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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(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)F
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CN(C)CCCN1c2ccccc2C(C)(C)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: C1CN(CCOCCN2CCOCC2)CCO1
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: Nc1cc(Cl)cc(C(=O)O)c1Cl
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CCCCCCCCCCn1cc[n+](C)c1.O=S(=O)([N-]S(=O)(=O)C(F)(F)F)C(F)(F)F
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: C=C1CC[C@H](O)C/C1=C/C=C1\CCC[C@@]2(C)[C@H]1CC[C@@H]2[C@H](C)CCCC(C)(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: COP(N)(=S)Oc1ccccc1C(=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: C=CC(=O)NC(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)c1ccc(CCO)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(N)c(C)c1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABKwUlEQVR4nO29eXxU1f3//77L7NlDIOybLBIIiuy7yKqCisqmVmurrWgX7afa/lpbW7X9fKhWv9parC1qrbgByo6yI4GwyL6jiIpAQpKZzHLnruf9++OdOQ5BFJXkBnKeDx48Zu69c+fcyX3dc857OxIigkAgcA/Z7QYIBI0dIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEiFAhcRohQIHAZIUKBwGWECAUClxEibEAgImMMEel1+vb0147j1NqeTCYBwLIseqvrOr1IJBJ132rBd0VK/wML6h/btiVJkmVZkqRauxzHYYx5PB56i4iSJFmWxbcYhmHbdigUoremaQKALMuqqjLG4vF4VlZWfV2H4Nujut2Axo6qqgBgWZbjOKRGAEBEr9ebLkv+rCQFhsPhYDDo8/l8Ph8AmKZJx3N9khTr+VoE3w7RE7oM//1r9YSkqzOPp55TURR6q2maYRi5ubkAwBgjDfPesrq6Ojs7u07bL/juiDmhy5imyRjjCmSMmaaZTCZJgbZtx2IxmvIBgKZpqqqeOnVq27Zt999/f5s2bUKhUF5e3pVXXhkOh2VZrqqqchzH4/HQtDAYDLp1XYJzR/SEDQKa/lEXR4Ks1ROWlZVt2bJlx44d77zzzo4dO+gjAJCZmRmPx30+39SpU//5z3+qqkofTCaTgUDApasRfDOECN0HEW3bVlWV5IeIyWQyGAwePnx4w4YNmzdv/uCDD/bs2cNNnaqqduzYsVevXr169erUqVNJSclf/vIXAHjyySd//vOfy7JMZ6P/3bwwwbkhROgy5JOgOZ5pmvv373///fd37ty5bNmyiooKXdcVRXEcR5blgQMHjh49+oorrhgwYEBGRobH40kkEqFQyLbtH/3oR6+++qphGK+++uq0adOoM+RTREEDR4jw63EcBxHTexVy6BGKoqTvqnXr06BRSsGPocNkWa6srPzkk09KSkree++9DRs2VFVVAQAJr127dpdffnmfPn0GDBjQs2dPsr4AAO/iSGyIaJrmU0899etf/xoAFi1adM011/CWGIZBFtT0xp/pDhG4iBDhN4MEKUlSLVnqui7LMtkkuca4DZNj2zYiRiKRHTt2vPfee1u3bt2yZUu6S71nz55Dhgzp1q3b6NGjc3JysrKyuNcBUmZPLkLqIUlRhmH85je/mTVrViKRWLJkyVVXXQVpE8tIJJKTk0MfURRF13W/319nP5LgmyFE+A2gDpB782zbtiwLEUl+Z0qOMQYAdPCePXv27du3Zs2akpKSw4cPc4Onx+Pp3r376NGjr7rqqh49ejRp0kRVVZolcvnZtk1ns23b5/PRU0BRFNu2Hcfx+XwkLQCYOnXq66+/npGRsXr16l69esmyHIvFMjMzASAcDlNfqmmasJo2KIQIvwZd11VVlWUZEWv1fowx8gfwLYZhOI7j9/tlWbYs69ChQ6tXr166dOmOHTui0aht2+Q58Hq9ffv2vfbaa/v37z9gwIAzI2YkSTJNk4aRXzF65LvI1+/1emVZnjx58ty5cwOBwPbt2y+55BIuVJpeejwe4TxsaAgRfhvopvf5fKQBx3HI3SfL8gcffFBSUrJgwYItW7ZQMCcNCDMyMoqLi8eNGzdy5Mju3bvTxrN55NOhEawkSY7jWJaVkZHBdQUpHdIAlfd1I0aM2LNnj6qqK1as6Nat2/Hjx5s2bUreC4qqOZfvFdQbQoRfQyKR8Hg8ZFbh3SAf/hmGcfz48Z07d65du/b9998/dOiQrutcex06dOjXr9/gwYO7dOkyZMgQSPkDFUWhrpVC1dKj1RzHoWPIy3emmUeW5Xg8TiNM2mvbNh0jy3JFRUVGRobf7+/Spcunn37aoUOHWbNm9evXj5+HRqdnWmsELiJE+DWkB0wjomVZ0Wg0EoksWLBg7969paWlBw8e5GkNAFBcXNy/f/+rr766d+/e+fn5fK7IdQtfZm6FlDmHO+tp9JtuU6W/FH+7cOHCcDg8ceLEjIwMACB3BZ1HkqR4PD5w4MB9+/b169dv3rx5hYWFNAoVptEGiBDhOREOh3fs2LFx40ZynR87doy8CACQn59fXFw8YsSIq6666tJLLyUjZDpnTh055F3weDy8uyNbDukkXS0kLZorer3ejz/+uH///uXl5W+//faYMWNkWfb5fPF4nAQZjUazsrKqq6v79Olz+PDhIUOGvPnmm4WFhXRA+mNF0CBAASIiMsYsy6IJGDnQY7HY0qVLf//73w8ZMoTuWlVVFUUJBALNmzefNm3ajBkzNm3alEgk+Bnqp530/zPPPAMAiqLMmTPHcZxYLEYHRKNReqHrekVFRZs2bRRFGTVq1CeffELb4/E49br0ll8yvRDUP0KEX0D+hj/84Q/t27cHgEAgwAeQWVlZ/fr1mz59+iuvvPLRRx8hItceIjLGDMOoHxGSBchxHF3XH330UY/Hk5WV9fbbb9PeU6dOISIXpKZpe/fuLSwsBIA777zTNM2KigraRUNix3HStcc/KKhPhAhrsG2bMTZt2jRSXWFhYX5+fs+ePR977LGlS5fSzc0xTTP9g6ZpkoDrh0gkwl/fddddANCyZcuSkpJwOIyIiUTCMAxErKyspGNWrVqVmZkZCoUmTpxIl0kK5O2n4xFR07R6uwoBR4jwNABAluXi4uKZM2fSTczvy3g8HolE+O2bTCbJK8g/a9t2Mpmsn3bquo6IJJ6f/exnANCmTZs1a9bwA6qqqugwOmbr1q0AIEnSAw88wI/h2jMMI/2xIqhnhAhrCIfDH3/8MU38aHiJqXv9TPjt6wr0XOBzv0gkcs899wBAfn7+4cOHaSM9QegZQePklStXktnmj3/8I21MvzryPdbvdQhqECL8gl/84hehUKhbt26USotpNzH57sgpz2dTtMWyLKr1Uj+NJP1TR0fKsSwrHA5PnjzZ6/WGQqFDhw7xg6mpiUSCRstvvvkmuR8fe+wxfgztIrtU/VyCoBZChF8wfPjwUCj017/+ld7SjZ5+a5IIv1RvZF2sh0EdN/+QZUjXddpy4sSJUaNG5eTktGjRoqqqKpFIkETpaUJ1nxDxb3/7G4WnvvTSSzSHjMVi1GwhQrcQIqyhuro6GAx6PJ6ysjJd16kPSSaTXHLpxk+6a6kXSh/F1Y+BlIaRpmnSCz6qPHbsWFFRkd/v79mzZ3V1dfpHyB5Dr5999lkyPr322mvpbXZ3jH1W2Ff+Qyftn4VoIZqIFkNkjA5xGOqIOqJV60hW84+fzGE1HzcRndT5TUSNzonoIKLN0EZktP20Zlipw9Kbd040xqRPCiujzD2KqHYcZ82aNZqm9e/fv2nTppTpBwB+v5885uQrj8VidAaeHkGx3fzM9ROMQhFnHo+HXvAAtJYtW65fv75Vq1b79+8fO3YsXSA1leLj6LBJkyY9+eSTqqr+8Ic/fPvttzVNo+21MoCpLwUAwzDq4aK+HARABowBgy/+IQBCzRtkAA6AA2ABWAA6QAzBYgwMizZZGlYyiDGmAzIzEQOwYrFKBMMBvdqqdgCSFnMAGTgO6DbEERIIFn2L7UQAIgAJU48AOIAQ08ACiLFTCBFAAANAtwEdAB0giWAgMMT0dn49jU6EmEpjpwhmv99vGIaiKPPmzQOA66+/nhzZ/HgK8qQbOjMzMz14ukGBiBQZt2HDhry8vIMHD95yyy0nT56kYqQUIkfm3KZNm953330///nPE4nExIkTP/nkEzoD+SocxyFZhkIhnrXo3mUBgHyWu1Su+YcKoASgAHgAFABgYNsMmAS6Doz59EQLG5vIcoZtmyibAFZmZpaWRAcyAp58xkBVZQYSAw9AhgS5DuQg8zk2AIKk1IQWer0hYB7LAK8HLAY+OUMHveahIKupx4MNgHTrfKMwtEYXtoap4EmeGktBlYWFhWVlZYcPH27fvn16tGcymZw5c+bmzZunTZs2fvz4BltACREp9BQADh48WFRUhIi33Xbb008/nZOTg6kERdu2bdumjN5JkyatXr06kUgsW7Zs6NCh/FS6rlOCCKbSl90MN2VnbElvC6beYmqXpNuOA0rIcWDDGqiqAFmGq0ZDMANMOxr02QggQZ5lgW3AkiXVWtIaPqJJ0+YgAXx+FEpLyvwZ2oTx7W0bvB4ABSTZAFCAqeDAZ5/Be2sszSq/8+6WCoT9Ti44ADKAYoNsACCCxCAkMwAASQKQ7HMq7Xs+h+8XDukWTtu2169fL8ty165duaMv3eA5cOBAAHjllVf4xxugDYNayx30e/bsoaTBn/70pxRpwF380WhU13W60ptvvhkAsrKydu/ejanpJf3vOA6fJbroRTzrfJAhY4is5sUXb02rqvKUhRhN4G1TDuQFF2d7l/7sx3HNQB3RRs3BZCLh2CZaUezR8W/tCv/3XzO1SBTjcXzxH9gk8Giv7n+KhzGZQNtCxtBBZlgmOmjFsWQVNs19pl2H/1cWQRsRLUQDUUe0HUQdUWNo2ojMQebQbq1mlviVNLrhKKSNr2RZTiaTFH7JGLvmmmvS50WKojDGIpHI3r17s7KyRo0axXc1wAJKNHNTFAURAaCoqOidd95p2rTpM8888/TTT9u2nZ2dTRLNzMz0+Xx0Cf/85z/Hjh3rOM6oUaOOHDni9Xrj8ThPjFJVlQTpVsA3gs0g4UDUgaQD1hcTQwQGwCRAACYBkxiTLCYZIFmSoubmNJEAPB6QVZ+m+6rNzHlzD24sBQchaQQY+FGSAQEYaNFgvDrk9QY8flAUyMkALdk0XBHweABlQAUcCRAkG02UAGWIVENVOPvkJ0G/AoiADoBN3a8M+MV4GID6ZwPAOpeRaYO7meoaROQJeABA47eVK1cCwPjx4+luSyQSNFLVdX3hwoXV1dV9+/Zt1qwZ9Z/QIEUYDAaj0Wh2drZhGFQ74/LLL//vf//boUOHxx9//JFHHgGA/Px8egDFYjGv16vrek5Ozpw5c3r06BEOh0ePHn38+HGq46ZpGuUu0s/l4nVhjWXGYWAj2DXGDqlmFMokkIHJYMlgymAB2KamAQPGwLJA9vjz8pu1bFpUVmk99tj78RioCjAGvgCgBI4DuXkFtuP3esFmUK2BlgSf3AIw0zBBUoFJNeYVSVYdCWQPSDLkZ3byKK0NIzX5U0lDDEDlb6CmdaTRr6fB3Ux1Dc/QI+uLz+fbunXr4cOHW7du3atXL34Myczj8axduxYAJk2aRLHOdIDbtoovJysrizQTCAQqKyuzs7NHjRr16KOPKory+OOPP/3004ZhUH69x+OJRqM0MwyFQsuWLSsqKjpy5MhNN9104MABAOCm4EAg4GrekypBUIYsGYIyeCQACSwJLBkM/k8CSwKQQJXAA6DKYIPCZBlAhaRhlodPdL4s1Kln89XLj736EjgITAYHgMlgAVTHP5cUyeMHyQPgAZRB9oDqDSo+ABlsoP4SGHgZACogeSAWsywrEE8AyiCpAAqAzAAtgG9ojUmj0YkQUqZCcgYCwMaNG3Vd79OnT2ZmZnr1eF3XPR7PW2+9BQAjR45Mr2eRbj5tICAiVa/IyMhIJpP5+fkAYNv21KlTX3jhhaysrPvvv/+///0vAGia5vf7SbEAkEgksrOzFy1aVFxcXFpaeu+993766aeBQIBi3Ai3vBQSgAyyVPNPlUGVQVFAkkCWvugO4QtLKYAa8IPkxPVqlCAYyGOS3Wew58apbQoKLn36iXW7doGDQG4NTwCYpDsI0RiYDniD4AmCZobjWjUf69I/25YAwJHAQsMBKTMj3+MBlEC3AIGhrZGMsLb16mx23do0RhFSUZZgMEhj0X//+98ej+fmm2+2LCsQCMTjcTqMMbZ+/fpkMllUVNS2bVsav0Gak6NBIUkSLxvD7bf0uPn+978/Y8YMAPjhD384e/ZsMpYCQDQahdQyT82bN3/zzTe7du26atWqe+65JxKJ8KJvjLF0lwymmdP5ioh1eF0MFBskExQbJAckRwamguMBxwfMB44P0AeoAANwGCADGQGYrCAysE0voBTTK+++DzoXNTt5svx/H1sDNiBAwgRHBgttSVENC1QPgAKWBJl5tg1JADDtGoXbCJIECGChgXLM61U0PSGpgACK35YUQ/IykEyQ0p7LNWpUANTTjblfTqMTId1V1JUZhnHixImysjJJkoYOHerxeDC1QCciBoPBBQsWWJY1YcIEKuXi9/vxQvPo0JXefvvtf/7znwHgrrvueu+99wzDqKqqIlON1+ulYXbnzp3feOONbt26LVmy5I477gCAU6dOqarqOE4ikSBLMoXL8mF5nY9UERwDAEGWUzczqxn1oQng1BwDKIPkAUllpmrGvMB8AU8GSCBLqiLLsfhJWYVf/qo5SvH9OxNvvALIIBCAqAaeQIbXmyEDIIIMEK6CU5XxloU9Y2FwEpCohugpMMIQL4Oq4xAv9wWUJogZTGIpg6YBYJx94lczWj2Hy2yUkI9B07TXX3/d6/X269ePtnNbPFn8W7VqBQBkvqfchQsx444uyjCMH/3oR5IkBYPBVatW8b30U/Awt3Xr1jVr1szv999+++2YclecGY6XHgdXh7BUnJmNyCxkFjITUXfMGKKOaKJjJrW4mTDoMEdHvQqZjgbi51V4yy3VOTmrvv+Tg6csrNJx2i0Hm/g2FLXfURnFz8IY0bFNx+fzsxa++G88UoYRC199GQuCm2VYlQUlhaH3suQ52bCkTXBbU2lrPmxqF9wWgI1BCPt9JZ9WYQJNA8OIlYiViFFEhyEytGx0GHJHinUuwWuNridMJxAILFiwwDTNqVOn0hbqN2zbVhTlww8/PHbsWEFBQffu3fkk8IKrkmQYhsfjqaqqkiRp5syZEydONE3zBz/4wZo1a+gARNQ0LSsrq7KyEgCGDBmyePFiVVVffvnl6dOnM8Y0TeO1p/hpaUhfD3Nj23DAAkAGjg2QBCkJkJA9JoAFwFD2+Pwh1ed1GDgOWBZ4FQhXAQJkZoGM4FcVr4QeBMuAPz/eOSuUfeoYPvHneCgApg02SPFkzB+A7BwACQwDJJBD4G/XvmVefk5BftOC3OYFBQXNmuU3b1ZQWNiySbB5Tc8mAXWACDKAF8CTMpJaAIYEqdkkntuCPHX7JGuQUDIEIpIBQ1EUnv5DqQbk1/7rX/+qKMqtt96KKec+ppagcKfd34r0nA/q1m655RYAKCgoOHbsGLnj04+hLfPmzaOlth966CHaTj9afXvtGTID0aSeEHWzUjOO2XjSxnILYwY6GsNIHCNRjEWx4iR+chj/9TT+6v5tW/YeiSNOuaEyL/Dezx7YHtExaWIyjk/9AZuoK3MCbx84jCfj2KT933KbvPjCixhBrEZ8cRaG1Bcv7fhWRTkmkpjQMalhUkMtgXoSk3FcvxaD6j6fv+RoGONoJlFjFBruMGTIEG2stjGMaNEbdM4pjLvRLZ1FKqLJzPbt2ysrK4uLizt06ICp2vIAQLEmr776quM4N998Mw9wo+qd6QXRGj4UckBzWiqh//zzz9u2/cYbb/Ts2XPHjh2tWrWiq66srKRHEiLecMMNjLF77rlnxowZubm5v/zlL3lQOym23vwWDgAwcCxgAN5AHgI4CPE4BIPAGCTicPw47N0DJe8fXbt266F9h3KDGWrg0459R17atb2CPjtpZXr9fgUUgIoITP85LFmes3q9ft+P2H/ekUHOkWW0bJAALAcCfvD5fJ8d3+nPusmSwOMFRHAYMDB8iqInpRNVNipx/tMCSAAqICCAhLx7pGhyFSAtqu4raXQiTC84Tyb78ePHK4pC9XC5GfDIkSPbt2/PyckZOHBgLVsoXwCwnlv+rSEHQyAQ4EumzZw5U9f1+fPn9+/ff+vWrdnZ2aZp5ufnU/FSqol43XXXnThx4ne/+92vfvWrrKysSZMmkdtDVdV6MIoSKNmK12KgSswDBjg6oA0VZfDpJzD3bTh8OLr34KGTpz7XzDDIRka2t3mH5mOv7Nm8tX1Zj+5gQ2ZGSAEZrACYoPihWQtwAB5+vNfhyTtXrNq5dMnlPrVjedUnIS9IAE4SwmXA9La+YFhioChAxiBZAQmSACwYyMsIKgAKAwcBGMgKzebIVlQzsXNqdCixc7d6XjB30vmFVDRv3rycnJwhQ4YgItn3aahpGAYZY3r16tWkSRMAME2TspaoV8ELx0ZqmiZ5LGixCk3TQqGQLMvPP/98RUXF5s2br7nmmgULFrRs2ZIvHUO9nG3b9913nyzL99577/3333/JJZd069atZcuWkBYwlF7R+NxgKZumAiDX2DmlL/YBAHUs5CZnoMY1NeCDaDVs2wzrVpZv3fLZhwfC5ZV6dmbTSKxKVozO3Vpc0XfQZX2b9O4HXbuCY4E/ACCDGQNmgwQqs30KAEhgShEFQl17eK6eUDR79oGn/hS3Y3mZQRaNACJ4VQj5wQM5AV8TmYHsBwkAGEgyMImpIJsmqAASoiyxVD1mYAiyA4gACAwA5QIJ7Jr+75yHSo1OhHw0dfTo0ZMnTxYWFo4ePZrs716vl5YNC4VCzz77LCJOmTKFPsVdcDySxrUL+IbwlpNa+HpMzZo1mzdv3pVXXrlnz56xY8euW7eOr39IgwKqtfPjH/84Ho8//PDD48ePnz9/fsuWLfk6FpRjyb+olpEG07yp+MVqVg5AAgAR/RIE6Ca2MZWTBIAAmg4KgCrBZ5/ChrWwbQtsWH/g8MGDHq+kyk4iWZWTo/bpUzhseNuuRX379IM27UFO+eqZBOgDBLAZ+H0Qr9ZV2S/JHkeBhGn7fQEHPJmZ8PgMdeGirYd3xTLU9g7EfH5AAFkFm4HhRPKDGckk+PzgVQzH8ikqMDuPyXrQA8yGzKC3LHIiIwQyQCwGuQFgNhgGeH0QjYDqBX9AjWqQEUS0k96A51wk1uhESHObZDL5+uuvS5J0zTXX8KUdKKbU7/dHIpGPPvpIUZQBAwa43d66wrKspk2bvvbaa1OnTv38889vuOGGxYsXh0Ih6g9N05RlmQqH/+QnP6msrJwxY8Ztt9322muvXXXVVbS4Gq08pWmaqqq0IFStryCnIgAoikJTTdtGiSmKV5Uk2TQSIHk8Xq+CgAiWDeEq+Pgo7NpVtX7dwU0b9p88kVCgwEpm+32ZTQsL27TL69P3kmHDpd5XQE4eIILHC7IMkgQgM8uKeSQASarUEyF/Hsg+kMAfshwI61YE5XyfR7XBlhjIEugOPPbYpP9v+vaEXi374v4gIAPDBJQhCZ8ntWQwCCCjBAYwn+JQUpIfGIBjxCMVQZ8vFoNAnpGV5QMDNm+E//f0kjWl84IZodzMzv/zP/deNxE8igRqABg7lzFpoxMhwRibN28eIt500028WyMTqCzL69atO3bsWNeuXbt37+5uO+sO0kxxcfE//vGPyZMnb9y4cdKkSXPmzMnMzOTl9ElCgUDgkUceiUajM2fOHDdu3J49ezp37kyV9lVV5b8elxxF3lJPWKvsgKp4gXnBAvAwry8BEC6LVK5dvX/Dus8/KNVi4YKTx7yapioeL5OV9u3a9x3QuXf/1j0uC3TuAqEgSACyBJIEx4+z1q1oCR1gDCQmq3LNYm/Z/qADgA5DkP2hyqy8iOKttOyOXg8wtBT0SxL4/TB5WvCtlzJXrdvpV+KqdxhI4FEgOxuyvFGUqmwbvBJAKlhcJhMMA1VVEcycTH9mBtgQtq0mB7ezu+94qV37jrP+84Sswhsvfnj/T//PH7hv2JBQZgZ4/PK52GYanQgR0XGcSCTy8ccf+/3+Hj16+P1+MkXQapsAsGDBAtu2J06c6HZj6xBFUWhgOXTo0JUrVw4ZMmTp0qX33nvvrFmz+MCSxpMVFRVNmjT5xz/+EYlE3nzzzUGDBm3cuPGSSy6BtMRomiTXUh05EqkbpC2WCR4J9u2JfLBryfZdy0s2L9u27aStg8/T1jBad2g+tmPHXp0v6Tnm6hbdL4f8ppBdAOCtuYlNCx3b8HgUv+Jp3RocZiogyZJHVlJOOQaOA1VxLSc3y6eA40BuQbxdJ9a8leTzQVyPZPgDNoAkQzAI4MD0nxdn5uqfl+/PzWVeWZa84A9AUc+MJs2CXh8AWDLIqppmXkEoaKL0H9hU9huWAYpHz/A6Ldv4Ro3rNeMvvXUfyF5oV9h75XtbSjdunzBhsEIfPJeZ4fn161wQMMZmz54tSRKNrBAx3QOWSCTat2/v8Xi2bNlSb8V8XYEXDjdNc9euXZRU8dvf/pbciekl8flrejDl5ubG43HKez6z3KOu6xR/w32qpmnu3Lnz6aefvu3WO7t06J+b0VGGDOoAMjL9w64c/uCvH1mxcmekGi0L4zE0LDRsjCWxOokGOgbGDYwbGLMwZmHMxKiNcRs1hiYiIkPHQttEZiDaaCOaiFXxuMXQTGK0CjWNajAZFupxw7YQLTSrNdMy8eiHaBiY0LEsWq05aCUxUYUnPkPbQt3RGMYoZMc2kdmINlacQC2BRz5DDdHACp3FLQsTcbRsTCKerMZENV45aPFlxb+2LExbJ+FraIwiRMQJEyYAwIsvvoinp5Mj4s6dOwGgffv28Xj8Il4jhS8sw9Pnly1b1qxZMwB48sknE2fcQdStRaPR4cOHB4PBUCiUXo2fkhjTf65EIrF9+/annnpq3LhxBQUFqWe+LIEvN7PliOETfv/bJ9es3BautBwHtaQVS0QYagxjCeOk5pxKsgoLozbGTYzbqJkYjZsVmllhY7WNUc2oimmVSSNuWZZtoW2iYyHaiDZWViZ1u8ZVziy0LWROTX00ncV1M2mjZbKwjRqj0mmMPmfaiMkYWglkJjIHTUdjGEd0mIO2hXRGZqPuYBLRQN3G6kQyiogMMRxPxhFjNsarsX3rmQ89tNawMZ4wEDWq0fbVNEYRlpWV5eXlKYpy7NgxTEXJ8IIXf/rTnwDg7rvvdrmVdc/x48cxLWoUEefMmRMKhbKzs5966ikqu4qI5eXl9CIWi1Ft1csuuyw7O7uoqOjjjz/WdZ205zjOsWPH5s2bd++99w4ePLjWgKtt27a33nrrk08+uWfPrurqagoHNRKIVk00DKKJWI1YgXgSsRyxwrBPGWbcNmtCT5iNzE4VJ3SwJoQpreIFs9EykSJXEDGh6cxGxtC2UDcsx7HiyQiiyVCzsYphOFz9mc2qo/Ey06JIVDR11BPIbGQO2k4SUUPUbUenL6KzlUcimqPZaBqWhgxtE8vLDIthEjFu4TNPI8DvVq/BU2GMakmG8XMpb9HoRGjb9urVqyVJKioq4sFo/BEej8eHDRsGAHPmzMHT47kuSnj/z0t6v/baaySbt956i6+ukUwmuVY1TSsrKysuLgaAkSNH7tmz5z//+c9tt93WqVMnnh0GAD6fr6io6J577nnrrbeOHDmS6m8d20kyNBBrgrPNJJo62ibp0KJKLZYVJgEgQzTSItdstA1k1hdVPS3LMU37C0Ei6kbcspO0ixpsGildooOoR+MnEONOTez1KcRKxJitJ0zdotMaSR3RoUhxxLjlRElIpkHdYdjGCt2sRLTQwWgYmY3VcayI4qZt2LTpMz/5ycfhONWzsTSjqrGL0LZtmvPYtk3jK3p76623ZmZm/upXv6J5IB96RSKRSCRCa+VeiNkS54tHH300Ozs7FArNnj07PViU942IWF5eXlBQQGEAPP23devWV1555YMPPrh8+fKznNthaDLUEbUamVGZXZrJUdEkHdFIK7dL4ZeOU5NFUVOcl//jB5HQHMT4aWV5eR5GTRinniq+RFWYYohhRI0UjsxBNJFZNa1CCzGOSP0klQnWGR6vNvaYzqeIMbQxGUeboWHiphLs0W3usKtei1pYYWkR/NSu+aLGPRw9M+rasizGWMeOHSVJev/99/leOtI0zX/9618AcPPNN7sQrNyQuP/++ynpad26dVSdjf8gtGC44zhPPfUUAEiSNHHixOeee27dunXhcPjrotsdhhZDPXX3hxFj1KV8iQht0p6OGP+yf1zGNVJk6DA0EWOYMqjU/G+nx1KbiGZahWwLUUNmpUbFTuqEvAI3CVVDNBlaDE3DqUCsRAwbWiU1OxHBN/6LLfNevHLw1uoEnoxSltPJaDx8jkW4L1oRcmk5jpP+Yvfu3QDQtGlTXug+/VMjRowAgPnz51MpxAsrYeK8wB9Yd999Ny1LTCs98TEF/WKMsYcffhgA/vOf/5w8eTL9DKZp0jT7y+AijCNWp+lQq8k8qCkpryFWI5YjliNW1+gKY2cXoZkqa2/WHJaeiHiaCCnvMG0jr4tPb6mT/KKIvZn6Fp2hyRBtI9W92YgWHt6Ov/y+1sK/5LHfYrQaq6owmsCkg6fCOtpoao07i0KSJKoXxqOrTNP0+/3z5s1TVZXWeQcAv99P7jKqUEYSveyyyyij4pvHRl7wmKbp8/kYY88//7zjOM2aNaOcJl7tgjwZuq7//e9/l2W5qKgoJycHAKhWIq3ncfawPl52hYJIWaqWkgoAIFElXRvASiWtKwBBgFr1zs8auCsB1E5ml05PZaiVQMt3feHTU093ryupU1CbQZHAsQAkUFQwNVi+fPfyZeGInnx+1tP/fDWsJwMBnxkIHdqz67+xasjMOltLT+OiFSGkYjjo7sFUiPbbb7/tOM6kSZMAQNd1v99P7uZAILB48eLKysq+fftS0DZcOPlK5xHSDy3H/a9//SscDufm5lKBtlgsRoKMRqPHjx+vqqpq0aJFly5dKPWEzwwxVe37S88vMQBJBQkAHKqihDWVAn0AssQAJA9IAQALIAGgAobSRYcSSGkx31T3EAAAWI0C0ZO+77QXkLZFOl3LKW0i1FSUqTkQZQCZcpQkkAGYjbJaE40LFsJlvVv+9FdFqMhKdrXBwokYNskP6NrBWBRyssDSLU/o68OML2YRUs4RGVoAQJKko0eP7t271+Px9O/fH1L13ikG0uPxzJ49mzF23XXXUZQzbXT5GuodwzACgYBlWfQjUL9H6RekwGQymZWV9cQTT0iSdMMNN4RCIUiF3fLf+ay/G6b+l1QADwCrSclLJVVQtygjMMkjQxalAzGJtoCMqXPwovcIIJGA5NO+QqaeVgFglINf8y009JNqFpoAlLGmeKnBgMkQgC+0aX8RVw7UYBuASbLMvyqUzfoOyuvVF0ABS81OmNnBICgIXiiUGYAFHv853T8XrQipD6SSRJR/BACLFi2yLGvs2LGUMcAzDAAgHo+vXbvW6/WOGzfOrTY3BMjgSQqkVTroBYmNl0WePXs2It56660AYFnWmQFrX5NviQDgA8mXqqkNDGzqIfmKRgxllKj0IGMSIMgsrU+TTztV2mvGuz4TQAZwAJIAAOAD4IuIUG1sGSQfAx8CMEgiOAx8fLQsU8oVymndogwgyyrouu7zmxIkAWzwZspKFgMABYIqyABV0ROqjYX5hajJYIKU8fWRaxdtjZn0xFPKajVNc8WKFYqiTJkyBRENwwgGg1QrxePx7Nu3r7y8vLCwsFu3bhQ8yYuvNTb4kys7O1vTtHA4nJ2dTbm8Xq/X5/Nt27bt+PHjeXl5nTt3hlTIKP2kdIazKlA6fShIhdJABSAF26lRJaT9zySwqOonHQBffdd+yR0vn+UAqqbPv0v68g+cvhkRfD6PBAyAaXZMBktWwGagAiQNTYF4QXagSX7INJKSH6RA486sp3EU3Q1+v58xVlFRsXr1asdxrr32WlVVubWGxLZo0SLbtq+77jqfz0cJdZFIhEwOjQ360ahnCwaDPAWRLFWMsdLSUgAYOHBgXl4eP1KSpHNaMe6MqZoEQPe3nHpx+gEyQPqgTk4/x5fP92oOo8Z4Uh+XAZTUXh+AFwCk1FgWIMRPDgAS/9IzWitLAKAAhAB8QTULQJUBgh5gAPm+IK2OpoAEPvmLMfPXcdGKkIagvCyKx+PZtWtXLBbr27dvMBhERNrl9XpJcosXL0ZEWvWFekKqUd0IbTNng9ILAWDBggXJZPK222779tbjL+uvzv5Dn/N47bRTqGe8OHMX/8SZkzc5ffcZcG3XHJL6FdK+65xvnIt2OEojyfRafe+++y4iTpw4kaY95MOgvZ9++um2bdsyMzNpmT6+LFG9FVNp+PDFDysqKkpKSgBg/PjxbjfqIuGiFSEJieSnqmokEqGll6655hq+nQZXfr9/0aJFADBmzJjs7GxE5ImF6ZYbAeXar1ixwjCMAQMGBAKBxuZErSMuWhFKkkSRHwAgy/LevXv379/frl27rl27QqqHpDXAAGDOnDmSJE2bNo0S5OgMohtMhx5qiqK88847lmVNmTKFYrLdbtfFwEUrQoLfJcuWLbNt++qrr6b6RdyjJUlSPB7funWrJEnDhg1TVZWe7ty7KOAgYjKZJKvMiBEjfD6feE6dFy5yEVLYmmVZ8+fPVxTlpptuolg2SHV0Pp9v6dKlsVhswIABZOtLH2I1wCXQ3GX9+vWff/559+7d27VrB40yoqguuGhFyA0zFIG1e/fuUCg0YMAA/vCmYaeqqitWrACA66+/HlK1nuiA9AV9BWQoXr58uW3bY8eODQaDXxGbJvhGXLQ3GT2kKWztlVdeCQQCQ4cO9fv9FLHtOA7FOtq2TcuATp48OR6PU1UibrBx+RoaGIZhzJs3DwBoLccLqAZ5A+eiFSGk/FqyLKf7tQDA4/GQ0gBg06ZN1dXVXbt2zcvLo8gswZciSdLBgwcrKyubNWvWpk0b8su7u5z9RcNFK8Kz+bUsy+KxMgDwzjvvMMYmTJgQCoXSZzhitnMmq1atikQiAwcOLCwsBADDMMSvdF64aEUIZ/Fr8fvG4/HYtv3uu+9KkkTF1wCAcnnJaupewxsilmUtXboUAG666SbaQkN9Vxt1kXDRivBsfi1KraAXR48e3b17d4cOHYqLi0l+ZDvl9hjhB+OcOnVqw4YNmZmZo0aN0nUdTjcjC74LF60I4ex+LfLjA8Dy5csBYNiwYbRQkaIotPQSfTzdUirYtGlTPB6//PLLeRFRWmXN3VZdHFzMIoSz+LUo9SaRSMydOxcArr/++nTfPX2Qr0vhWtMbGLNnzwaAiRMnIiLZjfl6qYLvyEV7k53Nr0XuQUmSEolEaWmpz+cbMmQIaY9qHEFqvQoxLUxn0aJF2dnZY8aMicfjAGAYBmNMeCnOCw1OhGcbAZqmmf7c5XGh5GkgLMuisnyQMn7OmTMHAG6++Waecurz+ShedNGiRY7jjBs3jnd3fDYoSRKtVVg3l9jQIcdDekjaihUrLMtq1apV165dMzMzE4mEz+cTD6nzRYMT4Zl/Wl6midK3+UCRjy0ZY6Q9j8fj9XopWd7n8+3du/fEiRN5eXnFxcWKopAbMJlMUpbqli1bdF3v27dvVlYWlVoTQNrinjzPCwDmzJnjOA7ZkG3bDoVCfMjgamMvEhrucOJL/8BUiZBeG4ZhmmZmZqYsy16vF1O1fWl9PACYO3euruu333471f8CACqkSamov/71rydMmNCmTRtIpeELAECSJPrlvV4vRfyFQqHFixcDwLRp0yC1cjjVjxQiPC80XBHS3VCrY6QCvpIkqarq8/l8Ph8/plaRr8OHD2/YsAEAxo8fHwgEqLgoSZRk3KZNG1IgCNf86dDQg+wujuMcOHCgrKyssLCwe/fuVAIY0kpauN3Yi4GGK0I4/W+s67qqqjzViCAF0v+MsfLy8tLS0iVLlmzatGn//v0kOU3TkslkIBAg5zKVvbBtOxwOZ2Zmij7wTGRZpmeWLMtZWVnPPvusZVljxoyhvbwIoqttvKiQGtqI4qvLuvDK4SzFli1b9uzZs2bNms2bNx87doyGmmQF7d69+7Fjx2Kx2IYNGy655JLc3FwqNEpfwS2iuq7zWkYCqrhjWZbjOKS3gQMHbty4ccGCBePGjSNzKP3I6QVEBN+FBidCXiOUIEsMY4wevbZtV1VVffjhhxs2bFi1atXu3bs///xzfgl5eXl9+vQZM2ZM7969r7jiimAwOHTo0A8++KBVq1bz5s1r3bp1VlYWL+mbLj/qKt243AYHFxjVw//oo48uv/xyr9d74MABXpiclxWt9ccSfDsa3HC01pOVljdzHOedd97ZsWPH2rVr9+zZE41G+QGdO3e+/PLLx4wZM3To0Pbt2/PSMqTMdevWTZo06a233qKV1rOysjweTyKRCAaDsixThXxJkoQCOXwte8qTKCkpicViI0eOJAXyiub0LBPd4Pnh69eMOZ30tYq4Qr7igPTtpmmmb3Ech78lNwNfs1LX9Q8//PC111676667unTpQh48CivLzMzs3r37Pffcs2jRorKysrO1kzeMMXbllVcCQIcOHQ4ePIipNaLpq+n/Rrj60tngC8LROvXDhg2TZfnll192tVEXOd94OErWjjMfgem10OkuJ383/VF5WVhEpCQjmnsAAHl+qfTLgQMHFi5cuGPHjvXr1x87dgwASHiO4wwePLhXr16jR4/u378/1Wa3LEvX9czMzC9tJy32UlZWlp+fr6pq79699+zZ061bt7fffjs/P58yek+dOlVQUNAIl176ChCRfhBJkiorK3v16nX8+PHdu3dTgSxBXfAt54TkKoC0yoIej8dxHE3TKBiaDuOTB8MwZFmmyRgi0mG2bVdXVx86dGjFihWLFy/eunVr+gIShYWFffr0GTVq1JVXXtm1a1ceIUV9JvkGv7qRZE/3er00/uzcufOHH344ePDgBQsW5Obm0npDcC4LJzQyuCF6wYIFN954Y9euXWnFOEEd8W1uPkSkwWH6RppI8H6JCrSoqppIJEKhEHV6juNYlvX5558fOXJk5cqVy5Yt27lzJx1mmmZGRkbXrl179+7dq1evoUOHdu7cmRwPFKNItSc8Ho+qqufoV6CeuaqqKi8vLxKJHD58uHfv3uvXr7/++uvnzJlTUFCAiORyFDpMx+/30xN2wYIFtm3fcMMNbrfoIucb94Rn3q+UhkfxYowxCvANhUJkZEPEZDJ59OjR9evXr1q16oMPPvjkk094WYSMjIyOHTsOHjx45MiRvXv3btmyJXWGtJfsorVW/OGkm9G/FHouOI5jmib56z/66KOpU6ceOnSoW7duW7duBYDq6uqMjAwxHOXwv28sFuvRo8fx48dLS0u7d+8uHIN1x7ccjlIsxZn9IbdZ27a9YcOG0tLSdevW7d279+jRo3SAoiitWrW65JJL+vXrN2LEiEGDBvn9fv6H5/4DPN1bSGKmeMX0yLWvhs5GUqTiToFA4OjRozS9ufbaa2fNmkVr7tEx3+J3uPjgf4Jt27ZdccUV7du337dvnwjXrlO+zRiMuj6qoURbyMpy7Nixbdu2bdy4cc2aNdu3b+elrAGgadOmw4YNGzFixGWXXdaxY0dKDMXUyvIUIUWTRkx50vm0kyqg8YjQdDXCVzqLaRd9Stf1rKws0zRbtmy5e/fu3r17z507t02bNk888YSmaXyVWQEFFTmOs2zZMgAYM2aMCCqqa76xCEkt1HEh4sGDB9evX79r1y5yGGiaxi0rPXr0GDx48PDhwy+77DJayI73kzxbj/dpNPej3AhuQU3v8SzLoo733AvA0HdRe7KysiifkDHWqVMniv946qmnAoHAI4888k1/hIsYeiDquk7lWMeOHQtipFDHnHU4SsMSMliT/4Du6Vgs9tlnn5WWli5btmzdunVlZWUAEAgEkslkfn5+p06dBgwYMHbs2P79+2dlZZGfoF4v6BygVi1btuyOO+4oKyt77LHHfv3rX1N/SL8GWZ6oLlsjNNhEIhFJkvLz8xExkUg0wL/gxcZX+BBt247H44hIJZI+++yz3r17Z2dn80hLVVUvvfTSW2655Q9/+MOePXuqqqrogzQBOx9uzDqBt+2ll14iy+3//u//Yso9TaS/bmwYhvHCCy8AwKRJk3ietKDuOKsI6U4l+VVXVyNiJBJp3bo1ALRr1+6OO+548cUXt23bVlFRQeEmdCSRTCY1TTNNkzx1DYpkMolpOvzzn/8cCAQkSXr11VcNw6AGh8NhRIxEIu410zXolxkxYgQALFiwAE8PgRLUBWcVIQmP4MFlK1euTCaTZ+vobNtOJpM89KxhQi13HIc6eUT8+9//LstyIBB48cUXMfU0ocd/A7+WuiAejycSiYKCAkmSPv30U9qYHmwoOO+cVYQ8qDKRSNAWGqGRBYUf5jiOYRj8GMJMo05a/d2g9luWRX1ddXX1//3f/wFAdnb2/PnzqTMsLy9HRE3T3G2qKyxcuFCSpL59+/LLb8iTi4uAs+ahKIoSj8cpXZ1q/pCJgoyTmPITUPgY1TLjn/WkUXez2W+HaZpkXFVVNRQKIWJGRsb06dMffvjh6urqqVOnLlmyBADIidI4sytmz56NiNdffz1dvlidqq75qh+XL2dLlcvISkZjUe61o1jtRCJBngDKTuBnaICLSNK1UBiNqqr0QMnIyHjooYfuu+8+XdfvvffeDRs2JBKJ9DpujYdoNLp27VqPxzNu3Djagg0s4/Ti42siZnj8BAW11HI54Nlzq79il+vwwG5IrQ9Dnbxpmt/73vfeeOONgoICSsbnl994KC0tHTJkSIsWLQ4fPswzBvEryx0IviNfM8zgtyDdprVcRl/hN2/Ia6pQZUT+mi4tmUx6vd4XXnhh0qRJp06duuqqq44dO0aXX1VVBQBUrTT9RT3AZ+D8ba3++Wu7qVqtraioAIBwOExv+VCFj19omaobb7yRYv0AgGYl3/VKBGdHjPVrCAQCmqYpivLCCy+MGDHi1KlTo0aNOnToEADk5eUxxsg7SllR9VCnlJcDT3+c8bhZykehqQEdVmsiAKn4Pu7UpXIElCCfm5vLQwJpr6qqJMhly5YxxkaPHg2p1cJDoVDjHJnXGw2uxoyL8EFXNBrt37///v37R44c+fzzz7dr144mwPF4PCMjg5d4qNPGkDkkfX0oTFUcJymmNyA9tYXb3OitoihUQQcRo9Ho+vXrN2zY8NBDD1GaCx1DUWmaplVUVLRt2zY3N/fzzz8PBAI88bphRj5dNDS6mKyvQJIkuu1UVd2yZUvv3r1XrFgxffr0119/3efz0fKGiEidRl3PFdPD5fiIlCdGU09IW9KDbGv1b4h49OjRkpKSrVu3bty4cceOHYZheDyeG264oXfv3pgqGEmfCgaD5JwYNWoU2UV9Ph/JWyiwThEi/AIeGhIMBmOx2HvvvTdhwoR33333tttuW7hw4WeffUYBQ5A2Va4HuPyo66PF4mtFtyMi9c+Koui6fvDgwXXr1i1dunTbtm3pE1q/3z9mzJgrrrgiJycH0sKD+eW88cYbADBlyhRKYeEV7hphAG19IoajX0C1Vaqrq6mGTTKZPHTo0JQpUw4cODBy5Mhly5bRfV9vNyVNC8+WP4mpWHOa+61du3bfvn1r1qzZtGnT8ePH6Riv1+v1evv06TN8+PCxY8d26dKFLo06fNM00yumVVZWtm7d2jCM8vLy/Px8Udew3hBPuBqi0WhWVlYsFuP+T0VRevbs+d///nf48OHbt2//8Y9//PTTTzPGMjMz68dkT91y+qKlVCIAADRNKy8v379//9q1a5cvX75z505VVXkCZ+vWrYcMGTJy5MgePXr07t07/ZyJRMLj8VAF5FrZSUuXLk0mk0OHDs3Pz4e08bAQYV0jRFhDVlbWiRMnmjdvDgAVFRVNmjShtSuuuOKK5cuXDx48eNasWbm5uX/6058AIL0GR92hKAplPNPbZDIZj8dfeuml3bt3l5SUHDx4kMpn0QGdOnW64oorxo0b179//5YtW/LmcZtKeXl506ZNqb5WrUugjpHWLZ44cSLtpQEwldUSw9E6RQxHvwYalS1fvnzq1KmVlZV/+MMffve739Euur+5CZGOpIlWrTKKhmGkr6LBI/7oLUVm8hudYglo4W7DMPbu3btu3bp169Zt27aNIqoBQJKkrKysTp06DRs2bNy4cXyaV+vjkCZC8jFyuw5vDB92FhYWlpWVHT16lJeEJERGb51zvoNRL0LII/f66683b95cUZTHHnvMtm0KcKc471gsRm/Tsy4sy0okEjxXA1NFh/lrWsiNB0lrmkb6qa6uXr9+/W9/+9vRo0fn5eXxv5Sqqnl5eTfeeOOjjz66fv16nuZC1Uaoy0pPd6C6rPyYM9ORTp06RUH5uq4vXLjQ4/F07tyZ2mMYRjKZpOV4URRHrmPEMONr4ItCT548WdO0O++883e/+13z5s3vvPNOSvmhsSsARCKRnJwckgHVLE733VHnk96l0N5AIJBIJE6cOLF3795Vq1atXLly3759iEixuJIkXXrppb179+7fv/+wYcOKiopq9bHpNZepOj0A0LJTsiz7fL5EIqEoCq/URCXqJEny+XxNmjQJh8NLlix58803d+zY4fP5unXrlu4e5FVIaIZcXz9548Plh0CDhzoB3qHNmDEjIyPD7/fPmjULEXVdTyQSlLHFuyZa2Zun/9R6Sye0bXvnzp0vvvji7bffTp4PWZZpLeGcnJx+/fo98MADb7zxBi13w6GO1LIswzD4CR3HSSaT6X1d+tfVIplMbtq06YUXXrj22mtbtmxJ9wA3MgUCgSVLlvD+8+TJk4j4FWsNCM4LYk749aSbBxOJxHPPPffggw9mZGTMmTOHVu2j+sKkAb4EItkqfT4f/3g0Gt2zZ09JSUlJScmuXbs+/vhjOqfH48nLy+vSpQuvi1VQUMDjAUhvlP7Pu0FSIy0hSCfBlMGW7CjpIT6RSGTbtm30vdu3by8vLwcAOiY7O3vw4MFXX311fn7+hg0bnnjiiebNm69cubJNmza0DCudoX5/70aHEOG5ws0nJ0+enDVr1m9+8xtJkt57772RI0fC6Yur1bpx33nnnS1btixatKi8vLy6upoCPgGguLh40KBBPXr0GDRoUHFxMZyxQpuu6zRu/IpW8aVBagXxHD9+fPPmzdu3b3/99dfLy8upIjPZRYuKioYMGdK1a9drr722ffv2yWSSItorKioefvjhmTNn5ufnb9y4sUWLFtQzc8epoK5wsxu+EOAjQD4ipWnVT37yE7/fHwqFVq9ezesPkFDJ2kGTw8rKyrvvvltVVSrT2rZt2x/84AdvvPHGvn37zlbDhpavOrMZtNE0TcMw0oejnIMHDz7//PO33357UVERn47Ksuz3+4uLix988MEVK1YcP368lvUIETVNo9bGYrEbbrghKyurRYsWFRUV4XCYyu3UqpwgOL+InvDrSS8Qbpom9Q+maU6bNm3x4sX5+flLliyhroxyLMgFR7lRiqIsXbp006ZNgwcP7tatW4sWLeCMoSOkuSt4z5a+lo4kSTz7Mb1CuWmae/fuXbly5ZYtW1auXBkOh2k1Vdu2fT7fwIEDR40aNWjQoO7du+fk5KQ3Xtd1niZKoTN0fjpt//79N23a1KFDh82bN5PjnptqBHWCu8+AC5rKysqbbrrJ4/E0adLkww8/xJTRJRqN0gFU+Yofz5f4pr6OujJd19P7NLKp0MqN6YYW/joej5eWlv7xj38cMmQI1fCHlIY7dux4yy23/O1vf9uyZQv129+ixo/jOOFwePz48QDQoUOHiooKTHWYfCzAy9KlX53gWyN6wu/EyZMn77zzzvfff79Vq1bLli1r27YtbY/FYsFgEFMueE3TKHv4bMFu5Ouj0ubpx1C2REVFxQcffLBkyZLS0tJdu3bxvV6vt0uXLv369evWrduNN96YnZ2dmZmZHmL2rZdePHTo0O2333748OGOHTvOnTu3VatWtLoWpDwxINYYP38IEX5XTp06NWjQoMOHD/fp02fRokVNmzbltyk5u2lQSgdjqoKb3++nxbqpxPWZiUsUmFZSUrJ58+YjR46QrZUsll27dh0+fPjw4cOLi4sLCwtrhbNQN0sZFZiWIfFNOXz48KhRoz799NOBAwcuX748EAjQmXmWsFhc9XwhRPgtoSGipmlZWVknT54cNGjQsWPHhg4dOnfu3IyMDFmWebxYLBbLzMz80mkVv48dx6mqqjpw4MC6detWrVq1d+9eSkEi57vP5+vdu/e11147cODAIUOG0EiV4gGoJRR84/P5ZFnG7xZcTnNRmiXSmqrRaPS6664jvygpkJZhpkmpiGg7D7g0DL7gqTX9O3bs2CWXXAIAw4YNcxzn1KlTiKhpmuM4ZFokeyYVpCP7aiKROHny5Pz58x9++OEBAwZkZmZSySkaTxYWFl599dV/+9vf9u3bRxMw27ZjsVi6bZOml7Ua5qQwDONbFPOnE/LJ5MGDB9u3bw8A06dPp4uKxWJ8vYP0suuCb40Q4beEi4GM+Ii4bdu2yy67zOv1Dho0CNPuYwpwodeJROLgwYNvvfXW9OnTaaWq9J6kc+fOP/7xj+fNm/fRRx/R8RQUmv691APTXFHXdV3XqRukvTS3/O5X5zgOeVAYY5s2bWrTpg0A/OxnP6OoIIpTRVEU+DwhRPjtoXiuyspKTHWMpaWlFAvWsmVLwzAqKiqoEystLX3kkUcmTZrUqVMnPihVVTUnJ6d///4PPPDA6tWrqVP90s6NJmN8+5mLtPAej/rA73hdR44cwdRSHHRd7777bseOHQHgpz/9KW2hma0I7D4vCBF+S2oN22zbJr39+9//JqtM27ZtR44cWVhYCACyLGdmZpL2WrZsOWnSpGeeeWb79u1cV9S58ZQFek3nrOXASG9AMpmkqFE8o1M6sws9dyzLonPats3d9PPmzcvNzQWAv/71r3SlDXONgwsRYZg5/zz88MNPPPGErut8vdR27dqNGjWqZ8+eQ4YMufTSS8liyf3ybrf3XFm0aNGECRMQcdasWVOmTCF7Ka++wX0YojTbN0WI8PwTi8UWLFjwz3/+MxKJTJ48edq0ae3atdM0jYKwIVWX6Svchg0TXdf/85//PPLII+Xl5S+//PK0adNqlV2EtIJUF9aluYsQ4fmHXAi8hhIZRWkqyKd83MFwwfH73//+8ccfB4D58+fTYtpU4o16P/KRoiib/00QIqwT+F3Ix5zJZJICYtJrhHJxXhCUlZU1a9YMAO6///6XX345HA6vWLHiqquuohpZyWSSHJU8VkFwjggRnmd4on16cbQzwQa8YM7ZSM+Wuu222xYtWoSI8+fPHzZsGKRiEmivcOJ/I0Qpu/NMkyZNyG6pKAop0LIssjdS18fz4i8sBUKq5LFt2/F4/JVXXpk0aVJ1dfXtt99eWloKAKRAWnBG8I0QPeF5hmf0kvOAdw61wJS/4cKaGdLqy3SBkUjkF7/4xaxZs7p06TJv3rxOnTrZth0IBHjlSME5IkRYJ6RbJijGRVVVUh1fXxUuqHX/aBELAJBlmbyXfr8/Ho/feOON7733XqdOnRYuXNilSxey0NAs0e0mXzAIEQq+E7FY7Oqrr16/fn3Pnj0XLFhAAW5UWJUXquPB6+nzRgFHiFDwXTl69OiUKVM2b97cq1ev5cuXezweXmKHVz2msDueBiVIR4hQcB7Yv3//6NGjq6urmzdvfvDgQcquSve+XHDhQfWJsI4KvhNkDu3cufP+/fsRsaysbPjw4ZqmUekaOobWzJAkSdd1VxvbQBEiFHwnyCmqKEooFNqxY4eqqmvXrp0+fbpt216vFxF5l0hpx263tyEiRCj4rui6TpHcrVu3XrNmTUFBwSuvvPLAAw9UV1dT9j0dlkgkxHD0SxEiFHwnuAMGALxeb1FR0dy5c1u2bPnss88+99xzkUgkEAiQ3UHYRc+GEKHgOyHLcno0LAAMGTLkH//4h6qqjzzyyMyZM2k2SIWq+DKmgnSEdVRQJyxcuHDy5MmGYTzxxBPf//73c3JyyFtI8QmMsWQySfmHorKw6AkFdcLYsWNnzJjh9/sfeOCBRYsWUb5IMpmspUDKvaBcxEaL6AkFdcgvf/nL5557zrKsWbNm3XrrrbUql/J7r5EbbERPKKgTyCX4l7/85aGHHrJt+4477li+fLmqqsFgMBKJAIBhGLXMp40WIUJBnUCJ9o7jPPjgg//zP/8jSdL48ePXrFkDqXWLfT4fHePz+aLRqLutdRchQkFdQUmVtm3PmDHjRz/6kWEYt9xyy5w5c3Jzcyma1O/386VU3W6sm4g5oaBOSF8uhmqH//73v3/22WfbtWu3ePHibt26UeJlrbVNGydChII6gadKUj1ir9d78uTJu+66a9GiRW3atHn33Xe7du3K0w4b+doyQoSCeqVfv347d+7s2LHj4sWL27Vrx7dTGVxIWy+18SBEKKhXNE0bNGjQzp0727Vrt2vXroyMDNM0GWO8XjAlBDeqvCchQkF9c+rUqeLiYkmS2rZtu3TpUr6WI62pmK49xlhj6Bgv/isUNCgYY5mZmYcOHTIMY8uWLbfcckt5eTmkYlBr9X6NQYEgRCioZ2RZ9vl8wWBw1apVBQUFK1eu/N73vgcAvGC5ZVnJZJJiwRsJQoSCeoUqtSmK0rNnz2XLlmVkZLz77rs//OEPI5EIRZB6PB6/388XMHa7vfWBmBMK6htyIVLltZKSktGjR2uaduDAgYKCgry8vPQjNU1rDLWhhAgF9Q2tSEX9oa7rJSUlH3744a233kp5FbZtU8qFsI4KBIJ6QswJBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcBkhQoHAZYQIBQKXESIUCFxGiFAgcJn/H9khqCch2JlZAAAAAElFTkSuQmCC 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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(O)C(=O)OC1C
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: Cc1cc(SCc2sc(-c3ccc(C(F)(F)F)c(F)c3)nc2C)ccc1OCC(=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=C1CCCCCCCCCCC(=O)OCCO1
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)Br
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)c1ccc(C(=O)N=C(N)N)cc1S(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: SC1CCCC1
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@H]1O[C@@H](n2cc(F)c(=O)[nH]c2=O)[C@H](O)[C@@H]1O
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: O=c1[nH]c(=O)n([C@H]2O[C@H](CO)[C@@H](O)[C@@H]2O)cc1/C=C\Br
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: Cc1c(O)cccc1C(=O)N[C@@H](CSc1ccccc1)[C@H](O)CN1C[C@H]2CCCC[C@H]2C[C@H]1C(=O)NC(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: O=[Se](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: NCCN1CCOCC1
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: CCOP(=S)(OCC)Oc1cc(Cl)c(Br)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: O=C(O)c1cccc(Cl)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: CC[N+](C)(C)c1cccc(O)c1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABQv0lEQVR4nO29d7xcVbn//1lrl+lnzplTUiEUyQUEA0gRKXKviDSlXMWCCqJfOkoRAWmRi7TcnwX0CqFIEC6g8gVBRS5RQZQrIFIEjCGQhISU06bP7Lqe3x/PzM7kJKF9kzNzkvV+ndfJnD17Jnv27M9+1nraEkQEjUbTPmS7D0Cj2dLRItRo2owWoUbTZrQINZo2o0Wo0bQZLUKNps1oEWo0bUaLUKNpM1qEGk2b0SLUaNqMFqFG02a0CDWaNqNFqNG0GS1CjabNaBFqNG1Gi1CjaTNahBpNm9Ei1GjajBahRtNmtAg1mjajRajRtBktQo2mzWgRajRtRotQo2kzWoQaTZvRItRo2owWoUbTZrQINZo2o0Wo0bQZLUKNps1oEWo0bUaLUKNpM1qEGk2b0SLUaNqMFqFG02a0CDWaNqNFqNG0GS1CjabNaBFqNG1Gi1CjaTNahBpNm9Ei1GjajBahRtNmtAg1mjajRajRtBktQo2mzWgRajRtRotQo2kzWoQaTZvRItRo2owWoUbTZrQINZo2o0Wo0bQZLUKNps1oEWo0bUaLUKNpM1qEGk2b0SLUaNqMFqFG02a0CDWaNqNFqNG0GS1CjabNaBFqNG1Gi1CjaTNahBpNm9Ei1GjajBahRtNmtAg1mjajRajRtBktQo2mzWgRajRtxmz3AXQinufZtg1AKSXlZn6fqtVqUsp4PA5AKQVACCGEaN2HiIhovS+PdlZKhWEIwDRNIQQRRW8SBIFSSghhGEbr+fR9f737h2HIZ94wDNd1Y7EY72kYBhG5rptMJjf2aWgnYkMnd0vDcRy+EAHwF9/e49nUeJ7nOE5XV1f0J9933iGtmlnvs2EYSinXvYWFYSiEGLM9DEPDMN7iv6vX64lEIvrT933Lst750XY4WoRrUEr5vs/yC8MwDMN3dV1ORKrVKlu5TCYDoFQqRbIcg+d5kR1jgymlFEKw1WJNjjF0AIiIn1VN2IixzRwjvMiWGoYhhAiCIAgC27Ydx7Ftm1U3ODjY398fBIEW4WaI7/tBEMRiMSIyDOPdWoYJR61WSyQSYRiapgmgWq3G4/H1miNW0ZinqEm0PbKNrCXLssIw5B02ZDNd1y2VSoVCoVKprF69ul6vFwqFfD4/Ojqaz+cLhUKtVvvrX/+6fPnyrq6uo48++qqrrpo2bdpGPhEdgBZhg9YRUalUSqfTUsrNbNizXmq1WjKZ5N+VSoUnY5ZlWZa17qCRz1Kr8IIgANBqAz3Pc113yZIl1Wp1dHR0eHh4ZGRkeHh4dHS0Wq0uXrzY87xKpVIoFEqlUr1eZ/WyDeTJ4boHadu253mXXHLJpZde2noAmwdahGv45S9/Wa1WP/OZz/B3zMMnNhSbH3zp811mZGSkt7d3XeNPRJ7n8Rhh5cqV5XKZtZTP50dGRkZGRtiOsdhGRkbYpvFgtRWeBLLAkslkGIa+7/u+L4TIZDJ9fX1dXV39/f3pdLqnpyeXy/HvXC6XTqcLhcLAwMB111336KOPAnAcxzCMMAw3p0m7FmGDWq225557vv76688888yuu+6KtV01mx+Rg6RcLl911VVLly7929/+dtRRR7322muO45RKJR4W8pgwepVoEj0OgqD1Ekqn093d3alUamBgIJFIZLPZSFHZbDYej/f392ez2YGBgf7+/kwmw/bzrR0zYRi6rvuhD31owYIF+++//+9///tNeWLagBbhGnbbbbeXXnrp2Wef3WabbbLZLA+0NldLiKaPcbvttlu8eDGATCZTLpd5LhdZMyGEZVmGYfT09HR1dfX29vKDnp6e3t7erq6uyZMnZzKZ/v7+3t7ebDabTqcTiYSUslVXfI21zgwj1w7/yTvzZJIjE2i6WCMrunTp0l133bVcLj/88MP7779/Op0ex1O1adlsr7B3i+/706dPf+GFFwYHB2fNmgWAiDaPCaHjOLFYbIx3hB2MP/rRjxYvXiylnDVrVi6XO+KII3p7e6dNmxYEwcDAwNSpU+PxeDabfQ//aatlW9cxM2a2yQrkkEZkFfgIK5UK623atGlz5sw59dRTv/CFL7zwwgu2bdu23erOncDTB9IQEVEYhp/61KcA3H///byFB1qbDUop13XZ789bSqXSXnvtJYQ48sgjh4aGgiCo1Wq1Wq31Vbyz67rjc5BBEPi+T+uc/FKpRES+7x9xxBEAvvjFLxJRdKiu67KzZ3wOcqOzmaeDvHOklHzLLxQK7JTfPHJl2OvI2LYduRZ931+yZMkzzzxDRLNnz+7r6zMMI5FIsMODLw6WBIDxGRFUKhXDMEzTrFarpVIJAP/2fT+TydRqNdM0b7nlFgD33HPPnXfemUgkKpUKmk6mVCo1Dge5KdgcrrONRS6XAzA6Oho5Htp9RBsBllytVls3Kezb3/42gAsuuOCDH/xguVwG4DhOq9PFNE12TY3DqeCwEBH5vp9KpXp6egqFQiwW45AjAHarTp48+ZZbbvF9/6KLLlq5cmU6nVZKxWIxHoXW6/VNfZybAi3CBkqp3t5eNEUYxZ3bfVwbh+iDsNiklC+++OJ99903derUs88+G0AmkyGieDwuhGh1hzKO42zqI+zq6qpUKuwH4oO89957TzvtNMMw2B4yK1eu/MpXvnLooYcuX778/PPPBzA8PMxPua7bmto2gdAibEBEkSWMNm4GImQfLw8ygyDg5DIAV155JYCTTjqJLQyASHtExI7KUqnEZ2B8gnLpdDoMw2KxyIPP22+//Sc/+cnVV18duV6EEFOmTAFwzTXXzJgx46677po7d+7AwAA/O4G/rDbNRTuRe++9F8BnP/tZIuKUK/49oeGUFJ7lss+DiJ544gnLsmKx2NDQEBGVSqVWB8zw8DDv5nneeB7qGJ/Q/fffz37RZcuWrVy5MtruOA4RzZkzJxaLTZky5c0334y+pgn6fWlLuAYezFSrVf4usY4nfSLCkzq2h0ypVLr11luDIDjttNP6+voAZDIZwzCWLVtm2/bll19+6623Llq0CE1/jFJqHIajaJ5/z/PYkXv00Ud/5jOfsSzr0EMP5UEKT/k4v/cb3/jGrFmzisXi6aefHn26iTqNb/ddoFMIguC5556TUn7gAx/gLb7vswGZ0ERFDPyn53mvvPKKECKbzS5atIia5pHLKYaGhnjst3jxYk5Aoxb72Rb23HNPAFdddRUR1ev1crlMRI7jDA8Pl0ql7u5uAA8++KDruq1HGx3zGOvamWgRNlBKvfrqqwB22GEHapbetPugNg48fouuy89//vMATj75ZFpbgUR0zjnnADjuuOPy+Xx7jnUdfvGLX0yePNkwjD//+c+8JRok1+v166+/PpPJdHd383g1+so4chj92eEhXy3CNYyMjACYNGkSuyXafTgbjSAIomj7H/7wh1wuF4/HX3/9dWq5Oh3HYTMYi8Uef/xx3j96tr1n49xzzwXwoQ99iJoJ5dS8cTiO87GPfQzAJz/5SWrOaaPD5j15ON2ug38naBGugacW6XTadd3NxjHD1qBer/Ol+e///u8AzjzzTCJavXo1Na9Uz/MuvfRSAIcffji1JMqw2Rm3jJl1qdVqYRjuuOOOAObMmVMoFHhjEATsQFqwYEF/fz+Ae++9N3oJP+AxaoebQdIijOCvKh6Px2Kx0dFRvnbH2T24KYj0UywWX3jhBb5eV65cGSWIKaUqlcrQ0NDkyZPT6fSvfvUrahmNd8IVXCqVnnvuOXZhLFmyZGRkJHqKSxzZrd3X1/fGG28QkeM43NWGC6Y6f1qhRdiAr7atttrKsiz2WFC7fRIbi0iHX/jCF6LZYDRC4xvNZZddBuCQQw6JhgAd8tnDMOSv5hvf+AaAWbNmRcOTer0eCezggw82TfOwww6LJsD8uXjnTriVvAVahA14Hrj77rsbhvGXv/yl3YezMVFKFYvFBQsWJBKJXC63YsUK9jFGF+jIyEhPT8+kSZM4eZ1tSHStt3dCxfcCx3Gq1eo+++wD4NJLL/V9f8xNZHBwMJVK2bY9d+5c3s765BsQf96OZYsToaJQUUgU8h+tP67v7X/gfsLEI/N/TdQRduD/ncgInHTSSVLKL37xi3z5chCfH19++eVSyn322YeIuBaBFcjXcdurEyJ3y/z587lY8dlnn+WNrWH6efPmAZg+ffo//vGPyELywXf4tGLLEqGiMCAvIIfIJ0UUEgWNH6Wo6vuf+PThSOBnv/yJopoKiEKiTp9QrKFYLPKDViPAvPLKK5wZ+/zzz1OLa5F36+7uNgzj0UcfbcNBvx2RftgkchBl1113HR0dpaYPxnEcHpoedthhAL7whS/wC1tHpJ3MFidCnxw/EmFA5BP5RAEFilyiz5z0eVi4ad71iryGvZw4ImSj5/s+X5osQrZ4J554IoBTTjmF1o5fVyqV6667Lh6P77fffvV6vTOv10iHjuMUi8W99toLwLe//W1OJ2h1oS1atGjmzJkA/u///b/U1G1nfqhWtlgRhq1mkEKqe+QSnXbuRZCx71z33VARhaT8CSPCaNjJPv1oe7Vafe2119LptGEYr776KrUYTCIaHR3t7u62bfs3v/nNOB/wO6Q1/s4PHnroISllOp1+9tlnW/dk1+iPf/xj9pRyIJTvQR3umJnwuZHvCbmmfEQAUkV/TR3YxbBneLUuCgBAGMAEyUbkNFeuk4i6JwVBkEwmb7rppkqlcvzxx7/vfe+r1WpdXV0cPXNd97e//W2hUNh3330PO+wwLpDtNLjCQynFneAqlcqRRx557rnnViqVL3/5y1z05LputVrdaqut8vn8qaee+u///u/Dw8Nf//rXAXAzxU7PKW33XWBcac4JfaLmhDAMiWpEXkDkhnTb7X+fPv2zsy//beCx78ZvuHAmCFGuluu6nHKwaNGiyZMnA3j11Ve5SQQ1nfvDw8MzZ860LKvDO3pEhp2j8zwo5T5A3/zmNx3H4R14mB2G4fLly7PZrG3bt912Gz+lvaMdxBoRRl4Z5RMViSo+UdmhX/yiss1W3/zG2X9yquR5RDxwnQi0DkHZMvDj008/HcDxxx9PzbFZxPXXXw9gv/32U0qNearTiOax0ej0ySefTCQShmE8/fTTfO9gifIHufPOOw3D4E5Qbffuvi1b4HBUNMaijaZeBASAzw8TiVSllFn9JnwPJBAoB5gYpaLsooge85IPL7/88j333JNIJC688EIA8Xg8KlkeHBz87ne/29vb+5WvfEUIEY/Hx6de6d3CTW6icirO7y0Wi3vuuedXv/pVIcQXvvAFbgfc09MDIB6PK6WOP/74o48+2vd99pS29yO8LVugCNclJIQKMC2kE3DqiVLBtA0YciLVE3KTFb5keR5VKBTuueeeer3+kY98ZJdddgGglOLCPMdxHn300SVLlkyePPnLX/6y53lhGMbjcdd12/oh1gP3QU2lUvF4vFAo9PX1OY6TzWYty7rmmmt23HHHV199lftcSClZqDzjvemmmyzLevTRR++///7WcspOpN2meFxRRAGFih81hqMe0aCiYZfCakjPPUtd9k177fSoU+Rha0lNnKg9j9kif+CiRYs4Nvi3v/0t2u77PntH2ZX/5JNPhmG47mBvQpDP51955RUAQoi//vWv1Ix/8tRXKXXnnXcCmDZt2sKFC/mjRXFFfocOGYRPmDv9xkKy8V/jLROAAQiFAEA6BUirWlNKIVAQE2ek4DhOIpHgdSMAGIbxgx/8YGRk5Oijj959990BmKYZBIFpml1dXdddd92iRYsOOuigadOmSSkTiQSt0yS7wykUCt3d3TNmzDjvvPMSicTJJ5+8evVqHoRnMpl8Pl+tVo8//vhjjjnmzTffvOKKK4QQnudx8T53769UKp2yzEG77wLjSpSjtsYShkRUVlSsUb2qaNVq6s3M26rv/sIQlR3yqaYmiGNmTJbM66+/Pn36dABPPfUUb2nNotx+++0B3HfffZE7lG1C58e1W4kM2lZbbQXgnHPOoZb2wfxJC4UCzyluvPFGIoqKlYMg6Jwiwy1VhBSSauTKEHkB1RzySgGVqjRlYF5v5q7BN6lUJ5+8iSJCaonCh2HI06RjjjmGmoO0qBzh5ptvBjBr1qzIg0oTJKjdCittcHBQKcWFTtls9uGHH24tIOQ2Vj//+c8BDAwMLFu2LKoJZtpYJ9nKFitCj5TfyFlTFJDvkJMPqFin921/R3fq5iWvUcWjOk8gJwLRtcXLmHHzlaeffprv9/yb8y3ZSfOTn/yEmqqLrtqJNSesVCrRkZ9++um2bc+aNYuLCSMrx8WH3NHjqKOOirZwrVaHfN4tVoQ1Iod8Io8opIDIIaegqODQB/e+u7vrv557luoBVYLO+JbeAa1G7KqrrgJw6KGHUvNmH4Xpb7zxRgC77LJLqzg58bJDrsj3AJv0bbfdFsB//Md/jHnWcZx//vOf73//+wH88Ic/JKJ6vR4VNI//0a7LFivCClGNPCKPKGAR1spEeZc+dvgDuZ4f/PYRqoZU8SdK6ihR0/X36quvTpkypaen53e/+13UgIyX+COi6dOn27Z966238vbW3mQdckW+c7jukR8HQcCeUgDPPfcc931qnfVdf/318Xh8YGBgyZIlkVO0Q4ajE8b7t7FQjeg7AWHDR0qQgAJJQEikMyQI5TygICNnYSPe6wN1wAeClo2q+RM0treDMAzZ9ffggw+uXLlyzz33/Ld/+zcA7BGVUtq2PW/evOXLl0+dOvWkk04CEC0kxkv2tuvI3xvR0oXRnzvttBO3hDrxxBMnTZpUqVSixuG+75911lkHHHBAqVQ68cQTowWJO2XZ7XbfBcYVReQSuUSK8kQjFPoN34yigHyXaLROp57561z6+nlzqVIlN2xawkZNU55oBdEIUa3hXyVqVkN5RDWi2jikuTmOs94q1Xq97roud5F5/PHH2bK1Ojx5wHbPPfdMIAfMu2XvvfcGcOGFF1JLQQl3169UKpxGe+edd0bVXmO6eARB0OqvGh+2OEvYAkE0stVAkDAlELOQSsYpsOplCGoJJ9LaL9wgm/x8ElEsFuPe2K7rchEgPxWPxy+++OJyuXzwwQcfeOCBvLYE24p6vX777bcPDQ3ttNNOn/jEJyZQPPDdctFFF2277bbXXHPNww8/nEgkohyarq4uwzAuvfTSXC536qmnDg0NAeCV2HiZqii+ysHG8WSLFaG5VpESQYVQBAl0pSepIFbIAxJSQFBTdAQgAWSAJGCt2UgmyARZQAywNvUp9TyPHyilLMuKx+PRmGrFihV333234zjnnXceWhZIqdVqHLuvVCpnn312MpmcQOl475ajjz764x//OIDLLrusVColk8lSqWSapuu68Xj8pJNO2nfffSuVyimnnBK9hFcINk0zOmPjnb43zpa3vbQMRytERVJOVFwfhOQEVPfpBz8Y6jbuufAMqjnNjDUeeYZr96QZs2W8yvCjtvaRH4Vd7WEYXnvttYZh7LfffkRUrVYj94Pneb/61a8A7Lzzzvl8ntsBbvIDbR+FQmHPPfc0DOPss88mIq51chyHI/ULFy7kYfktt9zC+3OaEREFQdCWpIUtToR+o4WTQ1Qj5VFA5DVEWPWp4tAd86jf/NXpX6g7ATlUbIT1125Is35BjmNPmtbOK1wcuHz5ck4HnT9/Pj/FrW85bsYO+jvuuINfuBnPCYnI9/1nn32W3TaPPfYYNc8SP+u67gMPPACgq6uLq++pmV7DLVjH/4C3WBGGpHwKw4YlDMhXVHap7NCDD9KA9evjj1jt+lRXw41IIpcg+g3FUkhEYeOpMRLd9CKMPO+O40RO9u9///sADjroIGoG5al5R+drbrvttovyRTZjSxjdZS655BIAW221Fa3dbIZvQEcccYRt2x/96EdZftFNrS03qc12brABlEAgEAASZCJK5haAAJmQMXR1Q5FTKBQkQcAEFOADLsSY8IMPuIDf2N58k00NX0z8OAxD9rYvXbp07ty5AC644AIAyWSyWCwCkFJWq9X//M//TKVSp5xyimVZpmmWy+XN2DFDzTXtrrjiil122SWfz5988slSStYhAJbiHXfckUqlHn/88blz5zqOw46uiPEufRpPxbcdRX5AtYC8Rqu1qN8hkUthSXlVoqf/Rjlz3kG7/8V3KWwEHspEZSIvMpsUElGNS/K5O0bDJI7LVCKyhHwXL5VKN9xwA4B99tknCspHbTkffPBBAFOmTIn6ytBES9R+t7A1q1arf/vb3/gmxd2clVJR0Zbv+3fffTcA27Yff/xxanbUH//4BG15w1HfpYKiWticCiqX6lUnJM+l2miQrxL9cwn1p67fZ6dfeRVSiogcRQWiSt0pVysBz/o8LyByas4g67PmDAVhlcj3/Y2WgaGarPtUpVLh+zqPmqrV6nbbbQfgF7/4BTXb3UbOhl133RXAj3/8Y34tZ05OiFX73jPRvM73fV4VfLvttuMgKq29tAEvvj1z5kzHcaKVc8a/umLLEiGRH1JJUS30iJyGDsPAC8irU1AlKhKVPOqKf3O7Sd+rjFK9SjWnXHVGiF0wITmu7zohP1YU1t3RgIr8ns133DhGZkMijCaB7OvzPO/yyy8H8MEPfpCIisVi1IdTKXXfffelUqn3v//9S5Ysifogbd5mMIInxosWLfrIRz4C4KGHHmLfTDQWcBzn8ccf50VRW1cLH/9cNnNcx74dgGjOAwkQBEhIwwibCWr1GmImjv7Uh6f0bZWMAxZgpr0QXh2GDWnAtEOQDBT8GmJJWSmjpzcmIJ3QMUCWYQlszEyodSdvhmEQkVKK6yR83+dSHe4ik0gk+CXVarW7u/vaa6+tVqsnnHDCjBkzuKMh94DolGLWTYBSiqOgPBDdfvvtr7322nq9ftBBBwEIw5BPoJSyVqvdeOONrutalsWxVmrXGunjLPp24ytyiBwKFblEDtcTUqVOdY+GClQKqOLTq4soP0JuiZRHgSI/pGqJPId8oqoa8Yl8Rb5LpQL5quFuLbt1nzyXquNQfxg18PM877bbbgOw9957E9Hg4GDrbr/73e8ATJkyJVpLjAdam7FrlCmXy63uzajbf6VS4cc8KIjaYV1zzTVRLnhbRgpbmndUCliKBGQIK+pNhtEhfPeqVT+4uvaXx4AA02cgmUW5Dgh4Hv7w++Hv/+fi3z8KBRjCqrp+sYhaGTd8b8E//4GhYYyMwjTjCpZAbFNnzARBwLfq4eFhADzn4RLeXC4X9SYDwNnMZ5xxRi6X4+wtdvpNxHTtd0UsFjMMI/JwCiEKhYJpmqlUilO6uevcnDlzarXaXnvt9fWvfz0MQz6rUkoa/+5s4yz69qPYn1EjqoV1lwLyXHr+OcrZc+O4b49d/jgyTMMlcogoJBWQG9CF3/xDLnbdt85Z7hA5VHaIHI+cPH1w53l3/nSl45MTkBNSweVcnE124EqNaRDKYYkDDjhgzHbXdTlFZvLkyUNDQ9EaFR2y/PUmJToPvu9Xq9UxZn90dDSa8nGPj1/+8pfU4lCldpycLc0SAgRSBhACbkgeBATgVBDDzAz2fPUl+u87ECoIlCBdxwOFSMSmp2L/kohNI4JDXrkKUqAQ3ZmdC6MGKVTKIIK7Kdt2UvP2zNO5fD5fKpW+853vxOPxE088MQxDy7KitFLf96+99tr+/v4vfelL3CMQgBAiyjLdjOOEsViMQxGmaSaTSSFErVarVqv8bE9Pj23bIyMjN99882uvvTZr1qxPfOITvu+3zgPHf07YgY6ZqNnuOz8Xrf15Jbj6Yb2/GWoMxgJRs2QaAlBwPXvrqVsXapXLLv3+kced3Z3t8gl2DJ4HKZLVsioVFSChxK8fevQ3971J5QMWvLT453e//JdnZL64/Ps3XDR9BuoepL1OxJ7W+R09EJCiub9o+b3hj/n660sLhUI+n3/ooYeWLVu24447fvrTn+bkY9u2h4eH+/r6fN9/7rnngiC4/PLLfd9PpVKlUqmrq8vzPK4tDMOQKwk3P7jrXDKZjPxPPPFzXTcWi1Wr1VQqlcvlLrnkEinlJZdcIoSwLIvvcclkslarJZNJ9t+M2zGP0zdRLBaz2SynJvB4vfUioKa3AFCmyZen0ZBTkyBUQpCUIBJSShA8D7YNCAWEUFCkJIGkISAAg4JAGM3/IgQJCM5okT6kC1gAEvG6oyom0vUaQpS22R677bPzD26875vn3XXHT48XAtUabAvSNKXpp9JSAAkjvvusPaZ0fay8GktfX7bv3tt9+F+3MlND2RycELYNTr8fKyUFEFQAFUJGfRQJElixHNOm4i9PLRzNrzKsYOkbi1y3NpofXrlyZa1Wy+fzw8PDIyNDxWK+Vq/4PsVjtuN4qVQqCIJ0On3IIYdkMhnf9zlVMp1OAzAMY3Bw8MUXX4yqctgRHxWzbq4KBMCVzWgOGSJisRgR8ca5c+cODg7uvffehx9+OD8bDQ34jI1zse8m/zI8z7NtO5vNouW8mKbpeR5fN4ZhtIyUAgWXqJEYLWBJCR4dmKZkU0AEUOM3CJ6vLEsKYUgJEETT7gnTXGMDZWN/AYKANKwwiClhwCAp06FCTy/SqfSylW/Mu2jr3/5p4PH5b/z8v/HxTyCVARRqtVrdr1sWv5ucsVXv9lMRI8ydW/nArCkfP1Q4NKAk4gaKJaSTcD2UCxgawegQhkbcSqFec1Q5X6vWvXK+PjRSyA+Vh/P5Ur7kOSuTiTenTDaee+HJsjuYsFH3CoZEqPxEIqGUUiEUBUShkEpKxGIyl8ttt937PM+TUj7zzDN33HEH18hFuWwAMpkMgD333JNv/Jv6K54osP0nou9+97sAvv71r49/6eB62eQitG3b931uZg6gXq8LIRKJRHRX5jKc5vrMQSplQwCGRVKqEACIICQ8z+H7N5EIQgjAtkAACdNTkAJhCFLg4lwhQIAiEqSEgJSCoAQASMcVcTtGBggmUYYIFQcVH6NV9/39k0IbF83+6heOmjfnqj/vvf9+iS4IAFKYMmEa8BzEklYqDYRwSyj5f3SQC4wPxy0QoTyKPd9/YWV4V4RTDamEIUwjFGZoyBCGXywOCdM3DQUZGkYISaYB0wwTSbMrG/uXf9k+nnzf9K17kylj2vTJsZjV1zcQi8WyXT29fT0DA319fbnuni7T4HxXyeOlD33oQwsXLrzgggtuuOEGvp3F43E+2zzW0ApshW/0P/zhDxcuXLjLLrt87nOfa/cRNRiPYQkR8XjJNE3LsthNzCvpsTGUUjYzaFWofCGEFBACDesoAMC0pBTgS5AEQh8QqNdgJkFAlHArCGEYtY8RBEMFrD+pFMIAtpSBg0oFowUUiyhUsM9HYKdgy65KrV71Ygd9zPjYxw9++FdP3X7zyDe+1SsNWPGYkGZICEMQpAIcB6kMrv3uyfsd+D5C4AUIA9ME4mZfHZZt2el0srsn1d2T6M4l0hnDjofvm9mXTKGrG13Z5u8uJFPoy8E2QQKKYJjwfGXHWibDzep+olBREIRBpVzr7s6xq/OOO+7YbbfdbrnlluOOO+5jH/sYDzr4Zhf12x6H73dCwPemSqVyww03ZDKZr33ta0IInii2+9A2vQiDIGBjyBdEvV6PxWJ8uay7M5HwvdAwDGmtaVbv+26o/HgsBpDj1uKxdBjAMACCYYA8hATXge/Bc1EuYXQYpSKWLkG9ilIx+nFKxXKt5gyuHvVcGsnXQzjxVKV7yugjfzohX4AdSxpmLJMBSZx9wdaP/3H+PT/906GHHLX7h2FYRiUoByFizUMmoFzF+98/RaKi4BJCUw4kk/jjn77R0wtICNZR5GsRCEMY5treFwFBcEuwLYDvOAKGyatEIQgghCEghIQQEEJIIYmou7u7Xq/btm0YxsyZM88444zvfe97p5566rPPPsuDq3g8Xi6XM5mMaZqjo6O8AoyGY6d33333qlWrJk+ezGawQzoMbHIR8hiAO3lwEwHeHs1heE4czYzj8SQAItTrTqVSKZeLlWrBdZ2lSxfXarVly1ZUy+GKN0edmhjom7F4cX35ilS5Eq9WHM8LSJkg0/cQBLK3Z3IYSBWaKjRISRXKUJGCIlA6nkkk7MnTp3T1efHuZG8vltmo1gtd2YRTQyKL3fbC/zntkGuuvn/O1Ut/+osZptETgIQACTgu4jGkUjAIECmfhiyhUqYkBPWS2TcJIrbGLUMA8fQVME2Ihk1DGBIhBCCUme4CFIQEBIIwUORBSCGEaVpNI7jmZPK6s+x7CMOwXq/PmTPnySeffPLJJ88///ybb76Zh6mZTIbv8Tw51KDpmLn++uvL5fJ3vvOddDpNRGMqmNrFJhchL74RtdZLp9MLFixYtGgRF6SWSqXR0dHh4eHR0dFSqeQ4zuuvL3Edv1qtVmvler0OqMhuGBJhiEQsU3dE0urfY7f9Vq6icmlqEGalIZIJK9OVyOWyvX2ZVDqezsQSSSvbnezty/b2dvf2ZbNZmUhgYAA9ffADGDEowspVEBIUwradN5e/ko7vHIQwLVw+e/rDP5vyx989ft89X6rkzYw5KQQgoUKfYADScRCPwxa9dXckDKvpZEKaadNGoAKSnJgiBYQURtMsggAQpIBhCj7zkiAU/BCWwemsvm01/HKh8rniUUBAQAghhMFuVlZaEATsW7/rrrs++MEP3nLLLUceeeRhhx3mOE4qlXIch5cQ29Tf7wTi7rvvfumll2bOnHnmmWei6adp90EB4zMnLJfLPT09QgjO3DvrrLPmz5+/wQMy7TAgApmG2dPTMzCQ6x/IdXWlE8nYpEmT0qmerafP9ByzJzt9/w9/bHgo7BuwUhl0dTUGeyEBAtJojgklIKAIBAgBCdQcGBZK7khK2hbMraYlCgUkY5AqmNzfZQiYBoKQAk/8+MefOuaTt1///z2z1957ZVKTgwChQjImBOpe4CcS3cVRt7s7loj1hkoAyo6DCJbBPlpJjfGmEg1TJwhQISBhiIYgwwCmCd8nyxaAMk3BHmBFMKQFGGwGGyFGIggyDIMjqJZlccSvt7f3kksuueCCC84888y///3v3d3dQRCw/MY53tXJ1Gq1H/zgBwDOPfdcHlB0zpkZDxHyXIXz93/4wx8+9thjAD784Q8PDAxMmzatr68vk8lks9n+/v6enp7+/kmpVKor051KpSybjWAAhM2IvAUyOewGhe13kAqglomW2TINiza2hu0yFgIX/eleBbfiDaXs3r7uxCpCJShn7JQfwLaH4kZvIMUHdsVnj/voT+5YVM2PloqwDQiBephPG4FtCqDenUsgBJQ0ZAZRboEyhTDH/M9SNMInPPEDQQgFAdOWICRTHLAP2acLSNm4fzTgAfsaLw2/p5QAePB5zjnnPProow8//PAFF1xw0003GYbBk/DOuc7GDSISQnCKHxs6ngfNnz//6aef3nbbbU855RSeH3aOY2Y8ckeVUp7nsRnkO/Tpp58+pulqFKWo1+uNFEfVeG0QeEFYb7bWbTSIabR78UiFpNQ6P7TBHwrJrRMpUhRWvOGAao5ST/+ZtrYeP3z3N+tVUjRIVKGQqE7PPU4D9u/7rNeTePLbF1HFJYdqPg0GtIKoQtSszeejCdfXA6r1P17z4zd/ojRF7lhTaZbqO42nVGs26piXrMWf/vSnD3zgAwB+/vOfUzMNMlqnaYuiXC5zgihXS/CVxsvg/Pd//zdXWrb5ENdmk3uHOChvGEYsFnvggQeKxWIul7v44ot5KMXt9wBIKYUQQeDF47ZhcHyBg/JCSlPy+BKyYQFFY5yJhudQCaGiJi8CEAShmj9hyw8BctS0VkH4gmQMvQYlELimQOA7TiWMAQLdldpQ3VmKWLDb3jjvwn/t7ssrLLdjEAp+EHfcuEQOSCBqSYoQCBpHJV2ISvOnClGHcCFcIASa8fRGq1ITa84/N9KP/lzLEjZ3oLW8NGuz3377feITnwBw/vnnv/7665x7tWU6ZtLpdOSDAGCa5m233fbSSy/tvvvuhx12GF9p3Aek3UfaYJxctEQE4JprronH4+ecc87UqVN5NMV3At6HA4mKfEJAFCoFpSAAIYSA1UhkAxoiFM0LVQTNhksuBK8S0ZJK2pqr2biGSUoFeCAYAAiGkNkcMrkV094XgABlpZO5RDINYLSE40/CDu+v53oHDWtYCsQNEZeZMIiBmll1Ao1mUEI1H7fmsq77J6fabYgW+b2bkhrf92fPnv2Rj3xkyZIlV1xxBQBORXoXb7FZwLnaXLMbj8fZ6H3ve9+TUp577rnRVDAMw44YiAIABG366ileu+ORRx459thjE4nE8uXLbduOHFPUUmYqZGga7JywALPhliAoBcMEEKxJfF5zsboty7BEG5uGcoyp5zmXAIw6YCrPkiZIolyBJeA5SKcxNIqefoQhEgJKITBQKqErBSFQrsKykLRhGi1vKAGjQqgDacASzcNewxrJqeZr1jzXnJar5ryX7aGB1veJdA68dZPvhQsX7rHHHtVq9YEHHjjyyCO3wDkhV9ZHYiuXy/Pnzz/hhBN6enoWLFjA8dV6vR6Px4UQHZLWNx6WkGfGV155peM4URt2Xq+r1QxalmUaZtOUNS9AavoiCGssIULAb/5IwGz5iXTI6y4Fa/9El3oCEDCgBBQQT8NIwcohtJCbBGHgpZcKTzyOag1KwkxB2JAW0l3IZGCaqNWaLhJi+yoUpAIUJ523/gAg2fwxmwIzsMaaRzScOOsbi749PKqfOXMmL074+c9/vnOGW+MJ+//4uiKiVCr1ve99r1wun3vuuYlEwjAM13WjJiAdkjs6TkW9v//97wFMmzaNNuAtYMdMqNxAFfww7/nlMGw2EVyrwzz3IKwQlYkqRM6GfTCholCRr8hX5CnyFDmNN3CJXFIBBeT5VHFI1YnqRAXyKkRFRcvz9Nkv/uh9039023+Ro8ilSkXVfHICGnbVSiKn4ToKSfmkAlLkBVRuLvu7YafQW/mLaI2viZ1PY58NiRtzbMAxw419+cA+9KEPJRKJ448/vkPW3xtP+Axw63Ei+u1vf8sXHnsHqemyopby37YzTnPCyy67zLbt448/HkBXV1fYAjW76/CM2RCmKS3LjK01nxGtj5rhP4AthgJALb8bwz6pIAHZsqVpTSUCBUW8mQIVsFVSXt2Abwv0dGPSpO2HhmwpUatAwo0LX6BOqEsRAK5hBIDf0u3XAGJrDrPVR/QWrDXaRPNDiQ2bwbeykJZlsQOsXq/fdttt8Xj8rrvu+p//+Z+3PILNlmhpl29961sAzjvvPB5qAWCXFYB4PM7lzu1nIwqafcHR3XdoaIiIlFJ/+tOfAGQymaij44bbjIdjHfFr+ehpvS5+Nj6qufs6v0OiUDVeuMautrb/VUS+19jZVVT26dIr/5ow/3vOd8j1SVFNkaPIWavV79qHpygce6Rvy3r2Djdk6N7BsxT17XMc56677gIwY8aMN954g5+NLACXrbyrI51YRJ0LH3zwQdu2t9pqq2hdgM5kY1pCXoCK07UB9PX1ceHSOeecA+Dqq6/m/gvDw8MbdhjIlqkdgHXtiVx7Eih5FzTr09f3W6JRSSuBZsRb+E0/BwyCIJgAFARJE7AMpFNZhVixDKkgYAkYAgaQGLv+WfPwBOS77oK/nr3fejb4NnPFqG9fLBb7+Mc/ftxxxy1duvSaa65xXdfzvGQyWa/X0dIUcHOFs/ls2/7Od77jed43vvENrmnuXDaWmqOes9RiDIMgeOSRRwD09/dHd6O2LHyzhsb00lHkNCLt1FwpJiQKVajIUXTzvJGYed/p/4d8bvn0dlao7YyZCxHRU089xSUU3MuoUCjwbuPfYXo8iQZZDzzwgGEYkydP7vyMhY12R+REbW43xGVK1WrVMIzvfve7lmV9+ctf5lwZbnnSAY67MeG7yG42ZqLZbI+AUSy2/TjfKWzchBA8EvF9f++997788sullCeffPLIyEg2my2Xy77vx2IxbgS8WcKjLcdx5syZI6X82te+xj6Idh/XW7ExhyVRW0t+zKvePP7448lk8utf/zr7jlmlHRAnXUeEDAFAEKCrSwghymXu0vUewwbjCWdC8gMpZblcBnDGGWcceuihq1evnj17dqlUymQy8Xh8eHiYW9FsxvzhD394/vnne3p6TjrpJHR8d7mNeWFxNhD7oPhjc2zw3HPPnTp1KpqNhnhm0k6EWk82SsvXFIbIZiGE5AXGJgp8zpVShmHkcjkiMgzj6quvnjRp0g9/+MOHHnqId+vr6+twy/D/Ahdb/uhHP6pWq2edddakSZMmwBx4Iw5tozgVu0nnz58vhOjt7a1Wq2EY8lSw/bmzirhvvaJyQOGaOWHYmBYqRVWfFrxOqdivdt3xWb++roeW6axZIp/zaHUhIgqCgDOYb7zxRgBbb731smXL+KloTczNkocfflgI0dPTw5dc5wdLN+YdgnsNua7LN57rrrvOtu2zzjqrVqtJKePxuOd5fA/ugDnheiDVKCA2DKTTAIgHdc2nW83nWyR/tgeOjHG+aKVSCYKA+z4BOP7444855pg33niD+70D6JCK8k2B7/u33XYbEV188cXccafTzSA2qiVkN1QYhp7nPffcc9lslteFrdVqYwqX2klI61jCkCjkKiTluUFIjqKhIuW6/qc79YBfI99dK3klCIKWcGWLMWy3jX8LFi9ezEmS99xzT+Q/5JSRaJAysYKHfJnxY3ZE8YP//d//5Rab0TI447z29XtgY94kurq6HMfh1mlXXHFFsVj85je/yUs0j7kbRQkNbWIDn1o0Z/ACQiAWt4hUI6di7UYvAFqM4fqKNjoGjtlus802s2fPTiaTF1544WuvvQaAG1QHQRAlMUspO3OEsl7YFY/m8temaTqOY5rm2WefrZQ6//zzc7mc67o8Q+70OfDGUnN0v1FK/fnPfzYMI5vNRukarbQ5Y6MRJ6woqjTjhGFjsWsVUuiFihyikQrN3P4v2eT/XbGUArexOExUZ7x2Zs+Gkns6hShXZp999kkkEkceeSS12D22IfV6fWJZQqZ1dWul1KOPPgpghx12eO2113jjhAiKbjRLyA0FAAghrrvuujAMTz/99GnTpq27J/vQN9b/+14ZE3JQgAIRJCAIgBDI9fYQhaOja7qkMR3u716XWCyWz+cB3H777aZpPvHEE7feequUkqOFbEO49K7dR/ru8H0/Sr2qVCpCiDlz5hiG8alPfWq77bbjvNAJYAY3YoiC+w5VKpUFCxY8/PDDiUTijDPO6MTvtaGl9cX9KAQUN2ESErlcF8EfHiYhmo33uVPTWu/VeR9wbThlgj00O+6449e+9jXXda+77rp//vOf6XS6VquhpQK986/XVrhdA4BSqZRKpV588cX//d//zWazX/rSlwCwCLlsNVqrsDPZmBaJiNLp9CWXXOJ53plnnjllypQOaSm3hjVLI7WKsNmSUKkoiC8lenIZonB0dLTVEjZ+Y8JcrPwVcPRsdHT0yiuvPOCAAxYuXHjJJZegufh2lDtB478+5nslWs/Mdd10Oi2E+Na3vlUul7/61a/uuOOOaH5kpdQE6ES+EYe29Xp94cKFAKZOnbp8+fJOXJxZNXsxka/IX5M7SiGpMHRrRDVFXp2o5NOpp1AqdsftN79OPlFAnkOkyHO5ZsNrlv+9RcFHB+H7fhQuW7JkyeTJkwHceeed0Uy+VCq17+jeI0op13X5c3GlTnd3N9fucKIsrb00aseyMS1hPB6/9NJLhRCHH354LpeLxWK84MS6sm/zMLVZpN9iDSUEQnCJoQAgCckEBOqu4/NLqJFmw2ZRtrxXMwPuXZdRjBO8YqZt20EQ+L4/Y8aMb33rW1LK8847j+eKE7QlFBHZts2fa/bs2X19fZ/61Ke4docTlSuVCvd97HSv77tV7RivWmuK+quvvgognU6/9NJLvKXjfFNREaEKW2vYVSNnxgvIqXieE1K9TlfPpt7knEu/OZ9cUi6RT75DFDYqD1sK4b31eEo7nmOPPRbApz/9aTYUraUtUfytNfmm1Z6wmNf1poZhGG1vjQzz9qjOY8xLWv8MgiDawgUfrTtw13Z+B343z/Mqlcobb7wBwLbtVatWvZdz0W7e9ViZiABwcEkpxSNvXiB29uzZPT09Bx988E477QSgc1cjaUx82BrLNeX53CS7WXaYSCgpiqHvYI1fdM3vJtGbYO2ehZ3OFVdc8dRTT/3617++8847TzjhhFQqVavVbNum5goNvIwRACIaU//JM8l1xzjcHoEft07DWrcLIfjKi56NvEGcccWPicjzPM/zXnvttcHBwVKpZNv2oYceyk9xHyeu17Es69hjj5VSnnjiiZMmTdp4Z2j8eNci5FPPJzFK185ms88+++yDDz4I4LLLLuMz3rmz4UbzMrRqRhGEIEDJZhOm/n5pxfxqbRQCSsFoym8D4ZW3aEvRibz//e+/6KKLzjzzzOuuu+6jH/1oKpXq6elxXZe/NW7WbFmW7/u1Wi2bzXLQHwA30WhVIAd+0UyaY7PJd2d+FW9nH8nIyEilUhkdHR0dHc3n8/l8fnR0tFKpLFu2rF6vFwqF4eHh4eHhQqHQOoaMxWK77bbbRz/6UV7okh25nJX2/PPPP/bYY6lU6uKLLx7PE7gRedc6YYGl0+nI6bRixYqpU6fOnTu3XC4fc8wxu+yyC8edurq6OjGBXbRGKURjdkegIBQWAFiSQICBydNgxmr5wio0ohaNBbdFo9d69I6yQ+eCb8fnPve5P/7xjz/72c/OOeecn//85zxyCcOQx3s8S7Qsi+dX66abstiKxWKtVisUCiynfD5fKBTq9fqiRYuq1SpvLxQKpVKpUqm8xdwsalnP9/dYLJbL5ZLJ5NSpU+Px+OTJk7faaqvWY2BjKKW89tprDcM45phjtt5663q9Hi2XPYF4L31Ho1WBePFhAIsXL95zzz3L5fLLL7+83XbbKaW4aqnjvMMULegQAIBoNCYlIAiVNBXBJxgCtu9hwUs49OBjd9t94JFHbuSlmqKGGUoFsvE6NDZ1fMHhelm4cOF+++03PDw8b968448/nkeD0UCU76ELFiz46U9/unr16nq9XiwWC4VCsUmtVouKSNd7IbVu5yVit9lmm0Qi0d3d3dPTk8vlenp6uru7k8nkpEmTMplMb29vb29vV1dXJpPhfoTRJVQsFscsMlWv15cuXXrQQQfl8/nnn39+xx13nHB5FMy7VohSSgjBw/Fo/d0rrrgin8+feOKJM2fO5N06Tn7MmoEoGq2BCQAv1SIFOFAYAggCJJMYKb66YmW51e1JgICCUC3Wb4INRBm+k86cOfPKK68844wzTjrppGOPPTYej7NUAPi+XywWe3t7FyxY8P3vf181oWZLT3Zxp1KpdDodKSqXy+VyuXQ6PXnyZB7iMrlcrre3N5FIeJ4X5RJHKyCguZBL6xG2Pgsgm80WCoXu7u7o4BOJxOzZs1evXn3KKafstNNOfGWO4yncaLxrS8gni+0+n4uXX355n332sSzriSee2Hbbbdlh43letH76Jjr094QCKQgCBNgp1ezoTQ3z6CsAiDmOKBXCqVMmD/R3r1q1SKnGgkpB4JmmVBTKtRbjlS2/JwZKqWq1ymPOAw444OWXXz7ooIPuvPNOVkjrDXTZsmU//vGP+/v7k8lkd3d3X19ff39/b29vT0/PO2yeSy0tnsccQ/QUO3t832fzaxgGm2XP86LH0Z2d+4ktWLBg5513zuVyzz//PGeGdNSCZ++C9+xXjXJnTznlFACf+9znOGw6MjISuaE7K1JP1Fz8yGtkbLd0FlZKKfJDqiuqKfJ8Csp1D8JOJrKBT00/eeh6VSIvVM46wYmJB0cRPM9bunRpX18fgHvvvZfWDhtEIYfWr3JMCj57XFq3cPxg3UgGb2+NZETw6kDrRiz4Qa1Wi57iCEoYhl/+8pcNwzj99NM5ND8RE9CZdy3C6MvgGOCKFStisZgQYsmSJeVymZ9i5/JGPMqNR7OPdTMyuHZ7b98PGi1GfVUNqJbOxgE0l9ri/qUTODbYilKKRcj+lbvvvhvA1ltvvWLFCn6Wq/Kjfghso/i1vu97nrdu3I93Y4GN0V60f+vOja7rSkUHE+3f+t8RUeQuil67YMECAKZpLl26NOrx1/nJMevlPYYoohjg+eefr5Q64YQT+vv7I8fUxFgPaOwwXAEQMNn9KUUo4WfSVqXk1GoV2+4GQAiJSAhJzYVJJy7s6Cci13WTyeTBBx983HHH/exnPzv99NPvuece0zR54GfbNrfMaB15tg5Wiah1rrhu7SiAaDwJwHVdwzBM0xRCtF4kre85ZkhZq9Xy+fzIyMjQ0BBHL2q12i9/+UvTNE888cRsNmtZVqlU6vTmohvmvThmlFKswJdeeunBBx9MJpOnnXZa9CXx/DhqOtRxIQpgrbXHGv3qFSiEEBIWCBBKQgFerrdr5YpyPp9nv5wKIYRUXOokJ948cF2iQHlfX98FF1zwxBNPPPDAA/Pnzz/ggAP4mubimFZVRPdvtnWc/N26A4824/E4EXHeYrQame/7fKeOdMWiqtfrK1asqFarUfyQH1QqlRUrVqC5fCWadXDcuc8wjAMPPDCbzVYqla6urkqlwo6l8Tt9G4n3IkK+53med+utt1YqlWOPPXbvvffmZ3k8EJ2IjrSHHB4cYwlDgABDiJYaC4HeXDfw5vDw8Lbbbsv7CSEAKQRNdPnxd8SplVyYt8cee1x22WVnnXXWkUceuWjRIgCsw2q12tXVxd8sAI7OYW3h1ev1Wq1WKpVGR0dHRkZKpdKqVatqtVqxWIyC8mzBlixZEmWx8WtZ5FEyAHhFymZijWmayWQy26S7uzubzSYSiSVLljzzzDPXXXfdEUcckcvlPM/j2PU4nsKNxrsWYRRUfeONN37zm98QEXe55/tidNvjxx0pQozVjwiAAKLZJD8EDFBoCEvmevoADA2NGIYFSCEg1nKKTmzYxc22JZ/P9/b2nnTSSXPmzHn99dcPPvjg11577Z///KcQIplMvvDCC4VCoVKpcDrL0NDQ0NAQ577k8/lqtVoqlXgOye/GeTNv8V/H43EOabCXNZFIbL/99ux9bY0fJhIJdnuua9+KxeKBBx744osvXnrppT/60Y+klB0aFXsHvMeDNgxj7ty5Cxcu/PjHP77ffvu1nn3eoXUc0mGIRniQIik1anMpbCSPQkCFUhrU19MngeHh4ebnmtjWbwzRt2MYRm9vbxAEtm3feeedhxxyyJIlSwzDSKVSvPBta8ydI8NRcI87Xpum2dXVxcFAFs/WW2+dTqc5bBjpKp1O8yLNbIFb79GcMRcNXFvHU0w0AOY/s9nsHXfcse+++95yyy1HHHHE/vvv39XVNTQ01N/fv8lP3MbmvYiwXq8PDg7OmzfPtu3Zs2ejpetOK9SxFaJjzZhq6FApNFf5FAICdi7XDyCfL/J2FUIKELXkcE9Yi8hZTa2BXMMwHMfZa6+9Tj/99Pvvv//VV1+t1+u5XC6VSm2zzTa5XI4zXXp7e/v6+iKxbbPNNrFYLJ1OJ5NJ27bH3IXHDIWEEFyMu67AWpuyc8yQWsL3/Lj1VaOjo7NmzbryyivPO++8iy666NFHH+3q6pqICgTeU5xQKXXRRRfFYrHDDjuMWoI57ImOKk061V8cEq29KlpjzbO673rkUxiFAJV/xeUXCmD27CuCQBGR5ypSFAYdXb/7DuGgLseZCoVCa0jJ9/3Vq1evu3MrUQRiTHSOQxRR9GK98UNqiU+8dSSDr6XWSqgx71Ov12fNmgXg7LPP5qo61axXa6zWus5KeM0QdvSr/WxwfMVJQ3weAQRBMDo6yluWLVs2b948KeU3v/lNrD2q4aUqsbZXusOQjV9r1hq1gBiRZdpWEELaUOAhgpg0ZWsCBgdXAYqILFsQII01xb0TF07uZfvDXv7oKdM0BwYG1t25lcjpPcb7zfM3/up5PtK6Q3RJRE7OMc9altV62fC1FA1fW/cslUoAiGjevHk9PT3f//7358+fT0A98HygGvghAAWUXXhAgBBwAbexIJ4CFEE1loptNxsUoZSSO2ebplmtVk3TzOVyxWJRSnnTTTetWLHi0EMPPfDAA7mdzsTzSq21kq5csyKiEUCAZAgBgozFkwB4lcXmKxu92DTtpaura/Xq1YZhzJo168wzz+zp6TnnnHMGhwZt0y7XyrZp8crNsGOor1O6MV4LVL9D3upooisv6kYhpVy5ciWvAnv++edzc/tObKn27mmdvUQ1kxwenFjLwmw59PX1sYm+4oor3ve+973xxhuXXXKpASSthAQsNO+uCRsCBmACNm8HQI28+064nW5QhJ7nRRkwmUyG2wpkMpmbbrpp6dKlhx122L777stLNSilJqhreF2iiDD/2dvbK4Ro8Y52ZuRzS4RbOaKZb3D77ben0+m5c+f+6pe/SpimU6oIoFarAwRbhEEgCDZgUrQklwTx+s3t562Go2gZZ/ISxKtXr77ppptM05w9ezarlBW4eRhDrCPCvr4+KeXg4KDWXqfBGVpRiH/nnXc+66yzBHDFZZe/seiNrnQaBDMZr4kwlAhkMwIctiRpjE3YaBsbFCFLi4gA8OSQY4OrVq065JBD9t57b84A5ASizeMaXbcgLbKE/Cc1S+nacHCateGiVsuyeLnLwcHBK6+88uijjn7xxRevvepqKPheAClC06gDwjaBNaGoNemKncFbmePIc8V2/5VXXvnJT37S1dV12mmn8UYO1K63r+FEhNapK81ms0KIaE6o5ddRcPvwdDqdz+cHBgaEEBdccMG2W23705/+9L577nU8NwAIokbOmnEaf4ESJBo/ncAGRcifkMeZsVisUCg89thjixcv3mOPPQ455BAAlUrFtu16vb7ZrL28rqHjKq3WtEZN55DJZHi6xOuBCiH2+dCHvnrqV92w/h9XX6UklZ0yoGLCCuBBqFaXeAj4aw9O28gGRchj7sjcmaZZKBTS6fQ111zDIRrOl2XnzcRaw2BDsHspMoY8EJgyZQqA1atXcz4kd/Ro40FqInhCxI8jS3DW1772yaOOeeGVl8782lnZeErBcetFGxJQUD5UwF0UFBAAQWesJfL27S2ipiBBEAwODnJbHgBEFGWrTdzc2belv7+/Wq3+7W9/4xUO0Ozw12FtOzRNCI89/tgRR33SsOQtN9903DHHApwWbIDW9OPyBEftEXvP+dMbjw1aQq5lBmDbtpSSiEzTnDp1alQ32DoV7NTkmI3AUUcddfTRR/NaDjz44VVQ231cmg2hDvzIhy+54uJyvvi1L52IfBGrR+ERwoBESEJBKBAM1fCVdgJvZQk5DzAej0spuZaX6yS4EwGXe47nsbaLWq0Wtd9jD6oWYaeiAqduxu1S4Hzmk0e9/PAfLvjyyWdcOwcyRMYIbJNgCkWmb8MUVQMhkOwAS7jBA2CZRaPN1hz21kxCIuIViTf1gbaLMAyFEPl8PmqGq+eEnYxpGICKm+a13778niBefnEh5j+Bf9sPAgAFCGSgzMCAME0DHZJs+TbeUcYwDKWU4zi8tmvEZq9AANzfsqenh1OTuZ07x6Y0HQcB0ghrVQn1gVm7nXzMp3ZIdv3yuhswVEKogFBCWIYJAgIYneEaxVuIMJVKUXMdHACWZcXjcfaI8tCUi5U2+xGp53n1et33/Xq9zp9dSjkRe61vKajQsC0BCkZHtzny6D5f9ji05IYbMTKi4ANKGgKBQgCTOj53FIBSKhaLcayMuxii2WKEqyt4bEZErWZzM8O2bS6xsW17c/UAb1ZII6h6BgwzN4DA+ciNP8iX8n/93e+xeLk9PBIjF6HfCEwocB1xwx7SOj/jxXtZi0Kj6VBYPL6CkBCKTFfUQ8x76BdXfkdOzxx791z0Z6EErD6IhHIhMwgMADDHaI8b8DW7DrGt2nQ2czMfTGq2LASvaCAhAEPWhImYgd1n7n3Ev4nVQ8UbbkbVRRhAhvAcmVyzzHIjfy0S4drGcFMH9LUINZsboQHHQiCRKhEciVnbbn3C0b39U5649zf4ze8hLLgVpKVno260CEysndUtouYLm9ztoUWo2bwQIAMeoAhwQ4QStolZO+1/3L+7Qj5+xy+wsgjbguHnnWK49gvXdDwZX4+NFqFm84GAAAgBEzAEkIhBKIQWjJg8/ugdDj+4+PLSVdf8F3wPcDJxEaAsEMhmeVPDEq6tQLHpy560CDWbFUHLFA9xCcuGB4QGero+8OXPZfsnPfv7J8L5f4RfT6IqqWwgFFCAYh3SGM2Ni9dSi1CzWSEplBAEeAAMwBAQJowEpMSsnXf73FH2pJ7Hfngbnn0VXj0rlAnfAC89osLGz9rd9AhN942iTeOj0SLUbD4IwFAwoAhwKAga0zwLhhkoAdvKnnqiOWPK0Iuvqvvno1SH5yEMQCRAsmkPw1Z3KK35vemMohahZjOCYAheUhm2MAUAAcQAQ0oRg2EhY/zrNbNnbrXN//zoJ3joMZRDeCFUAN8TIAVV9WoE+EqtCVGsUeSmClVoEWo2Q2wornOhprdTxGIBCcRtpBN7fO4zsVhi0d0PYsEyeApKwfMAJSGSdhKtHY0bAcPGn2rTjEi1CDWbETz+JJghbKUCKK+pGU+IKgGwEU/j80fvcPi//u13f8K9v0G+jDCEgKrXBOApzyM/IAWsHbuPPKibAC1CzWYF8SWtFCg0EBIUhCIBAhJmHJ5ALIGMNf20r0zabodHHnpE/fV5hAqGJU1bApa0LGGZ0Tp5a/JmNmHajBahZrNCRP+QMhFYCD0oD7AJNq8xYsdhCuz8vo+ccfLy0Lnt9p84f38JSkGFpHw5pgMbrfVwEwlRi1CzecHdtQVBKChlICCEgJIEv6QgAUO6hom4jc8fs+MnDnl9+RuDb7wJ1wGR8gNPeQBqrjM2j3RTomtzNJsRrWUQUBA8C2xM8IQQHIi34ym3Ohzrtvf6ymdTO+6w9b/8Cwwb0jAtKy4MBdjGenSx6cajupRJsxmxZgHmAMIHKQgAJmAhlCBUamEqYygBCd93CrZlocq6dWFIeBKBQjwGz4WUgICMwTJhG7CkB2lBCd9HqLhKA6YRwpSA4P9UKQQ+OLxhSFgGiXe03IUWoWbzomEJVYvpko0FmBnBOlWAAiEo+WYMKC9FCNz5u8V//Ett8A2/sCJlO1vvtmvs48di1w/iX2Y6ZMm4bVdCrFr64NXfLrruF3/8I2TiFcQSMOFDSMjAw2uLfvufcwLPPfK7c9Cb9YyYBeNtdaiHo5rNizVrTsr1bY8eNnYw0ybqVTz99C++dbHtZMvLhv91r1lFKbp70vN//bB86qXcXvvtc9kl8a23QwA4Pqqu+/zLo6U8ymUkLduQhmqmm4YhlCo+95wJgboHPwjD0LYzb3vIWoSaLRilMFzAy39/5uuX7Bozhvfe8ZOPXAM7O9WScFce/vRTf/3Rf69+4i+PnXbqQTf+GP3bwzLhhKnhStYLoCTqrp2KIYyhpmAFcBwoVVq+ojeZRWDAkYmYBfX23k/tHdVswQQhpPncf91ol8oztt92v+9djVwauV7YXZi+ozjs03vd8ONpU6fKBa94c2+EqCOowXFsyIGeLqgAbhXwQYAtYBOkj+5UtqcrmUlCSCiCYUC8vcS0CDVbMIHCi68MPv/caE88ful5SCSQzipPImlVyiY5cUwZ2P3kE6bH7H8+9CvURmHW0W2NUL0kPFghvEIYVoAyZA2mj7ACr1gS7sqgCiOASZ5tv5OFn7QINVswYYAnn1SlyjYH7I+ttoGIuT5kBgEQT0F02eS7OPSQkdUjajSPha/CMGDbYb2e4HZSmW5DEZwQHqHqQNooVdMBhaUajBjiiXcY39dzQs2WDOUXL7Jtu3vGLgi7YHTHYpaHoCpc5SVihkwP9GN0eMYH937thRewuoiCh1WlKb7V45j447OYMRnCgpOAEgjLiBn4x8I9qHvEUKgBdSMmAePty/K1CDVbMIR6uRSPxx2KIdkLWEFIVZRsMyZMGSq4kDEvSPX35/r6868t6dnnACj053rzI4NP/sd3XvJrgR2fIgfcQtlVta170gPFYmHlKnvKDCgJx0Em/U4aY2gRarZoYrFYYx0HIgBSCgobIcXGmiOWJYRwXTcMOTLvrRKOmzaO+OzR/X7NNawZ8enl4byVkma12OMHv7/rLpFLwg6RNqryHS29pkWo2YIRsJOpWq0Wg4PaCFIxKay0ma34jgQsgZipIFEZHCwXC30zt4ct0ZutSmVkk/jUJ3eY2gdpw0tmQgHU4FSw6HXvN78ccQswQghV8J1JVvxtj0KLULMlIzJbbeM4zujiF3OyiDDpeRnbimdFmiRMAoaGEdSWPvt0dzaDqTkkJHynVCmHtkBPN+IGYiaKIWwL8QQ8oJAakp4fEiwTttltxt5JmzbtHdVswRgm9tvPyGbe+POTWL4U5NomqTIMQr0CVAKYNh76dW4gZw/0Y6cd4XmQRq6nL9ndDVPClDBj6EqiKwlDQgKhHyRiMm6DQiglEb4TgWkRarZgTIldd5rywT37ip5z5XdRr6OUl7ZC1ct0BbBrWDX0zM13vOn5O3ziSJhphAl4cIPQ9QJAwvE92HXYZMRCO4l4EpluK540pESo4Ptm4GlLqNG8JaYBiQ+ceXrY071s8dI/nX0hRsoYHoJfxrJ/4JH7/nrWaasHB7HzLjjpq5BpxDLo6QlBoTAhLKR7FCxFpgIUWSAbPiqFSr1U4w7Clmm+k0ihnhNqtmCkRHcXdp+1+/Xfuf/Ci4xn/nnnLgd+dJ/dyyNLc73iqb//wxyYMfXfDtzj4oswZQZMGyUPhWIlDGJdWbgByBRKpKSEB0NK+AaUPZDJ+aYDz0fg+r6wrNTbHoUWoWbLhQQqbphJxLDvh4955FH8dP6Sx58qD72hpFEoFg86/GOpIz+LPffF9K1LnkrGYcZtTJ86df8P90yahEwWvjIsCQJ8wAbcAOns5D33Dn0P6TSkab0D1yh0PaFmC4cAQQrKRRDCNxAC5IMCCB9SwojBsmBakCZxlaLvQwUQgJSwDAizpRGGQuAjVECjqBdynYqq9aFFqNG0Ge2Y0WjajBahRtNmtAg1mjajRajRtBktQo2mzWgRajRtRotQo2kzWoQaTZvRItRo2owWoUbTZrQINZo2o0Wo0bQZLUKNps1oEWo0bUaLUKNpM1qEGk2b0SLUaNqMFqFG02a0CDWaNqNFqNG0GS1CjabNaBFqNG1Gi1CjaTNahBpNm9Ei1GjajBahRtNmtAg1mjajRajRtBktQo2mzWgRajRtRotQo2kzWoQaTZvRItRo2owWoUbTZrQINZo2o0Wo0bQZLUKNps1oEWo0bUaLUKNpM1qEGk2b0SLUaNqMFqFG02a0CDWaNqNFqNG0GS1CjabNaBFqNG1Gi1CjaTNahBpNm9Ei1GjajBahRtNmtAg1mjajRajRtBktQo2mzWgRajRtRotQo2kzWoQaTZvRItRo2owWoUbTZrQINZo2o0Wo0bQZLUKNps1oEWo0bUaLUKNpM1qEGk2b0SLUaNqMFqFG02a0CDWaNqNFqNG0GS1CjabNaBFqNG1Gi1CjaTNahBpNm9Ei1GjajBahRtNm/n+tEaqG/43XDgAAAABJRU5ErkJggg== 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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)C(=S)[S-]
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)[C@H]1CCN(CCc2ccccc2)C[C@@H]1C
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABU90lEQVR4nO2dd5xU5dXHzy3TZ3a20REQRRQFRAMYsQAqKvZERdFYwC5i1MSWWGIkYjSiYI8osaDEKGJ9NQoYxYYFCUURkLKNLdNvf+5z3j/OzmVcpC3LDpDn+0E/M3fu3rkzc3/3PM855zlHQkQQCATFQy72CQgE/+sIEQoERUaIUCAoMkKEAkGRESIUCIqMEKFAUGSECAWCIiNEKBAUGSFCgaDICBEKBEVGiFAgKDJChAJBkREiFAiKjBChQFBkhAgFgiIjRCgQFBkhQoGgyAgRCgRFRohQICgyQoQCQZERIhQIiowQoUBQZIQIBYIiI0QoEBQZIUKBoMgIEQoERUaIUCAoMkKEAkGRESIUCIqMEKFAUGSECAWCIiNEKBAUGSFCgaDICBEKBEVGiFAgKDJChAJBkREiFAiKjBChQFBkhAgFgiIjRCgQFBkhQoGgyAgRCgRFRohQICgyQoQCQZERIhQIiowQoUBQZIQIBYIiI0QoEBQZIUKBoMgIEQoERUaIUCAoMkKEAkGRESIUCIqMEKFAUGSECAWCIiNEKBAUGSFCgaDICBEKBEVGiFAgKDJChAJBkREiFAiKjBChQFBkhAgFgiIjRCgQFBkhQoGgyAgRCgRFRohQICgyQoQCQZERIhQIiowQoUBQZIQIBYIiI0Qo2C1BRNd16TFjjB4jomEYAJDNZukl13U1TaN9Wvw5PeCc/+wxAcA0TQBIp9P0tKqqig7o7WBZFj0t3NgKJO9sBILdCMaYqqqFjw3DkCQpGAxalhUIBAAgl8tFo1HGmG3b4XCY9kRESZK8vyUKVUCPOeeMMb/fb9t2fX19PB6Px+OpVKqkpESWN5ou13UVRbFt2+/3t/qzCBEKdlc8HWqaFolEaGMmkykpKbEsS5IkEgapjl7lnLuuaxhGKpVqaGhIp9O5XC6XyyUSiUQikUwm6YGmablcDgASicT69ett2w4EAq+++uro0aPpaJ7OhQgF/9NkMploNCrLsmEYiqL4/f4NGzb8+9//njVr1uGHH97Q0FBTU8MYq6qqCgQCK1euNE1T0zTLsgBAkiRZlmVZdhyn8JiS1FIRfr/fcZxYLOb3+2tqanw+HwBks9lwOKwoiuM4tGVHECIU7K5ks9lYLEaPTdMMBoMTJkx45JFHZFmmmV6PHj3WrVsHAN4WGogGg8FYLFZaWhqJRHr06BEOh+PxeHl5eVlZWXl5eTwep7HrwQcfTIPbyspKv9/POb/ttttuu+02WZZd13VdlwarO2IDCSFCwe6Nruukmerq6oMOOiiVSu27774XXnih3+/3+/377rtvKBSSJKl3797RaDQej5PhIh8MInLOVVVVFAUAaIs3XdR1XZKkUChkWdZHH3103HHHlZWVvfPOO0OHDqUdEJEx5vP5Cke8rQEFgt2ZdDpNDx566CEAOPbYY6urq8kBg4iaphXu7LouY8x7dVtYsWKF4ziIePPNNwPAmDFjvv32W+9o9BKpt9WIEIVgt4QCDwBQUlICADU1NU888QQAnH/++V27dlUUhXPujRVpLIqIAKAoCtk9zjnND0lLhWEG2jObzb788stHHXXUvHnz0un0rbfe2rNnz1mzZn322We0M+ecDOAOmUERJxTspoRCIYrjAUAymXzhhReqqqr69+9/3nnnAcCjjz66ePFimrNBXoTkjPGOIMsyeTgVRfH5fKRMgkQVi8XWrl1bV1d31llnMcZisdjf//53ALj88stramo0TZNlmf5qB0UohqOC3RjGWCaTYYwNHDgQAObMmYOIP/zwA0mosbGRdmvdcJH+/NRTT/X7/WeeeSYiapp2ySWXxGKxQw45xLIs2q2pqWkHP4UQoWA3hqZ8jzzyCAAcdthhnPNcLjdx4kQAuPDCC2mH7ZoBetBkT9O06upq8sG+/PLLiLh+/fpu3boFAoHJkycjYn19PW4y89xehAgFuyWcc0R0HMeyrL333hsA3nzzTUT88ccfFUWprKxct24d7eY4DilqeyFpOY4zefJkv9/fvXv39evXI+L8+fMBIB6Pr1ixgk5jBx0zQoSC3RW69P/617+qqjpkyBByk1599dUAcNFFF6VSqUwmg4imabbi4KRAxhgNOyksMW7cOERMp9MXXHABAAwbNqzwTFqNEKFgt4Sue4oKAsDrr7+OiMuXLweAjh07Llu2zNvTm7ztCF9//XVpaSkAvPDCC4iYTCY7deoEAFOnTt3BsSgKEQp2U2iEec899wSDwX79+iGibdvjxo2TJOmyyy4jG4h5g6breuvexbIsmlJalkWu0X333be2tpYxNm/ePArlV1VVpVKpHfksQoSC3RXTNLt27SpJ0htvvGGa5urVq1VVDYfDS5YsoR0Mw2jdbJDwTGgul0PEDRs2jBo1CgAuvvhi2n7aaaepqjp8+PAd+xxChIJdG9u2EZFWPyBiYb7Lgw8+CAAHH3wwImazWXKKXnvttQ0NDZgfr3qmrHVQhg09zmaz69atoyQ4ioWk0+lu3boBwBNPPOHtTyfsnfm2IEQo2NXxJl006mOM5XI50zTLyspisdj777+vaRqtb5Bl+auvvqKdPRtIydate+tCEVL84y9/+Yuqql26dEHEZDL59NNPd+7cuaKiYvHixYiYzWYx7wradiMsRCjY1fFESFM7UtTkyZOj0eghhxxCyjzrrLNkWb7gggu8P2mdU7QFtLS3cIvjOEceeaTP5zvjjDNoy4gRIwDgnHPO8SaiZIpxm+eiQoSCXRpvFEqjO9d1LcuyLKtjx45+v//dd99Np9Nr166NRqPBYHD58uWIaNu2YRhkAHdkLOqdAGWWelu+//57SZLKy8tnz57tOE4ikaBA5aOPPor5Uaht2zST3BaECAW7NBQNx/xqCU3THMd59NFH/X5///79achHUbuzzz4bf2q7LMvyYvqtfl/Mz/Q8Keq6fu+99wJAly5d6MjTp08HgL59+37zzTeeXFtIdwsIEQp2dci2eIpKpVL77LMPALz33nuZTOaHH36gJYK0jh7zxpNsJh2hFUPTFlaUc07vTsdMJpODBg3y+Xzjx49HRMbYuHHjAOD888+nxfuFZ75VhAgFuzSc8xYSoiVL/fr1o0v84osvDoVCV199NSLSrMwwDETUdZ1UVGjTtgvHcTY3mmWMffPNNxSv/+STTxAxkUh07NgRAGbNmoWITU1N2x48FCIU7AbYtk16qK2t7dOnjyzLr7zyCiKuWLFCVVWfz7d06VIar3qi9YaC5LFsBZSz5mWH0gEdxyF3i2mat956azgc7tatG73FjBkzAKCkpKSqqoqO4C043jJChIJdGpp0kXFDxHvvvTcQCPTt2xcRGWNXXHFFaWnpr371K3q1TTLUtkzhlA8RhwwZAgA333wzneQpp5xSVlY2evTo7YpSCBEKdnVoXMc5TyaT/fr1owRO13VXrVpFa2L/+9//tuf5GIbhDXHnz59PM9J58+Yh4vr162mZ71VXXbXtdwSxsl6wqxOPxwFAkqR//OMfy5YtO/zww88++2xZlqdMmRIMBi+//PKDDjoIAGpra9vnfDBf1imbzR599NHXXHNNLBZ7/vnnAaBTp04XXnhhNBr94IMPvAIc23REgWCXhWwO57yhoWH//feHvOfj22+/pSJrS5YsyeVyFNDf9kyxHcEbZNKYM51OT58+3TvV8ePHA4Df78e8o2irCBEKdnXIvXH77bcrirL//vtrmsY5v/TSSwHgsssuo33IbbMj6drbDjlm6L1IZslk0jAM27abmpq6dOkSi8VeeeWVbfTKoBChYNfHNE3OOdWYoKwUx3GGDh0aCASWL19Oa+cRMZFItM/5eOt9yfQVZsbcd999ALDffvvh9niJxJxQsKsTCARM06RGS7FYjCT32WefffPNNzRAVVXVcZyysrJkMtkO5xMMBgFAUZRMJkMPAAAR161bN23aNAB48cUXt6sytxChYFcnl8uFQqEBAwaUlpbefffd2WzW5/Nxznv37g0AqVSKymBv2LChrKysHc5HlmVd1wEgHo9rmhYMBrPZrCRJs2bNWrdu3XHHHTdw4EAqTEoFF7fKLlcGHwsqilPLGwDgnHsVIwt3MAwjFAoV5TwF7Ylt25IkHXTQQStWrLjpppsmT55MLZkymUwsFpMkqbBTWvucDyIGAoF0Oh2Pxznnuq537drVMIzPP/+8f//+FLeg3mxbPdquaAkxn7nnic1rweE4DiVP0HahwP8F0um03+/3+XwvvPCCLMsPPfTQG2+8QUPQkpISqrRNNqfdLIrf7w8EApzzeDyey+VkWZ46dWo2mx0xYsSAAQPITiLitigQYJcMUZDYaOLrOI5pml7ChLeDNy0W7Nl4Pz2lqtx6660AMHjw4DVr1nj7eFksbbKGcMt4V5232N+27cbGxm7dusmyTGUXcZuDE8QuZwkpXZ0a5VAjq0AgQFNhD1mWaQSyg22KBbs+9NPX1dVRL8GJEyeOGjVq4cKFjz32GOQnXTRVQcQdbxW4Vbx+hpZlybKsaZrP53vssceqq6tPPvnkUaNGUX8LRKR9tumgbXyjaFMYY7quG4bhRYEKA0HerUiwZ9NifTrV3u3YsePcuXMRkXNOS3jbwQwSLWKSdXV1nTt3hnzmGhZUANjG5IFdzhJ6kKEjM0juGVVVVVVFRK+/x4424hDs8jDGaObvZYEdffTRv//97+vr62n5kiRJPp/Pa47dDpD5VVWVoibTp0+vq6sbPnz44YcfDgBe7146sW054C4nQq/VDn2tNNIwDCOdTnvbSYSQ77Yj2INRVZXaXFNX+mw2q2napEmThg0btnz58nvvvVfXdZq5FF4YO5VAIICIACBJ0vfffz9jxoxoNDpx4kQyFZZlqaqay+W23ULsciEKwnXdxsZGTdOy2eyKFSuWLl06cuTIvn370jJKzx/txTAEeyq2bZOhS6VS0WjUi0O8++6748aNq6mp+fbbbwcMGOA4DnkQdvb5UF/uZDJJMckpU6Zcf/31AwcOXLRoEQ1EI5EIRdRoz205ZpuJ0AvlUU2ecDjsBUkQ0TRNy7LIoDU2NqbT6bq6Ol3XU6lUY2NjU1NTOp3Wdd1xnFQqVVNToyhKfX09AEiSpCgKqe7YY48l33QulwuHw7Isizjh/yy2bd98882PP/54p06dfvzxRwBIpVJUqd4DEamLIKV6b5XCeZqqqj8beyxMhUmn071799Y07e233x45cmTrP0wbTFTz2LZtWdbVV1/dq1evk0466eCDD+7Ro0ckEvnZkTFFflRVLezbWEggEBg0aNCQIUMOPPDA7t27A0AkEvnyyy+9txNemf9xqqqq9t9/f1mW77zzTvLKUEzLW4ZPUEfezR3EsqwW+xOUsFq4xbbtTCbjhUwsy6IVxgMHDtzBD9JmljCXy/l8vmuvvfaJJ54IBoM0tYtGozQ4pvrkJSUlZWVlJSUloVCoY8eO4XC4rKyssrKyQ4cOZWVl0WjU7/dXVFT07dvXsiy6e9E0FxHPPffcl19++YgjjpgzZw7d8LwhgeB/E875O++8c/LJJ/v9/o8//vjQQw9FRG96goiu65Ip85wlWwALqjkhIjXxRcRcLhcIBAq9PqRDRVG6devW1NT02WefDR48eHO2ZJvYQRG3gEaJgwYNeuONNxYvXvz1118nk8lsNmua5pYrwFHeA8XlXdfVdZ1z7kU8OedNTU00IXz44Ycx35yx3RLnBbsatFCIMTZhwgQAGD58uLd0yLvMDMNodcEL7yDegkYqo0YHTKVSVIT/iCOOwB0uq9FmIkyn03/729/Kysp69+5N4ZGfbRlFM0PTNF3X3ZaUF9d1FyxYkM1mOefvvfceTTJXr16NbdGmWLD74oXgqqurqdDLXXfdhfmqu97wkmLLW7jSeB73p9Dfeu9CWVyYT8rJZrPUku2tt95qdcsnj7a0hIcddhgAvPTSS159K3LSbMEAeumgVFyVMZZMJuklx3E0TZs5c2ZJScl5551HNxtqAbnjo3DBHoB39c+ZM4dWGy5YsIC2FOZ1bDq72yq0v9fUifoBe6/mcrkHHnhAkiTvOtzBxcRtJsLHH38cALp160aSmzhx4k033VQ4XPQmzVso5+iRyWToOEuWLKFR6MyZMxFx5cqVVFBkypQp2F7lDAS7IKQKz00ybtw4n8935JFHen0gvLKfWx4rtjCDLA9u0ogGEXVdt207lUqVlJQAwH/+85+tHn9baDPHzP777//999+/++67o0aNWrx48bBhwzjnixcv7tGjhyzLlO3p7cw5p6ebBjQty/L7/bRd1/VwOHz//ff//ve/33vvvRcsWNClS5e33nqL5uJLly6lIYHgfxMvgp9IJMLhcO/evevr66dMmXLBBRfE43G6eGBr691IRdlsNplMJhIJcmFYlpVIJNavX28YRmNjo+u6Y8eOpcKKlmXNmDHjyiuv/OUvf/nJJ59s42KlrbC9qvWGl9642bKsJ598MhQK7bffftS26oorrpBl+dxzz23FXYGGsl4FAdpywgknAAD13NF1fdy4cdFo9IADDqAvhYYltPOONwAR7BYUJnDS4w8//BAA4vH4/Pnzvd0aGxtffvnlhx566J577rnpppvGjRv361//+sQTTzz88MP322+/jh07BgIBzxJQHeFCddDTeDx+1113kT3M5XKUKTp37lzXdVus72kdrRmOmqbZ4oqnNc4vvPAC6YHcxOvWrWv1nJX8orSOCRE//vjjiooKAHj77bcRcfXq1b/4xS8gPxfHgto7pOH2KfgjKDqkAbIHTU1N11xzDQCMHj3aq8O9bNkyAPACDC3i0hQ8i0ajHTt23HvvvQcOHDhy5MgxY8Zcfvnlt9xyy6233vrII4/MmDHj+eef/+GHH+iN7r77bgA45phjyOGPbbF+qjUiJIV4Anv44YcBYJ999qGnl1xyCQCMHTu21TeJwnmw5+P505/+BAA9e/ak4AT1wenSpQt1AvDad9Cbirni/wgt7vJr1qyhvI5JkyYhomma1dXV55133uWXX37bbbc98MADzz333Jw5c959990FCxZ89913tbW1LSREywZaHDyXy9HGxsbGXr16AcD7779PL7XJ7X67RejJg8IymUyme/fuoVDo1VdfpWG0oiglJSXUuLQVYti0ryoZXs758OHDId8BCxHPPvtsADjxxBM9LzMpdttLzQl2X1qsJ/K0NHv27E6dOvn9/m+//dbbmUJ8lDvZwlNKd3zbtr2eE7lcrrGxsba29j//+c+cOXNmz579/PPPP/jgg2effTbNLfv16+dFL7a9CeEW2G7HDE1zqfaOoiiPPvro7373u3322Wfx4sWmad54442PPfbYGWecMXPmTJ/P1+rcTkTMZrPRaFSWZUrhMwxjw4YN++67ryzLr7/++gknnKBpmjcX/+1vf5tOp8PhMGXTi6zuPR4vlYpmdJZl0VPG2FVXXfX0008ff/zxb775ptcgra6uLpPJJBKJTCajaVo6nW5oaEin05qmZTKZ+vp6SmnO5XIUmaB3iUQi3hKq0tJSwzBKSkruvPPOiy66KBwO0+Wt6zo1sm/1Z9luEbquS6NqSZJc1z344IOXLFkyY8aMsWPHuq5bWlpqWdbq1au7d+/uOM42Js62oLCsE2XSBINB+sD33nvvzTff3L1793Xr1kmSNHv27LPOOsvn83311VfUpYCyeD2/mWBPxZMf1SLylhEFAoGVK1eecMIJq1atKi8vR8RkMqkoyqZFGApXP1G6Nm33+/2RSITGd6WlpfF4vLKysrKyMpfL/fDDD6NHj77kkku8xO42qTG13SKkdNhQKMQYe/bZZ8ePH9+jR4+1a9e6rnvVVVc9+eSTZ5xxxquvvup95u01So7jKIriiVDXdVocSV+TZVknnHDCxx9/fOWVV953332RSOTCCy989tlnhw8fPm/ePPJKUxU6YQz3eOjqp9a85HrxlrYNGjRozZo1qVTK7/f7/f7KyspwOEzZyyUlJbFYrLS0tLy8PBaLlZWVlZeXd+7cubS0NBQKRSKReDzu8/k8TUJ+KQ/kLRCJn4ITxQlRkHGn2Ve3bt1UVf3Xv/7lum5DQwMA+Hy+1atXU4ChdYWYWsQ/6CAUF6FpwPLly2mISz7iNWvW9OjRA/I5pZqmtVuZg2LS/NW6iA6ig2gj2vnHbvOre0YdLE4fxG3+aBs/MmqaQa82t0niyBw0DOuzzz6Lx+PRaHTVqlWWZRXWXKJMmp9N4SJnhOdfaPEqzRu9x3TMTWeYrWO7RUiXOGOMUmQGDBhA7srLL79cUZQzzzwTC/IY2hZd1+kWcNddd6mq2rVrV9M0c7nc//3f/5H+a2pqyFBbluV90YUPttAvskXqICvAy6SjQxVZ5G7+H0fkDqKOmEVMI6YRs4g6ouMYJrMRLUS3+bRN0yx0ktEHoRymFpFV7yk5utatW/fNN998/PHHb7/99oQJE6ZMmUJNF1rsvLPgyF3kLiI6iDlEE9FEzCHqtmU4JqKDtobIkTkWMkSGyJGiyn/4wx/oOmwT38lOZbuHo94IuE+fPitXrvznP/951llnVVdX77///oj45ptvkg/Tm8vtqKXe5H2p3OqBBx64bt26888//7HHHstkMldcccWLL754yimnvP766zQmoYklIlJ2jje+dV1XyrNdJ9DQ0FBRUSHL8qaLR9uVwgIOEgfJAXAAGKALUiDRkCqNd5DVwMZ9ClbY2LadSCTq6upSqVQmk9F1PZlM0qJqb7FLKpUi92AikaBiYTQd8IpJDxs27J133onFYplMhrK3diIIdHlKMgMwASQAOf9PAq4iA9uGQAQAHGb41CAs/PKbU049MZPJfPnll+Qm2A1onXYfeeQRVVWpYSoiXnXVVQBw0UUXYd5Q0M2yDeN1dCjPxi5cuDAQCKiq+sEHHyDimjVrunTpAgBPP/00/jR6Q3aAvF6b3rkZY+Rudn8ObwFLYeuPwpFJMXCbR2iePUQb0UQ0EG3kmE0Z6OLkv9xXEo3t37fPPvvs07lzZ1odR0iStOnNUVGUQCBAK9G83aLRaPfu3fv37z906NDTTjttv/32o1fnzZvXhg76LcM5DatdRBMxi2g2f3Z0EB3HRNf2XjUR7V/96nQAuP766xGRFsRh0QcvW6M1uaOapg0YMKCurm7q1Knjx4//73//O2zYML/fP2/evP79+1M6LOc8EAi0bXHyRCJRXl6u67rrurFY7Lbbbrv77rv33Xff7777Ttf1Dz744KyzzgqHw99+++1ee+1Fji8qAVR4EO/uvoVF/S3IZrOhUEhV1cbGxvLy8h1avrmjMAAHQAYMAAIggET/uKHrsuQ3DYzHAzNnvnr+BWOCIddxkLkA2FyoLhgMxmKxkpKScDjco0cPekqUlJTE4/FwONyrV69QKBSPx+PxeCQS8X4++imvuOKKJ5544he/+MXzzz+/zz777PyaLpyuTglkAA5gAQTAlQFAtzPhkA8wBAAu1ySZyZL0xcKFhx12bDgUWblyZefOnSlqRV6W9iySv91sr2pd1501a1YkEuncuTNNLS666CK/30+zQS+Xz4t+thXkBPOeaprmOM4hhxwC+SZ1pmmeccYZADB69Gg6B5ocekHYwmSIQmjPFp+RzKNlWV4ijjehL+pt1UZMImaRI7KNjpiNttHBdCMO6n+UBOrpZxzz9jsvLF22aO3atd6qlK2y6W70a9JjzvmAAQNUVR07diy2R494GzGLmEPEjd4mhsjQtHI0AUa0Hd6kWesQm848+wSQ4PLLL8eCS3HXL4PSGsfMoEGDAGDGjBmIuGrVqtLS0mg0+umnn9IOnvOjbTNX6DqghbzUJhIR586dGwwGfT7fW2+9hYg1NTWlpaU+n2/atGmFf9viZyA9t7hH0FLjTReAkvdi/fr1n3/++aefflpbW7vpAdsRG7EJMY087xMlEaKbSaXJUfHOnIUylHXtvBdiWjPWcWzWCd1rClNDyA1I2w3DoG8A81WV6fL1vg1d19euXYuI1dXViqKUl5fPmTNn539eE7ERMblx+L1xEO4gmsw1XW4ipjkmP1843+eXOnasXL16tXd3oMtmF0/r324Rzpw5EwB69+6NiJqmXXPNNZIknXbaad4O3hrCLdezaAXeKq/Cgf71118PAIcffjg1J5g1axYAUOjSM1mes5Tmftlstrq6evny5V988cX777//yiuvPPfcc1OmTPnLX/5y4403jhs37qSTThoyZMh+++3Xo0ePbt26QT6bHgCGDx9eVVXVhh9qOykQIduoQHIYIrro4kH7Hx0NdZ98z99cTHJsZG5LT3WLMcWmr7bYUmgJTdNMp9OTJ08GgD59+uz84gYmYj1iE2L+8zLkaHPMcXR007CZw9HlaBrMvPjiawBKrrxiovfHNJ/H9rDYO8R2i/CAAw4AgNmzZ2ez2YaGBp/PFwgEFi9eXFjMwrIsz63fVtD36KmaLguSWZ8+fQDghhtuoJdGjx4ty/LQoUPHjh17zTXXjB079uijjz744IN79+5dXl5eODdQVdXv928urE8eVFoM2a1bN6/o5QMPPFA8x4yNmEbMeaMy5IioIzYhNmlG4+xX3w4HOsfC3ZiDiDnENKKNeeG1GJttOiKgpz87jyiMTCAirWKZMGHCzvuoiJi/6SQRERmiTSJMc2zk6OQ0g76Gpib8YQUD6C1LvaqqEi2GYLt+Nv9mHTNe6VLGGLk3NE175ZVXLrzwwgEDBlB27BVXXDF9+vRzzjnnmWeeaYdeHD9LJpOpq6s74IADfv3rX//zn/8EgG+++WbEiBGkn0QiAQDhcJi6Vfn9ftu2A4EADaFDoVA0Gi0rK4vFYl26dAmHw+Xl5R06dKioqCgtLaVijbRaNJvNxmKxe+6559Zbb+3UqdPcuXP79u2rKAol03m1KLerP2ur4ACOZbOALwIIlg2BIAdIMdBUUAECgwcf9+WXS6c++Og1E8eBxGzH8PsibVJnHfM1pynks3LlykMPPTSbzc6ZM+fUU0+FgmySNi0GS44oAAgAyuACyIByAsBhUCaDH8EEDJoJuPnG+StWfzTg0E73/fUyaZcrK781tipTLypQW1s7ZMiQeDz+1FNPcc5ramrKy8sBYOXKlTvzNrF1NE2j0k80YbvnnntUVe3Zs+cNN9zw3HPPvfjii++9995XX3313XffNTQ0bHvFEa+2D1VMoFHo+eefDwDHHXect2INES3LchynvYLCrmU55InhzfGJJsQ6xLoXXpqmqNChQyddc3JZy3Hc5mh9G+ENdjRN03V90qRJANCnTx8sqGtGy9Lb8E3z6TI2DbbRRY5ZjknTNRx0NTeV0/DHRdi384u9ul3z/fe4O/bL24oIvevVdV360jt16kRXG9VcOvPMM5PJZBEX0RZWbqWBR4cOHQKBwL///W/a6NV+beEFpXQCwzC8xk+bjtY2jTJVV1d37NgRAKZOnYo/bUPXPsMejugwdBjJ0LHdHMMMxyzH7LEnHA4y/H364+QrNUzXbdMr0kuW8qrpjRgxAgCohALn3KvF8rOF9lqD549B3fORckSOru5oDtoZO2lZeNmvMAKvXXXZe5a7x4nQuyjJWR+JRCRJuu666xAxlUpNmzattLS0vr6+zb7x1uK6bjqdJr/fX//6VwA4/PDDKVCraRr1NN+Rg3t/nslkOOczZ86kSFpNTQ3+VKI7KV+vEM6Rc7Qcm6PD0dZNjSNyjs888yKA2qt3T93KNDTVcUTLQs7bLIPUu8XQLZiezp07t7KyUlVVqnjg0WbfA835XETMIjYhmojIXWQcHXQM1zI5Ll+CMXinX4clVWvR5LtlwuxmRVg4RycDQl/3SSed1NjYSPt4M+Cir6OlM8zlcl27dvX5fC+99BJt9yy5t1qfvBFeJ2DcxFtIqnPyYN4bROus6eKj9cRnnHEGInrfRvv0S2QMOaLFshx1jg5jyG3UU3jc0VcDdHvssX9ktRRHnaOZyZptKELvq6AHXjLK7bffDgCDBg3yvoe2HJZzz/mURKxH1JEjZ8hcdNB1EC0Tx439opP69u8vQ8NCa/fMWt/6nNCr7PTkk0+Sq+aLL77wxnWMsS1kRbcDdNMlhTz55JMAcNhhh2FBWKKQn52uFKrO3aQkMemThp10QE3Tli9fvv/++wPAI488ggUFKtsBy6IYYZpjliNyhlzHuW/gEYPuOOIX16aTNFrLmizhcmzbe4L3GWns492bDjzwQAD44x//iDsjgtocg2lEbES0OUfuIHNRZ7bl4tefYtfoM3uVvbB+JdYn0UTcpQOCm2GbROiFdydOnAgA5BZzXZfSVrDYieo0FUkkErSQ1+sbjoiMscJa6JQ4stV6zN4qisJFBl42LH3kqVOnKopSWVlZXV3tRUTbwRI6DBmihY0M0yZDZmP1D/ib09/fv9s9k/7wbSaFDLEuuYphkiGyNj0db3rijTbpd1+0aBHdnZcsWbJu3Tpsy2E5zQh1xHoK2XPWbAmzlmXZeOW5Zhf/O5dcuMBwUENMO+6eJkIqVo+I5MBARMuyKE542223YX6w541DioIXjaV6U0cccQTluGCBJAo9LoWRMRLbz2rSkyI9pomfV+KOLr6jjjpKVdXjjz+e/mQHHDNuQQbalvbh6HB0GToWZhmaWcO2LVzwDpbA/f17PawlkDloMtfChI1Jmiu2Fd4otPAp5lMybrnlFgDo3bu39+Vv/lO4G1c80qfm3qLBgr14wT80EZsQs+gid9FBtBBNxFU/YAxmdQq8Zpq4oqrJQNTYHjocbcGiRYsAoLS09JNPPqGVhO02HCXPeOEW0gkJg8psvffee9ja9cTbRSaTcRyHAmKzZs3CvBUtrISJm5QD+znI/64j6rQMomC5YPM/coSSa97BBEfbMJBxTOQylo0n/3JNJ/ndWf/Aqmp0ODpoGzzB0UQXbbP9JklUiPl3v/sdNTXAgi+hoBWCY7s5jo5tYjZjI+YQc9xBx2j+1I7FkSHX8zclhkxDZGhZScQcR2zKpk1sNNDRHLzoN58EYdqfb7VyFlro6Dw/f9zdaM3K+muvvRYADjnkEMwnqbXDjKjQfJmm6dU+Je64445oNEqzwS13v2hDcrnc008/XVJS0qFDh+XLlxeeJ0UOvT235J7liJxW4mxVhGmOTYhpjjZ3kTF0GL77Fsbh5UE9vlm3Gk1O163pYMrlpmthO1yVNEaorq72Knx+/fXXvKAloBfF0TQN0eV0mvmIn2k3oovI0NTyIUGO6CAzMJM0mY7oYGNNjkRZVaNZiDmsz6K7aClWlN3RrcNDdVWoO5jUEwxR03fLerPbLUK6nrp27QoAf/rTnzwHY9uf2k/xphmbDiBra2upGuQrr7yC7bXKwVtdMWrUqGAweNxxx3kbPfl594ItnRLzJOcid38yDPtpbT6OOcqZTKSSHDGTRieNpw7/NAYP/+3PaJpoctQdNNwsx7TjZhyzPURI0CclT2m/fv282s1Y4C/Ih7LcdDrNXUSOlq3pRpLG4YZhITr5EgH0vemIOjoMXcxpKdtGx8L6RjQQ63V8531+wokzJ1z9uWFg1kDd4bupGcTWFf91HGfhwoWUcLNy5UovRLtT8Twfm87u7r//flmWhwwZ4jhOezoqN2zYgIhr1qzp3LmzLMvPPfccbfcCp6TJLZllN78YghWuD/CmiF5VFUREji4JszGZY+gaOs75B5bBP088+t3aKjQdzNmYzBkkQkTdNtpJhN58JJVKDR48GABuueUWLHAleM4wxhj3ViTlRzaIju1oiK6LtuUmNNZo8pzmpBlmNas+k21AtDO5ZH09Pv+03lSHjTnUOCbS+MYbmEih6aDDkHGsb0i2bYZQu7HdIvQ8NBMmTJBl+eCDD8Z2CVJjPseFHnsV8jds2EBVDN56663CqlA7+2S8LBxE/Pvf/w4A5eXllODmObQ2lwy9ETfvZLCaE7MKysbkmgeoBUvpuYvMQcaRIToGHn9IbQeYP+3+DRZDk6PVLFyLYw7RdExkOz9w1uKnf++993w+X1lZ2f/93/9hgTtnY+kahsiRMW6azT9lNmfmk2AMuiPpzHTQoY+jWwmOOZPnPlnQ1Dk6dfJtmDMxx/A/83Hw4Puacph1XENHbqNt0qh+99Nhaywhfe+1tbX9+/cHgN///vdtfVY/Q2GuJpVSpsfTpk0DgGHDhmE+Z2Drl34bQd8D2b2jjjoqGo2eeOKJ3moPz7OKWzCGtCzQKhAhkruCSjaZ+SWDzWFr8s4bNjocX5mZ7SS9P6TXivVr0ELMMsNBm6Fr2prLTaR5187/Gjyz762bGTt2LAAceeSRnlOqMNvBdRhytG3GGEdETXcMDZmLBjMdRIuhyZorVSxaljI5MrRNTNqI77+fGdDrrb7dPpj/IeZMXPkddu08waSQKUO00TU5s3L/KyL07mqzZ88OhUKdO3emQi87FcZYYQIxPaiqqiIz+Prrr9OW9oxYkt5oTV19fX08Hof8Wmcs8NDglnIp7eZZEHfy1dPsZu1tHLA5HE2ONoUcHMSmNFo2jhz2+N4lb/31FnRMdNDNOHUMkzaaumm4zBvWtscVaZomTQJpZTAiUvh+0qRJGzZs8G6duq5vHGlzRI6GmeEcuYk169F00UL87yJc8B9MabiqBs857+n6RnQQc3bCcfHbRXjML+c/9RD+8hevpxO48FPsd8BNFmJjdi3n+QO3XYZQe9KaVR+KomQyGQA4/fTTL7jggrq6OurWslNRFMVbCkhVk3O53BtvvLFs2bIjjjji+OOPz+VyANCG9d22DPVRNAyDyjyXlJRQgvvdd9+9evVqyLdepCJlhXWWfgoHMAAMkFyQeH5Lc0E1BAAEBBXAx8EHHDiCZUMkCg11kExmohWNV10PugUILKzKAI4KcjAQlCVABMc2AZyflmfbKXDOY7EYlbGjTzplyhQAuOuuu1asWEHLNRljFM5xXUvLZQEhlcotW7YEAAwTpkz5ZyqVSSThg/eSC/6TlWSQEBZ+sTocBtOEgC+OLmyoA9utGzMWopEOzz4DigRBf5mWg9JouSRlLCcJUjt81p3D9qrWc3vQPT6VSvXs2TMQCNx5550t9izsMUguEzIOW3XktEjCJH83HY2GNHScpqYmKvv70UcfeW/nZbTsbLyxljdOTqVSZ555JgBcfPHFXjItffxNvaP0GV1uMZ5C1MlouQ533AzHBMesYdqMI2PIODIXU2lsrMH6ajQZGgxNDZd+i98sRE1Dh2POTnFs5NjYbGRovW9z+HGnfxv0hbdopHX++edTxj/93Bs2bEin04ju008/+uYbryLDFd+vPqh/H86xsRbHnHnfgi++NhGffQovueDLnI0aw2jJpdkcOi5aLmYyuHAhHjb4/nQCv/0K9+r09zdfxqEHzzBtZGgi1mjGj8iQt2NctA1p5fpHcpBwzuPx+MMPP2xZ1oMPPvjdd99R8XAK5VEjCq/WfzAYpFdblA2n8/DyxQCgsEwoPfX7/dR/gwwdGZmXXnpp3bp1o0aNou6IdMdtt24wdF83TZMW4DPG4vH4zTffXFlZOWPGjNdffx0AMpkMnUwgEMCCxdP0YQFAllRZCiOEEAERJEVSZD8AcmC+gC+rQc4Aeok5MHTIrRdf/Bx3IZsDlGDcpZMc2VH8kEongz4VQAEIAKjNVdjyb7Wzvwf67XRd9/v9tHI6Go3quv6Xv/xF07RwOFxbW2vb9r333ivLcmNjYzQSr6mpBRlkWXZdzGSs8jLQtA2MOdyFcMwqKbO5C44LXbr6NQ2QgwIQCoHiAy43qkHo0gMuHHfGjKdrVn6fkhAAAhk9Fw6GDM2UdtPWB60QbmFqEt3jL7roIsh7RwoLW5BvmlZCISKVl/Ve+tk0zsK4dmFIkDHmmZfa2lrHcfbZZx8A8MoN0X2BTqx9HDNYcPv3zPsDDzwAAAMGDMhms5RR5J1eYS3wZvcpug4yi6FpoGWi07w4IOlguj6ZtThaHBtTaDHM5bAydtMxR7788itGzsZMFvv3v2HuR+sdRIZZi9ch6ohIge/88p92soRe0lKhwf/HP/5BFxj9at73k01nyFiRd5Qj1lRZ5JjJmqyuAb/5r6VzNBGfm/VRSkPLRMbQ4fjhgjW/GHy1ZmPOxR/X4YE9PxzWf2EqiZqFHHMuppmxu6bMtLJTr/eYvtyampqBAwcqinLttdfSdhqteQ4Jr5MuaawwzbJFznThG7XoHOA9yGazM2bMAIAjjzySfmPvb1tkje486I28mxF9ItLkKaecAgCXXnop/rT7dws454wyIV20TLR0tEy0HLRc1B00LTQN1HXM5NCwMZPGnp0eevUl7DfwzxkL6+px4IBbl/+ADqLm1jlY3zwQdfM6bC6P2x4ue7rlebEKuiT23nvvSCTy3HPPeTfEpqYmTdOQo5bVbbv5hzYMK5+Y4CaySYqNGq7loKNx13LRNpEztF387/L11934qOZgFjHHcPojOOqI/+ppNG00HXS4gS6y3XM42soK3IiYSCQK/e/PPvtsRUVFKBT68ssv8ecSSgut0xambS3WLnh4YqNVHd27d5ck6bXXXqNXPYvUInVzZ2OaZguBua67evVqGjbTZJUy+8hctOhXY9u4rspZthw//w9+8Dq+/iLOnI5/n4bT7sVJN+EFv0qddcqyc8/8bPjR07NZlOHuqrV43oXvXf3b/+Qy2HOvO79djA7HpmwtxzRiQUXAdhShZ+G9EZDjOFSSb99998V8j1fPa21ZzREX2+KGQTmjjqanstk05cc25aoYmg4aGWsDR9M2ERlyjgxxVVUjdaLIOJjTcUM13vdntnQROi5qlplMtlNUps1pTQVuyLdopFZkkC9wdPbZZ7/zzju9evVavHixJEm0DwA0NDSUlJQgIl2aWNDYMZVKNTQ01NfXNzQ0pFIp6oWg63o6nU6n06lUqqmpqampKZvNjhkzhkKCAPDII49MmDDhuOOOe+2118LhsPdGkO9tWLhlp+KVdqYLkR6nUqlnn332xhtvtCxr8uTJJSUl3333nc/ny2aziUQimUym0+lkMtnU1JTNYq99DmNWD5bt59iVwMCVHJfrLveBU1ESj6NSn9BWyOqG7394bNTwf73x1pn+KPzyl398+dm7b/79u7f9+fjhI0FSAF1DlfO1lbw5ocIAXABfmxR62hz0VVP1J6/Yeb9+/dasWTNjxozTTz/d7/d7PwdjTFVl10XLhHBYAYk5zPSpQQCZMVBVDqBbzAqoFYgSSIYEEvAQIDjcVX2SC5yBBKDYHCQOD9237KXp32XSNV9/N6G0AiSkDhX03+5Ea0RoWRYFDGi5uudoWbt27ahRo9auXXvbbbfdcsstsiybpunz+a699lpN0xKJRE1NTVNTUyKRoISmjSdR0KHFzTc2JBcLFfBCxDPOOOOll14CgLq6uoMPPtg0zccff/ycc86hewk5cqgVDCJyzne2e4YXtMUDADLgwWBQ1/VIJOI4Tjwe9z5jYQ/Kwk+NUqzvASN96n5R9dCS2F5l5Wq8Qiop4/5QsCy8T6QkUloBpR2gvAJCQTj7tL+/9OKlvfeHZ57S584xVn2//Ll/HdH/YLBMCIVBVnhzYTIMgAsgkQgdAB/ATq8A78kMEV944YXf/OY3PXv2/Oabb8rKyqj4Go2DFEVyuKHKAYmrtg3+oAaAwKPogqSQa4oDykYOQkEABVybKQEVXMfhtuWYoUiJA9wFkCCAAMDgl/u/m6hPXXlD75tuG2yaoMrQXiGqtqQ1IiRr41W2KyxxN3v27DFjxiiK8tVXX+277750FywpKTFNU5ZlzjkZQ9M0AcDv98fj8YqKCqoyGI/Hg8FgeXl5KBQqKSmhJqnl5eXl5eWRSKS8vDwej5umOWvWrIsvvvjAAw9ctGgRdWD1GjgyxsgPuSO9i7cdMoM0Evbik/TujLFVq1ZNnDixc+fOZWVlpaWllZWVsViMPkU0GqWPFo2WuRJICOgAILgIKIMUAEkCcCGbhWgJuACqAshhr46XLf/uSX8MfAgjD/2iet361+f+euAh4DgQpD+RHAAbQAUeAKTORSzfw2gnQpeQZVl0D+rfv39tba1nBiFfPpNzztFWFCmVzpbFKm0H/AHNcR2fVMoZOAwCQXAc3twgVgLbAH8EgDugSgDAkbvoyrKa1DOxcNgFHXjFonlw/pg5rrzy7/+44ehRIEngkwoM4VavAoRmB7IE+Ua+sgL5ocTGjdC8EQEkwPx2qbk7FCAAB0AAhd4z/+e4jVa5DYe2NB87++yzFUUZNGgQ5qdMb7755lNPPfXWW299+umnS5Ysoe7hXjla788LU0M351lpamrq0qWLoigvvvgitqMXdOfBEZvjgQyZ25wXyhCzOWQu6gaaDjIXHYYdK4bXVKPO0GT46QfYMfLnzz9Dy0XbRYcjc9G20cEEww3UusjR2iOBm35BuhOZpvncc88BwAEHHLCZ3bdzUa+Xtt781GnuyoQmx/V1TTWOhnf+zg7Cq0cdurwhjWkbmYucoWM1H4S76NibnkAe7qLjILM5OgY6Gjpmc8TWRddFdE10NXRNdDm6aLtou+g2t0rMIJr5LB2GqCHmMF/khrnIXESX4TbVu2vlnHBTqG+wbdtVVVXnnHPOwoULH3jggeuuuw4ADMNQVZWGK47jqKrawlJRvFvXddu216xZYxhGKpVKJBI0IUyn04ZhrFu3rry8/LXXXovFYrlcjhyqu39PbJ6/hxZuodurnMnoJbEoIDgO+FRIJqC0ArgMnIOrgSxB7Qb4fmV2+LExm0HQByCDBAkZLICohDFq37TzDSEAAEWbfD5f3759165d+9BDD11++eU7flgEzsFF8CkIUrNZ4cBlkJnLaxWlzDKjTbUw9tdrP/tm0R/vOe7aG8KSBdEQZLK8pEQGgFRaKy2NZHNaLBYBgHzgNP+NcADGQALXBybILoAKEAbZs2s6gAugAIQAJLt5I6pgACCAD0ABUBBQAguAA6gAfgBwOWBzyFbahm+/zUQIAFSmGgBmzpx53nnnAcCf/vSnoUOH+ny+dDpNvSmpK2Uul6uvrzcMI5PJkKOCBqiF0GxQlmWaGdJBACAajf7pT3+69NJLY7FYMpksKytrq/MvEl6emvdDSACAKEmSAgiMASDksry0VM5qEC4Bm4GswNefwMnDH+y5d6/nZp++74HAEVTJlCErA7huWIGIJAF3QVZ3rqPCK9DOOX/22WcvvvjigQMHfvHFF21SiRyBcTARFAVDEt+4FSQw9EwoFjVsWQL48nM44/QHTSPw3ntXDh4CsgSyAo4DAODzg+uCy5nfTxPjTUToAEjg+sEq1BsHQEAFjMKNpDMFQKbhaf4XozGq3PwicADOm6cDMtCtccu0mQgL+7ZaltW/f3+KC1mW5fP5HMcBAFmWg8EgGcOCBWYcAKhXXjgc3muvvWhOWEgoFOrYsWM8Hs9ms/369evZsyd5ZfcUeMH/CdkwrFAoBAiuC4oMAJBI2GUVfst1TVsLh0uaauHO6xOz/zXv9LFdpz31S+4DF+pUUH0QkiHgMllVZMfmvsDOtYPeeITqD9XW1k6ZMuWKK65ok4MjOBwMBFmBqOQNGqTm20pDY668U9gFOavBQ3/7cspflg077JCZ/zyovBIAQNN4JCoDQC5nRmOeu2YTEXIAGWwZGJD1ggDfuJclA/nTfAB+FzbOEaWCW5v006cIgLzgpXYUIeRHpIgoSdLXX399ww03zJ8/f8CAAT169KB+D5WVlT6fLxQKde3ataKigvpAlJaWhsPhYDBIub/enbXFwSkK4jmBqHMgNettq/MvNi1SzGRd1/3+oKrImmZHIn7ugqQCBwtByemqD6F+HRxz9Et6zp329/NOOQ8kqDXt8og/IAF3nFzQF+Uc2qelqWmac+bMOffcc/faa68ff/yx0G+8I+QtISgQlFDd6A8B0HMQjgIqjgtZHXJmrsfowz9evbzm1jt7/O6Ww2wbfD6QZGhsTFdWxh3m+nxKwTcs548PHBiDZqWpAAEAoMgOICiAqmQBUKNwP40/XZm6lDYLT978QMNzy2zdP9SmULZENpvdwjJf8t9omrZpebJNHS0tstsoB2C36HfVWtxC5wH5p7IZQ8tZyLGxKWnynINocdQMNA18+AG7S3j2wH3eWLUODUTNQYujg5gxG3nzcsSdG6ynnyaTyfTv319VVeoO0GYHR5ehw9DmaDb7ZbxiAw7qWbSZ42BjI//CQPz329ghNH3AAeO//vJ7zyuja14yo9viu0Wk4pGOhnYObQNthjZyGy0bDRMNE20T0bTQzqGdRjuDtknLO5mDjoOOQ84bhvk6i82epObT/LkaJT9PW4qwMFUSEQ3D8FrbZjIZb705FmTMUBpqYWtOrw7vprVkvKct2nTtkdDtzPsSKNHEsEyGbl1T2nLRdNFErGvEs09dGoEnb/zt6upqNB00GDqIVB6CY25n545SAhOFcAcPHow/7c+xg3gLQjjqPL/WpLkvBUd00bExpecsrMmhlU3jXX9c3bnjUSePPqumKokcc1kLOWoa2YOfESHPv4WDyOkl5qDloGmjaaNto2sjOg46JjoWulbzHcFGbiPaDB0THQ0dDV0HXYYu5ShpiMb2lCFuY0uIiK7rFtqowl4OXvdp76UWnXELSyR5ivXyxb3EqMIyM21+/kVg8zdLyrk1TdNxLMsyvLtsRsOkjiaaBuKyxdiz0z+i8MTcN9E0ULNpmb7FMGvwRDskcGezWeqh/eSTT9IJt9kghYrecxJhlrYgJhGbbCtnGs2vpswmHZnpYFMT7tv7cIDAlAceRd4cnMhfSz8jwp/WsyvYQiEK3rwzz8d6GKKFtoM6osnRdNA00NbQ1tBxmkvC0j7bZwnbck4o2Anwnz5QEYFLgKAZqAekEoRAfR3Me9u97pI39tprr7mfHxqpBJNBMGgit32yT2m7jBnywdi27fP5JEkiVxzn/Pnnn7/66qsjkci6desoH6PNokeY93EoDMCSQAVgAORIDwJE0AUOADJgft71wbsfnXzSia7r/vjjqsrKikg0wDkvnBdzziVJkSTJ820igMPBdIHLAD4AABeAAQ+CrAAoAH4APevEoj4AcCXLBVsCWQY5lU3FY+UAwFw3qPgBAbgMtDzQ8yGpWw8R7Xb9FP834fl8De4yQO5IkAlJDECRADp2hlEnKyOPHbh+/arbb/vG0CAUAAWCPjmQM/Q2/Ik554ZheOsGS0pKNE2TZfnee+/N5XJ/+9vf/H4/ZQ61sTdIAgAVQAVwmkMKzYGC5jCcjOQlcSSwRh1/5PjxF0sSnnbaqZFoAABkGagpJY25KPTlHdvQUULwA5QoUKpAKfAYsDg4FeCWgBOxDV8qpTg8FpDBBbBsJaX5swxXVekrfqwwULW4taYqyBVw88ZMyscn6O63DfEhYQl3BfjmpeJFLzD/gNtu1qfYACHDqnBdCIQBXfjsA/jddU/VN665/8Hfn3F2HBTQjWwkFFS863XHz5Jz27aDwaBlWV7BjunTp19yySV9+vRZsWIFAFBOv5fXvqMULlCWASAHwChe0Gyz8ruhBFTLQ4KAbfGePXvWbai5//6/3nDDdXTuCCg1ezObjwUIyLkkO+Ay0AywHFAVkBGYDXoOVBX8fpBV4ACqCpkEdKwES4ZFVZ/cN7URHX95yfrauuGjjutz4QXgmlAZBb/EQHYBAGQLQAOQAEoBtprNKkRYdPhPg1ebCqYwq8YGsBg3JUlSpBLmRCwbZB+gBCrAg3/79PXXPqitWTV/wTMdOwNKTkAFqe1EiIiSJHl91NPpdDweHzhw4OLFi6dPnz5u3DjKEKae5G3ZNhy98CAFz4OAKgAZGQOAA4QA5HxBnYBts48++uiEE0YxxpYtW9Kla6fSeGn+WDIAMAau6zKHy1zPbVjl17LBpmwglQXdBtOETFJLpwwtp+c007TqM5kGS0/64IQLzu06ZMTroy879Yzz4De/Bp8MXy16bfozp4+/GIYNhjIVAjIDBUBWASyARgAEqBQi3OUpFJi0mRyzFiI00XUkuQQwTPMZLoPpAHchFISjjhj73dLVJ5544vPP3QEq6EZ9JFTeJnNCx3EodSmVSpWWlgIAY+xf//rX5ZdfHggEampqVFWlBKafzUxsLbw5ZYXLAAAyA0DAvA2UACADwAEiAApF9xwHKEHy2muvnTp16sCB/c8dO+bbb7/NZDKWZeWyeiaTSae1bDZr6JbCjA4AQzr7h3Xdey/0BZtySi7rBwyrajQYsCzLdbHR1HMhRenR6egLx3TY98D5j706/KHHIAZgGaBG1z//z0ULF53y179ApxD4ZeAKODKYADJAFEy5ObVtywgRFhe6yDxLuFUdMtfOKWoIMAoIlgWBECVMcQC9tr4+m4aBBw1zbGX+3HcHD+0ZDitttZSJjJvruoVzqn79+i1fvvypp54aP3485Bc0teliTsork5uFR2+7Mb2PAVgAMmAIgOwk2Lakqn5Zlmtrq4877rily5YDQCwWomizy8i1rgCABEoQ7UG9OgzZq9vRPfbvFy3vCGrcp0I0CJEQcBdKSqFTV/AHoFMZRAMQUpv+8581i3889PoboEwGRYYsh9W1T/3pr5fMnAFlKqqy5EpgqqAByABxYL78uootssekm+y+8J+fE/78MhifIpeDqwDQqzpzJVUOIZoopbt1jKSCcP/9f7x24m9/c+FJH3/0QY+ePdpqLEq68hZqIuLMmTOXL1++1157jR8/Xtf1QCDg8/mouFObvGMecsBwAHmjvZBAAgsAACOAAC7lcxoArt8fA5AzmUxlZeV99903+qSTy8tLfvOb84cOPSwQCMSi8bKysoqKTuXl5bFoTJbBMu2AC+AAuAjIAFxQHZA4IAeTAfcDl0GSQEJQZT22cn168aHRAMQAFBlkhTPTlDiogCqkACIK+H3NHlHXBxpAZBs0JkRYdLyp4E/NoLTpPhxABkmmuz/4IBD2g+QAcM5c8EkceGlJycXjznvhhelffvnNtGnT7rv/gbYSIaVoK4pCmYOmad5xxx3hcHjSpEmUuE/ux0gkQhVZ225JJx1n0/tUfsvGu5UM4AJIlmWVlERt2z7xxBMPPLDv0qXf+/2Bc885t+WsGwERAiE/2AAOB8OAbAqsHLCM4xho2/Wr18V0kEy2IZGuNXN7Dx8aLqtIbGgCy4UGDcpLwWJffPrZLw4/DBxLAlUhI00xDbl5XcW2lLsTIiwudEEoP326hT1lkAE8SyORI1z2+yIAfsu2fD5fwKc89fdnBgw4+KGpDw8fcdwJJ5wgyzIFhcmIUca899TbsmlcARFpAbenqGw2G4/HM5nM66+/3tjYGI1GzzrrLPpD788L61zsMD85JUkqlFzz2q2CXSIA3HXlQMDX1NRUUVEBAEuXfB8M+teuWf/CCy9ms1oikUin07lcLp1OJxIpI9No1K+J1jX+9pDjYlUJdUNCVlCLghuUHccJWtDRDYZCkWrHWBMGFtVGXnZF92B4zZ+n9rr1BmiQ8eMFyxd+c+74SyAQABtKfPkbaRhAbk4H35ZboJgT7iEURgVs23700Uevu+66o48+evbs2WVlZZ7f0jTNQCBAZq2FWmiZtafMFtVfvSNQmn6XLl3q6+unTZt21VVXNaeacE4nQCaxWIn1jDGv9uzkyZPvv//+pqYmAPAW7hRe8CpAqQodGfx+wCG9DanSgdKSmFXpd0Nqx46dggz8dhBKy6BDKXSI2L/o7R8wEFallz48/asl/027Vu+B/Q8adljPk0+CkB8UFVQJZBllmZZbeLF64Zj5X4F+R8yX20HEoUOHLly4cOLEiffdd58XMKAAg1ehCwtKgVCH3draWk3TkslkKpWiWlvJZFLTtHQ63dTUxBhbv379okWLqGqO96Z0EO9Bm8UJWwtVyuzRo0dDQ8Oxxx6r63r37t2pvEhZWVk8Hi8rKysvL4+WREoqo1Ime9B+g8B0wTAgqECAg8IBZHApAqKA3w8BGaISAEDKBMMGx4KSEshloUMlKDJIEigKSBKAjCBDweh5W4YEYji6h0CFbUiE5Ml8/PHHjz/++KlTp0aj0QEDBtDaTvp/Y2NjXV1dLpdLJBI0Qstms7qukwUji0H2hKpsUR2DTp06bdiwAQBIYJdddpmXhuK5bajaVREVSBZbluXZs2c3NjYec8wxr776Kq0192CMUWKdoqoOgG0x8KkQ5mCrEFS55DJAB9ww+KQSGSwX1ACAkrUcQCcWj0KJAywEPp8VwEBQthhzUfJLKoAsgUyTewULAk/tuZ5QsIvgum4ymaysrLz++uunT5+eyWR8Pp/P57MsizQD+a4BJDAAoKGm3++vrKwMhULxeLw0TzweD4VC1PajR48evXr1Wr58+X777XfyySd/8cUXtJLbK3xIk8aifnoAAMMwunTpkk6nX3vttWOOOSYUChVW9NsIB2AAHDAAlgQ6d32yIgNIwF1AudkgggrgR5AYAEBdZkNZRSk2/ynVfGMBCEoACsgKyAqA5BV+2vKCwzzCEu4hkPXzLFhlZSUATJw4sbq6+sMPP9xnn30qKyuj0eh+++2nqmqnTp1UVY1GoxUVFVQAjiAXzubcKt6K6u7du/t8vkMPPXTMmDEvv/xyNBr1fDO0A7lz2vHTb4TG2zNnzkyn00cfffRpp51W+CoV1KRz45xLtiRLMkjAJXAAqG4kuMwPEFBUBqABADk5GQTTIEWgQ0UnExgDBiDL4AMABWQX0J+f+rXCJSUs4R6CV4cS8s1qSDOMMcuyIpEIFJQedF23RVILrTjjnJPbBvJGki4P2qKqqq7rVFIVABzH6d69+/XXX3/llVdScWcau0qSVNwaXE1NTYcffviGDRsee+yx0aNH02f/+REyB0hZEAukmSGHQghuENBvOQAquC74JE3lruSXQAkA+O18tzrKRJAlx2Wqov6kKolX8nBjqt3WdSlWUewheGVd820AXZrdSZIUiURoTR3lfLquS2uRIF8lDQAURQkEAqFQiAIS9IdUI8/n81FJZQAIh8NeJSGfz3fXXXfdfvvtX3/9NQCQhi3Lgrxoi8WcOXNWrFjRvXv3s846Kx6P0weh+pr0eb2pLEgAcR+oHAJcBkcG0w8OMNb8j/OIJCtgAVgMbJAdkAEkCZgEjgQO8LQpuaBwAJMp+NPkmG0biDbvKyyhYEcYMWJEdXX1/PnzKysr/X5/IpEoLy9vh/clByxVYAiFQuTvtSxLVdW99tqrtrb23XffHTVqFA0HNE0je9gCBM6BM0AbQAbuA/ADBxOAcwBqNifbIDsAHGQ/QAAUsOXmAueF/zxP6E9LeQLAttg5YQkFO8SECRNSqdQFF1wAAJZlkQKpa/JOhYaXPp+P1hCHw2FKnXvooYcaGxsHDRo0YsSIpqYmGpD/rAIBgIPsgoygKCApoPhAAa6CrIKsguQHyQ9c9YGigKKAhKAwSpZQ8v/kAuFtw7Bzs2x98b1AsHk452PGjAGA8ePHY75FXHtWRqccA0RkjGUyGepaOXPmTMz3eN7S3xaUrmhuLEcFZ+x8jQqWr+Sdf8Xa5J+T/8daVjx3t7HKlrCEgh0CESdPnlxWVjZ9+vQZM2ZQ86n2nBPatq0oSjabVRTlmWeeWbVq1SGHHDJmzBhd1yVJoiIAVPZ2UyQACUHhzUUuUAKUARVAFcAHqADKgFKzO0bhAAAOgAFgAlgAFgB1/3A3qaO+XQgRCnYIROzVq9f48eNlWb799tuXL18ei8W81lo7FWp0RW7YWCyWTqcfffRRVVWvu+46CpY4jlNaWkrLrzZ7/hK4MtgSGBLoEuQk0Av+0VNDAlsCV25OyOb5DjAAUFD6gAPwjb4YBMB8vZmtIUQo2CEURdmwYcNNN93UtWvX9evXX3nlldXV1e0Tn7BtGwBUVdU0DQCeeeaZ77//fsiQIdQpWZIkctUWJsRuisQ3lrSnO4eST/ik7a7X7hHBD+AHHgDmAx4A5s/7ctTCgjK43TZRiFCwo1RWVlZWVk6cODEYDH744Yd33HFHKpVqh/f1Fi7KskzN2AKBwGWXXeaFMaPRKCWsb/YQyAEd4JYKjgpOAJwwOEHOAo4TcFiQO2FgAXBUcFSwAC1gVsB1wxzDnAc5Bjj3c666XOFccn9u5dK2jcqFCAU7BHWMNQxj4sSJBx54oKIozz777FNPPbWz35ccsNlslkIU77777uLFi7t06TJ27Fg6K3Kfetl5mz8SB+AKMAW4ClwBDtwF5IAucK6ASxsVbyjKAbhU8H9oLjECmxjAbZ4XCxEKdgi61ilSd+ONN5aWljqO8+STT/773/+mHQqtIg0g2wTqD01JoQBw5513IuLUqVMpldzL+6Gnm3cUySD7QPIB+BTwyeAD8IHiA9UHig8UH4BPBqrd6gOJNiqgyD/zT5ZBllsXrhDBesEO4XXDlmWZMXbsscd++OGHkiT169ePIvgAwBiTZbltc7u9om+apj3//PN/+MMf4vH4999/v1s2CGpldEYgKICq3yPiBx984Cnt5JNPTqfTtJ0aBG2uAfOOvCljjKT+zjvvtOHB2xMxHBW0AYqicM7r6+tHjhx5yimnKIoSj8fffPPN22+/HfLt7AFg01awrUbX9VAohIhPPPFEY2PjkCFDjj76aApa7HaI4ahgh/CqPFFPQsbYypUrR4wYUVdXR9unT58+ZswYGrXi5tdJbS+0UEPX9f79+69evXru3LlDhw7dTVvHCkso2CEoDEBrgmlL3759L7roIgCg1Jmbb775q6++CoVClmW1YSaNoiiapv3rX/+qqqrae++9jzjiiHA4vJtaFCFCwQ4hSRItYgSAhoYGVVUzmcw111wzZMgQADBNs6qq6rLLLstms5vLHWsdpmkyxiZNmiRJ0r333gsAuVyuuEuoWo0QoWBH8SpcdOjQwbKseDzetWvXkSNHdu3alVbxff3111dddVU0Gm3DEIUsy9OmTVuxYkXfvn1//etf+3y+aDTaPulybY4QoWBHoYC4F6CjjZMmTaqoqKCAgd/vf+ONN+6999427BKDiPfddx8AXHbZZZ4/hhYo73YIEQp2Co7j/OEPf6AyZz6fL51OP/zww7W1tW11fOpSqihKIpGgJhmpVKrtemC0K0KEgp1CIBA466yz+vTpoyiKaZo9e/Y87bTT2jBY7/f7hw0bVl5e/s9//jOTyUDeFO+OiBCFYGfBGFu9evUxxxwTDoffeeed3r17t+3BHcfp379/VVXVVVdddd999ymK4rVt270QIhTsFCiOp2naF1980b9//9LS0p2RULZ48eKBAwf6/f5PP/20X79+iqLsjvZQiFCwU6CWFVBQGz+Xy/l8vi0tLNoevFakV1999VNPPdW5c+dly5ZtrpbMLo6YEwp2CqTAhoYGWlxbX18fjUbbSoEAQCX6c7nc5MmT+/fvv27dultvvbWtDt7OCEso2FmQMdR1nYqael1o2gqvJfDcuXNPOOEERFywYAElCexeCEso2FmQMQyHw2QA21aBtm3TJJMxNnLkyIkTJzLGxo0bR55S2k7xwzbMGt9JCBEKdkv8fj/lwVEJ4DvuuGPw4MFLly6dOnUqVVhTVRURadnhLj7cE8NRwe6Nt7r3rbfeOvXUUyVJ+uSTTwYPHuw4DiXobK789q6DsISC3RLKUGOM0bQwl8uddNJJN9xwg+u6V155pdcFzbbtSCSyi49IhQgFuyXUAEdRFEVRGhsbKTv8j3/846BBg77++ut77rmHVOrz+RobG8lU7rKI4ahgN2ZTj+u8efNGjhwJAEuWLNlvv/3ITlLzxuKc4jYgLKFgt4Q8n5xzGmomEgkASCaTI0aMuP766wGAah/SWsddvOyFsISC3RXqjgYAmUympKSEPDS2bWuaNmLEiCVLltxyyy1//vOfGxsbqRLULosQoWAP5PPPPz/ssMMop/SQQw6BAsUiomEY4XDYS6wrOmI4KtijoMX1Bx100CWXXGLb9p133rl+/XrIt6ygVk3hcNh13Wg0uosMU4UlFOyBkN2rqKhIJBLTpk2bMGGCl0dOo1aq/lbs02xGWELBHoWXRmPb9uzZswHgnnvuWbBggdekSZIkal+x65gfIULBHoXP56P0UVVVjzrqqEsvvbSmpuaPf/wjAFArX2pTQYbRqxNXXIQIBXsUuVyOPKU0+Jw0aVK3bt3mz59/5513RiKRQCBAIX4ymLvIiFTMCQV7GlQUHAAsy5Jled68eaeffjpjbOnSpX369GlqaqqoqIB8K5tinyyAsISCPY9YLJZMJgFAVVVVVUeNGnXqqaci4vnnn+84TkVFBU0OZVneRSyQsISCPRnOueu6rut26NDB7/e//PLLw4YNo/WN3vKLoiNEKNiT4XmWLFlSV1c3evRoyLcDdF13F6kKJUQo2KNo0fiJ9MY5V1WV5or0FPKFw3cFhAgFexScc28xoQci2rYdCAToavdetSyrDWtPtRohQsEeRQuZbfnVNuyXuCMI76hgj2JTM0hQXN40Tc6516RtV1AgCEso+B+EqoMbhhEIBGS5+Hao+GcgELQPpmlSg0SKE/p8vl1BgSAsoUBQdHaJO4FA8L+MEKFAUGSECAWCIiNEKBAUGSFCgaDICBEKBEVGiFAgKDJChAJBkREiFAiKjBChQFBkhAgFgiIjRCgQFBkhQoGgyAgRCgRFRohQICgyQoQCQZERIhQIiowQoUBQZIQIBYIiI0QoEBQZIUKBoMgIEQoERUaIUCAoMkKEAkGRESIUCIqMEKFAUGSECAWCIiNEKBAUGSFCgaDICBEKBEVGiFAgKDJChAJBkREiFAiKjBChQFBkhAgFgiIjRCgQFBkhQoGgyAgRCgRFRohQICgyQoQCQZERIhQIiowQoUBQZIQIBYIiI0QoEBQZIUKBoMgIEQoERUaIUCAoMkKEAkGRESIUCIqMEKFAUGSECAWCIiNEKBAUGSFCgaDICBEKBEVGiFAgKDJChAJBkREiFAiKjBChQFBkhAgFgiIjRCgQFBkhQoGgyAgRCgRFRohQICgyQoQCQZERIhQIiowQoUBQZIQIBYIi8//5VWSXndBhIgAAAABJRU5ErkJggg== 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: N#C/C(=C1\SCC(c2ccccc2Cl)S1)n1ccnc1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: Cc1c(N)cccc1Cl
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: N[C@@H](Cc1ccc(O)cc1)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: CC(CN1c2ccccc2Sc2ccccc21)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: CN(C)CCOCCN(C)CCO
