV/eCDXhHwg8icc+IddLooAuWvfg2iZ+xJzrk/0BAzM8Q0VEuq7zGBEsZvbHAbPOr53GpmlJW7Tmsd5rQuYeFU0pP5hWqvZUVlYGvdM/bGCGhy0KTM3xbOcfECvVhH8mrPeaMESI9R0hCUOEKDFCEoYIUWKEJAwRosQISRgiRIkRkjBEiBIjJGGIECVGSMIQIUqMkIQhQpQYIQlDhCgxQhKGCFFihCQMEaLECEkYIkSJEZIwRIgSIyRhiBAlxnpDQk7B4KeK4Fy0/pvgnuclEgld1/lFvnXwUi+/vqhpGjcpmBiC28BVayRJ8jwvmKKTs2jyi8jrJp0Eigl8gzv9LmpsbCQiP2eEECIej3OiKm7tunmJ1k+xQcu/NS+ECO7hRgZTtvIL08GcqytC07S10+o1g/WGhNz78Xica63E4/F4PJ7L5bjrXdeVJIlfS+XEeGu7PXzdVCrFG9FolMvlEtHixYuJKBKJ+K/JWpYlhKisrORE/fF4PBqNGoaxDtJJsLxyykCf89xOlmyu4sapsWzblmWZq6z5eXp4/9pup589jdvJ5TQ4twUPWFxXi19E5hTgfHwkEkmlUvzGPf+Ksw1xTQE+5g+YRS6I9YaEZWVl3KeRSIQzO3meV1lZySMo57fmbf9V8bUKRVHa2tq4PXxdx3GSyaTneV26dCEirkVDRLIsx+PxWCzGYzZnjM5ms+smwRknRyKiWCwWjUY5sXwymVQUJZ/PExGne0omk21tbbFYjMsKSJJUVlYmhOBM5+sm9wwAx3EUReG0/JzsXFXVaDSaz+c521o2mw1mXmMNz9VvONUQZ1rwT7JepIRab0hIAVuUHw+LF4+gG2200UYbbcSW3jrrdz99E5tGPEwoiqKq6tChQ9977z1WNZxckIsHspQkEglOsrQOcs9Eo9F4PM4VHYiosrIyFoupqtrU1FRZWalpWiQSufjii6+66qra2loALMHMB1mWWYesgwxaANrldGKUl5cvXLiQE/jrul5VVfXyyy9zOWSuvcWJhZLJpCzLKxqr/s4/NNZinYs1CnYCXddNp9OGYZx//vlEdNddd3H9M9aEfGSwztFahV911HEcrp2i6/q///1vSZI6dOjQp08fHqdN03z88ceJ6MwzzzRN06/197tLL/0OcO9xYbNgkcZx48ZVV1d37NgxFou1tbVxXt2pU6fGYrFNN92U73Hd1BtrV16GC+/4e/jhfvTRR1zXPh6Pf/3111zZF0V30a+xwyPOGixWs7ax3mhCdvMURamuruaxvKysTNO0ioqKSCQSj8cTiYRpmn6NnrUNHoN1XU+n01zbedKkSf379z/vvPMA9O3b97nnnpMkqbGx0c+8xq4sO4ocs1kH7eQyTNx7kiQlk0l29r7//vutt976kEMOsW27oqLi5ZdfBsBVZbLZLPveqqrKsrxuzHs/dsU2PBs77AoS0ZIlS/bbb7+ddtrpp59+6t279+jRowcOHFhbW0tEs2fPrq6u7tmzJ2eLY+PZt6vXQcvXAEo8CKw2/IrwAN5+++2ddtopHo9vscUW06dP5+qWKJbXCm6sPTiO4xc8/PrrrwcPHkxEyWRy6623njhxIu/nsXnBggUDBw5MpVJ9+vR59913g2US10E1L+40IcSSJUtY93799ddnnnkmW30dO3Z88skn/Y5VVXXWrFlnn302EdXV1Y0bN44r/q2D/gwWdfN3ptNp0zSHDx9eVVUVi8Xq6+u5bqnfh4sWLXrsscc4nHvHHXdwAXD/577OX4NlvdcGCMspbQ9wAAfwgF9q90q+Est95S33hf8PABzALp7/V85Z3Llce2bMmHHOOefw8NFtg04kUSQSGTFiBBe+ZPy+YqC/D7Nnzx42bBgrt549e1555ZV+zVAALS0tV155JRFFIpFu3boRUTweP+CAA2bNmgVfMvjOBG/Zxf5Zab+ZgE9aZ4XDPAEbcAQ8/lv8xsloadvxBJDLm9ddf3PPnj1JolR5/Mwzh2makc8ZENBUK5PJ3HffPXV1dUTElXGJaOedd540adI66EmfJ/7AtHTp0vfee69nz57ckiOPPJLLjLPl7zjOc889169fP87dyFq0X79+H330SVNToSiqaeosNp7nLSeK3KuFPv+lf8u1TsBD4aeegLPCyfj4VZxhVSC47YRAB3TAZNFvdzEBDzABs/iMPd5wlzXOFLALLRMBuXJ5lw5kgTxgeo4buAkHwi7cjShcyHRUAVNAB3TDzAjYDzxwXzwWkYhiUWnYsBPb2hYOH356eXkZEXXq1Omee+7hW/JrOLNvEOTkKvi5Ci8ieELeYDfp3//+d2VlJUeGjj/+eN/Z47H84Ycf7tq1KxElEokDDzwwnU5fffXVvKeqqurCCy+cPXs2BBwdsAEPmp4F0kCr6+Yg4BjgR+Pajmu3Ai1AC5AtepJ5QBUCwoNwYRoQMLPmYsNOuzAdkXdhu4DuCAu6ipwFvDBuUrceWxClSKJDDhs6/ZuPANMxoecAF+NffnvzLQdKEUokYoMGDZo+ffrTTz/doUMHHkGOPfbY+fPn8935qiZYntWyLG6Y53m/qjaDP2Twb7n2OMfbvvrqK7+Q8I477vjOO+8EL/TDDz8MHTqUv91iiy3eeOONDz/8cPPNNyeSiSIHHnTolClTeAS3bA3wXNuDB7iAC1GURsfQ4VpFAbUBG4KHNhMwAUBAFKTRceGIwglMF7oLzy18hFuQfE8sGytNwAmMob8CKpypQEITUAEVKIhGkIEu4BYuY6+wv/CtgC5gLru6CGiyAgnzQB7QmXWO5aq5vOe4gAcBVVVtBy6QzrYJmALqvEXfW07ru++/3qVrgyRJEslHHv7Pn374EfAMNW3o2e++nX7QQQfx8+jXr9+4ceP4yj4lVhxiVw2/8D2ATCYTrF+dz+dZ0b377rsDBw5kzTZ48ODvv//eMAwWIMMwpk+f3q9fPyJKpVJbbLHFZ5995nneggULAMyfP//UU09lD23QoEH33jNaOFg4L+e5AEzLbc7m5gM6sExo4AHCA3SItGG0ck96aLLFIsdzhQfhQQioVt6F6QJ5M+ci7UDPqrBc5ExM/dY69qRbSelH1HWTTXf69PMpeW0pkDeMZgh8/83P/zjwKKIkkdx3k35PPvkkq/F0Oq1p2n333cf1BRoaGk499VTuQx7LuCs8z2tXORyrUTveLwxumqau61whmL9qa2sbNmwYP9CGhobnnnvOf3C5XK6pqemMM85gr69Tp05PPfWU/6xt237ggdGdO/eMJyqSydThRxy8tHEeYDY3LYaAqQm4WLpQ4y5tXLIUMAtyLpziPw/CKRKyoEWKJDQFPBeeC92B7gJOgITuMhKaRTVm/0YSrpYm9Fw4LivZ4q4V9CQEbFEwqJxlQ0J7q7LQVtPKel5hwFDzlmUZAp7pwvIggKzaKqDPWfDdvvsPJoni8Wivnn1effltuLD1ZQKq5jQA48aN22qrrdjP2W+//WbPns0U8p8rlnc2Vgqe3uBtVVV9sWANyWdramraf//9WUT69u37zDPPBFXookWLjjzyyPr6elmWO3TocPfdd2P5QuoseZ9//vnOO+9MRPGEPGSvLSd/9rJAWrfabJdb6Fl2zvEyppU3NDgGYAJW8ZYtwIGDhR5mAGnAZuvIFTAtmDZ39GIL+XQGs3/AJeeiQ/nTneqv69nzzNvvnNCaKagBx1UBdfgFJ1dWy8kUpVKp88673LbBQyHfkWVZ2Wz2xx9/POSQQzhS0q1bt2eeecbzPCYGDzp+j3En+93+S/CVajBOC6C5uXnUqFE8edOpU6dhw4apquor3lwu9+9//3uDDTYgovLy8mOPPba5uVnXde7eQnVKgdZm/V9njFCUaDRGnbtWX3bFeUwJ07R9ORbCBVTbW5pV50F47a3IIv0CnoLDFpmAKWD6WlEsRwF2B8wifewCU1YDtLxP4gTcEt8ILpiaLmw36Ie0M4sDDQJQZFoeaAVal43uy6zlwnhj2yha7LZq5V0Bx4Xw0NiYHXbmv0iiWFyqrCq78847uWtcE3CRT3sti1VuOT9+0zQvv/zy7t278/TdWWed5es0VlNYJQ95pYXjOKZpBpWnH6PXdf3KK6/kOGeHDh2uv/5613VZAnji4e677y4rK2PnhKtPo1jvnmXF5ypfa+zYsX036U4xohgdddxBM2fNER4sE5YNDzaQF9AhIDzAhpmDaxSNHQfAYmAm0CSQsz3VAfIqHBeODd1CxoDp4YVn0LPD83F6qVfnyWcPm/fzTJguLCCTR07Fc89N6NatO8lUVkFHHj10wcLZQsBz0dKcBZBOp4Ncsm379ddf32677Xj02X333T/88EMUx5S2trZ200KrMz3gnz+dTgN45ZVXBgwYwN71nnvu+cMPP/jnNwxj7NixW2yxBfNzn332mTZtmm/9AuBpTwCZtOo5gIfp06fvvc8QkokU2nRgz7fefh0CbW22ZcIVPJrZbdoCgewysXQDpkeQjQVZNVfisXsQy7QRkzCow1YXBDZofsGhDHiitgvbLTQieDG7oLP9O1nGagAqsBBYDOjL1CHbni4cB8KDK2C5SKsZQ7S48FwbRg733fVur+67E9URpc4+a/jixYu509WcxtfKZbIQjmWq3OBsNstU+emnn0477bRUKsXheN9RbOccrhR+nUOe9wtqsIceeqh3794sgmecccb8+fP5SObh+++/36lTJ/523333bWtrc12XXaOgdPpDgH/mRYvnXXDRWd16bkBUW1e75UUX3r9ggcdSYlqeZpm2axTGXReOAdeEa8BzbaARWOih1bSyli1cAdOFJWA5MAy8/zb23PlDotENZeMP+cePb72LrANVoFWDKfDmm7P32/tCor5E3fpvsvmnn30A5HNqYzaj6yrc5YXHb7NlWfl8/tFHH+3Rowe7tccdd1wwHgZA13XullVY/my7+s6CbdszZszYYYcdeFHOZptt9vrrr6No2aqq+v3335944onctxtuuOGrr77qt8q27XajqmV68JDPWNlsGlBfe3PMBhtWkUxEkQP2P37uHOE4cBy0ppHJwwLatLaC4dZOgAUAE8gCrUAaMJcdENSTy0n78rZo0YpcHdByqq9d+GgZA5eRsKhzs0AWUJf5oL4edYIkNIsRBTs42AgPjg3LgVskpgXYLhwbb/zXHLrbnRvUH0G06d92O2nWjExxWPA0PcvX0PU202wDVEBT82n+2nfkWltbv/7669122y0ej1dVVflP7leH53bRAlaM77777pAhQ1hEdtppp6+++iooTF988cXf//53FpGddtrpk08+AeBPIrO5xaf1zTbfBjNNdjOcH36ec/jh5xH1rq/aa5+/X33PHZ/m0nBtOB4Mx85aTTraHDiOgMsdCA/IOqLRclo9WC7gCFgOTAsfvIuTjp1cG787Tg/uv/u8R0YjbaDNQ6OGnIOfZ+OU057eZeeLiQZu0PVvDz34MgQsy1i0aAGwTJ545QOLeDvTQFXVRYsWXX311UQky3KnTp1uuOGGJUuW+J0WXI3wS8hms/wsFixYcNpppxFRNBrt1q3brbfeGjRQ58yZc/3117Nl0aVLl5tvvjnIeW4biuEc+MwvyJ7alp2Z02cIpO8a9e+q6t5Em+607WXXXvHF/DkwTWRV5EyYgAtVIOtHYgKk0oFWYOky6V3xX1B5wgH0IiOWWZGrA2qv0JbnYYCEjluMEQk4RRIWdbQoBhKYhALFqG5RSQr/IReCTp7Hh+dmL52l2jBNfPp/OOmQuV2rrtqiz1UH/v3fr41bKiwYGsxCsM0RMAAzl1sKqEDe1Jc4bhvgGIbBUuIPwI7jpNPpl19+uVOnTrywe/DgwQsWLFhF4M4/w8KFC3n7888/P/744zmI0qlTp+effx5Fz8e27Uwmc84557AXWl1d/fTTTzc2NjLT/Gb49rDjOCwovMoRgGVZ6XRawLGRc2CaHiZOnHXY/k91TF7br+G5g4Z8Pn0KWlvgCFhwLKgWshayNqxCP8NzvJyAJqC7sNvSaJyPS84y+3ed1KXq+a02fe666+fNXoCsQBvQZCOj4dSTWuvKxnSve3Sfvz90zTXPZrSsjWZX5AGYGtQM4EDLFUi4Yv/wQggUB5EZM2bw1ChHmMaOHauqqj/QrDpAyme4/vrriUhRlIaGhtNPP90nWDqdtixr7NixHFiurKw85phj/G/9Ac5vZPChA0i3tgGm5c4TmA3MssQSVcWSBRh++mcbNYxO0u1b9xv/zGPQDGQtGICDtIvFAq0CecFUXMZDsxDML0iuCuQhHHgehA3hLBc8Kzhfqh+S+U0kVJcL5ngrJaEXjIIKQBQ0L3/gyBLgx4zgCegcMCjegD+34Yd60ZZzLMBysWQxLh+xuF/Hd6vpmZ4drrv8gneFBmFCz0N4sG0+r+0J3Y8mO7bmmFnAduzCw/A1YVChZbPZ66+/ntfQVFdXjxw5chV94QckWlpaLrvsMo4BVFZWnnvuuey3sGy1tLSMHj26oqIiFotJknTOOefous7yx4utEIjCCyH4xSUAmUyG5Y+X/AMQcPJ2kwPV8BzHhaPhiXvQp+GFTvEn66K3X3Dm9z9+C9OBKaBBmEhbSOuGy8/Idgs92aq2fjq1dWDvhzomxnZKjT/9uPQ330C1kQOywFIT495Enz7Pda7/b6fKcUfsP33aZ7BsWMgLNHnIWpbBz8NQAQ+2JfhOuc3tzGluvy/377777qabbspUPPzww7/++ms+bNWT42+++eZGG21ERLW1tbvvvvvHH3/sP8F0Oj1lypRBgwbxtzvuuOPUqVPb/dxvkn8hXm1X/N7zPA1IA00elgqoroBtwszgqyk4ZOjnlZHbKuLX7Tnk5f97BzkdlvDjnLYLVcAUy6kNE6IodFCBVghWPPmCh+X68RO9aBs6vvZZfRIG6LtcRAiGYfBMoGW7AkjnHNuF68L1YHmwbAEXapp/YvIZTJUD6HkXWRe2ahqA57i6QM5D3p9B1i3hAo4DK4/Rt2OL7lNq6L9dy8ecfdKPuVboKlwLohitAXSB/HJ2rxsg/C/fKL/HAOD7778/5phjmIqdOnUaPXq0/xRRHJj50RqG8dJLL/Xp04fnx4466igOtPoYO3bsjjvuyGJ3xBFHTJ482Z/D+B2LFQUcw8u6sB1ANeB4cGx8Ox333ZHrVf9sGT3Zo+KNW65Arg2GgxbDM2HaMAW8lta0YcP1oJlI58WSRnTveNUeO0+cMB6agYyBnIucjY8+xeBdplenxkWV2/bbf+Jrb0A1YLnQTL/ngp6M7ptSvwlXXnklzyjW1tYOHz585syZhbsrus38MZvNzp49e7/99iOiWCy2+eabv/LKKwgMmt9///2RRx5ZUVFBRN27d7///vt/a0u4T4OSLERBUiwBE8jrGDdO232XFyW6rVvV+0cfoM/6FpaKfAaOB13kXWSbMy0cCmlubiz0kAGzFfBgmy3sDQFpIA8BzwqSMA2oQEBZrR58EjorklDT8qy4bI6geHA8OC5Mryj/DoQFeBCeBaEBjq4im/Ua25Y4cCzAEdAsW8A0Pd0FLBdLmyzXhePAyGPKO9ih/9sbVU3qEp+486afffcFmpZAVWFYPGXP6jQLpAUyBfnwx55fWntTRGtrK2/4dssrr7yy6667ElFFRcWgQYP4LYcgA3kq75BDDuEJ4vfee48dPzZBp02bdsABB/AKqY033vjdd99dvHhx4bkL8btXDPt2gWrC8BwHcARaWvDlJzj50OYNq97tEH152/4Tnn8Gmom2PByBxmbT8ZDJwuFgDNCm4vtv0dYEzYJqoTWLH37GiBGLOtU/XhF7aZuBU2+/1VjaAgMwANWCK4rxuILRlQaWAosL/s9vAQc558+ff/rpp/PYtNVWW914443Nzc0oThhalsWzRC+++GI0Gq2oqLj22mvZ5+TDFi5cOHLkSGZyRUXFeeed588i/p4O9UOATmEod6E7aMm4C3V4hoc5s3DNJRjYY3oZvdG94pXzTmq0stDVglZ0BFwPOd1y4RmmreXhZAAVegbwYOj8lPOG1aJrHlxoWZia3406EFSPqwXfHA1EOIXv1FlMQlWFocF18Pbbs0wg46DNylqAruKnb92mpbw4SAc84cLlOLiGqV/ANHlaqzDMf/9j2jDg6Jj7A0471BzQ4avOkTf6dhz7xGjTMtGagSVgurA9eHAFTIG8QBpIF/3P5aPJy0WAVg5+0dP/6DjOE088wQt/a2pqDj/88G+//Za/8p/3V199xfN7PjKZzLnnnsvR8w4dOvz73/8Ohu95hcfq9nc7CHguXKcwYLvwmIcWkDNhWnjpBQzefkK3mrH18RcPGLLw8/dh5GEZmP4lmlvQmkeLkTeR1iG+/xF5DYuakMvj8XuxUYcvNqj6uIweveaqli++huHABNKmYcF04emGI/zgHiCgCjQJzBNYWBCj33QTxRcgPvnkkyFDhjAVBw8e/NFHH6EYQPYPvuWWW0zT5PeGAdi2/fTTTw8cOJB970MPPZQVqWEYv/Mtk6AuKRhTngtTtVsc6BaQMWDaMHVMfgcj/rWka+rFjWsnDdzw1UfuQUsjDA0zf8KMH+EIGJ7jwnY9zPwGS2fB0dHWgtmzXNcrumY2hI35s9gb8wr2mghMiq8eEYuBmRXUoOsZgOnCFICWh7ChZrDdNie/8e63aRc8gbxoPo498u7R979iW8JxVVXXVBWOjZyOl15u3rTf/Ucc+n+tWZgeTAfjXlq4w44jsmlce+mSzmWju8Ym1tP4a85HphGWA91B1sg7xdVAAvBgech7yC0zmFcMHf2a3c1vWPNT5z2e55mmOXLkSA54duzY8dJLL+W3eBCIyGez2Vwux6Tl5S+SJB1xxBGsLVFc8+E4TlBWfvNbPwJwYBlwXH6KnulZOSOv2roFpylvmi7yOVx2frp354ldy9+vjY678qLmRfOwSa+7N+l9o2FDAzJYnIbWY6OT3nwDE17DDts9HqenIvTavjunf/oahgHTgwWYgOFqNlQBRwSteq8gQAJNAi2FOOFqQ1VVn2PcFa+//jrb8zyn9/PPP/s9ls/ng8Oi/2YgR3emTJnSbsrBX4vz27q0fYTf4TUkLmwLHs/5OC4sF2oWr43FDgPe27T7f2tjtx932JTPPsCtV6EudfFjj/+YNdCmW3kDl1847bwzvsxlcP31r++337WWDc1GWoVt4YlHv91q4LB8YQlEMbbi+OFJe3V4SIBZCKssR0LHcjKAatj5QuTFhK1CkXd9Yfz37PFrDiwVW/W/4s6bXxce3yocF5oOw8Enn0GhO7t2eH7SJOR1zF2AiW+hMn7Rp++iS8XTG9Q8fORBbyycB9OAYcNw0JbT3KLV6nL4VMCD8JZbPOAVTQ29uAwg/Uvmky8ZQU3orwI1DOOHH37g+DgRbbLJJuPHj283kfj+++9vu+22vonFzuHSpUv9UGfhGf8v760Vu92xYdmuB5cXJfoLENMm8g4MGz9+h3PPaOzR8YkuHW9+YwIG9n5noy6vHfaPqUtboAEa0KvHzY/dhwP2+Lgmed3eg//v5edg5DB3JkwDah6aBlcsf1HfqfYKKz9+ixezHFRVbRfFWbBgwa233sq2Q1lZ2QUXXMDL0/zu+vLLL88991yefhg4cODdd9+dz+fZoPCtjF9defMrHbsMhSUoHiwXOq85MT3LcGzbg27BMHD3na2da6/vXH3XVedjxAnoVfN+/16jDQPzm6C5OOWkD/95xFuag/MuevLve47SDGgODAemgccebuq30UjHgCt41sApBHIcQDhAfnVm7am4ZK7dXD3Hf/KamRUCwoaTh6uia8MZH3yCrIv5LWhsgZnGjpuPuef2rwwVmqE6sE0bLRnkbXw8FfXVY269Hptt+kwmj5yO//s/1FfforVh9F2Y9AYsC7MX5hw4DnTLEy7gCiuvZXwSrlzPCRRJmAaagNZV+DDBFSqZTMZXhj4V8/n8O++8w7E4Itptt91++uknTdNmzJhx6KGH8lvwG2200ZNPPgl/YVQxNsgzaRzn/NV44Crg2oWFe64rLMsQRS/RcGABFpD3XBMwPDQ2YfInuPH2H7MaunV85eqLsGHnCR99iLSNvIeNuj327CN4ewIefSi/aBFMC0uaYLGt6wAu1By0XCFw5+j2sgFXQAi4Aq7HkvTb4Edf/LCwb5w3NzcfeuihHEOuq6u79957AWSz2bvuuquhoSGRSNTX1w8bNqzdtCoA0zT9OcDf16srongqR9MzrGCAvAXNAPIODAdtbbj+6jk/TceIk3HiQfjbjp+cffbXWR05C2edueCYY6a1GrjuzkkHHDRh/nykNeQN5HN46Xlsv8UDSxbA8YqjmE/Cwkzjr/vYtBwDXZ+Ehel4FyaTUGuBnUGvztc+NBpff4umJjQtwrT/w+CBXz06SnMtuHAcZC12/YFxbyytqLq1aSm2HTTuiqsb58zHa2+gocsI1cS8xTA8GC4swBLI6RZLnm35UQrHNyGEv0qo/YIGu+jNrnykKcwBCBG0cNoNrjzxAOCGG27wkzJtuummkiQlEomysrIbbriB9R7Lh68DV/ryfnAV8mrDsazWQrybl1kI4Xiu7hgOvDZDZTOyWdObDc2ApwJLbCxWsdkWT/53LM4/B9ts9d+mVqgGNuz4zGsvFXy/nIW0Bgu6gzSQz+da9azmLz11DRXIA03Fmei8YC/Ag+v9ZhL6RoG/jowHKb+rx40bt80226RSqWQyyb3K7t9+++33/fffB3vP8zweH3kaFissn1gNFKa1lwVGApJjaYEFCUZeVVsETAsex6uaNWhAWsMt13kH7zNr8ruoqrri/z5ANo/z/oXjjmqZ04Rb7vty621fXrwIS5sxbTqWLMHtN6Nzza1mHo6zPAldFMNdv27eL/9mfeFVb0EkLNcgEjKR5xGBkklSiDKZ3LVX3r7DdpcN6H/FNlvfs/fQl2fNmuF4tuMRkWzDdSEcQRJRTX1UieRicRo58uAHH7zfyJGlkWMISaKGzmQLT1Z4ZR+Vx2OOTY4lolESHiRyZPKIPCJBvwQQIUoUJ4r+UpocTvIjhIhEIii+AlNVVcWJagCYpslvzbW2tl566aULFy785z//Kcsyh2q22WabOXPmXHDBBbZtl5WVxWIxwzAikUhZWVkmkykvLycinnn3U3pFIpHfkRApFosRea5teK5LRJIkRWQpEYlI5FUm4p4LElRZlqxMSKClguZXRDVFofIyZeFCuuhispzMffctJIdA8cZmoggJysVjVFZGeXOeRBlLtJRXyMmKmGt7lg6KkBKPk2cTuUQOEW8U30D/7e/6l5WVce42Tq7DL7ZrmlZVVZXL5Yjo4IMPnjx58u233y6EYKM0Fou9/fbbr7766iabbEJE/noGWZZramo4CV1VVVVbW9sqshiuElhxBwTF4kQgTfUszYnHy1NlVZ4HmWTdzMhkVJSpEuUSZZTOzUmkrC22pWOOP+DyS8bCpdYWIqWiqpKamtwF8xdvvPHtG/c5e/8Dzu/Te+Ttt93esaGLafhXciAtx6NViXEREZL4oODdCiIRi0Qc4cgUi8hEHmkqpeIkvOb77r9w6AEdSCJyyc7Rnns8YXqzpdhWIDki1aoalSWJiNTW1soyEVVo771pz