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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)C(=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: O=C([O-])c1ccccc1-c1c2cc(Br)c(=O)c(Br)c-2oc2c(Br)c([O-])c(Br)cc12
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)OCCN(CCOC(C)=O)c1ccc(/N=N/c2ccc([N+](=O)[O-])cc2C#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: C[n+]1ccn(CCO)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: Cc1ccccc1OCC(O)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: CC(C)=CCCC(C)=CC=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: CCCCCCCCC(=O)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: CCCCCCCCCCCCCCCC/C=C/C1CC(=O)OC1=O
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAAAmlUlEQVR4nO3deZRV1Z0v8N8Z7lB1awIEFEoBEUUMKhqJKHEiBhWRpyaotN1K4hA7UTRPV2J8djSSmDyzTEOiGXB4tLbDM2ocYoum8+IIjUwmKjLJUEAV1HzHM+7f++NXtT0UkyH4NvF9P4vFOtw699x9zz3fs8dbWMxMAGCObboAAP+/QwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxDCAEMQwgBDEMIAQxzTRcAYPc4sW0RE1mJn8REinoedIgcJmLVs4e187OJyN7hoT56n6J2fGX9ivaO/9yPEEI4sMWKiMghJlsR2UQWExHFFnVFPrsukWORnyOnStnk+5R2yVJkE1nkRVEYR24mkybX0flRRLxjA9DqTaBFMfX8SYbQ7t3FJnI+hRyiOQoHPqX/Vr0PeV5Y42bS5ARczFDKIqX8MqVdCgNSTIqIraybyWVyaXK9IFBkM0mSbLJ7g2V/nDC2SPVWrZrUsZK91KeTQEJNCAc6m4hsshINUYsspppUipjCjvah/eul6spH5brqTOxWEdk2URSGru06NhFRxrJssiVgyiLbIrWr+kf1vqCbqAB7WqicaPju7yBazHtoJgMYxqQS/UBbcuIQUURUrpCbImJSAVkh5VIVspiqSXcRA3L540jFVk83src6VT2HImWRTaRssi1SH2evzx+SELr7vfmImhAOXEwU9lRNNjFZFtlEcc/PFCmiSvT6L3+ZHVDbbYdnf226laoqURApu9p2sxalU0QBkU+UJiJybGKrJ006U0TKIrZJWcSOVHk7Z4/0eI9N1i4r0b8JakI4cMVEESmLKN07sCljJy4pKnrEKVq5Otjakj5xrL957Tq/c8zEU2M3F1MqjuO04zjSkowSjcsd60OblE3KIbbJ6olnT6dQEds9VWbPsI0iyyayyXL2ewgxMAMHLpvI6hlISVJERNk0UbR21fvpXJbS6UyuLli3mXzltLWl/VIVB07ghUFADlGayO2d0wjJCSmtKEPkEtlkp8h2yLLYJrZIWcQWsUVkk2WRbZNrk2PHth3Ytm/ZgUWfRpWFEMKBy+odk9TXvtXbiyOLyOUjTp/w9ntLqbN92ztLjz/0SGrpXv2bh2n5CioVKfZSXCYKY4tC1TuaonrqRpnFIKLeEVIitomlrrOJHLJssh0mKyIrJCskxycrJCf+FCKD5igcwHZ5bVqKSClWtsVcKlj54ro/LRzZbzCNOnb1rd/98x9eHnfKiSPv/TH1q6aqFNXUlJXl2rVpRRT2jsk4FMQqqLItIpfIq5TSbiqbSltEfsVLp9OWY1Nv3an/SF+w6lMYR0EI4QDGiXmDjymyKCIVU8wUqny+2qmmVZuX/fDnwyth//y2pcsX1Zx83FG/+Cn1r6GBA4qKXLc+9ikd2Km0TUzkEKeoTBQTuxS7ZFvEFlmVildTVd3dXbAsq66uRu04PSEh7KmZ9ys0R+EAl5hTIEmDTUQ+xa1RqUiOV52ilE3ZzOYtLSsWLaZi+ahcnbf6oze+OYu8kCLlKmZiN+PatTa5VCoUySZfRUQqJj+MKzbFYewTqVTG7Sp21dbX5nI5InKYXKa0ooyirKLqmLJq/yeQEEI40NmJi/TjOQObKJVxc4ps162JSiWqr7/gf3y3/xGHb96yueboow8aeHDThqZXfvqvVPSy6ZxFTkTkMZFNuX41ZKmspXLkZ8r5est28p3VFrsqzFqcsyyHI9dmKzlLERNFiVbp/obmKBy4mEjpKXUmim0iIovYoTJxRNwZdQ10a3OsqBCQZ9Pi5YtvnmWVu3nokNyxY2b+5teqX/2L767od+hwnyiK4nrXsTzPdiwqdlMmRawoUFQoUEMDef5jv/7VoSNHbm5rnTx1Wv/DhvUsWes7Wb//ay6EEA5cMZFPyibK9AzH2ERENrFNRY4jK5YfZWNFyqKQqFyiVSsfv3FWw/DDF65eu6Jl+6LtW0Z9/uQHfvu/G4cdahNliZw4pFKJOKYgoFBRxLR9e+ebb/c7/thyV0f1GV+krs53li05aeo0smVW0CVKLFuz9/+yNayYgQNXTBQSEakU2T0z77LIhShjObainO0QK69UzNZWc4oih1Pjj7zstw+f8LkTWorR+OPHj6wZ8F9L3j3n7KmvvvGnQwY3dLS2qq2b299ZMtgL25atyK/dsHnlmqFDh37U3HLprbdUNw6m1g6qzm5fu4ZUSLYjFWFMtp7RSH0Ka7hRE8KBKyIqkyKiHJET934b0KFYvluoKC6X0+kMpazQUhVSFlk2lZwo3r6p5Zyzztu4cfMXT520qbVt5erV6frciOGNrevXpPKFeqKZJ004RJHTXa630rm6ukPHjh51+SWLnn7i5Ku/3v762wOOO4bGH0tZh2yXKRWQE5MrC7tdJuKe70JZvYt49AhuT0/S7u1J0ida8L2nEObz+bq6OtlIp9PZbFb/KAiCdDodhmEcx9lsNooi191tpVqpVFzXTaVScRwzc3JP3/dd17UsK45jy7L2cJByuVxVVWVZO7whKXwQBJlMhojCMEylUnJYeeSTkwLY9sftfWbu83Lw/9gOV3LiG34fr/zsfVCSwKQURQ7ZNtGaVWumnDf1o482sDzVsojjNNGwQYPPGD9+yplnnXj0mIbqmprRx1LapZRPKaKWLbShhVoDam+jqSdRvyrK1pRLnlszgClV7ir2q6mhmMihyCVFlFZETLFDERERuURO2LvFRJ4iIkrbe21u7qUmZOY4jiUbSqkoiuI4zmQycrHGcew4DiWu/p3pfYhIZ7VUKmUyGfnRHoK3y/JEUaTTopSSp8uDjuNUKpV8Pj948OBPfswkpVQYhpZlpdPpfTsCGCQt1qatmw8d0hhG4aqVK6+99trFCxflqnMPzpt31FFHHTXqyGyuhmJFibstOVSyyKKwmn36cBP99o9PPPTAid+8dNQ3ZlI6RY7jO9WdxdLBuYaeb/s65NlkUZTpCZ8d9H7hOB0RWeQ75BI5fkTMlHLI2ctIzm5/HIYhESmldG3g+346na6qqtIBcBwnCIJCobC7BMpxlOoZ1g2CQLZzuZyE2XVdz/MKhULyRfdAUue6rm3btm27ruv7fhRFjuMopXzfr6qq2rcESsFs206lUjqBvu/vw6HArCFDhsQqTrmpY8cee8UVVxDRiBEjpkyZctwJJ2RraoiI4ph8n8KQ4zgmKjP5sZcmpohoyMF07IiuFC3/X8/TxhL5RJbV4eerahoCizor5ShFnh0G5JP8iX1Sfop8i5QiilzyHMqT6iA/yPiUjcjZ+5zGbkOokyP1WBRFVVVV+qdBEMRxTETpdLq2tla2dymbzcZxLFdzdXW1bdtRFHV2dmYyGd/3fd/PZrO1tbWe5/m+v4cwE1Ecx7Zt92kiZjKZcrkcRVEqldJN0L+lo6tbpHKX2efjgBGFYsEmu1gsElG+kB8xYgQTjR07NldXR0pFnhcHPqVTlMlQKmVZlu2Sa1POyXIQUqlCDtHnj5nw36bUlKn93gcoXybbzmSqFFF32cvVVkekwo+/gh8TxcSxRcqh2CZlESmimFRAVCH2SO02GAm7DaFc0LZtM3OxWJRW3+OPP97a2kpEOjBdXV3UG9TdcV1XIic1nuu6/fr1k26bNEqjKMpms7K9h+M4jiMJlEovCAJmLhQKdXV1qVSqu7tbdiuXy/sQQtu2pb0tLd5yuazbuvB3JJvNWkT1dfVEVFdbt2jRIiI66ujRcRSRbbvZrJPJEDFZRKyIKK7EaSaXKCXNH9emgbXHnTcpnc6+9cqfyM6QsrKUKgeFXDbr9HzxwnHJdsgiy9YzFi5ZabadmKqJqsmtIseiVM9XNfZmt3tIHizLkr4WEa1YseKf//mfJ06c+MILL0hEPc9raGggos7Ozt0dp1wuS3Jc162trZWdn3/++VtuueXFF18sFovJbmEURbs7js6V7pem02nLsuSYSikZQ5KPITm+8leRUSLXdauqqlAN/j3KuKlypaz/uWzZMiI64ogjHLnGLOIwDCqV0KuQbZFjU8knnyiMiCyqrSHXIdehE48fevIJHVXOgnkPkLIoDg9K11ZbpMpxisgl16WURWmyHXIcsh0mV77kSCFRQLVEOXIzlLEptdP3sHaFd6NYLMqojPytlFq+fPkXvvAFedY111zT1NTEzEEQNDc37+4gWhiGzFypVBYvXjxz5kw5SC6Xu+6667Zs2SI/6uzs3OsR5BWVUrJdKpWiKJo7d+7cuXO7urqYua2tTUr+15LDhmEojVt50Pf9fTgUmKKYFXPE7AV+zKor3z3uxBOIaPny5V65Eng+x6pnJ/lTUVxiLrMKQo89n72K38ZBB5c7+f2V158w/mCipvf/zCrkIPJbuthjDpgjjphD5ohjn8M8x3lmn5lD5iJznrnE7DGHzPEnKvZuQyikaRcEQT6fl42HHnpo4MCBRFRVVXXHHXcws1JKdtsliTEzf/DBB1dffbVUL/369Rs9erTUV+PHj3/iiSdkt1KptLvj6GDoNLa2ti5atOi4446TzurEiRPfeOMN+VGhUPhE734nTU1Nb7755rvvviuvIi1e+DsSs4qYgyiUlNXW1xFRoVBIZk8FYVjxVBByyNxa4TJ7ntfF5Tx7Re7mQjt7BY4Ll331vFqXrrrsq6pY4KLPZeYuxT5z2BNB5jjisMhhntlj5oi5xJxnLjCXmH3miFntvcx7CeEutba2XnLJJVKbTZ48+b333iuVSnEc67yJIAgknC0tLddff730Iaurq2fMmNHR0VEul1euXDl58mQ5zvTp0zdv3qyPIBsyD8nMlUqFmeVGIF5++eWTTjpJmqPZbLZ///7SjPzOd77T3d3NvVnVqZZYSs0m0dIB2759u2zMmTNnyJAhRDRs2LD77rtPqlbZTepe+TtZPcobVErJbmEYep6nf7Ru3bpVq1bJ25Ed8vm8rsaZWXZOnrcgCPRdRh+qUqnoJkmyPLzjvSmKojAM9dOZuVgsRlHk+748XcqZfK6Mmek3lXxuspyiq6urz0ecvPkmS8s7Ub048bHK+9UfhD6aflM7l2GvYlaqN4Sr1qy2HPuQoUMqfs957nndWAWeH4cRR8weczn2mTs5aObukD0ulblS7uDiwvYPcofUWETvL1nKPnNbhSscB8wxcz7i7jKXi+wXmAsRl30OO4pFDpk95gKzx+zzJyz+voRQGqJPPvnkyJEjiai+vv6uu+6SM1goFOQzkA9VKXXjjTfW19cTUf/+/S+66KL333+fmdva2ph5+/btcRz/7Gc/O/jgg4lo4MCBDz/8cBiGra2tyZfbtm0bJy79N9988/TTTyeioUOHZjKZ73znO/L4t7/97ZqaGqkSX3jhBe79CLu6ujo6OmQfGdTVR9bXzQMPPHDYYYfJzEf//v3lvnD++eevWbOGmSXVUgApub5K5Pjy3vWrMPPatWtvu+22fv36EdGUKVPkjMlxPM8rFostLS2yZ7I8+j16ntfnUs7n801NTdLS1u1t2QiCoE+zOY5j/da4N3vJMsdxnMyb3G70DUWnZZeCIJBeQLLM7e3t8k+56yUPrsugDxvHcblcrlQqyVepVCpyTDnD0jfZ+Th7VfYqYRxFKo5U/MofXk1l0uNOPGHnNxNFURSEUjF25AtdHHRykOeQOeBtnVysNHNlPQcXf/MfKUMNDXVf/PwXvj3zukd+8es//PE/N33wAXcUubmTt7TwhrXc1sTlFg5amQsce15nF/vMAUdR1N7d9UliuC8h1KemqanpG9/4BhFZlnX44Yc/99xz3Htle5537bXXSjVFRJdccsm6des8z5PPW+jtFStWXHbZZXLpn3766Vu3bo2iqLm5WV+gcrWtWLFi0qRJ6XQ6lUrV1dXdfPPN+lIWr7/+uu61XnDBBS0tLbqobW1tyUqju7tbfvT444+PGjWKiDKZzLBhwx588MEoip566il5kIhuueUWfa3oqlieq5SSXAm5iEul0tVXX93Y2ChPT6fTjuP069dv/vz5URTJ/n0ucX1N6xLqe7ZSqlKp/PnPf54yZQoRjRw5csGCBbxjBSJnO5/PJ4MnMZNh3mTx4jiW61vK0NHRIRs62MlqKqlcLveppeUpSin5HPWtM3kzSpIQ9rm5RFFUqVT0aZQMS1F3WaPulWLu7O6ShudP7vmfVbnqr1319YrvKeaYldSTPV3HKKpw3M28jcNu5gLHimMOAu4ssReWOGzl8N1ta1OHNLgNNWRTba7GISKbhhD96uRT3jx5UuHCy3nWLfyr+/jZR3nFH7mygeOWoHsDF5o56mYuhFxWvPf7yF8dQjnjyYvvL3/5y+GHHy6DnDfccMPWrVt//OMfV1VVDRgwgIgmTZr0zjvv8I4tKN/3pRHY1dUl57qrq2vBggUjRoyQkdLZs2fr/YvF4rp166644gr5quXQoUNvvfXWzZs36wJ0dHToLlwcx48//rgM3h5zzDHz5s2TT3Tnhtbzzz9/8sknSyN55MiRc+fOTTauisXibbfdJkEaNmzYwoUL5ZrmXXVct2zZIlMaP/rRjwYNGqQb6kuXLl23bp1uuk+cOHHt2rWcaIVKQ1GXrVKpSMUi50QptXDhwn/6p39KLhisq6u7+OKL5Ypvb2+X+dVkYSQtsq1b9fJPed0FCxYMHz7cdd1rrrmmzxOjKNpzC1DPDOl/Jk9sEATyEp+kTy4TQvrlfN9P3qD1Pns9Tt8ShkFre5vE7KprribbmvPzuV7gRyoOotAPg0jFOodlVls42MbczeypiCPFQcyFgIOYFXscP/7y85QhStOp55097dKvzrzqH0897ehJjbk3zpnyX4NHra5tXJntv+ygwb87pP8rX53EH7721E9u/NPjc7j5Q277iLktH7Yo3vuwwr7UhMwszQnZ3rJlSxzHP/jBD2TQRRayVFdXn3HGGW+88YbubBSLxT7nNNk4DMOwra2tu7v7a1/7mjQIJ0yY8NJLL61Zs2bWrFnSzrQs68Ybb5TrmJnb29t3ec9ua2vbuHHjKaecIlftZZdd9sEHH+hXZOZnn312woQJco84+OCD58+fLxdNoVCQZpu+qS9evPikk06SSF9++eVSE8qL9unJPPLII7IUgYimTZv28ssvJ4dzn3zyyYaGhgEDBtTW1t5yyy262JLnfD4vBUg2LNevXz99+vRDDjlE3sWdd965YcOGuXPn2rbd0NAwaNCg+++/Xx8/eSajKJKbha52dElee+21M888U+fZsqxBgwYtWLBAWr87n8w+/XxdW+oqMZ/Pf//738/lcoMGDdq4caPeYZefiyYXg672pfy6kGEYdnZ26pb2Ho6z64PHkWIuVcpe4P/DP16eq635/X+8JDWhYg5U7EVhoOKIe/qDbRy2c9QVecw9Iy6xF1W6C+zx4v/zxqDGRkpbVOVQmjKD6smlqhxNqKItV17N5/8Df3k6TzyHv3y+P+W81TOmrf/Bf+dtH3LrR//5o+9zdwtzu8+FT6Um5N7KMI5jPaTBzEqp1157bfz48UR01FFH/fu//zvv6sOQoQu5OOSuqS8a3Y18+umnjzjiCOpdvCI9q+uvv17Sns/nk8MPeipF1x66ln700UePPPJImef83ve+x8yvvfbaWWedJV3ZqqqquXPnSg+EE23j5JgBM2/YsOGhhx6SucfGxsZHHnmEeytzuXqeeOKJo48+WuqoCRMmSHeUe69gXZj29vavf/3rcvWPGzdu6dKlkl6dOt2K+8tf/nLjjTc2NDRkMhnHca644orm5uYoimQuZ8OGDV/60pfkODNmzPjwww91aZPNUVnNp9/XK6+8cvbZZ8uzRo0a9ctf/vKZZ545//zz5Qx/85vflOf2qYtkHYVs62aCrgwfe+yx2tra6upqOZn19fWzZ8/Wu+2uYymjQcnLRm9/9NFHp5122jHHHHP33XfzPnUIOTH74AX+ocMOI4tWrvpQt0Ile34chaxkmsHjOB+WK5UKx8wRx14kw5/rlq7MkZ11MudOveAnc3/2vR/94MtfveDkL51iV9FRFj36uZPebDzmw8OO+eCQ4cuHDHv54IP5+9/bcOvNvHUTb9/++q13cFehWGzZ6m2PPsE0xV8dwuRgGjNXKpVk26NcLut+2qZNm7j3Zp8818nGkr5G9bChnlG86aabBgwY4LruGWec0dzc7HleslmVvGgkk31u27Lzxo0bp0+fLn2zXC4ndVo2m3344Yd1MXQZuru7dccp2ebcunXrtm3bJk6cKF3Hc889d/369cz82GOPHXbYYbIU4cgjj/zd734nz9L1ki6SHrdYsGDBuHHjJAy33367NKpLpZLcQUql0u233z5w4EBZvDpt2rTly5frN6hPGjM/+OCDxxxzjIw233PPPcmPINlErFQqmzdvvuiii7LZbCqVOuigg26//faOjg45e2vXrr377rul3dHQ0PDb3/5WPsHk1S9TxPqUShP66aefHj16tAy2jR07ds6cOddddx0RDRo0aPTo0X/4wx949wM8yaPJC4Vh2NLScuedd8pnJO/9vPPO6+zs1Oftk+sZx2Z+f+UH1TU5sq3/emexYu4uFSV4EsJAxb01b8xBLLN/5bKXj+Iu5v9YvGjwoMZaJzf1rPNkuq9QKPgcr2vbkuewa8tG/v2fKrPntNx0y4oZl/7+rC8+8LnRPP/fFl03i9ds4w+2L/3eL7iDPebtMnWxN/vYHOXe2kC2+wy+yYwFJwYD9ON6fCw5G5HsGHDiMlq7du17772nDytPKRQK8lpSdSilkm1a2ZYd9Pj7U089deihh0rVOnv27KamJmmq6RZ1sh2YbBr5vi9lk6v8vvvuk3U59fX10kKurq4+9thjH3zwweSZkcPqDo9OiMTe87w77rhDqvcjjjhCj2bdfvvt0vjMZrNnn322dKQ5UTvl8/lko3HlypVXXHGFVGUnnnji0qVL5Rag68O3335bhs2I6KCDDpo1a5Ysq0hWmMy8ZMkSqVoty5o2bVpbW1vyBqRPrzzrueeeGz9+vNzLxo4d+8ADD8jbDILg7bffPvzwwyXPl19++e5CqM+znOTOzs4f/vCH+kYwYcKEm2++WdpBAwYMuOuuu/ivt2nTpnOnnEe2ZTl2OpuprsmdO+W8jU2buooFqQzDOJIWKSvmcsCVmH3mmP1YVZhfWbakdvhhZLlTz7mAQw7aixwoVuzFfoW5TZqXnWVuLXB7G7e3cPtW3rqJN2ziDdve/9d/Wz/veV7Ryk3lEvNav/TphvDAp+fElFLr1q1bvHjxkiVL/sZjfvjhh9dee61c2WPHjr3//vv13ExyGnNnySsyDMM//vGPU6dOJSLHcRobG4cOHapjIDXJHniep6vcZ555RiZsiOi2226TG9O6detuuukmOaBt29dff73uSCdrOd/3dRv+/vvvl0s/k8ncfffdspvu+Ydh+Pvf/17aAkTU2Nh47733JntxEtTOzs7vfve7MiM1dOjQZ599lhPNbN1jlEfCMLz33ntHjx4tQ3HnnHPOW2+9xcwXXHDBWWeddemll8prjR8//vXXX9dlDoKgT0dXbxQKhaampssvv1wiPXjw4Ouvv37GjBm2bWcymVQqNePyf1i7dq0X+N3d3dI6jeNYeQGHiiPFihXzGwsXjT3xRLLtr3z1ki1NWzlmjmJWrKK4J8A95YjZC9n32PfYL7PvsRewF3Il5grLwhrpc35cNe3eZzyEyRasrp/3QRRFugJpbm5+4YUX5s+fv/OVvfP4XpJM3+korl+//sUXX5TFt0R02mmnPfPMM/rldncQ3XjW5Vm2bNldd90lNfMhhxxyyimnSI3a0NAwc+bM5uZmqXySHbzkgGpnZ6cUe9WqVV/5ylfq6ur69et3wgknvPrqq7LDq6++OnnyZCnn0KFD582bp8sQ95LyyGHffvvt0047Tdod55xzjl47IZ0ImSD5+c9/Pnz4cGl5Hnfcce+99570abu7uwcOHFhdXW1Z1tVXXz1mzBj5ctmVV17ZZ3Wk7p7INMy6dev+5V/+Rb4cR0Q33HDDpk2b2tvblVJNTU1XXXVVTU2NDDJfeeWVmzZtSjbaZbliPp/funXriBEjiOjLX/6yjHfomZgwDHc5drVffJZDKJfdPgxz71JydN7zPD0CoT8n3tuoIPfeyHWRPM979dVXZ8+ePWfOHBmSDYJgd/NsQj83OXJYqVSWLFkybty4VColo76TJ09ubm7e3Xsvl8s7r7CVnefPnz9y5Miqqqp0On3yySfL/CQR1dTUzJkzJ3mXSQ6x6Pkb+YJLHMc/+clPZA1GdXX1b37zG/3E55577vOf/7xEdMyYMU8++ST3LlqSfLa1tU2fPl2a/UcfffQll1wineTGxsaXXnqJmfUCIPm7ubn51ltvlfuO4zhnnnnmhg0bkidcPqkVK1bccMMNcqsioqlTp77//vvylqUJs2nTpvr6etd1p0yZop/e3d2t39cePpS/0Wc2hPqs6SjqNV9/lT7LYpNXXp8o7nlyuc9MOu9YuyajpTuieziU7rZ1d3fr7c7OzhkzZuiJWd2F1q8i1ZEcXI9I65Gz5HFmzZpVVVUlI58HHXTQrbfeqsfbdJxkAFZP2esH9U3k3XffnTJliqzsnTx58l133XX88cdLBj73uc/NmzdP6iIpnpw9Pcb71ltvDRkyRCa9Jk2aNH78eKnHLrroIjnVMq/z05/+VKIuDdply5bpUxSGoW776DHw9evXz5w5Uw5VX19/4YUXylNWr14tUT/11FNlNKi7uzs565Ms6n73mQ2hzlvygt6HUe8+g657iMcnDHlyJImZZZbf87y2tjb9Ge/hw5b9OXFl7PKl+3Sc9OiXnhCSV5FtvZusEJSVPS+++OK4ceMmT54sa+44UavI8ZOrZGUjOd2itx999NFRo0ZJa9ZxnEMPPXT+/PnyIx17/aa4t3kpdeOdd94pix9GjRp1zTXXyE2hsbFx9uzZv/71r6XpWF1dfdZZZ7388svce99JNiXk3Mq2nlHbtGnTt771LYluJpM5/fTT5VBjxozp80lx4j7FO65e3o8+syHU+kxM7ZswDGUEOAxD+YUA5XJZTxXuoQvXh3Q/9PT0zjeFrq6uPX8VK7nKeedl3H26ZzKyUqlUki+ka+Bk1S0LFXjHrmOy2VwqlfosxOHey12vofN9v7OzM3mfkveybdu2kSNHDh8+/J577tFD1volkh+QHDCZ6tdff/2kk06SwFx44YXnnnuuTDhJ/M4++2wZ/uFEM1WvkZI3ohdCcO8yWsnStm3bvvWtb0kD1XGcU089Vapx+YUs3LucUB/n0/MZD6GMScqF9Wn0qpPLPvZczUowdi6DHuQoFov6jrvnQ/WZlZHmq/42pj5gn+axzMroIOlFDnouLtnwlrX1vJt7v1SJcqXKy+llsXLkQqGQbFTrpqwUUvey9GyTflHZkPOgvwzAzL/4xS/0wvqbbrqpqqpqzJgxTzzxhPxUWsWys36KHkdJPt7e3q6/YCAb77333sUXXzxz5szNmzfLI7vs4UdRtOdRt7/FZzaE0kL7hC3JT0Jf7pz47hLvNOi/hyNIeOS+ILdYvbYzWZUlv220S31ayJpuhiUXSCQ7Nnpbypls/SbfhV5FLUeQESOJaBRFOpbJhrF+4s4NcjmyHuHQUU++YnKgUjKgs6RP6apVq6ZMmZLJZEaOHCm3M/3qyZtX8ougfep8+Tu5EkO3F/SJSvZi9DzNzgXev/DLf+FAVyqVZO1+V1fXwoULa2pqTj311H3+DSYHIIQQDmhxHFPvbxKTFcLJX6v32YAQwgGNe38PevK3vCulUBMCmCG/wFZ+0Z7psuw3n53bCXxWyWSMbDPzzr8A+u8dakI40MnQpf79t/SZ+796UBPCgU6+CyJTCPJIpVIxW6T9CzUhHNBkJk0Pw4RhaNv2Z+yXoyOEAIahOQpgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGAYQghgGEIIYBhCCGDY/wUtHFatvors/wAAAABJRU5ErkJggg== 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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=COCCCCO
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAAArZ0lEQVR4nO3debzUdb0/8PcsZwMOpojKxQ1FARMNFxTMJM3USpIsFTUXrvdXD5W4mrk+9JYXsXLJvF1LxMo00bymBkWkqZgbiKKoCHLYzr7MnNm++2d5/f74zHwdD4mIHj6HfD8f1OM4Z+bMd3t99u9MAgAxxuxJ2t4Axj7tOISMWcYhZMwyDiFjlnEIGbOMQ8iYZRxCxizjEDJmGYeQMcs4hIxZxiFkzDIOIWOWcQgZs4xDyJhlHELGLOMQMmYZh5AxyziEjFnGIWTMMg4hY5ZxCBmzjEPImGUcQsYs4xAyZhmHkDHLOISMWcYhZMwyDiFjlnEIGbOMQ8iYZRxCxizjEDJmGYeQMcs4hIxZxiFkzDIOIWOWcQgZs4xDyJhlHELGLOMQMmYZh5AxyziEjFnGIWTMMg4hY5ZxCBmzjEPImGUcQsYs4xAyZhmHkDHLOISMWcYhZMwyDiFjlnEIGbOMQ8iYZRxCxizjEDJmGYeQMcs4hIxZxiFkzDIOIWOWcQgZs4xDyJhlHELGLOMQMmYZh5AxyziEjFnGIWTMMg4hY5ZxCBmzjEPImGUcQsYs4xAyZhmHkDHLOISMWcYhZMwyDiFjlnEIGbOMQ8iYZRxCxizjEDJmGYeQMcs4hIxZxiFkzDIOIWOWcQgZs4xDyJhlHELGLOMQMmYZh5AxyziEjFnGIWTMMg4hY5ZxCBmzjEPImGUcQsYs4xAyZhmHkDHLOISMWcYhZMwyDiFjlnEIGbOMQ8iYZRxCxizjEDJmGYeQMcs4hIxZxiFkzDIOIWOWcQgZs4xDyJhlHELGLOMQMmYZh5AxyziEjFnGIWTMMg4hY5ZxCBmzjEPImGUcQsYs4xAyZhmHkDHLOISMWcYhZMwyDiFjlnEIGbOMQ8iYZWnbG8CYTSC92WNJIkpUfl2WIFX5XQKVxxPv/RVKlP8TfV4bP+eDDdwQAkgkElLKdHrgbiTboYG0IqVJJylJRLqSmCRRipLlsIEoSSCSRESUJp0iIkUEolSSElROcZKICAnSRElQgoh0JYEflsMB1xxVShFREARCiCiKTAKFELa3i/0LShClKv8SVWHQ8Y+IHyFFJIkkVYKnq+q6BFGCkCACJVF54dYlkAZgTQhAa11TU5NKpcwjrusOHjzY7laxf01IJjSlKEVEqSQRJU1VRnF2TAszUa75TIs0Rcl0slJJElGKZOVXtYlKYzVBKkGoxHvLBlwITdXneV5NTU0YhkRUX19ve6PYvy6dfK/WSpbrRiKq7iomyg3U8g+aiNLvVYOo+mOKKJGgZJ8kf5gEgA9/1nYUdwKDIIjjVyqVGhsbrW4X+1ekK129JFGSkCSKx13Qp7Wp4+YqEuQTKaIaojRRuhIgJCg0OSRKEdXhfQM2WzBAa0Iiqq+vV0p5npdOpzmBrL+YhKRIVsY/04lKZWhGahLxeI0mTSSTiRTJVDIinaRkDWlCuX+YSFIiRdoM6hCVH09t/pZ9DbgQGo7jDBkyRErZ2NhohmoY++SZ9mWCggRFRIooZSYtEjqVAJFWRIp0PPxZmyRSNUSUSFGSdD1RSuvyCA2INNWlzDCPLo+OEm1NxAbi6Ghzc/MZZ5yxxx57jB49euPGjalUikdHWb9IEFIUJikkiohAOkWynkRKCgoiCkQqFLWRqI9EfShqPUElRUKQUoNI7URIBYoCEClKKkoogqJIpUOVCBRFihKKUqDE5vOQffV7CHW5HKEwDKU0DXCSUsa5KpVK5ofe3l4imjt37v777//kk0+6rtva2jpmzJif/vSnyeR722lGa/q8RRiGYRhuzzqz+r3ifTSCIDCPaK3ND2aboyiqfonv++a3nuf5vl/9FwZgoROfu+odN3uktTYjC+ZXfY5MfHAG4E4poogoJHJJgGSSgtqgRMWA8iFlQ1ryxrob7vjdcd/6w5Sz/jHtkvx/3kYvr6V8ibRIhVHmhWWPfudyLHmZhI+URDIgkuTKpnsfmnv2d8jTlNRBQm3NiEu/hzCZTEZRFEVRXV1dOp3O5/OFQiGdTtfU1ARBkM1mGxsbtdY9PT1vvvnmuHHjLrvsMq11Q0PDzJkzL7jgglQqdc0114wbN27RokXFYpGI6urqzF/2PM+c72QyWVdXV1dXl0qlzAxHf+8UEcUzKKqKEKJYLNbX1wNwHCeZTCaTyTAMzTZrre+66679999/1113nTt3bkNDAxGZ55ufS6WSuZrjPz5wpNPpMAyjKDLbZs5jbW1tFEXJZDKRSHieZ9osqVQqn8/7vh+GoTkCJqvxcPfAkSRKaFVLVEeoJdVAVJNOkVLkRvTXv//+8h+8u+yVs7761TPOP/+AESOaV62+/4IZ9NoKiiKKwqHFUuGVlYnmDkqSJpVIJUgpKvlqfRtt6qRQEamIpP4nK3I2g37m+775wcy/m5+FEEopKSWAKIpefPHF6dOnm+3Za6+9HnnkEZMlpdQrr7yyzz77EFFNTc2MGTM2bNgAoFAoxH8/DMMgCKIo0loLIYIg6O89immtzS5UP9LnP82SA8dxFi1adOqppw4dOtTsZmNj47Rp09rb280zzSVrXpLNZrfbLmw9c2C11o7jxOfU7L6p+QGYQqS3tzf+FQDf9z3Pqz77A4gCnAhCSUQhPMBBmEM2g+deuHviMUsu/A+88zYy7ehtR3cbVr+78LwLfz7xGDz5N2Q78eLLj+43Cb96BKVuRB1w2lHIYlNu48U/nDf6WGzIQBRyKiPx4Xvd7yE0F2L1I1EUxWforbfemjZtmilchw8f/pvf/AZAGIZCCBNU08685ZZbhg0bZp5zyy23mIsgm816ntfn7cwL+3un4v1SSlU/gqqLz3Vd13UBvPnmm9OnT6+trSWi3Xff/eabbzYlTiKRGDZs2N13353P5wE4jmO2fCBerAAAIURcymitoygylb9Sat68ebvvvvuoUaNmzpwppYyiCIBSqlAoxMWiKWUGFgk4Cr6CFlK5kCX4OXT3bPrxrbeOn4BFf0GhHZl1kJ1Q3Qgy0bNP3Tn24PCWW9G5AYsWPLLLgZj9S2RbEbYjsxGZbmzIZC6b87sxn8eaNoQ5iZIeCCE0wjB0Xbf68lq3bt35559PROl0etCgQZdccokQolQq+b4fn0UAnZ2d5of169effPLJRFRbW3viiScuXLjQPG6qoz5hiF++3Zjwm55evJstLS0zZsxIJpPpdHqnnXa68cYbTY0tpVy9evXUqVNNX/fYY49dsWIFgEKhYK7ytra27bz9WymKIs/zquv/9vb2888/f9CgQWZSt7a2dvLkyWvWrAFgChcAvb295pjEjwwUEnABF1AyEA6UB6+A5vbHT//2n6edg/ZuFDMIu4BsiEzodaCQWThh0upTv4HOtVj86MsHT8Zt96BlHQotyLaitQVvvNt+2Y/mH/YlrG1DqRu6iIEQQlMboKpdunz58muvvbahoWHQoEFEdOGFF5rnmMZMTErZ0dFhfu7p6TE/PPbYYwcffDARDRs27IYbbmhpaYkLWtMW7dMg7G8m8JvXXWvWrLn66quHDx9ORCNGjJg+fXp7e3vcJCuVSqaYeOKJJ0aNGpVKpZLJ5MUXX5zJZFB1xAaUuNERV2ivvvrqtddea1YUplKpY4455uyzzza9fSK6/PLLTWM77nQMxJJFAQHgIAIchEAAz0Fb7tef/+rvv/B1tGZRzEEVskFHEQUND/ncq8d8een4CehYhb/8/m+7jWo59qt/PvPrd5/91T98+1sPf33qc2eef/+hn//lfoehJQM3C10APrw+2B41YZyTjo6OOXPmjB071vSLpk2b1tXVBcBcfFJKU5MAuOeee5qamgDkcjlz4fq+by7cXC531VVXmTO97777LliwoKWlJX6juCHU3ztl3sIMzMYP9vb2FovF66+/3vRjieiss8567bXXzG/DMKyupc1hKRaLF1xwgdmd0aNH33fffdVHbECJ97Stre2mm24aN26c2ccZM2a8+uqr5lee582aNcsMRI0dO3b+/PlCiLhYcRzHzqZvgYITIAv0AAIKXogO775jTlt+/pV4N4OmTYg8iSAvSoDCxva1J3y96ehJaH8Dix96pnEEpp7bcuM1L8y5YuWPr2/60Q3e7FtfPPmM+Qd9Hs3dcLtLheYBEUJTEDqOc//990+YMIGI6uvrjzvuuFWrVsWZQaX411o/+eSTRx99NBF9+9vfjk9eXL/Fz1+yZMnJJ5+cIKolmnXemR0vvYyCB0fAV5AIJALABwRQaTkpQEAL6AhaQAEa0NCAhAAiyAhSaNN60IACtIBWUICCBAQQQon47wQhhIIAQgkNQDV3bFr89F8PHDsmkUgQ0cknn/zyyy+X31up6iradV1TscSjU88+++yJJ55orulvfOMbGzdu7M9zsu0KhcK9995rGiMNDQ0nnHDCW2+9VV11Syld1121atWECRNMV3/69OnvvPMOtlPJogBR/qcVtIIGYM5y+Z82/43y4yGQVTIPlCAReejJocP5/XHffPSoaVhfQr4EJysQZLwspEBn9snPHrlqyhexaTmeX7Bs+Gjc9L/oaILThNw69LRg7bpNl1z18L5H4K1N8DMa/VYTmhG/8k4rZeoE8/9SyrhVGXcAnnjiiaOOOspcmoceeuif/vSnPlek+eHBBx88/fTTTTdp7Nixv/vd78zfNOOfcZMvLo/b29sXPf7QfjvTgUS/nfJF/O8DeK0dbQIdjgt0AR1AAfBNhnUEeBB5iDyEhwgQgIIAXHhAAV4BnicAB4AEQkB6EBF6gRAB0K1lDpGDQMoiIg+lACUBByhGkOqZ55488LDRVEOUpFNPPXXRokXVpf4WGslCCFP5e5539913myr0M5/5zM9+9jMzTGpeGwRBfITNg/Fx2+aBnA86j+Yd4+5D/MPChQsnT55szuOkSZMWL17cZ3C4j1tvvXX33Xc3w2nXXntt3KcAEIZhsVhEpVSNx5mllHFWNx/S25p90maQU3uQAYSAVNAQQEFqFwgAN4LvwpStQmoXQUtxA1CCKKC1BdkcWrpW/uCH9+11JJZvQCGrRbeLXEF1odSNDRvuOfDg8KabsOEV/OMvz+w2DnPuRn4T1Ab46xC2onXtxv+a88c9DseqbnjdHjK6P0JYXeyZ8TFUNf9MAe/7vmlnvvLKK1/4wheGDBli5h7uueee+LXm1JpEPf/889/85jf3339/Itppp53mzJlj3iWKoupTAqB6zAZAsbctt+GFR6676L5jj7171wNWfH46nngN7RFc5QNZIAPVqyINBRGEXgHwoAqQTpzAAPBRAjIIswid0ITQlKfKgfQQwOnUjkYv0A7ZDV/CQb4LmTw2ZvFmK156+yfnXthIRLU0auKYvzz117geM4OHH+nwrl+//pJLLjFV4kEHHfTss8/G8YjDYI5t9fHZhub3B53H6vdSSnV3d4dh+Prrr0+aNMk0MkePHj1v3jwzgr2Fv2+mkVpaWs477zyT2+OPP37BggW+78czTPGw8OYvF0JsOeEfoBJCeNBBueGiYRo4gYIfVWpCjSjUYeAEpY2I2tHRjMce++u5F6684Qb0duLJRQ+Nm9wz8zqsX49Su970Brx29HS+cMnMO8eMxwsvwGsNnl7wlz2PwC8eRnZjgE6JbqAbmebl19/44PDD8HoHsi0BCrKfakIpZaFQMOcgPv3mQVRaHd3d3eecc465mEy5nslk+hSx5mmXX375LrvsYpo3P/zhD+MzVCgU4ko1bryZ0UW8NxMgAA+ylP37k49MPeuPIw5dvtdk99SL8OIK5FoQbPCRLcJxwhJMw8P1JTyJIAAcIF+OnA/kfRRcBBKQGg7gAkAAlCB8KCWAAtAOtAEOBEQJHZ147Z3cGRc/NfqY+RNPvmry8bfdeXsrIq/S/lVKbc1AUfXAkvmhp6dnyZIlhx9+uBnzuPTSS5uamuKwmVk4AB0dHeZIbvNQ8D89j1EU5XI5AGZqvqur67zzzjNDL0OHDv3pT38aN3Bc1/3QnJitfeGFF8aMGWMme2fOnNnZ2Wm2PI6f2QbXdR3HMe+7bXsUN0cFVADlAyFQiSAQaEQKUgBRIIoRXKgccq149u+ZU85due/Ehxr3WnzqV9G7CsG67tk3PjL6sz0zLsWfFmPJMjz8xKZTz7lv99GZG36CrgyCDN545dd7HoG5j8HPucjmghYgh6Dw7PWz540+DutK8PI+vH6ZJ4wvAlS1DKuHrVtaWq644gozLdbY2HjzzTebl1SX1q7r9vT03HjjjbvuuisRDRkyZObMmZs2bTJLz6qL2DAMzcqY6m3QWpdKJc/zJOAB+ZwDP0JXVv337a9+9uh/NI5497DD8PPZ2LAU/jq4zYCnNIoCLuAjchEVgTyQBQIAUQRZKsDpQWROmwmhRgSUgAJQiqJiW/smAJACvb1YvXb1rCsXTzhmwW5jHt9rfNtVs9GagVQOtBeFpkVXvc3V5c7mhBDmSJoOVXyIfvCDH+y9997xDGoQBKYwMsM/H/XE9fFB5xGVM9XT03PJJZfU1NTU1dU1NDRcc8011RMM5nRvYepPShk3OM1s4U033WTuhqmtrZ07d655l2KxqJTqc3ziP7stu6mhAR8oAkWgsqpAQQiIAH4e+U54PQgyyLXhzVdXnHfRCxO++OLwQ5fve3Twvevw9huQm1B4C21r3dtu/9uJX721cbcH9z7oqUM+/8Jhx+Pu+WjOordU2rhm3ZOL5038Wvir/0Po+fA8lAAPxcLj18+5a/LpWFdEGPoQEh/eSNmWmjCeou3zYBRFN95442677WYqwAsuuKCrq6v6OMbn+IEHHhg+fLiZWTrppJOWLVvWp0wNgqBUKlWf439a6ErAM4MouQhtHehtwWtPvvat458+YPclg9K5Kcfi8UfQvgF+byR9CeR95UIUEeWBPFA0XXQvgucAXgFRN5A1YzMKMAPXyEdOK2QObhZdGaxYi/+e+8yoyc+M+fxv9x2/5oezsbEJXhZBAZs2wA8gVXxAtrzxfY5e/BwpZVdXl6lCly1bNm3aNHOgJk2aZAZa48MSd6W2rer4p+fR5OGGG25obGw0zcgzzzzTNE+iKDJtk2KxuJUzfnGZYrZw+fLlp59+urk8vvSlL7311luodDQKhUJ8BOJ+6UdtzOtKd96HKXARlEfUooLKucgCWchO5Frx6qu44oYVBx771NAJfxo5edVl/4UVr6OURZj1sk1QWfS2wctCZv22d6K3X8Xa1Vi3HpkCuvJwI2iBUKBToEvA8QOoEEprWb5k1mSRAyLpQW9Nk/rjjo6aMXozqLDHHnuY43vKKaesX78elUPvum48oD9//vxRo0aZs3vkkUcuXbrU3DSISnVaXSiaFTNRFJnF3+bB6utGaARAaBobnodiC9wmbHoeD9y26vCDV47Y+6UR+3mXXI5316FQQK4IiBL8PCIXCE3YJFCK4DjQnouoG+gFoIAIUBGUA1GAl0VvJ95ZhZtuW3X0SS/uetBTu352xVfOwcq1cAp+rlXIXqgS3AJKRbhuWLH5Jb65eH/NYYwfN+1PcwAffPDBkSNH1tXVDRkyZNasWa2trXh//+3jz47G53Hu3LkjRoww53Hq1KlmnaCUMk5d3EfIZrNbGPCMNykuhc0LwzB84oknDjjgAPMWs2bNipcKmSfH3dFtWGFjQihgpvziKIoQHlCCyKLUiaZV6me3Lzv2hGeG7/vibuMx48dY0oLeEDIKwpLj54EIbgkyAqKNXlcekUQEHUFGEAJehEBqIHICFIBeDYkIkICScLqLCICcRiZUGsF7g/Nbso0hdBwnHh545JFHzNTfoEGDjj766Oeeew5V4y7xyTBja4MGDaqrqxszZszjjz8et69ipsR1HKd6dWif67h6cjyQKh/JEIBUCD0EBXg9CFvhb0Ju3fqrv//E8P2fGTy6e9LpuGUe1q6G7M4hl4UHLRAqRAp+hN4iclnACeCFEBoKUiESkB78EjIlrG7Fbb9uOf4by/5tzMLG3VeeehqefgqFbhR7RORqCBU4YaYdUQ49zVDvq5SklGZ0dwsHs7rtWj1iaZhJVK31jBkzzIU7ZsyYefPmxeXa1pyvD7L5eTQ3VR999NFmEY+pykyQurq6qs/FlkMSD/nG3b/qg9Da2nrdddeZPsuIESMWLlwYXwnx07ZxUlGZ6SUIoAjkoQqmb5/P4ZVVuPnXwfHnPN046tFhI1f/x3n4+1+xpgu9QFGb6SzhSWhoiVx3vjyPpQAB4ckikFVSAkGoQvObfAgXUPDcSApAVc2EKAigFMitOT3bEsL4MC1YsODwww83S8/Gjx9///33Vz8hftrSpUtPO+00M0a65557zps3z/yqejGN4zibLwQ1jTTjn26JBiRUgEAhghbwXMhII8g77crvQimLp17KnPb//pbe66ldD+ia9T28+FdEPUAJgYOig5yDjhw2dWFjK4oFuCW4DnwHwkHgIF9Cew4PL159+ncf3XXcgl3HNn1pGub+GpvehdsOZF3kBSLXLyIIIQScAlQAJU0dZe7i+dCaMI7c5rsZr9U0bQEAb7zxxqGHHmpy8s1vftPkJK4SP6p/eh4/97nPPfzww6gq+8w4TXyyzNuZ1265uRjXgdXt5+q9W7Zs2ZQpU8yg69SpU03rNB7v2ZapF12ZJtRm8kmECKAcFAp4aFH+rMueT497mkZ2nXAmHpyPnlUIWyECP+9DIwqUaR25eQ8aEvB8gagySCDKI3k56ADIuoETSjPrWMg5Jn6RK6AQhMovz4VsbQH5gSGM+xvVczjxcXz99de//OUvm352Y2PjQw89hEopHh9opdSGDRsuuugiU+DtsssuV199dTwv9JGP7z+noM2wlzADngWgUB5WASIFx0Fnp/zV3KePOmZh4/Al+xzk3HgrOrJob0Zb68YrZz9+1FceOm7qzw+c+NCBX3j9tO/g/xYhmwk7V8PN4Kk3Ok/49+f2POIPww5cfNzU8Nfz0dkDr4TIvEkOyAI56BKkKDeD5HsTwf3nrrvuMh3vESNGXHHFFaaqNEVYvCKneuDEtAOVUiZIppFsTsE//vGPr33ta6aCnTRp0pw5c/p7482GmREE85933HGHWd83cuTIq666KgiCIAjMlpv/jzssRp+Wwvu6MEIgUAiFL928zAMePKd0/x/XXnj10/t+8bHB41+c+HXMexhd7XBa4W8AujUcgShAJOI2p4yAyEFUNA+qCGGEKIKOJIRZamqSbrqd5RHZcpP0veWoElt7MXxgCM0issquvXcL0vr162fMmGHuf9t5551vueUWALlcLgiCuCDXWm/cuPHaa681hVx9ff13v/td05PxPM+UrJ8MrSDMUYML9ABdQBYwy2ajECU3D1FEqRMrX8Wsa57b99CeH/wILd1ob3v632csmnRi4Xs3eHfcg8f/jlvva53+nw+OPAT3/x5Ra2nlkntHHPLiyGNfHP9F3PpLbGxHwYHvhVABREnkgRJ0DioHVYJS0NAKUvV7CM06+Fwud+aZZxLR4MGDDzvsMLOc3VyyQgizjs/crRLP3JqXx1dwc3PzWWedZcrHYcOGXXfdddtndXW8AWY2AoCUsqWl5Tvf+Q4RJZPJgw8+2NTw8S1dcWJ93483cvNy3HVdKIVcLyIP8ABnw8qlV5x80gOnnPXjnccs/tzXMOc3eLcT2Ry8DJCTyBVFp4ATwnMRhGZqMfLgB5BeL4IOeEUEgIcwQOBBBEDkQrmVzmfRTHFpIFKIAKkAJaB8KL/cLFZbcz18YAhNa6S6BGpqavre975nRuoSicTNN9/c1dUVJypOYFdX16233rrXXnuZqb9vfetbb775pmlrxSfABPITYBbgBoCCX5l1MDVhWF6SpnynB24PShk0NWHRX9DWhEI37vzVvf+2L37+P2hrQWcrSll0bcSqd9448itLjjgW+XeAlj/OuGjNNTdh5dvI98ItwfcQ+ICCVlASOoKOgAgQlUl/BNujIgQAsx5g2bJlI0eONJN4Z5999rp16+IWZp9eaNy21Fo3NTVddtllNTU1jY2NDQ0NM2bMMBHdPiE0s1DVGxb/55///OcxY8YMGzastrb2pJNOMjV8PJUSb17cyo3XFceVRBS60J52ukVv25X/8e2diYYTHTakYfUfH8Oq1SgUUfJQKsItAlGIyIUPLaBFACUgECk4AjkFT3RBNUF0m8dDhUBAKgHlQgXlaCkHcM31IERlBlJICAmhy5Wj6Sl+iA8MYTywGe/h0qVLzU193/3ud99+++3qw1osFk0If/GLX+y1115m0eCUKVNWrlxpDnHco/iE71hV7137fmV+zzQDRCg1EED5CAPtQDkIPQhHoIBS2wvHfWXV5JPQ2oTCRkQZIOcjB68bP/vNo8P26Vn8O+hNyLSgVEIYIPThlyADyCAq5oRXApR+/yic2Ypwu4TQHMMgCEwJOHv27N122y2dTo8aNeq+++6rvlmheqjZDH7+5Cc/SafTu+22W0NDw9SpU82qTnMTGbZtXu6jMyOx1cs84hLc87wrr7zSFN8jRoz45S9/CaCjo8NcjdWjzfEgbU9PTxxFDdXe2/K/d99ST9RI9BmiWRdM72x/1w17BDyNADqEVJAI/ciX8QRGVZ3mAznAQRbYCLNmsdLaVJCVswwFaOUD5RpPCkgBbRIYQUdQERCUX/ZhPjCE1UVp3HyfPXv2O++8Y6Yc8vl89dKnp556avz48UQ0dOjQyZMnL1iwAFXD7uZDZcwzP8lbHFR5qsFMzgbmoUDAjxBFInLzCHsgslB5KE/KALoTOeTbntjzUJxzKTrXIvuWRq5Ldjlw0L0Bzy59dPTBq+Zch7aVkDmo0M/7cE17w4MsIMoGOu9CmFq3t/K+EgCicqXcz+J7TeIbKVesWDFlyhTTtTv++OPfffddKWW88MWsbbj99tsPPvjg2traRCIxfvz41157Lb6DbJsWiG2j6ssgXhBr5HI5s82ZTOaEE06IpxObm5vNq7TW5glm4LRQKFSP0HZ3d//i3rnDxu5DDVSzU90Xjpu06u3XgcCD5yBoDTIOhDBnR5T7bx7QDmwE2oEOoAsowkx3QWr4gNSQGm55UQcQlRui8fhnZVGlglaA8CEkBKIIQQRE0gy2f5gtjY7GK2jNh8Sg6jMOzBOiKMpkMq+//nq8rnfixInz58+PA1w9PBAPqVdPP3xc5UMCByhCBRDQEfwArocwgA4ciDb465XbDumXKy6Fdesf3XUcZv4XepqAVh+lHFwPIfwS3n73j4dOXH7xd5BrhS51+3kNQEEVPVXMQzmAIxAUEJrBGSdOoAZ0AHhbcxPnxxHXCZuvwlmwYMHo0aPNJ9ZceumlpjkH4P777z/kkEPM3VJHHXXU8uXLsVl7tc+i3P7TZ9mNmcKpvpXUrOEWQixatGjfffc1UbzyyivjqZT4moxfUiqV7rnnngkTJiTra6k2fciXvvj3pS8JwAn8UuAEEAX4DpQL9AZ+b8lTsjydUIrQDbTDzOKjFegByvWdqnR2IrhVK4rLS09F+ed4ME4DAqpomq+egCMAEX78EMaTPNV3zZmazRRFa9asOeOMM0z8Ro4ceccdd5j2jOM4xWJx8/seqnsmH7plW0cBkUTgIigicBEIBNABRIAgQOC7kVeAMFGBQtTtoCDwxvrH9zwCV85GxyohNnUX24Rp5edLeGnFoxMmrbn8++hqE5mOECrUQagDAWXaLW6kPF9U7o0xi6EEpIASUO/dO9N/4kMXT6OZ1qm5KFtbWy+++OJ0Ol1fX59IJE466SQziEpEo0aNWrBgQbFYjJdrx3N38Zj2druP0Sw9r74MSqWSqbFRKbtbW1vDMPz+979vbv7eZ599HnjgAVR92IJZ8fPcc8+dcsopZpxiv/1GP/HY37RZHKyhokqWQgGlw0iKyhhC3ldFp2qpqRDQwocIICAEokq/zhNwBZSQEAFEACVRWcshyg3UsNJGNaMSAmbJnAKUa57/YbY0OhrvavVclnmkq6vr/PPPT6VSqVRq2LBhs2bNisvd6qT1ObXmM3/wSbZIlUYg4QXwfAQugsCUXTpCFEFIM+EjAMcNYarCnI/u4A+7TshMvxSdG6A6AUdoF4jQ1Yk3N9w9csza665HNoMocCNHwhOIfMi8lCVdWRAcakQKYYDIQ+RBBlCiXB72v3iJSVx9VbdTADzzzDMHHnggVdTV1ZnO1XtHrWqV3OZ3M/W3PrOFcREQN5F83zdpNI8sXbp04sSJZl+mTZvW3NxsnvbSSy+de+65pg4YN27c3LlzRSghIPKAROQDClEpKgdGAgqh0o7UXmU5GxQQCHge/ADCK7dERQDpCQQaHoIAnhkXNReYKIewMiOv3x/ComkWOfGdAR8vhFvw9NNPm76fWSC6+ST79qV0eUhKmX+VoeH3buisfDgRAOXoEoql9VMuXDX6ZDQ1o9QO2S7RmVUbEXbi9rn37nIAnn8ZhR54OXOyNNT7bglFZSGFUmZsDXprB6P7VTw8BqC5ufmyyy4bO3bsJzMJbo8pFwqFwp133mkWuw0ZMuTII48899xzTQ05ePDg66+/3sxmR1FUPt/mXOi+/3TVDb7lhqU0wyoKWpRrRqWgTTNSlH+rFCoX2HsXQNWdwbJqxZxGZRpxq6eNP3IIHcfRWo8dO/a0004zZVI+n9+ePfuPQ0Dk4SIs4e4/PbP3lOD6n6GtHdkN8DbBawkXPvr340597sQz0dKKIKcLndBuf/fxPila6z5jYPHCMfOEj7sczJ54Guyll1466qijzAJJUzFeeumlppNp7sawuZUfw0f+VibzLRHNzc177723GXlraGjQWld/SPaApUhLEnWhT8XUCz+4vm3piqOOOHzofiN2Puiz9Ofn33r19fZdar581SV07BE0pNbxnYYhOyepJjHwvixgc+aTds3oCwDTSIuVSqWampr6+npTY5g5+h2C2Reznttk79577/3Rj340atSo3/72t6NGjTIXpHlysViMP9l1B7ItX41mPs+8pqZGSplKpcynL8eF08CmIUOKgkRNPXmKHn9y6cLFG/NdxbWbvrH7Z4cdNIbO+SJN/ixpRXVpQcmamnqi1AD8xo4PYvrh8Sd/mzmMwYMHm5lbrXUikdixvoTcxK+mpsaUL47jJBKJwYMHm6+OVUqZj13v7u42H6WxI/rIIYy/NzcOXvUXCQ50SpMgSqpCVNxpyCAKNJUKtPMgKvrU5tLwnWmPmiKlkjIakh5EMkVhSIMGb+13PVpVXfuZc9qnMiSiKIpMHbjDfd+jGR2MP0+RiHzfN2sn+zxtAH6DwIfalpqwT+PTdIh3jJpQEeU9Glrv1UhJCQg3nSSkEg2USimiZGITXJFM/RsNbSBKhKBU7VZ93/EA0OdLxcMwTKVSQRAMGTLEdAtramoSiUR8Ee+4zI2apgkKIJ/P77zzzkTU2tq655572t66bfGRQ5jL5cw+SymTyaTpY+wwNSGIQJGUXkLU1tSBdA3B7e4aOmxnJ0VE6XpKpimRpGQQRkEkhzYOSe4YGSwzXy+zhS6flDKRSOxA1UXccjZfNVNd+vf29ppPJyoUCjvttBPtgDW8sS01YRRFpkyNmwQ7TIcYpHyVqk+pJAmirJfffdDQdKQpSdm01pRsjEQ9akPXr9tpCCXJC8Sghh2j6jAXa9zgNH0EpRQRpVIpMzFobmoBoJTaUfqE9P7Wte/7iUSiT6FvBufT6fTmLfAdwoD7zvr+JYlCogRRA4UJIvPF4h5RUocNFFGykYgEkap8zWqKzEeJMtZ/PpXXV4KiBIVEIPM/Ip2sQ7KWSBGVO4HxP8b62Q7TJvlkpIjqCGnKE0VEg4nqkpRIlPuKiQQJIpmk2jpKEMnKKziJrF99ykKYIEpTSKQr0dJEqffXeCASRCCSRAmiOqIdZhCD7Zg+ZSEkItI1RJ8hUkRpSqZIUzJJCa2SSZCuo2SCNFFSkTbBTH46W+xsO/qUDcyQJmgiUgkCJVNECZiOIFGalPkS88ozzXFJUPJT2nNm28unrCYEkQIlCClSpMs7nyq3PlNJCpOkiGqJ0gTuCrLt41NYxieq/t8MgSYpQYQkgYiSiH8B4iSy7eBTVhNS0gyzvH/MM0kJolSSEqaXWBmJSVR+y1h/+rT1CRkbcLiYZ8wyDiFjlnEIGbOMQ8iYZRxCxizjEDJmGYeQMcs4hIxZxiFkzDIOIWOWcQgZs4xDyJhlHELGLOMQMmYZh5AxyziEjFnGIWTMMg4hY5ZxCBmzjEPImGUcQsYs4xAyZhmHkDHLOISMWcYhZMwyDiFjlnEIGbOMQ8iYZRxCxizjEDJmGYeQMcs4hIxZxiFkzDIOIWOWcQgZs4xDyJhlHELGLOMQMmYZh5AxyziEjFnGIWTMMg4hY5ZxCBmzjEPImGUcQsYs4xAyZhmHkDHLOISMWcYhZMwyDiFjlnEIGbOMQ8iYZRxCxizjEDJmGYeQMcs4hIxZxiFkzDIOIWOWcQgZs4xDyJhlHELGLOMQMmYZh5AxyziEjFnGIWTMMg4hY5ZxCBmzjEPImGUcQsYs4xAyZhmHkDHLOISMWcYhZMwyDiFjlnEIGbOMQ8iYZRxCxizjEDJmGYeQMcs4hIxZxiFkzDIOIWOWcQgZs4xDyJhlHELGLOMQMmYZh5AxyziEjFnGIWTMMg4hY5ZxCBmzjEPImGUcQsYs4xAyZhmHkDHLOISMWcYhZMwyDiFjlnEIGbOMQ8iYZRxCxizjEDJmGYeQMcs4hIxZxiFkzDIOIWOWcQgZs4xDyJhlHELGLOMQMmYZh5AxyziEjFnGIWTMMg4hY5ZxCBmzjEPImGUcQsYs4xAyZhmHkDHLOISMWcYhZMwyDiFjlv1/yYMxOFMS0yUAAAAASUVORK5CYII= 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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)OCCCOC
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: CCNc1ccc(C(=C2C=CC(=[N+](CC)CC)C=C2)c2ccc(N(CC)CC)cc2)c2ccccc12
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABku0lEQVR4nO1dd3gU5dY/M7OzLZtegFBEmvSmdFBQLzYU5HLVDwXsYsF6Ua+9cFUEvVZEsIENQQQLRgEVUQQRQglFegtJSN02O33O98dJXseAXi+kLvN78vDsLrMz7+6+vzn9HA4RwYEDB/UHvr4X4MDByQ6HhA4c1DMcEjpwUM9wSOjAQT3DIaEDB/UMh4QOHNQzHBI6cFDPcEjowEE9wyGhAwf1DIeEDhzUMxwSOnBQz3BI6MBBPcMhoQMH9QyHhA4c1DMcEjpwUM9wSBjnME2TPZZlmR7oul5Py3FwDLjqewEOahc8zwMAInIcBwCSJAmC4PV663tdDn6DQ8I4B3GP4zhd130+HwBomlbfi3LwOzjqaJxDkiR6wPRSt9vt8LBBgXN6zMQ9YrEYAPj9ftM0Q6GQ1+v1+/31vSgHv8GRhHEOy7IuvfTS5s2bv//++6ZppqWl+f1+RxI2KDg2YZyD5/k9e/aEw+GePXvqus7zvGmaHo+nvtfl4Dc46micQ1XVlJQUVVUVRXG73QBgWRYiCoJQ30tzUAlHHY0TWJZlGAY9Zg8AYP369aZpdujQwe120w3Xsqz6WaKDP4CjjsYJeJ6naAQAkJQjd+jhw4d1XW/dujVURQtdLudHb1hwJGH8gOM40zRN0+Q4zrIsepCXlwcAffr0gd9nzzhoOHBIGFdgNLMsy+Vy8Ty/bt06AOjfvz8AICLpoo5G2qDgkDBOQPTjOI55XChhbePGjTzPd+zYEaqyZ0hI1t9KHVSHQ8L4BDHw8OHDhYWFzZo1a9KkCSKSbAQAxyxsUHBIGCcgAUh6JiIS2TZv3gwAHTp0CAQCuq4zSchcOA4aAhwSxg+YyUehCNM0d+/eLYpiq1atwGYHOrpoQ4NDwvgBIlKNkmEYFI5ftWqVruvnnHMOAHi9XmKpx+OxBxId1DscEsYPKDIBAIIgkDDcv38/x3EtWrRgx5Ca6qTLNCg4JIwfcBxHPCQSBoPBX3/9NRAInHbaaWCr64UqN6mDBgKHhHEFnueZ7XfkyJFQKJSenp6dne3YgQ0ZDgnjBIx7pHACwO7duwGgTZs2AGAYhl36OcH6BgWHhPEGEoY8z+fm5gLAGWecATb908nhboBwSBgn4HkeERnHOI5bu3YtAAwaNEjXdYrOI6LjF22AcEgYPzBN097LcNeuXQDQsWNHTdNIR2UJa45jpkHBKeqNE8RiMXvnmHA4nJycLIqiLMus6yH91k58oqHBySGMExADZVkWRdEwjK1btwLA6aefzihXzSx0hGHDgaOOxglisZhlWV6v1+Vyeb1eKiPs1asXE4B2OI6ZBgWHhHECr9fL8zz5XTRNIxJ26dIFEclWZKFCjuNYGMNBQ4DzY8QJiFfUy9Dlcm3cuBEA2rRpw/O8y+Wy11iAo4s2MDiOmTgBVSpRKIISZfx+/+HDhxMTE9kx1GfN3o3GQUOAIwnjBKIoEgNlWS4sLDRN0+/35+fnK4piF4DHNBEd1C8cEsYJFEUBAMMwqJlFy5Ytjxw5ctllY8qDJdFYxEIABEAOLI43Oah8CgAWgEH/IugIetVTBgtABTAA2cuG7c9x8NQAHBLGCaiSUNM06q795Zdfjhw5csvWbZ16ttu0Iw8BysuAQ3DxQiV9TAATAHUAHUBXDcmAiAURBAXAtLHUBAgDKJXHAwCo9JaqP4eHJwqHhHECWZYR0e/3I6IkSV27dp06der1N1wXLtPO7D/k6akvpqaBaUI0FAXeAg7AQEAA0w2mAMC7XW4OXCoendRmAWgAFlgAFtGS4OycGoPjmIkTqKpKMlBRFDYDtLwiMuP1OQ8/dK/LK4+7cvQr/5nt9yWhrnGiCJZIsk43AFy6SwQLRAR0gQno+o1svA5QDpAAWgAQQATgjUoGIg8A4Lh4ThgOCeMKsVjM5/NxHCdJkqqqqWlpFsLrs966+97r1BhccuGId+d+FEj0S5KU4EvgOQALEMDkQKhKneKAKaIAQJSrAPCDlgAI4LKJQDrGkYgnDIeE8QOWPipJktfrFQRBN2QTZI/Lt3TZD9dMuKWwMNinz+BZb7zetVsTXQdEcHEgCMADAAeGBRwYLqLj70gYAvCAEQALgP89CbmqPwcnAOc+FiegmARUtXui6Dyi5XW5OLCG/234Dz+ua97itF9++XXmzOVffxXleOBFQBGQr3StiC6LF6qKMKqzy/rtqf2m7dzAawKOJIwTUCGvYRiGYZBNGAqFkpOSTdUAAQQRDRCPFFsP3v9mzudFLlf6KzNv6dYTsk8BAcBQwO8BjgsDWABJgDxwKoAFIAKYAFEAATDlNz8o3bpp4ziS8IThSMI4ATGQsrdlWTZNMzk5GRAE0SXwLsviDEPPyOJfmnHDpf+4JBazrpswc8E8TZMALTABdFABQNW0SncL6ABqVVCCA7CAk3/bLJwFnFHJPYeBJwxHEsY1EMCoFFYRBdwJYALkF8CP32p33jQ/4Gnxt791eeG1TH8ahCL7MxObceABBMPUeFeYBwQIALgskHmwNNPgIcHF+QDAQMklYHlFLC01q74/YTzAIWFcA8FSLF7kye9iiWABmADBIKz9Dq4bu5gzvT3PSH7zgwHZpwDPAZoghc3kVAGgDACCFZCSms6BVR4qTkv2I3jkiMeXAJJSkuAXALyGwYkuj6NPnSAcEsY3LEALLAt4ATlBNUC1wOMGCwBNOHIQ/n7eymAZuFzBjz+7pFNv4F3AWXCkRGrWFEpD5RlJLS0EUwPBC7oeFsUAqjznAkUPebyGAF4ANweCQ8IThPP1xTs4EwRNtyIAuugCAVHVVAoQehLgo0/O7NGjebBUvPSiRcu/BsMAw4SszARJE12uNNMCNQbBIKABLjEJgQcOykvB403WEBU0LeCcW/iJwyFhfMMCsBCQF3gAjQc5wYNJoofTwC9wTbKgdUeY9X7bv4/tqaO6bOmhSTevfGPmAcsEt+guKjTvv3ehi4fnp/2wNQ8kCWISBMvh8cc+rgihi0s2LbeBnLOFThzONxjf4GXNsMDNg2iCqRsyBzqH4BUgEgwKYKimmtIEHpzS7Onnr3jiyZYrVuyY+07Olk1g6gBW0soV2wsOQUWp78Be8LrB44aAH5Z8seZIkYwgioKX45yeUTUAh4TxDARecCUieCzwcZYHTDdqJoAOgCmJKdGgHvB4DM7KPAXOvwxQhOSU1AsvvGLma9+jBYCQmd4pKwM0Jc3UQVMATdBUSEk61e/3ayZYAE6rmhqB020tzsHzYCFYpul1eQS3B8AA0MEwwPIlJvmCoUgg2WuC7PUlGBLounTV+JTrr//16y8HtGrpDpbrgHCkMPzJx5tW51YoMdnP944E1QQfaAq4E5wYYc3AIWGcgwMQOBBdHIAB4AJwAaeDm0cNLAOSkxJNBIETLRPAAB4inAgzZt00fuxzDz9wT0ZGmqqBz8f17t21yxmmpVspovezRZwmQVISuoCTZc2d4K7vj9jo4ZAwzsFXVt1a+LvkFosTQVdMrygYBgCnC4IouMDj0nUTEhJh5MiR7767rKQ03xcAl1ttf5owdKigKyBq4HLpSQHwujkOIOAwsCbg2IQnCfjf/9YWcJZpacCBKBqCSwYOTADg1JREyMqAf1zWrqjkV49f1kwwoSSQDMCB2wuCG0wok2JgWmY4HHTK6msEjiQ8ecBXFh8BD2AZuurziZQjyoOsg8dAz1lDB1WUQnIitGoN19ww4siR4ogE3Xo1TUwGywJEcLvgvIv6JKeAwAten7squdS5lZ8QnIyZeAb9tBYADxYAz1mUR6oDGIaOLlG0QJH0oF80VQi4zIziw/DJR7ovURx3LYALpDAEAhCLQGIAwAUcAK/Dvn1wansAHjjQEUwO3A4JTxAOCeMZxyAhUJ2uqamG2+O2QFEw5OFUBXyilW2p0LXtnJhWkbfnTk8ioAEiDy4OTAuAA5cLdBk8bgAOojE1McDLiuTzJjkkPEE46ujJAOv3eiMPADzHA4gcoIcLABgieEMh2LEZgiVi6w6dEwKgguR1J5Avh+eA5yweLI7XOcEHFnhFD4Ll9SbU10eKJzj3sPiGVcVA6zcnCvIAvMslxiRdUxHAEzMQwOfzwJ5doBm+M4f8DQG8vM6BwQNEokEXb/CcxYHp8ZiyWg4AogiyrIOTvV0TcCRh3MOs6tJrYwvygODzihwHBoDf1dQEn1uAbVvyATxdu3AcDwA6gAnApwQSOEAAAQABNJ/HRY2AfV5PvX2m+IJzGzt5YFXLcLFMAKQ6CB8goAEH9hWLApeVTU5UywSTA+BIhCIPwIGtETeA02OmZuCQ8GTAsX9lIiH9WQaoMdi2dZcvwTy1XeW70EQeeAABUAAEsFwAAkBVXxlioMPDE4ZDwvgGDyD8znLjADjjt8cMCMEKOHToUEqGkd2KXhIABQAAdFW2ZEOoajxqUCcaJ1RfI3BIGPfgAVwAYqUQAwAwgdOBA5f4mxjjONi/HzQj1LwN704ACkmIgpcj7v0mM0UAHkABMJz07ZqCQ8J4RyXPqlpnc1ZlJzXO5HgwzEp5yHGwcWNFIFHo2isdXABgIfA80azqGECoYrIKoNTx54hjOCSMd/zW055+a5qFphmmBJxlocn6/K7PXZOc6unVJxt44ME0wOKxql8bOwmSO10BkB1JWFNwSBjP4BCAq/yNOWBGIA/A67oOYCHolfF7DvYfWONPKm/fPgkAeLAsrfJ4E6o15BYAXHRWHsCh4onDSVuLd7A+2ZWozJ6xEHnOpesmx3GCyxWN6KnJLU20DCyGyjQ34Cjnuxo4oyr/xokT1gycYH28o7qk4qvS1uipyXEcB7Bnz1YTj3Ts2FH47bBjvh0qK4Md1BwcdfQkBQ2yF0VR13UA2LRpEwD07Nmzfld1csIh4UkKTdPogWmaiLhlyxaO4zp37ly/qzo54ZDwJIXb7TZNEwASEhI4jtu0aRMidu3atb7XdTLCIeFJCp7no9Eo6aK6rm/duhUAunfvXt/rOhnhkPDkhSiKHMcBwMGDB0tLS9PT01u3bl3fizoZ4bi5TlJomkaTfXVd37t3LwBkZ2fTfF8HdQxHEsYVDMNgjy3LIu+LPRSsqiqpoIIgGIZhWRYi7t692zCMM844AxFjsRidxDTNkpISsLlwHNQSHBLGCWKxmK7rLpcLABCRpmeT98WyrGg0WlZWpuu6x+MRRTEUCgmC4HK5KioqXnjhhfvvv5/juIyMjHA47Pf7Y7FYcXGxIAiZmZmxWMztdldUVNT354tnOBkz8QasgmVZpmm63W6e/92t1jAMTdM++OCDTz75JCcnBwASExMjkQgATJ069brrrktPTwcATdPcbjcAhEKh5OTk+vgoJwscEsYJmNKIiKIo2okny7Ku616vV9O0X3755Z133vn0009DoRAAuN3uc889d/z48YWFhQ8++GAsFrv66qtnzpzJ87woigBgmqYgCKqqejxOklqtAR3EBVRVPfpF0zRJHf31118ff/zxDh060I/ucrk6d+780ksvaZqmaZphGIj4ySefkMTr2LFjMBikMyiKgoi6rtflZznZ4EjCuIIkSYgYCAQAQNO0kpKS9957b9myZd9++y390F26dBk7duzf//730047zTTNSCSyZcuWli1bnnLKKQCwevXq6667bvv27c2aNVu+fHnTpk3T0tJ0XSep6KC2UM83AQc1BFmW2ePDhw+/9957w4cPZ79ySkrKXXfdtXHjRhJ6iLh+/fqpU6eSbHzsscckSSJZunv37r/97W8cx7nd7pUrVyqKYhiGIwlrFQ4J4wehUOjLL78cN25cWloacc/n811xxRVfffUVHSDLcmFh4YwZM3r06EE2nsvlatWq1TPPPIOIFRUVdJiqqtdeey2d4dlnn2W8dVBLcEjY+BCNRhGRuKFpGiKuWbPm+uuvZ5mfgUBg8ODBM2fODAaDJMSi0ej7779//vnnp6Sk0DEZGRnjx4//5ptvSACapkmnYpSbPn06HXnLLbeEQiFEjMVi9mXQ8QTLsizLIr8rO4Ou69VEKIUlq4EMV0QsLS2lV2KxmP3ktLY4vhc4JGx8YNvxrbfeuueee0499VQAoHBC69atn3vuufz8fLb7ly5dOnbs2PT0dJ/PR6QaOnTo/Pnzy8vLY7EY7X5d19mmp5MfOXIEEefNmxcIBLKzs88666xgMFhWVkbHsIPLy8vRxqJjQlGUcDhsJ5Wu66FQKBKJ2Cn67LPPZmdnn3rqqQ8//DBW0bWiokKWZfZ52Vuq3Q4aOxwSNj5IkmQYxpw5cxivOnTocNddd61fv54OiEQieXl59957b0JCQkJCAgAIgtCvX7/XXnutpKQE/2ATW5ZFUpFco7TdV6xYQQkAHTt2jEaj5eXl5C/VNI2sUIpGVhNTJLuOlnuyLJMYZ+tcuXLl+PHj7QEVn8/33HPP2RdpmmZ5eTnR2LIsu/UbH3BI2PhA8ueUU07hOC45OXnNmjXl5eWGYZimuXPnzmeffXbAgAGJiYmCIAiC0Lx588mTJ2/YsCEcDsdiMUYMVVUpPqGqKuWy2S9B9iEdUFBQcNZZZxFDtmzZous68RARdV1n9GPy0LIsXdftDDRNMxwOs3cZhvHzzz9PnjyZhUwEQejfv//kyZOvuOIKAEhOTr766qtJ8DJLlcGyLHaq+IBDwkYG2vSxWIwswKVLl5L4+s9//nP++ecnJibStk5MTJw4cWJubu7Rb1cUpZr2SFQk2jD5I0kSCR9FUUpLS6+88ko685tvvkkHyLJMLKWnR0s/y7JisRgjTCQSOXDgwOTJk/v27UuZ4jzPt2/f/tFHH927dy9WxSSXLl1KHqORI0fSYhRFoc9IWQf4B0HRxguHhI0MmqbR1gSA9PT0SCRSWlq6e/duUk19Pt8FF1ywaNEixigmnaLRKEURCYqiEIvYK6Zpkq5o55Usy7Tji4qKnn/+eQDgOG7SpEmMb4wPpJeyszG1U9f1goKCL774YvTo0QBAIcesrKxrrrlm5cqVdIwkSRs2bCgsLCSZvHLlyo4dO9JhW7dupdUyi5Q9iBs4JGyU+PXXXwGgbdu27JVbbrllzpw5+fn59FTTNKZh2lVNSZLsVhlRkamUpEkiYllZGfNVRqNRJt/eeecdAGjSpMl5550nSRJFEem/GAMtyyKrsry8/Msvvxw/fjxzyaampo4dO3bhwoXsdnDo0KEZM2acffbZHMc9++yzjNtbtmwZOHAgRTi///57+6eIRqNx5il1SNjIQHt05syZHo/nsssui0QiWKXI2Y+p5hQhPwrbxywgUe20BApIoE2akURl6iKR6swzzzx06BB7Ozt5JBLZuXPnDTfcQNKMQiYDBgx47bXXmIorSdK8efPOO+88r9dLx2RmZt5+++1ok96RSGTUqFFut9vj8bz66qu0HlpbnPlmHBI2MhBbJk2aBABTpkzBo/TAWgJdgkTc9u3bqS9bVlYWialQKGRZ1p49ex566KEmTZqQWwgA2rdvP3369MLCQjqDJEkrV6689tpr09LSqKg/ISFh1KhR77///h9d94knniCWPvjgg+ymQLcDugEhYjgcZryt3W+hduCQsFFixIgRADBv3jxEpBTtOrgoKYG6rkuStHXr1rFjx3Icl52d/fbbb7/xxhvnnHMO2aXJycnJycl33nnnqlWr6I1lZWVr1qy57777KKRJfpdu3bo9/fTTJEuriWU7iouL58yZk5qaynHcyJEjdV23x1coWoOIlmWR07gxwiFh44MkSa1bt3a5XDt27MBjKZ+1Adrr9oBBaWnpddddR55YShUIBALjx4//8ccfmctn3759zz///ODBg5OSkoh+LVu2vP/++2nlfx2ffPKJx+Mh6h48eBCrVGW7c6huNILagEPCxoeCggKO49LS0pgAqRtJKEkSXYhdV5blc845x+Px9OzZc+HChUVFRfR6OByeO3fuRRddxJrWpKen33TTTT/99BMi6rrOfKrVHEVHgwVUtm3bRn2o2rZty85D+ie5cxpv3MIhYSODYRhr1qwBgF69erEX64aE7Fp252RWVlZKSsrixYvp6aJFi8aPHx8IBChB3Ov1Xn755Z999hll6iAiS2H7nwQXETUYDA4ePBgA/H4/u2IoFGL5sTX0EesaDgkbGXRdf+211wDg2muvrcvrEnNYjI700oqKivT09JSUFEqIWbduHck9t9s9YMCAV155heIchmEwy43eToKLPf3zDBi6NHGsrKzsmmuuIQH71FNPVXOTNlJh6JCwkcGyrHHjxgmCMHPmTJIAdZbDxTwfxIry8vL9+/eLohgIBBgZbrjhhhdeeOHAgQPHPAOFB+0xzGoFE0eDhSsRsbi4GBF1XX/xxRcpJ/b2228nh21BQUHjLXp0SNj40KdPH1EUly9fTjd+FtarM7DmF2+99ZbL5Ro9ejRWSSFZltlNgYKT1XLZ7AKQ4c+D78wrS09Jj507d27z5s0B4KyzzmIpCo1UI3VaHjZQsA6ipmnS/qPHAJCbm8vzfJ8+feiApKQker1WoaoqPdA0jVrRWJa1Y8cOwzD69++vqiq1V/R4PB6PhxYviqLX62V9vglut9v+lPDnTYfpf6mYAwA4juN5fty4cYsWLWrWrNn3338/aNCg/fv3y7LMykoaFxwSNlCw6h5BENg+FgRh586dpmlmZ2f7/X62L7H2GwUd3WbGMIydO3cCQKtWrewMARthag+hUKhPnz55eXk9evQoKirq3LnzggULqjV3bCxolIs+GcDzPOld1V7fuHEjAHTp0sXlcnEcR5H6Otj0PM/TYthGV1V1w4YNbre7c+fOJKyOFnG1B7IJY7HYN998c8EFF8iyPGHChJ9//rnOFlCDcEjYcMFxHNvWVK0HADRIkLLGKFpQZ+uhuaJMdQyHwwcPHkxMTGR5MLTaulmSy+UKhUItW7ZMT09/8803mzZtCgDz5s2rg0vXOBwSNlyQ8QMAJO7ocW5uLgB069bNsiwq260z+UMXIvELAAcPHrQsq1WrVtRhkR1QBwYq4YMPPpg7dy4iJiYmJiYmJiQk9OrVq24uXbNwpjI1UDDWAQDHccwk27hxIyKykboulwsRDcOoA42UyUAyQTds2EAyGRE5jmML5jiOXqnVxRiGccstt3g8nhEjRqSlpe3du5fqgGv1orUERxI2UJDuBwCmaTIJU1paWlJSkpCQcNpppxET6N86EIbEK1I16XJr1qzhOG7AgAHMcUoQRZEtvvaQl5cHAC1btkxLS9u2bZtpmpmZmWQoNjo4JGygYLxiJpYkSQUFBYIgpKWlsY2u6zrHcXU2V9BOwp07d1qW1bFjR5q1BnV4RwCALVu2iKLYvXt3WZbZmOFGOl/RIWEDBe0nmsRCw16SkpJWr14tyzK1XRJFERHdbjdr70lvjEajzCpj9Dhx0Km8Xi/FLQFg3759AHDGGWd4PB7SRRn9ajZUwG5D7ONYlrV161Zd17t27erz+chOHjRoUB1I4NqAQ8IGCns8gMLfiqKsX79eFMWePXtGIhHKfgYAURRFUaQDACAQCAiCQAliNThDgoqVaEiTx+PZuXNneXl5ixYtiHu1Kv0Ype0PtmzZAgBdunQBAApXtm/f3okTOqhJCIKgaRqTaRzHeb1euv0PGjSImHbgwAFqdqhpGglGyh1TVTUhIYEcJLW0vM2bNxuG0bt3b5fLdbQSWLOcZC5iQRDoExmG8csvv3Ac169fP8MwNmzYAAA9evSoy0BlDcIhYcMFGXtYNXYXAHJzcz0ej8/n4zhuz549Q4YMmTRp0t69e91ut6ZpPp/P4/FwHEdlROQ1ranFkPeF8W3Hjh0A0K1bN0EQSBiyTMiauiKBnZDuR6RwlpWVFRcXJyYmnnLKKaFQ6MCBA4mJiVRt2BjhkLCBgmZfU8Iaz/OIWFRURB0409PTFUWxLCsSiXzwwQeDBg3at28f0YNafdIZotFoDaqj1VLkNm3aBFXaYK2CCTe7N3jnzp0cxxHrDhw4YFlW69at3W53HaTv1QYcEjZQsCg8NZmn0bl9+/Z1u93dunXbtGlTu3bt8vPzBw8erKpqmzZtFixYQIdR8R4AsBh6Ta2H+mqT0Fu/fj38noRcFWrwogTyx7AgJACsX7/e6/X26dPHNE3yyvTu3RvqJIe2NuCQsIGC+RiohQwApKenT506lWazDB069LPPPnO73UuXLh0/fjwATJgwYfr06ZZlUTcXctLUoHcUqvIHLMuqqKg4cOBAUlJS27Zta/D8fwT6FKSZk1Kwfv16TdOGDBmi6zr1GejXr18drKS2UItlUg5ODNVmj9GD0tJS6nfodrsff/xxwzBCodCUKVNIXbzppptYI4mahaqqVNcXDAap9XCHDh2wTjprsIJJVp4/ZMgQAFi7dq2iKNTwYtmyZXWzmNqAQ8JGieeee47uoddcc40sy5ZlffzxxwDg8XjOP//8SCTCZidhVQ0uPWbTCP/k5NTn9+iCd9Y2+/XXXweAq6++2jCMcDiMiLFYjBjCuu7X1Cdly6BPRCX8pGlTpT91IqYWbI0UDgkbGag3hCzLK1eu9Hg8giCcf/75+/btQ8TNmzcnJSV5vd4WLVrk5+dTJzLGDU3TJEkikvxJJbudn9QJhiIlJI5KS0sNw7j55psBYNq0aZQkYBgGY10t1bazIaE0eQoAOnXqFIvFDhw4wPN8ixYtqBnpn3fKaLBwbMJGBlEUdV33er2dO3fOzc1t2rTpV199dckll+Tk5HTr1m3v3r1NmjSpqKjo1q3bTz/9BACCIFRUVJimKYqiz+cjUxP/2IFhj3fT5HqXy2VZFqVlpqSkCIJQVFQEABQkBIADBw7IsgwA0WiUOWlr8CNTcIINciJPTJcuXURR3LRpk2VZ3bt3b6Q19QSHhI0MhmH4fD5FUdLT0zt16rRly5YOHTrk5eVdd9113377rdvt3rVr17nnnltRUXHFFVd8+OGHhmEEAgFKqSHXYigU+pOSC6waLEFGIABwHOdyuYicxIQlS5akpKS0bNlSVdVQKDRs2LAxY8aYpun3+2m2BOXZ1SAo1hKNRgEgLy/P4/FQfGLz5s0AQNWVcKzy/0YBh4SNDFiVqgZVaTS5ublXXXVVSUnJiBEjXn31VVEUFy9efMcdd1RUVIwdO/bee+8VRbGiosLlclVUVMB/S+xERAqHUMdrRDQMQ1VVjuMURVm7du3tt9+uaVowGGzfvr3H41m3bp3X6yU5XFJSomlaOBxmY15q5PPSvYM9oEGlvXv35jiOyqm6du1K4ZOaumhdox5VYQfHB9bsjPU1KykpeeihhwDA5/PdeeedZL+99NJLNDN08ODBaBuW8l9bJGqaFo1G2ciHWCy2d+/eyZMnp6amUosnAKAMldWrVyPi1q1bSRa53e7t27djTc+UJ0uP2bHt2rUDgIMHDxqGceqppwqCsGnTpkY9LM0hYSMDuQSZo7KkpISxa9asWaIout3uM88807IsTdM+//zzpKSk5OTkXr16VVRUlJaWEgPtzTyrwe6Y2b9//+zZswcNGkTEI6vy0UcfXbduXffu3QGgXbt2S5YsiUQimqZdccUV5LSkavcaBFGafD+FhYUej8fv9+u6HgqFaBwAczg5IQoHdQSSDCUlJczVyVro/vTTT1lZWQDQuXNn8tpv3ryZskmaNWtGEuO/SsKSkpKPPvpoxIgRZDq6XK4mTZpcc801P/zwA+tgHw6Hx4wZAwCCILz77rskOe+++24A8Hq9N910Uw1+XnbHsSyLvE29evUKh8OHDh2CqnBlI+29TXBIGCdgPbB//fXXM844AwC6dOny3XffmaZZUVFBCSXJyclr165FRMuy2PG6rpN+a5rmsmXLLrvsMpYHk5qa+re//e3dd9+lUAQjA8UhysvLKVyZmJh42223ET/feecdMggvvfRSJsHYTFJGFZpVyBZvGAabNmOHZVnsMFrkrFmzoGoEwMsvv+zz+S655JJqRzY6OCSMH0SjUWJLMBi8+OKLASAjI+ONN95ARMuybrzxxkGDBqGtmz0bvnvw4ME77rgjOTmZ/D0ul6tv374vvvji4cOH6UiKyDMRyozSoqKi999/nxj797//Xdf14uLir776ilLnhg4dumvXLqbfHjOermmaXYiRFq3rOnWXo4/Don/FxcU33XRTUlLSU089pSjK7bffnpyc/OSTTzbSiWgMDgnjBPZe8aZpyrJ87733AkBCQsJtt91Gx5SXl5MAJBYdOnToiSeeYBVAPp+vU6dO06dPJ3cLQZIk1n+esYUNeEFEWZbz8vL8fr8oim3atCkpKbEsa9euXe3bt/d6vc2bN1+1apVhGCQ86VThcJhm6x49WdEe9yeEQqFqIfhDhw6RTTts2DCO47755hsm1RtpG3yHhPEDEnGhUIhJhjfeeMPn8/n9/gsvvJBt0GAw+O677w4aNCg1NVUQBJ/Pl52dTSYf0+hM0zx6VIude6ZpRqNRRsv8/HxSYlNTU7du3WoYRllZWdu2bTMzM1NSUj799FM6rNo4a7ZOkrFHM5CBCWFZlg3DME0zEok0a9YMAGgWd6OGQ8I4ATPzaB+XlJSQ2Pnss8+aNGni9/tPPfXUGTNm/POf/wSApKQkyp654IILcnJyGDcoTM/OSfqqLMuMbDTjhR4TIYm3uq6Hw2Ea4s3z/OzZsxGxrKzsqquuAoD09PQnn3yS3hUOh+365zETzei6NDqGiVB2Xcpc+7//+z+S8yy9u2bjInUJh4RxAvukPtqOqqqqqipJ0qZNmzIyMpo1a0YuE1EUTz/99JdffpnJEDosFAoRgSk6X+381XTRo80wSZIURbnjjjsAICUl5cEHH0TEsrIylmt+2223sdBINBplKeb2ewci6rp+NDPp1nD48OGnn366a9eudMKEhIQ77riD2pDTXeDEvsJ6g0PC+AHZY0QPJqAQ0TAMNqTh7bffPnToEHtLLBZje5cVCjE+UPCD2FKNlpqmsaTqsrIy+y2AZphyHHfVVVeRNbh06VKv18tx3IUXXsicPewtFOVjEtg+So0+RUVFRU5ODmvsS2NJx40b99JLL8WBLooOCeMGNDqXdjZxgxUWRqPRnJwcl8s1bNgwtO1+ZiVKkkQv2uUbOU7sl1BVldlm7L/sbyGDDRG//vprv9/PcdyQIUNoGd9//33Lli0pcEKOHwrxs/cya5OxsaSkZM2aNVdffTU1enO73X6/f+TIkYsXLw4Gg9TdA6vKSth0xBP5DusLDgnjHESShx9+GADuu+8+rKvJvgcOHEhLSwOATp065ebmImJZWVmnTp3IIt2+fTsRhrqk4u+9Mps3b77zzjvJ70L5AAMHDnzzzTdJm61muMYBnFkUcQ5K1967dy8AdOjQoc6u6/P5jhw50q9fv9zc3KFDhy5cuPDUU0/dtm3bJZdcout6dnY2GajUrI3me+7bt++DDz54//33t2/fDgApKSlt27a95ZZbhg0b1qNHD03TqHSYlXTED+r7LuCg1qEoCnVk2rBhA9r0vdqGJEmapl155ZWCICQnJ7/88suIaJomGXLRaJQcm2VlZe+++26nTp0yMzNpT7Zu3XrChAlLlizBP3CfNlK184/gkDD+UVJS4vV6k5KSmA+mDhKdSeklS/WBBx6gRmzXX399UVERW9WKFSuuvPLKQCBAki01NfWSSy757LPPqp0qGo2yHJ1oNNp409P+CLXYpNlBQ4Bpmnl5eb169aJGiVA1YLAOZqcoiiKKoiAIsiwvWrRo4sSJkUhk6NCh55xzzq5du1auXLl//34AcLlc3bt3f+ihh/r27du8eXMAiEajhmF4vV6v12uf+qYoCg0Pr+2V1zEcmzD+Qdzr1asXzRUFAPag9oC2qYk+n+/yyy9v3779xRdfvGLFihUrVgAAz/M9evS47bbbxo4d6/f7ySykvqb2jqk0dso0TVVVfT4fnVBRlBqsG653xJeB6+AoCIJAnTn79u1rn2xR29elphgul6u4uJgEb/fu3efOndumTRu3233jjTfu3r1748aNV1xxhcfjMU2TGKhpGq1NlmVqZuHz+QRBcLvdiYmJLpeL4pbxxEBwJOHJAJob0a5dO6yaplI3Q0W9Xq+qqllZWXRdj8dzzjnn7NmzJxQKJScnV2sTTmLT6/USx6hxk67roihSRQXP8y6Xy+/3g63VRXzAsQmPH7Q5aFwENThhrnP73bpuDLBqC0NEnudpPcnJyeFwuKioKCMjo5GO0YxvOOro8QMR2cQItuMjkQgAEAOpCW9d3rPplioIAgum7dmzJxKJZGVlJScnMwYyvdRBQ4Cjjh4nyIXAtjVWTYqm3kqU80WPoUrXqu0lHa3UmKa5ZcsWROzSpQvdF2gljvrToOBIwuOEnYGUyE/EAwCqAyBPOnV2qBsGUiwOq8KAlIq9a9cuqOrMSYsE25hBBw0BDgmPE0zJpL1u1wBFUSTWkTVIGca1vR6mYWJVvii1D928eTPHcd26dYOq6WVQ0x2yHZwgHBKeECjjwZ7NSA12CcQ9aoBd2ythvKKhomw9a9eu5Tiuc+fOhmEIgkAysAYn+Do4cTgkPCHYjStElCQpNTXVMAxRFDVN83q91GyiDlZit07pMfVZ27t3byAQOO200+xLrQP12MFfh0PCGoMkSeXl5bfccgsFLcaMGaMoCvkkJUmq7auzVBjGeUmSiouLdV1PTU1NSUkhUUmGq2MTNig4JPwNhmGwSSZs6DTNG6J6VvoveoV2M8/zgiBs2bLlscceGzhwYKtWrV577TWPxwMAy5Ytu/baawFAkiQaaUQgicQoUbPrN02TSTmfz7d69WoAoDaktCq3262qag1e1MGJw1FLKmFZFs0AoywN2sqWZfl8PsMwaAcHg0Gfz+fz+VRV9Xg8hw8fXrp06fz586lPmdfrbdKkyWWXXTZq1KgtW7bcddddCxYs2LVr11dffUUkjEQiPM8nJCQQe6FGczjJNIWqsUocx4miSK7Rvn37AgCVrlMr+7rPH3DwZ6iDSo3GBWqswhquBINBVr1Grn9JknJyckaMGNGqVSv6DhMTEy+44IKPP/4Yq/rkIuL27duzsrJSU1OTkpLWr19f7SqxWKxm6/ooxZnOzFpOnHXWWYmJie+//z4b2dtIx2jGNxwSVoJ6DdmH+9hbHkmSVFFRsWHDhltvvZXmM1NNzZAhQz788EPWL4x4VVZW9s033yDikSNHzjjjjMzMTK/X+8EHH9CpSOlFW8PsmkK1vhWGYVBlEM3xtYPK/Bw0EDgkrA5qX82ESSwWy8vLe+ihh7p06cJUuN69e7/00ks0BgwRI5FIMBikt2iaduuttyYmJs6ePZuG5k2YMAEA3G731KlTqZUYo2sNkpASWdljVVX379/PcVyTJk0QMRwOs/6cDgMbGhwSVsI0TcMwWL8wRMzLy3vuuef69++flZVF9MvOzr7//vt37NihKAprVVatb7Sqqrfffjtx9YUXXpAkKRwOv/LKK/QKTTKpjWF6bF4Sa520atUqABgwYAB1JZNledeuXY16tnu8wiFhJZguV15ePmfOnAsvvDA9PZ2lxfzjH/9Yv349uUwpSQ0RVVVlVNR1PRKJkF5aUVHBfKSTJk2ifb9o0SIASE1NHTZsmGEY+fn5aOtKWFNg9JYk6ZlnnhFFkU0pe/jhh1NSUl555ZWavaKDE4dDwt/w4osv9urVKzMzkxJcqOXJwoULiVrhcNhudNmnMmiaxlRBkoqKonz33XcUwBg6dOjhw4cVRdm6dWtGRgYAdOnSJT8/n01HqhFQMzJaxvbt21944YWWLVsKgvB///d/pPROnDiRPtTEiRNr8LoOThwnIwmrNa4lp+KTTz5JhaQJCQmdO3d+/fXX9+/ffxwnJ02PlNuVK1eefvrpANC+ffutW7ci4vbt24cMGQIATZs2Xb58Ob2FWYbUngyr+tiznrb02D6Mlly4aBtBoWlaSUnJm2++SVFBsOXQ3HPPPZqmKYoyZ84cqr36xz/+UVxcTJ+dfRtMLDPz0rIsVVWPT3k+ZkO0OOuSVlM46UjI9px9+AEi0oSD008//eeff2YHH9/+s4u4LVu2nH/++QCQlpb29ddfI2Jpaemll15KQumdd94hJ4p9RCa1uK02tY8eyLJsH41CxyiKkpOTc9VVVxHraDbgpZdeumTJkoULF3o8nrS0tDPPPFNRFEmSfvjhhxYtWgDAWWedtXPnTrS1yj/mZ6ExD8fxJdCyFUXRdV3XdUVRGuks6zrASUdCttuYyKK7fvfu3QVBWLlyJSLSVLBqc7z+JzBXJCLm5+fTCCGPxzNt2jRELCsro+lIPM8/9NBD9gnyZGSWlZVh1fxaOwfs4yJM01y3bt2NN96YmprKor5nn332/Pnzjxw5QscHg8GffvopOTnZ5/P16NHjyJEjiqIcPHiwR48eAJCenk6dSLFq6gOLtdgJc8zxL/8V9vESBCbMHVTDSUpCpsXRUyqHFwSBgniffPLJrl278HglIW1oTdPI+4KIiqLYhxMhommab775JnVMGTNmDJlz9rlC9jGDNJ+MHuu6vnPnzgcffLBNmzbkN/J6vWecccbs2bPprkE01jSNjV45cOAA9Z9PTk7esGFDfn6+YRgDBw6k8o4lS5YQYdiAUaqHtBPmuIUYqc0s+cHBMXHSkdAeAMQqmuXm5pI3PxqN5ubmpqenN2/e/PhGbdnHwZMrlURuOBz+7LPPSGpdfvnlFAtZtGgRDalu3749he/Iy8rOZp8HuHnz5hkzZgwePJgV7Ldo0eKf//xnXl4e5Y7TFe1CmMaVIWIwGBw+fLjH4+F5/p133qH/IlcNAJB8rjaZ0BFcdYaTjoRYRTzanbTPZs+e7fP5LrvsskgksmDBgkAgMHLkyOM7OdlpNKWMPWV8zsnJadKkCQB07dqVXDUbNmzo1asXx3EpKSmbN29mthOVAiNiRUXF/PnzR4wYkZyczLLkJkyYQAmrx4z4hcPhYDBoH6xLn3TixIlkIk6aNIkuMW3aNJp5NG7cuKNnTf/J6Ny/ArtjSVXVOJviUoM4GUnIxlNilf1DMuHRRx9FxFtvvRUAnn322eOe/ErnLykpoQfEQGrkLstyQUFB06ZNAaB///7kIA0Gg/379ycj7bvvvmOb9YsvvrjqqqtoDDUpk+edd97ixYvphIwzdh7GYjH7VF129UgkQrebZ599lud5juNGjRpFavPixYvdbrfP5+vdu3cwGIxGo/b5hMctDO3qgH3A/fGdLb5xMpKQNp890HfBBRcAwKJFizRNO//88z0ezyeffHJ8JycOsH1sl7fMaxqJREaPHk28+uijj4ifVPcUCASuu+66m2++OSUlhfXkHDx48IIFC5iVyO4OzHJjkYZqIz7pAdv6RMivvvoqNTWV4zjqAoqI69ata9WqVWJiYmZm5sGDB5k+fCIkRMSSkpIpU6b4/X6/3z9lypQaz0yIG5x0JKStSVKC3aQp0fngwYOI2KRJE1EUDx06VLO3bVIvGTEqKipoZmAgELjnnnvoxQceeEAUxfT0dOJe//79p0+fvmXLFsaEo6dY//WrM4EZiUT279/fokULURSbNm2am5trGMaRI0eoGVR6evqqVauIhyxD6I+UUhouT48ty2I5ce+///7w4cNFUWTNVwVBuPfee9Emt+nWUzfDEhs4TjoSsowW9kpBQQHP8+np6ZFIJBwOU6iNlL3aCG0x62jPnj1vv/02hS5uvvlmClRQqJ0qEg8dOsQmEFFM4rjlEhujTY8lSZIkqVu3bkSSZcuWkRuTNAIAeO2118jHY7cqI5EIWw+LQNjPvGXLlgkTJlB9iSiKKSkp/fr1e+qpp8aPH08VlRdddBEZivZZwk4i60lHQvr57U4Cmk8ycOBA0zTXrl0LAH369Knx67IrGoZhlx5Lly5t0qTJgQMHEDEUCvXr1w8A1qxZU+3tx307sHOvGocVRaEAZkZGxkMPPUQvPv744+TCpVAKC+WzBdgdtnSrys3Nve+++8hvlJyc7PV6u3Xrdv/995Pnidbw+eefJyYmZmRkDBw4kD4snVnTtFAodJL7bE46EjKNjnKydF2fMWMGANx66626rlO5w1133VXjM5lZGSH+3mKkiEIoFKINTbk15eXlkUikWuEvJan+r9e1Zwgxjyva2EUfHwBuueUWRVEikchbb71FKvFVV12FVYkHlDpjHw+4bdu2WbNmde3aVRAEn8+XmJjYsmXLSZMmVbuD0LsQMTc3lzxSvXr12rJlC6mjx50WF0846UjIQOmduq7fcMMNAPDGG2+YpnndddfxPP/222/b7/c1haNTwIghzJW/fv16AOjWrdsxyXZ0Dspfh1UFWgOrAqEHH330Ec08ogqPaDS6evXq1q1bf/755yQ87SJU1/VFixYNHz6cVFmv15uYmDhy5Mgff/yx2rIpZ+3xxx9PSUmhZMDCwsKLLroIAPx+Pw3iJePzJNdIT0YSEv3YUzLDVq9ejYgDBw4EgOXLlx+9+U4cjELVFsAwe/ZsALjwwgvpqWEYqqqSuD4R67Qa+UkvZS5WVVVN09y4cWNSUhLP823atNm8ebOdFeFwmFa7ePHikSNHMr9R06ZNzz333Pfee48luyEizfeMRCKUeadpWvfu3Smd9dNPPzUMIxgMjhs3jtJcn3vuOZaqftyfLg5wMpLQ7mMMh8MpKSmiKJaUlEiSlJaW5na7yWjBGiUhJTHTY9IMSbKRKCDN8+mnn05OTn7kkUeOLn4n5hyf5sZS0qqBzsZyyvbs2UMVHh07dszJyUFEGi6fm5v78MMPJyUlJSQkuN3ulJSUs8466/nnn6fMPuKeaZpHT7FmoY4bb7yRxObTTz+NiKWlpS+88II9ie8kz+0+6UhI3SvocTQa3bNnDwC0bdsWEQ8cOAAAzZs3xyr61ezmODoRzE4qTdNGjhwJAIsXL0ZbxI+4dyKGE3s7kZ+dikUXafImIhYUFFxwwQVUjjx16tRXX32VpQqQnvzII49s3ry52vlJ6GFVAJNl6qEto2DatGnkIL388supx8eHH36YnJzMcVzfvn1P8o4bx0NCig5VS/C1Zxvbw8T2Yjl2AP1I7JXjy9I8PrB6PEQ0TZMS1i655BJEfO+999xu90UXXcRKhOpgPfZYSFZWFs/ze/bsqcekTV3X77vvPp7nqeIJAHr27Dlx4sS8vLyjqfLnaiT7Aun7XLhwIemlgwcPppDs8uXLTz31VKL3pk2bsMqMxN8zmS7E7Of4MyD/ZxJWc1eQrU/fsv1ubacfSylmrZDWr19Pqg69kdhYN5ue1sDW9q9//YvjuH/961+I+Nhjj/E8f/fdd7N11sF6CLIsHz582Ov1ZmZm2iub6h7kmBk6dCgADB06lPTSSCTC8nXsTto/0RTImqXH7G67YcOG5s2bN2nSpEmTJtQma/PmzQMGDACAVq1aff755/YzsJR0e6YBO3lNfd6GgP+ZhOzrsBs57BV7NOno2+S2bdvuuusuavHQsmXLNWvWMBlI33gd7HsWJ6SlUsXtF198gYjkuJs/fz47ss5sFUmSvv32WwpXNgSXfY8ePURRXLVq1dE/IlNk8L/ZzNSk3DRNGpZKL+7evbtz586CIKSkpCxYsIBePO+886ilyFtvvWW/y1MYg2CXjQ3hK6pBHKdNSG3hj+7SqaqqPe+ZdK2CgoInnniiTZs2Pp+PvmuWFfnpp58WFxcfbdPXHlivQdpA1MCXPDGkgO3YscP+oWp7PUwyv/baawBAfZnqcZNRmb/b7eZ5nvhQWlrK7kfVwiR/ftPUNM3+y9rDnqNHjyYT8aWXXkJEWZbvu+8+juOSkpImTZpUbT+wb4PZrnGG4yFhtZgvaZ7V9quqqrt3716+fPnw4cPT0tIAwOVyJScnjxkzZvny5bIs33///eQAuPPOO7HKkqwDVzWzBi3LKisrE0UxMTExFouFw2Ge51NTU8PhMP0v1gkJmWZ1yy23AAB1Q6tHs8c0ze3btwNAs2bN7IKOIhnVDv6Tm0W1j8By7pg36L777qONMXbsWERUFOWDDz4AALfbfdlllzH7U9O0aDRqV4DZrxM3OE7HDHt89HYJhUJff/319ddfT4KFhi6ceeaZCxcuZBUGsVgsGo2+/PLLHMdlZmaOGDGirKysbr5Ze4fcH3/8kfKkdV3/+eefKWGtjotZWS4rJax99913dXbpP8KcOXMYN2KxmCzL1Wywv+KttbfwocwH1gyOGb0vvfRSIBDw+/3nnXdeaWmprus5OTmUTN+nTx+q8CCoqsp2GjlXa+izNggcf4iCJSKbpkm6+6pVq+65557OnTuTqunz+bp27Tpt2jT6X/o58ffiZf78+QCQnZ3do0ePvXv3nuin+Qtgrn9VVV988UUAuPnmmy3LevHFFwVBuPbaa9n2qkudsKysLDk52e/3FxQU1NlFjwnDMB544AGXyzV58mS7SWbH0Wmof3Sqat/h0d/typUr27RpAwD9+vU7dOiQYRjr1q3r0qULALRu3Xr9+vWsXw6TjXHmlcHjICHTGNmdafv27TNmzGjdujXrONS5c+cpU6awLvHhcJhFkOyZKGQxFhcXk2HWrl27Nas3WAYaBhqIFqKFpoWmhZVPkMj722MTj3lD/N2LOqJW9acj/nZ1SZJuu+02qGruMHHiRL/f/9hjj7HtVTc6Ie3Uw4cPkwZY+Qnq706v6/qoUaMA4KOPPqJXWFLL0TrCn6+T4g0sR5deZAFYZl7u3LmTqqiysrJWrFiBiAUFBcOHDycTZtq0aUQ/5ms4ugNAY8cfkpDiCuTaoleqhYlKSkrefvvts846i/ojCILQsmXLG2644YcffviLOV8stnHgwAGKU6eldFzyqR4sR8XE8pgSMyUddVVHTUE0EM0q+pkoR6J6LIKWSU8ZM+WorimIFiqqaaGpmWELQzG90MKQhdGYGiYeknrTs2fPxMTEZcuW6bpOvzqlVmFVtkfNzopgW5YcD/ahF3PnzhUEYfTo0SSo6yaNq1qwgS2vZcuW5KwizaVWy+FZUuuFF14IAImJiYsWLQqHw6qq3nTTTWQikhOVfWkYd1WIfyYJ7aEe5oxRFOXDDz8cPXp0mzZtKAOwefPml1566RdffHH09J//ykNZlum3Lyoq+uc//wnQ6vSuM/79WFRWUEYM6nJQC+mIoQhqGmqqZWiIZtWfbhoxxdBMZPVBVRTVNDRN1A0sKi60ULMwppoVBkYtVKLRMFsVOWnJRNm0aRPrxku/cc12yCaQp9H+Cn38Rx55BAD+9a9/keioA0lYraiCXTQ/Pz85OZlVVGItawSMhIg4fvx4GrFI2W2madIPxIqe6XeJM4MQ/5yEbLQImdRlZWU33XRT06ZNKe9BFMVhw4a99dZbRUVFaNPU7WmEf05C5vUmsRMKhV5/7bvslGlJ4ozrxv0sxVC2UEVFx6iBIQPLLIwgoqmhrlpoIhqox8yYHLZQsVAzLDUakxRV1w1UFNRUtIyqPxMtCw1LlZQQonno0KFp06a1bds2OTk5OTl59+7dLIuSfRD6UDXIQzo5bSPDMMLhsL2bC1XTfvrpp3V2jyf1ki2AJaYuW7ZMEAR7RWVtb3oiIX0/r776akZGxk8//YSIqqr26dPH5XK98sordCOw/xtP+EMS2m0/llhIVl/79u0ffvhh5rxi9IvFYqWlpUx9rZZ5dDSY3c92XjSCi+dj5zYfifD0pRcuP3wYgzLKGJMwX8ciFUstC9HEWCyqqjJpoQbGJKusIlauoaUj0p+BaCBaJgbLMRqq5OH+AwULF33Sv39/ut2mp6fTpMEmTZq89957uq6zzB5qEV+zblJ7pp5V1U+N/S95kvfv318vrZBIAaZg4MyZMwFgwoQJiFhtYGOtgtmK+/fvD4VC9OX4/X5RFBVFYYENWs/JEqyvdv+j7+jVV1+l3Hk6gPHt6Ps3uaT/5MLH5GckhoqJP/yIg3psSoRFQ874PG8TKogqKlEsDylBTUPLQAujOpYahmFaqGIojEcihqwiyhZWxIyIKekYjZpFBkYsNE0Ll3yx8u+jr89IbePikxMDqV6vd/z48a+//nphYeHdd99NBi21WsOqHcl6sf3pt/c/gN3UZFkmAcu+n9LSUpfLRVO46bp1WdpTLfJG4crp06cjIsv2rrNNzzKoLMv65ZdfqOMOVpkbrB9knGmk/4WEbDfYO3xR0Tc9jUajR09p/ivlp+xgWZYptUKWZQMxaplBGbdvxEuGFfjhpe4d3l6Wg4qGKqKKqGioaKijbmAkpks6mkGjXMKYjEh/iomKgcEI6gYu+2bb7XdMada0M0AAICEj7ZTuXftNe/Y/sizbO3898sgjlEk3bty4YDDI9MYaF0rHvFUhIoUre/bsicfqvlGroF/Kvqdpgs2yZcvsh9WgkvxHFm8kEqnWz+bTTz/lOG7EiBEsrkg3r/hrSfyHJGRdyVRVtU8gsZvy7GC719iezvbnP56qqvb6CVmWNQsVopOBhw7ihMs3JsCsDhnrnnscDxeSSMTiClQt1BElXVZQlxAjiMVqrESxJAujUVy7AmdPw0Gn/dQhc+4p6fcB9OnccegTT0zZum0joob42w2CKdJvvPEGdV648MIL9+3bZ7eU/tK3+NcQCoWYBk5lBFTbTkkL11xzDZ5wl8G/DnuhPb1CxnkgEAgEApRez1CDZpjdE1MNtM0oIxIRp0+fDgDPPPNMNbPluPvBNlj8mWOGaSmsQSC9TqEFMhiqDS346x3B7GRmdaWqZsVMlBErVE22UI7hw/doSfBtluurZ5/aU1SKioFlYVRMVCyskFBGLI1iWMeojgcKcdas4PnnLmmR+F4azM+CBb1P+fLVZ6LrfkLUEVFXjUITS0xLoY3ObhYUelm3bl2zZs0A4PTTT8/Ly7OPKKsR0A4zTbOwsHDKlCnt27fftGkTBQnuvPNOURSnTJlCX0tdZtLaw+7RaDQ/P99eUVkbd4Q/ImG1xHpEPOuss3ief/311xExGAzS/dreqidu0LCKei1EHVFBlC0sj6FiYSyGM6Zjuybvz5mFw4a8NXrUu5KMsonbdhsDBt4tS1iUjws+wLGXxJonrfDBgmaJCwb0+HjE8A9++BYL8tHQUKcwIyqI+TruR/xDXu3Zs2fgwIE8z/v9ftLHaJwYa8LJBL799kQPmHl8tJglJhcUFMyYMeP000+nFHZRFO+44w46gELVFCCpJoJqD1bVvGECPV64cCEAXHrppfQpqjXzrgPYmwCQs6oGmxE3WDQ4EoZjKnk4ZQtVRNVCScKdW7BwLw7oNf+sAR8u+QzLgrhjN3Y67YEFH2Kb7IWZvs8T4cuWiT9dPLRwxnTc9SuqOoakSjephahqFqKGWKxjAeKxNWTTNGnPnXvuueQ1fe+995g6zUKgRDlZlsPhMIuq2/MkEVGSJObPiMViOTk5Y8aMof4OgiA0b9581KhRS5YsYafKzs6mcCVLLq+DksJqJCSaTZkyBQDuu+8+Vmti/99aRbVv8siRIwkJCT6fr6ba8jdkNCwSIuoWRg3UNBNlDSXNkg1UERUdlSgOP3PB/HexX8938g/hjh04ZNA7n32CCa5/Dx341UvTlR3bUVZRMVBBDKmGjqaOuoG6ZsiGpf8Vbxq7406ePJny7/79739Ho1HaHyQGq6VTWlXtIVikC6tu57m5uVdffTXFVCnz48wzz5wzZw5LhiwsLJwzZw6VlgMAy+yroW/yv8CeQsgcaVRR+fHHH7OsYPzjtlQ1C5bcT9/AN998AwA9evSwH1OXFZ51iYZGQg0xpBglMUWyEC0LDUTZwIooRkN45oDXNv2Ct96w4dF/Fe7bha1bPCuFcfc2LMxHSULVRBVRRj2GmoaGjigbiqJHTVQrE1CNKsl4LBC7WLuURYsWETdoPJN9XBmz7srLy2nrsNuzruubN29+9NFHqRTA4/EkJCRQN3sm3CoqKpYsWXLxxReLokjFXImJiW+++SZdvS6DE6yUkV30lFNOAYCdO3fa5VLd6KLMG0+Xo05QVF2J8T6qraGRUNf1EGIFYgFiyDLQ0tEwUTdQj+HpPf61Zw/m5+Pp3V/5YiH27f2OHEVVRd1A3ULNQsVAxUDdQsNEw0LT/C3Z2zRQV9D6YxKirQ0H5S7m5eWRyzQ7O5vC9ywMU80bbFlWfn7+Sy+91KtXL57nExMTqUfLv/71r19++YUOLi0tXbVq1aRJk9q1a0fZti6X64wzzqBJKaypbmlpaZ3ljrJqEuag8vv9Ho+HjQdmB9TBYggsPeD6668HgFdffdWs0aGlDRMNjISV5RExxHzdLIxWoBpFw0BFRUPGnl1uPVKCioozXooM6Ttv5MWfHTyIsoqkbZLktEy0DDT0ylQ1et2gbFIDLfPPSIi2JHVixfbt23v06CEIQosWLb7++mtmxWEVYw8dOvTBBx+MGDGCxGZqampycvKll1765ZdfMifnnj17nn766f79+5NLhuf5zp07P/HEE1TOz1pmRaNRMkFPZEz3cYAJutWrV4ui2KlTJ7RZaCfScfh/hf1C/fr14ziOGgRX86bGn2XY8EioUkQhiqighmggYpmF0VgER42YumJliaKhHMHBfd85a+jLioYGImLMQtUwFV1XdV01LdVEjUxBwzJVXVN1zUTDQM1CSgA/Bpi2U63VWlFREVlK6enpCxYsYH27EXHJkiWMV9nZ2Zdffvm8efOocgcRg8HgCy+8MHjwYFbhlZWVNXny5NzcXEZ1SlRARCrnpxfrhoRH23svv/yyy+UaN24c/n5yBtaV5GHhaFmWU1NTk5KS7HW9bD3x1ym4gZHQpLyYquokDTUZTSwwsEzT8b1398SiePgQylHcvg3fnrs1qpBgiyEqiJqhxwwjamEEMWphzEKNrEELTQs1CyOSWkIUPxrVZp6gLXtb13WaHCoIwpQpU9iu3blzZyAQGDJkyJNPPlleXs6S3b/44otRo0ZlZGTQTPmkpKR//OMfX3/9Nble7NPnaT8xNfivdDGrKVRLzbEs64477uB5nsKVTNrUpUbKEugLCwup/xq9zoLPdIOLs8RRbHAktKrKlCxEy6QHFuoqmjJiVMfzz9l0xeji8goMyZU5pVZlzrZp+2OJ3HahZx7rxb8E2oLPPfcc2XIXX3wxbZeioiKy94g8GzduvO6665o2bUoVXl6vd/jw4a+//vqhQ4dq6NupSdCaWXmeYRhDhw7leX7p0qWkSOfl5eHve1JSDNOuk/9R6f3xgcLxmqZRuHLkyJHxx7djooGRECsNucrCedQQTQNRRZQQfz2I2WkrBvbKP1SAMqKK0ZhVaGHt+u5oH5DX9JNPPklLS8vIyBg6dOju3bvpgFWrVt1///3Uo4G00169ek2bNm3nzp21urATRzUPEOnM1HpYkqTTTjutR48eRUVFJKiJIRRdpFtPjVe4kwmg6/rUqVMBYPLkyfGXHHNMuKChgaN/LQALkAPgeQ5MAADYuxuOlBe0bddCEAEAeHAJXKDqDbUFQRAURUlLSzNN89JLL83Ozr7wwgtXrFhx5plntm7d+siRIwUFBW63OxQKtWrV6pprrrnxxhuTk5Opnx9VRdgH1jYcWJbF87yiKIFAoKCgIBwOBwIBwzAkSeJ5fseOHTSebciQIYsXL+7UqVNiYmI4HE5KShIEISEhIRaL0WesQVDARhCEX375BQD69u2LVbeGOEd93wWqo6qVjI6oUfcKC1G1MKLhrLfUJO/8iderIQVlRA2NP3G01CxIEkqSROnsnTp1Yl9gIBAYOXLk8uXLqRtyY3EbMD8QUylpyic1ZdZ1PRqNtm/fHgDatm27cOFCOoakIumo9rEWNbgeRKTrbt++3VFH6wdVJNQQK9tVWIiqicEI3n33wfSkD155ESUDFURJMevAZ2fPn2Qu0127dl1++eUDBgx46qmnyD6stl2oc3sD96RblmVPFl+1atXZZ58NAF6vd8mSJfRhySMFALNmzaLDFEUh727NThBh31U4HPZ6vV6v9+SZEtOwSGhrqqbYSagbGIvg8GHfJ/lfXfIlSpRWqv+X4HtNgQQgPWYtP+zVhqzu++hxJQ05rEw0q6iosJeqXX/99SQSH3/8cUTcuXPn1KlTaSbhpEmTWB1mbXQAoBvZunXr4I8npcYlGiwJo4ixKu8o6jqGS7FN8w8z0l7csw9lRB1Ny0RLr3USMscM238UumBuQxZgqFZ5wF5ssDqVXbbTso8cORIKhWbNmkXSj5pcIOKrr74aCAQEQfjHP/5RWFjIkvVq9hZDXyCNA6BLN+RbWA2Cr0Pz86/D+u1frHwQroCSI6XJyVbTbOAAdEPhECy91pfC83wkEiGnaCwWA4Dk5GTDMMgR6vf7KUVb13UAQEQKY1A3UQBwuVwUsWhoUFUVADweD3WOcLvdwWAwKysrKSnpqquu+vzzzz0ez9y5c4cOHVpYWHjLLbd88cUX7du3X7BgwejRow8cOGAYBs/zWAuOkx07dgAAmYWmadb4+Rsi6vsu8DuQGIzGIohRxKgmqZaOiKau43uzMc3/8oQJX4ckVBEN1FFHVOvGL3NygUZe5+XltWvXDgB69+69fv16wzD2799PHqmsrKwff/yxWs03qw5hcpLhmIlm9vpdphgj4uDBgwHgxx9/rJaqZjdf46z/b4OThBYA5xIQEIAX3W6OBwDgACqCOs9HWrdNcfsAAHgAQJKTDmoS5eXlFIFo06bNTz/91Ldv3x07dgwfPnzp0qWZmZnbtm07++yzy8rKhg0bNnfuXI7jIpGIKIqRSCQrKwsAotEo5QnxPM9xHMdxPM8LgsDzPHmPY7EYVX65XC6O40hf8Hg80WiUyjh37tyZlpbWtGlTSZIAgOgnCILf76fzG4ZR49GRekZ93wV+BwvRQFRNQzNCzDGDiIaBN1y93C/evOCTAwqiYmmmpVYW4TuSsKZhb/sry/KwYcMAIDMz89lnn0XEWCx222230fz6u+++G6vyaWhuGRsXy06iqiqr+UKbF9Teu4js6mXLlt10002CIHAcZ299T1NMqGIzLq3EhkhCA1HRo4jab0FDA0/rcBvA+evzIjKiYqqGoVWSMA5/lHoGtVoitw1x6YEHHqBb9i233EJ+pqlTp/p8Pp7nr7jiCrTVYSJiKBRi7uJqnGF+oFAoxN6yfv36p556qm3btnSJJk2aAMApp5ySn58fDAarxV11Xbd3G4sPNDgSahYaiJohI+pomZZhImJJmQHQyeMbUBhECS2NXqdZLw4Jaxr2lurM5fv6669TG45zzz0XEUOh0KJFi6gtQP/+/cvKyohg9tb6NPWRHodCIRKY9omfc+bM6d+/P1PK2rRp88gjj8yfP79Pnz48z4uiuG3bNtZwgJma8Rc/bHAkVAw0EA1LR9RNVbFMHRFXrdkE0KRr7wtlxBhqlYmlBqJuOSSsWRCF7G3maFqbqqo///xzRkaGIAgdO3akKudvv/02Ozub47iePXt+8803dHwoFGKDbqqBGvl89NFHF110UWJiIuPeyJEjv/rqq2AwyDIcWInm7NmzKacnEonEZedfbIAkJEmomwaiqctRMiJenjEbON8V116voBm1YpUkVGU0j6cqwsGfgJHHbpWxHv5FRUWtWrXyeDyBQGDDhg30Yt++fQEgPT19xYoVrBiy2lx7RVG+/PLLm2++ORAIUBQnMTHxggsueOedd6g4g9GeOrIi4jPPPENxoAcffJANySJ6O+poLcKqKjdSNQPRVOQIoinL6qS7/in4fP98+H4VtZASshAtAy01hlYd5Y6ePKD9TS4TIgbrjqOqKjX4GDx4sCiKfr//rbfeQsSysrIbbrhh8ODBTNW0933ctm3bE0880aFDB6hymfbr1+/5559nM2HZzBJFUfbt29euXbsbbriBohqzZs0SBBEAxk0Yk394j4WoqWiZvzUuqdKDNEStsgKu0kr5o0I2Wzmb1VBsmXomoa7r9v751MYgKsmIGA6HLauy0+sZffoBB9//sNJCU1ZjWHl/NR0G1jFY/tDkyZNJTD3zzDPk2ywpKbGX4ZeWlj7zzDPdunVj4YTOnTvffffdVLHBFEt7FjiNy6ZxaKNGjaqoqDBNXPPTL4EEN++Brr2yDxyMhkOoalhchiqipFmWRb7ZMsQKVBA1RIwiliHaHHuVzJQMI4hIIWhNVzVTRjQxHKr00GqaQXru7zvHmtRlylatWvOoNxJKklStdTdrrlwtL1FRlMTExMTERFJUmHpDBK7bVZ+8oPCAfcDBU089RdlCN9xwA2uPHQwGZ8+eTVENQmZm5g033LB69WoKYNjNRSpotHcViUajGzZsIE9px44dd+3agybu2vlrhy5NgOcuunDK7h1YVoayjjJSEj8imqUl2xBLUTfNsIaoVDIQ9d+TUEOMIcZ0PWKZqr18PFgRDYepOLuShyyhr7i4iNHPtFTTqpUOA/VGQnsHO/oxmMFNPm5N0+inLS4u9nq9GRkZdAeNP7u8sYCZefS7xGKxJUuWuFwul8vVqlWr22+/fdy4cW63m/rNeb3eK6+8csmSJYcPH/6jVGy68x49/2vXrl2nnXaa1+tt0qTZ8mU/WCaqGo4f+2rLtFeyEmZ+uggPFqGEeChYoKOpWzJiRI4dRCxDK4ZG1XC83wstQ/8tNdk0UdMUTZc0XZIkKRJmDUdMRNy2bduDDz7YvHnziy66qLS0GNGMxaLRaBhRjzcSYpXf2d5xqFpxDWHJkiUAMHDgQPZKtdung7pBeXk5i1hYVQNef/31V+pkRe0hAYBMPvukSkQMhUJ2teXoXDZSf1h3H9M0L7jgAgCX39fkzTe/PnQA1Qj+8+ZImvftzNRnpz9/6FApSogK4pGKMgtNRKWsZC+i8jsSVrG7Mh0yaoTDhmaiUeX/MxCtKstw374Db731zrBh5/A8DwCUANS27allZSWsbUo4Ul4bX2xDccyQ85oFc8vLy6v0geJ77rmH5/nrr78ej5rV6pCwzkC3yGrzWMLhsKIov/zyS/fu3QVBuP3222legH2Qnv03ikQirI+ovbjEruhSQMIwjEgk8uCDTwI0cbl73H33J7KMUgxfeQmbpH4owIt33PVrVMWghhEdNQsNHdHAcNCs6opSyTzqlmIgGqjpqOio6WjKiGEFowrqJgaD2vyPPhkx4pKsrKYulxuAb9my5bhx4+69997MzEwAyMrKWLduLaIZjpT/UZewE0S9kZD9NtU6nbDXw+FwTk7OyJEjASApKenVV19lcrKBF8vGJZihHolEyCBnvxqrzaeCDHv2DCKapsmmbuGx5hMyBh4+fBh/H6IMBpUXXvoIuF4XnD/jqiu/KijEgkL8/ltMTZwb8L/Us+c7+UUYlFGxULUwWIFWVSIAYmUrWhJ3OmLM0GIWhhWMKKhoGI7g54vw9ls/G3XxxAR/MgCfmJh83nkXzJ//cSQSkSSJ7jWXXjoSANq0ab1o0cJItELTa8UHUW8ktJv4bDwt1ewtWLDgqquuyszMJP8bALRr145+IQLlLlFmY70s/uQEzZNjT2VZNgyD7ENZlu3KJ91J/+u0ZgLRklysrCyDiG0hxkzMWV7Qoe2zAjx7/rB9BYewqAx/2Yzt231ySvaS09p+vGULlkaxIKipFurmb/2dLdQsjBoYMVDRaXqshoqEa3/E+yfJvTv8lOlakia+2KfXdYMGnvXiiy8Hg+Rb+u0GoWlacXHR1VePp0345JRH400SVit1tSxrzZo106ZNI88YpVO0bdv2P//5D2sZaL+bNthK2XiF3YtWLSHGPgSOvc5+IDI07JOViHVkFlb7HVkKOCIGg0GDJsZa+NMqHNznh0T+izYtlq9cjUEF87bgeWfvFuCNTh0+XLJMliyUdIwpaOho6WiZv8lA3ULVwAMHcNpT+wf3+ah15ttpnjkpwrzB3Xc9dFd0z86qVg7Kb9kFrCkzWYMvvPC82+0CDsaN/7+a/l4Ra5CE1WI+9k7JJLiq6ZDsSJri0Lt3b+bU7t69+9SpU7du3XrMqcAOTh4YaMZQkREjKm7ahJePPggwq13rzxbMx5CEO3bj2MsOJHj+c9PEVf+8//uXXt0tK6gruG833n3HG4aChowfzDl0eA9GS3FY/wXpvimJ4qOnd33n1pvXfbcCJRUVHY0/mIxAmeuSFCEevv76aympAY6HQYMGFRQUsDsFbWNFUZiOQAoCPf6L+7YmSUgP7NbC0ccws15RlHnz5g0fPpwa3Ymi2L179zFjxqxdu3bPnj3MR9qQ20M4qG1YqKsYK9Mi5TJKOm7fgXfelp+dMT/Z9/aLL2A4gsEQfvg+Fhdjzx6vdu44Y/tmjIYwbxOOvvjf5cX4/TJ8+rGNzz65f/NafGW6+vgD+R9/gOVlKGsomygjhnRKLzj21RVFQTQ1TaFARe6GtW3athIEoU+fPtu2baMDKNn96A1vF+n/FTVJQvusbKr+Ki8vZznvjEs5OTmjRo1KS0ujvg/NmjUbM2bMW2+9xZIGGeJy8ICDvw4LdRkrohhU0JQRZcRDR/DJx0qaJHyU6fl21Hn7yyMoGSjFsG+vD5+4H0eft0mV8Jd1yvnDJ0sx3LYdn3o654slhwuLMBTB4lJUDVQsaiKGCqJk2nPfqqO0tJTEoKZR3aq+OS+3T58+AOD3+7/55ptq4iESiUQiEQq9/E++w5q0Ce0B96Pjs3l5ebfffjsZe/TvgAEDXn755Z07d9rfRa3N7HK8boZUOmiAsFCX9AodYyriobL8oLVLRU2RccEcbJ3yVf9uS/fsxwoJi4pw+NmL837Byy7O/XCutXMHnnP2Q1IMVQM//XKdiqhWzRnSEUOSVRKM0eOYpv8RCasGHCiRSIgy1yLRCkS9oKDgyiuvpFjiu+++i7a+Hgz2Yq6/8jFr3jFjd1rqun7kyJEpU6a0bduWuh4EAoEBAwbccccdoVDILjb//JyOTXjSwkKzIqwaBuoGGqirlqYbGK7AFctx+VcoSagoqEg4eNDT23/FVauwZ6fXf16Jg/u9KCuoWFgWNWJoUEJ3eQWGQmgY1FMaERXEGF3jGNetzEbQw+FgVe6ozmYuPP7447Sfr732WnqFIjfsvf+TBldjJLTH9+jBvHnzBgwYwNwtp5xyyh133LF27VoarGNvd4lV2iybUtIomuc6qBvEYohaZXtLRTUNHTUdDQuLSzEaRlVGKYT9+t23a78p6/jgPcVjR23v3e1lIqGCqKOioaQjGgbqKhoKqjFUJAPN2J+QEKtsQvoLh4OKGkXUKXYiy/J7771HdSFjx45lg0lYgNEwjHqwCVk1CquwfvzxxwHA5/ONHj06JyeH+ZGOphYJzz8Sd/FXP+bgL8OMyWFEE02UJZTC5m9Z1+F8CyMGYiiMsSAOO/Pf6zeGFB2Dxdiry4dDBs+SVYxqWK6oOkYVLA0pRRbGENGgEV8mooGGzGqiqqMqdq2SOkqSUFGjaJugmpubm5GRAQBnn3024yEzxCRJqmvvKIElBGqatmnTpnnz5jE/p93LwibRVVOaj150NX+Pg5MMpoGKhVokWkFURBOjIeq3EInEDqkY0hFVDW+++cOyCiwtRSmIH71v3H3XEkXHUIyqJyQDQxZWGFYwKpUZukrnsWKUPPqH19Y0qlY1JSmiKLGqsqZKDwXpcTt37qTIdnZ29rfffos2vfSvOzI4PEkG3zhohEAAE8ACiwdLqJy/hQAagNvURMEFJg9RPYK8IPL+Wf+BU1vCBSNAEAE44Hjggd5jACAH9IQH4H/XKfN/H+qlqqrH46HyA5/Pt23btgceeODLL78EgNmzZ0+YMIHKvgKBgGmaf6X1s0NCBw0XCKADIIAAFgeWACaADqABJIDh0TTgvGDxuglqWTAwuNsnobJwScXVLjcCADlOagOKotCsO2IjAITD4SeeeOK5554DgNtvv3369OmiKFLSLGul8ydocM1/HTiwg6+UVXzVH1e5aTkwATgeFB0BAocOQiwmn9qmFb2r9hhIJ7csmtQA0WgUAJKSkh5//PE33njD7XbPnj372muvpWq7v8JAcEjooIGDA6uKeWyvugDAqmq/7hHdFsK2zWWKovQ+vTPH1S4DZVl2uVyIaFkWNbwCAEmSEhISJkyYMH/+/EAg8N57782ePdvtdhNF/ysa3qReBw6qwIHFg0VWHAcAHMfEBi9YKBgWuC0LOBN274hGY1Jm06RaHtwMiEhmHo3EoRcTEhIQ0eVyXXTRRT/88MPMmTPHjRsHAETR/wqHhA4aNDgSeDR3hHcBR/LPAlA9HkGzQJXBJcCObSVp6SlDz/EfTULyetSUeKSRGASqToYqEkaj0cTExA4dOvznP/+hAzRNo/6Ofw5HHXXQ8GFVkhDJzSkAQChazIHu4sHnAVDhl59+lWPlVR02fkNt+B2pltXlcomimJCQQO3kqLMOTcijUTalpaV/hYHgkNBBgwcbU0ngAXkA3h/wAugxRVcV0FUIlkfSMnzt2x9PyOF/W41leTweYhflfgEAyUNFUURR1HWdaElx/L8Ch4QOGjzQRq2qYX4uAAST53mPBzasB8tQenQ/heOrc5CrQk2thdmBAODxeFwuFwAQJylu8Rel3+/OWVOLc+CgdsBXCkPud+MoEVAHXeAF04BdOyE5BbKbuxFrXRLWBhzHjIMGD/KJ/o6BgCAYuuoTwULYsOGbtDTl9N4tXCLwDgkdOKhpUMJZZaACOXqBAxDcop8D4DnYuDlH18O9erUQGiEDwSGhg4YNGotucWAiB4A82YcWgIXg5jymAZwFO3Z+43LxrVt6BK4xaqOOTeigYQMreagBmPQKJYyZJgC4VRX37SsOSbsCiZHUVADLsQkdOKgFWAAAJoABnMgsQ9HlA+BcPLcpby3HSb1Pb+72amByAO5GJ1oa2XIdnJzggQfgqTSJB+CB50EE4AUX7Ni5BTjo3KUDgGWaZn2v9HjgSEIHDRqUus2Blwee3DBVRRWgqrrH4/nhh+8RoXfvYQAewc03RrnS+Fbs4GQDBzyAiwMefud34T0ejyzLBQUFgNCxU3dNs1RVr79lHj+col4HjRKyLPt8vvLy8vT09ISEhNLSUkpYaYxwJKGDRgkaFrRv3z4A6N+/P+VwNlI4JHTQKOFyuTRNy8nJ8Xg8nTt3FgSBBrPV97qOB45jxkGjBCK63e6tW7eqqpqbm+vxeHiet2dXNyI0ykU7cBAMBgFgyJAhLpfrp59+mjVr1t69exspCR3HjINGDE3TJkyY8Omnn8qyfO21177yyis+n6++F/U/wyGhg0YJRKSuZzzPf/bZZxMnTiwsLOzXr19OTo7b7aay2kgk4vV6qfugaZpHV/r9xb6gtQ2HhA4aJajPEs/z4XA4KSnp+++/nzBhwuHDh1u3bv3ll1+2bt06FoslJyeDrU0owTRNy7IEQWg4uqtDQgeNFeXl5R6PJyEhIRaLuVyucDg8YsSIn3/+OSkp6e233x49ejQAUC96imcw0LxuKopvCGgoNwMHDv5XpKWlJSQklJeXu1wut9udlJS0fPnyiRMnRqPRMWPGvPbaawBQUVEhiiKblEQih+d56h1a35+gEo4kdNBYQYoo2NrRA0BFRcUbb7xx//33W5Y1YcKEd955h/0vDbEVRZHneayaPtQQ5KFDQgeNEtTSs6KiIjU1Fap4GAqFkpOTy8rKvvnmmxtvvDEUCg0YMOD7779n6igi6rpOkhCqvDv1+TEAwCGhg8aO4uLizMxMjuNKS0szMjJisZjf79c07eeffx43blxRUVGXLl3mzJlzyimn0GQIRDRNsyEIQAaHhA4aJcjJyfM8xRii0WggEKBXiIcAsGXLlquuumrTpk3Z2dlLlixp06YNqa+GYRAJqzlO6wuOY8ZBo4QgCKIosigfTX3ged4wDL/fT8M3u3btunjx4ltvvbWgoGD48OEzZ84EAF3XmRis5jWtLziS0EEcgvwuRNGNGzeuWLHirrvuCgQCd91110MPPcSaZDORWL9wSOggPmEfxmKa5ty5c2+++WZVVceMGTNv3rzy8vLMzMz6XSGDQ0IHcQW7cKMiQ3qqqurq1atHjRoVi8V69+69aNGiZs2aOZLQgYOaR7WoA/lCOY4TBCEajRYUFIwcOfLXX39t2bJlTk5Oly5d6nGpDI5jxkFcgRhomiYbS+hyucg4DAQCWVlZa9asOffccw8dOtS1a9ePP/64npcLAA4JHcQlEFHTNEqRIWEYjUZVVU1JSXG73Tk5ObfddhsATJ8+vb5XCuCoow7iDMccjsvqnhCR5azNnDmzf//+Z5xxRr2s0w6HhA4c1DMcddSBg3qGQ0IHDuoZDgkdOKhnOCR04KCe4ZDQgYN6hkNCBw7qGQ4JHTioZzgkdOCgnuGQ0IGDeoZDQgcO6hkOCR04qGc4JHTgoJ7hkNCBg3qGQ0IHDuoZDgkdOKhnOCR04KCe4ZDQgYN6hkNCBw7qGQ4JHTioZ/w/AYB2+z5Nla8AAAAASUVORK5CYII= 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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=C1CN=C(c2ccccc2)c2cc(Cl)ccc2N1CC1CC1
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: CCN(CC)c1ccc(C(=O)c2ccccc2C(=O)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: COc1cccc([C@@]2(O)CCCC[C@@H]2CN(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: CCCCCCCCCC(=O)NO
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: CCC1(c2ccc(N)cc2)CCC(=O)NC1=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: CCCCC(CC)COCC1CO1
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)OC(=O)c1cc(C(=O)OC(C)C)cc([N+](=O)[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: NCCOCCN
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+]1ccc(C)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: ClCC(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: CC/C=C\CCO
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: COc1ccccc1NC(=O)CC(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: C=C(c1ccc(C(=O)O)cc1)c1cc2c(cc1C)C(C)(C)CCC2(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: O=c1oc2ccccc2c(O)c1C1CCCc2ccccc21
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: c1ccoc1
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(/C=C/c2cc(O)cc(O)c2)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: [Fe+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: CC1=CCC(=C(C)C)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: ClC(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: CC=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: N#Cc1cc2ccccc2c2ccccc12
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: CS(=O)(=O)c1ccc([C@@H](O)[C@@H](CF)NC(=O)C(Cl)Cl)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(CCCN1c2ccccc2CCc2ccccc21)CC(=O)c1ccc(Cl)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)[C@@H](O)[C@H](O)[C@H](O)[C@@H](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: CN(C)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: O=[PH]1Oc2ccccc2-c2ccccc21
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(C(C)OC(=O)C2(C)CCC(C(=O)O)C2(C)C)cc1.OCCNCCO
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: c1csc(-c2ccc(-c3cccs3)s2)c1
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: CN(C)CCCN1c2ccccc2Sc2ccccc21