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAAA+Y0lEQVR4nO2debwcVZn3f+dUVVd33yU3uUludrJAEgJCkC3AgIKAAsouEkXQyCg4oyyi+Io6KKMyijOK4zAYluCoiMq+CgEEZIewxUQgJCH7cpdeazvL8/5xuvt2ElbJpW6S8/30J+nbXd1dXV2/ep7zPM95DiMiWCyW9OBp74DFsqNjRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaEFkvKWBFaLCljRWixpIwVocWSMlaElh2COI611nEcR1FkHkmSJN1dasCIKO19sFjeV6rVaj6fZ4ylvSM1rCW07BAopaSUUkpz3yiwUqmkvV+AtYSWHQqtNeeDzvAMuh2yWAYOznkcxwD6+vrK5XLau1PDWkLLDkEcx67rEpHruuaRMAyz2exgGBlaS2jZIfB933EcI7kVK1YAyOVyg0GBsCJMHQIUQMCbOSRU30bVt9z20U03Wb+ZPzeFal+/cXxo85c3v0rXtqDGnwKIAQFIpRQAKVDoq3z3uxfffffd5XKx/rkpY93RNCFAAAQwwAE4wNCkM1aTX+Nc44AHOCnu8VbAfBVqum/gAK8dhvoRIECb+wwAODMHQQKq6VXM2BIGDXK1AmNQQJQUWnIcEEEUtGSHKuVXK9p3/YMO+tCCF56cML5r+YpXkiTMZFoB9/367m+MtYSDjC0u+9hOrF8D3rjavBEa2PRJ3n+S6tq/XPeft6y+BQc4MUgFzZAkoiWX05CxiluyLRracbylS5dOmLDzghcWTNtl2tNPP10tFTIZbyC+4bvFWsI0ofqJZc6pmhlssoTGGOr6lsZSDIpxzD9M87cD+pVVgzf9C0AQSoAG2gG/thUDGBgkAMBtvkQRA4DuQvfwjiGArgSl1nwrA1cad905//jjTiLiBx900M23/GFIR4vjaDAGeKmbImsJ08R4oQ7ACKwhv4bICCAwgkNwgQzgbusKbKZm8zmIA279Zmg44DFDGSgzxAAYATUNvtFbAQwoVtYM68gAiVCiNd8ZJ7xaweU/m3vssSdoUt+88LyHHrmvfUjecTnghkH8/n3fNydlb3hHZ7OADNviTuPZJiOwzQtxy6/cf/XhWwwaXQYGOKxpc0AASc0LJd5kXXU25wAiEknW60gS5nv+SaecfvOtN7W1Dvnhj773uTNmg4kkCRnLOk7Gc3MgnvrxtO5oqjRGgI1TjG1qDmnTG9v2/VHa4g42u/oYEZrQiwQE4AJZkNt/aJhAzR31QE2GhAlCLKFd5MOQioXokIMPXbdmreOy638/76ijD+/pXts5fJgUynW9qCKzrblNPj0lrAhTZVMXlFi/CWDNwVJqGjRt6yJs8Ibn3eYidKDdzb30xpbMbCbrIWQAXqXKc3lfJVi8ePlxx53w+oqlu0yZfPc9t0/ZeVzjbbXS3PGgeRDE+RY/9eNpx4Rpw/rNYCMAo5uzgmyTbbZxTO5OABJMb+5db/LtjKvpbp4+bD5A2viuIRACAuCEXM73ZYhbbnz6wFlHvL5ixSmnnPz4E3+ZNHkMoCvVEuCIRHHug7iMVb7Ff9+++VtgRZgqDCJJwEAmtSXiSCUSSkETIKBjLaVWm8Th08ZMw9O6pgyTBK9Wq+ZPU5mplNJaN5wsIlJKKaU0SUBqRFJXNUJCtIkgazQShvWEKAO4BpNAvXBB1oaN1bCoEREkwQnCrJaIS/jJD5656Bs/C2I6/7zzfvu7q4YMzXAeA6K1pRXEPS9rTKvrD5aE6yD4VXdsmMOlVlJJIYXv+Rkn48Lh4AAccJe74A4BmlHNPU3JGJZKJQBSykwmA4Bzbgqgr7vuulGjRs2YMePSSy995ZVXMplMGIaO43DOTVGYEEJK6TiO4zgMThQnDI7LMxycgTQSTaIurEb9Sv2SQw1HQICJTTwCBqGRz2UEqBCQpg4IV5TxlbP+csUv/tg1Yucrfn7Nt771TcdRQdgHxJvX09Rc3PTLZWDHhKlD0AAIpLUG5wyMQHESe57nMKcpikEAOBgHT8snDYLA1FsmSZLJZEql0vz580877bQwDAEwxiZMmDBlypTZs2efeeaZSZJwzk25pjGDnuc1ajXL5SKYzud9hzMAiUwybrap/IX3S8XokMeABDIgDxrEAA6BwEGV4IPaEWHDcnz204888/zD48fnL/7+F06a3Q4P4DFDNZax77YDOWjeFN0BmBwUDgZZUiVJIiLVf9O1m4ojrYTWMiGRkIxJRaQikjq9XQ2CwNyJ4zgIgmuvvdacQocccsif/vSn0047DYCZo8A5P/XUU2+88cYwDInIuKZKqe6NhaBMJIkUUe2bCKKIKKjfEiJBRKSJNJGqb0yCqEJUIQo0KUlKUiSo0hd2l2MqFmjB47Rz592d+NPHZt2/5HnSFar0ktYUiVIs1xP1EUVETW+oiLQiEubd08WKMGWUUZkQlAgKY6qEVI0oTChRJBQlQiRRQiImFZKqUCzT2k+lwjBUShGRlPILX/iCUeAll1zS2Kanp+fKK6889dRTOef5fB7A6NGjL7jgghdffLH+LkQxUUgUU1yhqEpKktZSyEpDY0QJUV2BRibSKDYhKmrq1rRBUk9MpUKUhIKiiK6bSwzfnTT03i+eUn3lOZJV0iFpQUlC1bBCFEVxsSa2xuVOE2lBlAwGEVp3NFUIgIYiSAXH7Q+Pou4vOQAUuVwwJgFJSQvLphJPMC5ooVCoVquf+cxnHnroIc75HXfccdRRR5mnGluGYbhq1aq5c+fOnz//xRdfZIz5vj9mzJjTTjvty1/6VrvvZtymOJMDcCiKHd4Ig7qA15+Crw8LiWmgohEDktCi0S5jOArf/PrLd9/xeF8h+tznTj/ry/nxO4G5KBYwdBjAEEYyn3Nr79MMa8qCWHd0h0YTSUVJQomgSFAppPUFWl+iQkwrN1ApokiQEFrFgkRIokJJWpYwjuPe3t4VK1aMGTMGwJQpU5YuXUpElUqFiDZs2NDX17flqx544IFTTjmlra2NMdbW1ja0beo3zr7nlnnUu5yoQhSSihqmKKobw/pDepObJtJUkVQUVI6J4oiWv0yzP75q+tiHge9f/1uqJFQliol6yus1KU3U2xuVS0SK4rBh/YjIGMCk7vpaS7id8QbHUm9WkK3q1916Ll5CKCQCry1/5qln/77oZRmrEW1DjjnmYxg/GqOGIctDDTiOA80BgDNwp/mz2CbJfJM+Y+ajt2rUYd68eWeffXYcx0ccccRVV101fvx4ImrEaaSUZkDY3d09fPhw4762trYCqFarN91001133bV8afDq3zK5zJRxY3eZtf8BnzhuxkGHwPERJGhpMzstAABebfepdpg2q94jgcXP4nsX/f2WBx7apWvc728+Zupe0BlkeCVKeodkWoFcpSpa8+0gRAFy+cbx103ToNA0CSNNrAi3KlSvpmL14g/SIKqdRBxwWQxudOjWcmECxR6s7Z57xhdGf2DmtD326RwyqvjashdvunG/jx82+t/OCXKZGPkwEWMyTIso8TIK8CTLgIM55m0Va8yx0w60A3KgWf8MxDc4yYx+tny84VtKKZVSvu9rraWU3/nOd/7nf/6nUqmcc8453/3ud4cNGyaE8Lx3OhVISimESGTuf3917/33rX72EYhgdFtuzMTJI47/1OiTPo1R41FJ0Npa275QREcLQOD1mU/VAC15BGVkOJ79K84768mXli/++OG7/OCnB+28OwIR5X2X1764uQpt4YVuMm+jQdq+KKw7unXRdWdHmIiCIiVIJlSLcSakhSQVEUW1ICCRjqhn7YLPzn70Y0fS6tept4c2VmjxGrry9zfutnffX+7RFPQSbSQKyr2kKzElIQlNihRRQhQTRUQJCaIqUYWoSkJQQhSRDEhEpN+Ru6W1NjFMIqpWq3EcS1nzfFeuXHnGGWcA6Ojo+MEPfhDHMdW90LfAhHCa/0ySpBJThag3oiefoP93Hk0b+xpwa5bPGz/uquNPvPs3f4g2VmhVL/UlVBK0bBXtusf3/+WcP7+8nCpEGyOqCvrYMT+bd3XluCPv68DV58+JXnmBREKSlKQ+SUE1qQwG9/LdYmdRbFXM9bfhHTo8AcxsGR/IAFBwiDuNpLPWqASIsPrpRceccjyGOMhKVCRG5/BPe+K6fOnV1zsmrvNGjfd9N9fiA5ooIeYqTTyRXDAwBw4HweVgjvks14GGYIgdMMB/m6ky1OQKEZGU0gQ2ARQKhe7u7i9+8YsPPvhgV1fXZZddZvIQSqmWlhYAYRjmcrm3eOeGseUGIAZcH7vujSkzcO53Ji9bOvn/fv38/8279ZF79W03XbvL+GmHH3Hwpz7tTtkFHHh5YSHqW/LRI44ctxP8DGQJq5cmnNF3Ljn8oA8tOuNz/rChSGJwzR2vQyPx37FlHlykfBHYvtBEkkjW78dEVaJeoh6iAlFoHjXmK1G1kEy5Qvc9dOuk3ejW2ylcXqWeIFxPfetp9euLvvqVez//BdpQoKqiIAl7VpLoIQqIItKCpDIGjyKimEjWzLAkqhnJKlFQ35s32+EmA9hMpVIJw3Dx4sUjRowAMHPmzOeee848VSqVzAt7e3vf7fGRREUZlImqdbtdEtRTprXr6L8upWMPXzlh2APAr4b4cz9x5PPPPkVTJv7fJz763EEH/KYvoGVrKCzR+JE/nHfN2khQNaZYkxBULJAUJBX1FCt6cARa3i2DwCHejmCAA03QVaAMSMABWoBsvdA4qg1VNEjV5uNIiXI5cR2MHQWhXFDOy8JxEcdSqzWLlyBUKCSIdba9FY5W1TLCAFKCFFxJvg586nNU7EADroRjisAcxHlEOai3S2hsNjIUQgBoaWm59dZbP/CBD/T09Bx55JG33HLLzJkzzSixra0NgNZ66NCh7/b4cCDv5LgGCbgEF/BcuD5aOnDWubj2D+Nuvu/Qb190yMxZGb+lxDUK3eGF35gZh8nV/7N6ZDsgkcvlMvlKpMAyAkzDhZ8FABCGtrckYrAsL/GusO7o1kWDtJl/SrXuQ7UyZBOv4TCJLwVIcA2ugARTp8QKWL4aM8dvLHePbekCCH4uCuIDP3Qw4iS89sbcAftgnwnwyWEu4IAkuJRAAk/ByzgOA5zGbFgHitfc4Lf4gc1luFmEROS6bhzHP//5zy+88EIAc+bMmTt3Lue8r6/PqE4IoZTKZrMAgiBo+K7vBAYtRZDzspq7AITWLufcMx8Nn2PGXpg+c9r/09PWrcKIdghZGToS537t85//7Nc/fMBPxnUhm20No96sDwbESSWfaXczKBeRyyPjIONl3mYPBiXWEm5VCNBgGi1ADnDqU3cIyAPtCpkESDRIw9UBRBUSHR5GDx/WOnzpHQ+AeEfbcOIaIsJrq1984rm2qRPQt+7Zm+6484TPP3fs2b2XzMXS9SiVQDGcRDIlEOQQtUBkhKwJ3QE4ONBGaHs3V1kpZRRFPT09Z5999oUXXtjZ2XnNNddcffXVQRAAMAo0UZlsNhvHcaFQeFcKBEBIsl7I0OegyijOcOlAMkKlGMkEngfGIEiECUaMRiwgaVVV4oRT8OlTPn/ZD9Z3tCIoJ5yZGfiejFuVBhiGdMB1IVUUJ4OiXcW7xVrCrYpJOxGgkGEgXlOgS3BkI/Gl4WhA5euzccAzh376lLvvuqvlnke7DjsQrgNJz/3xpnxX16gjD4fQ0w/b74Vqsbdn42t/vDm47aadD/jg3scc4e+7V3bY0KzDQAJcgzngBO4Q5yY1wRrNod5BxTcRCSHiOD766KOffvrpnXfe+fLLL//oRz9aqVRa63mDYrE4ZMgQAKVSqb293ff9twjMaK0ZY5v5uqy2KwI6qa8JwTyGoe1Zc2xCVck6HvIghTXdcDNxvg2C8I3/N+PAva+89eYvuXyIy4cwgDTaWjljCKKK78FzHA7XdbbJ83mbzxM2nwebOVdRFGUyGc65qeh3XXez9UDMSj2e522tRUIIWkA7pJ2yAM8i6xBAxjEVQBhhaEZxkehqLtZYH2685Y4R++yN6VORiL/9+voF19/W5vt67NDXNq6ZNnXXY0450TloL7gEJaE0PfXS87fft+T2+0YqhyXk53LT99tnyEkfx4EzMcRBixtyJHBcZAByJMu6XhIJcDJ5vyAIstks59wcBCJSSrmumySJmd9w7733nnnmmStXrjzssMO+853vfPjDH0ZT2nArYdpVaFAGzPzJAZ8I0NjQjc6u2qSSqIKe1dj/gK//5emfDB+J1gyu/Hn1N1f+rVBce9kVRx11QsZ1wRg4GWVXAQL8QVGD9u7Z5kXYwIQN6pFwlEol40GZs01rbU4mIYSZX9Ms1ziOfX8rTLJWQFEFLU7WVxwKYIAGEgnHhdLwIXgkKcw5Hkpi/bd+9vDd95UnDp9z3ZUYOQxruhFksWRpsurlzJ4zMGUS2rNwCV4cOFEODosyqBCKIW68c+2dDxZeX1MtV0ucvN0mts/afc/PfRKTRis/K+DESkLo9mxbEse+nzMHp3kNBnPZatbhTTfddP75569du/akk0768Y9/PHny5N7eXsdxjOmrVqsmJ/Fe2axfDtdgCnBMpahUYB6qochnPS3QtxZ77X3Bzff92557tUUBuMBH9nlkyZLXvnHxAV+/aBpzAWheG3jX00D0jsz+YGN7ECERGednS4PWMH1KKSGECScYkiQxM02x6Tn6XlCAWQbWBVwNRxGIgTSYgmdmrykEAit77vnyhZmFK+K898EfntN18jFgWSiC0lACUQA/D88HZ+ACnqoidiCy5Sw0h+6F76FKeGFJ9ZYHFt7/aNBT4u2t63xq2Xta+6w9djv6sGETJypwB5yBATwMY6O6vr4+3/fNQK5QKHR0dACI4/jSSy+9+OKLOzs7TzjhhJ///Oeu6zasX8NOvveDA9QzqKohQnOLAaFIcwYgjkhl2MhKiS98Gqec+i/3PHz5Lrs6jJBU8MAt+PZFN/7gshMP/zjz8wAqHAA8ZuTXmA+8relwmxehsXJmKvdmT5loOwBTXSWEYIw1xEZEUsrmR947pvdCAgSksoxaiUMrkIaOKMNZFEB6WPDK7ef/m17fO2bU6H1/cjH2n1iiJJMZwV2np7RhZEvOEQzVGG1DVYZzIEGQoJqH40Q+Ehm1Cw6W0UBZIwCqwFMvrLnjnkcXv/hK0Hf9K8/0AMd8+qRT53z+wFkHZTK+6/lJIomo2dSbqGYYhnEcn3XWWTfccENra+tFF130zW9+E0CpVOKct7a2mnPDzMo1V6utcICofpga00RYBUgILBah63EHHpDV1IIEa9fBbUVHJ5gGErAQq1dh+BgoF21DABQ4BOAzaq+Nt9k2KcJtPlnfaGdiEEIIIYgoiiLzSBAEGzZsaN4giqJGUZWUMkmSrbY3mkhQUJYmEx1TEqpiRL2RWku0nkrr6IrfPbbTQc+NOHDt0f9Mq1dTZbWS64pUWke0nqhApHREPd1UTWKigqlIk7GkXknFiFSfjssURSbRLStU7aPe9VQtUqVIy1576jf/99kDDtgJGAq0AB/8wIyvfvVfn3nmGbNrxWKxccTMnUKhsMsuuwCYPn36/PnzzZxdk4unpsI0MzF3KxEQrSNaV5tiSxFRmaibqEikpKAoVLFIYllcsXpJFCtpyvI0PfEknXz8b4874s64SGGVhDZzDCtE64h6atMO+2cebmNs8yJsKHAzNRLRs88++81vfvPCCy80p9eyZcsaTxmhNl64WaHjP44iikmV6rUysq+iuom6SayhNS+Xf/Hf907a9y9DdqPPf4teXUPLXxLUnVBPSNFGojVEIZGKqrRuA8Wqh2gVUclUvMgK6UoPyTVEVaKSiEKRSFKCRE/c0yt7IgokBURBvGFt7yuvXvfT/5oxdoID+L7f0dExYcKE//iP/zBaKhaLSZLEcXzjjTeOHTvWdd2JEyeaSUnUNHe+cUCEEFtVhBWi1zW9ThQQKaKIqGhEGIUqCRtTi5SmiqJipEsx0bpeiiJqycyZOu6/4hKJhCqh1kSaIqIeomL/DOBtr1qGaDsQYaPOuFlXhUJh4cKFY8eOBWCGNyeffLIpvOru7jamr9kGbjURmqq0gCRRSGpjuJ6oj8rr6LGHe8786iPT9/vThBl93/t36llJhaVEG4i6SfXExd4oIZKmBk2RSiok1hOtIlprit0qZSoVtaZq/XKfEIVEEVFIFJLqk+XeuBiTEKRCGUmtlKYFz7547rnnt7S0AWhra+vs7Jw5c+b9999fKBS+8Y1vDB8+PJ/PH3zwwVEUGa+hcTQaUmxYxX+gQu1NSDT1SQq0Ii1Ja9KkNPVo6iMikkSCogqFVbOx0KRiolBRFNHUid8Ykf3JhuUkEhKkNSWaGp1BxKCaH/hueS8iVFvcGs6A2vzSpN/8tsm7NaZvqv7D+pYv3FKE69ate+ihhzzPMxO6Pc/L5/MmuDd+/PjLL7984cKFZsstT7v3iiZSJGKze4qoTHEPPf7o05/+3I0dU57Z88M073e0cRWFr0fULakvCNeSKlOSkDDTUSWFWpPoI/26pPVEG4liIgoTqiYkqBJRkpDW5nSlstBFIcNaAamqkqiQDE23Fik1URypIIhuu+22ww8/3Iw+zPDYBFouuOCCMAyb3YdSqdRw4xuHaKsdHCIipSmRRFqSFqSV+SXLmspKKVV3KeNqfxOaSFKsqVSho4/81di2effdQpWAYoolJZpUzQbW3NoyUdCYnbIN8VYilFLGcdzo0lMzF/0aMJefqDaXxlyEzMmnG08lpEmbW72JUa3GWTa33Km/myatSGqSFGkqEhWJAtLKbFbpqYRFYV6Y1Nr2bFKeXCwWlVJz5841J9wXv/hF44IuXLjw3HPPnTJlignetLS0zJo16/LLL+/p6aEmKTYw824aZ6dxycyfQghzp/Fv4+VhGEqiQiJi8x49PRRUgof/esUxx1222z7zj/0M3fEgreumUh+pckRBL1VLlGiqn4z9TY2UqB/WyBwbqUgqc3lqmmZeqxfXmx5RuenIqHFtWr169S9/+cv999/f5E7POeec7u5uIoqiaLNR9ACjGt+iqddTU3On5kuzJqUokRRJ+uKZd4/vvOOnP6CqoiqFkpr60Gw5K3+b4q1EaDpGbv7oJiKM+kXYOJNMHystSJun6q+oq7G2TbMC+19C0txI6Ma1TREJKq0rmPOr0heYpmTVIDE/VnNjhdmzZ5u8/A9/+MP169ebB6vVKhEppebPnz9nzpzOzk4Avu8PGzbsuOOOu+eee0w1lhBiS0FuOSISQpg3LBQK5XJ5k41FEhIVk7B3w1qKo4evvPpf9z7guwcccss/f5kefYY29lGhTBvXk0oiEusp6TWG7n1kw4YNS5YsWbp0qTk4SZIUCoXazm/Nsd9WQpPWlAiKFP3ksqVd7XefNYcqkszgsalrU1Jv2bZ9idBUkzT+7J/z8oaNOnTTZUk1SdGMkGpdtCpNne2iTTz4xst1/9W9rl1VU6wgWZVaVIiKRD2SikqT1qQkEVGpVFqzZs1HPvIRAO3t7bfddpvWOo7jMAxNwbERmPlGxWJx3rx5Bx98sElOtLe3T5w48dxzz33sscfMl204YBs3bjSmzwjPaHUzpJSFQqHW24/qTpJSl3372+PAxgK3fP/7tHIFFYtULlKhl8p9pIUgtVEGlYF3npRS1Wq12c/UWjfGwGEYNn7lwShCIq1Jaoo0PfgQdeZvP2Dvv1WSugg3u+jX7MF2JMLmoYJxz4QQSok3GAc3K3AzP5MUUUA1x7KHqLvp1kdUrh21JtdKk+r39WX900R9Gh5FRD2VZKmkbklqzYYeTVQqlRYvXrzzzjs7jjNu3Lgnnnhiy68Tx7E5C5tHOGvXrv32t789cuRIANlsljE2ffr0Sy+9dPny5W94TEyJs/FUG+d0Q5m1j9CkIvmJwz+aBYYCV/779yguU1SmUjeFBQqKpCMiIUgXRRK/vxF1XcdcUxo/sZSy2cceVJjzIhC0eh2NaL191JB7itW6CMlco1V9RJNsbyJsYMxI/dqp+gd7DQVuJj/ZbAyp7rVW6sHoDfVM0QaiHk0VTcI4q/URUUQU9Iuwrve4WFOpokRQuSDXbAxfF1QOovKdd97Z2trKGNtvv/0KhYJSKo7jvr6+xiiuOfzQnCRsCHLBggWnnXbarrvu6rquqdWaNWvWlVdead5qy1OzEU40ZsR0YSEi0rTylWV7T98jA3S1D3n4/j8TRVKWtC4lso8o0BRJimIRhXGk9PuhwFKpZIZ8/Tu5Kc2hl/drWPguMFGoqqRqQLtOeLiV37J0GQXSiDCpz29uXPEHRR/Rd8vbiHCLX041RWLUJi7olvJrcjLrF6pK3ST2EPVoKmoKGiLUinT/ZqJ2DWxq2aIFxTFJophURKIgqn1R9bL//Knrurlc7tRTTy0Wi+Z8apxMjZ03yTFz3zSQJiKlVLlcrlQqZijY09Nz/fXXH3XUUS0tLYyxfD7f1tZ2/vnn33PPPQ0rGgRBQ8ONAeHKlSvNnQf+fP+4oaOzcA/Z98Blry5JZCgo6U16Q4qqFFUpCikJKY6kMP62er8ieZv9juZ+wwAOZrSWmihSFMR03BErOtxb7r6DwthE5AKiMumk3lCAtk8RNo8MtdaVSqkuQrH5IHDTuJZu/Cfrua3+mJ0iEpoSTYkmIUltEtPTVI9eq+ZPiUOSigRRdyVc3VsOiZavoi99+ZdAe0tLywUXXGDeOo5jE/RrjHCahz1BEDQKRxoVIVsmCVevXv2LX/xi1qxZJsrKOd9jjz0uueSSV155pbGNlHKz+P7VV189cugIH+4njz5x7fK1SlGkkypFVRIVSgoU9VK1QklEStS/aVjdesU6b46x582/oxkoNg9xG1Z9kFE7VSSpakjfuYA6/Zv//eK+qCbCIlEf6agpvLo95gmbRVgul1esWF7zDjeLxDSFm+vqSoyJq8lLbGIqdT3I3uTDKkFKNltX3ci2CaPVqhC9VYo0hYL++iid/tl799jtW0OG7HrbbbfRpgnlLXXV5FFTuVw2pq8R/k2SpBEXbcT0q9XqokWLzj///KlTpxo1tre377777j/+8Y/DMDQiN1VyUsrvfe97ABj4uWefGxYiUqSUSb/LiFRIokqqSHFAMjbD20Q3X7MGjkYGwrCl9Wu+SA0+FGkRR2VNSRjTNf9NI/K/mfOZp6PIiLCPqId0VPOV9PYowjiOzcXSOG9SymHDOrpGDvv6eecuWviycUGl6amnSchQU2ASr5JKkS4Jik0jZHPVTxKSsmbhlKzlA00RoCSSJCRFmiIioeP+iKhSFFFflV4V9FJMr0dEYURPPER7Tb2V4eKD9r1y2VLdcAvNbKatfoyKxeLdd999+umnm9yGUeNpp5125513aq17enpOOOEEAK7rzp179RvVIRDVj8NbJPQsb0Qt56wpEpIef5BGtv5ir91+GYdm5NLXL8JkexRhFEXNl8xCobBo0aL99tvPAVywrNf6wT0P/Nllv+pZH5KmcrmsKVBUCOU6Qb2SKpISY/y6S2tC3SspkCQkkRAkBImERC0pT4mmWMlIBZIqispxXCRSOqGgRCKiRFJChZheC+mFiHoqEd36RxqV//241jvmnLrspQVULFBzlG+ri7D5IKxYseKaa6750Ic+1FwBP3PmTACjR49+8MEHld5UWs3hpf6IcU2Nce3ybXlzNFEc6zjQVBWalvyddp5w2W5Tv18ubSHC7dgdFUI0t3lds2bN31548cwzvtDRMizL2120O2j52Ec/fuNNNxSraxLaKKlHUDnUYSVWkTC+eo+glWW9NKR1gsqSEkG6HCaNk1UTSa0SGWqKiSqx3GgS9CImKUlo6o16AipGRD0l+umPql253+w05N7Tjlu9YQ3FySa9bQci0mDyjcVisVgsNoqHNmzYMHfu3Ea7sRkzZrz22mtxHGuiuNZ/kIiasjnm0aRfdrL+mBXhW1GLmSuiSGqKIzrsQ/85edKXli4zx61MVGwEZjSR3jYDM286n5Dqc8k26XZuVhEiXi2Ff33kiSvnXn3L7TcR4rYOP9/inPSpE2Z/+vTdZ+zdkh1K9QYnCQuJFRy4LnwNMHAHPqu3Ieif/EWNdQKqBA/UognEoBlMh4gNK/GfP3r5ht884Tn5r37tk185F4IDDC05MAaT/mpMq9+KNM/3JSKzTLRRZmtr609+8hPXdU899dTRo0cLIcAZOS4aaz032p81L0zJAQZVX1/B2Qanv71/EBADJJFFLBzHYcedcNHdd999ww1zTz5xb4YQAMiDdsFAXGsoZ1vscPEWAm0E+qMoMnUhxUJvua+7lh6NiRT1dVcvv/zyXaZPqp13Hvbe/8M/uPT6F16koEJRSFVBQa3Y38RVdTkpF8OehIJEVaQKm0OgMlGagqooCqJA0dpSb0gUCnrpBTr2wxuH4oFJnbc++GcqBVQRFGsqlknKWrlZsyO6Fe2hmSFlkqWbBTAaPsKqVatqn1sPMvW7o5sNBJsCTu9LXGYbR/dX0JYqZUF01le/BXR+93uXa6J6jFDVa62E3DYt4dsEZsxp1ygvrOVDRVSrzhIUhSpJEk3JMy8+9rVvntc1biLQ5XoH7Tr165+b/dDPflzpK1ChSn1V6i5Tb5WM0ykokVTRVCaq1GKtiupOhaokQVyfp1OVdMdt9E97/zWLu/ebunTBY1StUkxiY/WVciSkCTFu2kZ6gMIzW2JKTxqfVY+vbjKDRG9622QDreol75Y3oTGXRpGQoaDKtX+4Ch6fffrntXm6EaUn0iaAsA2K8E3dUeOFRlGUzWaNpyelJJ14GQcEkkwr7mRc42IJFXHHAbxqFU8+seaG3z5+z+3PF3tzncMnK42PH3/kqZ8Ztsee8PPgDhiHUtr3Yg7BwLWGil2us44LOFAuIq0YHAfoW4+7bsV1Vy98+JnHPnXigT+6bPcRo+FlkQiV81iSiFzG38yXM5LYih0rmhu0mYSN4ziu6xo3tdGMzByo2jJMqK3mpcDVFh1Vap4qaWjjoHKwbc19et/QQABkAIaYSk6m+uziZ2fN/MTkKZNeW7SkfyFRpsE0QWnAeZNVqAYzbyPCRqtJIgqCoKUlRzJkrguqf1UGALGIOOfEMlKAEzgQlHD7LfjjHx977PGXpXY44gkTRxx77JGfPDW/y/Ta+ei6IKBaQmUjQBjSifwQKI5YonsdygX89YHij77/6409/Etf/Mz3L+3gWWRyELqa5S0M4BBSJx7PaQ0Apo2faaa2dRqi1DHCNj3aUB8Zaq3NUNk04UStLWdbTYQAsZoCVdOQ0KmviGZF+I4wY0IzbnaFQm8x7u0cOsMBZKD6Rcg1oOoHedsbE/4DjZ40ABDfMp5Ajf/q0QilsXoNfvPrvhv/8MDKpUkUjfKd/P7/NP7wo8ac8Cl0jkGkkHUwefgN3HUeef7kkePhMTDgw/tcceYZZ2/oe/aqq//z+9/50bHHTWhrBzenMKqsdpQFwIHsIGth3Fj+jjc6gDVEiP5YlK7Zxzc6kpZ+CEqCMeIuSYocxmbsvsffFy156smn9t13XxDCIMi15IkUY4yIGEtlNfH3xMB2WyNCNYLrQkV46q+48Xo8MH/JmvWLldPX3ilnzhrxlQuOmjrF/eDkBfls54eOrfzPtbsRg0f4+AHzjz7y8DPPwesrV+88eWxbHsycsq4G4qZLHd9G+71a3iFUj9IDEEK4rvuJT3zirrvu+tOf/nTUUUflcjkp5UBExd9PBnjXmczmQubFbhtmfQyXzcVfnt/5l9d+4tgTdwOiP9913+c/N7utDcXwtR/9+063/HbZA7fDJZCC7/t9hXJrO/aYOZY5SGQ9vk8clIP2oXwoH9qDXVhqu8Z0lG38qZTad999iejVV181LS3NyBxAFEWp7eV7Y6AdOVVJ1rkZyiDHWQv89rbhOOnTOOFTe7+8aO/5D63oix7xs+hokWNG44zTPv4fl9x/0MEfyXiIAqettQ2AEMjm4LI3Wg6+2cmzbO+YSJhSap999gHw1FNPmXWjAJgQwID6dAPKQIvQacuMImhBwmE5AImQSiOTcXf9AKbtOQH8M2EEP7tmXS/+7d9x2BGL512127+cNSoJ2nwP0NAE3lh9lZmVDADmQ9uh1A5Bs8AYY47jTJs2DcATTzwBwOSHTX/xt1gzeJAzsL4cgxuHHGjJsA4OzwFafLc1F3lOtZJEjCOMqxmGarVn4k4YMgxf+8Ynf/7T/12+BK35EZUylIK5upVKFTABNG4huKiFOKwUdwBMk3UAjLGurq6Ojo6+vj6TH2pOR22jxnCAB1SEvO87GiQQVpBUwcis2tfXkQ8I1ZZMS4ahs3VCz3oojdM+2zVx4oQr/zeO4jJ34Tgwi0e0t5vVucxKX7qmQ4Rgsikaadk+IaLmBXxaW1snTZoE4JFHHgHgeV5De1LKtHbyvTDgUQ0iaAnXQWse2SxIgggZ5ABy4LgER6HU05f1kPMhFa64cs5vfnfF66ufybRU4dSyP1FkVp72AR/IAa6NiO5QNFb1MYIcM2ZMGIZ33HGHKeUtl8tms/4i522KAT+VGYPjAVwyLhiH68JlrRydDjpdyoYVMMDxikKCETIuOkfg4h/OKURPKvcVcsF4lYCs70JzaBfKg/ZBrUAeyIGsGrd/GGONXj6MsWKxOGHCBN/3f/azn02aNOmyyy4zawlvBtUb5zbMo5mB3XjWCHgwMNApisY9ASRgAgwgMA0RgxJ4DjjHF7546MQp4AxKoHM49tq7/cyzjp+4c06SKW0D0LSgTy3/bbW3o2AWUWSMRVFUqVSGDBly0UUXTZ8+fcSIEStWrPj6178+efLkI4444ve//73RWxRFRpau6/q+bxaHNRVOnudJKYMgMGocJDp8P5dGMzOVUFsU0lRzcQDo7pZDh7mOB0l49VUUS9jjAwCH4wlJ3Y4aqWKnJVt/j01S9k69JNOy3dJY005rHQRBY/nuIAjmz5//u9/97p577ikWi47jdHZ2HnrooV/60pcOPfRQAL29vfl8PpvNmommWy45vNnKzWkx0CKUNbVQDjAzBgUgAZ+UywBNSITM5ghIYiGSqGNU11mjx+z+5FP/6uXg56SiXp+N5ARmdtOI0AmBEOCAB/iDrGzNsjUxSyMqpVBPV2itq9WqEKK9vd2ERleuXHn//ffPmzfvoYceam9vL5VKo0aNmjNnzpw5c6ZMmbLZG5qVC7TWzWuhpstAizAk9AIu0FVfyjhmKAHQ1MqRUxJCwPOF42ilEZT8fff67dp1cuHiM0aMBfPgoKJUHor5GQXwWnqQ9QBhPVTTBmyTw3HLO6E+PQVBEGwpm+Yp1319fT09PVdcccVDDz20YMECIuro6Nh1111PPfXU2bNnG8WyOuYlO4gljAkFwAV11owYB0MvEGq4HC2gVhDCOM7lPICrCCd94vV75z9/463HHfoxsAyAPi39rJtlxvTVLGovEAMZwB98BdyWrYkJhzbfacjSZOo9z2ukEM1L4jh+8sknr7rqqptvvrlSqbiu297eftxxxx177LFHH310s4y32grE742Bvgz4wAiNTk3QqLV7IHQQspHsAQpCVcBA2gXxJNZaY6fxO7XmOhcvJjAQFCEiZpzPGFD1VhFtwDBQJ6jVKnD7hjFWqVTQpDHT8RVAJpPJ5XLGvgEwrdYBuK57yCGH/PrXv16zZs2vf/3rQw45pFgsXnvttSeccMLUqVPPOeecRx99NI5j1P3b1BnwwAwRtJnVQ/XJrQ6AKkMfAKmHuLzNVIGWy2HOz115OS776UMfOjL/8yv3zebgoJfB4wBDBPhQ7UB9OpCJbNmime2dMAxzuZxZDcWsM9l4EIDpP9LIEDbGkHEc5/N588iqVavmzZt3yy23PP/88wDy+fzYsWNPP/30r3zlK2a6bLq8H9FRQj2sUvtMAPUqUHjNpkxKPPooPvaxn+y137D77v+CkGjNSgeulqHjhgCH6gBqIjQ7zmBFaHmnPPPMM9dee+3NN9+8du1aAK7rHn744aeffvrJJ5/seZ4xj77voy7mOI5934+iyCzqOEB79X6mKN4eqbBiLXbf/eKxo4YueO4czwdjyocDAKwKALoFALgm858xqxbL29E8/KtWq0888cSvfvWrP/zhD6ZTSVtb2/HHH3/WWWcdeOCBqLeVQD3w04jfNMeBtiKDTIQaocAHPvC/lY2ZRx6ZM3kGiEVZlt2kayBMQxFuRWh5t5iEIefccRxTT3PNNdfccMMNjz32GIBMJtPV1TV79uwvf/nLXV1dvu+blp8mSwnAGMatvleDT4QKp5xw/1MPRNdcfcxHjkc2F7vgSYSM4wGACzBhwqx1VaYfYrZsc5jl31GvSn3uueeuu+662267be3ataaibfLkybNnz77kkkvM9uvXrx8xYsQAeaSD7Axm4BzTp01B3Ll0MTwOBgkkjFG/MUSjUt50URoUlUeWwU8YhuVy2ZS2OY6TyWTMTCjHcfbZZ5///u//XrRo0a233vrJT35y6NChr7322i9+8YsrrrjCjB67uroGbkw4uERomo9N33W80LTsNZigdBgHnu8CzZPrOWD0aacyWd4puVyura3NTM+vVCqmHUapVDLp+3K5nM1mjz766N/+9rcPPPDA5MmTzUJDo0ePBmDWrjLGc6szuEQIBs6w554OQ7job+s5AeCaJKBqjTsJINNXhgOaYUAOimX7w3RqNqudO47T2tqazWbjOG5vbxdCxHFs9GkWct5zzz2/9rWvaa3vv//+arWqlDKF4AOUVxxkIgQ0YZdpyGW7X132aLkMwMv6eYLob6pGbpNrarG8Ixhjnudls1nXdRtxEBNlMa6pecSkIoho//33B7Bx48aWlhbHcTjnZh2Egdi3wSVCDgBJayvGTi4y/9U16wC4pF0GDV6FI4GmOU1Ny8lYLG9No+CGc97cvm2zR0zglDE2Y8YMAAsWLABARMVi0fO8gchPYLCJEJCcCcYxblJlfc9fX3zhKW78TwCoABWg2QbaGb2WgSKXy3V2dkZRtHz5csaYKazZISwhahMi5G4z3Ui/uOD5R0FIYlPqZipIm0XIrA4tA8eee+5JRAsWLGjM/d0hAjMm+FKtbtxjj5GM9SxdshgEmXiAV+/v1LRpzR0dXF/Bsn2glPrgBz+YyWReeuklM4YUQgxEph6D8AxmcD3H2W23nZgT/G3RCwBa20BwgYyZB1WbSc80iIPsFArLgGCGhUqpl156yXEcs9bQAH3WYBMhJ7DWbNukSRM9l738yt8qZTBCWAWQA5zanIlGF2DYMKllQOCcT5s2TQixcOFC1PsOD9RnDdD7/sMwcgC3Nd85edIuAJa8uga1GGgW8AENDiAGhE3TWwaUXXbZpbW1ddmyZSat7/v+DjEmBDgYk0IDzowZe/iet3TZYqXh+6g3HUX/PEJW+99i+YfpT3gBIA2SBK2AUOgRw0eMHToMSdJTWFuJSyA4zBkIz2uwiRAAZ9xVimbMmB6LygsvPSYVuAOAA359ROjX7lsFWt4DBChA1LsAQgmQEFAxwD0Ojf2mTBvO8MAjd7j+pgu+blUGnQjL5bJZanevvfYC5N9ffsnxhCbTAL8RhnFtVwvL1qKmATKWUAG6JjSNGeMmthE2LH3ZQXWAFIhBKMK2tjZTXLvbbrsBWLJkied5g6EllmX7wySgHYLbVAhZWw9aAQpHH3bYnuNG+ev6PInGQuhbncF4cre2tjLGJk2axDl/7rnnli9fnvYeWbZbmAbTm0yJc+rKhMYes/abMWZsZtVGBApMDVBDo0EnwlKpBCCTyXiet++++7a2tnZ3d6e9U5btFNr0VtOYdqFds/xXx9BhcPXCJdhYBiXk7RgiNB2yyuWyUmrq1KmVSuXxxx9Pe6cs2y/N4dHN6q+I4Dk7j+waUUrw6nKQEEhoABJjg06EJiXa3t7OOZ84caLneevWrUt7pyzbL41EF9ukYVEogQwDk9MnTpiSacUryyHikKKBGBcOuhijWXwnm80qpc4777wTTzxx+vTpZk3WtHfNsj3SGOZxoG4RNeBmAAFwymS8bDXGstchE5+11leq3ZoMOksIwDQ5d1136NChM2fOzGazVoGWAYHVXdDaQmFcgylwZRoZOYCjxh5yUFQqJQsXwXPVwHRyGIwitFjeN4hBccimRikaIHAFs+oXR1dnvq21b0M3EpHFgOTKrAgtOy5UXzRTAqq+3mWjm6YE4HGMHZEfOWz1hnXo7nUGpkrSitBiqRXDMALqts5kKLTD0JZrGdNVCqpYX4BgAzFrwIrQsuPSnJJgqBWSOmDMdHcHIsbgsfYJY5XrYXU3Qm1FaLFsZRo6dGAcU86IO/V1ZyU4GDlTJjm53PpXliO2ltBi2eoQnEaOUNWW0HSoVrYGePAzmDxROs6yha9Ae9BbXzJWhJYdGLO6nkYOYArQDjQHcUaAhhQmUeFh3Lg+h69cuRK6HschDa1Buqba2vK32hTf1CpwNpmq+FZYEVp2bAhQYDEQA+SCezXZJDLvawlU4WDyzmrCTtSeg66CJYBQhV4ogbACEgSVqAhaoxrIchnQClpD16Ku74DBtSqTxZICGpD9y0grB4B2pIKDtUnvaL8F3RJVBaXBCDrCyGFwgShAvgWkECVoawFj4AyaQ7Py+vVtI7oAnhQLmeHD3jatYUVo2XFRQAwowAEISAAJJIAP3QnNpEJYgfZwz2PLb79v6d//LsJoz933GrXPB/CF45ADQnH/db8Zmmn94Bmzo7yMueNGyWsPP/3iH+497bvfxcgW+AyMv62/OehqRy2W9w2q/yvrfS4SgKDJlM0ECVRWzX/42kt/PGuPPQ676DyABfc/dvsfrx/Vt2zfC74C4htfXDRkzHiEcbbVAyib9XOxWPvM8wgFdCwUPDf/trthRWjZcXGAHKChObiCluACGoAPhOu68/kOBOr3V12zx8cP2/3s0zE0Cwf5I2bs+cfhf573x30P+RB2nd4pVJufgU7QG2RbfGh3fEs+5wItHrj0XO+dFHzbwIxlx4URmNaOAlPa1chC56Fz0BlQfvgwrFqDFxaHG3qn7zsTI/IyxyuZRDqlCcd+pN1hwUMPoxqM8P32RCIB4gyKhFW93oaCUwlACmZJv3cQHrWW0LJjU+vvVJtRwRmEGRmG5fz4UfjbWtFdbN9lGggJxTnmOtwD5zuNGrV69cpd8l61Unzx9r8NX1eOw5jn/IJLoUgyPUXEcX3thrfHitCyA8M0uK51PtQAgXFkHAKgMh4EsH7D8CGdyGahKJ/xE1V1uItCb5tmOUXQGpyGjBjqjRvjRTFacmGpWwSsfWg7XAdMRyLIei1vuxdWhJYdFwUIBs4oQ/XF1wFwBod8N4tKhMmTq0mE7h6M3SmOqn42h2oP2jvQXR03ajhCIsfN7jMNXz4RHoeUnX4mc99fX//zXfA4XDDXpXcw8cKOCS07LiYtIVDvKc3rDQ9dFpNEPouJY4aOHv38PQ9gY+jLFnTHwBA8/eITz72Ak04ACX9010pRQYuLIS46OFgiOloEd6GASujWSlDfBmsJLTs0DsDAiHHmgTzEQBlIoOH6o1xy2rOzjjziuScfl7n73Y8ciVwrXl7017m/G3vw/th/OnTwUqVvr6kzkDjwFDIt4Dzr5Lv4EMQ+iDvEwd5+BqIVoWXHxQH3AQZthCKAGIjBE4Age3Q8cliu659PmybCW2++TV7z22q1rLM46Pij/unLn0ObB2/oBkbLiuW9uINMXgK6XH59fTfvGIpEgLdAO+Bvv1iDrZix7MAQTJkndG3pS3JRBmRtoQWZVYorjlCjXIXLaf1KNmUMPAdw0VdAawsYIZsD55LxalQd4rciApZvxMguZAke4DlWhBbLm7OZCBngIOEAkCGAIYCuVvtGZNohJHwEIlDZnAMnD5MC5GAIKuX8kA4JXiwXO9uG6GrCI41strZ80Tto2m1FaNmhqUUv6yJQDAS4GigpZHg1zwREh2JJqRi2Or6Xy5Kzcc369jEjHebIUpD1suAuglC15kwURim4DJojBkKhOzz+tkM+Oya07LhQfVE0Ez1ptOEGARkHDA4g4YBUpmNIwBINB6EY0TXWdGfT3IHrQgN+znFAQCLBXMRArCE4fO8dZR+sJbTs0Lzh2W8m9YJBcRDgEsC0NO4qcQDEoM1k/OYW+qy/dzCa2re9bXjUitBiSRmbrLdYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJGStCiyVlrAgtlpSxIrRYUsaK0GJJmf8P775c/ZmvtikAAAAASUVORK5CYII= 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CC1(C)S[C@@H]2[C@H](NC(=O)[C@H](N)c3ccccc3)C(=O)N2[C@H]1C(=O)OCOC(=O)[C@@H]1N2C(=O)C[C@H]2S(=O)(=O)C1(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=P([O-])([O-])OP(=O)([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: NC(=O)c1ccc(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: CCCOc1ccc2c(c1)CC[C@@H]1[C@@H]2CC[C@]2(C)C(OC)CC[C@@H]12
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: Nc1ncnc2c1ncn2[C@H]1CC[C@@H](CO)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: CNCCCC12CCC(c3ccccc31)c1ccccc12
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)c1cc(C)nc2ncnn12
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAAB/t0lEQVR4nOydd5xcVdnHf+fcNmV7dtN7g0BIpEkvKhCKSpEmIAICCoiFIipSLaAgKAhIkSIIAlLkVZoISEc6kYT0tptks33Kreec5/3jzNxMNgGCJptN9n4/+9nMTmZ37965v/uc81RGREhISNh08E19AAkJA51EhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkJm5hEhAkDGimlUgpAEAQAwjCMH/cZLGn+mzDAiaLIsiwAvu+nUqkwDG3b7ssDSESYkAAhhGmaRMQYU0oppUzT7LPfnixHEwY0ei1KRFEUMcba29s555z3qS4SESYMaLq7uwFYlqVXpI2NjZ2dnYkIExL6joaGBqWUEIKIcrncrFmztt9++0MPPbQvjyERYcJAx/d9KSVjrKam5rXXXlu6dGlfbgiRiDBhgOP7fiaTcRwnn88rpS699NLa2tpjjz22L48hEWHCgEYbvSiKpJQvvfTSihUr6uvrDz/88L48hkSECQMaxhgRWZZVV1d37bXXCiFOP/10xlifHkMSJ0wY4OTz+erq6paWlpEjR9bX18+ePXvIkCF9eQCJJUwY6OjgxE033QTggAMO6GMFIrGECQkA2trapk2b5vv+/fffv//++/fxcjSxhAkDGiklgOeee27lypUjRow44IADGGP6yT6jT+MhCQn9DR2mv+WWWyzLOumkk/STfZwxkyxHEwY0YRh2dHQMHz68oaGhra2tWCxWV1f38TEky9GEgUIURfoBEXmeByAIAtu2L7vsMgBHHnkk57y6uloIIYToywNLLGHCQEFXKoVhaFmWDg8SUT6fnzRpUnt7+3vvvTdlyhSdv9bH9YSJJUwYKGh7EwSBdn7m83nO+V133dXW1vb5z39+u+22M03TcZw+9sogEWHCwEEvMvWWLwxDwzAA3HLLLY7jnHHGGfESNJ1O+77flweWiDBhoGDbtm4eI4RgjGWz2X/+859z5swZPHjwPvvso5NI8/k8ypW+fUYiwoQBgV6LanMnhNBZMrfccosQ4pRTTqmrq9MvS6fTRJTJZPry2BLHTMKAQHeR0RtC0zQ552+99dZ+++0H4MMPP2xqavI8L5vNAvA8L51O9+WxJZYwYUCgV5iO41iWxTl3XffFF1/s7u7eZ599Bg0aBEArsFgsptPppOVhQsJGIQgCx3HiL6urq5VS//rXv8aPH9/Q0ICK3od93PUwSVtLGCg4jqOUiqLIMIynnnqKc15fXz9p0qTa2loASqk4bzuJEyYkbCw4547jcM6vvfbaXC539tlnawWinMmt6WPvaLIcTRgoxKvN+fPnT58+3ff97u7u6upq3QnfNE1tCaWURNSXvZ6S5WjCgCDe5nV3d99+++2u655xxhmZTEYboViBAHQQvy9JLGHCgEBKqdXV3t6+/fbbNzc3z5o1a8KECZXbPyJSSvW9CBNLmDAgiKX1zDPPNDc3b7/99pMnT67Umy4s5JzrPO++PLbEMZMwgBBCXHHFFbZtn3/++Vp1ccqoaZqWZRmGwRhL4oQJCRuGSpumg4RvvvnmzjvvPHz48Llz52az2b43eusksYQJWyxx0WAstuuvv54xdswxx2g3ad9XLa2TxBImbOHE8wZXrFgxceJEx3FeeOGFqVOnoiJosWlJLGHCFg7nXDtg7r77bt/3p06dqhXo+35/UCASESZskWjrF3/JGPN9/4477nAc5+tf/7p+Uo+n7w8ky9GELRDdKqayc+FTTz114IEHjhw5cvHixYZh6CTSynzuTUhiCRO2NLQbJlagEMLzvFtuuYUxdsIJJxiGEYahTiLdtMcZk1jChC0NXQ8Rxx5c1/U8r7Gxsba2du7cuXV1dVEU6epBXem7SQ8WSCxhwhaGEEJnvaC867Nt+ze/+U0mk/n85z9fX19v23Y2m9X/1cf9RT+KxBImbGnE9q1YLGqLN3z48BUrVjz55JMzZsyIu1fE2aSbnE1vixMSNiA6JAiAiLLZbBRFDz/88IoVK7beeusZM2bo1+hN4ybJ1V4nyXI0YYsi9sfoEIVhGFdeeWVNTc13vvMdAN3d3el0WiklpbQsq49zRD+KZDmasKURBIFlWbo2d/HixTvuuCNjbPny5aZpRlGkm//qJWs/WZEmljBhi0JH/5RSlmXZtv3rX//a9/0vf/nLVVVVqVSqurradV0ARBQ34d7kJJYwYYvC9/1UKqWU4py3tbWNGTPGtu2XXnpp66231nvFXC5XU1MThiFjLElbS0jY8KRSqVwup3eG99xzTxAEn/nMZ7bddlvTNHUuW01NjRDCMAzLsvpJ5loiwoQtiiAIampq9PjBG2+8MZ1On3baaTpwzznX4jRNUy9E+7i14UeRLEcTtjRc181kMq+++uqee+45dOjQxYsXh2GoA4b9kyROmLBFIaXU41yuu+46pdQRRxxhWVZ/yE37GBJLmLBFoc3g7Nmzd9hhh3Q6/e9//3vEiBF9PODl05LsCRO2KLQZfOCBB3zf33PPPSdOnFhZ0NQ/6e/Hl5DwafE877777gNw9tlnSyn7ifflY0hEmLBFEYbhE088MWfOnOnTp++///5hGPbxYIn/gkSECVsUtm3fcMMNhmEceuihANLptGEYURRt6uP6OBLHTMKnQ4e8GWO9cr60wVnnBkwppQsXGGNSythXWTmJRTekqCzGjamc0BJnuvRK+9TNCxljixcvnjZtmuu67e3tdXV1+uf3k/6iH0W/dt0m9B/CMNRTpuOQtyaKIq2i+MkwDHWxrGVZOi+s8vVaS1pyhmEYhqHbYOvntZJjwWjxaLH5vm8Yht7g6eku3d3dzc3NLS0tLS0tixYtmjNnzvLly19//XUp5f7776/nfuqhvP3cO5pYwoRPgTaD+prRUtFNk/STWlS9viWKIm05tXqjKIrlp18gpdSDO+PRSFEUaUOnn1FKdXR0LC4za9as+fPnt7S09PT0dHV16YMxDEMbQ9M0a2trXdd9//33J06c2NPTE08g7LckIkxYX/TQInzS8DC9yNQmDgDnfJ1LQaWUbkURr06JqFAotLe3L1myZO7cufPmzVu1atXrr7/e3t7e09NT2cUwnU57nscYGzp06IgRI8aNG7fVVlttvfXWw4cPb2pq+s53vvPcc89tt9127777rn59P49SJCJMWC/W3laFYRh3TNLbNj1Npdd3xWYQZZlZlqVXiXo+2ezZs5cvXz5v3ryWlpalS5f6vs8Ys207DMP4l9bV1Y0ZM2b06NEjR46cMGHC6NGjp0+fXldXV19fbxhGEARRFNm2rRuoFQqFqVOntrS0nHnmmb/97W+x1rT6/kYiwoRPgV7yfbwlFEJob6RpmrqOtq2tbd68eR988EFzc/PSpUuXLl06d+7cVatW9fpGxlgmk2loaBg1atSUKVO22WabUaNGbbXVVkOHDm1sbKy0ZnrPuXYymq5gyufzy5cv32GHHVzXvffee7/61a9ukL9945GIMGG9IKLY3PXSgzZ0QgjtKVm4cGFra+u7777b3Nw8Z86cxYsXx8tIbd/047q6ugkTJmy99dbjx4+vr6/feuutx44dG88M1K1BtYa1d0f7exzH0Y1DbdtWSmlrqXeP8WjBYrFomuYdd9xxxhlnjBkz5qGHHtpxxx37/IR9ChIRJqwXlcvRrq6uhQsXzpkzp7m5ef78+atWrVq0aFFzc3N3d3esN865fmxZ1pgxY7baaqtx48YNGjRohx12GDFihBYeACll5aZRS1rrUHtNddUfEen1ZNxT9OM7U+jd5tlnn33jjTfusMMOL7/8ciqV2pin538iEWHCGlR2zo3nvEdR9JOf/OSuu+7K5XLaQaIjE5V9Oy3LampqmjBhwpQpU0aMGLHtttsOHz58/PjxTU1NWpAb3DuibWM6ndajJvTqN/5F+iC32WablpaWQw899J577okDkkEQZDKZ+K/b5CQiTFgHRBQEQWw9zjvvvBtuuEFf6ERk23ZjY+P06dPr6+unTZs2YsQIvaqMgwFCiFwul0qlUqmUlsTawyH+R3RoMRZSa2vrkCFDtHn0fV9Kqfsdzpw58wtf+EIYhlddddUpp5yi/yL9Xf3IW0MJCWvh+34QBETkuq4QQl+7++677+WXX7548WIiCoLA8zwi8jxPz53W6IBhJUIIvZnc4OgDIKJZs2YppV577bUoivRhVx7MddddB6CqquqDDz5YtWqVPhgp5UY6qv+CRIQJa6CvzvhS9jzv+eefBzBixIg5c+bET0ZR1OsboyiKpRv/KB3G2BjH6fs+EQVBoG8B06ZNs2177ty58QvCMPQ8T+8nzz77bABNTU1KKdd1iahYLBJRoVDYGMf2aenXQcyEvocqsmHCMEylUrfffjvnfOuttx43bpx+jfadaOdkLpfzfR+AaZqO4+jFoZQyzlyrjMVvwIIGx3H04tN1XaXUDjvsIKWcMWPGqlWrlFK69aj2rAohrrzyymnTpumsbr0kzmQyruv2l54Xm/oukNC/0Es43/d1RovrujU1NbZtL1y4kIi6urq0baGyLYrR4cF48Vm5Rt0Ya79ev72rq2vHHXfMZDJf+9rXoiiKD5KIuru7iWj27NmNjY0ALr744vi/Ku32JiQRYcI6iJd5119/PYCDDjqotbVV/1cul4uiSGeEElFUppfMtCBj1t4r/o/oHxiGoe/7+lAXL16sDfidd96Zz+crF5z682OPPQZg0KBB//jHP/T/6qXpJicRYcIa6AhEbM222mqrVCp13333UfmS1UZGLzgrv1GW0apb50/egPtDnfatH+vfmMvlnn32Wc65ZVlvvPEGERWLeSISEZHS3xJdetlPAIwdM3HZ0hVEkigqf0j9paKw/CGV/r7SP0QUEYVEG96dsyWIUAgRLz/0Y30RxI/jNP+ET0SfSb0Qffnllxljw4cPj5dtemkXOzw2ktPlf+G73/+ek07V1dUtWDCPKOrq6iJJgUdRoIjCMOo47NCDGbJ77jqDKCoWW6OgncjtyXUQhYHsEtQVUUcuWhlRGBEJRUoQCa3DPFEXUfhJh/Cp2RJEqO/clbfwtelXLun+TOUN64gjjgBw+eWXCyF0knT8siuuuGLvvfe+++67N9FhfiRFr7DP5/Y1TfvQQw9vbW0lRSQp9LWKQtdrbW9fOrRpZNYZfO7ZF5IkUtTW1kokI+WF1OXRypA6IypEFJVEqG1kIsL1RCttnWrUDoPEHq4P+XyeiJqbmwFUVVW1tLSs/Zrdd98dwOOPP97nR/fxSEXR7DmzhgweCWQvuvBKUiSkL6QnpWxtbSWKiNx/PPMwg2ljmwf/OE8F1NpKgkhQJCgvKO/LIDZ+inyisLwileWF6wZmsw9RFItFndoPQOdkMMZitwHKdag67bj/9/zpD+gww0033QRgxowZw4cP188TURRFxWLx2WefnT179siRI/fcc89NeaDrQqhoq8lb3funBwDjut/e9NhjTwVhj8FDzjF48ODAD32/uN8Xdv/NtVc3ZKc88Ke3//MeauvghZAgCQ5kbGYXu5VBYAgYPKAIFgAAcZC5UdoybXBZ9wfiLaKOZcVWsdJznfAxdHR0DB8+vLa29sknn6xcROgV6QknnADgkksu6X97Qm2syC3QVVfeCtQMGzpqZduHglYVCjkiErIYiFaiZlL03ZP+MbrquuMOnbN0KRWJipTvKuaVKvtfVETUQ9RF1ENUIIoqPDQbmM1ehDoxolgs+r4fu2QqqVyF9pO4UH9G36ceeughANtuu61+svK8dXd3NzU1WZb1n//8Z9Mc4idRLAQkSEV0xOHHgGGX3bbt6FpKilqaW4kKBX8JUbuStOBt2mfa08CV3/9eV06SRxQQKUlej3aCRkR5Ui6RS1Qg8jeaBjd/EfaiUCjoEJAuq9FPxpZwna7zhEp0EHzGjBmGYVxxxRX6SSGEDt+HYXjxxRcDOOqoo/rnHa2rs0BlV4rrt02eMhQM5//gQiW1JesKaWVnzyohSBXo1edo1IiHhgz/0y13RO15CgSJiCK/Ingh9B7QJ3J13GJjHPOWIEJtDJubm//yl79861vfmjFjxkEHHTR37lztYCCieIuY8IlEUdTe3g5AD7Xt6enRz8cZKmPHjgXwt7/9jSpSqPsLqhzwk1Qo5IhWvvTaQ+lMFVB34/UPK0mKXEF5QSQkdbaT59HNd5BTc92ghlvefYu6uiiXJ6KQohyFREHsiAkVuYp8sXEcMx8pQh0R0rlLVBERWjtEqxMmKp9UZT4qKrB2FoV+cWUgQcd2e/1kKWWxWFyyZMlzzz33+9///qKLLvrqV7+6yy671NTU6C2ubjRimmZDQ4NO59UXShAE8fWUQOWMk/hs60C8DkV885vftCzr9NNPj1+sX+Z53mOPPcY5Hz9+/KY45PVAEQkSPpEiSTlXfEjUfM+f7gOaTL7NzPcLQpEnSkbOjcgjag3p2+fPBR763I4r588iERFRnlQbhaQ9oxSFRKEiX1Ek+t4SxuUqGill/KXv+57n9TIvWjaVwquUrud5+Xy+V6JQrzqX+AfqYPHy5ctffPHFG2644bzzzjvmmGN23333pqamdbqXUqmULiTdbrvtxo0bp7MEjz322Fwu1+svWv9Ts2UTn+p4vaBPjhBi8ODBAN588039vL7takt4+OGHA/jVr35FFQLuRygiQbL0JvcQLSFavmDR/B+cdzUwZbttvt7TTZGgvEs+UUD5HPX0EC3ppIM/V0jj+dOPWxoVSUkiKgi3lB4jAz8MCkTRxtsTflxRr54yhYrGrwDiHj5xS4IoinT/uVQqVTkEnD6i7bG2rjpsoF/v+/6yZcvmzp3b0tKyYMGCRYsWffDBB0uWLHFdFwBjjIh0OSkRWZY1aNCgSZMmbbfddqNHj95hhx3q6uqGDh06ZMiQuD2J53k77bTT/PnzL7nkkksvvTTuUxI3mU2I352uri7daUI/uO2220477bTPfe5zzz77rH5loVCoqqoKw3DlypVjxowZNGjQzJkzhw0bFp/VfgQBClEEw/K54QMRYBDSHe3swP3OXLVSzTjgyzfccgQcEIskujm4RCpXyHot2HeX5zp6mq//7de+fjqYDaLIMBjIBBBERct0OEwpYZjAhu7l/XEi1O+Tzo5Pp9Ml1ZZ7H+ilY69+r1pgjLFKlVK5710QBCtWrJgzZ87SpUsXLly4fPnyOXPmLFy4sKOjA4Bu7BM3AuKc19bWjhkzZvLkySNGjBg1atTEiROnTZs2ZsyYyoPUjZnjXxevhB9//PHTTz+9ra3tqaee2m+//YQQ/aSXQf+h8pakV/6ZTGa77babN2/efffd9+Uvf9kwDD3eXZ/bc88995prrjn77LOvvfZa3Wiwv1SmV0ACYADPMyYJZhiFhmUy1Mx6X5x03EUd7eZ5F3z7tLOHwIRCkSPwIR009bRi3vs49MCHQf4/Xztuq2mwUhAqZ/EaTihdyBJKglt9KEItMKpoc1AsFg3D6NUwRysTZU1yzvW1ns/nZ82atXDhwnnz5mmxLVmypLOzU0/JISLOeTwxx3EcrbGhQ4fqjkBTp04dPXp0JpPp1cxH/5a4tZZuBPRRf9tPfvKTK6+8cvTo0c8+++yQIUPS6bTv+/254U8fQ0S6Xafuim2a5vPPP3/ggQc2NDS88cYbI0aMAFAsFrPZrK7WnTJlSk9Pz9NPP73zzjvr7+p3lhCAvpxZDgBQFYZCkO84NV4RM9/Cfvt+t7Zu0NPPXTxmMqw0FCIbRiTJMgwZ4ZrL8IufPzBqHH/s6SOHT4SkiEIr48AAGAE60YNveBF+5J5Q7wSCIIhrRvTzungk3lwVCoV58+a98sorN91002WXXXbcccdtt912ehGLsnGrXAHW1NR85jOfOeSQQ84777zrr7/+ueeea2lpqYyhx7+x8plisRgEQa/0xfg4wzBc+790efhhhx0GYLfddqN+U7fSr9DhHP2ZiI499lgAF198caV7TD+45ZZbbNv+7Gc/29nZ2eu/+heKiCKiLqm6SZFSJBUJokjRwkV01c/aGtNXjRz0m+VLyRMUEAlJRFFEK3p85eXpoM+/Dfz2sEPfbu2hApWDh0RKSOWpcib3BuYjLaFeq+i7XRAEehT4k08+uXz58pUrV86fP3/u3LnLli1rb2/XOzeNvkESUV1d3eTJk8eNGzd06NAJEyZsv/32kyZNqq+vtyxr7Y2iDiFwzuOeltpI9hJwjO7ko72g8ZPxLBH984mIMdbS0rLrrrsWCoUTTzzx0ksv1ZufhBj9/urGR7Nnz95zzz27urra2toGDRrkeV4qldJtPFOp1B577PHBBx/86le/Ou2003Sftf65uyYJhpCMAmBC1QAAQTEQhyIU2nDKcW++8q9V+83Y/uc3DRsxErZCFOTNjJDIeJHTsgzHH/nse++2XH7F144/EY3DYEBaYAYgPNdMpcD4hs9c+yh1akuo75H6ntfS0qKn21RqI5VKTZ069eCDDz7nnHN+9rOf/elPf3rzzTfjm6X+ITrIG9eJUjmLZe1baa8sM1oz2rF2BrbuYtIr1BE737WBffvttwFwzv/6179K2as8rPRjiGitJN34Y8uk18n0PO+WW24BcMghh8SnLub999/X77X2ka4dOupHKCnDIlGeqECSApdESEFEEYVdrvJ9mvM+TRnx71r+wI03hp05inwiJaXw3SAXUViI6B9PUVPdgzXO3/98H+UEtQUiIkkUkgjiNACisFROodb8INKXjVod7//kS+gTgvWVUcEVK1Yce+yxJ5988gUXXHDrrbe++OKLzc3N/dbpr5Ws8zx+//vfA6iurn7/vTlKkJLkugUiV8mIlCilBerMeQqJCjo8pMhXG6eIsz8QB4fiu96gQYMcx3niiSf0Cyp1+I1vfAPAj370ozhGpe/O/e/dlzq7hcgnFa2+kSpSFEVEK9up6NHTj1NV+saG+j88/Cj5koqBiPxSvqgMyeumm34tG81Xh1S9OXsutRbJJykoTxEF3SVZSeoq+i2lUsOIVFgKjfT09BCFikJX5BQVvLCr4l7/kXykCKMocl1XvxPFYlE/6OjocF1Xr07jV+oI7wY4gRuU+Nrq6ekJguBb3/oWgN123XvlciEiIoraO5dp+XW0dcuwMkEpFmGkNk6GRH9AmzKlVKFQCILgqaeeamhoGD58ePymx6Xrra2tdXV1nPO3336bygHD/poKHxG5RC6paHX2jJJEoR/kc24QKCoKWtVOl1yWq6u/a8o2978/m3xJKqQgT+RLkpHyqdBGR89oH1b9+k47/qO1h4pEK7oXBa6kkLwc+S4RtRO1k6TIpcgvSZEkeZ4nyA3JLwQ5QQVB7v8kQk28tOsV9e7/xFeS/rKzs3OHHXYA+NdPPLW8d/eJws6OXGnVQJHO013dwmDjRWf7B5UtKmbMmAEgThat1NjPf/5zAF/4whf0l9oG9tciabn6HVy9RIyIfEV5TxQDokJExYCaV9LxJ7wLfO+EY99btoiikEhQT6tLknK5lUKRV6TxY+5sqvvzd7+3vCApoogkeXkiSZEMiVYRdZDUqydSSnV3CpIkRKgoFEShkiEFblT8n5ajeuFRWZeglMrlcoVCwXVd3/d1cszHp6dtWvRGNE56fOONN6ZM2cq08KurfhpFAZHs7GolIhVS6BFRnqhjdd306vvoJjr6jU/sLl66dKlu/tfV1aXvtjppUT/Yeuut0+n03/72t9g2xgrsfw5nqVcxROV3sCRCV1GPoEKPl+8qkieoGNDb79KBBz4J/PL8s93AJc+Ll5ptLnW2dNCH82niuEdrMtfdfe+ciCjySwlxikJF+UjlC/lAGyk/DEiSUqRIemFeL6ICqe8En8xHijDOtNTLlY96mU5V69V/rp8Q3851a0oiuuXWG9JVMB288cZbUhBRVCjkZKRPVZ6oh6hCdaubi2yBxFWChULh0ksvBXDqqadWZh3qd/aZZ56pqalpbGxUSsUN12LvVz8UoaJI92ha0wNXkNSpqKMo2iOKPEm+JC+iZ56hYQ0PjWz8+123UuCR8Mn3KaLOgFZ61FMg+tGP2mozV2277febV5CKiATlizlFofYhBCLvq5x+XMhR0SNP+MWwoCSpkibXi0+uotBdHHVJNZXbS+pn+nNlUOWNQ99QisViGOW/cfrhpoOJE6aEPnlupEh2dneo0g6wvIbRS4gt2hLGYuvu7taFEe+//37c5YnKm8ZDDz0UwEUXXUTl3WC8MemHjgBFUlAkyo3Sym+dtoRdbd1zBLULynsyiIhyHnkB3XYL2ezmscPvfPNlinwSkkLyAmr3aNXSrmLBo/PPn/PGmxQE1NZKIiQlSRB5PkWSBOVDas/7uYhIhOQWy/dtSUqQlBStnz4+ToRdXV2VRUC9Rg6sM2bQr9CXVFtbG62uxAldr+Wzn93GsQbtuevhYUCKKKJ2T3UKRWL13SskCrfoCMVqHnjgAQDbbbddpQKJSCk1f/58y7Jqamo6OzsrG+PrB/2kh3wliqSgMKJIVKxjFElFvqIeX65Q1O6J5b7qFhR1dBcDSbmAvnLUS6MaH9x3l5daW6itgwKi1kKnR7LNFUVJxYjauiiXp0IXBTlqbSYRkudSe5eKyA+oKx+1B0RRkZbMo0iRIOrqCoqFT3EH/7iwYzab1TmZOhwf7wRQ7uYSD9zRWd39CiKyLKuzs7OxsVFKqVu1F103nap5/PGnDW699Nq/f3/Do52dYMgYLA0FKCgGIAIEoMA2QoJSvyFuzPOLX/yCMXbuuefKiim8OiP/7rvvtm37wAMPTKfTOhuxu7tb5/3FU2L6JXGOmf6HA0bBDWye8UWkFGxmQIUNtSkiKI6b79hj2OiG996bd9GFb1RlQITabD0Dr04bYQTDRKYGloMDD7h3lx3vveKytztbYZqw00zCIaTJlAQcsP/d3/zGo8/8YwkB1XV2OgswVEyO+/jjHVhERG6up+Nvjz0PjASmvvhcT9GjgCgS5AYkyFfUQZQn8ouF7i3AFPbaMsQrFz2wYebMmQCGDx9eLBa1ZYvXPlJKXdP03nvv9d/Q/JookoJ8Qb6oMIZlkxipUgjRJfK1E0YR5YhyRO+8R2OG3+qwix78M3UVyCPyIwokBUQe5Xzy23LUlL2z0XyuDnf93/0UBNSeJ19RTpJHqzyirUc+Oti6/4XndTm+L8glRWr9Tttm323tU8LbVnVW19Qc8sV9zj/n3JrU8Msuvrm1GRRBAZJBIh+iGFEI8EymCpv/+akcCRi/6/qxbdu/+c1vDMM46qijDMPIZrNEpNvVEdEf//hHANtuu+3YsWM/fkh9/4GVMspUpTEsYwJO6YMckAnFGQApODB+Eq789alOil/wg4uXLClwgBMMgoGAowAUAEg5WIrRtjH6h+c/6BeRTcPzYXA0d3YogoqGkhgW54AyCDC1niupzf4i+7TU1dUBFIngl7/63glfO/m5F2dd9uOZPatADJblKQQGuMnsQrGo5OZx5X08lZm6lSLknHd2dt53333V1dUnn3yyllkURVq0QRDcfffd7e3tp556ak1NzTrrQvsnDJyDc4DrDUaZ0iPiIA4qF1sopLkJATuFLx+JU7550B57bzduQhUHDMAgcEQMCrCIIJBRcA44aN8FS1vO/fYshBAAAcMatqYIpOoULJD+RRbAgQgsWOtesA4Gmgi5ZaXDILAs5fr0owuP3XfP/Z742zvX/sot5kFIC6SAFMAMwyB9P92CBhlX7uQB3H///a7rbrvtttOnT9dParH5vj9nzpx3333XsqwTTzxxUx7xfwNjMBgY1qVDQsUbSgDBVDAkOINQ+NGFu9xy+1Epp/RTwMAQcABIK4JEWjI64zsYP2r4/fe+9uqLSJc8CVASihwCp9LNikM5gAITiQjXgQxgOxnXz6eysmkofnLJ8abJ77nnsWeeAiQsDGrvihR4OpUyzPU5gZsTcYkJANd177jjDtM0tcy0u1vXB6ZSqbvuuquzs/O4445raGjQhdqb8rjXH+JQJpQJMhk41tLhGugzQeAEA2BATSOYieXNHfpLMAAhwAGLFAimNIsjx+Pk074INFz9i/lhiHwgCQh8ECPFI8VA0Lo0gfW9gAaYCAmGxWXEM6lUIHsMBxOn4EcXnZDL5S6/8P43XwZCNNYNDaUAQmC9vVubIS+++OJbb73V1NR00kknYU19+r7/hz/8AcCPf/xjXWK2OXUu15tBBRBna3wNAGAgXZXLSl+CwbbBgZRNkuCFatCgQUy/nAUAGEwCiEEyEA9CjjO/lxk5Ysjz/3rrjptXmMwgwHAAJtY4BgJgsPXr2D3ARAiERRgcksgx0FFY1jgCXz8Thx35hQ/ms+t+UVw6F0qCwfCjHgB8S9gVru5+oNFNRG+//Xal1Ne//nVdAqq7KOgX3H777blc7pBDDpk4caLuNrK5OGaAsgBW7yMUIAFJEKt9NSUFCnAPRg68EAWeFDAYMg7POAgDXUsvABswACgDxIViUW0DuIPzLtwtU+X8+mcvdLUg5wIZEA8I5bOkf77iIGd9fHsDTIQEOwMVIQyIwxhUlXW9nJXBVb+ZsN/On3vwqX/+/nfFsAjTyFhWhnhZhKUVRgQEQFR6pvQeB4AHRAT1KTeQCh+zUtqgVLpVdDJaEAR//etfDcM499xzdXowyi28AFx77bWO45xyyiltbW06GLg5iRCoDPAylHbADGCrz7Yquy45QgFitmM6JpmAFMh1C9sBoAATVAWqAsAJjJRBqqMVnOO4E7HX3mPc7uoffm9hVQZFD4oHxAP6rxxYA0yEDODgNtJOHUOVier6tGMyr64R193UNLEh+/ub/+/BPyGUiJB1gZCDStJSbtARyFYg73kBKL7bFgjdhKKCJMQv/hjUuj42ItqUxZs63Zvn2muv5Zx/6Utfqq+vt207nU7HnYSee+655cuXp9PpL37xiw0NDfFP2Dxg2q0Zd4LhgMFgcRi87DVl0M9zgIMc8AaoLBACLgNsE3UNBB7IMIR0IB1GNgNkhLThpIg3pGATLBsXXrS9yenfryx74B6ZMmBlDVctT9eCgEiAc0BG4BFY4pjpBVPgEZgAAdKEshgsA55hYOIUXPKLL4wZ2vSzS//y8nOQZAHwBRRDLhcphYxT5RhpgIMMJStXO0qBA0b/3DbZtq2jf0Sk04Yymcytt97qed4ZZ5xhGIZ2yTiO09PTA+D22293XffMM8+0LEsbQMuy4vSazQBW8VEWGyt99IrblWOKJUT5B4SAMJy0/tIPACCdgvDdKAzTJkBQhOk74CeXHLK8felD935Q6EDgm0IWiwUEAooADpgAW6+b7AATIRQQgFUsKRUHGgC4CkefjO13SxUKhUvPfadjAUCwTYDBToMxk1AlUUPIptImW706ywB1HDWcuHbGfVJ8llc8iD82LkSk2xamUqkoiv7yl78sX7586623PuCAAwDoDSGAbDa7cuXKhx9+2DCMb37zm71+wsY+yE2GEcs1bt/ogLIIoULAUMxuBVbYWSjyUynT9QETlq1g4sgTsdsuI//xxNyH7gIXw9POENuAZcB2AFaEjFSgEsfMR1NxUTEJANmqQJq4/tY9dt19YvOC6OvHLGQhPB8KsBxLMYQCPbkQsAAoisXmlN48BsbWP0Gi7xSIis0eAMMwrr766lQq9Z3vfEcno+mwRKFQME3ztttuc133sMMOGz16tPaI6h1j/+zptAHobTM1pr5BcxNgnqBOhU4/hCs6hIxMR3tN3VCq6kH44UWfY6i54/foaSMZ2L6nPeqKIMA5t9erL+tAEyEHLJAF6P2DKp0AAgCDi3Qdrrt5T2b2zHx//o3XUJohCCChFKRhquqaKgUopgJV1CsNBpOBMwQMRcADglLyd19t+dYHXQABwHXd+fPnz58/n4hOOOGEuAEsyhu/m2++2TCMs846K5/P6+d1z7tNe/wbnV6LRn2DLllIMgzGwR0b1an6bDZbV4cwyAFF23JtB3vujeOO2m/OktkWzzbUDEs5MA0AXAgbbH3P2wATIfFS3iD0KXYBDwyc4Lrg4MTQNBLX/X7/psF07RV/ev5JWAARz7kFgSJBD1X2HIsDEuAgAByl9EJV9gmsz5H0UTqOEKKmpkZv6jKZzLXXXlsoFA477LBMJuM4TpxHWldX99hjjzU3N48bN+5zn/scyj5V27Z1F/aNfqCbmLVulwQlAFgp1gTUEMFO+y3dM3t6YBppQDGEDBARzvshHzeq2Ba+7XurZASDgykYSENxJdbLpzXARIhy8hJX4AWgCLj6HGQdB8RNjkIgZ3wFhx49pivv/eTctz58GxQinamN4AEqUhKsfKukOBUqDxQBG9IErb3UXMcb3GcEQYCyorq7u++55x7TNH/84x/r8jQiklIyxqSUt956q2VZJ598MoDq6mr97ZtR1uh/Q+lWyAEqBZ9QXqBa4A4odIBBbjC4dQUah7vVVW1eCG5UAWk3FIxg2Zg0DSefPbw+s6R2UFsYdblFQEKFuvX1eh7GgEIR6cZq5BKtIlpJ1E4UKkUqolWryJekewG1tdPXvrygkf3fCV/qXLaAPEUF8nyigGREbkS+LqAud2NbQrSIBK2rQ+K6+pf27lS5cfE8TxeC3njjjbZt77rrrvHs67g/0MKFC3U72e7ubl22q1tX9MPy+Q2Jit/BHkVdgqQgKvWeVRFJki4pQR15ygm65S76059JeBQUiCj0hOtL8hV1+Kqg6JFH6JYbi8WAAkWhR7k2/eZuiG5rWxqqPH6VOoiWE/XoAjNFkVIkJLmenliuAklz3qFdpzzdyB//wbfJ88kj8om6/GJEYUBBrkBKxJLu8YNWUSSRJ1lqm05xywHPKwqxpjrXQ4S9miBXDm/UyZy6h1WvSj/dfERrLJ4tqbsKSCmnTZtmmuajjz7quq7+UbogW0p5xRVXADjttNM2zHneXFBxq8u8oi5R6kchiSKSPikqdEgVkS+ow6VOl5a0UEcrUUDFvAojihR1ucqnHp8KPpEvKBAUiVIbUiK5niIceMvR1dEiDlg6y5ZBgoEDSoERwrDIOcZvg5/8dH9u5R595Ml/PIGeTgBQkAqKg2WyUByBRBACSDt2g2HDSIGb0ImW8TIulUqVM04+hZPGsizOue5KqLdkOr2TiBhjhmHE41BRbnoAoHJAlX5ZGIaO47iu+9JLL3V0dAgh9ttvv3Q6rQfy6GEhruvq/si6O+sAIs4gBQPitSMHmWCO8KNsLVeAkLBMvPoK9tzj6jvvfLWQRybDTAMMyKaZgcgXKwzkDAOcgRFg6ly3aD0d4ANMhKtd0nY5LqQjOTwIJACTAUDKzvhBntmY8SX88JIvtax85fzzLly6CACyTiqgXIguQgGsCKdopUOCBTLdIBIEAFIgCgFAlULcvPyL8F84S/W8JF1rG+tQp55pawkgHlCns9Li52Mymcxtt93W0tJy/vnnZ7NZ3cfetm0t73vuuWfJkiU77bTTdttt92kPb7OHa++ovh44UE75ljBtC1z0FDpMG2B45MG29hWGklyVLiEiBZBiyJisisFjKDKAMzBWBNpWbzI/iS3d+7w2q+N7hk7tBSzAsi1Au2wYAEkIBeWZWX3i6ZkFS/dc1b6kcRAKOVTVWIFn1GTsgHIOs0wGghUpZfMUwTQMgGCZkAogKAVFyjS5EMI0eVnwCox/om9GT3SsTNrUSxetw14zyXStA4DKckEiUkrp/Oyuri7d0OmSSy7RQ+8qCwgffPBB27bPOOOMjx81tyUS+8zipUrp7MkARgpRkK+uSSlg3hzc+YeHRw4ff9iRu9TUQZEiRKbh+IG0nHTG4AwFgmQs9rqHQHo9jdzAE6GGLDAAHgAgBQWutJEMhQpMzjKOxWAQQ3UDvnv+FwYPNmwTBoOfQzbdAMBmEnAjCA4lmVBIKcWUhOeiqgoGBwDThBCrr/XyPZYDAPsEH2llbZFelOondcMl3fkzllw8rVELTAsp1jBj7K677lJKzZgxI5PJVJYUZjKZhQsX6vmEM2bM0AN/BhLa9HEwlD3dQovCcBC45FRXCWnKCC88v0IIPm3adqPHgDgCP5dOZUFwLAsS4A6YwUBgukuYAaQJFmCtj3P54yb1bpnEfy6LgCLAgRooiAimBfBIwWMwAF0JZkhwfasMXTzzGBbOL9YPDg46tKFxCIAgVKHJOUNIqP+/P7ctWrBqr71HfnbXWp1AA4YglE7KkCowVmfzY322ClQxbJzWHDxeaRL1l/F0ZP0CpdSiRYtmz57d3Ny8ePHi5ubmhx56iHP+4IMPHnzwwShPgEXFRPRVq1YNHjx4+fLlw4cP3wAneTOidPMFQShIAAYcbR29QpCucnwfBRdfPuzuBXOr73/gsJ12QSbtcliAVTKihNIYbS4AF1CAA1gEE+vXr2/gWUItQq7zWtKABQkAkiSDMKC4bgQECAFJgpmMc+ZH+ZRV/duf/3vWf9zqhp6a9KGHHAluOyYcAggqivDkXzuf+OurDbV77bBTrWkiCOGkoFTlPU59qkGv8X4vnk8eBIFt2/FiEkBHR8fy5cs7Oztnzpy5cuXKDz/8cNasWUuXLi0Wi5ZlpVIpPQtAv3jmzJkHHnigngPZ2dnZ0NCgpVgoFHRjtQGnQCqL0AAgyzncHJy5+c5MtgESDsMrb+DVlxeOHbfdxCmwUmBQIEtJeG6QzToAypsGXelmgdIlfa72QXwcA0+EKO2qAQBWqeaSwUmxIPLATAaDERhgmjBhEkMxyKccqQSy2UkWqLnzvZ9e/MLen9s72wDDBoBAkQVQNEGKJe0dgWkBDIYFYjBtTlCccwLKClxtBlXlmpQAKhe+EMCYlIbe6IOh6HrNLQtbV6388IO5y5a1fPDBB3Pnzl2xYkWxWIybGsaJZrZtjxgxYty4ccOHDx87duyOO+64dOnSiy+++MILL9xll1322WcfpVRDQ4PnebqIqaqqSofsK1uzDTAEQ2SUEp4MQGWqa0Gm68I28LtrZ41smP7N0w+rrYfBEMrQ4eAcqbSzelvB4r2lUcoBWO80h4EnwtJlVi47Y6trzxyrqvQKtsZJNE1DwpUGzOpUG7qnTvjcnAXPXXTxqiuvHZxKgwFRZNkMUWRGMs2dTC5EOgMyoKBgRlFp928ChoJZeZkHEaQBpbtzKUBC+Ohcie5uzJ2DZS0tijoefOSmRUte6c4vkFERJgwCJ0sH2QHU19ePHz9+5MiRU6dOHTx48IQJEyZOnDh8+PBsNqvbUujt4vLly8MwvPTSSw8//PDFixen0+menp6GhoZ8Pq+TYzzPq6qq2pJztT8CKjV0igAFSkHplEZOzOwpUqqKtSzF8/9cWFsz7PjjYZtggGPU6O81rMrrRNdh2PrHwSg/vR5SHFhnvIIKLaw+Tea6ngQM0l1JV7avrLJrDj4C+QeHPPXUzOPf/cLW26O6Rjl2WoWws/BVYJjplANSCCNYNgecKAIDLAOkoOvvAUQhikUUA/xnrlrV1r1g7qr5H65YvKCzbWXRzUUiDLgZMNY1Znz6nfdnKmplTlg3hI8dPXrsiG1GDZ8wderUKVOmjB49etCgQVVVVQA8z9MumUp3jhaqNoznn3/+/fffP3v27AMPPPDVV19taGgIw1Ar0Pd97ZLZzCro/2eIQccbDADQTaKgH0qOdBWThGt+85pjVx9+2C5VVeBcXzdx7nEvjZWvn0+Z6jdgRbie6L5ZpgcbCkopZnXuvM+gyNzmxquazznr1X+9s1t3kWqyII5imDNst63dhYAQ4LpNiYJyUejBh7PQ1Y5lS7BwPhYvalmxorWzs9Pzw4AMcEZEUgQEZNKZ+jqrtlbt8Nlx9YPC3fYen84eO2ZsasSolGEVLTgM1YwcrJnVKaWMHZs6XcYoA8B13XQ6bRjGU089tfvuu7/xxhsXXHDBFVdcEbdv0jX1enJ9X5/gTU5JVxbIBBPgJR1K+ISU242H7nvNqRr31ZOQzlSGMDYkiQg/AS9wHcdhcBhhUGPDu++/XYwmfeNMPPu3MTNnvv+7a9vPOrexp4hsBlZVKMjNppsg8OiD4euvv9XdVZz7YXNXR9i20jNYnRKOJFOBcbC07VRXpwcPaRw3cUrT0OpJEzF+IkaNxtDhGDIUjAMmghCpLDyvMZ2WBvclFIEbMKhcIqg9NHpDWBmdjxNr9JdhGGYyGdd1hw4deuONNx5zzDFXX331tttue+KJJyqlisVidXV1vKUcYCheahoUZ24ApZiFFApPPobIr5mwdWrqjuAmNtIZSkT48XDHTAPMAhcAY5JQLPhu47DMN7+71Y/PmXPjr1/Z/wtfnrAjCChEnVYqXZ2tc3vw+suzHnvsH54X+F40qGFI/SBj2rRRgwbVjx03Yuz4waPGYPhINA5GpgqE0ooIHJyBcUiCUsI0VMZhDKoqi8APrVSWI1taATFUmiwttrUlFI9wraurA5DNZvP5/IEHHnjWWWddccUVV1555TbbbLPTTjs5jqPTTR1nvSpQtyxkKUzFHN0lEYgrCR2/gPvuesfiTYcdtTN3dNevjWIKExF+AoZhdXZ3VdVVM0J3V0d1dbahPhNKHHU8HntkzEv/6Dz/+7MeemEbCXR2uql0Jl8omE7VfjM+M3X68JEjBw8fjjFjkK1CTw9sB+ksVnvgAABCQUooijiEw4lB2CyCITzhm2aWwwasdCrLiLtFklKm0gbjEhXxetu2OedBEGj3Zvw5Xo4CCILAMIzq6uowDH/xi1+0tLT88Y9/POeccx566KGmpqZcLldTU6NfNsCkqBsiEqBK7fFRahhMMOfPxb9fnVtfX3/scQ3M0vdJVe4TtSEZgCuQT4lCdVU9QGAwmMmkmbUR+EAKv7hmumEYC+b4f/mz53sYPGhadz5nZpem63Dw4TjxtMEHfAlTd0S2HmSifjCyteAWCJAKSimOgCOwOFIWMraVMtIGMgw1QtQEQW2VOcZAY0+3IpUWIQOQybDqGhNM6Zoj27ZTqZRt20opnaVt27ZpmjquGGfoA+js7NSp3p2dnbrv09VXX73TTju9+OKL1157bT6f1/F6bNm9ZD4SbfhkRbAhABAVcN+dC8JAfemwvRoaASgOodRGKW5ORPgJuMXQMuB5vgoxuGFEzg0KOdTVAMDYCfjWWXsvX7Xk+qufDrvhWDzwwA2SBBgwbPhCKg7JYThQHIoDBgwLllUZqQgAoacZkIJJcAwrY6VCD0yhKlPHGRgxoBT3tyyDyuOTdYRQG0Odsxb/0DifRkrZ0NCgS3gbGhr0XrGuru6mm26qqqq64oornnjiCcMwCoWClLIfjxzcSHDAXsPbCQCcFMI8/nTHi9X1zje/nQ4EAJ+BSNLGkEwiwk/ASZlgSDnVMkLoOY2ZoSJCJGACgnDexZi0dbRsXvaPN6KnDSYbbKmhpoIKwBXSthH6yjYhBBkcBq/sx8cZHAbDQNFAh8V7LO6aXDCAERjBsQAF0wAUTAsAuEm617pO4NZ2L/a+aBvY6+Dj9NHY1unXW5Y1derUO+64A8Cxxx47a9asqqoqnVhT2clCVwNv5BO8aTEAJ4g4wEQkdcS4qzuAwN23gaKmvfbdNlOLVBoGGMgykdoYXRESEX4ChlVOHwOgWI/bZVsqpYO2JuwqXHT50WGe/+kPKHZhaOMoL8+UQFgEETjBdjiHMM2AIwKEPt2l9BkCh8lLwSeOyntxZbpT6XHF7mVDkEqldtttt29961t1dXUzZszo7OzMZDKe55mmmcvldA/SdDrNGOuHY5g3HBywoBzANAxDi7CmpkpJ/OXB90Qkjzxmq4bBAFAs5iGAjdPsIxHhx6MARUwZHJYF1/UEXNPylIIBSIEgKh56OI4+et+5K2b/5z00t82yLWZy2HapYsniHkOOoYchx1FgKHJEjJWydBiBoY6hiaGOIbu6AxUrO28MgAuwqNzHbUPuSUaMGHHTTTcNHjy4paXlnHPOCcMwnU4rpbLZbG1trX7N2mVTWxoEy7RIgZjyws6egksSjz6E2XPnjJvcuMe+gIlQ+plMBqxXnuEGIxHhx8MBnsvlQiGCCNzoGFplOraQkU8SKRMZW3KOU0/nY5tkvvjhoGyVaUQMsO1SNRODFIh4KRKhE28EIBjKY1zjblEUGz0BpudLenrQRYX2Ntj7pRefSqnnnnuurq7urrvu+t3vfoeKAosgCPTk+g31G/snQQBiYAycI+2YNTUZSDzx91cMu3jokZ+trkcYgiE0mVHZC2rDkojwkyBeVzvINmUqC1jzAjkv391R5aQMgkGwkIl87LgbvvW9Scz+txfOAs/5PqIonkvhQKUYMkAasHXvYEACEeCBRRXbRAUEpQZwKBKKBI8QkZ5yAZNgUWkE7AZAqysIgpqamkceeQTAhRde+OKLL2q7p+Wns3A2p1kUnx7GwDiIoEjoHpYL5uKf//ynkW497KsmDKQcOEa56H7j3JESEX4shLZVrlIAolDhM7tkDzlsStOgOj8Pk8PNeSBum+A2vnOuc/SJ4/f6Qs2kratNG4YFbkApEJmkbCBT/kiXi/orel6U3tpemz0e1zTq2v/ylxsG27aDIDBNM5vN7r777j/+8Y993z/55JNnzpyplNJNaPQrt+yEUp31IMn3/SJguQU8+eTcotu95+cmTNgassJlWkrC3xj8d12qBgqKlCChKKIOn4p+RF2dJAISLlFI5BGpkKS/qq0rIGovkiepvYNIljqpRUFIUomQlG7xFn/oF+iuXr2RquJDrPl9G7BDYhiG+oFubVgsFr/yla8AOOWUU+bNm0dEQohCoVA6DapPejP2OYrI86UgimQXUV4RrVhOhx7y+332+u3Tz4c5oqU9hQJ5gfKVjChcZ0vLDcBAtoS6wijuWr9uGOAWCHAkLKFw7W//9dTTRVLl3jQQJIOmxjrPDTMZMK4aGhS4cN0eMCFkCMYMY11ONd1zlta+ta4xqaKXN3UDYlmWDh6m02ntGr3mmmuaGic+98/O558v9ORAhpHJZgmIooCx8iy4inPVJw3ENy4McBzOocxSKSZe//dbf/37La3t7+2xh2UAjTUZE4YBw/dCcIBoY6xIB6wIVXljpj/K0TBa8wMAh2lIhazvWa++jD/c+t53zr4pIsACjAIQMZ5GhBrHNqAYAp1emMlWAzyVzq4u4q38iIsY1/WOsjU/OFDypq7vwJn1wvd9HTwUQug5hHV1dY//fVZ315cu/PHiJ59FISqdF8viQARSqz+gCFAERVuCDpUkIA2kQPSzn51TXdV+yil7OYauDmQmDIOZ6WwGHLA26HtQZiCLcK2ZLWtfUAxgyjQNEFIG7rx1kVusO+rY45mJUmsgMqAsEBiBl3q3YR0Tl9haH+vNOsrWNgSVyTFEBKCmpmbcBOuCH57Sk6s55/t/6OlEdzcAKCIRBGCyfKL4+oyA3lzQ3uAogpRs8eKFCxbMzBeWnn7a4QYrRYiM+H38lG/c+rPlnM1PDy87P8x1nN3SGVekItNikGhZgmf/8V5Vuv6Y44YxW7dLS0NlV/+wUk3+5gFVpInqNt4Aautwxvew655Z7g879ov/tA1IiZ48mU4aLASPQHrYBhiV5m5uNn/wR2AYRhRFeiLqb37zm66urlNOOSUOk/YNA1CEqqLhUvlm16umngEQeqVKTOlGePfc2c5kdrfdth8zHowDTOgOFnG7LraBcln6hripvk4HD8MwiiIYUByP/W2X+trM7PdW/vLyZSSQSjsCFsU+elZuhwPFSjvqzRvP8wDk8/m77roLwOWXX14sFvvyAAaaCCvXn7EZ5GvEyqHKu8QQEMSEIhS68Mj9bxmgr351ZDoDIAf4q61AOcbANp8tUtzVG4BOAdeP0w6kwq1/2HfQoNRdt7z28H1gQGdeREgLOJKBWLxn1pvqzV6Euozr3nvvzefze+6559ChQ/u4/+pAEyHWcLlgbR+fKre+EwARSIJJwtuvo3WpzFQFXzhAuzrD1WO3sbG2ChsbPXhQN7nQbUsNgEFk09hmGi7/+Vd6coXvf/ve2R8gmzEFIMGlHrQRBzZps1egzoyNoujmm29mjJ122mlSyj5uMjAARVgBVXwuEZvKUktKhmwhj7vvCC2j/qsn7Gan9XjfGkAAxVIx2mZj/3qjZ87EpRIMsMm0gHQVvngkTjhp33wx+OH3Z7cugyQIgMAJqjS/gRBvETdf9D3o+eef/89//jNmzJhDDz1UDw7oy2PYvM/gf0V5OVqpQIr/Ky5TYIChkCZiPV149LGnGA/Pv6ARgFeEAd1dIohDDgRdErHZpFpq4XHOtU9CPxmGQp+eXL45XYPLfj5uyrRhr7684NIfF1VUWiQoHdphEsoAbbA0uk2FTtO77bbbOOcHH3ywdsn0cZLQ5n0G/1dWt8SHVKSo5GbQ07CCkEA8CnH7HUtMHhx6xM52CpaB6hQK3dAz1cAiGKCS8gwGe3M5peu8zmzLhAJjaKipC4N83TD8/vYDq2rtRx955ebfIXT14l2E0gMDpLG6JUS/Rxs33/cBCCHCMNQ2MJ/PA3jwwQeDIDj33HP1i/t4PPjmccVsOD5yD1NuNq9CESrJTSPrWFVRABHgob88F7Cl3/xOJgjhFiUI1VUAHIJNCImV6iFYKc9zMz+lpdW1oShgDNt8Br+46gDGem6/8V//fkGfv7RhWFEYlvxQm4np102N4+kdcaes2traX/7yl0T0xS9+cfz48QA8z+vj1o+b+RXz37P2Hy6kCkIRmobNkNKrMpPhkYeweEnnLns1brUdTI6qjKGEvvJSQEaBFDyldUjY3DdIYAqGEGEBlK5ONTKAGfjK13DyGZ+Zv2D5Wac+GxUgJdwwsmwOG15hs9kPa/nZth37XbRtDMPwxhtvBHDmmWdiEzVf3cwvmk/Nuv7eUmRCShlxDs4sg7NCruQlvfP2N8HSJ552gCfh2ACBOxBhBDIV0gRGkBTXmW0mV+THQJFvplKhDxA4REfnSsPABT+euM+eU4WL47/yL1GEY9cImASkqzcbS6hTpSub0Onl6NNPP7106dIpU6YcdNBBumjLMAy9au0zBpoINeswgwqhY9kmtwGTJDIpQOLddzF71tLq2pq99h2azQJAVABYpFQBBIArmAocEApiXb7WzQ+lfUwEzwMhHNJQxRDW1+POe7ZjZssLz8y/+xb4RShYeQ9y8wmMrt2nQwcDb7vtNgAnnngiAN/3tRlMQhR9S9kMChkAikBBEEkBDrgF3Hfv++1d3V878fimwWAAGKwqKK/HzqTKAUarPEmJ4k+bM9ywqgFup5HOoOj1cAhJngLSVXj0r1+zjdT559/8n7fgF+BkEWCzsYSokJZuiwzgww8/fPrppzOZzIknnuh5no7ad3d3J3vCjc3ao2AUoHQtSxj5DIbBAcLC+Xji8Wdq6lPfOB0cyPVIGAJGIfCLpdk9esm2+XhEPxkCFIoFRcwDOrNpi8BZZNgcpLDtdJx7wbEjB4/56pf/r7sVoQI3CmqDtr3ZqJimqQMzVO75f/vtt3ued+yxxw4fPjxupdP3PXW2lKtnvSEoqiybKEcIDcYIMgyFZXMFtHdg1odYuqRzt11GDmqAAdTUGIAABen6xrisSCeNcnCuB2JtPmbho4gEMlUcCNp7VphImchk7Col0NAIxXDej4ypn6kv5gvf//abXh6AReCydEpVryqwiq8ElTrlrNM7vVY5yxqIcpcdUVH8Wfn6dRXErP1TKqIOWoG5XO6ee+4BcOaZZxaLRdM0dbgim832cUePgSVCglKIFASh8hrhACdIBlaVrRcKoUCmBpde/mSmetSPLthbRbAMcIYoAowaMEcqpTuHWoAFbsBiqGgqujljWfqPsJpqxzBUgUxIWBwgWCn4Ar+7ZZfP7JJ/9oWbr/3lQ1BOBN4T5GVpvh+UT1CQgQCULGeXdrkdCh4h8MLiGrWawFoSWvv+GAEe4Jfn4EaAhI7okiSS8TdGMnT9YhB4vaJ8SikhhJ6cYxhGEAR6cuPDDz/c3d29yy67TJ06NZvNAkilUtp/kyxHNzrU64vSEF0D4F4k9FyQfz6PvGcOGtw0ZQqGNsHQlo8ZgAVmGqYdWz4GzuLqwc1cgWsev7F6cjDAObq6WrN18IX45TWnH3Lwjqd/4ytcgoCUU1uMwp5CDwBuMa/QYziQkjFiSoII6cxgXwoFbnKGclgVQEUmPScFKZkSpOK2gqQ7rabj9jwkHSVMGTEpOMgkZSgFKUvvp2mY6VRaN/xHRZkI51x3Sa6cnMM5/93vfud53te//nXHcXQlV/yyPm55zGggjR8gCIWIAANpVpmgxj3AI1gK1WEEJXHaN15+8L43L/rJ6T++KK0bYOue83rDQBWDx7Y0SvH3AgCgqjTVlEGQxxiBZZiC24PuLgwbiYIPK42uAhrrweA7KgWCog5uWkQ1UqB5MVIZNAwFN3SarW6gqsoNrEzo6ilWITy2evwtSSidqcrXrG6u+KwIUkZEUg+KC4JIj8Sp3NpVvnfaML733nu77LJLfX39vHnzGhoa4ix2/bb2cbRwoE1l4muU8Fa0OSOYfhDZDqREyzLMnPliqir8+jfS4NA3VKOcU1NqyL0l9yCr2G6xkoU3mQKoK99VW1XvpDE8C2J443XvvgdnmrZ5xOGTP/f5qqIL25GWZSgwP8TMt3H/XUuHDB30nR9muQHfD9MpKvf1MaHz/XR6g4IMAd3IQxd4MgUoZppclQ6FAKXACYyDA0KAMRgGOAM3rXIvSVgWJ5LxhEYpped5vu+/++67c+bMaWlp+eCDD1auXDlr1izTNL/85S9rBWqDqQdd6REDfXm6B6AI1/KOMglwBifww5SNlI2//e25ZS1vf+WYbzQNBQMqFYgtXH6lgE35C1kSYTl5u7Y609Pj11alAg92CnPmLLvj1pers5Nnvubu/a89Q4FUlZBIC7K5gYWLex66/9/jJ444/fu7WSkYVkgAK3VwNNdI8WMwnLj5akQIFPmMKQZTGikJXUBM3NCtphSBmbZVtqUWFJSCX0QQijnz31vV1jJv3rzZs2fPnTt38eLFK1eujKLIcRw9PQ7ldo+MsVwuB0Appd/f2BL2MQNNhEBZelSqhY9bpxi2VQUginDzrdf0dC4446wZxAAOk60+S1vyQrRE6WxUfMkBGcrQNkxA1dSmlYCTRiQAshpqPyODCe+/1Xb9NfjeDxHBCsIoZTMYMMzqYiFTLDiZDIDAMlKs1/UW1+kDYagMkxkGBxwGx2A1AIjKdWUK3Ci9XCov9P3FS+Z0rOpYNH/JvLlL5s1buHDBsuYlK7p62iTcymEB2qxlMplRo0ZNmDBhq6222nbbbYcPH+667kknnfT3v//9gw8+2HbbbfWLOedxRltfBioGoggr0o5l+Q0zo0Bl0ikiPPrXf86b/frkqdOnT4dS5c0JkRAiHnKkp3NuqsPf+LDyhaGlWHLO6H88z82kMjKCaYEZ6TBKN9WPZmL01b96+eAj9hg9kacch6DnDXOgRkkHHIRQhtUcYAZUvMHT4QemAG44FmBGAlDgBCjICKGPluVY1Y5lS7G0uXNJ88z5C96YO//1lSvmhNEqwAciIATAoAxuWLa56867DB48eOLEiZMnTx4/fvzo0aOHDBlSXV2tf1/lmPGjjz765ptvvvnmm3/9619rycUjAPqYgSVCpotSK2L05Ts9LNvWEYwbb/it4ajTv3mMYjANMAJYacZYLLy4X+CWiP4bKy8MBcA20gA8EaXT1UrCMCEEDMMM/HC3L0JF+L+/F674+Wu33bWrF8EwAQ5mgBvVhpEFwJA2CRAQClI7YjgYTIKpbaEIsGIFFs3F4sWFFctySxZ3LJrfsmJ5IZd3XD8Qott0CpmsK9Hek/PDiMaMnjJ8ZM02U0ZNmjx2wrhR48ePHT9+fF19fRRJyyoNG1ZKxbryfV83mLMsS+/qv/vd7956662///3vzz///FGjRgEIgsC2bcMw+jheP7BEqOEU95JZo9lhGGLFys6XXniutiF71pknFQqtdVU1jJXmEFSavi1XgZqKKkEW/2MT4JgGwBgHKRgGhBCS8rDxs6vwz9cWPvl354lHdj3waAggCOCkEAlp2tnARyZtIgBFCBlaVmHxAixZgpYlWLzYXTx/VWtrz8rlqwzTNg1DUiSFLykyDTJSsmloMGVEZvz48aPG1I8YmR41pmbChMzQ4XAsXTymZ+ysPtZK/cTLS5RLmSzLCsNQPzllypSjjjrq/vvv/+1vf/uzn/1MS1S/rFgs6shh3zAQRVgmdtJwMENJ2DauuvpXgDz26K9wHtZWOay0Y9yCV57rolffndI1bvWuHiSAeH1D9YqVudqhNT+46LCLzn7iqitf2XPG7ulaOA64BU/mXdc1Lbz+esel331s1Qp7Ra4zVKSEBUobrAYqpYQlFWsaNLRhUM2o0YPHjk+Pm4BxEzBqNOobUVsP24HBS8MgwGCaKHlUESFe1qzRVnkdmKap54prsQkhTNM877zzHn744TvvvPPiiy8OgqC2ttbzvCiKdBJpnzHgRFh6z0jHntZ451a19dz9x9uzGecbp5xogjNwWTkRZEChRbj6jy83xVrzdHDi+Z6uCRNruvM47VvDHr590qtvzvzNleN+dPkwZSHne4bl2WlAIZ8LW5bPV3KQYvlBg+tGjmoaN37EuPEjx44bMWo0rx+ECRPLwUAOpUs5jFKoggMgECtNBRDSJRWkLItDsZLk1msjFwRB3EbNdd2amprtttvu4IMP/utf/3rFFVdcccUVACzLchznfzt3n5oBJsLyNVTOUOCxq5Mb+Mtf7s/lu3bZZecdd9wRJBmzGMnNPgnmU6PWkFwpYsHWqFcu+ZcBMoWILAP1NQgj/OrqvQ7Zf+69d75ywEFf+cze8EPPMFV1bSaS2GqbYdffcklNlT1hG3AHlgXFICUUh2WDc929VXIogoAREcDBGNKMm7qoxTC0LYyYQdwwKtJEKztPfuSaxfM8vTns7u7mnGtb5zjOueee+8ILL1x33XWXXnppHOIPgqAvpTjAFlqoeMsIICNelEZRdM+f7jQMecopJ3LORahIWQbLDLD7lALK953V7iux+snesPpM3YqlngXYHNN2wSln7NO2kl390xVuDxobGjyfgiAwLQwfhX1n2Dvsjqo6pDOwLNgW0imk7NLANwfCgjIBE6aDjIOMjawJ0wJSJmxTGRCEABQppaQihrhRvVmOOn4c6XRah+Bra2u1Aru6ugDstdde06dPl1L+8pe/tCxLKeV5Xh8bw4EnQihd+MAYGAMpKAkp6eWXX3zn3TcaBtV949STQZyUxWBCDbTzo9YYyl0yg5WjglHxX2AgBpmxDUPBMtHj4qzvTRw1fNhzz7z7t0eQMsCotifvQXfq1uaOwBWYgtZtmiPFkYKyABvMArPBTDBDMSYVkwIi5IiMUms302SOxVMmzwB2eeiqUY77f9ybdc899+y4446XXHKJru4Nw7C+vh4AEZ111lmmad54442u6+q8mQ1/Xj+WAXeRUcVFph0QQiIS6rY/3BIE4rivHm1wDgXHMj+pOGZLRZbs3upxAKIih6YCBkAomedGkXF0deeaGoLGITj9rN1qarJ/vPWtt1+Bw0daZhUYGEIiaZnKsiLLCiwr4kwwKRAJCqTyFRMmEyaTnJHJiZmMLA6LwwSDNKAMkpYSpowsJSySFsgCWat7qIN//Ki2UaNGvf322w8++KDrupZlxXmkvu8feeSRU6ZMaW1tvf322wFks9k+1uFAE2FviEAEpcRDf3nEsth3v/tdEQkhJZhO4d/8CyM+NSz+VGa1keEVnxmBQRmMq0gEAWpq04BnZ3DyGZg8NTXrvebnngBUdUP1ILcIDs65IRSRCFcLm4Nxxi3DsMyy7HmFb5agFAyLca7jIpwzwwDX3V17TbBbfVzrZo899vj85z8/e/bsm2++GQBjrL29nXOeTqcB9d3vncU4fvWrK4UIhfQYl/r3lzrRlmoaN5YyB5oIuRQAeBiGYGAMnEEI73fX/zYIokMO/nJDw1BuWKZtSKUE1j2vaYvGLA/0jv9wkyHN4CgpOYMIwBUogqF7CnBW8GV9VZPJwZilkJYQTj1+dPlnHdN87aUPbaR72nsMADAlUPSJmVnAASwwC4yXstEqHdVaioyDGTDM0pHEH3zNj4oCTlbqOvkRf5hpnn766QB+97vfASCixsbGMAwJ8EPvhOOP2Wbb8c3LWu668w+mEQmRV0JCQfp62RQJ6iFEtHF0ONBECNO0lSrFZH3fZxzZbPqmm24yDOOEE06sra3n3JRScpOZDtTmP2vhU6P7+a6+uEuDq7RrkQiMoCQYQUQIRa4x43S0txkmOKBgcEQM3t6fx4Eztk9zz0BrQ73IpNFTcAGkMyYBlWvINQRW+RHrbO0Kpv+WQw89dNttt121atWdd96pJzHpy8A0bQDnn38+gF9fcxWgiCJuRmAQAoEPRVznD2+k62HAiVAXreg661QqJYR45JFHFi9ePG7cuC9+8Yv6Nb7vVxaAJpRgpVAeAUSQClU10qxaJK0PGYNUyBe6BCKFgDFc8rPhk6bmcvhnIXqNmchkI4bA9bo21SY7iqJUKnXOOecUCoVrrrnGtm3f9znnjFDIeUT21044ZdSY4bM/XHTnnffaVhrIK+ScLCwbMnKAGgZDRhuloc6Au8jiumktM9M0r776atu2TzzxRNu24y4jm/goNzm9XRyKSAIwTYCBG2AcqRS22mrIiafufvgx2yuCxVFf1ZRC2oLpe2L4GJx93t6XXfKlo0+YyjgY8wCvKm1tKhFqX8tRRx01adKkmTNnPv/886lUSoeLU042Chln9tlnn21Z+N0NtwAGEASyU/+xUCDJhYBlGxvj+AdWZb1GZwZKKV3XbWtr22233drb25cvXz5kyJC4hkXXTOga7U19vH1L76zRkoNYKmlwS6eVCgHTAAjdPcjUQEgwwA+RqdbfFABOFAAKjgHFwC0Rod2CzWBypBn6up0ZyvH3MAzvuuuu008//bOf/ezrr79eLHpKoro6DUK+4FfX2IOHNBbz6oGH/njIQZ/xZOCwcZxMklAEGDBM8YmxkP+CAXaFAVEUZbNZIYRhGNXV1b/+9a97enoOO+ywIUOGBEEQe6519v2AU+A6KNW1M8ZKjxmk7uvCUFsPmDAsLF2EC8//6203Pc8JQaAMKAakUiADhgWQbyMVKRVFalMN2NaReqXUscceO2bMmH//+99PPfVUNpuuqk4DUArZbArAuef90PXklb+4nlCXMgYJ6QkFxmEYMAxItVF6zwy4i0yvRfXnfD7/xz/+kTF24YUXxg1hdTOLLb1y91PDGSMQIIikYRIreyZ7Cl0A3n4V99/x/vtvtEAhbac5uG2AA6YBBiJpSGlbqHWsuk2VgcQYy+fzqVSqurr61FNPTaVSV155JRExpoqFgpDgHJ3dPed8/wcjh0946aX3Hn/8Q4UGy7Jh+tCN9gihH20MyQw4EaZSKb3xA3D//ff7vr/NNttMmzbNMIx0Oh1FkVEG5Y3EQKRX6jYAQEoBAEyZJgegSCmomqoqIrz5Spi1tt160i5KgAQYQQkwAiMEnm+Zjm1kIK1N6GxWSlVXVwshpJTnnHOObdvPP//8yy+/GAZutjpl2whD1NfVC0Unn3oqUHvTb57JtUHBIfjg8AIJBsvcKOlsG12E8UDmXmiDE38ZP6588dr7VSFEFEX6NUQUv1i3i4yfFEIEQRB/u/4u/TgMw+rq6kKhAOAPf/iDEOIHP/hB3KkyrkbTIkyWo2UYANMwS11BKnqWBzKEwsI5fqFY/dmdJ6py9Nw2S9vJdCqtwx6mUaqH2CToGS+FQsEwjEwmc8EFFwD46c8usx0GhH7g695OUSQvvvTbljWka+XwVcugBEwGsKCmjkmhzI1T7NtHjplYJL166ej+Vtr/Ec+O0w+02PTzegvHOV+7+4DneaZp6oCP/hWVygnDMDZrAHzf7+rq+te//vXiiy+++uqrs2bNYoy1tLQ0NDRs3L9/82KNPCFV8bl3ApEEj8DzXdh/u8WrVnS8/MGOY7eClKHJrVIRGCuH1GM26TI/Lo9YtGjR7rvv3tHZ+q/nn9pttz2BtFQIRGTbVr6IG3/z4u9+NvdLhx5w9c2jsrWB5/eY3EpZ9YEvnPSGX073nXdUmz6tMd2RTofsPqqrxzo3ZkQUm1Ad7lv7Ndqtwjlfvnz5nDlzFixYsHjx4vnz58+dO7elpaWjo6O6ujoIAt3q/JBDDnnwwQfjMrOEtVBrPl5jaSDBA+DDD7D/1FdHjxz24qyx6eqAIYAyOWVKL2cA19mnBpUaJW9K9LXBGPv+97//m9/+5sivHPzggw9L4TADIQnOzfYu11KZ6aMeTDlVdz960C77wIAHhCJ0LCu1MW4iG32XrLsJmKb5iS10tGskVmmlwPSTWrfa6MUEQbB8+fL58+cvWrRo2bJlixYtmj9//vLly5ctW7b2r+CcDxs2rLa2trW19aCDDtp2220vu+wy0zQ7OzsTY/gRxC0P47xRFX/Wa8/mZgj4EycPsRwI5B3Y4Gy1AssQAoCX+x32NXE/X8/zqqqqgiA488wzH3jgz0/839PvvTNn0qRp6SxMziOENfUpM8JXjv7SQw/846EHZu6483ZGJs2gerrzjU2pjZFOvNFPR2UfVW2jtCmLjU8URVJKxpjjOOsUahiGUsp0Ou153vLly5csWbJgwYI5c+bMnTt35cqVc+fODcMwDEPdi4kxFoYhEdXV1Q0ZMmT8+PHjx48fM2bM+PHjJ0yYMGTIkGHDhukfWywW45bpfdzOYDOEf8RnRBILFnTC8CZMSROHIgWWATh4EQBIbwhNMJTGSGyKICEA27bDMDRNs6qqCgBjbNKkSZ///AH33XP/HX948Ne/nqYIEQWezGesemXyb30v9eij+b8/+u63Tttu9FZIpbONTVkRkWlteFPYp/ckvYDUzo/4zhTXlcQUCoXm5uZly5YtXLhw/vz5zc3NPT09r7/+uu/7vu+v7eaprq7eZpttJkyYMHbs2AkTJkyaNGnYsGFjxozR5lTvCStXrfl8vrq6OpPJMMZ0bLCXdU34SNZsUw8CZ3jn3bmKuxO3BgzYrBrKjEJYqQCIwEzAAYGYqWAAkm+6XaHv+/puG/dxOv+8Hz76539cd8Md3znrp2MmQ5HMWiYh9CNr3FbYd8b0/3vgzT/d7l/8q5SMoP3l69lK41Ox0S++IAgqZSCl1G7iTCZDRK2trVps2rKtWLFizpw5+Xzedd1e7lPGWDabHTt27KhRoyZOnDhlypTJkycPHTp06tSpsVHVZvajephrO2xZVnV1ted5OiDR98Po+j3xkJYyvZwGtMZnEnjnnfmG7Wy9HUBQLE0SRmnqVVCal6YLggwHCPriL/gI4uskCAItwmnbTfnyl46575G///HOh3906RFW2lIoCoAMR5nmGWdv+95L4Z//9Obxp+w5eVuAYFobpSvpRhehdkbpBLHFixd/+OGH8+bNa2tre/PNNzs7O9vb27XnU3cWiOfCVVdXjx8/Xitt7NixTU1N22+/fW1trV5LoJxWFkfztB81doQSkRaYVr7eamr/qt6X6/fDsqx4YsEW3tz+U6DlV+qJDPRqCIJez3hFLFzYXlU1eOwEANDZaralX+SA0qB1tW7bFOh+h1LKhoYGfXkUi7jwoiu6Owf9+d43vvP9I7JppycoVjvD0obJgR12wuStRv3zuVcf/kv7eVMamQkhfMdMrZ4jtGZmX6+F+vrvHje8CIvF4rx589577705c+YsXbp08eLFy5Yta25u1stIHT+Ir/vGxsbhw4ePGzdu8uTJ2rJNnz69qqqqqqpKFzrol63tAq1cQFa2l9QwxirtYeX/9hKb/smJAldTunQCAFS6PIQOD4ahYRsMgCJwUwAhkHnj32Con7xNfVUtOMFxwKCL8GyggSQUAAOcaR/jJia+KvQKKJPFhMmp4SN2efO15X+4GcecicamUQwWA7gC57j0p43P7dl5153PnnjG0VUjYFqMCExWFDcyBURB5NmWUx41xVnlYmE9dLghRahD3suXL99pp520eFKpVLFYBFBTUzNs2LBRo0ZpvY0aNWr77bfPZrO1tbXpdNowjHinp7sgJ1HyTUbp0qGK4ATpOUqcs9IsRwNgRDICYXkLwpCPHldrOrE3NA8IoI4IikAMrKTq/tinwLDxtZP3f+yBp37326dP+t4B2m+k/xCDY8o07Ddj65deXnrH7TjzIgBOKOEoAIgUGIfpAFCOZVHJHVwW1Kf5WzekCPX6cNKkSXvttdfgwYOnTJlSW1u71157DRo0aNiwYbrpqs5csSxLi211x8Gy6ipDdjqQmKRxbiL4muddmSYiH6alu0uQJAOED/4TilBtP30bzkt1hoxZBDCoNVsQ8rJLoz/dXjkYw657YNddd3j8pWfuvmPZqd8eZZsAICVMDjg47qRdXn655a7bnv7KKQcMHwHTBEwBMi0CEaJImhYrD4q11lixMz1uyPjEP3kDi1A/eOyxx7LZrNaVNo/xvLjYEWLbtl5t6gGOhmFULiDjkr/EJG4iWIVDRsXP6SGBhqmkkAbLRArvvvkhZ/bUaXXgpYY9jDlr/JgS/XTBH0SBaTqnfqtp1rxht93w9GFHfGP4aITUk7JqSSEkfOFA7LrH1P976pWnHsUp3wSZAFywNGAxDg4uRGSaJoNZakqw2gZ6AAGpTxThBrvEtdWKoqi1tbW6ulo/BqBzyrSnREtLP9YCM00zlUql02nTNOO8UC1LVJjHAVj0uKnpFUpQUhHKzV8AKZRknEcB5n7YUl87aNw4cAZWeqccRnpWR1ThveAVvQn7D8KwBBj2+yLGTsyuWlr/5MMAINADBAKS8zBVhZNOm1yTNR64542O5SCCgCfJAxMADMMwDafUwLay61QpLhquT7LshhQhAMuydGls7Ofs6uqKosg0TT3vBuXUszAMY7EB0IK0LEs/qMyw0a/fUMeZ8Ams1sw6Vkm6M5NQPhgnhcWL0N1enDB2XH19qeKeg0FxwAa4gqCKRkwgvkYb734AA2zGJcAzOP2MnQuhc9dt76sIDqsDhKSCbXGlsP9B2PYzjW++NvfJx0AKBqo4cwDoZmCMGYwZa7mAxfrX4G+wk6LK6Md6vxdFUX19vV6CRlHkuq4QgnOeSqVs29YWMgxDncmp44e9fmycYrqhjjPh4yEGYiBwWj2bqTTPHYAkRQySBLdsRfjP+2BkbDN5omMDAIdiDBSiHJZYs2twf1zNcAaLsYAsfOlITJ80/b0PWh++r8hQIwDL4ICpQy3Hf333bDpz3z2zutugKKvgEExJQvdfU7IcC2UA1ydQEmyCsz7+mQ12ccdRuEKhEHcR14E4lPd4mUwmbnMWJ3Pbtu04jtakYRixbdQGMK6x2FDHmbB+sF5XD2c6JCsUhB4tKAUWLuiwTWvECGYYADzdNViKkt6oYhDyaq99/5IiB0zHMBi6IoUfXTzSBrvht0/73RB+lsHs6OwwLEQSx59UO2nrpjdef/3dt7CyGaT030alT5WrUCZKWQpIAen1cbtssItb3ykty4rj6VpvcSCuMjcllUp91Ijw+Bnta11nkDBho6KA1Z1UqPSYJAeQSpl+VDSZoRsj//u1WZFw99gNpgFFRQZBCmZKz9vh5TzvMv1LfiWiQDFwz/NNBwcchhFjg2XzU888BhIA0oMaagmRbYNzfPecPZ1M4eeXP1qVRhSCCJZhBZEH7UdWiEKARaHIhTIPwA/LrppPIrEwCauhNURTeQFxpkMQUMwovcZ3sWKFW5VljU1gDDarmK1d3liqSjvQL++llsUBnk3XgUFYuOzKQ3I58+qfLXQYSCEII0LIAcax1+ew9dT6Dz9c/sJz4IAi+JEstQWLEAWwbADCNrljmIBpW3A90Hr81YkIE9YJ7/2l3uSJyOScwAloa0dzc1dDkzlqDBiDAYa4SS+DKrtD9XzB/qlAvZKMfJhIG0zB8ff7IraeNHnOvPYnHgMElLQ4dKQNTUNx7Nf28gPx2+teX9UKIjiWw8EJZNqw0gBDsVgIpQiFKhQ9EFKp9bL/iQgTeqFW58yU4KX7OUFKyXWyFmHpUnT3RCNHZesaQHp2AwGMqVKgjClYtPoCE2Cqf0qxvE8KbHQEhJNOHVOTTl9/7b8QATABhwiGCclx9FfHDB3VMGvOh3PnAwqFAgGcMRlLLW3V2EadbdZYTjVKJ+STDyARYUIla02iovK2UC8zTUuBE3gkMOdDcKS32mYIM0AKDCaTeuKcBAOtEeRQ5RFrEVj/6p0VuaXjyRd7gKi2CgcejkxD59y5za+/BMeA53HOwBmIqLYex399RkfPwttufzSMkMkyBQOIQtETBkUA3HAizwx90zIZOPxyZ6OPJxFhwtqsrROuXfCWYQGQYJHAu2+RaWV32GE8DHCDJEGrjlEE9GoNqIAITOgAd7/CynAokERttl5AAUHNYHz99D0Kuei6a96GQtYBCH4oLc4ihVPPaDr1W4dvM20rwyrdngihbcNOm8oHJCwGiwMKofDTqfWKFiYiTOjF2puY0opKSmifJ4MBwjvvzAEZ07ev5hwWZzIEdMyaVYQHV7vvRTlc0Z8sIVNgURQWRQTACYkBRasG3zjLHDFi9PPPvP/iCz4AELg0GKAI2Tqc88PPfO/7UwA0L4PvE4MEAjARBAISgYvABYAg6gIKwCcbw0SECb0wSkXzqyOFpg5DKwmOQCIALMaweNlSQe6YsVARGKCkds1AMV5K4K6YZVaeaL3he8j/j5AIrIxjWmCAw6okQocJbuCQL3+muja87093RyFCF2kHvhelLTQvwy9+8dKlP1ny+KMYMRxOiuVdSXAILFVtFgr46eWvXH75P4o5VKUbaf3+3oE4iyLhYyAAUECgwDk5TJVyuVUAngLxVQGgMPjFF3HYIfduO3ns6y/tXl6YxVV2ihApQA+U55WR+g0x4WxDU6rHJQggUuCAA4mu5dh5pxMHNdHDj941eizPFVFdi2KAl17C8cc85HYMGj/Gfuql3euGwLbgRcK0mEHG8nnYefuf2Y67rPkX0oBUUSb9ya0bkt4qCWvACGBcq0YxcFaSELcBFTFuQFlgaG4W6Spn2Kh6A2suYFePFhQcioEAo5Qyut5Frn1LqZMAAwGmgVIWaONQXHfjuQ0NjaNHcwC2BUawDUQ+OEYQqltXFK66cvYvr53SnUNVjRkQcUIxRBBWgywRwTHBHGt9Cgv719ogod+Q5rAAAV7e13EViQJQi6gmcjHr3eUmS03bbgrpwrneWW6M97+V58eyZtUIAxi+9OXpe+wxAgyRgOMADEEAw0LebR82QlTV0YN/nP3qs3DSIEQmY4zDsGA6NjeyUiEi0Pq1tdqMTlNCX0Ha+vE1MrC5Z5gKyuQKDuH9t5a6heLOO+r1pwRT8fxqbTjLO8ByH270Qxu4NqsPUY+dUoAfwLJ1AZcwTNgOBPXUNRVOO2PXoFj9y5+/L3zEfRxJwbTSjpPmHIKwnpPuExEmVEAo9Uej8uPVNYEeNw0SMCRYiPmzekIvt+1UfQUpsAgsAIs98rzsiUHJI8oq09n6IRVCYNAziYUEN5DKQCooEoA0TUQRslXclwvP/A522HnqMy/+++5bu5SCAIIIngfPI6ECZoKZpcqKT/O7ExKwupehNoYKijjAIUWEsm+luw09q8KmQdbw4WVnDBOAKLf3jSmvSFn/C07EVCYGrSlFhZIt9/yCoggQrocwhJBBpooZDr7xrWFVpnX9tY/PmwkDMC1YDkREXugpDsZB63fXSUSY0Ate4UGxAFMxQSyAwQHOTYAw8x2QpGmfGcxMKIayxZNARBAMpaFojADipbRwtp4XZP+AAQy2AzBIJauqHNMAANsGEUREjp3JFXDwV3DU8busaDZuvNrPdwECaQeGbSkmiAEckmh9JJaIMGFN1ij5MwmGLq3gLCWVABfEMftDmKa/7dR6GLqA1SRwgioXEK79cyrMYH+T4urjiS2hAlQY+oAiRIoCQBHI9X3TACnUVNW3ruyqqYWRwinf3HrE4JF33PO3mW+hfQXCEABnOrIKqPXL0UtEmNAbP+eiLKJAMQGT4AB2oegBPhl4/4P3mbli191HSgWpICUC3V8UiiDDMNTfTBKktPxkFPlKbhYR6ZIObdvQh00kATBYDJaSyNigiA+qa2QA45i4Nc787p4O1Lnf/me1he5OVGVroKqhoBSM9VuEJyJM6E2qJgPACxEqGNwAIV9EMbCrqhsJ8AIccMjUk07bb9BgwzL1mhNAOhBKAQzltssExsFK8xtgGAYR6591veuk6OYBZVumZVm6JiudqjEBt4DOjg5GXEXo7kR1NY48BnvuPWFlS/eN1yFtoq0jV187vL0NnCNuLPDxJCJMWBMpAXg+bAecwwshI1gcQhgEJ1RmpgaHf5X/+LLpu+8+jBGKBUgFzmGZ1dqREwRRqcsX6booPdbXYOC0nu7CPqXCWMUlI0A2ky0PgeNKcRFxEUIKDBmMtMMNBstANgXGMHgkTj1jx0Jx2YN/fndFM+qdiYHHGxvBgFAW1ucPTjJmEtbEMEClqgkF3HDj0/A+65jZ08+0pEIhz2trAROZGoDwx7teW9mc3nvv6Z/5LFJpi2AyKMexoEACisBUyC2p4xPc6If+0YoxEr3FwiMRMQbTcBjjpYPn6GyHbah8dwck0imEEZTEl4/AcV/b6767373zts+EgdEVLGIAEVJG1fpsghMRJvSGJOw0fAFl4qEHX1s6ZxWiVFPDkcceD8exARQDoZSZsvDk399/963uquzYbabXOmlQRdNuxmEwgHGiEKw8oLe/eWWAj7BU3A/clOMATCkuQjCCwcAUSGFQQ6oqI6MATgppB0EIZuAHF+747LNvPPXUy45ZW1s9mBE4gbFP7vyLZDma0Bup2zQhkiAFxxqX68rmcg1X/vyFhfNhmRBANsOzVeBA1hnfuYobvDaTAQBJTEAQQZUbroGDcU6QcRfE/se66phLumCA6bmhbcEyAYKSaKhDd/cqIQrZDDgHZ3AcBCHGTcBp3zoowkon5ReLrYwDBNdNQhQJ/wUc3AJBwEDog9NIoWp2mvb5hYvsu+9AoQChSEGFAUIPbi4b+BkZlXdTzDBhMQZuwC/GOTdA3EO9n+oQQG8rbXAL4L4fZjM2CHM/FG/+2+UMuRwsQ1mWrziIQagigFQa4PjGN8fssfcoK9NeCFcxAldw7PWafpksRxN6oyIwAykTqzpgsKraKnbc8Vi8YMiNv/vLgV86ctd9GADDBhewrIZ0psG0oQgcCCNhWenQR2szIFDXgKr6NMy0YjliwjTiaiZRvvvr5asWapzvVlFygf9lBdvrx2JdJoeDHABgqnRsVOqnwy1HAoZhS4m3XsdZZ/6wWMxdf/0to0fj3AuOdpxWwwTjsMA9Xxim6QWor8dFF332qSeW1NRODgUsDielq1I+4UATESasCQO3QTBJoL4WMswLURg9Dmd+d9w1v37+gu/+5ZmXjrSquUQkpAVOMGREUAbAkLFSgc8d4PKLX3j4z83HHHvcWT/AuG3g8+qM2aXQ2ePlGjINDAbBkAomT3GAIIUMbEMXAFtrjVX5lDpcne6jKiIEFTOhaM0X65WzyWEEABRjCqYC11ZcCsx6F98/6+9vzjSP+cr+O++BTAZbTx/B2QhwfVxWOmUSUGdCEfbaF3vtMwYMnKH0gqSKIuHTwRQgQEonnXEA3OMsz00c/TVMnjJ40Rz5+2slwE1mGTZC5fXk3DCCYSKiKBLMsSEI4yaNgun85dGXPv/5h847Z0FYZBIN3fn62sxYhTSBEwzGTejdmIJlpAAHsPTQI2CDFF5QxX7vo2Mjq58WkcoRfAUZEcIIxTz+8y5OOO7BRUvbjjn86Ct/fZTiYCYME8xAuSW1iXL+rMFgmDCsihes3/EnIkyoQCdrx1cFA7gH7sPAsLE4+5xDSI684devLJiFXA6SQ5A7aNCYMICSENKSihGHkcbJ3x43c/FXDjjMVNT1wN1v7jXtiesvgZVnQTegrIJvEizAdAMvECHjViRNUiYpPZ1bgOfAO8ELYMH/0J0t7q1RLrLq9Z8l6YBU+T+5TygSArcAUcRbL+K4w57rblfTdzJuvmuHoSOQzv63x/KxJCJMqID1TrNikGAhDORcHHoUdtll51wu9dOL3krb8DwYFi8UI0YgBsdEecBkcVCTStXiljt3vfehU3f67JiejsIVl//lyINm/fk2eF2wlKUEpAA3U5ZpEEAKanX9VFwDFa5nPd6af0LlYCkDMHu3t2HxYlWACRiIWAAuCBSQELAIVVkbrz6Hb3ztybZVHV86bI9H/v41MwOY8IPek1M3CIkIE9aESTChxzIxvTFiEgw1dYCBH19u1zc6jz2y+PV/wTbhRSIQUX0jFFCMugPVHVEOMPPFMO1gRRt2+xweemrX2x84aqc9zJnvz7zk/Gc+v9M7bz4PRCjkYRqMwAp+KHR6gN4MKkBlgQaAr+d8v4+Al3VoAWbFpa7Krd8kIIlFRgoSroSwWD3QmGvHv57G9854ta07f/zJ06+/dSQzYJa6WOX/5/O77gNNSIhRJdVpCCALZAAAQ97DtM/ia6dPAzJnn/G+kpCytqq6LpDwfGSstMOzDDZgVWdT3MSIEeAMbiT23Q+PP33YbXceM2Fyw4qW7hmH/OnYw16b/wEoQLHA045t2aXmbkr7J0szMbJA+tPvCyuNOS95YnrXc0g9P5CgJISA8CBDpAh1KsK9d8pvnnz/wtbZl1181CVXTGJ2qUWOUEE2nd4YWT+JCBN6oXUIACBAlmoCfB/VNWgr4pyLsN32gz9cNP8Pt8DEhJ7uYmcXMhkAThhYJqWU5ByRQCeQ81WPbZmmAWZin0Pw3Ns7/PJ3n9t+uwlPP9181MH/+PoR85bMBiSaW7qUHqXGoFabRIsovdpVs/4H3zsXtPy49II1FCmgJHikUkKkultx1w24++bZqzqCn/z4C2f9CHWDsXxlp8lgAPkun61hUTcYiQgTKuFgJsBL7hAFJquZchghnUYgi4OHwIvwg4t2HDO6+meXvVbsydi2PXgQIHDb71+69AcvrlwAI4SMLIYUIFLctDjCEDBQ3QiVwtEn4d6Hdz3/vCOz2fQ/nnj3Swfc/YNvv1OXroeEqtizKX1h/jdLUVrjX/qoH2ICFmB5RBJpk6cR4pE/4wfff3DB/IVXXXHiDy8dAweCglHDq4X0GNDUUKuiyhEdG4xEhAkVEIeyEBEguQEIRB7qsrV+EQaQMdxQhFXV2P9LmLqDqM5kX3nhA8tEMQ/l4YYr/33HdZ27Tn7pnuvQsxSmyHhRte4WxUzAAKGLGe0eoiETccGV+Ms/9vzGGftDNP3h5hW7bfXi5ee15lYBgEQH0EHoEuRHUmqb7Hme67r6GOMHH/Nn9Pq3/FAJGQEIIyklB5kE02ZVkYT0cMv1+OH3/lFTNeTXN335lO+CW3BY0eFFBs8y0noSlWVsyJMdk4gwYU0kYKT02HKDQ6lC0VtcVQtJksFPmaYBSMI1vz3IC5amHeEVehwTNsdf7j/n5OMOtdFw+g8f/OJ+z15/ZUdKWUqmvcCyLEQEBpIopO12oFMa/oSp+Omv6h76vwNPOOrg9vbWP951//77/vjeu/+xalVeAgZYvtBtWSyXywFIp9O2bfu+DyCTyXxsx+p179kYQ6GYMw2zo7PTtjIGN6AQuICCoXDFpfmrrvhLpkr95LK9j/kazDQ4BENkgDi47l9cirwn3tGEjQ7nYFDSkgLgSGfbuTNHsR6HGb4PC9wAHBMjR+BHPzkExtxB9ZmeTqzqwNbT8JMr8MiT23xx1+krlxauv2LmLpNfuP9WpAlKQQhEqspEbUF1MLiWjnGnMX1PXHY9nn7jyG22zzc2sZNOPGfX6Uc//ug7jOoaaoYy4jU1NYVCIYoi0zRTqZRSSiklxKcZLMMAwPVyVdnsipUrBjU06Qkwbh6OAVnEuWctuvv2f4Yid/VNM04+G3YaRimmkWaoZajaGEvQNaCEhBhFJIgECUGeT75Hl132xrfOuOO9D3KCSFFERGFIkaIlLVT06JRTXz/h+PeffJJ8QV5A5BL10MoP6c2naN9p7zeZjw2vf2D/fZ9/5FEqBtRToIDIp3aPlucp8Ih8ooCoIEWPK4SgB/781qQxhwDj09bY3XbZ/+9/eyYIIn1cQggiUkq5rqsffwSSyCcKS3+LJJJESv9X2N3TShQWCi4JooC6V1KYp++euXLIoD8Z+NUL/yJPkE/kK5H33DV+AkmiiFT8ozYwiQgTKlAUeT5JUpIiSUFELatoeXsYEflFIkFEYbEnRwFFIXUXqbNIRUkdRYqoq617DkmikEhR4FM+T/f+kcYOvd/C/ROGvPPFz6148lHyPfKIXCp4pHwiV5AfUaRIKBKKAp9Cj6675k8jBk9lyKZTxpe+9IU33nxVH1o+n9cPwjCMH6/FWiIsySYicokKUvlKkl8g5VLUTWd9/WXg15PHPfLCS9S8igKigFxJOalcEkQhUaRF6BIViGQiwoQ+QOrrThH5gjxFAVFEUhFRSOQRyZAEqTxRQMvbVwVU8EkG5ApaQrSMpAiLOaHmKFoUkCwKWrKMfvlzGpx9zsZfv7Dr+4cf/OyiBeR6FAjyBeUK5EcUSSp4Il8sCFWyNm5eXfmLqxpqbYOBAd/73vdmz56tj08IUSgUPvb4K0S42naFfthOlCeKSBIF5HfSV794u4NTt5tw7ysvUUeOfKJckBPkEuWJ/NUiFETkExWIQq3IDU4iwoRKtC3zBfmu6ukWKwMqCKKuTpckue0FCktq7OlQinpWFeZ1BT0RkaI8kRv2EEVEtCqiZe3F7jaPckTdkuYtpZ/+NJ8xftuY+vNw5+ELTo3mv0NRgURIRZ8EufrbifxcT4eSUeQViEK3p+07Z51eU50F0NTUdPHFF8dSVOqjTJI+/l4ilESuG6zUIuzqiDqW0zFf/O1WQ8/fa4ffvP5vWtlJvqTOAukld0f7SlIRqYiEJFG5pvWJXP0XblgSESZUIsOgQOQHoieinojaQ+r2/JAUkVQkiCKiSJtEIupS1CFIepEgkjJS5eu/4EYrIiKfqFupbqI8Ud6n/7xDPzjLHZ56rBb3bz/h8at/6i5bRFFIkaJi4AeRK6RHFEnhi8gjFQmvQEoumDf/0EMP1f6Lpqamyy+/vKen52OOv3yIlWZQm8dCvriKSLYs697zs8cB044++Hf/eYMCST6RG1EQUr4QlL4xCvV6mVREkrQ6ExEm9Bn6zh8pChX5SlsVKl/Tco01HlG4hreiZDEi/byg1bIVkkREgU8fzqWvHPWSY1xVnfr9rts/d9N11N1OQUCRolCSIvLcSAREkrpWdZKiwPOJ6F//+tcee+yhmymOGDHihhtuCIJA/85isUhEPT095Y2ijKKAiKQkKYmIoihSShBF7R0ru7u7t5u6PZDdauIuK5ulVyClSBApteZ2r2Q/o9I+cLWYo42xIk1EmNB3RESLV1F3RI89Trvt+mRN6vYq8/f77fHkg/dS4JLvU2enT0SlG4GSURDKaLUv9Kmnntphhx20Vdxjjz2efvrpKOptl3K5HBF1dnbqLz3PIyIpZRAEq1atGjNmTDqdnjp16pIlSz7au9PXJCJM6DsEUZEoR9QjqDNPD95PO0y5F7h0q2F/PPWrL3zwDilJRD2KlhA1E+VF5BHJKIpWrFih9ZbL5R5++OGtttqKcw7giCOOePXVV7u6urRhdF2XKhTo+z4R6eXrW2+9NW7cOMbYNttss2LFik11BtZJIsKEvkMQuYraPCoSeYo6Oskv0BMP0dhBvzxwz9uBnb9y+Amz574cqnlEzaHXrdeBHR0d+tu1xsIwzOVyP//5z0eMGAGgurr673//uzZremkqZWnF2N3drR8899xzkydPBrDPPvtoU9na2kpllW5yEhEm9B1KUSQpkJTzqNulSFIkKJ+j5cvorDN/1dQ4EQy19caFF30vl+uOXFLB6h1nPp/X+iEi13Xb29s9zzvvvPMaGxvb2tqobAB1KL9QKMSRjMcff1wr8Nhjj+3u7hZCaKOqV6r9gUSECX2HIuruIiFJKAoFKUVF1+/OdSjyFbktKxed/Z0zODcBpyoz9KIfXtO1SilJRNTV1aV/gtabxvM8Lac4jUbbwzAM49c8/PDD6XQawEknndTe3q5taf+RnyYRYUJfIoki33dDvzL4trwYfUC0rCu3hBStWi6PO/r7DIMGDWpyUvy2225Zewu3YsWKykCFVp1eheoQoraZDz74YDabrampOfnkk4Mg0Dmo8XdV6nnTkogwoS+JFPUQFXS0w3MLQnYRNRMtIVpJ5JKg9hVEEb32ysztpo/L1gAMW2211aOPPiqE0AKLgxPaEsZfUnmPpxX42GOPVVdXAzjnnHO6urq0DdTfHlvCj01D7TsSESb0JTqHM09UICqUH/hEUoalwGLglixka9fMF19/aOsp43RM4vOf//w///lPIoqtWfwgTqDxfV9bxTvvvFN/15VXXhnLr9+SiDChDynVJUiiAlEXUQdRDylJkmRQioSHgSIKifKK2nvcpWFUvOmmm0aNGqVjEvvuu++7774bBIFeTEopV61aRUS+72szGEXRjTfe2NDQYBjGJZdcov+3n1i8jyIRYUIfIkmXKpAkojzRKqL2NQsUIkkFSYXKXJwgCFpbWy+44IKmpiYAtbW1J510UhAEUsrYBmpzVywWr7vuOi3Xq666KraBa8f0+xWJCBP6EFXOr5ZEFBL1EHURueWn9GLVJfLDMAwCEoICf7W7pa2t7ZRTTkmlUgAsyzrttNO0O1TbQKXUL3/5SwBVVVVXXnml/oX9fy1KiQgT+hpVWd9QsnWKpCQRyTVqhXRwQghFREqpOCAxb968o48+2jAMAFtttdXZZ5+tX3/mmWcahmGa5n333UdEvu9rf2n/1yGjj2vXkZCwYRGEQIFzpBX01BUApQ4UBCIJzhhbcxBFZ2dnQ0ODbmxhmqbneel0+q233jrjjDPeffddpVRTU1Mmk1m4cGFVVdXNN998xBFHpFIp13VTqRTnXAhhmv168FEiwoS+gxAoFAhgyBDSrEKE8VROKUlJsLIUg9DPZFKFQsG2bdu2c7lcdXU1Y6xYLGaz2b/97W8XX3zxO++8Y5pmJpO56667DjvssJ6enpqaGv39YRja5e78/ZZEhAl9ByFSyAMEZIC0fgoABwrFoKrKYRUvLcHQ3d1dV1cHgIi0tJRSnPOenp7a2loAX/3qV4MgOPzww48//nhWlq+OVTiOA6CfG8NEhAl9iaLSzECjcjbm+kzS3IJJRJiQsIlJ+o4mJGxiEhEmJGxiEhEmJGxiEhEmJGxiEhEmJGxiEhEmJGxiEhEmJGxiEhEmJGxiEhEmJGxiEhEmJGxiEhEmJGxiEhEmJGxiEhEm/H/7dCwAAAAAMMjfehh7yiFmEsJMQphJCDMJYSYhzCSEmYQwkxBmEsJMQphJCDMJYSYhzAJ5sH2DJJmlUgAAAABJRU5ErkJggg== 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CCCCC(CC)COC(=O)c1ccccc1O
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CCC[N+]1(C)CCCC1.O=S(=O)([N-]S(=O)(=O)C(F)(F)F)C(F)(F)F
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CNC(=O)c1cc(Oc2ccc(NC(=O)Nc3ccc(Cl)c(C(F)(F)F)c3)cc2)ccn1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABXeklEQVR4nO2dd5xcVd3/P+fcNmVrtiTZJCSbHgKhhyKIiDwEkFCkBaUISntECHlUpPykKOgjioII0lFpQuj1oROE0AIhvffdZPvulFvP+f7+ODOTSSCBDVlHzHm/8oLZmTszd+69n3vO+VZGRNBoNKWDl3oHNJodHS1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAj/dUgppZTpdBoAEXmep54nosI2YRiGYQjAdV31liAIAPi+39LSorbp6uoCEEWR2rLwOZqvKKz4CtD0HUTEGFOPU6kUY6ysrCyTyXDOY7FYFEWe5yUSCcMwwjBcs2bN6tWrFy1a1NTUtHLlytdff3316tVVVVWNjY0ffPAB57ynp6eioiIMQ8uy1AeWl5eX9Pdpth0twn8dq1evrq+vj8VihWdWrVq1evXq9evXL1myZOHChYsWLVqxYkV7e7uU0rZtNQYCSCQSjLFMJsMYmz59+sSJEwcNGqSEV9Ch5quLFuG/FCnltGnTnnnmGcMwli1bJoQwDCOKouJtysrKBg0aNGLEiF122aWxsbG+vn733Xevra298847p02bFovF3n777dGjRyeTyUwmY9u2FuFXHS3CfxG+7wdBcOWVV/7xj3/knJeXl3d3dzc0NAwYMGD48OFjx44dPnz4yJEjGxoaPM9bv379ihUr5syZ09PTM3PmzA0bNtxyyy2TJk266qqrbrrppv333/+VV14hIsuylAI9zyseYDVfLcxS78COguM4hmHMnTsXwFFHHXXRRRftu+++H3744dq1a9etW/fJJ5889thjq1atymaznHPOuWVZ2WzWcRzf9wGkUqnq6uprrrlmyZIlzz///He+853nnnsOgJqO6sHwK40eCf9F+L6/bt26ESNGVFZWrl+//p///Oe3vvUtwzCEEGoDZVkJw7C+vr6xsXGnnXYaP3782LFjd9ppp+HDh1dWVhJRJpNZu3btAQcc4LruL37xi5/+9KdSStd1tVXmK82ONxIW7jns87diRY8IkPlXefFLm77Kt/DBjuNcffXVsVjshz/8YSwW69evX21tbWNj48477zx48ODhw4cPHTp0+PDhQ4YMMU1TrRWFEEII27YBqHVjWVnZ2LFjH3jggSOOOOLqq6/ef//9Dz74YGVcNc0tnMrc/kcAAQzgIA6Gjfu78VdIAJTzWkkGkT8GHOCA3NShJQFX/bId8SraruxgI+GWfivb/EV1hRrqEQEcgqFwIRuASQDl/2a5VwGYAEWRaZpKGGq66HleEAR1dXVEtGDBghEjRriuG4/HpZScb4ur9rLLLrv++uuHDh06Y8aMIUOGKP9HQYpBEFiWxRiLAjINRhEE6zBtAA5gQ1pgAAIwDmmCICWyLsoqIj8MTDNBBMZ9DleCSHKTJzeKkDgAYgB8YAMgGeqA5Db8BE2BHdJZ/3m3HVm8FeUeqf8LIAIiQLCc/IDNx74oiohIqYtzLoSIxWL33XdfEARHHHHE0KFDM5lMPB5Xr/Z239US8Re/+MVRRx21atWqc889N5vNMsbU80SUTqdt22aMua5rmgwEZsK0bDWgyUCKgGQEgHm+B4au7lAIJMuRznQbJoIIkYRAGCDgsEweA+Bm0xuPglQHyJIw5I55/WxvdsiDyD77zy08vckLEhBACPiAzxBxCK5GStiADRiAZVlhGCqBGYZhGAYR3X333QCmTJlimua2jX4Kx3Fc13Uc56677urfv//zzz9/5513KhOOYRiMsWQyqe4CUkowSIKUAGJAEhTnpmNYjBsALG44kaTKfpbpwA1DK8YZI8uCacKAZaKSqAzkAIgnHECCeE6EBEgODAIGAvFt/i0axQ4mwq2uA7fwFnXnlyakBelA2oAByQGoyxuSQTKSTEomJQhKDOrdUkoAL7744pw5c8aMGXPQQQcRUTweT6fTSiq93Z0gCOLxeCaTKS8vf+ONNxhjF1100WuvvQYgm80GQaDmpUEQJJNJMHAT4BDSkMKShEggCOEHCAQMw3I99s67CyMCCWvOJ6nOzvisj5dKwAuc5cu6Vi/3SEJEZhD4QAS2iT8TBJClJqiaL4M+gp8Bzx8XgjJMSEgJIY1I2pGMCZkgGSMlSGkg9yqEzNkyAM65lFIIoUR4xx13CCHOPvvsQYMGKRNLLBYzTbOg1S+O+sBkMplIJMaMGXP11VcDOPvssz/++ONkMqmsOLFYzDAMAD09XcRCZkgBFhEIYAa4DWaCM3g+HAdHH3XB0483sxAz/o96Wvg1Vz7c0wGLY80K/v7M1jALg8G247nhX5lpDH3hbE/0sdwiHBBAwBAxDoPnzBISEBIRICUIOXMFy//LH07DMDjnhmGYprl48WI1Up1yyikALMtyXVdZULZhJFRTWRW0nc1mr7zyyuOPP37Dhg0/+MEP1qxZU3hJhbyVV5QJeCEiKRAGkD6ED+khyKCnFVEGLWtxzNEXPfzgqy2tmDun1XcxqO5rJtDdjra2SIZlJCAiAAYgAT9/f/KBEADfkYx6fccObFz+rEGo8Jy6uiIgDU5ADEgYMKjoNQAMASDBwcAMGHlzPm1q87z33nu7u7uPOeaYIUOGSCmLRz8hxBZdC1vAtu1Vq1YNHTo0CALHcQDcdNNNLS0tb7311j333HPJJZeUlZUBME0zk8kkkrYvs57H29bYS+Zh0WwsW+KvW9PT3p5ZtGBZgO6bbzneYqPOOWfn2+58d8jI6pDwwbtrb725c/HyFzOZ1sO/eZxpVxMBxMF4fjDkgAuYnOkIge3DjifCLzYBLFg9lUVU/dfggMi50cA45Y2FBQwAQBAEKohMRZM98MADAM455xwAnHO1qOvq6qqqqtoGC00mkxk6dKj6KDXnbGho+MMf/vC1r33tF7/4hW3bBxxwwPz587u7uz/66KPFSxfMXfZJv6px5cbXZXZUtrs68iuIYiStsmRlXUUsAto7V++5384z3guef276lFN+PmTIhKk/rkbilGefX5LpdiNAhjBtgJmAKPKGGhs9NJovx44nwi1TnJEQRRHn3OQ8DrgCjgGbAFfANsAAxoMgNGIWA2QkbYNzAZMDgBAyFott2LChf//+sVjsueeeW7Vq1bhx4/7rv/4LRUNfVVXVtgV8KuOnaZrKCSmlNE1zr732uuOOO77//e/fdtttP//5z5W7n4i4YUkyqSw5bOSQxsET6mobGgYNHD6q3+AhaBwGZiDieGP2XCs56axzDnrggcdIIh6vCQUYQZqrpRkZsVG2hOspAykAEzAYLBAnpUctwi/NDuasLw6F+RRSSnU0mEIFwigEujq6q2orZRhxx3QDz3ZilHsXbAYEgEAQhGacM5urOWcqlTrssMNWrFhx1llnXX/99erDiYiI1CBWnGT4BVF3CuWl4JwvWbLk3HPPnTRp0umnn97Y2Oh53tFHH11fX19bWztu3LjG4aOHj9o1mShLOiCAJCLAdACeG+QBrG5u32lgjZSQPj54B/ff7V73m3hyACImuzs7+tfURi7iDlhuKajGQA7KH0mmdfiloR0MSRQRyaJ/CjV0kKTQDza+FhKt9yhD5BNFJIk8Ep2U7aGwm7z2oLsz0y2EoIgoIPKIfCJBRNTV1dXd3b1hwwYAFRUVnudJKTOZjPquIAhyX7cN+y8lEUVRpDwcZ5xxBoBp06b96le/AnDGGWeEYeh5ntrY82UkKYwoDMgPKAzJE5QR1CPcLAUeUbubdYk8Sa2dlOqh3cffU1fx6OU/pc40ZYg8og63J5LkZtWRConSRNnccSw+fJovwY5lHd3KoK9M/wDM/IxUhiEIKHMgAC8QFASIAoQhorTsMiErLKsqEedMQoZgEBywAI5sNltZWVlRUXHttddWVFQcdthhQgjGWCKRICIAlmVts79euQFVDEBzc/MjjzxSXl5+/PHH//3vfwdw0UUXqSIaamPLYEyCIkRCTaJhcthcxjkLgx4GvyxmCUGMIRGH7eDGP57pBS23/uWeJx8HCRAQRCGx3AIQUMtCHwjBJJgP5m+6KNZsCzuWCAvIT107nPMoimQ+p0GGIRGBAYaETKOMecwL4HeJ1hioHzcp224GKUQeyIclPTPssoImlgkANcNsb2//xz/+4XneT3/600QioUZFxlg6nab8EmCzdN4vSKG6zD/+8Q/LsnbeeeeOjo4FCxY0NjaOGzeOMRaPxz3PS6fTvh9yBstEzIZlgDNwAhOcIidpV/p+2kBoGGk/6BEsJczs/ofg51edXF1dfuVP/7ZiPiIfVWX9UpmMZQO5W1ikgoUAF3ABHwXfqGZb2eEMM1u6bysRMpazrnDTBGOIJJqbQRECO9kvCb+n3I4j9NGTcYw43PxasCzW1t68JNu5prll2TufpDd0fvTRR0uXLs1ms7FYbOLEiR999NH1118/bdq0fffdt6yszPd95V3YBmc9ANM01Vj397//vbu7WwVzG4bx05/+1DAMZVuSUipfhQjAODgPwCSEzcANZeYFDz3hUWDbtmNbEj5HtwfrBxf0W7J0wj/umzXl+OdmfHSk5cCKywhZGwkQwGyAVAR7/g6uV4Rflh1OhPiUXb3wJyMYlgkgiiLTcUBYN/uTeU8+W2vaHdnOXXbbdcB++yAusWA5WruxdA0tXBZaxvtNqxYY/o0vPTFfAlYuvjsWi3meV15enkwmZ8yY8etf//q5556Loui6664bO3asYRjZbFZVjtmG/Vf21bfeemvWrFm1tbVjx459++236+rqjjzySKVA3/dt2yaiwPMdxwIPgC5AMCMOKgfZAGRE/SrrQUinQBZCaRJLxxIyVo6fXjF6+Zz44kULfnHlS/9742GcZw1YoAQIMBKABXJAACygKIpds63sWCJk+ZwcACryc2P6H/EgCEzHBuBFosyBzLgfvP3OMaeeCsdGPPb6NdcMcBJ/ufTKfj7q4PS3y1asWFk/esTqIJ0ZmMyGGDN2QMOY0aMGjxncf8jYsWMHDhz41FNP/fa3v50yZcprr7324YcfPv3002PHjv3lL39ZCFgreBS/OMo6GobhPffcI6WcOnXqddddV1lZedxxx9XV1akNVBZFEARO3IYURf49gAk1reSG4WX9mOOUJUAEm0OgH0EYwKCd8MvfDvnulFff+3DBzTevnHbhdwiC5ZIouIQFBkNN6BlgfHo+WpR5WJyQks87KSyB2Ca5nbLoDeYm7+pLNk8cVfkxUIEZkhjfeJH03f6U1i70r0YSCSJJEVFIYUQekUfSoyggIcJQeERdoXAjIkHk0W/O/zF1ttGaFdTe9sbPr6CHnvjLXt947tATXj9sStN/X9Xz/26W9z5Bb82ideso6klTtpuCkISKGlUW0UMPPRTAkUce+frrrycSiUQi8dBDDxFRNpv1fb9419LpdBiGn/sLoigSQnR2dgJwHGfu3LlVVVWGYSxcuLC7u1tts6n1VRCFRFmiLJFHFG5i0tzUTCwpjCjoDqiH6K5HPgarSVbVLv7kIwp8CijTmfIpzFDgqXd0hORTEPkeCY/II3KJMhRkyHNJuET3Pjjjquv+L+PRilV05VX/nDGTnnh+VSakjEeX/OTXfkBuhigiEiRCIgqJvPx+CkkkJck+NsAq+3dIJCMiX5IbUUQZEi4JCgSFYUgiQyIkQSQoEhSJvtifHWskBD59P1MhoFwGgRGLBYBlcguAFyHt7t44HD09qK5AZ8/6ni58/YBzdtkVVbVgHIbyWnPYHDbI4BKCEIWRiCKYpuk4TjabvfXWWydNmvTcc88dcsghF1988XXXXXfKKafsv//+gwcP5pyrJEAAjuMkk0kAYRiq/MMt7b5yMP7ud79jjE2ePHnGjBm+7++222719fXqE5CPXAWgMvQBvsmUp/hevul9nYEjyJTbMgt+wgm7Pnf6kdPv/8dRk76zYPZHRgVPlDs+qKlrQ0WirM6uYEkTBM7tECAJEBgDYIFBAIGHlcvt115Z+q1voGEgomjAx5+02o7kKuskqOQMAMIQlom8qVgWj6Ib86r7DJWYxgCTq1RlA1J6RkhSxBCDBCAJEOBGXw7JO5izPp+hKzgIkaGmHoIDjCSkZaaJHMZiUqKjB4aFOfOeeeIfu+2x+4b2tiAUB/zwbGXlQCaDyjIwnptRMQ7TzJ8lBpZb8qm/H3300VNOOcUwjBdffPGBBx649957BwwYsHr16sI2ykaqVnpKNrRlJ74aZnfZZZfVq1ffc889f/7zn2fMmHHbbbede+65agMhBOe8MN1VeRVf+PhI+AFsM+C8M8hW22V77rrHwrlzpxxz/N/+/lfEjHaZseykDfBIhG3ZZHW1YAgJEAh9dLRhyVLMnYtVK5tj8fKdhpQNGYwHHlx87fWjf/3bjw/+5m4v/d9Tw3caWlWRvP3Wm2a+d3NZAuBguQIaUd7QagAmUZEI++zyF4BH4ECcNoo+w8AgEwKQEBZCpVLAUHvH+Xbfnx1vJERuWSI3Lk8YYDITAoiiKGZyhBEsA1kfrW3fPvs8pHqGTIhh2GB0tlHMZPU1womFLGTM4GAWMwEjdxNX+RYMsVhMFeft6Og44YQTrrrqqiuvvPLkk0/+8MMPX3nlleXLl5944omPPPJId3d3ZWWlqoVBRFEUKcvKVkRIRG+++eaaNWsaGxtrampmzpw5cODAKVOmqFeVkzAX8LMNmfvEARsRD6RbGStL9WQ++ODD+vq6B598dL8bdv/vn01Lxss7wnS2rbNlVVPb2g3LFnevXV++ei0tW7yhaW3Ky3LLLIs5Fdw0Y3F78rFH7bKLvffE0f94OCOkH4uxcWN3OfN7I9IpvPvO+HgCYAgFIGHZYMzMXY3sXxqSajIwqExtIQ3pM4QGQJTgtspc5vkBs+/G5B1MhEXVKLg6vDJX+EjVj4lZloMIkY8wxMKF/3fbbYtc98KHHoKfASQG9WcWX9vTVl5RLwAGboMRYBNHBEQEIsRycdvl5eU9PT39+vUDMG3atFmzZj3++OOTJ0/+29/+dsoppzz66KO///3vL7nkEqVVNQyqeLR4PL4V8RiGceutt7que8opp7z00kthGJ588smqJL5KJi5OKVZz115AQABYcKx4BJQnk2EojvveKX+99fZrf3ndsy++sMTrWLmhiVKuSPuWHQuD5OjGYzKZCs8NTSMxZGhD4/BhI0eO7j+gdvSYyuVrmqU18Lwf4/TTHxsyZISfxYD+9VV1CBkqattdgYQDw8xf3AXfUc7cqhyS+BcUkuLqSy2DTIMACzAYCGCcM0gDiNQecZkP39/O7GDT0TwEMFWvIV/HKeDwAQuIyQBd3fAC3PfgHb+/qfGEE7913S9hAiaBiShmt0RZ2yzzEQFkgzuEeMQslWOurh7bVJ5AZclUc8KWlpYDDjhg/fr1U6ZMOfLII88666yurq4PPvhgr732ApBOp5VbrxAUuqU9X7x48dixY+Px+Jtvvvmtb30rk8l88MEHEyZMyC//8j8wHwTbu+MSARmAgSrgA5ZET9YdudeEjjWrE64EkFXewRDDhw3f7+sHVleP3HX0cQ39x44cicE7wbFBDEIgEIgkPpnTOW58tR3DnI+ppUmaZCTLcfBhCCWeeuKJk0861kAISEZmFHLTYBuX6xzEXIksAANlgNPb8/sFEUA6DBKWbUUAQ9ZAFsICs8CVJ9SQAJcZgAEJkhCAYW7/UXr723r+vdkk5lHkrWOCPKI0kUsk0u3Utp7mz115+LefG7dH+qnnKOtRJk2BSzKIKOjwu9MU9pDoIZEhckn6IhLqo6LcR6fTaWX8VPExKpjzww8/BBCPx++7774zzjijrq6urq5u/vz5RJTJZFRkqbJqbmY4LeY3v/kNgPPPP//2228HcMQRR3z2z5TbZMWLiNqIXGrpzCjL5W333YsEr9l55G/+33UxWDuNGz9z4UJ1BHuCyJXU3U1uDwUueQG5LmUD8oUyOpNH1JJOpSJyA3rhGdpj1LOXnNfquuQRNbd1+eRl/PWCOojSREIZrCnIHUNJ6YiaImrKhar2DRGRSxQRUUCZjsxH61a/umzBO4sXfrx8eZrIp5zxNk0iTYJkSGHYF9bRHU6EtAURZmQuZJn8bupooRefezhR8ebE/amrM0p3kwhJhn6mh0gQiSDyvSgMpAjzHxAWabC1tZWIVKMlIurp6VF/BkFw9913q2KEs2fP3m+//Rhjxx57bFdXFxEFQaDi0dTjLe38iSeeaBjGm2++OXLkyIqKiocffrjwkhAiDEO1vNxGBJFHoot8ogxRFAWHTDoECfzuwbtPOPoEB9ZFl16ZISJB6c6sJ6VH5PsUBhRFFEoKiXxJAZFP5FHGo5RPKZfIC+iDmdQ/dk+Necf0B2ntOgpDCokkBZK6JXVKmc5F1ocFEXoRtUXUps5JHyFzkflELnW1dr+/fs1bbWtWe9k0Ubf64pAoojRRkQi3MfJ+K+yIIqSCDgsnXpBP1OaGPhGFaVq6cN6FF7yw0zC67jeU6g4plMpTJPI37ILmBFHew5Up3Fa3TCaTOe200xzHGTBgwLJly1TQzM9+9jPKj5lSSqXD4jQLZREt/Dl37tyXX37ZNM2xY8cWBL+9joufJRmRTxSSWLpgtmnCaki+v2Juv/JqE1ZTe8aj3JVbGEai3IEU6nEkc0NaltyQsllJ7Z3kZeip+6kSdwxM/O2D1ynsojBLMjeudAtqIUqR9EVAUUBSqA8Mw0JaStGhUBR+cmHWsA2DvyRK+a4kkqmQJD05d9bz65Z82LphvZBdRC7lTnSmj0W4gwVw00YvhUQ+giZnp0F5zDTUw/LyJ199OUzGceTh4FyC560GfOMnyHzxP8qZErZUe1uhQq4TicQf//jH4cOHd3R0/M///M8bb7xBRE899VQqlVJePsZYV1eX67qFWjJhGDLGVOWoTCazbNky13WnTp0aRdG+++5bW1vreV6vDTBbOjwMPA5pwAa4m7rl+uviEaZ9/4xnHri/O9X5nRNPrEgmCt/EARMhh8uRZujhyHJVeAZgBA5YMAFpMRmPg5nYbS9Mnfbdjqx7xc+WdrTATUOVyMpk0xyS4BLLcjM0TLBcsqPJYAuRKx6nOuoQkbL9GobR09MDwLbtnp4e13ULxVd7RdyOAWC2KRg60z1kmE5VeSryc2c8b6dlynDUNzbbHcw6inywFQNBRuAGUy5mmARi6OlJV8btVx95hNfWVNcNRE01GLM3qRWfPxO08XFx8bEtnSZVh1sIUV1d/fTTT48fP/7xxx/fddddp0+fvtdee5WXl6s7eiwWq62tBdDe3t7U1LRkyZKlS5euWLFi6dKlS5YsaW5uLjQtBKBKrSl9fplapsXHRgBMkiEi3tK6cMbrtcCUAw46+axzGPDfF16QsMEkJAMj5T2LgCwQAJzBAgwOg4FzBiAKkeUIGULTiTM4g4bjgqnxD2eNmfHmMz+5dI+7/nZw1oURk8lEBeBKkgYjVYq/2EVhGKz4KiWiKIpU/8ZCB46KiorCk736verWKaLINE0B2I7Tr642yeNm/lV1XnnxG/pAhzueCPPDoACASILbjENChuAcleVlmbaW/7n66pHl5T+bOg2OA5g53WLL54A+u1LwZti27fu+EGLEiBF/+9vfzjrrrL/85S9/+MMfEonEiy++uGbNmqVLl86bN2/FihXKWgOAsU3M17ZtDxs2bI899mhubv71r38di8WIyLbtQgLhl0QN5lFPt22aq2b8c+KAhr1r+yWbW2lDao+dR+53wL5M5OJFA4Kz0Z2eK3oMmAwAA4OUFBoM+Ss5DIUwzET1APzqhq+fdto/X5lx159ukxdddAgMLiU4dwxGeVdcJCSTxCQD51xGuYmAusswxgqlsVQhc8MwlF8H29QijilLMkMEDBo0JMbL3Hw9YyN/UPJRGH3lvtzBREjFYceSQAYEMcmYyQ1IN+QJ66nnXlzU2gmD45uHwPVg8E0i3VjuYwqOLVb4ZHWO6LMjKlR8jErGTafTJ5544syZM3//+9+fffbZ2WzWMIzq6uq2tjaVCug4TlVVVUNDw6hRoxobG4cMGdLY2Dhq1KiGhoZEIrF06dKRI0eqIt9KpdtlGFS/xYK0RYBAzHn48RESp556xvz3Zh/SUL/f2WeZBocPKRAlEBEsCE4WEN+84hNTFZNhwAESBA5wk4nAzzix5NCdcfsD3zvskK//4lev7nvAk7vtvnMilsike5JlKuaOSZJgknGYzACEYRkAV9GwSoHqVxdytQrenW1s0kiwLEsAATCwbmBz2DN3xbLRA4dOLO9nkHKWFLvp+8Sft4OJEEXB8rklCSxwAxHI5MwA4U+33OoCU391HeIOpMyHVHwenzdRUQmEalgrKytLp9PTpk1755133nnnnX79+g0cOHCvvfaqra3dbbfdBgwYUF9fP3r0aFVPTTnfiz1+I0eORFGAqLoit5MOJSMBJ4F3ZgULl9bYkTFqbObBJ3evbTjtxO+EFNrc4ZRrxRGRtAs11/Ir7fzUjRgZYDYkRATDgsENy0aErljM2nm36l9ce+G0H0+bNOnwuXPn2XX9k4kqkBJgBEYGZwTIojjS4nkm5SPUVeV/pUDqfbUeQO02gbEICCDj4BnP/2TxIpP4vmP6MQKx3E07tx96Tbh9oI3/F0DewGIinUKifOXC5bPnLUjU1hxz5plNqc7ayhoOvonRhQDIQpSoCvCV+SGWbznS1zCMtrY2td5rbW2tq6srKyubMWNGR0dHXV1dNptVt/atNDlTyyEAhe68ABKJROFjt8fBkQhCBFHnE88NFsbEfSbitbdoZfMRk77Fa2tMxlRCb1CoTY4QEGAGZPE+RwBAJkUgCVX9g5uwuCDIELYI2Q/PuuSfbyx47JHHzzrj4qcefzD/i0lSyDkDDMAQkgVBlLBV3eFcax3Xdbu7uzOZzOzZsx9//PEjjjjitNNOa2lpqaysdByns7Ozurq6tz9ZhATLVPHntm2TZXSm0hwAQXCoLNE+jaLrtQiLxuOQISpKANu0LcHGDDGFyHVwKJrUFUex5zfbrAleH5DXk5HbkfzXlSVBuOH3N2Sz2bPOPi/t+ZWV/TPSTfC4kd+tzc8EASzXM0xCErjcaoRhbW2tmjupWDYAnPO6urrm5uaBAwdCJRObZk9PT0VFRXEIqDJkM8YKFRnDMFTB39lstra2dkvjQCEsefOGisj9+OLnGAASkD46W9584rGRzMTRJ3384x9F4DudOgVBSHFS0UWhH8Uck8MCRK5BBTOLPxNgjHO1zFZWLZErCcmFkEnLgYVfXXvdvI8XvPzqS9f/5vdXXH6JrSaSpPaUS4KbdtPp7IzZH61f37R48eLFixevWLGiqampra2t0Fl1+vTpa9eu/fnPfw6gcBh7B2Nh5DHLNAAB2AKxRLw13e0DjpELWGMSIK4iuAvJk5vclz89S91yqsqn6Z0ISWXC5qZeLkcPEAAmkAQqheAyhGWBKYMuj3hutS0gs+AJL+XEEpAExiEkmbYAMoAZ+EnDYIaZN5dskw7VlEx5AoovVimlmgqm0+myZBlMUCTDIDQt7jBLfVkkQtOwejo6nnn5eUL0o3POqU+URzKq4PHC3mwc/Tb16zCAg3NAgm/dSwFAzZ0KHgWlnMKlo8bAiooKbBp7vdl0tPgHKiluMeUiNyrlylFsvFwYwCCE4AaTQEdXR7+qfhxgMkRXE2a8HKTbx+xxIJY2pSPb2nUMdtkZyQQBsAGJOssEQTAuwA112yleEKoDxsCtjc+ZDECcATEj9+ywYTX/eOSu3Xbf7drrLh03fsiIkY1tbS1vvfVmNptdsGDBokVLVq1atUkOtvohhlFbW1tdXT1u3Lj58+c3NzdfdtllkydPHj9+fFVVldqmcEsqFJLdWjYJg7L5lIEJYHiiUkYiA6mubEclWESA5KAwMrkadoz8P1YoDp0Pu4UnEDcQCVjGxq4mW6V3IlT+H0ngDIAFxAGDqWEQJiQMI2fx5xz5ms3IplKJchNALIGONvSrBxggmBTgBgHStnNxg37gO3aiV7uE/NKcc64epFIpy7IKNut0Oq16QpSVlRER44zZPAYHQHd399KlS+fPn7927dolS5bMnDlz1ZqV++67786jR3npdFlZ2WefvM0veJUZx/s0822bofxFs/Fv5H1fjPkiNA2rvLycA1HkW5k04vbrzz4VS8TMs8/uuuVu30l87cTvoCwGbkhwYpIxXpi+CEBN1zc9JvnrbvMDZSHvD8hkMslkcuy4xj//+cYf//jHP77ogo6ODillZWVld3e32rq8vFwVUB0wYMDo0aPHjh07cuTIoUOHDho0SN2tfN8/+eST33jjjZNOOun//u//Bg0atNn3FRqnblmBEgTbtoXaaYJkoDAKiNqBGsAGoqgQwW0CxCA5wMA3NwKwXK09aYAbkARuQkhhsM+/Lno5HWVgBANKXPHi3nRE4KoRFwrTINUmBYnyKtdNxeMOGJwkwBFGwrIMwBLSYRz5+zi37bLe7c+mKDt1eXm5slmrSUtZWVlra2t3d/eCBQuamprmzZu3YcOGJUuWLF++vHC+VUkY9Xjt2rWMsbKyMlUn4svsz78DbLMZctFygHEuQ8kMOIbFAIubsBysXv7GzPe/NWwXVJa98slHQW01+/bhMDk4l2CycK9huZoZW5+Bf8b+FOVYqaL9alm77777VlRU7LvvvnV1dSNGjFAjW3l5uarvWFgn5yJdpHzxxRevueaaO++887jjjlu5cuWFF1742GOPqbuwshsXFynfqtWKwJQdCCZDDBhc27/TTUvfTTpxA7DN/FgnhaEucCokH3MAMHP2hRAgwLXIBHxDcDBmiHIYn3sN9XZNKMEFZK4Gc/H0hjEwrpZJEiQjQYxZnCEU0nZM2y7zw8Ax7EQ50tn2ZLIC0iAGzmxACEFRJG2Hs1y/zd7sUN5ULaU0DCMIglQq9eijjy5ZsqSzs1M5uJUILcuqqKhIpVJqkGSM1dTUKNP/wIEDR48ePWzYsFtuueXpp5/eY4893n333WQyqW7YvTxE/0bwTUSXf8QAwAt9y3ZM0+QACcEkA2PgFmr6/+L5FzBvXfj6q4mRQ/c+7JuIWTBZtDFsKPchny4b+UUwDEMIEY/HVe7VI488kk6nf/CDH9xwww2VlZWe5ynxIJ/frKbuQogoilSgjHrm/vvvnzlz5pQpU1555ZVhw4Y98cQTv/rVry6//HIUDYAAVK7m1kSYU6AUgpkGM4H6soqmVWvWLFk+epfxJmDljhhJtQ6RlLNKqePBuKrhE5KUjFSShYRkIA5pgvMvYObobSpTBHggCVggE2RtsipVu0sQ8LghGCPAcD2LwXRisifbU5GokpCpzKryZI0IK4jBNH0gUiOqhGvmAi96cWsopPB4nqdKjF111VU333xzd3d3XV1da2srgOrqatd1x4wZU1tbO3HixIaGhjFjxgwfPry+vl757tTntLa2Ll++/Pjjj5dSXnTRRZdeeun2CgcrFUX54pvcMYnBCwPLsgkRF2QIIJIwDTStXfTaM9S0YWi8Ln7gNzBvIXYZg9FDKcF9Ky5gJMBZfvjLMtA2ZfsVHHrZbHbChAnLli174403XnzxxQkTJhx33HHK9RJFkeu6FRUVBaPUZt2s2trajjzyyDlz5pxyyilnnnnmoYceWlVVNX369G9+85sAiKjQ9qO4xcinkOrAhEAoyeFGR4R//PPVm2/98zH7Hnzl1AspRIWp2sCBLAFGjGijnY5xAiQ4AaEIbUOZGCRkxFS1D8a+UDPHXsaahkQpok4SaZIeiTAXwFuIZhYURQFRVlK3pPaIvEiQF1DKpZCoOxuFRK5sCymlIn0jCj2RjXLhvymP2iVtMYFgSxRieV3XJSK1QD/ooINuv/32J598cu7cua7rFsJ8Xdf9zEjfGTNmADjqqKNmzpwJwLbtO++8s7d78u9IcSknoRIUKCLyiXwiN/JEFFAoyI2oI/X6rXe0P/04LV9Cz78063+upKVrqTNFma6Qgh4SaSoujUQZoh6izy9NtSkqs0QFqT/66KOc81GjRr300ksARo4cWbylarH66U8o1PmfM2eOukveddddqgtAQ0PDwoUL1WaFTJStR7dLEiFFIamYdWrxwtteeB6J+OEnneZF5KsAcl/VxxJ+7poPSOQiuQtHUr3dDwMiITIpigJy3S8Y8N1bEQqSAYlgc+3lGhVkI+r0qS2izpC6A+rpyIRLl5LvUU+GWjrIDamtm9QPbmknL6CQKBMIJdGQ0iF1bYMIiSibzWWdvf322wD23nvvlpYWlSJERKlUSumzUM5MVUPLZrMqnpOImpuba2pqGGM333zz1KlTAey8884qfOyrzaYKpPx1oxpnBBSSiCgQ5ApqS/3lR9OovZNa22n1hr+deS51pqllQxBm0iS6VVaBIAqIAiJBLlG69yIs5IhEUfS1r32Nc/6b3/zm7LPP5pxfdNFFROR5njpZxQpU22/WwCOKonvvvbeiosKyrNdff131vfr+97//wQcfqFfVd21dhJEMs6FbEKFH9Ma8+bCcXXffXw0qFBG5ggRFJFw/Sz6Rm99aUki549BD1C6iBevWre1oX9/WSiQoCkl8oepsvRShzA13uTOaq5MnIgoj8kLyXPIyFKnqd60pWrycDjn4pg1ryXPpe9+7LZWiqZf8NeVSyqOb/vTK+x9mQ0GhJC8gX1BIYUBp2cvTqg50a2urenDccccBuPrqq6dOnTpp0qRXX32V8jfFz833mT59uhpFX3vttTPPPBPAbrvt1rvj82+ILDprkih/qaUpzJKISJAUlPUpK6gn/MsF/0PtaWpP0fquuy6YShmPAs8j0U3Uo5Jcw3y6bpS7GrchhyqbzQZB0NTUBKBfv34rVqxQU82urq62trbCZuoeupnwitWoVHrSSSdVV1cPHDjwo48+Gj58OIAbb7xRXQwFEW41y0l4QU6EnZ7rE63vSoE7NeX9CzeqIJ0lSSEJLwoLuW8hUYaoi6iFqJloLdHsdNdTH8+asWzx7HVrMkQeyXyO9+ewtdmq8rkh33s5DMMgyCd0cERIh6xNoF2gM0Q2gtXtOjJyZGC4GYQeWISO9SiLT/jdb1rJR8LcM8hi8fyMZcBkWDC7p6Y8jgihD8MAZwCZDMneLjHUhCQWi3HOU6nU448/rm6HDz744AsvvNDQ0ICiZi9b5/DDDz/vvPNM0zzttNOuvfbaoUOHLlq06Hvf+x6AbDYLQGXKFA7LVxoTZihyP4SUZTiVamhowIY2MANNzbH6ejDAtETOFgcLRRFqpAzyvXbpElE8Hrcs65prruGcn3jiiffddx+A73znO47j1NTUqM1SqVRlZaWqHFf8dhXKp6pFMsZc133ggQd23XXX5ubmn/3sZw8++KBhGNdcc80dd9yBvN8VRX7UgowVSsyWYYZhACDuxDjQv6JsYFU/L9WzYV2Tiom1EnEVaUyG2WOgyUQzx3pgJdAMtAIrQQujdJCs7I6Zg4ePqmsYnAVcMO+L2a62dsWrukOGYag4fSKybR4JwACDBGMMtoBBSAJIp7BuNUIX77yDlg3+nLkLVq1a+ZtfH3vA176+obll3idYu9JPdyObxQXn3+44zvomY0MzBjQgJJhO3tem0hF6EyNUHMt73XXXATj77LMffvjh9evXq059ABzH+dxSggCSyeT111///vvvv/LKK5MmTXrqqacmTpz42GOP3XnnnWeddVYURcrpr8wGvW1zXWLYRvuZMp8pEzYMCwBTZfwqy4+YPPmRBx5wHAdxe9Lxx8KywHg6my5LlJnKMU0bP00VQWK9lKE6X0T03HPPSSnPOuus008/HcB3v/vdWCymFOI4jnIOKQvqZ36O4ziq23EQBHfeeefBBx/8zjvvPP/887/61a8uvfTS//3f/504ceLo0aNVua3q6upsNmtZlmVZm32gDHxuWzY3e7yM6cQcZiDAoH51nR2tmVQPeAOAiARxzgAfcoXvprnR3NriE6U9d3XT2rTnh74Xt+wDJ07s6Ol5f9F8JxQTd9nVASjvUt86W7yS1HVW8Lb19PRUVVWFkSTOW9o71q5bvnz5ynlzli+Y1966LincxlmzsuXW2GR8wKqeZQMqYhGaM+GyVeuOdaMlP7p49K+uXkyc1ddjaOOAG248NpHAz378Sr9q2A5sUwLtgCRZJcgxe2mPLHSBT6VS6p76ve99b9q0aQDOP//86upqJTzlbtrK56j7ommaDz300Pjx4+fPn//QQw/df//9J5xwwtSpU0eNGnXwwQcHQeB5XkVFhYos692Olpy8DvNXBcsdEAaYBsIApmkMH3ripT8BgK4O1NZKP+BmzJS5aIyNKZR5M7ixTSGVRPTXv/517dq1e+65Z3t7+6JFi8aMGTN58mTki6YCUHfMrZyyKIqqqqpUzcgRI0b85S9/OfbYY2+66aZHH3108uTJr7322hlnnDF37lwAlZWVvu8XysCq9yrnockNDgPEOYNt22AGAeT7hxz4teUrlr7yyiuLFy5c1bxmWVvzouVLVyxcsnjD+oavHzD5zDPsWKyjq7uiosL3fd/1k45Tkyh3Ajm0onbimDGxCFUqNZLYF0lB3KIITdNU1fjUgaiqqurq6tr/gANXrWtyPRcUMSNBYRyiXzK2e//q8sp4zaCGfrX96g5tHDN2ZzSOxeBGcAur160auNPo3fce9MDf3+9OfY0oFAIM6F+fkAyhBEe7hR4JMniS5eY4vUD1iw6C4Omnn+7u7h4/frzv+5988smQIUMOOugg5DtUq1+xlWFQRbcFQVBTU/P4448ffvjhv/vd7+64444f/vCHDz744He/+93Zs2fX1NSoumlqgP33h/LB5jkXBXKpj0qHcdMJhW8YFmIOggihB8tB4IMz1PSDge6uVHUiVl1WJoTq1PuZnsfeoRwGN998s5Ty4osvvvXWWwGcddZZyn9YHB0hhNiyayF3WisrK1Xrq6OPPvrKK6+8+uqrTz755Jdeeunkk0+eN2/eiSeeePvtt1dXVxdSWNTCRM1pmYpH5+aGVWuaOtvmLF+8qn3D0tnz3MVr//nyax78i6ddZDMjTUEUMxFFEIATSzW1JCIaVtcQVtUNGTK0X79+ZUAZwAHPD9u63UogboAFoKzPyr5QnbjPmY4iH5OpHmzY0OpmQidWMWjQ4HFjxw8fPnKnIY1jRu82csSYEaOcKIRpghikgBsgWYa1a/2jJo9L+TjngqTr7eH72HvPfSqSALDfgWP6N4AbPRxpBnAYDAGBM9i9WhYWpoX33Xef67rnnnvugw8+GEXR97///bKyMuXBJyLTNLc+F1WnX+WqHXDAATfccMN55513+eWXP/3006+++mpbW9vpp5/+7LPPYhsq6paUQsCxUTwjzUWJMNMwJYgbDLYJJmEAtgOSMABCdV2d8CPOTbMQPvulf7oQYunSpXPmzKmurh47duy7774L4Pvf/76qi6WWFUqotFUPtuM4KpSi4Iu/+OKLlyxZ8tBDD11++eUPPPDAN77xjenTpx999NGTJ0+urKxkjGWz2aampjVr1qxYsUKVLGhbv2HVoqXt7e1pCkkN9wLJAA7gWPEA8tvfnlw9oG7gLqMbGhomDB05uGFIVX2tyFepJSAdgJlwOAyAO1Z5ba0IJZmc2QA4KAC+QNDVliw2hd7O7e3tYRgqQ9PHH3/S1Z3p6Ql8P9evQ9WAkyT8KNXauUpSKqQuL+yRFPphEBKlIsoQtfbQgsV06NdvHzfiV/NmU+hS4Kp6Pp1ETUQpZekNw+7eG70pDMMVK1ao+cbcuXPLysocx1m8eHGhHJD671bqCCqampooXxwtCIJTTz0VwMSJE5ctW6ZirG+88cbiD/z3J8rbMvOemY2FmXzXU9WZAgojGZKMSIYkQ0lBREHWS/lBhqSgiESPp+yBMu/bUFbDXPGr3vPDH/4QwOWXX66ce8cdd5x6Xl1jUsrCmdpKhxxlU1GuqUJ1rNWrVw8ZMgTAJZdc8te//tW2bdM0TzrppOOOO65///7l5eWb3UANIAEMq67fb+99Jp1w7Dm/vOymB+9965nn337kqQTYfnvvlW3vIkldFHZSsNFH6pObJhIkJWWDnMutLeUXlbwUufqNkftFDtEWRah+pOd56qJUj7NuTyRTRGkij9RuCaJASl/k/VHCz6TV82E2khH5klyiTpe8kA494MGByT+feuSsjjXU3UZRSOlsq4gC8kj25Bwv24Dv+5dddhmAk0466eabbwYwZcoUKnI0FRust4RqaVSoU+j7fltb29577w3g/PPPf+SRR1SQx0svvaTKon0liHKdkopEmC/xSEISUUQiJJEJshk3HQkvonB9pjVDnkdBRCFJoXwSQWdG+cRULcDunIdQyN6LcP369YlEwjTNDz74QGUnv/fee4WbWhRFqgKI+nMrp0z5EgvbFK7SN954Y8iQITvvvPOaNWuOOOKIkSNHFqY/pmnW1tZOmDDh+OOPv+yyy+6+++4XnnqmZdEq8ogkuUQbSHSRIDfYMGueDYwcOZwiQSQ2RNkNUZYEibTf0ZkqeOe7/agnED5Re8YtyC+b6faznX6mjfxOktkvMqhszU9Y8ICrgyKEIApl7iz0hGG3DLMkxUafpqBMR0Y9znRkKCI/Q1FEvqQsye4sdbXSPjtPj+P3117q+RkKQ4qIpCRyKejKuYB7iQjCrKQgmah07LKPZs0ZOnQoY3jmmafy51EI6QdhJhcDsFWRb9iwofA4lUoR0TvvvKOWf3fccccVV1wBoH///suXL+/tXpaKLY6EgkiS53l+6EUk1D9JIqTQpaBd9HgUesIlGUWpbKEWqPKMKZ9hZltFeMsttwA45phjpk+fDmDfffdVKlL3vkJTt61UXi2gzpd6o0INoY899lhHRwcRjR8/HsB555333HPPrVmzpqOjozDY5pyHgsiTFFA63ZMh0U5hO2UpENTtJp2YaVttTetJ5rq+kaQg6ypHabubzUihPKWqXnEQhVJGRKGX6SLpEWUp7A7dji81Em6B/DhbuKMWR0V91j/fVXFS2ZZUjxfS62/Q4AE3l8f/eMftlM5SV4Z8Ij+iKCwuypubYKgjpSjsQWFuLKUMIzftbbj3b7eZvPzgA49+6YUZDHzI4P6Bn85/mrp9txOlVcu73g629957r7pzv/fee0ceeSSAAQMG9PKglQxZVBc09/emDQlp079kXpBRQWCbdC/cWHX1C7qhi0+cejxkyJCampqHH37461//OoC77777c5cJvUJ9WhiGb7/9tmma/fr129raQc0wI6H6LmbIi8ijMKRQjBw52oqXvf/2hxRSlPJICkmBT16hvOpnHUsqimUpVKf9fHq70OYoZA+qruUMW/9nO8qhJGJWEAL7HIArf3lBhJ7f3nDfnLkQEgSEspObaVUdKJv1giBQJX2Ky6tkMhnlLClE2atXHMd6/PHHI0knnfjdP/7hZsu0Lrr4QssuavVa8C5/Zgb053HGGWecf/75EyZMIKJjjjlm2LBh69ev34b6liWBFXJPC38X/9v0OQAM3Mj/Y/nc3MLLLJ8cbBZ/5hag/J1U/al8608++WRbW1s2mx01atSbb745cODAo446avvmi9m2nUqlTNO8++67oyg677zzlF93i29gElxKECBtSAMSjMD5wJ2Ghn64ZM06MBi2gyDKBp7K8Skc0k8dS+TjF3j+OH0xE+OXu+98HvlFYxB0SfKyAXkRZTL0o/+e6dhnn3TSvT1ZckPKeJ1E2U1v2iSECIKgMD8p3M9U/G7+z/C9D94AQ0310FXLUwYrKysrW7hwFpFXZDXwiLqJsrnJWO+XnU1NTStWrCCiCy64AMC3v/3tL3lUdgRUIl9hXFKTxn322QfAbbfd9uMf/9gwjKlTpxJRNpstLPC2C57nNTc3V1dXm6a5cuVKdSF99qbq+iThUeiSJ9XkXYREdOoFF6C2/69vvTMgZYwJvDAdUrANM/DPpe9F6BOFlOnuIAol0YZW8gNau47+6/CrkmUHHHv8uZGg3Ew6JHIp3ZNRjaY3/6TPCv8TIvzhOd8H+AXnXnrtVX8EzOO/czRRSlKmKFpSEGWJguL4yS+OiuFQj1W12Q8++OCrYh0tIcXGlYJ9BQBj7KabbiKil19+edGiRdv9SKrvuuaaawAceeSRtPXlZX4q6VHoqch0GZAQIdEND9y/73e/e/OTT7dKCnPWijAQ2W0zCG+dvhehSxRSlA16OjqJSEqKBIWCFizqAPoxFv/DH24iSRRJt90jdxORqEB4Fcui7mfZbDaTyRSsnd3d3QBvHDb2nX/Oqa8dGo87c+bNJOru6G7aNGpZ5JavvRchEalAmT//+c8AJk2a5LruZlHFms9E3TeViYuIPM87/vjjGWMq0oXybrDW1tYvYob54gRBoEwyjzzyCH2uP0mqkUKEFJIMKQqVpfSNlqaL/37vPR9/2EyUzqUriHRXe1+IsO/9zhYQwbCtsmRVGAowcC6JB6NGVz78yJ8J7i9/+csXnnkRksUqHBiQgpTkiEjVNWCMqWgmy7JUUMvixYsffvjhqVOnTp58rGnEa/rVDRw4YNDg+lGjh9UNqPalV1VRQQykpuqEjZHGXyCG6DN+gWU5jvPQQw8BOPPMM1Ww+PY8RP+hqKh35dpRUZA33njjwQcfnM1mTz/9dFUNWfnltxIZsw089thja9asGTRokEpuUrE4W38LBzfAcx1jgRCorBvIqyua0z0eIDmkBIgn4+XoC8lsd1lvjhReOjc5jEIKReSLTkmdKbdJUvpHP76QM6e+dmh3h9vZ2iZFrk9PFEWpVGrFihWvvfba7bffftVVV33729/eZ599CsUCGWO2bVtmvKH/8AnjJ6Z6PCLR1rVKUnvKWx1ROrfAFEUW0dyQ2GvCMHz11VcNwxg4cKDKrylkKmq2QrHzoDDWLV26VOWLXX311YVXm5ubt9eXSiknTZoUi8WuvPLKT3/7Z2yfN5ESbcxX7iB6l+jsp//xgycfnkfUTpT1Zc40vE2u7K3T1516I0EeZw7ISvVQeQWTDEAPEHIwn5jDqocMHtve1tE4fPD5PzqNZDDrwznr1m5YunRpU1NTcfMThWEYlZWVjY2N48aN22mnncrLK2/9011r1q362aVTr/3lFcwIPeHFjATBYqoIFeWjHZnMVSnofXgqgPPPP/+22267+OKLb7zxRmxzvecdiUKiCRH5vq/GQxX4/uqrrx566KHxePyuu+6aMmXK9k1JWb169YQJE7q7u1tbW2tra9V4u5Xt1dWfK1elLhATbQxrgHvfeamnK3XhEccPAqokHAmEIWLW9q8EvP11XYSkIKTOkFIhUShzfSQjCkLqjii1pmV1xqNkxVCggjtJxDYKhHNu23Ztbe2ee+45ZcqUn/zkJ9OnT3/33XcLSZ95fyu9/spb/esawPDUMw8HsrOtZ21IXlfQU3BnpTOB5wVEgee3EqW2krlfHGGjDLNEpFaAar60atWqL5KsrdkK6qiqpLNBgwYtWbKk+NXC4LnZqnszs5xqh1r8ZKFqxpVXXmma5gknnKCaOn7+mZIkZT41WYWaEbUQzSL62Zy3z3hu+tNeaoMaKkMSPV5fjIR9LULPpzaPOlW0ocqjj4gi8tJBV0T069/eDtTsf/AxtTsNRRz9hlp33Xvrs88+O2/evM7OzuIj2NbWlk6nC8d9Y4a1pCsuuxwM8TJj+ZplYVHthpaetJpEKAOY6zURddCmIiyOBFC9cgsvpVIpZWG/8cYbLcv6xje+of7cxk7Umjyu63qed8IJJwA48MADC/6JIs9TLopQCKHaEioTa3GOfCGwxnVdFbOmntlpp50AvP/++7TlKjWbIIgKF0lIFFFItIHoHaJrFs/67zdeeKK7fS1RZzbazIW2HelbEUbkedTmFokwEvmA79CTRMNH7APUPPHcW6N33w0x/PYvv4g+rz1ywWxDKtjXyxKFp373O2AYNnK3tE8r1pGrnINhpDrORlKVRmknai+IUG5KITJbxS4WN4IdM2YMgCeffLLPjtMOh+/73d3dtbW1jLErrriiYEEtUKhaUvykOjufDigtKO3RRx81DGPkyJGFKySbzX5OxIzI1aqIaOPjFqK5RDevWXzR/z17/8rl7aq0h6TI8796IpQU+NTpUXeuLo7YGPATut6MN94GKoYMnvDPd+eV1dXG6libt1pNF9V8Q938FJRv+158DoQIhZ8lCtOZrr32+how+H9++oAbUEeKXMpJ0RV+Z3cXUUjULWSbEuFmoXBUFBCs4jxUi9xMJvPyyy8DGDx4MBVNlvR09MtQcF3Mnz9ftVW68847VURUJpNR8x21jXqmOKS7QBiGXV1dhYtBTVImTpzoOM6tt97a3t6unldekC26lGQuklZNoHIfRdRO9D7Jp9yeB9evfTub7SDKBNIXfTUF6mtTOzNgGbAswKR8fQQpIUOTybtu+aMD7+zTT/n7PXekWztOPfF7VU4/1/NUBTQVnqaKvXLOicgwDMuyCot4NdngttnZ0ZGMV9511/S9dj/6sYfffuhv3Y4FP8iFqZncLKuoVNF2gb+xj95mlpVCJUwVMec4jioscOeddwI47bTTkK8xs/36kO2IeJ7HGFOlsseNG/fLX/4ynU7/7//+79q1aznniUQimUwyxpRvVj1j23bxAVeBOIZheJ43d+7cO+64Y/bs2bZtL1iwYOXKlVEUnX766coAK4RQVpktFhnKRzTKfHMi5cowgFowI+utX7R88Yez29Z3cc4CEiFkn5gx+0bbBYRUcd4iH/wbCAqyFKaC5lXVQBUzV85bUl9Zz8Bnz/4ot7F6Z74gT/H8s/glKXNBcdlMigRFAT0zPYyx84YOvP6llygTUYaoLesGJCOiMKDAzxB5REIt2Ys/UN16U6mUWl2EYageLFu2zHGcioqK1atXp1IpZVQoZM1otg01aqmph+d5P/rRjwDsvffeaiFXIAxDNU3NZDKLFi164YUXbrnllqlTpx577LEHHnigKn2kxPnHP/6RiFT+52mnnabeXsgB2loKW76mqE+UIeHn/lE30Yfp1EvNTR9lvA1EPlFE1CMDl0RfTIH6uloRZxsL5kuQ6ojqA+LFZ6cbwKGHHrDgkw96ulu+sd9Bu47ejRHLZF3LMja7+alBr3DXwMZGRSTDMB4vg0QmhcMOM3/209/89oY/XXbpfX+574wx45GIx3wRxbkpIhiGAzAQ3yyOW8XlxONxldatnlERavfee6/v+6eeeuqQIUMymYyykf4HNKgoLa7r2rYdBIGUMpFIXHHFFYsWLXrppZfuu+++UaNGlZeXr1mz5u67716/fv2CBQtmzZpVdM/NleJWDbRramoaGhqGDx8+duzYbDb76quvArjiiitUsLiaMan7+BdxgRSaOAMwgCHJsqZVa5etXN8VT+xUVT1ocD0zzBB9Ipg+9hPmO3GCAZCQfu6fCH/93VMpkNN+cunUS//fi+9/9Lubbzvm3HOJQzWxofzopMqBbPy8IgcdEUkZGYYMfGlZcSkgIgQuTj75tZnvvnPk5L2uv+Hw2gGQBJOBEwwJoSYetLGPGQO8AEGQ+Wj2zK6O1vdmvrdyxerhw0df/YurLMsePXrUytUrXn755T333LOiokIIkU6nKysrSfsJtxV1TouFIYSYP3/+IYcc0t7e/qc//emcc85Zt25dY2OjepVzrtozDRkyZPjw4aNHjx45cmR9fX1NTU1LS8u6detWrlw5a9asJUuWzJ49e7fddvvw/Q8M04QrYXMv48cqHGLIeGEyZuW+HwBggOc62hBgIDIQQSIXUsUJ8IFZ8xY21A4YVFcVAziHCwnA6YP2W308ElKu0j8l0NPZU5mMQwBBhHfeHjBv6fDqfnZI3wiDbx551DHfOQYUSm4YyLWALrT+KKb40meMGQYDpOXwIIhM2xSMbIf9/g+HnD6l7aXHWwbXp6/8dRlstGcylclkugfxOD76GOtbsHYl1q7xlix5P17W+cj9l4GvgdEDABImx5iRE3597XXPP/3yyhWr9thzz3322Ue1hSk0Z46iaPtGWu04qAlO8dBkGMauu+56//33T5o06Uc/+tHuu+++zz77TJ06db/99quoqBg/fnxXV1dzc/Pq1auXL1/+3nvvPfDAAxs2bGhublYdewDE43HXdQGkunvaWlr61zcgRYghZjuI4HGYMUsADFLk7sPcABDm2/ByFNduVC0RScpax45TGONgEiKKHNOMRMSN7W8O6GMRqljNGCRgxeIwOELChq6l/3iq0WdfP/F7uP2eZEv7QSeeDIdBemBJ6l10p5n1/HjMYVYIhIaZ5qhpHMWn/eTEn1z84Fuvv9+89pABjahIJkPCeec9/OyzSyLUyaiMyaRtwXLSY8aa8ZoRpkONw9kB+0+IGYlRO40/6IDDu7vc3/3udwz85JNPLjRmUitJFPXo1GwvDjvssAsvvPCee+759re/fdxxx8Xj8auuusowjPnz56vqW9h0VVJTUzN06NARI0YMHz58t912q6ysfPTRR++9557Jkye//PSL5VU1cNHRmu03NBEEiMW38K0s39ll0wZvBmBwXh13kjHLACQkY8wApKQv0G6w1/TtdJQAPyLLZAaBQC7LJrwQ/5zzxg/OqQjdPW743cL/vqhnQM3Ev/4JE3bOCpixauuLVEst+gLXRSyGAK7JhQR8P2abpoxw392tZ5xW99o/MW4XlFXik0/w9zs/fuKJt4eNGVNT1zB8yLjGnTB4J4wYBVho75zV0fHJzLdfyqa9bFfwyovv+JnID71kIjF/0byGwQNVXy51FycibR3d7qimgo2NjWvWrFH9zNS6MRaL1dfXjxgxYtSoUSNHjhwzZsyoUaMGDBhQ6E2vTC+2bb///vtnn332nDlzzjvvnFtv+Us25SXKYjKE4LAsINeHNjfnBAFSBWdt8a6fTqfj8bhhGKqgG+d8ax1/vwx9YOzZSKHQkCQSFKSphzLtdOXv3y0bRmedT1OnfVA7uOX0M6hrVRg0ReT1Oj5WkCoUlg66IuqOSHRlwkCSL8kTtGI1jRhx4RNPUCZDU6a8suATen8mPfQQ3XEHXXUlnfKdzEH7vz927O0T9/9/iardwc26IRVqXmJbRsJ2GgcN+ds9dxcCyosDa7b7gdIok+m8efPOP//8Aw888OGHH37rrbdaWlqKt/E8L51OF8phFB4UNnvn3beT/ZJVg2p+/9c/pynIkhupimRRtLEnR74wS0TCp3Ar11vBhK5sSPQFCvZtG307HVWd33wEHCZEmGSEVS0L/vp4nYjjuMkf/Om3y5Nsr299HTGHWw4nA1JClWTv1XcAVm745MkElwRiwpdezcDk3vtMeOj+V3Ybd6jI1r70Im78/fSuthoDdVHIXHTFkGWWM2jiLg3V63c/7Fu19Tj463s3DhvcMGBAw6B6w1CT6cj3heM4hVLfn1tOX7MN2Lbt+35DQ8Of//xnImpubh44cKDruplMRrmLVS6bbdvqyFM+Kk2ZSdWDPffZ+5Kf/uTaa6+65OcXjPjayAOG78phGFB9NJIgnisYCoAhi0JVi8+Y1xR7gws1VvqoX2XfipCpdEIpOOe2wSGAltamVNc3JuyMBYtWtHd49XU45BswTVcgmfMf9O4Lggi2A4tbAgEDWK74fxQz/ObWzIgRA4849NA/3ZhilBgxAlZsw0EH7Txk4LgRwzGsEeN3Qbwc/QeBmSdyC1lXlJcbQOT7GcMwAdHSsqG2brBaAYZhWOhFsf2P1A6PqoBuWZaqbK86+Wyp3bzqLKLa/RbOSxRFhmlc9rPL31n0/svPPPvIS//Y89wRhKgcdswoA2IgnnPJM8CEBIWQsS10+6b8Mq1YjV9JERqAEYUx7kAIEIEQxfiw0yYZo3Zpe+9tS1j7HTcZZUkYlh9IJxKmbaBXlhkGK56r30TSDKLQsS1GIOa4fmpgXf3SpXP2ufSo5x5n69Yt+sa3Rn449wJb3fcIgQ/bRtYDiwMcBL+sXEpIDtN2ElFEnDv19cML50A1KvnqtYL5ikBEqqJ2ZWUlgCAI0ul0v379wjAstLkvjEiqK5MSbeETOOeBCJnB/3L7bb998MbWbPNNL9z0w0mnMlQAlonIRJE5jcAgOSTbQjvrQv9mZQsgIlXNvS9+ex/f1FV3b5IIIwiJbGSCjzjuKHxjYu0+E826/kO+ewosU2SjfnaZ6dhAbzPfI4ZMIDoIZHDbtnM/R4Qoc2rbW9MDB1QQw7nnl61e+54Zg50AN7sNsxVWp5VIGXZYVhGGosvkrsFDQASBB0gppWHYJLmIoA5RoVyXss59OtFR8yUxDEOFmBFRNpu1bbtfv36u65p5ClYxAIwxx3EKwdzqdHDObcNkQLVZ9qPTzg791KLVC95snplG1AnPh9jYRYMDHDakkzPObJHieLfPTc/fZvo6qRcEpNLd5WUx5kcfXvuHwZbTf7exLz7x2OFnfB+77YwERTHbDBJIByhP5MpQ9EKHISEFEFAGWIBU84ycCYxUBzAggjTAHQCuAZFvkcLzJfwUMu+7VW82C480XxUIMuNnTIel0P5h54d3PXdvWnhnfPcHuxt71qDGCZ0KJBABJoLQNeIhZ5wh1ueOus+jb0dCAXRkU05ZeUgk1m+ojiX7Tz4We+91+Hnnzv/gQ3CTnHhWcsCEE4OJkOcLw/QCnleUQoKDq6gHgDMwA8wGt8EQMUgGC3ByRVPBc9FKEiAOMvPuIvpi3R01/14w8DInaYAlYOxaPXbiXvut7+p86o2XO+EFkKZlhAQBkAU74RgwmGTbUIp2u9O3IiSALAvgdgS3O7U81YaGapSZGFC/ZukapDnLOvE0g4koyduZcBl6OeQbDGUMZQyMQTKYDGBwGQsZy42pnIGbEWMZDsERBzkgKz/C5ZVWaECbWzCqwHrNVw0CBCzYSSTKUfbNsYcdsM/Bc+Yvue/Nh7rQFSIMbF/E0RW6AhKBhPtv0XS5z62jBrfUmFQ2ZLDncAgXwnLXrh06cizMOMg0OQSHB3AYBCl7d1/IlcfKxaaSqiXjAy5YFSMVAQegh0MwVEBFkwNgPFdRhOU/YRODUK7mSO+sRJp/A4RPRswAd4Kou9bsf9L+J3V2+s2r10UIA/gSUkJKKwoBwzJh2KBeusT6gD6PmFEjWxS4MU6v3XpnjWXFncSChUsnTzkTwxuR5IGBKCRuEDgAYSEXPtqL7yiGRUA3EAFVkE4uMN7oASKgAmTmnuEScAECLJCTGwZz/fd8UmtLsoBet+/WlBICJCIvMpNwkc0g6kF2fmZJIhGrZ5V+6HZv6LKkXVdVb3oYWT8MkoMbfW6e/Dz62DAjEXQFdoWdkdmkzeD6weJltpNEvAz9BiAir9ryARtwCByRCALDifX6oBT3UmcS6AIAlENaeRGqUmscZEGCGBiPCFmGCLCBso1zTy7zIrS1CL96ECARemQmWQiZRpogBcIQ/qsLX62oKDPJYp6sMqszre5+e+yfMBK80HWjdPSxXUjAZjaySCZiEUIzzu1dGxEIGGXwOQzuA0HeSAJfGjAhsAX36WcSAT6YDbKKpo7JnN7yDaIRcnAHhgsWEYtLBg4hEXIox4PMNYNmAARQtFrX09GvGlEEM8ECQIJXoMJAKJBppa6lCxccfuyRDRjAIVuaWwPHlEbMA3fAS+727ft7AAd6fDAuwVt6uiNuR7EEOIEkYjABX4rcdZ51t2l/Pm3JtDZqchMJcUAWPWnk5S8/tVm+6ZBW4FcNxgBCKptb1nueZ8CsYNUIjHr0ZzAMOKl0d6w8HiHyEcp/AwtcH98FTCABJBxwWDDqKgbmnjc4EhwMDlDPDQMAAyrLAaB3QWEciG3Soa243P3m45gFGHmrqcXB89EShWEQRT2/Sr9e1/QaBsMEgKoEJBAALBbLIopg15QP9GSU5JURwkR5TeAFAl4Mcb6FiJl/JX2fT2gVHvJNfq3xqa/flnTJzST0qW//rI0ZgC2uBHjJT4lm28lbB0yCYIggVe0mCWPksDELZi1qaWmprq6uTJbZth0KN2k4/w532j6PmNFo/nUUzPEc4IgAgUhACEQE8uBmvUy/WD8DPEBgwzBh27BYqSNmtAg1/0HIoppGHMSVCIkQefBs5GKLJaQkGWMWgVlwSj730SLU/AehREj5VQUDmBSQBCIIBsaAnkxPzHDisTiI5Y0IWoQazfaC8iJkhfoxEvkgxEhElrLbEAchTLsRyXhFecktcCX3kWg025VCvlKuRSxXdZyIKPBCKxEDgFCCc8uOW9a/hRFOi1Dzn0WxrBiQM5dyMFhWrmWlcoNRJJnBSz0VBfR0VPMfR75Su8pqK4IDrBBEhaJZq56OajTbkUL81OaB/YBU+aVUNGVF6RUILULNfxKUK44gVSS+gudfKuhQ8W+gvhxahJr/JGRhOlqYibJPbZHfQFVBKf2iUItQ858D+yyXn1oHblo2pVBPKB8nXFK0CDX/UWw0iKLIAFM8HrKCAksfuq3QItT8Z6GEJz/1jJJbLreGiiaufVJKtFdoEWr+89h0kvlpCwyxXBr3v8dIqP2Emv8wJIDP6afAigfK0utQi1CjKTGlvw1oNDs4WoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNidEi1GhKjBahRlNitAg1mhKjRajRlBgtQo2mxGgRajQlRotQoykxWoQaTYnRItRoSowWoUZTYrQINZoSo0Wo0ZQYLUKNpsRoEWo0JUaLUKMpMVqEGk2J0SLUaEqMFqFGU2K0CDWaEqNFqNGUGC1CjabEaBFqNCVGi1CjKTFahBpNifn/dGurasy8YqAAAAAASUVORK5CYII= 