79vf/kFsw79x0ZVkS1hkBShRESSyZIoKkOWQLEIkSSTZCiKV6TW8pCW3yim8Fyh5cuBF1sTkSRJfkY9Tu7Auo738GusFRUVDz/88DHHHPPJJ5/06NHj8MMPr6ysNAzDT+7gZ83wX3hle3W5Zv7mjBUyUYIIkZhEJPt3JBW3EhH/hNEo1QkiF5FqhVrnmDVJUqJ0zQ3HnnjCyBOPvVNQJJakfJ7KKyoJJEtUkegskROXk0QxkuRIQi7kgZRkUiqI/CQgEYkUudiRvyPlht8zPDYRUSqV4hSPrNbi8fgZZ5yx3Xbbvf7664qinHrqqfX19aZp8iNwHCcSifgn8Tc4iP0bIQfaX7wfiQgkFcUkVaEQKSQRkRxREgSqSVQTGYLII4Vc8rQaxUtTnM6/dJt9d59+/z1UWUWNbXly6yKivlevqgmvDkvWkkykpemdN+iKi+9JRkkQSZSTyXGEEpOqSSJHOCQ7qzMqR4hAJEiS2w0fEilRWTEtBzLBpVQ5kUsV5XJ9rUQgx6UIUSJJtbVyqiopEZk2KTKlYkQe2TY11HVvXtzomCSX0WWX7z14q4c367uRsCMRieCRkHRF4qvEi9cTRA6RIIqvnFcrkY41nCAnlUrtscceQ4YM8fnp595ca5B/4S7kFW43QhRRiBSifIYaaurraymRoD32Uobus9vFl06LxkR1DaXKyPWIXCKFYpEEkUIUJ4oQBTuQL7qceKzxdDfB8YjzhW622Wbdu3d3HKe+vp6ILMvifl7TSWJXU3iISGbZJxAUkiVJppgHSiUq4/E0KdSxI51//km3XP/azrvsUlEtPI/KUxUbdKkpT5FpkyxRRTklEiQBskwSkWYgqsiJWDXZZNkUTdXIZBY6/9daLFZQ3zKRDJKI5FgsJkkUiRJJ5HiUy2VdO2nkKREhGSQcalqqa2lFdigm0cwfaPYPJNkUk0nNRHv22DwRJyVKPXvRxVccf9OoGxFZmlVJjhCR215Ng8UivhbkYXUBIBqNsmRw3KWdovsjAEJUVNGSpd86DikKRRQaOfLAyR+/snjJdE0jmSimkCxTVCEiWjfJs1cKP38pL2+wbTsajdbX13fu3JmIgvm41k3Cq1+ERCACZKIIkSRAtteUVed6DklERx9FfftWPD/2Tk3/WZJI0xY0Ny6BQ8kIxYhkj1obLTVnkSBhUSpatWRB5Q/fEByKySR5MVUtW4lZtwLklZmtMlHEsl0iWZZkRSFJJpIpr9HGfboqEURjRBLJEWrLUkOnVDxBJNHENxdddulNL7307dZbX24Y5AlT1ZeqBskR8iQadk5sq63rU9XZ6jqSiKJShIhkEiQFSceG6FpPnr1SsLz6EQLOSrYOMk//RggBiyTq1CXqeCRHKJulTfrTaacd0LmrIskkSSQRRaLEictc99cdkrUEHr9QzLxKRLzOntMuyrLMVoYQQpIkYAUvbh0CIEWOEykCsmlQVY1ZU+dGFFKIZIWuvGrXyqp0RUU6kaCyslxFleW6JBMpEQIollR7b1LrCHJc2mfouQ898MLttzz05FNLbZcyaUqlIiv6pyttQWDFzLJpAV5vrQsYANxiCGnM418snG+7gOHlXcAx8forS778Mut4+OzzJaYJXcVdd0557sVPv/tJffTx6SYH6xxkcvjqK4x5ZrblQnddHS0usgLqctddNkFSAgRn8/2dv2fZ1NqFA+h6Dq/8Z+mP0+C4sIDGNPIGHnhgzqxZMFyYQjie6bjq714LugbRLgWonxqUP6qqug7yuK0KAp4Dy1gmg66Hj9/DG6+2cYC1LYNsBpPeyb4yYY7p4eOpC197fbrrwYWn2apjY95cPPvM164Fy8LMmaZjo60Z/TY+0dD47WHOu/UrkIA8kVTwHHzWSsRBM09AkRPCJeFSRCbDpEiS5KiVtxZVxGsJ1STI9igaIwI1LqYOHej44287Zdg+u+w6ACDLpnjcdcmNIGGoVJaitoyorxVEhkISkSRRjEghDtL6EaLSmSc8pWHbNueB/73RubUHl8jKt3mpeKWskBcjyKRblIiRkadkkkgmWUGEdMe1opEUQSGKlKQ/bdtmXRdMfIpibmwqGh18jOu666B8yMoBchyKxAggIUiRyDVJjhJkkhRybZIlkhSyHQJRIk7wEFE8Iku39Xi0SpZiat4rK1dsm2IRSrdSawuNHv3c9TcdiahjGM11lQ3Srxl38gq+mf9XJlIUWSESskKQSEiUTBFAMilV8QqJPAEimaIREi4RqGMDPfHwdw11XXbZZYDjUnOzmYiTCzNKkCRSIuQ4VF8rEwmJIkWquUQOSW4JicfgTBZcN4JfUyqhQ7VqVNSUSTKRQo5NqppPxV3LclPlpMgkPA78IarIhCi5JfNpgzULFEVhF5FzlvNaP0mS/LhXCbP0QiJJKSgf4QqJKBonWSESRB7iUYpGyLXcsjjJQlPIjciuY9tE8bJYjSwRkVNeIQgUi9LSxVRRRhcMv+OIfx4ZiRHJ0erKutUJH/rRuaISXD6G5glBJEiiaIw8QSSRJJEQEaK444H1hCSRIpOWp+ef/WHmjAXDzz2aBEUjVFeXIKKolPDgOa6WTApIukRCooiqW0QRIpnIW26eqnTgGiMAmHuxWCwWi6GkvsrKAYkIUpRsh6IRqipPekItS3gkSJb4WRUPg0wo2djmT6X6Vdk4VVS72VSe3PcnkEoB4QmLiCSJolHZ9cgjOK4biZAiS67j2LaWSMJx8slkxDENIoXcGIkIeREJMSGEREKWC6HGo4548JKLR3RpICKKKmSsXkxBAtRiwHp5J7Lw+FgbFLmKguKEIogEIUIgQUSCLrv4PxNf/2TXXfdNlslbbNvx0CM213RKlftn4qJckrxMNQsiRyrsjxJFC0ZpqVXiHxuCyCNIhOKsg+QQWSCSqJxABN5pEBG5SZJKbN7/4SGKy0KihRkLiYgsIplElEAkC5I8As/hSSzwhVAm961CJBFAP31nHXPUiA27bVNZXd2jV9WFl+6ulPnf/wokQC+ebIVIjkQrxE4jBRLKROQWfgISID1PP/1AXbqQ65GQqVsPEiCSSCEiieSCugtcRSIiSyKHSCL2DNerElGlASjgOhMRkeQSmURElCiICBHJDkEiESGsnhT8deEWSRgpSqAgMohk8pJE/jAnEeQCS1FURVKxb2VBkOHSl1O9Th0UyKSZ1K0nUQSxqKuQIv2aYEsA66KArlv2Jf/n85AHiggRP3iXSAYrMYoIsaxxNkiQE48KAYpSnIgkiYecaOEeiEj2Z+fl4uozlwpSE7Lxl7EseCYIMkluYJHD8sPoHyDQ9YdHkIQSgReQWUQR8qJEyxbcEC0/+qH4lWQROURR144rCnkOKQqRQg5BkTWZhETJX50q5DnKSGBkDfxbdozPChA5xacuiFyJLCKLyBESCSLNIlIoEiWQSeRoek4CSSt3rMQyBhaWsPJSxpJNba038FftFZYcRpZNrkrL/w3p9yuQlxPvQn9GC+vagr2HAC8KPxIkWURu0WJ0JZnymq3bniRTRLYUcm3Xan/BlUGCAFFQ6QXb1w5i+e3CGmv41mx7AjmW45YpSSIi2SEShPgyW7RwA/GCESURJI3IW52R4y8NECSSEHQW/CdVHKshB44JsWqIwF/i3iMqEhLLm4cSEQdUyQV57MdJkIlICJILRofwXFeOSBKRaZmJeOpXLbuAmVtoiv8Ggyhcftm3cqGJkAmRwAIXhUi2HVPT80Su7ZqW7RCR60nJaLI4orjFGI8/QjtE8L1KAl/sDzor8McBinIAouKSw2CI2wF5xWMEVlweGKIdWJ79DkSREeQQWb5NUXAJpWL/k1WMNcrMFYCampcSWUSWquYkRElEE7GK1fGtItR+vPQtX7Hc74MmpT+XKEeIBP86Fo3EopIgKxKRIWQhyHWkGE9TSU4h4iS5RcPJJbKXi7jK/qlDoflFoL2tguWGcHKKkz1RQUTkELkyxX81MPCXBlNOlpdN78BXEjZRHJJMBQnlt/QiROw3Qg7EOBSZaqorCAaRVxZPEIq6LPbr9oi8whHyChurvIHl3wOwHdMTTlRWZJnKEgrAal2s8LoAlnkyy1xQKYzKrAYKrCt2U7C7wq77XeDQi1QMYQWiIQHV48cmeZtfnFjW4cKjaCzmQZAUjSYScEm4q+sO/CafMICV+BsF2xpEEkWW/56t3OArc/6e4Fq5MDr661jePWn3Lqgfx44UjVUh/eLbUiECWOZjF9/pK0hjNPA9U4WNRE8iKsjqsik3UbRElIJZu3qxsRIvYA8RIkQ4RoYIUWKEJAwRosQISRgiRIkRkjBEiBIjJGGIECVGSMIQIUqMkIQhQpQYIQlDhCgxQhKGCFFihCQMEaLECEkYIkSJEZIwRIgSIyRhiBAlRkjCECFKjJCEIUKUGCEJQ4QoMUIShghRYoQkDBGixAhJGCJEiRGSMESIEiMkYYgQJUZIwhAhSoyQhCFClBghCUOEKDFCEoYIUWKEJAwRosQISRgiRIkRkjBEiBIjJGGIECVGSMIQIUqMkIQhQpQYIQlDhCgxQhKGCFFihCQMEaLECEkYIkSJEZIwRIgSIyRhiBAlRkjCECFKjJCEIUKUGCEJQ4QoMUIShghRYoQkDBGixAhJGCJEiRGSMESIEiMkYYgQJUZIwhAhSoyQhCFClBghCUOEKDFCEoYIUWKEJAwRosQISRgiRIkRkjBEiBIjJGGIECVGSMIQIUqMkIQhQpQYIQlDhCgxQhKGCFFihCQMEaLE+H+ZMsG7btmdAAAAAABJRU5ErkJggg==
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C1CCCCC1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1ccc2c(c1)C(=O)N(CCc1ccc(S(=O)(=O)NC(=O)NC3CCCCC3)cc1)C(=O)C2(C)C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NCCNc1cccc2ccccc12 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCC[C@H](N[C@@H](C)C(=O)N1[C@H](C(=O)O)C[C@@H]2CCCC[C@@H]21)C(=O)OCC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1cc(CC(=O)[O-])n(C)c1C(=O)c1ccc(Cl)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
Yes
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(=O)CCC1=C(C)CCCC1(C)C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(=O)/C(C)=C/C1C(C)=CCCC1(C)C Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCS(=O)(=O)CCSP(=O)(OC)OC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCC1CCCCN1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAAA7/UlEQVR4nO2deZhU1bX2332mGru6mUERAyEgg8wgIIgjiCZinDXemDjl3ohXPxOSm0Rzr4oYoyY3mslw4xD1UZwVUEBEAwqigGAwohIBoWVoeqzxTHt/f6yuQ9GAtjRw6Gb9nn76qa6uOnXOqfOetfdae60llFJgGCY8tLB3gGGOdFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREybQrf9x3HCR77vh/u/jQHoZQKex8Y5gCjlBJC0GPbth3HKSsrC3eXvgAWIdOmIPkppTzPM00z7N1pFjwcZdoUhUIBgBBC0zQASqlcLkdPHrawJWTaII7j+L4fi8XoT9d1D2eraIS9AwxzILFt2zRNy7IA+L6v6zqAYH54eMLDUaZNEYlEyCMqpdyxYwd5SlmEDHPoqK+vv+uuu4YNG9alS5dJkyY9+uijnueFvVNfAs8JmYNCcF19JSvkeZ6U0jAMcqs02SBtirYshHBdV0qpaVo6nV61atXs2bPfeuutDz/8MJfLRSIR0zQzmYyu63/7298uu+wyKSVt2XVdIYRhGPX19eXl5QfocFsEi5A5KOxLhJ7nKaWUUpqm6bouhJBFdF2nKVwpmUzGsqxgjgeAXrN58+Z//vOfr7322sKFC9esWSOlBGBZluM4I0aMEEKMGjVq6dKl7733nmmab7/99rBhw+jTDcPI5/NCiGg0att2JBI5+CfjS2ARMgeFwF4155VEoEClFJm40re7rrt58+Zly5bNnz9/1apVH3zwQfCvsrKyIUOGnHbaacOHD58wYUIkEiHRZjKZ/v3779y5s6ysbO7cuSNGjABActU07TBRIFiEzCEmGFVKKelxMPIkKQIofeb9999fsWLFvHnz3n777W3btvm+T+K0LGvo0KGTJ08+/fTT+/fvTwtiPM8j65rJZJLJpO/7NTU1l1xyyaJFi0444YSHHnro61//Oukzl8vF4/FCoRCNRsM5ESWwCJlDSj6fN03TMAzsbi3psVIqn89v3LhxyZIlL7/88ooVK3bs2EFyBdChQ4eRI0dOnDhx+PDhJ510EkrMWpOPMAzDNE0a+mqadtZZZy1YsKBbt24bNmywbTuVSqXT6bKyssNkWsgiZA4RTQaoNA8EoGmapmlvvvnm6tWrFy5cuHz58m3bttFrDMM4+uijhw8fPmnSpLFjx/bo0SORSJTOG2ngWrodUh0Akhk9KBQKF1988euvv96/f/8FCxYcffTRAHg4yhxZBJdZOp22LMs0Tcdx/vWvf7366qvPPffcsmXLTNMMFpcde+yx48ePP/XUU48//vgRI0b4vk9TRJKfUsp1XQB7daISVVVVnTp1sm07nU537NgRwLp166688srVq1cPGzZs3rx5kUgkk8m0a9fuUBz8l8EiZA4FwWW2aNGipUuXzpkzZ+XKleTtpKFpjx49xo4de84554wdO7Zr1657ukn3Co1UAxcOTTJt27YsK5h5aprmOI5lWRs2bBg3btznn38+bty42bNnV1RUBNYyXFiETLOgqxlAoVDQdd00Td/3hRD5fD6RSJS+RkrpOI6maaSu6urq999/f+HChQsWLFi7dm0QorAsq2fPnqeccsq55547ZsyYVCp1CI5i48aNp5xyCv1+4YUXUqmUUsq27Wg0SgaWoouHWJksQqa5BGHunTt3plIpy7ICZdq2DSCYYuXz+Tlz5ixfvnz+/Plr166lJ2kJ9aBBg0aOHHn22WePHz+enCKe5+Xz+UNw3du2rWnapk2bJk6cuGPHjsmTJz/wwAPt27d3HIdClMHcksKJB3t/AliETLMgnz79pme2b9/epUsXihl4nldZWfnWW2/Nnj170aJFVVVVwRtTqdSgQYNOP/30M844Y+DAgaUWL1D1IT6W999/f8iQIUqp733ve7/97W8rKiqC46LbSulhHgJYhExzyWaziUQinU5TNLy+vj6dTj/99NPLly9/6623KisrAVhFRo0aNXbs2LPPPnvw4MFkLen6zufzZHboyUO2tJqGmnTjSKfTmzdvHjx4sOd5N9xww/Tp05PJZC6XMwyDoog0hzw0OwYWIdNMyDjs2LFjzpw5s2bN+uSTT6qrqxsaGsrKytLpNIBjjjlmzJgxJ5988rhx44477jghBMXNv2CbFF0IpogHdf8pIFGacf/mm2+ed955VVVVv/zlL2+99VaURDUOMSxCplkUCgXDMIYMGfLxxx9ThKBTp04ATj755LFjx5511ll9+vQB4DhOaeTAdd3S0IJt27quB8tivlSlBxYKzRcKBU3TLMtqaGhYvnz5pZdeWl1dPW3atOnTp9ONIIQMYMUwzeOhhx4CYBhG//79L7300g0bNiilbNv2fV8p5ft+4PlUSjmOE1i5fUGW0PO80jceJOgj6uvrXddVSmWzWXrw5JNPtmvXTtO0e+65p66ujvb8YO9ME1iETLMoFAonn3wygG984xv0DF3WgdKklKRGpRRd38GTnucF//pSZR488vl8kx2wbVsp9fTTT1Nc8Y9//GMul1NKFQqFQ7ljnNTL7Aa56YPFKzTyBKBpGrlefvCDH5TWTQrGk6VLsQOHJz0ZuGEQapI7rdUu3QEaf15wwQX33HOPruvXX3/9448/rpSiWEs2m6WXBYVMKRJz4DmUimcOf2gwVmrWlFK+769fv94wjK5du37++efB82RbWjVSSrJ7v/3tbyk544knnsjn89lsVimVyWToZTU1NQdvH9gSMntBCFFax1rTtMWLF3ueN3r06G7duqFoKg+TBdAtwfM8Ooobb7zxxhtvdBznmmuumTt3bjwer6urSyQSVB2jXbt227dvP0j7wCJkdsMwDFrSqYpucxpJPvnkk5ZlnX322ZlMRkpJOeyHeQGl5kCO0Hw+n06nf/Ob31x//fWZTOaHP/zhM888U1FRUV9fbxhGbW0tgEQioQ5OKIFDFExTKNWVPPW0gCuXy1VUVMTj8XXr1iUSCQqmHT6pQC2B4vJ0LLScYNq0affcc0+XLl1eeumlUaNGZTIZyk5s5pry/YAtIbN36Jojq7h06VLXdbt06dK1a9eysjLKLYpEIoHbpvViGEahUIhEItlslsbYt99++4033rh9+/ZTTjllxYoVyWQyGo0Gg/ODAYuQaUppqJr8nLNmzYrH41OmTAFAPptcLoeiUFs7kUgkl8slEgkaeEcikV//+tdXXHFFLpebOHFiZWVlQ0MD2XxaG3TA4eEosxvBepGgfLWUsnfv3hs2bFixYsWgQYOUUpZlkbfG9/1Dv/z6wKKKNW9o4E01Fy3L8jzvggsuePHFF5PJ5Nq1a7t3767renBODixsCZndCC4yGoBRcGLDhg3dunUbMGAAVZgPrsV9Jba3IgLfEt1NgjXchmE89thj5557biaTGT169KZNm6goI704GIfTOoQW7kOrP4nMgUXTNAqRUTcVXdfnzp0LYMKECUFhssB92gZEuC+klMlk8ve///1pp51m2/bZZ5/98ccfo3hvomIc5DsNYvr7TZs9icx+Q34XABQie/LJJwFceOGFpS9ASQyjDXP00Uc/9thjXbt2Xbdu3UUXXbRlyxayk7W1tdFoNJFIuK6bSqVa2HqN54TMbqiSmmiu69bW1nbv3j0ajW7cuLF9+/b0mnw+H4vFDnHS3aFHKZVOp1OpVFVV1dixYzds2HDSSSf97W9/q6ioSCaT5FMVQrS8biJbQmY3qHIMACmlaZqvvfaa67rDhg2jMhBq9+K8bZtgutipU6clS5b07dv39ddfv/rqq5PJZDabjUajdXV1OBBn44g4m0zzIf8EVWoC8MwzzwA499xzAdBq0uA1R4IUU6kUKa1r167PP//8qFGj5s+fP2HCBBoItGvXrq6urqysrIXDybZ/HpmvCiXmAqirq3vrrbfKy8vPPPNMAJZl0dWm6zo59Gnq2FbZsmULPaC5cZ8+fe6///7+/fsvXrx4ypQppmnmcjlyX7Ww+xqLkNkNCj9Qrc4NGzZUVVWlUqnevXsDoHpkJLzS322Vbt26OY5TUVEhhCCZjRgxYubMmUcdddScOXMuvPDCeDxumqZSqoWZ+CxCZjdKy08888wzhmF861vfCiLypmnSKDQIpoW4qwcbXdfpMHVdD0bgY8eOnT17dvv27Z999llKrSSJBsYwGJo2f4zKImSaQpFopdT8+fMdx7ngggsO/2a3h5J+/fo999xz3bp1e+qpp6ZOnQrAMAzK9/V9v76+nl7W/DVuHKJgmkJZFB9//HG/fv0SiQRVXmkby0QPIM8+++xll13mOM7NN9982223CSGCRmtBNeFmFhFmS8g0hUoDvvLKKwDOOOMMavoX9k4dRpC/9Pzzz3/44Yc7deo0ffr0e++9t/QFpctum7NBFiHTFCGEEGL27NlKqQsvvPAgpQ60UnzfT6VSND6/9NJL77nnnng8Pm3atJkzZ9Jsubq6mlym9fX1zVzMwCJkdkMp5bpuPp9fvXq1Umrs2LGHSf+wwwRK/DUMI51OSym/+93vzpgxIx6PX3vttQ8++CCADh06APB9v/kZzyxCpilCiEWLFlVXV48YMeKoo46iRkth79ThgmmaNDSgIsJKqRtuuOH2228HcMcdd1BpVs/zgk5Pzdkmi5BpimEYc+bMATB58mTyK7SBWjIHkEQi0dDQ0KlTp4aGBlrLPnXq1OnTp2/ZsuU//uM/nn/+ecMw4vE4pSY2a4sHr5DbVyXoTOA4jm3b9JhW9KtigefSyq1SStd1Syvz0eLGhoaGV1999Z133qEnqRAt/W4DJfoONlT/r0ePHpqmffDBB1QMl2kON9xwQ3l5uWmav/jFL+iZZl5voYnQtm0Sle/7tm0HNY8Dmbmua9u267qu69J/qftkoVCg54NNeZ7nuu6nn376u9/9bvz48clkku4vkydPrq6upg3Sew/5UbZKVq5cWVZW1qtXr+3bt9MzfPNqJuPGjaNr75577mn+uw4vS0hfdpOys1RuPZBQIL+6urply5ZNnz79zDPPLC8vp8gMnYIgteSb3/ym7/uVlZX0FtZhc6AZzlVXXRWc6qAGLrMvyJzk8/m+ffvGYrFu3boppSjE+qWEtuyIUmaUUkH5dOoXSY0jg1GoYRila/bT6fS6desWL178+uuvr1ixYvv27YZhUFS0U6dOI0eOHDZs2KhRo0aPHn3nnXfed999c+bM+b//+79rr72WPjSfzx/qhjutDaXUwoULAUyZMoWWsAkhgobYzL4QQpAz5qKLLrr99tuPOeaY2traZjqWw18xQ6W7DMOg6IravfAOgKqqqjfffPODDz5YtGjRmjVrfN/PZDI0IR44cGC/fv0mTpw4fvz4nj17UliGQqVKqVtvvfXOO+90HOeBBx64+uqrXddtA3UyDzaVlZWDBg3K5XKVlZXt2rUrXQjCNIfjjz/+s88+69at27p165r5ltAsYT6fJ+Om63rQmbG+vj4SiVC/4n/84x/PP//83LlzKysrI5FIfX09Ca9Xr14XXHDBqaeeOnr06F69etEbadRKBI3vfvazn1VUVNxyyy033XRTPB7/9re/7Xke39S/mLfffrumpmb06NFBHv2RkDfYcuhWpZTasmVLoVC4/vrrUSxB8OVvPkhD5K+K53nr169fsGDBjBkzRowYQftGN+BIJHLcccf94Ac/mDt3bjab9X0/mNpJKTOZTDqdLt0OzSGD4fjdd99NW1u6dGnpbJPZKxdffLEQoolfodQNxuyLbDb78ccfJ5PJsrIy8io387yFJkLav23bts2aNet73/te//79S21UNBodOnTotGnTXn311R07dtAUsbSbpO/75DhVRYeqlDLwp5ODp7a2ll7w85//nDb7wgsvhHKwrYj27dtHo9EPPviA/qR72SFo4tnaIQf+jBkzTNO8/PLL1Vc5afsUIVmb0o5QVAlP7d4XslAo7PXDmoT1HMcJ3v