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| Yes | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABffklEQVR4nO2dd5xU5fX/zy0zs7ONZWmCIIjSpBixl5gQNflGYzcmdmOMyPebmGiiJmqKMZafiZqoiUpiEAvGEuxRSaIgNoL0IiCwFIFl+7Rbn/t8fn+cmWeHBQ0ou7Po836tOHvnzuydufdzz3nOOc95DACk0WhKh1nqA9BoPu9oEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEmOX+gA0uw0hhG3bRCSlBGBZFhFFUQTANE3DMPgp3s7ws0RkGAbvYJr6vtzV6G/8M0IQBLZtp1IpKlKa4zimadq2zdKKooi3+77vOI7v+5Zl2bbN0mWtlvRDfE4x+Eao+QwQBEE8Hs9kMlVVVUEQEFE8HieiMAyDIDBNMxaLGUb+jLPwfN/P5XIVFRWJRIKIstlsZWVlST/E5xF95/uMwAoUQlRVVeVyuTfffHP06NGGYfTr1++uu+4iomQyadu2Mn2+7xNRIpGora1lBRJRRUVFKT/D5xVtCT9TtLW1xePxZcuWTZgwIZfLlZeXO45DRIMGDTrrrLPOPvvssWPHJpNJHjHmcjkhRI8ePYgok8lYllVeXl7qT/B5RIvwM4IKxjzwwAM/+clPXNetqqp67LHHZs6cOWPGjEWLFhFRZWXlqFGjLrjggosvvjgejysDCIDd1CAI1EZN1wHNZwLHcaIouvLKK4nIsqzLL78cQBiGra2tANatW3fNNdcMGDCAiDgKeumll77wwguO4wDgGCm/Sek+wecXLcLPCE1NTSeccAIRDR48+P777/d9XwjBT+VyuXQ6DSCdTj/++OMnnHACR2iIaOTIkbfccsuqVavUzpquR4uwm8LuJeO6bhiGAFhaLBglm0wmM3/+/OHDhxPRgAED3nrrLX5tEAS8g+/7/CCXy7muC2DdunXXXXfdYYcdxt5QdXX1hAkTpk6dyiaR9wHgOI56Ez4AflZZTt/3fd9Xv0opPc9TL9HsJFqE3RfP85R+FKyQIAiy2SxvmTJlSr9+/Yjo6KOPzmaz/JIwDIUQK1eu5H0ymQwrs9ji5XK5l1566dRTT+X0YHl5+eDBgydNmrR06VIUaTgIAv6jQgjP89TL+Q9JKaWUQRB4nlesxt3+bXyG0SLs7oRh6Pt+NpvN5XK8Rckvk8lcfvnl1dXVRHTuueeyHtQL77vvvr333vvxxx/njepVSodq56ampsmTJx9++OFUyB+OGzduypQpW7duLbZ77NPy/lu3bt3+ONUbamO4S2gRdlOU5IIg6OCa8rNbtmw566yziKiysvLBBx/kZ7PZbCaTcRzn6quvZlfzzjvvZPOljJjv+0EQKEVxRIffc+HChZdddtmgQYOIyDTNvn37nn/++bNmzSo2yMUCy+VyHfQWRZESrWYn0SLsprAJUiNARilz3rx5Q4YMIaKxY8e+9tprvDGVSgGor68/8cQTiWifffa577772trahBAq7BkEAY/u1MDP9/10Oq2GfM3NzZ7nPffccxMmTOCCm1gsNmrUqFtvvbWuri6KIt5TCNHY2KjeQanU9331VpqdRIuw++J5HivQdV1luIQQkydP7tOnj23bxx577JIlS1AI2ACYOXPmAQccQET77bffBx98kMlk1FsBiKKItacc1La2Nt5BSpnJZIo91Vwut2DBguuvv37o0KFsVMvKyk477bRnnnlG+aKc/wAQBAEbQCmlDrTuKlqE3RflQCqrlU6nb7rpJpbENddcozTAxuf++++vqakhogkTJmzevHnDhg0o0omUUkU7Pc9T2x3HUcPFKIqklM3NzawolpPjOLNnzz733HOTySQRJZPJ3r17X3XVVfX19SiYX/VyfqDHhLuEFmH3hX085UwuX778tNNOI6IePXrcfPPNQggpJe/j+/5Pf/pTLnb5/ve/n81mWZbKC81ms0oh21sqKaUay3UQUhAEbE6DIGhubr7tttsGDx7MwZtYLHbooYdOmzZt/fr1/BIVg9XsElqEJUZJQgihhnwo0g/bw9mzZw8dOtQ0zYqKijfeeKN4h4aGhuOOO84wjPLy8jvvvBMAR1NRZEs/PSxOdl/feuuts88+W2X8y8vLDznkkBdeeEEduZbiLqFFWHpc121ublYXbiaTYfvW0tLCG5955pmBAweapjl+/Pi1a9eiSF1z584dO3YsEdXU1MyePbv4qVQqtRuHZ/y2rHy2jUKIP/zhDxwE4lq5d955ZzfK/vODFmGJYZlJKTkcmsvllD1kKd5+++18lZ9zzjkbN25EIUbqed4TTzzBTx1yyCGrVq0CEEWRCuGoUd/uIggCFQVtaGhgKUopn3rqKR6LXnXVVQCampr0mHCX0CIsMTy067CRtzQ2Np5yyimcCbz99tuVkeGr//e//z2PD7/3ve9xdETFV1KpFO+8fcHNJ4YPyfM8FSVS2zOZzHHHHUdE3/nOd9j2and0l9AiLD0qT6CKzqSUS5YsGTduHBH17dt39uzZrFUWm+M4fNFXVFTccMMN/PK2trbiQjN+sBtFiKIgbXGOkR889thjsVjskksuaWpqKt5BszNoEZYethtRFLHGfN9/6qmnkslkjx49xowZ09zcrNLiAObMmXPUUUeZpjl06NBXX31VebMAXNdtaWlhW6Sy6rsLpSvWfCqVWr16NQDHcTzPmzFjhmVZ++yzD3ZrNOhzghZhiWGpKNvled7NN99cUVFhmuYZZ5xRX1/PFz1rYPr06X369CGi8ePHb9iwgS93rqrJ5XLKCXQcR6X4du/RKoWPHDmSiDhrn8vlHMcxDKOqqoqrfHbvH/3Mo0XYLWD9bNq06YILLuBI4w033FAc3vA877e//S1PdzjvvPN831e1KcqbBeC6boe4zm5ElaS5rvulL30pHo+/9NJLao5F3759LctasWLF7v2jnwe0CEsMX9ZSyo0bN3Kyoba29tlnny1+1vf9b37zm1w49oc//IHDnioMU5xd7DyKpylJKS+99FLbtu+44w4U7C3nKp555hnsqB5A8zHo5r8lxrbtjRs31tXVnXDCCUEQjB079oknnhgxYoTneYlEwrbt9evXH3XUUZs3bx43btyvfvWrY489lvMBQgj1Dl1wnJyXj6LIMAzTNIcMGSKE2LRpE4CysjIi6tu3bywW27JlSxcczGcM3fKwxLS0tPzqV786/fTTgyA466yz5s+fv++++xqGwfUoL7744siRIz3P23fffe+5557TTz+9V69eRBRFUUkahHJxKREdeOCBRLRs2TKWJRGNHDnSMIxly5Z1/VHt8ZTaFH/emThxIo/0rrjiCgDr1q3j7UKIn//859wj9MQTTyyeL5vL5YoLQXeYadzt8F/kCfsAPvjgAyIaNGiQOpJXX32ViI466igU+a6anUGLsMQMHjy4vLycZcahFA6ufPe73+VZCzfccIMQorm5Wb1Ejbi4lX3XHGeHhEc6na6srDQMI5vNcgBp06ZNRNS7d2/oZP0uot3REhOPx8MwTCQShmFwo6SysrLDDjvswQcfrK6unj59+q9+9SvTNHv27Mmd7YlIrfRi2zbPu+V22p0K+5xMFEUVFRVDhw4FsG7duiiKiKh///5VVVXNzc1tbW3FO2v+K1qEJeaKK64Iw3Dw4MFSyrKyMg5yHHXUUcOGDXvzzTdPP/10IQQvmWSaJqcl2Ce0LCsWixERD9I6mw5rOZmmybOHFyxYEI/HeWS4//77A1i+fHkXHM9nCS3CEjNs2DAiWrx4MWvJdV0imjx58rx587jXi23bQoggCFiHtm3HYjEVEeUuL13TNpsT8UQEgIgGDRoUj8dXrVplmiZv56mGa9eu7YKD+SyhRVhihg8fblnW/PnzbduWUiaTSfbuqqqqWFq8hEs8Hi+2RYqKigo2nl0ACmun8UjmmGOOCYLg/fffB8CHOnTo0CiK1q1bpzxnzc6gRVhiampqamtrueyTLQy66+ogaiFR27YNw+jbty8RrV69Wo0Ax40bB2DFihU8UtXsJFqEJaZnz5777LOP7/sffPABX83dU4QAikVIRBzXXb58OZvuMAyPOuooIpo3b15pD3WPQ4uw9HAH+xUrVihnr9RHtAM4GENFcaD+/fv36tUrCIL6+nresv/++xuGUVdXp6p5NDuDFmGJiaJo1KhRRLRixQre0j1FqGAR8r/c+3Tp0qVEZFkWr0nq+/6HH35Y0mPcw9AiLDFRFB1wwAGmab7//vtU8PpKfVA7QJnB4sMbN25cIpGYP38+7yClHD16tGmaS5YsKdmB7oFoEZaYeDw+bNgwwzBWrFjB2TbbtruhMVTjVcuyOEwaRdGBBx4opVSJQQCHHHKIlHLx4sUlPdg9DC3C0tOvXz8p5ebNmzmyb5pmdxah2hIEweDBg8Mw3Lp1KxX0ud9++xHRhg0bSnWceyJahKWnpqZm8ODBxRk29v26G1JKzlUqQR588MGxWOztt9/mjQB4SuTChQtVz47iMWTXFPfscXTHk/25IoqiRCIxfPhwx3HWrFnTZbWgnwCWmfo1Ho+Xl5dXVlZy31TegZOHPM/QMAzLsopvKN1zuFtytAhLDF/WY8aMISI1Ga97WkIWobJmtm0nk8khQ4ZIKdesWcMb99577549ezY0NLS0tBARpxCZDkEdjaI7nuzPFZz45gwbN/AVQnBldjdkexXx7WPVqlVExNNB9t13XyHE6tWriUjXr+0MWoTdgv3339+2bV7dujubC9M0i600gBEjRnBolwodN0aMGEEFq64+S/eMNnUTtAhLDNuK4cOH27a9YsUKDn7sERUnvJYTT1/ifD0PaA844AAAnPYsLiLVIvwotAhLDA+x9tprr9ra2ubmZo5wdM8xYTEq7sLZ+aVLlwZBwLHT0aNHExGLkD9I8chQsz3d/WR/5uFJQLFYjLv6bt26NZvNdnMRqmJuwzCGDRsWj8c3bNiQzWb52SFDhpSVla1fv547YqhZiN38Q5UQ/b2UGO5qYZrm2LFjDcN4++23KysrwzAs9XF9HMWj1lgsNmDAACFEa2trFEWe540bN04IsXz5cjaM/K8QQs391XRAi7D0sEc6bNgwAHV1dbRH5dNM0+QlKJYsWWKapmVZlmUNGTIkmUwuXbqUFwCOx+McBO6aFql7HFqEpccwjCAIDjvsMCJatGgR7VEiJKLDDz/ctu1Vq1apbP6YMWNc1126dKlt2zy7IgzDKIq6ZxFCydEiLD2WZfH8A9o2nrFHIKUcNmxYFEX/+c9/iMgwjCiKuCRdzTMkItd1ufK7dEfafdljTvZnFR7+WZbVp08f27YbGhpyudweZAlN0+zbt29VVdWWLVt834/FYpZlDRs2LBaL8RT7VCoVhmF1dTVt27JNo9AiLDFsHLiH2r777hsEAdea7EEcdNBB11577YUXXqiavo0ZMyYIgoULFxJRZWUla6+xsVGPCXeIFmGJ4Qo1DverKQglPqZdZODAgVdfffXEiROpcE8ZOHBgLBZraWlpaGhQfTG4wXGJj7VbokVYYjhowY8HDx5smuYe17fTdV2+laRSKc7LG4aRTCbr6+uvvPLKl156yff9bDZbXV29M1OZUPRvEZJIEEkiSRQSiY6vUT97IFqEpUeFYUaNGsWNklSCW+lTCJFOp4u3cPSfH3PL4E6F5wfyY5WX54Ph7VLKyspK27ZfffXVgw46KJPJxOPxadOmnXHGGQcddNB99923atWqKIIU5GR99XIgAskIwgtckGxpa5VEIJl20iAZQRZ0FRKFRJIgiLJELoFIFoQniSKiqLBlj2O3r26h2SW4rITXeHnjjTcMwzj00EP5KV58Uy0Wj6JVtZkoitLpdJetCQMgnU7z8QRB0NDQoLZz01QAd9xxB9eLfuMb35g3b97UqVP79evHV5pt28cdd9yTf3sqm84B8DxPSgFEru9IREJGEuAfx/VFBAkEIVBYAhxwICElJFwJHxEQAQiBABL5X/fMdWi0CEsM64qFlEqlLMsqKysTQijtCSE4wMj7SCmDIHAcp1icHZZM6iS2X383DEO1WHdLSwuv9V1dXf2DH/xArY7mOM7ChQsvueSSfFTGoB415d+99KJ58+ewjPJLOElk0i4kIoGmhlxeVBEgWZmBBKSADBGFiELIAFJAICtQL9As0CzQJJACAuxpaBGWGL5YlYnr3bs3EW3ZsoVtSyaTUXs2NjZ2eC2v4tTBPHYeSurqqHglDAAffvjh2LFjy8rKysvLH3vsMX5WLejd1NTED/46ZfJXjj+ystogg0yLxowZc/vtv9u4caMQAohE6ANRu1kTcLMR8gp0lAhFBBFBhAgjhHBC1Ido8tHkY3OIJgmva76N3YgWYenhVT5ZjYcffjgRvfbaawB831fGp7GxUV36mUxG2Z8gCDyvKy47Pjzf99kgO46jjuH555/v379/ZWXl4MGDFyxYoF6Sy+XUQoWZTCadTrtexgkal6+ac+1Pf9S3b28ik8js32+vc7595j//9TTQGHh1vrsWaPKdLZAepAekgGaJJomMBKSEQCgQhRKhRAj4CH3AAzx4PhyJrnAKdi9ahKWHjQkvvXTZZZeVl5f/7ne/A8CdWgDceOONV1999dtvvy2EUCPA4gV6i13TToLNoJSy2PV1HOe2226rra0lolNPPVWNEtPpND/guGjR23gSzQG2+kE21ea8+vJbZ55+oW0mLIOG7me8NvPOrY1PC/EvYB6wAtgYueuBRqAJaOUxIQCJlERKACIvQvgSPuAh1CLUfCpYVH/4wx8SicTFF1+studyOe4jSEQjRoy4++67eSEkXr6XNbn9aG23oxbKBsC2d9WqVT/5yU8qKiqI6Mc//jEbag4mYdsYEvvMQohMriHCxmy4WiKCQJgDfGxY3XDXnTf8+NpjZr37f7PfO+eVmV+fv+T7m7bcC8wB1iBqQxQgzIdgIAC0As2QgIAUEAIiZKuYEXumO7pN/yxN1xOGYSwWY5tmWdbTTz/9zW9+82tf+9rzzz8fj8eFELZtb9y4cfr06b///e/XrVvHrzruuON++MMfnnTSSTw/qAsqUQAYhuF5nmEYiURi+fLlN91009/+9jfTNKdOnXrmmWeWlZVxLj6VSvXo0YNfxYnBolJYAfKIjCiqCH1KxogMCgI3Xp4m2tCSXbR165KGpo1GFIvZlRRW1FTvM2rsBKIqQjWhB0VJMojsZqKAUEuUIIMThjZRlmgjERHtTVTd2d/G7kWLsMSwCInIdd1kMjlnzpwjjjiitra2oaGhQ6VlFEX//Oc/H3300aefftr3fdM0q6qqzj333O985zuHHnoo78OrbRMRKzOXy1VUVIRhGARBeXk5z10UQrC8aUc9Y3zf53dIp9Nc8JnJZKqqqrhXGutw4cKFZ5999saNG0eMGPHcc8/179+f9wzDsEOPw46AwKlNi8iQBmf82pPvIZEP2ZBK1W1tWtnQtDKdra+sMGp77b13v/G1PQ4mYwzJSjKyZAiihAxazHi6NVPX2NhkxqOsu3nfweOr4l8yaQB/FtUotZujRVh6eFKv+pVXsZ84ceI111wzdOhQ13W5spSIAAghoij6+9//fvvtty9ZsgSAaZoHHXTQpEmTzjrrrB49ekRRZFmW7/uGYcTj8SAIOHHH27f/c1TIFauNmUzGsqzy8vJMJhOLxYoXIW1sbFywYMHXvvY1wzC++tWv3n///T169Kiuru7wzupvbfdR20VomCFRGxGXGcRIlhHFyJBk5IjqRbTOC9aHomHVygWem/EDqijbe+8+hw8cMNKurCGKUWBQXH744RubtqwqK+9ZUV7l+c6mD8PjJ/zIMPqrvlKqT3F3rpjTIiw9fMmGYcgLURx77LGzZ88moj59+px55pnf/va3Dz300PLycnZZwzAsKyvjEde6desmT578xBNPbNq0iS+yk08++YorrjjuuOOo0OfTMAzHccrLy6lgbInI9/3iFba58oZlk81mKysriUgI4TgOm7i2traamppUKnXPPff8/Oc/j8fjZ5111l//+tcOb2KaJh+GUn5HQHy5GfyfQXkbCJPIJPCvIZkOkUvkEpnk2rn0us2tMxpaFzluayIRq+nRp6p88L5DTySqevetv9fW1g4f+SVyy6lsL4riIrKNWBnfC5TwPvKm0D3QIiwxrAcAjuNUVFQIIT744INHHnnkscce4xUdysrK9ttvv+9973unnXba4MGD2dqoV3ES/5133rnzzjtff/31IAhs2x48ePCFF154xhlncFNQZQd4Wi3Pc+c9O5hEVWytLl8hBDd0Wrdu3aRJk1555ZWqqqp77rnnoosuKraonGJRvujHDFP5ajPwkUWiBCLJZaIGIUYgsiTF/uN4c7c0rGxprg8CYcieI/Y9rrqq1+uzp48aPnLQ0AkU9CRjAIU2xQlWfplHdXjdXIQ6Otpd4NA//8ux/nnz5l199dX9+vUzTTOZTJaXl3/5y19++eWXi4P+nJzgJN7ChQt/9rOfDRw40LbtRCJRXl5+wgknPPjgg7xna2srP8jlcrxEBL+wOOXABra+vl69J0dE3377bdZzTU3NkiVL0um0Cn4GQcDvpt4TqghmR58SyAJOPikvkA97hpDq3wAIwDkHBJAuZJAC1gArgDpgVWvzv+tWPyG8OcBbi5ZOmvXm6am2PwGzgBUQW1CIjnJt7X87nm6BFmHpUTLgyhLf94vj+47jPPfccyeffHJ5eXlVVRURDRw48LrrrtuwYQMKIikuHxVCvPzyy6eccgrfZBOJRG1t7Q9+8IP169cDUFUBiuKaGy4c58eciw+C4OGHH2Zv9sQTT9y6dWsmk1EHzImH4neTUn7sFR8ArUAr4HUUoShUjvJPBAgua/OkekkECERha+DVyWANsKi+8e7X37zgjTcunz/v+rWr7wLeBprVkXRB5ma3oEVYYrj0jC9cVYzC/26b5sbatWt/9atfHXjggewrxmKxL3zhC9OmTWNJBEHg+z6bI87jtbS03H333V/4wheUZzhgwIDJkycDSKVSPO0IQBRFSoRKP9lsVkrZ3Nx8ww038BDxxz/+8ebNmzsc+fY1q//N5nhAE9AAOEBeaTLismwuT8tIZCJkBLwwEr70cvjQR30Ix5dIp5HNAMgCDVHYArQC64HlmfS/5r73ixmzTn5v6Q/SzjJ1VMXGsDujRVhiWDBCCL5tq2S3+pV3KL7c33nnnYkTJ3KWnIiqqqomTpzIkVIFvzwIgjAM582b953vfKdv374clamtrf3e9763ZMkS5aAqVEZeSpnJZM444wwiKi8vv+uuu4qvZtd1i/1YfrxzZifIp9qVCAsKFDIUyAq0BmiO0CaQlQgEPB/NLppzcEMglBASEXwvaIL0gcDLbZbBeqAOmN0W/Grmf87Z0jwr57QBIcBOMra7Laja8O6CFuGeB+shlUo98sgjRxxxhBrejxs37rbbblNup/JR2dBls9lHHnnk4IMPZl0lEokRI0YsW7ZMvSHXmrGWFixYMHz4cCIaMmTIc889txuPvTDmC4Ei5zNPCAQSARBIVtE2LmokEUoeTEpkMy1AaxR9IIIliFYBC4An33nvqroNL6WydUAG8GTBwkai+AAKHnC3kaIW4R6GSlQ0NzezHztv3rzbbrutd+/e7DcmEolvf/vbb775JgdOVXl3S0sLP547d+4111zTs2fPioqKurq64hmJvu87jvPMM88QUVlZ2fjx49va2rpyvmJHeNzIw0UEQApw1EzCCFtaWt8ClgJ1wJKmxgf+8erlTa1veGIjkAK8KMorVua1FhWK34KCCLsFOkWxh8H1K9tvjMfjDz300KOPPvr+++/zghZjxow55ZRT/vd//7e6unr7l7iuO3/+/KOPPpp/5fRgOp2eNm3a97//fSnlqaee+vTTT7e1tfXq1atkIX6VyTCJ62mIYiQTRESm/HDz4rVr5hrwLUoGYXNljwZY9kFfON82BhLFJGzIuGUaRCQlmRYRiaKUiNWN2kqU+i6g2WVyuZyK2WSzWc5SqIjIli1bfve7340aNUqd4m984xtPPfVUfX399nFRftDc3Aygvr7+sssuIyLbtm+77TYUwjPFe5aAdp8xALJAkA+cSgCtjrOwqfH1+g9fr9803QvuA54CVvNuURTKgiMbhqoA3AO8bZzhboC2hHseADzPU7VsVJSO5yn5FRUVURTNnDnz+eeff/jhh7k5zaBBg84666xzzjln7NixHC/l3thcb71hw4ZTTjll0aJFAwcOnDJlypFHHhmGYU1NDRG1tLTwZKUSfVoiUrU1IVGMIpuIIinNWNagFqKQyJRiQ8Z/t7yid4yOIxpEZAGGQQa/Ngz9WMws9IkyiSwiu+idS4wW4R5GsWcYhiGXrXAjfbXkAxHxcDGZTGaz2Ycffnjq1KmLFi3itRC/8pWvnHPOOeeffz730bBt+/nnnz/11FP79etXU1MzY8aMPn36cBwVALevTyQSJWsKDiKDe7RxO6cYRSYRkUmRTFlmmoyARPDB2jdS7szR4w5PGidJua9h2HlxGQQgkr5tGUT8PiZRjGC2i7DUOtQi3PNwHIdbm23/FGuPc+tExLEZ3nPevHkPPfTQM888s2nTJiLq2bPnUUcddeONN06ZMuXhhx8WQhx//PHTpk1LJpMAbNtWlXHc2b5EZV8sPCLiv84i5I8Gw87Ztk/kEvnLlr64futTo8cePrjv/wL7tcvKICAyDNUxkYhsLULNp0JNfeLqllgsZppmGIa2baNQLQnA933btpVhVJMqstnsk08++eijj3L4lIiSyaTneb/97W+///3vq4Js1p4q+C6pCLnFIzve7SIkIrIEkRO6TbFk3MnNX/zBfZXVe40ZegPRfiwwgEBkmqzkgK2qFqGmu7B8+fK///3vN910k5Tyj3/842WXXYaiiudugyiIMFn41c43FzUokoFlSjJckg5Zda+/c12srPqYg+4C9g8CkYjHiCgUUSxmRDKwTHRbS6jXBviccsABB+yzzz7vvffeyy+/zJPiu/GMu+JbgyQy88qBWYivSKKYbduRDIl8MkLDkGTE1GsMw9xxV+Du8Ym7251P03VUVlaOHj06DMNVq1YRke/73XeF4PYW93Jb22USysgoJ4olEskoCn2ZJvINK2ATahggMvPzFfM/RFRkALuBDrUIP6cASKfTI0aMSCQSy5YtI6JEItH9Jt1tqxwiIuT1Y0jDMAqd8BNE8YrymiiKsrlWIt+0IiKhlqwwDJvIKiTozbxf2g0cUUaL8HMKxzzHjx9PRGvWrKHCsvKlPq7tMbfViloQprC2DIikSUhUVfYCkMk2EbkmhZJ8IhiGwbIlMonsIuX996Vpugw9JvycEoZhz549Y7GY7/s8NbG1tbVPnz6lPq4dUhREySfcicgELCKiiMgkQryqsobIzOZaiFyDjAhkGsl2M8ORUWUG2xP3pb/vlP4INCWksrKytrbWdd1NmzZtX1/aPTAIHQIzUZEUCwWhiJUnq03TdL0sUUAUoGAtsU0rDbPwSK3nVHqTqEX42Ua2D41UYIMkEcXsWDbjE+gLXxgfhuHSpYvLyspcp7sFZjpYKnYp80M7UEQmSYN/Myyrn4HevnCJskQ+yCeShmGBVdb+8buL9hRahJ9tJJFHFBYt3JevQZGSyhIJAo0aOYYMWlu32svJZCLW/db3M4moKCeRIEoSJYgsMiWZgVnhhkYTGZFNo0U0pCXVZFAqoDYyQiGFaZBpUsQBGoOIoqLxpEVkdwcJlP4INJ0JS0rmHxYJzDCIQ6H77TeUiOrqVicSe8LFkHckTW5cTEZA5EaUIyKimvKyQb4nHMoYhDjFbTNORIFPlqWCO+1Dyu5z8XeX49B0DgZRjCief0hUCDZKMggGwaQxBw4jg96b9x/DJiG7S9R+G3Z8SNzj1CIyAQNERHZlRc+eNXu1pl2bkiroKNHhHcz2iGv3MPtahJ9teMaAtU12m0wiKUkI6RKFow4YTgYtXrKMSNqxj3mr7gXA2jKJbNtKgGJEMduqtIzqTRvbDConioEsIipqgKpWule9hrsFWoSfbVSxSMEaFCKEluFbtgfy9u7fr0+fni3N2dZUuttcltuxnTE0DINgh0ISxWJmhUFxQaZpJP/xwhv/njGHKEkUC0NBRFZ7dhBF8ZhudOV3o0PRdAr5DJvIL2AEpcPQoEDAk2QPGDCcZMXS5ev8sPuYh+3ooEOQYRiRAJfCGBQnxJKJ2sn3v/zE4//IB2/AC2OoOcFqNFjwRdEtPFItws86heUYSE0BAhFMScIgcLxx2P6HlVftt3JlcyS6xUW5LR+dSwAVwpsxCdM2Knr1HJBupUXzW1OZgChuWTEiQv6Db2sGu9PH1CL8HJC3A8WWkEwyiYyYWQ6iIYMPGThgfKatIhbrhiKkj9GhabAITRlZRFaPqr7D9h9IoHTKd93AsiwyyDRp28RgN4qLMp1+NEIIrs0HwEtG+r5PRNxqQf1KRJ7ndfbBfF7JlzkXr8ESESRZREmSdMRh32htTM6f1yz87pTD3p7tSq7jcb6ATduO80TBUSPGk6TZb7ybTFZAUhTBsiwRBUW14N0u/tvptaM8udt1XcuyeLksnr6taoVV5X73K+H/TJDPUFP7xWcQgUwjZpAVRGSChuxTK0RN3WrXQKGgcg9i2wxE/70GJeIVWzY3yoiIyLIMALZlE6GgwKLZTNQtJNnp3zdbPCklK5CtYktLC7djkFKySrmviZ7mv7uRoBC8zJi64YLIIINiRPFIkATttx/FrJrVH2Rcp3u6o9tibPejAI0ePcay7OXL3w/D/Bg4DMOC/Ixu6ItSFxwQa4+tHADuj1JbW8tLWCrV8Tp47K9qdis8HIrn27TkLUG+jsu2iIjKyqhX7365rLF50x6gwY/DoIMOOshxncWLFycS+eyoZVmFolN7GzP4uZpPGAQBL7nMw79XXnll6tSpbW1tVHBKAfBisd1yPtsejZqwE8vPRTCITJcMj0gGYWDYJImkSUOH7Zssr1r2fqmPdweoabgdfmiHAZuRI0cS0dq1a8ggwwC3qBJCtick2m8z3aWMuysuehVxicViuVzunnvuufjii1evXk1EbP1Ud5Nu3OZkj6RQOWoWXW+CyCfyVcYikiSIRo/bP5FILFtaogP9JBRPC2zXUu/ePcqTyda25paWFiLJrpYIt6+elYW0Tel12BUiLC8v50VFpJQVFRW9e/cmosWLF/MXpG1g52MUGQEQhUQBIYzHLCISkqwYDRs1wAlydevXlfhIP5Lisdz2VrFIigaNO/AAIFq4cD4HGogbPXX0s2Vx/4vS0umXvuuEtm2TERpGEIsRkRw4cGAymayrWxOGPhEBBoFM0waFRGF3uDN9ZjDIJDJN1Z4sPwpKECXDgIgsSIoEkUn9+lE65ba1crpIbHMWduDCldaR2/6ibdcngJEjR9q2uWLFChVisCxzR8O/7hKk6eSDACXLYpGgRFwSZX3RRhQeffQXXdd/+53Z8bhFRDKyCGRbpkG+QKq9sEOzGzANinFXB1gEUxDFCNUka2KxXtK3Y5J6lFMk6KDxFDP7zJu7zgsJ5IFkEEZ58wnyPKXEqKReXHvTNClJPchmnTCM8nN7DWPEiBFRhPnzF9p2nIhc17Vj+RuQBIUiiqIoX2cju8XaTF12BJJIcJyqb5+9iMz6+s2gkIjiMYNAPP3ZNkr/jXzWkFzDLYhCSVFEBTMGigRIkEmUiFOPntSnTy/fo0yKiMqIbDKkiDzX9YkoES82hts2WSoNpmnavh9ms45p2pWVldwsR0rpOM4xxxwDoKWlhVdH5bx0GIZ+4JsWxWKWZVlhGIVhZJrdosdSp1/0UnLdkA2K20YFUWzIkP2qKqs3bNiQSrcSSdMimb86YkSJ7hI2/qyxXZ7aoFhCkk0iIklEBg0YVO4HmSULSYS2iMi0bduKrJjn+R3Oicz3dSlpAbQQIpFIVFZWsvY48G6aZnl5uW3bffv2XbRoURRF3FROShmLxXhpDd/3fd/nVXQcxynN0W9Lp4sQIMMgopiILKIEgXr3qurbt6/jRvX1WyIZkKH2SRAluoN78JmifdpEoWIrXykiyBZkEgyEkRuBho/aK1lu1n3gmxHJiEQUEIVxG2R6oGK9FR6VNKWoAukcekkkEolEguPwvXv3bmho2LRp05VXXvnKK6/wch1CCH5VIpGIx+OWZdm2rVbOKS2dfsUbBp+tGKI4Id/tY7/99iOiD1avzHfjMcniPuXoFj0/Pjug+EHRF2sQSY8oINO3YkHCsi2bRo7uC/I2rM8gIsuiUIiQQkmRncA27c6KozKl06FlWa2trVJKy7JUHbKU8sknnzzkkEPKysrCMPzrX//69a9/ffTo0TfffLMQoqWlJZPJEBFXiahXlZxOvuINMkwig6Q0LbNMRsQVfQceeKBh0KJFCyyTIunxPvmR4Z5dstEtaf9Ki5omWQakj8iVUvDCY/36U0vbprlz5wY+ESiZqAhDkyhm5Fc36nZUV1erYg8iamxsfPDBB88999xUKvWtb31r6dKlP/7xj0ePHr127dobbrghmUxOnDjxrbfeamxsZN81Ho93lzLJTlwFGAAQSUggFFICIkQYQAg88ug0M05nfGuCRLMnWiQgJWSEMOguKxh/RpCAACJA8sNIICosE+0gakHUFkrXA9pCvDEH+wyd8tXjnm6sR86HD7gCISAQeJErJaQEEAAZIAMEEGrZ6lJ8MikBqAXA161b93//939EZNv2lVdeCSCTybS0tAB47bXXzj77bF7jjYgGDRp07bXXrly5sjTHvSM6W4RRhEAiDMJIAlGEKILjyDfenG3YdPAR+0u0eqJZIpRAJLQIOwGRX/NdIhII20UoXIgM4EjAk0gHaMnhsu+vvev367wAjWn4QFsGYZTXYWGB9wBwgCwQFq0dX7oPJwSAxYsXf+lLXyKifv36TZ8+nfWp8DwPQGNj46233jpmzJiKigpW49FHH3333XeX5ri3pbNFGEbISTgSEZs7EcHzw5ybJZOSlUaEdCDbJLxAhFIi0CLc7UT8lUYSgUAoABahDELICCKMBLwATz2LV19DSw6tLupTcIHNTZg5E/Vb4Efw4RTkFgIeEABhwaJ2Orlcjiuu2trawjBU25ubmwHMmDGDK5MPPfTQ5cuXA3Bd13Ec3icMw2w2CyCKIjabCxcuvOSSS3r06EFEhmEkk8nLL7983rx5nucFQcArkLOMwzDkJAcAIQQLXgihzC8AKWUYhsVH9QnoAhGmJTJs6yQQSfhh4Ppe33797Vhiw4frA+FKBK6fleBrRLNbyYswkPAEorwIIyBCtjUXeTJwsWY1hgy9dfD+f3n9XWSBtBQuMOP1TX1qrliyAE6IEEHelUVY+InARrWT2bJlCz9oaGjgByywXC4H4NFHHyWi/v37n3DCCatXrwag9BCG4cyZM9PptHorIYTjOGwYW1pa/vrXv37lK19RixOPGDHijjvuYGFnMhmWLgDXddva2liBxW/+KYVXTGeLMJBICaT4HiwQhggChH6Eg8YfT9TrxZfeyboQiHJBNoTUVnD3IwFEgNdRhALsaMoAm9bBNH5a2/cPJ545vcFHU+jkgH+/4SeN69/+N7wQAfyCCNVPCKnU2LkEQeC6boeNDQ0NP/rRj4goHo/zMsMoDBE9z4uiKJvN7rfffolE4rTTTpsxYwZrTyGEYOv6/vvvX3311YMGDWIpxuPxb3/726+++ioA13W3/7stLS0sSP5zrGr56a7czhWhRCiREciECEKIEL7gS0HiOxf9Jhk/+L4//tt1IQAvUqdZs1vZRoQoXD7w0hICQVbKAJvqsFffP/7814FZddn90+ZkgUyEF18WB+7/3KyX4Qn4CMP2AWBBhAiAoLNFqHw/1gyAdDq9YcOGL3/5y6ZpVlVV/e1vf+PtylSyS+l53gknnFBTU8PqGjJkyO9///v169enUinlZCpSqdTLL7987rnnVlZW8v777rvvjTfeWFdXJ6VUx6C8XCGE53m7yxh2gQgdASeEDCFDuIIvhQh/uW/RyCGTbvnlbOFB5Ef/kSucLrizfr7Iu6PbilACASDgpFwZYPUy2Mavn/0HLpw0e9T4a+vq0ebixX+gypr83iy4IRwE24owaB8Zdv75amxsBMD+oZRyzpw5gwcPJqLa2tpNmzYBiKJImaziqGlDQ8O6detuu+224cOHs7QqKyu//vWvP/fcc+l0WhlDANwJSUq5du3a3/zmN6NHj1Zu6nHHHfe3v/2N3dooipQZVH+OBflpPmBnizAShXiAAAS8vAhD/PslHDD4lxee+YyfRuDzs1EAX2oR7l7ax4RBQYRRUeoi8nJo2oSqitumPoEPNmOvvX9z2eXvZT0sWIga++G3/o2sB59dV8mxmBBwAAcy7IJhIeuEkw2O40yePJlLZM466yzP8zZv3lwcJmETF0VRsZnKZrNtbW2vv/76Oeecwx0eLMvq3bv3xIkTly1bVvxyRTabff31188///yampp4PB6LxXr27Dlx4sQlS5YEQRAEged5juMoL1SJ+ZPR2SKEQBS2D+e9EEEIhAGWzsXAHjeO3feu1FZ4bn4HgVCLcDeTF2EoC7dCPhVBLpR+BHgtTWjdir0H/OFPD7nNLv5wFwYPfGr6s3jt3xjU85lXn0PagQ+EEiKf3eBUYRYy6oIAKXuA2Ww2iqILLrjAtm3TNG+++ea2tjYU7B4KcZri0GUmk0GRN8s0Nzf/5S9/Oeigg9jKVVVVffGLX3z44Yez2azneU1NTSxd9bYNDQ333nvvwQcfzPsbhnHEEUf84Q9/aG1t5R3a2tqUj/qJ6QIRFv9wkA1BgHQjBvW8q1/5HZkG+AH8CI7wBLyPFmFxVEDzXyl8VzJvrNS5UMKRUgKhENi6EZXJG558Fg1tqN+MQw567aST/vn3p9G7/IlF72LBAjz06FLPhe8gDBBG/Cb5cLdKP+azUEU/2+rzU527LVu2HHnkkURUUVHx3HPP8XXPMuMPwu6oSi2oF3J5Nz9WLmsQBEuWLLn66qvVCDCZTF500UWzZ89mb9P3feV2ciB0zZo11113Xc+ePblGJ5lMnnzyyS+//HKHd/5kdHrFjJR8LjJAir0XiTCM4GVx2Njpe1U/9s4seAF8QMCJkAEK36Asul7aIwFeezCgq/JUH4Pneb7v8+02iqKPGql/yujZrlAUvUQIOG52I5BBhNCHjCAksh6cCD7gQLoSOR8f1qEydu3f/4ZcDi0ZzF+Mnj1v+u5FDb0rnv/3c/jBpehT+Uj/6ufPO73+xWfQlkYuQk4iK+ECHoIs2lJRykfoAz7gCYSAFyAIIAtZysK58z5eh47j8OgrDEM10Jo9e/bee+9NRH379n3//fd37/f1+OOPn3zyydx/zLbtYcOG3XzzzcrQ8bhRZQhzudzjjz9+2GGHcRU4EY0aNerYY49dsWIF769SF0EQdBg9fgxdIUIAQDPQXKjeyIaAm8PZpy/qW/78k48g68GDkHAipIFC5KqjCNVZ9PJCLakIM5nM9kE2RmV7S0FHEQJNQIOTaXKdUACBRE7CBbJATiKVQaoNbQ0Y1O/6aQ8FnoucwAcf4uIL547c/5neFQ//5008+TC+ePjcXskna8qe6lP5yGGHvPDb39XXbUbWR2MGbQI5wAUcoNn1cigMIAEBuK6fy+XCwIMUiAIZfWQ4UQihLn32LZn7778/FotZlnX00UdHUcQhUJXE+/TwcG7lypXXXXfdkCFDVDnnhAkTHn744Q53VRX1qaur++1vfzty5Eh2j/faa69169bxPsUO7U5eBp0vwvz/W4FM/uSgNUSUy+HWm0St/eqNP0XGgwdXIojktjG3bWSmYuJBu7XsHnAii4MBcltKcTjFfnsgolagCfhQoiEnsj4iD0FjTuZCrF2NE49d/KPv+isWoW/thY9OXZHz8vpcsxoHjplaZv/4368jJ5CVWLgU11678gsj/jGw5pUa85lq8+nTjt/8xMPIedjUgI0NbBXhAVmkQrSm/A0CzUAG8LYZlvy3r4RjMACy2ewPf/hDIiovL7/88ss5ECqEKM6/785vLYocx3n77bcvuugi1fGof//+P/3pT5cuXdohWc/SbWpquuGGG6qqqojohRdeYIeIrwHebSdzGF0jwih/MgIWYUOIrOPj+WeRpFfPOTnnCvjISkRSyoLF22HsW93gu8vIkCPUH/NsN9AhMk5zgIYQDT4yOQgXcAPMnomjDnqtd2zaAYOeaNyM7//ggfkLtzoRUsJxAdfHfX/aPPHyJ95fjbQMXATpEG6AXCtmPIOLTkvtXfFiBU3rl5x2wL4P33pjc91quC68AH6EEEgHzQLNAg05b1PObZAiaj91H/t9sHMRBEF9ff2xxx5LRPvss89f/vIXHgQqfe68p7czuK6rwpuZTKa1tdX3/XvvvfeLX/yiit8ceuih9957r+d5ruumUikAHBkCUFtba9v2vffeyyIUQigzuMPQ6/Z0gQijvF8kIx75AfUhmjyJ+fMRp38eM26jG8KHIwrBdCDb7nMW3qWIYnerK/JUO2R7X5QTxNtv7Koj2gESCCV4qNaUdTJodYFUCx79M/YunzGw+umjDr2npQ1NbahvcgWQ9hwfocM2TaLVgQfkIBqyuVYHXgTHx9ZGeD6cHKb+xTlk1FP9rH/3ojn9Y699ZfzCe/8fNtUh9FXwxgOygMOFpqGHbEp8lAhzuZz6SpctW9a7d2/btkePHv3aa69xAMZ1XeWmqpDMbviKtjtBvu+3tbWxxpYtW3beeefxiLG6ujoej//v//7v8uXLVSTG9/3rr7/eNM1f/vKX2FZ4O5+36PRZFFK5kREKImwIUe8B6z9Eb3vOiL2WtbTBB4QoFqGzTTWG7OCa7uxAv/NQ3zWXCKtvvMNJ5d4KXX1wBQTQmoULuEAughNh81bcdB0S9Lfe9jOXnLOqLZ0fwoVAOhcIIOPnGtqacmHoCBECzZlU/m4n4QZcRwo3ipraRDoNP4N/P4XvnYZBFS/3NO7rW/nLUfv/9MorHnnzzXVCIEIQSSeM0vlTKSH/mwGLoojLQU3TPOWUUxYvXsxGj/XJQ8HiEeOnp/jEFYdSATiOw38xnU7ffffdY8eOVSPG9evXoxCGuffee5PJ5MUXX4wiM4hdCZl2gQgLxU0RCu5oKkSTBy/l4gv7ru5fPmfJYjgCUnJpY5DPBRc7pR2D31GRVks8Piw+bVy/XzwS6BIR7sg5l4CEAFzgw0zQHEVZiUXzcebXtvQ0XxrW/+UH/pj1AvgSDelcCORcZFOQon3s5vNjCSGRzsIr2DeBgGsPAwHXge/Dd1Ffj6efXHnppbeMGXdcsrIPGeaoMcNuvf2Xjc0bAC8UTmPjVieb+3hftK6u7qabbqqurjYM45JLLlEXseu6XNGCwojro0Jin/DriyLlwqiZE8rY8uwK3m3Dhg0333zzD3/4Q06K8JldtGgREY0fP57vF2oM0q0soQcE+aF5XlNBiIyD1myErx29pcb4179fRcaBlBAiKEpFeO0xGNle+184kYWUcelEyFcDf+NtbW2vvPLKjTfe2NraWlxL0fki3C7/VnS3EkAGSANp4JV/4+Tj1hE9cugBb//rH/BCpH2kPISA40NIyBCpFni+9EMPElGETBtkhMCDlPlpwQAC4Xuew2lACQSQngwc4YWIQkQLly264sc/7DOgL8/fr+lZecaZp7z0j2fZGwr83Ed5LmvWrLn44ou5suzPf/4ztsuz88W9e0eD2/+V4o0dhvRcK6OGgryP67obN24sLy+vrq5m1UVRxKLd+ZkWXSXCqH2KNyRCRA5as8BVk9A78fI9d4RODlLCcVsBzraFhUhpEEWRCD9KhJnOFmEYhurEq/ux67rFgTLHcQ499FDlq5x88skvvfSSui+quyz3+coffRCw81P8/jvLjkfIEb+5kwsgIUI0bs2GQBZoCfHAAxg5ZHaSHvrql2atXMk12YUqJQkhITmrnx8OeEXvWpiGjxSQzZ+FsD3UKRCqGgyBwvsITP/762ed+d3ysl5EpmHSwH16XXvdpLXrFvP54gin67pNTU0A5s6du88++xDR0KFDZ8+erb7tXT1ZXQNrTJ3WTCbDuY36+noAURTlcjlW705+hE6fTyh5dJefhR1CRoh4ZqjT7OOOW7Fv3xmXX/y+l+MrwIFElI+hRa6X9oN0uzHc5qbP7minW0J1p1yzZg0/UDPcXNdtbGxMpVJnnnkmzytVpYbxeHzkyJG//OUv6+rq8l9EQbRBEGSz2Q7mkaMObFf/y/2+Y3Y0H6PK5TIAmppa2lpz6rvKuVi/Fbf+rqFfz2cqrekXnVPX2oaUs00qj/tWqPKXwlgg3PauFwApIJXfLoon7AcCgZq0zQpUP3VrGn/1y5uHD9+fTCKLDIuO+eIR06dPb2hoUEO7P//5z0SUSCSOO+64d999F4VSNQ5CdkOUoeNfwzA85phjiOiNN95QJ65D942Pp+tFGCJCKJEDWn08Px1VsftP+do/fQeui0h6EHAzeR1K+IFI5QeHHT3SsL3PQuejclN86TQ3N/ODzZs3Dx06lENnf/rTn9Lp9KpVq372s5/tv//+qgz/pJNOmj59OoC2tjb1Pqo0JJ1OF5+q4pH9jvkIEaqbk5MLESGTkhDItODSC9b2KHs0bt5xy01Z14EXoqk1P7STcGT72DuQaJUsMwRAM9CUN4ntb+8BDcBmoCmf+IUDVe4rt71RRu0nKwjEe+/95/JJl1ZUJhKJGBENGDBg0qRJr7766o033phMJhOJxDnnnMOzJdT3U9rA8sfAIiy+UV5yySVExM0yVEax+1TMhBLZfFOgEIiivCXk6LXA8iUot2/7xtf+vmUz8iPhAPBRGDvklZZzWoDtPVKvCwIzatSnUOUaf/nLX3r16sWTstVkNiaKohkzZnzrW9/ijiaGYfTs2fMnP/nJ8uXLVZkbCndKjq9mMpmdGkLsoJovBEIhAsdx2trSkBABMils2pA7aPSkMvpdbdlj8/4D14cX5Uuxc04hr76NCFMSTuHrbQA+5Ho3+IDHEbUQqAc2Ag3tVvGjDk/CyYWuI/hxNuOlU04U4a677lL101z51bdv3//3//4fCpEMKSX7ddhpS9KVKD+F+2Xw49tvvz0Wi02aNAkFN7W4+vS/0gUz6zOAo+Zx82kLJbIutjQim8KyxVi9Gn4IGQECzZsBF9JDFEBK4YctQEbIfN3pdsPCrkhR8MXheV5xMcfNN9/M1YYTJ07keivXdYMgUF4WB/d833/ggQeGDx+uun2NHz/+T3/6E4/vt5+cxsGej8uDfYQIi8PIThavvPR2Vfngk0/82YSj/5xuQWsKuQC+zE9l8n23vU9MYaDOzmQhgp0FmvN3T68gwvzg0MsHp/1CzmmbqHVYsKVhhzLgIEAq7QLI5XLLly+/7bbbDMOIxWLTpk3rUHLND3i42N0ojrSpGME//vEPrnRDQYS7FL/tAhG2AlmI4nI0LwRyDr71rZd/dnVbNo1UDr5ELosP66KfXvHkpg/UrReuz55PKl9TGrVfNIWT3ekizGQyxeOT5ubmk046yTTNWCx28803s1dZ/KVz0AWAlDKTyfDjWbNmTZo0ae+99+aSqIqKivPOO+/ll19WI/idjWjvQIQBEEgpWltbXScMA0y+fxpRDVHtxef/3HHQ0AQ3QghkvLTI+/aFO1rRxIp2EYZoF2FUEFuEwjg8RFgwj8Ui3KbI3guFqriIgkAUT3vi7yqXy33lK18xDIPnIrD/ybcwKSV/4equ131gEXZwjtavX09Ee++9t0rW8787eU67QITNQAai+Fw2h0DdGpj0kwG9Jz/+OBwJH1E2jRkv1O1Vdca8WYALmRddCmgGWgEP6OCRRigaC3USKivFlm3u3LkHH3xwIpGoqamZOXNmcbmgcqK2H8yoyyuVSj322GNf+9rXeBKNZVkHHHDArbfeunXrVv4TW7du/S/J6I8QYb5CLe1+ZcLXiSrLYnvdeftUKRDKvALZ5m7dUo8IQSYsjnBy3lUiyD9sd0dTQGG3/ECRB4RR8ZAPskMNU77ENwhzjpsu6NDzAlfNU2Nz8f3vf9+yrLvvvltdrHPnzr3qqqsWLlyI7hqY2WHY0/d9XpRm48aNvIUtZKeJcNvKFYlQ5ueSbTOdrECYr30RBQcmgkR9CKxeiRGD/zZm2HNjRt9TtzlfMTPz1ebeFeeuXgLhobmZk1VtEs0SLXkRFp/7Yodn+yPseCgdAxg7SfH47e9//zt3BBo7diz39mIzqHJHuVyuuJKmOLehNvKDpUuXXnXVVf3791dtF04++eRnn32Wz/HHtUvY8YcKhQiWLl16wKhxlRU99+q770svzIoChCFc4fkIBeB5yGY8SGRasu0p+QiFygdHIis5owsATcBmINOuN3hAE1CfD9jkv8Zi7YVFt8UwDH2ZvzXkt0iEgXA9z1Hfw2233UZEqk0TgO9973uWZd17772qT+EunawuQ02VCIKAD/KAAw4wTXPBggV8Bndppu8uinBbQyQRCDghvBCej9AvTKJvb0Yi1eggijyBEFEEH/WpMNq6ET3sh6beh30H3n3FFS96IfwQL720tUfFRQvmwQu4ajGbFht9bPVEY/sARgBRhNBDmEPkd5ScOkKxfRRnZ/OKjuOoOdrKd/r1r3/N47qJEyfuRjfpxRdf/Na3vqVWJunfv/+11167bt06DgCEYaguRCGEigmx2xMEARAJEQDRU089NWTIECJz/PhDPlhVx1+F64Tt9yIl3R3cpLa/QxUFvdq9TTWVrFgbxZFQfOy/ESeB+TJ1Xfell14yDOP444/nm1Q2m508eXJZWdlFF12ET90zoov51re+ZRjGX//6V/61+MT9V3ZdhCrnjlDCE3BCOH5ehO0JKFnYX/Jss9CDDCHYLW1ygeULUROf/NSjeGoaelX97PV/wXXx+izZv991K1agoRVbc3DheWjKya0Cjhf4IgQiKX0nyDSLXCtEmO+40OEIlQhFBxGm2seW28G1S+qL4zQ6/7pp06ZzzjmH53HecMMNPKdmd8F/YsOGDb/5zW8OOOAAtdjQCSec8Oc//5lDPqoIA0VWV91rs9nsLbfcwmFYNeVn06ZN3daMKOtRV1fHQyneHkXRK6+8QkRf/vKX0Y3N4A655pprDMO45ZZbsF2D4P/KJ7WEeQcjEPm2MaHySDj/W2yXpOdBhJAIQqS9bA6NLvDBSuw76HePPYpcGl867J1jDnkt1YIXn0fSuvG9d5HzkAM2pRszaPDhZIJMYfzvF3L0gXTQujW3bUigqMxtG8cVBcf441Ia25fwAnjvvfcOO+wwzgQ+8sgju/323OHPLVy4cNKkScowDhgw4IILLvjXv/7Fz7IUfd9XQ47169effvrp1dXVRPTrX/+6Q1j1U7Zd6CSK67l4gkImk+HvgSMc/fv3L+kBfhKmTZtGROeff76Ucle7znyiMWGhqEnm2wdFapCfV+A2HooXeq0sjwBhCM9DygXWb8DggTc/8WSQy+Gtf6FH7IEp9+Mfz2Pvno/NfAWtTcj5cKP8VFE3QjY/G9EJZKsXNEXSL6qeCQvuU9H0C+WaymIdfuSYUKXRm5qa1MBs1qxZffr0qays7N+/P0cLUKSB3UVx2/ZsNsuBmWnTpvH6CpZl9erVa9iwYb/4xS+UG8xB14aGhsMPP9y27bKysqeeeoqfam1tVbV1u/EgdxfF8X0AI0eOJKK5c+eqEpPy8nLDMNQs+z2FJUuWcLDgExS47qoIt4mDqWBM3kwVy68wJIuE64ctElmBrAfXh5eSDa0uVixDufWbGTPQ3IpcBtdds2Wf3g9M+wviNHnNEtx/J446+KXf3uo11ednizqCQ+Kej0wIJ0ToS2SckPOOhdQzO5yZ9nHLjoJFO4RjIcURkd///vdsYc4666xMJsNGZudnau4qqlaGu7WzhN5///0f/vCH/fr1YzXG4/FTTjll+vTpQRDMnDmzT58+RDRy5Eheg0Hdg/m1u3eqwW6EvQm2h2eccUYymeShFF+7PGNo/vz5e5Y7mkqlLMtKJpMquL3zd+pPIML2UFjHEX4HG1iYHxghJ+C0uW2uhAc0u3BDrH4ftRW/m/5slPWR87F2LYb0feB/jlq2b5+Xnv8bvntOW03iT32q/rTfwAfPPWPOKy/AdeAGcCWyElkJDxGnqQriYm8zU0gqZvNjv+3DNh+Nyg43NzdfdNFFvGbIjTfeyOsTANi8efNuv7KLXZfizghcs8+PU6nU9OnTv/71r3McNRaL8bHFYrHTTz+dJ08VO6KqT273rIFWuQeeEVteXn711VejcNfg7qBTpkzpngf/UUgpuSWxWnRt5zsCf+JFQm0i0wC1//BmU5Ih8j8kiQRI+pIiSlpmDyMiP00L3qLNdVRmU2VV4PofGDaZFu21F/3i15fNXzxDoKVXH7r+xh5/eWTSUV8a7Ae5N2dtvvhbr0w4ZNUtP6Vl/yHyyTAoIjMiEZGQIIp4id8kUYzIJiIi5JdWNz7mI2yD4zi9evX68MMPwzA84ogjpk6d6vv+M88884tf/ILT61LK/v37x2Ix/nI/6ffWkWQy6fu+67pEZNu2EMJ13SiKYrEYj5cAVFVVnX766dOnT9+0adPEiRN79OiRSqV69uz5ne9859FHH+WYLSceuc9NRUUF57u51213o6ysLIoiIorH42PGjPE8b+XKlVJK/rwjRoywbXvx4sWq0csegWEYo0aNIqIVK1bwll348ndd89FHeHrRNgMz6UEGQBgiSIXCk/B8ZJvxwF0YMuC28WPveX8xKivPfvX193NANoQr4