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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: Nc1ncnc(Nc2ccc(Cl)cc2)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: C[Hg]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: Nc1nc[nH]n1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABll0lEQVR4nO2dd7xsVXm/n7XWrjNz2j230KUJigXEEgGliajYAGtiwY4lBkvsScQSS+wJMbFhyU9FQFAULIgFUFQ0CqKICkjn9nPOtF3WWu/vjz0z59wLyE2Czi37+czn3Ll7Zvbsmdnfvd71tqVEhJqamvGhx30ANTU7OrUIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTDDuA9hWKAEIEQRQgFc48MPtw8uZYrjRg4CCABk9BAw3U4KHsL4U7uDUP//dUUmJPnTBC3jBCx4ntGEOOgOJVkqT6jUl5NCFUkAEGT4+uCdAGxaG8q7ZcalFeHcMpFMOBy4GgyH40UgoZqDVgbr0ki/WD/dwx30yHDNrdmhqc/TuGJiXaukFSwkoAykAIbLp1+g1SqMUBKAVSwzRxeeAmQAL5s959DXbALUI7w5VSUgzGsAWtySCVqIHA6AGtdQoDSAYyG9xogjowUYfosI70WfNDkYtwi0kGKhIbbpRRpNG0B5c5byBJWpU1fah4VoJWIaqNHc2TtbsSNQi3ELMyG7UaslMzg89nRpwkA+s0OGsEVWJsKheigIEVUL8lz3+mq2XWoRbgGhUCKJAsIBGezTgFQh6MGHMFTl4VAzxnfhjBuK1UKJA3+lzanY4ahHeHQOdBJVVqarwBIFGewbzQz+Y8lmNh1IBSkOIrvylGqWHZmtll3ooUfVgWAN1iOJukKV3qu/KKhxY8EVWOI/1gO+Vc4IuBlLz6+fWoHyeWxT9dlcKkACUuMouDTx45Rz1hLCmFuGWsEkUfpAw47xTWoyxxuRCPysLT2u+bdbPW0dzenpVL+vHqe52O+nEhApSvAKtTFQ6elm40FGlgPa1QVqjROrT4K4Rqq9nEOtTfSjBQCDE4D09T+lBaFV+0eqZ/R5R6NPQdbvdmOkwwZZ5ELrcF1E47RwexGB92dBhPRbu4NRzwi1mMdYXQAh4tFBkdEImIFy/hjggCNGKNEUZXZI1m6ly2IIgjlEFHu9pb6TRpG2ZmAh9Ha3f4alFuGUowIIDXaVrl0X1r40IhMh5PvOJ1WtuTsJQLVuhX/P3rVwQXajEhMS+imMojW6sXc2H3n1LWZq9Dlx48cn71XPCmlqEd8diykuVO6oRjScyOI1DCQbSboevnfPb3/1KvPdhuvDA+x9/zOPxYSOzG8VOhCHOiyjxjltu5r8+ddlCT454QvTck/YLk9o3s6NTO2b+JJso0IGDYZZ2FWjACAZ0bFhYN12W+xj3gPWd2fe/92cLCxgVpUHc74NCG6W0CUOaDbzduWH217Kr0dRT8podT4TCXYXI5c5uqEqJCkKIB1lpQlZUczljiBUEBnETMStLzFS4689+tv70T/jC4phuTpPlOOsNWnvKHu3Co2fETJdSl1HU7LAiXBTZ4l1/ZzeFB4sEIrHQEuKqoCJpgCIiCUkUiKADMjYQ/3GXvdMwue+b3nzejTdRgFMkTQKtsWghDZgOW90ya/teHiK1LbrDs+OJUC0xMgcOTw/eD8ekxaDgYMB0o3sewKI92qL70MeHSKgZ7FPIw+b8a96w81x33e67HvbG1//Ol/QzgLJnq4SZfp9+2QVMEqFrEdbscCL0KIsqUTnk0IfqTqlxGqurmPqwfFDDoMxBgSphPayGtaiN0EO5qh7CV7XzSoOPI/fkJ/Hwh95vw4Zbvn7Oz846gygis6ADgAhCFN4oY7wWi6rnhDs8O5oIGRqeFXrTKnhReINVWINVyis84odPWDpmVTo11WsqvPLgDFlo+Md/irVao2X6ox++ZN1adJUBrhGciQijWIPPS1+3tqjZ8USohVCIkcWboroZBeCghAx60BkMd6JxVfLnLKyCVcgsMonEVfa2gNeIKlCFuEJ5HnEkz3vJI7z4668pP/rh9UWB0+TCXK+XO5RSTqwW34jq8ETNjibCkQdGNnXIVLUOEg7TVwal71VtxKi1DIInEBkVzuvFXWq8dl6LFgKNCXnhixu7rEoDM3Hah7598fewggTouOmhKK3DBsoaQdfm6A7PDibCEXIHHQ5uAZLiUyRFUjDgUPmdGKTVbtTwdQpBI0ZL4i0mZK9784pXPipJpZtPf+y0uVtXU4AONCGFJ0CFymmpI/U1O5oI1RKXi1riKWWJV9QDGgkH9iqAl6HZKZXeBq8dDJLDlyokMBLFAVoThZz8Slassqta9//WBb++5GLWrMeCExwq0kEUKpvVjpmaHU2EWEVX0UF10Tm6RHsMaNzSqHmlthJbDrpaeLCewmFBBBRe+p6+kAlFTi4KY8JSfBikC3OVxnMrfPi0Qxc6f2wks6855XPdBZxUBq4ShS2yuC7rrdnxRAjIMBV7FKXoo3ITWYx3SD8ve1lZWAgJIiWQedfu5hiMQYFzZH2UT6WcsEVD+Sgkzrp0O2UapN771mT1Nv3pKe73AJ7/wkfOZTdMxPu/859uLQv6Oa10dt7NBVGialu0ZscToYYEmoMENAAn9IVu7tc5NmgznzT6cTM3cbfQnW65ca7fRsdpM660m5coIRT+eBUfe1/7+U/53r/+87r+BpoBjXi6Y+cz28aAJ8+twbcmOfmV7Le3zK8Nzz3jmkt/QBQSRLGgstzVPWZq2PGqKDRew2g2mFdd6D0SaOPxJTkYiDQh6DBsBVWuqKMoEbjpOr76pZu+ctZFt9+4rszKpBXtvvfORbk8TsmLdhpoq7PCkQqhbhq8iL7PAbzilY9+1au/P9HY4zOfvPXVr9ploVNONZfNL9zg1OBKULMjs4OJcBSQGHhoYlQ163MCglJEEMowLuEKij44br6Wb32D88793a+v+J2XshWlK1ZNPua4/R559D4HHbLbslXMt8nzG6andjNRbhKANExVFYEIeO7zzdfPvc9Pfz737Qt+94D77pI70wxCCYLK2VOzg7ODiZChK1ONsj0DjxbILChdCdF7soxOm6zHGV+4/seXXvfTH62e66qGmt57zz0f/aj7H/0oDj2MmRUQ4g0l/VYrbTbi1bdsnFyeicYJymEsxtDpzTVa0697864nHH+1zaLPfXojzMy1b52YmSwdaV1Xv8Ozg4lQLYnGqyrCF1TpZKFGHM7TaXPVFXz3Qr75jZ9deeWVacOWtrPrbrs/47iHP/6Jux9wf2ZnSEMCQFHkeI1OUl0SqGWF7VrxXlGUhOGgCiNSoTgOPYKnP/shZ33p9ttu6kbhbkV5gwpEBu0Sa3ZotnUR+mEi6DAFtKpOUps/wQ+bFiptEI1C0E60E8TjPFmfn/+M87+24fvf/dl1f7jFWT01NbPXXjs/9cSjjj4mefgjUBESoPRi33pBokQBpcf3iGUiwTf0hLJ4jQ5A8DlRo2mFwvGOf57+1gU3ZJ2JUPVVJN3OXBCODrmqmaqK9+NBn3wWw5gCYAG1SbJrzfbANi9Ckb5SCgJntUgUmEEWS+kIjPeUmeuEJtAo8IIJ3IRRFAWZJYjodLn4Ui76Dud95WedBddZ2GCCzr73nj32Mfd50gn7HfIwYoep/KI5kRCGIGQ5QeK17nudKab6G4Omws0XM2oi7CZBDi0s89bFcSOpIpBRTJTxoQ8c+MqTL1qzoPdctbJpdN4lmSBzZWRC74rQzIO3diLQrcHEVUANMgQgB9Ekqhbh9sW2LkKUCvBeUMZEgEA/s4UrW63UgxDGZqbyj+SeRIHDW4qcX17JGWf9+itf+9Htt7u0uWt/Y/f+D37ICSf81XGP44ADMAHG4Ev6edZMoyByQayQoIrjpzFon7mF2JR9b1sTq6SPDq/VQbBquSl6TE4jWBI8SVmiA0SYnOJBB/PIIya+8bVr1q+/IQlXthKcJQhC6wmMEejl/UY4O/hso6S2Qd2jrtcz3C7Z9vuOyia+FieFVsrjBe0I5tsuUEEjBYct8DkXf4tvXVB849vfvnHtTR63bHnz/gfveeDB93r13+8dJ8QxRqEc2hMFBIGHOajWb0ldERclShHEGNPNmQ+xc/1iKt3XW753AXmHXrvzzOe0fIwy60tyQ8u6BipQlYFZ8vvfsuYWNizQmM6PfFSsHMbQze1EQwy02+3J5rLF9oqiUaBywXti0LrONt3u2MZFKLgC5xAwgZjIKqwjt5XlyZQXxLHudi75Pl8+8+LLLvld1plURK3peP/77nrEMQ888hj2vx9Jk7wgaRBiDaWqhh0foArUnCClb4V6utKF14Dv2fVB4ENiT5yXUaetlk1r16dRJcEpvFlflPONOLUYTaOd5d43lU8aKXiygrgBgssIAoiw0k9ItaAUeZbF6dJ6DgElA2dQzfbGNi9CsahhWrYn16oUihKnSX9/7W3nffWy71/0u9//OltzqzKy04qVOz/g4H2OPObBj3p0sNueRDFKY9QgGVurUV2FRbqYkkA8UvhIybRRg5VASyXQNdCzPutGM1MJgii6fSZSAosrCWPQtp/fnsaqL91ITcCkkFaLGFoPGgOdeS74Mvfak4cdjWD7G4OpCUQRmBxCcNCFENeEyq1U9f+u54TbFdu8CPGUBXlhm61AGQv5b//wm5/89LIvfPHLl19+9cbVZZzu/eAHHrfv3oc99EHHPvJIve8DIEAZELxkWjIj3vggCCYXXa0Cuo/JMc4ROlqCdpaiwIREIQJFjobAs2Ejv/olF13ynYt//IULzj99JpWs3U+TBgbRfaU6lrYh9UwXpVHaBcYLXUXQy6Kf/Kj9spPO2HPv/U779OP33BufEYVkZdlMqo4aAjnElCFAYFElhNvBTL5mKdv4z6kQfJjoMA3+8Ic/nHXWWWeeecavfnOlswDNqYkjjjnsGU97wROOe9rKlShBNC6kcIQQakISRYTXqEFL0ZFDEtJqJfpSLEoDBCQBDHw/pMIPLuTb5/Hls67uZ2t1ur7rp3/8g/XHPWY2nWjk88QxKkoxYUBYOgl1Gmm0wdPp23YaTDWT1sMf1tp1j10vuvgnH/vQ/m94874zq/Aa7QOPMuQAvjW4LlSri9Zsj2zjIyH2+uuvOffcc8/+8ld/fdVvFxYyUDvtvPMDH/iA5z7/2Y945KG77bKbDI037/EKpQCrwKANIJrS4SFYkrqiEIVSOEXfozXO4h1hQK/LTy7rXfzdq7/42cvK7q79zvI4nLzX3lOHHLHrU58dPujBREaiyFEGle1qS4KGr5p2d7s0JxDV93Q0MTLpSm66hUMe8m+Sr/joJ5559BNJW4NSx4BSEWJBql5TJaJAo3Q9L9zOGKcIy7LM87zVapVlGYZhdSRFUcRxDDjnnHNhGCqlrLVBEJRlaYzRWgNXXHHF2WeffeF3Lrj85/8NeEcjSY44/LHPfc4Lj3n0Y2ZnQ4HSWmUKYwZLc3q8EGuaZYlWxKZKmimpigSdVSYUAodxBNVrsgKjCKHocOn3OOdLnUsv/sX6teuUtl61H3jQ3o9+zKFHPiq6z/1pTEKAViT0QVPGiz7b6iJQ/VdXs8ISQpx2nhI+80n3j6d8d3Z56zNfPuRBD0cprOtqSWJtVNVvMZoDT7YMA0HtnNne2CpGQhFRSlV/R1u898Zsnlj5+9///vTTTz/nnHNuuummLMsEmZlVT3jCcX/9zBc87CFHzM7MIghkOUk6WsUlL3y39GUzSCBGWtUCZkUp3vfCyBsjUAp0XVn6NAinPPT7KEOk+MkPOOeMX3z7givm1hlfThjSAx+035HH7PWMv6Y5zdQK4sYgv8WDImtQgB6YkUvzVEdZ41XGnGg8DkpN1ubNr+DLZ1148CHymS8dO70SoTAS4TBCaW2UrFUqplyGHaTT1GxPjE2ERVFEUQRUo9xIdSJSliVQPVoUxdzcXLfb/fCHP/ytb33rmmuuARqNxuTk5LHHHvv0Z5x41NGHNpJG1dCzyBBPVa5elITR0HEK/TwTRxAEoQmKwhodBBEoSpcpU3pKj/ekjqb1zK3nvy/njP/X+/q534tcsVDe0lDukUc+4IQTjjjkEWaPvUmaKDMSeQmBJ9SCUQR0IIcE0kHZ1IhB5N0jgww7gULjSuhx6IMv+N21a0596/Oe/yomp1GCBqNyRd95b9QkNij6RK1ahNsbYx4JnXPdbndycrL6r/e+sjar+7/4xS++9KUvfelLX7rxxhuDIFBK7bLLLkcfffQJJ5xw2GGHLVu2DLxgsywTr9OkNTLTrCUIEaEsRSkVVu6nQVqpVVqQEMGBFYqSUghDbl3NpZes+co5l/30spvn5xrG76SdOfKwA576lN0efRwTMzhNOlFJybaztWHsYyWaAJrChCoxGm260FtcuIJgE3/KIGtcVzoUxYZet9Voduf4w6959gnfW7P2lrO++ezDjkZr0IRqQVN6n9osjiMzmB/WIty+GJsI161bNzU1FYaLRa2VAouiuOSSS84666xvfOMbN954I5Cm6V577XXooYeedNJJj3jEI4Ber9doNIBut9toplRpzYIIReFFJAhVEAxGG2+H3QotDoKkbYzkRWNuY9BqojTrbudHP+KMLyxc/ZvrbrrpBh1krcl8r31nnvr0Rz3jGY1lM4hCdLX6p4VSYbIia0Qx2Ko3jXOBkkYgKA2mFLqKUIZxRwWDVQ0HeWd+WNeoBePQc53eZKshJR94u//gez9/7/us+OR/PXafB4Cmn89NxKkh7nWKZiMa7Klm+2LMI+FIThs2bLjgggt++MMffvnLX+52u/1+P47jffbZ56ijjjr++OMPOeSQRqORZVmWZVNTU9UEsnLnWF8qZQJtFgccBfi86MVRdd4bvB5E4TX9Yk2aNJy01q7lnDNv+/wXfnrlLxfy/rTQnGlNHnLofZ72zNaRRzG7nDAa1Dl5vB7U4PtenodmIgkaACJCgReltCIajLTGg4OqkCkfFkaEiuZwilht9xAIuvBitIYyK9Kw5OnH//h73/n1E48/7LRP3yedJstJYkKwhY0jvDhdtfKu2Y4Ymwg3bNiwbNkyYGFh4bnPfe4PfvCDubm5ZrPZ7XYf/OAHH3/88cccc8wBBxwwslSX4pyz1sZxDF7wgthCRFRgQhPgXJkXvUYagLMu92LDIFWEEPT7vU6vffqnzjzrrB+uW99wdvdOt7FsxR773+c+L3rxw+97X/bYDaPRnsgAFHmfCKcFj9ZBoCM9HFQHPiMNeJQDj5PCShinVenUsCdiDyzEWpqLDlK64BQxmE6vmzYagvWk4rjxWk587Llr1nb/4W3Pfv5LCBuD4inv24GWwuZxME3dE2P7Yswj4cLCwlVXXfXIRz7Se7/PPvs85SlPeelLX7py5cpmszl6jvc+z/M0Tb33lclazRudc71eJ2nEgQkU2ntElDGqakwBFophDJ5fXXXVmWee/c1vXPjz//6t+BCW736vvzrq6Kc/4QlPf/BfmeUryXKarSoE4DX9QW9tNEo7tCYEyoIiJ4kIgsEM03kUpTYOU1mYkRB6GZihWnlPX+MYNN4HKhHmYBURVfc2KTPr4nDCofsdLr+Upxz/ySRMzj7v2Q97BCrEgHe9yFgA0j89L1wsgdq0IrFmq2WcIuz1emmafulLX/rrv/7rnXfe+dZbbx25TO+Uyo8KiIhzrvKpKiWA9wBKqWGQw4P34n7zm9+cffbZZ5555tVX/wGIIj09teyoo4/962c+75FHHDM1oUThB/nfg8WXNCjskret2mQvVgxvwuB836S2WDZ50KrKnSJ6cStD9wwe8rzfi9NZh57P+nGSrlvDJ/+z+M/3X2zChWtvOzG3TMYECqwlFBSjBsZ3OBxfRSH16J4aPr1mK2acaWvVbHB2djZJkunpaYZhibtCRKwdyKNSYzVLnJmZ0ZoqsBGGYafTuf766//rv/7r4osv/sUvflEUhTFmp1U7Pfaxjz3xxBMf+chHNhqNUfzDORfH8cglO2STr0Xdyb3NHt6k2l1t8mBwJ1sXn++BQIdVyZJ1WUw6s5JnPS/66aX7XnbpT178/MtOP/0QbykhDIaOVrUkAjmgGvyr0KPxlZWsYNjNo2ZrZvy5oxMTEyJSCfJPM0qXYTgqpmmapingnNNaX3HFFZ/97GfPPffcm266KUmSLMtardbxxx9/0kknHX744a1Wa7MdjgKV1to/rf8/GxqJlRgErZhoph5nMLvuyrs/sOfRh573/fNmv/wZjnsq07OIHyaQymZLi1axSrdkNA4hHKS81mz1jE2ElYqstWEY5nlujCnLsgoG3unzR+5QrbVzrnKQFkVRFMXll19+7rnnnn/++ddffz3QbDZ32223448//hnPeEYV0qheWN2pkuCqxIAoipRSQRB4P6aKddGI1ibwHqV9iLK4bt8Ywz77csYZf/esJ37/5Jeed81jn5RMgieK0XLH5SuWrmhTUdkLRtcNabYFxibCakwTkepOEARa67tSIKCUiuO4mg0aY7z3F1988TnnnHP22WfPz893u11g7733Pu6445761Kc+/OEPrxJQvfeVOVrtpJLiaGI5ers7mKN/QQQ0Tjqu7MThhCKeiNCadsFRj+K4x9/vxz/6w9OP/+b5Fz02maFd5BNRrDf5kvwg3xvNJhk6o15y1DrcyhmzOVqJCvDe/wkFjuh0OpdffvnHP/7xc845pyzLNE2Lothnn31OPPHEZz3rWQcccEAl0ZGoyrKMokhr7b2vxs8sy6IoqsbA6jnVQ0vTBv6SFAVRTGisxop3WnRVPTzd5KYb+dTnVzz04EuvuTp/zzuzN70niaJYBuFHBiFQNASb/o5+aJpWt3pWuLUzNhFWszitdeVrsdb+aT/tueee+4lPfOI73/lO9bQgCB72sIcdfvjhJ5100t577z2yNqs7GzZs0FpPTk7Gw3WPRu81mhlaa6tjqEzcP+uH/RNU6TiK3AA69pnGoTQqZPfd6Ob8v6+ccNTDvvTZT1960OHHHHUsMw2t6DCopxh0nVlstAMordDDvNbxZ+fX3C1jHgkrKzSOY6XUHWsmlvKxj33sv//7v621D3zgA5/61KeecMIJ97vf/TZ7TjVdNMZUaQBANcyONGaMqbZUb1e9Y6XqLRmH73FEEcVkNtMqj01MlTyjALIFkmnixsJ+95t8zRue/p73nHPKKz7745+dNN0A0iXLLC65fGymOBUMAyE1WzVjE2FVQFid+lWogE0TuDfjlFNOWbNmzUEHHXTggQcWRVE9bTT0VdxRxluyZax4lIsCMSwDgwSj8EPSBO01ulfKKW9WP7tq5/PPv+HlL/zNuV85wAetqnebBucd2pROYqOoAvQjKQp1BfA2wTZzmXzc4x735Cc/+cADD2RJOHFrKIb8v6DwUOiq67akS1aqgdCDEx+mkVrf5j0fOHS/fe/1w+/9+kPvuVUV9OfB0l7wRpv1G28PgwJVLg6NtfC2KbYZEQLNZrOaOmZZVslvTMG9e5bKsxIuxt8NGIvMgbVFjLByGTvvxj/+w6FFvvbTH7/w978m0oij1dK5LWZnklxugw2wHtVBlZuvAV6zdbPNiFBEwjCsQotRFIVh6L3f1kdC0IpAYRYVqEFbdI7xgosjxKKgPc/jn8SrXn3C9bf88ZlP+4I4el2yPlEQlPQipSBXZFBAgfK1DrchtiURVnfG68y8p9EQVm3dRqu1oaqk86SXlV5jAnpzLJ9EG974jzs/5lEH3bL6D+981y/jhCSll3dCYo+CEBKIhmXEHjyqbpu/DbDNnM15nle5o3leRcn408H9bQYZ/h2uJyV4B444SabanbZSJAlGId63JjntP5+8//1bZ5z9bx/75DfRNOK03c8Mk4pJmERaSDxIFlclqqx1uPWzzYgwTdMqxWxpL7axpZvdY/hBitlQgR7vBkuXhoIOw9BTJIm1dqER5/1+Z6c9efaLDrr2+q++831/e9nPLpvvzE+kq5yfwjWxIXYUHdQoOywprtmqGa8I1fAYRvGuuzwe732v1xtVUWitl2bGbF9oMArm54skTjSun22II7K8M9EMA8MLXnz00096/Prbr/3bV7w4SRIIdLXu9mbxie3TT1pdtuxwwRxk9HeQyL7Jo5t+LR6sYAW/uFmW7nbpBatcvD5uvp97mLGexIMPpoe3P/UhtdaNRqNK+2RMsfU/A3pQ66BH1YzaEFaNiZdNRRoMcSNZBmkSz0BoFBF84F3veuiDH3Ll5b9+65vfqkG8YJjvFASsm2tXe+t28u2kQeJQAFVXA6EUyoGQqsYKg749mdCGDMqBCSDgkeo2eG3uyT1ukNQnIx2WkAtuqE8v9IVs8O5+ye3PoMOxJi4vsn0o6n+HXuxHOvhXK/SSbcMYBgHorN9XsHL5ive8673LZpZ94H0f/O5FF4WRml+Yn5qJNs5vXL5iotfvefHN1rT323EVxfBzbTLQ3aGgZJMru3hclVg7GgPV5q8dMZwp3Ml+7mHG9wst7YSLDPwHO7IYt4wqQyiKoqOPPvrlL3+5MeYZz3jGddddNzU1VZbl1NQU0Gg0NsvX23aRyllVLUwwOGUCRajQSkadEKq/sSIZXq2CwbmtUIO1D6iqTIbpDF5X7RKWlGwvvfYpQjXo1lU9uMR9fU8z3h+purZ4lAW/uDJmzV0TBMG6deuq+6eeeurRRx+9cePGV77ylaPuO9WjQRAURTHWI72n8Jve9GbdXKv+HUoY9noNqnSHwWN6ZOpbBm1KtMIbnMIPxKnskkoUP9xzBBF4tN8kFenPoMPxitAP/96xLLXmzsmybPny5QsLC4BS6mtf+5r3/pJLLnnf+95njOn3+8uXLwecc1EUbRfe46oyyw3rs/RoiriY5VchA7tdCKoF0gd2lipRObiq3Yca1HZVXpwclQ93FA73ZQF8iIQgUKJyVI7qo/I/xyk6LhH6RQVW6R1qFFze1s+bPy9JknjvqzhN1Sv5sssua7fb73znO7/97W+Pmn1UjqvtwBwdsumJsVi35VEWZQfTGdls4mYhH3Z/1cP6L73p3ix4JFj0DqqBC4hB78pyOD90d/Cg3jOM5Uca2dlLv4s/58x3+6ISYZVAOzExcdBBB73xjW/sdDpvfvObb7jhhizLqiqtUThnO2ATM3BpN7uBSEpYTEvww+cITkaRhqpIRcLFKmcxiFncZ+Woh4EvdXFnfugb4890im5VV8raLXP3lGVZqStJEudclmVJkrzpTW964AMf+POf//ztb397kiTV04IgqNwz2zJ6ieflTj29S3ww+DucQUumkV4P5j0SDETlAyRYjOIsHV0ZDQqVFmMZ3P4s7c/HIsLBm+ZZWZbO6FArZUzlfy+2suvCVkcYhpXMgCAIqvuTk5PnnXfesmXLTj/99DPPPBOo2vBUTxsNif1+v9frjeOo//cotFr0tWiGztKiRKSKE4ZC7NEL3TnBlh7AK7pZab2FwJOIxM6Co8gHLSq9N3jac3gbDDqaK3wpviwBm2VVYWe7Mw/GeebncYSeWLYXEVbvq+M4DcNY68A56XUL0I3G5l0Ja7aQVatWnXrqqdPT0y95yUuuuOIKrXVllxZFUXUuB9I0rVpL9vv9cR/vFrNoKC7tnowJmZvHOW69FefxhJjEAUhZAqRJqJTJCsn7kS3B4zzG0OvbwjkIvKWVDkzaLMNZdKR0GANBmhR90Ey0JoVYLHGI8/TyP8tH/AuI8M59LSKIKAbNswMkqKeE/xeSJHnJS17yuMc9bn5+/jnPeU7VyrXf71ddrbTWZVmOxsZxdbX6XzJykwzPEA/W0mziLCuWkWV0ukRJKwetFX5ghDvRUTQRhbiCMkMconFKYxKruOFGXMkNN+CEOMFVmW+27Hd6viyjlKxP4fPSBRvXoTztBcKwCvPfw4xpJKxSgxy2xFnSpNVsTgJu+3EljIE4jk877bSdd975xhtvfPnLXw4450YlYFrrqgzFez/K/tvaGXnrZHGDrzLdPQ950Jv32PXte+7xgac/5asmqDwwARDHCnDezc91220u/Ob8Xz3knx94v3875ZTL5zvoWHv0r3/Tf8JxH99//9Pf8bZz+r1qoPBAEMRx2tRR2O2RNDA6xPCoo/5jn70+dfCD/qnT3YbT1u4kBqgUQYBWOKu8085q8Rhdu0j/92RZNj09/f3vf39+fv4LX/jCRRdd1Gq18jyvWoxXLlOl1LZki8JiKdaiDr0Hpbnt1ki5Aykf8usr4y+dQS9HoJMVhe1qSqPV7LLZVkqrMXXT9brbnulnE2kLFA68SW+8OdywbvYnP745zxEIYi1V0qA2QHOSXl7O9eZ7XVbf3uwu7Lr6tiSO/yyn559bhHcWVBEA50DQmqJweWk77Szbps6NrY3KTeq932uvvT784Q8vLCw861nP+uMf/5gkSdVivFqro1qQfNwHu8Wo4bJzQ6p7At0urda9V8+Hc/M7rV+z6pV/e3a/j0CaRFGge/mcx2YZ/Yx+l4nG/mW+vN9LHPQFB04oi2XW7rT7bge3Wov5IqX1c/NtQBQmUhONKa9oNffy5S5xfC9x2/BIeCdUdruzxFFzdnrV7OyKehj8v5Akybp166p1BF75ylc+/vGPX7169atf/er5+XkgiqJRFts2NSH0YIetBkabvEASM7dR7zr9UNhZc++ss+Ltb7+h8BQWhYuiUKOSGKMo+vQ7SWBWiUwJBAoHOiRtrjLB8qwflSXdPoUvvRAEemJiApibn3MUAl7o94JMEu+nrf2zpJL82UUog8ouXfVoH+XjVmeCCNNT99pv3yfvv9+TTERW/rkPZ3tmlEajtT7ttNNWrFjxla985cwzz1yzZg1QJdNwj1eBbV5oN6r3Kzep7tusKm8Lb0tSP0cVJRqNkJeEUWP9XPteu0/ude/Wyp13+swnvvPD72I9ltS7sMhLDbGh1aSwoXVxWRoENfTriIoy6+cWuoFhIiHRobXeAybs9uzM5HRqGg7TiOlndiKeFlcGelRRdTffyf+o/PDPK0IZ5cNWST+Cx1YLCKEsniBgfiH9zW/2+8N19y09YbLZekM1d8KGDRuqO9XyqdUda+3ExIS1tnKE7rbbbp///OeVUi972ctuvvlmYDQSVi+RewQPQpkPEzwFcN5nkEEPetBHCsQibugZELzb4psSiUUF6NJLjkcJVf1EHGH9vKVvUt75QdbN/Xi36Ue+6sXfyTwLEgrNNGwoShwTk/QpsrJIWk0lg5hjGtHNu8roiWWNfo/AYXISrREcJGlESTFHQ5ras5DP5eW6ZRMuEhgVIsqfunp4+R+UH/4lRsJB4oFnePCVJ8ohtnrYlve25d4OhNo9ejd475ctW9bv9zdu3Fg1L2+320VRVA7PKkWmakt38MEHv+lNbwJe8IIXXHvttVVYf+PGjRMTE51O5546nqqNf9VB1YsHVTo76tw4KHBQgvYYi/Foh5Ytv3lVncqlNqAQS963/R4CShdJbLxaOPjhPP9Fj73p5t9kczP/9uG1SiGClODFlWzYyGSz4UxeNYOsjqwq5nXaeUibiAUvStPOnK9yvRVxAtBus2x2Rc/nGzdu7HUXBeMXk+ZGJqr/3/UTqdNTtjGqgS5JkpmZGaAsy4mJiSRJKnfLKE/Nez87O3vKKac88pGPvOKKK97znvdUQcJWq1UtyKHuCdDeK6uiwmkvxovWjkCH05ZmSbMktcSW0OIsuaVv6XllvfJbeLO40vvSW+uVtcoWCMRpkDZBEcWmm89n/XYU8YIXrtpl1Uw/a//Hh77/y5+gDT5wSBTFFB5M5nVfTHewoJWgXFXBZNfNtUuFVZAoq6wL5h1dT5+gdCqzyrqAKG2FwWyrtUfSrKzhvKpFVPQUfYVXVEO0V/ShN6jLJtf01RaMK7UItz2yLKvmdc65ak24+fn5SmOjAGC1feXKlR/5yEdmZ2c/+clPnnHGGWvXrq0GyapH1j2AWKEsyR0+c6pf4IR+n6LAO+WdcS60EjlpWFqWCUerlKSUyPpoS/46CV2pNYEmVT4KFNqDZ2EeW5ImDaFIk7DMuc99eMObj8iL2+fWND/y/puLDK1NWeKgMUk7n0fn6D7Vio0DM9ELwURrv6yL8kiOLQPjl1manSx1RVhkifWBCVk35wornUJnZTU1zYdTVLtYXQVVfUalaECRK/ItMUi3kaBtzZC1a9euWLGiuu+9r5YZn5qaqkQ4akkehmFRFFEU7bPPPu9617te+tKXvulNbzr88MOzLANG2af/RwTtcIpACLwlDPAFAUhOPvRoeoUeDBZQCaCqFlJ3/xdFYLAFgKm6UwgoJht0OngXJUxPNGOlMYYnn8DnPrPsmt/t8v0Lb/3i55e/4KTEeko7qPIVsYOVAvCIrqKPXhpXX6n+9kUsS8s4yte3fdKaVCH9BVoea9vRyk4RrCg6MTrA6CCCgeltl5RWjEay0ZbKiN7SurxahNsYlQJvuumm3Xff/Qc/+MGee+65xx57jFa5qYa4Ksm7cp00m80XvOAFF1100Zlnnrn77rsDK1eurPyl9wDV8qQKXIhbFjf2W7niwKzTssVkoGe8xKBFeVSBKkU5lNfuf1CIoCmTtOh1NoYqSsJGZz6bWqae99Ij/vY1hwchnXY/Dhrr165tJlPaML2Mt/zDsc985iWun/zr+7933KMet2I3ioJOHxOlNh/0slB4JYuy0Sb6xjd/LdmvWnGwMU8Cs6LrVFM1J0Wh12fRtRszPbnyxF6W98sFqaJoKgSN6OGd4c4EVFyJHAWEw3Lhu6EW4TZGt9ttNpu777779ddf/9znPjdN0y9/+csHHXRQtSZxlZtWtbqoVhSvgviVdRoEQRRFa9asieN41EP5/8TwBFNhKdIPTD8K+sSp1T7rt71YMAIoJ8pSidD7LfeAa1y3k7vSaBX1MtWzaopGszWbJJQWb8Va2+t0VdUTJuIxT+CxT9rrO9+85be/Sz9+Gm98F1GLEvIyUMRIoAWjxIMWkAiVt9s/O+yo3fxCFujc6WVObexmajLxLPSDuO8avl3O/upXt4kLMRtVNT5LcyAuiTc/YqkibyAa1dzsW7orahFuY1Thvo0bN5588sm33XbbYYcddtBBB1WrMrJkJXCG9fVJknz0ox89//zzV6xYcemll+63334LCwuTk5P30OGUQlsQRavdNVqCJMKWOIfRg+JaUXhFlRGmhoVAqhot7u4vCusINVpQHuMRg4sH/dLSRmg7rFqxXCtsWSRh5Dzvet9uP/rRlVP+wf/yoUuPfeojDngoQYzLTWBi5WPlUcYMxkQxaHfgw/f+ylfvPxkcnBeEKYXCQeBJS0RwCX3H7PR/a7UsDEzl5V0c3oY29ibj3SjZ1W9p59faMbP1Mjc3B+R5XkUUqr9V5ueHPvShCy+88IADDviv//qvkQKjKKpKfqv5oVJKa33FFVe84x3vAE477bT99tuv0+lMTk7ec8W+RjGhmVSEk42g1cAYwoS4QZAQJJgGpkGYEqQEKWa4PUi36K9JiSZRLWhCE1JIIIYYHZIVGwMt3jklpGFksEqz2168+nVHL/RvzQne994rfMmGDQSNGSRFYuUr10xFgBgjxBrtmWiiDUFIEGJiTEyYEoRoSCMXSKjzRmhxVbTVkWeCKoWu0PfkQl64BaGLKothJ5qiv0Uht1qEWymV06Xdbsdx3Gq1vPetVquyRb/3ve+95z3vWbZs2Tve8Y7ly5cbYxYWFiqJOueCIBitQLywsPDa17729ttvf93rXnfssceWZVmtFn6PpY+KxoXYEDuoW1cKowkMJsAEGEOg0ZpA+QAf4I0m0IPtd/vXaKvoQlfpUgfDBmjkMKjvrb4qDRqrcAYr8KTjk4c8dOXycOLiH/z+a18lCjGmgQTah9oPwpYMZKKVeDMcn82gfNgarDKCxuCNIpAy8NYISgjCQdpOGKpeMVfStdiFfttVhdRkhe+E4aAZQNTYIkuzFuFWStWjqdlsbvbfm2+++cUvfnFZls961rNOPPHEiYkJEZmcnKzUlSRJ5XSpMrbf//73X3TRRQ94wAPe8IY3TE9PV2X1vV7vHitlkmGuzCg9ZKBuqygNuSE3lCGlwZtB/N7+T25O4TS5pq3oDHyblFT1qISi9JJDQVNGdO61F2/+p109f8w6E+99+61lTt6zVH1KZfE4RQHWCEYGkQ/lqm5QgSGgVFiUaOMxlIa+UR2l8Yr2wloUOiCONJRC0EyX5147dElPdKEMKGzZQXVRdZxwW6bX61XaW1hYqAxI59wb3/jGa6+99ogjjvjXf/3XyjRd6mIpimLlypULCwta67POOusd73jHbrvt9v73v392dtZ7PzU1Za29J3NHl06NRosrDvoI5lAqvMIrlEFrtGHQcZct+6swhoamqQiW5KMYqPSfDhrGDDvWKnxAjueIR/GYJ+ybhMk1v731G+dDobWg8Fpg0A4R8KIdureYoDrqL7zU4Tn4hIPSfq1pTqbO4zx9G3SypHCpB6NDR2r9NExUaWs6ZJTL96epRbiVUhRFo9GojMwkSSoL87TTTjv77LOBs88+e35+Pk3TPM9H7WT6/X7VTmZycvK3v/3tu9/9buAVr3hFZYhWEUKlVJqm91gjNuUJLFFJmBP00V1UVjX5rB5ebDQoWo0aVfgAv6V/tQuMizWTmpYmVASQIuDw0hx4I2HYUi0orUu17/Z534f2b0z0pyamzvjsdSZeqUTpQevRAaK96FyCuUGzqLAjwUI1xxNlF30qgkjipYmdxmFLtA61Yf3GMtJTzXBWC0UfX1L0CWVC+Ubp6Pb6WoeDxL27o/aObqVUY2AURVWMAfjRj3707ne/O8/z888/3xhTdbzXWodhWM3xsiybmZmpnv/yl7/86quvfsELXnDyyScDQRBorZ1z1W6ttfeQRepR5VByDAfEKmgZDJ2Dd3gjNfQn3u3fQX5ZtaeSYbMzGeg5rOKQVWi86gSlbRQEvtnUrSYveflj3/Xe7yMrkRmQkWWolnRQ9MrK4L+2KhcWxKPRQXUYTuOVF4VXXqAsUWGgjV+2LPQ5P7+c7/zg+tXr1rbn5pcvX/7oIx90xNHEKa3JGLQrjQnv/nuuRbiVEgRBv99P07TdbidJctNNN731rW9dvXr1y172ssc85jHGmCzLtNZRFOV5XhUxVdmkInLqqadefPHFBxxwwGtf+9pqY+UpbbfbaZqGYXhPlRQK2hNKteL3plbVpiZW1da5Wk5ieMqpLfs7cPTPQQdCSCGtTD3wfhB+ZNjFkDSe7s13G62gl/GyV/GN709d9atl3Y0+1FVJ/RLjWXkIxbec4AQjk155j3ajw9c4hWjEdF2woNgghigk75u4VXZ6+j/f6z7xse+uXvhtc9JolPibv3lm+6nPPPiUN7WmlznttBkq+U/zZzdHB7msg8HdD+cOGqVRukot0JQKh8LvuObxkl6XAlCUvTQNs6yYaE0gfPCDH/zORd/ZZ997nfq2fzBGgQ8CbYwCG0VBWeYiA/fIb35z1Qc+8AHn3Ic+9KEDDjhgFOdQSk1OTlYTwlGGzf8ZPVwcYvMf7g75WtVESQaPbKECGYXaKs+P1VgDRiof7C1B+HsT3KRBEw+GR08QNcuSOCVKOPVtD+p3fpwm14fmBm3WjtaTUJpQ3xjqPwZq3lSlPaLxwWhJrFFCgVIEwXVReLUOblUarQhDNOb7F17976ed3mxOfuGLr/zt719+9bUve9vbn792jf38f33/17/OhXBuYeuoJ1RoXV0jqwbkqjTYcJBGEXqtvQJNIHkghagtTrbbnvCIw5YZ+FGfdVfaLJ+D3JaqzLnoOz/+8If/ddXOUx/75L+uXDHjfAZlrz8vFFCWtheGKGWty+fm1z/lqSdkWe8tb3nLscceC1TJpdVQyZIM73uE6npqlrTmXXpbHHLQCqMI7zhgbtF7AEzAMphSNA1h6Ik199579cTkhdPTV4Qe29dK6PZAMAHeFGjbSDjwAN76lgNWLvveqlW/ak3cWHhEo0OKvLPb8l8tb12y+4pbNqwlMFAN6DJYU0YpnEN7dMEuy6+eSn+wYup2I6gAVFd5PTu969GP3u+zZ/zV4Y8hmEJPcOJzefaLjm538vPO/V1ngeYUVm9ZdtA9U9x599WfIuJE2iI9cSJOxEvhpRS57EeyPDj3yIde0y6kK2L/Qge0teBKEScipSt93pGyKzLY0plbuE283HZzd2ZqtzSZeO8H3upkTqRXlN3S9kSKomx3extEsupWlN2TX/qCZivef/97i0iWZXmej/nj/R/xMjhbREQKkUykEC9iRXLJ5kR60t8okouUgyf7UqwTK0UmazM/Z0VsLvNrxXbFZmKdrF4/l1mxTm65QXxP1t0iUkrelc68iJM8c91uvyiseMkzEStFT+bXivSls1Ykk6LTE5+JlaIjc2skz6Uv0hG3XuYXRM49Q+BjJzzxO/1M5nqDg7pb/gJzQn+XF7+Ruby0teuOhS9dOw6a+ABBGYJoMHZYG09NpPPz86885aUb59c++pijX/uaNymAMAy0cw6Md76RtsBXPtLzvnr+x/7z9Dgx5513Htg4vqdszvGxOIzYxbohFaLo56QpCEmDXkajRafbAW10I0kAHxGNVkGemCDrkzTIc6YnWqEBYeedsSWzK0CRFb7Z1ChMIFEcAQsLC+JNNNm0jskpEJoTFDlRmOJAdcKmmmzG3aIA76RA2aI3qRU7pTOB7mtNEqLob8liyeM+9UeFWLLtnzH/G1wcK8jEozVhDNqifFm6wATdjv3sZz999jln7LHHik9/5hOaOMulWjnIaDO3sRuFMYItdRyl1/z2+qc//W+CIPjExz+15157gJQ2YzQH26ZRDBMC3LD1E2mD0lKUeKHRBEWrFbdaYdLAevp534ofvNJTOJImGAQJQwMUpaBxQqcHiskpbUKGU1afF/3JydbUdLN6I1F0++SWKAEFWeUA7s4t3JAVqyNsoqImy2LNV780n0ZTRx3xIFsQaBaXJ/2TjK/57yb31SYlITsQHkqhtF7QoHyWd/vZgjHS7zG3sfeqV70axSdO/9Cuuy7rdYo0TBC6XYswPdVUsH5dFhg2rM//5m+eMzO9/ClPedpznvOcKIw63YUwMGwH7UIWvTKj9ByHotcnjIkSSoeHjXPrIXfSA2sCl8ZpoGIIvFgTEiVYoZdJklb+Vh9FCo0OaU1W81df2n4/axujQIoiL8oM7Jq1azwU1jcniVOyPih8CbaFLEv0HrOtvTRBVlokuPVavnrOL1O9/LGP2zVtgEVLsiUSG99IuIkONTLuMXlseI8NQgDrcpRPk1TroN8vDjnkEIHXvf7kYx91lMemSVR9aUkSFMO2dFUI8a1vPfXKX/2m2Zz45CdOB22djaII/Hx7fnsYCRcZrr6EV9qjKCxBiDbMzEyC72ftrKz8VZXP1njvs6KX234QEUQl4Lx0e13wKBtGFlV2e3OlzUR8OIjpqYnWZJXPsHLlcq29Cax1BdoHqUOhW1V4I0jT0Hvm25IG0zf/nle9/AfQfvmrDt5jb1D/gwVa/8KnvrqTdxx0tttBu6zlUoBGifVijI6jRAjnF/qvf8MbVq+99eAH73/qqf8ARhPlOXkOGhN4pcvK399s8pWvXPif//kfu+2y2+mf+kwQhEBgIudEUFMTM+OfcdwzBEtyxzSQphpFWXoTAPT6HY9tpY00DA2Uhcv7iAtCE6WxSSLv/DySKQiUaTUmEGl31mb5RijixISBicLImKAs3caN8yKqkbbyvBQRLzYIBJ1DHkSF8wuEXUy7298gChEmGhMb13Da+/IfXPyHF/zd/V70BiSipBdEvii3yBLZCoL1O6j6AASMSsB4dL8oGqnRmNtunfvhpT/91OmfWLY8+dTpH23EcbtbTDSn0xQUQqFwYajBQnDrLWtecvLztPEveMHzHnXModVOS+uSJN2OvlcNHqJhUwkN5LmLY9NoaucwgVdKaQx4R2kIozAhoErOU6Z0kgU6CKIgy4oojLRGRE22JqDwuKqkpJ9ladLUoZ6cjKpoahQlSolCF2U/CnVe9uIwNAlgBRWmjVLRmcdoTnrO17934U0vefFf//1bpyVmPluYSEKPs6qIuHun4zhFmGWSpqrVQsSVZaHUDjgr1J5QM6gG7Oc2jYOFBf28578C7P/7/Cce+ID9LXaisXOZE4bkeSdOAJuVRRI2u72Fv37WCWvX3fqEJzzpbW9/42in21SP7bujOidUsJi6jQaqwKdSGAPoNGlWzW1NddILCMEgKmkCVcmYJI6qh/Sg/EJrjDYRqDSZqN7O6MGJOGo5HIUJ+DhMACHwGCvKilGK3/6eFz/njJtu3PB3bzr6H942rUMcpMmkx0MZhcGW9Lf4y4twaCkr4lj1+6xegzbSaEbsiIOi0TQyZ40i1JgguP4P/iUvenWv1/67V73kQQ8+QJNo4kEajSJOwn4xp7VPwuZ8e+4//uM/f3XVf88sa33kX9+3yXc3uphtN19oNWdRS/+7GWZor9rFMgu1JAzGpq9V1Uv8oA9UNVjJZk+oXr5YBFyl6XUykgTj+fQn//jud547v3rfT37ymY8+EadQBbklitFGl3joNZjaGkbC4RGIXiwRUfT7NmoEaYOJCSYmU22knxGHbnFJ8R0C7dChCTyUFmP53Ok/uuSHPzvwQff9+ze8aNXstMi0wgDO56EKQafRZOny0vkbbrjxTW96J3Dhheftvde9oFxacTNgi/oMbTvclaU0kMrwNlrrcvDxR99JsFjxKNXoyiDnbvPapaVB7NHOPWjnSEPmN/Lm11903pl92z9q+czs6Z/kvK/7m2+5XpXx7PLA699+4awjgyg2dMDdrcrGNhLGcVB93k7Xr95w6y69lXGyu1lszbGj4EpMgFYUBRddwKc+dsExRx33xlNP2GWnWfBZz6QxGExYgC4LF0apIZ1fmD/x+GfFkXnJS154zNHHOCmNqi7nlSG1HcV71J+syNtsbFR3deYsuTYN6zMWjdul+7/Ta9ZIzEJ7nokpWg1ElEElE64x88df/fay9k/KZjoZmmjdOsmLq709Moiq4sm7P5nHNifUhm6exXHSammDpI1AGxwF3DMtMbcNhKpne94na/OWN35ByuknPemwIw5/ONwCQWgGU6EwVGAVkcvJ+pz8wjf+8dq5Ax/0sA9+4D8EqwcV46Pr1/Z0FfOL0trczB4FAfQSaenFJyyWLA3d7yMDVd11ntadGvaDWSLLZlhokyR84INH//tpWAUxvR6NgCrnqdsmDR4bR9WuJ9QWWHZ/kV9L7nAxUwAmUECc4Ck2blxbWtz/qpX/totX6ICFeWLFyc+78Lprbz/y6CNf/NLD+pmF1BNXHU3KHEjAKe2M4rvfvuGsc7+XRjt/7SvfC7Tu9+zwlx5J0W4vVmgVnS8HWQejlPBB+103vN3hnNmkXolNhKXuYrhbfP6S2x0EmfV6zaSMA1oTqIgwJmDtRGPOCqJweq45va7VwuaUHZSPtiQAPo6RcHgZC43p5Xm7rffYbdflK5blORPRVhAy+cuS27I1GX7oVH7+w2ynnVZ85N8fpjUBgZdlWpUYWxaBcmADgkxpbv5j9Peves+D9jvq7171whWzMUIYNPKiE0ej2ju7HY2EfpgyurTXtV9yuVkyeVEj50qVYro0z2b0WovabMZYvZbBo5sk+unBbpcMIWnTQxdSg3G28HitQ0NzkPRLaXA+K+Iooqp23oLaeiWy2VGOPvxidoJAVTFZ9fFAobGAGuV/KwtVT+LFDyFDR4GCKi1vcaYLhetGgbaEygaXfJPmJPc/HM/GJokidR4BrwfdEZSMrIgSrKAVYbXg4V1e2MaEDH/CJQdVpbcscQCowdMc2sJVv+Qpj/raLRvWXfLd5x/4UEpHawIloNGq63xgfCxC6YgCjjv6X/5wzZonPvmoD3z48QS0e0xMIarql+mHkx/Dls1Gtnosi5/L3JkI2fzzCig/+Dv4upeIShRqmJ61uQg3E+2SPS+149wcgc86RdKaqjaU3mvddAVZnk1O9AqbRXonimFrxfDuz89gtI6aokofA+2XNCzwjtxS5v1Gw0QOJACFlYVExYEP8j5xw0veUXETERHTL3AKb9ABBmKsBuuD0qMNzhIGaEUUoOj7PIuDmUccgQ7o9l0zNcI8pJ0MB6aBLWgomwYap1EQVG0etWZa2RjZog/5F0PwfvhDalAYcFCtQ9bqd3Sahu02rWk8viRXNDfcxiknf++2Dbf+w+te8OBDmGuzcvmSM8HEhe2GUewdvTZv++ff/vqXnVWrdn7Tmx5fXe8mpmh3N0y00mGi1lJTokrX2KbVuOiWHP53hNl08Fjid9n88y6ZlY0eXVo3vPhed3j+0idXBC2QpLW4KdRawIREUQImCpqIJl4y+bw7guqk0XjBDCMIHnx7oR0njTDSoANQaeT7XHA+QYrT6x/7uFlP7oRQg2gVpRRSlGXUNFGM9Vz+C+a6uHLD4Q+bmJ4UZTCKW2/hV1eSRgSGw49srl/XXrlip958pzHZQjGhjMcUWSeOufwnZIJOOOxQQgKft7WaGB3c4DDvONXcWlAQDo+0HJxDToIgsI7WFB4Ka7Rp+oJ/etPtv7ly7SF/tdeb3houdFmxArxUi9+VfXzoorjpwHp+8F3OOfPqKJ756H+8evkKSot1BCqfaMXgQA9c8KNDgK32C9pi7tTPpO9w5w7ciRQ3e/RO5bElV6s7mTGpxb2Ff3L/d4GVwkrhJfPihgWUTqQYllKWVjIr7Z6TW26UB933v2aSr+2565fXtyUX8V7EStEuJRcpxPdExPVLuX2NHPuYr062vjyRnnbzjeK97ZeyYV7e+k83z058dib6zgSf/8+PbMh7InlVxpt53/EiWZaJrPNOjjz8W83JLybL3vaTX0vuRWReSieliGRWOqX0rJRSiOSjis+tAi9ixdnqm/Ei0hOZF2mLFOKkzL1Ix8rGUop185L35NP/KbPJ2asmP/+zyyW3Yr20FzKxkrcl75TixTrJnGQit62T3Vd+bsp89r3/cLu0pbdeXCbipZ9vENnoZU4kGxzBsGZaRETKMX4bNVvIXUvfKyDLitI5MFoxPcU1V6/uZbvefstUElA4CocXCZOguoLkNhdy0UxM0WtP+t59GuYhZQclJghIU2yxc6d9L1880PLgd/zTJWtvIS8GNV9KiRLiKBZncBS9GZ/vLHbnXVaiFd7l6BLlkRiaVC0IzBbNev+SVO0eqoUT8EAIMb6FD1EEkRV6lv5ct9tqcN1v+Zd3fCuOgre+9W/ufyAe2t1+ksQoogZRI0D5qjFINs+Ln/uVwCSHHXG/v3v1KjGUVVtLVSaRquowBkew+ci3wzm6tkXudvwNQpNAoCAwNNOZlc1dp1vLRREaTFBmdgNBF5NjfDKhoZ/lucD8Qrfvbb/HxnWIpdPBCc7pyOxOMJmYvebmH/i+96AMq9dn1cSu0+0ASjdwiFvezyfy7uTCAl7QJgGWeHsrS71ElUMf9NbCqMs6gAtwcTVzye16YW4+6xmmw3C61+Ht/7jmulvmn/ikA1/4Eqq0tVCbILS9bA26i7Ldfk/wWZ8vfoJLv2GU6X38cw8Om8z3mFwG2s53bhWK4QT+TstTarYB7kqECqUQkjiqfESdNgjtfnZz9+a5zoa8qH5iHyUaXJ7NO9utctLDOPCK5uTE7NSqVnNq+TKU0GqhNKLIfH/e/iFqRZaVnzn9ivMvYGZZ4gg9NJohyuMjPBONnZe1dl82vau4YYfJYZvXoc/CDxvpbWUsnakuaVylAu+xjWTCk8aKD/7LLV88/8tHHfLQV712Tx2iFEXumg3dyzY2GokTK5CkrW5XX3sN//D6C0qJP/vFk9JJSmF6Gaiyn2+carW6WRe0Ia5crjXbInc5EtpSut0CKK2AjiIQkijZZXL59GxqIvq+LPDVSohx2hBlIPBoo42HTq+z0N24pr1+41p8Tq8nYggbJDMLyUznGS+i2dRt4YPvvzjrYi2dXlupUigA65ibW+j3uxvn1hcFRQaSDAISA0qpQjASbl3VwEsTDkceJAUKo1pCCsH6dfzgfD75r7/YZ9edTn7NXvvujzEUpUuTAubDyAupVlMe7R2uzV+f+F8zq9TfvurRBz4Y66smNGW7uz4INagkbnb6+R38osP3rdkWuMszOAhVHEdAnlkgGnh9zPqFte3unAqIdGgIINw414ckCBqeqEALKEUYmTiOExpTU+iQOFEoenau3bk+8zce9HCOPT5pNYurfrnw3nduUNBorMylBEGhNc7nrYnUhGpmhsUemUuct0tiYlsTahhcHmVsaFCIwhN4pvv5ZBpwyisuKfrx819yzGOfiFdYR5rY0i9AEehwYcF6j7VaLKe+ed3a2/Que5V//4/Kw+QEzuPFTzSnQp1khQ9U05UBhHfhK976LIWaO3DXJe1CECBCqxXCoPG4VmESTZgw7ed46LuyEDM9vZNIUOaIqICmhcJSWGudoAeNGLR2HoKor9O+Djul4h//hXT2t66c/cj7Lrn+d/RzHaip3ImAFcJEOt31QeT6RRUhGUx8RAE6d6VjGNXc6hCUE5vjbdUJvrB4UIS2JHG88G8uv/XWdY967AEve/UEMWFEGAF5qPVCL4O4OZkudFCWL3yaz336kqnJ2f/49JMay1ABoggCtIohhjSJpiGdmly5+VcxCE/ZTQzimq2VaiTZrOuEv6tJvSjdL3xgJqIQAS2NwAfrV0OOsuRdbBEZj1GkyU7dLC994Q3o0YmglWjlYqWY3YmXn3KUd+XOyw5642suC+H29WjT8MqbgCBUeZllvZ61oBCx1XFVsfDItAwxQtkv7/Q4x4ZoxOCdkzZRhuovtOdMhAjrNlgjvO+dXHH5xlW78L7TdvUahVXag83zcuN8NtFYsW6u66GRcPmlfPA9F6ZJeOo/P3ZyBo2NQrSq1nkeduWRYCC/O1Gg35oDqTVLuVOLTu5ah7pAls/uc+O1kBPkSJdY8BmqxPUo5vF9Vt9IK7lfaJZHDeWCqqemAbRraTttil3CEq05+RW7HXjwsrn5Dd/+1sYvfJqZKe3A+wJNFAXGRKjQVEEI1SeyBDiLG7plUIRbtgjjXxSv0VGQ5IW/TXATk9MCecnMZPCr/+bf3nfRhnX23z95QmOWVpNSulmxAeU2rlMzk7uXEs5MrxRYczufPI1f3bD6SU/f96knMTODItB0NJ3FcoGlt4rF/GaGA2A9L9wGCJbk4y3FozzK3FGJMc21a7JHHfmdQN8e2eUL6zr32nVZUWTio1K8ThAzGcX7/v56a92KiNIHuGo3DuWa2jaNagYWVZDGvOp19z/5uedFbq93nXrlsU954PRyjEoUWGujKNJROpgQVueSRQUojfWIl8jcaeH0uBnUgLp2d2HZxJ4ebl3dXrV8oujw6ldc0Lf2Na9+0iFHEqV23fzqVVNTOvS+LHfaaZkI/Yy0gZT8x2m3feGrVz7mr55wyuunVUwIzvci7ftFEYatO3/fTbI0Rgrc+qbNNXfgDmlBA0tm+HfpGa4AMrJeX+W9GSn3MrKfyL3a863b19h16+jONzeubl5/o7/xemVtS9H0eK/xiAc82mF8GHofeFIoezzxKTzzefsssGFuY3rqP27wJRqKkk4vc84q5XOL8yjSsiuuHCzjGGiiQA2ssq0KBYZetwvNZRN7OcJ2j0azJZ7XvOzmP1zd/6vD0te+lTAEghVT04Xra9Xo9i2a+a5Fx2K58Ot87lOXzTTUa948vfd9mO/forkt0G1Nq2GWD95lszddLMOxS1JGg1qB2wR3Zc6N0smH9s3wEpuapG/bJ7/46F63HZat6ZbKs/kVyyd63VIFkVPKgXX8vy+2V68pHM6pYVWWoAQjVutOAEZopaB45avv943zLlm/vv//PnfZiU95/DFHVOuVG6c64noi1WUhCGMAp/D09aD3Vlj2CRt//i/pf4QijJP5dt6aWJZlxDEJ6uOn3XDmGd+amZ497eOPtorYVOLQqYmBiclWURQTrcg5br2BN7/+W7dsWPuh95542LFgmEqTgoWUSeW1Gr7FZu+4pDs1ixdWubMn12x9jES41G5Zapr64c9YJak45/O0lb/lnQTJROgw0O9MTbRwPlaGzCEB7Xm+e/lt6xciZRAZzi81SqF0z5i2CQYJZxs3lnvvG/7t6x7xhtefEfOAD723/6B7pzPLaDab2qwp6YYRypNn9OeYnoUwd6wvKRKWwXSgtzaD1KN8EAZxuawssEKouP5qPvz+r0+vDN729qes2pW0BYp+VqZJ1UGsL6gwanQ6RJ5/eP3NV//h1qcef+SzXw4JuXOpmQykqVSUdyVuVB+1RI36jvmhAkctLoOq4fsdkrlrtlL0UHxOUQ5/rRhiwYAXVUIpQ5+cxxhjlO45jVKUYBUT06hACPrKlCbKtaYxSad/bek64jAeI4OSQg+CEZ2LQRuyXr58OjSaZ5+k9r9PNDM1/Z2Lfn75layeQwVNwFurFdaxeg2fPv2/f/pjXBaHfreAvT3T1iMGUQj+jk6KxRrz6s4mD//PvfZ32DtYKIe30W4d5KXN45gyp5Uyv8Cp/3jewsYNj33Cfk96Oo0m1tJp543EGLwVaxFPVNgwDvnsJ/nyOZfttnLmI/++f9oid7cmRs3PlSEJXgfGDysqWVyVYdGFNppZbDa5qNna0WoQWC6gi+qi/GDFcGUc9GVjSddBYSk9zoWlVaE2CgxEmgSMJRSV6CKgbyQOPKpkujHbiqYjCVuKxKM9ZUkpEK8qg+ZCjmjEzykh8EynfORDT9m48edps3z5G7+opljb8XnfT7V28TmF4zvfX/2+D33vuGM/d/A+P3ndi7j0fObW0Ld0PYWixJX43C2ekmXpijLzPoMSKRE/OGNLxFsvVsR5T1FKUcodfY2bK254BaruCJXsM6ENbegPRI6DAsoosM4DpSJfNs3rXv+kF578iHe97ygTozVJxMxErCSHTqDE0bSkwJU/521v/laD1r+fdvzUDCFrJ00/QC+faCgHgmlY9ALAIHV91F/MQDhIFiccPKSWzBVrtm5G5qgb1qT5KvTkPBK4UFEtYxoYRGPCICx1EJQmQNEJdcsIZCCoUDQSKQqPUeT5QqedwsasA44wpAgoS9pdlbbitIFXTEykeIsEcciDH8xJLzjiPz7+9fUbJt75LjSTy2b32LDu9wpUwAEPWvW0Zz35vy9buOaq9uc+feH/+9LanXaPjz3uEU940qqHPRRUGMUoEE87w2jfSIwmrFYy99bhnQ6DKjFBaa3QIkproqrNq1AUEkWbtiEZ4MGhTNU0AAYzW9HVqR8MEndkMdyaFzaO0iAgicM83xBH4f0P1HvsfdT0DGA1AYJz3osPQwMxRL0+vbW85pQLOvnc61/3N48+Dh1X7xaape0bFg3OO3W33GFjLb9thECWul1gVErsHQYtaDd6UGHLnkjHuQXn0GYeQlSsNYD3kddlaYVAaSFp5o2WxNJqNgdpOVoTRxiMco3QUOREiUE0HgyNCZ7/4ulv/2DFzTfvdM5nitRErq/QttEkiLnfg3jvv+5b9rjm13zjm6u/dv55V/7qqo9+5IYvnL73VLLTMcc8/AkncL8HMbuKpIFS2uEFleUWCZpJAyhtPzBeqQAfl4VYl2vj4zisBBaF6g4BN4/Kh9amQjeReNSbRDnQKSodbam+TJSOTCxWK6ma+U4IeZSkyxKKvGNMqFSgINAa1awG1axHavjQh/nxz/54+CF7nPIWMk9QEkcrUEAfo/HVOrvpsGlJzXbFUsfMJnkzYVjNnLTDelctcI2iNFqF2phKeOQQKwWC1pHC910WBqkTep0NWXdWBUWVPpVLqXWIRivnS/pdAsOgElyDwnvu8wBOfumjX/+qS127v1GcpzM9uaI9z/KdUKrwJoomeMBDuf9DVr32LS++7RbO/II/6ws/uu2PnbPP/vYXz1w9vdwddsS+Tz7x0IMfqqendGtCh0GAohRQFEr1iq5GTcQzYRyEVWNFEfFq0MCm+uiLGdhuWKVR9U0qUeFieopa4rEaISBaaVxBmZOkKEJFkdsF51wzCQWNG7bbEbylKAgVZ3yOj/7bF/baebeP/OcTohZZRhSBR6uq1UiONoPkGHQ9vm1/6Lu4j/eAcogmCM2gB3EQeuWDgKnYoJgyxHiqzDLQClOtwBgo4mAqMVOhajk7eCGa0BBGRRwGSYRWQDhoZaUpLTrg2c/Tf3XYZBDe0jC+wXTT7Cw9JMMQBfhKGcrgYXqWl/2dvvRnj/jmT4957bv2fPARKUaf+6UbnvX0s5942JWvfoE7+zPc9AdsgfVs7KBMEsYzUZwuFKud2jhwb8hgDUdfVeQpj8nRfVQfLBIgMaSDudYoJqnu7MZw0qisiUlSvMdbvEgU2mZioasolKIocB6lMYYkYPUNvPutZ/bsLa9945PufV/scMnLodgiCIaJs3UW2vZJMPyxhwn/QxSIeK20IvDgHN5RFBu6rAs7pesRNRsarzVeg0a8VRqjjRe0EAdxoMWXuQgYAnCKomyXxc06xJX4kmot07xwcWQaTXq0mxMTb3vnQX99/FfyjaWgu/Mbpycxqjqs3PkMHxrTUKEOQ/CI4t4HsO8B+/3tK/e77Qa+cz5fPuP6X/3yhq+f/70Lv2ujtHPfBy578lMOffyTkkYCKly3IdxlRUuDLclzG5ggjkGhY8CjhqE2Hy62Utfp0Dr1mwxEI0lUHsvhvLF07cCEBK2qfZ5RSeUR6mZzUSgBzShGGSsEAnNzvOxFP73u9tWn/O0TnvcSOn1ak6xZO79idsos7VmCR1n+Emub14yBpeaoLPExoDVeKU1QxSf6Galh5fKwbDfCpIMHtAgoTFA5PETwiCoKsh5ie4HuWOarFdoEZXNMsG7ZbFthradqaljmxLFBoehDRxEfcnj0uOMnvvf135XtJIwXEHwJuohCb7TROu4VWa/XazRm4shUq7QGBkJ235eTTuGkv93rD9fs9ZPLOmd/8ZLrfl9e9oObf3rJBe98Y2vvvfd++jP3fdazWH8L08sxhrgZOClKnQVYhw1IIEbSxc53FZXxaTQqR+VD70iKTwcWqQbVhxLTEBx0CjzKRuG0FvABPs3LrJlOgIIuBFX7wtVr7a3XN37+sysPP/ghf/+W+0rIZAJCM5nSGsgBJIYQZasir5rtkqUiHP5XDU5B8V5pA8pAHBMoDnzQTq1odr7Ta6QYsM6FwcAbXtgsDAKlVBQRGh768J323XMPo1ZMz1Z7N0nMAx+w8lGP3rMseve9H3ECQp65aMoIpSVPiCy5Izr11EdNxz9rbxDnEhORpGijgawsDKoRJY1o2ooqMqKYUAYRyNx3Q+OVifY/IN5nv9aznvW49Wu49Lt86Yt//MmPrrnqF9ddfcVtb3n9uiOP2fPRj7nfcY+Pdt8bgsj5yGsxFLZyHikwqOE3wKhdqkItRkCG9UGL6ZpdwUHD01AoIddYT0dLq8yJwjhOlsMCOC9FnpdhMgFmxc7RVIvPf+lFK5YzNYMx/Q0by9mZyVYLL+jNmwbUFUnbLcqKgNdVQhhm0QxToKyQe7SQegaNWEVQBh2imNOkiqHPUHUFPKmgHYjgLUaIhx4fC85SDZ5KY/Swq68ClQulxzhSAfEohxK0Qmm0QQ0C4ovlvELKyHXCkvJZjR/2eXAe5RHH7Tfzo0v52ld/9sNLr7H58oV2GQbF/R64+xOOf+hjHsc+9yWMKTxx6KHjyTWBIaoy4wBBFLlBFJWXshCvxMWDRAfVybgxZKosdx2sbGfI7IJ389PJrt1532oEKDB5WbSDcAIV5wXaIJpum8kQpSCuLoOlhqEJOvhY4If5APGf91yoGROLIgQ16Ki9RIRVuownHsSiqU47r5jTiKJFJUJlK/NJSH0lwqHHMRq6Ex2Ixw9dsANtCqpyxOOF5tIGyNVDmmoIGtrJyg47eUb4cJCjIkscJFUAj1KwHm99GOio8nT22szP8dOf8NXzOj+85Ee9Xs+5wtO9//13O/zoA0564a7Ty6hsxioZzIlzrhRvG1FiEEFRBqEBXR1DbK110otC52k7dv3eBXpunSksy3fmqMeilc/72UTSKNqEASoZmBi9Hmd/aaMn3vf+jYMfRiRDr7SuvoeyyliqfgWlRgrUS8VZsz2hrDgG/Vu0GrUHZyRCB1oIqzIIFFr1oU/ViJ4mMEzgcmAGYyYIuaevIagmWoJUXRQVMmwLP8pJVXQhwoUwrHsaDAK2CjFuEhtQwznYIFBukGBwZ5QpMhwivXgR0Sqq+lY56FmUodfmJz/ii5+7/Jtf/3mnk6yc2nvDfPvgB9z38U/a+9HHsd/9CdLBMumVZepK4hAz8H/OK903hECJVxiP3rBh+gmHfueqa5LZ1i5h66avfOuIPfZhookvi1hHVSGJCsgzrrqCv3nal9dsmDvyics/+G9P3n2VNWTKtwB0F3JIqcZ5BbqEYriQZe2Y2T5RVkpAo0GrpaHnKsA3sBeDKrSFQtEBD+mgrwlVNuNg1Q4ZmkweCz2whghi/KBHjagS+h4tNEArPDiDhZAyAAhww4oNjQOvqtFtqQ51tfPuMHg9PEdleF+0t06bwQKbIkVps9IVhZe4MQ0t68m7NCOk5LKL+erZ/OC7V69dMzfXXxuF5T77Tz7iyPs+4fjdHn4Y1hOGVYUgka6WV+5Cp/Aq0o2+l0A3S7QqeOjev19/673XSRuue+rTJk7/3N4mxICUEkYDu1Isv/4VRx/2g05pjz4h/MKXD2+oPGAOViGgqk8UQzy0B6oL3JLVZGu2O4LReX1nj+phP6WBd14B0hrMyxajZFV6drC4TLGgVYCarKoEwKIGilUoCDV4nOAEO1CcDJeY8+ihgxalIRe64JWKUAk+APABugXVKBEvDhFVkiUeFWijECVOKaOVIgp1FMZNjKMpEGiSFs5iNQ95JAc9nCS67w9/yPlfvebSi6++7ne3/eaq9Wd96l6zq1rHPGH/E58ZPeghGE2/T9IAotKHkV7mPMYjkJeEsHEh74usmphY0579+ld/e8F5ez/xyaiQftkLk6jfy9O41S/IC/plEgatzHadgKraGXdQ1a8QDa5ugyF90QqtK5O2V5SVApQmgCVdPAclaqP7DEsEDD5YnIYNJnYevCzJ3190liigC4I0lga7ReEpBQulAkOMhDg9epWMrMpB4lg1HsbIsK3YIDDgBqsdbeI8NKM5ZBUu18ZqLYLzDiVpaQmjQTFQVhZBECilPYhHHEWXX1/Jt77O17/yq5///perljfn2tdNLysf89hHPOdpjzzk0EEFoxY8FBadUIJyPHDXa9as3TVMxMlCnq/bc4/sou/+1S57YMLKfDBC6ixX/oIjHvZLFU0ffMzas8596Iwh0KAWwA7GwCqRaBO1WdCCphbh9oiWTU7fJWySnDGqWMtRdiA/PRThko5DCq8o0Tk6R5XQHxTdVK2y/SBRXFUtYiiHUqzmpDnaDuIBKld0oAdACyaFlhAuvrWAT/EtpFJmjMT46hbgtbN4hzYEodI6hEiRGp1WKaxaRJWlokxDFSpXZG1xVilUQDLJwYfx+n/maz98wFXXPOc5Lznw4EMOcOX0BefcctJTfvyQe//ylJPWfusc+vNg0SGisXreB7RmTRD1g+k/vu6tuzbTVevXTLznn9d6i7NAkdkN/WKdD+g7lC6dWBWJCoZrYNKCAErIBheUxfwYOwwZ1Ukz2yeBGg1fm119B/dHg8zIXhX0MLVfLfFbDhgVuY1esmkPm+FbaLRHa5SqHCCMBtBgMB3FLjZoWDTFKlM4WJq9eeenpR6kxIlU3TVYbFfjHWIJNAK+9IpGkgCC91CK1YbAqNkVtJaF//SOfVy+z3XXcME5nHfm1ddcc92XvnjVN75epK3y6Mcd+Jgn3e8Rx05E6VTmwNh2cdOMWve0pz3gUx/ur1/TP++8q572rKMOeRQlWRo0s1wZiA3NZrqx68perkejuuhhnS7DKUDNjoLWGF0lcm6WCbloXo6K1mKIUQY1ckIOU4rVaG6oh4Vt8bDILYFkYDSaYSmcQqE1iWFCkw73E6LC4bvH0FQkCrPpcS2+42AcVoPGM9UBjG5GD7ZojQkGaT2DlxhDGKIMymASrZPKglVojY51FBKEmBDTMKSaKGT/A3jdP3HJFff97k8e/9o3H3q/B84W3fyrZ1z2lOPf+k+n/Mj2CIQNcxtDU7ZCt+ty3vG2vaYmVq9e33zTqb9eY7EYZDrMpkxO09BudwIJJoPl9Id+JVV95BSSTaoBBx/ZgK4+V22Pbn8sjoSbsPkvvXRMW/roHYu49V1exe9w9qilPnfFpi74YLOn3uFg7nTc3gIWj/OuHxw+avBCmQQiJA4IeMDDuP8D9ran7H3j7/nFz/nWt392773vGyiso9WcXsdcWWS+5GnP4NOnh9nVs7/+zbrTP/3LU158kLeYAITuPM2kkTvTWZhLgqW6uqsIRD0qbufUP/CfRLTysZKkqnLObLuUvklozLD/QfzNC/nXjz3kZX/XNCGdBTrtMjTT3U4WJQQx7/yXR7c71yqf/tt7fn7jdWgG9rMYvLZO9whz0VVP8ZodmlqEd4OzeIt4Qk0SBIEqCmn3XV+nEDO5EiIwhDGNRst71Ww2SwchDz2E573oqPbcLd219zrtX9aKpXCUJZOzzPfmC9+bnk29rs3LmlqEd0c1Y5ZFv1IR6SxNOui1pV7fLbtZ6XJH2iSJwsz2g9DZyuMU8IY3h3vuOxXYXc/49G/O/ypRjGh0TEmHyIvJbJ2VXVOL8O7RoNEGEQrvC186LBSd7HbUfKuRN9IsCDIP3f4Gje20VzcarFvntWbVbvzjPx3a7W/oFukH3/2jogMh8z2IGjqK5xbmdZ2IVlOL8G5Qvig7gtUKpYh0M9ErApbBVCvZKVAxuL6bU/SMQZs8SSVMShQrZjQWY3jMcTzhSQ9oGvPzK/NPfpQ8o28xwaRzsUhcm6I11CK8O8oozrXuWOddWX1ZoUhcFgk0FE0IQxMbDIos7xlFY6IxPz+I/PT7TMxw8t9OhsnaKbP3h993xY03Eoc4F5V9OzW5so6811CL8O6ocl+7QeCDYJCwojyRCVzZFN/wkoZMKBLxNKLJXs9mPZmapMhQilYTo7nfQ3j5ax+x0d3u3ewnPpoXGdBCx72ODHJda3ZsahFuIYO8TTXsRm40ikhL7CV0BK4kDFqtxgpbxFVdMsqLLQ3MzvCs57X22z1Zk916+icu/OVPII+UMpONWV+M+2PVbAXUIvzTaEihqe7Qak3cYEOADjBYiizIejows3iiGOgb8VmeGfxOu/KGtx3o+aOyO33m48CUWOnNd2ODqkfCHZ5ahH8aAwmkVAPgMEsOhZcC8SNjMggITKQIu/0SwVrwEgZxM4oMPRNy4jM46sh7TU9P//xXvw+COAlVvz2nPboW4Q5PLcI/TYCkyNLmLhbt0dbEgnFlXhQFHpQmDCWKJU6UV0QhuBBPoFCoSHli/vHtf1W6WxJirbPZmXi3nSaKrA7W19QivFtk6UJ/VpND1R7fIj5MwihGQ14w375pIb/Wq4VBhQcxuRexDlv4jsBBD+VZzz+iOdUpit/feut1rtzQSmsN1tQi3HIUw1Y6HqDKdlFVY6p+1GB6uZ2dDdLJ7vqN+KyqxNJauQgT60QbrOUVp3DAgVobnUZOyUL99ddQ9w66e9Tiv3qxllljQpT2zhWukMgFKj30EVNKzabT0coVuB5agau6lhoQLcQJO+3KG99yn6+dWyrpPuh+66hLk2pAidSegS3H36HEWYMXvCcQW/UlxzBYPwcNygpUxYoieEE81UoBxgzrmGod7tjUIqypGTP1pKSmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTO1CGtqxkwtwpqaMVOLsKZmzNQirKkZM7UIa2rGTC3CmpoxU4uwpmbM1CKsqRkztQhrasZMLcKamjFTi7CmZszUIqypGTP/H2g1kJf4SdN+AAAAAElFTkSuQmCC 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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)c1ccco1
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=[Se](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: CCCCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CC[C@H]4CC(=O)C=C(C)[C@]4(C)[C@H]3CC[C@]12C
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| Yes | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABBIklEQVR4nO2deZwU1dX3T/U+GzPDzrDKALKJsim4RA3BXYzGDSSi5JX4uOKjEDYXEoMa0YCEaFB4VMS4IGJcEFFABUW2iKDsMDMss/be1V37ef8405eanmGEgecpNOf7mY821dXV1VX3V/ecc889V0JEYBjGOVxOnwDD/KfDImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYFiHDOAyLkGEchkXIMA7DImQYh2ERMozDsAgZxmFYhAzjMCxChnEYj9MnwJyqYPqFVOdf6Q3pTdL/3Rn9XPnJ94SGYTS4EfFIs7EsyzRNy7IQ0TRN+1t2UqmUrusAEIvFaIssy0f7Xk3TACCZTCqKAgDPP/88AJimGY1G//nPfza4c+OHorOir04kEqqqqqoq9lFVVRwEEXVdN01TvGt/fYIgWABWrcCw9g8BLAATQAcwSX1o+2NOjJ+8CD0eD0nL3i49Ho8kHXlEu1wut9vtcrkkSXK73eIt+iChKEpWVpZpmqlUqlmzZgAQCoVycnKO9r0+n4/+GwgEAOCdd94JhUIAYJrm22+/DQAkTgCwLIt2bvxQkiSJn5Cdne33+/1+PwAEg8FEIuH3+30+nyzLlmVJkuT1et1ut1Cj2+1u6vU7VkiHkP4vcxL5mZijiEgyE1ssy4J094KI9t5PsiGaLyIahqGqan5+figUat68efPmzQ3D8HgavkSapqmqmpeXR6+Lioq+/vrrjh077ty5s7i4GNLSondJqA2SSCRyc3OFtAoLCyORSEFBgaZpdIQWLVrQ6VmW5ff7XS6XYRimaXq9XpfL5fV6AeAk6lA6yj/ESxeABeCWuA88afzke0IAQESPx0MKJC0J7ZHMPB6P14boJ6llG4ah67rH4/F4PPn5+ZFIpHnz5slkEhHtqs7A5/NlZWUBgGVZqVRKUZQdO3Z88803X3/9taZpoVBIfNbn8zViLubm5hqG4XK5nn322WbNmvXo0ePdd98tLy/3+XzJZDIej9vtbY/HQ6dKalQURZZlXdf/t3tCCcAF4E43F5fYKrFPeDLAnzi6rpPqEJGsSk3T7DuQQ2gYhqIoJK2jEYvFEokEfYS8sh/9dvIwEfG8886LxWKIWF1dfeutt9JbqqqmUqnGj0CeallZWSAQKCoqAgCyQvv37//kk0+WlJTQPrRbxqf+V7DsfyZaJiL9IaJpf5M5Wfzke0KPx0P9gGEYhmH4fD6y0DDtKCIi+YR+vz8rK8uyLF3XKc4hQjW6rpeUlCxcuJDcOcMwcnJyfD5fJBI52vdS1ESSpEgkIsty7969KXBy4MCBLl26VFVVmabp8/no3OLx+NGOo2laNBq988473W53Xl7eK6+8ctFFF7Vt23bLli2TJk3q0qVLcXHxf//3f69cuZJiNiRI8XHLshRFaeT4JwEEQIv+JLQksCSwgIMyJw8JjxIq/MlhGIYIukSj0fz8fEiHDUkJ1B9u2bIlHA4fOHBg//79+/fvLykpOXDgQCgU0jSNDL+2bduWlJSQx9XI1+m6TmoHgFgs1qxZM+FA1tTULFq0KDc3d8yYMalUKicnp/FDzZs3b9q0afF4fMuWLT169ACARCKxcePGd99998MPPzx06BDFeLp06TJ48OCxY8f26NGja9eu9NlUKkVW8UmjzsCDBWjVbkUJEAGktBXqIgvbBS42SE+Qn7wIVVUl+01oIBqN7tu3r6SkJBwOHzx4sDTNwYMHFUVxu93CQyPRkklZXFzcunXrr7/+2ufzPfbYYxMnTnS5XKZpHi0wQ9g1oOu6ZVnr1q17+OGHv/zyy+7du+/atQvqyrU+mzZtuvzyy6urq+fPnz927Fj6FSIqk0qlduzYsXTp0nfeeWf79u1kvRQUFPTv33/EiBEjRowgNZ5MKR4RoQVg1Q5QoGWLirpAAnBJKIEFLhbhScApO7gRqqur//73v9PrhQsX7t+/H9OuHdrcIUVREJE8N7HRsqwRI0aIXxcIBCiGAQButzsrK6tfv36XXHLJnXfeOWPGjJdffnnVqlWlpaV0kOrq6i+//JL60n//+99k39IAo/D9KILayMkvWrSobdu2AJCTk/PSSy8ZhkE+Kg2E0D7CNY3FYgMHDpQk6Y477qAtdHBN02hnYVEj4ubNm+fOnTtw4MDs7Gz6dTk5Oeeff/6DDz74zTffCMeYXpDV3ZSrn3b4LDQRdUQNLQWNJGpJTMmYSmI0grqCpqbpSavWV2ROiFNOhIqimKZ5++23V1RUIOLUqVPXrVuXsU+GGpPJpGVZwWAQEcmLy8nJueiii2644YYJEyY8//zzH3/88Y4dO2RZpp1F6ySZ0WsKq6RSqfvuu69t27aFhYU1NTX0Fn3QMAx60TjxeHzs2LHUL1100UW0kcIz9BUU+6FfOnXqVAAYOHBgSUkJKdOyLCFa8evocWMYBv3GPXv2zJ8/f8SIEaKXPuecc+LxuP3iYFqNx02mCBU0k6gnMJXAqkqUE5hIoJpEOYamgqgj6/CEOeVEaBjGvn37hgwZsm7duk2bNv3617/euHFjJBKx9yRk+GFah/YI5GOPPQYAV1xxhehMCPp4/aAi9RiKolBDp07vrLPOcrvdV111FemBxIOINFb+o5HJSCQyePBgl8sVCATeeecd+1ukQBpj/OKLLwDA7/d/8MEH9K6maeIBQeeDNlkSlNZDr0tLS1esWEH9fFVVVYZ67T//OLAQLbQQDTQt1BAVNBKoxrHi8Gdz/vbqxD98Nvfvke++Q1VBQwuHqliEJ84pJ0JEPHTo0LBhw+bPnz9z5swRI0YcPHhQGGmiaVILU1XV/ryXZblly5YtWrRYtmxZg0cmjem6TmGYjHeFmLdv396pU6dAIDBt2rSMpkz6b6R901s7duzIy8vLzc29/PLLy8rK0CYqkrSmaXl5eYFA4E9/+hMiin6MBCbO0/5FdNr0biqVEoZu8+bNAaC8vJz+KX5XE4cxMkWYRCOOSvSlBx/Ab7/DmjB+u/WVKVOxphp1BS3uCU8Cp9wQBcmjdevWY8eOffDBB4uKinbv3k1RCq/XK6LzFFyhsQfaEgwG16xZU1NT06JFi8suuwxtbqT9+C6Xi8buKfWEOiVVVU3TDAQC0WgUALp16/bkk08i4uzZsz///HMASCaTiUQC0glxjQy+0xFOP/30J554wufzLVu2LBqNRiIRv99PhmVeXl4ikRg7dmw8Hh84cODkyZMNw8jNza2urgYAt9utaZokSfTTaBSUjkynbRiGJEmBQECEgrOysnJzc8WlEL/Xnrh3vFhH/p8enFBU6NgREKB9h1h1ELJyIKlo0RgPU5w4p5wIKftMxB5at27duXNnRVGojYr8L2qa5BRRf9iiRYunnnoKAO68804AEO0Y0mNrlBkj9CNJksfj8fl8lKXpdrspZ40M1BtvvPH++++Px+N/+MMffvjhh+zs7NzcXLANDx7t/AsLCymJ9O677x4+fLjf758wYUJBQQEAeL1eOv8333zztddey87Ofu6550S2XatWrQCARhfFGfr9fo/HQ6dEG+2DhOQ/0wMCbfk99n2aDNrTRC3IDfhBVcGwQNOaef1gmuB2+XLzTvyLmFPOHCV7jEIgZLnpuv7II49Mnjy5urpa7EamI1lcZOlt27YNANq3b6/rOllrDTqBYqOQJfU2ZMWFw2HqPClf7LLLLgOAcePGUZSIvjcjI6c+wraMx+M9e/Zs167d+vXr6VOKopSUlHTs2BEAFi5cKHaORCJ0cJE/IMxXgjrtDGuc6NWrl9vtLi0tpZ9AP5z2aUpsxkILUUfU0TRQQUygFkU5/Mrvx+G/t2B50PhwxarH/4KlBzERN0PV2DTPk7FxyokQEQ8ePIjp0GUymfzVr37l9/sDgcCqVasw3f5Iq8JXRMRrr70WAMaPH2+P2RDUHO1bGswCqx/83LFjR8uWLQOBwJw5c0KhELXpxmOktI9Qy6ZNm1q3bn3LLbfQVySTyWHDhgHA9ddfL44TjUYRUQRjRfiUQjJ2NZJHSg8OTDuHPXv2BIBdu3bRnsc+mlIfC9FA1BENRAMR0URLQT2OiRos3bd/+h//ff8D3z/6R6ypxlgMZQ1VnV3CE+eUE6HoZ6idbdiwoX///gDg9/u7detGDZTaK/Uh5PiRwwYAoVBIdEQNktFD2luzCLqKYKlhGCtWrAAAn8/37bffUgIqIpqmae8PqZtqMBASi8Vmz57t8XhKS0sRcdKkSW63u23btuXl5U0cQkC0P1A0TevTpw8A7Ny5E21ZpkczBH7kyIgpxASiZaGhprVoJiJrlq8bcws++ih+9FHk8em4cQ0mYxi1UK4VK3MinHI+oUguoXj9oEGDnn322Z49e6qqWl1d/eSTTwJAixYtKisrc3NzySlyuVx//vOfAeCWW27x+XyNTAIkaGKhLMuyLJPHhYiBQIDmKOi6Tp4YzU4YNGjQY489pmna5ZdfDgB+v7+kpITmEIkopdvt9nq9NCGQZKBpWnV1NYVAr7rqqpEjR955553bt2+fO3euaZrvvPNO27ZtyQs98StGDir5gZJ0JAWqaYEZ8gMlBDfUJsyAYeqh0KH1G6G0FD7/fOXrr321ZiUocfBIcNLmEv9n4/RToDFEZsnChQs7duzo9/uLior27t1rnwxBMx5atGjh9XrXrl1L3UvjySLC3qOxb0Q0TTMSiQgDWHQgFDVNJpPnnXceAIwePZq+usGJGmIIQSCswZKSkm7dutEkidtvv/3YZ2k0iL2LMwyjX79+APD999+Ld8U+TegJFUQVTTQRNUqY0TFSdfj5Wf9q1x5/fx/eNm5Jy5ZbnvsT6kFUTYwbbI6eOKfcpF6RNgkAWVlZiUQiJydn9OjRsVjsySefDIVCM2bMeOGFFwDANE0KgS5evDgYDPbu3Xvo0KE0ftB4J0DWo8/na968ObmLLpeLEr7pSyGdkipCl6+//nrv3r1fe+21Sy+99KqrriooKKB5ffRFND+Y9oxEIjt27CgvL49EIrt3796+fXtFRUUkEtmzZ09BQUHfvn0XLFhgWVZOTk4ymQTb3N8mgIjie+npY//h9l7xGHGB5a7NF3UBILgQTB0MyyivaQZeyM6HsspOOfk9OnYCUwW3oblMn3RS08f/IznlRCioqalp2bJlbm4uzXO/6667ZFl+/PHH33zzzVGjRl100UVut1tRlEAg8OqrrwLA2LFjJUmimCeldDeIruukN5rS7na7ZVmmehYAUF1dTUMFNLXX6/WGw+GCgoJOnTq9+OKLt99++1133dWjR4/i4uLKysqKigqah0Fp4vv27ausrKTOENLjdUIJrVu3rqqqUlV13bp1Q4YMAYDs7OwmjCWQ0sSkZBqGkSQpo9ZOkwcJJTDdAAA6IInQBASrOuyzLMjJg5LD3oQWyM0FXUFPypudA2CdggNdPzGc64SPCgU/kskkNWhhfKqqOnny5IKCgl69eonsljVr1uTm5hYUFIiMsMZtsOrq6s2bNyOiaZrLly8X20WsxZ6nEgqF6DVFMm+77TYAKCgoyM7OFnP5M2jbtu2ZZ575m9/8ZuLEic8999ySJUu+++47GoEYNWqU1+u94IILwuFwKBRq2sUR50aPG0SkFLlvvvmG3hIJ3Hj8STNW7bBEElUZtSSijFoYKw9/d8PI5S3b47w3sNu5m5t3wY2r0KpAjBuocQ73iXMq9oSKotAEXJqcTvZhMpnMzs6eMWPG4cOHP/zww7lz5959990ul2vevHmJROLee+/NycmhUErjncDu3bvff//93r17+/3+2bNnd+zYce/evRdddFEymXzllVcmTJhQU1Pz/PPP33///Yi4YMGCAQMGDBs27L333uvQocOkSZMWL15MfmP79u2Lioq6devWuXPnoqKizp07k9dHlmo8Hi8oKCCVJpPJrKysaDS6aNGi1atXf/nll0899dTDDz/ctIuDaQtTvKA400kZoAcAE8AFICGC241gSpIL0HU4FKl2SdC6MKSqcbcbmrcEyaMpigmYFfiRMBjz4zj7DKgPPchFdMQ+Hkj/VBTlN7/5TceOHcvKyqqrqykWStOd7CNsRzv+ihUrHn/8ceo0LrzwwjVr1gwdOpS+V1yNbt26rV+/HhHfeuutkpIScbT7778fAMaMGVM/piKiIGKARFGUjN1ociDVhlq8eDHWTT0/ruuDtllOQ4YMcbvda9euPfGe0EAzhaqOGipJNBQLFTTieKjixfMufGnQYFy7fm3RGUs69sXQQcSwlYqiqXOhixPHMWue0sdELU16EYlEqPfIysqiDo2GECj7TNM0qnG0ePHiXr163XrrrbNnz5ZlecSIEV26dAEAUeupkc7Qsqzly5fffPPNv//978vKyrKysvbv30/DDMOHD6eZUEuWLDnzzDMBYMSIEZ06dZIkiUpLvPPOOwAwZcqU+tEU4adRdhsAUJFCsQMiBgKB9u3bz5kzJzs7+4Ybbti1a1cgEKB0vFQqRbtRoQrxTxqaF7P+IZ1cCukCcwCQn59PJoOYNgkAFPXB456x7dLAZYIbPD4AV0JRwQDIzknkN4t1LoJOrYOd2+vFXSErF8Ev6S4wPJw7ehJw9hlAXQElf4bDYdpIxT+FT2iH+pZgMLh79+4hQ4bk5ubm5OSsXr1avPujU/6++OKLRx55hMayf/3rX4fDYTGBmE4gI19MjHY8/fTTeXl5F198cTQabdosIeFzXnXVVfn5+X379q2qqkKb0yvLsujo7FOWCNH12benUqkLLrhAkqSVK1dalkW1c2jeVsYkjGPBQIwjKoimbqGFBppoqrHN3/Vxewaf1vbrNxZeDv57ew3CVExHHWM6Jniw/iTgmE8o5gdCOkzv9XoxHXMXidrV1dX79u2rqKjYtWvXwYMH9+7dK8vy1q1bETEUCrVs2VKSpIEDB1J9B6/X6/P5Gq/1oOt6VlYWRVZpUsLtt98OAJqmFRQUKIpCzpUsyzk5OfF4nM7EsqwFCxbE4/G77rqrWbNmTXPA6BslSVqyZElxcfG2bdumT58+Z84c6sEsywoEAi6Xi0ZH7KVK7VYlpAsfJpPJ/Px8r9dLNakAQJIkn89HIy70dSIP/tjxAkgAumF5XW6QXODy7AsH95tG96J2pW7pW1Cb5fiTLp8HPODiYk8nB8dE6Ha7yXAKhUKqqu7cudPlcu3bt48G1vbu3VtSUhIMBimnhMq9NGvWTJKkaDQaCAQURTnjjDMqKiqqq6ufe+65KVOmUCkXasqNlHU5//zzadA8EAhMnDixZcuWtN3n80Wj0aysrEAgQOV3ASAvL4+a/vLlyw8cONC+fXvK/Gy8cFODmKaZl5cXj8fz8vLcbveyZcv69+8/b968gQMH0lOAQlDURYvzp2+3fx2NrHi9XnrQ0EimqqoVFRU0+EkDmGDLPTp23ABogtsNls+taprH73FLENQUyM1q2bVYyc5OgLfV6T3dPr9moc8jgcV1R08CjomQIhkUk3zkkUcURTEMgxoWGVS0W6tWrTp06NCiRYt27dqdeeaZLVu2bN++fa9evdq3bw8An3zyyWWXXfbEE0+ceeaZV155ZTAYpHrVhmEcrQn6fD7KeAaAQYMGUSSzWbNmHo+HMtcAgAYSaaCSPL358+cnEokHHnigsLCw8cJNR4OKZOfl5R0+fLioqKhPnz4zZsyYMGHC9OnTe/bsOXToUJ/PR9eEui9EFP2tmIpFMw9JbFQdeOnSpRs2bPD5fIlEIpVKiULDVKL7eE8SEEDWpByfyw3egM8DFgDsPlCSVFKGbu34YbcK0KqoAwC4XVJtMWAeIzxx/o/NXzsUzKS20qlTpxEjRlx//fXTpk37xz/+8cUXX1CpP/v+wt8jp4jikH/6058A4LTTTistLbWXezral5JXqSgKuaMiPklHowIWZCdHo1Fq/Xv37s3Ly/N4POXl5fhjsyga/7Fi8juJaty4cQBwwQUXkHMoBg8bye1OpVKqqm7YsOHaa6/Ny8sTMxU3btxo3438zOPOjDNF3pqVQpXy1h7508PghYcenz5+0hQ/+P/x9AuqhQpNudCaVEuKqYtjIqRm99xzz2VlZfXu3RvTM3oEVKJXBCGoSC7WrQRBarnssstcLtdVV10lDtsIdEB7iqlhGPF43B7fFwEhSiKfMGECANx2223Y5MItiJgO/GBakIZhlJaWUlbqww8/HI/HhWYoMd3+2Vgstnfv3k2bNv3Xf/1X27ZtPR5PTk5O8+bNe/Tocccdd2zatInObeXKlbQ//ZDjHgLREROISVQ0OW7GEBXE5H0P3QU+eHrms2Nvvq01NFvx+odJWVcQU4hJ1Dkuc+IctwjrVEE/8g9TbDBsf42MIVEjowSuuXPniqmo9dOOKZeF3qXma69lpOt6ZWVlhw4dAODPf/4zIh4+fPhHfwW1TuouRH+bMR+P/qlpGtmH33//fTKZFEWfjhfxNKHji+OsXbuWjv/uu++ibV6vEGQikVi7du2UKVN69eoFADQu2rNnzylTpojej3beunXruHHjaIEK2m5YpoKmQjXRLFPUsxc3CK10kXsTayfzRjSMKmhpFiYRk3Ks8qbf/gbcMPScIW1yWzYD78ZPvlKSuoqYQJTRZBGeOMcnQgtRRVRFXNqkm2lSwR8LTR1Rsf2paR1SK6H/iua4Zs2anJycrKysJtpOacLh8Pr16ynM880339ByFBnxfaolg/UsPSu9UgXahrlFB6Jp2osvvujxeM4991wai6MJEPQuTckXS1zY+09h05IeGp+MP3/+fABo3779nj177H3X+vXrZ8yY0blzZ0iP/nXt2vWhiRM++XSFZugWom4aqq7RY4u+LiUn0UJTN2b+5Wm0MKzEq1E5gCELFdR1jKVQsdBCBVFGjKiWLiOq6UmENHNC1jGhYCiIZhIted685yQf5LbIdXs92YEcD7jeWPimVVsLsfb+igcopp9r9R+jNEXT3r2LOyKuTyKRsN81OpQ9TU+81UgPnzGLUkyARtutF/NCTxGOW4SGUCDdCsNMi1C30NTRJJXq6QnadD3snYwYFiOP6NFHH6UZQ9ikUpnUpaiq+tBDD7Vr1y4nJ0f0hGLefYa8Gyy4Zr+v1PdSNY0BAwYAwGuvvWY/An3Qflh6nVEQNRKJ/