7JJ588+uijV1xxBQ0myR8DoH379ieddNKtt946b948+u4prrB/bSWp/2PwoTfffDOAZDIZ6DCIMdIrjzSCmFBwhh3Heeutt5LJZPfu3em/wZkJsbNna4GupWHDhtG9vklM+4v5kjkh+frz+XwkEiGvBqVpiCL0JPlCaKBIqZDBRCKfz7uuu3PnzuXLl8+aNeuVV15xHCcajQohqFzcgAEDJk2aNHHixEGDBiUSiSZugP12ZlIR5Xg8Tn9OnTpV1/Vbb731uuuua9eu3bhx44IcE8oSONISBeiLo2Mnd7Rpmi+88EImk/n+979Ppz2o81ta95bZK0KIbdu2bd26NZlM9unTh05XUM78S9iXOkuj27W1taVyL5V4oVCgeVqT6ZbneStXrvz9739/0UUXff3rXw8+Lh6P9+3b98wzz/zf//3ft99+u8mgOZjd2badyWSC/+7fXK66upoe0Oh0x44dNF3u2LHjmjVrAlNwxEaiXdcNvko683379gXw7rvvqqIZ/EpzmyMZKeVTTz0FYPz48YFwmjki3aclpKR90jGtQVHFiss0CqW+PIHTv1Ao5PP5f/3rX2+88caCBQvee++9nTt3Bps65phjRowYMWnSpAkTJvTq1StI8VBKua7reR41SU0mk7ZtW0WCnaHOB1/hvgQASKVSSin6FNu2O3XqdN999zU0NDzyyCOnnnrq8uXLe/XqJYQgp9YRuDySxgKUFqDremVl5caNG8vKyoYOHUrfSzCiYQdpc5g3bx6Ac845h+pzR6PRZg4fvmg4SsmdgRTpMq2rq6uoqAicKPl8ftmyZa+99tp777337rvv7ty5k8oEua7bu3fvE0888fTTTx8+fHi/fv1Kt0yuW9u2dV03TZO2T6tdS0N5pD0hxH4MSoORAH0W6TASifzhD3/YsmXLmjVrhg4dumnTpmg0GovF6urqjrSEneD8eJ5nWVYsFnvppZds2548eTJdOnQTpK/jCLxDfVVs2/773/8OYPLkyUE5rOayLxMZjEBoWEIWduvWrUqpzZs3P/300//v//2/UaNG0aQrEMmxxx57zTXXvPTSS5WVlbQFv0ipb1OVrISSUqbTaVqQTp9LRrXlS8yoWUfwJ8Uz6JlBgwZVVFR06dJl5cqVLfyUVgp9F0HHdqXU6aefDuCxxx4Lxqj0Gh6LNofVq1cD6Nu3r23bwaUbnNsvZp8iLBUMraX2PO+mm27q27dvMEalkm8jR4685ZZb5s+fv3PnziafveeybFp+Xbrl0u94r2sUHccpjQQ2n3Q6HZyOUknn8/lcLjdmzBgAQ4cO/fjjj/dj420AKWWQrbJ169bOnTsnEomNGzc2eRmLsDncdtttAG666SZVcrU305B8UZwwm82SYMh61NTUkLnr0KHDiSee+NOf/nTBggWB80MVfTk03Q/yksimNXHXUtZjcAUopQqFAu1xEDlokl3xVQmCE5QBrYpZUcEltW3bNloVMHLkyG3btu3fp7RqglOdzWZff/31ZDLZr18/OuGO49BduMn4hdkXlD8xZ86cIN+g+UO5fYpwT2u2bdu2l19++f333w+EF4itFWUn0G1lx44dSqktW7b0798fwLhx46qrq0mf1PKKXtzmr79cLkfHeM011wD41a9+FfYeHe7Q8EEV7/KUPLF161ZafUlPBgagmezT60UzclXSg65Lly4nnHBCz549g1WFUkqKFrai1ATLsqqqqjp16pROp7t06fLKK68MGTLkzTff/P73v0/u3EgkkkqlANTX17dhryDdPYMw76pVqwCceuqpYe/X4U6wtiRwaymlFi9eLKUcNWoUnc+vfNl8seiDkeSekbpgALnX/x62UOCroaEhsHJr164l5+2UKVOCexgFP0Pby4NP8M0WCoWPPvrINM3y8vKwd6p1UDq3ogAbNW+8//776cmvOjD8IskqpWg5BQDyzaDYmoeyAffsHnz4Q80DysrKdF0nyQ0YMOCJJ57o3bv3Sy+9dM4559DLKHrWhgsc0RAGgKZps2fPdl33vPPOC3unWgelEQjq1Lt48eJIJELuZXryK105+xQhVVYMDCvF5ekegGKZ/uC/rahZpGEYwSoCy7KEEDU1NYMHD37ssccqKipee+21yy+/HEAymaTSGKHu7EGExlRKKdM0Z82aBeCSSy6h+yzzpZT2qV+3bt327du/8Y1v9OnTB8Vs9a8UWd2nCCnmjuKol56UUhqGEXwABQDRqoK5vu936tQpk8mgaBXbt2+fyWROOOGEefPmlZeXP/7449dee21tbW2HDh3a9oJJWmScTqdXrFiRSqWGDRvWto/3QFG60ti27ZdffhnAGWecQXpRxVbHquUNYUp1FUyfgmeajIy/+oGEBu0trY9zHIcOkybZQ4YMmTt3brdu3WbOnHnnnXdmMplWdHPZP5RS8+bNU0qNHz++rKysbXdZOoAE6zczmcwLL7wghDj//PPpX8E1cwBEGKjLMIxg2RoNdsn6UR3iUsPYKqDayQAikQit40HRFWwYxoknnvjQQw8lk8m77777T3/6Uz6fD3l3Dxq+75Pk5syZo+v6hAkTWtf3GBYUbQ7+tG17zZo1ZWVlY8eOpWf2x6P+1RxDbZrAtj/99NM0y73rrrsoKBQED+vr61v1ChJarkDuO/p91FFHAdi0aRMnDTYTcrDTYpJf/epXkUjk0ksvbckG22wc7KuilBJCNDQ05PP5Cy644A9/+MPRRx/905/+9E9/+hOKwcNMJpNKpUon5Yc/FEkKJvY0nDFNk9blz549u7a2tl+/ft27d6cFTGHv7+GO7/vUsF7TNMuyXn31VVr13pJt8hygESorlkgkaM599dVX+77/7//+7z/+8Y8Nw7juuusA5HK5ZDJJ49jW4sMozZCm8BJKIs7vvvtuPp8/77zzXNflkmrNRwhBxSJWrVplGEYLRciWcBdUFgBAbW0tgKuuumrmzJme502dOvWpp56SUnbu3LmhoQHF+E2rgOYwNNQMpvG6rufzedu258+fD2DSpEl04K3LyIcCnTrTNKWU8+bNs2178ODBHTt2bMk2WYSN5PN5SgLO5XKUW+g4ztVXX33HHXcAuOqqq+bPny+lTKVSO3fubEX1SynUFDhdqF6W4zixWGz9+vXvvPPO1772tT59+pDLjX0zzYFGE9Fo9JlnnsnlchdeeGELb8oswkaCNPPATU9X5H/9139NmzbN87yzzjrr1VdfBdDC214okE+bip0bhmFZ1urVq//0pz+VlZX16NGjS5cumUxG07Q2vFb2ABKPx7PZLIB33nkHwLnnnttCEYZfgfvwIZvNUsWA+vr6VColhAiKt1522WULFy70PG/27NkDBw4Mel0c/jQ0NMRiMQoy1dTULFmyZM6cOe++++6mTZvq6up69OjRoUOHpUuXKqWo1kErMvKhQO6AXC734YcfnnDCCb169frwww+VUi0KsbbMW9umoOlT0IJGleSzFgqFq6++GkBFRcV7770X2i5+dTZt2jRr1qzLL7/8mGOOIdtOi37j8fiwYcOo9vmVV16plGpoaAh7Z1sH5N/65S9/CeC6665reb4bi/BLoFY79Pg73/kOgF69er399tv0TJAXS8mvX5p4QQv9gogcFYn8ggAdtWr84s16nhe0jqPHGzdufOKJJ77zne8ElV3phptKpU455ZQ777xz4cKFVMRg7dq13bt3B3DFFVeU5k+TL2fPnpBMUHBw0KBBAF5//fWW161lEX4JdIo9z6O6j2eeeaZhGAMGDKAmpKQiiuNv3rz5C7YT1Npp0ueUHgSlBoLb6p6XPgljX9WW33nnnQcffPDyyy8/9thjg2FOJBKJxWITJkz4zW9+s2bNGsoaoZb0FLWvra1dunRp165dTdO8/vrr6WBL7T89OGKrQu4JiXD9+vUdO3aMxWKfffaZanHyN4uwWdBQjSR38sknAxgxYsQ///lP+m/Q9+ILTFaTpsJkZ8jU7PVd+Xy+dFTsOE6Tt9fX169Zs+b++++fNGlS+/btg6QzTdO6d+9+3nnn/f73v1+yZEmwhXw+T9rb87NefPFFmgreeuute5YFKi0GxRAPPPAAgJNPPpn+ZBEedMjQUVEPKjk1adIkAH379g3aj36lCVVQe650XFooFGh1y76UTLeAefPmzZgx49RTT62oqCBzR2UjjzrqqHPOOeeBBx748MMPSw1XECRssh0yekGbg6effpq8vr/73e/oWLLZbFAlqPmHdiRArnIADz74oCreT1uyQRbhlxMUIKdFg5lMprKycsKECbqu9+7du6qqSpXUDv9S6DsLhBFUeQkI2k7R6sSqqqply5bdcccdY8aMKQ2fWJbVs2fPyy677LHHHvvoo49Kt1Banal0iBvsABVKaVLR8JFHHolEIkKIe++9l66qfQ19j3Cqq6s7dOhgWda2bdtyudye5ee/KizCL4EcGLlcjmQTiO2zzz47/vjjhRADBw4Mert/MdRJak/JlX6F5FnJZDJPP/30LbfcMn78+NJmVZZlDR8+/Nprr33mmWc+++yzJkvJg2p3pc98gVuFbi5kDGlG+uijjwIwTfP2228P9ke1qvIlBxspJRX5HThwoCrWdGIRHnQCHQZV2OhCX7du3YABAzp27HjaaafRBP2LHYlNpnae5wW93LLZ7Keffjp37txp06YNHjwYJRkxlmUNGTLkRz/6EXWJo40Ea7JV0amz58eVPk9uGFJaqVBpNku7RKPQe++9N5lMJpPJmTNn0lSwOV7fIwrqaHLzzTc3mefvNyzCZhH0RSmt7+j7/saNGykV6Jvf/GYwat0XpVVPlVLpdHrr1q0zZ86cOnXq8ccfH6wIp74A48eP//GPf7xo0aJgtkmFkpt868Gfpc83Kam8V0pnpEF5K9u2fd/91a9mACgrSzz33DNK+b4rlVTKV8pXSiollVL+bs+oEo9R448vG//tN744+Gn9UOBn2bJldJP6qgUO94RFuJ+QFKWUa9asad++vWmal1xyCdnMUl9iUMuU/rRte/369Y888sgll1zSo0ePoLO3pmnt2rUbM2bMzTffvGzZsvBaJvpKub6Xn3HHrQIwTcyd87zylZdTylHKUYW0o6SfS9coqXI1SjkkQJfEJpXylPKU7ynXU45UBaUcpVzlK+Up5SrltjIdln6VlOq1evVqcoMFE5OWx1FZhPtJqeX57LPPksmkaZqnn3469QLI5/PUuEopVSgUVq5cedddd5HwSid4iUTirLPOuu2221asWBHMvrLZ7P6V/T8geI6vfFnIN9x55y26QHnSXPzaEuWphipfuSQyT0k3V5tTjlJ5MoYuSasoQuUq11OOpwpSFRpF6DbqsXWJMBjzB8Of++67D8CFF14YNJZjEYYGmTgagjqOs3DhQgqODx482HXddDo9Z86c//7v/z7rrLO6dOlCTTuCIN6UKVPuu+++IMxIUHJDKMeyC6k8W3mOUqrgqZprrrlUAKlk+bvLVyjluG69k29olJqtlPTtbEPjuFQqJZWUjSIM7KEk5cmiJfRajQibDPuD2fuECRMAPP7446pEohwnDAcyVqUOkj//+c+GYWiaRhG8aDRKwqPRyw9/+MOZM2d+8skn9OKgxoQqelBKQ/N7bYxzKJDKySnlqe07KnOFHUrlzr9giqFFjj322NWrlypV7/v1vpd3Cr6SSsoGKRt2TQ5p9re7DqVyJQ1Wd5tDtgKa2DcKlm7dutWyrIqKik2bNqmSNhAswtAIvKaqGNz7xS9+EQTxTNO88sorZ82atXbtWrV7VWbHcQqFAtnSJqW+Q/ZDSiWl8hs9KW6ukJZKXXrJdwHza8f2Tmfrauo2K1UvVY3tVfkqs2u+t3cRluow+GlljlZSI8nsueeeA3DSSScF3+YXB4GaCYtw/6E1NK7r0jyQJvGbN2/+4x//uH79+iDgTr7KvX5Ve/YYd4ocigPYG6RBqZTrKamU47n1DbkLLv4uUNGufe/Kyup0IeOpjKsaarNVUvmlZrBxUKr2qsPAT9NqREhfWeBnpiRvTdNmzJgRfHEHZHU75xPuJ5R6p4p9tnfs2NG5c+dCoUA1IHVdp2rWQXpeUJaGovOU8K6Uoq7GjuMYhnEY5PK5CvmC7+top2twPGmZSGfrlYpdct5//v2N947q2n31P56vach1PyYOSKlcCxEogPI0hASgoAHYvWKUBHzA06AJmK0ilTz4Zh3HsSxLKbV9+/YxY8bU1NQsXbq0X79+QanflpcjYBHuP4Hwgq739IVJKakkVPD9oSSfiLpc0GOqVhIsRlNKeZ5HcYtQjghwfaQBC0j6PnQdrszomi+QqKkyzjj52opEv2zeXbT4J9EkHIWoJQ1ogCzKLBChLpvWEPMAH4AGU7QGEQbtxOmB53kbNmzo06dPhw4dgjYKQbGC0u90P2gFp+OwpXPnziiWMyONUbVSTdOSyWTwZ5POBKXfViwWK83IpiZzodZx0zWkNEQB6DoA19SkQAaor+iEufP/koz33fhR+aTxC+q3w9QhoSkgk8lI5Sq4CraLLGArOBq83a8tTUFrjdebUooKJT/88MOapv3bv/0bFftyXTfIXGlhgazWd1KYg4kGGIChAUX7JgUU4AFOpy64+7dnDR8+Ml1rXn7R2zs+A1zU1iGWTClh7qyvBaQBkc7Xika7J0suL02gNVWRCu6VSild16WUc+fOlVKecsopVBAsGKyi2EZhv+HhKFOCAuhyEFDCA1wJF3AVhA9LIKkcbPwIF337iZoqf8DA4x99YnB5F8CC58K0fA15wPakY2kxgQhgAgZtTzb+khq0VjEcRXG+53meYRibN2/u0aNHIpGorKwsLy+niQaAoApRS2gdp4M51CgIGAKGBlNDUiABqWtAQeJr/THrxUvLKvwPVtdM+89CtgHZDIQGBV0hCkQsjdxLja4ZoSCKI1ENrckaUusuwzByudybb76padrYsWOpxldpf0IU7eF+wyJkShBFlShAAsoUiEFFgIgmYoCtRzcIvabHcXj+5Ss6dkw98eK8W/9ne6YBSqKuFnnbUIi7MBBM/4qmVQCicWTbaghKksfj8VmzZgkhLr74YnKe0bw9KJDZwjkhD0eZEhQACWiNYileGkrA9mGaWYXtaZlPaH2cnPnRClxz5d/f+9cb/3nj92/6cY+OnWHo8CQMLR/RJGAAOlTR7SQC92nrCFFQGIlc3wCi0ajjOJs3b6akGSEE5cRQVKmFbRFawelgDh1CQviAC7F7NVsB05QbPtsEdIbbDTCNCAaeiBl/nDBwwPEz/zL/3l9vdh0oCd+FocV8qQMalLZrkqkk4BWdPa0AcsxEo1Hf95csWWLb9vDhw7t27Ro4uqmfB8XrW+jQZhEyeyAkhNo1exMQgAbZs8fXgVgq0l56UBJClydPxC3Tzzv66Phf/vji/97lputhWfAAX4hGiyfIBkooDTICRdPFPdVYfKxQOmJVX/izl1c0bsoDXMDe/ccDPGCXjd/9o/Y4B0JUVVXR42effVbX9bPOOotWz9ASNlqSASCXy+3/qabP4uEoszuBHkpu0AKAVECTu7YPNLh4fwW+9603NlXX3D3jvKumIlIGibybM1NxQ4NbyDfEouXwDZWFiAOmp2A3DlYbA/qycQyMouUsTk1pCBugQQIInKta8coVwSUs4Ctb01yKkfiwFZSAocGQMDWYQMSHgA/ojRZN+p6p71osQQ05hBC5XC4Wi5E9rKiocF33ueeeowJfBxwWIbP/+PByaNBk+xcfwp23fbitetWPfzFl6k+SQm/0zCjUwC9E9BS8ZGPsMA4lXACAXpQ0aU3fNRctGuE9RLjrn42Pg4u3+EappNA8AZcWygFKQQAGYHq+cH1hmhFN0DuUgNKgea7rOE4kEqHhJYpLL1zXNQxj8eLFVORSKXVAAhJ7wv0Jmf1HgxFBe6nhvO8i6x73k+tX/Xb662XRb33v3wELBelETdvUHSANw4SMQAA+hGbucsPSZhqREFqJ9IQGQysJXYrdFqm6gKTVqoABoUMZUNCgKWl50vJ9QMjiCk+YBoSCrorGVzma8ASEUrppWkG0nTwuVBHPsqyXX375Rz/6kWVZvXv3rqurC8pMHlhYhEyL0ICq6kLHDtF/u0r4+e/c9ouXbv/5nFT8m+d/B9GEpSEm4erQpLSFigjyX5SMHvfw03jF8AgAfbegoix5r9AgTDRa1MaVPRA+EFGArwANhg4tCJMArgPThF7Uuy4aP0WIRvl5nkej0H/84x8rVqx45ZVX5s2bV1FRUVdXB+Cqq66qqKg4SJaQh6PM/kMXcsFBxISU8B08cH/NXTevMLSyPzw05tRvwipDwd0WNSpMoTtuQ8SMQ8Z2zfqEt8vM7bIHND8kzfmABwUoA0rfNWkMEMFPo0fXltC1YnVWCMDwfPgeYiYA+B7yeU83vXhcB+yCnbes8q2fV61ateqNN95YtmzZRx99VFNTA8A0TSFE//79u3fvfsYZZ0ydOtW27YOhQLAImRbiKw/CgEImi0QSXgF/vBP/c9uLXTtG77h30jmXQRiAD02HRLUOaCgXFDwUAPIAaMK2m7QaVUpjThcKUAKCdGhA7m5L6UdzAQdQHoSEJuEp5WtC0xGh5CnpwjCKc0iB6h2fv7ti6erVqx98+PGd1fWZTIaGoJqmDRs2bNy4caeccsrgwYM7deqklApKvwar1Q4sPBxlWoLUhfI8RygrZqFgp6ORsiuvgyMn3jb96T//7n1hHf+t8wUE8jasSMpHWkMDhAFQrMIFNCDSqKtgykcPdAASKgoFCB/Cg/AAGxqJVgter0RjWEJCk0i6Cr6Ulm6IxnCFtF0/ZiY/Xb9p6ZtLly9f/t7KFR+sXZ3NZxWgm7qmm/369Zs8efLEiRP79u3brl27WCyWyWSobxwAx3Hy+Xx5eflBSnBhS8i0BA/IA5p0E5oBT9kFBzEjUkjj1p9X/+bPfx40MPXnv14/aAgKPqwodAEDeQ22gKmgBPIKMSGTyoeQUIDQoDQIBaVBaC7gQUWgtOLYNUhZBKBJ6MUMqV1DWN+DAvTisrmPPlm3bMkb77+/Zs7zc3burCnkbF3XlS91IcaOHT3xzEnjJ0z4Rt8+nTt3pgAgeWgoP7BQKPi+H41GSXtbt27t1q3bwTiJbAmZluADBQCaGYPSDBFJRCAlIknc9N8dMuhTtV0ecxRsG5s3IxlDLIHy8hh0FTWERF4ipyHuZFC5GXYGfQZAajDijXJKZ6rKk+UQUID0IWEIYQgdCr6EDWQAAVgKSd+H78MC4EH4eGc5PlxXtXHzqj//ZUZ93ScQWWgF+M7RR3cbfuqIsWPHnjbh1KFDh+oRE9gVk6RkTjqqYLlM6aEeJAWCLSHTMvJAHQCgI6QJASgoBSmgNEggn4Zp4oXncNWV/xPVe44a1Wf23DGOQjSB+tzm8rjy0VnLRS+aMnvlu/+853fTzjhXKyu3C14ualg+lI6o5xuGvptnVClAwJfwJHQBoaA8rFuLvy9y31v58bLF7zbU7zSj2WQq+8mmN7p0sU4cf9xx/Xtcdsl5XTp36Ni+I4QOWRKQ3C1YEg5sCZmWEKQo6UBxLqcBQDpbn0gkomUqkzM7VkDYA2Ee9f5K+8VnMOV8SImyeNe0/2lCjyofa1Zm7Wz3iKUZEUjUWYaUEAIVDTkk4vAAX8HzG7evSQgfysba97BwPt54Y8PHH6/PZBp0Q0YsT/qZY47pMPrEMd+aMqpXH7PnN6AbUHBcJxu1LEACIp93hNQM3RICevSLD/BQwCJkWoIGRACjcY2bJgFfQNcgUwmrgHoDiMQ65HMAkqlk5y21G341fdWIkcO6fR2wTOgRmuH17Dli7fv/cl2yn5oPq7bOa5dE3EJdLUwD0RhMhUIe/1iDJa9Xvr+q8vVX/6mjvVJRx/GsiN+3T/cRJxzXf0D5OWejfQeYUSgNrg/PhxQ5U5eWpUv4yodSMpaI7QpPhm0GwSJkWoYOJAGj6KjMAB6QAjQPtu/6nmwX0ZHLQTcaKjpoI0ed8cL8lx7+67Cf3ArbRzTWPl2Qlqtl8jndjKWzyOdhWJ0E0L4McCE9xIE172DBPPx90T/Wf1iZzhcAqQsber5XP/vECT3HTTh+wPHo3BWRCISA9BCNUmUARIQL2D7yWuM6Vd2FUEooQAh4HnK5XKo8HvY5ZBEyLUJT0EAZF40mxQAMAZgQupnI2yYkylMor7Cktv0/ru+1ZHGXmX9dMPKkiRPOhkLSimqGj/r8jvp8vTCQjKOmHoVabPgUC+fWvDp/6cZPNwjfkl5UqHhFeechgwePGt2t7wB8cwqUAWHBjEJojcu6PQ/xCKSSuVxDwU53bF8OSB0RH1DS1DXL1PXGgbOAbsqy8sNgMMoiZFqKghTQBAApkArCfbUN9RXlnWImfAeZBtTV15R3ckaeOObCy074w18ffPjh9/qPHFrWWYvokDpi5RkrVogl4Lv42U2vvvTkOqG66SppRvzylDZoSOeTTx0zclTXY3uhvBzxGKBBiF35FI4D34ehwzKQzxUsyyhLpMoSKQDZbD6eSOgKrgsYkBogoKB8ldOFFBAaoiJsFbAImZZSTG7YbU1Z+/JO26trO7aPQUBKpBLJ8grkXdz0Uzz1rP7W39c99Wj/H/4k4koYApl8gysL+QKEgJKFinJz2PGDhw79xujRmHAapA4B6BZE40obV8D3pdKEDpgCImICZqMpjsej2WxW02K+r0xDj1gJKPgeKPqgfEgNugYIHfAa/UlhwyJkWoQQu9Vog+YVcyCMTh26SgAaLBOe5+RyXjKJZAI/+9m37vj5qgfvW3P2t0f16A3Pg2W1N8waocMX+MtfvwUHuo8IxRHMPQMJuoBerEgogl8BtMqMXmCYgEJQ21XXqfSiELAAHRCHQ+m38PeAaeVIBDoUErABF/BEkC7YqBBNUwYEPIUf/mf73l/vlq7xp//yHTdDubkapeELDUJzLMs3IwoRCEsJHUKH0CBEIEatJDTSDMRuP425UNAETNFYkypkwt8DpjWzZ80YrZgSUby0Ggu3RSAjUIhG4Qvc/YcBOe/jJfOrFs2B50AzbHqlUBCwIHVAQHgQdjFjsC3DImRaiN9oDHdLDizOD4MfaUI1LgpL5zDyJHzv2pOU2/HXt9VaArmsA6WTl1UAQkAIAKqxPk1bh0XItISgFUwpJTV+d62JNCic6Hlo1w7SxI9+1lNKuWVT/pknEY90hdoVLdjVuUOKI+ESbftHyITJLpeJBDwBmDp839dFQ8ejcONNYwwj/8ubl0unvfIjAhCUCq9BaD6UDmXuVm+qjdL2j5A5mOy1tn0x67boA4EAtDy0PAR8F6auF2SDBG74L3ztuPrqmvrN63NCRooRfxfIKmED2q7awW0aFiHTQoqlChsfE3J3BQJaDlqO/q8rRDTLFPmswp8fGQbU63pQZwmAB9gCu1cfbtOwCJkWUpy27Zr+USs1r+BkFPJKIJmC7e40IjlosAwoH8pLCLhlyWxFV/z0FxfUuR9K5KQiEWoKDuA2bvsI4Igw98xBY/ebOKXAA4BKZ+riyTIF11Xo0AmXXDalS4+c70JpgA7LTPjIANXt2iUu/q4oK/vOxn+hZ0/kczCiKmkUq7K1uBN1q4CTepkWIqE