ORw6onTa8qvmf8eXBe5AG1ZLF2K22/C6MGzqunlHuaLg/s9dfopsx9+LLulBdkIaQ9ChWMKeeDCMWzblG0nLGE2m12wYEFtbW0ymRwxYsS8efNQiNGpdpS7/nXtLMV1GGphE3U3ZbPGO/DCCf/85z/5KeX/qGGtsoq7dxL6bkFlWdhbmzNnDhF94QtfUGb/T3/6UyKROPPMM0t2iJ+Uyy67LJFI3H333bs6Gt9lEbZ7nirsEQESuVwze4ORbMoPzCIPiNJhwI2Dmjfjh+ehlmYMqLnjmh+/0diMd+c1rNuc9oBWP+UBXog1azD7zWDtxnxIJlfoy5B18fwz+O756wb1fqrKerRn8snR+8+89krMfxfZJsAFfMhCBVsoXBUplUWzdFiBxW5bcTKnsbHxoYceYqvyjW98g0tYNJ2BmoXA89O5a6Bq8bR8+XIiGjt2LPaoVKEQYvLkyUR0+eWXoyiOvTOv/RQi7Fi8kgFagGbH3yyRAcIwgOAWlwFWLcVxhy4ZYM0bWPb6Ew/BdREKbGnMugIhAh8pH4Ev0ZJGWy5fk+ghyCHlInCBnIAbIOdi5XLc9f9wxBdmx+ivNk3rX/nwaSc88tzjG7NNcFPItHGDDIShz/PrAGQyuba2dHEiQBUocs4tCILGxsbrr7+ec3RXXnkl36SjKNqDLoI9CNUtAoAQYsCAAZZlqaFUS0uLZVk1NTXds2ztY+Ak51e/+lU1Gu8SEbZnwzkV3pxyNkhkBdDY7IcRnABNKbwxC0eOXjEgMXtY32fmvwUng1BAhNyzxBNoDZD1IlcgYr+SM/7ZyMtF8AE/giuQDfLFGi7gCixejGt+uHFw3zv26/d/fSv/Z2DvEy4+9xdvzVpRlBgsHG47kYg8FNw25fu1tLTwpMxYLDZ16lRWIE9N6rZT2vZoVLKeOfbYYy3Lev7551U4kadoLlu2rEQH+Ampq6uLxWL9+/dX1Yud1d7iIyyhB6RaMxsEHE+KxhQ8gXQO6SymT8fg/g8a9PDJx65v2YJMCiJC4CPMz5PwIrSKyPWCnB+1CjieiHwJX3qudES+4g1ewAFZx8dmD5tycLMevCzCDJ59vOGis39bYY8j2tuk3qNGHHLTr2/bsrlRuaAiRBCIQveaMJ1uU5+lqanp7bff5gTAsGHDeFq3ytd3UpNZjZoBxEyaNImIfv/733NQCsBJJ51ERK+++uqe5YkEQcDXUkNDg+pSszMv3NUAlCz8UHvg0SAiM+P4VZV9HWGLyCqvIBGR49Jdd6TPPuN2QmLS945+4PF9KvpSWTVls9lYrPBqmUBYaRlliVjcIrIojFmeZbgxw40ZrkltBqUN0zVijkW+lD6iRJx6Jams3CYpSER06ul9HnrkJ2++88pPrpw0ePBe769c9PNfXDfuwDGnnnrmo48+4TihZVEsZpmmSQQiVFVVOY6TyWSI6LXXXjv22GMdxzn22GNnzpx50EEHeZ4Xj8fT6TQRcWdlzW7HsiwUhZfHjBlDRMuXL+dwopRyxIgRRMQl8qU6yF2Fo7sDBw4kIg4ohGGoihD/C7uo9kgikCoF1x4ojQSCra3NHpCLkPYxZx5OPf29ROKOvr3u/9M9cF14AqnAFUgBjpPL5OtruNpMhoAH4UeCu85mJVojNIaoF2jipJ/nOTIqlLzI9oSlk857xSKE74f/+c+75513DhFVlPcgiu3Vb/C119ywbNn7UgrkG+HmJ2VeccUVvXv3pm2r+It7hOxZeao9BVm0cBIHhGfOnElEhx56KO8QRdH9999PRJdeemkpD3QX4YHu+eefT0RPPPHELkwQ3XV3VBWIFWUpCkUzHrC1DdkQL7yCI455uU/fZ0Yc8NKqOmxogCuQ9hAA6VxTvjeJqvf0gagJyCCAyEAEEEIImREyJURWKqEG+Unfwk9DpAAHQvrZ/NSbIPCCMMfVoW2prZu3bPjptTccPP4IogRRokd1r2OOOWby5PtdLwNE77///pFHHskVz1ztxd+g8j9VGH3Dhg27+P1o/gtqhSMUCp03bdoUi8Vqa2vVXe/NN98kovHjx5fyQHcRvoRuueUWIrrqqqs6s4C7fT5LUZ20hARa034o4Qs8Oq3uoINvI/rBV09YsHQ5mrP5+k8f8AUkQiAbeq0II9V2z/c2swiL2iiE+W6lEYSDIFM8h8YDMghbIRzIMAy4WNQLo3SEtJAZEeXU4b0x651zvn1hRXkPIjOZTFRVVRx22GE9e/YkokGDBr333nso3JvVhGhOzUkp9ZiwM2AbqETIU/IqKipisVgqlWLrsWnTJu7K020r77aHP9HUqVNN0zzppJM6tduaKltDJpNrnycRQkYQAX51w4P9+07Yd59v/ur615rqEboQUYe1KQvvsE36LgDCbSc9tFdnbxcEKp78VvxTPLU0Km5BsGnTlilTpkyYMIGIuAnaoEGD1qxZw2EAVZWm6QKKu8TzFK0gCI4++ujy8vJ//etffNVms9mBAwfats0T1Xnhx+4zOihOsXSYMLFmzRoi2m+//dCpbfBbWprai1NcoXIV69dkjz78tIr4/l+b8N2HJr+WbgI8CPejJi10OuoE869CiM2bNy9duvTEE0+8/vrr1WpynLv/9Csea3aSDsuG8aV87rnnmqY5ZcoUZToOP/xwIpo1a9ZHvbyEqEJ5NWxRN4iWlpZ4PF5RUeG67s6LcJejoz179giFF4QOkUyUWUTU0ppbsHDFWd889a05M3vWVkz6v0su+s6EqmqSIMumna/e3L1wIybLsrgzj2VZ/fv3Hz169DPPPPOjH/1o8ODBHCAFQES2bZfmKD9/GIYhpaRCaSU/HjVqlJRyxYoVpmnyFp7itGLFCq4yLQYlDZnyOIUrq+LxeDabJSLDMPioevbsOWjQoFwut2nTpp2vff0ENbJoaWmKxyyiKOekRCTmzX/3uOO/NHf+mweOPeDd/8w69bSjmlsiMgkGRXLX3343EYYhEZmmyQFxrsP0fT8ej/OYsDgDwaXDmq6BjQmH7/k0KckRkRCCiEaMGGFZ1gcffKBKavlfwzDUFV+qg+/Ro4c6AK6b5x6kvGX06NFEtHbt2p2/qHZZhG2pln59+xDJnJOpKC+/6Te//J//Ob61reG8885+b95bew/sIYl69bZyDlkxEh3vYl1HcQ27ZVllZWVlZWWJRKKpqUllb1zXZSny3VfTNShjqODE4KpVq6jgley///5EtHz58lgsZpomCo4r77+9eewy+LqKomjz5s2xWCybzTY1NcViMdu2Pc8jonHjxhERL9W0k+yyCGt61BBRWyodi8VOPOl/fv3rWyToj3/6wyOPTLFjFEl4vkcGVVSSBMUTpXRHiYjn4KoFHsIw7N27t2maYRi2tLSoexXffTVdAFszJSduwj106FAOw7S0tPCJGzZsmGEYy5Yt491M0zRNU909S3jT5KXRbdseMGBAXV3daaedNmnSJJ6Jxkc+cODARCLx9ttv7/yd4hOMhczmlubW1tRJJx3Z0NBQW1v95JNPHnPMMYZhEMnGxoba2loyKJPJSSl79ChZ0QnXK1iWpVxz0zRZkDxcrK2tJaJsNmuapurpoulsABQPllQr5CFDhqxZs2bdunV8XoYOHVpZWbl58+bW1tbq6mrLsizLUk5sCedJ8l1j48aNtm2ffvrpixYt6tOnT0NDw+DBg+PxeBiG8Xg8iqI5c+bwOGhnimZ21RKaRNbM19/64jFfXrWybu8B+7z91rvHfeUEy4wBRjbr7LXXXrZtO45TVVVRVVVRwjsWewhUKAnijZZlBUFARHzrCoKAJ6qX6iA/tyhjyOkHItpvv/1M09yyZQufmurq6h49eoRhyOs38av4HkolFSEReZ5XV1c3dOjQRYsWTZgwYe7cuYMGDWJnSggRBAGH4nn4ulPv+PHBUzWdRK1UfN11N1SU9yCyz/n2BSLMl0fvZChWo/kofvCDHxDRbbfdhsJcszPOOIOInnzyyeLlH7psfpMq1VCTTvlPe57H8waJ6Pzzz0+n05wG4/HOI488wv7XhAkTdn4tjY8UIWc5iqvdP/zww/POuyARrzQofsvNd0DCdUQ65UIiDHY0gb30GR3NHsOjjz5qmuY3v/nNbDbLl/UNN9xQWVn561//GoAQoiTTC1OpVPEibY2NjaeeeioRVVZWPvTQQxxvR8FE8RI3lZWVtbW1u9QeeqeS9W1tbUKIGTNmEJk9qnu//I/XfLddb9lM2FGBO93jTKNhZs6caVmWKuPO5XL33nsvEZ166qnFuzU3N6fT6d3bcnKHcCdoVTxQX1+/Zs0a7kBbW1v78ssv87ro/OyWLVvOPPNMFucf//hH8DIAvq+y+R/Px4mweCk2AC0tLb/5zS3Llq6CROCDLSEkWpozWoSaT8mWLVvi8XhNTY2ak75y5cp4PH7kkUcCaGlpKUkHRO7LmMlkuBcOER111FGLFy9WO/i+//rrr3/xi1+0bbu8vPzNN9/kzrG7dJv4L5ZwB+8lwetvQcJzBa8m73vRDhxRrUDNrsArrqqFjXhWJxGpCbLKI+2a2nouaYyi6M477ySi8vLyCy64IJPJsClmK/fCCy/wRN5DDjlkw4YNHSrOd/I4P1KEqs8XF9qq5Z03b97M29XS7bxswy5/RI2mCCnlIYccYhjG22+/zb+2trYOHz68V69eK1as4H12vpPn7qKtre3b3/42F/3fdNNNbW1tanzY2tp63333EVF1dfUZZ5yRTqeLnc9cLrcbVup1Xbe4XKhABESOmxYRz2YKs7m2j5jTEG0zE0Kj+VjCMJw0aVIymbz99tvV5bty5Up+XOzgeZ7XNR3+Fy9ePGzYMC5Me/rpp1HkGDY3N19wwQVEZBjGjTfeiEIgszh6tPPzsD7OHVVdK9UA1HGyQOj5WRaeelBYC3KbFeq0CDW7xB133BGPx3ldNAC8HAW3ReQtxZGSzub555/fd999iWj06NFr1qxB0ZS35cuXH3rooUS09957/+tf/1Iy4ZxEOp1WW3ZDYOYj+CiLpyRX/K9Gs7P88Y9/JKLhw4cLIYpXFxNCeJ7HPdo6TGXiUkSebfhfJaoMrFrSJ4oi1XVKtUiLouiBBx5gF/TUU09VS9PwveC5557jhWKPOuqoOXPm8FOf0k/u7OWyNZqdgnNgXD94++23o7DU8fbXtxCitbU1l8sVP8W6/fg/UdzRvANs5XgZVl5qzrKsO++8MwxDtm9SSs/z7rzzTp4fd+GFF3IfqsbGxk8/KVyLUNNdWLt27dChQ1mHPXv2/MlPfrJ+/XoUtMEBwg4v8TyvublZSavD8ow7hCvLiuMo/HLf93O5HE+qMgxjypQpbAPZTmaz2fPOO4+jtTfeeKNavJXf4VOOUbUINd2IuXPnHn300WVlZX369OGJsyeccMKTTz7Jzyo30nXdHdq0j5l3X7wUVLHNbGtr4wjK/PnzOUcybty4Dz74QD0LYO3atUceeaRt21VVVc8++yz/6SAI1Ht+yuyAFqGmW8BKUNbp4Ycfvvzyy4mIpdirV69JkybNmTOn2Bhms1m1eHhxOGSHFI8w+UEYhqyiMAzvuuuumpoaIjrxxBN5ozKq7777rloHUiVLiv+WOoZPjBahprvAdZjKyvGFfvfddx977LHsB5aVlR188MG/+93vtmzZUmwJVS7t4wMkavlHz/OUilpaWr773e/y+990000Aoihib7OxsfHee+8tKyuzLOsrX/kKy1Ll31V6/NO3qNUi1HQLGhsbse1CdCjKSaxevfqKK67o06ePYRjJZDKZTF566aUvvPACJ8+UlfuYhl1SSmVmVQZv7dq1hxxyCPuZ06ZNK9ZSOp3+wQ9+UFZWRkRXXnklv4TLsosTgLulRZgWoaa7oMwU/6o6WKtAqOM4jz322Je+9CWOnbCLeMstt6xatWpnbBG/Ia9GDmDGjBm8tu7+++//yiuvAMhms7zPypUrDznkEK6GmTZtGr9cuZ3FYRj+u5+yP6oWoaa70yE9mMvlmpqarrvuOp7TwFKZMGHC1KlT2SQqkTiOUyyP4krOp556KpFIxOPx//mf/+kwSeqdd97h2f1f/OIX1UqsO4zN7i60CDXdHW4UpH4Nw5BNWS6Xe+mll0499VTukVFeXj548OBJkyYtXboURdaJu8IUjxillPPnz08kEldccYVaDZZt2q233spdiM4888xVq1YBaGlpUertpP60WoSaPYDiAhqFMo9NTU2TJ0/mfsHc02TcuHFTpkzZunWrsmCq8T6vPAlg69atxUHOhoaGiRMn8golP/rRjzKZTPGKLp06RUGLULMHsH1JWrF14qdyudzChQsvu+wyLiszTbNv377nn3/+rFmztl8giSdMeZ7H62GsXLnyhBNO4Fm506ZN40BoNptl06cU2EnrJWoRavY8iqu6fd8vnmvPBTTPPffchAkTuDNaLBYbNWrULbfc8uGHH/L+XImmYjlz5szhxqfjxo2bPXs2B2BUyaiavhQEQSc14dci1OxhcIM2bJusl1JmMpni5SVzudyCBQuuv/56Xnyb1XjiiSf+85//VEa1ubn5z3/+c1lZmW3bxx9//Nq1a/ERvaR2WMW6u9Ai1OxJyALKUjmOoxKAHEdtbm4uHgc6jjN79uwLL7yQlz/g2UmnnXbaiy++ePzxx/NsiR/96EfqTYrfmR+o6hn11O6llG39NZpdAh/RS5cvZSLi9WQ4WBqGYSwW44ZLPDF34cKFb7311n333bds2bJkMhmLxbiDxpQpUy666CLDMHhmUyKRcBynrKysuEkxjzw7aQV1LULN5wXP87gC5rnnnrvlllv+85//VFdXP/jgg0cffXT//v2JyHEcnsPxUWrvJLQINZ8L2DVV3dZ5lQTbttPpdHV1NW+Mooh7ewdBwEGdrkGLUPP5IpPJWJbFFi+Xy3Fi0PM827Zt22bPdueXFtwtaBFqPhfwEhdlZWUd/Ewppe/7hmGwpxqGoW3bXemLkhah5vODEIKXWCOidDptmmZlZSXHb9Q+vPCTFqFG01lw6mKHq6MHQcALsFFRCKdr6FLfV6MpFbxkp2VZxVZO1dnwA7W9i1fL05ZQ87lA5Q8Z3/dt27YsSwhRbBjDMCxeWLZr0CLUaEqMdkc1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxPx/AAfEiSgtZt4AAAAASUVORK5CYII= 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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=c1nn[nH]c2ccccc12
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@]12CC[C@H]3[C@H]([C@@H]1[C@@H]1C[C@@H]1[C@@]21CCC(=O)O1)[C@H]1C[C@H]1C1=CC(=O)CC[C@@]13C
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| Yes | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABcuklEQVR4nO2dd5wURdrHn+6evBlYwoJkFQxINoHoiYqKCdOJHurhHZ6eYjrDGRA9A2Y9QXjPLJ6KiAE5BQUxoCBIRpAcl82TO3c97x/PTtnMwrIsSK9a348fnJ3p6anurqfCU8/zKwkRQSAQeIfsdQEEgt87wggFAo8RRigQeIwwQoHAY4QRCgQeI4xQIPAYYYQCgccIIxQIPEYYoUDgMcIIBQKPEUYoEHiMMEKBwGOEEQoEHiOMUCDwGGGEAoHHCCMUCDxGGKFA4DHCCAUCjxFGKBB4jDBCgcBjhBEKBB4jjFAg8BhhhAKBxwgjFAg8RhihQOAxwggFAo8RRigQeIwwQoHAY4QRCgQeI4xQIPAYYYQCgccIIxQIPEYYoUDgMcIIBQKPEUYoEHiMMEKBwGOEEQoEHiOMUCDwGGGEAoHHCCMUCDxGGKFA4DHCCAUCjxFGKBB4jDBCgcBjhBEKBB4jjFAg8BhhhAKBxwgjFAg8RhihQOAxwggFAo8RRigQeIwwQoHAY4QRCgQeI4xQIPAYYYQCgccIIxQIPEYYoUDgMcIIBQKPEUYoEHiMMEKBwGOEEQoEHiOMUCDwGGGEAoHHCCMUCDxGGKFA4DHCCAUCjxFGKBB4jDBCgcBjhBEKBB4jjFAg8BhhhAKBxwgjFAg8RhihQOAxwggFAo8RRigQeIwwQoHAY4QRCgQeI4xQIPAYYYQCgccIIxQIPEYYoUDgMcIIBQKPEUYoEHiMMEKBwGOEEQoEHiOMUCDwGGGEAoHHCCMUCDxGGKFA4DHCCAUCjxFGKBB4jDBCgcBjhBEKBB4jjFAg8BhhhAKBxwgjPEg4jgMAiEh/MsZ0Xac/EdGyLP4aAFRV9a6kwBjTNI0KQ8VOpVKQuQQAMAwDAGzb9q6MvykkXi0EvyiIKEkSYwwAZFkGAMdxFEVJJpN5eXl0jK7rjLFIJOJhORljVDwAME3T7/dLkgQAmqaFw2EqMwDYtu3z+SzL8vv9Hpb2t4EwwoOK4ziIqCgK1Wz+JtVsMgB31T/48F9HRNu23Ta2YcMGSZJycnKo1dB1vVmzZp4U8jeGMMKDB3WDdMPJ6jRNC4VCuq6Hw+F0Op2Tk8MYIyv1sJzUv/GmwTAMn88nSVLLli2rq6tbt269efPmYDAIAKlUKjc318Oi/jYQc8KDBCIioizLiqKQNTLGampqHnjgAV3XAcDn88Visdtvv93rktYWVVEUai+CwaCiKDNmzKBJYFlZ2YQJE0zTBIBwOOxxWX8boOCgwBgj7wsiGoaBiKZprly5smPHjvyY7du30xOhAzyBumJC0zQqc2VlZbdu3QDgr3/9KwAccsghmqaZpulVIX9jiJ7wIOGe4yEiAND0j14nk0nMuCIBIBAIeFJIyLhAqaOTJEmSJE3Tnn/++TVr1nTr1m38+PFdunRRVfW5554TLpkDhTBCD0DXtDCVSs2dO3fFihWzZ89etmxZQUFBNBr1sGzUWNAaCQ1Et2zZ8vjjj4fD4fHjx/t8vhdeeKG6uvqRRx5Jp9Nkq4L9xOd1AZoQ5Iqgfw3D8Pv91FkFAgHbtm3bDoVCdCQi7qv3ks6j67rP5wuFQrQyYZqmYRivvPIKY8zn88XjcU3TCgsLD/y1NRhFUagMjuMYhhGJRK6//npVVW+44YYTTjgBAE488cTBgwfPnTv3/vvvf/zxx8mjm0gk8vPzAUBV1UAg4PM1pl7Ztk0+IZ/PR6elQW9BQYGqqtQiUEctSRJfR/kt4OlguGlh2za9cByHVtLj8XjWMbqua5rWiJM7jkPrE6Zp1tTUIGIymfzpp58OO+ywiooKOubHH3/Mzc2lYxp7EfsLvzoqw1NPPQUAXbp0icViiBiNRhHx66+/BoD27dtv3LgxnU5jZhJLF+ieVTYcVVXdf9Kvu//lT+e3x2+oOdlvli5d+txzz1mWJctyMBjUdZ1ad03TVFU1TdOyrGAwyPvDfUKSJNu2dV33+/1FRUXxeJwxxhgzTbO4uFjXddM0O3bsyB2nB/jaGkwoFEqn0wBgGEZ1dfW4ceMA4N5776U1ifz8/HQ6PWDAgFGjRm3duvXJJ5+k92kSa1kW/Yv7vu4VDoeTySQA0K9v2LChpqbG7/cbhmHb9urVq+meqKr6G4zU8boVaCrcdddd5HA/55xzqL3n/SFBBkOvs5rtBkIdBSIuXryYvygpKeG+0DVr1oTDYd4xeoWmaalUChEvv/xyADj//PPpfbobVNpFixYBQEFBwapVq3DXrrtxN4dGB4lEAhFTqVSHDh3WrFnDP+3Zs+f7779Pr23bbtxgpMkiesJaEokEYywYDE6fPv2iiy4qLS2VJCkYDCaTSWqDJUniS3yNmPM4jlNTU+M4jqqqH3zwwZlnnmnbdklJyeTJk7kv9PDDD3/33XeLi4vj8fiBvbqGYxhGKBTKycmZNWvWRx995PP5Hn30UbpqCiglp2ifPn1GjBgRj8efeOKJdDpNIWwAwBhr3EihsLAwlUpRO5iTkwMAO3bssG2b4lQdxykoKHAchzGmqmrjfqLp4nUr0FS45ZZbAODuu+9u3749ALRv337atGn0EWMsHo9TA+/uDxtHKpVSVfWaa67p1asXTagsyzJN0zTNptDA8/XMzp07K4pyxx13IKJhGJZlUU9Ok0NELC8vp+H67Nmz6R0ab+P+zd/oV1q3br18+XJ6Z8OGDaeffvrs2bPpdvEBxW8GYYS1XHjhhQAwb9680tLSiy66CAD8fv8///lPGiChy2PROFPRdd2yrDfeeIMv2d9yyy1/+ctf+J90ZsZYOp321gkRjUbvv/9+WZa7deuGu/NO0TGGYVx//fUAcPnll5N5cANu3C1KpVI0DEbEYDDYrl27zp07H3rooX379vX7/f/73/+o+Wuc46cpI4ywlpYtW4ZCoXnz5iGipmmPPfYYjbsuuuiin376CRFVVaUa1rg5D/GPf/yjR48e5eXl1Jyn02mqr7x7aQrN/KpVq2hEyqdh8Xic9/+WZfE7kEgkmjdvDgBz5szhM9tGG0k6nX7uuecqKysty+rbt+8XX3yhaVo8Hk8mk0ceeeQ333zDD2v0pTVNfqdGSOZE40BEVFVVUZSioqJYLMZr2+TJkzt06AAAffr0Wbhwofvr7kGppmlu/w0ftvEjs3507NixRx99tGEY5P6pBx7dVvdNzKwWYGMrvWVZ7k5Y13Vd16nkJ510kizLl19+OX3EG4jdcv/99+fn5x911FH0p6qqu21HyLfs/pPfNHLJEKeddtqkSZMQsUuXLosWLeKFPProo7/88kvGmOM47vP8NvidGiFVZcYYDfw2bNgAAJ07d6ZPebVet27dmWeeSZPnl19+mb7Fx1qpVIpXOHIhUCNtmiYNq6qrq+lUyWTyvPPOKy0tRcSamprVq1fT79Y/7KTv0o9WV1fTWjZ9pKoq/y3DMNytwD7hNgZ68eSTT+bl5bVq1aqyspIPDuuJZY3H4wUFBS1atHjttdf4qeLxuOM4tm2TK4XuM92ryspKfnW6rtN9Gz9+PH33hx9+aNu2bSKRaNmy5bJly+jIVCrVq1ev6dOn87v9Gwtb/Z0aIa8uVNE/+eQTv99/yimn0JvJZJKCORGxvLz8+uuvLygoyMvLu+aaa1KpFB8OUdfBGEsmk7x+8Be8gadZ5ZtvvtmqVauvvvoKM51YQyZ+yWTSbQD0c+hqCBo9NqN6nNVrrVu37vDDDweA8ePHo2s2WH+lnzRpEgB07dqVSkWmyxuyuuOC7du30590ixhjXbp0+fjjj6mJGT58+NixY2+88catW7fSU7Bt++GHH/7xxx95MZrCoP0A8js1Qt6lULV4/vnnFUW56qqreI2n6s7dca+++ioABAKB3r17b9iwAV2VzF1BTdPMmjE6jhOPx+m0zz33HHWGDRlAus+j6zqtlFCxecwNpxGmmDVsrqqqQsSrr74aAM4++2zMjEIpeK3+U9XU1Bx33HEAMHHixLoTZt5w0I/u3LmTXkej0VdffZWGqZ9++mmfPn2oPJs2bdq6dSsvG32Xf2tPw91fNb9TIyT4cPTWW28FgMcff5y/z4+hcLOqqqolS5ZQL5Gfn08+AzqAVzveb2zduhUzdm7b9mGHHTZv3jxep8lgqLuoZ1pIZdhrhTMMo9F5T3xRhH5rwYIF4XA4EAisXbvWsiy6M/wq6jmPpmlTp04FgO7du9NNoCEofcrj9fh5aKQaj8cPPfTQr7/+mkpyxRVXVFRUqKrqvvk0YHGbsfs8vxl+d0aYZWD0OM8//3wA+PTTTzFTNenB80kRsWPHjlNPPbV169YA8K9//au8vBwz0ypuDHwcS4EdVVVVU6ZMufnmmxFx27ZtVB0bWIdoskcF5lMp+pVoNErGb5rm/vQMPGOQMdavXz8AGDNmDLq69wZ6QXRdP+aYYwDg6aefxsxN3m2Hv23btlmzZlHhH3vsseHDh2Od2QH3HhOGYdD7+1qqXwu/OyPMgp7uEUccAQDLli3LqtCWZWmaRvWe2vh0Ov3000+Tq+aaa67hC8oELWNYlhWNRh3HKS8v5/0kN05EpK6V4lH3VDD3uG7nzp1Dhw797rvvqLTRaHTEiBGzZ8/mveVul/Iajq7rdFEnnXQSn/SqqkqO3716Qaios2fPBoDi4uKamhqaBruNkEIUELG8vBwAKDhBVdWqqipqkrillZWVUZGyWkBETKfTvIv+LfF7NMK6llZUVOTz+bjDgCZC7sPIhPiawSeffEIaRwMHDlyyZAm6Gmm+oLxy5cpIJGLbNl/PIA871SGqkfV3YhSnQke2b99+xYoV/PgePXp89dVXsViMex0bAS/zpk2bwuFwKBT66KOPqJx8kknj1Xp6HurEKJpsyJAhPp/vhhtu4OfnK6tbtmzZtm0bGfZ//vOfFStWYMZl5S4M/Vw6nabT8uH6b8/w3PwejZDGeLzubty4EQA6derEax59ZFmWW5Mia26zfv36k08+GQBycnJee+21uuMly7L4bK0R6/tuz0Q6ne7WrRsFEtCvn3LKKZ988gk/fwOnhXXHh3Qrhg0bFgwGr7322lgsRse4A1/c/lh3the63DbU0CxZsoTGCNSb0TS4qqqKMTZ//vwePXrs6034nfB7NEJuKlS95s+fDwDHHXdc1pSDVzh3M0yWyf/885//rCiKz+e76qqraAi6ffv2aDQ6ZcoUzIxmG11IVVW5dbVr127kyJEjR44cMWLELbfc0rJlSx6xuU+LZiwDZrr3d999l9KRaIrLL9N9vbyJIdvjBaP+Std1amVs277yyisB4LrrrqMj16xZQ/FG+JubyB1Afo+Z9VxQEBEty6KesEuXLlm5ETx3nid0k73R0CsnJ0fX9ZdeeqlXr1533XXX5MmTlyxZ8s0337Rt23bZsmWnn366YRjBYJDcocFgcF8TL/x+Pxdxobp+xBFHHHroocXFxZs3b37vvfcSiYSu66FQaJ+0XkiAmBL5w+GwrutvvvkmZU60a9eOsii7d+9OIUShUCg3NzcSiYRCoYKCgpqamhYtWjRv3jwQCITD4cLCQtM0W7ZsGQgEKL8kHA6fdNJJM2bMmDBhwujRo0tKSnbs2HHYYYfRvLqwsJBW9vfpPvwu8LoV8BjDMMaMGQMA999/f5Ynnbv46rrIMdMJ8Ezzjh07AkA4HF60aBFmRmu8C21EZBnNixKJBPWlXbp0+eGHH8h+dF0/9dRTv/rqKyoDD0BtONSOWJb197//napBy5Yt6QXXEZVlOS8vj7KK/H5/Tk5OIBDgn2Ypo5LFAgDP/b3xxhv5ffjNp8bvJ7/HnpBAREmS/H7/2rVrAaBLly6O45C+GNUwUqGmroMUTWzbrq6uDofD+fn59H5hYeH69euXL1/esmXLrVu3FhQUjBw58qWXXurZs6eqqiRoT4rx+1o8+m4wGEREAEilUj6fj55ZMBgsLS3lOYcNkc1nLvl9urRwOLxgwYKJEycCwMaNG0tKSubOnes4zkknnTR16tT/+7//e/XVV7dv337WWWdNnDjx2muvfeGFF0KhkGVZ1dXV995774033kh6MJqmkX8IEWtqasrKyoLB4OLFiydOnDh8+PC+ffvSiIAkBfb1Jvxe8M7+vYQv09P6mCRJ8+fPz/KIYh0RTv6avOeffvrpqFGjuA20atWqe/fuAOCWjTEMg9Qx9rWEfJ06lUolk8mBAwcuX76cT/+GDh06d+5ccvS7nZl7YrdO1MMOOwwAHn/8cXcOu6ZpV1xxxb///W9EfP/990877TRVVQsKCsjNS/O6YDBYUVFBniqaWKZSKe7qtG2bgh/OOOMMftp0Ou2hmGoT53dqhJgZI+m63rJlS5/PV1lZyaON0eWc5PWbG9LmzZtfeeWVo446imTRAoHA2Wef/eGHHyJiIpEYOHAgAAwZMoRMOisRdp9wZwzw5ROq69FolGazNPqtH7crGDO5SI8++mggEGjdujW3dn5PPv/8czpyxIgRDz30EHW5W7du/emnn9asWbN69WoAyDJ7npVCrU91dXWLFi0AYO7cuRUVFfwqGh1o/tvmd2eEfGZCvr54PK4oSiAQ4Afw9Qn+Dl9HXrZs2d/+9rdWrVpR19eiRYs777yzvLycbIx6m7KysjZt2gDAVVddRV93ex0bDp+IGoZBhsdX5GOx2LZt2y688MK8vLyzzjqL+qiGnIpIp9NVVVXhcFiSpE8//ZRObtu2e3Gc/EmDBw+urq7euXNnJBI58cQTBw4ceO655w4cONDn81VVVdGNoptDt8ttzw8++KDf7+/duzd1gDU1NfuTh/nbpikaoWEYPL6kbvWiNpiEQNE16acaQFWKho688qVSKXrB4yG5Kc6YMSMYDPbu3Ztkndy2R8ekUinbtmfMmEGrggBQVFTUvXv3t99+m2JEEZFnUdC/ixcvJn/GM888w02aL9Ojq1N1h9E0nNGjR7ds2ZJ+ori4OBqN8h6G/4p7HTwr89A0zfPPP7+goGDIkCFu7SZ+yZSIRH/SpVEjRW2NZVkFBQW0ElgPjLF27doBwIcffsgvU6xS7JYmZ4TumUNNTQ01/9XV1ZZl8WfJawAf5nFJCO7S5P0GN2N3tDT5BuPx+JdffgkAF110Ef+Ih1NSnMc999xDnk9FUVq1ajVixIjvv/8edxV9cOe5URvx5ptvFhUV+f3+9957DzMtBa3g83ld3bCshpBIJKZPn05OSHL333LLLe5QgaxOid80unxVVd97771QKJSfn79jxw7M5BPxVozDmzlSBHenEQFARUWFO0p7t7zwwgsA0K1bNx4wJByku6XJGSGPz+COkOrq6qOOOmrt2rWO49DjPOKIIz777DOqXu7YX/qKaZr0sHVdJ01rGi/xJHo6npJ37rjjjmAweO+996bTaZ4mk0gkpk2bdsYZZ3D3Vd++fSdMmFBdXY2IvBiI6Pbl8BpJv37vvfcCgCzLP/74I+46wSP2R9ZpyJAhVDBFUVq3bu0+oTtHid8H+pMaL2pTHnroIXT1nFlBCFk3qkWLFu7lFup+cW89m2EYJNr97LPPNvpKfw80OSPkz5VrBzmO4/f7N2zYwJfF+vTpM3/+fAqDpq/w7E/cXaYfr091K80f//hHAJg4cSL1wNu3b7/zzjtp0UxRlLy8vNGjR8+fPz9LCYK/4K9Jo5ZekzHs2LHjlltuCQaDkiTR4LBuYnjjAq/T6XQ0Gu3WrVswGJRluVmzZi+88AI/LfcGuRsFbvC33nqrLMsDBgxAxOrqarfENbVi7rA1+sg0zeeffx4zQ1zbtidMmOCOaNstdIYpU6bk5ua2a9eOel3BbmlyRsiHozRDoxa3U6dOpPLCV64XLlz43HPP/f3vf0fE0tJSatcR8bPPPuMnoehNXsPIQWIYBs8QTSQSZ599dlFR0fTp07/66qtLLrmEgj9ycnLat28/ZswY+jluw+5Y0KyRFQ3esiplLBY7+eSTfT7fscceS70oTxrYa2D0nuAtziuvvELrmbIs9+/fv+4KBDUQ9EPUWq1ZswYACgsLSTSJBvM8Bo1fprvTpjfpX654X9d3tVtoZDFo0CAAeOSRR/b1Sn8/NDkjxIzf0p1UCgCnn376sGHDzjnnnEsuuaSwsPDLL7985ZVXRo4cmUql1q5de+ihhyJiIpE4+uijq6ur0+n0HXfcMWvWLETcuHHj559/njX2SyQSVJVpla+4uJg7XS655JI5c+bQYVVVVW5BJK7s4sY9kNM0jVoNxhhV1ng83qVLF3KWklVQo5BOpxsRRsMpKyuzLGvIkCFkhyUlJSSc4U6lzZKfQsTevXsDwKhRo9A1QyMDq7uIl2XV/AbyI/fqVaJ+fsaMGQDQvn37bdu2Ne5if/M0RSPk+df8na5du7755ptLly798ssvFyxY0LZt21mzZo0dO/buu+9GxHXr1lGEvqqq+fn5tFR1xRVX/Pe//9V1/YUXXqDkmtLSUtp4zLKshx9+mFbeKJMwNze3d+/ejz76KHd4Eu5MCF4L4/E430nCsiwuUoaZKZa7S7Rte+nSpbTD5mOPPcZ9uQ2RjdgTbsG1nj17kmr1X//6V5oNcscmLxUtDE6YMAEAunbtyq+FVDPc53THgvOroBf88sme3RPjPcEbr1NPPRUA7r77brFOuFuaohFyJRU+7GnevPnatWv5wHLAgAEzZ8584IEH7rrrLkScO3fu4MGDqRoNGzaM3H3vvvsu5Rns2LHjk08+ofaeIvqpblHaKDkYv/76a3fKEiXy8fLwwac79oWUwug19Xv8T7dQDb2YNm0a+TNfe+013HWzoX3FrbmGiC+88ALJYLdv354syh2oyUcTlZWVtLz57rvvokvr0V1g3qVnjRrc5sdbnL3mQ7o16ZYtWxaJRGRZFjPD3dIUjZBwOy3atm27YsUK3r106tRp1qxZmqaRbtI+4Z7L6bpORuheVfuFePbZZ3NycoLBIMXH1RUOq+tP2i28d+IrLmeddRYASJL01FNPcbVF3FUy/MILLwyFQueccw7un1e24bjlDzEjIHLttdfypUj6NEtU5vdJkzPCLNEH0zSrqqqGDBmydetWiupIJBLXXXfd999/T8ou+3p+t+fQcRxaUD4I0xXTNK+99lryi9TU1HAJUx45kKWqUk/5+ac7d+5kjJWVlXXt2hUASIHXcRy+qxQ1Lp9++iklH23bto1M9OCEcSYSCb6Qu3r1atLmWb58Of06D68VY9QmZ4SYEbRFV59QUVHhflTbt29v9JNzh84gIskT8b3KfjnIxgYMGBCJRLp27VpZWen28dD0kttG/Y5HvhJIGUmI+PLLLxcVFcmyzDN9OclksmXLluFweNy4cfuaib8/8IeImXiAG2+8EQAuu+yyuhleTWEnHA9pikbIlctorLInhbL9ERrjX/zDH/4AALSw8UtDAZmHH354IBA47bTTsM7KXgM3ZiJz5bNT6vdowfPMM8+kpR2u10QJDf369cuSD/+lcQuukSt4w4YNbdu2BQAuGMlbk9/e9hL7RJPbn9CyLEpgBwC/3y9J0s6dO03TpNxt0hckF8L+5KdRZp3jOIWFhbIsU2TWLwolJYZCoVmzZjVr1mzu3LnXXnut3++nKDDLsiBzvfzPek5FWxqmUin+5mOPPXbkkUdu3LgxGo1KkpSTkxOJRBYtWjRp0qQWLVrcfffd9BVEhMxOg78olMFIvpxIJCJJUufOnWnX0QceeCAUCmmapiiKqqrQsJTI3zJetwK7hxySe3JR7KfCHx8FWZZ1zTXXKIpCESe/KLxLtyzrm2++IZPgv8tXwPe6+5d7pMr9STQ4p0WIW265BRHT6bRpmqeccgoAXHbZZXQwdZ6NixrfV3gILrq6Xz59ff/997mP+iAUponT5IzQPRvkuTwU2MlXBfjopXEx0O6R7Z133unz+R544IH9L3lDiEajVPj//ve/4XCYR3jjnhfNsyBbda/vuc3y7LPPPvTQQ2m88NJLLwFA165dKfGX7hWJA/wCV7YbqBi2bbs39xwzZkxubu6RRx7pzmz6nWdXNDkjtBybIRqWyRBNZLRCxxCpazCM2iVERHSQOSzzmavnYIgMHYZouz5k+PMx7jW9hx56yOfz3Xrrrb/0dbn3P6IUQdK2adu27YIFC/hhWSHXu4U6FvrXvSZp23ZVVVXHjh2feOKJVCpFabVvvvkmX7jnBx+EOZi7Y8dMc0l/UmjuBx98QJdwcHrmpkzTMkKGaKNjo2MjGogpxBSihmjsalH0PxvRQmQMGUN0at+kM1hoGejo6BiIBqJFX6cDGKIr1PuNN96QJInE2H8uBmNZSs/uYJQseVI6jG814fYV8WxG/i36l9vYueeeCwAlJSUTJkyYPn36yy+//MMPP7z77ruLFi1asmTJqlWrNm3aVFFRQTmN9d86vog/YcKEY4455oorrgCA8847jz517yS1rw/lwJJMJqdMmQIAXbp0oehwzGR+1jMIp8E8QUdSyA7Pt3YfiZmHwrfNaZyywUGjaQk9SQAZNUIACeza/4MCoGDmj8ynMgCjb2HmTTpYos8Z1h4g02EogQQgYe05AIAcGLIsk6MCESGjdCjLMr3QNC0cDvt8Pq7XFAqFTNMMBAIUKBMOhx3HKSgo4Hp+pHFIUZ3RaLSoqKimpqaoqEjTNC7f5DiOoihTp0498sgjU6nUddddR+8bhgEAlERLFS7rFrVo0cLn84VCoUiGUCjk8/ny8/Pz8vLS6XS7du1KS0uXLVvWrl27Bx54gL5Fv+s4Dtd68orc3NwzzzzziCOO+PHHH19//fWrrrrKNE2/3083n/51QwUmAS73+5Ik8WvBTJYjiXRt2rSpTZs2tOsrIkqSREFFTZamZYTAABwABiCBIkOELJLML6s2SiApTAEZ0HUMAEgMkEkSKBKABCAxB8AG2QFwABSAgASyS1O0qKgIANzTJACQZZkeMCKSkh8AGIbBTdHn8zmOw1+QD4nsh6yO23NRUZFlWaSZHwqFEolETk6OoihPPPHE4MGDk8nkunXrfD7f0KFDc3NzTdOMRqOBQKCyspLGzLquk2gnjymrqqqqvQGZekn/OhllVHqdl5fXr1+/Hj16gEvujXLkIeOq/SUeYENIp9MvvfTS8ccf//e///2SSy7Jy8urpzzUDPHnxV+Q1ht/U1EU+kjX9U6dOgFAMpnMy8ujUF4Kr22ySHXbHi9hAA4DBiDLIAHIAFLGuljmBSGz2h4OfZkektUejADAAOXad2QASTYzvaIfQEZERHrqy5cv79WrV9euXX/66ScAQESqEPRE6bVpmrIsUz1OJpO5ubmSJMViscLCwmQyGYlEFEWhFpeKRmKHyWTS7/crijJz5syhQ4cmk8mtW7f+9a9//eyzz6hfqqysPPfccxctWnTzzTc/9thjkOl1ASCdTpN6BUG5RTQkJuOkdUK3v0qSpE2bNpWUlPzwww/pdHrixImhUGj9+vXFxcX8bFRIGjA3QoXxgEC3NJVKnX/++YsWLWrXrt3RRx9dUlJCdzgYDIYzkGJyQUGBu+fn7+fm5vp8PrrzkBm5UDPqOE5FRcUhhxzCLzmRSDTpzvBgjHkbDkNkDmbmhDqi5poT0oQPbQcdC9Gs/c820TERTQtNDa00Ojo6NjrIEC0HDav2v8xhiLtMP7Zt2ybLcmFh4c9FqLPLPPfjURasW7yMJhu0gydPTUDESZMmLV26FBFTqVT79u23bNnCGNuxY8ecOXP4rOypp54CgCOOOCIWi5Et4a4by+w1FIF3wiQmwGekPIuPknExM8vlZ27MoznQXHbZZQ1fHqTBp5KBXlMsXl5eXuvWrTt16tSpU6eSkpIePXp8+eWXiFhdXb2fS1kHjSbWEwIAMAQwQXYyfzsAMoAC4AP0OQwkhjIiMAmYBJCZJso2yA5ICDKALPNpJGOADBAAECTqGP0Ma2caZDnNmjVzMmL19IuY6dZoIEeN97p166ZNm3bbbbcpimKaZmlp6fjx4x9//PHNmzd37NjRNM333ntv5cqVY8aMCQQCV1555bHHHjty5EhFUe68886LLrqI9rIlJVzbtleuXDlgwABN01599dU//elPlmVJkkS9U1Y3mKXbS0fyAXMWqVSKpohfffUV2eGGDRs6d+7s/mmubuwVlZWVjLE+ffrs2LHjtddeA4Dq6mpZlkkBIJ1OU7gPRWVomubu+WmLNcuyYrEYP6EkSYFAgKYDABCJRCorK7mFU5vrVc/fILxuBXaFIdoO2o6NqCNaGR9pAlFFZqKNzECmmZjWMGlhwsKEhUkLU4gqOiZaDlqIDtqIacQ4YgwxgWighWiipaOlo0v9gfoEktOurq7O2nIId11RnDNnzjHHHMPdqolEAgB++OGH7t2706L58uXLe/fuTQe/8847Z511FiLGYrGsPAnqPC+44IJAIHD55Zejq6elj9w9FfcB8r7O/RHFr3E9Hr52T2e49NJLc3JybrzxRvpWlkqAh6iqSlEEt9xyy+bNm+lNurq6DlKuGLRbaFVm+/btGzduXLx48eeff05isFOnTuWz6IOQIrOfNLGeEAGQgQwqyAgQBJAAbAAAFkCUbAaWA8jAx0B2wAZQwAkoFkhB8Ekog60AyORONSQwAWwAGcAPLAhMQQQEkBXHQZpL2Lbt9/tbtmwZjUY3b97cvHlzcsNwTwafEwYCgZUrV5555pnbtm0jl8CaNWtOPPHE6urqDh06fP755126dLFtu1WrVitWrCguLpZlOZFIBIPB3Nxc6nzoHZKypllis2bNFi1aRF4EXddlWQ4EArTHSzqdDgQCNOhy3556HBiO49Cv8GN++OGHvn37QqYzpJ6Qpp3eOmbefffdSy65pFWrVrR9gGVZ//73v/1+P58Tuud++fn5fr+f5oS0iaLP55MkiS4HdvVp67r+9ttvX3311c2aNaO5Q1NwRO0djxuBXbERdXRi6JQi7kTUMivvaDsYV7HGxGlzP7ns+lfO/uOrp5//3RV/xxmfo5OswUQKdQ2tNDNMRpNKRAtRR1tjtHiYtoy4rRposUxHRyvXtm3379/f5/ORkCG6FtyoP+Gh5AsXLuzYseMnn3wyc+bMDz744LXXXiPH+s0330y7YVuW9eqrr5aVldXtbdxhLvF4nPTOXnnllQO+ascFVxExGo3+9a9/BYARI0aQxgx6sSuLu3OzbbuiooL0Pl599VXM5EZzF7Qbcv9mbWhF7+Tk5LRo0aJDhw6dOnXq1avXwIED+/fvj5mI/z59+gDAU0895b4nTZmmNVBWAGQABDABJIAQADgMAIAxkH1QWjZt0ovDzjwDzj8LGMKUae8+Pf7ifkflFYVVO62EcmRJYcAcSfYh0CKjwiTQmRSUg74AABjg2KYRkBVZlsnBTbJOtm3z/VWylqSoBoTD4XQ6vX379o8++oiGiOl0Oi8vzzCMQYMGLViwIB6PB4PBK6+8khYAIdO68VMhYm5ubjqdfuihh0pLS3v27HnVVVfRusIBgX6XLooa/sLCwquvvnry5Mmvv/767bff3rx5c5ptmqZJO+EcqJ+upzxlZWWtW7fmIwtFUcaOHbthw4Zzzz33kksuSaVSubm5lmXdfffdJDui6zqf+NFskLbIpi0QabWGSKfTtBEN/VyzZs3otxhjDz744FlnnTVhwoQRI0bQ6IZ3iU0UT5uAOliZMBkKjUk7mHTQsNA0UVWXvzJ55qhbcXs17tyJ1WVYWvr+ZVdsf20KRlVMq2jqlpVMOomoEUtoMWaoaFloOGg4TkLV0qqGTCcvKyIikp8TES+++GJZlv/73/9mKQVmJb8vWrSof//+PBW1tLS0uLg4Ho/z+FXufqS+NMu3SZ3e/PnzqfZ/9913B/bOufUsDMPgpbrmmmsA4NRTT0XEVCpFHftBiBSrKzyHiDNnzpRlOTc3l8Ydu1Ui5wExXH3YDc2ETdMsKyurqqratGnT6tWrv/32248//hgzl09KAgBw/fXX8xP+gpe63zSxgTL1YPQfra8jAwlBZuCDLVU7W3RoAwGEPAlkHUJOScd2WFoBSQabqyBu+eJGroGFEub5JclngaSaRjWCKuf6Q5GgguiYBr9gzHRTtJJeXV1Nf2JmkkyzCFVVZVmmjJtEIlFcXGzbtqqq0Wg0lUrl5+fn5OSUlpZCJm6DHjmP56BlAwCQJMmyrPvvv9+yrOuvv/64445DxAOYUkTdL7UsgUCA98APPPBA586dZ8+e/dFHH0UikUAgYNs232bwl4NW5wCAGqOCggIKl2WM3Xffff369VNVNRwOJ5NJAKBABWq5YNcFCbIfflpaTvT7/a1atSosLGzZsmW3bt2OP/74s88+GwDoMTHGxo4dGw6HX3zxxW3bttGc/Je+3v2hiRmhBOADCIDjB9sH4AfwAfgAFAY+ZgXAlOzaZXo/gsTQMvOYBG9PnXXNjeX3PAZvfQpLN8D2GkgkIFUJisby5GTATkuGAZYPMKL4JYapVErXdT4+KSwsZIzFYrHdGiF5uhVFoaAzTdN8Pl8kEmnevDkJSei6XlJSkkgkaGmeBrpkEiyzwSgABAKBZ5999tNPPz3yyCPvvvtu8qMcwEgOqr7kmOHFtiyrTZs2I0eOBIDHH38cAGhR8UD9aP3QcF1RFBrqT5gwYf78+f3797/yyisZY1TCvLw8GiMEAgG6b26DQUS+Cu/uHmkUqihKJBKhhQ06OC8vzzTNSCTSrVu3k08+2e/3jxkz5lewL6JHPfAecGoDrmOIcUQ0HTQsRNNGFZ3Ud5NfnjZyFO4sw/J1GNuE5ZumDB2Kb763+Z+PTOzQ4+MjT5x1WN/PDu254JRTy2+/Gae9iuu+RWMLOjv19HbbrEFmomPirgMT0zSffPJJRVFuuukmeodGlW7NQp5k