OjNprHN66+/HgAuvvhiRFy9evXTTz9N9fABQJKk9u3bP/TQQ1999ZVhmdF4zKi7agvarWgL0cK//23uuUOGVhw8lBZLErUkahqqOuqmmtJk1UikjNo7KCOGFNQQdQMNE5MKykmtZP+8p2d0bNvc4wVPlrtFUYvrbrwhkJ0VCGS3bt120etvxZJqykAd0UrPCCOrXlxAeqFpmr3QKyLG43FyvO0XwbIsuz0Sj8fpI/RZuln25UN+FKpIYN+5fsG+Hy1T8n/GcZqjFqJhop7+00zUSYQm9YQWWTaWWbubYaJ5pAwMQc193759hYWFAFBRUWGly0U3oUqf3bsbOnQoAFxyySUZFp2oj2j/VIPenRjup3c3bdpEUR97X2fZlnnCtKSpIcZisVgsRp+l6f+yLFO5mh/9Ia1bt7bPqAKAs846a8KECZ9++qkof0qq0yxTTiUTSTlDhLquR8MRtFBXte3f/4AWYkVk3eRn8fMfsCqBmibTILuqoWpi0sTyatR1Q40ZmLAwribL0YjjoQN/uevuTj5fK5/bAzBo8JkL33hVR706HEok5euuux7AJbl8N476bTCW1BFjcRltj7BYLGavD0RQX62qqthI45yImEwm6dJVV1cPGzZsxIgRu3btOtolonbSuFte31/QNE1szJBlk42vk8vxitBEQ0ddQ11HXUfDRNNMF2ymfo9EqKOuo0a71aaJ0AFEc5w+fToAXHHFFeK6NCGRkhBhlZKSktNOO83v9z/88MMiPaV+Od362Hsw2o1sznPOOcfj8cyaNYt2o432OyemMtA6gX/5y1+o2m9NTc2wYcPs1YobOX9FURKJxLvvvltQUNC6deuCgoLf/va3a9euTaVSsVhMPLAjkYhFbp6hG1btKmUmWvRAqW1nFqopxdQNtFBPKZXrv3v7N/fgN2UY1lFVykPlKmpoaJhKYU0QYxHUImgGUa/C3Rvw0O7lUybcef4Ff33ggW75zXq1b/vx++8iatFkRLUUK32nFy36Z7P8FiB5WrbruOabjaInpCQnOlVh2hD2ehyqqtJuIkeqrKzsgQceoD4/Pz+/d+/ef/vb3+wXPOOJSfnDjVzPjNsqXgtXWdM04VOcChxvYIb8BoXmXVtoGmnLU1ihddYwsDRDzzQFETEYDBYXF/t8vg8++EBc0MYXDzwaGUWyly5dmpeXl5WV9fHHHyOiLMt0p+1FZezT0sXyhiKDR4xe7Ny5Mzc3NxAIlJSU2Au90T6xWIykVVZWtnjx4gkTJixbtuzFF19ctGgR7TNw4EBETCQSGXbR0Rg1ahQA3HHHHTQQYjeWROBUN430w65WgYp2pLePx+P0BnmGsVD4H88+98OqtajoqBloqLX3TpfVmgNohtGoQbUCS77D996uvvPezR3PfLd592kDz50zcdJ3Kz9DQ0EjFU+GDdQN1ONyrLy8nB643/+w44KLf+nJygXJM3nKNDo3ugX28RtVVYUVYBhG/UJ1mzdvHjlyJI1RSZJ03nnnkXHk8XjuvvtuEaIjm/bYvThN02RZFg6OoigZD0FhNp8iUjxen9A0UNFRUVFTUVdt2hMluixEC3ULNQsVCxXTPPL7RVt8/fXXAaBfv37irjQt6x9tT1nqTxDx0UcfJVuOstsIsfqn2JKRXZmx2Cgijh492u12jxo1ijbSnausrDQMY/PmzVOnTr366qsHDRrUuXNnakZjxox57rnnrrjiipEjR44ZM6a4uJg+2LjNQ5ZtSUlJ69ats7Ozf/jhh1gstnTpUsu2AI6wEQzL1AxdVpWUqpAg65X1R8swY5Go8BdTqOtoRsJBNHTUlKrtW/dvXLvrqxXRXRsxuL/83VffHfWbV0/vtaH/0KWQjdOewkNVqCgYDaOp6ErcQs1AXdYSZONYhhmPJhAxoahzXngR3G6QYOjQofZRSrpQ9IATG0V8m1T68ccfDx8+nHIz8vLybrrppt27d9Oe06ZNo6T5goKCDRs2ZERZGrmS9utp/4iYjqNp2pw5c0aNGvXhhx/aY8iOc3wiNNBMoZZARUZdTsfHDBRh0loVWog66goqCmoGHolW0W2oqqr61a9+5XK5hJlnv1LH+wPoikejUVHYExGpXugtt9xSWVlJG+2eHtZVo67rGfdDVdWysrJ27doBwOrVq1VV/fbbb2fOnHn33XefffbZNMFCpKeKxJTrrrtu/vz5b731Fq12OHLkyFAoFIvFjsXxmDFjhiRJw4cPr6yspNAF1huPCYfD1hGz/8ifruvRaLS29pxhki1qaHqkJoiIOhkmqo6yhqWHP5j5zL/ffP3gsg/evf9+/H7HmutGze/S852zhxx6dAoe2oaxUqw+jLEEahqaWrCmwkLdQF1HLS7HEE00LbQwGAxbiFWRyPpvv+3UpbPf78/Pz585c2aDrq+9QGM8Hn/77bfPPvvsQCAQCARycnLGjx9PzjM9aCio9tVXX/Xq1auwsNDn882ZM+fbb78Vh6KrcSwxFbsnkkqlPvroo7PPPlvcrPHjx/9UAzMWmirqKdRTaKYQaVUey6o1P+0mKe2pUsi07hDZDz/8AACtWrUim0GY+E3I+ifq27F79+6lBNFZs2bZB/eo29Q0zd4Dl5eXb926deHChS+88MI999xz9dVXDx06tFWrVj6fr0WLFrQ4TFFRUYcOHfLz87t3715cXNyjR4/evXv37dt3yJAhgwcPHjBgwOWXXz5u3Linn35arO7Sv39/8RWNPFwoEtu3b18AEEtokE+1fPlyyk8QcX8TLc3QDUTDMlOqomiqvSdUFAVNyzJMtFBTVLQwlUwkdRlRw5SCpeXGN9+uffZveKACa8K4au0PEx7DF9/A51/Bbd9j6AAapaZagnoCUylUU2hpupEyUA8mggbq1BPGQmGSfiQa1xGD8XhKVajkOQDccMMNW7ZsQZtZIaoqRyKRZ555pri4mPZs3br15MmTM7IvCJFaNHHiRNp5zJgx27Zts3etjbQTEaOinankJCUqUhn1tm3bUm7jL37xC1Edy1kaE2EqlcoIlhiaLgZ2VRMpSG2ml9BCJT0TJqrXrpllayM0CmSa5u9+9zsamSBvjZ76TTBE7dSvsfmvf/2LKlCsXbsWEcPh8ObNm997771Zs2Y9+uijY8aMGTp0aJs2bWhRCnpAiso0lCkOAAUFBYsWLYrFYtXV1fSQzngS242feDxeVlZGwT1d17/44guKvAvfhvJj7d4pIhqGsWjRovz8/NNOO42202U5dOjQ1KlTMe1N0f6KpppoUU+YUhUTLSujRVp1/9A0TBmtJKpJDEVjn325adYLWJXAw2HcfXDZxGlYE8VQGKNRlMOoBFGNoqagrqNJY04UfzMNMaJPq9hbRwarFE01TfNf//oXuXNFRUUvvfQSnQsV9QiFQhMmTGjXrh3l5fbs2XP27Nmitrq4COIyCqVVV1evW7eO0jAKCgpeffXVDBdOmOv21ebQVr59+vTpnTt3piHW008/fdasWbTDJ598QlkigUDgr3/9K31WNHUxicyyrfxDYyQZz1N7Ggmmn7axWOyjjz7C4xlvO6oI7VkpqqpSA0Iz3d2paCEVSccqmcbIEHXEaHokWEE1lDRTelVFpV0ewWCQWjk9Mu0/vn7JwKYhrt2DDz5I3yWkBfUqIOXl5XXp0qVfv35jxoyZMmXK888///777+/atWv//v3kW5599tmHDh0SZ5iRW2cXIbUGYdlSHXER7xFGaTKZzBg7ufrqqwFg5syZGT+EBjzsRQMUTU0k5ZSu2YVWZxG4DBFaOqKiJCpRi2Mynlq/6csn/oqlNViR3PXi69teeQNlBeW4lYyjpaOpY1Ku1Z2lY60hahOhRcHwOiK00r89Go0OHjzY6/W2adPmhhtuqKmp2bdv30MPPSSu/y9+8Ytly5bZb7e9QdvzE0WDkWU5Eolcd911NFnkjjvuINtVuJd2i4a6ShrgnTx5cqtWrXJyctxud79+/V577TWSkEiE3L179/jx4wsKCrKysgYNGkSlmdFWBZOentT468uJBjPtEkXEqqqqP/7xj9nZ2X6//8CBA4iYEc87GkcVoT1b+oiKzNpsJTQwpmulyehh1KoQD6GcQFNHunHpkpXp0XpZlsWzfOLEidnZ2bRqEv0YuihNq5OJDSVn0GPVsqzDhw8XFhbSRenUqVNRUdGFF1542223TZo06aWXXvr888/37dtHWdr2QwmzZ+vWreeccw4AjBw5knYgszBjBKzxBx5NUEZb50k/WfzYTZs2USKo/TFvWRZd/3A47Pf7v/rqKzox4ROquiZGKdAe+2lIhPHoIcQEmgkMVa+a/bfNf3l+4x/nfPv0fNxxCBXTtDCCWIUYQpQxPRRsUf5T7Z9lF6FZOyxsoGmkxy3EWh1PP/00Sc7lctGabXQB16xZk0wmRd9ll1/9mugZ6zEi4ssvv0zH7Nq16+rVq2VZFj+5urpaWLB79uy58cYbqU/2+/1Dhw596623sO7olHBeKisrX3/99YKCgoKCgubNm7/99ttigRP7jGq785LxCKajVVZWlpaW3n777TTGm5ube80112zevPnYw7lHFWHG6iJIjx8DMYkoI+pooS6jFsVkFBNRDMtGDWIclZgVCmEsRuaorhqHDpWLi4uItBbKypUrqfhnxrOkCdTPvRBnS+lggwcPjsfjZBplQOaEcGCE6yUeYNu3b2/Xrp3b7X788cdpC9mKdh3Wn8OuaRrdTrp6Ih0U6+ap0pf+9re/BYB77rlHfFw0L/pUSUmJeK2bRk0oGE8lSWKKpsblukH2TBGaiIqhRhCTiEk0kpiIY1klbj+A3+7BmIlxTUeMIlYhViHGSNXp1AsdTdUuQtNMjwzXESFdLqqebFnW9u3bKdUOAEaPHr1z5067004hADEsZO/N7JeUKvTYM2nKy8sHDhxI6po6dSolwYkn4OrVq0WJ9Ozs7BtvvPGrr76yt95EIiFOw34+27dvv/TSS8kfuffee0VPiOnkHnFT6Eyqqqrsj92dO3feddddwrAaNWrU559/njFB50f5kcCM/XmQSqXQQIyqmDQxHI4c3otaFWIVWodRP4DKAZQPYrwKE2FUEphKJpOJmlhk6/fbli9fPnfu3DvuuOPCCy+kBBSsa8gJC+RE5ihgXUFqmjZw4MBAIPCPf/yjoqJi6dKlWE88R/s68ajWdX327NnFxcWSJK1bt05MTcjotIWYM54pIuRwtISEsrIyv9/fpk2bbdu2YTpuJEQYiUTodTgcvvXWW6dMmUJOIAVmDMvUTUM366w/04AILR0tDVGprCqLxKtULWaaMloKmhoauhGV0UBNNtDCRAqt9ActNA00VbsIa7tBHc0jxqpB+VB1r3wkEjl06NB77723c+dOu2FJ+Qz2i5Zx2Y26i/YI7AOtU6ZMoeZ+/vnnb9iwARHffvttMlgoZH333XfTY0voh5KWsK6TZtnWeDYMY/r06VSAa9CgQZ9//rn9FyWTSZFGJ0ilUsuXL7/mmmvoe9u1azdp0qRPP/0048wbfPTXpzER2mfW1N5mw0TZxPIwxhMYD+LhnVj6LVbvwC//hcsXm39/puaZp7b9efrLd915cfFpuX635KudeS2W8iwsLBQjEyLIIdpQk5Nm6gdmvvzySwDIz88nhQtbyD5jSPxMMaZ85JfaWsmtt96anZ3dsmVLu0OSMR7VoC0tNE+uhdhTzCp85plnAICMc7tpYJ+IREPVY8aMCQaDFmIoEjYQM9LWjgQYM0WISTmu6ypFWQzUVFQUVBRUdFQUNY6mjpqZqgjXBrfTTp6R7gYzRWhkiFBPKrVPfXvuqCASiYjmSy3SngNU/0LV1yGZmsKdkWV55cqVgwYNcrvd+fn5oqxWly5dnnjiCbpB1dXVIktZdHoipz/D2hRs3LiRlh7y+XyPPvpoPB63n6cwSnVdnzVrVp8+fahJFxYW3n///Tt27BDz1AzDSCQSiUTi2HuUxgIz9mcJvQjtL1v/P2/8867/3vKXWVhSii/9472z+qzv2+vrNm12tOv0VU7zrzv2+Nfp/Z7pfeZ54GoJ4HPDBeefO2DAgIkTJ06aNInm7Ig1wOjKigdkHefzeCDHzJ4HI8vyddddJ0nSk08+Ke59MBi0+10UGKhvKAqEcxgMBk8//fRAIDB69Gi6FOKE6zuE9qwDkVxqpJe2JqjNlZWVnXHGGQUFBW+++Same2aRI4LpGx+JRKz0smoVVZVj/9/v9pTsFyoLR+s+azOjo0gT/8Jy3DA0RB0t1dITWipkaVE04mgqaGiYTKCpU8SFjkEpUMoxiNCqe+lowNZecSuZTApXyq5SMjXrr+ohbAozXdiKPrV3715xpyorK6+88krqu/r06TN79mxKM8J6HSwl09nTMOzfaG/kxE033eTz+QKBwLXXXktlL+PxOE22rqioeOaZZ9q2bUvK79Kly2OPPSac4QaTn4/RyToiwrr3DhFRSaZq06CicTRMIxb/55y5Bz5ehTVxfekHex99ND51yud9eq/0Z8W79cY+Z+Mvr8V7puGkJ3DhO7jsM9y+o3LX9hUffrhw4cJHHnlk9OjRFJkcP348NjR6Vt/rPUbE3SKSyWRVVZXb7c7Ozqb14pPJJA3X3nfffUYa+/USxok9eR9tcZeSkhIqpvTWW2/Z82DJb0GbcaunlxAUxxd3QgTi6TH5xRdfUEwfbc9pTN9OEir9l3ykVCqVl5f39xeep3uUVFIWombUfaLXFaGFGDEMGZHOwFQVVFNoUkahgpZiyGHKLkRL1VSZphta6VUKSYGG3Sc0yb4100mLppxKZty+jMSj+mTERSkIWX9qhXgL00ZZOBwWQxqIuHjx4ldffZXyMURGuLgdGbEf+7WlF6L7FUVu6Rn9/vvv01IIp59++rx58xAxGAz+4Q9/aNOmDfW6gwcPfvHFF+nrKL9XfC8ZXMc7GwHE3cqcjGuhLstomKiZGIpjUsOk/tRd96OcxNJ9GKt5/8G78Lt1+N03uPoTnPcSPjUbH3wE75wUveKWLSNGPzf4wt4ArQHy3B4AoAou1NcHAoElS5ZgvXyupnWDGUm6dJAJEyZkZWXdfPPNmH7iZkxltKcyNR7eFLfnjTfeoLCbSNGit+x+pr391Ze6+Mm0269+9StJkhYsWED3XjRie8diD83F43HydgzDeOGFF7Zt22Z3bI5GndnVFtrm8Db4h2LH+g9lMfaYPk69pLmfPiTmeDx+5ZVXUlJU8+bNaXDf6/UOGzbs66+/puoNwq3AJmV62akjwjqTAC00UylUNFRNTOko6xhN/WXsXRhOYCSO4eDfb/o1fvrh3IG9F/Y8bdWZ/VZ27Pppm06rivu92qH7iwPPnzpoyIBA1oBOHX95/vmjR4+eNm3aP//5z88++4wmTxQWForETmGiiKTb40WkXIuR8RYtWrhcrk8++QRtHREJYO3atQ899BBtIUv1RxPHxRGuueaagoKC3r1708C9YRhkWouVScn5bPCWiJ9GCvz00099Pp/H49mzZw9ttw8Wi0/Zx4tp3CIWiz3xxBMdOnQIh8NitfpTaorqT4uMJkf2Kl3P+fPnd+vWjcaWR44cuXLlSqyboX6yRNhAtTUEsADcEri8PtA08LhBApAATLNv1+6wNwTNmkFF+eCiPtCxl2b4zGa5yby87oPO8efltSzu2r9FYV7f06FT+7G63LJlJz+CX/ICAC2uNHDgwNLS0gULFtxzzz2rV69WFIXKh8ViMVF98Hjx+/2KotAL0zQXLFgQDAbPOeec4cOH22NCuq77fD4qkQQAVLezoqKibdu2VInwaMeXZbmgoAAR33rrrX79+u3fv3/y5Mkvv/yyaZotWrQwTbOwsDAajQKAaZr2kqeIaFkWVVIVBUXpfJYsWWIYxuTJkymTyzAM2o6IlFliWRYtMmF/nZ2dHYvFvvrqqw0bNrjd7qysLHKfGlmFivlR0Fayne4Uvb7mmms6deq0d+/eTp06XXjhhdnZ2alUSpRyFbcMAOiWncAZ2PwHe2eoGTpaiJqOuomqjikNU7qxeef6SX/9dvzT3019Ft9fjRVR3LQFK6uwogIPV2JlFdYEMRpCPWFgsswKV6MuW2pGOHHr1q0Uhho3bhzWzSpowmymDO9C1/VevXoFAoE33ngDbZO+hR1I/cyhQ4d++OGHY/wKRVGoz7Qsa8+ePfSwWLBgAb0bDAbFHChMG5ANRtvpIaooyr///e/mzZsHAgEyB+xBPPtvES/sHqOoWY42C7Zps8CYY8Ee16G7IFLYTtZXgLD6hVtIOkwoKUSsnSNPIlR1TOoYMbEiiTEdZQ0jEVRkTCWxqgJjSYzIGE1iTRQTKdR1TU3ROq4iHCo8nA0bNpDvS1NgqWFRpk8TECZZIpFYs2ZNdnZ2+/btSRJ0ZHtMjF5cf/31F1xwQSgUMo6+3LyADiLM5rlz5wJAIBDYuXOncGvtmdYZxGKxw4cPf/zxx/PmzZsxY8add95J6doXXXQR7VDfCBcWqZXGPvWRmoLItIrH4yexQTBERpki+9hVRkivCTVZMgC7913fM9R1tVaHholyCjXTDEYwEkfTjCWiNXJEoWw1C1FDTCHKJsZ1jOuYMlEzUbPQsCXcpLMQwuHwH//4x6ysrPz8fIpu1dTUNNmxsV8IMkGnTZsmrqCoFyTaeiwWoym/YsSikcCsfciOopSWZd17770A0KdPn1gsJuLsoVAoGo2+//778+fPnzZt2siRI88999yOHTsKo8VejbdLly4vvfRSg2Eb8aUZU/JEFNE+0FJ/7SfmpECNikJ9ZMTVf9JRIPTEn4ASmlhbyVyq9QbF4gISgKFrfq8PTUtygSYnvX6f5PUYABpAdTKal10IACZa2ZLLpZhZ4K79sGmA1wUSgISqpvpzssG2CK7g0ksvXbFixVlnnfX111+TV6Mff3Fr+ohpmm63++DBgx07diwsLNy3bx8t0gDpVSWoNdO8ClqxyO/3b9269f7771+1alXjZe3JmwUAWuXCMIyqqqorr7zyu+++A4DbbruNShV7PJ54PJ6dnU0hePqsz+fLy8sLBAJdunTp2bNnu3btioqKWrVq1b59e8rzMNJLR9Rec0kSojUMA47ib0QikdzcXF3XA4EArRAuPsWcOHiUhb00TRNOo2maACCWTD+x7zOxwc5QsQwdUTUNAzGRlBFRVzVEUzbkmClHUYsihhAr0KpGlBFTenoihY6omqjpaOmoK4hmhpEmxrvj8TiFJR577LFjrAFRH/EpVVUffPDB3Nzcq6++WmyxJ0zQFjGisGfPnlatWi1ZsqTxGdain7GXKkXEFStWiHCIy+WiUcRBgwYNHz589OjRjzzyyMsvv7xy5cqdO3faxzBESj71/wK713FkHn16XJHcQtEn0wNF+NLHmBvFNEj9XCuBZaPxg5ygT27rCeFIZwh1F9uh910AElgAJkVPTXABuBBAAnDRMRBAApTABMsAywRTApcf3O6G1iugH79jx46zzjrLsqx169b16tWLpr1Q34WImqZRz+B2uzH9cELEYDBYWlpKpV927do1bNiwK664QtO0Vq1axePxzZs3U+DnaFCUEgDKy8vbtGnjcrk++OCDSy65RKz/fuQJ1ehSh2vXrl2xYkWHDh2GDBnSvn37wsJC7pGYJuBJi84FAIAgSeCC2sV2hA7phQXgApcEtFQLutECWmNULBMmCZlaOqAB4AbLBw03SpJWz549J0yYMHfu3HPPPffAgQN+v9/lcpEZiYjxeLy6unrr1q27d++urKwsKyvbsWPHoUOHxJQTOlQ0Gr300ktfe+01TdMuvvjiM844oxExiIXTYrFYu3btKioqpk+f/tFHH+3Zs+d4r925557bu3dvGsHXNA1swyEMc+x4QEprSBL/r/VRhLgw/V8zvWNtWyMdWrV9YDpXu/ZzriPbGkZVVUrvXLt27aZNm+67775XXnnF6/UuXrx4/PjxVFLJ4/HQf91uN/nHkiQ1a9asU6dO3bt3b9euXdeuXQcOHOjxeJ566im3233bbbd5PJ5YLCbmkmZABb/9fj/tsGzZMkmS9u3b12Cn10g3SDonBRLkwTdlLSTmPxsJLQohuADSikEXvRAdINSJ1hguQAkALAksl22ZSBe4LBKoCZYJSN2p5yjmKADouk4zpsvLy88555wDBw5MnTr18ccf//DDD6+99lpd15s1a9a1a9eOHTsWFxcXFBQUFxefccYZbdq0SSaTpaWlpaWlwWBw7969FRUV27Zt2717d+vWrcvKymRZFtNJ65NIJGgJNDJ6ASAej5P1K6U5xmuHiIlEAgCysrIofNK4+cowDSJESLhAAhAL2deTogtAsgDQqiNNCcBlgeQCF5gAZnr9VgvADS4PNGyPUk8SjUbz8/MRccmSJSNHjiwsLHzppZcuueQSUlQ4HI5EIlu2bNm5c2dFRcXhw4f37dtXVVVF6pUkiTofy7Ly8vJSqVROTs6yZcsGDRrUeHckxE8zNamiDCJCo11fBna9sfaYE6GeCI/8V+wCgNT3gYQ2kZGtKVnUARq177gAXGSvSmmL9GiQAiHtp82ePXv8+PEA0Ldv39LSUtM0aSyB0r48Hg+t2uv3+4uKik477bSOHTsWFBScffbZPp/vvPPOe/bZZ2fOnHnGGWcsX76cqhU2iKIogUBAluWsrCwxNiBCNccORavtHaCqqmQ2H9dxGEZC1ACgVmRH5GfToT1EA3UMU1sgFC0AoDXOweUnrZq19miD1ijlQ4qkzXg87vf7+/btu3v3btqhsLCwoKCAfL/u3bsXFRWR9lq3bu33++3jaYqiuN1ur9f7y1/+ctWqVddff/2bb755tKE/8jAty4pEIrRAL8nyuK8cgKqqtEa8WNqa+0OmCUiIoid02cTWQGdIiF0siUI1lgmWmd7oBZcHXB4LwEjHWL0/sqKyfYBe07SlS5e2a9euf//+ubm5JFQAoHwFscw9pHOjLcsSn1UUJRqN9u7dOxKJzJw5k5Y3aBCxJD2ZxIqikKobO8uGEOql8xROJsMcFxKiUJCrTo8HRzEl036gzVe0bL2jy0VWax2T9WSftQ2hBBrL/uijj66//nq32/3ZZ5+dd955NMwdCARoNx7HY05BXLY/m2YaUU76LSk9VuGm3g9cHnCRK1jrDrp/zCk8GZDAyB/zer3Dhw+fMmWKqqq///3vDx8+7HK5AoFANBqljBaGOQWpjQr+1CFPjyzbeDx+0003LVu27Kqrrnr//fcpyYtESLs5fbIMU4dG3bWfArIsA4DH49E0jRSYl5f37LPPdu/effny5Q899JDX6/X5fDSgJ5JsGObU4ScvQjFIQAIjx69nz56TJ08uKCiYNWvWypUrAYACPGyUMqcgP3kR+v1+WZbFiIXX60VEwzDGjBlz7bXX+v3+3/3ud/v27cvOzqaMdafPl2Ey+cmLEAAoOup2u8PhML2geYNPPfXUgAEDKioqHnvssUgkIkkSGaUMc0rxkw/MiDm7YsAwmUxmZ2fTZNmSkpIBAwZEo9H/+Z//ufnmm5s2KM8w/6v85EV4NEiELpfrzTffvP322zVNW79+fb9+/Tg6ypxq/JxFKPQ2bty4RYsWNW/efP/+/SxC5lTj5+ATNojH46EFSWVZfuGFF7p06XLw4EFaJJhhTil+tiIMhUJUvdw0TZfLtXr16p49e1522WVOnxfDZPKzNUcBgOrz0NBFMBgsLCxsvKoawzjCz7lRUt3BWCwGAC1atKDcGoY51fjZ9oTxeDw3N5cmKMVisUAg4PP5aPTC6VNjmDr8bEUoCIfDVI4pkUiIhV0Z5tTh5y9ChjnF+Tn7hAzzk4BFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIdhETKMw7AIGcZhWIQM4zAsQoZxGBYhwzgMi5BhHIZFyDAOwyJkGIf5/7N0qCOblBmXAAAAAElFTkSuQmCC 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CN[C@H](C)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: CNNCc1ccc(C(=O)NC(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: CNC[C@H](O)c1cccc(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: O=c1[nH]cnc2c1ncn2[C@H]1CC[C@@H](CO)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: NC(CSCC(=O)O)C(=O)O
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: FC(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)C(F)(F)Br
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: Nc1ccc(-c2ccc(N)cc2)cc1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: Nc1ccc(C(=O)Oc2ccccc2)c(O)c1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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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: Fc1ccc(C(OCCN2CCN(CCCc3ccccc3)CC2)c2ccc(F)cc2)cc1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: Cc1[nH]cnc1C[C@H]1CCc2c(C)c3ccccc3n2C1=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: CCN(CC)C(=S)[S-]
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: CCCCCCCCCCCCN1CCOCC1
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/C=C/C=C(C)/C=C/C=C(C)/C=C/C2=C(C)C[C@@H](O)CC2(C)C)C(C)(C)C[C@H](O)C1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAAAsn0lEQVR4nO2deXhV1dX/1zn33nNvbuaQEEgZZFIUQV8feQGfglCrVF+sUgVrK04IdkBrRcW3QhVFC6WKICJVSxWBCv5UeBUhDoBTFAoIRqQSGSOEJGS485nX74/F3T0kGKjeuG1dn4cnnNycYZ999nevtdde+1wFEYFhGHmosgvAMN91WIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZP3p+Ueg/bLXX0T8c/Yv7JedSj3sS5bj7MgxzFNUCsAAcIS1M/3QBXHANHVz76C/gWmgZ4FoAEcfUAQwAAyCJlgVgg2uB64KLtDOKf2AYBp3bcRzTNNsojWVZjuOIX03TdF0XAOgnfYKItGHbdsar47uDqFt6OvTTsiyxg6he27ZF/WeKZDJJ53Qcx3Vdca1kMum9esavK65imqZoaclkskVbchxHlOTIkSOQrhlv/WQQFVtbPgRAsJNJAFADGigqOJiKxQ096UclGY1FmxtzfFoAwAfgA4jHYgq4xzN4LgCYhhEMBgEgEon4fD5N05qamug+aSevLAOBgM/ns22bKkXTNFVVAUBVVTpK0zRFURBR07RIJJL5+vjOIOqWHoTP5wMA13Udx/F+Qhu0Z0agPtTv99M5FUVRVdXv96dSKQAIh8O0m+u6iJhBEeq6btu2YRiNjY3hcFjTNJ/PR+cPh8N+vx8AbNtGRET0+XxUEkQsLi52HCeRSGSqJK1RDEThRqrkPApjiACWAYigaQAAigsI4KpH91YAAEwj5dMCPr9fHPdPNSKAAoBqzeGaTp06KYoSi8Vyc3MBwHVd0zRDoZDjOIZhhMNhy7IsyxLPANJGz7IsRVGys7MBIBqNZmVlBQIB6skKCgrar17+4zFN0+fzCaXpuh4MBhVFIbtEImmhxozgui6dWcheKFzXdephqS8GAERUlPYaz9CljbSROO61aB+qE03TqGYyXhLFxqOGUPR1/9Sh7YDrgN8PCOA40fravJw8cABABZ8KgBDSSLhmIq7l5YKith4BJhIpkpCAOhtVVXVdtyyLZAlpW59KpfLy8gDAMAyye/RXXddDoVB9fX1JSYllWYFAQHyY6Tr5rkDOv+M4LR6Q67qu6/r9fvqrRl1wRhHao41oNJqXl5dKpbKysry7tf7k65BIJOhORfuxbVtRFJ/PZxhGIBDwFsk0TcuysrKyyFp4j8o4qg/BhyD6OhfAAUAFTMsEBSDgBwBAsJoiTsoALcvZvR9QherDHyxdXvHc36CuAWxXC4bBQXBdGlkigAPggOqA6tcCABCNRsn0p1IpRVEMw3jvvfdqampIgdXV1dT/AYBoEEKBruvGYjH6a0lJydtvvz148OCqqqpkMtke7eM7gmmaqqqGQqHs7Gxy/iORCA0NhGny+Xz0CLwD9YxATikZH9u2Dx06dP7550+ZMqW5udmyrEQiYRgGImZQga7rZmdni/AEAKRSKb/f38IgJ5NJcfvvvvsuVRH9qut6pgrTEnQQHUQXEdFGtNL/XETbttFxMKljXG/49PPtr72Bhxo/mvckbtm5/p6H8Egca5vWzHwEa+owqaNuomWiYyE6Ljo2OnSexuYmTJNKpWzb/vjjj88991wA8Pv9U6ZMIUdc13Xy2hGRYgb0YSwWo2Nt204mk2PHjiV/4Ne//jUyXwPbth3HQUTLskQlI+IXX3yBiPQnRKRBgRgsZQrLssRpDcP44IMPgsHgxRdfLK5Ln2f2uvF4/IUXXrjyyisjkQiJXJSByoPp+21qaho8eDAArFixorm5OR6P67qewZK0QAU3PfyjDuOoEQMHwLQtUAACAfAH4s2RTRUffPjqK1s2boQuZdHmJkAE29b8KmTnQCR29CQIgOSTqgCgABTkF5CWACAQCNx+++0DBgzYvHlzXl6eqqqzZs3q0aPH9OnTo9FoMBjEdORTeKE5OTnUCb3++utFRUX/93//p6rqvffeO3XqVADwdmzMv4TP59N13TAMn8+Xk5OTTCbHjRunKMrHH38MAKqq0rMg/yWzw0JEpBOSgaUYiWEYNTU1sVhMBGPo80xdlKIyd99998svv/yzn/1M07R4PO44DnkBor0FAoFoNPrEE09s3rz5zDPPPPPMM/Pz87Ozs6kk1Iwzz1HD5yAiWoh6+p+BmLJMdB1M6pgwmz6p+njVWozoVc8sw22frL3nPmyM4P6Dqx54cPl9Mw688y6mTDRNtCx0LXTRRbQRbUQXkXqdJUuWdO3aFQCKi4t/85vfJBKJN954Y+TIkXTnp5122vTp08kAipBMPB5HxMrKyksvvRQAsrOzzzvvvKqqKuo/vL0m8xXw2hnDMCZOnOj3++fNm0efU/XSXEJmLyoeXCqVoo3KykoAGDhwoPjcdV1hrDJ1XUTcvn17YWEhAPziF7/w3hddkSZjysvLAUDTtJUrV7YoZztxIhFaJtoORpOJXfvNqv3YEGl69z38x6f6pk1bFz/7zpNP2p/tfHrqNDxcg7q5e8sWtCx0LCORJP+WfNojR46MHz+eXO0hQ4Zs376dZIaIiURi9erVF198MfUIvXv3XrRo0eHDhxGR4sKLFi2iWuvYsePcuXOFB0U1yDr8OohWSJN1d911FwD86U9/wnTFkqHATLuj1NzFpXVdP3DggKqqpaWlwvs94ZMVo5hkMknnJNF6peW6rq7rorHRRnl5eWFhoaZpkydPph0Q0TAMGivt3bs3FAqFQqF58+Y1NzcjYiKRoMPpQu3BMSK0EQ2PCE3XQXTQdtB08EgUG2OY1DHejMkIpmJYX4O1B1GPJ3ZXoaHv27p1zvT7MB5H20HHQRfRcV3XXbZsWWlpKQCUlJTMmTMHEevq6jBtHom6urqnn3562LBhJMURI0Y8++yz27ZtGz58OH1y3XXXffHFF2LEKOpFuPLMV6CFCO+55x4AeOihh7CVCDPY2ZHNoW3xHGkOOT8/X4zQKELb9vMVTSgWi9GeiUSCrJYoOd0myU/cxeLFi6lnX7BgASI2NjbS56Zp9uvXr7CwcOTIkfX19fQhSRGPbbGZBdBKe43pwIxBZhAdw7Fd10bHQdtBw0bDQtNEK46pRrTiR/8ZcbSSmIhiIoa2aTQ1Lnp8wWeVleg6n2zb/uNRl5KKRo8e/fe//50uGY1GqWpa1PKuXbsWL17crVs3clBpzvD0009/4YUXRG16+znKv2mnevkuICqTKvbBBx8EgKlTp3o/FGrM4HXpbK7r0nADEWtra30+HwUFxDP1GszjnoTsmNCG67pev9FruMRdCL3Nnz+f5kL/+te/0rEHDx68/vrrAaBr167eXl40UV3XM+uZC0CERl08OpAj06i7toWu69qObaJloe2gbaGZQtSNZINrxe1UBF090XgYHd1oakDbRMeyojF0HD0a/fTj7T4Av+rr2rVreXk5CS+RSDQ0NCBiY2OjuJ9IJCIeBiIahvHkk0/m5eX5/f4JEyZQ4I6eh9eHMQyjnWrku4PISqGf8+bNA4Df/OY39AnVtnefTOENxgpotIKIJxmHpIaEiNFolHTrLTYi0iyoaDZCq+L8CxcuJAtRXl5uGMby5cs1Tevates777yDiKZpxuNx79nEICjjAInPxS/75zgOeasOomU7uo2mjaaLpu2kEE1EE10TXQtdK9ncjI5jpZKIzk9/OrZTp469e/c8cuSI6H4QMZlMUi208DQoWy8SiaxcuXL06NFnnHEGAGzZsoX6M9Gr2bat67romNkd/Tq0ENtf//pXALjhhhvo83aqW8uyxNOkARuZHZryjcfjdF3hQ7ZBY2MjHSsGhIZhJJNJwzBE4R3HEeZRbNBRsVjszjvvzMnJycrKWrBgQX5+PgD8+c9/9h4rDmw/XxQRVUcBx5Pmonj+Ea6q2AA2gAngqL6kbTuguOBzUaXs0VhzDEAFVANBDdD1h4LJZPL8EcMP19UNPG9whw4daJqBbikrK4tqze/3W5YlJkAVRQkGg3l5eW+//fa6deui0Wh2dvauXbsoYJ2VlRWLxeipeFMZ2zWj7zuCmBKgxAkyU97PEVsmF38d/H4/TcHTpFQgEKCJisLCwpycnCNHjtA8sOu6bSesmaaZn58fDoepOZGGDcPIysrSNA3Teaeqqop5DsMwqMGEw2HHcXJycmbMmDF27FjTNH/1q1/pun7NNddQiJimIoRx9vv9dP72TeCm+j6asIYACOi4jm07rgOguAAmuBagC6rfrzmWq4Ia8GmAKqAaDmUDQm3NIX8wqJuGbdvBcNgGDOQGC4uKEMDn8zU2NlL6ha7rIhUmEAiIdATqfgCga9eukUikuLg4kUjk5ubSyDAej+fm5mqaRn489aAAQL0X89XAdNoK/UraIDPl/TyzIoR0cjZdrqGhYcOGDbW1teFw2Ofz7d69m/ZRFKXtLE1N00gSiqLs27dv/Pjxt956q8/no7T+QCBgWRbNAVKuVSqVohk/Ojwej1NJhg0b5jhOaWmppmlffPHFpk2bACA3N9e2bXJoRUnIamW2KogvzY5XVNXn8/lUH3VHLjoIqAAEwAcOKABUnmQ04QsFXdspLSvT9ZTq81Eyt6qqaOHnn3+uG7qqqkVFRXTaUChE+bvkBdG9ua5LmXuISLKkOopEIojY2NiYk5ND/ollWZRJpGlaO61z+c5CjVV09u0nQkSklr1jx44bb7zxxz/+8cyZMylbTYiQhNrGSSzLCgaDpmkuXbp09OjRixYteuKJJ0pLS5cvX753714AoLRswnEcygJNJBJkDLOzs7dt23bFFVdcf/31WVlZ1CY3bdo0aNCgCRMmVFVV+f1+bx55PB5PpVLtlSYphn9fhgjY2P8Mo7b6c/oURwcYiC+tfNmvBX540YVH9zp29qaNAe4zzzwDAP379weARx999IT7e08uYlm2bYsBAKVKiO0Wp3IcxzvmFgNxMgiJRIKicK2v6B2xiGtROJGGHKIk5IfTBu3gLYa4IkUaxLwW7SBCViJe19TURBt0U5ZlUdCLfjY2NooTih3E7dPA23sj0Wg0lUpVVFSMHz/+nXfeCQQC3//+9+midB7apltokcJGRRUf/vKXv+zWrdull15KmSjoCYFQZ4rHjjOnTZumaVo4HC4tLaVJLE3TSkpKzjrrrLVr14oKOe7QlEZ9qVTqBz/4AQD4/f5TTjmlX79+fr9fUZTS0tKnnnpKhH+8T5AKn0ql5syZQwd27tx50aJFiLh3795JkyZ17twZABRFmThxYiwWo/kJMeBsXZKMAJk9nXhCq1ev9vv9I0aMEHM+ZMdOeIY1a9YAQK9evVRVfeyxx2ilRdtXTKVSLfahppZKpVrHqcV2C2lRAJaaVIsAHQXKxIEiMJtMJr2fezdc1z1y5EjrakFEy7K8AjZNs7GxkT4hpQmp0FUopxnT86t0X3RdcXVq5UKoLW6NWk8ymaR2SV4WbUej0V//+tcAUFhYePXVV/t8vtzc3JUrV9bW1orSip/epuyNTq9evZrmeIW/M336dOq/kskkzSSJWXXbtj/88MNzzjkHALKysrp06QIAgUBgxIgREyZMIGtcWFg4dOjQHTt2iIuKXpKCfK7rPvzww9nZ2fn5+X6/v2fPniUlJR9//HFFRcU555xDs+29e/f+4x//GIvFRHTUMIympqZt27b179+fnOEbb7wxEol4G8bOnTt/9atfkQHUNO22227bs2cPtjPtJcINGzaoqjp48GAhD++sYBuW7cUXXwSA0047DQB+97vfncxFxROikXeLuURafEi/CnV5JzzEnphu6LZt08OOxWJkYcQ+4uTeflGcX+wvZngPHz7cRj8qyiPscFVV1datW0khTU1N4nLC4IhJZNF0RJe/evVqAAiHw//zP//zySefIGIikWjRrXjN7MMPP9yvXz+STe/evckyAEAoFDrvvPNefvllCjZ6u4wWdxGLxSZPnhwIBPLy8rKysm666aaJEyfSSjQAWLhwoegmxMaMGTPoKt26daMRWl5e3owZM0TQ+6GHHqJAQHZ29mWXXUY3Iq7b3Nz8+eefDxw4sKSkBAD69OlD1+rRo8dnn32WSCSi0eirr756yimn+Hy+vLy8nj17rlixgo5tbGz83e9+Ry5lWVnZ+vXrvWcWVR2NRvfs2XPbbbdBepX5HXfcsXv3bvFMM07GRNgij2zr1q3kVbae5yUP8MvOs3nzZgA488wzw+Hw5MmTHcfxyuC4eJPcybcktXhbjJgaaT3/S8ZNfE45xJh28IhUKtXc3Nwih9CbEuXl0UcfXbdunZg7Fmem+RU6qkUcPJVKNTU1bdiwoWfPngBQUFAwf/58RHRdt66uTthz4SSLm6WNnTt3XnbZZbRIV1XVvLy8/Pz88ePH79u3T7QtUUXxeHzv3r0/+MEPaFV0t27dioqKAoFAWVnZ4sWLFy9eTCm+OTk5AwcOXL16NSKapincYLopy7KWLl3at29fWqHfvXv3oqKisrKyaDS6cePGUaNGkRSLi4vvu+8+Onbr1q0UgPX7/d/73vdUVc3Kyho2bNiBAweamppEOpSu66QWskXhcPhnP/vZZ599Rjd+3333UdkURenUqRN1GZMmTaJL0M1SP7VixYqysrJAIFBYWNivX7/bbruNFEtrd+hevNkw3rl4x3EikcimTZsuv/xyClL06tXr4MGD7bSWIvMipA0aYffs2RPTy5RoN1on2sZ5PvjgAwA45ZRTAGDChAl4Il9cCMOyrKamJqEK4RaKuQ1E9G5j2jEThSfVJZPJ2bNn33rrrTU1NS0GilQYGkcJYRiGQd18LBbbtGnTaaedRh38hRdeuGvXLjxWzMeltrY2FovddNNN9KIHWuNHtbdmzRq6R+ESO44jLoeIR44cWbZsWUFBATlyvXv33rhx4/XXX0+Rj7y8vNtuu62hocE0TXIgq6urFy1aROdXVbWsrKy4uBgArrrqqt27d1N5bNueP38+JXbl5uaOHDmyoqLCWw9VVVU33XQT7SDOEAqF/vznP0ejUerF3nrrrXPPPVdV1XA43K1bt4ULFx46dIisX4cOHSisvXTp0ubmZjFixHS3IhzXyy67jAxdx44dzznnnG7duoXDYVVVTz31VPInL7roIhpAinqOxWLUYKine/rpp2mg2L17dwAYMmTI7t27DcMQg4VIJOI1CV43ihJK3333XbLM69evb6dhYcZEKFozbdTX1wNAaWlpi7+KtYJfRmVlZWFhIT3gq666Ck+Uw+7NaaCNPXv2zJkz5yc/+cnSpUvpceq6TquK0WOrqdMV5yFx7tq1ixaS5efnl5WV3XHHHQ0NDXSgeLp4rHGjjfr6+t///vd+vz8YDAaDQRrfA8CYMWMOHjworkJTo1QJZIHj8firr75aWlpKwujevfuTTz65atWqM844g559//79yRwJqEJSqdSnn3563nnn0YW6d+8eCoWKioomTpxo2/bu3bsvvvhiihCWlJT87//+Ly3XvOWWW2h+6IwzzujQoQOp6JVXXsFWyTENDQ0zZswQAhs+fPiGDRsQ8fHHH6cDc3NzyW4HAoHhw4c3NDS09jKeffbZvn37UgnLysp69OiRk5OjadqoUaOoK6EHVFtb67oubUciEbpBEtWePXtuvvlmGkAWFhZmZ2eTI0ojTyqw6OaEj9DQ0ODt6y+55BIA+OEPf/jpp596x+qizVDUlDplGtR4Y0sU/nn//ffbacFAxkQoEi9og15WlZ+fL9KL0LNatw1M01y3bt3UqVOzsrL69et36NAhRPRWXGu8AZKqqqrx48dDegnckCFD3nzzTfoT5Td5R1kipTASiTQ1Nd1///00kMjLyyOXLDs7u0uXLnPmzCH56bouxpwizoGIf/vb3wYMGCDE0Lt3b1q6lpOTQw7YmDFjdu3a1SKNmEo7atQoKm2fPn3I8+nTpw/9dfHixd27d6cRVJ8+fUiK1Czq6+unT59O1qBLly4dO3akLu/aa68VScyIuHnz5t/+9rfkv+Xn5z/00EObN2/OyckJh8MkxTvvvNPbu9PALJVKie6ppqZm2rRp4XA4Ozs7GAxStSiKcsYZZ5DtLSoqIltEShDL0OhYOskzzzzTv39/eiKlpaViiZB3lNVawF6fpbKysn///gMHDiQT+pOf/IT8T+9RIvlbmFYRN/7Tn/6kqiotJV+0aJF4gpiOD7dulkLP8Xj8Rz/6UW5u7tNPP43tQ3uJkKabwuHwa6+9RkuT0DMsacO3bmxspJ5PhNpuv/32NkQophxjsdiDDz5IR5WUlAwePJg8EAC4/PLLP/zwQ9q/9XC0qampsrLy7LPPFkN8AKisrKyoqBg0aBCN43v06LFw4UIx9yCEVFlZ+fOf/5zSMjp37kwGvKCg4KOPPkqlUnV1dddddx1NjQYCgTvvvLOqqoqObW5unj17NomnuLiYGreqqjfccEM8HqeICNXno48+2qtXLzI43//+97dt27Zq1apzzz2X2jRFsKi7IacRPUsBqbRvvvmmWI9C2guFQkOGDNm7dy89CDHTIKBBsqjbw4cPT5kyRXiGVGwAmDx5MvnJ1IgTiYQY2gmXknqE5ubmuXPn/va3vyXNi/6LNsQsjliO5F29IX7dv39/p06dVq5cSQ6FtxW16Otpf/G8Fi9eLOrqmWeewXSU1dsheueNqBjxeJxkfNVVVwHAmjVrvu1jQkLc1d69eydOnEh9fI8ePajzoyVbYmfvYIk81RdffJH8n+Li4ptvvvm6666jplZQUHDLLbeIwDoh+qpUKrV9+3ZSUTAY7Nmzp9/vnzRpUiKRuP/++3Nzcyn/6Kc//SlFvcVRiFhfX3/jjTdSdKGwsJDcyKKioqeeegoRLctau3bt0KFDRfe/cOFCekK2ba9YsYIiB3QgFXXcuHH79u1Dz6Tlvn37xo0bFwgE6HVmkyZN2rx584ABAxRF0TStrKyMpNu3b99XX33VW5kitnn48OEHHniApEh+oKqqBQUFBQUF5MTOmzev7edimmZ5eTndSLdu3R588MF/9ckahvHmm28uW7aMXNDBgwdv3Ljx25lDLxqhyFJ+4YUXqCctKCig9XTHTWBuDdX/1VdfnZWV9eSTT/7buKOioAcPHnzttdd69uzZuXNnVVXPOuus999/Hz2dFnWW5BZWV1ePGDGCGtlll11WVVVFscQdO3ZcccUVtM4lPz///vvvTyQSuq6TN2Ka5t69excsWKCqajAYLCoqysnJITfp1ltvpav84x//mDFjBjV0ALjwwgsPHDhA+i8vLycTRCNAGkGNGjVq79696EnzRcTFixeTu5idnT1gwID777//oosuAgDKuycj1q9fv5dffpkeG01P2bZNh5umuXnz5h/96EfUxSiKEggETj31VFVVyV+lyRjLsiiyR8MSKr+wUTt37nzsscdKSkpUVRUhzTFjxuzbt89rB9qgrq5u+/bt1Ed8NeLx+Pr16x955BEa6H7LRSi6y5UrV2qa1qNHD5/PJ9ZqYZvl90awaSp1wYIF7ZTUnuHoKCLSlLeIgpimeeutt/bs2ZMGPCNGjHjttdfQMx6IxWKPPPJIMBjUNK20tHTJkiVi8Eb5e67rvvHGG8OHD6dARZcuXSjFQdf1tWvXnn/++aQuGpWpqnr22WdTWBIR6+vrhSdzzz33UBC/pKTkyiuvHD16NA33Bw4cSBa7a9euZACFG0aNW4xtZs+eTWLOz8+nyYDS0lKKZ06bNo1ekSRuqsUGIkaj0fLy8l69epWUlJx//vmapuXl5Q0bNmznzp2ISK+cw7TqvCn84tlHIpHm5maa/tE07bnnnjuhDFKpFI3xWiQMnOxzPRYqm1gW097vffhqtJ5cff3118kjA4BbbrlF7NZG7Xmnte+44w4AmDVrVjsVOJPR0RbG2vtJQ0PDH/7wB7IDJSUlw4YNo0nYNWvWkAYAYPTo0fR0WzxaURfLli2jqDcA9O7d+/TTTydJdOrUiexJWVkZZboR4jz0nvNkMrlr164JEybQCE1RlM6dO9MKj3A4PG7cOAoCiVEKdRMt5tmSyeSsWbPy8vLKyspycnJCodDQoUPfe+890e94A+4Cb1rG+PHjw+HwvffeO3PmzMcff5wKJi5BBlDEgcTcemNjo7daaKJZpBMdd4Vea77mijjqDqhIFL7/yqdqb7xzS47j0LxXr169wuHwL3/5Szx2RVUb0EOfPHmyqqp33XVXO5U2k2NCGi63+FD4nIjY1NQ0depUEoyqqn379u3QoUNeXl6fPn3eeustet0IerIuqS3Sw6b4ZzQafeGFF04//XSfzyci7OR/jhw5sqGhgdol6V+ETL1pIoi4adMmCrfMmTMnFAq1mAMQqY90IJnB5uZmkapCcabnn38+HA4/8MADwhX0Lk0WZfDanMbGRl3Xb7/9dkinxbauQNoQwa3WJktkkHmjL21AMR7vc3HbXLHexnloQwwE8Fv8jh/vCwEcx9mxY4eiKF27dg2FQtdeey3tc0J3QPRxM2fO9JrQjJPhwAxhmmYsFhPtQ6Sw0EgsEoncfffdZBJpDCbCUIZhUKdOjcZNvwGBfoqut6mpacqUKddee21RURG5l6+//joeL5WEpn1o27swv6CgICsra//+/cuWLRPqokx52qZpK28OJ3qyDujpkuVssWaUHD9xCLV4r4mbNWtWaWnpvffeK0RLOnHS77AShRT1SZITIUdMO5lizHPyUbvWgdCTPxBbvQs04+8j/fq0yK8gn/PAgQPk/APApZdeejLpk5j2L3RdX7JkiTfKkHEy9mJ90zTJxwOAQCAgXhiu67p4wTjNa1FMIj8/v76+nl6KrKqqyOHIycmhr6ygFpadnS3eXl5XV0dvoAmHw/fdd18oFJo8eXI8Hn/44Yfpne20WJPyTugN+aqqktGjN38rikI7hEKh5ubmvLy8K6+8Uiwszs7Opufn9/sRMRgMqqqaSqUCgYA/vT5LfEGNYRidO3emRgnpF7ZHo9Hc3FyqBJqkoeRDVVXp0oioaVptbe3nn38uXslOi1BFyQ3DcBwnEAi4rkvXVRTFNE1aAouIiqJYlpWbm0tfohKPx9tYV+l6vuyBzuz9wo+Thx5oU1MTrXiwbdv7VRbfWhCRsnYovkCTwJheJGXbdhtvthdtsq6uDgAaGhrasZQZxDsO9A5tDcMwTZNsRUVFBfVJf/nLX2isfMkll4jcvxYJx8LyCIMjDIj4RAzDWs9D0jysN/GaNnr16uX3+zdu3IiItPrTe2ZqrOgZ2dO9CBtCVxQF8Oa+4bEzMd5FVWQMn3rqKb/ff/PNN2O6rxWvY2i90ISWwLXIaxUTlWKZ0r86PPsK813eQ4SfLFyPbw8tHAqqOlrpW1xcPGjQoN///vd4Er4oVWx9fb3jOFdffTUADB48GF385xvrj76ZybGPvm/esdCxvQsD214i6KFd3FEv1F7FAK++vr5Pnz40XWZZ1s6dOyl///LLL6e2TrvR0xUD6wyGhkmQ/fv3VxRl27Zt+I23JFowOW7cuG9zYOPfAtEvtFjDJVY/YXoZzV/+8pfs7OysrKyJEyfW1NSIqAy92lhYCzqhN5N73bp1lBiYm5v7xBNPoIWYQjTQjRnoYiwRtdBMoVlnNsTRjKCeQsdAtBETcfNLFuAeh3YXIXqSzhzHGT16dDgc7tu3r1ixVlFR0aVLl2AwOGnSJPpErGMQ9iHjRfrv//5vAKioqPAOGtsV0WIWL17s8/nGjBnzLRxQ/RshhtmYHjM7nlcVi2WQ+/bto/A7hQMpgnDvvfdGIpFoNOpd0UYBNvFrdXX1tGnT6KjTTjvt73//eywWS0USTzz0qPlFMxqIloNmCt1Eff1+F+PVh6pcTCKaViqONqKZfofvSYSuvgkRilb++OOPA0CPHj0qKysx7f4ZhvHSSy9Rutkf/vAHb4yRXAvvJ18fejwXXHABAJSXl4sH9s3gOM4rr7ySk5NzySWXpFKpb6E7928EZVC16KPpadJil4cffhgA/H5/7969ly1bVlFRMXbsWIoRlJSUzJ49u8VLu8lri0Qiq1atolVaAHDnnXeS4HVdRxcx6aCOby37f+XPPIepJKZimIhhYy0mIpiIYXU17q/GuIVRG79owiTiSfS034QIaWHo+++/DwAFBQWrVq3C9LhC6HPt2rXU68yePRuPXb50wqVA/xJ0Zlp9JzKJvwEdUqfrOM769esB4Oyzz27vK34XEA+OFpeJNya+++67tHowEAjcdNNNlEdBcl2/fj2tigCATp06zZ8/35tHXlNTc91119Ff+/btu2XLFu9sB7poRqJoOo27qvRduzAWf/2Pf7Tffnf/c0s+mTfffXMd1je5b3+I+2uMD7bh54cwaqB9YlPY7iKkkc+RI0dCoVBubu7dd9+N6dktoTT69dlnnyWVzp071yu89siaHTt2rKIozz33HP36zaRfkd3buXOnpmn/9V//he359Qb/8bTITxD28NChQxMmTKCocs+ePelNvq7riuEPzUitX7/+rLPOIrF17tx5yZIltbW1zz//PE2b5efnU3otaU84LLqebI42IJpo6ZiK48efLLzm2l1zHsOtn+A/9nz+wCx8pbzxueextmH30ufxk52YSOJJ9O/fhCWsr68fOnSopmmDBg1CT31RRJSyZGi936xZswCgsLCQci/baS7YNM2f//znADB37lwxIdkeF/IiBp8fffSRpml9+vQR85PMV4ZyocRS4OXLl59++unkRs6cObOhoaFF9Mu7aAMRV61aRa+Hot6fErAuuOACyscQ2XnizVeGa6bQ0tGINNagmcRYDPdXb31gJn62B6vr4k89ixvee3HCLyqfeOL/3TPFrvwI62rQPrEIM/8F3K359NNPq6qqcnNzX3rpJQCIx+OFhYW2bRcUFNDXX0N63HzXXXfV19cfPnxYvOEX2+FbyxVF6dixY0lJic/ns207GAy6rtveU150O4ZhnH322dXV1cXFxaqqiilQ5qtBX3YN6W+wvOaaayzLGjhw4IoVK7p06eL3+ynkTpV/4MABmmemdwTH4/ELLrhgy5Yta9euveeee3bs2BEKhV555RVa4RmLxUiT9FXehw8f7tSpE4IvAqkgBIOFHcAyQXWhKC/3lC6ANhjxg2aij2KfOuScM0deGNxZmQgpeflZX/5SUc9dYPu8z1RAk+YffPCBqqqDBg2iiXj6k+M44rsXNU2jRQw0V+79MnrbtsUseaaYO3fu8uXLb7/99iuuuEJRlPaQegtM09Q0zfvd6Mlk8qvNmzOQrk96cIZhBIPB6urqMWPG3HDDDddcc423a3McR1EUynygjAhFUVKpFCVj0A6RSGT37t3f+973ioqKQqGQaH7UGsVP9PtigD5QAwCaa/hRBV2HROrD1a8EfWqHDh26nT/0cOX2TucMaKj+IgVOl96nAgQBTmDq2l2EDPMfgwNgAbgAPgA/gA8B0AYXAVxAFxQXAEClr5FQAQBBVSDQxiu2CRYhw/wr0PdEtHCbFBeOfu/8P/eiPyigsggZJnO4AFZahAqQvlD9p/6UtCEEhPQ3vKgtFduKbyIwwzD/ObhpEapey3csR79VST3m682+HBYhw/wr+ABcz5cHIigu+FoozT36JwAWIcNkFgXA32pM6N3GYz88uYg7jwkZ5mRxAGxwEVwFVAVABdXn/VZP8KhOATheBOe4sCVkmJPHdcBFAAVcFVQAVwHwUfCzlfzSYZkT65AtIcOcLAjgHhUhABxNH/kyjZ30kJBFyDCyyWQuGMMwXwEWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNIhkXIMJJhETKMZFiEDCMZFiHDSIZFyDCSYREyjGRYhAwjGRYhw0iGRcgwkmERMoxkWIQMIxkWIcNI5v8DRvoGVuRTXvsAAAAASUVORK5CYII= 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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(OP(=O)(Oc2ccc(C)cc2)Oc2ccc(C)cc2)cc1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CC(=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=S(=O)(c1ccc(Cl)cc1)c1cc(Cl)c(Cl)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: CCCCOC(=O)/C=C\C(=O)OCCCC
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: CCCCSP(=O)(SCCCC)SCCCC
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)CCC=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: O=[N+]([O-])c1cccc(S(=O)(=O)NCCNS(=O)(=O)c2cccc([N+](=O)[O-])c2)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: CN1C(C)(C)CC(O)CC1(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: CCCCCCCCCCC=CC1CC(=O)OC1=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: CCCCCC(CC)OC(=O)CCCOc1ccc(Cl)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: O=C(CN1CCNCC1)NC1CCCCC1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: COc1cc(S(C)=O)ccc1-c1nc2ncccc2[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(NN=Cc1ccc([N+](=O)[O-])o1)c1ccc(O)cc1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: O=C(O)c1ccccc1C(=O)Nc1ccc(S(=O)(=O)Nc2nccs2)cc1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABubElEQVR4nO2dd5xcVfn/P+fcNmX7JrubBgkkoXdCDaIgfkEFAUWKP1CQLkoxfAWUDoqEJiAdRZqodFA6Ik1Ch1ACCenZvjs79bZzzvP748zcTBomIcvgl/t+5bWZcufOnXvP557nnOc5z8OICDExMbWD1/oAYmK+7MQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTFmrQ/giw0BCmAABwGMAP2PQXJIgAMGwBQASA7ST2t91DEroJZ/gSrdzxfgaq3LnpCIlFIAgiAAEIYhACnlcttED6LHn4IQQggRPQ3DUD9VSi2352FBAaFCqAgIARAgAB8IEQIu4OrLGwICIVAChv+YYj4VWuEf1NJ/VPW3/AoA5PN5/WnddFfE87xSqTRMh7wuRej7PuccgG3bnudZljU0NGQYhn43kqiGMcbY8nchvYFSKtrSMAy9B609y7JM09QfXx0Nf1ZYuRsMtdjY8jdOrs+gAhTMuBv84sIrgtR9II8ehEEAwHEcKWXU6nzfd103DEPf9/W9PpFIOI4zTE1uXZqjrusmEokwDEulUmNjIxE1NTXpt4hICMEY0xLSSCn1L+ScM8b002QySUSRPqPHUkrTNIMg8H2/rq5uuV0NE8QhHUhA3x4Vg2nBNgHABDhgaVuUAwQzVKYBMB4L8YtF2fLUwlvuLXBuArBtGwAR6V7ENM2o8/B9Xz/Wbw0H66w/8X3fcZwwDCN5aNORiGzbrhaMEEJKadv2ij3hcuguUR+hZVnRx/XedNcanazhQAI+lAT0JeTlfrH8z4hGiQplC4cBBgeLp7tqhTYyqTKOr7oQVPU3ancMYAjDMGpduiNhjCmltOp0NyClJKJhuu+vS6OuUCjU1dUBKJVKs2bNmj59+qabbrr11ls3Nzd3dHSMGDEilUpZlqW15/u+ZVn6d4ZhSETa8pRS6o5xuZ27rptMJqOnYRgqpRzHWVcHv1IIkNA2Csey1zHSob7wTL9MADPiOefaoVAeOnDAAJnACr1fNQxg0HojIm1t6Xdc19X9RNQBVmt13bLOlB1JwnXd+fPnb7fddsttwDlPJBJNTU1tbW1NTU2TJ09ubGzs6Ohor9DR0dHY2GgYRmR/RkNEIUQ6nUZlnsZxnGizYYURTD0XysoznwAkIJfebxWgCMSgOBRjFWHG1IZoxoV/qvgq71d1g6VSSbcxpVSpVNLdiX4a2ajDdNDrrCcsFovpdNrzPKXUFltssXjxYtu2991331wuNzg42NXV1dfXVywW9cac8xUnabSoJk6c2NDQMGLEiBEjRowaNWrUqFFNTU2maW611VaTJk1KJBLRp6SUnufpEzdc6NlRDmFxBdiyYukYKAKASkAaSy88EQwGK3b81A5R6QnN5XvCahMUiiCZntgOYVkOKsOcnp6eBx98MJvNTpw4cZddduno6CCiIAiG1eZaZ80luotcdtllXV1dHR0d77//Puc8lUppe5pzLoQYHBxctGhRd3d3f39/JpPp7Ozs7u7u6enp6urq6urKZDIfffSRtgH0nI1hGHpYmE6nL7jgghNPPFHP/WjbdXgVWIUAFGAvdRsqg4FBGUpBKpAClwAYB5gVT8zUDl71r0L15WAgCEACgkAAsyxHT7zrju4vf/nL6aefrh0Vl1xyyc9+9rNkMhn1gVGvuG5Zm55QSmkYhu76AORyuYaGBj2We+mll77yla8kEoknnnhit912iw5aT9tUP1gVc+fOnT9/PhF1dXW988476XT6xRdffOutt/SIuaurS88mG4aRzWYbGxvX9oevHgQIQRbPgAPUHEoWAhaDwcAVJMETyBfcBXOT9Um0j4ZhIJUiy0blgunufZguXswKVFx/DEsnZhgAhGFoWkYgXMtkofRMwxQITJgG6gAzl8slEolvfvObzzzzTDqdJiLtFdxll13uuuuu8ePHAxBCcM6jWQzLsrRWbdv+rNeX1hDP86ofB0GgR7RENDAwsPnmmwOYNm0aEXV3d++xxx6zZs3SG2ez2ZXuZEX0wM91XSLq6+sjorlz56bT6ebm5ieffFJPikZ/hxsR+gGJQaIcEQmiQJKUpEISAWUyL1161dX7f++JC8+/9cgf/f2Y4+n1t6jo6g9GU7v6F30OhxpDRKRW+EeSSCoKS15eUeDKvKDCYHGJoHxIxf7BHiJ6+eWX29rabNuuq6u74447iOi1116bPHkygLFjx1588cV637q1DwwM6Ke6iRJRqVT6LIe8xiKs/lY9d6KbWhiGJ510EoDtttuOiObNm7ftttum0+mf/OQnXV1d0Q/4j2iTlaqEWiwWiei8884DcMABB+gGHYahVv5wE4ahJCWISBF5knypKCQKqFSkOQuu/+b3aN5iyvVTpnPxJdPvPfgIGspFn1UVPp9DjSHSiiOS1QoMiUJFYdHNFfxiSDIg4Uo/JAqJFNGNN96oTarddttt9uzZuqF6ntfd3X3CCSfovuoHP/hBf38/VVpjdFcdGBjI5/Of8ZDXUoRElMvlqh889NBDjuMwxt566y0iuuaaawB0dHQsWrRIb6Z/mxAil8tV94orEjXZgYGBP/3pT8ccc0w+n8/lcpZlNTQ0vPHGG3ob7dgYXvSF1NfRU5QPqeh55PpUpHzhxYsv/+CcS6m7n3KLaGAeLVx0y+7/Q30D0fHr8IPqLjFmeFHLirB85QJFoR96QsuRqLPH8xV5kj7+ZHD/A76vZXbmmWcODQ0RURiG/f39d911FxEVi8WHHnqoubkZwIgRI/71r38RkVaj7/takJ+dNRZh1PS19nSDe++999ra2gD84Q9/IKLnnnsOQEtLy+OPP663iRT7H9H3mCAIXNcVQowfP96yrKeeeoqIjj/+eAAnnnhi1KlG9sBwofRF1AoUNBRSMQgpEFSiUuHB036Ru/lO6uyivg/JW0TzPrnpK3tSV090eDosYXiPMKYaLUIRiVBfvEBRqIgKLoWK+gfID8kL6Nl/FrfZ9gigrrW19cEHH9TGnW6o3/ve95LJ5H777ZfJZLQmd9ppJ63VadOmDQ0NhWEYdZif/Q67xiLUIhFCRFYoEX3nO98BsPvuu2tLctKkSdHIMJ/PR41yaGhIj/E+pQfXu/U8T99mfvWrXwHYd999hRBdXV2MsVQqNXfu3M+pcSui8v1Tkq8oL6kUCi3CfPbd626Y/+sraeFichfTkndo5jt37bUPdZdFqN2bn+fwNWZpT6iIlNQKJAr0ZcwXKAzJD6izk67//fypO10O7LLNVntF0xa69RLRTTfdpCNDJk+e/NRTT7mu67ruX//6V63Dbbfd9qWXXoq+c/U7mFWxluZoZE/m8/nrrrsOQGtrq+7NjzrqKAA77rhj9JOIqFQqhWG4RgZkdLMZPXo0gNdff52IDjzwQAC//OUvP7shvpooIpdUP6kCEQWSvDBUrhtkqDBIb711y9T/oY8+ocFF1LeAbr718W8dEI0Jq63QuD/8nIiGD6pswBB5RKEiyhdJCAp96lxEP/zBg6NHnDFx3OXn/3KmCklKqS3MMAyjdtXZ2bnzzjsDaGpq+vnPf57NZl3Xfe211yZNmpROp+vr6y+88MJCobBOjnqNRbjc/MqHH36o523vvvvuIAief/55AHV1dbNmzdKS07287/t6+0Kh8OmWtFJKG6L6qeu6P/nJT2zbPvzww7u7u99//30dva1/f7TbYUIQeUQZokVEAxRSEFDfIC2cS7Pfp9IA9SzuvP7WW/bc581Lz33+rJ/9+X/2oVfepFIQ/ZBoP5/H8PX/LLprW9XrcpkNop6w3AdKQRSS9Il8QZ5HL/2Ldt/pjyl+wuYTp9/9BwoLNDS49Erpth21z2KxePnll+veb+edd9a9X7FYPPnkk3WQzYEHHvjOO+9QTWZHgyCIpLjrrrsCOOaYY8Iw7OvrGzNmDOf8sssuW+sD0p1Gdavt6elJJpOJROK9994joq985SuWZV1yySXa2NNbRudRy3JdmX+CaFDIQaIuot5ggPJ5WtS5aL8D75+4QebRu8ntp/4B+vADev3J3qf+TLkhKrorbzAxa4msTKas+HogZJHIE7IYClcpJUIiSeQSCSIqKQpyHrlEBaJ+SX15uup3NLb1/jp28357PvHuDFJuZXp0ZeguMQiCGTNmbLnllgDa2trOO+88z/OEEE888YR2YIwaNequu+7yPE83vKhXCMNw9c3UNRahtjk1p512GoAtt9xS3zz22Wefurq63XffPZqUX+ueSveEeidSyhNOOIExdvTRR4dh+PLLL+tZH600vU0QBJ7nRVbfuvLL6Z5wcSE/RDI7sJB6u+mK3701dvz7221D7/2bip3U1UkLF1BxMfV9ROR5ugHErDOWFaGKNCOJPEkFohKRJ5VfflcQlYgEFd1eQUHXAGVDyhJlQjrk8Jkjm+9tcu7/2dGemyHlklckzxtaRTdLRNTZ2aldgkNDQyeccIIOMtljjz0GBwfDMPzkk0/2339/AIZhHHLIIXoKR38werCancFajgmXLFny0ksvARg5cuQLL7yglLr66qu1i2LJkiVEJKVcTcfgikQfjIaR7777biKRME1z8eLFRLTNNtsAuOGGG6p1qJSKNL/WX70iIpBElCtkqJSlx/7x9KabPbbxpnTJxbTwQ3r+iVt3352eeJqyGaJAkFcQWRV3heuSSISSaBkRKvIVuUQeUSCl1IZofogopMyA54b9IYWupIJHz/yTJm7wF+Dujdd74+7bqVig0KfsEBFliLqJVh43ErUl3eSklPfff/+ECRMMw+Cc33ffffrd6667zrKsZDK52WabPf7449q5rUeYmUxmNTuhNRZhJpPRD0aMGFFXV3fKKacEQfDee++NHDkSwF//+lci0gM27aNfU5RSkZu+2s190EEHAZg+fToR/fnPf25ra1tvvfX0/FDkqNCmwrocgGkXRb5IxRItXjLv4IMf23DCSz88jJbMo1nv37Pt1jdtvNEHF/2aPPKJCsGgovzKbKeYtWaVIqxMe/pEoZREitwCvfFq189Pui0MKaSwJ1+84sp3/3o31TmXrN/+t4O/PfT2K+S65AvKZEkQeWoxUSfRKodzul3pxqzbYWdn5yGHHKJ7v2984xu9vb1ENG/evB122AGA4zgnn3wyVfqA1e8J1qYnDMPwgAMO0CsbdOTKXnvtBeDoo48mor6+vsgaXItZwWgpMFV6cz3qfeWVV5LJZF1dXU9PjxBi4sSJAB588EEicl1Xf5EQIgiCdTkVqYiyBcqV6IPZpXPOe27jjf6+7aY0+An1zJc/OPb1sZv8++DvUm8nlajok6QiUZZonXXCMZHYVhAhaXH6QbH8uqT8EP3tzx+PaTn7sku6sgG5RD/43iv/epR23/Ghaae8M9BHff2U8ygkGhgkoUiQ1zs4b1U3zWpLUnub9OOenp4nnngCQCKRmDx58pNPPqml+Jvf/Ka+vh7AVltt9cknn8ybN2/1f+Ta+AkffvhhHUAwe/bsUql0zjnnRCPDaMS41rOXkYUZqVF3jEqpr3/96wAuv/xyIrr22msB7LTTTtHgs3qGZp355aQkP6T+LN33yHObbv6X9UbRA7dTbsHAbTe83LT+a43j6ZOPaKCHAgoEBWHeD/rjnnCdsjIRKiIipQSRLJUK5a0E+UX6w40zf3b8wi23uOudWVT0aYdNn/3XQ+RnKZOhUJEgL6ShYpgVigYGaSCbExR8yvBBKaWnZ/TYqtor1t3dvdtuu+nVFRdeeKEeOj722GNbbbWVHjr+9re/JaKenp7V+ZFrLMLFixcnEonm5mb9NXPmzAHAGHv44Ye1DLRyqq3KNaK696uenhFC/PWvfx05cuT666+vf9tGG20E4NFHH9UfjGZoaB1G0ghJRZ/e+3j2V7/+7tZbzjnrZOqdTc89/tTuu89YbyP63a00Zx4FgQpCRUQUknA/ZaAfs+bIiq9veRHqtuG6PilSohxTcctNr5867Z3Lf0fHHP/WUD/tt/v82a9TUCQvIEVeKVysqFvSUCApk1UhUTF0V3W3zmQyUazF0qOpBEvq3u8Xv/gFgGQyOXXqVO3x1+LUSytW3yJbYxHus88+AL7//e8TUV9f33rrradvBlQVcRYd+lr0SPpHRned5aKf9ZTMnXfeKYS46KKLDMP45je/qbtfvZkeJa6zYWEYUs796DfTHxi33r932p4Wf0jdcxYde/Q9re2dPziC5i+mIZcKHilPhQW3VFjVfHfM2rJKEYahJCLfk6SoVCAZEIV0682vn/KLfw8WaYedHnjgXtpvjw8ev4+ET4rIDweIen25UNJg0S2FRJ4gX/7nKxblXNNPI7tUN9EXX3xR+yq+9a1v6bfuvvtuHT1GVS7HT+c/iFD3SFGbPv/88wFMnDixq6srn88fe+yxlmWNHz9+db5pnfCHP/wBwDbbbENEnZ2dY8aMATB37tzoCHX3WyqVVryNrYiefa0Wue5CdQIbIiLfn3vfg9f8z//c+bWp9K8nafHs4NYb7m8c8fo2U6hrPhUHyVMkiGSWVJaIxCrdTjFrx6f0hIoqIox6wptumHHamTMGS/TCK7TFljcccuCzjz9MIiAdYemHA0QDigaK3kCop7N9WouBSzQ+0q2lu7v7lFNOWbhwoX5XD5quvvrq1d/hKkWo7To9tNMN+k9/+tMGG2zgOM6tt95KRPfddx+AVCo1b968dRVO/iloAyAMw6233hrA7bffTkTHH398KpXab7/9tJAGBwejtRrVn9VWRFBBjzb1+oZomzAMI/tZD2UHBgZK3V1Tm9M7ADMum0693fTuG1duOP6dXXeja39P+X69romUJJklmVWf5vuNWTtWKUJ9jYRQUdC2X6Q/3Prvab/856BLgx6dePIDrU3Hvf0q5TMkAsoMkFLUN9CvKBBUEiTzRQrl2ogwMtOGhoa0DgcGBvSsRCaTGTt2LGPs448/ptX2V69ShNUDPI0Oy957772JaNasWXrZxO9+9zv6vAKU9R1BT8lsvfXWRJTNZvWU1CeffLLcwWtfxer0h1R1V6PKMuKBgYFSqfTTY3/UDBz9jV0p41N/8MgBB96yxeT3Tj6G+haTF7hELsmQAhIlCj1F5MciXMescmJGiIBIChEQkQwpcMkv0tNPfXLdLa8vzFCBZJ9HW2x27ktPU76Hpl+06OQTHhIu5bMUChIkBZV85QoK1+J65XK5aBZwudmHBx980DCMLbfckpYNHv50/vOYMJrwZIwZhnH66acXCgUhxN13333YYYctN4QbVvRPWrJkyYYbbug4zhNPPBEEgY4XP+mkk3Q/ls/nP6VbXtVJqbZIwzDUA8vp06eDYb3167vmvUcD8pofnn4w8Ohh36G+T8jNkKSKCD1SYdRIYtYp/8FFEQqXiAKffJdIUHc3FVwqSBoUfQv6ipdd0pNZQu4QdbSckzJ++u7r5PsUSip6JCgUVApkbu1ms7U9FT3OZrP66aGHHmqa5m9+85s1itn6zyKMtH7iiSc2NDRMmTJlube0oTjcVIeDn3vuuQAOOuggInrzzTc5547j6Mw00dHKCssJT/eQK3aSQojIoaKUeu+99zo6OsBxyR+v9Cl87f4Xx8Oa6hj+a0+TP0BhUZWvnlQU+kQ+abs0jGdH1yn/wVkvpKud9SIkEqQk+R6FisKQ/ucbl45uvuKW31NPP/38f19qbbjyzGn9pYB8olCRF6yNIUpV9+tisRjN3kfRWmPGjLFte+bMmWsU0r1KEeoviNx9uiDGyJEjm5qannjiCc/zdA853OsYljsk7ZCZP3++Tgv55ptvEtGhhx4K4Cc/+YneLDq2alZlG2ihUlU2Da12HbN77EknZYnmD2Y2XW/jZvAbzz+bBrtIBdl8rjwHo4ioHD1FIqDQJRWLcB2yShEK6UZha+W3KgsqSgVSLl15cfeY+r+eeoLI+XT3/aWRTX/betPnenPkEvmSlCSSa3OtlnNEV2d4eP755x3HGT16dBRk81nNUd00tZ0Z9RI6YvsrX/nKcht/DomMIotXd2VnnHGG4zg/+9nPdJy7TgN1//33L1myRN+Elovnjs5UqVRargOMukStw2w2O23atPr6+kmTJi1e1KNC2nn3b6Ee2x+wa75QIo9IlSfJiUKSpBSFRFIRhX4swnXNKgO4hSwSlYhKivRqCPI9kiGR8vy86+eo82OqxxNpPNaToYxL6496v8F+6uU3qUg0FOQUBUShFGsT3uR53nLpzvTTU045BcDxxx9fPtjVzi30H8zRap+7zg3T0tIC4J133omiq9fOKb8WaMEQkZSys7Pzl7/8ZdTjjRgxYsyYMbp71Pm5x40bt9VWW+2zzz5HHnnkL37xiyuvvPKee+558sknP/zww0iotOxoUErpuu5bb72lUwy/+uqrJOnW3/3FTrRjVOLfg7NdIiVIKSp5bnmgIkhJUoqUEiRdkrGz/tNQkRcnCnyJHqvy3a38ytJMTatcykTkKXJdb0hvEAZEJFXYK4M8BZTrpm/uWFyv8c3fXe8OunTi0eSwJy68ZFGRyCdP0EC+0E8kV5KdbZmRZ/U36qxtMnrTLZZCX+ifJEXXbrtNYAb+9a/HSNFQplBJrvGf28MaO+unTZvGOf/ud79bPTBd052sNXqNVtSz6f75zjvvBMA5/9rXvjZq1CgdTFSdB5JzbpqmfsWyLMMwbNseOXLk1ltvvd9++x177LGnnXbaNddcc8MNN7z88st6SeQvfvGLYrE4f+6C9pZRDMl7HnzKIypqpzAFRCUiWb5Nl40ATy+r+XxEGK3pjlJO6vtuZF1HrMoiWu51vTLzc1gk7ZJ0pU9CUii1JskPy81VkK/1FFTMzKX5mlZkZYt6ySNanC3ME4LcHN1wBTUl/3zo//t3f5b+/jDVOX/5yi7PD2XJIyrSfKXXT+icNKIqOY1YNltU+QB0vHggKBBEYUhSVOL7c0Qh5fIPXXTJNl/bwy7k39d7UFRwRffqxBKvcQbu44477rLLLvvnP/+Zy+U4501NTcNUJWOl1NfXl0olndU7CALbtj/44IOf//znAG6++ebDDz9cH0yxWOzv78/lct3d3V0Venp6stnsO++8o8e3g4ODg4ODM2fO1M1R5weICpLeeuutiUTilVde6R3sOuWk0/aZ+nXTg5OAIgABoIDkcsdG4AD/HLJvu66bTqf1EsqGhoZ8Pq/9NFHNRiLSj6lS62tFlqvk8fmUmgPgCrfeTCIEgiAQynQSME24PmwHHD5gRGnheVQQcqU/YaUvKgLS6QZSYDZ2/irAl7z8fKm3a6dttseGG5kzXn797dd322kP2EgVSoX6lLNcfu5VF7DQ7ymC0meLAYAATHCAuULM33HXMXvu8e10XR3pn8FhGasljTU+7xMnTjziiCNuv/32c889V+c1xGrk1f7sDA0NNTY2Ru1Mp8HP5/O//vWve3p6fvzjHx9++OE6ZbDjOOl0WudR3mSTTXRS/aj+oa5El8/n+/r6tES7u7uz2WxPT8/g4ODAwMDMmTNzuVx/f/8ll1zi+/5GkyeefNrJDc1QAmAIfDdhcqGUGdVJK/M5Jdj2PC+ZTOqs57ZtFwqF+vp6onIB1urSq/qx53n6sTYHqrVHlf4w2mC4a+xwIG0mDV1DzjIdXWecK6QtKAhWFmHKABh8AxJw1qzCjun6zHEcz4VtY/Jm2HGXsa+8EL77Gr55IA48dOMr57798ENv7Py17SRL1qUcwAfzwXTtClapOmksTd0dJfMuX9+QISSAc5MpABI8hJ2EMbRw8YdSBjtN+ZoSTAhhcFMpTtw0VqcowppaFJ7nzZ49W1f/1HOV63gJ3ypYLrhMm2E6I/D222+vU31oPt2m8n1/pcudql2duVxuzz33BMAYe+bpJ4lk4PnaLMkO9RMFflAgWm78IBWF6nNcQpHL5fQIeS1syFplBFckfeUJN0+lgDoHqGeAgtAPSwEJIgqJ+ogGqTwmzBINat/PGiCJvDD0haRQkKfoppvntibu/cau8wZyNONdf6stf7Xx5FOLJcrk9ZitQDRA1E+UIcoSFXRiqOVjA5YOWaWgjKBsJUwnT5QhmaXwtZde/d5DT+yu5IuB261NWT8MhFqt9rDG92/HcSZMmLD77rsbhnHhhReW7z/Db8losypaomFZ1pNPPnnDDTckk8lf/epXeiGV3jLKWarRetNvUaViKVXGUVGG7KgUlu/79fX1RxxxBOe8ra1t6m67AdINsmAu4CbTDmAYPAEATIEJ6Ns5OIPJhr8eU/Vv8X0fgG3bxWJR31n0z4mmfAFUjxWj6XVUFWCt3iGtoxJdq4IBNuOGYaEvD5aGkYYbGqYVggBlQqW0lU8AL9dtWcMD4oAFaXMCESTL77PvhJZGe+a7b/oBxk8wAvXRrNnPffhBT8JMA5wIgENIAA4hCTgEBzAJnKiq7n3lMcA5FCAAgEBKAS5491DxI09kN9hgEuMNltMEBiFhMIuvXntYGyPK9/1TTjklkUjcdtttmUxGV/Zci/2sEVLKUqlkmmaxWEylUmEYnnXWWd3d3aeeeqpONpVMJn3f14VKdSUdTVTJMGph1ZUf9VDQMAw9xAJQKpU8zzviiCM23HDDnp6eu+6+g6Aa6pNFb0iQa5ksDKXBo1KFPuADiK7ScMMYe+edd2644YZZs2YVi8Wenh4A6XRaTzjpn6N/uP6N+tdpql/RW+qStDqktrpo+3BBCoGEG3z4l78+e+65j11w0Yx7/mYIShFBKkgkoRyUT6YD2Gta7ZFQyuVNDkYgCRultnZstFmqsSn/7NNvNtYZ2+84GrTwj7den7ABxRlsIAkkCUnAIugK0CtcymUsSq4kq9SLtQAFdPYOfuD7/tgxG8vAhDKhhFKKcwT+arWKNa7KFBWg2WWXXWbMmHHBBRf88pe//BzGhNXk8/mLLrro0ksv3XnnnZ955hldp0lPyejD07XTogESVYY9+uNUmb0gourSiAD6+vp0no5CoXDfffcdd9wxG20y+dHHHxnbPjJQJUDZvM73k46tTX2XwQVMUENl8IDhrov29ttvH3TQQXoZZzSZNHny5BEjRjQ0NHR0dIyq0N7e3tjYOHHiRMuy9MmprgEWhqFW4/Ae7nKEArnSI+deMKalfdu99wbJp558bKhQPOjcs2FzmAyMg3HIqrrka4YCQigHAuAgc1Ch/oarPjz37N9utp35zHN/euvtV7+y69TmhjHvvvX+iLYUAGJQy14yvlw9w3IpWL1zCYjAJ9usgwIJsGRPQE+/9vaDpNgu2x3EsVNQarFTDmCSghCwrP/cJNZYhLqWolLqgQceOOyww5qamvQS2+Ee0wsh9DRDOp1+5plnvv71r48ePfrhhx/ebrvtovuC53m2bevahss1r085wrJdzrme7fA8T3cUhmE0tzblS7lHHnlk1113TSeTIRWY4rbRLAUME0CRoQQYoJbPTYS77babToC52Wab9fT09Pf3p1IpXcdLH7a2P/XG2kipr6/Xmhw5cqRWaXNz84QJE+rr60eOHKnVa1mW/qCeuBouvBAvvf3Hiy848i93wAYIGHL/+KOfHnnVlZjUhgQHZyAOxXWlcjDAWiMpCsD3ctJiDYYDj7KOY/puOpVezzLk2+++uPEmI9s6mr2888gDj3/1q1P1FMzyIiz/Xy78ypYWgdVvmkERtmOVK3OnB0ry7uf//bfWhi222uw7trFNUErYqWShEDCkUikwthpNYs3GvVUTJEopvcT2vvvu08ldqOLH00kXqyMG9OPllg6tNJ6gevVG9JEoG7fOkTxixAgAV1111Zoe/KcTRR3oSZpcLnf1tb+Dgcmbb6zXgBZFQZBXcIUv9EC9QNRN1L9M9vV1hB6z6UPSMQlKqWuvvda2be2YqY4rnDt37owZMx599NEbbrjh/PPPP/nkkw855JCpU6dutNFGjY2Nq9KVZVn6npVMJt96661oaio6D3oIsC5z9uQDceXtc372Syr2E/WLzDzq73//wFPptmcp5ykKQgrLsfABUZ7WPG9WEAbdpAIvQ+ST9Iko8MSSQw//NmfJG67/o+v3nfWr4xjDz074aVgQevqkJEshBYJCQYEr85JcRSVFeUV5RTmiPFG28q9EkrwhooDIJ5khoszMT058asZXuwduDcKZRP1EJSV18lsKgtVqEmuT6Em3iWw2q5cUbrzxxlQJrY4qFlJVtpjViaCTUkbzKNXbF4vF6tm/MAy///3vp1KpqVOnRmXi1glKqerUy/rBvAVzmzrqE00tf73vzVxOl2YSohL2oag0fCIkoiAIojXdnuctWrSoqanJcZy//vWv+gjnzJlDRAMDA67rripMz/f9oaGhefPmzZgx4/7777/22mvPPvvsU0455Vvf+tbGG288btw4PY7YddddoxAo/b3VZQvW2WxqPqDr7p55/CmUX6Sol6ifsgMzD/gp3fwYFUsueT6FPkmPiBRRYW1ESDRIVPKzRB4JV1+ReXf+7Xww7LTTTkSFT+a+bQDrjW73cz4pUhSG5IXkBlQKyQ1VPpA5ofKVdYxeJW4g0GtlygoMKBzSEcOZp1/+7uP//ka28AwpPcuaF5VfIFbv9rWWBWGISJeM32STTQA89NBDVOkkdRcnpczn86u6ieoZvFWt94vyiOq/1bmNr776asMwksnk4sWL17lfJOoBooTKiuQpZ50Mnj788JvzQ+QLGnLLQTKKSFFA1E80UBWOtc46jejWo+9uSqkdd9wRwHe/+139ehiGLS0t2mzefPPNt9tuu7322uvwww8/7bTTLrroohtvvPGhhx56/vnnu7u7M5mMlmg0cRpdxEKh8MwzzzQ0NADQ61AjqktKrbOcPa5HL75653770sA8CpdQdh4tnnP9rnvTx0tIFXLkKQoVySxRkSpxM2t2RkOiPFFJVYQjAyLqHCq+3jwCzS183tyPfa+0w3ZbGsCzTz6VzQwFwg3J1+4l/e1ERJKET8oj5ZFesUalygMdqSpkkM1RSESdT7582D9f+yGp+aSIKK8oI0SgQ/DE6gUSr7EItcEZJWKaPn264zh77bUXVZJK0CqiSfXSdc/zliaPWJbquXWqKnajk9ZIKefNm5dKpZLJ5K233qrbxzpf0V+dd9h1XUnBooGFI8Zs+dVdb3z/TfJcynu6PwwqmSwyFHmNyoGO60aHesVa1PpPOumk5ubmjTfeWBuNusCOvgPqrqx6xGvbdjKZdBxHT5M2NDSsv/76U6ZM2XfffY855pgzzzzz4osvvv76659//nm9829+85t1dXVnnHFGdb5JzTquA+l7tGDOMz8/ccblF1BuMWW7n/r1eQ+cehrlsz4VsuSRCkjKAlFWR7StsWUhlSoJUShfkZAopFAMEi0+8PvbMQPnn3cOSZp+6a8ZcME5Z5OiIJSVWyoFoRRCKVGOoSsH0+mFah5FazZy3Z1EGaJ+UeokmlWkPxL9g6ig0+9LyupkxIpoNf2Ea1OzHpVpEl04Xud6evrpp6dMmTI4ONjS0uJ5no6BHhgYaG1tXekeosmDaocBgCAILMuqblK+7yulEonEnnvu+dJLL33729/WZrAOW1uLg18pVAn1QqVBCyG4SQLqpJOueewe59DvH3fhZTZsGCYEihbSHGBwAQVKgwCuPVtrNpOwKnRV9EKhwBh7++23v/a1rzmOc/fdd++7776o/PZoRqqvr2/hwoV9fX2LFy/u7u7u6+vr6upavHhxf39/V1eXti31bvV8FRGl0+mpU6c+/PDDpmm+/fbb22677YgRI954441Ro0bpGVft5KgOM1oHhC6KQ/hkzkt33NM5f2EKzka77DTxpCPJViUzacBIhCaUAYeXAAlwwFnDqC6lBJjijCnBOTMAlEpBql4+/tSfDzzwx1tsst0/n3l5ILM4lOEGEyZ5rnISJilIASlhWljq8FZU8UMAYGUXFAtgepAZWKK3++NZs2cmksypo5amyePavgNi4KFiAUeaAEAJGViG/Z/bw5reamjZchREpPOO7rHHHtUvZjKZaDBTbZQGQVAqlZbrwaoHhPqVqCZ2tKUODJg8ebLOqLPO6/5Vz0ZE41JBoUeldz5Qo9J3t9v/mP8RlXzyiUoqI4iEorLNVI6b0THc66zf0Oe5r69v9OjRjLFTTjmFqgoAZTIZfZB9fX2fPncShuGiRYteffXVhx9++IYbbjjnnHN++tOfHnjggTo1if7szjvvzBiL0hO5rht90bqsxOqW6N8vZH57MX3wJs2fR/9+n156h7oXEA14lA+pREFAriSXSNIQUd+qktR/CuUWUSqWBnU0tgpIhVQsddsOGDCUGSAKBjM9RCRCUpKUroe+9CLmhd9J1E20kGgu0Ryi2USziD4g+oDE20QziV584aWzegavInqI6CWixTIg4ZOUpChQ5ZgfEcrVsqfXpieMHAB6Nj8Mw/b2dt/3X3755e23397zvDfffPP888+3bXvcuHGjR49uamrq6Ojo6Ohob28fMWKELj68oheheuc6Stt1Xb3i4Zlnnjn44IMHBgYee+yxvffee7nDWCdQlQ9D9722bcMgFyUuG/73CFx/92MX/HLqKb+s58nQQNFAEwgGAyCg4+BZESAgsRYRuSuiw7KLxeKpp5569913b7rppo899pg2K3RAwnJHrl2j2kWhTfrqkHTO+XL2hUaPIBoaGp599tn99tvP9/0FCxbogpCROeP7vmEY6yYoKuf2Tjv74zdnrHfEN9fb+9u49sHnHv3HVy+chr12xIgG4gaDicBA0YSBYgOKQCOwRg7oSmsuSSUZ1RmMQYEUmImjjjryj3fcdtVVF/34xz+uSzUL6SiJQs71/AIpH9wN/IwfDjQ2GaPa60tBD1BizOXwCQFjIZGEShbz6cb6NsmCN959dvNtWhuMDXyxsWNuAVlHVPZtEoEIYIIxxlcj3GCNz6w2kwBonQAoFotHHXXUNddcc911111//fWJRGJwcPDJJ59EJa5/uYAVXeds3Lhxzc3No0eP7ujoaGtr0/6rlpaWkSNHjh8/XqvLcRzOeV9f3+mnnz4wMHDppZdGCtTfHtlja0DZoadNR5QDdsEZmO8pzrllw3Yc7ReSYBwJ38dRx+CB+9I3XHfvKb84MgwtbpnaWJIAh8mY3psO/wVBMHACXyEoP4pHWXrMq/Ih1dfXe573/PPP33LLLUR09913t7a2RnHbAFzXTSaT+i8RVccqRNYjEVWLJ1ovogNl9GoMAJ7n7bHHHhMnTpw9e/bjjz9+wAEHNDc3az3rva2eE7g62mbFi6IAQMq2QL2/pLNl1Eg0JZHpZZkM5bIskQQpwJKwDM7BBBg3wPmaul0JMoRpAYxMzkkxt4RkAkLAMvE/++x974O3n3Lqr84861duEYzZpAyTm0p5jIeKwDmaWnDIoTsfcsg3vaCP8QKhxJhP8DgLiARUnQrHJZ2RU6fuvukmW8yd+2o2t3i9kSMmrMfAlx6qdgtwDr56zvM1FqFlWUQkpdQKBGCa5plnnnn11Vf/7W9/O+GEE6ZMmbL99ts/99xzuVxu8eLFXV1dAwMDnZ2depnC0NDQ0NBQJpPJ5XLVwW7ReExf++uvv/7444/XY5Kzzjrr/fffnzJlypFHHhltr1UaBIG+W68uFKnCZ/AAAVhAAxSHhGNxIngeYIamyQBImAy2ZWPjHbDRduHs90dd/zv88FSYlsUgiRmQMDg82ZM07cBrSTgGmFAIOSwFzpdpmAqQlW8vt1EdFhJWBrdBEACwbVsPybq7uw8++GDbtn/3u99NnDhRSqmnMfXGup6z/huJZLlb0nLiWW6NpW3b+paqX7/mmmu+8pWvXHLJJT/4wQ8ACCH0FxGRUmpVRkflF5Vd2wBYuTVyEKAqv5UpQIL5xaEljimTDSlA9HbPMVIBm9iCZADDkTBNxcGAhhAcQDJZDltTy6t61dabyQAFGKQUOCFpQykoBonS0889EAgFwC3BshAGQWtLB1O2yZFImoYpApEd2Vbf1DDBMkbbdS3gLuMBNyTj0uTEGDGkRNBcX9cGjGxKp7actKGv1Icze2X4ysQNtwYcwNJBE2s0L7A2NkbkQtAXL5lMGobxwx/+8M9//vPFF1980003NTc377777p7nKaUirdKySZY6OzsHBwf1SqLe3l69qmhwcLCzszOXy+nYsf7+/pdffvnxxx8PguC3v/3tiBEjtG4Nw9CBcmumQIAYoKCYNhkE09FN0FFs5WvNbTBOElKBBUIYRsI0kSvg3F/v+Y2v3vOHG58/4Yyv9Of8EQ1OqCB9JJOQFAIwTd1MdVB8OTR+WR1qlhGGELBtWxufOsJTn2HTNI877jil1M4773zccccRkWEYkYn42RFCRAtBfd+3bXvChAlTpkx57bXX7rvvvsMOOyy6cKVSqdr6rUZroSKR6Jmx9BmwNJYICiS8wX4zCIxUA4i5Q/0Ii3AsKAmYBgzo9WKWEiADcFbalj9l/FSePoHvuk4yDYWSi1QdHBN/feD+22//CxHeeuvfm22yuWk6DAYpzggqBDf0Ufuum3ES4IZUKDEEgKjMyeh/DlDn+T5gukGYtMckOdLpYigKgLfsEVYWQ60GayNC3VlF5qV23O26665/+tOfHnrooWeeeWbUqFH9/f0bbbTRJptsUldX19raOnbs2DFjxujIqREjRjQ2NjY3N+tRqR66RDvXYSK6T0ilUj/+8Y/7+/tvuOGGr33tawCCIND3/kQiobuLtTh+fdSVacxybJ9UIAbTJIMFgCBwA3bCBEMIoLHJ2mln7LbdZjPeePP+eyYd9P9GMYLJoEwYDGmr3oAwzAKgm7X+OVrh3FjmSxEFJ5ZfMqEjy0qlUmRGOo7zm9/85t///jdjTOcN0H3aup0Njh7o0zh27Nhjjz32tddeu+mmmw488MB1pfZlGqIUmUVLkgGheTQoaQx5Y5xGjN0IaAA5jDgCwICweAhpAubS5Xyr2CFVr/oDGATzTW4EIXeSRsnvSTQ0AMmZ78698JyrgxJuvvXKrbfYFHCKRc+yHNu2ocDtym4ZT6brgVAoz+R1gKwKWNN/TcDiJgIV9g3kFA1YllHyRVNDc9UaZA7GQbyyvGY1ztBaTMyUf76e2KmKfj7ttNOuv/56vRahrq6uUChEG2vdlr+SMcdxJk+e3NraOnr06JEjR+qh4OjRo1tbW9dff/329nbLslzXPeigg5566qkpU6Y888wzOmB1uVX8azomJACke8IQ8Jm+bVO6cjIU4EqEIcmSD6g627Y5KxVL2eb61tyQ88oTOP74P3ZMmPf8jAtCCceCEnBshDLLuLB4wi95TqoO4KCVBiBH8YdVL5HSvZwe5eou8d13391ll108z3vkkUf22WefTCbT3Nys3T+r/2NXBz2kRGWWK5PJ7LDDDnPmzPnHP/6xzz776CEoVn2eq3pCVRlja3OUVwyC8ktgIeCjq/edbXdNW87EV54HsTc32iaZSGwy4wW0tqK+AQpwAQOldOhDNMFiioPxNRkXKiDMZPqbm9vDsMitPIetZOuhBx/zt/seOvig/e7567X9ma4RzeOj7ockAEgZBmEJINvhpskBJVWwjIoqi/6UUpZpAGIw153NDnADBrfGdmwA2IBTXoQcJaxgKxjSK2Ptp7z0KE5LS2vsiiuuuOKKK5RSCxcuLJVKc+bMKRaLn3zySaFQ6O3t7ezs7Ozs7Ovry+fzYRi+++67qET0ayNTB/sXi0XLsvTanL6+vlQq9dRTT+lxC1VWP5RKJT2jsMazMkuJesLKFWaC4DEUAWUwJ5lIG3BAMFjaqkszoKEeX9kD6cb+wpD79wc/3nv/CdwQBk+CYJuNoR/AtC2ehlJgCqpyYinK0aDAdDOVIKM8ZGLw3SCZTkQOVcZYf3//tGnTisXiscceu88++wwODuol1LpC+Gf4ySshugVLKTnnzc3NRx999BlnnHHTTTd94xvfqLZXtVZXG04EfXMmAuMKeo5SlYZ4rm7kGFgc2Zybkk1tDUjVwWmojCgBwIQhAQapP7yy/auKpb/iX+Ek7UAUFXxFvsOMa6+99t777t9w/Y2uvPLqfMEd0TxKn3whlesW6+tSYGQazLRTUujVoQbADK4nZaMECtq8VAbX69eMulRrU0Mzh6FAgK1Hg8soEACt1h1kjUUohIgMSC0MjWEYumMsFArjx4/PZDKbbrrp0oOpWkuqXYL9/f39/f2LFi3q7u7u7+/v7u5etGhRf39/Npv9+OOPdWBNXV3d/vvvH80c6JESY0wrMLJm1+wHVKYwAGvp3ZpBCI+bHkMIMA7TgAOJUhEJB5aNUgHJBBJpXHn16XNnl/b9VkqrbGgQbgljx8CybChwc+ktc+kKQ4oSYShAgHEQQPovkqkEAD3oCoKgrq7u3HPP1f3/5Zdf3t/fr6PVi8ViOp3WUlnTS7ZStDGfSqX0A9u2tSC///3vX3/99Q8//PCbb745ZcoU/e7qpRGKJoM5tPaWtj8FKFKCMXdwZJAerZBfHPQN5scYzaNT4AJSweJAOcuEVR5jisoIs/onq+p9LvuiAhBImUzUub6bctJA4s233znzjLMJdOYvTxs1qj6UNsBd12fMSCTs+vp0qZi3LNOyLDBmlEc3jJRiTCe5YNGtgRTAOIFxg4QUnCU5ACgphSSyTAtYDb/8SlkjRyitIrO1jvBUSkWxZlSJfoxmYlbclR7+Vb+lp3yklNls9g9/+IM2dHVOJx3PWR3MLaVc08wOqpx1r5K4TlZl1yKPqF/RfI8W+srtHqAnHi/89pIXvYBCRQP99Ptr37z3r32zP6A9p7z8t9toIEOeovvv67rtj7Ncj0oeiYC8UiV+TVRFPAVRpZhSORhfeUsztamyU97zvP7+/hdffNE0zVGjRj322GP618lKecZ1G6NXHaAXnXb9QMdF/PCHPywWi3rJ7386n6TK2T0CVUnyJ8Ly2zJURAFRQck+6nmu687vuk8cS/SOHHp55mXf7rzxSPI6VVgO3CxfDn1mhEeyRGq58mWyKhlpUHlQ/qcodIXnipKgoH8gEwa00w7fBhqOOvIEUuR7JVLU15uJElaEUl8nTypPlVO9hUpV4pkrTvfqdhKUW1yo3fqSMqEaqOTFWDFX/2qxxsKNukH9+UjJOopKp/0CUCgU9CxCtLydll3QpJTSg0O95k03Bc55qVTSxu2RRx6555571tXVnXXWWXq1m17Fo6UYBEG1Q2y10YvA5NKbaKW/klIQQOAmUgZLpBzkM9as9wcAKIl0CosXiE/m9qTT+GRubvqlMxwLvotP5hRnz+kLCYYD4jBs6FXXxEC8bHVWjQ0dIAk4YEa5b2Twg7CxsREAY6yhoeGoo44SQhxzzDF77713tPpWCGEYhs4xt6bXa1VYlqVj2aLwNL3MF8AhhxzS0NDwpz/9adGiRZHraLVZ0fwqey+IZNF0h8bK7pGFAJlO2c22aOFbjoQTBiYChoDB45BR0oKy620VLseqoDIAlbNsglmmkfR9q6mh6az//csrry6cOH6zq666nFC0HXglMWJEE6ByhYEgDAxuAEwq7VnhAPToijFGUS8bLQhkAGBwgCAEV8QAi8MyWVJP2JSHGGvOWto2UXKE6CkqvjvNipPaOkZUR3UsFy9qGIbOzgBAz4zX19eHYfjLX/6yUCjccsstWrHRxo7jaB/Xmh+4ThASlC9elcXIYDM4HCkFO/DgmFChbRujIFHMQ4YIg3HAWNtBa0fbDlN3/PWviwDSjeNLPgwLJR8C8AUEIQRCDp/D4xAmhAHBIQChuFCWJIdgEgNxn7jvOOWTJoT46U9/+vHHH++1117Tpk3TZzWXyzmOE/32dZtGpNrI1GcVQBiGEydOPOywwwBcfvnlqBSdXdOdGwaCgDw35GXPneQGz4W5XH2x1Or6yAfJYrauKEeZAqUQQlYuTIio3RtgqxouEQDXc6WK5roqtzrOJcEAXn8Zzz25cJvJ3/j976+vb7AYI0AlknqHfkNdwrT0Hdw0uMlZ+X7JeTkhHYsmO1nVqJCBc4BgGpwznXzDBsyyzbwSBa7WBOnnkWpyLRBCOI4zderUHXbYYebMmddcc83JJ58MIAxD0zT1VF4Uu7OG6BkAARjl4RkAgHMLUKHyOU/aFmSInq7gvZkfHXv8B2EY1ie3+9e/XvvRsfv35ZApzPnludt8e79/7bf/N72Swfl6N94w7+WXnmltXm9U++hU2m7vaBk/YcToMWhqhGmBMzAOzmCYMDkkwZeClMcNyTn3i15DXaNS6rbbbrvttttaW1t//etf19fX65lJnTgnksfwLnsvnwdeLBbPOuusG2644bHHHstkMpZlrcpPWHVKVxIuY9tMSUvnmgITnKkgdH3ljm4daSMY7F9c9HPJeseAVPB1jiytV2HAZFoHVQZL5GyskEykABCxMBScm6QYTMY4SKF/CU772T3ZjHHMsT+cOnVzoJIJlOnZ25AqY3Re7gNX1d9G80UKAJiFZYzH6Aj5MuP/Zfbwn/nCiZCqVjOYpvnjH//4hBNOuO6664499thkMqm7RC3CtU06rL3yrHwJWLk/JAlmGiZPKpj6lbp6e+x6Tb84+xvZXK/Dx5qpwbrWJcnmNiM9N9mAw4785m8ufWOnrbczxXrdC0ovPhPkBhc11Xm2Q67ru0VICQ5W14DxGzhjJ1ApfK9pZH7UWNYxuqG9vX1Mx9iOtgnNjS3tI1qHhoYKhcKll17q+/511123/fbbB0GgfQOR0ajHbJ9DnmWdm2fcuHHf/e5377vvviuvvPKCCy741E9UN7VKA4xubdpvT9LgDFCh61ol2WE1mJDGUKFFWM0sBVACUiddtgEF+EDA4QDGqpNT+0Hg2OUlFrZlQIcjMUigpwfXXlaY9Z47cXLTz07Z3K5DsVhIJ1sBvdLFBwSw9HZGK1egqjQVVTV+UeDJZZWGci+5rLsy2g8rb/BpfOFEyBgTQmhPcbFYPPzww6+55poPPvjgwQcfPPTQQ7XJqgeNa9sio5S9VJ1xWUqYpskgUTn3qTqMHlc3bj17Q2ssAtSlwqHMJ5a5TUOjDCWO/jEefXj+88+1bDR5wuFHprbY4sT+Tgz2I5OR3b2Zge7C0FBucHCwWOzqXDLoK/fNdx8AlsDqLV9O/R3EQaqurq65ubm3t3evvfY66qijdLIpfTPSwvN9nzGWSCTWtvNfMxKJRLFYvOiii+67775rrrlm2rRp6XR6tWPlyw1OShgGlAQ3FTfK6au9ogfPNtEAGKnQsJwRUElIYRtlJZsKksFjQLVKlt+/AnS+cO55gWPb+joyQEko4J23ceut96VTqTv/fLCVQC7v19WlKxda567hCgyfFntTHemkVviLFd5alR9ltfjCiRBVEY9KqXQ6ffTRR5966qnXX3/9/vvvr71VhmG4rqsTH65ho+SADYilFlTlpmVaIKJQBIZlMMNkBC/szhcW24BJyOdgwhk/enS2D15OOCYCgWuv/e43v3rjppt+f9KmzRtvA04AQUmDaARjI8DAGQYyGMpAkXhv5q7F/GB//5LungW9PfN7ehf09y/O5/OLFvZKKTOZjO/706dPd123paXljjvuyOfzRx99tP6xQgjtlfkc0C6odDq98cYb77HHHs8+++xtt932s5/9bE33wxiIoJSs2HsKEJ4rRdgAYwxQL4cYRBK8CcoCJ5sJqW0QprObSYZPu7IGtwAuBTEHIOhAbaUwbw7O+9X9vsxcdskp62+EIRfNTQ4QKUJVVikaVa5FzXJCMisWE5bfZqlhHMUirEqHqzdRs2aTqcNPNF2uXRdCiL6+vrFjx3LOn3zyyWgzvfxvTQtC6TlzQaGiktJr/1RVPRCSknKCSp4gX9GLL5buuftD4RMJyvXSI3/rfOWlod4euuTX//Z86s+Tq+i3F81/9AFyA+rLeUUq+BR6RJkS9ReooMir8lAIRVJQ4FLoVdwYsuT7GSK5ZMmS4447DsD3vvc9pdSsWbMAjBkzZtGiRVSVT+RzSHNOVesVfd9/4oknAEyaNGlVJS8r51Munx5CLeefyBJ1K/rkzbeue+lfxxP9jdTLrz98/it/P5W8J0nNIbeHVECKlNRz/56v08uspEaS9k+UvSmBTyQp9MjNE4WU7acDvjXT4Td9//sv5kvkhiSIhgb9qtI9uu6vvuZBSJ6gIDryVRRokooCRZ6iUrRWUBEpChV5ijxFwdLPKlKq+lPDU5VpuNFtLqoiqB2Pet3wQQcdVO2HpGVz468OVX6tQEVFlCSRrrFLAVFWUCZT7PGJciUKxVKPVJCj3kVEIfk+hRQI6lwyMFf4JEokQgpCCmixoAUhZX0KtIOw7Ags1zOUpHwSRZIeSVmu8+NT6KsgCGbPnl1fX885nzt3LhF94xvfAHDppZdSVbKZz6cEnT7t2WxWP9h5550B3Hjjjas+n5EIgxVFSJKIAiEHBC0mWrCg9+/vLrmuSI9S6fVPZtz5zke3CnqDaBEFGVIeKSoSuUREeaJ+LctVidB1XVIkAiJBoUsUkvLpxt8tbjCemLz+WzM/piJRXrh5t0SChvqIpNRfoT1+gkhQKaSMoIIgT5SzrdGn/pPLPg4Eeav+rBQUqNVLkvOFE6GmWoG6iLy2x2bNmhWlPyy3TkVEJCqO8XJnsbR4wFJXbqTAUDd+8so3Khl5WQNBg0QZP+gnCl2fREh+VlFJiZKnPykDIirp+7pPS5Sk0KWhfn0Y3YrmFdUCQRlBniAKFSlFpEgIReRWkucVSAVlb35VSryDDz44nU5rP+E///lP7bKPCk58nvXnoi63WCzeeeedjLGNNtpolVuXjz9P1E/UTdRLNECUIZUhlSUqERUCrycIFhItCOndPnp23tC9Xt+zlHvFo3d9+kR53RQGFIZUKb1LlCHqLdefWwU6o5lbIOFRUCIK6P03vQ1Hn16H+596lIYCKlHO1/XLlgZj5IkC3QiUJEWeoKygkijXPAtVpd7ZavyVlU/pv3KFbdagJ1z7AO7PmdNPP/2KK6444IAD7rnnnsiLbZmWtsZLDCGgABtIQTEJEAdHwMu+eVYZB1A5eb1CJd4WioNBMADChCz7L2DAMJf3PJcDQfUSXgGYIKcqOtQHBEWVfcABsGXm1tXSGLZoppthaGioqalp1qxZetHJJ5980tbWtuOOO7766qu33HLLUUcdpXOQrtspGR2GquPFtUFhmqZ2h9xyyy0333zzo48+qgsK6HuB53nNzc06PUJbW1t7e3tHR0dLY9tGG27JuTtuQzV+QqMXdiesVFWFIweUAqsDpXRwfG/fnI/mvzV+vXYqFm0r3TFue1AzCo2wDXCAUagYN8gwsoAEHAXOYABcKEEKnCU5AykowDSLgFPMmukkYCDwcc8d7591xu+/c8DxV1yzpUyAWClBKVLozywY1VZfWaDvAzZUnS53ARYCLFp+zcCrV2X8p7+q6jFf2TYriddfKf81IpwzZ86kSZNaWlpmz56t6yICFd87h2/Cq4gwTQqiLEJh6kxMYECistBIR+AqlKsdQAFMCQal1zWRguCAgsHBsU6yNn06evLTtu3vfe979913329+85szzjjjzjvvPPzwwydOnPj222+n02k9BfXZVm+tHL16Qyf4cRznvffe22effRYvXnzjjTcee+yxjzzyyH777Td27NjFixcvV1aNMcbI5LA5ijvt1nja/x7cOtJ0HMaZ2dDQYDBKploMNKeToyEbGDPspOjtW5Ir5DfeaGPAVSS5aoXRDpVGEMAswiwvISR4IQymGhUllWScs6X3Q+1PIoRKLF44OGF0GwN8CSWxeD46lyCZxnY7YCgIWxot+Jg3Fxts4vYOzhrVsinAgRxgQDVVbp0VN1VN+a8RIYAf/vCHt99++0knnRTVRaSSz/QdLgHBIQFb390EQOWVEgEvi9ChqukuLLsODeV05wAAxcEVlL69rXGGhbVCx2c/++yze+655/rrrz9jxozm5uYtttji448/vv/++7/97W/rwD18poUjy5DJZBobG7VrXtdyZIxls9l99933pZde2n///e+9995cLrfjjjvOmTPnvPPOO+OMM4aGhnp6eqJF2D09Pdmh/u7OBb39H260ReKwH3w9XY9CYdDzinUNJlGBmyz0TctoCn3HcZLjJ7SbRrK3Gy3No0d1tFhGHSC7uxek01JSznBUvTMCaBNIAXUGRoPGSAVFIFZJRk9gDCYDCCJEc8NXzzjt+mk/38RJ4/4Hu57/10uXX/q97be5fMbrP5c2Ukl0z8euOx8+v+cOiYyFZgYARQBQ6S+UCL+ILoqV4vv+2Wef/fDDD1977bXnn39+S0tLOdGTDqii8oLZZc6nAhRsBmJgVCm0xcrbA1HmBQBgeg9M130EsE6XDK0a3frT6XSxWNxjjz2++tWvPvfcc3/7299OOumko4466rzzzrv55pt32203ned3HYatNTQ0aD2n02nP83Qg7hVXXPHCCy9MmjTp5ptvZowdccQRH3300d57733yySebptna2trY2LjRRhtFC9DCoJRIcj/oJNaVsEAoCXhSlfxwsOAuDsJ8LutCJtyi6diJkSM7krwt9HKLFnb29s5ff/yo1uaWDz+eQTzjJKUvSozbQWiB0o2NEyy+2YL3x818OxzRPrmhuaVjtNXWjqZmpNNwbBgcjDCidfunnnnla3tusuPOUNQSiAQMpOvWe/sdTJmKMIAI0NS0ASkYvF4BnMBYcjnX1BeB/xoRRnURH3300QsvvPDKK68EANvUCRGkUR4TKsA2ll8PXfbL6qGhUXUBqo2AymOD6RxqlW6TDe8FiwKAdGTMcccd99xzz914441HH330cccdd/XVVz/22GPz589vamrSIQrrKsGc3o8ODddpXR9//PHrr7/etu2LL764paXluuuue/jhh9va2i6//PKoHPdy4aZGsh4Ex94QGKlUicG2uGnxkKG3sckHfIw0gRSQlkFocAVg/bHO+mMLg7kZ73/4ym47fmPM6A0M7gzl8oYKJfLSWAhjKMTCrkXms0/kHn1oaHDoLWJNjOo4cwzuJFNWXQOSdfLOu/cQoumSK4/8yUkXPv/c2XX1TmbIkRIL5hU2GA+lEEq0NCPw0319GNluMoqyTlR8fVESilrzXyNCVOoiPv3007fddts555zT3NyshOSGAQYBhBUdGRyGVS7kuIzxGVmWy+lq+VCjCnwVr69rdCZlPco94IADtt122zfffPOBBx449NBDTz755F/84hdXXnnlXXfd9SmZlNcCvUAsmUzqBIpBEJx55pl9fX1nnHHGQQcdtGjRIn2bu+6668aMGQNAp5/UQW06eHDp7YA4WB3ndVCmvus5TrNQ/SbX4+4EVNJgAVDMDy02eCHVYDhOQok0MH7ShA2YkQBCwAFciSUBsgx2fr31mmjyBhPMvgwfGETXosLixYP9PYNFL1/yc3woUAKExLbbYfsdt77vXrguRnWMEQJj15uw/4F/b2h7f0nnwkZzKmNOSysUKjMnZe+6qrjXvxAi/IK6KFYkcgnuvPPOnPOLLrqIyq4zqUi6VK6uPFRZ2iWqfBJRCRei8tow/XoZRYLIIypW/rlERaIcUWEdpvJdNVH9Fv0bb7zxRsbYjjvuuGTJkjAMdc6rd955p7e3d5gOIJfL6XUbU6ZMKZVKvu/vsMMOAI455hjtnFwxTqCymlQShb7IK8rlS31EVMj7IiQiEmqIKCvCEilSriIvRzRvcODvL//7/FkfXznzvSvmfPQgBaSyRDRAtICok6i/UgVmgKikBIUBZYqUDagQUC6kQki9eZq9gN54lwpZGr/+dYUivf42jRt95U030Q8OfzhXolFtN7/xRnnj99+hTTa80gupJCgkUlFrUCGRpzP1rtsaPmvHf40Io2Z677332rbd1tZGpAUoSUlB5BLlKgWschUteeUiAtKlsEihR6GoBDeIKomGVeUG3IoI9R6Gu7h75IuP4hAKhcIGG2wAQNchPOGEEwAceuihtE5rb+jpUF1Z7emnnwbQ3t7+yiuvENF5553X2NjY2tra399PVdW1dBiTrEIIIcsBIl6uOKiqghOELv6u18IGilQv0Sv9Q7cQPUr0WLZwF9EH5VMsg9BfSJQhFWqXrgwpDEjIZW6O+cp1cYnyAWUHaNyY81yX+gfpzj/QxAmXHHnUXUWPJk68dkkXdeaoIKm3hzZc/5yCtzRwohIaFRCVSIVfEBF+Mbrj1UDPDQoh9ttvv4033ri3t/eOO+4AGARHwA0fTimsqzgDAbgyUIAv3ZBcQAqEAqGPsAA/hPBKBYMUQQbSLwmfAbaEU/QTAgmFBCGlkCqoRAhjmCeP9TJlAPX19To1llLq1FNPBXDOOee4rjtt2rT29vY///nPCxcu1KGzukJOtIfVWVcZVtBPgyDQaZ3S6XR/f/+hhx6aSCROOeWUKVOmvPjiizfeeGM2m73rrrtaW1vDMNT2Z1RXnFdhcIMpQECRk0o16/INlfG4Q2SCQCFgBmD9L752wzszn1AyATS+//ETL79+jeLdYAAJ024ErGjZHjdgWuBcAL4B14Sw9bo9BVPBlLAZTI50qltIJJI4+GB0tEvh9RoMicRgvoiGejCOrj4k6wumrY8nBFTVSCRaJPEFoNZ3gTUgqoFx8803A9h2222LmSwN5KNyOSTJE5TxA5fIJypnI/CKFBYozBIN+rLfpVJR5ij0yA/8wlBIgUth90AXZUuUC6gQkB8qIlJEGY+ywXB3hSutizh//vz29nYAs2fPJqL9998fwMknn1ydWEQP6vT2n1I/MKpwqNHFnnQQEhFlMplvf/vbhmHssssuROR53p577gngnHPOyefzUUWQVUbMKVIhqZCEIlEVnBTF65VtDMoSvfT8G3s+9+89id4gevO5N772wjvfUDSTVKijasohhEu7plBRQVFWUUZRSVG5YkT5X0jKo3889FE5MsqnhbNp1nuu59GTTxW6Bsu1zAouPfl0v69LM1FBUamy/5B0BSi1zqpofRb+m/yEmqGhofr6+okTJ86fP3/iBhu2NDW1NDWPbBnZ0dExatx6zSNHjBg1ctyo0Ru2t9eFCg2NCCVIQLseHAOOEfiBTXXwAjTawlb9gTfCrjddrhf6kq2GTENQMFKkIAFrdaoJfCaiZbuR1x7AtGnTrrrqqv322++OO+7o7OzcaqutXNcdHBzU+Vq131wvcY7mV1e688i7GH2quprVVVdddeqpp44cOfKNN94YN27cz3/+8yuuuGKzzTabMWNGOp3WCRE/LUJAu84ZFBOAT+VoFsXBGSyOJNPTY+YA8OoLb/yCUWrq9n+Ecp964/8l0tZum94IbAFAEhksQctME4YMbjksCRbglFNjVb5XhmAc3A4B5AbNhgYGDi+AaSEATMMXCLiqNwFBsIyQw2UAkKoUDhHRRF7Np2f+a2ZHo6ajZxEPPfTQ3/3ud3PmfQIDLJGgYlA146xMqCZgDOwf7PK1Ldo76kEd7a2JhkRiTLux3rjGxhYkRsK2Ma7VTJkdTgq+wNzu3o9mN00ab286wYSUJMCk39fnjO4Y7ovkOI4OiHEcRwjheZ7jOP/7v//75z//+YEHHpg/f/5mm2225557Pvroo1ddddX5558fRbHpDJGpVOpT/BaRcz+fz6dSKZ3vB4DneR999NH06dPr6uqmT58+bty4f/7zn1dcccWYMWMuvfTSdDqt50593/+0cDkGMMUgOVwFbesqAKq8mjcJRHOSIZSwLQ5ACl/BtWydI9ABJBhIr2PCiutltUhk2Zgsfy83bA5ABoFh2w2NzCu53BCJVNoNuG2DITRAXugxI8GU4ob2OikgBONQHDABAfaF6IH+m3rC6Mafz+eTyWRdXR2S9jlXXdY+ZrQdoGf+ooG+/qGBwSWLFxa6unpnfthSdPfdcIsJlm3k8w1JsxSWLMsReRL5sMVIUcLKpcx9f/Jj7DH1Xzf83iu4Ezff/O2uBYuC/CmXXYS6FLIu0vUwLBjDKEJaWV1EnRfrxBNPvPHGG0888cQrrrjitdde+/rXv55IJD7++OO2trao64vK8qzmF1Xvf7fddnv55ZePPPLIW2+9tbu7e+rUqXPnzr300ktPP/30qP6ktpdWvahfAB4QEEiB6a5MlUNvbUZ1XDuOuC/F8y+/dU5jQ+uWm//aLXa/NOunI0aM3Xr9myA2LKtPVcZnDJwBEKysah3zKSurQBHdanXsbuCHdgKACILQtlO+T45jEUo6s3MQkm2mhIBpFYEQMIEUJAcAQ2f9Wjf1JD8L/zU9ISq5HnK5XGtr60cffeT7PoS/zTbbbLblFq1ImIDwhWEwZsBREgGhP4usiyWd6FqC3CB6Fsq+jJE3qSg+XrwgL0Lh+8jm8Ma7zRJb/vp8JO0NMwMv/eORJ67/w/8c/gO0NMEtoKFxWC9SEAQ6lZMe6TGm14wjCIJp06b94Q9/uPnmm88555xddtlliy22eP311++9995jjz3WNE3XdROJhFbgpy9u1sNIvUFUzeL8889/9dVXN9hgg9/85jeMsdNOO23u3Llf+9rXfvzjHwPl3Ph6Y8aYrty66h/BGUwOS8EhAHA5JABFIWcWCBChDCQjM5lIAPlQFEyWTNgjQc0yhGEqhRDcWWGWxIlSJC+TIA8AZEgFi6WkdJSySt5AKuGEIeNgjm0KzzWdROjnrYSyLUuX9QHspekqonIhX4y4mf8aEZZKJcdxLMtqbW0lokMOOYQx1tYx6qgDDh43Zr3xre0jGptHdrSPHN02clzHeqPb129oGN06EvUM40dgg1bwEOYOhmLwDFbfsFFCwTaRF+jPvnH9rZvsvgPqQ9QbaGjZdc+v3nLub/G9w0AKiWE/P9HwjHMe1UXUuc/Gjh279957P/HEE5dddtl55513ySWX7LPPPjfccMM+++wzYcIE3VmtzlfoHPs6+lQr/Kmnnjr//PM554888khLS8utt956zz33bLHFFtdcc43O860lp2sbAlh1XQoOJMqLQqiyEoEngRBwgSJ4ExighpTKGdxzEgoohLJAyrZ4M1iaGAgZIA+MJJ6u/J4Q0EkjQeWXWCXfhZ5C9cF8gsU4nAQCZRKYbdeZHFAwyYLkpkoBJUiJUC+jt8ArfelK7N5a8nmIUFd/KNeA+LQE5ivkrmbQ0TAKsFMpHXnmFkqXnX/h7LffA6inq9Ow7O65C94CTLBkIpXz8pLBYkgqfHeHrbdMN69n2SMSZsqkMePHJFJ1zc1jVH1STuqwxo6GstA+csAdSo1qQoMpvaxh12N0W3fPEiQdkMK6XrKwIowx3/d1EU89PaPRgSy//e1vH3nkkauvvnr69OnbbrvtpEmTZs6cOW/evPHjx+uNo2pqq9q/3o/eQPsVuru7Tz/9dMdxzjzzzLa2tvnz55955pmJROKoo47abLPNooKHOgO6frrK9PvEy51VJYOk7q0MGAYMpSSMECQQeIki2nMt40ojEVJ9XtblOtLeOChumFBQAtJAqBACBodilcZAlZGcDqnn4JWCc6aJhETZiLXNRMEv1VnpwAeHMm3TGwoTjRZgKqG4CenDSKKSsaK6A/xCuOiGvZERlILigP4bxXSyqsdVfzkBXt5PJpzyii8TWRWYhs0rSp3z8dzfX3ZpCuqpfz3TtH5HoeAODg52L+ns6eoe6O3r6e7uXbzE7e3lg9mkpziCfDEncvl6QvHV2YmA6nwyE8lFqjhkIdE24tu/viBlsIHertZQGoYJBpntsyeNgRkgUDDqKlWbhpFq7UXoLmuTTTaZOnXqyy+/PH369J/+9KcXXHDB4ODgRhttpCdRdbeprU09/6kfVPeQOluhXi2RTCY559OmTdP1Hk8++eSmpqZ99923r6/v4IMPPuWUU6KaE9EkrX76aUs3KqHwqnK75IAFjjDJJQ9M2ExCOv0PfjD3H/M2OGInNDSWnnul9InVXL8hxgRFXyTMJoYGBUuBSygT3ASBmE6jbFTl+6z8BYfB0GSAMwPEwGDVOY2MYCegdZVo0cazwx0OBSNZSWSqTdyl01i1nxrF59MTau1FCmQr0Z42EpQuHQLTAnR5MgJHHTf88jow+P25gw/4bhLOWWf8YrMtNk01NxvgDEwoCc4ZmAFAETwXBAgFT2DhEixegv4BDGaRyWHBwnwu53iFOV2dvmFgxMip+x/w0IP3fWePvZBKIlv8yx1/3mKnKaivg5TwA1jrqELYGqItwGw2e+WVV06ZMuW3v/3tD3/4w+9+97tRT6VTXaESih1VJZBS6lJZWpOmaRaLRdu20+m0EOKRRx55/PHHhRBXXXVVU1PTOeec88orr2y77ba///3vI0/JGhPl5SpLkjMAikNxqcdgrvDm5tRshv4WDLLOV2cv+KBrxykWJNWlLQkzEGSb+s7BCQpK608pwNB7K2eLQtVjh0Fnhap840rulSZQrbKq6O2lr9Se4Te3gFX+VFrhqS7bmeIgIAzADATkQDlJVgTPSfdPl07vXThv0viJx/3qdJa2pBAsZJAwGYfJYen08gqpFAUeczgcYFIbJo4EZxASwkVTsh6ynozxAugaRONItHek7v3Hgz87t23MKKSSNFja55jDQBY4R8JZRVWgzwO94n777bffdNNNP/7449tvv/2YY47ROfOJSPdROppPV7Resb+KkprrqgSmaX7rW9+aPn16Pp/fYYcd3n777QsvvDCVSl188cV6pK1t17U5VqYNFyWrr7Vpkp7htBK9vb2ZQg6NDbDs7oWLB7p6Esk0pNJr0FggLNPSS83KSXkx3N7ZLxDDLMKy706VayaWKyeuMBqkpWNCATBAMJiOASFBCp4HI+GY8skH/37t9F83W003P/iXIJ3iEJYyyiUeK9aqYhAGV2CwUwzKMCUS3AR0CldJVo7pcvNenWD2+LHozSPdvNf0K9DTi94+Bdpl8gZoboQKAQbDqNXwvVQqNTU1FYtFXbL35JNPPvvss6+55prNNtusra1twoQJ66+/flNTk04/sf7662txanRgjfYx6HGgTiUMwDTNAw44oKmpac6cObos9hlnnLH33nvridnV9HYsT9XaaFYe+esnBhCAAMaHMjmfMYwZA+J+watPpDFmHEKpHRBpx9KZDFSkPSonjfjCzJ4MI8NvjmodVv/Fsn9Z5S+BAEkwGHT1ZIgAgYukARW2zO699fhpjWCnX3jWelttkQVaYMIAAgJnOq1JCEidsxKsKELT5BwGh2OWS6cqxpQZuk1WkiGhSw9gVNrtG0jWN6J1HDYdxxXB5MVsPpFKGnYiFKFl1aYn1JZhMpkMw/CII4649957X3jhhUwm8+STT1Yv7dXlXLTrr6Ghob29fdSoUaNHjx49enR7e3tDQ0NbW9vo0aM7OjpaWloMw9BFdcIw/P3vf//JJ59su+22Z555JoC+vr62tra1rn8YzaMZ1S8JIbkE41BsIDOobAvNTRBqqG8wYdcj3QgJSCrHcxKYXoYGQJWrx63e7O9/PZ+vi2JV57RqRZ+j17krApcwJZIMUMgV/3nZ73+4zS4vZLqOOeXEAaDL66+zR5gAEuURPAChylWvFUODGU0YmgAEBAGORD1rQs6DY8E28vlisr5etI0sMmugmGlON3NAQTrNzQAIKJW8xsZhz3i9UgzD6O3tbWtrcxzHcZxHHnnkgQceWG+99YrFYl9fX1dX16JFizo7O/P5fG9v77x587QHNZvNzpo1qzq8G1haJrm9vX3zzTeXUi5evHjOnDkAbr/9dtM08/l8W1tbLpf7jCWyK5dXlSc/iDuGBRkiXywUSmZ9HZIOgsB1/br0SEg9+GdAJTpthXHL8vnm/4/yeYmQrfCg6nH12NBZ2n6UMgU3FPJ+371/92e8lwjFbf98qGhxBoxOjAgC4dimr9Oa6yqpvDyXaRDcQmgxbhgGKy/nNcHMctyFy2E5EDCUGRA4swRQl252IRMwXM9zEmkVSsMwGuvra9gQ2tra9LBQKdXY2PijH/1Ir3tSSmm7MYqb0fUbC4XCwMBAT09PV1dXd3f3wMBAsVhctGjRggULuru7gyDo6enp6emJ9v+jH/1o0003DcNQL5yPTNY1Y+V5xRQYB4cBDgmU/FBSY/sIJBLIF7nhtI5sqzY3VRhy0wKDgjL0Z1He7eeT46e2DLMI2UqeVksuUlwlE2BlRbyhAEnShwI+nPv0H+/i/bkfXHklTJbgRkkFjFtJ2/QVOC9fe13/WocHQlLStspfQFWOR/1NDSmd7SKVTkuGEPBkkDDswC/ZTn0ikVaelzAthBJmzcaEAFzXbWpq0i47x3GiCDXt09dWqA5tMU2zoaGhoaGho6Nj88031y4KXQ1ST9sAGBoa8jwvn8+///77f//737/zne/svffe+Xy+oaFB53pa+9lRACgP56p0SFCKG4AfouhJxazGRpgc/X0lIZNNTWAMjCMMYJs8WSnOG/V+rDzZ82Vg2HtCSctcmSAUAGzLJCCU0jIMfdKLgZ+2Hd+XCR36CwUhDFdAshfOvqx+yNvhqIOx9fpIW4YbjDRTAHwOk8MmgMRSpenQDQ4oVh5s8KpUMQzSXip43WcahASzIZE205AKAHTlOh0IWbtZ7Mhlp7URzZpEUokeRAO56hFdVM5VowPfOzo6Jk2apNdGodL76cTKn0WBUd4sVvbYc3AGBQYGKwFB++5/gN8IWAaETDQ1BAxIJWEAdkKFktsGAGLlrF0mBwBRlRXo/zbDG8BNVVUz/NA3TdtgDEDJKyUTKSHDIBBEsi5VnhZngKFAns/goZCDaS655qYXrvlTxwYTvnrzpZg8AUYSnoRdBwafABMOUyBZ/g5V+VaG8o2WQdtFetwoUb7MvOxTRjn/j16Cwyodc7UNxL4wmUi+gFQUFzAAyl6a3Rh+MXBSiVIpn+I2+n0UCxicHQz12mMnoLkNSIABLfWUTAQh2bYJQEIFUAbgKA5wnavS+hKI8HOImIGAMGGaJieSYJyBGxykpG0YVtIMhW8AQgbFoptuSAvOnRTHUAgjjSf/PeOme0ePH/+Vi3+FjdeDY6IYgMr1A20hmWWAKTBV7garLxfj4BKMSUCCR6vHrHJ0R7kcDzHt8FUw9OzsUiFj2exQMatkaYTn0rkUJ5XKZPqbm5uQ8zFn/j3nnT1y942d5tTsG2/davJm2x7zU4wcAduUzDBslMIwYVnR0CEatnwx1r0PO5+Ds14pGTCDm4yFSoa+l3BSadsOg5CbnHHTNEyQsoCmunpADQQ5x3Zg2ejLfnjTHV5fdusfH4atNgJnLphpmZaVAgABxrSHmFdWhVUuWbkd6EyT5evKESUo1dspDshy9BxQ9jIyLNN7E6uhq/6/lMrdS6qwobGRwpCZ5qx/PPH97x/Mv7k12pumfu8Hf/n5Gdv29aGtDYoG80NN9U2OZVUFC5d3wtiXxQIZ3p/JoAyolGEZUAbIVMrhnEmBUFiGWegbgFBwfUiFfAlSyUK+2bZRzCEUMy69bMHChbt9b7+Gk49CUwKwk0gwOyVskL10FZhgvAijBMOD4cMIwAXjEpzACQzg2p3vALpIgg8UAQ/wAQmuNzCIM8UNxQ3iJrgFboKzch78L0lLWFtouSflO1jJcw3DYJaFgcxzTz/Dv/VNjBwJkkilNpg8+aMZr6JUhGE01Tf5InR939Dz29qaIUCVE8R+Gc7+sP9GGei6DyTckmmY3DAABsagqD6dhiKYJgRBCEgyrAQPFbiFzp63Z83MtCbHHXEAkiZME9wBWRIoAUVAWoDNyfMUoMArXkWuYEgwAlMwAM7A9ROmwAQcggn9j5uAoedWqeqf4lCcKW4Qt8tSjPnP0DL/AaBUui4QIQjgVtJOoOCCCI4Noik77zpv4QKk67xsFkDStFKOw8rDBBggLWTjSzAa1Ay7OcolQSkIYRoGlAoyA17RaxgzCqGEaQWLFtsjW2E6SKXR24d0Ej1daGtH64jjrruyp3cBpm4JXyCwYVhCkm8waehxJgwTLGFZlVpL+ttQju7VaU4qxmiVoyKFcnSOnrApUy216rFIJf9XzOpSMSsJMEwr39Nfb6eCIEBdGlYIJhD4770zc/To0SAkkumsW6xLpklJMIOxSnr0yvDC+KIsux1ehn9MmHAAJck3TAcifOXJp4Ki+/XDDwNT8MLH771n+022GL3V9kglb57+22Ix32qYXu/AEd850Nl37/ZNx4ZMWUYdpA3FDaFsmwUAA7zAt0yDG1x3eeWhfFV0/DIXr3raIKoJs+waxvKLVBmX0HKGVswqYNEfHvnoAcagQi+ob23BULDeZpt4Tz+VOOirYDYc84W33vnRMScil8WojgaLM4DKQ29eLt5TOf9VheX+LzP8ETPMICB0HCZ8nnfNoaE6ImQH0JxAQhlDvaOFRLY07w+3b7fppG2/tx8MG12ZO3908v/bemc0tLsssGwHMOGDcQ6AdF1B24JUIAW+9G65kuvFln2DVnhrucesMstKK9ssZhWYAAGSmWBKh9CQklwKcAuOsdcR33/43ntzLz07eestnnvx5T333j+58aYY0QxBjBM409EFFN0RjSirxZeC4RUhgReEa5mWAueGATu9vlWfDEMwG54PIZp8CS+Anbzvj3+c9sy9aEhCAW0jDvvuIUvue2TMxsc6qXoP3PYDrsqxoOVAe1IVnfwnf/pKxfYft//StIDPCgMAgyCZLntVXvVncyCZgiAY4Dtutf+G66O3L3D9nfb9HtrbKp4fpa0X3/dtx9E+fgIYW/a++X/9WgyvCCUgTEuBMwgoE4H0Pul65v6Hx9z/WLaeZYt5pxDuusP/YP6iMZMmYkwHhUVmJtHXx+tTS+Z9MsbgALK5bHtdM0rLBAjHfNHgy8ZmuCJImjYgEbiwHbQ3Y2SzPZRDcwugIHXZunLtz09Jz/FlYHhFaAB1MAiMw4TrIlB16abvH/aDxP87GEYAx3zvosvQ14/Nt+nq6oEglqqDBEZ39A4+N2rC+vBccuqaGprLqwxXFoka8wWBUdmzp2+RjJsEMNuAWYcwhPJhWWhvgheCWWX5cYCkVOCGsZIb65egD9QMs59QwnKZnScz44LbSNpuW8P8OoakwMgURO4DP4dNJsO0t95oS/niu8gIEEd26Pk3Xx+3xeYyCPUReoEfibB8xFXhoDFfECoJYADA5KZPwleCOOBYqEtQgsPmSDmwzfKcMykvCCSpL7lpM8wTMwrIh0hYSNWDKWQGZpUyzS11aKmHo5AaGbQ1eW42ocI9jj7qN9Mv/vbR/081OrPeeKe+fQS23dJodooUeCW/Ld0Ib7n8IHxpqGdMrWDLP+PlB9wLXdM0FVdFFXDODZhgkDJIMYf8QJLijsUtK5FKRpFMX1qGOQO3AgJAAGkoUlyp3o9nmwa1jOvIyFJjfeMbT/5z23ETjbb1ASA78PKbM4ShRje0TJy8HdJp1MOzLAZuSDIlA4NnlctJWlCMdBne2JFXS5afRa74CQPhG6ZFgILyVWBwG+VsZ7yce5ct9ci6gZewE6h458thiJE5+n/d2BlmERIgIRh8AwGJBsaNMAA3wFXAlHY2QALdQ2hpASQSBkQIZcDlIFIp5Ts2h8lCacMAg29CABaUtXTNZ6zAmkGViNylke7LtCYppFQGAzMI2nXBDUUmNwCEUvhhaNs2Ly9eq+pIl2uSsQg/CxIIAR/QHvY6IEEoz4yZpK9fFJrkgSkgBUKoP8CQhM84A7cAJgAOvbzFhDKq7dKYGqGXhlFl1Z+BZRehQA/aVXWnF4UprbghvqwiHN4xIS/n7y3fLyUgGYzKygSC0vleowtj6HTd+jPgOnaCR/uqzIPH0zFfHKLIIlrxJVTSfDEwpvR1J7a8h+k/zHl/Ca708IqQKdgCNpCwdaFUhNA3TC7LtTm4AZjgkDAlwBRMXs4YA45okICl4VFGdDeNVr/EfDEo+9mxQtAfVeJ1OZixjOmyXKTFl/NiDn/eUQHoOCSznD4GS897VeLD8vCCwwBxnUkbtIKtuUxGvZhao++Wy6RjYpXLFvWPy3WUtDQ4NBpJfmk8gitn+GNH+dLzrq1TQ5ZXixkc0ignQDMNRBpVlVBsY8VrE2vvi8TSoWCFivlZ9ZyqpBhFexMYW/7vMvv9MjHMIuRLPbjRCL46uokbEDrrNquU4mTlUnQsWt+J8uvLGDlfsuv0BYUqkyhsqcuhOs0BZ+UwGracdbrSv19Whr8nNAGGgJXHhAAMPa+iAIKs+BElkLaULqFKlTRbQLWlosqfAuKkE18gqGqujJevXaTGyOAsSxEwlh8rrtIY/fIM+Ye5NesbJFt6PcrfWZlgQbWnTy+rrspUuPIdxnxRWS6OsHohxNKV0isuavnSX9PPqWZ9FJq01Miksj5lZWRvVraILthSc3SlCwIRX78vAMuO5apt0eWojDZWbXx+Wa/m5yTCmJiYVREPrmJiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJgaE4swJqbGxCKMiakxsQhjYmpMLMKYmBoTizAmpsbEIoyJqTGxCGNiakwswpiYGhOLMCamxsQijImpMbEIY2JqTCzCmJga8/8BcOEb4PDowFIAAAAASUVORK5CYII= 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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)NC(=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: CCC(CC)(CC(=O)Nc1cccc(/C=C/c2nc(C3CCC3)cs2)c1)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: COc1ncc(F)c2nc(S(=O)(=O)Nc3c(F)cccc3F)nn12
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: NCCCOCCOCCOCCCN
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CCCCCCCCCCCC(=O)O[Sn](CCCC)(CCCC)OC(=O)CCCCCCCCCCC
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: C#CC(C)N(C)C(=O)Nc1ccc(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: Cc1ccnc(NS(=O)(=O)c2ccc(N)cc2)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: CCC(C)Nc1c([N+](=O)[O-])cc(C(C)(C)C)cc1[N+](=O)[O-]
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CC1(C)[C@@H]2CC[C@@]1(C)[C@H](OC(=O)CSC#N)C2
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABMsklEQVR4nO2dd7xU1bn3n72nnTmdcw5dqgJiARULFtSIBUtiuygaa2xJNLHE5Jqr15IbTaIpV6OXEHtDLBExVuzEgoCigCDSBA7ncMr0md3X+r1/PDOboRkO4bB5zfp+zgdm9uzZe+0967eftZ71rGdpAEihUASHHnQBFIp/d5QIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVChCBglQoUiYJQIFYqAUSJUKAJGiVCxq+O6rv/CcRwism2biPi167qZTCaTyfzpT3+aMmWKlJJ3bm9v3+TrAPxjSild1/U/ChatvGQKxa6G53nhcNh1XdM0a2tr/Y2ZTKaxsZHfNjc3jxw5Mp/PE9Ho0aOnTZs2ZMiQWCzG3yWiXC5XU1MjhADAWwBomhbQNW2KEqFiV8dxnGg0yq9zuVwsFvPf5vP55cuXH3rooa7rCiFisZht2wMGDLj33nuPPvroqqqqUCjEUrRtOxaLEVGhUABQXV1NRIZhVFZWBnVdPqo5qtjVYclZlkVENTU1uq7btp1Op03TfOGFF/bff3/P80444YQvvvhi5cqVEydOTKfTp5566tlnn71+/XrDMNj0hUIhPlpVVRUrkIh0fdeo/1AodmEMwwAgpbQsC4AQIp1O80e33XYb1+Gf/OQnrutKKdPpdC6Xu++++wYMGBCNRqPR6B133JHP53n/QqHAZhCA4ziu6wZxQVtAiVCxq5NMJvkF6xDA0qVLDzroIF3X6+rqJk+ezJ29ctasWXP++eezRA888MCPPvrIl5/rurlcjhXoed7OuohvQolQsavD2jMMo729HcCiRYv22WefpqameDz+3nvvAXAcB4CU0jCMQqHAb03TnDlz5sCBA+vq6ojorrvuWrRoUfkBUTKzgaNEuEsit/IHAVjwDBQcZFxkXOQcGBYcA7AABxCQ5Qcpe/v/J7lcDoBpmvz2wQcfbGho0HV95MiRrEkppb8bSoIUQrDSOjs7zzvvvJqaGiL6zne+M2PGDN6tUCj4zdTAUSIMmKK4yt98wx8soB1GCz5ciN88kf3FPYlb/4wPZiPTArk+b68TVgEepIRpeHAB14XctKm2LViWxbV5EzzPs217uy/2G+A2Z3krMZFIoExUjuP8/ve/Z//KJZdcsrXjbN7TS6VSCxcu3HvvvYmourr64osvXrlyJX+0iYDz+Tyfeid3F9UQRcDw3dfK32zysVb6l4ikSV5i0ZSHvnj6/V563egxY1qSLfO/nNt/7F7H/Pd11LMXUT0o4hBJh+K6JAgKhagrPkAppWmaVVVVRGSapq7r7Nl3XTcSifi72bYthNix/v1kMllbW+uPNPj/ptPpSCRy8cUXP/vss0Q0efLkyy+/fGuOTZQGAF3XDYVCuq5LKfP5vBDikUceue6664ho5MiRd9xxx4QJE6SUQoiamhrDMEzT9AceN7nYbmdnKl7xT/inlrBg4K037hq2e+ujjyKdQmcnWlvx2usPH3Jw21//jESzB6cTSAEGAAhIB+iyJfTdFb7Dw7cMtm2zaeJwkx1xzSg/Bf/Lpsl13UKhYFnW119/ve+++xJRZWXl+++/DyCbzW7tOH6ZHcfx+35MMpmcP3/+0UcfzY+V888/n4+zydF8P9BOQ4lwV0KWNU+3+G/WWHvl9e9+ZwJam2F2wuyA0Y7WtV9f97N3TjkdS5dDOK0QacAEABewuipC1tiqVava2tr8Fmkul9ukQruuaxjGDvQusgVGyWuSTCb54K+++urAgQN1Xd9jjz0WLFggpXQch5uR31B+v5CsSX9//vSWW26prq6urq6uqal57LHH+KTspOGT7mSvqRJh0MiNtVfatsV/kTVm7H8kbroT6zqxvgUyB6MFKxbg/ikv7nEAPluDvOUAHh/PzsHLAV2zV1z/JkyYsPvuu0+cOPHee+9ly+DXy3J/xo71LqZSKQDZbNYX0v3338+dwAkTJrBE29ratqX85Qgh/H6s53lc5q+//vqoo44iooqKiiOPPHLFihXll+P3EncOSoRBs7EIy995m/tlssYrhx2Hm36HpauQz+QyzUAC2Wa8/OKjvYdj/ioULJuPIiDdLNBlETKjRo3i3kokEtl3333HjRv39NNPt7S08Keu62azWX/kbYdQfjTbtvP5/C9+8QsiCofD1157LcvSFwnL9RvwPG8TNW5SWm6CPv300w0NDUTU2Ng4ZcqUfD7vu2F3JkqEQbMlEXqAB7ilF/4fCsaMY09M3ngz0p0QmazoBFJItSTvu/uevUfh6zVZJ9UGGBKQcJHzkJddFKGUcs6cOUOGDNnEM1FZWTl06NDTTjvtwQcf9GNWdizcvvU8b/369SeeeCIR9e7de+rUqdyYZOH9U/kxQogtNlmz2SwrHMC6descx1m7du25557L13jKKafMnz8fZSMiOwclwkDZrC1arkC3TIfFXQrGwquvnT5+PDLtyLcDOSTWYH3Lkv+84eHTTkG+M4FCK+C4gCeEyMjtsoS33367rz12GPqBl0RUU1Oz7777fv/733/22Wc3D1XZbtjWeZ43b968kSNHEtG+++773nvvcSew/ESe531Dn3CTj4QQ7EPiF/72Tbq4U6dOHT16NBFVV1ffcsstWxye6T6UCANlKyJ0ARuCFWi6Dn/oOA4Kebww4+XvHLN28hSkM8jnkEzh728+tv8h5gvPYc2XHhwLQNZDAbDzcDKQXROhaZqnnnoqEcXjcVYde/z9IQH/RWNj4z777HPRRRd98MEHKNV+z/PKzQiPDfhvfben/yn8SwMAPPLII5WVleFw2O+n7QS4wMlk8pprruFLO+igg+bNm+eXjcvZfcpU44SBUn7vNSIiUdoMgk4aEUGKsB4iEAlBtkWJjsz9Dz742psNI0cOHjWq5csvq79uHbTHwNH/fQ31bqRQNVGYCqCIRrpJ8CgSJy3cpUJNmzbtjTfeaGlpaW5uNk2zUCisX7/e/zQej2uaxhWXt/Tq1atfv37HHXfcpZdeOnz4cN4opdQ0zfO8SCQCIJfL8WxA13V1XTdNk6cyCCF4tlEmk5kyZcof/vCHZDJ5wQUXTJkypaKionwSUzfBpwAghAiHwzNnzvzVr371wQcfxOPxiRMnPvroo7xbZ2dnY2OjlLK8UbCjUCIMlK2LkAfnNSl1TScikkQgsvO0djnF42TJ5rmffrZmdW284sj9DqA9h1BjBUVjJGul0K0whTSKkq2RRxQj6oII+dnM5o6nLCxatGj27NkLFy5ct27dmjVrOjo6crkc7xyNRh3H0TSNv1JdXd3U1HTSSSdddtllI0aMAFBRUeEf2R8BLxQKVVVVUkrbtuPxeDKZrKio+OlPf/rggw8S0W233XbzzTdv9x3dDgzDiMVivsFvbW29995777jjDl3XBw8efP755996662WZVVUVHTTIL4SYaBsJkIQydIGnUi6XigUJhBJEDRKJ5bcekOFdIf8/Hrq2ZsoQpZNHlFUUl3I00O6W6NFo3mdQFRBbpQ8okiXRMhwv2tzK+R5XnNz89y5c//xj38sWrQomUy2tLRkMhnHcXRdr6yszOfz4XB40KBBgwYNOv74488///wePXpEIpFwOAyAO3jhcFjTtHA4bJpmPB5vbm6eMGHCF198EQ6HP/nkk1GjRlmWFYlEQqFQPp/35/51E/xE4BeaprGdJ6K5c+deeeWVc+fO7dGjx9FHH/38888TkZSyO6YgKhEGytZFqBNpRNJx9VCEJJGQRDotXvzO6Wf26F2z36tPUU01FSLPX3ZNtLXzlDtupoN2p3gFUY0g8jQiophnk06kRUjrQr0xTZPNAtdF7uPF43HbtiORSCQS0TTNdV2erh6JRFKp1OLFi2fOnDl79uy2trZsNtvZ2embyoEDB+62226nnXbahRde2NTUpOs6mxQiymaztbW1L7zwwqRJkzzPGzly5Ny5czVN41gzDjfbCZNuAWia5p+Lu4iVlZVczmOPPfatt96Kx+PpdFoI4feTdyxdfkYqdgI6EaTUNF2XbBBB0IjIXb1WMwqDeg+liEbpJLlN1qoWzzZoyCAinTQdkqATiHRBpEUIgrqYSCUSiXB1tG07Go2Gw2GegsDz0/19IpEItyerq6vHjh178MEHs3Ejos8///zdd999//33k8lkIpFYtGjRhx9+eM8994wZM2bs2LHXXXcdD0XU1tY+9NBDl1xyia7rJ5544tSpU8PhMGubkzW5rsvxZd2KpmmdnZ01NTWxWIyFV1lZ6XleRUWFaZonnHDC22+/XVNTww3vbiqDEuEuipRSD+mk6SSJPEl6iDy5pnWd17Mm0rcHSVCslj5fa61uqzlwMNUQhYVLRJJcj7wwRUNEpJf6mF3Adzywv4S7QK7rcrYlz/NCoRBrQ9d1bq+y+eJglIqKitGjR++1115XX301ERmG0dbW9tFHH82cOXPVqlXTpk375S9/OXHixPPPP//VV1+dPHmypmm33377DTfcUF4GXde5IboTcsDkcrmmpiYiEkJUVFRwN7ixsZH7qzwF8cc//nFHR4eu636E945FiTBouEWqF/+XJEEkSC92EzSNNCJNEIFsz2hv78hlqw8ZSyGNBNGXi/tWxRv2HkEkKBrXKayHSS8lDvKILLNQHa/tUnE0TeOWJ5s19l6yFDlhBG9kT4xvM2OxWDgcDofD3OWLRCKsn2g0OmTIkCFDhpx11lncCfQ876233nryySfffPPNAQMG3HzzzZdeeim7KP1cTG1tbb179+Zm4Q66y1ulpqaGHbahUMiyrGg0ykqLxWK5XG7ZsmVEdMwxx/Ts2dO/Gzu8DLtGopudCDb9kyC55W4xqMxL0r2Ios2SRNIj6ZEMRcIEIgLBpQqNyCXbKSxcVhOupV4DSNcpBupc7RmJXr16UbSavFiIdI3cEFEMFAERyXi8ajt6/LFYzO+MbbHOhUKhcDjs71PeaIxGo7yd9eM3YvlFPB6PRqOnnXZav379EolEJpPp37+/aZqsbf84vXv3prKByu6GnUBEVFFRUd4LXbly5eeff97Y2HjYYYcRke803uH824mQNhKWLPsrkyaj7SQF0gZ/TNkZoRERRUIUCRHPDMyk0JEgLUy9+lA0SgSnrTkCp0+/vkQaIUzQiDwiV0PRr7PTHiLbDlf3d955h4iy2ezjjz++08TWVRYsWGBZ1oEHHtjd/qF/PxGC9KLMWHvQivV9o33KdtgZ9ViWxgZDRDrpOukEKvqtNUkkCR4lkrmOdr2qgvr2JREiG60r12qaFt99KGkoc8Bo0IgdOjp11S+zM+js7Fy4cCF7O6ZPn97Z2Rl0ibbMG2+8IaX87ne/y47i7ksW/G8mwo0aZ5LIJXKIvA1KQ7kCxXY4NraHYodQEukEPUJ6hJ0qAtAIBAibpKD2NieXqezVQGGdHJCJREtHOBylfn1KXcfi8YRG2GjDLkQ4HH7rrbeklIceeuhxxx1nWdYzzzwTdKG2gGmas2bNIqJjjjlGiGI16CYd/puJkEhD0Wxo5Gpka2QTuURio55iEY/I7XZLWBweLJ1F6pokTRBJ0qG5RC5JkEtwqHlNVIim3QdSRCMblDS8nFVbU0/VVRTWSd+QIsPzHx675BjwK6+8AuDkk0++5JJLiOjhhx/2F5DYdVi5cuXq1auHDBkyfPhwX4TdxL+ZCNk66ETkERGRThQutgE12vBXpPRR9yJLplgWHwFsgCXpGitK6CGdIGjV11FN9tlzGIXDRFFa3S5c2bv/bhQKUViDpqPkGS1acLnJM2VXYe7cuUR01FFHTZgwoV+/fvPmzZs/f37QhdoU7rUeccQRoVCouwNa/s1ESC5pWaI0kU0UJtQSaglVhAiRR5pNukm6TZpHpBNihHj33iJN8kh8USvwO6pEIOKwbTaSwkutWgGIpuGDKUSEmFy6Wgqt/x5DKaRDCwnSZbGoOh9goxC4XYbFixcvX768f//+Q4cOjcfjZ599NhE98MADQZdrU1588UVd14877jgi4hj07jvXv5sIuR9oE9ml3iARsRiwMz0xG9DK/i9vD2/yo3tuW7LT0iT16Um6Tgi1r2szNIT696dQyC6OJBL/oBupbxezhAsWLHBdd/z48RyxeeGFF0Yikaeeeirocm3Kxx9/XFlZyZMMdV3nuPZuOte3VoR812SJ0k3UXcsh0gkWUZa0DlAraWnp5olChDihihAnhIkImgut+/uEROS3kf03RKSTZ5NGFKWIJz2KxZavbxE11bT7EIrGyDBbE6lCSKehA4kgKVSsIChmSNwVpFdea1OpFBG5rjt9+nQiGjdunGEYRDRs2LCDDz44k8nwFAoezeev+C+6Fc/zuMvHUWl80lmzZuVyuREjRvgzs0h5R7cbDkTWdd2PSI5UVBF5RAZROp1dnkh+RZTTI6VROr81SJLIIbK7X4S6JC1EWojPyXIMEREBCBOFSA/rMcpk2khWDNyNQlHSQxStaCvkzNoK2mMgRSM8QFG0pbsMPMWJX3MAqpTyo48+IqJx48ZxGHdlZeXFF1+sadozzzxjWVY8HvdVwft3dyFDoVD5CAT/O3v2bCIaM2aMP3FJNUf/JTZ7gHmLP5/z0QdvvP/By3PmzFzd/EUqvZrILn7I02k1rsyCyOvmes3elHCIdM0fFQwV/UGRqBYChYgkhT/5fOEHq7/O1FZTOExamDxv9rKlzZpHQweSHuLwQ5141LPkXdIlUWDDFFxrebIsEXFE24oVK9auXdvU1DRixIhQKMThb2eeeWZjY+Mbb7yxePFi3pN9ITydorvLyU9nIQSfi/996aWXNE078cQTfa+MEuH2oJXw26VCCCEM6a1P5VYM2b33EYcfdfyxJ44ZfWhtbQMRiNyic7GUxoEoRhQrWqXuwe+8aaST1AmSNAldOhqxESSPNFcHRd6Z99nHrpOtr6VwjLRQcv36mZ/NW+XlqTJMQNGti+IRiyXWSjoMAn+OLDfwAEQikVdeeSUcDh999NFU+oFM06yvr58wYQKA5557jkoBbkKInbaSrt9c4mwA2Wz2448/rqqqOuKII6i02jYXppuk+K0VoX+/ylukesiyxHKprw6FTaIIUU+SvULUkyhKlCetg/QO0tOk2UREMkYyTujeW7QhNKBoCWGTtEl6/JkliUKgyII1zeuJGvYbRaEIQf/86+XLKWX1rqUK3RYu207fZmv+kXeBkBmOU7NtW9O0GTNmCCHOPPNMXtpa13VulF511VW6rj/xxBOJRIK/xfZzJ3QLuZ5w9eDXCxcudBxnjz32aGpq4sc3dfNyot9aEbIzpnyLrusaEWBqutXWvsZzEkSloTV4G8XN7Mxy+v9JnQDSpEPCJSFJkkYkdRJEpC9Y+XVSo177jSYtRKTPX7Y0S/qgsQdQVNPCEW2Dc1Un6HxNgQ9PsITYsmma5jjOggULABx77LFcpz3P42V3DznkkFGjRq1du/azzz4D4E+n2Al9Qr+ScHy2lPKVV14hovHjx/N2foh0q1n+1oqQn23+W+6cSEFVFYOHDR6dSLbN+WTmZwufW7P2TaL1pFlEcaJGkj1J1hNiRCR1j3S3W8O4Nwyn+w5NTXokHZLF4UGdSFDO8BauWEWVsaYRI0iLkKSPFy6wQ+E9Dj3QI9JDEZ1ILxve4B81cB9p+UMwHA6/9957hUJh1KhRTU1NPMfCz3ZBRBdddBERPfzww7Ztc70H0N1ZnqjMe8QNYCHE888/X1FRcdppp/Gke3+QkBur3VGGroqQwzu8DWNZG4V68SicS+TCjwIpZwuhYbTxVIau1/jN5iYRiCA1zSMqECWJ1kuscrwltr2wYK4mRHv3GXvUuEn7jRoXDodXfr2wLfEZUTuRSzLMEaOaZCelQZQrRq5tcr2b3pPtLLzuh+gUe3UaaXqI9HDxsMWgHbNQkJ1pqq7p06svEQnPXbp8KemyV/8BDoWINJ3do6XGp16cJ6oHO1/Ur9+8QNKsWbM0TeNpQQxrjCfynXvuufF4/Mknn+QsNVQa1dhpheQGsBDiyy+/jEajhxxyiG0X3XX80a4zTiiJLCKLSG6IcPb7M+SCTFABZEqyQQJ+7cTGdRVkGl7pgNL1LCEdntpXXpU56+vmhfA3QhBJEoVSuKRHZHrkShI2IUe0nuhLx35v2fL7//HBTZ8t/G06/RZpFYQ9yBpVGT9qn5Hfa6jv//WaBUQpojRpLj9k4BJ5rkauVhzZdzdcgh9ZBn8ko/xGdE2HGhHHahM7OMM6USROkRqKxChMBIoShbB4wafVtdUj+w8IeR5pFKqILP/qC/K8fXYfFUZFiAPAWcZhnULFg4VI13ZG2N1WYUviZyjjBBaTJk1qa2vjHVzXZR1Go9GePXsef/zx8Xh88uTJmUyGiBoaGnZOTCnnQeWV2KZNm1ZfXz927NhwOOyniuOHQndM52W6+gv5DwN9M7PmUbHWskLCpTxfgsglzdskqj8eDwMwDMMwC5FwJKSHiKhgFBzHMQyDZRaNRvnKTdPkb9m2zY9VIrIsS9OJJIWiLEKLQnmqTFB0FelfSHdey9rX53/6/CefvploX11dUdGzobG2uo5IE3aOKhzSswQjVhmuq6+x0Nqe+Nh1F1I0TzHSwkR6iCgiHEkUIqn5oxbF6y0lJNx4poW+HTV+gyXUiXSdSI+SHiM9RLrjua50EaaFCz7Ld3QedfAhleGwEGLV16sK+ezAAQP7NvWLajEpAIgNx9KKU6JKRjEYfP1EIhEhREdHRzab1TRt+PDhvPxDeQwKJ4C69tprTdN88skn6+rqCoUCdbM7hOEUHpzrKRaLffjhh+l0+thjj+3u85bT1eZKqOi1L3ZgSv9qVIoFkxqFiOI6IprgGXIOkUEUIS1CWowQ5pgOx/VCIa2yspKth4TUtFBVZY1GOncEALiuy41yf96nP/nasizXdStiFXbeisUrKOpSKEe0zpFLO7OfZHNrWlrXuIZOXs/66mH9+hzZq3ForL4PkZbPrF+2dmZtj2RNQ6R5VafrhQfstkc2byxa9k5j46zd+u7bWD2a9JEkepCoDoVrSWzc/twQ5+2VrJ9evDPsR91xvQauHESUTCaJaPfdd+f0CmvWrCGioUOHEhEvurBTV7TcNqSU/rR627bnzp2byWT22Wefvn37+vuUJ4+KxWLjxo0bNGjQ0qVL582bt8cee1BZPsLugz3nXMh4PP7uu+8S0cknn9ytJ92EropQ38hlv0GEsjSwRkQRQkTb0EaNEomSlRCkgZ/V0SiVzIpOpAtPeELquq6RFw7rHGvGtZCfl7x4QDgc5gZMRUVFRUWF5xqxHg5RipAzCms700ua2z7JmStjcS9eWd2/7+DejfvVVuyp60NJNpBXSbodqSjEKkMOrHy+AF3r3Wtwv4Z9iay62oWtbcsSqTV7Dsv061FJISLRSKLsGsvLW7SBvgM9tCFLDO0YHbLTIhQKFQqFefPmhcPhhoaGUChkmubKlSt1XR86dCinJ9wFFUilSBROJVhZWfnqq6+6rnvaaaf5O/gxTOzw4HTdl1xyyR133HHbbbf9/e9/32nl5Md9KBRavXr16tWrGxoayqPVdgLb1XFHqfkEIo2T7OmE+KYeC1ariJAWIfINZnGSXt7IRaOxaLiSq2+YfXwakaaTRrquG4bhJ/NyXZcDmvjZmU6n6+rqNE0znXYj+1m0ItXSunLV18ullLU1jX16nNDYY7emhv4VsR6lVjFIM0jT4VEs1m/k0JM9MnVyhvYMEUWIYkRyzF6XLVs1a+Wad1au/EwbovVtOJzkWHKiFC0T1UatUG/TxvkOxR9Dq6+v/+qrr4QQY8aMISIp5WeffSal3Gefffz0hDt7eedtwB+sZx3OnDmTiE466SResYzz/1JpJMnPR3rGGWfcdddds2bNSqVSsVisu80gw62JioqKmTNnOo5z+OGHl5vonUAX29wb+QYl8aRTrcyPv8HVvmFuHjb6Fvs3RHVlZTQcFRKW5XgeaRo5DmUy4sEHH21paSGiyspKvjtCCK5hvCYeEdXX1zuOM2fOnF//+n8OPfz0hx7+v3wh06O+cejgfQ/Yf8Lovb67W9/xFbFRRAOBnkJUC1SQVkmhmBatdNyoRn0jNFLz9iEaRtTfLFRIt5ZowLAhx43Z73hA+2zhOwuXvmyan1G8QLpTnCRUvBxZdAdt2LQ9XcF/SqFQkFJalkVEK1eu1DSNI/qrqqpWrFhBRHvvvTfXFT8x4S4F/3ZEpGlaIpH46quv2MJwLjZfgf7qDnwJQ4cOHT16tGVZzz333M5RAj8j+Hk3ffp0Xdd3cluUumwJN8RiUGlAWC8OWuhEpBO4a6QXd9OINJK6X0ndkgHRbdcLh6NhPRqq0Ak0b97Cv0z+65NTH5ew7777Tz/84Q+JiMMLHceJx+OGYXCHfvXq1U899dTjjz++ePFiTadIhDRn2NDdvtujR1NYryYKEUVLQdBRUE0oFAHpEiQ8kpLCkRqApEfCDUW1EGmxeLSKwsLMJeM1tU11B4wcJpd89c76jk+jkcyA2MGx0KiQ1p+0GGlRoggJbUMumI1uyg6GjQAAzrp3wAEHdHZ2cgQmx1iOGDHC87ydFtu1HXD9dl2XzeARRxxRntOebaCvtFAoJKWMx+M//vGPZ8+e/cgjj5x//vk7wcL7fdd8Pv/xxx/X1NQcc8wx3XrGLdCVJZw2wQUcwNr4zwEcSN5uAIaE5cHwkPeQ85CRyEnkJSxPuhJYuWLNbbfevueee3FlCkfo6KOPfvvttwFYllW+GJUQYtasWaeffnplZSW3wQYNGnTjf/181fK5QCeQk04G0oLI5wvrgIwr0q40JeBJeBIFE7ZbXOvPkZASUsCz4dqAAKSAtByzGXIZMA94ev6S82d+sPc/Ph1fcKY63hxgKdAMpCAMSG/zBa63sOVfw19R7Mknn6SSG6a2tvbWW28lorq6OpTWGBNC7OQ11rcRXtAim81eccUVkUjkjjvuQNl1lS8kWP5D81yKioqKTz75ZKcV1TTNJUuWENGAAQPQnaugbZGuilBIWBKGRN6RKYkcYAHCtkRxNT3BFTEPtAMrbCzysMLC8jy+dLHWxXoHHRmzwwNmzZozceLFGlUTRXSdBg7uecN/XbZs+RwJG2Urj2ez2Xw+f/311w8aNIh9pJFI5OSTT3766ac7OzshASkgSqtplpdBQgJSFkVYWnPTcZFzkfCQ8JCTECXlOJApIAVRAFLACuDlNcnz3py736vvnd7cOcXCm8Aiy1oO5HkxascEBGxLOnaxMjmOBWzTopmbLHPJPhh/KcxSrLlwXXfq1Kn77rvvJs/NeDw+bNgw/i77q3jxZyklr4bZxd+0u/BnctbX10cikaVLl/7ThwUX/qqrropGo1deeSU2XjSXx662eCJ+EpUvA7rFg9u2vfkRePXfu+66i4guvPDCbbiyHUxXReiabqdESiIlkQHyEg4kpIRwAA9mHonObC7fCXQCqy2sKMiOtJOyke8sNLvIffbl3Jv/57+b+vQnihNVV1f2PvOMc//2t2fT2XVAp+2uM8wMACllLpd7+eWXDz30UL/yHXjggZMnT165cuWG4siyVW39RaVFSYFl20oiFC4yHjo9dHrIFJeSlgBcwIJ04QA24LnAVx4ebM384r255854Y9Ky5j+3pf4OrDYL6/m4rrnhXJlMxnENwPGE+Q06tCzLtu1iwaU0TdNxnE2WjAWQTCaXLl167bXX9u/fny+8oaHhe9/73v333//GG2/06tWLiKqrq5ubm3nZaq7ZlmX51Sufz/PGQFZgZ/zCrFy5MhaLDRw4sKOj4xv252mE/JqNUl1dHS8qCsC2bd868UbDMEzTtG37m4W9+Zq+nMyfz2gYBus2lUqdddZZRPTSSy9lMpldfLlsB8gAKYmch3zeyKUzBcOAx607NjuACxieV3BNV8I0YBmwbDzy2McHHnoqaVUUriAtvOfIUY8+9lQqaZiGxzLwvDSQB9yXXnrp+OOP93sLPXr0uPLKK5csWZLJZLgQpmnm83nLsjx/UWm2ZsjzEQAhISQciXyx9Qu/eELCZSO50UK5LD8TyAEm4AkgBSzsyE/5aMFVL73143c++F1nYi6Qy6Ty0gFc2AVkUh58Q+gW2wVbvnGlOlRen/wtLMW2trYHHnhg7NixfOHV1dWHHnroH//4x9WrV6O0ZOyCBQvYNvbv33/27NkoW8ZdSplKpXxrsLm8dzIsgL/+9a9EdPbZZ//T/Q3DQMmeH3LIIUT03HPPpdNpXsjef36hrKFUDhvDTT7yRbi1BgLvkMlk2OOwfPnybb28HUeXLSGQd7yU5RQ2aexZAoYr8x5MAdNDwYJlw8rji7m4/Nyv+zfeetghvyXaR48OOvnUSbNmz/aAto521wEkXAsQaG1pfujBKcOH71FVVcW9vtGjR//pT39i07fFhoRjSwiu9gLI8wMCyJW6o3mA1223uN0qBaSE9O1nqeEKAS8P2IANWIBdXLEang18mDAe/OzLP13wg9GhED3/7GOQ8CzYBQi7+HXTNIu2FM43t0jZz8Q/vJSS1ycSQnz88ccXXXQRhzXHYrGePXteeOGF77///hYPks/nTz/9dO4i3nTTTbyRreImlFfcnQ8/Dk488UQievzxx1GS2TfjeV4+n3/iiSc0TRs/fnz5R8lkkm0UGyv2Gmy+hL3fOuUGKj/j2ADydm7883Z+snNutRNOOIEL+c3N2h1Ol/uEQrieJ+FBupAOPA+Gg6xrmchayJhwcy4KNtauwb2/x5EHLO8deatX5O+Dmh698vJPfv/7eZk8XCBtpj043BrMpI133/rwkot+1NSjn0bhuroejY2NkyZNevHFF1F65pWbDr6tpQeeCxgSRklSArCADJAAEkAO3OAUfptTQGzccC3/K5pTC3AgAAdw4XqLgHnAonO/f3hIp4hOP7v2euEAAvksN1qEZRlCuIDI5TJbu3Hc/vSrSy6XSyQSpmnedNNN48aNY79UdXX1CSec8Pjjj3PN8K86kUiwnAqFAtcnAH/5y1+ISNO0q6++et26dSizsZZlbX7fdj48xMLrq/hP0q3tzBdVKBT47bp163gUdM2aNY7j5HI5fgRvy2OFZbbFhugW1ZVOp2+99dZoNPqDH/yAa9c2X+KOoeuLhPLuklyPXJe0CIWiBI1sl8IRIkGfzqUnHvt8xt8+6WyP1FX1aqqPHH7EiIsu7b/vGIrXEIVJI3LcXDQcbW3pePyhJ6dNe2bFsuW2axKJY8cfM/HssyZNmlRTU8Ojt7xC5SZFKJtn6YEsIiKqJM4QUQyg41iWMCFWNm5ZINJJxjcEf5ajEWm2RB4kQlqcqIJkhDQiLZlJt9TV9yOEpz7x3NU/vS6RzkyceOZvfnP70N2HEpHt2LFoJZHe2ZFuaqr/pwMWAPL5/KeffvrAAw9MnTqVL6euru7aa6+98MIL+/Xrx2utmKbpL41ERJx/gbXKy2sS0cyZMydNmpRKpcaPH//nP/955MiRjuMUCoUePXoQUSqV4heBwKMLn3766YEHHjhs2LBFixZxcOY3fMVfP5SIbNu+5ppr/vKXv/z0pz+9++67iSiXy3GimmQyWV9fD8BPnrDJcUzTTCaT6XQ6k8mk0+lUKpXL5VzXTafT6XTaNM10Ot3e3s4N3UQikcvlTNPUdX3GjBnHH388EflhITuHLp4JJD3SQ0Qhl3QjHgsLqpKS7Cx1rKenp9Kzz8xZuarZFunaRu17k/accOL+Z00MR2Kka2TYRGHP9LKe6y5bsvLuP0x5eupzRJHqyorGxh6XXfGT6669vKKqMhKu8zzNv+PxeLy1tZUDDgFw8KQ/JdTzvFhFtR++yQE8RDGeEEhUGl7XBGmlSRu6S9BIE0Q6IVL8GhFpJCElQqRpgjydLE13iMIk6utqGoSFUFT73imT+vYefNU1P3z2ub8tWfrJtGlT9xq5bzbXWV3VGI/V1FTXbxRSuyUWL178wAMPPPnkk+3t7UTESxRdeumlnN8yl8vx1ZWv4ZzL5fr06cPDaDw1lhUohBg7dux77703YcKEt99++/DDD58xY8a4ceP8YP9YLLZzFrv9BqZOnQrg6KOP5sXSvnlnFqEQIp/P19XVXXbZZQ8++OCbb7750UcfxWKxJUuWxGKxZDKZyWSy2WwqlbJtO5fLJUvkcjneQmXJTfzXnKWC4Whkbs0SES8AOnDgwPr6eiLK5/M7YUm2ckqWcEPt8efjhP2NIPIjlaUkXSeivCSPKFYoxN98NfH6y1///YUvbKNOeHr/wY0nn7nPxHNrh+9NWpg0jYRHGigWoaVLk489+sDjTz7UsXYNgXYbOOTgMQedNfE/zj77FNK9XGZ9TV0tUSVROJ1OP//88zNnzpw2bRrfl3g87lev8jCa4oxYP3un3CxqR3dLs+aLuXFL16gTxfxQWCGFHpJaccIkgaQkEaIYyXi6w65vjJFGJIgitHr18gsuPOcf78+rq9Pu+v0fL/3BFUQRx9ajEd2yqCK+ZRFOmzbtySeffOWVV3hIesiQIRdccMHll1/eo0cP7qjwemPlX/GXyOQxjIqKiqKoQCJnhKoqSSdolDRyZ595xtw336v2MOW3fzjlh1eQkyfdpcaagnCrQrXFa0QxmxtCxZDYEM9H4yn8mi6IQHq4fHkojYh0f3kZDUSyNLVSJ+i8Xf8G2z948ODVq1dPmTLl8ssv59X/vvmhwK1o/mX5+cLKtCyLl7CWUtbX16fT6U2+6OuNb2+PHj1qamoqKytramp69OhRXV3d1NTUq1eviooKz/MaGxsHDBhg2/bq1atvuOEGwzDGjRv329/+9rjjjps1a9YBBxzwDSXsFiRE0VVYdChYQI5Hw8wCeCDN9CwXbjKfNyEKyOeRsWF05Aq2hyceXd8j9qum2H29av541WVfvDUTHQkUgAKQsJAXyDpYvQ4vTsfE0z5rqL5z3CGPEx3df+B37p3y8KKlC7hbyGNuEDAL1uwPP77mmmtqampCoVB9ff0LL7yArXjDtozc7K84jOj/lb/dBLHxpw7gbna04gEvuvi8cIT0EP3s+qul9IRALmsKDwBc1/U9k3PmzLn00kv9SJHGxsazzjrr9ddf50+3yxUu4AkUBAwBFzaQgDDh3nPdz8/Q6h/scxBuuAcrWtCx0nC+yKBFwCx2g20gB+RgucgAJiDhwrVg5+EYkJYJNw/hCgu2AceF7cJ14XkGHAvChQfLhuEiYyORg1FwYSVlzsVGDkn2eQCwbZsTyRDRc889xzfEv95CocDf4g4Yx7j5LtBly5ade+65fqzMXnvtdeihhx511FEXXnjhD3/4w5///Oe/+c1vJk+e/OCDDz7zzDMzZ86cN2/eihUr2tra2DvF3i+/PHxqftJxR5FHU2+55RYiqqysPP3003nnH/zgB7179/7qq69Q1vn0fdd+v3SHQx5cr+Q5hARgACkWYSEHCHiAJWwbwi4FxeThWXBMoCOBtV/jmLF/v+d3KKTQ3gHLhSmRMmEChomP5+Cqq77q03tyQ8399RVTetVOvuH6de++BduFLeDB4AAaQDSvbr/7zr+OO/SE+triisRjx4698cYb+WfbFq/azuf+++/nop522ml+CfnH6+jouPvuuw866KDKyspQKBQKhcaOHXvffff5uyWTye26KCHhQrowBUwBDxbQAZGHg2TCe+a19/Y/5Y2m/d7Z9zAsmQ9nMbBKIM0PWWEDecCCCWQBCwBcOAbMPEwDnlMAMoAHQAKuhC1geMJ2XMAE8pCWsGELFFzkHdiWC6sAx4NASV3JZJJL+dJLL33/+9/nrGpE1NDQcOONN/rXwPIrD53xa3w+n7/pppu4KxuJRPbcc89YLPbaa6+hNJbAnhV2im4R3x9TPrLPx+dP8/m8YRiHH344zyS+5557ALS1tbFuDz/88D59+rz77rsAMpkM/0ZCCA6H6CbIg+Oh5LiHAAxwHIyA9AAJD8iamawjbIHX3mheuQYFiTycAmB6+PwLFAwUHJgeci4MFwUbHevw0P/h+EO+bIy8UBt5rjr611NOeu3+hzryDgoSWRPJHCyPPZSpV9587Nzzju/duyZEMY2qqyvrLrvssi+++ILLxzd91wzLMgxj/vz53F8dMWLEBx98UCgUXnvttTPOOIOnI8disYaGhssvv3zBggUcBGPbdnnl6OqTVUJ4cD24sjgQChvIQmTherCQ7MDshc/ud8w/Dhg/55hT8OJzWL8YaG9DR4ebMUuDoEmg6IJ0XdgWDAsFFxYsIAu4EqaDDg9pwOZRKBcp2+0A2oA00FnI2qk0HAGIgmNwlc/lcp2dnffcc89JJ500ePDg3r17n3rqqevXr//kk08GDx5MRFVVVccee+wHH3wAgH2/HBLEqgDguu7dd989ZMgQnuB33nnnLVy4cODAgUS0bNkyABzbwFL55vrgD/Hn83n/NZ+U56AMHz48EonU1dXNmDGDP+XDSilff/314cOHjx49+uOPP2YDyGP6fLRu8jazCEWpqeWWrJ0QDiAhhOvByVlZG8hkccD+t4wc/odEGmtSVh4ouDjq2Dtu/fV7GQvpAvI2Zs7EpImz9+g3vZKmVdLze/SZdcPVmP0RsgZa08gIdBRkwYMt0dxq/PK/bx4yvL6qvth1POW4iX+b9rZjSt/P3h0XvAPhcjY3Nw8ZMiQej9fV1cXjcfYnEdEpp5wyffr0LQ7fbXKEbceDsOCacEwIC4LHMgtAFuLr/HrAQHs7VjbPP+eKZwaMmjFwFB6ditQqYL1ExoSVATgewuCfW7rwHNguTMAuhirAhSvQBrQAOaA4VCPQIa0EPIvtsOHCcOEJCfHWW2/96Ec/2n///XffffeKiooRI0Ycd9xxbBI7OzsBeJ731FNPjRgxgqV4++23lw/5sgl9/vnnR40axf26Qw89lE0fgIaGhqqqqkQi4TiObwMB5PN5t4SzMfxF9u74Z+HyWJY1Y8aMAQMGENF+++3HG/nhCCCRSPCPdeWVVxLR8OHDFyxY4MeHdOvIIYvQLROhw50fxwAkLCflIefBtSXMHDT6ea/4G7+4BnmJFhNtCRx8yKM3/rJlXTN+/d84aN9Pa+ilKm16z9oHTv3eB3+fgVQGeQcZB0kDBQHTQ87Eiy81H3fCT0lvjFRGI1U0cPfQL/7zslUrvoYFOwN4xYYHNwAMw/B/gF0KX135fD6fz19wwQWsvR49etx1110cueI3OPlhj7IOxvbhQuTh5uG4EB4EKzADZAETQsKBNFBIY9nKFT/+5bzdj/6gaT/84hZ8Nhd2M9CZyK2TcACRtwsZuBm4Lnd6PUDAlfAEsuvgGsgAScAWQN5AwYKZh5dDIYnOFFozmLv8xWtuOuaQMSMP2ru+Zw8iikajQ4cO/Y//+I90Os3uE8/zfOMDYNWqVbfddhvfojFjxixcuDCdTmez2WXLlp1wwgncZ95///2fe+457i5yJAMRxWKxchPkW7bN4VBVvr22bfs/kB8ud9NNN/EQyKRJk/wBSQB+X5QP3tHRccQRR4TD4aFDh3744Yd8Fb4auwNfhEL649PspPEACcNe7yHhwTVs2Fn0rXn4d/+FCnr8sy+RlcgaGHfE3//yf7ji0ta+TY/FtCn7j5z3v3dh/udY1YKOHLIu8i4KDpJpLF6Mn1+7YPiQ/+7X6wcHHnApUf34Ccc8P+MhgY5i67cAOBsmIpTfpl0Tdojz60wm8+abb95///25XK485KL8YVxu9/ix3dVmNltCq0yEG8J7XEdCFGBKmYeRQ0sKdzy+YNBRr0f7t515Hma+jGwz3ASQgZMDrAKsLBwXrgQ4+teVkKVQeMtzHTOLfAbpTnS0YO0KrFqMGc+1XHHN4vFnfXnM9x/c87AxIY3zk++5554XXXTRkiVL/Evzw8fKHzqmab799tv7778/S/Hyyy//yU9+woPATU1Nd999t+u6/tMqmUyuWbMmHo/vtttuKPlXOP9Q+Q3cPGDdbz3ya/4hMpnMeeedx3PE//SnP7FpBZBKpdgU+x4jLu2cOXOqq6vj8fgee+yxdOlStgc8xtil32sbYRE6Eq7kWUjlMSUSAu0e2j246SzMBAb3fOyVF/GDHyw/4OAp6xPIGBi+1x9/9evMmhZc8MMnP1zkdrpY0oqERAbIeGhpx4rFeHIyTj+qUEev9Qq93Kvi/u8eP/XZaSuyeXhFV6SAgPQEpC2lYRjFxx7f4l1WiuVxFVsLTS4PUvO/9a/1KwSECzg2hAnhAhAA9/YMAYk2K1OABSODrIF1ebzy8ZcHTfikcc/EmJNx/3NIrYfRbGeaIXNw8/AMeA6EYK8wR/IVRFJ4rXDWIbsKzV/ig7fw21s6J57y+SGjVx6w34JI0xyKr67e65P+Y/6nR9/vNfS44KST165d6z9NNnmsbF5rHce5/vrry/3z1113XSaT8cXDLUkAc+bM4XYjNovD9j1ADIeb+oLnnyafz7e1tQFYtWrVuHHjiKhfv37Tp0/nr+TzeT94kLdks1kObeN4rCuuuIKfDsOHD99a/OCOwhehI4sRW8Vfw86zUWq3sdaDa7uwEqiP/uH5F7FsDXYfdu//TUYig0OOmPy/92XassgA7aw9Dhsz8eYsXP+z9r2HvBalJ4fUzhlU9f5/Xo73XoabRzYLy+FuCRwbri0BF0gItAFW+YweLuUu2BzFlnqtvMV1XV7iy9/uv/Z/+M1DjbcJIXjkgEVYDLPLAhnAABzkeJgBrpFJwnTQkcLHn+fOuPQf1HfJ0O/Yjz8Bow1uAnYShQyyOaQNZCwUXDg8q8uAvRZrZ2P6X5qv+v78g0Z+0r/HFz0rVzZVrulRnenZ2+0xUPbdd32/0a/WDZ51+kTM/hD2RjeB9bBJgJj/kLIsa/LkyXvttReV0lhpmnbOOef4okokEgCEEJZlvf/++0Q0fvx4vl0oxQ/zPeRAUP+tj+8I5bfTp0/n7ug+++wzd+5clDVoc7kclxZlDws2emxy/Rk8e+2115w5c7ovBnCrIhQWTwhq89Diwc3kYCdRF7ttxmudWYE/3+fU1d7RvA7HnfjY9Tf+I+shDaQ8ZA20rsNf/4yxoxdXatMaKx9tqr7j9JNefPwhZ81K2DZcFy63fIq+Ab/96ZT0G2S4464Oi9BxJYTHbRYOlWV/iw1ZHE5AFshCSFgwU/hqBX7xx7eHHPGbASOx5AvkO2F0IptwX3wdT72Nv3+CVR3o6IDIobD+04mnfLRbz+WD+q8f0DfRr3F1jKyeteuJkkRmbY+V8bqVe4/uuPKHWDgPmRYkm2EV/EaB7/AsbyL6valHHnlk3LhxPPp38sknv/TSS3fddRcHqQwaNOjZZ59F2XNNCMGzmf3pF/7QIsranFJKv+9XPorgum4ul3vggQd4tOOUU07hhtXmAaXfwNtvv11fX88RFIMGDVq4cKEQwm+a+S/8JvR2s9XmqHQgPDiy1W+O2in0b/r1S2+0rk2iPYGjjph+3VXp3Qf9Zcr9ybY08sDfX8+dP2nx0N5vET1O9PDY/d6/6T8Ty75ERwdsz5+ZIByJDYMixXviFqfkFwfTFVtBAp6Ax/NBSs5snr9VACxAwgTSQAfQASQh8rDg5PDlOnHPY+bU59Dejvb2lQ898Mvjj7lz/AmvH/UfM/Y+9u1TL8Tb78Bej7YvUheevUALG/HGLIW9eE0nUaamMtlYtywSWjVgQOHcSfjHm0isgtWOfAc8A9IFUN6dA8Axmf7bd99997TTThs2bBgR9enT54knnvAtz5IlSyZNmsQG58gjj7QsK5fLsdhuv/12Xdd/9KMflTcZLMvy4+A5nB0lm1a8Q1JypOgtt9zC7tYbb7yRo967NCAkhDAM40c/+hER6boeDof79u3Lk/19O+95Hs8j+xeH0L7JMeO5sL0OdszYHsw0Gqp+9tIrOdOF6WDBp6ijGSOaPrv3LpgG2hO4/vqZ1aFbe0T/99IL5r38EtYnN7gN3KLzAI4Lz4XnQrqQG2J0DMAtm8qg2DIeYHGkD49OOGWzme2iW4tFmClNzGqDl4QJ20JbK7wU0uvx6PNPHjT+w7v/gEInmtdh/tLsj2/+v933wsq5ML7Cc/cv2Hdvo+ewDFWhYmCmpt+ndU3vDxtiX/NjzJyB5GpY7a5IAS4KQHMOLrjrBSCVSpV7EaWUa9as+clPftLU1EREtbW1v/nNb3zloDSGkU6nH3/88X79+rGT5r777gNgmubNN98cj8fvvPNOAIVCYZPYBn9kD2UjPWydWltbOXtvNBq9//77+aPNG66bWOzNYXM6fPhwP5T04IMPnj9/PreueUoxdpwl3MIQBTtmPJkzRML0DFsi3Ymm+itefcm2HWQKsC1c9X07TlP/9w7bzMN2MH8+np8mP3oPuSxsARtGp/V12shmTddwpcPTagUcB6YJ6XF4gFOMklMi3Aa8ksErmkGn+DMBxYY9R7cUfKF6yAJpIOHkTFgZZJBe8+U5V80/7jykO5H6GlYCiU4sXvPGsSd9fMcvkP0K6xd/fMpJ71Njumqvzvp9FvXeu+XCS7DsC7SuQq4dIpNH4WtpZABYQGFD76G8UcqpZe64445+/fpxaNill17Ks5nYhpRHyfDMj1QqddRRR7ED87DDDvvyyy8vvPBCdmaWT8wtTyDAzhh+y/MDAcydO5cnPQ8YMOCjjz7CxlGE5fgjhFvEP+nbb7/NIyUcOXDggQd+8sknftOXu6b/os9iq4P1xSQR0vPgmJ5hA/kCfnj5U4vmw8jBkUjnvFwnJp786JuvpiwTBQuGLT0Jz4PnwjQ5MA2egOfBE/A4CwakgC2Rl8iV/Di5oldBNUS3AVafCdgoBbo6gIBZ6lKbvN0ueU0tQKDDMZOwWpFEbu0L+3wH/zsN6YRtrPOQgdmGZPucX1z/8PFHonUFWlYUpjwwrX7EvEHjcmddi4+XItmJQjtELpduy+YzJpAA2oCUgA14ApsMh0opn3nmmT333JNH/04++WQ//gklF4jnefyCY9NRatHNmDGjoaGhurq6srJy0KBBkUhk1qxZ5T2x8q+w1S03kk8//TQHS+y///7lLuvNReIn8tnafWZJc4fz0ksvJaJwOMwmceTIkUuXLuWzs0+1S13NzfmmsDXLgOtwY8flsLWVX6OQ5V6AIZGDgFVAsoPLYEhkLCdhOQXpQQpAQEo4FhwXrgfbg+O5AgWJhES7RLtEohjOWKxKxjekh1AAxSQAkCgAeY7zLPUh7JKXdCMRGkAGMgMX6EAmjRTWLXmycS/c/yqamyVyzXaLgwxynavuu/ep447F2jVoa8GixS2//jPmrcbiVrQmYeUtOCknbwOQMEwvX3IGtRQcrt1+cPPbb7/tpwwcPXr0u+++63fGeC48gPb2dj+o2h+W8LtVy5cv/9nPfsbukNra2vvuu893vfiJPNi48VdYYJ2dnXfeeScRaZp27rnn5vP58tGRzefpyhLfdLOlBMCH2nvvvdmk8799+vRZsGABn/ob4ge2ka0GcAsXEPCKIhQFadulYELTtIFczljneXm2ma4rTLOjmIlMApxyxoJtQkjIYloXh9O0CeQ85Dn0ceO5Dkaxc6jYGrLkwJLFLp+HUqoOR0AUg7Q5Uwc8wAFM2DmOickDCaxZNrvf4bjxEbSncmZbljvkLYmVv/rDnw85DG0tKKRg5+RXXyFvwLLgORKuW5xN48ICUgU4spDLe6UgAS7a0qVLOVssx3zdfffdvvniBWH4td+QKx+34LQDKEXqJxKJDz/8kD0iuq7/+te/bm9vx2bD5ZZl8UESiQQbq9ra2jvvvLNcFYlEgnueG93FfyY/bDYy+dZbb3GKAE60pWna0KFDFy1axLmOtvHX2xpbncrkWMVOWipd8CBcuBnTzNl2qclqOG4CyGQyra7NQ34Ftp/CAaRXHOoQAISE4cqcK3MShoQhYLvC2XDSDf1A9tAoS7h1fBEKyJLTq9hCtQUcwUMUGQ7RlhwDCM8DDAeuhUIr2td/dsiZ+OFvsD4FK4dsB/I5tOSmTjjrs5t/hZZm5BJwC4BTMNIu3JxnGvAEB/LnbJgChgtHwDLg2YaZ9Tynvb39xhtv5O5c3759b7zxRm6qsWB8X+ImcxoAWJbFNdj3kfjR7a7rDho0iEqLxuy5555vvPGG/3UOauO3S5Ys2W+//Yho6NChzz//vH+icrmWey+3RYHlxWZJZzKZc845h6PeWI1ENGrUKO52/osZMUo5ZjaeLAc/F6D0//f7jeWT7pwyw1UaXfAvcKMRiE1m9JXtsOGGCGUG/wkbz2zcaKy19Czz06/yHq6E4ZY6/GYaHa2dUx69c/h++HwJWtrR0onmBN6affvosfbLr6BlbTHrFkQpY13p9/GDGTdk1iq+WrRoEVfK8847r7m5Gf9CcIXfUeTA0YqKitdff53TDhDR1VdfzaaPK71pmu+++y7P0hgzZsy8efO2+75uDuuWFciibW5u5pUI/HbpsGHDPv/8cz9h7CaeYWzzffhXMnArdnUk4AgUHE4KKeDkYeedT+e++V83PjrhFPfPD+CRv31+5S+mnX7OSz+5Fh3tMHLwuqyfRCLxxz/+8csvv+S32zf5c5Ppgq2trWxXAaTT6WuuuYanjPXv3//pp58GYJrm008/zXZy/Pjx3MrdgZFV/gQrv2wAHnvsscbGRs48cvDBB7e1tfkGnHfwZ2l1qTBKhN92JBy72ISRdg5uHkYGn3+65E/3vHzJFU98d+Ksa29Y/fDj6OhEIQenOPjeVfx+V3mMddeKWRbJaVnW/Pnz2cnpV+V33nmHM7JGo9FevXqxASSi3/3ud7wD9xt3FGxs/UcD+2NN0zzjjDM4+pxT3fiDhP64JT8OuhQYoET4rUaW3KcAIBwnC5GHnUMhhVQCnQl0pJDIoKUVRt5LtUF22TvtD5Tn83lfituRBqJchK7rvvrqq0R04oknohRQytvvueeeysrKWCxWXV1dX1//xBNPsAxaW1uxozMw+KlKAXiex93XVatWPfTQQ9lslo0ej0+wC8p33rKradvnHgSZikuxM5ClFE9EoXBUQFJYo0iYHJOiOkU1ihJFdaoIU32PnPS6us5iJBLhXDJVVVW+x4JXO+8SHGIGgIjC4TCva9+rVy/LshoaGng7gIsvvvjFF1/cbbfdKisrp06des4553D6r169eiWTyc2zY/4raJrG64JRaS1RIho8ePBFF10UjUY5593RRx999dVX8zJ+9fX1hUJhypQpVVVVmqZVVlZ6nvdPzkFE27lIqOL/P0BE0HQRCnmuE9M0aqgnEHmSIlGqindkUpX1TXqoSnS9ToTDYZSMGL/evqSdnE4WgKZp69evJ6LevXuzQ5J1XlNTE4lExo8fv3z5ct6/UCjU1NRwjtOGhgY/I+u/DifXpFIGNw4f5Y80TeMEqqtXr66rqzNNk1O85vP56urqQYMGsW63fa1vZQn/DdCLJkaQBop44bAXjjlSUDgsdZ00zQZq63tJ0guO2dVju65bUVHBRoPTGWqaZtv2dhSTs8uwwWFL2LdvXyFEIpGoqampqanJZDJExMkWOM12TU0Ni5/PuAPzhfr5NcPhMMf3+Fs6OzuJKJvNDho0qKqqKp/P81wNvvyOjg7ejc3jtpxLifDbjkakETTpSA9EIE3TIoJCejQOLaTH4ghFC3lbI/KEqI3Gu7rmKE9N4kSguq77S09vT0lLLVKeoERE9fX1UsrGxkaOj6mrq/M8r7KyMhwOh0IhPoumadFoNBaLOY6zY9Nmy9JKydFoNBqNaprGYaJNTU2pVKq2tta27VQqxQmLAVRWVpYnjLdt29ftN6Oao992dCIiTdNDpItSUt9SHmA9RLoGaqipIVAkFJJE21RrNoOnBVKZAekq3OSzbZurO2co79WrF4vcVzXLrDyDsJ8Gn6MFdiD+MtpUui7OXklEdXV1/DYWiz3zzDOLFi0KhUK5XK6urm7NmjVE5HkeJxrelueCEuG3Gq2Yntx3t+hERLpGpBPppBezlaO4b0grpS0PiEgkwn1CbvL5np5dCtd1WVrcAd5///1vuummtra2Hj161NfXT58+/Z577uEdlAgVRETQpCy9DpX1PkKsNVanL0Wd893v9FKW4AYtEa1bt46I+vTpE1hRtg4b50wmU1dXF4lEhgwZcsQRR1RXV/NozerVq/3o8G1slqs+4bcZlEYoqLj4BIWIwkThcgX6aBut6rGTKV9cSQjR2dmp63qAq0ptDV5DxicUClVVVfGkLfaa9urVKxaLdWkdHiXCbzkgnUjXS90/zdflRmvmlAxgcNVB04prE+m6bhiGbdvV1dXb5+DpVqLRKC/wxN3CdevW8WhKOp1mC9nc3Gzbdjab3XYvkWqO/ltQtHtyY+1p/tJxRCQJRJpOQcdvaJrGXv7GxsbtdvN0KzxoEQ6HXdc98sgj6+vrc7kcu6ZM06yrqzv++OPRlWU/u75IqOL/H0qhMhTCZiLUiTQSmkTJY6oREWmholnc6UUF/BbprFmzvvOd74wZM4ZTj+5SsPwcx+Hh+3w+z/ExVLZiX1tbW+/evXlocVt8tsoSfvvZSFLaFl5LIjaCAfYKy0WYSCSIyF9PbpfC94vygAoXkocTKyoquCvYu3dvKg1gbtMxu7G8iqDRfGcnV+/NGnc66Zts1gLqF+q6zpGW4XC4ubk5FApx/Neu2SJlsfmrf2+x77rtHVolwm852hZebfLpLuGcE0KwkXFdN5FIRCKR2traXVOBOxwlQsUuBPe4xo0bZ1nWYYcdFnRxdhLKMaPYhTAMg4Owk8lkVVUVx4gGXahuR4lQsQshhOC5FEEXZKfy73W1il0cds/wenJExMPi33pUn1Cxq+C6bvnAGs8PCrZIOwclQsUuBDdEUUpdswuGrXUHqk+oUASM6hMqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMEqECkXAKBEqFAGjRKhQBIwSoUIRMP8Pa4vr02upiicAAAAASUVORK5CYII= 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: C=CC(=O)OCCn1c(=O)n(CCOC(=O)C=C)c(=O)n(CCOC(=O)C=C)c1=O