0+EWLKOxGIwbTg8o6tcrvFvXg+vB0xGKIAAJQBnzYBWzX0MlXsfUfoEsK5SmIBKSGqJ6GysNLGnr8cEi6PdjwcJRpCbIkSBggAJEv2AJ6wkqZBh57zL/owkV3/3pFXV1RqxIKuo6ED9/28fe31l/7gxUPPoiqHZA+BCxDRHVDQfM4WM8wX4q/RzzdAKxYNFVbl3OlJoAd2zKrV3306frtZUkoCQBCwfd0He1MJJ083lzy+tK33tn6eaFTZ0QsADqge57nOC3ttdIq4Dkh0xKKwXoR3M3pgQ6FZKLc0OBLOAW9rsavq3F0Db4PzZAQmrIlDB1AWRxuIS79Qi5X8Pxo1snFTRk1NNM8LJL9DgFsCZkW4gPFZtGNQ0cdSlMSyi8uHJXJZLyzIdopH6ZBb2lsuiKpmoXoZWodlBJGBKmEilqmrllQWi5bCOmgDiksQqYlqF2dfSV1UxONPR4Ay4KkuaIOzYi60pICSsD3PSWgWZoCHAUJeJ4GTWUL9QA8uIDmeRIw47HyI2HFDA9HmRahAMAUxVJo0KgthFIwIeAr+BqMuG8jp4yYBzgCEpbreIZlNDiOghU1kJGVtthe1sFUgIGUgjB0AW9vq3HaIixCpiUU20WIoDe9Ko42TQAKUtM025HZrHL9uO/DziJi6ZaA5yJmWlJCOohGeippw0/BB4ySHKgjI3zGImRaggTygAcjBklp9dSYWnds6FEYQnNdaMpMRr62+t1N11/VR8+IRAQ510PEsRLazrqGRKzz+pVdRTYJO7Gr4oTwoEuIwyLp9mDDImRaiF7sTR80ztUACL2xCqL0YQBRq3xb7ZY33ljsV0vHKwAFRBw9ImsbnI7tBuyolUkc3ejWoUzCxmVrlAnfxnXIImRagglU7FrArUxAQPgATMvP2tJThmlotoNspuaEE46/+ZbjOpbDl1QG31FCJJNmphZ33bb5naWbhHF0YxdRNAA+ROSImBGyCJmWYQCGCCZvCo2FLYQPuJGIbkKTLnwXSuaOOab8pFOga3A9FU8KCSvnw9SQ3gnNrBJaPTQPmiGQ15Av1sg4IiaFbdzQMwcXBREsmNm9B32ukBZwNUAoRCxEo0jXf75jBwwdkYiwPVsAUR1OHsk4jjnqa0JqmqIKaT41G4RGDQnbPixCpsUIQJPFDvKNxKJRANmcoyTicbh2Dso+qgsgYZmQXqHgpjUgFoUusO3zLRoglCYkABOIAjHIWGNzwrYOD0eZFtAYGPSAWgDQKqBMCA/wADgeIqaVqYOuoAsDrtAUDAO+n0tGDS9wuShoQlqGXsjakBHPiZhWxLU9Uxh7T9xvc7T92wxz8KF+8cHQ0QdkwXUsI2boiFrwfAC1mtbguoCEpVsaLM+B6ynPhRAoL4dQGV1zhYKSgIJpGgDyubavQLAlZA4AyoSIARqUWWzPpKJmLJ3L61pCCVixnNQ+1SNuJAYhAGlAQHlmNAYpUMijuvYjzcikKnxNABKOA13A0BBLhH1ohwS2hEwLaFwyagAJIFlMadIUIGHE4/FIFNEolLE52W57onyn0Bur00sPlg4BaBo0A8cNiOuRTa6/oeAgGoNlQTehNPjyiLCEnFnPtABVHITqRUEKwHAVbB+WUobna7qAJuF6UDoilguV04UBJBTgyXzBLcQj5Vu22N07xgAgClc2GIhIKQ1DatAAs82P19gSMi2D1sqU3MkVJCBtx9OEZhrQdCgNZhSW5ebcKk14gFI+hIKpQdcKGqq7d9dgwpGQcEwNuqabhiml68ojIqmXLSHTMhpT5QGpNWY1aQ2AJ9E+n4PvIxFv7CUI4WmwBQRU3M4iEgV0KJH1Ue+6RlTrDAC6BFzXjUgpoxEX8Brbcbdp2BIyLUFCuBA24BfDFfS8IT1EIkglIDT4LjwfGjQJw7EFFCIRQEEpSCkEzKgZ9SQg4EsF6KaBiKUBesH2joRLlC0h00JkY14vrSBtLKENwFSAUFCi+LvxxSVFSht7yLiNntVdz2jFLYNFyDDMQaft32YY5jCHRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIcMiZJiQYREyTMiwCBkmZFiEDBMyLEKGCRkWIcOEDIuQYUKGRcgwIfP/Abyq9DOFhbuvAAAAAElFTkSuQmCC
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(Nc1cccc(C(F)(F)F)c1)c1cc(Br)cc(Br)c1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOc1ccc([N+](=O)[O-])cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=C(O)Cn1c(C(=O)Nc2nc(-c3ccccc3Cl)cs2)cc2ccccc21 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Nc1nc2c(ncn2COC(CO)CO)c(=O)[nH]1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NS(=O)(=O)c1cc(C(=O)NN2C[C@H]3[C@H]4CCC(C4)[C@H]3C2)ccc1Cl Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: c1ccc2sc(SN(C3CCCCC3)C3CCCCC3)nc2c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COc1cc(-c2ccc(N=C=O)c(OC)c2)ccc1N=C=O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCC[n+]1cccc(C)c1.F[B-](F)(F)F Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: O=c1[nH]cc(F)c(=O)[nH]1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: NN Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Oc1c(Br)c(Br)c(Br)c(Br)c1Br Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)(N)C#N Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCOc1sc(C(=O)N2CCC(c3cc(CN)ccc3F)CC2)c(C)c1Br Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABOEElEQVR4nO2debwcRbn3f9Xd07OdM2fJSXICISEkEEIiEBQFWa+Al0VB4cIVBKKIClxE0BcU8MoqiyIExHtZIqvABRQ1LAp42S77DmFLyEIWwtnnzNpr1fP+8cx0JgmBJJyks9T3wyfMzOmZ7q6uX9VTT1U9jyAiaDSa+DDivgCNZnNHi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRktQo0mZrQINZqY0SLUaGJGi1CjiRkr7gtY/6ja/8mAWMUhBIj6Ybqd+mQIACCi/wPU8KGA4uKEqpejUTsMy5UzAYCxQqGv6vlsYmxuIlQgtcJH1PB62VOPDhPQOlwlBCgFwJWBZSdLlUpTMpsAIAETgR9SxgoBggKk8p2MnWGxmVB1HSoudAXImn4NAQjABIzNQ4ebc/VaUY0rQp/ydw0ASAlAEASQzWQNCzCBBGCCkpYCQiiCMiHSdjr6koCxrMMk1F8pAj79uWxybGY9IRnAMmMpskj5sdcbpOXffYLVqhFAwgBgwxAEEEKBD52KI6Vt2wmBDjOVgWHBAMEP3ECGqXQTUDdZIx0awhQAYAAKMAATEMsM3E2czUyEAGBAqJrGBKih4VU1+8eovRObs5mwupAQAhCGCUKgqGLQ7O6lRel5ntdipSaN3KozmbFsCwQ7kUrYtUIGAWSAFMiAUPypKXj0WLdCI0tkU9fhZiZCwY+2psBPPMxY9lqzakgpYRgwDQgISwiIQeW5Jn1h8uctoJVrmARCVMpOtiVtNJYnrfivEDBR7yHV5jJa2sxEiOVE9bGDPm6MtfZWC4JBtSILBXwgBIIgSGSSr3/wbjaR3H7kVmQlsgZsG6ZKR3YHG58QBkjVjFDafMt88xMhgT7tYS+zgzbjmrG6KAEgNFGG9GEqwHCCXDLT0TEi25RLCnMQCASSApkMgqhsucereZ5XsvxFw7+bAZudCFdWoAEoKOPjTB8Sm09NWFtCCdtSdSUJoN2yO1MtWza3BUA/8Macd2wrues24yWgJFJmfUwgYLIfhp+AsWyIbgBCbEZzhZuH0b0SrhsCKBWLAkpABb4jQ59fk6p5aioVP9Zr3EiwEtyPJWEIhF65NL69M1Hxs4ANdH209N25c5585YV/vPPGYsAzUQUKSvpAT7EsBWCiWinBMBSpAMpToUeh5DlDgarrhWE4ODjIp3JdF4BSyvM8AERULBb5TxdddFEymfzc5z73wAMPhGHIH0aHAeAPpZS+X3usQRCsx2L6JARf4uaD5yvTNEwTApAyAEnXdVOppGlZSirDNKtV17YzpmUAGBwst7U2xX3JGzQqlMI0VX3FjPRD6cswkJm2jAMMAO92L335vbe6Bga23HLLKdttv2PrcAE0AQnABixA+iGgTNsiQPKPgGQYpq1k5CktFAqmaTY1NQVB4HleU1OTlDIMQ9M0b7755gsuuGDp0qW2bXueN2bMmKOPPvqyyy7jy3NdN5VK+b5vWZbruplMBkB/f39ra6tpmo7jpNPpVdzZ+mOzEyEIUkIYqFbLTU0pgHynYqfTIFJhaCSSIIRShKFKJW1gszCH1hoJ+IAAUgq19WngOT74Aj4gAQ9Y4JSffvv197s/Mg1j5y23PmjHz/tKqlKlPZvNWaYJuJ7rhp6VtBNWEgBgSIRQwoSoFgvtrW2e5yWTSQDVajWTyQRBEIbhfffd9//+3//r6uoCsNVWW02bNm3OnDn33HNPMpncddddb7755jFjxti2DcD3fdu2gyBwXbe5uZkvvlqtptNpIeJ/wJufCAEpyTQFSEIoKFktF9J2QiSTEAaUgGECZrFYTqUyvu83NWXivt4NFwm4gAmkQkDWx3MJSAMuKQjDAEKAu8TnPpr71ttvW0V3eKpp7y/utm3HsCTglpy25jRqy9YUAY50LSOREAkBkFS2uWxSQ0ppmubChQtvvPHGq6++ulwuA5gyZcrFF1986KGHFovFXC736KOPnnLKKfPmzRsxYsT555///e9/37IsKWU+n+/o6ADAelZK+b6fSqViK7sGNjsRulUvlebmNlS+Y1gGjGUlMNjTb6cymVzbMpdV/A3lhosEAkAASRmJUEmTPIMkKCESFlCsujKZINMsA13Sef6pZ/xSpc1O57u6Tvr2cc0J4ZTcTDppWEICBBVCEUQCJoDA9Q1BRMRqWbp06Y033vi73/2uWq26rrvffvudfPLJhx9++Kuvvnr11VdPnTr19NNPB9Df33/OOefccMMNAA488MDf/va3O+ywA4ByuZxMJhOJhOM4iUTCsqwgCBKJRJwlyNDmhiJS5JZLFDjkFkmW8x/O7l/ydqV7HskCyTL5RelWSMnyYCH0ZdyXu0GjiHyigIgkUUgkiaTyKaiS75L0SAZEjpQlqUpEA0TdRIuJ7p319qV33g07O3HnLz340KMkiST5VadSqQTSD0mGRI7nyoayX7Ro0Q9/+EMe0dm2/YUvfOGZZ57p7++fM2fOV77yFa7J2223XW9vb6FQICLHce64446xY8cCaG9vv/vuu4lIyhWfZrlcXn+FtWo2RxGGrke+Q8olWSVZ+s8zvvfH6y67+qKzrr3sHJIlkmVSfuhWKJSk4r7aDRxV015A5BI5RA5RQDKkIKTAUY5DnkvSI1JEsiqrVdVDtJDoH2+9N2HXPWE2pRJNF/78fPIUhUSKiKTrVHzXq7WVVWfhgg8OP/xwllkulzvssMMeffRRInr88cf3339/AJZlZTKZ73//+wMDA3xRxWLR8zwi6u3tPeSQQ1paWgAceeSRc+fO5b/m8/nYSuzj2OxEKINQhZJU4JUHldNPsnDG948kr5uCrukXnFZa+s6CWc91fzD7tRefDbkqaD4BRRTURFgiKpAqkfQpVBT4QVVR4FFQUV7Fc0kq8ogC+siTvUQFovnd+V9ecJlAwoa9+867zp71NvkhKRn4LivwmSef+uH3ThRALpfLZrNHH330e++9p5S6//77d9ttN+4SM5nMj3/8456eHiIKgoB9p9HVVatVIrrhhhtYh5MmTfrDH/7Af6pUKq7rxlJmK7NKEfq+Tx/XgxMRNyT9/f1EFIYhH7mxoIhU7fEERFWiwqW/OOV///xfj997zX9f+EOqzL30rBP+Z8b09996NfB8rcFPRxGpWo8YUL0/YxOTpCLJBU6KSBKpWp9ZDRQf+Ze//O3Lu+0hAFMYN834Q6lQJKKXX3zpoH890LYSAkin09OmTevq6iKi6667btddd21vbwcwatSo884776OPPuKr8DxPqWWPKwzD6HW5XO7q6tpjjz242zzppJO4z2Rb1HGc6F82Zale+dcbqxQhtxPVapXvrb+/3/d9z/OCICCiJUuWEFEQBJVKher3sFEQhCok8sOASFarA0SFM085avGsR+a/8KdfnXYY9bw6/RcnktdNqjowMFCsep/+i5o1JFII17G333771FNP5bmEfffdl9WSyWSSyeSFF1744Ycfuq575ZVXjhs3btiwYQBGjBjxu9/9rlgs8o809n5cOcMwDIIg0qSU0nEcz/P+8Ic/5HI5AOPHj3/kkUeiK2GFc00molKptN6KglmlCJVSfImN/XtE1JVzV9nY8GzgVB1PEQUyJJJBUCIqnX3asZR/h5w5D918/hsP/2H6L3/QM+8VCstE5Gm/zFATtdeN9apSqTz88MNjx45lkXR0dJx55pmLFy92XXf69OkTJkwAkEqlxowZc/XVV3/Cj/NvctVd2YgLguC1116bMmUKjzBPPPFE3/ellCzjIAg+wfpbp3zSmLBUKnGX3d3d3d3d7brud77znffff5+vNdLhxmiOur6nSLpeSXr95//sB68+/j8P3/HrK352jOp+9ZrzT6HCElJVIuovFOO+3k2NqGXnniqfz/f29hJREAR33XUXgMmTJxNRpVK5/PLLM5lMNpsFMHHixFtvvZV/oa+vj4hc142afs/zIpOtkcZPuKMrlUpBEFx77bU857Hbbru99NJL0TFRA7GeO8NPMUepPvYjoh//+McAjjnmGKoPeSMP78r3v8GiiKQiNwwUSSKfgsFZLz763gsPVBY+T/1vfvDizK53/49KHxJVPc/ZaPr3jYqoakWVnr0MN998s2EYJ5100ty5c59++ulkMimE2HHHHf/yl7/wYR+rNIa9Mit8qJSSUjYaa0opPvvTTz+9xRZbAGhubt533337+vqKxWI0BBviG/40VinCMAyVUo0TKa+//jqvOfjrX//Kn0R2+UaE4/qeH4ZEiiSxm0AVSPb4XW/+5PgDbr/qZ4MLXiKZJ6oSyY2madl4iKQSjXeorsYrr7wSwOmnn84f/vSnP33qqaeISErZaLvyF6vVaqVSabTCwjDk7nEFoSqllFJBEAwODkanY72deeaZbOjee++90fHrfwJjlbsoeHlrNpsNw7BQKADYeuutf/WrX9m2feGFFw4MDJRKJV6GFy1a3yhIJROJhAkgCKXnBdVSBYFCSImOzmxz69/uf1AIE35IQQAgP5iP+3o3NaJNDLz82nGcgYEBNg7nzp1r23Zra2u5XA7D8Iorrthrr734K6ZpAnBdV0ophDBNM51OZzKZRCLBmyqCIDBNM5lMGoaB+s4JRgghhLAsq6mpiVe6AUgmk+Vy+de//vXo0aOllP/85z9R33XR2tqq1HoNNrVKETqOwwsU+OqVUi0tLUcfffQOO+zAq4RYgdVqFYCUcr1d8ZAgQMI07WQ605wrVaqwUoBx0IFf7xjWefMtt8G2RSJRKg62tbbFfaWbGplMxvM8KWUikZBSptPp9vZ2dpCYpimEGDlyJADe9MCdXiqVYhHyC/561PQLIXgxGgDP81hyWF6HRFSpVHgfBoAlS5Ycd9xx5513HhHxEPTAAw8EwAKWUvKL9cYqT9a4xcM0Tb6s5ubm66+/3jTNK6+88pVXXgGQyWSIiMtoI0EBSkAYtd3cRnPbcMAEzB13nmrZyXfeeTcsVwE053KuV10/11SpVBzH4ddSyvXcEq9nkskkV5io2ti2bZrm3LlzpZQtLS0slVQqZRiGZa2475y/Hn3euA2Cd1qg3vtFn7NQWZbcc959991///vfhRBdXV1hGI4aNQp1m840zfW81XCNFb/rrrv+27/9m+/75557Ll/rRtUNKkRhZ2sYIAFhyJKTHTW6c+SoQqH05ptvyqpTrVRSyXW+yp5NoGw2y60eF+Z6bok3ENgBwX4HLN+VfXYMw2BZKqUKhYJSik05HmrxDGQk7PXcqazNw77hhhuampoefvjh++67jzdNbjiblFcPFf2PAMACWWZzK2DsvseeIzo7n3vuOTOdzmQzbr13WnfwRpvIl8B1ZWjr38ZCX1+flHLLLbfkt0Pra4jaNaVUd3e3lJLt3oGBAQDcE7JNGwTBhmKOrgopZS6Xu/zyywGce+65/f39rutuEPtBPhMmYAT50r/su59l2Q8++GChtxdAurbpaV2e2DTZ2ueNqkKIqM3e3Ojr6wMwfPhwfju0LVFk4ZumyfuAR40aValUKpWKZVk8G7nCkeuNNRahZVnFYvHEE0886KCD5s2bd9VVV6VSqY205W6I/GvADxNt7aKltbNzi3Hjtpk/fz6I1EqJK4b+GlYquo3L2zxUUD1gTKSHoe2OokGTaZrd3d0AOjs7+/r6lFK8GJXHBUN+3tVhbc7H4+ZLLrkklUr99re/nT179qbgSOCY0Ar7779/Mpm8/fbbIYTnees6NYJSqlQqKaVs22aDor+/f52eccOkUCh4nsehX/iTdSEGbvJ6e3sBdHR0sBp51j6qwyu7gtY1a3OflUoFwM4773z88ccnEonvfe97UTysjQFqjPq77I2ZAAwIc/KUzz300EO//6+b3n//vXRqnUcBMk0zk8lwhatWqw888MBdd921UZXn0NDT0wNg5MiRXBRD3qyztrk/zOfzAFpaWng7BYuQpxwBrP8x+dqIsLm5macHr7rqqrFjxz7zzDOPPvrokFwNAQRFULWQzICsZ8yq2Y4EACEQQsnakWuKaAxZIaIPEnZYrUIYyfZhn//i7plsYubfHvB8b0ju6xPgWS8Avb29M2bM+Pd///czzjhjqMpzI4IdJO3t7SzCIbfJGyfxuRdJpVJcjVtbWwFYlsVra7Deh4VrI8Jyuczz+Ol0evr06QBOOeWU7u5uXhzEx3AhrqnXVEEFUI50oRTCkCOODPglT/mQCqGCUoByoKpQIZRaYx0a/J+op/4x6jqUMrSamwETInH0tO/5yrhxxs12IsVFFM3dERFr5mOfUzSuWJlopUipVOIX7By3LMu27a6urtNPP/2MM86oVqs/+clPjjjiiDW5qbWk8XmxbxaA53lRiM71WRe58+/o6OClnrZts1SGkEjYixYtAjBp0qTFixcD6OzsRH0Fj2EYvGxgaE/9yaz9mJAXEO2+++7f+c538vn8ySefzDfAx4Rh6Hle5DWl+mpa3jAS1cgV/hqqcKCUt0xLVqpQ0g98AjJ21jCsWk+oAICi7nEtb7mWLLaxTzQTVqXqhAQIa7fd98i1tM2dO3/WrLe5apqmKevwWuEV3vJh0WTxyti2zY6H5ubmUqnk+z5v95ZSPvfcc1/72tfuvPPO5ubmZ5999tJLL3XW/dQIPz4hBD8Lfl0oFPgWeAGG53me560f23jRokW8XIYdxQCGPBSaZVmsLn4QuVyOb43rc4xO6bWZouAX3Ey2t7efdtpp7e3tM2fOvOeee1KpFBv3qVQqmUxyyGQA7Hk3TTORSNi2bdt24ypbAPxX27Dbm4clYJl2GmZCkFGqlgUMo96D8QVbgAXDgmHCEEMURDwIgnQ6zYPyjo6Oww8/XEp555138oOpVqvcQFqWlUqlEolEIpHg2QV+wWuRP+H3HcfJ5XJs/zQ3N/Me1p6enpkzZx500EGvvPLKl770pSeeeIJDZa4HBx2vEeN+WEpZKBR4tQrq1ZED4yaTydbW1vWwHoOXlbW1tRmGwVUrCIIhbIy4rWGFDwwMCCGGDRvW3d1tGAYvD4hxWmiNHzZXOF77x59MnTr1Jz/5iZTyiiuukFKOGDEC9a4/lUq5ruu6ru/70fJ2/hZ3ffy28f6r5YrveeT4IMNO2Nl0hiCrbhVRcgIyTBg2YJEBZQxVPl2lVNSTh2E4bdo0wzDuuusuXl2RyWS4YXYcp1gsrmCncQvCN7iq3+evcz/Dy/8rlcp//dd/HXnkkQCOP/74xx9//HOf+9yWW25ZKBTWQ1joqH0EYJpmS0uLaZrcM3DVbxyVfYKZPVT09PSEYdja2moYRiqV4jIfwnKIlsu4rlupVJLJZFNTU+PMZFQzY1DjWuy8aAxmwbuZisXilClTksnkiSeeuPIxjfCS3BW2fvGHHD5DEblVh3zyevKB5xecistB9cJ6eD1FIVFI9agmQ7fdSErJe8nYZp44cSKAV155hT/0PG+F7ct8WNSl87D+E36fQ5jwhpqFCxdOmjQpkUi0tLRce+211LDLbr3BiRl832frmj9s3DTEW0nXz6bt448/HsCNN97IZ+QlbEO+yd33/a6uLrZ7iYjDJXL4tsY9VkN70k9lbaZEuDnnwKmJRIJDi99+++1Tp06dMWPGhAkTxo0bJ6W0LIu9NdFQkMcY/Mj7+/vZMcAfRlXhvdnv/8ve+9wx4+ZMWytM2BICCGRgGYloAFfzpgy116BarTY1NfFCPAB77bXX/Pnzv/GNb/zyl7+cNm2aZVlsMhmGEYahZVlsu/IyF7buPvn3c7kcDwXvu+++//iP/yiVSp2dnQ8++ODkyZNRb4C5KKJQ7esUNjsbL9v3/bfffvurX/1qpVLZc889H3nkkcHBQd5bxAOndYfjOGyOKqW4XgEol8sc8GII4ZaFnTEba0/ILWXULUQbf6WUkyZNahxMp9PpdDrNoY657jbeHn8e/an+sQFYqWTT7668liRJSYVK1SPy6mG8ov9qcWd9oiFqK6M74tspl8vHHnssO4FN00ylUjvuuONFF100a9Ys7uQbowpEfcUnx9rhbvPMM89k9e67777R8VGUIVpfLXEUWYyHu0qp++67b7/99gPA41UAe+2115tvvrkeLoaI9t57bwC8i3fx4sVPPvnkujANlFK8dfCQQw6RUnZ2dpqmGUUto5hiRKzxvCSH8q9UKo3L7ZhFixadcMIJS5YsGTly5JgxYwYGBkaMGMFis22bd2HyWJ/9GSt/bpiJP/3lr7+57NfNzU1vvv7GmLGjhQEF+NIzzWSU0Nzk9J1h/f0QeTGUUlFn+M9//vOoo47yPO/cc8994oknXnjhBd/3eRp32223PfDAA7/1rW+NHz9+5MiR3NVzy/3J3u158+adffbZf/rTn5LJ5C9+8Ytzzz23UCi0tLREuYF83+fNO+snW1CUEeWRRx751a9+9dRTTwEYNWrUPvvsc8ABB1x++eVz5swBMH369O9+97tD3iOtwHbbbff+++8vWLBgyy23/NnPfnbVVVedcsopF154Ie9v+Oyw8QLg3nvvPeqoo6ZNmzZjxoxcLsfruVtaWtgpQEQbQU+4TlFEFUlHHDcNZuKgrx9KRESyu/ujkAKHZJlkhaTDA0JVD70+dC0XLx+TUnZ3d7PHbMaMGdzz5/P5J5544oQTTmhvb2d58Mh+zz33/P3vf//BBx809oHRV3hIw4GMHn744R133BHAF77whb/85S/8p3UXUMhxnMZYKY0DWtd1udV3Xfeaa67ZYYcd2NQcPXr0hRdeWC6XOb5DuVz+0Y9+BMAwjP322++1117jr/Pggoh4BMFdR/QhNYwheatu9K3oYjgORdTRdXd3//GPf2R3+r333tvf33/LLbdw5Zw8efLLL7/sOE6hUODbiUJU8Ol4WBvdI38S9WbsaOC3/IAqlcr1118P4D/+4z8iAzi6vOiC13PAtQ1LhCGRSzSnqwvJZLK5+X/+eHtQKlAYBH7FJb9IQZGCCsmAGg3ToYH14HleuVxmj+WBBx5YqVReeuklXtwU1el33nln+vTp2267bdQ52LY9derUn//85w888EA0eUgNGrv00ku5on/ta1+bNWsW/ymqT0NCoVAIgmCFIEWst0ge1Wo18rvccccdEyZMME2ztbW1paXloosu4gMiw5iP/Nvf/sYOqgkTJvBWdKbRfh4YGOCKzluTiajR00MNVnoUFSYK+jJ9+vQxY8ZwMfIU0Xnnnffuu+8uWbJk9913B2BZ1kUXXcS/FsUccxyHzRZ+29/fz6dYVSQonoPhA26//fa99trrsssue/XVVy3Lam1t5WOigEnr30O2IYqwQnTx9CshMHHLLcnzqbeHAjcgt0xukfwKBWH94CHtCGtN+LXXXiuEyOVy77777syZMwH8/Oc/j9p+Iurt7eW3S5cu/cMf/nDEEUfwKB+AEKK1tfXf/u3f7rzzTh5pfPDBB/vvvz/bqD//+c85YPuy+x26eK3RT/m+zxGAOD6S4ziNkujr67vsssuiPXsTJ0685pprIuXwMT09PXw81/KlS5d+97vfBZBKpQ444ICFCxdGrm+OqxudNzpLVI9LpRKXAzVE5vU8r1Qq3XzzzbyLr7Ozc8qUKTfeeOP555+fSqUsy9prr71mzpw5MDBwwQUX8Hm32Wab999/n8szuuUgCBpDjTU65LkP5BvnM1JDw8FifvPNNwHss88+3Mjy5ZXLZaVUYxOzHtjgRFhRsqtcdIl23/1Lw4ArTv4RlarU30NUdqhaIddhb4yiYIhnKIiI5syZ09raatv29ddf7zhOR0eHaZq8hCU6hqtmY6iv3t7eBx988OSTT95xxx05UgOAESNGTJ06dfvttwfQ3t5+//33R/Mf3JBz/RjCi+eutXH6pzFCbG9v7znnnDN69GiW37bbbvu3v/2NGlwRHJOzu7ub30YvuEbOnDlzq622Ys1EGR2KxSL39lLKqNvn07E50NgvsSp6enrOP/98dv/mcrl99tnnuuuui+IRvvXWW+PGjQPQ3Nz8q1/9qqur69lnnx0/fjx79S6//PLoFBx9NDodB62ghsboY2eMInW98cYb3/rWt5qbm8eMGZPP5/ni2dkWuazWGxuWCBWRI6VHFBA99/j/joOxLUCvvkXFEoUlRSWPqgG5pAIWoTfUIpwwYUJzc/Nhhx1GRAcddBCAI4444sMPP+S/FgqFT540c133gw8+uPjii/fbbz/2MXZ2dk6dOnXBggV8QGSw0TqYf+NqV61WowGhlLKvr69UKv3nf/5nNptlL/QXvvAFdkJGSVGq1erKY1qGO7co98Gxxx7LduNRRx0V3VR/f3/UvjSOcqM75Z6nu7v7nHPOSafTuVwuk8nsuuuut99+e3TlUefZ19d33nnncUO2zz77zJo1q7+//yc/+Uk2m7Usa+rUqbNnz+YjefUfnygayzVefJS4oTGW/JtvvnnyySfztASfZaeddrrlllv4K9y1rueUaRuWCKnmcFFh6JPv/+zAb3x37KQ7jv0+9efJLRAVFJWJqhQGFMpwqEV44YUXjh49OpvNLlq06LbbbsvlcrlcLvLRVyqVyNziHdlR7PRGS4yfX19fX6FQ2GeffQDcddddQRBE7Wu5XI4qyhAOP9im4nrPVbOvr6+7u/u0007jrTrpdHr//ff/xz/+QUSDg4ONUyxRj8Fa8n2fgws2KjOqnTfddBMviurs7Pz73//eaLlF98UXwBogogULFvzwhz/k6SvTNPfee+8nn3yy8WdXCHIbBMHzzz8/fPhw27Zzudyll15KRHfeeefo0aNt204mk7fccguPKlcohMaL4efS+PaVV1754Q9/yIbAVlttdeihhz744IOHHnoojyOmTZvW19fHT2TlX16nbHAiJKncqkMqoGKBFvZcf8i3bj3oyCUzbqFKnmSeqERUpsCnIFBDKkJ2xyeTyeeee27OnDncUt58883818gHEDWrH0sYhtEoRSm12267ZbPZ+++/f4XDqtXqp3aqawd7Yonoscce23XXXXk9HYCjjz769ddfz+fzjW18T08PX200CpJSrjAc4s6NVVqtVrl2zp07d4899uA1Gz/96U/feuutRgmxIcq28auvvnrwwQfz1vWmpqbDDjvsxRdf5MMavSz8YoX+p7e398QTT2TN7LbbbkuXLu3u7uaFNQAOO+ywd999l4hKpVKjAcltR+NKpoGBgVdeeeX444+PbOBjjjnmiSee4PIfHBy8/vrrOzo6MplMZ2fnepsXbWTDEqEicgJFiqjikeNTsbzk5j9eve0X7vvKYdTbQ5U+CvNEJQpdCqWqT+KHyztKVT13JS9rC+opuz7Zi7PTTjs1NTWdeOKJ/f39//qv/wrgW9/6Fj/I6BlHnn1+G4YhC1JK2ZgaAQCvivrmN78J4IEHHuAayYOuxpOuVU8ol/9v2T27TsgvqtXqgQceCFiGsKdN++4bb7xBDW537tKjZoUXx1LDaCpajtfo4eQVs/yaZXPttdeyyb377rvPnDkz+nE+bNasWYcffjhPn2YymeOPP/7111/nY3h5wHK3VPcnR0UaOVH/+te/crLrdDrNY9G77rqLdwCOHz+el7nxb668UtLzvCeffPLoo49m3SYSie985zsry0xK+fLLL++yyy582Omnn75ZO2YCojJR1SeqEJUCojItXTD/6FPu79ih6/SzaelCcvqICkS1UPZll1wiN8qM15Aor0pUISoTFYnKRJX6YZVqrd439mkXX3yxbdtbb711Pp+/8sorE4nE8OHDo9x3a0S04YCIjjnmGAB//OMfh6p8iKQiX5FbXy4UENUseK9Sa2mqRSJFE7YZL5B98G9PDO2gudFGLZVKixYt2nHHHbmz/dGPfsQH/POf/zz88MN5Q0Y2mz3zzDPnzZsXfX1Nz8h+rKOOOopL9etf//qHH364ePFiTtML4Ac/+AEvgaTlk6498sgjBxxwAB/T3t7+i1/8ImoFVmgN+Vvlcvmyyy7jSeBddtnlmWeeiQ5gi72xo+ar4tef3aLZ4EQ4SOQRUYGo33GpTGEf3f6nF3bY+4kpe9Ld91GpiyjveqWS54VEYeQjVcvSUFItxURNhJH8aovdiMIwjPINuK771FNPZTIZy7Iefvjh2bNn826a+++/f+1G50oprpRhGLLtFA36h4JVilDWrYLQJSI5qrPDRtP77y5ddyKM6uWpp546fvx4AFtsscWee+7J6xySyeQvf/lLtjlXXvu+RnD+wFtvvZUdpx0dHdzxXnfddel0evjw4Tz16jgO73GZOXNmlMh+q622Ouuss/r7+wcGBnjGolqtRhfDQop2FCilHnnkEXbIZTKZn/zkJ2EYDgwMRG0HO3gj+6W3t5d/6mPTB64+G5wI85ICIioRVWTR7yfKU75rydnn/bltuwVHfp8+XEiFJURVz68oonLJra2bqeWJlSQDUj6R78tqoBypPAo9CkLyiKpELkmnVl7RmGTSpEkAeP8HJz847rjjuKqtxRQC78EBUKlUvv/97wO44YYbhqyAarlvIyt7OXOUFEmfSJHvF1MppOzkUC2sjWjM4sKwHf7oo49uu+22TU1NhmGk0+nf/OY30RRClH2F1jbhUTS5+sILL3CRAjjqqKMqlcpbb731yiuvEFGhUBgcHHzooYcmT54c+aUvuOACfsqNE5uRUR1tyyaiaJ0QEb3zzjs8PymE2GWXXebPn88epujgaJPHZ7mpRjYsEYZEZUlufdeS6xWkGqCwj95+46U9Dr+ldWLXXXdQqYv8EpX6SQZEgZIuKY+kQ6FLQZWCMgVlCssUVkm5pFySPgUB+ZJcHkTWngEvJTnllFPYSe153llnncVLQ/r7+9c693AUQq+vr++0004DcM011wxdCa1qmRCPD4PAd4n87u4FQiCXs4dyhXt0JilXWBDD3p2nn37asqzx48fn83lWXWPvVygU1m6NHncyS5cu5TN2d3ffdNNNPMs/atSoW2+9ld3Ud955J/eTAMaNG/ff//3fK0zQr5Ckntcw0PIL8cvlctQl/uMf/+CxaHt7+/Tp0yN/b6TV6Jc3NRHyiK7iK48oJEnKp7BYcT+iaj/d+dBvOybecMwx1L+Uli6mUoEqA0QlhwoODSoaJFUgv0BOgaoFqhbILVFQJumS8lxyS8otSK8Q+CWnSvXG9ZFHHmGP2fPPP//aa6+xB4+dmSuMMdbgFpTi9SgLFy48++yzAURTzOuMgMgPZYWoGshBovKst16GgXEThkkq1EzWz0zjxDev2GyUouu6999/v2VZX/ziF6PDeOMy53VZ6/NGp+AVDvyzb775Jo8JOzs7eVUdM2XKlHvvvZfVHi1hi3K8sy29chLfFZY3RLMU+Xyem1Eei/KSHSKKFrLybnX6zFNNG6IIHaIyUW85T0FAgZsvfUhhiRZ2L73yBnrueepZSt1dNNBH/R9S3/yQCg6VFJVIFckrUrVElVJ9aY3Pc/oVogLRAFGRKKineq1UKh0dHW1tbRdccAERbbfddtls9oQTTiAi3/ejUl6Lu+AB0nvvvXfhhRcC4N8fSpbb00VEPlHVCwaJypLyRNXHHnsimcrsve8uvuwjGpqJkBWmDaPZxahDmDFjhmVZ3/72t9lyW2GYxEOpteg0Vh5MRl3iVVddxQoxTXPixIl/+tOfopM2znyu8BAbRRhJKMoQ2ngY/+nBBx/kZU+GYdx9990rGOTR+vU1va9G1nec009GAQFUAGVB5BIpeATDbE0Ph+dgRHbUiUdj3oL7L7zMsgwywqlTp4469OumTHI0GkiCAAxR2/ubgC+gAHZWGoBJMAHXVcOGDXMc59hjj61WqxMnTjz55JN/+ctfzpkzZ7fddrvhhhu6u7tHjhxZrVY5391a3IVt20II3vOFhjhrQwbfYH0LGkeItKwEQSgIgUTXUl/K1hEjxplGujG+42eBtzJHe7Wi/T48ACaiRYsWhWG4ww478IYv27Zd1/U8L51O27Yd7YFeU4gI9chG7ODh/IEjRow49dRTx40bd//990+aNOmMM84Iw9C2be5+29raAEQ7wnp7e7PZLO+hi9xmqMfvSiaT/KTYQyOE4LhBvL374IMP3mmnnc4444xnnnnm3//93+++++4LL7xw8uTJvMqUF/F/xphAG5YICcqH8uGlQiMhkggDOA46ctK2TdOAV/r7LXd8/aBD8aUpKA/ed+bZh3eMwq5fMoUNAkhAqloINctAuayAopQFT5Y8v+x6nhuQ9ARV8gPdL7/8Mi/Ovu222xYvXnzRRRc1NTVdcsklpmnyiI497GtHtOM+ejFExbM8YrmAcwIJBaWkEKbV12OHQbttdxIyNFQqBIQQUkpexsnRdAzD4FyxUcDcKM4A5xXkVTKRdDkawxqd1LZt1lIYhplMJpPJRDmIEonEYYcdduihh/I+zHK53N7ezmHEuIdJp9NsxEZ75z3P4yaSZRPFOOUI6NxS8MZCNIR7GzFixD333HPdddede+65991339NPP33KKaf87Gc/41g4vu9/xsBwG5YIFRCC0rATSsADEgmkk2QhhA0oFB1n6QAm7AATaE4efsSRgw8+2vrM87P//nD/R91t2ZZKsVR1PTPXVDCpmLZpVMcVjz0xACCDJQ7CBEBAiISVIKJkMjlt2rQJEyZ4nnfcccdtv/32e+yxB+p5YXmfru/70Tbz1YSIstksmyhc84Y0fmY96mO0l7kmMsNXZBlJgkkK0u/cZov9PrfDPkGI5NA94agbQUPbHxkLixYt4tBsXI8b+73oW2uXOIh7s+gHucZHP8W5BwFw6xl9yH11497o6Egs33et0EU35m/i3+FzHX/88UceeeTRRx/96KOP/u53vzvxxBO33HJL3ge8FjfVyIYlQgOwgATqRqQwYMIBJIww8LLDRlLVBywUC2hLI5GwU8nivDmD/V2hV1XJhCGCZMowkiIBlbBJpDFphJ3PWOmxW40oDSY72pVI5RIdTenWN954Y968eXffffepp566ww473HTTTRxqLQgCjhjg+34ikVi78o0MHn66Qx0vMPq15UwgQ9gEQFgqQDnfHHgjU6nRlhGpdF0RRbbmdUVDtRF+Q4C798jw5i70nnvumTRpUnd3N++QSiaTnz0+6oYlQgvIQUABBpAADJAJDs3XalgIke8bhBeiow1upb9c6mpJTf7ZFV8a6IUSaGmBlLAMpFKQIVI2bOubgS8t27RTLlFCJAWEASPwQ9u2DznkkCeeeOL444/ntRGcF5bNGG4ylVJrPSZEPQ4IhnhM2NATUiQwzqAA1E3Uni4zdEe05sYqgrmOYzWwCIUQPT09SineKrVppHZjqzuyTtlYTSaTXV1diURi7Nix0WGf8UQbWEZYMhAakAZMAwnArOWiACBCBcf59knfe+9/7nReem3ek8/e88Tjk08/FW3N4ZitMGEcOjuwxUiMGI6WHIa1y2zOTzR5mY7QbvGRNUWTiYShrDAg27bz+fxdd901adKkV1555ac//WkqleKozEKI6EVjZM7VRwgRRShlW2gdhNNeMc6cgpKRlSrQ3eVS2NIxbMRQn/djiGL19vb2Sil50eymIUJ8nMCWLFmCelJRjsOAz5y7YkMTIaAMkEGWEZoGX50JmFDCNiFk+utf3W6fL8+ev7CvUD35qisBqpp2OZXzrCYSKUgTyoa0UYUpE7JYTcFMkincwCYICSFhGSaAtra2XC53yy23tLW1/f73v7/jjjtyuRyrrqWlhfuuTCazduYoay+KhbV2Yv5EjOVNTAVQY06O3u4ykBm+PjQI1DtDDhzc2tq6KeVXNAyjcfTIkxa2bXMl4ThD2MS8o7XoaaJeoQQElAkYnKQp14QQxtRJO++5MwddC8MQSBm1lE2GaVmQABTsNIBUMgMyBA/iWU0GHMfJNKUB5PP5rbfeesaMGUccccRJJ53U1tbGUffQ4EhYu0Y96gl5392Q9oRRbLmaV4YE2N0kBLGpKoDevkHDSAwfDkkwBdZpchMuoiAIorDW6/JsccKm6dy5c3maJPLYRYP/tWbD6gmlgGvBM2EqWGHN7BJQBigolWCgWuzFsCxlrO7BPlDCMpszIZoJSQVT1uqgApFlhCb8ZMIRoSNUaFKoaqlkMtl0V1eX7/ttbW1NTU0HH3zwqaeeWi6Xf/3rX3OiiHw+b5omz/OuXQvHQ8F1Nk9ogkxQY/x/BShTEAAJHwL5wX4h0Nqxbl0yjQwODjqOk81ms9nsWju0NmS4reEkOaZp8j7parU6ODj42R1vG5YICQh4ENiQydPifGXNzXCdzKgR5cAtImzt3BIAAoUQQkGENS8FAb4KJVBRHo8nBSAgJIUwAFMBQWfnMNs2pCQoJMzUxRdd8KXdthuxRaV74JmqN6etTQChU3Ez6czqJLqghn+ZdewdpcbzCQBIA1l+lCqUIFTLoYCVSUOY/IAVSNXSOrJNESV7XE7JawNbCrxSjKOYIo6075+B+qUuK4oQCBrLihQEhBAkhFi8tFdKqznXSoBhGK2trclkolopAGFj4rA1YsMyR02gtsSjbnYZMOozO0BzEwSyyazi9wmjdvliWWMiDKTMJAFNRrr+NRiAlWDjQQEeEAKWaTTBh0FIJ61/PjHj3Q/umLPk6kzuoPFbHKT8sUnRAgIohLBACBUUhYAyDJiWBYAgZEhSUiJpCgIJeFWVzhgCOPTQQzs6OqZMmcLrNnh9sxCiXC5ns1khxMDAQOOk1pqgAA/ChLS4xQkDAhLCRCAJpkxa6fffQntuGz/0JCEBCCUBAhGMECSlrwyRFZZZa58MwAAJrju1jHFrBN/a0qVLAUycONF1XV6YslZ3t/5RxI4/WjbpKhAAAWACSc44VKuQQhKwtMcR6eGdY7euBk46lSIVCkNmMibIq7kVAVg17zVWrzw3LBGK6ILEsk/MZQqLPqm/XcUtLjtmlX+vFZIwkDASwjLHjB1WcsIPu17oaB3VkhkOZBCEsGwowIRlAKJ2aUQyVNIybcsSlgVfqsHBgY5hHcmMASAIgkMOOeTrX/86Ef3zn//M5XJNTU28io3HS4VCob29vb+/f62m1AyoBEjwaFCYXsI0SVm+hG0LglksolxAsTpv1y9OMS0YQOAiYVsgD0rCFGYyCWWqAIbZsPxNGAAUVK3dWxN4Mo0TnrIturG5RtWy+lC7cBk1SUB9HogAKIWEocY2N+00YuT4RCItCFAWYEEAogIAIttgqTgKMJH4VJVtWObouscAUkAzVAaoJToUZjKBcSNT/zJ+q/1K1cKsOY8RFsAeUMqFQTBdwIXylQxUSDJQKjShzGqlEkrfDyu26Y0YljIwCAw4fnciIarVaqlUeuihh2655ZZyuTx79uzHHnssmUyyh4YXxA0bNoz3d6/Z5ZMhgySEjUQloKVVpy9UZTLKSAy4cmnVCd57EzvviPndR9x4z8Q3Z0nPQyJhggAjEQQhhA0kYEDYIRIeLA9mVMMMA2VgEFjDSwI4kjzfFPeBG8+YUNXsch60cKe3LIOzsayh5/lYhWL3Nongi8PbdgCgFAIP8AGZBAKIYu2rxL88CAysTnlufiJU1rKshkYIgzPv5YBtxg77ylZbTB7Id7+/8DFgoZEmEAABIWAYBhKGEKZpmCYSlpnNphMmJSyp4HhB0VeOAUrb6fsfmHnSSSdNmTKFk+82NTVxeKJzzz03nU7z9gJeyNbc3LwWy7iUqmnGtjKZdIdpJAklE8WkGabSiRO/e8H55y/0Bdo78eMf/yhhQRJXKsNKNJFKKCmU8oQRAE7dMo8w184y4pl61NMbbWwsP4wj1NOdWDV1NBpcCks/sKUzNpcdA4JSMER9dA0DUBBh/eA1yJGymYmQ6v9xyZIFsiACwABGAuO2HXvAyOHj31/8f7OXPAAUQAb5QGBBNuTrrm3NCADP94smKJXIvPvWvLPOuiCXG3nUkUffcccdixYt2mmnnS655JIXXnjhnHPO+fDDDy+55JLtt99+/vz5yWQym82yJ3YtSCQRSHhemqiVZFIh7aDkYKCkCoHC2NGfe+uNRR99BAkMlopuAMf40DMWBCqEaUGADOHJKiEAEkCaVScAQRAqKyjHqwbXoESJDMPo7e01TXP48OFDv2VkHSMAAbX8yCYB2MsGNI151RXyfWTS8I72ZhIQJswkYLOM0kAzom1JBKAdaF2d8tzMRIiGgRCBCEqFIB8AVFb6bWlz++3G72YIc+Gi9wYG5sHMi6SDhAuEiKbhTA9WL2E+MJfMeXMXP3XeRafvMnWv3/7mvyGb21pHXnzxxbNmzXr99dfPPvvs7bff/vzzz3/uued22mmn2bNnb7fddldccQXqO4DWeF5bgAwYNswEQoVqFcUCTAyzMQpyjEnI58OLLtjr3LP/JEIMa9nOTsC2Wkw0hWQFBClABoSVUDAIFjVWPKo3LmtlSPb09LAINyq/KLOyT9NYZhREtig7Zwj5fi9htnQMA1H9QBMgWW/UaggFUMJAdnWMiw3LMbPOEYpEKMhmK0wYgBFChFy+0s+adntbescJYz8qlfIB8opmGyIJpGC1ABnABlzgI4WP+qqvL+2Z3d/fb2JYNjcwafvW/ff64TcPP3bfA6ZALLf/ramp6Utf+tIDDzxwzTXXXH311Weeeebdd9997733br311r7vr9E8LwFlx02nU+xHSGa4mR3mOHjvNUzYGoKatpuIUW3/cvPvQe6E0EXFb2ppazIsuB4sE5YFy2giBAo+EBqQQiRriwOj1HNr4lhhNwzHzB82bBjfzsa2co2WeWJqbZDBhUDLdZEJAvr7CkIk2tpBAiFCAUnkCwETaZC13FZPtXwvumo2MxFCKpRM0QQka/5oUZssowB2ygC1QYTbjN43UP0Qviv73nz13WGtozpHjW1ubgXCvoEPFnW/0ZefI9FvmDKUxvixk8/68XdP+PaFHe07K15gYNa2wDbuFh09evSvf/3rPfbY46yzzuIolxdccAHnHlsTVCZtEhAqKB+WAhT+/NfCbbf+z3PPLLjqt5elcm4ocNGvhn3nO89VSirfgz/fVz7goKZx28G2Eap6h0cJWyi2qAkQIgmjYXvGGkL14KVNTU0swmjR88bAShKJ3KEr/sWAQrnqNTUl0xkIQEESlGEIg79Qm61OLPuR1WuINpaSGiqUgZDgkAmq+ehrHmRhQykgMKBGmtg2ZYyTSs2aNWu3L35z2wm7J1NYsOTxx57/zSvv3pCvvgizOHb0TjtOPOKrXz5n+y2PAcZ0dGwBY8CwKzBDAEKIxi6OX7uue9hhhz333HMnnXRSPp8/44wz9t9//0WLFq284bDRqOO/cnAUQBJK/cV+Q8LycOvvcMAXu392ymPPPlbeeswOsEIj9abdgswwTPv+TslU5ewz51945nOnHr/45aehQpACgMDnrRXJqucBFVctkeiDpWQIGAhCoGGBgeu6pVKp8dqit7x2WUp5ySWXvPHGG5wThv29G888IeoelOWt8IZ3juuEBAW4HgYH4MPcbtvtYUDBM5F0vQQhI2EQPIU8MOCGXX5AMADDgShDrMaI47PExtgIcRX1K+pXJOthSGUtFiLHt/GIHJKeT/RhwX3wtbeuLgy8RrSE6JUl3b9/7PlvvfjecXl5MdFtkh4meouoh7+ugiKpPFFpVYGVolxO/Pa6664bNWoUJ6nkZBVUD2tJ9QAnHHSI46BwaPf8YDEg8gK69rf9O419cAvrhQQe2mHLh27+L+pdSo5H85coh2jQo6qkgT56/Xn64sQ5wxL/O3r4rRect6hUpnyJPEme4hiRnqI+oqVEPUQlt+SE9bgwjTnAiYiTmUVvOQGLlHL69OlbbLEFW5777LNPlEh8PSdU+QxIIp84jquStZh1IZGkYsGpVF0/dEKSZScMJIUBPfw3Gmk9NnX86ws/JIf8jwYdTl5U8cuKXJ96iZYoqmWzqgYfBdSzOjF+NjcRcvDckqIeRf0N4QNlJELlUOgERH1E7+XLjz3/wq3vvPPX/