9MUXX2BGqToej69evZqaeR4o7B728OhkYvPmzeFwOBAITJ48md45sA4D/ltZQ7h4PG6aZlFRkaIob7/99p5kCg44bo1jRFy0aFFhYaGiKJ988gkfKtONpbGDpmm6rtOChPs2Mhfu87v1l+krbv11y7Lmz5+fk5OTm5tLURNNmSZmhAzRQQNxO2I5Ijq1RoioopnEdeumDbnYeeoFLN2Gm9fjuMc/Ov10jJfizp/UOR+WTXzy24vPea9zh4+Lmi3rcujiQ7p8UdLxy979N918G/t4Om5ej0Yc0YzFfjYYmuJPnjzZ7/fTkh3W0dLHXcNissqbTCZ5wD45+rjiIJeUR8R4PD5s2LBwOEyqFpipnY3Lh9wrZgb+ztNPPw0A3bt3x4OYOuRebh06dCgAXHPNNehK13ILnzbwhDQh5EmnbNetF7mwMv05dOjQQCDwxz/+sdEyKAeHpmWELLM6X0M9ITromIgq2kmMVWNFBX7x3aJRN7x24QUvDz33p+tvx8WrMFWOWIV2Gdasxx2rcetanPE/vP0e8/zLF3Tp9VHbIz489g/3HNGzpyx3Lym+4k+Xvv76q+vWrXP/6IcffggAQ4cO5Wk16DLCLMOjx08GTO+QtC69dgsBcz9NdXX1/PnzAaBVq1ZLlixBl7TMgb17iUQia6GfXpCpt2vXzufzTZo0CQ9WQhPfKovCYjp16rRu3ToKJaOtafi9rSe/0d7dHsOEeymILtyd85VKpcrKyij2iPbk2S275KK6/mA8SrJuYqrrSP4p9R+1KXXuYxrgEmpaRmggxhBrHJPCRm10kk4KMYlqNa5annrtJazZhokdqEUxrePGGowhmhaijo6OpopaCtNJjCWxJo47K7GsBletW/DKG7defOmRbdoEAKTMTK9Lly4jR46cOHFiVVXV559/rijK8ccfj656QxXXHeySFc/hlsfHXTdUQ1cXZ5qmqqq0MfVbb73Fh2d8JFa/KWZVwcZloFN78cYbb/h8vkMPPbS0tJSfk6JJ9scm6+nMKysrEbGioqJNmzayLE+cOPEgeCn5zlxk2HfeeSdkNu7mMVJOZo8A3TQof7XWgJiTWWV2bHQMdHRE+o9npdYebDloOywT3mwjouk6jkyvNuF172VuWkZoIUaRWYjOhgpMY9xK6qiiGcXqsq8vGv7ckUet/vBlI76epSprQ9rMOs2U6z9L0/VUml6bqvbN3C+ff+7fl112GdUJmq8Hg8FWrVrJsty+fXuaPJimmUgkqLrz7o7XHsMw3FWWFq/4nzS4onfS6TTVwjvuuAMATjrppLVr1yIizXz41/l3KUKSkiSyKqumaYlEotETObK0VCpFq9jPPPMMZiyEG/n+x3ZRDF3WdqjpdPrWW2/1+/39+vXbz/PvU0n4PVyxYkWHDh3y8vLef/99RGSMubU2TNv62QiZg46DtoOOg+gwdGx0LEQrY361J0enNnrEcSzEdG1cJKKJqGWCLX/VRogM0US0EJMaMlNHFVk1Jqrwxdc+7dD3q0HnVS77ysAoGjqmGTqY0Jzab9X5j9nOz386jNkOOgwZJhKJ6urqZcuW/ec//7n00ktJHJ5HbBx55JEXXnjhc889t2TJEqqXtGlRXQPgI09alHPvbYgu6122bFlOTk44HJ6T2WSGcG8yUzetwXEct+T+/sBPkk6nP//8cwBo1qxZTU0NvyIqyX4aIa/0vPmgluirr74it6dbwuOXJiuPfuzYsZBZKXUr+UejUYZooVNrV5gxQrI5x/WflYljttBGR0fHQsdAJ4VOHJ04ooaIbBd7rU36aVjH38SMkLyjSQeZY2PKxigaFbhm/Zxef5je/BicOBX1uIUqGhbqqNu1q/q7NULbtBzLdizb1A0treqq5li2+6bwecjSpUtffvnl4cOH8ywKon379hdeeOF///vfH3/80S2agK49cd3GmWWo1NVQ9OZtt93G9VS429Bte5ZlUXJg3f26eRidbduNk2lwb2VDDhLS1OFbxO2nzlJdfyZmtigfOHAg/zk8KLHUfNbAnTeVlZWHHnooAEydOhVdbuR0Os3lVNBthPbPQ0+0XBaoI5ro6iQdDZ00OmnEzD61tXNC5vpeQ8ywiRkhL76uol2jqWsxtgVveOCbcLcV512DKzZi0sREGlO6Y9km2gY6ezJC3ge6/zQ03S24RPXe/fsVFRWTJk0aOXLkIYccwteXFEVp06bNkCFDnnjiicWLF2fNghzHoSwb7tGhQE3btl988UUAKCkp4XE2uOsQdLcOCcYY3w6Vv6lpGl8I2Ve4cn51dfUPP/wQCoVyc3M3btyIuyqy7L+jiPxVPBSJEiaPOeaY6upqKsBB8FLyMQgZGykjP//88wBw9NFH87RP0lJgjO3S5e2m/rj+I5s0HDQstCy0rcwEki4+c3xt2DKm+XRxbzQtI2SImkkXo2NiO6Y24Qfvzg903NjpFFz4I1YnMYGYxlRC05HZaJqOuvt7554ZGmYiFo9HY4amU7sUi8WyXBHl5eUff/yxO8w6kUisWbPmvffe+9Of/tS9e3fePYbD4a5du5522mkPPfTQN998k1Wr3DrzsVisTZs2RUVF//73vzGzY2ZW54mItKrh7otoMjlr1qwxY8YMHz580KBBPXr0aNOmzbBhwxqxpMGbBl62008/HQBGjBhB5eS9Otu/PeWzoszWrl0bDocpHpDeOTguWbevi7d3FRUVRx11FAD85z//QVdbYFmW2xmDu9Ydu053iAzRsFAzUbfQtNDJ2KHbXBENxDRiCjH9azRCA7EaMYGImMKKjbhh7c5Th34GxXjbw5hIxqMxrHAwhcmEaSAiqoip2olwHVgdxTSCt9Po2hIomUwuXrw462AKGiZp+tLS0g8//PCyyy4jlQSSh5IkqaCg4MQTTxwzZsw333zjXvIyDOOiiy4CgEGDBuHuktnJ14KI0Wh04cKFL7zwwqhRo84444w+ffp07dq1bdu2NDamdFUSwiH/bSPgG5LRjjqrVq1q2bJlMBhcsmQJ3yOt0T0V/4pbMTWZTJ533nnBYHDo0KH8evFgyd3zi6I2i0zxxRdfzM/P79y5844dO2iZRFVV97oCc406NUQaaqbQSaATR4yhU4OYQqc2MdU00SY9B8tAyyZXjeWQm5C6Qf1XOhzVEcsRyxBNswarSvG2MUsLOq45aQiuW492KkFHpNDQ0EaM1WxFTO7JCDnk5KCQfHqH7bqdIPVCbrdeXVkEmtDT661bt06ZMmXkyJG08EBZcABQWFh4/PHHP/LIIx9//PE333xDQViVlZVceFvTtLVr106aNOnGG2+86qqrTjvttKOOOqpNmzbuSE53AmEoFKLYOpLHp3DTfb6luo51FhIuueQSALjqqqvoz/2J3eFGyO9PRUXFvHnzAKB58+Y06D2Yyt8EXRE1Orxs5BymzrC2tOzn7svOmF8aMY2Oho6Olo6WhlYarRRacbQSaOqoI6roqMhUC/UU6gk0dbTQttBw0HQo2qT2XjgNskKPjdDtr9d1PemwcsQtzERM4bo1PzQ7fHFeR/x4Kqa36ajH6NrsjPMKk4hxmizvKzT0YpkN0lRVpa0OeXXJ8vXVhRwAW7Zsefnlly+66KLOnTvzYFSSJwKAyy677Pbbbz/11FOPO+647t27t2/fPj8/v4HZpRRC6Y57PPHEExvtQeHzSbrbW7ZsoQz0FStWoKuDIhnP3bKnM3PbsywrkUhQQ0YJkzNmzKBEJH7mrEdQ937WPT89JvdQotGLjbNmzQKAQw45JJVKUam0tMong0bGAjV0TDQZmugYaBloGmhpaGvI0hamY5iMY8rBpGHVJFDdhjXlqFdgDC0TUwZqllMTt8lVkbbQ+HnOWA+e5RNSvlkwGKRVb1JYkWTJBCiS/GAYs557IZIT6XfKqXByPy0StEABABtAUiCwSxbevgXIU26bW2dFVdVUKnXcccfNnTu3U6dOiMjDiC3L2lMeGmPM5/O1b9/+6quvvvrqqxFx7dq1a9eunTlz5nfffbd69WraaiaRSAwYMCA/Pz+VSvHdbMCVtcjqKIsSwWAwkUiEw2HTNMPhsG3bzZs31zQtLy9vn66XUulpQAsApB/Vvn37Sy+99PXXXx81atS8efPoGulIdCWqZ903/tr9KTUTlOdO4oWjR4/eunXr4MGDu3btSiHvtQ9XkmguQFKRWT+BGf07/ieNTSiTkwJf2K5yO/uEruunnXbaBRdc8P777z/yyCNjx451HCcUCaMDKFHGDrMBZWAyMj9Jb9qk/ccAa/VqfX5WQCH3NgRAcfRkcSiyPba9c2EJWAwcAEQ5HEnHojn5RSDLUFMDxc32WjbP5C1IxwEAqGGrFcwEMAAiAN++8da1I4aPPXfYBTddCyf3rJQgCM0VkP0ACoICZHoaAEMI7pN6aq16MCIp4dITpaTe5s2bq6pKTQMAkKhhPaciryNjLCcnhwtD0U5DDz744DPPPNOzZ8/58+cnk0lJkiKRCK/fbtXaPd1/WZbpFnEdBxLSbPiVErZt02VSeB110fRmSUlJVVWV4zgdOnQoLS095JBDuMQgCZlx6UFFUVq2bLnb9yk0PBgMFhYWkv4Vbco7b968/v3788vcbTIRl4ojoS3DMJLJZDwej8ViyWSSFmx++umnUCh01113FRUVkV5j4ySbqPH9/vvvzzzzzEQiMWnSpEgkUlBQFMnJ84eCvkgoEPKHQoH8UKhFOBzwhUBnYDpgMrAdYAwYq03xYRrk5UDSgEgIgjL4AWRZXb85FDdtzVKRFR7bG8I+QARHBmQQ9IGyl1bDMyOkkQbl/vA3Lcvy+fxqRfWQo3qWVm1/7tFHzr7l2nIrFYoUByHoA/CR1KhMIqIGANBtaPjvUl2gURPfg41Dj8owDB5SU0/5ecXiCjH809LS0o4dO1qWNXv2bNoCcU8VsR54QjovFQBkLWY2nKxCLly4sH///m3atNm5cycARCIRSsbLyufaK5RnpCgK5VKFQiFd10844YSTTz6ZcvkoO56S4kOhEJkWOWMBgPxntEzKg7OzBAfy8vK+//77Tp06BYNBuo2ssZoxjLHzzz9/+vTpJHbu8wVsm4EkZ4ZZDBhEGBQCXN7/pBYWtgJ/M58/PxCMhALBoB98ipyTm1dUqGmGkhMKtGrR4dILIZ54a8LzzfJbgCSlwdF98vCbbgS/DOEQhEKgKLC3ono2HKVWjWsTWZbl8/l8IEkOe+i++9ZUbe/Tq+/Zt99Wno6FclsjYAgBHKgV862V5PbLAGyvl7grNAwmAIAxlkqlksnkrbfees4559AGeowxquu8F6oLba9H+rPUpSMiWS9jrE2bNhMmTPjLX/5yww03rFq1qm6l4X1gPZXJrZzN3T/7Cl0v6REDQDwej0Qifr//oYceAoALL7zw2WefLS8vz8nJKSsr8/v95eXlpN+hZ6Ceqry83M4IjfO0I5LZpXyRZDJJkbdbt26lKBla8KTo2UQiQUt20WiUpty7LS0NXKn5o5C6vLy8QCBAgsvgkhtvhBFu3769Xbt2jz/++Keffuo4zhlnnCHLPj1t6raZNHXN0DQ9aScTcjwZ0MwAOD7bQUPXHYchpMABGf1M8aXZNsdJBGV/s/yUpo+45PKv/3X/oJ5HlVz9J4gEIJH47zPPLv34fz2H/xGYyiyQ/Tl7LZiXamtccPrnNh7Z97PnnHfOuQld+2H5j+2P7p4CFgJZAcihYTowkMFRwAaZK3Tv09NgGQ0YdzHS6fTHH3/cs2fPI4880jRNmoHw4tV3NsaolvM6QfYWj8cVRTnssMNM03zsscf+/Oc/Z30LGjC3aUiH3BCogeOq4QAwYcKEG264oU2bNh9//PEhhxySTqfbtGnTkB+qW1vc3buu62vWrDnllFNUVV26dCmtr5ILRFGURCJRVVW1fv36nTt3btq0aefOnbFYLJFI1NTUJBIJCpxIJpN1dXcikciaNWvatWsnSVJDHkr95ZckqVmzZtFodNSoUU8+/lROOAIMTAVAAQQIgC05FmgGGAzSBiTSkExBKgFaCkwNDAYxBnn5kC6HvDCoJpw46KUzzxk593PIkyEgAcqVs796+6U3bnjjVcgDCFBmelPtCd1tIa9qlZUVDz31WKWu3fyPOzof3d1wwG/LkSDYOmAIJCTJQ3AUyQQ5CKAAsDq7VNSDnFkDoFaW+jGa4VxwwQU0X4rFYqTwVb+RpFKpYDDo9/v5rJKcPTSXKygoSCaTjz766JVXXnn//ff/+c9/pmkYTxKH3W1ykoXf7+db9lLVxEbJ12uaRsubqqoWFhaWl5c/+OCDPp/vwQcf7Nmz508//bRq1aphw4Ylk8lgMOje0Nf9L923ugU2DIM8Lrm5uaFQqGfPnhdddNGLL774wAMPPPXUU23atAEAOmdRUVFOTg5FkJGHhsYjND/fsmXLzp07165du379+h07dtBGjpZlVVdXt2jR4oDINJFW5fr169PpNAAwxhLRmBM1UFLsoCSFFTkkoU8KSQg+CQwL/A7k+yA3D6QcIEkHJkNagUgIwp0hIIMThmVr/W0KIcAg6ICRhmBhcd++9sPPgIkQT7DiArlWvaw+JGSutk0CcG2+gpn35Fqta9duEPwzyf0Gk8C1fwsCIALYtb2VLINEItk++qpt2kG/DxBs2/L5/dU11dOnf/jnq0d2PazT/KUrg8GIXwYFQXEAZHBkUMAGA0ECMyBZ4AsC+BBQAga1OzTt9V8AsC2LOz+5f5IiOUm9l5wfmNm2oX6xahpVklHRabnQNflCjjvuuKVLl44fP/5vf/tblnBD/RaYJRDm3v9knyDvDi2W5ubmJpPJ22677f/+7/8GDRr0xRdf6LpOu0rtVZObN5pZe7O41eUMwwgEAslksqSkBBG/+OKLY489lg5Ip9OhUChr047d/op7TGFZVjAYXLFixdFHH+2+AyTTtk/3gX/9ggsuoDmhqqoSyH5QAGQmSbbigGQHFalIkYoArj3vokLbLmKYJ0sRRQ74FcUPiuRrW9R2ixrTj2jjK8jPU+HQPgPe/+fYC558HNo3A58MCRNKo/930z//+s5kKJIhqGQ0WurDB5jpSCQZkLtrIe2YQSUAAA7qIUkOgAQOA4kmZjImU1JuLijM0jR/MAgKbc7CFABgCCaCIwFDsC1ADWQHfBIEgxAI2OAvjVXFY2krbWxdvzFZUe0HefWaVVXRqpSRfmfKFAR4YOy/isKRtG74Q0FS8tUNMxgKAMjgA5BqO3jykboHpXv9lx4tPQxee2RZXrFixfDhw5s1a/b222+TEZqmSf1k/bePejN3n0mvfT4fpfaMGzfujDPOeOSRR6677rp4PJ6fn0/LHns1wqy2v9GDUi74l5ub6zjO4sWLX3zxxUgk8sQTT5DIDc08Z8+eTRE5OTk5XBmRl6GeJoDUd8LhMBfnt237jjvuGDNmzL/+9a/XX3+dVkdycnIsV/O3J7LuJE2Djz766Kw7UL8Fcks2TZNP/h3H8fv9U6dOnTFjhiRJNO8AWSqLRi3btkydaRrTHUVnAGAB6Nsq0rol6aalW0nD8luWYtuAuMVxfM3yYl/7tsVrThgw8NBB55qJFKxcDf5ekJsLGF4w5aWux/WCEIAMejodyinc6zOSkFkAALWyazLKtQskOjgKKBKgD+wgSBI64ADYFqjmt1Pf7dCl89q1a0/5wynQtjWYBkgIyRSoGqSSEE3oNVEjlrSSackwKku3lidjm630dsBH3p6RDgAEFWAKGExWgpJh+gACsoKSzRRJtazhlw1/8803q6urSUmJ2u+9Xsa+4vZ5KIpiWZYsy4ZhkPeCtjeDRrW4zCXaDQBlZWUjR4783//+d999940dO5Y+pYjN+rcEO7DQkqOiKL179960adMNN9zwr3/9i7StaBA+dOjQUaNGnXPOObDrZFjXdVrWq+fk3ET55kdbt27t379/eXn5119/PWDAAHILUbv2S18v9fz8/vNZAwCk0+lTTjll4cKFjz76KCV5apYp+QMMwAcgOaZkmj7DBMMAw4FoDAwLNBNUDVQdNBMME5gNleXQrACSsbiu+poV5px/buLjTz6Z8emlV1wJzYu3LFr8+cL5l934t0i/Hju2b2x76OENmRNKiDTroI3+ZMj0hAhgg+0HOQAMbADmgAOwctUb99x3fO+eLY7qsnPHtm/e+eAvt98OPY9464+Xt6hRi3Qn4DAmO6bsGLJjSY4h+f3h5gnFHy8IV+fnPPP5nJQPfC2bS+G81s1bdWzbviAYKcrLa92yxbx5X86a+0VR84IlS1e2bduWt5c0ujvglTVrl0/+/JLJZHFxMXfbNmJpjmqk23o/+OCDCy64oG3btt99912rVq2octTjdz2w8Fu3c+fO//3vf9dcc02LFi0qKyv5CjjF01E4ARkqFY/rJu51AMky261QW0ZnGDNmzKOPPtqpU6c1a9bQ+gTtJNeIpc59gpfWMAw+Y0+n0z6f7+67737yySf79u3L4xMMw/L5/ZIEUmZrIWQm2LbkOOCXATMrhIyBbYNjA2Mg+cC2QGKQEwHmQMAPTFn32dwNy9eUbtlxTK9efQYOhC6HQEBBn5xyzFwlLO3VCG205Np9bwFQdk8LHdsKKH5wbDAZIIID88c/3962SoacCp2KwQF4/cNFH/+v76vPv3rWWb3lwmLw5eXn5DbLh+J8KMqHnDD4QxAsgBYtoXULKC6EQ0ogN9eJRNAXAgAZAWyQZQAJHh330F1335OXH0nE0tQRuYdADZm07NND4j0heQU2btx41113WZZ1/PHHjx49OhKJuGvhPkHmTael0VcikfjLX/4yZcqU22677fHHH8/a6OKAXFT9kFN0x44dnTt3Zox99tlnAwYMAADa85QKSR6gZcuW5ebmduvWjfxMtm1TS8FXOOrC54p8W1WSOWSM9e/ff/ny5e+8887FF1/cEHs+UFBPnkwmQ6EQbxBXr1599tlnb9u2bdmyZV27dg0EArXNUO1uz7XOhYxDhOl2GoDJCkgS+kBSABSQJGCAAIYJoQCAbAMk1VSOHAj4c8ACYDIwGSQJJFsz0pCfKyt+H8h7r7gGWhZadm1y8a65HKaNFqJuYUzDmI6liXFDL8Tvv8P4DjTLMF6Gq8smd+yHS5dg9U7cVobbyrGyEqM1GI1hZRS31uDGctyyHbdvwYrtGC1DNY6WiqZmaGYqml72/fKvPv1yxrQZb7zx5oWXXQx+gDzfXffeg7tmhR3Y0HsK0XYHYTqOs27durfeemvatGnl5eXuI/cnt52CKike6JtvvgGA4uJi2oSI8n1xv7NpGwLfNXHYsGEAMGrUKMxEkFKKcEVFBRVy7NixJSUl3333Hb/5/PL3Gq5JK4FZbz755JPBYLB3794URX1wUiiyElZ0XSdRKYrjGT16NGPMnd7JLGQW2hZaFupOraKMVpuL5KTQSqGVQjONZhpNDfWYHdNRT6G+w6qJoRlHa2vVdkQntnkbqohlSdwRpwSKaE1St50GZVHoaBlo1Wb4uxMZTYaqiQZiysCYgVEdK7W7ThqsLvgajTLEHahX4LLN0/qchksXY6oKy6uxtAq3b8N1q50fFqZnzzGnTGevTd35r3Gr7rjzi1tvff/Of5zUts0xbUvaFjXzg08Bnw/8ESVHAR+AHMwLQ1gGP4AEL7/8cu0Nyui9HsCHhK4kV9w1AYfqXDwe309dCaoHdBKu80lhAFdeeSUvw8Hcm+WNN94AgNatW2/cuJEsitoICuwmlSoun8PVruo2WHVx63S4M6HIJmmpkO9VenBwHIcnK1GRxo8fT5fPN2Olabmq6rViKAxNB02nNpuJgrlVZCqyNHNU20xbRtoyUqaeckwNsZrpccRqdGoFZkgRIpFJIoxZaCI6aDasja2dcLt855kXklS7AiED+GQwDJB9rUtKwoX5YGkaWGF/GAqxPLEZAs53t9yY/OS7FqqD4OiSpfmZodC6VtDnb5VWQmZhjtasoGbHzgRISZBsgJy8gnbtO7QqbpEbyQmHAq1aNy8qKiov3zn5zXduvPHGdu3aDRgwgHxuUMdfv5+4d9jkc4YtW7ZUVlZqmnbCCSeQzxARG+eTdA93acypKModd9zx5Zdfvvbaa3/5y19OPPFEktZv+Fa1jSYWi4XD4ZtvvjkYDI4bN65Dhw6qqubk5ASDwXg8XlRURPM0mqPS5ptffPFF3759S0pK+JpqPY4ZHsxJU2vMNJ0097vjjjuuvvrqcePG/fnPf6b9WH/p6wUAio8DAFqAKS8vHzt2bCgUGjduHG3ARlVfVdWCwkK+IOeTABEkBj6J781OI1QJUP7ZLhiADFIKgwWQSltaWs1rUQRmxv+eWcqzVIMFfb6Qgg3JMKDhaEboxqWdyJCZFtqIpoWqheXVGNffu/3umXfdgbHtmN6IyQ3W5JdmXngebv9pyXVXzWjfZXHJoWs7H7WtZ9/ywX+IXXKuOXK4+fdr7X/+C596BV97T5v2iTpvYXTVGrWqGhENBy1E1cyMgR2GzDHSqeuu/RsAtG3bdvXq1bi3PSIbAU+94bkzqVRq5syZ3bp1Gzx48Nlnn71hw4b9OT9Pj6I/udIJIl5xxRU+n+/SSy91i7L90liWdeedd8qyfMIJJ7j1UbmAKrpEYlavXj1o0KB+/fotWrSI35+9jgt48rQ76Yl/vVevXqFQ6L777sODklzPk7ZpsG1Z1gUXXBAMBkl2OasAqVSKz70QXcNAUpymvEA1s09tHDGOGGW1e7hrGVEyA1FF1BETTq3qoclY5qsNGo7aaDHa3pY5P1vgLqqmFloWaiomkriz8p2zhq2/+a7kpP/MG33TtPMuxikfYE0VbvgJo1GsiWNNEquTWJXCihTuVLEihakoGlG04uikkOmIFqurzlQrLuPY6NjMGT58OAD06NGDpitZIkskDVh326MGwmcmXP0OEWk3ZszYDE8/PbCVZtu2bXl5eZIkzZs3j6ZJdduXvebv1YN73EiBmoj45ZdfkqLcsmXL6PyaptVz6958803eOmQJy/MSul/v6Txc4XPu3LmQCRCnN/mU+BcSIHe3GnPmzKH4p61bt/LHuquaq1M7L2QZqQuWXTkRXRIypktr03Ed5jIcHTGFGEMngU5DBqTASD6D7WKELNMK6IgWHWCrqKWwugbXlOKL0+LjJ+MHX+C3y7AqgWmV1dQgWiSWalCJzYzSDVMRkwxTNuoWWgY6XEe11hR/vkaHoaNpWkVFxbHHHgsAQ4YMQdczQ1fdopvYuMmbuwq6NbP5fqD0L/+tAwLV7HvuuYdfl3s6ytkfI8RME0MzIkqxpZ3rn3jiiVq5W9f11kMymXzppZfKysrS6TTVXRLC2ae2j76o6/rpp58eiURoozLe8HFBAzygDiq6TK7g3L179/z8/AcffJDU3+gYlxE6iCYyHZmJzMx0bRYXHTV+dtJggqQN8Wd7c+vQ2IhWrV6wlUYngVYMrRRaVgOyegG5EToZI0S0f87zRw0tAy0HNcZU1FVUEasQK21MZUTgbESGBjpptNJo6qjbtV14Cu0UqiqmVFR1NEy0HWRo/ZzCjAZXaLQRzVphY0RcsWJF8+bNJUkaPXo0PSSeG85to9FyCeSB4JUpFovNmzfv4osv7tOnz1FHHTVy5EiS4jrgMMYqKyvbtm0LADNnztxTN9s4I+ReUPd5nn32WQA47LDD3Dv41n9y27anTp3auXPn888/f+XKle6Tk1CV+/z1F4k/oO+//x4AWrRosWLFiizZyFoR3joaPI2GP9aqqqp///vfiqI0b9486xiXRqODzESmItOR6ZkKbTK0qMPQasVFMYZYgxhDTOHPo1EdUUfHyPxnoWWhZdUKz5gGmpmJ3l7YoxGqiClkKcQ0WjpaFv0iM22jtiUwjJ+LErM0DR0NLQNNG3XGjdBJoaZj2kTVQsMi4RvLZeE6F7GykPxTeiqNiJqmLVmyhOb6L7/8MuXOUtdBSrvossbGwb3qtm2vX7/+rbfeWrp06YIFC2pqaizLopHSAawcmCnwI488AgADBw48sIOxuipVmzZtat68eTgcnjZtGmUhcb9o/T3P9ddf/+2335LO1ZYtW7CObfMXe52u09wBEc855xxFUUiCgC9mHBB147rQbHDLli20IemcOXP4AJvakV3GorX69T9bYKYztEhclFYs+KwwgU4KnYwIzc+2l5nWkTVZyEiLzWqIvgWw3c0J7dppJdMQtVrPDZm9ipaORjquVWuoMjQtNCswFUfHoB9zT2o1RBMNdFJopdHRMs5fLqbK/8xMEakMjJ6NpmnTpk0DgGbNmpFsa2lpKdUeXo0aNy1MJpNZThGW0VyjP3kdPYBzQq6+Ho/HDz/8cAB45513DtTJCS4NTDeQFkUuv/xy95IM7m1fNLdwk23bL7/8Mu2fw++Ye7+neu4/n09ScPyGDRuKioqCweCiRYswc4fpnhzYxVL+EM877zy6fF5UShp2l5kxm6HFam3PzBgPSQA7Pw80s6dpjuGWDOYS+k5Gc810UHdQc9BwGqIxA2TEGQXibPk3g88JadMVW0U1iiyVQjWNKtq6nYhVYCpGP/VzO5L5vo0pxGrEONaOXvls0C3nWDs/5B2xy7dGe3p16tTps88+Q1fXRPd6f9Z/GWPxeJwksQ3DmDlz5sMPP4yIqqqSC+HAttN8BxhEnDRpEgD06dMnkUjszwwwC7fE4+TJkwGgffv2fBNFdE0I6+/hqcd+6623CgoK/vSnP61Zs2ZPR9ZjhPRo3L7i0aNHA8AFF1yALsPL0lw9INi2/c477wBA586dycdOZN1q27Zt5pAMvp21Tu6unbtWU5tvR4GZwaNbM9/OdEJ6ZpTYECPUuXDirksULueQhY6Fto6mjqaOtmMgliLuZDpGHYyhhViqJmsdtRYyxBRiHDGNaPBejnt+7Z87W8O1j02tETIHGTqO4569UEZsjx49Nm3ahJn2nha7G9cTkpgCNe01NTXPPvts165dAaB169abN2/mTT5JMDTi/HuCn1nTNL43y356YjjuqlxVVXXYYYfl5OQ8+OCD6Op2yKuM9a6OUOf/7LPPHnvssQsXLnS3RKlUKhqN8qK6FVzrQj/Bf6iysnLr1q2kSTdjxgzMWOZu9/nYH0ioJicnx+/3v/fee7iHlpo2F2B1K6Hb2+myBXuX3sJlq/Yux9jcx+Hsgw4+GD/3ra7f3sUz66BjoW2iaZKzR0PcSfsH0lyVYdrJjD8ttBDjiNWIMfImOch7+9p+MrNjBu9sbZcR2pkoA6o0iGhZVr9+/QBg8ODBpDDP3W6NMEL+yL/44osLL7yQbwVz+OGHP/PMM1xxtK706H5Cv8uv6JVXXikoKGjevPmBMkJ0bed26623+nw+2giJ7hgfjrq3Lt0TdIyqqp999tnKlSvpbpM+8oIFC/j6215HCnzhh9/Mm266SVEULqBKBn9gtfFVVaUMidNOO40PTbm0sVuP3LZtPuLjBpa1eOYesmUbqrsP3LU+W/u6IUz2YmXdbzL8edTLHOrENHKomLWqn3QIXQfb1bqyV11cC4N1F2OQZfvcKHY0kUiQlCWFPvIakEql3FGmbnlzHi+WFVdlWdYTTzxx1FFHUdINAJxxxhlTpkxp0N3aD9ztPYkdHXnkkYqi9OjR4+mnn/7222+/++67ZcuWrV69es2aNWVlZbFYjMtjNgQShkHEVatWAUA4HF6+fHkjysljvizLuvTSS5966ilEpGHzP//5z9tvv323V7RXeFtDmfWff/45PUE+wyQLqac9YrtuEcmbAOpsGWPk7/n6668pDom7dmlyu8eC7aHW7/YAtud3d1fHG4pvl5ia3QbYSEApTvxThRJqAcC/yyH8tS/763s46+7eRbZLoD2JozDGPvjgg8GDB0+aNKmkpOTee++lUCkuR8lTdckNSClwXFWRXNIrVqyYPHny+PHjA4GAYRhFRUU33HDD7bff3q5du90X8YDCNRERkby+l19++WOPPbZ8+fIxY8ZQmw0AJNQJGVEJSZL8fn8wGAyHw5QTQJKEwWAwEolEIhGSHvT5fC1btqTx+RNPPOH3+6+44oqjjz66EfmQsixT8yTLclFREY1gKQaNdyBQRya04QwbNuzVV1+96aabVqxYwdOpeCIih+yK3zeSBYGMQCZkouT4BUqSRPmZ99xzj6qqTz/9NEnIUi5vPUXda0zZnirqvp6nPvbFYg8G9QyWPvnkEwAIBAJTp06loRclqrm3+Ku73d/OnTsnTpzYs2dPyDzRM888c9q0aXyjgoO2UQm94D9nGMYjjzxy+OGHDxo0aMCAAb179z7hhBN69erVunXroqKiwsLC3NzcQCBAyjSk7UlCabslEAjw8Nrc3FyaPzcC6m1IVe2222678847ly5dWl1dvWHDhr/97W+33XYbP3K3W33UfwfoJhQXF0cikWeffRYRo9EoPS87w167RMKdpEJbtabTadqK8Jhjjkmn0wd2Pv+L4qXa2j5BSYYvvPDCddddl5+f//77759yyimMMZ5nqOs6bf8AAFQ/1q5d+5///OfNN9+MxWKyLHfv3n3AgAHjxo1jjIVCIZ7LS0O+Axggvid4VqRlWZWVlSUlJSQd37x5c34MVT4KMqaFOAotoOaGRIrpTdpFlL+v6/rGjRtt296yZcuLL77Yrl27VCpFvWijS3v55ZcvWbKkbdu2NTU1kUhky5Ytl1122RNPPEFGQvKEjTjzww8/PG7cuEQicc455wwaNGjdunWHHHJITk6Oz+cLhUKRSCQ3NzcSiYRCIerz/X4/vU9vUsNEpyK7pfHOt99+S8K+c+bMOeGEE7h6GDtYeZuNx+NGoF7cjRnN8eLx+M0330yiDCRfyVtu3gFu3bp1+vTpZ555Js0NfD7fwIEDX3/9db5rND/ngV2L3yvurbbj8XhW9BxNWbnzoC581ueGjJZPgOlNyqDDxvo8+Brs9ddf/9hjj/FZ93333XfTTTfxvgsbtdpOE868vDyeYk8d/l4rKg0HSAI8JyenWbNmBQUFvXr1GjBgQL9+/ficYvDgwejyiNY/IWwieCZ5uFfQpbcHAJT7k5ub++ijjy5cuHDx4sXHH3/8Z599lpOTk5eXR23eokWLpk6d+v77769duxYAWrVqdc0111x11VVHHHEEZvo6UhyybTscDvv9flK/o5nJL4pt24FAgFZWfD5ffn5+LBYjTzrsqqtNmvDUuksZIJOBZZomvSYBDrdsnKIoqVQqEolQxDZ/f58gaQ96kUgkDMPg3R2NIEi5lN/DPZ0H97CnRX5+PiJu3Ljx/vvvtyyrR48e0Wi0oqKCFKJ0XU9nIPuhwAwabdLW5XQH0um0oigbNmxIJBIA0KJFCwBo27bt/fffDwDU/pJcAKmDHyhlhl+CpmuE/PnR49R1ne6spmkfffTRSSedtHLlyjvuuOO1116rqqr64osv3nrrrenTp9Pg5JhjjvnHP/4xZMiQ5s2b83S4VCoFALIs08yKTn4QzI/gMqeaplF5qDZTW0i63aSqFAgE3KWijg4yBunuNNwOQ5/Pl06nuXujrKysdevWjSgnHzCnUqni4mK6gYFAgDbtoY8YY1w9qX6wjp4FvZOXl0e753LfzF7P44bKuWbNGsdxcnJyNE379ttva2pqRowY0aZNG76HB2OMmglS8WjE3ThIHKwut6HUM5/mW1Ij4oIFC6jxy83NbdasGVXrFi1ajB49+ocffqBj+B6gWYtj1LLyvWkP5nCFnLeYiZ/MCh/lhSSfJHkpWGaTNjK5rPc5fAXMfc5GXJo7AXLOnDlLly7lUW8zZ86cPXs2ukLD6ln039P6Jx/c0kkcx6HQfD4UrxvXknUSug88ANW9kMNcm6i5z9PER6S/GscMyQe5PQGvvPLKqFGj6LEdc8wxt95667Bhw0ha7+AImQkEB4RfjRFyWEaYORaLffbZZ++///6wYcOGDBniXhCrX5FBIGhS/JqMkC++uyVn+DovRbHRBOPAatIIBL8ovyYjdO9YYpqmLMuISFtwsYz+LHnzmvQsXCDYlV+TEdL0j5xymNksMplMkpC7QPAr5VdjhJhxdjPX9tocilYLhUI0Xj1oIvMCwf7zqzFCvksJZjYto5U3WmHjcUl1d64WCJo4vxojJCgGgidM0G4KPKZkr9tuCgRNkF+ZEQoEvz2adnS5QPA7QBihQOAxwggFAo8RRigQeIwwQoHAY4QRCgQeI4xQIPAYYYQCgccIIxQIPEYYoUDgMcIIBQKPEUYoEHiMMEKBwGOEEQoEHiOMUCDwGGGEAoHHCCMUCDxGGKFA4DHCCAUCjxFGKBB4jDBCgcBjhBEKBB4jjFAg8BhhhAKBxwgjFAg8RhihQOAxwggFAo8RRigQeIwwQoHAY4QRCgQeI4xQIPAYYYQCgccIIxQIPEYYoUDgMcIIBQKPEUYoEHiMMEKBwGOEEQoEHiOMUCDwGGGEAoHHCCMUCDxGGKFA4DHCCAUCjxFGKBB4jDBCgcBjhBEKBB4jjFAg8BhhhAKBxwgjFAg8RhihQOAxwggFAo8RRigQeIwwQoHAY4QRCgQeI4xQIPAYYYQCgccIIxQIPEYYoUDgMcIIBQKPEUYoEHiMMEKBwGOEEQoEHiOMUCDwGGGEAoHHCCMUCDxGGKFA4DHCCAUCjxFGKBB4jDBCgcBjhBEKBB4jjFAg8BhhhAKBxwgjFAg8RhihQOAxwggFAo8RRigQeIwwQoHAY4QRCgQeI4xQIPAYYYQCgccIIxQIPEYYoUDgMcIIBQKPEUYoEHiMMEKBwGOEEQoEHiOMUCDwGGGEAoHHCCMUCDxGGKFA4DHCCAUCj/l/GE7l5gYHdk4AAAAASUVORK5CYII= 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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=C1NCCN1
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: COc1ccccc1OCC(O)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: OC1CCCc2ccccc21
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[NH+](C)CCC(c1ccc(Cl)cc1)c1ccccn1
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=O)CC
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)c1ccccc1C(=O)Nc1cccc2ccccc12
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(=O)Nc1cccc(C(F)(F)F)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: C/C=C(/CC[C@@H](C)[C@H]1CC[C@H]2C3=CC[C@H]4[C@H](C)[C@@H](O)CC[C@]4(C)[C@H]3CC[C@@]21C)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: CN(C)C/C=C(/c1ccc(Br)cc1)c1cccnc1
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: CNc1cc(OC)c(C(=O)N[C@H]2CCN(Cc3ccccc3)[C@H]2C)cc1Cl
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: CCCCCCCCCOC(=O)c1ccc(O)cc1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAAAtlElEQVR4nO3deZwU9Zk/8Keqq2d6LmYGGEAuEfEAIyIBJBpk427UFU08MOu1Pw9MFHOpqFE3xqwREt14LoqJCKvxQNRookCMJiJEFgEPRFEQh2tgYO6+6q7v5/fHM10Www2jBe7zfs2LVzPTU11dXZ/6nvUdDQAJIeKjx70DQvxfJyEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImYSQiFiJiEUImZG3DsgRHwQ+VcrfFNr/4YiIiI9/En0aSj8PPwtIiLySSciA5Enb/uEHZIQioOS53nJZDL6XwBFRUVEBICINE3jx/xgp/xt06YTESmNgkKOEkQJIu3zXCkiIkUERYFPSaM9ZoGCoVlEOumG61OgU1InPRrinZLqqDgocQIty/I8j/9rGEYYvzB4/MA0zZ1uiIMXSSBppBeyZ3ACI08PPEV+QI5DGlGx4cOzzRxpoIQWBIFSjkFEhkG6jmCPEkhEGu+3EAcX27ZTqRQRZTKZ4uLi4uJi/r5SStfbixbXdQGEP9oeiLxCCUeFGCa4tEPhi7aNqCIKFGk6GaqFggRplUTKcfXiIiKdLEWGQQnydTIDFCW0JFFid+9FQigOVr7vA+Ai0bZtx3EqKyuJKAgCXdfDwtD3fU3TEokdZCEgcujzmqdWKP2K+Geq8LwEQSePiPhHiggU6H5O0zWiLqTIDezAT6VKyNUpZ1LX0hwRNNKJivegySfVUXFQyuVyhmEkk0nf95VSxcXFZWVlXKIkEgkAmUzG930iMgwjl8vtcCM6URFRWFj5RB6RQ2QT+QmiJJFBZJCvk0VkE9lEJgE6Wbap+6qSqIvv5bc2k5ZI6QYpIoNMA0Sk+6qIiLAntVEpCcXBzLZtz/MqKipc13322WdnzZp1/PHHX3zxxYMHDyaiXC5XUlKywzKQob1Uo6BQHoYtxGTYGaMRNPIK5aJGRJ5ZnCiiANTYQtVdiYgsm1IpIkWlCZCuOYoSBiUoACX2oJiTEIqDUlgXVUrNnTt3ypQp//u//8s/+t73vnfrrbced9xxRGTbtlKqpKRkh32k6DAOEYZSRVqKUTpR0ifHonzgbdy0Zf3Gfv370YAB1NpmraktGT6UqougGx/OnX/s2G9RUicdlEhI76j4ajIMo6Wl5Z577hk8ePBZZ521dOnSfv36DRs2rG/fvrNnzz7nnHNmzpzp+34qlUokErsYpeAyUEOhMuoSuZEGoRb5IiKlyHMJ2gfPvbjw+T+WpYzXX335r5MnU6rsjdnPUTZHjqP57oLn/0gZkwJP2flIy3KnJITiQMGDDYxbevydIAj4m0EQAADQ3Nx8xx13jBkz5oYbbli9evWIESOmTJmyfv36JUuWvPPOO+eee259ff0VV1wxceJE13XDztJ8Ps+bymaztm0TkUfKI/KJSCPyA/IVBYqUonyODEWG7xcpp0jli1xTt6lYkRGQ7ZDpfPzyX0656uqu3zj2X34ywWtspPV1VYGixiayFWWcyoxJALk5vSzZPq64SzJYLw4U4eD7xo0be/ToYRiGruu5XK68vDysfK5cufKuu+7661//umXLFiI66aSTrr322rPPPrupqQnA66+//o9//OOJJ564//77J0+ePH369Hnz5j3//POjR492XbesrIyIfN+vqKggItd1E0VFWd8yNJ0SxWQkyFfk2FSSoqqUS05OeYGupbRUEWlFhkbKo8ZGKi+n2rWHdqkipShJ5Fq9a7rSxg1eLrf0qSdr7XRZaUV60ybSQMmk1dpSUt1z950zEOKA4TiOUgqAaZoAWlpaAPi+77ruwoULzz777KqqqtLSUiI699xzlyxZAiCfz/Pv5nK5o48+mojGjBnT0NCwcuXKESNGdOnShYhuvfVW3/czmQyATCYTBEFra+s2L6wAP4Dn+srLwWpQmWbYzbDTMG2k3eZN2LIZdVuxtm71U49jyZJPfnQL1m3BptVIb/jo57/AG4sXXnQ53l+B1gY0bpl99kVYuwVtzfCyUN5u37VUR8UBgSe1tLW1aZrmOA6PsFdXV9u2/dprr11yySVnnnnmSy+9FATBRRddtGzZsqeeemrkyJFExJlMp9NlZWXTpk3r3bv3woULBw4cOGPGjLfffvvGG28sKyubMmXKqaeeWltbS0QVFRWO41RVVeVyOeKmoE/w/SCh20Yir5FDiYSWNChIuunSlqbiXJBUpbRm62e/njrtO//2whNPk+9ttrK0YjmVVdHWlkUrllPvmowOqqqghKIk2jRFqRJyPLLcHXfwdNC5VzIh9lkul+Ni0HEcAEqpGTNmHHnkkX369OHwXH/99Z9++mn4fK6jWpZl2zZ/x/M80zSvuuoqXdf79OnzrW99a9WqVfPnz+/bty8RVVZWTp061TRNpVR7+RkANtDmuLZjAU3wVzkNdWjxYMLNorUV6xvxzGvZi29YUPP1v+tHLBz8z3N+coP30QfY0rjwjimPT/jBm5MnY8M6NG5d/tBD2LoZfrNvN8275z60mMiasF34wW7fuIRQHBC4/smVxoaGhv/+7/8+5JBDdF0vKysrLS297rrruALJQw4AgiBobm6OboEzCcDzvOeff577Y4YOHfrEE0/Ytv2jH/2IS50LLrjA8zzP82zbdtqynDgAzcquh9sA14KJbAPWbcTz85affeWsqqNeLBu0fPApuOZ2/G0ZmtOwTVgmWlrQlsO6DbCycLKwsrDSCqYPG66DvA3LydbVQ+3+vUsIxYEil8u1trZ+9NFHVJh4PXTo0EcffZTzaVkWPy0IAs4hM00zm83yY37Oli1bADQ1NZ1zzjkcvMsuu+yzzz576aWXevbsyUXiW2+9lc1m4QNbTVhQQCv8RgRpuLWrl//l/ntvPHTI748a/YcBw1876XT7gQexYjEyq+HUwcohnc01NQAubBO+DdjNbfUe7Oa2rbBt+IEFbDazHvYkgICEUGxPIVCRfwEAAdTn/yrAR+AB/h6fZ7t/0UKuuADs37//c889x9/J5XJ8p5LjODwnWxWE8QuLQR7GcF2Xn3n33XdXVlYahjFs2LB333133bp1J554InfD/vjHP3ZzJhwg6wYKeeDdjat/cst1R/Tu0ZdoJNEr37sSs+binRVo3QJvcxa1LdgEMw0XCkHWt3wEppd3EFjw2uDZCJCx4aHeNRuBLNCWt/fk+OxLCD3PCw+ZZVlcg+eDFR6L6JF1HCe8jIVPjl7MQuFP90oQBJZl8dFXSvFG+GMD0NbWFj5t37b/f4pC4MPzI/8CAeAhCKA8BAHg+QhseDkEeQT+7je5p1zXVUoNHz7cMIx58+al02kAuVwOkYyZphmOFu5M+ClzW3HhwoUjR47knp67774bwH/+53/26NGDiAYfdfType9AYc2aNVf84PvJshKjJJkgOnX06KV/nuusXou8C9OGlYcyFUwHeSi+EkG1f21zSUIAKHiAvTdXqH0JoVKqw4EIgiBsHHOT1zRNHroBEF6uwn5h3/d5NJYHZPno78OeoNCW4G16nsfd2bx7TU1NfDl0XTd8mti1Qgg//wI8KA9B4QueD8+Gl4OX67wQhiMNhx9+eCKRWLZs2cMPP3z++eevWLEieukMr6074/t+eNnlTx9AU1PTNddcU11dTUSDBg2ybfvFF1887LDDysvLi4qKjjvuOG5AVldXn3XWWfPnz+dfCbcZbucLsu/VUcdx8vm84zh83odHigPGjzl+jz322FVXXbVhwwYusjzPCwvGkOd5u73C7RCnl+PH/7VtOwiC7T+tDqW02ImAv1ThCwigAgQB/AB+ABUAgY/ARmAj6KzqaHii812CDQ0N3/3ud4no9ddf53xGP9Ndp8I0TX6CZVlckPKvvPzyy8cee2zXrl2Liopmz57d1NQ0ceLE7t27cyvx6quvXrx4MY9MhsUGAC4kOuld7thehzAIgp2lJay486XINM1XXnnl+OOPT6VShmEUFxf/7W9/Q+QIdtiO53n7U13ssLXwOHKtBpGBYLErkbYfEPlXAUGAAAg+bxl2+tHke46Ki4uDIBg6dKimaW+//XaH9h522WwJ+06jv8XnQEtLi2VZJ5xwAhd6H330URAEqVSqrKxsxYoVfPaGV/MgCMKG5RdtX0pC27ajtTvHccLrTXjqT5069bDDDjMMQ9M0Hk4tKSkhoiuvvJILQ66I8r2YYTb2ISR86QJgmmYul+PrJe9eOp0O24dfztE86BUaOty22cGPgm2/OjWIrutu3LhR07TDDz8cQEVFRVFRUX19ffQ5Yct/ZxsJT8UdBpWT9swzz/zkJz/hx9wNy7dEcfzCUyX6KpzJfaus7da+V0e5HciTYgFs2rQJQD6fv/vuuwcMGEBEhmEceuihd911F1cnfv/733N/8fDhw995553o+9nP/hLP88LiDoWPIWxjIFLXlRrpbqhtA1b4norGjZ/jA53aPcoDD4sXLyaik046iWda67rOkeARduxN88x1Xb4ch2cCn2Zh5RbAunXriOjQQw8NfyuszXXYGndh7N9b3Km9DmF4pYl2zwRBkM1mr7zySi7ueITnySef