ODTgXzJ8f8vUM8RvUU0pyY/WQu8q/zaw/uEYLtRmCOONDV//vyDDz6YzbYjjzwySmIRRd1vzPLHL3yXfnPxG1/e8Z423NVpPbjf51/8yx3kuVTxyCNami97RC5RT3WRS74X0sKFVKnQT09btPWIP7eIm//li0/MfYf6B8gjypfKIUlF5Hme6w4SlYj6pRog8jk2eWPyXaZSqUTBfC+44IJ0Om2apmEYHJuHQ/R+xjC46xtFpCSpoPZfgwhJcSQtP6Sg4lIgyXPoleeoM3v70d98z5HkELlEnqIlPT0ByVBxnoVSQH2KAknK8QaIqqsT7W5zE2GtZBV1KVqqyFX1j0KPpN+QuYKqREuI3iV6a96C+2bPmUk0j6iHqBB6RQp88hV/RYX16MOfmO8iygTM6ZOoLrabbrqJU9W2trZGodcbk1uwErq6ui666CJg5LZbnT48femhe8596C7K91C5SpWQPPI98gecshOQRxRQl0c9/QXfk1T0yfHpfx+inbd5cJthfxo/4vrfXvZeXy+FihRRseCwOVCt9hHliQY8vxyFKiuXy9wfRh11oVA455xzeJtILpfbfffd77777sZMndQQVXkjQNUjttZ0KJfl+FAUqiCkar48EBAFAf3pro8qA9S3hJYsotfe9uZ/VH3ptYobUl+5GhA98cTS0CdFFKhKIN1QBasf53HzE6FisbghFRT1K+7NQiJJMiR+AiogUhTK3u6BZ4lenr/kznkf/C2U7xMNlIr9oS8bezxV/1cq8j+x1WusrFGqIynl22+//bWvfY1r9ve+9z1WYHTk008/ff755/PWxOHDt9pjjyMf+cdH5QHq+pBbjJIrKZBULlMQUKlMjpQ+9QTU1zdYCIi6S10uUdkjz6EfHPd8Cy7Yuu3KU45/YvbbxKmWQupznP7Ad0lR4Nauc4VAvUqp119//ayzzkqn04ZhNDc377777g899FBkXXN7sXTpUn4bNTQbOlHqEilJ+Zz3Mnq4vqyGVC57pUDRQB/ttduvf3dFb6lAi5fQt6dd4QS0z74XFUtUJSq6dORh/92zmMKA2+FAkaSQwtVLG7Z5iZCtj7CmQ19RoVGEYaiIqkRVfus4/YuXPvfmu7e+N+/2weKLRD21oaMk32VzRYbkBqoiyVMUrCI29opUKpXGXIUcstLzvOnTp+dyOc6hyaHdX3311TPPPLOzs5MHXd/4xjeeevr/QqLBihcoTp4zd8B/JyDyQ3IqFAZ8azKkcjUcUBSU3EJAhTL1BRR091JQpT/fRnvudOOWraePGfn1q668pW9gIVGflKUokVW5VNO/53ksrWefffaEE07IZrO8g+4rX/nKCy+8QPWQm9yyNA4g1y7SdjyohnwCyl82MlREJBW5LuVDCgJJiz+gnba/9BsH/bX7IypVaOrnT3Mc2nny1U6ZXEkVn7Yfd/7gUgo9ChW5fkWRT5LcihbhSigiFVIol0uoFoknCB2OZl1/Mn6l2kW0mGghUR+Rq+q2yuCgH8gwUI4vi64adGU1IMVpoVYFR91vjK7P3QjH25NSFovF999/f9iwYbwVOJvN8iqwVCr1zW9+k3Oe1IIjB6pQHSz7AyGVQyqH5PLorlAq+irvhv2KqLevQOQqqi7p+igg+vCjUigpDEkFtHgBTfv2L4CRQO7E7520eMkCoqBcLi5asJRD5g8ODnJXNmfOnGnTpjU1NWUymWw2e9BBBy1atIjqebkbby3KWe37fpQ3dyNA1TPrhJEIA64QjlOR5Aw6H7EIPZeO/NqDM++mk773+Hvv0lFH3pHvoW1G3HnxOfSfv3jq8suf+cLka4MChR4FiipuIaQiUTWUzuqkIdi8REiKlKRQ1pKoKVV/QZIoULXMDTIMy0QukSTlERWCsIfIJSLPIc+JvsJjy2pIVUUBDxt8f5UtX2Mo+EiK9RcyDH0iWalUZsyYwWswOEF8Szr97htvkAyJZE9fd8PAs+pTUZEMSQaq5AT9gaooKivq91Weu2vXK/hBSSkK+a5D8vzQDz1F0nH9P97254nb7gKktxo97rbbbqm5phQFgSSip59+mpMrAujs7PzmN7/59ttvU73JoLoDJgzDyHKOOsMhTD+8zllmjhKpevuriIikDDgBVrHqBJICl3aeeLE3SEce9pf7/0r7/8t1TpF22f4vLz1Fz/4fvfgC7TjxUq9EgwMULLOzSr4a1I6Zj0OtSiYNOTeXvZb1plLyd5dPyMLSDYgnPNbycmQQOjJ0iAJFdMF556eAk4779s/P+pkAthsxgjyXPDfwqxUqu+TXXT983igTHNejqBuPZl8kRTnh1Ionnjd34aFfP5znio899thisRiG6plnnuHUVOwr+vGPf7x48eK1vbmNgbobpl5iQb0hDjnfnpSkQlI+fX7KCWGFFr5Pe3/56v32/a1Tod2/dKHrkOtToUR7fPkXTpVKRfICypfII/KIKoGzOhVjc1sxw7s2Pxbj414vvxZ+5SUUMMTH/mUNLgdCCMMwASjACTwD2GrMmClf3mPE7bc2Z7IAYJqWaYYIffItYQoYgNVw3ughrnCpxrKXK11fT2/PNuPH/G3mny+77LLLL7/8j3/84yOPPGLb9ocffkhEkydP/va3v/2Nb3yD88YNDg5yctxNkOWeH5eYAgzTNHmBsUGoVuB52PVL4/KDGD4cRx/zjcefmFn1EeJ92BgcQGsb/KA3VPjrX+cu7V6cTPonnfqvi5f0b73V6m0ZXcftjOZTUGGtHw2JKqSOP+mHiYw949Y/PPrcM80jR3xxl6kkA5JKEXkki0F1SHN+1kZ377777t57780zlu3t7RdffHHU+/HGqyE95wbGijZCrTMMgkApHgdQ4BIFtOD9qvIpcGnxIurtITegpV3SIwokeZIWLyLPJ8+h/CCde+6tnqynr12NS9j8esINCuKgvbWQaYEMl3R/FIRh88gR8xbNLw30te76BWlYfhAaZJimkbbSn/aLq0u1WrUsq6WlpVgsbrPNNk8++eT1118/f/78M888k1PtFovFXC7HeR2G6qQbLiuuFFWWZUQrYKWCZWHrrdOK4AfoHAUh4IUYMdIoV/2mjO2UMWoUggAqxMIF/nbbjquUYBhIZ7A6C/i0COOmYbmwJYz+nm5AtQxrX7xwAUiN3naCByjTVKGyTEBxJIohgPdSeZ7HeYUGBwePPPLIxsg3fAAask1sZnCoP8NzVcI2ghACkBLpDJRAsVDJtaaJ3KaMaUA1NRleGckUnnr6g78//PDXDjkg11yL2LM645TNbQH3BglBSliErCG8gX4Qxg4fYQ0WEiGGt7dJDoRjmwZBDGmf1N/fn0wmOTZxa2srb/Mnokql0hhLUym1whruTRpeOk8ApAoACEMZBhI2rASSKYQhHKeSy5kGHEuEhWKXQFAuFTMZyBDNTYl//ereueakCiGAamW1tjjrnjBuOHoVbysNHNXVlQywXa71gdnvdwCdzU2+9DOmZUCIesKJIcH3fY40FYUqbmpqKpfLTU1NvDoHQBAEnJCD8xlvZlDCShACwyAIVCpONpN2nCCdSSRsOwwrwjBcr9KeawPCluYMhbBt7LjjlnZqSxBgID9QautYrXLTPWGs1Dd9GgKQIcpFO19uBwwk7PcXbAmMbx2WNQ0TEgg8byg3rdu2He3r932fQ4amUqkoaH+1Wk0kEslk0vO8ITzvBsqy1q2mCKkkQEEQWJahVKhUCAFC4DoVAJaVrOcQMwBDSUmA55KdgusglADQNqx5NcMU6J4wXhQJJQAIA04Vfb0/2Gu3pi3GoxoeM3HyRDOxy7hxKciAXCXMZLIpCJBYs3SJn0RkcEYR3Rvz6W7eY0JhGiYAO5EAYBhobs4CKpNJ1WKfCxNQqWSSN3EbpgFCMiUApDLRtAebNzq8xYYNAQrSAAlYoBCFwZZSsT1QcFxr7oLk4iUdwgQpU0iCgMBGs1t9I0KsHFbHqIemaPSZshli1SOuGx/jImscLIgobo36VHtTizBeFKCkCi0yQUB/T1O5PMIw4Un1wQeJ/l7R0gJShiAFAtZ5ssHNlI8p1WWz9h9z/AqiXeHrItLe6uZn1U1r/NTD3Bjo67N8d1imGVKJUjEDiZHD6+lAKfTp45ptzdDSmPdq+RxYK4chxfIdqYgUyJirGX1U94RxImAYMCBskAUYGMibwmhqb4Xv+tLP5LJIWCFMBWHAMJSA1E9s/bCS9hpyMZAAZx8RBAIEfwIQlFg272utvtWie8KYETCFSEAIwFD5vLCt1LBWVCtu6GZbcjBNB4YHUjANc4U8Spp1z0o5twghEJBQqAdEJA6OCNXwr4E1eVa6XY0XQ0lp1Ib4xkCxRHZCtLSgUgoI7e1tMEwPNmDY7BKQn5LpRrPmRHnG66wgnUYdCgV4ClSPDmw2jB6jf5d9sWEF/Sehe8KYCaPRe6jcamgK27RNeFXPbrLaR0BJE7BhWTAh6vkWNeuU1ShhzvpoQNX/jWxWAyvar6v5a5qYkABZCSkUyIcIUYaX97Mj2jHY2201p8ZMBoRRzecoZUorBPx0LZGeZuj4ON+JWMV/MASSBlICCQMJHtJ/3L+1OOZi9eL/6kcaM8VKGYCb7wL5TSM7J3/+i2jJ5vuWduWyXbkcfKclk0FoolwVCZC5tgl1NUOGJWABllhpN6loyLL6sXs4V4XYLDaqbMB4fpi0DZADx8OAg1lvQVaw1WgogW22caWTah8O34IwXQMFt9SRbdajwk0M7ZiJmaRtlYqDBrxsMvH2nbeF3T2jJm79xjOPN22x5e47jLcSzXnPabNyICRMtGY3w4XUmz7aHI0T9ncmM9lscyu6+994fdZOZ/50xKEHH/DzM+e/t6D/pTeFYVvJdKgC5bnlYpmU0g9s00M/05jJl6umlXAHC2+++OquO30eUiCVhJn46q57fTRrrhmSgJBKGZlUS64pYRjaObrpoUUYJwpoasos+nBxqrlt2622CUsuii6QRCmUi/OTW0YjTKRh2UYicF0iKlfKcV+yZujRIowZCWy15VZQMr311s+88iqaWhBaEOkXXnpNTNoBhYrpKSGsRDJVdSvZbEa70TY9tHc0Tqg+/W5SiL6B3mdefOupZwu9/dlcyx4HHZzZfiK2GAnTgAxhW6GlfMgkEto7uomhRRgzrieFEEkbCAN4Abr64RNaW5AwkGuuzc3LAEkzNJWHMANbaPtl00KLMGYa9sEEUCGUgjJgGLASPgwDCEOyQJbF4aDIqoVU0Gw66HnCOKEouJeSUgaWCViWC/IhbSR9UiFgW7wESlmApVeObopoEcZMyAvyDdMSSQhVBQYhDBgZICmMChDU1j+RoQJDmBB6SLipoUUYMw2DAZOgBDgoOlmASUiI2lJggjIMU28m3CTRY8I4IcAPIQQSJnd3CgoIDbDX1IAhAUJoSMOGQAhAIKHHhJsY+nHGiQBsC5YBIu7kDHgSFR8BTBOGWdtBY5mmASEhyq6rm8xND90TbmDw1CEAViD7bTiMAhTq+2U0mxJahBpNzOhmVaOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZmtAg1mpjRItRoYkaLUKOJGS1CjSZm/j/uPrvMRaC7sQAAAABJRU5ErkJggg==
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CN1[C@H]2CC[C@@H]1C[C@H](OC1c3ccccc3CCc3ccccc31)C2.O=C(O)CC(O)(CC(=O)O)C(=O)O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1ccc2c(Br)cc(Br)c(O)c2n1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC[C@H]1OC(=O)[C@H](C)[C@@H](O[C@H]2C[C@@](C)(OC)[C@@H](O)[C@H](C)O2)[C@H](C)[C@@H](O[C@@H]2O[C@H](C)C[C@H](N(C)C)[C@H]2O)[C@](C)(O)C[C@@H](C)CN(C)[C@H](C)[C@@H](O)[C@]1(C)O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COCCO Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCOc1ccc(N=Nc2ccc(C=Cc3ccc(N=Nc4ccc(OCC)cc4)cc3S(=O)(=O)[O-])c(S(=O)(=O)[O-])c2)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: COP(=S)(OC)Oc1ccc(S(N)(=O)=O)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC1(C)S[C@@H]2[C@H](NC(=O)COc3ccccc3)C(=O)N2[C@H]1C(=O)[O-] Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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xICWlUuXImbDNuF7KDmChzBMuC7CEJXoZ/qgq7CmEJFSUSaTee+993784x8DuPrqq03TDMOwb9++uVzOtu22trb6+vrp06d3dHSMHz9+xYoVJ5100je/+U01lf0Y4BypZLkO/9q1bSAEQRj4SKVskgDQ0V4CAIJt6zXhJwHqMYKEIE4kqEiUI+JEJIg8opB46FLoUC6Xvf+BXx40Y+kvfj7vpz/55ZFH0cx/0YZOyjpUcIkL3/VCIk4UEkkiSUJSQCSIBMmeH1FPjz/6FkkkSVIgKeAhhUQhEZcUCjr1tK8D8UMOPbz6nUEQqDu+76s7nPNrrrmmsbERwMSJExcsWNDDg+FERSKHZPm41IFJ4pICSVyWj1H9C6Skhx5Y8vycrM/JDahYottue95x6bHH31m+3A1D8lzyXPrXg29nWqmY/2jnSfNx0UMRSio3VUFEokSipJpNSMRJErWS10ZFGWYo10pLVtBD/3Ken00b19KcV+iP/6DWgHI+hQGRJykgIvKJOIXk+VTgJMLe/4FbIPxSniQnKUgQcZKCQspwypRCckLyiDxJf/3rCtM8qqHf+OVr139In6D8hET0xBNPqByLWCz229/+NnoB55yIstmsEELdjx4PgkBKSVT0/UVEa0kQBUQeyYBCQU6Y5ZTj5BQ8ySUVHOJEnLJ5lw6a+vdPjblzQycVJK1cQ9MPunZDO33j23+7/6Fs0SVfEg/pmBm/eedlopCo3LVpykgpwzBU0fkffFZdlzAMqx8hItd11Xt30lHtYGY9mNqUr5ItAYTFAEAISyDumzZiJt5ZiDXrknuPgmUs/OFl9196GdZvgB2D5Jx70cISspxgIT8G0wwZsUQaZIBYyME5QoKA9BGYJtrawQWWL8dlP7z1kEO++Kvrbhg6ZPCHzJYTiUSpVPJ9//jjj589e/b//u//WpZ1+eWXT5w4sa2tDYBlWatXr25sbDQMw7KsyLduWZZt24wxIhmLpUiGTsHjPsAgCWTANNMCdQJJ7rPQh23ALUFSo23CMkcf8+lzfnT5owGH46KzK52qQ76QKJaSYPBc5DIwMTSVBAElt2tXmu/XEnWlAJimGcUGq3SZMAxVhIO6LsrErR5Udm/GmLrdSZFSPRdhpTzZZmohWLEYk0iAxYEYCA5/5aFHZ9799/Z5LwFhY/++8fo0WtfCzUOEth0DACbLnyYtCx+LdV/9ADIoJMOClYRhwkDSQiOAgQOBEN+/8O5SZ/1hB574+c8eRXCiSk5bEIahYRjpdJpzLoTo16/fhRde+M9//rOxsXHDhg0jRoy49957HccZOXKkEML3fd/34/F4KpWiymwWQCisUDQStaTqElYCoQlhww3hcsvnRhhg7UpcexVO/8ySiaNu//lPWnMdkOSfehpWLc2/tQA20JgexAQYpd584+23Xsc7r2PBi+hsdzZsBAykkra2kCrS6XQ8HgcQBIHneb7vCyEMwzBN07IsIvI8z3Vdz/OCIOCcW5ZlGIYaOePxeCwWi7Ta6/Q8YoZBbW4bPQBUUh8k4jBswACDaY8aOjzf3t62ZDFCPnTa5FhD8s1nngAvwTYkSMIgVKJOhQlhGx9bvL8kZgvD5IAkSAETiOcKQIgbft0x7/l1EydO/P++NqyuDhJ8W8ckpeScA6irqzNNMwiCfv36nXTSSS+++OJRRx3led4555xzwQUXZLNZ0zTj8bhqAWEYcs7VMAjAtpKG2URGIgiRK0BwhAHa1+PJWeGF5809/sjnjzvyuSt//tjL/+bCm7TuveZEDMmUHU/gB98768eX3QsBt8SERBjmNm547957X/jb3XNenr+SMUqmAYLHZe3j4ncNgiAQQihnUiKRiMfjasSLhsdEIpFMJhOJRCwWU84qNe6lUqn29vYgCNQ4uTOOrefWUdZt0tzs8gpAIgEkwCAMkNn32BPiMHJLlyJwMWlCu5NdPPd5MAkZemEAFXdjhFDVXoTFgI9p7mQRWB7IEygIZUgBgKSJlYtw3f/NkUG/q39xytDRyOXCGOq3le0Vi8UMw1CmmuhPx3FGjx59//3333zzzclk8s4779x3332fe+459Rb1YvVKzrnneQRwyQShow33/BWfO37p5NGvHDJx7v/3ubkP31X38rw+Ng7qax/i86aSY7/66rvMgGVQn2Yc82m0tDTcfTvAGywb6absl758wpVXHf7r64+67IrRybQMAkDANvrtiTuib41YLKZUF2Vsq8dt26aKd5eIRAUppeM4f/nLX7773e92dXXFYrHqMN3epWdXKKoQY5Sz/wwjSlozAYJJIABCIF9Ay0Df9d6f/+qMQhETP9UwqC/zXWTziLNYYzNBhVQJMEJl43jGdnIKXHnnCQEEAjKUQcxKStSRBPPx1TPnUFj/vz/6wiFHoa3LHTgw2ZnpHNDcd1sfZpqmaZpSSs/ziCiVSkUZ99/4xjcmT5580UUXzZ8//8QTT7z44ouvuOIK9Ww+n7dtO5lMcs4XLnr7dzfduGJZfuWihlJ2VNqanoyPTieScduUYCLTSUaOzKzgrc39BWJZL5y8Zu0rzDpIEH5x7Ynnfv6F9RtXGTgmDDzPz8TTdaFAzEZXYVH/gZBUiwpUuyrKBKLCEtUjSmyxWEwIoaagXV1dixcvnj9//uLFi5cvX/7GG2/stdde69evv/76688666x77rlHzWJ6/dh2pJtU6zgzWm1ExS3KgaQmbBt9msGCyQdMyy17BW8txsRksqmBlizH2wtx9IzKNFQCvLxnLlOfTDu7wYQitCxJiHG4lsEl4gTDyeKyC/nCJc6JR0/8xoVgFgYNtAm8X3NjVbG4LfF93zAMpShlSbNtW2UGt7e3T5s2bd68eZdeeunvf//7a6+99p///Od111132mmnZTKZe+6559VXX12yZMnipYuRADjAx6ZSQUO6mcW8WCzRkIwNGtzPiolUOmtYTv+BzamGUp/+lOqLAw+ry2TlmLjRMghf+PIEfs/7LISbqw/8EpkgwykFNHFqvCPn9sklm5u1CMtEGdvqz3w+v27duvb29n//+9/Lli17/fXXly9f/sHQ3/r6+iFDhqxbt+75559/9NFHTz755J1xbD0seaiuabnwoRRMAjBhQBrKfhFYkIa0hG+FEu93tP7xzyv/cceMr5yFb3/Lu//hBVf/9vCvfBlXXRrUp4C4DcnIAZmQ6bKsy5rciYvDkMO0IVEK4BiIAY3tm7ByIb540uOpZPMjsw8aPQF2CgylQAQJM8Vgb/V4giBQsTWO4xiGoTz1qq/1PC+RSKj+NZlMzp49+5xzzmltbe3bt29dXZ0QIpVKDRs2rKWlxU5QY39zxIh9xow4rqX/1KZ6NDQiVQfJkC+goQFg8D0k6+B4iCeCmBELXCTikAyMwckjbgASv/5N2wXfHZBuADPdEAXJ+yVNg0nwEPE4dBQ3gLa2tpUrVy5YsOC1115btmzZ2rVr29vb1apeEYvFBg0aNHHixClTpowaNWr8+PEHHnig8iR973vfu+WWW1Kp1Jtvvjly5MheP7Yej4QsinNhMM1yNpNhgFkAQAYcKRKmbZkcNgYeuH/rvf/A4pWQYWKvlpQ0sm8ubpJqFQiGsl9CmAgZYh9Dl00wDUiJrpxobm6WoExOpuPGWWf+pDNo+MOfvr/3vnAELIAhZpshIWDb6BSUAgFUF31SHa3q16iSl3jooYcOHjw4k8k0Nja+++678XhcCFFZn4SGQQRTwlCFB9RMgIC+8fJ5jqXACI1JGCwG+HZSuoGfiNUDZroBretxx59y11x9x8pFp//59pE8kbQtvxhm43Yfw4Bh0O4qQSmlYRiqvwOgjM8AlPG5WCwuW7ZsxYoVr7766uLFixcvXrxhwwbVRTLG1IKwpaVl5MiR+++//7hx46ZPn77PPvs0NTVVf34QBL7v19fX/+xnP8tkMv/4xz/+67/+a+bMmSNGjFCvKZVK6XRajbEf6cf02LOoYjsCokCQ5CEFPnFOJARJohJRF8ksCZ88ynfSy6+81H/426P3oQ0raf3qN/qNe23IZGprDSngylkeFIg7HlFR+ZZ3snNZSmprJR4QD6ngUZdLnqT33qOrrlj5g4sWLV5IvqAS57wcQ1Pc4eOJ/Piu6950002MsX79+qkiUV1dXUQUhqFaSZI6DyQkcUleSA6nIqfAV4EMIYW8HFxARETFkDok5SQFnblsMQj8kOa/SEdMmxPHnX/4OZUcyvrkk8iHOU6OJ4tyN3XWK5e6ECL6U7kQiOhLX/qSatvpdDpq5y0tLTNmzDj//PNvvvnm1157rVgsCiGKxWL0gY7jLF++/KGHHvrJT35y7rnnTpo0CcBtt92WyWSIqL29XT3yjW98g4hc11Vmti2c+zvGDomQE/llEUoKPOIeCSEpJCoRZYnaifIUEDnU2vrKfjOeGjqG3nyJ2tctnnTMUwP2C156OV/qCkmQFBR4FAYlojyRJEGS71wRCuI+3fiHhX/43WLPIy+kjhxd+j9P5PL0/gbypQpMkZIKgvKCd8eRbT/q2qhICynlwoULTdOMxWI33HADEeVyOfWy8guER5Qj6iTKEBWIiiqWqBynJirxSSpESQZEjgxcFXYnQnJ84oLyRXr8ERrdPKfFevavN1A2Q76kHC/4FLjS3V1FGMlPhbNQxfv65z//Walu//33P/PMM6+//vq5c+cuX75cvV45lqSUvu+vWrXqmWeeufzyy88+++wpU6Y0NzdHNptItxdffLHqK4UQb7zxxt577w3g5z//uXpQfXUUw7jD9FiEUkWueUS+IMElBS5xl4RqNw5RjqiDZCd5glzKZxac8oVZBx26YuZttGZJ5huXPzn5M4vue6AcKSoEcUFCuEQlIvq4RPit8x7de/jPn3qMii4VXBo0+Bw3II/IJ8dXfQHlpMwrRfb0cJTMgiBQapw2bRqAb33rW0Tked6mTZvUHfViz80TZYg6iXJEjorD3fyIK/+EIMFVeKCTKY/QUlI2L31Bvk93/ZHqcN/Quoeef4KyOfLVJZI7PxS3dihdRZMO9eeVV14J4KyzzlIXolAoOI5DRG1tbfPmzfvzn/98wQUXzJgxQ808TdNUbl6luubm5iOPPPKHP/zhX//617ffftt13Uhgys2oskkB3HfffUSkIuA++g/pmQjVKEiSyFciDCR5LgWeejgkPyTVtxcoFNIjp9D1l9tvPfmkmX+4kpz2VT+94RQkzjny08VShkKhxhlOxImHFJDk5UntTkMK8nz65jcev/ibG6fv+3fXoxKnwYO/1tFFHlGWd3rkSeKhzEnpUEjk93gkJKLW1lZ15yc/+QmA8ePHq3YQzVuqelBBkpPk5ejtsDu8XJInuwfJIklenoC4REWSJZI+SamuCHc45bL0o+9u7G8+OGGvJ9e+T3mX/JC8gHZawGPtUX2ZulUT0WKx2NzcnEgkZs+eLYTIZrOXXXbZaaedlk6n1ShnGIZyGMZisREjRhx++OEXXnjhDTfc8Morr0RTU+XCLRQKqhvt7OxU10v9+Ze//EWpd86cOVQ1L/0o9EyEqlmWA4N9oUKxPQp84iRIdb+SyCPy1MIxcFb/69HhwMH7DqSws23W3FEwPjV4KBEnzkmoFkVEHskiiZ0uwlCQF9Bpp9zx7OP0lS8t+PMtmzqzNH7vq/M5KgXkCq6yOoIgS2FJDTs9PR7VNbquO2/ePBWj+PLLL1PVrElds+7VSJQ/IcqDWyVI3pGUk9RJ1ElUJCmIE3lEeSKXiBNxT0pHUhCScALyQvJc+tJJi+tx4zGH3bF0KfkBcbH7i1BN7FUHN2vWLAD77befekEul4vmlg0NDVOmTPnyl7981VVXzZw5c9WqVUq3Hx6Wnc+XU1E6OjqiP7///e8DSKVSK1eu/I+fsD30WISqAVSL0KeAE6egLEIKKg035MQ9nu9sqgMz4RTXk0sThu2XiMXfX7VcmWa6iLqISBaJZygMylOvnUYYUjZD//2t2Q88nF2znkaPunLFEhox8I/tG8gPyklMQpCUDskcSW/HpsfFYrG9vX3UqFHpdPqSSy4hos7OTiJSUYvqNepOyKuFx0NyODmcAk6cV6V6EVW0ytUFCIgKapAsljKlInFBPlFXnjra6bADbh3ceP05X3ih6FKB78YaLPd3qlNTeSqnn346gGuvvZaIVHnYW2+99eWXX37rrbe2Ol4VCoXovWqtqBaNqsd0HEdp2/f9aGUohHBd97TTTqurqxs7dqyUUn3RR6FnIlTZbx4RBao1cKLAI+6TKIvQJ/LI97kQnAQn7hd58ZDjD4GJJ56eyYk+fcJ/gRkPP3Q/BUKJMEtEwqGgQCHfcRFu9kb+gUw8CqXqE8gt0gUXvfDPh5e3Zummm3L//dWVfVN/djrIK5LnUqlAQaCWhQXOC1tbFIrN/33gFHFORGeffTaAAw88sFgsVptqqNKnkupWJUkZidAJqRBSjpOzpQi7V4ZEIiBZFMFGEW5S6ZyBR6EgT1Cm6PmCli+jof1+esSBN1/+k784obdTRRhltlW+pTK7VvZcKaqvS+92sJGoon4tn8+nUql0Oh2ZYahKP1QRm7qvwu5p83FMiTC6v8XnR1pV3zVp0iTG2NSpU6nSye4wPXaLlzcDVUn10gLZAkYIA3bFzR4DYgZXITGWkbQSB+x3oMnw8tzXTWD6/hPA6PEnnhIyDAIfrp8EwkBKacAwfM/rsa9QOS0r25QSCQlPwne4ywkc8CQyRYQC+U789MddCxfCjqddj2DgnK81LF39b9d3fBennfj2Q/cCDI4PDiNAIrTqQli8nEQhwzAgUrstylAE6k6hoEqeCVVkKfClZVl//etf77777qampvvvv980Tdu2VTEo9UF9+5bj4Orr66OtdRhgwDaQMJA0YZswzMrpLG+80/06Eyxu2H0Nsw+QBAw7BoPBkLIxHS9kSqNH4d6Z33xpwS+u+elF99xxtzqdKhYkKpSqDPTRKawOp6TNgzeixgdA3Srnp6q4oyKe/HKslPRzWUjuZTtAHFJAyvL2lKSukpSQvZXToY4zCIJ4PK7Eo9JWDj/88MGDB0d2Ts55PB5XZSlVQpl6XCVJYPOCdMqLGN1Xd5T7cYu3p9PpBx98cNSoUa+99tr3vve9Pn36AFDBpWqoVH9ub9ZFjyTrE2WJXCLyKmOioFJ5XReNDcIl4aoxRAqSNHPmTADHHHMMET3zzDMATjjhBKrYdh3HUb1a1OX0DEnSJ79UztD1At/j+ZA8ZcV4rzXvSXIDWr6EDp02uyl+w/h9/nDhxU+/sIAXJRUFzXw0e8jBf/3R95xG+y9Txs3+2jmLNm4kN6Aipy6PPCJJlM/nPc9TP88PSpICKv/jRKJUKhBRGErfEyRpwYJXx44dG4/Hb7jhBuUS/HiIRgYlp+uvv9627T59+sycOVM9rtYzkS1RodJYtzDxSSld140mYxGFQoFzrpKA1LStM1/KE+WJOooO8YC4J9vXkyj6pQ6igIQonyRJRCIkHhLvLZdJZLdUkdZENH36dAA333yzelwdvPq9H92VV43jOEIIz/OeeOKJvn37plKpP/3pT9FXqJOpJrrVmdwfQo+nozklQjUdDYgkueoRtWLhRFKly4vIsLFp0ybLsuLxeBiGXV1dqlMplUqq3agzSBUvdk8JPJ9IEDlBkA0CTxJJSX5IOdf1iDyibJ6efYyGNv5zYOr2Ayb945UF5ATkhtRVoqxPJaLWLLkB/fkGr3/6983GPQfuM/+xB8h1yCXamO+SRE4pcF2/4l4XRJyHbibbrhwtxaiMhKR8zjnjjC8B+OpXv6pS0dQzvWLI/o9ETkj1jZdffjmAYcOGLV26VLUGz/OEEKrXi6x/W+C6bvUMTSUiO45TKpXeeOONhx566Iorrpg0aVIsFjvllFMcklmiDTzkRMRDcjwqFogch0ol4j4R8SjeQahlQq+7oMIwDIJg06ZNAAYMGBAtv9VP/uimyy2oXogS0e9//3sAzc3NL7zwgjK2fbAGyn9kR9eEaqARZVsoJ6KQom6vvEgojxYiCILRo0cDWLFiBRFNmDAhkUgoC291yEIU8dAThAgDIoeojag1FCWSJEMKQ+KSPJ/yOfr1z9rqcHM/+59fOWPxmpXkh+SE5AvyJXlEXZ7rku8ReQG9/G868ZB3Bycfb0n9/dKL13Z0kScpmxHdS7JyZEYgBBfSj1aMrusGQUiSrrzyKgCTJ09etmxZdIgq+qmHv2tHKBQK6nyqOUWhUDjvvPMATJgwofoYqg9GLZnUAqkqiIc8z1uzZs3TTz/9q1/96uyzzz7iiCNM04wm0rZtq2C9z3z2s5tCni1fbkGZPPlea8f6IvGsmh+p4KpQRR4EslcjolQCrrp/2WWXGYZx5plnqh9VrT0VTNNbX6pEWC1FZSwdN27cokWL1HRDpXFT1QDz4fTYOuoR+VQxElTEWJZcpVmGVPElesr6J5Wh4tprrxVCqIP+2c9+psL5qGqO1PMZKSfyPL/V8VcRbSIqlkqu61DIiQe0ZimdNGNhAx7Yp+WxX18lsl3kCwqpEFJbSGVzaKYgfQryYc4n8jh1bqJfXslb6v9UZ1x77OEPrVhKwicS5LuUy3pKivm86jgEkVAmNXX8Tz45u6VlMGPs73//O20+Ln0MRPJTHZkS1YYNGw455BAABxxwgGoxypQX+UuiXq+tre3JJ5/83e9+d+aZZx544IEfrOcfi8WGDBnymc985ne/+93999//y1/+cujQoWY8cfXvfleUxEsu+SH5rjLU5YlyUSiimiKFQlLAKejdCJ6owYwYMaK+vv6xxx6jylQw+nVqqOzFL1XSisaPrq6ur3/96wCmT5/OOVePq6/ezu/tsbO+215XUWB52huJUFaJ0KfQCVzXve222xKJxKmnnjpv3jzlzDn++OPPOecc9VbViHdoTSiEKCl7PRebVOcrQyp20j9vd0f1vWGw+a8jJy599l/kOeSFlHc5p3VE60LhkqR8jqSkkLhHOZeKPlHJpfZWemsBHbjfvS0N1w/pe8U9t72W6eQkqJgvD4khJyIKw1CtBtUlD4Jg6tTpgHHllVdGl0f9rl6fEW2VSE7Rt6teYNmyZaqf/sEPflD91Jw5c+68886LL7744IMPjgKXI2tEIpEYPHjwoYce+p3vfOfOO+988cUXlZmBiHzfX7t2LRHNnj3btC1mx/58080UCOI8pCBDpSKJIlGJyI3664AoFCGpSMHeEWF1P/LCCy8kEol+/fqpKWi0EovG/F5cDmzRStUpXbly5aGHHgrgsMMOo0qT2P5pXc+rrUUTMyIvchtSZUEoyg798gS14uxW+2wyxqZNm/bHP/6xT58+BxxwwAEHHFAsFjnnKl3Sdd0dOFmlQlFNely/S9UOXPR25jdXvTmm+Y5hqX9+8cQXix3EA/IluSGVXNWReNwrEAWFfBcRd92SJBFSEFBYCoQvyQto9Qo687P/3qvvZYP7ffqy//nl+6uzyuzkueR7Igw3O7/5fP7SSy8FjIMPPqStrY0ql0E1lFKp1LuGgW2RzWaJyPf9aBBW7UCtBQAMHz78uOOO69+/fzS41dXVqUz/gQMHHn300d/85jdvuummZ555JvKjRKZ82twWop669ue/sIBxLUNfe/wpCtwuCjYS7yDfp7L/s6R06BMFwiev1HsijI4qCIKvfvWrqVTqvPPOq36BMpn2+pmvXkBVC3LlypWNjY319fUXXXQRVfkYt4eei7BifVF+YzeajsryEpFX/IVqPJSSwjB88803LctKJpNDhgwJgiCbzZ511lm33XYbEb355puDBg1Sw8ULL7zQs+MhIkGlvMhnuZoTz50776vnXj646YuDk9fe9lvyc9TRUT7kgheGsrKuDQV3Oyox05yIgtAPKQjJybkFh5PHySvRvffkP3vS94GmEUMn/+vhOWHQ3QdxLsIwVJfk6aefBjB48JBXX31dHVQYhlFX/fEoUDWIaBHieZ5aC7366quMsVQq1dDQoKztdXV1yWRy6tSpp5122pVXXjlr1qz33nuveqGo2m7UkStLYOQfU8O7sqL5rnfhN7+VAib1H5RZ816RvDZyPBKFohOJsOxV5sQpcCnoLRFSZWrt+35LS4tpmu+8806lkGT3AmeLZIteQQUAVy831NmeN2+e6t3uvPPOHn1pD0UoiAJBgSApOAk1EnrlSNIwJAoFhUSZoquCHAskvJC//vrrypFy/PHHR5F46XS6q6srCIJLL730iiuuIKLW1taGhoYgCFRL2qrVNJfLVZ9lEZJbJOLES+QW6IEH7kunk0CfcaOPW744yHaUy3gGQh0el1RZqXKVlFCIIqcliZBESJyT4JXYWB7S6pWlo4/4PNDUp2nYt775/XzOF6HqWcptNJPJtLS0ALj55r9sMUIqlBeuZ+d5h4iWQNV5PT/4wQ8A/PjHP77ttttmzJjBGNtnn3167RuJAik+feQRDcBJU/YP2jcQd0gEUnAnEOpMe5VcEEFBQH4vrgnVdOOBBx4AcPDBB/fWx344UZcarTxV/xWGoe/7Dz/8sJrMX3fddTvLOtotQiEkCV4OEyWXhEvkyVCGwi+UKKR8Pt/qFYpET7/wnG3b9fX1J598chTt2tnZGbmtrrnmmjvuuIOIHn30UeU/LBaLLS0t1drbuHFjNpuNRn/VCamIE+JUyhFx+tr/d1E6nQTDF8748vtrN+ZKG0MqSklSqIUfSfKE9LsXskKQDCqKFFUZfV5IAa8M+YFPFNI1V/0BqGNItQwcvnLFmmpNHXXUUS0tLUcddVRXV5Z2ZonYD0edWFXNjSotI5fL7bXXXgDefvttIjr88MMty7rpppu202r3H+FEa51sh5/fp6VlDHDlp0+mzgK1t5LwfKKSUl8Uf1vOjOyVb+4+zyeddBKAX//61/RxTTq2sCNWi23VqlUqdE5t6rydnW/Pp6PKABOW47ZCEi6JIvE2XuDEiXP+3npyAgqCNqdj1vxnETNisdgXv/hF9QFR/xEEwcaNG9UddUIfe+yxZ599Np/PL1myZOrUqZzz9vb2L3zhC2vXro36eGWNVG3IdV0S5OZp9YrMkcdMgg3DxOWX/6gqQ88pH3M5LNwLwi6iApFDouLG5FFBcS6pKKkzpM6QiiHxkCiUxANSiYXr13ZNmXwQQwywfvlLdcmDf/zjHyqoQll6XffjcEVslcgIVF00etasWYZh7LvvvkKIzs5ONR2tXtV8RFyiDURtRG++Mm+Gnb4Y/eQvb6X2LuK5Enl54spCoHpqcrlya/UKqtNZs2ZNPB6vr69fv349fSz+2K3Oa2688caf/exnah34i1/8AoCqZbqdg+GOrglVpLMQRNwlnqcgT0HJy5HjUcajRaupPXPbbTciBhi44IILiEhlKFNVH6YCfCKbWzTQBUEwd+5cdX/06NHql9x6663KKKcUqF6cyeSeefp5MMDGhMl9nn9+DhERFQK5UWUAhcILQ1nJzfWE7Kro0+sOfOTlrH4iR1JGUmdIBSVCqYwxDpGgte+3hZz+33cvSSRSAE4++TOPPfaoKnJx7733Vo784+iJt0oUoaqaiJqOKs/QL3/5SyL67W9/C+DTn/70Fu74j0KJ6H2iDUREwfr7H5k15YTb++xDTz9HbWtIdIRUJNclP1TGUipKcnvTV885v+GGG2Kx2KGHHkof1zCoWqOUUvVlalBpaWkxDOPNN98kotNOOy2RSFxyySXbb+3focz6cvMVxAVJ7lGQJ69VdhI5tOJ9Wlek9worr79l78Y4TPzi2qupokDVPavZcxSfrj5VNR0V7qBu1ZxTLYKllP/3f/+3bt06InrnnXeU7W7NmjWXX3GR1YBEM44/4ZiujoAEcZ9yWY9ICMqF1CFlUR2t5CqNvUDkEHlEDpFDaj+MKJlIqp1YPEleOQRcUqkYkqRMV1EZmYjohReeq69Pq0jORCJ26aWXlm0wtU5YUNMEqjTHtWvXNjU1JZPJlStXcs6nTp0aj8efeOKJLSLXPgoeURvRKr9IFFAux39x4+P7HXbjmH3o2acot5G8TgocCnmOKE+VU957Isxms4ccckgsFrv11lvp4wpLUkS9WD6ff/rpp2Ox2JgxYzKZzMaNG+PxeGNj45o1ayLL3H9kR5J6Kx5YobKZPPLy5JSoSPlW2lCgt1v5j/5ww6cO/vnZZ9zyh59J7kRHoy6/Ulc0KXIcp1AoRKO8srOrDiZauqhWFQRBqVR69913ly5dSkSf+9znmAmWwo23/kAKIk6+S+1teRLkeyRVfY1yCjqFAYVcBdqVrZuyLEUvyqKNsookkSQhSagzrfapcV03m80Sic6u1myu44gjDxk0uP+nPjWurW1ToVDyvMB1tr7g+dgMM1vkmN91111q6COihQsXAujTp08vKpCIQqKiIJ8o29FK+U5qXffut79134SJT8w4jOa+RG2byCuEFLSTzFB5x5teFOFbb71lmqYqtfTxOGMVUbNULfmMM84AcN111xHRzTffDODwww+vXpn/R3ocMaOcsCSJAkGuoCDwySuS41GBvBwta81+9X8f7T/9wfFHtP3zH1RsJRG4rqsCf6mise5FXVXT2aL+iqI6Xyt6gZp89+vXD7AuvvjyUnlrKPJ9l0hwLsJopSeJiBM5YZgnHqiQ8lCqzZiiBPaCpKIa+rrT24mIikQFIt7V1SVElLtUttdccOE3wfCHP1zv++68efPb2ztJUuBLzws+GBL98YgwMtMRked5xx57LICbbrqJiH74wx8C+M53vkPlMINekqJKMC0p80uGnBXU+k72m998IjmAvnwhzXyC3EyevC6iHFVK5vTSfCEMQ1W44Oyzz6ad44rYKipynYhc1y0UCp7nNTc3M8befffdjo6Ogw46KJFI/O1vf1OdwnYOhlBdfuUbNsv66p54Vu7zKAyibCYNiKt8ihx57bT2/faLrnp4wPTHxxxJdzxCrRsoyJHfbYiL4u6q1yTRVF7NodUIGcUxfvCV0VT7M5/5jG02nPXFSyWnkJOQDpFXKHaVR7aQQo8CV0rhExWkzKsf2i3C8qAXSCpIyknytibCnONmiAIeFoUs92qZbBuR169fn3g8/uprLxPx999//+WXF0hJnHNV1GQ7w+d7jko6FhV/rPDVOK1M1ZKIuFfIUCByS1YMAEbaFhU6SXoDG+viwMJXXq/qm7a42juE6pXbBHFBVPBoA4Urac5TGw498Qn0o+/+H61/n6joqi30ZHfPGEbL8Kq1QPcxVb1mW4dXLBYnTpwI4OWXX94ZkTH/ETWQ/OlPfwJwxBFHENHq1atVMehoWb6dHwVOPCynHVVOR6hWR+QJKnDhERWlyHhu2UsvKMirFBVeLuzEO6lzDS16a/X/u+yBhvELppxCj8ymXIaKHSS3VrxoR1H9N+dc/bzVq1cDVjrZT5XFIBKc+2GoCtGFVe0rGr6IqPzTqLsCkqgO9d+8YXIiR1BeWWvypQ4pVOJxsOC1FwB7xPBxRDwUJSLyfT/kzr333nHqqSfTByKnolbieV71KKSuVhQRRv8x0FFy4h6FQUiUJ+oiniXuUfmqSS8kKhDPUdZ7+fJfPf2lrz359a9R56rFcx/uAxy412ByBDlEOak2k4ycNd0NvaeKlJUGExBR4FOOaCOtX0avv/Ha+CMe7fOpDT/+GWU6SRaLaiPUSlhVxieXKJv1yu8NiEKSkb06IArLq4Vw83Oi9k6SUj7yyCOxWGz48OHVxgW13VJ0/lUALfVqHK+6fGr/JiKaPn26aZq33nqr7/uXXnppQ0ODGpmpKnv7P2JUbZ0lu/cHJEhAMliWQQBjLBWPMQCBYBK2wQAQeF44AIcToCBeu/q6Z+++d6+xw6f/+Ls4chrqLaRTYFYvltOOMjVVeazGxsYDDtifi/ysx/+lqvhYViwMJQDbNsspsIBKLu4uc8zKabKVXE71bKXMdpQ7C6jHXd/zwQVC0zRBECEA+be//Q2wTjzhFACmYULtN2IZhx12yF1336EShQ488MD169fHYrFCoaA21lLOjFQqVSqV2tvb1XcIIRKJhAraDMNQJQFXV4b+ABKVXQQIhkT5YoDALBOSw3Ph8Pyb72x4683jjvs0QEtmPzOpX/K73/wGeAAGJJnnly/0Ztem5/m2xBAY4Cr1mEwDNpBAYx36Nux/2f9z6pNz5zzf8eiTCHla8LB9E6QEkCsIOwYB1DXGAaDkAARTShOwACKUAl4MBAeAQrGkzon6xng8rk7Xgw8+KKU877zz1JZYhULhrrvuUnuYEZFlWY7jMMZM0+zo6GhoaOjxb9sGqVQqk8mofZ2WLFmyePHi5ubmY445xjCMWbNm5fP5qOpp3759afvK21usOpWdVbYuYJAEVb6ZQDHVhEUAZiAQiJuScdcQjMURlPB+Zv73fpJd9f6BB8yY8PWzcPR+iImM4zan+kCySnJ4L7BFnePm5uYzzjhjwYIFd9111ymnnOK6bjKZNHt5m0MjFW8CQkAk43HVTTFg1qOPMrCzzz5bkjSY4XsiHjfDEIMGDSsUnFgsduedd44ZM2avvfYKw/DRRx9tamo68cQTo8L46XRa1aXN5XKqhJ5aaajdmmzb3mZFZ2bAsgAwKdOGYcIAEJPRLlkSZIOAN97KLF8SNFo49EB0OhufmT9j7MQvnfsVxAyYRDYLJcXBzA9emR5eKQbYBCJIBoPBUj2aFUejiU8fdFTp/Jv/dvdhTUk4HLG4laoH50iY6UYjJ4txIxaGvmmYaCAYThcvSdtKI5GwTVZv2MRsMwSMZF0aQCaTWbRo0dtvv71w4cK33npr+fLl7e3ttm1PmTIFwMaNGw888EDlEZ08eXImk+nTp08qlVJluavravcKUa79nXfeWSwWv/CFLwwfPvyll15atGjRkCFDTjrpJFUdHEAYhtu1gYyMUi2rZ+eqki/n5ZBsySkMyHHIDSgvaMVG2tROvBgUN1C+9fVvfPdfYw95cdpJ9PAcyneQzEgqSvIo5BT0ZvW0KEmHKvMNVVq3paUlk8lEWTzUq4kLYXcBQu44VCiIFaveiScxsP+IwFOmIO65RIKcolv9Y1X33NHR0a9fP+XKX7t27SuvvKKerY5Wr14kf/hiUhL5JCRx4l65iHk0m+ZcFvMkAsoWct/64YN7jVt17VXUupL++Oe7Ro177Gtfo3yGRJATflcoyqY1sdkV38EFoiBlieZEREG5XJCbIaeTlr9NhU5q30DZTjFvXvusWSsfeKDw5qsU5CjsIOoMM6vJa6NSB61bTm4HuR1U6KBcF63dkPv33Jk3Xn/5d7997FGHjxw5UjVltcmuaZrJZDKVSiWTyRNPPDEMw3w+//Wvf50x1tzcvGzZsmgxFnnCoqJpHx1ls8jn81LKfffdF8Czzz5LROeccw6Ayy+/PHrl9jdCi6kpSVRsprILLwFEnCANMEgJKUESQYiVm3LPz83DdaQ37vRTYVlT/t/3qXjN/v/zPQzrg3r7vVxnX7Ox3rLgCcRNbKW/3UHUnC3qYyzL2nvvvadNmzZ//vzHH3/8zDPPRGVLlt75PgAEyWHaCKVpWUY8DsPATX++Lwxx6GEzbBuBkADiMQBIphKckx1jAAqFQn19vRDi2Wef/eIXvzho0KAwDK+++mrDMCZMmGDbtkqtUH2qaZqMsa6urj59+liWpQqTbFENWiEAHwYBcfIRAtKqbPbGYYQsaSFk6CisnvtSP4tGnnocwmDdw08O5/GD9z8AgSfqky4MgMUAECDU5ZZgRnkS1PPzo+YGPiBBabXdMjNgmwU3Uz9mGAKCjC+5/W9vLHh14pEHl3LZJQ8+PH7f8SPOOwtxZloWHB/5EKvb8cQbWLPRX7J67cZN7+U6X8+un92+8k3PLwEuEIvFJk2aNGXKlAkTJowfP37YsGFjx44dOHDg448//l//9V8PPfTQ7373u2XLls2fP/+yyy675ZZbmpqaisViXV2dCiH6YHrkDpNMJtWdN9988/333x80aNDUqVPb29sfeeSRxsbGr3zlK2qnICISQmzvPmrlqlhVPaIsh5EIn3w/KJL0yC9RKU/Fgpz7yu+PPHXjr2+lB55a/n/X3TTlCFq8nl5dTDMfzT7x+JpXnuuizhx5JAT5lRIYO8eF7fu+Gj1UIMgpp5yiHnddd/udpP+ZinVYlmutFolyUw8YCQP3/fNBkiSkp0p5yJBIULHgq2PwfV85Y6hiRlu3bt3IkSNVnYhly5btvffeM2fOvOGGG6Kh7+abb37mmWc+3L7nE3Wp6JOgQEWv7C8KiIQTigyJImU9ftvMBcMmvjfjcGpdTAvnzR08ftWEI+nl16jYmaHsBhLtRJ1hJYY2EGqsL+fB7IBhJiQiyhJ1qCgkIYmHJIISeZwc6thIb79z8zEn0btLaNXblFtHDzzw7GdPo40rl/32pwsv//5Tnzv1rqFj5ow74Nmh+z07YN+nm8Y/0W/fR8YedN9RJ936jXOu/9HFc2b9a/HixaoYR/U0YePGjfl8vrGx0bIslQDw3nvvqTL13/nOd6qHvo9YCu2DKCe2SuRVtdXvvfdeADNmzKAdSou1tuz/mKqOBQmYMEIZggxwH8yEEA8/8+jBF32x5ZTPQMoxx0ytAzIPP9R89ql+09AiC63GxiTSFkyvPZ+wU6JPLLRhqS3PeoNoqq32dlQPfvazn73mmmteeumldevWDRkyJJFI9O6OqhRCSBgGQlm07