5J9y8djS0tLQ0HDUUUfxE6ZOnbpixQp+QtiM3IeQ+L4fFsubNm26+eabeSzo2muv/eSTTxAZX3IcZ7fNetEhc6oQNwdwAK9QXYUPuOH/O83s2bOJ6Jxzztm6dSsR9e7dm8+xcIx+Tz7BaA9FiDsOwxOM+wjfffddIjr22GOz2Ww+n/c8j+eX8jO55cUj+532Dndk30vC8OR+/fXXL7/88nAe3CmnnDJ37lze73DWLLNt2/f9m2++mRvfEyZMWLVqFbZrzu0VPqyrV6+eOHFit27deB946bsLL7yQc9ih/ix2oUMFU6G9w90C8oAFtJ/dAeACbieXhNOnTyeiiRMnvv/++0Q0bNiwDgHY84u1UsqyLI5u2FDkgpQLw3w+/5e//KW4uHjs2LHhb/GVOlroRR9/QY2anYaQxw/4MVf2wnZquCtvvPHGd77zHcMwuOZw+eWXL1u2jH/EFxJsO5mIHzQ2Ni5evLimpkbTtKqqqhkzZvD3t89JEASmafIWwl8Px0J4+++//35YAieTyVNPPfXBBx989dVXd7H9sH4Sji7yxjv0OYUXQj4aYRUg+is7bIHsbPt7JVrB7jDKGj0VdttG2iscuWiyfF/ZfmADOSADZIA84KHzQwjANM3Jkydrmnbbbbe99NJLyWTytNNO67StFz4FPnp8JB966CEi+uEPfxgt7r787oNdhRBAmAFse/l5+umnR44cyfHr0aPHddddV1tbG56R3Mzlx9H3Fp4r+Xw+n8+ffvrphmGUlJRccsklW7duReHQbD8gy7MEO8xXeu211y688EJuWKdSqQsvvPCNN97Y7fb5EIdJRqF8Dv/LY/rRT6LDddf3/bD/acGCBV//+tfPO+887hDOZDK73f5eaW1tDa/9HYbLwtGwTqQAB7ChNjc0QiGwfSgoBQ/IAxkgDeQAm3tLfcBTnRhCy7KuvfZawzDuv//+xx57LJFIXHzxxZ229cKpyMeTP6DJkycT0c0336yUCj+jAyiE4dWXa9j83/r6+mnTpvXv3z+ZTHbr1q2srOymm27icbkdbiScF4/tuij5V2bOnMkVyP79+y9dujSMMQDuPg1b5IiUMLNmzRozZgxPPurSpct111334YcfRrcctld3uP0w6ogUONHLDQDf9y3L4oHQ6G6H6VqwYMG//uu/cmc3ER1yyCF///vf+Uc73P7eCmcnhwW467r86uE+8OWgE08aH2i2c+2jf44D24cXwENba7MD5BFkgAwCC/ARIFDwOzOEnuedffbZyWTyhRdeuOOOO3Rdv+mmmzpt64X48enEx5Bndd97772ItIkOoBCisGgcChXRzz77rGfPnslksqqqavDgwb/61a/C2lEul+PSj8f6dpZJ7lDlMQnOg+d5q1at4qEbIpoyZcrmzZv5yeFZyK/CE2IeeeSRIUOGcAncp0+f3/72t+EQRTqd5jYAv/rOth/O2uE1DvgxP5nLwLAPIBTGIJ1Oe543d+7c3r17E1EikejVq9eQIUO+9rWv8ejWz372s11sf29Fu76iu5TP56MlbSfyARuBBWdL/SZ4HjI2LA9WAM8DAgdeHkEens3T2XgEv1M7Zo4//ngiWrJkycSJE5PJ5G9/+9vO2nLYvIreLXX++ecT0VNPPYVIfefL70LfVQjDkofLlvXr1/fp02fIkCEPPvgg/4gH+jr8Fs9ZiUZxF927YfH4i1/8gnNy+umnh7VKrvX5vl9XV8cDjzy/ftCgQQ888EA+nzdNs7GxscM2O1TbOmz/W9/61urVq3m3w37q6K9zFMO7XcI32NTUNHv2bD5LqqqqevXq9Ytf/IJruZZl/fKXv+SpT7vd/p4LK71hhk3TfOaZZ+rr66M97w0NDfu2/e0pBBYcHy58D5aLnIfmPFpMNLXB8wDXg2fD9eApuFAelFcYze8cfHVbv379+PHjU6nUzJkzO2vL4RkY7doZO3YsT8rBToYHvxw7DWH0RsmwIsQ3ibDwJOAyMJ/PW5bVoUYXndjZ4b3xBsPeKtM0lyxZwqd4165duYYAYM2aNVOmTOGVlTVNGzVq1MyZM7lyHx0JNE0z3CAPXe5i+4Zh3HPPPbyRsNa9s8KKh5smT55cUVFhGEYqlTr66KMnT57MozJ8CeBZ7B9++CEPwOxw+/sgPC1s225ubp4+fXrv3r0Nw6isrOTjEzYUo13Q+0MhcGEDNlwXbVm0uWix0eJiczNMB64FuD5sBRewoVwEbieGUCnFq79kMpkxY8akUql58+Z14sYRmUnD/+XlMHioLHrt/pJzuNMQ8hmQyWTCNPL5xMMp0XRFl+vgBuT21VGlFJ/N0S5HvoTzKD+rq6u79NJLucg64YQThg8fHq7cet55582ZMyfsxgx/JXqLRgc72z6PZHzzm9/kW9Gi8YuW7blcrra29oYbbuB1Sqqrq4855pj777+/Q3Ul7NFuaGgwTXPX299zYVft+vXr77rrroEDB/LQS7ga0vjx4/kNRic67rfAhw2Yzvr1+Gz941dNev6am1786W3WG4uRsWDn4VuACdiAicCG70J1TgiVUk1NTUVFReXl5QCOOOKIRCKxcuXKTtk4CkVf2LfHh5fvcuKiZfsOiy/NHo0ThtVC3rnwmtHY2Bg2GnfYvw8gn89vf13hKisKzS0OdniYHn/8cV6PIJVKdevW7fzzz1+1alV0Xnj4gOMXdsBGe3F2tn0Ajz76aL9+/ZLJZE1Nzdy5cxH5hMLnLFu27PLLL+caZlFR0ZgxY5599ln+EaeOtx9OAIgOFexs+3trzZo1119/fU1NDadu1KhRM2bMCIJgxowZxxxzDBENGDAgvOluJ4JIpZFvutl2JDAyLcYHFDzfb4PdjFz29z+4Bis+xaZmNOV+O/7fkc7DzMO1ENjwbHg2lA10WkkYBMFnn33GzWwAfCHrcO/8/uCTNtpE4lUPU6lU2LZC5H6AznrdPXHA3dTLF6RFixaNGzdu3LhxixYtQqd2WHGBXFtbO27cOG7dXXrppdlsNkzpO++88+1vf5trnjyjgOedIxLyXVRXOJxLliw544wzODwTJkzgK0h4BoT3yEU/7PB2xyAIli9fPn78eF6ir7y8/Otf//oLL7wAwHEcvqwsXbr0zDPP5O1fccUV4RyRaC+87/tQHuyM07oZsBXcxnSzHU58Ue33CULB85WDwAbyQQaqEW1rsWHt7Ct/gLZWZNJoS89/+JHNC/4B00Y+j1weGRfNGcC14fnYQdfRbj8vvop16FB48803uQbR1tZWXl5Ohb86iMhVbE9uCuU+GL6kRguGsP3CR76hoYGIBg0axJfyDhNHv0wHYgj54wyLPq7Kdu6r8Of061//ms/ywYMHL1my5LHHHhsxYgRPPCguLr7ooovCKRfANrMXdlHDjBbL9913H1dlBw4cGE5jiPbZhNra2vjNzps375vf/GZxcXHPnj11XR83bty7776LSD05PBSWZd13333cWh44cODHH3+8YcMGFGoH7TMrlIcgB7sFfs7Mt7nwHMAEsp5q72ZxFALAD+C78GxkWtC6BbUf4x8L35w0CR99iI3r0JZ+494H1vz5FWzYCNuGY8O04djw846yfN/dq+ldO/woeWT42WefJaLLLruM1xQ9+uijUeiSiG6Zp8Ls9oV2/eqZTGb+/PmlpaUjR46MdtV0KDC/HAdcCLGjwfHO3X60u/L999/n1jkPORBRv379HnjgAf4weJQvCALudtqTzyasqbLFixdzb1B1dfUdd9zB2+SEdGjLzZkzZ9SoUbquV1dXV1ZWXnbZZe+99x62HcCMzvbgK8LixYuHDx/ORfrdd9/NPTRhN5Vt5RGYUCYCF57DIwoZ07KBjHJtBAquyjajoR5trWhoxLz5m8+64uXeQ/H+x0+eOx51DahrwubW3517ET7dgI2bkc/Cz252NrWiGX4Wtomg47Sy3fZqcJ9CtHHBB/aRRx4hoksuueTtt98ePXr00KFDo0cyei3e7UWZLwrh/E+ufHb4xRdeeIGIzjrrrHCvUDjZ/q9XR8OPMJPJhJ1+nd5bxUUZD1c2NzePGTOmoqKia9euv/71r/nSG7ZGstls9LobXc5jF/gj57kK+Xz+lltu4ebHiBEjbNuObjCXy02bNo3beLquDxgw4Gc/+xmXaYxPi1wuFx2M4S3wOramaf7Hf/wHEZWUlJx22mm1tbWRHQkAL/Dt9pUpAkBxc90D3KZNn6F1K7LNaNiC//nDP8ad+1Lfry2qOf71AaPwl7+2vvTcrAsvefPam5656DLz6RfxwWd/+rcJf77gSry/HKrZUfXI1cFJI9hmVYQ9ueUnevNaeGnLZrM//elPiej2229HZJQYkU8/l8vtdg4wF8gdJlchcidNPp/n8+q5555LpVITJkwI92r7V/xyHHAh/KLxyB6A1tbW8Fibprl169awWrLbz2AXT4gucMKP29ralFJz5syprq4uKioqKSl5+umnc7lcXV3djTfeWFNTU1VVRUR9+/b9zW9+E50ow3OGoidHtBkZFnc8f+2NN97gm8QPOeSQWbNmfb6rQFsu6wM+0NTW2pZpRRDAspA30ZLG5iZMm/HXEWNe7DbgHzWDPh55Cu68F+8tR7YBThMa12LTGmSbsa4Ob62e033k4pIRa4aeg4cfR9tmWGssbPFh7tXNr2EfWH19Pf9WLpd76aWXTjzxRJ4CSUQvvvgiv3cUqiHhu96+pddB9EfhAYwew40bNwLwPG/SpElEdOutt/L3o29BQgieyMeXtC/iPq5wQmbY0Iq297j57vs+rzLCDZJwLY893H50NR0UcvLBBx+MHj26vLw8kUh069aturqa/2DQ0KFDn376aX5+2PETncsfrRTw9sN5Qrx9rjbX19dzb00ikfjud7/b1tZm27YCXMBqvw0i8Li/tKUZn9bOufbGh75x8tTDjn7hqKFrv3MefvkrfLACWzfDbEZrHeytQDqd2wi3CZlWrNmKd+px9o1vV498tvKo9664CumNyK6F2mY8eU+OTzqd5qhYlnXXXXcNGjSIB4H79OkzaNAg7pG+8cYbo9WB6OTBPVmRaPtlkGzbXrRo0YQJEyoqKpYvXw7g+9//fllZ2X333Rfuf4fOiC/NARfCsL4RDUYn3ojUoSXG4/j82Lbt7U+jDp/lnl8UwpWhueobxuaXv/wlLzVARGecccbrr7/OTwv77rirlh+7rhutu0Z3Pixpw14iXuzn4YcfLikpKSsrGzx48OLFi03T9oFWx84DOSDtm2/Mf+3e239+GNFJJanfjDvjzz++essTj2DrJ2j+BLlaZDcBJmzT27oph3wLzDxyjtcML40tG9DS2Dr10QUnnPGXPsMWjPgX/H0R1n8+DLsnIeSjt2nTpttuuy1cWnvgwIH33nsvv50nn3ySD86gQYPefvvtcJg3nIW761fhpmP0OXV1dUuXLj3rrLP69+/PW3711VdbW1tPOeUUInrkkUf4aeEAVYdbmb4EB1wIse1iM1/EnbgdTvqw9yV8QjjfgD/L6Aj+nrR5opfSaNcCr75h2/aCBQvuuOOOV155hWtW0Sna0W50RHploqsHROtj0fW1whdaunQp99aQRjfc/LO0lXeAVju/6L1lF/2/f68oSaWIuhBd8s9j695egMwmmBug6uDXAltsmLZy3cYW+EEbgpX2lja4WVj1zlYL2ay3GVYz3lz63j+Nf7XP8D8cOXrlCy/X1dV12IddlCSrVq269tpru3btylOLjj322KlTp6LQyuXDu3r16mHDhvFNoZMnT+bGcHgkd31Fjo5XZ7PZ559//vTTTw973W6++eZVq1Y1NDRMmzaNv/nII4/wp9xhMs2X6UAModgH4anDp1RbW9vtt99OuqZ1KR50/JD7Hrj3384bnyIqJerXpdv/G3/++nW1bflWG24eZitaW9GSR9qBCUABNpABmoEWwAJ8wIfnwc4j7TlNyLdi3cb0PdMe/qdxQ6trjjvuuC1btuzi1iqlVGtra21t7cUXX8yjr0Q0duzYWbNmhbdl7nD/NU1LJBKjRo1avXo1Igv7dpiSEV1SjcOczWanTZs2bNgwjnpVVdWvfvWr2traLVu2TJo0iWcdVVRUHHXUUV/EZ7G3JIRfEXxqRisRra2tby6c361fDSWIS7/Dq3o8eNudHy9aBh8Z0zILtwhmEJjw24fdffhAGmgB8oBTmGTj+UohCOB4fg4qBzuLT1Zt+OOf+5WWl5aWlpeXv/zyy+HORNdAaWxsXLJkySWXXMJzj/jmbx78RKT82eH+L1iwoHv37mVlZeXl5TNnzgxrKHyXWViCRV/UcZxHH330yCOP5HZm3759ubt18eLFEydO5EtAt27dzjjjjMcff/wAWf5LQviVEu3TAgAEWzau+/aYEw8/pNfU39yd39oMDzA9+IXVnLzCwhVZoA1IAz4sIMfLWPCyFgEcwEKhiMx7cF14NkwTlg0/GD9+PBElk8mxY8fm83luuPK/f/rTn/jm77KyMr77tL6+PpxsGO323Mn+I5vNnnnmmTyx+7TTTguXqNjehx9++OMf/5hX2iai0aNH/+53v1NKffTRRyeffDJPPyKiCy64YOHChTucTRkXCeFXR4eVUXzfRxAgnYPjwQ3gB67t8BzR1qzZvpRFrr0oRAZoBTKAX5jU5gI5INf+HQdAAPD8bcsJ8lm4FgK3taUJwJNPPllaWtqlS5eePXsuW7Ysm81Onz6di6Oampru3btPmjTJNM0d3u3hui6PG+1g/wsee+yx0tLSXr16VVZWzpkzJwgC7mLlX1y6dOmll15aXl6uaVp5efmYMWPmzJkD4NVXXw1vJSWiW265hccnQgfIn0WQEH6ldOya9wETyCm/OQMFC2gD2oBGBDnA9grrxHhQPnzOXriuk8l5K0w2DeC5UIU1Dn3lWcry4BX+YgzWrl3bvXt3ru8lEgm+8Xro0KH33nuv53lhBTX8gyV8p1uHGGw/tBAWWel0eujQoVzk/vznP0ehL2flypU80bSkpOTSSy+dP3++Umr69Ok9e/bkrp3u3bv/13/9V7isfXQhCKmOis4U1t8cx8lms9x8UraLtA8bcKHQXs/MAWkEFq/XVFjcKVvog+G769tvV3Lb+2R4qo3tI+MHdvuCo4EDz4HneC6Xb5ZlXX311ZxAHoM5+eSTO+xkdPwpekMDrwe9/f53WFjEsqw777yTRxqqq6t5+qHrujfccMP111//3nvvNTQ03HnnnXzfSWlpaf/+/R9++GFEOsDDDUaHpmInIfyKiN7iHPILw/QO4LjKM12YPiwPHv9VCQ/wFDwPXh5WHpYPD8qF70K5gOchsIHwywLSUCaUDwCBChwVtE935hN63LhxhmHMnDnzggsuSKVSP/jBDxAZ2wyzun07UIV/Onc7LS0tvMY0/9d13UWLFh155JFVVVW6rj/00EPcCm1sbLzmmmv69u3LRfGwYcNefPFFnkEa3fIOh4JjJ3+z/iuitLQUhfKQiNqLGiKXKE8EIkPXjGSSEgnK26SIoMgPlOuBoBEMUBEoQSBNUUJBI5/gkwpIBUQBkUeKiAzSdNJAAZTSlK4h4eZMXdNLSkrypp13XF+pI445pmuvXrbtDhnyNSIqMpIEIlIV5aVB4PEfJkGhMFRKaZrGfyth+/0nourq6uLiYu5uSafTRPSNb3yD7+RKJpM//OEPR40adeqpp9bU1MycObOuru7kk09+66233nvvvW9/+9uWZRmGUVpayhNuiKi4uJjryeHYb1yfV5QR9w6ITqNpWnjfPU/+AhHPzdGI9AQRiHSi6vL2b2k6X4NBpGsJrX0zCf5hgkgjIgov059fr3VKaDqRRgQqSpVSQCpBidLUh5/WUqKo7JDeG5taSUv06tnbtT2diJQi5VGCEgmdSBHpHLzd7n+Ih9r5vi0i6tKlyx/+8Idhw4ZNmzZtzZo1juMYhnH++edPmjSJ241EFHaHElHYZUqFvwGcTCbD14qdhPCrTOvwAWvtwSKiaKg6pqHwzcRutw4iJyBN10s0g6i1qVErLurdo6Z+cx2B+vTuXVScJCJSiogIQfRF99+kSZPGjh176623EtHkyZNHjhx5gJRse0s7SPdbHBBAyoVSyihOOJbZpbysW1X15pam/v371ddtrq1d2++wASClERECRUrTNI2MTokir0x5QBVo+0xKQrHvoBGKNYMSFKjc5k1diI6oLCfb0rc2lBD1qKog8hXpPoKElki0l7idUxiG09+UUkS0w/rtwUJCKPadIsr7XqlhuPWbG1d+fLhGx1V3pZUru3l+STEVlyaJAp/gaQDpGumdWBn1PE/X9UQiEbYeecyD+10OLgffHosDimEkE6RKu3btXZy88OSTTz5+GGn66YOP2FpqkK64OahRsSKinTQ+9w0A7q3hLtPKyspEIuH7fue9wpdHQij2HYjSVq60JEW5bPaztdVm/nBDp7W1/ZQ6YsjR5DmUSCqlyCgGkR4GsTOyWFRUxMMb3GXK93nyFJmDjowTiv1SUVJOACWL9ba2RHNzFxBlzd6kDexeQ3mTFJTjEUcPRKqTXz2cdkNEB28PjYRQ7DuNyPEdUkS2k9mwvhqg7t1p1eoeunFIZTWlSinQyotKNSJfKQKRT9R5nfG6rhuGwV0y/KDTNv3lkhCK/VJiFJFpk6brtuuZWerejZpbM/WNZUUlBJ2UoamETqSTRqDOjOBXiIRQ7DudyCANtkOg5sYGaKAeNZRKlZaWl1V2JdJJJQgJap+nokgLJIbbkxCK/aIRaWXl5Di+Csq6V5OTp02bm9LZ8h49SC/inj9FYYvwC2gXHvwkhGK/2JZNiQQVF63auCFnEPXq6TpmVf8BiV69SSvivlAQKdJIC0j3C52k4nMSQrFfSkpSFPjkuHWtjagsp0O617Y0b8y0UU1P0nUOYUCkCKR5pAVx7++BSMYJxX7zXErQuRddWFzsUPNWuyiZTySoW3fSkwQijXwijTTSFGkkfTPbkwncYt+BCATddamxhfKtzvsLi72A+h5H/QZQr0oqKiGVoARlEkSkuiiLiEgrJk0u/duQ6qjYdxopHS4FPjVl/3jLnZlkebqk8sPHn6KVn5DmkmFRwiHNLyWVIiK9hKhEKl/bk5JQ7Af45JoU6J8+8D9HjPkmHdmdXJc2W4tnTh99388ppRGKiBKkGaCExss4HKwj6l8gKQnFftB0KiomTft4bS2ZeSotpcpKcpyNW7aSphHpBI1IB2lKzrSdk0Mj9pNGQP+jjySNSDMob1FNt54DDyVNb1+ShkiRDiJIGbgTEkKxfzSNoIaccMKsV16mllby1aKnnjpu9ImkGby0DZEOGRzcJWkTin0HUqZrliWKKeO3fLB83ntv+fn8ecPHlA8+ivpVBwlKwCDSXM0AkUGUgLQJd0BCKPYdiAJSBohMnzyPkkRJg9IupQwq131NN6CRpjukgygpIdwJ6S8W+8UnSmi6VmSQoZEOUoqKk2TwgjLcN6NL8HZNQij2Cy9ikUjopBPphdUN+b6lSI+DtAl3QUIo9gsXctBJI51IkabzssHtk0SlGNwDEkKx73iBYBB5fG8hD8cnCBopXjsYhefRtg9EhAxRiP3QfpMS99C0CzTyok8QuyMlodg/ikgrDMSDiPjGpfYWIt/DtC257nckR0Tsn+i98nxXRaFUDO9b0oh0Ujopav8S25CSUOwH0Lahav9TUOrzn27/HNGRlIRiPxQ6WvgPpfF99Nxbo4dP0EgnXXpkdkFmzIj9UDh32rtDuU1Y+LOGYXUUGilShT+0Jtf9jiSEQsRMLktCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETMJIRCxExCKETM/j94WLYPmKqWIQAAAABJRU5ErkJggg== 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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)c1ccc2ccccc2c1
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=C1OC(=O)c2cc([N+](=O)[O-])ccc21
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=C1CCCN1C1CCCCC1
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)N(c1ccccc1)C1CCN(CCc2cccs2)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: Cl[C@H]1[C@H](Cl)[C@@H](Cl)[C@H](Cl)[C@@H](Cl)[C@@H]1Cl
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: COc1ccc(-c2ccc3cc(C(=O)O)ccc3c2)cc1C12CC3CC(CC(C3)C1)C2
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(c1OC)CN1CCc3cc4c(cc3C1C2)OCO4
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)(C)CCO
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: O=C(O)C1CCC1
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: CCCCC1CCCCC(=O)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: CN(C)C(=O)CNC(=O)Cc1ccccc1
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-])c1cc([N+](=O)[O-])c2ccccc2c1
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)C1=NN(c2ccccc2)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: CN(C)C(=O)CNC(=O)Cc1ccccc1
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)OC(=O)OCOP(=O)(CO[C@H](C)Cn1cnc2c(N)ncnc21)OCOC(=O)OC(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: CCOC(=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: CC(=O)Oc1cccc2c1C(=O)c1c(OC(C)=O)cc(C(=O)O)cc1C2=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: CC(=O)OCCC(C)CC(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: CCCC[N+]1(C)[C@H]2C[C@H](OC(=O)[C@H](CO)c3ccccc3)C[C@@H]1[C@H]1O[C@@H]21
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: CCCCN(CCCC)CCCCCCN(CCCC)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)CCCCCCCOP(=O)(Oc1ccccc1)Oc1ccccc1
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(/C(=C\CN2CCCC2)c2ccccn2)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: Cc1ccc(/C=N/n2c(-c3ccccc3)csc2=S)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: CC(C)NCCCC1(C(N)=O)c2ccccc2-c2ccccc21
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(CN1c2ccccc2Sc2ccc(S(=O)(=O)N(C)C)cc21)N(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: c1ccc(-c2nnn[nH]2)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: OC(CCCN1CCCCC1)(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: Brc1nc2ccccc2s1
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)CCC(Cc2ccc(Cl)cc2)C1(O)Cn1cncn1
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=CCC1=C(C)[C@@H](OC(=O)[C@@H]2[C@@H](C=C(C)C)C2(C)C)CC1=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: O=C1CCC(c2ccccc2)(C2CCN(Cc3ccccc3)CC2)C(=O)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: CCOC(=O)Nc1cccc(OC(=O)Nc2ccccc2)c1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABaHUlEQVR4nO2dd5xU1dnHf7fNnbaNXXZpUi2IgIoBBWPvLYoleVWiSXzVxKhR1MRurDGWqLH7JjF2Y0xULLFhR4MFxQYioNRl+9RbzznP+8eZuSwggrRZkvP9TMju7N07d9b53eecp2pEBIVCUTn0Sl+AQvHfjhKhQlFhlAgVigqjRKhQVBglQoWiwigRKhQVRolQoagwSoQKRYVRIlQoKowSoUJRYZQIFYoKo0SoUFQYJUKFosIoESoUFUaJUKGoMEqECkWFUSJUKCqMEqFCUWGUCBWKCqNEqFBUGCVChaLCKBEqFBVGiVChqDBKhApFhVEiVCgqjBKhQlFhlAgVigqjRKhQVBglQoWiwigRKhQVRolQoagwSoQKRYVRIlQoKowSoUJRYZQIFYoKo0SoUFQYJUKFosIoESoUFUaJUKGoMEqECkWFUSJUKCqMEqFCUWGUCBWKCqNEqFBUGCVChaLCKBEqFBVGiVChqDBKhApFhVEiVCgqjBKhQlFhlAgVigqjRKhQVBglQoWiwigRKhQVRolQoagwSoQKRYVRIlQoKowSoUJRYZQIFYoKo0SoUFQYJUKFosIoESoUFUaJUKGoMEqECkWFUSJUKCqMEqFCUWGUCBWKCqNEqFBUGCVChaLCKBEqFBVGiVChqDBKhApFhVEiVCgqjBKhQlFhlAgVigqjRKhQVBglQoWiwigRKhQVRolQoagwSoRrgHO+6pNBEAghoq/lF8ViEYAQgoi+/ZxCiDAMGWPyyEKh0P2FfN/vfubo/Pl8fv3eiqKHokS4BgzDQFk2kU5isZiu6wA8zzNNUz4ZhiER6bquadrqpCif1HXdsizTNDVNA5BOpzOZjPxRJpOxbZuIcrlcLBaT/8rnq6qqIuUr/pMwK30BmwdCCMMwpPBWQtd1z/Pi8XhtbW30JBFJgQEIw9D3/WQyGZ3K87xMJtPa2prJZNra2oQQs2fPTiQSX3311b/+9a8RI0acfPLJRx55pBCiurqacy5vBPK1Nu77VFQCbY1rJ0V3RRGRVAXn3DRN3/dt25bPBEGQy+Wy2aznefl8PpPJdHR0tLa2tra2ZrPZJUuWZLPZ1tbW9vb2YrEYhqE8oaZpQRDYti1XobquCyHi8fjChQt79+4NoFAopNNpAEEQSKuo+A9DiXANMMY0TYsWmWEYysUkgGuvvfauu+6KxWJhGFqWJTUWHcw57/63jcfjnHP5ZCwWq66u7tWrV1VVVX19/XbbbZdIJDRNGzdu3Pvvv3/NNdfE4/GTTjrp5ptvlgqU8iMixph8acV/EkqEayAyg4wxIYRlWfLbK6644sorr2SM9e7d23Ec6ZWpra2trq5OpVK1tbV1dXX19fV9+vTp169fr169bNvu1atX//79Gxsbq6uru9s013UTiQRjTG4vP/nkk9GjRwN4+OGHjz32WHmM/Gl0jOI/CSXCtYUxZhiGVGA+nz/ssMNef/31vffe+8gjj9xjjz0GDBiQSqV0XY/2bwCEEEIIXddX2ssRkfTcaJpmGEZzc7Pv+x0dHUOGDBFC1NXV3XrrrZMnTx42bNgbb7wh1Qu1HP3PRYlwDUinC8q2CEAul5s/f/6OO+44YMCADz/8sKGhgTHGGIvH49J7qWkaEQVBkM1m29vbW1tb8/l8a2troVDo6Ohoa2tra2uTm8N8Pr9kyRJpXYMgeOaZZw455BAAnPO99977jTfeOOGEE+677z653JX/VvavodgYqLXNGpCWrVgsplIp6Yaprq6+4IILAJxyyinS5zlt2rSnn366paVlwYIFrut2dHQ0Nzd7nhedQdM0xtg3nt+27WQymUqlxowZE4ahtJxBENx2220HHXTQ/ffff9RRRx1wwAGcc8uy8vl8MpmUdpWI5A20u+1VbI4oS7hmpDGMLOErr7xy1FFHJZPJzz77rLa2Vgjx+OOPH3/88d1lZhhGOp2uqampqalJp9O2bQ8ePDiVStXX1/ft27d///59+/atr69PJpN1dXVykckYixaucqV6ySWX3HHHHfF4/N///vcWW2zR2dkp16UrIf8LRv5bxWaHEuGakevAyEPzwx/+8O9///v//M//PPLII5lMpqamxvO82267bfDgwbW1tf369ZPySyaTMrS4qjzkXlGaMsdxZIBR+l1luD/aQx544IEvvPDCCSeccM899wCQcXysKDm5w1T2cPNFiXANRO4QzrkQ4uOPP95tt92qqqpmz55dV1cXKVOGCmUgPhaLSZsphOCcr+St+UbkZjLKwgEQj8d9329pafn+97+/aNGiv/71ryeeeKK0llLA3U/bPZKp2OxQGRhrIBaLyXWm7/uWZV199dWu6/74xz+uq6tra2uTPphsNiv1EARBMpmMoggyovjtCpTJblJU8pl4PB6Px8MwtG27X79+V111FYBzzjln2bJlvu/rum6aZpRMJ39FKXCzRlnCNeN5nm3bmqZ99tln22+/fV1d3dSpU0eOHNk98MA5l2F6lNeHKGuDMcY5t207eqa7ZqKtprRmMhopbW/0zHHHHff3v/99jz32eO2117pfWGQSlQg3a5QlXDOGYcgss9///vdEdMwxx4wePVoWNxQKBVkDEd3LZLgi2trpuh6LxRKJhPxa07SVtnPRwlXaW9M0TdMUQgRBII80TfMPf/hDfX39jBkz7rjjDs/zuhvAyEeq2HxRlnDNyPjExx9/PGHCBMMwpk6d+r3vfQ/dQogS13Xj8Xj3LNOoZgIrLh276zA6SVSiESmTcx4EQSKRAPDwww//5Cc/MQxj/vz56XQ6nU5LBcpd4upWvAR0L7uI7rha9yO6f6GBaRCABWjRc+UfEcABDTAIAEgTAtChKyu8nihLuAYYY6lUynXdO+64w/f9gw46SCoQQHcFApD5n9G3cnUaLVkjw7jS0jE6iVEm2lL6vp9IJGQZ4VFHHXXUUUd5nnfccccJIaJlrdxzrq7ESQAM8IEQYEAIcEBIdUmBCoADPuABAUBwgA5READn3AlDnwME7goCQsAHGAAOcMEhQggBVV21vihLuGaCIOjo6Bg7duySJUvmzJmzxRZbrCS/jfe6MpmmtbW1sbGxubl5/PjxCxYs+POf/3zkkUfKwEYul6uurl7dGaRyCNAAHTCkDaQVDaC8J2gAIdDhAUAYZyJm2EyDTuBdnhWPwwYz4AIGkGQACW4JBsSga+pWvn6oP98akEUPt99++5IlS37wgx9stdVWm0aBMtThui6A+vp6xljfvn1/97vfATjvvPMWLVokU8ajMsVvRIOIEbOJxXhocl9jPkIXrAhRBBUBB4bDdL+o+1ktbNdZAV4SvpnPCtcB80wIXcCKx6WaTY5S1pwB6DAIdveVrWJdUZZwDYRhmMvlttpqq1wuN2PGjKFDh6bTaZlctlFfN6pa5JxLZ2lzc3Pfvn0nTZr00EMPjR07dtq0abquy5/KOoxvOo0ACRCBUFp9kiht8jSCrlFpsUocRgCywWs8gjBBOqAjCBGPAyY0wADMbjtGEuUto66EuJ4oS7gGLMu64447urq6DjzwwFGjRsn62tUlgm5ADMPI5XLSMSvD9w0NDZzzP/3pTwMHDnzvvfduuOEGALFYrL29fTUKBKCTZnLd4obFDDswbN+0fcP2Dbuo6wEsDsuAZXOjmsxG2DVhAu0OmrOY8jremIm5y+Bx5nYWbDdvCUeDSYhJFWsgHaQrU7gBUJZwDXR0dGy99dadnZ2vv/76rrvuGkXJN0GnCZkvjm4bv66urrq6umefffbQQw9NpVL/+te/dtlll28psKCyG4aX/xWlbaBg8BKImYAB0kIBWCDA4/hk1gPnnz905MhYMvXxBzObhg879A9X8BhypkXQawCD6yBAh/x/Q8lw/SHFtyK3Yfvuu6/81nXdTfO6xWKRiGTIkYi6urqCICCifD5PRJMnT7Ysa8sttxRCrOGSBAlBjCgk8ok8IpfII+6QxyggCoh5xALyQyp6NHfJP0fvRzffS/l2ap5LC5ZO+eHJH06+itodn7xmCrIUMuLkE/lERCGR2Mh/h/8G1HJ0Ddxwww2xWOw3v/mNDBXE4/HOzs5N8LrS4yI1BiDqIpVOpxljl156af/+/efPn3/ZZZfF4/GoLeLKEEDQOIwQZiBiLrMdP15w7byTyPlG1kVnER0F5FwUHbS1YdGCPvU1OGQ/P2jjfapREzvsiMPys79CLogxkYIwpXHVBAAIZQY3DKqecDlR3Lyjo0M6JG+66aaOjo5DDjlkp512kvsuIcQ31hNtcIgI5QQalHu0WZYl16ipVOqpp57afvvtb7nllv3333+XXXaJfmuFOKQIgAD5LKwE8g4Wt4IR5i4E6ViyFKEPx+HZrkWdrUWw/kOH1o7YlvdNok43e1VxCMMABvb7aNbHu2kaCqLKCmEnoAMmQFTMFlI1VdCUENcXJcLlyI9vLperr6/3PM/zvPvvvz+dTv/sZz+rq6uLCh02TaOXqDpJ5uvoup5KpRhjtm3LHeDo0aOvuOKKSy+99H//938fe+yxTCbjum5XV1dbma6urqCYbZv3Sdx1dxk2PO0EVZ3OFkZSLGtviiUSmu4Ffp75OY25cT09oMnuXVUbDmgtZqHDgF4oZmOoQ+gN2HIQNA6hIwhh20HIKBYzdCuZqtrYf4T/EpQIS8jPNxGlUikApmlOmTLl008/3Xbbbffaay8AMpdatjnclN2WLMuKGtUIIWT/tfb29oaGhgsvvPCvf/1rJpPZfvvtpQ0nIs555LyNAXVAo45Co1eTqk72qampq08MGdxYU1NdV2um7Xi/Bqtfg6hNOQlDr69Boo4eexaLsjDTNckaOGheMN+zNMQ02IBtOSYC02LgSViJGFjAzZiqY1xflAhLSF3JFqAyJHDjjTcCuPTSS+vq6qTxkaZp05QsyBigYRixWIxz7jiOLJK6+eabX3755euvv76hoUHX9YEDB7722mvDhg2TCaUNDQ2NZRoaGupTiSEN9TW60bTlNtBNuB5iMYQcBuB70AkJEylLt/S0zl1NwNPsqpq3r7lxwq3XgAnMmfP4lCd/eeYvoHnQ7dDQQ4gQpoAWgJswNJU3uiFQIYrlyJB3Pp+vqqq6//77TzzxxOHDh8+aNUsWRliWFcXNN82KVKZ0G4YRFVgsXbp0woQJCxYseP755w844IBp06bttddeiUTi888/79+//0q/q2marumlBFFgebweAkTQdWiA4NAgdEMzDAHd8EN8uajjH1Oee+KpjO9Ubz1wlyMO3OZHE2HpMHQGUdR1IEHQBSgO0yyneivWi4r6ZnsQUXFtJpPJ5XLbbLMNANnpLIoBhGEo4wSyh+8mwPM8GayX315//fWxWGzPPfckIiHEwQcfnEqlzj33XHlkEASydjHqnUFExKlYCDyXBSG5ISsHKnhX4GQD1yEmwwyCSHCivE+dBZr1NX2+mBZ1UHsHZTpoyYJPH3mQ8lny8m7Q1UXFAnGXiBExpiIUGwAlwhKFQoGIHMchorvvvhtAPB6PfvrGG2+8+OKLnHPXdaUwNs1VSfnJl5s9e/bIkSMBTJ06lXP+0UcfyTBGJpORwcOVkM01iKJHSDIwSEHICqWveUBBQH5IAaeQKOCUyZCXzbXOI+qisI1al7z+P794avuD6K4naWmemJOhYkghcSKXKM9oE92O/pNRccISsqOhdG8sXrzYNE25EwMwY8aM3Xff/fjjj1+yZIlU5qZxzEQOUtM0c7ncrFmzPv3003Hjxu211166rl977bVE9Ktf/co0TZlMJyuDuxcu6joYD4LQC5lfLp0QgDAIPPBKJRSGBl0rJ5QCqbjQuN6770IK20wLddW7H3IQOrLvX38bZs5C4BhwNIRgHjigG1iX3Yzo9mArfCvPRt2Sfb7ht7p/ywgCWKer6DlU+i7Qs2CM5XK5fD4vg+NypUdEhx12WCKR2HvvvaOFqFyXEpEMDKz05Prj+778IgxDOZWtqalJ07S//e1vRDR79mzDMOTcmDWtjfmaH6K8JGWcgpDyBQqJEc0X+RwF1LJ49rkXv50cFhxyHHV8RjTHo9aAil5zlhz67paQE4UkpFn2iBwij8gjCojC8mVQKceHRSk50pJ7REH5YkNBniCHkSfKB4rN0y4rES5HrkiJaPHixdOnT4/FYjU1NS+//LKcstSnTx9N0+666y4qJ695nhellckt2Ya9nra2tujre+65J5lMDh48WC5NJ02aZBjGpEmTaMNm0glOYUCZPLlEjJayIENElKcP3pkxYuy/+w5ecvWvyPuc0QKP8hSQPOw78g3L4/IjXH5HiI5avussHS/FJigQ5DByGAWsLFshz7C5oUS4AnIPJqV12WWXARg3bhwRBUFw33332bat6/qiRYvkASu7QLp5dzYsxWJxxIgRAB544AEi+uijj+rr61Op1Pvvv9/9sjcEnCgI3YIUgO9w7oYUOpRvpb898NQO2736vR3pxacoWJrzWygg0e6t+2derPgoIc1dgShPlCXKEwUr6kpKMxDkCfIEhYJICBKiZB6VCDdjpH6y2awUWEtLS7FY3H///QGcddZZ8phjjjkmHo+PGjWKyhNdOOfFYjFaEG5Ar6nUlbRy999/P4ARI0bI5ydPngzgRz/6EZU9SRtKhIJ4SF5IQRAExIh8ogJRV44KnZRf9OnFk59qHDh7/yOodSE5beQGFHznDO7lmlnpsVyPgSBHUF5QVlCeyFtFV5woFBSUFLiCCDc/BZISYYT8NEdwzn3ff/fdd23bjsfjr732GhFlMpmGhgYAV1xxhTwsMn1BEGzwAouuri55R9hhhx0A3Hrrrb7vt7a2ypDgBx98QESMsWgVvf6EFBao6JJDgpWWhx5RxqdinoJm+vKDmXse9mzjiJarb6SuLHV2fWezI0hwYvIhyg9a7aMs8GhtuvLZVrCi4jvfEXoISoQr4ziONGiymOjKK68EMGzYsGw26/v+K6+8AiCZTE6fPj3aEEo2+FpUnv+hhx4CMHLkyM7OTiKSvYAPP/zwjfG6IYUd1OFSgURIAXFGFBAViIoBUZbcVnr0iSe2GvvIjnvRK++Q7zhh8bsZH1lXVa6uKv1Lq/xb/qm0b+UNZLelplhpx+gRBaUnN0MdKhGuTHt7O5VXm0QUBMH48eM1TZPLP865HMl02GGHzZw5Ux4g5Uobcm+2fDm6ww47xOPxG2+8kYhaWlqqq6uTyeSMGTOkROW/kSt1PREUepQLSzsx6mQ843LKExWIvAIVu6h12cwLf3v/qD3+ftjx1L7UJ++7rwC5oFCuJ4k8QR6RI8gp/+sJCohCQZyId1ujyiO7iZBFquREHURZ4itYz80IJcISQRBEJkUuLHO5nPz2k08+kRGLd955h4gWLFgg3SQ33nij9IjKsPgGt4RCCNlye8CAAS0tLUR0ySWXADj44IMdx5Gzu4kok8lsuNcMiQpe0O6IvHSPeBSFEkJyHSp2UK7roQOOORTGPddckmWdgr7Tu+Zlv4t8ON1CFN6KX3tRQIKV3KEkogVnJMJSWXE7UftyY7q5oUS4VlxzzTWWZdm2nc1miWjq1KkyjD59+nQikk/SOsUJ5dJXCl4WQHQ3cfvuu69Uu3wVuSOV9wK5iZWdoDbQuyQSIYUFEoUcBZ1EIZUcjiSkdhzmdRHLt7/0ylBgq6bqqa8+EzKXyretKHFHBk67u47DMPR9nwQj8kgUiTvEAxJ8pYBlriPL/UBGEfOZZiIn4IWQqOhREBILSTDqynYKCoiTCIh8cgvkesuIWlnobI4KJCXCtUFqbP/996+qqjr66KOJyPf9s846K5FIbLfdds3NzfKw9bFIckG7UmLq888/n0ql+vTp09bWxhiTnZ0OOeSQZcuWUXkJuoGzWDkn3yPuZCjsJJILPJfIJSKfKORyDck7W/54+YUxYPfdv8eFH4ZhsViMluIyvClTXh3HkVl+ZUFy4h6xIgUFYm5Jh4wopCAfLm/CEVBmGSef3DwxCn0in1M+T6FD2Qwx4l3OYtcLBKMwJ411SNTuuC3f5ErdDFAiXDNy4bd48WKZHfbCCy8QUVdX1/DhwwGceeaZ3Y9ch5MTEWMsWg9HG7yxY8cC+O1vfyufka/+7LPPyp92V+w6vO5qroZTGBIPi8RdKsXPXaIskVuKo3NOQUiBT8622w3WNPzsZz+JflveSkpGbxXCMHScAhEX3CNeIMoRdRF1EHXJeGDz4ja59M0tprNO+vvrTxDLkSvIIzru+NtaFtPH0+ncs170iYe0jFHoeXTGz/65YBY5RSLK+3xprrhQ7mY3L5QI14z8iLe3t99zzz2JRKK2tnbBggVENHv2bACWZU2dOpXWNXMlDMPIyypfSJ5n+vTptbW18Xh86dKlYRjeeuuthmHsuOOOUQOoKGGANqQIiRgRL++tQqKQQqKSYkQoiLzAd4m7FLzy+ot9+9RrGl5++eWOjg7ZgCO6Ht/3ZTJDd1vNOXFBjBMjj1NeUJegdkEdgrKCQiHIK5CXIZ6lPokzR/W/pXMJFUMqEtXUntS6hP7xAO054U8eUZY3t2TzYUC9kz8vtJJXJEGOKOl58xOhSuBeA4wxTdOCIKivrz/55JPHjh3rOI4Mlw8ZMuTiiy8Ow/Dss8+eN2+eHKn9Xc8flQtKhBAyifzyyy/PZDKTJ0+urq7WNO2GG25IJBLnn3++rJxgjHUfArO6WRTfGa3Uidbg0ARgCBjCFCwFoQO6ZgaAacUs6AjYXrvvc9JJ/0uEX/7yl3IOh23bvu8DCMMwFovJwcNBEETiJIBpYDoY7ABpD0kXiQLZOWYGMAMANoQFj6An6nbb7+Brb/iCNCxdiv59Ry9ZBBYCWm8SsPU+Vam0EGCiijEIDTnXYUgwigGbYaV/hW8CPR7p/4iM1fz5803TjMVit9xyi3xGRtJPO+20dTZH3XO15SJzxowZsnpYbkfvueceXde33npruV4NgmClreAGc8wKEt3zNqX3ww8oCPLCyxIViYq8tFckRssWLt5l3M4ALrrooihdQa6rfd9f9aqYoKxHnS51eZQLy4+AcgEtbqPpH9Jrb9ELL1NrOzU2XTl3Lg0ees0Lr1PWp21H/PW9afT2K7Tjdk888viid2a0Tn+fHn+UDet305xPKBTEyGObq3OUVHuLNZBIJKRfQQ4/GjJkyMMPP/zDH/7wiiuuOPDAAwcNGvTEE0+MGDHijjvuOOWUU/r27dvY2PhdX0LW7Ee9M3zfv/3224MguPDCC2XN1E033SSEuOSSS2TH4WjYU9SDeAN2ItYYoMM3QIAFYQgBJqDpSR2egQIPE5qFANAAXzQ19f/91ddO/NFRV1999fjx4/fZZx/5duSpGGOu6/q+v2zZsgULFuTzeWDLefO3zGXTnR1oa/HaWty2lnxXV8ZxHNd3ttpqwFcLP4wlnE9n/7QQ5rQULr/u12dPvuntN85uby/kiuhqx8LFLW+8NnvKUwvAeifNPp0dOU2H0JB32mPU3zahxzbDUv9K3wVWJooAMVp+xyVBYnlYiC/PfeJ8E9z6pN8vurV7nnf88ccD2GeffeQBMtW7f//+31hc++1ImxYZDc75woULAcRisfnz5xPRo48+CmCbbbaRfn9ZMUjlZd4GeYPdrobIJ2KUIeqU3wcBFTwqehQGAYkMUZGIGLFlBXKIsuzMn5+uaQY0WHbsjF+defQPj9n/wAPGjBkzaNCg6nSVqRuWYWrQAb2mpm7kyCPr6y6rSt5XZf+tKvZMrfVmbWx6rflulfH2wPpPBvV5d89dPz/ooPfmL6DGgb/6cgllQjroB49fcVVxyy3/Mmc2vfQs7fy9f3XlKOdQ0aW2ZuqdvizfQTmHijzDGDn5zdE5Sj2rx4xs1R4AASgGLSkH6gEwwU14EAKwIWJy1p7cwJg6NmZHelqxk6csnOWc9+/f33GcCy+88NJLLwWw9957v/rqq5MmTfrLX/4iTYEc7rtSd3r5R0c32xXZQPkrlmVNmzbthhtu6Nev36233qrr+nbbbff5558/+OCDUvkbFwEEgIVWAwAa5ehCXUADdN0L/SAZM6ClCGCAE3qB3zCgbzHwthy+1dw5s6x0KiwUAaRSSSfvmNCSiWQikaqqrm3s03fAoMENjds01e2UTPbv3auhtldDQ51R14CGXkhWwTYRChg6AoF4DE399mte8hIHvp6Hffe/jHjsX89etPBrXPP7R5595dh4Gjqghehfc8bnn93aewuQDk1A20y7EVfyDrAKMiPCJeogylCUXyGoGPjEs8Q7KXQppCAkNyA/oDAksXFvfSvt9OQga8/zZLw+qieaMWPGgAEDTNN89913ozpAebAU7Uq7OJlhI3eAmUxmpSh/Z2en/Omjjz5aU1Oz3XbbdXV1bcBE7dXCS5G2FqJWIgqIikQBESPKB8QpR6It9IKAkceJ0Tmnn1Nf17jX3vu353Jn/Pqc/lsPRcI8+fSTX37lhYXz53UuWybyfmlVw4gRMU6hV4oEioC8AhVz5BYo8MgtkAhLq6DOVtp+xMEdzcRd8ly68vJP+9Zf9skH9PKztPPYu4qcckJ4FLZ00qhtzp7/MZEvs0a5722WprBniVAuOhlRM9ECok4SgeAyRdAlniGeIe4SJ8YpDBmFfinJcBNeoBAyr8VxnB/84AeGYeyxxx7SeXPppZf++Mc/XrRo0TeqZUVPPV8pm0R+0b0kQqZr77bbbgAiJ9AGC0WsDlEq0pU+mFImmShvDQRlOXeJQodRSB1tmfpeTboWe/GFVxjROx+8BwN2baoQOK7vEAuJ89IWghHzqehRwSERpZuxUjiklHXNySkQcRIh+Q7ddvMjgUMipK48OR5df5X35Uf01lR66SX6ulmO0wgzLr/9tpdz7SSC6Gxic/TM9DwRdhWZ53YQX0q8k7hHXAS+5xZd4jniBeK+3BMSzxHPEN8wmctrvK4y3Z/hnA8YMADAH//4x5WOZ4x1TyJZydBFZ5Odo/L5/ErhPsdxOjs7zzjjDAADBw5cvHgxdfOdblxEKUeNEcnBL7KeiQR5ji8TOt2cR4wuvuRyaOY+ex/AAi6Idt1jd8S03/z2Ipf7pX27LH5wS3W5jIgJcorkO8R8YgGxsNzsjYiI8jnX9wQLiTgV80SMBCefKO/R4nl05QW0/67Tli0ll1OOPI9CnygQxDgFLhVy5TzSzVCEPWtPCBJgHDq4AR/cgmFC0wjQdA8QQAy6CYDANOQBAtJAbBNcV/mv1H1/WCgUPvzww/3335+IXn311REjRtTU1ARBIKMLAORw+ehXZHqX4zj5fL6jo6O1tVU2SisUCq2trYsWLZKVxB0dHUuWLJGCBLDnnnu++uqr6NaGdKO/WUDIcBsHNPg6APiZfHVNlafBY6zWMDPt2eFjtm9paXlr6tRdd50w/+uvh205pL5P709nfV5bVW3rJg+4LkiHAd2AAdIQCHCORKzbrk0DkYxIkgaNcW4aMUBnIUwTYQDTRoiAEGtdhEP2u2PZ11Wnn/U/v77agiE06AUnW5OMCdJiiJd6Q2nYHGdj9LQQhQBzwLnB9aSmQTdhaNB0mJppGgK6KT8gGqCVLn3TZBus2nWbc55Op8ePH//Tn/70zjvvPOOMM6ZMmTJv3ryFCxfK1k/t7e1yJkR7e3uhUFi4cKHjOMVicaWAvmmaq4b4Y7GYbdvJZHKHHXZ4/PHHAcyfP3/o0KEb9T2WIGgadIADhrF83n1VMgXA52EYBtDNu+68vWXJkvG777rrrhNAOOVnP40nEhMnTqxOpU3dzOVzNelaeTaJpsE0YRhgHBpB00nTSNO4pgFgAASEaciXFVxwU7MZD01YOnjB95r6xa+78bST/uf+B+9/4oCJP9xhnK5p8lZs+IEbs0sDzH2P28nNL1jf0ywhA7kIOPI6Qh26BkMgbsLWETMAHWF5MqUOyPtnha5UjnASQuTz+ZEjRy5evFhOt04kEnKYmcQ0TbnylN9allVVVdXQ0NCnT5+mpqbq6uqqqqp0Ot3Y2Dhw4MA+ffqkUqlevXr169cPQLFYjMfjhmHI18pkMlVVVRvXEsp7nA6mQd4YdLnQKE3GRodfrLJToi03ZofRX3e1P/DQ/UcdduQn703ffd+9HRYUfFeD3tHV0VBXrwnogoiDCyE0XTMN3SydUAPKDQuJwAUxIm7qJqAzLhgTcTsB6IAuwDkCggWYFOK802Y/8di/h23d5x/PHJjqDV0vGEgDMMC44IZmE4fW08zKWtDTLpkgCIuXND87beZr/17a1dlv6y13PeSAqj0nwNShCxBAeumzIqBplRkVS0TxeLxYLCaTyXQ63bt377a2tng8PnLkyGQy2dDQMGDAgN69e6dSqerq6sbGxvr6+qampnQ6XVNTI42qXFvqui4zvNAt8h4ZxkQiIZ/hnBcKhdraWvlbG/m9AQSuyaUoTEixCC/07Hi8l53QGH/kz39pW7pg1KjRR008Akzcdssffcc9/ewzC9lcVU1tfV09E8wkA7qu6ZoJAxpIW94wlIgDkGsLDZqhGdCW31mkVchmszU1NSiteIjANNO86LLhb7z24YI52m3X4zdXA3Y6l+XVNQagaxqHJjRj80zDrOB+9BtgATkdz1/ym8ePO4He+Yje/5z+8cL/7Tmx8/HnKJ8JmUMBp4xDIYVZP+qRVxEib+fTTz8di8USicSm8JpsbMp1sS5RgWSfbU6MkwhdCnzyKAhoWedhdVuMgvHUvX8m4bV8MafRsKo0be6sT8PQZ8TzvltKH+vWhKJbrkXENzY+DFdqJxMywYgKfjEQFAb03pvUR5/a33r1jRep6BDj5C/PVXNpnRqhVpwedufgAvOXznz9raMuOQeDe2FwI8bt8L8/Om7qI/9ALKYZOgwB24AGI2YJJkhUbBdO5WX8tddeGwTBueeea1nWaifmbi5ogA7SAMAETAK4XHJQCGGAoeg1T3l+4rgJh3/v+z/40dGU67rikot8Hp552i+Hbb2NaZokOAQtP9u3eUp0lAaOGt0eZvl5AADB1DXBkIzFdA1cYNBgTJ68dy50Lzv/rRhDW2tp4+p7XI5S7taie7Ohp4kQ+Lp5aH0jBtSijlAjYPjY6Xvtc+az1pYQBB0FpwAdiGtBQvdj4BUSoWEYjuO89tprH374YTqd/tWvfoXyfLXNF1nlEAI6YAOQGUs6D8BCeEYYwuHLpk4LFy484/hjEfp+y7KpzzxdbdpHHnE4uADB0I1EPEGrtKUXK73MCj/Xuz1WOYbks6GAb1qo7YWfn4XxY/rPnNF6+slf9W4A4GZyGTtuVFXVCa71uI/0WtDDrpiArmxVIgFNwLZgCiRNhL4myEylNBBA6VQCEBwogAUVHUKgadr111/v+/4pp5wix2tvwETqSiEHQOiIpkEQNAGINDRwgX8+s+Dt6Y216cajD0Vb+/THn9x3l11/e/FFY3bfg7sOqLRlXWHvqsn/Rt0mScj7Jn3ro3xvDX0YOgRxz8npGkKBRC1+c+noXjX2c88+P/OjPCNWW2P5LA+Yuh7vcR/ptaCHXbEGbDX0w08+BiwIwPVgmFgwv75vb6QTQMi7stBNQHBwz8tXMCAUhuGcOXOmTp2qadoVV1zRfT7uZo0RFeRpy73QMfAYY8izmX97IuzsOOKsn8HwkXUWPvPKgFT6mKOPBIRhx6FpnLEgDExDRnNXv1nQ1vQo/65hAgAPTcOwoYVaDEzH7vvhpNN3gj3v97+/rq3FARzNKBby4SozZDYPepgIDWBQn6Gjtm3+x3PICYg4MsX3Xnph6x23Awts6EY8hUCQ45qgxniNDVGpqJBlWVdddZVsNpNKpYQQK+Vqb45oBEPAFKU0eliAKQABLlAgvPK28/Xi0SO3xp5j4XfhyWeqFrcN7d1UVd8A15NbQdM0hSgZ0VUQKz6+HbkXhW5AhIiZ8aSddsOWeCwDA4jh9PP6bDWKHnv87ttu+2POKVpaMp2yusWGNid6WJxQ+Ahz/mtv/f3iG3cbM64jbrhEQaa419m/xMiBYT5vtYZo7EtU0OqrwTWEHLZdEd/Mhx9+OGbMmMbGxrlz5wohpD99s0dA7ggdCz5ggsXAbTA4ITr82aeevfSVd/a++EyccyC6MjN3O5ll2E7PPILth0PXYegwNWh6IDQmuG2aereFp4AgCIAMRHkPKxkAfUVldhsv7Ou6YcCAQ7MSusnRl4Vp3cDsL+Zsv+M24Hjz9bdGDN+pV23ccZBMbX4ZMz3MEmpA4Nu7Tpj02D8GjZswascxux524F6XXYCB/eB491965cO/+BU+/FhLJEECngNT/8Y9P626+Uf0ffk2vPzHrPxY9ZdZeYCefI4RBAc4cOPNd5tW8qBDDk4k7Kp0zWpecnOjPBWQAyHgAxwCxOFzvP5u5vN5iYG98aND4bCv/vmcFwZDtx+FIYPgutB1aJqTLQC6pWuW8c0OqhVzK1YyhuIbnw9DT48Z0MAYknoVAC4cy/IN3d9y6/orrjoTwDFHTQp8DdgsFYgeJ0LSEatGLIG+NTjhcOvwPTBhFJIadMDTxnvmsHkL5193I3JZQIS6DzOAFilEliOSFwbRime5KJYrkBNE6fiSFy8EPCAEBAQgRSbkwT7g5XLtLJQ/CUPwnIs589xHH3tF6LWXXflbzSRdA3MBAQr8zV6HISDXooAOIvgQIVy3695HRT434n8PRxVhsZh165Ot8VjduScjZaO2FqYBQ0/W1EKG+LUoMwYoBT50A7oOXVvBF7rGh2FZKfn7pgWgXkNfW6/TYblOkDBqzvvVlbvvOn7ZsoW//e250OAHIQDZX2P5GwpDlOPhMmk+ysv9FrpHm2QKlO/70bY/+nXf99c/LtXDRKhp0CzPD3Nxq2hpqKv2ljS/9dCjeH8GAn/EWafXpxMtX3zR9fhTaGu3bAMgz3UBkBCe7wkSGrSYFetukwjdv5GjYWlFq8UBViofXsGgcYAXcl3V1TWmgSAAh+dwP2Hi9j9O3XLoLpPPOb+pX19AkIBpAATNtDfRH2ojoQFxQKAKSAMJ8JQgBAIffvzxjA+q+jbUHPsDxAxMeaO+nTcO3wZjt0NMh6FD16HpkexWDQ1qgPYNCvxG9PK/3Q4rnS4BpAFLg55OVoEMU0veecefUqnE3ffc9uRTT9q2lcvlYrFY9/257B4iM+l1XTcMQ9d1TdOkJgFQubgs+hXOeSwWE0LIUc2JRIKIbNuW85tlgzx5pG3bsVhsPXXYs0RImh7EbBaPVcNLcQee3jy75c3bH3z6qhvQ/CUarC3POrkthtdvvg1fLUOnA9JiugGCrumGpmsEHSDQauPD3W/OGjQqeeCWpzTq3R10DEAsXgXYIYMVgwbHNNILv8BTDy9L2gN/POmnpmYCohRkptKSdvOFdPAY8l4Yc5HMOImih0CDg4+mPNeV0kcdPxEaYe7Xy554Xi+ynSdNgmVCq8xHSFaoGIYxYsSIm2++GcAZZ5yxdOnS6upqWd4JIJPJyGAJERWLRdd1ZbsgeQapSXmq7gqkciVaFHAKgsD3fdkzzjAMy7JknvCGyiLsWcFlDj0ETCsBOMgVkew7ZPTOu++085fvvrFkyr/6/2wSjthn2Gczup599dNfXzjy7/ejy9HTtdJwxUxL7vkFY5qm6eVtiSb/t/L08zIEaHpZhwIo3841SNsYi6XCoBS38qHFCH++He3tNXsfMH7YsLQADJiaJqDrFHZPgdxcEUBVtQUPKHk5BT6f/fQrLw7oW4eJ+yOd9ue891XLsoE7jsJu42AblfoE6bre1dVVV1cH4Oijj37ttdceeuihs88++4EHHpBdIQHICSIAwjBMpVLdfz0q6Vy2bJms3mxvb29tbV22bFlra2s+n/d9f8aMGb169frwww/DMBw7duw777wjfzfqSOJ5nvSKR8Vr60bP8o5ywIWwABsOZYqa1QRP4MO3n7v6ytTXi/e44CxM/D7i9tt7HOkvbN/jnLP1n52EqhQ0hL5vxW3ELGgIg8CyY+W8/26Q7CXmAzqQ6FaBVl6LwkDUfk5jQAEAIcUCy7QQEvJO4HTGDtr5s9Zl+Slv7rLjBGg6BAtjpq6TAUYwtM2xnm05BBHIkk0QdxAjjUIUw/ZXXl7ctmSHgw4BWY+eeFrw2aITbrwOh41hVSkDKQ0ViM3Ifjzy63w+v3jx4gMOOGDRokX33nvvpEmTli1bNnfu3IaGhqVLl86ZM4dzPnfu3KjErL29vbOzs1AoBEEQBIGu66ZprrooTafThUJBfm2a5plnnnn55ZfHYrEwDLvn1mO9izx7lggJCAEDwgCHzxEYEASeW3bX/3181Z2NQ5t2+Ned6JXCq5/96+fnBlbq8Ouuw/77ImmDhQAQs8CZAOmWJRM11iBCSWnlSVHZQNlVL6NOKS4s6CABwXD5BV//+Y8L9tp7wr1PWFocmh4FtEPu+2YsDu1bdjs9HgI4OGOtTltjr14GD1EswHXBAtSkEHC8//kNky/Ybtjwg269AQPTrdBqkYpVwhr6vm/bdrFYjHaAd999989//vOqqirbttvb22OxmOwfmUqlisWibdsrJVTI5WhDQ0NtbW2fPn369OnTu3fvxsbGxsbG6upq2e9c1sFcd911V155ZTKZ/OyzzwYPHowVtde9jHvd6FkiBMBCHxym9HBoPhCCC7QXFpx4rrNonj1h0NBzfoGGPrN+f+uip1+vHbTluNtuxtAhAKABgkPXoBEM4xvM0XIRAkiUSqLQfQdItDyyxUqOQtghQXDTJGPJl9hvz2cMy7z9/w7ceU9oMbAAqTh0HRpCP8jqum6Z1T1tkf8dIADgmsghqAPHax93zvx0fsuCrkzHfrvujkGDMHAAffKplq7GVoP9fnUFGFWIxSp002lubu7bt6/8OgzD5ubmQYMGyd0agOHDhxNROp3ebbfdXNft379/PB6vra1tbGzs169f3759e/fubdsrO9KiEjNN02RxmXyVE0444YEHHth1113/8Y9/NDU1oVuxlbwdrM8b6WkfF2GaBqBBwMuH8XoRcEcLyapKDrr8vKk//Wny9feGjtsZhx+y7YW/zn/85fwF86vefntIVTreuzeIIARMCxpYGJqWtfrkfVHa/q38PC+vSyWWAASYrsV00yh04el/ItOBUeO9CfuAaTBNBA64ABOImbBj8oQ966b2XSnmMqmadBU0tOWevfveEfVN39tzLKqS7/3lkRBiws2/18Z9D3YctsEAvVJuGcD3falAWfHsed6f/vQnAD/60Y8efPBBTdMKhUI6nZZ+0cjFIk1OZHiipj4oG8buC0tN0zzP69u3r+M4N9544+zZs6dNm/bQQw/99Kc/rauri5L1N4B7ZpMVTa0NojTGtdQVLyTPpyxRgYI8FVvdP9/+Xn3/L7fejj76N3UtoGf/cdMOo6897sez3nqXuooUUNCZI58RJ9/1vqHhj6ByTz+nNF05GrAsiLGAKAhEhlPe5XlGISNyAj8kp93p9In8Im3Z65W+9tMzPqCMV5phmS3IHuwkKBDUQdSxOQ4k6QYnzyHHpbyz+G9P/O2oE+irZTRvPi1bRvOaH9rroEUPP0SFLlrWTL5HPHBCt4J9lWQfLenJDIJAmqMvv/wyGhdJ5UFRKw02XxsYY2EY3nHHHTvttFNbW5sQ4qmnnqqpqUmn0x9//PE6n/Yb6Wm7Fz2EzhCFDCzABkxYELEgfvShA3beZXFHYdof74QARo046pwzb374gVNPPTXw/TCbtaqqYBgtzUtj35bLpi/f+JWLZVDyBQpTMwiaoVuCTAhYZkzArkrU+Q5+f+3H+eKy4SN7DxyCuM04ChrCZApBCM8P3NAHYgLW5uyWAQgwLTguutwlH38xasI4VJvonYYeIEb7HT1xztyv4ASoqSY/gGbFzXil3i1jzLZtOZ4gmUyeccYZvu9PnDhxyy23rK6ulg6Vtra2ZDLpOM46OE6IyDTNO++8c8aMGZMnT9Y07cADDzzmmGMKhcJxxx2XTCZzuZxhGFG7yvV5Lz1LhAJg0AOAmwImTNIt2Aw6QeiGCcvqc81vvxrcb+6cL70Xp6K6Zot99x0+YuT7n334y7POtGprEAbQ0NSvXxgE+MZ1IekgC8IAaTI/OJKM3NwHPAAAsvI5ZDMoZBEw3XERM/HIo3/X7IXX3LhzugqhMKmUTyNiMWiGiFlxDltDoqf9Sb8b8g+STMJOZPO5gkXQPVQB9XGwgmvq7YtboNswLC9hZUXor7h835RIXem6zhhrbW197LHHAFx99dWO48ycObOpqem0007r3bu3bEGyDiIxTXPx4sVTpkyxbfuBBx6Q/RNuuumm0aNHf/rpp6effnp1dXU2m7UsSw7tWp/30hM/MQRwhByMSCrF0KDD4dBtbD1o9wvOjvXvM/HYn6Etg5ref3no4WSi6oknn3z2ySdgxwLPBaCbxjf/1Uvp/dG7FpFSiYgT5yBA1zS9Oo3qFJIJWDriNubMxujRI3ferV//QaVbhYE4lR05lmkDZqHIBUzqkX/Stacj2wkLCIpN/fvpeQ9aAlyHFyDda+mXX281dBjMGASHGWOgChaxRx99wzBuv/32fD6/9957b7vttslk8qKLLnIcZ9CgQQBkeHDVZnlrw4ABAwYPHnzXXXcBOPXUU5csWZJOp2+44Qbbtu+7776XXnpJOmak63W93swGWdRuKJjsLUsUkhcSd2XbWU4UeOTmKch3BhlGzlk/2HsoMHGnseQThXTlJZeZwA4jRy346msicjxXLB8kUybaAcpWJ5yTCEiE0bbQcRxBHqN8QJ4bUBjQy8/TJx+RG1AxJNelN16nefOorY2e/if5LvlEDhV9on8+/XZLxvGJXEFuuDn2nl1OSLyLfJeCsHlp86NPvTPxF/TC+7R4CbW30rP//teeR/tPT6WiE+azcqy1U9GG13IpyDnv1asXgHfffbejo+PNN9+0bXvAgAFLly7N5XJCiHUeYy67oTuOc/DBB+u6PnHiRPmKv/zlL23bHjFihOySvv7jCXqWCAURIx4S9yl0iYpEIREFRC6RG4SFzk4KF/LOtoVfbFmTTgG3XHMDcaKQ7Tp+AoATTzyRCS4dKpEISx2HRLmLUdBNhBSUGkUL+eoBo0JIzA+ptZm+N+qGvSbcVyjQ4mXkurTb7pe/+VYw8yPaYZs/+nkpQuYzGr/rzz78tLmzSD5RprC5i5ByxF0KKPToy6/e+eWFM04+d8nNd9Kj/5x+9Cmf/uICmreA3DxRGAhOgtzcNznANs2lljdj1113HYBdd91Vtt464ogj0un0SSedtG6DkyMip4uckyVnlT/yyCPyyfHjxwM466yz1uclInqWCIk48YAozBFlpTQCKjkiOWWDokuORx4j+nDG54BV39Rnzpy52Wx28eLFNXW1hmXe+8D9jMgnHn6LCOXogpIIw6h3OiOvELQzopCR71Jd/LzD9n3hD9ctK7rUmachWx4/cyZNn0YTRj++ZC75nHwi36O66onvf5jryJFP5ASbtwhJkPA8ymSpEJDrdGQXvvHCYzOv+8NbZ5yXm/I0tbeQn/cKbT6FBc8tuZk3jINwHVm8eHFVVVVjY+PTTz9dLBa/+uorubeX1sn3fTnQLhrRs/ZIkS9cuFBq+6abbjIMY8CAAR9//DER/fvf/04kEr169Xr++eelp3R96GEiFJxYQJzLIelERHLdE5IvzSHlGHm5gLtEPzr5ZBj66DE7ep4niG7+4y3QsMWQwZ/P+YKtbjnKiMLl6mMBMZ9Cj0KXfJ/8gIo+eSG1dVDRoWEDbn7ledpy6I2zZlNnjvY96PoXp9LUF2j7Ic94HVR0yWOUbaPtt71y7nzyBbXnVmrptxkiiAouuZxasxR6S8nppDxls9SWpXwHiTyR47hdPoWCiDr8yorQ9/1HHnkEwJgxY6ThOuKIIwBMnjxZBi2ISAixbsvF7mOG5Sjlgw8+GMDEiRMLhYLv+7///e8BDBkyhHO+noMie5oIiRgnVmpTyUqRQxJEGScXUuiwHKPApdAj+mLZgv7Dh8SSiSuvvFJmJO2zzz6GZR5y2KGR5VthigsXXkDFkFrz9PmX9PpbNGUK3fcXuvk6uvJi+vVkOvzQRZOOXzR+1+eGb/fXzgJV110zaw6ddc6yU34xf+482nnXe6e9T6+9TkN7vzh2+Ic7j7ljz93/uPv3nmqquXTGR75PFApyKrY620BEtyrGSXCXQp9CCgLyAmIBidJ+ujQJi2+K+dTRf74gCOTX0Ye+q6tr2223BfDwww8T0fz58w3DkF7N6LekltZhmpX8xe5TX+fMmSNz1u69917OeS6X22WXXeSiNJrVwznv6OigcgxzLcXZ0zJmIF2XGsHQICA4ADANqE4kAHJdlkgj5KEw+KCmfn+44cYfHXbkJZdcsv/++48ZM+aee+4ZPnz4s08/c87kydtss0337Pi2traurq5cMU7Wto5XH7hJ7tdooh68loc2Z5ppIWQFTrlEioSWnfEBmvrVm3FccHHT7hPuO3rikIVfdUFHIGDExGOP7RDvtYNlom0RJh650LZjOsA4Ypt5OWEpYGNA/leIS0/vKunZJVfjpnUDy1QyAEQUi8WIaMqUKbNmzRo9evSxxx6byWRuv/12zvkpp5zS1NQkVRcltayDd9T3fdM0ZVIoEWmattVWW1166aW//vWvf/rTn44fP36bbba58847J0yYcPfdd48dO/a4444D4DhOr169Ojs7e/XqFeUPrJnveofYuEQmrOykYaX7LifiFHrcdUmERNzxitKFc+6vzwOw++67X3311QCihMBYLCZTe1cM1Nb2GXjEgGG/3Hb0Zd/f8+6JRz97ys8/+PVvFlx2+bLfX9/1xBR6cSp9/gV98BHlirTlNte+9Q4t66Qp/6JRo+8fs9O9b71Hn86mhuob3E5a1kxekbxOakhe+OUXxIhau9qyTmYTz0v8j0fKSQ5ald9GTtEhQ4Zomnb//fcT0dKlSwFUVVXNnDmTiMIwjNaT69YZXb6c/FdOepVfTJw40TTN3XbbjYg8z7vooouSyeSWW245f/58Wcco+U5uoR5mCTWgW5B9eYsEAhhBt3RLB2Mw9IQdD0MOXbvskkufffqZN95444svvgBARDvssENVVVW/fv3k6JWmpqbGxsampqaGhoZ0qm9DU40cPCQEOAc06DoME0GIWAycwXWQToIEil1fbTMMiRT23BtjdtzihRefWfj10qax/fptEWQKqOsDTQAG4nHPcxlg9qpN6eDaN2SlKtYdIpJV8DL/MzIvjz766JIlS7bYYosf//jHjuP84Q9/AHDAAQeMHj0agGEYkfWjdUpnkS8ndWhZlhS/ZVl//etft9566zfffPPyyy+/7LLLLr/88meffXbWrFlXXXXVn//85zAMTdPUNC0ej2PFeqs1vMmeQxSiYNHGQ5T3HmHp4XfmKBAkiAWciHK53KeffgrANM2RI0fKPfRKyJYEnHPi5BWJueUYISMhpOkNBHmCAkHEQhIhFTrpR4dfP+8LammjYkjvfkCjx5z98Sya8bF7wIG/9X3yORUK1LGETv3Jwx++35bJ5jll+GafO9rjkAYt2tpJ05TJZIYPH26a5l133eX7/oIFCxKJRGNj4wcffECr7MSkv2AdXjoyg/Jbadx833/hhRcAJBKJOXPmEFFzc7PU/JNPPklEjuPII7u7dr6dHifCsCxCIr6CAl1OLo/mhQhGrlvSWxAETU1Ntm3ffvvtRCSE6OzsdBzH8zy5kGCMlbbmopueOREnzlwSXUTtRM0hX8LDdqKQy+GyBSKPih55nDxGHidfUCGg9g4KGRUdKhRJeNTZQoITESfKC8ooEW5YpAaiJah88oknngDQ0NBARIVC4YILLgCw6667yp/KG7HU3joPGI+UHL1opOQgCI455hjLsvbbb7/W1lYiuvfeewE0NjZ2dHTIw2QvjLV8rZ4pwrC0D+xuA4tc+CVhMqK8GxR8FggKOXvxxRd1Xe/Tp4+8U64uKCSE4CEreV2Xn5lR6BF3iApE+VKBhUfCI/Ip20ZBQJki+URFTgH5IYWMKFcgzkiU3YOch0ReGOZLg6EVGw4hBGNMSlGqa8mSJQcccIBhGLfeeqsQorm5uXfv3jU1NS+99JI8TMpA/rvOIfvuEuKcy5eOnO2O42yzzTYAbr/99mKx6Pv+McccA5kuwpg8eO1DIz1NhDwkKRROgi9XICvJz+PkERWJZEaby7kgkp7iW265hcp/+ujGWVqFRufnYamUKUpYY2VN8tJKNN/VSYKET04mIEaCUSioGBQYZTudBYyyQkbJOAlGRJxTIQg6ibxifjPPl+mphGHY/WM9bdo0AP37989kMmEY3nDDDXI3SOX+FN3/o8tI+vrbw8i+yW9933/ppZdkM5v3338/DMOFCxcOHDhQblajS13L1+1xImQUCilCzqN9IHHyBblErYGfI8oRtYZFl8gnevHll2pra03TjO6CkQPtmwiJ8kT5Uj1ht63mcjWKFR7yViCoIKhdUAdRV/fRfUQOUZbIISqrWrGhkQKQcvJ9f++99zYM4/LLLyei9vb2+vp6AG+++WZkgjYq3SOQp59+uqZp2223XaFQ4Jz//e9/l3eH1tZW+Qlcy71ozxIhERcUCpnSyXikQEGUF5QjyhBliHJELvFlHc35YmaXXcYBuO222+T2T/6NVn8HCojygrJEQcmacaKQBCNiJERpnCWVaot5NzE6grJlAWeJCuVQilPSZDQQU7FBkZ/jSF2vv/46gIEDB+ZyOc75hRdemE6n99prr/XPHVt75H6npaXF9/0dd9wRwOWXXy5N37HHHhuLxb7//e9T+a6xNvREERIFxMsiZEScQqICUTtRG7Gvi+2tbqcgj7gz58P3DKBfv34dHR1SeGsKCoWCCowKggIWzaUtlcYTIy4oYBQIChiFgrjoHqUsXyFRlqiDqLB8B1ieR6vYGEgXi4zCHX300QAuuugiIurs7Nxqq60A/O1vfyOifD6/oUrdvwUprWi5K28Kpmm+//77RNTc3GzbdiqVOvLII7sX+H87PVWEkSWUW0GiHFGz8LIyx5886lpGTvaHu4yzgWuvvTZKL1pTohAX5DFyGAWMeJRiyihk5DEqMMozKjDyZHsLUWqHEXSf/ExUIOoqr0LLG0setc9QbGCkGWSMvfnmmwBGjBgxf/78YrF4xx13ANh+++2lJDbBWrQ7ruvKO/6FF16YSCR+/OMfywaK5513HoBhw4bRWhvDniVCuSdk0sJwXhqZXhZhhnheemT8PGU66JVXRwGDqqqWLl1KK8pv9XvC0nJXLF9qckGBIEdQXlCXoC5BWUGe9L4IopIIV1aaIygryBFEgpPgUbxRsYHp7vCUHshzzz2XiMIwHDZsGIDnnnuOiGRp36ahpaWFypqXVRp33XVX9NPDDz9c0zTLstb+hD0sY6bULkErZS+uMJJe2ICXzRIXGtcA693Hnzp6h3F1B+4nu25FBc6yzdbqzt+t733UfvubDoFe7ltaPji6EtKhJUrH4Ftmsis2ADL/Uwgxbdq0p59+uqGhQWZp/ulPf5o3b96YMWMOOuigIAgSiQQA13XlFxuPMAwbGxtlv0PXdW3b1nX91FNPJSIAvu//+9//JiIZ0F/LjJmelWAlyg0oSp1LtGjYMkgwE6K2qlqzE9AsfDr7/aeeG9134BlnT5bRG+kvJqK16upD5b6HHOA6hAVKgNJAHLABC1RWKZkgvaQ0XQAgIcdCJwBDAEITAq5AuHw6lGLDIXPWwjC8+OKLPc874ogjdtxxRyL6v//7P8uyTjrpJABCCJkmtrEViPK0ppqaGsZYPB6Pxj9pmhaG4S233NLZ2bnnnnvutttubW1tazk3dqOLkAAqzX6QDV3K/3Z/kIAQEMIgxKCbAEfIpBIFTAGbkNBMEfogwCmAu7Mee6gxXT16xCgkk7qu+74fj8czmYymaYlEIpvNrvmyVrzE8jWaJdVhFTnJ6RQrGD1dh5AiBoSu5LcR8DxP07RsNjt9+nQAP/nJTwB0dHRMnDhx5513/vnPfw4gHo/L8UndJ6JtJGQ/bwAyR9S2bVlj5XmeYRh/+MMfwjC86qqrTNPs3bv3Wp5z44qQAA7BS1Nay3pb6SEEuCj10A2gBbopdMBl8AkojasMYZEeM0yAYAks/WLWR9NcjYYePwm6gfItMBoAsvq5ueVpW1r3GXjlL1YamL7qFHUYALTyFDA560uHocHWYWlaefiMYsMRj8d936+pqZEJ2dOnTyeihoaGiy+++KWXXpKLQCGE3IlsmonlsnmUW57N7bquruvxePyWW27p6OgYP378TjvtBEBqdW3Y6Jaw/BmODCDkWE9oKI0m0wk6oFNJGCa4DgLXwbRoZCch8FzoOgtdmFbbw49l5szb88gjMKAvjO/6qe+2wVtVZqv++42/2+1HGvTyVEylwA2PLJvQNO3EE09samo677zzWlpaAHieZ9u2YRiO48jO2fl8fhNcT+SJTSQSvu8DqKmpKRaLjuM8/PDDnPNrrrkmHo8zxlKpVPfRF9/CxhWhBhiAAR1CB+kgaYV00nQG3YfmQHegebruGxqz9KKlN+tog04wYgACgJe79SYtBiYEx9L2uY+8NMJq2uLoI5EAzJ61rVVsWKStSyQSd95556hRo5LJ5PHHHx8Egfygo1vB7rr1NfyuyIIJ6S6KuuunUinZJnjMmDF77rknlcePruUlbeRPcLTdWsVjIaATTEAnmBw6hxlAZ+WtmQkdpJfWihaYAQYqFLpiemz2/Y8F7c4uBxyKQQM9HTCUCP+TsW07l8sBCMPwqaeeqq2tffXVV++++24Auq57npdIJKRnLp1Odx9stlGRvbfl6rdYLAoh7rnnHiK66qqrZPlOLBZjjEUq/XY2/ic4MoAoG0PSNdJjgA3YQLzskbSBNNCH0IdgkgFNJxt+HI4BH4JD1CbT+Lpz9lOv2IMH4IiDYFtmMqG8If/xVFVVyWKIZDL5u9/9johuvPHGN954Qw6+BiBnDALYBCKUlToAPM+Tz6RSqQcffHDhwoVbbbXVPvvsY9u29FDI2dprc86NL8JV911l86gJGAIGdXtwGIFchZoAArDy/E7h8xx80XrLvfR16xYTxmGXHWHbbuXasCs2DXJpl0gk5PZv0qRJP/vZzxYsWHD11VfLyfIAZHxCdoXZZBdWVVUVbfmuvPJKz/MuuOCCWCwmI2SlKPzaXc9GFuGKM+KXeyBRlmIUGwAoOgAyhq7FwG2ECTAbvMawkXeXTH17u4b+/Q/eHzW2Y6JTKBH+h9PZ2SmdLpZlJZNJ13Wvu+667bbb7sUXX7zllltyuVwUlqBNMmmzu8mVW74pU6bMnTt3yy23PPHEE1EOJBJRZCrXfM6NdbERGkgHaeAauFRaJELRLWJO0KL51TqgS29/aLLAdLhZEJYLzP26Ycv+W+w6GhPGQjAHMHUVG/8Pp76+nojkihSAruv19fXXXnstgKuuuurrr78uTfIJgng8vml06Pu+rutEJCcBX3HFFfF4/LzzzpOqi8ViMmiRSCTWMm65ISf1ZrNZuTm2LItzrus6NE0AXhhalsVAIfNTZtxEOfAgyt4awQEBg2DGBIMeg8eKhu5bPIRvo8PE1Gncco2dt0MvCx1taNoC6fplMYsBvYDkhnoDis2HU0899Z577hk/fvxzzz0n48PrPzF3bRBCOI6TTqfDMGSMvfXWW/vvv3///v0XL168zufcYJYwCIKamhrDMKQCwzDUNK0r06XL9TGgQ9NM0xVezs1D40AALYTOYISwBRJAnLjJKIa872ixmGWaYPqXf77vHz/531lvv/3e+zP+cvGFU2+5Hv3qYcbAtTqC7mG9hoUrNluuv/76wYMHf/DBB3fddZdMl7FtWwbuNiq6rqfTac/zTNNMJBKyD/fkyZPX55wbzBIyxkzTlGO+V8ij5cJnoWHbPjgDN6FrECY0kxiIAEE6hdBcwAcMaFUwdaBD5FMdXdUzv/r7dTcfef7FxridYLFw5ow3Lv/dPocfiT32Qn0/UALJ0hBRxX8hb7zxxh577AFg/vz5sr3lpnx1zvmrr7663377NTU1zZ49O8rWWgc2mCU0TTMMQ7ltTSQSjuP4vp/NZqHrcpHg+04MmgWyBbMKeT0Quid0VxgOj/tBHff7kNPby8UzuZjj92VWdbwXvl7cuypt7DK6aHpdomiNGjFmxIjC3Hno2xvVCdjLnTqK/zYYY+PHjz///PMBHHrooQ0NDZsmSCizyQEYhiG3puecc876KBAbdk+Yz+erqqq6urrq6urkMwT4ggkNhqYL8AQAJpB3IUwsbkHGQWcGuRwKOTg54RZc1106b4kfsE7P2/3Q/bu+/IBt0dj7578I0lU6yPTz7JFH3vrg3bHXXN1RVdub0uSEydSmSBdU9EDksmu77bb7/PPPzz///CuuuCLKZdnYFAqFBQsWjBw5sra2dsmSJVHD/HVjg12x7L8PYPHixXICxLx584rFYq6QX9qytCuTyXV2dC1rbp41pynUjt9jX+2r5honSHssxhgR5+AewhCitqbBF8hDh3Gg7YWi4EI3wbgJDS7zRFDUwlRVuohkqCGWsrjMqlb896Hrent7+zPPPDN06NBrr732oIMO2n333TfB6zLG0un0RRddBOD0009PJpPraYQ3mAilAk866aQHH3wwGuGdsGI2wWeBdIUacgdnm8WY0GutdK+EnUw11FZV11ene9dYvarNZDxZVYO6ukwosP2YZKFj6Suv1vt6zLThCYSxrz74ZGhNHYrUmBRu4Fl2UiWt/XcifaENDQ0yjeayyy478cQTZ86cWV1dvVFfl4g453Pnzn3qqacGDx585plnep4nswXWmQ0mQtd1hRCPPPJIGIaDBg0aOnRoTU1NXVV1Y6pq0MCBdU29LdscPGSLxtraGGNNg4chZCAdQqaLBtA5LB2mjiBEIllrxdCew777zH/ksfZ7/rTLySfDYR0vP//2hx+fes+dCABDJGJxP/Rsa73ev2IzRfpCbdtOJpM///nPp0yZ8s4775x33nkyrXRjv/Qll1wCYOLEib169TIMg3O+VqXkq2Hd94TFYlEWVslSfwA33HDDFVdcUV1dPW/ePOmMYUFoWlYpBC8rmEiAACKI8tfSu6KLcjKNDsEBDZxQDPDZ7Odefum1t9+2GN953PcOOGBfe8z2SKRhWkIjYZgGNknyvKKHIfOnZUGTpmmffvrp97///Vwu99JLL40dOzayh9JPIQNmWHFQjBBCViShnG0jhAiCwHVdz/O++uqrMAw7Ozubm5tbWloGDBhwyimnAGCMLV26dNCgQbW1tV9++WUqlZJB+fUpZfzOIuScy0SBRCIRhSIcx4nFYjvttNPHH3/85JNPHn744Y7jJJPJ7xo/JYCBQGQRhxBgApyDhfBcBAxVaVgxGBqMGBFjlq1puqGK+P5bieyPHMd75513nn/++YMHD/7iiy8YY7LeTy4U5YoxCILm5ubFixcvXbq0q6vLdV3O+ezZs13XzWazbW1tcohloVAIgkC21ZAvFIvFDjnkkNtuu61fv34Ajj322KeffvrAAw98/PHHAQRBsD5eGaybJSQiWWopY4PyyTvvvPO0004bMWLEZ599BkCK8DufGQhL9YMCvg/PhyxWIlGqbNINCA7N5DGLDEsAlhLhfyvSOxpJ0fO8ww8//MUXX5w0adJ9990nhJAfzmHDhhWLRVkKbFmWpmmySXR0Hjl+VPat1XXdtm3btgcPHtyrV6++ffvW1NT06tVrxIgRxx57LIDm5uZ+/folEokvvvhiiy22kF3F5JWs8xtZlz2h7CbAOZdvMpfLVVdXyyaQl19+OYAwDJPJZLRe/Q5nLie0adCNmAVTB+cIPIQMpgUuQATbhmFCMxkQsNAwLeUd/S9ELrJknrSsYY/H45dddtm777774IMPHnvssXvssYcQoqury7KsSIF1dXUNDQ19+vTp27dvU1NTdXV1bW1tOp1uaGhobGxsbGxsaGhYtTeK7/uyYKKrq+tXv/pVY2PjgQceKD2Rsq+fTGRb5/eyLpZQvn+pMZnG+uijj55wwglDhw6dPn26bEQl9fldN6wcYKV8UmEDGnipCY0mSu0JNR2aTjBC6LIfoqlCFP+VyEUg51wWNPm+LwfWX3/99RdccEHv3r1nzpzZ2NgI4Ouvv66vr6+qqlrpDNLPuWpcUVYMWpYlq3W7urocx/nqq6+WLVs2bdq0P//5zwA+//zzIUOGrKdTNOI7izCy2tKsy/cwfPjwL7744r777jvhhBNQnq66Dja63FAGGkDEWehqnFumLhPiNE0j6FzTCKZsTQogppaj/61EHgf5RbQD2mmnnebOnTtu3LgXX3xRttCPehPquq7ruhCiWCzK7d+SJUuy2Wxra2tra2tnZ2dnZ2c2my0Wi8ViccmSJXLrqOu6DMcXCgXDMMaNGzd16lTpDZETadazs8Z6ZczIu9Hzzz9/0EEHbbHFFgsWLJA+GwC2ba9D/ISAnOObdswutW8SgOg2QlsjAKW2UGAEnRDTlQj/S4k+YJHfRbYeLBQKY8eOXbZs2dZbb33qqae2trY2NzcXi8VsNtvS0tLa2prJZKJU70Qiwcus+hK1tbWxWGzw4MGpVCoWi+Xz+YaGhieffJIxlsvl5EAo2exwk3pHUfYOR2Lbbbfd3nvvvZtuumnSpEnS6Ee7wXUwhrLMMGSk69B1DRAC4Ag1lLpyA7ouyw27D7VX/JchP1rSvsme87LfjPzpEUcc8eKLL/q+Lw+Tde7R7+q6nkwmq6urU6lUY2NjTU2N3CX27t27vr6+trY2mUwOGjQoHo/3799fGli5uJO/HiVmyumlyWRyPR2k6yLCKEMtn89Pnz79kEMOqaqqam9vX+eLWIGotBcgLSo5FFKApeJ7Kh+pWtArVkQGBguFwi233PLUU0/1799/woQJdXV1TU1NVVVV0vtSXV0tNbOeQfYNxTouR6OVwH777ffyyy//7ne/k/ns60vU7aLck4ZWrJQomb6oNQaUNVSsliAIZExCBuvlhrDSF/UNrItjRr4Tzvm0adP22GOPXr16zZkzR66P15fu6uren7f7AVjxGGUMFSsiW1/LDVH3ULYk2v5pmrbJqi6+ne98BYwxacp1Xb/uuusAnHXWWRtGgd1ZVXirHqDayyhWQQgRRadl3EJ+LY2htIc9YQnanXW0hIVCYf78+WPGjKmurv7yyy+rq6s32BiAUjbpiiNZtBW/RrdjoCyhYjmO48j2+LJXotRbPp9PpVI9cy2KdbCE8p2k0+lLLrmEc37aaafJflgb7Iq08ggnoDQkECsZPdFNh+hp090UlSWakBdFqjVNiyL1slc3ymtRSSUvF8C6OWY8z1u0aNHWW2/dv3//9957r76+fj0TWCMIQpQdMbqctULfsAMkoNthuqZ0qCgj01wi1a26J+yBrMv1xePxSy65xDTNQw89VEYzN+xbLUcoVplztKIPhtQ6VLEK0YZQ5srIlBo5SknTtO67QWkVe4JEV2sJo9w8ed2yakm+k/fee+/AAw9kjL3++us77LDDuhVMrI7yRFEst2/dL1Bb/WEKxebJaj/BsVjMcRypQMdxorpBAPfee29nZ+dhhx22ww47ENGGWotK5OTNFaS18qTO1RymUGyefNuHWBrJMAylyQ6CIJVKzZ49W9Yy/uY3v0F5VPcmuVSF4j+T1YqQcy6X14ZhxGKxMAylGbz77rvb2tp++MMfjho1Ss5G7WlRF4Vi82K1e0JZHhJlpspv582bN3bsWM/z3nnnnZEjR8qBEz1ha6tQbL6s1hJKt5KUaEdHh/z2j3/8Y1dX18EHH7z99tsDiMVistJvk01IVSj+81iDY0OGMmWu9qxZsx5//PGGhoZf/OIXYRjKpAQAaz8WWKFQrMpqxRO5W6Q/JpfLPfLII0uXLt1xxx332Wcfy7IYY5qmdXV1yUjGprpgheI/jdWKUFq5yMRpmpZKperr66+77rpcLgfANE3GmKxuVA5ShWKdWa1jJipZCoLANE3ZmaO9vT2RSMicoNX1yVEoFN+J1YpQrjBXF36QA6Ii12j34n+FQvGdWO1y1DAM2dg42u8xxmT3xTAMpXk0TVPaQ7UnVCjWmTVXUci6LFkSgvIqtHtPf2UGFYr1YbWW0HVd+YUsRuace56Xz+dlRwCpOiGE9JFuootVKP4T+TZLKGdOALAsa9VIIOdcVi6rIKFCsT6sVoTduwMA8DxP1/VYLPaNLRZ7SOs4hWJzZEPOrFcoFOuAWkkqFBVGiVChqDBKhApFhVEiVCgqjBKhQlFhlAgVigqjRKhQVBglQoWiwigRKhQVRolQoagwSoQKRYVRIlQoKowSoUJRYZQIFYoKo0SoUFQYJUKFosIoESoUFUaJUKGoMEqECkWFUSJUKCqMEqFCUWGUCBWKCqNEqFBUGCVChaLCKBEqFBVGiVChqDBKhApFhVEiVCgqjBKhQlFhlAgVigqjRKhQVBglQoWiwigRKhQVRolQoagwSoQKRYVRIlQoKowSoUJRYZQIFYoKo0SoUFQYJUKFosIoESoUFUaJUKGoMEqECkWFUSJUKCqMEqFCUWGUCBWKCqNEqFBUGCVChaLCKBEqFBVGiVChqDBKhApFhVEiVCgqjBKhQlFhlAgVigqjRKhQVBglQoWiwigRKhQVRolQoagwSoQKRYVRIlQoKowSoUJRYZQIFYoKo0SoUFQYJUKFosIoESoUFUaJUKGoMEqECkWFUSJUKCqMEqFCUWGUCBWKCqNEqFBUGCVChaLCKBEqFBVGiVChqDBKhApFhfl/jHvq7cgpQc8AAAAASUVORK5CYII= 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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)CCN(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: C[C@]12CC[C@H]3[C@@H](C=CC4=CC(=O)CC[C@@]43C)[C@@H]1CC[C@@]2(O)CCC(=O)[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: O=C(NC1CCN(CCc2c[nH]c3ccccc23)CC1)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: CCCC(=O)O[C@]1(C(=O)COC(=O)CC)CC[C@H]2[C@@H]3CCC4=CC(=O)CC[C@]4(C)[C@H]3[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: CC(Cl)(Cl)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: CCOC(=O)C1=C[C@@H](OC(CC)CC)[C@H](NC(C)=O)[C@@H](N)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: CC1=C(/C=C/C(C)=C/C=C/C(C)=C/CO)C(C)(C)CCC1
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(Nc1ccccc1)Nc1cnns1
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#CCN(CC#N)CCN(CC#N)CC#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: 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: Cc1ccc(S(=O)(=O)NC(=O)NC2CCCCC2)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: CCCCCCCCCCCCOC(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: CCCSSCCC
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)c1c(Cl)c(Cl)c(Cl)c(Cl)c1C(=O)OCCC
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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Subsets and Splits