dKa9SvWrFmdSODYYw8HYDAppDCZFXLYNkzT8LxA7RMkhMjn8w0NDeqYV6xYceqpp3LOGxoarr766jPOOGPVqlXr1q1Tyz8p5YsvvpjJZGbMmKHevi0q46MJVrEkGRIGOGBKgZy36ImnhcmGH3U4ODlPz/E9b+TUKdhrICx4FEomTRhxMiABKdU8RTCQWvarxtDDmQSVt2lGCGYasGDCMP2gmLLjQKp1wTsH7jsZzQ1oFsh14PDJ62+6Hm+/u+Kpl8TqVqsUxDtde5+0PWWf1OghQ/Yd3zRuLAb2R30aCQbLLmR5fVM5AVI5YNWyX2Wu3H777Z/73OduueWW0aNHn3nmmTNnzjzxxBN///vfDxgw4JJLLlEl1fr06RO1nI+OOoAwDB966CHbtlUBkVtuucWyLBUkGI/Hoy2ioqP9cKoMAJudehmIIFl+vwQXsBkkzZ334pVf+0IpzKWTdXBKLZPGP3LX30694EvxQXX9DFPA4pAxxBLNTSB0FMJUvdWLdpLoVEopo62PR44c2b9//yVLlixatCidTjc3N1fvPfZRITAGS3Uk5AOdnDZNmjysf5/RjU1pKTzD5KZhgmDb8HyRSJYnk47jpFIpdSVUf3HYYYcdccQRAJYsWTJnzpy5c+c+/vjjaoHh+77aML2hoUF1ItXbrVWjLLkmAGbDMNSmjsKUHAaHlShkUWJtCxcJk+HTR8OXcx/4F4tbmDENMQMWLGYDyGXaRjQOQChBEgbIQAgwtVmy3IEuUwDMqnQOAoABBtTH6uAGYHEv76TTaYDgOejXiAwbOmZvePzEM8/F2nZMPxgDBqIhhkYDaQO2AYNBqv5FCk71Tc0qIFbtJq+8Dqrnymazqgu+/PLLv/e97w0dOvSoo4767W9/e84551xxxRVTp0494YQT1LogCIIP79q2H9M0Lcv617/+5bru8OHD999//46ODpVQ+pWvfEXZ1VQhxu3f1neb3YNt2oJEeX2lfgBjYdFJB5S2UxIhmtJImV0IYFgQLA7LgmUjLsGUBb253rJ7dcvByGYY/TalyQsvvDCZTF5//fWq7aolVu99LQCAhYbpAh2e//63/vucm268HuCGSUAIcLWQjidNQrmbUEdSXdmSKpsWdnV1/eIXv+jfv78QYunSpZdccslVV1119dVXz5kzR7kxUqnUtlwUJmARtyCJWWCAFcLiDqQDowSBWBKPPJz2/H77T8Lw4Xh9sbdibWL0EBy+P1IG576NeBIY0TwALlc7TMJAAKgiqpF3qmcYjAEJIKX8C0AApWrA4yDWd+DADdkumCaYDW5BJF57cynG7I2Tj8d/n41Jw7FXPQak0ZRGIgUzBZlEkESQRJg2WR3IsG07kpDSQPX3X3LJJf/93//d2dl53nnnLVu27PTTT//Rj35kGMbnP//59evXp1KpQqGQSCSiXXijuqCdnZ09/KllbNu+++67Hcf52te+BuDuu+8GcPbZZ8diMdu2iai+vr5UKtm2XSgUtusUdt/d7OwbqiytbduAARlCSDBMHjcB7S46Q8Nh8NGeyQzbex90ZoEYhBWDCRhRTVmz4s7aqQghTjnllCAIXn31VVUSUwjRW3MPoGL9Bwe8AOtcf11TUyKesCvPUWUiBiCsFEXeCmoOwxibMWOGCrTP5XKMsaOPPvqggw7af//9hw8fbpqmSmPflouCQcZBJhAQuG3A5AJ+ABaCxZGAZEuffdZ3ctNOOQGM4fV3DZePOeoQ9E8jYVMiZcCA5Aijjc1BjEKQRKVIbU8VyMpurZhEQpa3eRVAAAQhUJeGbdRNnfz2+2uwbCWQhGevvufBkZ+ahL4DkLBRF0PfOvSv9+tiBTNRQDJEHJQE4kAcLA5j69skA3Acp6mpqbOz07btP/3pT+PHj1+9evX555/f3t5+xRVXnH766a7rTpw4saOjQ1nIYrGY8rAr46rv+9vvx6uGc75mzZrnnnsulUqdf/75Ukq1Gdspp5yirlp1VeXqDRI/BKPKNw0AoLJjzwAkiDELzAAzYZgwrROPPHbOj3+LVR42WXhz46N/f+jo/zoDDf1RAjiDMFSrVKsEU/baavDDGTZs2EEHHaT2H1eu217+AglIH3Byzsp86f2BLX2Tic1ObiXGgSqte+u4rlsqlVC5NnV1dfvvv/+xxx57/PHHH3nkkSNGjCAi0zQj3/3WIYZQcAZhgCBDcA4JGMJ3kC11bdrkkcDxnwbDU7ff2XdgS8spx6E55VEoEbNhmq7aWtkGoFaS3Ue8w7MHqWQHxsuDoTLccguIA4P7fPb8r9944x9nXnrV7Mt+tXFD1wlf+DIamkUi7iTS7badgZ1BogjLheHDIBU6EYdjo2Qg3MZRpVIpz/NUFUYp5Zw5c4YNG/bss89eeumljuP8/e9/P/bYY7PZ7Be/+MVsNmuapud5yWQykUj4vq/egs3Lb28ntm3PmjWrq6vr0EMPbWxsXLBgwXvvvTd06FCVW6z6WVQma9s5GFhbKFCFkhiAgEGSCZOZzEAsBikR0oDDD0+uzz3zw0tlLBbUp4/5zElIxMEsmCbIgETMrHyOATIgdv5IqEaYiy66aO7cuX/84x9POumk3hwGmVoNQpV778qs9v3OAaP6MZaqBNnwqvH+P9Q8r6+vV9YwxpgqcV0qdYeDqNiaD/FPRBCRWmqHFPrEmUFxoIFMJOoPvvMOZDpAlHn99QzJIWPHYJ+x0rQcQSnYFgwDlro6MACz2xBjQG6lR95+qHzRzcr+3FnP6ZtIZZzMgMamvY4+/IJ9PoX2IkKAMUwch4ThMMsHAtgAYoCoBC6xckeOECBgW4sqtZBWE3gi6t+//4svvnjAAQfcfvvt++yzz7e//e1//vOfBx100EsvvXT++ef//e9/TyQSKpxDvVfd2YGdroUQv/nNb5RJxvO8++67T0p56qmnptNpzrnyZAJQy9ftNUx8iLPeFSoqWJSd9cUiBQ4V26mYpdYctRWpPUsuJ0/wtmzZXxt21wUuksiR2EmBzNXk8/lMJjNgwADGmMrW7zWiSgKijWj2vEVHP/nywV44h6hQMeg7RE7F0R3IbefqbOE4EUI8+OCDN954o6qKTUR/+ctfHnroIaoqNbA1BEnBA08FN/t+zuPZHAWcAio49F4r/ebPdM9MWryQ1q+me+8Vt91GfsahUkE6PpGQlYpAJeVc5y4FRQqKakufHcpyKPs2/O7qlx6V6zt5JEokfOJOoYucgNo9avXI4URio3RaK3ujukFV0LJ6c5HILWdofEgQdHXEPxEpZ52y3zz88MPZbPatt95SAWsqrblUKqkXR9ciSjTfftasWQNg8ODBnZ2dUsqhQ4cCWLx4MVVVjYgSFba3vEXYHcBduQyVGHZO5JAs100j4RWykrwsFQvURU6R1raR6xe7uojKO+eFFBVaE5J4iXiReC9W1/oQSqXSySefDEBVcOs1VAHpQBK15XJ/f/qV/RcsOYboFZJBJdlCVXdXIuQfXmHa87wo/piI1LhHlXD79vZ21Tg+PGhGkPQCl6QgyclxSXKfAipl5l39m1sOOTF3/a1Lr7jm958+mmbPolXvUm4TBXlO5X0XQ78cbO3nAyJVcDVwyfMoCFVMt+iZCOUW+0ZV8jBVc8pkOj0SeQo8EmGhSHlBHS4FIs+dDMnO8h7pRH4l8TOopFsXyzsr+JWUzg+izlLU7olI9b+XXHJJfX19v379XnrpJSJ6/PHHAdi2rbYrr46kpx2KrLrkkksAnHvuuUQ0e/ZsAKNGjaKqvALa7gymCHB1AcpJPpXMJUF+SD5RQUiXKB9yTuTyoER+G3kZKlKmi0oBuYEkahW8lWgtUSeVzyMn7qp7IiD5cYjQdd077riDMXbiiSf2VhUjoooIHU7UsXr1jY/P+9SazFlEb1FUB0q1PFXZkcSHi3CLSx71l9X151XZgW01DjVUOKFHoUOBQ4WQAiLy2l+d94/PfIkWtdH6ArXl6KGH7v7ciZR7j2SGeKk70SEgColzcrgqOsd9Cjh55bCznkeuycohFYnyRHkSPnESnHxO7VnyuFcsdPmFNcVsSeVGB0RFh4KgfPo4kSvIIcoGJCunUwoKA5IeJ+fDiwWrRq8Gt2qP/LnnngtAlfPL5/Nqb92+ffsuWLAger2UcsdiGw877LCGhoYnn3ySiD7/+c8D+NOf/qQsgtFRfTCh9MOpDq+uWhIwhAE3AEZggJRSApZlG7BMGCXfQ30dvBJsMyQYhhlZCZXvuLzWF0ZlI7WdS1dXVyKRUEEz8+bNy2azPfwA+YF/FVRUF+UBt1j0KOjfkN4bSFY9W7kDGGqZtY1VsCpDqO4r24BhGGqLiGjloK6cCnr6kMM11GKuvEMdKJvfsHT55E99CgkbMROcY8Ik24xlN24AM2DZ5ReL8k5rAjAttfw3TDCzbAlXq7EdXBNWdkADUFkfptPIF+KGVR+ra043ru/q8EyQDTADBCp5cHyQhOPCAFI2MWVWlSErhxDI8o/d9nkwDCJKp9NEpIoGAOCc33rrrUcffbTv+8cddxyAc88992tf+1o2mz3xxBPXrl2bTqdd11UJFtEV2X6effbZ22677bjjjmttbX3yyScNwzj22GNjsZiyx6gxMHKhVVtKPwTDhGGodXrVTnlgSCVtE0iZzALq7JjafdCGUQdzYLwZhommBhiGxdAA1gT0BeqhPFmGBcOGMqhWAjt6iWgbx+jP6Dc3Nzcfd9xx+Xz+/vvvR2VHPlR22FP3w1CGAkTIF7xyfCxk5Z8IKQglV3+GUkgQGAdakcqSv76jPdcYP6TJPgKog8WhNhCETygx+IxJRmDb3u9R1T5W96Mw/Fgsph6MgkiVnSCKB9oC5ayPMwslAcMKUxK2z1LJtrVrjT5p2CGkC+EhkWJ2UnQUIaQyuMAE4uUrG7Ngl60ghgGDdfuSjB3IolCHlAKSQAqGDQOGActAzECfRiQSJpAERvbpF1cCT8RhmSyVQjIJ00BTWh0NK+ebqdQQE7Bt2BZstm0ZRtsJqltlc7Ztu1gszpo1a8yYMa+++ur5559v2/Z11113+OGHd3Z2fuELX8hms+qcV7uC1BZxaopb/RVqzKxeoluW9fnPfz6fzz/wwAOu6x5zzDGjRo2KjiGZTKrPVOaZ7TTMGAxG9+/cLJuufFc1tuh+DIYFA8xQERsMiFV8tfHKe0x1Kiuv6RXUucAHdnJkjNXX16viYt/+9rdVuieq2jFjzDAMNchYVnmYtq142QQXGq4rhDAB22QJs+KYYkwN7T6sPKi9UOyI2w19G/YFhhGh5HSC+QCvSsqTvRmXsA0YYJZjpmNgZmCIEBwkRw0ftSmfgU3IdoABPl/fnu2713AU3PLbqv5Fl5KhElfxERy66qMsQOW7MXXdzco/Fqmr4q8yAMMAU82j8s0M6G5p5UcZLLPnR6X8h0EQPPXUU7Zt33PPPT/72c8aGhr+9re/jR07dv78+RdccEEQBEEQpFIpJTmVcKRc7Zxztf+pWj2qxhMFXTDG8vm8EOK11177n//5n6ampmOPPVatJnbs7Cl6Zp+tISpmLbLdq24JQKFQaGhoUL3aaaedBuDFF19cvXr1yJEjK8KzGGNqMDRNM2YDQDLBSIIxmAQ7FgdAoZooGUQwTGmWne8uUAIrpVLpKZNnJOoGAHHGRDoVB3zALk9NVZahCp3Z9oy0l84DDAZYJgADVig9ixmjJky477a7DmvvwOCBAInXFySaGzFgAGIWej14aNdGzSk453V1dc8999yRRx55+eWXDx8+/Mtf/vKsWbMmT57c1dXlum5dXR0AtQlxNDAahqH6bs/zEomESvLknHd1dS1ZsuSVV15ZunTpokWLli1bViwWU6lUV1fXWWedZVlWT/0cW8A+fPmxaxLNSA3DiEZF5ZY5/fTTZ82adfXVV3//+99XnlM1JQjDUGnY9znnvC6dAtT22vBdQHXcNhhkSL7BZPlNom3l8qdKxQ7PSzU1Dh81amIi3ez7jmRGMtYIpAnx8hDIAOYCEojv1K5NCDIZg88RM31TSPKTIYMTtj7z/O+v+90hxxze3t7esa71+z/5McaPASPEkmCfmK72o6M6a3Xruu6NN954ySWXNDc3P/fcc5/61KfmzZt3+OGHq6by3nvvjRgxInpjEARqQ+z29vZly5Ypyb322msrVqxQNljVj6vRcq+99urq6po/f/6+++77IbG+28knT4RqDIwmpdlsNspUyOVyjz/++LnnnnvooYc+9dRTUf+kXk9EnPNYzAq5b9kWICkMmMWq7DFUZZURgJSUmTfvnoMPnGKYw0LfNM1mZtUBEASTJQkpkAWqFqEAEjtVhCQkMwx4HDHmm8QQxkICJ7ghDKtr4VuNjY3msFEwgYQRCm7FUzs/YmIXQqURVt//+te//te//rVv375vvfXWXnvtVR1XTUSlUumdd95ZuHDh2rVr33333fnz569bty76NBWHXF9fP2bMmKlTp44bN+6QQw4ZO3ZsU1OTMoTatq1yZT7KMX+SRKiWhdHgVk3UG6mZhpRy48aN9fX1pmm6rqtOVhiGTinXWJ8oOp35QuvYcXtl8uvsuB9LiGKpszxsGikDSRHGSMQS8ca6OmP+/Aen7j8pERsKNAB1pRJPpJpNlibEAFstLMsiVKmtZQPITkNdrpCTybgBA2SFHNIEBxwHtoV4DAKwDMSZgDTZ1m08uzGtra0DBw6szrk55ZRTHnvssWnTpt13331BELzxxhuLFy9euHDhu+++u3Llyi3iHAcPHjxq1KhRo0aNGzdu+vTp++yzT58+fVTNEcMwcrlcY2Ojmo4SkWma9JHzyD9JIlR+oSgySJVsYYypEPs1a9a88cYbr7322jXXXNO3b9+Ojg7GmBoMo5GQKASBmeg7EDfdcnZjv6IRb7MSXQVno23bYcBM9I+be1Ew0KAB/ZvHDRkyvH3Tys6utrbWzkmTDhoyeDLQBPQRYdJQ/YCy7UNZug1Qrxmito2EJDAmSQaGtGBYJCEAaSCUsAwACLiE5Mk4M3s5kWXXR8WmqcVeIpFQEdubNm3ab7/9MpmMSvZTr2xsbMzlcqZpTp48edq0aWPGjBk7duyECROGDBkSj8ej3JdIYESkcpQABEFgmqZpmr7v5/P5aMvHHeOTtFpQSQaRbcZ13WKx+NJLL82cOXPRokULFy5Ubp90Ot3R0aFerPxIlmWpwTCdspuaTNfb5PjhyOHjWWxTtuRajDWmY01NTaViIMO6mDGQG03E6+vr+tTF+9cNT44cLtduXJ4rZq3O9/v2SdrMDjli3ZbksBxBSjv/ZJazjQgGA2NhEFqxBJhRtnWSqs/FkE4yBj/k8R3LEPwkk0wmVaEQ0zRLpZLyWwwdOvSee+4544wz1IZfhxxySEtLy/HHH9+3b9+DDjpIWd23MK5Uu8FQMY0qBar5p0o3i8fj/fv3j7J4d4waj4TqNKnfyTmPx+PqeFT3o+af0dmRUmYymaVLl77wwgtz5sx55513Ojs7VZWkRCJhWdbw4cNPOumkYcOGXXDBBQcccMD8+fPVG1WcrhDCNMzu5R9T4uFAiPJQFp2KSGEekAXckte5dPmqwYM+1dJvX2CgFEZ5CmoACJlyhEt7xwOgt5Oyg14SgyxPeg31H4vKVbLyASmTbS9WNvhEs6123vuppz2nZiOhWsWpjooxpoLifd9XNYwBqN7FMIx169Y999xz8+bNe+211xYuXKiqV6h5aWNj47Rp06ZOnXr88ccffPDByr68aNEiAO3t7VGM/GZrSDJABgggG5TcLKCnOlwBHhDAEEuWLWvqk8jn8zG7XyrdH4j53ItZqao3VmqrqqtJO1OHTIJkVIJEudGESkdiZY+LCj2phMfsSTaZTyw1E6FSmlo9E5Fa1zHGbNvO5XKrV69+5ZVXnn766RdffHHDhg0AYrGYqmM1fvz46dOnz5gx44gjjlCFfSKUe2f06NEDBgzYuHGj67qqzBZjTLkowEIwlbRugcyyGlGlHAawEMwHPDXPTKaTksxEbFC/vi0NySEEOxS+ZdtgNgCj/HYVb8QB2V1HeGdSHvMqQ18lRxdm1bOGygza2Yei+cjUWISe56nMK9d177///vXr1z/33HNvv/12V1eXWl4HQTBo0KCDDz54ypQpBx988PTp06vNwUqWqBo2lQsoCALP83K5XDqdVrP5qhW2LCeyllVXzqQrZ9khmtiZgADM4XuNAwwuUrbZRCp33PQqNRziUKVZymKQQLiznfUAQJDMMNA9/6yuDhOpLgaAKlmCezy7wrRzW9RMhEotiURCxTEvX77829/+tlrsJhKJvffee8qUKUccccRBBx00evTo+vp6lRkNIAiCMAyVQ0IF+8Xjcc/zVAl0AKZpjh8//qWXXtq4ceOAAQPMCgCIGCtX5re38tvLM0wbzAQ4YBEsBhswLCPFuWXZNiDjdrLKtVitt4+hmsfm0121tjU2fxZgTJqQ5QNUoTWaXZiaiVBVTFOmzkQiMXTo0GOOOWbChAnHHnvs+PHjhw4duoVVJipMEIkNVTU8lD7VToC2bffr148xtnLlykmTJqkXRINkpQlXtUsDoErbLq/rDLA4UQws7nmIJeIGixOjMJSGBQZTggx16tQaUhVNIhNgvRuwvhXIAJPV+QrR91VM6ZIxaajtRGgnr1E1vUHt14RhGMZisZaWlltvvXXw4MHRC1SUmUq3k1Imk8nICqyS7lTErZqRqoVlFMU2efLkRx55ZPny5apqurLQqO1WSE0gy3PRyFIqqTsloNJ2iZG0Y1YfgwAmbUvIcjGLuKSYwZT4OCBhGIAJaWxmofkYUPvAbDE2MhggExIkQQZIG0d3dWo5ElZ73kul0uDBg9USsTosJppJuq6rKiCpmGw1QgZBoO4ojUWFdIcMGQJg48aN6r1CCOWiALbIb5SVVDgJMFI7HFWdE8bAAB7AjDMGcO4LYvGY2vNJJRByhrDbErmzhx0yVNX6cgKEUR7oug2h5XQExtRS8OMIHtB8VGomwsjnrpSjJpbKRrrVMkdRMl71ClvNS9U807IsZZ7xfX/kyJGWZS1btkxVfVW2n1Qq9YHCPka5rFyUl1v+js3spXZMPWQm7DqKXlC+sSsGkaqEzJ0HKx9kOfaxMsjZ0fLUAMpdCcqpeTt7eqz5yHySImb+I8rpH4vFBg4cGIZhJpOJnqreTKYKo+p2c7aiJWNrDxubSfdjoFv/m2V+mps9YkQ3ml2f3eFCRcEQarJqGIaqgbVx48YoFVjJrzerIWo0vcTu0CgjEVqWpe43NTXV1dV1dHSonai3eJlGs0uxO4gQgArdVkn06pERI0ZwzltbW6OYNS1Cza7J7iBC5Z9Q91UlCyIaN24cgJUrV1YXpKnZIWo022Z3EKFyY6hpZ5R3r2pgLVu2DFXZKNHUVKPZdfjEi1B5/1RZEVRlYfbr1w/Apk2bUBGhRrNr8okXYbTki+o9qkdGjBhh2/bKlSullLZtqy3HtHVUswuy2zbKwYMHE1FbW5v6MxKnRrOrsduKUK0J16xZo+LjVBycnpdqdkE+SYWeeoQQoqmpyXGcQqEQj8ejPe71jFSzq7HbtkjTNAcMGCClVPv1qAe1AjW7ILtzo1Qz0tWrV2vnhGZXZncW4dixY1FxFe6us27NbsDuLMJBgwYBWL9+ffSIHg81uyC7swhVnv6yZcs455FhptYHpdFsyW6VT1hNGIaf/exnm5ubJ02apMqhx2Kxj7iFlUazM9htXRRRCXRFoVCwLCsWi2mXvWZXY7cVYYTnedEuAh99Ax2NptfZndeEahPjRCKhRz/NrsxuK0IhRLm8GsAYUzW5d/thX/NJZDefjn6gvJpGs8uxO4+E1X96nqcKDdfqeDSabbGbj4Qaza7PbjsSajSfFLQINZoao0Wo0dQYLUKNpsZoEWo0NUaLUKOpMVqEGk2N0SLUaGqMFqFGU2O0CDWaGqNFqNHUGC1CjabGaBFqNDVGi1CjqTFahBpNjdEi1GhqjBahRlNjtAg1mhqjRajR1BgtQo2mxmgRajQ1RotQo6kxWoQaTY3RItRoaowWoUZTY7QINZoao0Wo0dQYLUKNpsZoEWo0NUaLUKOpMVqEGk2N0SLUaGqMFqFGU2O0CDWaGqNFqNHUGC1CjabGaBFqNDVGi1CjqTFahBpNjdEi1GhqjBahRlNjtAg1mhqjRajR1BgtQo2mxmgRajQ1RotQo6kxWoQaTY3RItRoaowWoUZTY7QINZoao0Wo0dQYLUKNpsZoEWo0NUaLUKOpMVqEGk2N0SLUaGqMFqFGU2O0CDWaGqNFqNHUGC1CjabGaBFqNDVGi1CjqTFahBpNjdEi1GhqjBahRlNjtAg1mhqjRajR1BgtQo2mxmgRajQ1RotQo6kxWoQaTY3RItRoaowWoUZTY7QINZoao0Wo0dQYLUKNpsZoEWo0NUaLUKOpMVqEGk2N0SLUaGqMFqFGU2O0CDWaGqNFqNHUmP8fHjPZFY8wvhgAAAAASUVORK5CYII=
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CCCCN(CCO)CCCC Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)(C)c1cc([N+](=O)[O-])cc(C(C)(C)C)c1O Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1cc(O)c2c(c1)O[C@@]1(C)CC[C@H]3C(C)(C)CCCC34CO[C@@H]2[C@H]41 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: CC(C)=CCC/C(C)=C/CC/C(C)=C/CO Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Cc1ccc(N)cc1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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
You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge. Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No. SMILES: COCC(C)OC(C)=O Toxic: Yes SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C Toxic: Yes SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-] Toxic: No SMILES: Cc1ccc(O)c2ncccc12 Toxic: No Below is the molecule whose property you have to predict. Along with is the image structure of the molecule. SMILES: Nc1ccc(C(=O)Oc2ccccc2)c(O)c1 Toxic: You have to predict whether it is Toxic with answer Yes or No.
No
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