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CCCC/C=C/CCCCO
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: O=C(C(Cl)Cl)N1CCOC12CCCCC2
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=CC[C@H]2C[C@@H]1C2(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: CCc1ccc(CC)cc1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: CN(C)[C@@H]1C(O)=C(C(N)=O)C(=O)[C@@]2(O)C(O)=C3C(=O)c4c(O)cccc4[C@@](C)(O)[C@H]3C[C@@H]12
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAACIbUlEQVR4nO1dd7wdRfX/zmy59fX0RiCEUJMAEULvIAgIglFABRFEAUUEQZGmFKWJ+KMKAiooShGULkWa0iFGQiiB5KW85OW1W7fOnN8f597NzUshCXm5ie738wi37N2dnZ3vzGlzjiAixIgRo36Q9W5AjBj/64hJGCNGnRGTMEaMOiMmYYwYdUZMwhgx6oyYhDFi1BkxCWPEqDNiEsaIUWfEJIwRo86ISRgjRp0RkzBGjDojJmGMGHVGTMIYMeqMmIQxYtQZMQljxKgzYhLGiFFnxCSMEaPOiEkYI0adEZMwRow6IyZhjBh1RkzCGDHqjJiEMWLUGTEJY8SoM2ISxohRZ8QkjBGjzohJGCNGnRGTMEaMOiMmYYwYdUZMwhgx6oyYhDFi1BkxCWPEqDNiEsaIUWfEJIwRo86ISRgjRp0RkzBGjDojJmGMGHVGTMIYMeqMmIQxYtQZMQljxKgzYhLGiFFnxCSMEaPOiEkYI0adEZMwRow6IyZhjBh1RkzCGDHqjJiEMWLUGTEJY8SoM2ISxohRZ8QkjBGjzohJGCNGnRGTMEaMOiMmYYwYdUZMwhgx6oyYhDFi1BkxCWPEqDNiEsaIUWfEJIwRo86ISRgjRp0RkzBGjDojJmGMGHVGTMIYMeqMmIQxYtQZMQljxKgzYhLGiFFnxCSMEaPOiEkYI0adEZMwRow6IyZhjBh1RkzCGDHqjJiEMWLUGTEJY8SoM/6rSOh5XvQvAMdxiAiA67q+7wPgtwMK3/ejq2itwzDk1/yiUCjw21KpNNAtibGxQKyHcbkeoLUmIsMwfN83TVNKGQSBZVn8VRAEiUQCQPThwIGIhBB8LQCWZSmliCgIglQqRUSu6wJIpVJhGBqGwQfH+F/GRr8SBkHgeZ6UUkoJQAjBLyzL8n2/VCpJKZmBnuethxlHCFEoFHzf11pHs4BpmqlUat68eQBSqVQqlVJKmaaZz+cHuj0xNnxs9CSMVrZisRi9dV2XiGzbTqfTTDwW/2zbHuj2hGHY0NBg2zYzn4h4Mezq6kqlUoceeugVV1zR19fHrWpqahro9sTY8LHRkxAAL33JZLJQKGitL7/88iOOOOLll18Ow1AIwdpgJpNJJBIsCg4oTNME0N3dzW+Z/MVi8fbbbx8xYsSLL774s5/9rLm52TTNrq6ugW5MjI0CGz0JiUgpBcCyLBbz3njjjSeeeGLXXXc95ZRTXn/9dWYFgDAMeXUaUPT09ABoampiG4xt288888yBBx547rnnGoYxderUjz76qFwu+74/aNCgyE4T438a9F8Bx3GKxSK/fvvtt2+88cZBgwYBSKVSZ5555qxZs/ircrm8HhqzZMmSXC5HRO3t7d/4xjfY9LLNNtu89tprQRAQUU9PDx/JNpsY/+PY6EnILgGlVBiGRNTb20tE5XK5vb399NNPZxVxs802u/TSS+fNm8c/0Uv/fE2upkCT4k+IAiJVe8Qyf6SIqrTRtd8EIQUhBZoo8EkrIk1XXvGLbLYRwJAhQy688ELfd33fJVKsr7I5NwhiEtZ27Cf/6dpHED2WjRwbPQlXjZdffvnLX/4yr/k777zzLbfcokk5QRgQBUQ9frtDCz0qlMn1SYekfN1H5FJAXh9RQBRWn35AFCrS/Dtyylor6u7VrqKAVF+wxKWCS+VC6AQB/e3B56butL8pGwDrsMM+n8/ny+UiUVD9W0rj/4YRtIbQy9y3IlKkFemg/x/3lQ5IVf90wJNdtQ+VJuUReXw2vRH3538zCSMB9emnn544cSIAwzJ32XX3x5542S1TX55cIpdyOVrkUtGtkM4nCigkCkgVPbenl3zl5b0KG8klKvtBSRPNX1gKNHlELvkOuQVNhYBmz6FTvnl52h4NNE+euPvzz71Cmrq6uqr082MSaqKwPwkj4vk1/9bwMAwoDEgFVBE3WHJRISmPJ8WNmYFEtNEbZlaBTCZDREuWLNl7772nT59+1113tbUO/tc/X/viEaeffer03nbAg1KNBizAA6A0PN9a0hNAAgZkUieaUzC1NAUIAIh8jWLR7VAoDhue1gBQcnU+pIT0cNNlOHKvxz6c6ZX90uWXXP7qqy9MmTIFsR9iOUhgmQAFISFk5WNR+ZdQ+YOQkBIkoSW0NCA1ZAAZQBKkBZgEaEADlae08eG/JGJmeWitPc9LpVIAiIhjZXw/PO+8i93Cpg/9PljgBmd988vnXDSkaSiUgCGxpMsbMighgd6eAsgb3JbxvHIi0QQyQQhCsmyXEGhoDdv306YFx0UygacfCy6/8C9z3xuRK8352jfs8y/+/PDhCaUhDQgBCIShb5oSIEAAsmKU5o7/nw6Y0TWvJaAJEtCA1NCR6d4AEFY7z4AvKj+TgE2Aqn5lQvHBGxv+a0kIIAxD9k9ELzzPsxOJOR/itl/03HvXrN6C0dyUPGLaxB9eIpBBJhuUgo601WygUYcwzaKA1mHWNKUbdNuWRTrheCKVsssekgmQwrz3cPlP5j/394+X9HaP3VzecPPhu+6BMERPb2H48AYI5PKFpqYGIiUE97Nc+u//KAmXEo9qPGR62YOo5nMDMFT1IwlPguNxLcDWVRLKmIQbJHzfNwyDA0qVUslkUggiIHSl9DF3Fq69Gvfc+5SQ3ujxOPuC/Y78chIGnCBIVcJukE5CB7AsAHkCgEbfgWmACMUifn/7gt/e+lr77EAazWf+4IDvnYeig7YWGAAEiFAqe3bCsG3T85xEgiN7YhIuQ0JdebFSKEAAFiBY5uxHQlU9nwEIkNgou/O/loRKKcMwULMMAghD3zAFYPV2wRRIZ/HSi7jqZw+//OLC0GvbYqvRV/xqpym7IV9GSwtCF4YAABJIJsPufC5ptqUMLJqLxfNwzlkz35r+thKLvzBttwsv2WnkJljchWHDETpI2ZCR3iPQ2dk5ZMggLJWh8L9LQkJFgRMSVRLSclIpanqFvyXAAEwNAJ6EAgDYgKkq35GA2Gj787+WhKwEBkEQhiFrhmEYmiaFKBqwNLIAym4xlcj2deHVF3DZBTNfn/lua3Np4pTm6246vHUQzj793cmTtjr1u3ACZLK487cPWWLMPrtuf+XF3Q/d94bnY6tth55x7qRDj4Y2oQRsCS/ws4bNyp/jBJZlWrYA4LrlZDJZmckjGYw2yhHz6aBB1clIgCCjlSxSl6N/o/UxFPAAAaQJIIRVEpospgr4EgQkqHqWja1X/2tJuBKUCN2ABpo1MoBFgCaQAgW47JJ5f7rnyZ6uUqHsPPHEuYcefFdrm/H3Z48ZtQmKZdx993Mfv6e7FmZfeaGjXC5ffOmX9zoAm20JmAg0LCMU6NUIExgqam3OlQERzfUbsTk62hSmtZZSuq6bTCbX9By1JFSQ0ULH3PO8MGObIJR6ejPNLfybQFPOJhsSBacxnYJEOQiklCaEKSUk8kCIoCkQhjBgbHwi6UY8JtYKJpAAEoCMxB4ptDBRDPDjn4x++PFvfPfMEw44cO9x4zB8xNDddt/nxK89YGg0ZdGzJPQc8fMrPrPvgZOefenL076GzbaGsKBFALgGAgnfAhsKqqdeOhr+G/rZ9/1EItHT08NR6clkslwur82JBPXjCXcVEVKGCQIUMo1NUCFyffC1FfhpSAlqTKfgeCCkDCNpGBT4Qa6gVVDSZQOWYZobqY/iv2FwrAkSoKEaw0GNIEsSAAgoiTCdhDQwZhzOOr/xqht3bhiKvDvj7LOHdS9Rf/0LtEKg0NhWHjwaV/3fJpttjWwLhAGlHQt+0iABrWEDGQGxEolIbtS97Xke71NpbW3lT3p6etLp9FqfsJYv3DUWIAVQKqNUhAqgAiQTUB5MaapyUrlYtBhBgHJRSAWElm1a6ZQkYQMCGkJDB5/uLuuDjXhYrAWI/6t5/hKQ0AIqYUNKFEowLGwyFkYSxfLHVgI33PTFs39wXW83BGW1Vp6PdDMKDnwNzy9I6RkIDCitNYK0gUbArNvtDSTYuGUYhuM4DQ0NAPjfTw/WAA0CQoLWsCxYFpYsQeDDdeCUoDy7r88MFVJZkIBpQHkIPZCCp9GVb5NWApoVi3XSpPWM/y0SAhrSg/AggsqKRRDQEtABhEZLFiqE44YG0NyYchzssid23n3EVT+fblGb9hpsE46D5mYkrTBtSxsAKFSBIMuWGSi51ADY3/W1cUNKqbU2DIOtXL7vs91r3ZwcAEGVy8gXoDRU8OqDf/nrpZecedABN//orIevvQolB0UfHT13Hnu899EHoAAWUCr0PvPc36+7BZ5OgAASCQNi4+v2/zUSMjNCwAOcqtyoBUJDwnMhBBImTDMMPKST2dYWlHxce/0XH7j/oQ9m9YRuCwXIpiEQCOQlygJQoTBFxhRJaGivznc3cAiCIEoU8otf/OIf//gHqnl01gyi8p+u8dEIAEFopFJIJ1EqPHj5ZW+++OJhe+997d8enHbEoarQ9+R112PWbIik1dmbkIAlAAXbNrvyHa/PgKtRclUYqlW6HDdY/K+RUAIJQoYdToAHBIACAmk46XQohVYqJBUmbSDILJiPTCOa2/C9M37w5qvtua6MLREGKHqLQ3RpFIkMUzQLbbM5RldmYb3s338DbNv2PK+9vf1zn/vchRdeePnll6Oa02At0J8qBAgJz4Xnoquzo33Ot046UUzcDlK07r7z5486Yv4bb2H2PHTlW30NzwVUOSjBcxvszPh0C1wg0AQVVm2vGxf+t0goCJLYGm6wn6kSjwgTUK6fc/2caVA2kQ08eG5u+DAoDWHi1NNTTc2ipSUIAyRMNCSyCSQN2EIkIaB8eA6gYKZRIw79t/Xt3Xffvf/++z/66KNhGD733HOXX375mrsoAChACWhAhoBibVABQiJhwzKoXFrw7ofYdjJsG4EHKTBu3OhBgzGvA1aiNH9BOL+je9asYsdC76PZ+GhugxvCC2Dbpml5lViajQz/nVaElUJoARjQ7KWorFLChAiBQEphmbbn+xAWQnz08U+VhG9CExTw0mtHGRKGDR2SlFmIBACCBQkjrSshi1QTELMSEubz+cbGRgCO47B+VRdwRBFv7Y8iiniHdG0SEG4kEQkhrr766tmzZ6Mqhd5zzz2nnHJKc3OzYRjlcjmZTIZhaNt2EARCiOic/S4LYpE9BQEHMIBEhYtA4AO6XC5v0jgYyoKtkW2Gk4dpt40YWVg4v0HoJsN88vpbc6MauizK9PqbzyiMGbkplAPDUECgAhgDnsFkneN/jITQQAAAlFpqJhUATD9w+F3CTkEjkYRWePFFnWqVrgO/D6kE9toHkJ4UhvYgEwlWbTS0hCdAgAVhrMIVwd7tiHgrGabrFYZhEJHWGoCUMspG53meEMK2bU5NwBk6/vSnP51wwglvvvmmlJKIZsyYceGFF95www09PT3st4iSTa4qAoQlBQUjiuzjB+Er2AakzvslKnvIOcg2oFRAYyP8sKOnZ4fJu6CzIzu4dZfvfhc7boGMhCtx0xOL3pqBpAWhATNr1G1S+zT4bxOZ1hq2lUxYKQ0ZBKQ1ggDz5+Pyn952+H5/OHz/p75y9LNnnfZI5wJAJSBNaZsQOtInAQWE1f02KwZVU1pEORo5Q/H6ur/+MAwjCAJeCTkCJggCbqHv+7Zt27atlJJScrq6IAi22267Cy+80LIs/hbA/fff/8477yx/RyvLaEwQCiZgggQUUoCNqkJgKVjaRWn4HlMN28J/ZqKngFQTQtH78hsfLFiInXfCuDFzwjKGtSFpwi0hYSBtzHZ6kbQhTadQCh1nY9xFEZMwggCk5wWGYUgBy8Lgwejp8RBOUO42jjtmwXyjtW2ZHxCkhgWkgBSQAaVAFla+TzqdTnNmfk5YbBjGQKcDXwV4OjAMQ0oZbfgCwAsgs4gzKfM6ydlTP/vZz1588cXlcjkIgmw2u3jx4ksuuYRd9pyCmZfWVVxXwVAwOIDbYknMYBKS7+SSholibpdD9v/Ln+7KvzUdXbnyv2e99K9X28ZugkwSKXOBqZFNwTLQ1grb7LOpN2HCNCDMbKYxk8iuov83WGx8LV4XkBWhqCZWn0gAhgohqx8mEhg5YpNCmQIkJTIEQwtoAaUrEixgVS2gFpSFUK5iLeTcxIlEQghhWZZpmrzmDPCdrhRMrVwuF31iWZaUkrMwhmHIScQBGIYRvTAM4/vf//60adN48QRw7733PvHEE6hyWErJGShXAmnAkrAgJQwYBANQUsPwQJ5tWih5SKa3/u7Xxx64ywsvvHj+tK9d9dMrBg0e/tUrrsTY0QiLLTtuG4oACcOF5atAjRo2aMeJCAO35ECZcFdx6Q0Y6zOXxgYARZxZhlOqcRKnpelJlOP6WpPvUq6bnAIdsv+DDel3Mwk9qs2fvOUMx6WSR6WSo1SgiUJNgaIwJB3WZJBZeaaTBQsWEBEvhlTNE1dHKKVuvvnmf/zjH9ykMAwdxznnnHPy+TwfwC3kb0ulEudrJKKurq499tgDAJtwdt555+jbMAw57d0KoavZs0hVk2hR4FKRqJdKHZRb2HH7zTRvNvW0k5uj+d202KUel3Iu9eSpWKa+AhVypHIe5Xool1fd1JujRTkKVegHnPCHNsL8df+bK+EK4Ps+IG3bAmCaaGiAZWH4qOGFcqHk5RW8EaMHaQnTRipti1r/GMf/myEsB6YDsWIr+dNPP33EEUcEQcBm/SAIrr766tNPP3293NyK4TjOww8//Oqrr/JCp5RatGjRNddcE6UPF0JEVaXS6XRkSWpra7vmmmuGDRtmmmYikXjllVfuvPNOIgIQrZArhAZ8lhUCfhUAnmKHrVJv/OSqv1507fxb/4hMGgmgJQXlwjAghaYQCRPQsK1i2dWwJCxLZpBJoTlLhsw5Xr+AxI0I/4MkrLFe1pgPDKOinvkeKuYSAWkoK2ECgAya2jKOC0D72vOCskY11kOwxa8I9AHFpbsolsX48eNfe+01VgJzuZxlWT09PY7jDMgtrgaCIOBEWKZpcqtM02xoaFBKNTY2ep7HJhbTNJPJJLOUiwjw55MnT77xxhuJiBP5XHfddbxgMgO1XqnPfOleQcGmrCCNAH7g3fPwx0+9MKixedSuUyGE6/uwJJozEAJCyJYWMg0tAGllsi0CZuB5JozQ9QDtA5nGzMYbIb9xtvrTgASohnzV/e+GFCCUS6Ftw7IAAaUxcdJWgdfT3Jrp6V3c2JQyLQCBKbVpYtlQGFX9C1cWItPX1weAiEqlElsy1mHs5VojCALHcYQQLBcBSKfTPEew4sq7lqKKVwAMw/A8z7KsffbZ5/TTT+fthe+///6ZZ54phOBvV2YdNQjkwOC9zRYpXQIFKHl4ccYLF18/2rP2P/0E7DYRMJNmClIi9JE0kLI8AR9SZhsBU5CRgDHIbja1aaazsM3KEmhUgy82NtTfVbV+saJJh3NYsKncMKKnaJgYNaY5ncmSVloFLU0mVzqT4O1wgUaierAA2EdsrKxLTdPMZDLTp08fNGgQES1YsGDOnDl1tI4yVebPn3/TTTc9+OCDnZ2dvKyVy+VUKiWEWLJkSTqdzmQy0U+YpbydV0rZ3Nx8zjnnvPLKK88995wQ4tFHH501a1Zra+uQIUNWcV2Lt/Ga6M11trSk4Dr4uPuVC3+R8mnnQw/DoQcibcANEAAJIJ3knWZ+lMGJAC2BqsBhLJ1RlYSxcSYr+F8jIVBJqrfi+DLTFACUglIwbWyxOVqaGwq5QBCGD4UECEojMCoJTQyAN5KaQBaUBVaaXiEMw1Kp9I1vfKNYLEbRKrvttttA3umqkM1mAUyaNGns2LFf/OIXR40aZRjG/PnzJ02alEwmhRCDBw8G4LouezJQ4/1raGhgXbGtre2BBx7Ya6+9Zs6c2dPTc/rppz/11FPlctm27ZWFIpgJhCEMU7e0NKvSEqNInWf+zP3XrK2++gV89VC0NkNLSqcEJEoBLAs2gkjX01XPPlVJKAHARGUzNYmNci383yMhxwpTRMJKEi8hJMDuK0BAEyAwbASk8KGctG2PHgapYEhbgiBIQEsEGuYyYR9Y6RDgcfzGG29Enxx//PGfZlPsp0SxWGRzaEtLyzbbbMPO91KpZFlWV1eXaZq+77e2tiaTycjlkEgklFJc/NS2bSIqFovZbPbBBx+cOnVqV1fX66+//sgjj+y0004rvS8BkhAJOIGTlsoIEm/98ILSWzM232XKkG99BZuPgGUHrm9lDUBChDCgKnl9a3IZypqUGIKXVVA1ZmKZIzcS/O/phKi1oUVTa2VVJAIEDBOGSRBIJBH6XSrMZVLWiGEIXRiwBRoo5PA0Vd2KUYJwYATVFH4rumbVhe15lf1Oo0aNWsv0EOsC2Wy2sbGxWCw6jsPBMQBSqVQQBK2trdlsNtpBL4RwHIebHeWP5M95X++IESMuvfTSxsbGXC539dVXDx48eGUl3xTgCMxePD9hmZi3GP/3gPzXe3MHWSMvPRWTxiJlQVpWohmuAZd02vYMHbInn5cLqtC4Ensvq4RTEHojHsobb8vXCSL6VV5UU/TCsoRGKE2YqdmheMuw5w4bBgorB2plAJaAISsdWD3PylN9ua6bzWZLpRL71gqFQjKZrKOzHkCpVOK1DgDHrAFobGzkst5ExLnqtNapVCoSL9PpNK/qPK3Ytp1KpY4//vhjjjkGwMsvv/yjH/1oFZvuS76zydARhg4xv/OZG271iuUvnHM6dtkWKassBYQFSO0FsA0Noxw6opJcG0ZV0PAAFxUzTAgQJ49SWmy0G8f+98TRZRA9NklEQsAwhFJkGJyEzZeW2TZ6Vkd3ty9GtQzbx0gA0oFOGUhWhCTwv4nKybDSaU0IMWHChEwmEwRBsVhsaWkpFArbbLPNwN/jisFlvX/+85+z6cU0TSllU1PTSy+9tO2223LeZLYbeZ5nmibHmqKmPjmHnvJOX631zTff/O9///tf//rXM888s2TJElYp+8EABtkp4Zb99z+47ZLLxozI7rjvnqmD9oUhPZgBTJCERHeTbQItQKak7CZdsbawT9uAAxBgmTAIIfe3BqANQFW6f2NbWgY4GEBFRa0CCkIOUalWmKvUpdNcBKkaaqKJqjV3oto8YfRVTf2dtazDs0yxQZ/I5VCXMPT5Sy/wNSlNQaBLAdEBR37VaNy2pW3/0KfQD4gKS6M9NGn+419G8TcrgeM4hUKBiHh5IaJSqbQWd7CuEEXGcMnEjo6O55577uabb2bTEbdz+V8ppVif7Pe567rt7e0cSfONb3xj5ZdVuqfnqzt+Zg/g5XN+SB3zqdBJ5cUuuUVSpEhr6iRqp8B3PfIV6Wr5NKV4lPQRdRN5RCGRQyogRb4iLyAKAgr0RhgyM8ArodbwXFgiD8eVolk2GpwaAoIS0Jy8FQgseIAVIF3xvylddeVqyEgFqFm3dKSyW0uDPVcP/dMQVtR4w5D8pW1WZnpTJAnYbvPRf//LA2N3HCIMABKUAAiyktxS0LKnXWVTksnk//3f//Ei09fX19LScsYZZ6xR29cton2DBx544Pz585VSc+fOTSQSBx100JgxYwAYhlGbv5whpaz1W0TboFzXHT169EUXXXTCCSc88cQT06dP32abbUzTZDsqx8oKIQB5wqmn3v/GaztO2Grn73wHlo1kQ+B7JiwDEgJCoBFohGkllo2AERU3IO9Wsir/SomlphgDEKuxDLKfs1/q1NpYnyh9+3rCwHJcB+SXqdxdpHIfuWVyKfCprCggNyDHVdSrqEghkcvLnSauUKfJDyhwSBWJikROFHDoE3lEgSKtAgpcCga6KN31118PYOrUqVSzgq0FlFJvvPHGiBEjop7fc889eQmqO/bee2/TNHnzhGEYM2bMiMJEoxergOu6UbcUCoUrrrjCNM1DDz00CILFixdHJ3Fd13Gciy66CMDYsWNfffVVIvJ9f/3UMCcix3GWv1YQBOVyOWp/uVxeb+2JMMDSszDJSvSZCR8JBSMV2CBrMfy8CWEiaUnYEoBRRiKEAbjaI95Do4WpZFIhQ0gAAggBFa2JAuwwXw+T1bbbbptMJtmCz12G6o6BNYKUcvTo0alUKtKpaNk97HUBW4a23XZb3jbBeyC6u7t5faPK2rUqaK1ZJwRQLpez2eyZZ5751a9+9Yknnnj22WcHDRrEV8nn84lE4qWXXrrsssssy7rooos+85nPoLpzai36cy3AO6qDIOA4IY4ZNE2TgxOiQIX1n+5gwFVY36W0lVGQQUAgAQ0hTQWUHD8s+tVQQg0dAkEowkocl5IIJHyJACZBVL0BammlgihKaWANYmxNieocUjVMeU3PQ0Stra1smAEQ7Zpd5w1eoybxiyOPPJLtKMy6rq6uSDD7RBJyXBvve2I6WZZ16aWXbrHFFmeffTaTPJ1ONzY2vv7668cdd1wYhpdffvkJJ5yQy+Uikw8NfC2G2jBdJl5ENg6UTSQS7N6MDMXrDQNMQgVriWO7SAApy4IGShhimckQzSnbzNowNawAVIZ0CZ4poUEECZKVYMwAUByqUklUGApEfgEx4M8OgwcPTqfT2Wy2dllYiyxjRGQYRkNDQ7RftqGhYb0qHsuBU8IAmDp16tChQwFwZtGurq4oRIZbuwqSsH7IR7KJ1XGcESNG/OUvf3Ec55JLLgmCoFAoBEFw4oknLl68+Ljjjjv11FPDMGxqauJu7OvrWw/he6zZ8lPgm9JaswkqkUhYluX7Pkeor/+Y3gEmIUG2ZEFQBANAzoMJeLBKngAgNMoOckVoINDCK5vwqzNwdcUTAC2NRVKAz6wUVTvNAPPQMIxsNtvc3MzPjz9ci/QwPLnydJtMJnkf+voRw1YGvh02TkQeBV4JI+59IgmZdRzpxh4L/nzcuHG//vWvr7rqqnw+39DQcPTRR8+YMWPSpEkXXnhhOp2OhrtSigPoBhqWZYVhyLkCyuUyx9Nns9ko9sC27chIs57VhAG2jgpAqKCUt1ItAkBTAh4wr8McPbjP6W1OpeFL5AiWhhVAumabDUNDGBXa6QoPBcEUAGuGQAgYohrrMsClsLTWUfgIz/dcdG1Nz8O8bWxsZPkNwCabbFLfXE/R3ggimjJlyrPPPguAdUI+ICLhJwqlfDBHsbGYJ6UcP378j3/84+985zujR4/+61//OmrUqNtuu22LLbYAkM1mmbqO4zATohxTAwelFHe4EKK5uRlAqVT6/e9///bbb48aNerb3/52W1ub4zi5XG7YsGED3ZhlMLB2nyC4/tTT33/sEU2FXreD3KLzz1d/e8wp1NFLQZH8woKbf/f73Q+7fuLuN+y2/1Nn/4BmvkOOSyrQpLyqL6jil9MUEBWJ8kQOkSZFfkBeMNBuIc/z9txzz5/+9KdsQFNKrZ31jD2E3/zmN9kCaZrm5ZdfHu2yrxci8+xDDz0Uiconn3wyuwFXsUc+AnsUWa3iT9jYyL3ked52220HwDCMRx99lIiCIIgu6nke1bgrBxrcJKUUu2dnzZo1bdq0aD7dd999H3roIT5yPVutB1gcDZT5znvjfV8EueaEgiwqpyeY/SHKGl3Oh3ffd/9f/vyV88887ZkHT73xF5myuvuHP0XBhSIXYQ/KfdC9UAHPwiFMBasavvspFWd+/JU2BgGWVdwjlUApZdv28OHDR40axRJUbQ4VrtfHo5Ajm1dxRRa6dt55Z+53ACNHjlxF8lzm5/LN5lw1UfM6Ojp+8pOfHHPMMe+9915tG2oF3Sg4zvf96Nb45IlEolQqeZ53+OGHNzQ08NrIncP6IZ8wMpZGbyPrBael4W0Tvb29AFKpVHd3dzKZnDlz5pFHHjljxozBgwcbhnHllVf29fVFe4gdx2F5mP/t13tUpesqunRlWL7fwjDkzcd9fX1SSsuyrr766h133PGhhx5SSg0fPjyVSj377LNf+tKXvv71ry9cuJD7IepDnl9qz9/vEp9WrRhYjueLzx9wGP36Vloyi8ofUv5jevT++/c8gP79Mc1qv3GP/fSjj1H3YnK6KN9F8ztv3fPgj+74I3V2Fim3mNx28heTCoio5JFD5JImcohKRNU4CbWmK2G/dcz3fcdxmEhE1NfX19PTw6/5w3fffXfy5Mknn3xyEAS5XC76YRTsopSKVoxVeBH5bI8//ngikTAMI5FIPPzww5/YWs/z2GBQuyj19vb29fUR0SuvvMJiFQDTNL/zne/wesuDpl9AjNaaT6K19jzP87x+C90uu+zCpzr22GMjj2iUEzGoovYeo1Ul6o2Ojg5u29lnn73JJpsAGD58+M477zx8+HA++TnnnNPV1RWdgQ9m1PrxVsc/uUJEWRu55cViMTonp8x5+umnDzroIACJRGKPPfbgjZS+71988cXRqviDH/ygo6Mj6h/ehsZxQtzDUYPXrpH9MMAk7Cv8Z8+D6bTv0313098fpIfuDf/v2r8cfBB9PI+eefnGbXakhfOobz5RJ4WLqWPeW5f+/B8/vpjyOaJCHxVnU/dCKocUkK+oTOQQKQqIXKKAqrmV1tB5Hj1dpZTneRH9ar/iz7u6uh5//PFoM8GQIUOuvfZa7vdcLscP23GcaFCyzX1l1+WvPvzww2HDhrFpdMaMGatoZ6FQiDJB5fN5bqfjODxqu7q6jj76aFQXWKailHKTTTb53e9+F3nPi8UiLZtRSinV29vLr2vno2Kx+O1vf5vv9Oijj+7HT611dBKOfeV5gXssEvP47X333RfpVMcff/yiRYuI6N133/3e975nGEY6nW5oaPjVr37FP+HTrlD8C4IgmhBXH67rcoQAEXV3d9d+tXjx4u9973u8PXL06NEPPPBAdIzneaVSafHixRdccAH35NChQ6+//vqOjo7aG+cXrDfya8/zCoXC6sjtq8AAk7C3+PSEHQv7Htr+lWNeOvrQfx195JOHHXLphM2ofR49/eqVg8bSwjnkLCJaROEiWjj39fMvePZ7Z1F3l543i3RXnrpdKhO5VHbIUdXAmWUzdq15BEs0r9eOTh4HUVTkP//5z0MOOYT1+FQqxWFcQoipU6e++OKL0a/K5TLTklfUVVyUr1Uul8ePHw9g8ODBvb29q46/6enp6bcyMBWvvPJKNt8lk8lrrrmGv3r77bd32mknHkDjxo276667+Ie8RimlaqcbRm3et3K5fP/997MYduihh0Yydr/+YbDcW3tfvLhNnz79gAMOSKfTQogpU6Y88cQT3HIe6OVy+V//+tcee+zB8ucWW2xx2223RSePzu+6bl9f36dcZFzX5VnPdd158+YR0e23384W4EQi8f3vf5+nJ14Go5W5q6vL87xXX311//3350lk2223veOOO/hgIioUCrV98im5F2GgxdHy07sdRDfcRu+/TYtn0eKP6W8P/HrfvWnOfHr4hXt33IsWzqOeueQupMWzqX3+B6ef9e6Pz6fF82n+R1ToJKeb3D4q9pBbIj+gQFHwCUHSq4NyuRx1JatJ/MhZ0sjn8z/60Y+am5uFEE1NTb/5zW8cx8nn8/fdd9+4ceP4KU6ZMuWtt97iZ1B7tlUEZEfHTJw4EcCYMWOoujyuDDzQwzDk37qu++qrr26++ea8e+ioo4567733WObs7e3lY+6++25uJICpU6fOnDmTL1EoFPhsPOwYPO593+cb6e7uHjNmjBBiv/32i4Q6qpGxPc+rpSKHmPAth2F48cUX8ygfMmTIVVddFR0THc8rcKlU+tvf/jZ27FgAbW1te+yxx/33388HRA8iejRrMcr5IdYKje+///7EiRPT6XQikdhnn30+/vhjvnff9994443JkyefcMIJtOzMwhVvJk2axLLGTjvt9Oc//zk6Icsj0Qy+1pGMEQaYhEX3r/sfSQ8+Srl5VPyYcgvpycev320vmrOIPlp0974HtV//K+qaT3PepdmzaMa7f9phKj3wZ5rxlnPbrfTsc7Sgg3q6qZyjoEzaJwooVJV1UFFA5K0VH6MnXWvTI6JyufzHP/5x991350H89a9/ff78+TwLRrsKfvazn3E5FwCnnHLK+++/z79dTXuaUmrXXXcFMGHChFX/KrJPcmt7enrOPfdcvu7IkSMfeeSRqOU8CGo1wDvuuIPTVQCYNm3au+++y4dFl1u4cGGUIDSyLRHRjjvuKITYdddd+ZyRMtnvFnjmij658847mVSsT3Z0dNQeXy6Xu7q6+t1pX1/fzTffHCmNn//852fNmsWM9TwvkvbXYnyzFs2v586de84553A/DB8+/Oabb46a0dvbe+SRR3KbP/OZz7S3t/PnS5Ysqd3gcvPNNw8dOjSVSmUymYMPPvj9999nE0DUMA49jZbKtcMAk7Ds/+6gL9O9D1N5kesvoHKvfvq53+9zBM2cR11dH919+y2fPYju+gO9/ga99NKsU7/9l4P2p/emuzddd+f4rf+2/R7085vo7fepp5sKXSG5HgWV/Sw+UUguUSna5bQm4AGktY7my8WLF0+fPv3444/np7LXXnv9/e9/j45naSqXy7HaM3/+/AsuuKCpqQnAoEGDfvKTn7z33nt85CqEKH5sQRB87nOfE0JMmjSJVinPRIKo4zi33XYbR7SMHDnyuuuui77N5XJ8Bh6+rKgwQ3K53BlnnMHhLA0NDWeeeSbrV+ynpmWD0dl4qJT6yle+wpJkbRtWtuuqVCrNnDlzjz32YBvvXnvt9cILL9Te1PK+BzZvRMaYvr6+n/70p9znQoizzjqLRccIayeUsnj561//miNXk8nkD3/4w2jWyOVyl112GSdNtSzrhz/8YSRoRGdgUkX9+dOf/pS3KSeTydNPP/0///kPH7ZkyZKoA9einREGmISu+stZFxWf/RdR2aMyFfv0W+/87eSzqCNP+W5yexf88Z4nTvr2nQccctu++8/62aXUOZ965tMLz3xwyvf/vMkO9wza+sW9jghu+x31dJLTTUGO/CL5LvkBKXKIimyhWROwQsivue86OjquvfZatnCMGDHi+uuv5+cRiVKRXZH/5W/fe++9L33pSzyAtttuu+uvv77W0Lc8omXny1/+ciKR2HHHHVdnmn/00Uf33XdfvsoRRxzx1ltvlUolnul5oNSaTKhGdeQXc+bMOfbYYzl54ahRoy666KJau1StqZNPcuONN0opt99+e/6QiVe7KLFVhohyudyll17KgTIjRoz4+c9/zt0VachRkzzPqzW0Ru10XZdJ3tnZ+Y1vfINtS4MGDbriiit41ls7MU8p9corr+yyyy5CiHQ6vf/++7/++utRdz311FOTJk3itfELX/jCggULIosXrUiUpeps9dFHH5111ln8IEaMGMHmUz7g0/s5B5iEisitbLjUFJAOyA+oHJATUOhT6JPnU9mlskvlMjll8l3SAXk+ze2me/7eeejJf89s9kzbuPf2P4TuvZvmzKD8PCp3kN+ryed09r4mIgrDkLkRhiF3Cg+gaC6PMr3z+IgIdtddd2299dbcud/5znc+/PBDqsnlvopxwGd49tlnIyX+M5/5zG9/+9sgCPjS0bOJtDJ++53vfCedTh9yyCGRDFOrOGmtmcwdHR3f//73OY5kq622YpvnWjwB3/dfeOGFQw45hEfe+PHj77vvPv4qmjWips6ZM2f06NFbbrklVTnDpOU7iqT3Rx55hGVyy7KOP/547rRIN167YIbXXnvts5/9LPfkVlttdeutt0adzx0VkTlSkpVS0SZpqkqGZ599Np9k/PjxkeGnUCjMmTPnpJNOYkvb9ttvz4roJzpCav1PhUKhvb396KOP5p4cO3bsL3/5y9p+puoEHf1keWPYCrFh1aIIiPJEPhGVAlpcoOkf0Q13dB74+UeaB903ZHDHt06k55+k7vlU7iavUHSdogpdf+l6FZ2n9uajzxctWsSvWVyZOXPm4YcfzkX5Jk6c+OKLL0YW7ejnq35I0Wj785//vNVWWwFobGw88MADZ8+eHS0LkZ+NqhvqbrzxxmQyuf/++/Nvo0oPjuNED++uu+4aNWoUS5LnnnsuF7FYa9cZn/bhhx/efffd2Uu51VZbPf3001Qjg5VKJW7kFltsMXXq1HK5vLzzU2vd09Mzbdo0Foy33377J554IuqE6Pi1U5CY53/961/ZHALgoIMOevTRR1mKjuTSWgG19nlpre+55x4WZ4YPH3700UfzUw6CYMmSJXfeeSfbqxobGy+77LJIA/zEciD9nMDFYrGnp2f69Onbbrstb27eeuutn3vuOe6EaFJj583yntiVYcMioa7WDCl4JdfvJt1Fzjz6z0v061+9tOsed1hNj4+d1HPaj+m1d2nOIlKKtwKXSqXIEF/brSzTR1tLGUyPM888M5FISCmHDRt22WWX1ZK2VrNfxUxW6z7ikXHPPfckEglWkL74xS9yhjLHcSJXOx82c+bMxsbGI444gqrjtVaOffnllznOy7Ksgw46KFJN2fu8djVkol/19fX93//93/Dhw7PZrGEYX/nKV9rb2yNrfrFYDILg8MMP32abbSLxLJJCC4XCrbfeyu7soUOHXnLJJbW+7MhaGAWsfZp23nvvvaNHjwbQ0tJy9NFHf/zxx7UaKb+Opg+l1EsvvbTbbru1tLSwavrRRx9FB7/88stbbrllZKN67bXX+POenp7VyS0SaSK14Bu85ZZbhg8fbppmU1PTgQce+NRTT1H1UXLvrX4/bFgkJCLlU0DUR2oe9c6hBSVaRGoe9cyld9754MivvbXz4feP2/22nT73xI9/Tk7Q1dO9smgVXjcip2pnZyfPqY888ginVxJCHHbYYexKZrdhPxdQv0+WRyRhFgqFSAY+++yzR44cyXP5j370o4hgPGiCIGhvb29razvppJOi8xSLRZZCzzzzTKbf8OHDb7zxRr4FfqJa67XTPXgo8Pjm28nn8xdffDHbbNLp9Lnnnvvhhx9GI+amm25qbm6uHUalUumNN97YeuutWTaeNm1aV1dX1DOu69b6e9jAs3aGitqH1d3d/Yc//CGTybAA+d3vfnf+/PncHn5YfOQHH3zwve99j2MDWlpaWNLmiKK5c+eed955AFpbW0eOHPnYY4/x+WsDpFanS1l5rh0JtSE4F198MTO8ubn5i1/84pIlS/rpw6tz4xscCYOQPKI8UQ/5PVQsUo8KFlL3x9TTSQu76J/Tnz75rBsOO2YcMKl52B9v/o3yKjpe1DU87iPzekTO9vb2Qw89lOmx9dZbv/TSS0RULBYLhcLyneU4zuqIfzxTRk+IF6v33nvv+OOP5/qbTU1N1113Xb/QjU033fTcc8+NYr6I6NZbb2Urf0NDw0UXXcRKf20ET3T+NezOyoiJqJLP55lgc+fOPe6443hj+9ixYy+66CI+csaMGcOHD1+8eDGLD52dnV/+8pe508aNG/fmm29GPdOv08IwjB7Bag6+5cG6fSS9v//++9/4xjd4ictms2effXbUk319fXfffff48eN5cT755JO5wfz077vvPrb0pNPps88+u9bDyS8+Uazop92wzTn6VV9fX61z+NRTTwXQ1NRkmubJJ588b968NUrhtcGRkDR5XtBbKhTJc8j3qExUJF0gr0Cdi6lQpK6+OU88c+T2O7UAGWDc6E2iyIyurq7aOTgaCosXL77qqqva2toSiURLSwvr02EY1saC8vYIrrOntf7E4c52gmhaVUrx448E49dffz2y2UyYMOGPf/wj/3DhwoVbbLHFnXfeyT98/vnn99hjDx5JBx988GuvvcZniNYuHjSu69b62dcIkak9GsHREHnzzTf322+/ZDJpWdaYMWNuvfVWIgLAHu1f/vKXkf/9mmuuiehRu5jwEs0qZa2/e03Rb56iGoHz+eefP+qoozg5xbBhw6644opXXnllr732AmAYxtSpU9n+yfjggw8mTJiQTCbb2tqmTp36wQcf9Iv7iTqWfU4ra0+/9TyazaNKjJF2yi1/5513Imv5iBEj5syZs/oz0QZGQl1N5eRXgtOU53puOVSuZvsqBa5X4LDRe/74+/Gbj02nkwD23HPPV155hc8RWd55Yn7yySd33HFHAKlU6ktf+lJHR0ftvMhaWTQoa8dQvwCOFUIplc/nl4+0jD558cUXx40bl8lkmpubt9lmmyeffJKIJkyY8OSTTy5ZsuSUU04xDCOZTLa2tjIBGFF1Tk6/G5k61k7dqr0LrXVtrVK+0EMPPcQDN5FITJo0acqUKbfccsuUKVN4SB188MHt7e2slEbLKZ9t+dhO9gSuRSOJyHXdQqFQm2qpdhw/++yzbP2aMGECN2zs2LG33357RKSurq5TTjmFV79Bgwbdfvvt/SIxoquspomLO3/5z6MlNCJkpJjce++9LLR//etfX/0pacMjoasrtXTdaqS2rgRt50mXiEqk+sgtkOOSVwpLv/zVtZttthmrBIcffjhTkUn17rvvHnPMMWwpmTx5Mu8WW96VzAtF1F88BX7iSli7L46qwZmRrZyq/iUWYH75y1+2tbVxCpPPf/7zn/nMZy644ILBgwdzBbLTTjuN3b7sA+CTcHx5dC1+vRbiaCR9UVXRpeqI5HNGHXLTTTcNGzaMw0dZE5s0aRL3ZxSHSTVKZq0Pg0NnP00Al1KqX8wa1UT5RCvYAw88kMlkstnsN77xDe40pu7dd9/d1tZmmmZjY+NZZ50VOfF4Roi6tJZ+tT28QnAMQ+TkrDV0Lx9SFzV+t912s22bQ+E2Suvo0hS6nFqXKKz5Y9tpSBQS5zv0PQqK5UJXV9dZZ53FQzydTp922mnd3d3XXnst+7IGDx78gx/8IHJt1+vOlixZ8uMf/5jLhvG8IKXcc88929vbo3l0dcg/0Ljyyiuz2Wwikbj88ssjNa+OqRlrw3qIyPf9PffcE8A///lPnrNmzpy54447snXkgAMOWA/9Gc0IUdBVe3v7O++8Q0Q9PT3nnXdeNpu95JJLVv+EGxYJ2T/h1STe1ro/M6tHBiEFYU3G5fnz559wwgksqPAjsSzrxBNPrI0pW1dh72uHQqHwxhtvcMLflpaWO++8kwNQasdZ3UlYLpcTiURDQwOvM7Vqc30RSRl77703gJdffpk/f+yxxwBsueWWt99+O1VNzdFP1nl/srxT65555ZVX2tradthhh/nz54dh+OMf/xjAhRdeSKvt2t2walEooAwQkAAszs8d7bcWy1SEFNUKIcViIdvQxAmt77jjjqOPPvrqq6+eNWuWbds33njjbrvtxjmawjCsrfK1/kFE2Wx2hx128Dzv7rvvHjt27NFHH22aZr80M6uTzWVAkUqlOBJl0KBBxWIxKl+zihovAw0iivK+cU43APl8nlPa7Lfffn/4wx/22WefYcOGhWFYmx0cA9CfLK6zZTuRSJimOXz48O7ubtM0hw4dyolLAHCiHd/3VyeN0IZFQgAGlpZaASrZ1irgCrmcp7TyAtmGhnw+z/Zo13X322+/IAiOPPLIY4455oADDmAtmVO78rOsV5ZBzsyZSqUGDx6cy+UWLlxYW8SPjW9SyrqTsFAojBgxor29feHChWxPRlV+rhc40UZEwihTeDabLZfL6XR62rRpUb2a6CcD15+cliqTyXBKDi5T1dDQYJomxypw7iz+anVOuGHVrzEJGY0GhQRBAsqAMgFLw9QQGjqE0lAa0CFQBsqQ8xctZt2PM8kmk8kouy6fc+bMmW+//TY/uTqWp04kEpz+mfP88aMCEHkapZRRvkAa+GS4K0Mmk2HihWHIL4rFYh37DdX0MzyyOUMMgIULF6K64Egpfd/n/KXroT8jeYoTDrGM2tHRwY1samoSQuRyuZUVaVweGxYJKyl+FVedQwDtIfSglFCQAYQC8R+vghLA8GHDUZMpB1XLXnd3t23bnud9/etf33XXXZ9//nneP1GvO+NL87+ZTGbw4MFE1NvbK6VkGaa2GkkdSSilzOVyqA5cTl9fr8Ywot5Q1QShAEaOHMnJcogol8vZts0uzfXQn8x8NlYZhjFo0KAokz8nLuHJYvUzi29w4mhlWpAIgQBagxQ0QUuhq3WRJLQ0hEhLADIIgrLrNjQ0cBLLKMFrlGyXk0lG6k19wfu7uUKoEIJjQWpFJh4x9c3Mnclkkskk2xVYytA1FYvWP6KhzM+UJ9m5c+eyng8g0lfz+XxjY+OA9mekHluWJYTgWsu+7/NFucQFk3D1a6FvYCSsZvIlANC1j11DGuCi8hIkAAklIWGZltVgsRmKpyh+zen6PM9rbm7mIs8Ali/0td5gWRar8vwIuVRYbVpBKSULNvVlIIBsNsse7Sg34fqvkVKLiIT8IpoObNtmV0EikWC3QTRlYMD6kx8f75Dg0FYukxrZY9gL1dvbWyqV+lmJVoYNj4Sy8n+TWQcAhogIKWTVaFMVNrSKCicACMOwra2NiFzXFUKwrY+qCTPrm/E6k8mweYYzsVM1v3Vt9ZX1kIj6E8F9xZIzp+uk1SjPNEBQSvGy7Ps+l39Kp9P8FoBt29zaZDIZPdwB7U9+fMw6IuKJgP3+/BW3x3GcTCazmlPABkZCLDWMGkCNyir7fdv/RzVDhG+7VnuufVsv8DhmVYHbo7Wu76SwMnCPReaQ+jYmMopGL2qbV/eGoaZJbA2qzWW8mr23gRlm1hzLPyQe2UEQ8CemaXIBifq2M5KRuHkc1FbfJq0MLIVyj9WdhBH6Pd/lk17Xq6n9mrSy5q0C/20kjEzYUe53VqCjt/UFk5AnhfqWZFoFajuQ5/g6WmtrFxx+UTtHrPDI9dCe2viBfkOO7X9rNIX995AwqjHELkHP8/gAJmH0tl6orW1oGAYHBNe3SSsD61Fs86j7Shg5vqOWRM3jt9EEUa+mRiTkMdaveat1hgFq2XpG5PjGshM5quJo3UlYu6T001o3NNSSsI6eiQiRJB89XxYl6ijP95ueaocc9x6b6P9XVkKsxI8UiSsbiE6ImqpGK6xDtOFgLbSaAUW0EtY+Xw6h7nfAemhMv6vUxodwjzEha5v3ifhvIGGEWj9SNMQ3EOsoakpqRXpFHXWtVSBaqLl5dW/kCv2EvFWi7k1i1I6xtWjefwkJo0nIdd2WlpZoywmApqYmrk2Nuo6nyqYV01RKZbNZIYTjOHXXuJYH+765eYZheJ4X6dt1gdY6ssRwyetMJkNE5XI5KrvLi+T6ebiRQsGTFBcJ5+CYyDpqGEY+n+djVuec/yUkrLWh8evl/YR1n9EjbDiL8wqxQTWvn3V0FX7COs5o/VbCSO9Y3Z8PVLvWI2p7P3pIkUpTqyLWd+WJhlGkNtSxMStDP6/XhmCYYXyin7Au7cGyvl/U6IT433FRMPo5AACwHIVqp9TdOoqaYbQWVuz1idrm1V1g7rcSRv6AfiWs11s7I5dJ7ScrtI6u/jk3ehJGpo5Ia2cS1jrrEZNwTbC8i6K+kny/ELCoebUi3/qcLKIhF406blKtn/B/zkXBiEjI+6lrnfXYAEhY68lci8lyfWJD8xP2c1H0WwnX/wSx/BX7rYRUzS7zv0LC5X1ETELeWAiAMyNsICO+1q20gTRpeUTN20BMWdGK189PWF9Ha+RnQtUX3U8nXP3mmQoagOT9CbQiTtZmeYneEiCgBFT1twZ/AqCagolBAoCuUISqp4q2IwkQoGs+livdKfEJiEYMk7Cfn3AD8YzXRsxsIE1aHhts81bWe3UPr6u1jq5F70kPKoTS0ICG1lCAAkLAVRVmEMDfEh8D+JUkFHmlHKBX+yEqBPOAyvSuAKVBWkOr6Oeq5k9rQBN0AB0AHuAAXk12tbXrCABCiGQyaRiG4zgAhgwZwj46dums7ek/LTj1EE+Wtm1LKdePhFx7FR4Z0Wa8SCnljuIDCoVCa2srEXV1dfF4yufz9R3iUYabKFsCgN7eXtu2c7lctCuaH270iKMUL5ytY12B94tzRQAAkZ+QqiUrbNu2bVspJYRwXXd1zikJmpYuRTWLlV3ZjBgqPwwDrQPogMKQ99v6uTwkQqEUkJa2Wf2hESVD4/VVQkULnVjK6SqWLsIG5zhc806plQqiTzjOkKo1rgFwNY862rVZWeV0DESUyWRKpdJ6uC4PWU78URvjDsAwjFwux9t2ebhIKRsaGqJEOHyG+m6r57prxWIR1XthSYdvoampiR33AAzDKBQKPB5yuVxDQwMXnGhqalpNMqwO+FRRPjHWdAzDMAxjyZIltm2bpsl1FrjAweqcU5qQErIiF6KaYMKoJHPxdKhNKSxLGAZMQ1jS88owIFrTvkRC2iYoAxie4iU0oZHQ1aSFJnxIAghSQRIETAlTwJAw+JpSACaQICQ1kiESahlRdu3AriQhRDqdTqVSHM3Q3d1tGEYd08xorSODHi/LPHQGGjwHpVIpVqU8z+NyjgBc121qauI+sSwrGs0MKSXnJq5vqjXTNJubm7n6JzebI6J49S6VSkKI119//Xe/+53WuqGhQUrpOE5TUxMArTX/cB0qt5xngPOS8CfJZPLcc8998sknDzroIAA8zHp7e7HaBnBpQhgQ1eRlkv+BRChQRqgNEKCgdWWJVI5XAgJLkHCKaYRpKAp8mKKyovHCZ0JZ8CuaozQAAakhCZKEVFIqASVkNey6KgBX86ytBSKtgKpZ8bTWixcv5nzS2WyWh2BfX9/anH1dgEsC81rU1tbmuu76SeYZiWdcJziRSGQymUwm09PTw2tdR0dHPp9/8803WaxSSnEaFc4gyIM4klfXP4rFou/7LFJyqk/OSMD5QTKZTD6f/8EPfnDSSSdtv/3299xzj+u6vEj29vZyBFmhUFi3iznXgeERxd270047TZ06dfjw4YsWLeJGDh06NGrJJ0IakAaveiR5GSQJH0whQ0MqAKCQfB040F5TUzos9KLoW0VlesokVTbD+U6XZ+pKOm+JXoEeQAMJgk0wSRoECamBADIEQsgQUJAECSGr8iurnWuGFaorfPNSSk4KXCwWu7u7AfDbuiDS1Dn6kWMJ1sNiGLlDpJTRWCyXy5wTiYhmzZo1YcKEnXbaie17xWIxmUxyOhwAXGa4jhJENpu1bZuFZE7iwlnoeSFauHBhY2PjCSecMHjw4H//+9+nnnrqYYcdNnPmTFQXTN/3Gxoa8vn8umqP53mcMi+yEuXz+c7OznQ6ncvlhg0bdsIJJwRB0Nvbu/rW7yr9IruoWKrFEQjQhFBCJYSUhgEtRankfvhx39+fXfLw4/hgPgphhsSwbItgFnEyNACcvkZXlziqqoQAqopnRXNkk6hR/VtzE0DtdgR+wRIU111yXTedTjc0NNTXOR6VVapN/rP6WfHWGpyDyDTNiI2+76fTadM0n3/++S984Qv77rtvLpc7+uijX3vtNa5qWi6Xfd9nwwYnUKqjt5DnKZZupJQLFy58/fXXE4nE+++//8gjj4wYMSIMw9NPP33BggUXX3wxgGeffXbixInHHXfcvHnzmLFR4sZ1hUi15rY1NjYOGTIkDMO5c+fusssuf/jDHwDssccekXb9yVhaa0URaQqJXKISUZ5UkVSZfCcsEZUpKJJToDmz37rkZzfudcCDJ3/7nQt/9ufJBz1/xCnUVaCebgpc0n5IyquUMyMKifxqhTO/UlcpJPKqn3nVv4BUQCqgICS1FmWTausBcqD2+PHjW1paPvzwQ9ZzXnzxxTlz5tCKKlHWBUcccURra+uNN964Pi8aFV0Lw5BFuIaGBtu2GxsbL730UqpWXPnoo4+OOOIIABMnTnzuuefYW7jWJQfXCYrFIjf+scce22WXXQBwvlYA+++//8MPP8zHcEHV0047raWlhYWg733vexxysOqivGsBFobL5TJ35oIFC84//3wApmluuummF1xwged5n1jcMgIqBcd0pRRZUCVhgcghFVKg3Dz5ZSoX6L33e+954Hc77E0fdNCSRbRoMf3z/Wf3+OKCK2+hngI5ZdKuR4FHammtT6+m4ueKqp1xDSaHqEgqR0GegoDWuIxObd05JiHXkZw5c+byHVdH5HI5rXVXV9fo0aMBHH744R988MFAXzQaCtGL3/72t1tuuSWL8cceeywX9+JhevPNN3P9d5bbk8nkscceux4auQpwszs6Ok466SQm3sSJE//2t7/dcccdXGA8k8kceuihXFqY61J++OGHxx13HMveLS0t11xzzTpsD09VUfU1Ivrd7343cuRIAKlU6rzzzps3b96alg0HE5DpEVUm45Wq4BYp9ChwqVSmzi7qKvzpC8fR5TfThwspv4C6PqTOzvaf/fKvR3yVFvVSqVdTMQiLZSdHoUehqpwlXMo9T5OvSdUSUZEmcohypJZQ0MMcXiWiO+zt7aWa0nlRzccXXnhhzJgxAC6++OLaEtOe50V09X0/KhKaz+fXYqasrcMa/Zwb4HkeVxTL5/PcPK4WGgTBVVddxaIyj3Xbts877zyud1tbRktrvXx13k+cWblmNdUU0IvOWSwWPc+bPXv2QQcdxNsFd9xxx5dffplLAxDRv/71rwMOOICJt/3227/99ts//elPedCn0+lvfetb3JP9asvVTn8sj3ADVr8OZFRmLOrD2mqh/OFPfvITzqjb1NR0xRVXRATo6uq6/PLLR4wYwTIhC6VRC998800uqW3b9vjx4x988EH+KipmyrXfotpptYTh60aPL7pHTi4aCRRvvvnm/vvvzwa2vfbaiwuq1pYEXs1OwPIlOKPagGHoUxhQyaV8mZbkaHHhhr0OoUf/Qf98ifyFRIuob65+7pm7P/sFmtdFhW7yC1QoUqFMrku+Q+UyhX6onFJYKpHvEDlEHnNe1SyVIYVEJQp6KOhbOQn7rXVUU1U8qlrc29t72mmnocYkM3r06JtvvrnfGhgVK+/p6amd0tYUXE97+QHHpIpKSbOP7tlnnx01ahTP3F/72tdGjRp1yCGHDB482DTNhoaGa6+9lg9zHGf5GSEIApZ8VtGY6B65K7iUPL9l18h1113HUpxlWddddx1Vp/P29vaTTz6ZtdORI0feeeednF66r6+vp6fnrLPOApBIJIYPH37hhRcyZ6Iphq/YbxZb9fS/imrV/QqP9/b2Pv/88xMmTGAr7lFHHcU6Rb/Jd/r06WeddRYzYfTo0dddd93ixYuj/n/iiScmTJjASvjEiROff/55IlJKffTRR9GFagtXOo7DYyMqzMhva2dtIpo/f/7555/PFx06dOgDDzwQHR81LJfLrW6l3qXlOJf9C4KAtKIgoL4C5VzqLtPcrkv2Pqjz8YfIXUiqg8J5pBbNevAP1+61L7UvoTntD37r9FeO/Q79/S1a0kd9XUSFMvV4VHSpXCI3T0EPeZ1eseQrUkQuUZmoXK2JTYFLgUNBuPKVkGsyc79EVeYj3HzzzTzKR48efcopp9x///377rsv16OePHnyH//4R6qKK/2It2TJkrWo4MuDm19zvn3P8wqFQtQw/rZcLnd2dn7zm98EMGjQoJ122un5559fsmQJACJ69NFHd95553Q6LYTYdtttf//730e/5egCfhu94Ml7heCeqV1Co3Y+//zzra2tvKx99atf5cHBQ/mmm24aM2aMZVmJRCKq2k3VIVgqlfr6+mbPnr399tszFbfeeusHHnggOjlfK+oHbnPtYF11B7qu63lev9LTPIjfe++9r3zlKzw1bLXVVnxRPp6q/GfXK//qpZde+vKXv8y7isaPH3/DDTdwh/T09ARBcMMNN0yePNmyrKampr333vv999/ns0WliLk9EZGKxWLUjdGyHLHxoYceGj9+PPfn9773vXw+H50kl8vxAOBS26vTD0QENoosbxEJgoA0UaAoV6SCT70uze+545unv3XXb6j7I8rPJbeDcu2v/faGP59xGnV20r9e+dvnj7m1Zevndzhs0ZmX0qvTqdhFQTe5neR3hTrnkVsiv0TKIwp5GSwTlao8DAOiIKzojisF31jU+7lcrlwu/+c//9l6660BDB8+fLfddnvhhRei42+//Xb+CsBBBx30n//8h3ufI4xWs5DqKlrCHVU77svlclRpPZ/P33DDDSx/tra2sp1Aaz137tytttqqvb2diMIwvO+++0aPHs0DbptttnnjjTe6urr4ErXaxSfKzNFw4V8FQfDOO++wBzmRSOywww5vvfUWES1atIiI3nnnnUmTJnHPHHzwwdOnT+ff8jISCV2ROee5557baquteCXfaaedHn30Ue7JFZbyXYV8Ucu32tc9PT1MLd/3r7nmGp5PU6nUhRdeyGeLuoJniuU1/Hw+/9xzz2277bYsQu+3337PPPMMVcnT3d199tln81dSypNPPrmvr49/WEtmx3GiJ+s4Do+QSCh966232GoF4IADDqg1OuRyuWg4rWlBaISVoR9U9LOKjlglpQrJ88gNqOhRzpt79/237HMYze2iGe/Rok6au/DGI4547q7rqetDmjOb3nhnwXd+9JehE98duvvi7Y8q/OASeu8DWtJJuS4q91J+cRAUPAo8IjdUFTspC6kuURCQqjZjRWC1Kuogfva5XO7MM8/kwgDDhg279tpraTlZfPHixVdddVU0dR155JEs2vFh/ebyNQLLw+x1qG0Vt/PFF1+cPHkyE2DatGlsqiWiMAzfeeed1tbWV199lT/hllx22WVclFNK+ZWvfCWq8h2NlVU3MpKx+cju7u5rr73Wtm3LshoaGq644gqeoT3PKxaLZ555ZmNjYzabHTZs2I033hidmcnPa1Q0kiJK+75//fXXcwUywzD23nvv6KZ4XSWiBQsWrLrTajVb1qtrH+uDDz7I9k8ARxxxRCQ0lsvl2pmOJZdyuRyp3Px5qVRSSt17772bb755RJW3337b932+/Xnz5n3zm9+0LCuTyQwbNuzCCy/kz2tnZPbQlMvlWkkkl8v94he/4HOapnnLLbfwt4VCIarQFrUteruaVmVo8jWbL3VASlV8FVXl0Al8IkWhItclL6A5HU+d8aM/7H9k+/lXvnPG+fcedNSjp5xKvfMot4A6FtL0d+ijOfTiG4VDvv64PfbxTXd4atf96aY76dV/06IuyvVSqS8ICh4pttdUDEE+m08V6U8gIXdWJDLdc889rK+bpvmd73ynVCqxvZiqdojan8+fP/+ss84SQrCCcfbZZ/PY8n1/re3XteOJrT5E1N3dPX/+fJY/AWy33XZPP/109IDz+bzneQ899BAAtq1zg6NBfO655zIPAVx22WWdnZ3RUPjE+ZVlUdd1//73v0+cOJHNFdOmTeOhwOd5+OGH2agI4LTTTuNb4IHIA7rWKNLX1xctdFF3LV68+JprruEKZMlk8lvf+lZElUgU5+V0FWB3QkQe13Vnz559xhlnsNQwefLkWqG3tgY93yD/JJpti8UiN5u9gkTU2dl5+eWXR3d69tlnz58/P7rWW2+9NWXKFK7rMm7cuN/85jdRs6MpL+qEIAgef/xxlgJaWlq++93vdnZ28ugqFArcq3xRjges5fNqqjmomEK1TyogXqCqLgaXKKc8h5RHytMuUUDapbAw78lHl1xzK934B/rXa/TxHJr5/sOf+0LPORfTK29R51zqmU252fTYn5/9/GEPT5j8YOO4+Z/9Gt3xAM1dRLkcBeWA/CJRichhKlLFVqNXKY7WKhsvvvjiTjvtxPTbb7/9Xn755aj3GfxIlixZwn0UTUjt7e1HHXUU145ra2v7yU9+wj31aeTSWunfcZzbb7+d40uGDx9+5ZVX8trCZsNISPv1r39tmubVV18djVq2SfAze++990477bS2tjZWI2+88cboxlfBQ2ZLrbx0+OGHP/bYY1SV3+bMmcOdlslk9t577/b29mKxyCeM5DFureu60UzH3Ku1y7OVqKOj4+STT+bA5XHjxv3kJz9h4q2mTljb4R9++OFDDz3EC6xt25dddhk3hmfSaBaI7r3fyOa1PTotH89SZUdHxw9+8AP21Dc0NJxxxhlRhyul7rrrrh122IEn5eOOO67Wh+w4DnfFf/7zn6OOOor787DDDnvqqadc142eI9t+Vni/bCP4xH5goLIS6YB0QKGKvHmOUi5RXvslUg4ph0KPgpD8gB33i3M0bwmVeqnQTX988NYxEx/aZMpTU/alW2+hxe9TbiY571Pn+3TbzTP2PuSREVv/cZPt3j75DPr7s9TTTdotkeoh6iNy2ChDRKT0ilTTfpgzZ863v/1tVp+22267G264IXo8LNuEYch9FE2T3EeRTY+I3nzzzalTp3J6gk033fTee+9dzc6qRTSMoqXjL3/5y4477gjANq1DPnvwxx98SEpR4HusBleNz36gzjjze5Dii8dOC0k5nusFPt91rbvl9ddfZ58BgLFjx/765lsiTWGFcBzn/PPPZ+puttlmV155ZUSk7u7uCy64wLbtRCIxZMiQSy65hGpWrUKhwPfC/0YjzHGcWv9Kv5vl42fMmHHYYYcBEEJsvvnm119/Pa22c4zP9vjjj7PWCuCYY4559913aVllmIiKxSITLzJj8iV834+uVSvRROswT83//ve/jz32WDaQjh079s4771y4cCEfUCqVfvvb344ePfr000+PrkVEfX19nuedd955HEY7fvz4X/7yl0y5SCKL4rGi3qDqDBW1fPVXwpqQmRqdsJ9XPay4ExV5iryAPFepUpHKmgq0cB69+Nbs/b76xrCdn09vMXfPI+mOO2nRLCq+T11vUftbuf+74pattrx7p93v2u/Qqw85PJj3sUf+AnIWE5X4tJ6iQJFSWgVUo3NHA4L7+s4779x0001ZXz/jjDP6+vrWegUrFAp/+tOfdthhB9bUJ0+e/Oyzz/JX0cQWiYh9fX2RL4S7laWOqKkff/zx0UcfzTLk9pN2+PPdf6KQKFDU3UthkCfVrsp5VXHAekRfO/EbkDjoS4fmqOyRCpezTlefId1/732f2XGKKQ0D2HPX3Z57+pnA85kSUS8ppdrb28eNG8cW829+85sdHR3RpPOnP/2JbZvpdPrYY4+dNWvW2vXYyuD7/mOPPbbzzjszFXfbbTe22XBHRXYdRi0/Z82adfrppzP9tt5665deeily6tZORuuqnc8//zy7DZPJ5KRJk/7whz9EF1q4cCFPWBx2Q0R33333Nttsw2379re/za4RGrB4D3zyIbVQlXHkkWK7Z57KFORp3nya3UU3/6Vz36880rD5PUM3f/3Lx9DD91DP+7TkHVoyi1574cMLL7ztoEO2BsZY4twffj9PqiMs5XyPNJETkBMwCTs6Oqim97XWpVLp3XffnTp1KisM++233zvvvENEfOSaolYD9H3/uuuuGzt2rGEYUsoTTzzx3//+d+3BWuvlox+i6Y2ngJ/+9KcjRowwDKO5ufnqq3/hlHxSRCGR41BfkXy/jxRPN05IeY/8gE744jGNpjzk8L1L1BdQECzrqtXRyTWRpnKx9Mff37Xl5uNNoK2p+UtfnPbxxx9HEwS3KgiCnXfeeYsttvj73/8eNfiDDz7YZ599WNyaOnXqiy++yJ+vvhN5NcECyB133MGBSul0erfdduM1jaGU4mWEF9IgCH71q19tueWWrLVeccUVuVyu1qAadfU6JCF3y/XXX9/U1NTc3JxKpXbZZZeokYVCgdfA119//fDDD2eF4sgjj3z++ed5HonUv4HAGpJQR6umDkNfUxCSq6lIlCOng9xOWjQ3/+tbntjjoHtbN5+1xZ7hkSfRy2/Q9Neocy51fNj91os/OOnYRgNpoMmy//zbu1j6dV031CrUgaaKK4aqY6VYLJ5zzjnsZW5tbb3zzjuLxWI/a8EagU0ClbvRmoja29t/9KMfsSctkUh8//vf/+ijj8IwrA07jPTGXC4XSTt/+9vfpkyZwsahXXbZpbe3N5craCLPVYHjUhiQF1Dod5PbwyGyPpEmculrk3cbBxy09Wbk9xD5/eIlGBVZiz9Suq+r+5dXX5OybI5vP/PMM3t6eiI1xnGcSBcios7OzpNPPrmpqUlK2dbWdtNNN/FhkRi2bhHJqH19fVdccUVDQwPvq/7Sl75UayxlY/Krr77KQjuAadOmzZgxo5/LN4qhWedgNY+IfvKTn3Ash2VZe+21F8/pjuNceumlhmHw1vg77rgjitfjDRw0ADGojDUjoY7kUkXkKXIdUq5Hbp6K3ZT7uPxhuTSHSp300bzgO5f8e8guL6e2eWLsDh3nXUQdH1PQGVJvT7jkH/94/ICddx4MoxWYMn7bP911j0fkkOrs62IdKYr2ePDBB8ePH89RjieddBKPOZ4ma/XjtQBr8LUi+5w5c0466STeajB06NBf/epXbKqmZa0IjI8//vjb3/42j6QJEyawbMP9ky97VQOColKRfMchxVK3djQFRIXgnE12mAbzq8OHUHEJhe4KSVjxfGgiTd2LOykISdO8ue2nfuvbbW1trBX/9Kc/jXwJ7Ej0ff+vf/1rJpNpaGhobW390pe+1NfXVy6XOd6Kz7xuZap+gV1E1N3dfc4556TTaZZcfvjDH86bNy8Mw/b29ksvvRTAyJEjx48ff9ddd/HxHCTExqHadq5zuK4bEX7RokU/+tGPeMdwQ0PDtGnThg4dCmDYsGGHHHJIraWnlngDtBiuMQmDaqwpKaIgUF7ZV2WHymUqeVQkKjhzZtGiRbSwl/7x9oJTzv/jZp+5dfvdLj7qsKuv+fGH4fzF5Prkk69evPO+z26+QwOkgJy0285PvPq8S6qn2MdP4LXXXjv44IPZrrXVVlvNmDEjiuHglnB3rMWU2e8nvGGUqpPc66+/fsQRR7A0sv32299666213oVyuVwqlW655RZ+YIlE4lvf+lbkmQiCQNcE/ZXLRaecJwpCUuXAIU1hrkRll7rKf5t48CNjd7px/ASa9yF55RUrhETlcjnX21eJrQ8V85A0vfjii1/4whfY4jdmzJgrrriCPZ/vv//+5z//eZbxdt11V3aBRFNVdOOfxhS8MuRyOR647Cgion/+85+nnHIKz1PNzc077LAD68ymaX7/+9/nPuewgYh1tfSr3RmzTlAb0snXJaLZs2cfeeSRALbYYgsA22677euvv85f8TaI2t05A7Q+0xqLo0Q8GJbKpWFIKiQKSn4xYNODKpNXpr4c9eaps0B/f+Xhr53yjb13h4HkhMG3PnVvkTwKicpEneXf/OKGrbfcCpZAAp8/9gvvz31//sIFF154IcufLS0tV199NVUFnkjs6WfHW1NETI7kk3K5XCgUouf0pz/9acqUKTyAdtlllyeeeII/f/HFFw8++GD+/OCDD2ZZq1AoLJVvifKOn3f8sh+EFWNvoHUY+C4pReUyuS515N6ZeMiczfZ8ZOzm9MLTVC6ukIQV2ybTrxJJGHqOG03STz75JBsPGhoaJk+efOKJJ/IyPmbMmMsvvzy6L34ROU6j2O51hXK5HJlho7axINPZ2Tlu3LhsNsuWSRb4d911V34EK1yco/jvdT7iea6s1YejEMhbb70VwI477kjLqkL8LcsRVDVPrNtWMdaYhJp1G59XQoqCbYgoJOVR4JIbUqD5i1KJuvuot/jWQw9NHLdJ8+AmmBgxbuzjzzwTBKqYd0jT4sWLTzvju3Y2CQOZ5vSoMaPZznbcccex9jVv3jwi4tgUqqHQ6pvCl0fE50KhUKu3RO7pMAyvu+46jrNpampqbW0dNWoUL4Djx49/8skngyCIQrQZ5XJZ6UqQQ0gUkCqTn/fypEJSKnCKpFzyCrSwc85mey5KbfFMYwvdej0Vc58ofnEIS8TRKJi7u7v73nvvZYtxc3OzEOLII4/kGYqHtdY6utPadWbdilW18q3v+7Wa53777Qdg//33/9rXvsYOt2222SayP7N3m6qs4z0ZnucNxFodnbO3tzfqHKbc73//+5aWlr333ptqgm9rg10Gbg1krLE46hGVNXmuqtCP9yspIiKvshuYSkQlDgjVikKfenrJCcgN7r7h5qEtbZlBbUiYO3/u4Nc+eN8jcn2PSP32zttbBzXxtvp99tnnueeeo5pAbeZbFGsWyZBrtxhGfsV+e+2ifo9sj48//niUQZhzijQ2NrKLn8FSShQqoIlKXuhXdmZql1RAAWkVOkUVuqTL5HTRe+/nJuwTNm4xvaGRLjiL8r0ra+fy000/vzA3OAiCCRMmSClZaqiVrn1/qT8jcrXROjUwRGHN3BV8lUg6mDRpkmmab775ptb6o48+4jh1IooigaKdZSs8+brdTFzr5Iyu6Pv+s88+m8lkJk6cSMvJ6rXBOgNHxTVLW6AAF/AFKCEr+QllJSeFDwQAZxQ0gTQhEcBQ0hVCtTRCmHBx7PGnLJg5+wffPwutLa/84++fmbT1t8787ty5c1XR+fFZ5/R25TKZxG233XbnnXfuueeefEW2QDABonRplmWxushpiNYULB1FCQgBJJNJpRQXvuOlD0AQBEOHDpVSbrnllnvvvfeee+559NFH5/P5QYMGRWkLuPRFRFEBpGzDFJywrpo+S8BIJIRhQGjoANrt7ukwLCTI6Zn/MUhTNTcHD2VUE9JEyS+ifEENDQ1Rrhoi4vaHYcih2LyLkj+0LMv3fU4JASCVSvFsEn27Fv22QvD5+UKc7BxANptNJBKe57W2tnKsGaoZxzkPaltbW5QkgohW1p4o7eI6QW1mreiKXFPJcZwVjqUogxE/5XXYmFqsGQl1NTeMApSo5kcEoGEBFmADFp+UKqfX0gw4iZuQCLXR0nTOD3747rvvfuHUUxvHbXrHDf+382d2+vnPf76kuythiulvz5g2bRoPJp6rKq0c+BwnyyeMYjs7k/Phhx9+6KGHeAN1IpFYxSAWnE2HmIeyWlJIVnKekUYhp7SL0LF1IF0XRDpU0Euzqa+wMVSTEbZfg/uV7OtXxqiO4IZFOZdXmJp6A2kk6ppxfM0Gt1FlWmVOqDIQCsKHHSAZIqkBwJMoWyhJEOeQMoCMRFbCgjTF6Ka2W6685t7f3HHQZz9XzBcuvuzSVDrdOnjIqDGjOVCIU8pFRc7W4Q2vDmpL4bW2tnZ2diaTyWw2Wy6XLcti7+3KfktiaaUAg2BAKsgw6mfS6FpCpChw7BCqkOeVUCkFghRSQmito6G5PPdW2NoVVhTcEMZ3bcNWVlew7u2MKsygTvUY1+ySEkgASSABGHpFA0SAZCWNaABoIAkhfVUolz1JngFXIoAWUM0wD/jMbg/96b4Z06dvt922uXK5WCrZls3mu2h+YnfZurvfTwDVZInlDF89PT08R5ZKpdbWVtu2Ozo6eDyt4OdL041XBQaqFBaoJCaHgSVLYAil/aSG19sHQr+zrWxKriRVXi7jeFSyj9PJRWnh615QqbZhnDOblS5sSMs1lq2pVJf2rNlzEgQjhBFgqQpIgAQshDZcCyUDRcAHBJAEsoARwpRGKpsOBIrQHrQJmYAwtS4sWpyw7S3Hj3/2uRdS6XSgtNLE8QqmaUZa/vpJernCdPqsjLFtPZlMctLeVedUZ8oBnCoZUJX/Cw0oCTL6OjqNhBGQThHCnhwCBSEMwwDPNSsaBHq5Eh1UU4uqtm7m8t/WEVEHsizDz7FfXcG6o7ZcJBEtXwN0PeBTTJaimjJUggQvfVoBgLaABHSCIEKgVC02AhJACO1pp5TP67LT2DYYGqV8vqm5mfdQGtKI5m+uncBCab0KuXAK6lKp1NXVpbXmjbOtra0r46GuZlpdKqhXU5dLXemj3oWLlYBPgS0QlEro7QaA1S9Ws5JKsWzoi9LsY0U1ZdczeHYQQvQrYUs1RZSWn/vWP2pJWJfGrFisWhlIQJlar6iAmQlY0BIQ0FAA6crsnU5AKM/3QgOmkTAAS1p2owUNBIEquZmWVgShIaQKNADOD8+pzvnMbPseONvUMje47AMwTbNYLKZSqUGDBqEqt2itV7Y4ExBAS4DYJEOVMlYagDagJDz0dnSmwtBTYYONIAiwsAObbw0ptNZ8h1GWZFru5KLayH4rdqRu1WsYrQz81HiJrq0ruH6e5upgQ+i9NSOhropbvFqJ6r9Lc2dH9lPwqNGQAKmUnbAgCPB1EGpYpg0V+m450dQAoWFAkyatNYVRBnsAnAmGd3Cvw3teIfoJbzxbCwPSBCyRL/nJpC1tCwY6e5cQCaEAAWWAoI0q5YTgUjoQUSfIyieQBAOw9Gy/3JywyomkTsseK9PZm2vzfcNKQBOnPw8MKGgLcmldR1RsWxU1U8DQEhqCJF9HGDBAggqAJhjQBjSUhBbKhDnAUqkGwDUUQkADBjQgFWBAN8DPaC3DENCmoU0g5XlWGMISIeTSfiNRLYOpAXB1IrEeKtgSoJEhkdE66ecMFUAIQBI/QVEZ7QRtACYBWq59Ac2VY81IKAET0lzuQ0QNExICkBIEGBLgxyElyILQkIZMCgkNSMtONJlh4JqWAejBwzKdnSVDBBAVH0fk4Pq0t7h6YNbV2kjCMMw2ZSmJJX1LrLStBZJtDTCRd4tSAB4gEabgQSUBGwCkQbCFNAEEgKpUe0sABA1TazOkVNo6ePdhW20zQVt2uTxo2BAxbrwhBcqulUqFQBmANAUgoSn0LEgYhiIypCEUBOAZCLRqEhb7ZLWBADBTVjYNCjqkoTVgkQQhhHaU22CkjQEczRqkwKPTgCOggQQ0gDKkpd1BYX4MEPZ0g3QY5Aan0OqEyOUo1dRLqklkpYIpQCGExdKThiAYQi8dVwNJRQ14aMiXNhVoDvLoWYTWUdI2XQ0edoHgkps6BWUqAyFgybWp4LdKrBkJxSeUEJQQqPSe6N93otqtvEL4KjQNaVh2SKHnuZ4fAujN9bY0DVujJg0oLIIsIZmWNoEA6XtQMElV7L8GCFpBEwRVXYIGqnKkgeoiqAU0QAJSUXDEiaegT6HbQaBNS2B4C0AwTATaJLKEgmWQ8gwvELYNaFUqUzpDMFgCUYA0JIKKaZpdsmnTEiU4S+ZVaiUHlUdlG+vBpqVBlfIjvCxLANAE2SCtXUaOLI5uGpduhK+SprnvNuOac0DCFlAkQACLfkuXForOwTxcH4thcuym3zpgUippIpWCpkBBGJWHqCqtIV7e1/kayFgzEq4V+jec+zUMQ2mYgBTCTiUT2fTQYr6zqXHEwLdnxVihs95QNITQ7CrDBQiD3GAIoclXcH0Im2dpnpU0ZDQ9KQHDBvqVBtcQrrZKAou7Oh56ZPHM98Y2tBiDmxqmHYJNRqK78OZTTw8fP374zlMAH5oQGjeffdbRp5wwaLttQihH+1nbpgq1JZ+d5f8kYVSqYYtGjEhmobQhAQsg2DWKw4BDAIANCMAmAolUqKD0pNTgUuvoLYwGdLuw9G5tm5SpAEUAhAqEAYOHu7lUlIoMDuuDgRIBhRaFw3pVygwRaohyWSXtTIIEABhACkgAgiSk4EKeA9CKgYVc9o+hAZ1M2Fpr1wsB6XmiL6dVmFkwr7h29QkHAkIIKDpk1JDdBw1l2W/KsOGf23qzbQYPASqjxYC2oSsikwBE5Rl57KchiMibGoRQEotKfzn9nNdm/nu7Iw9q3nPSO0vm/un88zBnLlL2grff7H3nPygX0dcHz8O8+c7c9kEtDZCBLbUJ5eRKRggLoaHD6uWIrbGbNbQeNmXLbQaNQKAAwABMCAJUOOBuimpoFAEWkKg4ZigtDPi6zdGtJdXqKQQCOacp7yRKHnJ5OF5KSiMKruIVvBKAJSpnXPfK13JtFxBZE2GAuYvFnE4ohVQynU5gqUYPCxChgJKQkgZAIcR6WQmX8lwAqFTnhgRsaZKUWsEQGDl84pzyIs/N0sB3/eqgsjAq7D1otJMrwHNhGxPM5I5NQ0ZLG6R4VjFq5oyKNk9gaVGgWvaUbVamiQ8+7rzj4S3HTdjqyu+izQLU1CN3Wfi5r+DPD+HErzUW8+lcL8IQCYlSDpYsLp7f27fEbknYqcaUzCKZgoJFCoYJ8CwgEGqEcpSdHkN2S1nBcZXRZFSsqNocaFchATwwBbSAUTEcVd2AoU6RMHMlwTVGNVKO3yQkXB/SyAhTQEPIQJE0hAKItWEAgIQUywgSAwL2J5m2HJtuSLFkLDVpsO1WAHZUxE8AkCv0C3x6rP+gCl4aVMnJA7AsBAGkwHbb7TV58oGNDWtZqXcgIISAxpCyN8L1UO6DXzZ7ejPdvdTTjSCoSKKkl6p+NehfetHE4lwXNh398cz3ttpmIpKyB+JjOJDBF7558tvPPInezm032yTt+yiVEYQIAZlscnTLiKGZhgbX98B1jYulir4SSW1hAIVmGHpeZ7bgIJEwLMCACglag2jA+1MDhFBUTZsRc1QAQUgltfL7nAKMEAYa06kUAa4HrQVpqBAawhBRQDIXUUdV3l4PgyGgACo0HF+UHKgAOoAKly7RrBQaEqZgDXwg5oQBXwkrD6VmVuNyoqlUgr9WIdwQPV2ic5FYMB+DB9djZlgZVDgCCCAgAkgLEoOAbBBAhFUSAqQjKRRYatcOUbEjO4APhK2DEOp/z3hn5+O/Dko2wM8gCQphivaexZNb0gu7Fj/1wKPDHn6snDASrhrVp8yuXgTC9T0rnQ0hCaHVkqnsVGFOsryrdSOhsRS0KgNac2y9FtogGnh5rtpPAKLBZACGdgSllEaCnITqTfitKQUKdNqkxT6KJSiC5wMSCZsFB1UjilK/SwzYXUggLQyQUK7rIYQUMIyEMCOhhs0xZQMA0hoikmvWKdaDONoPkqcXCVnyHCkyiRQoRF+vyveZmTQ7mjYYkM4EYaGUR6EHDSagGwjkOlAKhiYhhdaVUSKruo2o+CYAcB1wEwggCZpcZ+jgIcgV4ZGVMgGJQKO3t2HIINgJ15JfO/nktmO/CgQwkljohN/7trOwIzl8Ox+WhiGFAQ3oEJb0FQnDsISGKRHolGG2wbJcDd93dQBpWQkDSoPWS6SRYGcaEpUgKk2AME0YLkhRwqTGBCxABKGhbdOCMKE1LBtkAVAKHjQMKfsxbuDFUQGtQs+AzmRTCH1QCBV4oSutpGVU2yDB4VHpalz+Om/Selp0aEURkclE0rYAguNg0KDNNBpzfeunOWuAdNKGUJABpEJT1inmkrYJWXGsLw3Z1pXAPA/Q0ElCMoTpw/aR8eQghTZoITMTt94OM2ehrOFKFEOUw45ZH4/ebAI0nHS6J20jaWJIMxqSGNz8vldKjRmzoJAXsG0yzR4PPiAsCAnTUkK4yocBqACGyEKWF3TANJRQLhCA54UBlueqcYus/EZCsoreWkbRdXr6eiGBhOWrsFwoIpWG1oCAENrzDQOmIVfc0AFuPgGGaUHAD4NiuQTfh2VaqYQwQQJEGhKeDweeBvSArcnrT/IjEenxQNVIA/5MACKpKR2qDUgnrEAKbQhIBamx/Maz5fYasRJRkUcZGtDSgol8bpMdtn1lxnS8+jYciTCJt9772z9e2PxzhyKbndXV3SkEGrMwLbhlBP4i182VnNaGocTCQWMSAISMNChtCBiAKWAIU+uE0gBICFpKiQF+vtU9pVRjowGkAEIdoOzBTowYMrQl1YiSB1cPbmwzTRPFAvoqjgppmqixdiwbtbQ+bHSO9iExZNiwIUOGIAjg+xoICL72hSGhkUigAQkDSkiQ1hupdTRy4EbdWnknq4ZgAQgjQWSHagPjoEBoydCQlWnQskMp/eqOOAGOyyMIzcEJS9kpNAyQJQPAAAIgD7QNaza+csTOmeSVF148dNiQvo5FbSMGH3X293HQPrCNUmMz2oayhIbGIejomDR5JxkYBkyHQgU7bUMFkAZUxXxf0bBhApYhiGSoQTAgqp58IYQx4ONYIhJ5FWAKgGBANskETAUzo3tcu9uHTkOFlqtNacG00NoKwwSECpQiISwhozgHghDV7WADDAUpZBJOV18+5/f1jXJd2LaGCEgnpRkgVFrYoZGVgR/6YcIQtjkAKuEAk5AQrRqyhl5iKQEFSEAYkKZBQnjBgDZnLSDJssmwEQiEAralhAxUJUDSiJaZmmncqNnxzBZw3loZAP9eMHv75nE4+sBzDt8Lvo++Alob0ZqAciHsM392JYeiwivCcTBy6FHn/xCbjCwozzayYGdHAqEQGsQXIqok0iDbEAShNHSFlYLjB8T62DTEznYdkbBiIyUoAWGWS57fW0JgIACFKHgeikUoBQGEJKS0TREutXfwzUFweMrAS9MCEplsurW1kO+D48FXZClbGgZC3/OTqbQIgICSlul6rplID4TwuB5WQlUTssbdymZoXfEoCUgDhiG0oGClG9brBAEyE1rY8ARCA1ZaCxn4IUggrEZ0SEASicrYs6HNaiSXoZCWIAEJBMDYkZsCgBEgaWlfyeHNsGwoEwFnLDDz5ZKZSaGxMdWoRVmhdSQsLRUIfhK2EQAmpIAWkZubSSi0bRIRQg0NS1ciaiTvMRvw9UQbkImqgVQBBkexaYAIDY2ZIYPS2SaQASEzQ4c0LskjlYRpqDAMA5FIpUEIFQlTGNBLfYx8BwPceAOQrouiuyR0CwbQ1AoypK/IMrTrpBKJymxCIUKRlJZfLpnpzDrn4XrQCfVyvipZNSZWYbCbVm9wJISEaQtpwxcIJUxbwwgCqvgBFSrBVaKiAy417RpVB4aGII668BIwFy5ZrJKJAqhkJ/uSwjdkqVyEnYIwoSAzGd+SZaAAiRQoLLilYtq0/HIp8AKYgAdBMABDwdDV5AaGQMIkIigNLS0SZqRlCQNrmMtrLSAIpkKCKn41/gymgG0B4awlHe25PtgGkla7U5zX241CAZYt7aRhWUwzC6ISLUOoDgxdDaAZSGgkRRJkWCMH+4Oz6OhA3rW0aRMsMwUt3UIZkmAQSgUobZvJ/tur1wUGeiVcdlM464QE3jCyzCxtCBI6rM/e3VVBSFvChAcEPONLFWhoWQmFMQAh1LKxMQBcASGQqNwsJJANRCIM0s1D4YUNCWNJ9+LBrW2AtJtbeBti4IRWk6mBsnITRhICZMikKQHdkM5q3iGUqqyrvJEKWlaEDNMAAEXQECRMNuWtB8NG1SxcmX5MDoYSIAQSVuihNW1uOiIc0gSbEATG2GH2nA6vkE+4JZVsVRAmIYpQMfiMVI1LEXrAZxAF5ELI1LZXX7qt9tC2RcWsXNYwgHIp2dAEqWEINCaxpIBMC1LrfuUaaBJKVPazhUJIGLJqRzM1NPstNMd/SR+o7MwHKrPhso4NftRSLCPZDvA4k0YhYedtG1JBEGzbNSwJUdkjIgFDEmBARMEV/LPKi6rrWQAJOwkNaAVpun25wa3DoTQ8nzIJpWFKCMNgfarBSBqArwI7nUEY+IWi0dAM6GK5nM1kOXRKmTAE4CtoAgkhjJydydnpJiFAyiBTEkABqMbrqgClAcCUJGsaGS2bhMq4X/0uFYCQFUOKhskJTwRpARcQIjB32e0bV16LzbaDVrBSB555Fk4kNDfAJh+htFMeAF/LUJhJsfSEjHWqEC4dLFR9T0Cg0dc383e/fun1h0OlRo/eftIu+4yedgREmH/s6VemTz/ghz8gWAKAHz5/w/WTt5/S+LmDYa1jFg4sCQWkrGxOLXKYHkQKsAgIlG2YmuAQUjDg+t0qAIUVSw4BrgMYsBIoloJ0xpIINEIVwhSWKS0BoVwYZm0A/qcFp3hbZjuFKUtDh7z59uv7ZkI0AUItEHIQBJQHy4MlS5ACMh1KEwhNjvyQBlC7g6hyuooMbgA62dwCAIaBtCV4GSOYGUFAtvoTw0gCgGnYDUmClICdzVZkYIlu6VsQLVaI3iJSSTlu/B6PPg1hwDChvdDLmckEVAiSQCpUytSAEugqIZ2C7etsWkFGi6UJGARoDaFrzdefCIIMpDR4h52GqSGkdqAD6ABhxlAoG7AGfXD51W+/MyN08rt85jNjDz4EO24DXwXpVB5eEonGpDR9CAIJqWQl2s+AhK7OdGuC/mRDxYOiAU3aFFCeZ1oJaCAkdHf9+exTt9x005PPuxbjttEvvHXtFZednCw37rd7Y+8i5+UXYJ7pEqWKClqU/v1qZuxQaK8ai7HOMOCGGUE8ty2NISEBTTBN9BXDbDbluEgksOmmQ5taFuXLIA1ScF3YKZBESEhlrJ58LpU0U3bKMiUbsp2ynzQsGOtyHeQkmQDCMBScfEnrKWecPuX734Hlw/UwZtNzHn4CjSlkLMgQwjQgJQyEkseyxlIptXr/y76oHeK1ba9xN0TNASrLQm1MHLmBsKwUpOsuAVIwrfn3/e2j/7w7/YXXRowa0zpmxD5fnWZuNRLFwl+v/dUOO+0yatfdzIZGkMacOY/+4uZDvnkythoZiRU1VwJIL7NyrgaWasLVDV2G0IZAAN2regels+jq/cvXvrn7lw/94vVXwvVzjzz29FXX7Hf+Wdh/Rx+uRJMCykUnkUpBQxgIITW0zTPWmltH+x9eFch5zddaw5BEVHlOrtvzn+n53oUTb7wWyUFIpOWee5yOM++5+cLjdxiPYtdQW6JQTDW0gSQKvSNNMordy5qO1g0G3jpa8dGngFR1IGoIqTUaMrZXhnIhJU7/zn4nf2u/saMhgJ5uNLWiHMDxik2NSYAaGrMmjEUd/ohhNp8ylbYhOIWUta7uYmm2zyjQRAAjh+HRx2c9/8/Z777fkm4ZOXmbTX7wLZgmBKB0ErJiFTUqAZADCwE0WsrxGoTRUEwA0E+/8OGTL22+3dZ7/u4G5J0Pb73vXz+5fpfvfgUTt7T+0962yUQYSSgNx4Ef/OfNtw9pGwTDLBfy2Ya2aLdORZgmWfEQrOHMxqusISvGqoSUppQwmksL5pf+9JdxW201+KxvIhOA0DThhOHt817/4/1TdpvcYmUKkK52W9KpauTo0hNW7AbrFKZhEpRhW9VIQ/H2u/+Z+tm9kAzQQCoBI0mJ/Xf0ry6icwnSMsiaePMDjFDwFRbPaTYSy3ra1hkG2nSmgZCdVjXJAB2Jku+rUgGGxiUXvHLqN58cMQzjtoCZwlPP4NKf/iNfxO9///Btt/1Rwyy6woBR6MXVP7/79VcXdC52QQiDAFCF3JKB8CVxljcAELL3kYfvvuWmLT8z+XPXX7vrOd9t71r8hx/+GLnyMhFhBiBgA4kB7lAF+ICvFfwQOoESnvrjfaM2HT3q61/C4DQmjN78a1+xy+6Sf76BQjjWlanOPLoKKAcgiYbmRKDg+dDUkM0K0lGiAxLVnSAGlk+JsApUo9YqduLK6UIYGoQgk20sL+md+NlDoPJ+ygjTBtLY+sQT3vznKwjIBJKgZpms3BVVtynXtmrNDaTLWgIr4KYRQEQyyjFlWV1dXYHyQT7M0EFQshTssK9rCewUhHjn3Zn333LTTWd+/4azvvfkr295d8a7oAGJa14PJPSquYCijnaBcjJpWAKmxqsvfPzC0+/+9o5F/IOuLpr+9sJ0CnM/Ls/5kCiEWzTJh6Xx6ENvkraHDE0CMC0LMBqa2gbWMuM6v7/x5uPOOBVfOxjbtWDKqD2uOt/5eCH+9W9Ob+EaKFuVLeWJEBkFc4D9yz5gZNKwAalQChbPnrv5tP3R7KsMkCCMG7TpXjss+vADlNUQRyHvwSV0FTGvE++816okCg4KJTiVpOYh4AFloCRQNuBJqDXpTlkjhyyNcQkBhRRsJLLvvzEDrYNgyRxkFzQkQWmpBUQCvWUrVCkAjkaN5BERhreDrKvuDFXV/cWbS1QIIRqzDWbJB0m4ZQuh9nIARg0Zht4S8uE247Y46qarvv2320975PcH3njN+C22QlltjC4Kqvbn0r3ngC+gQb5p2UEJzdlhUz6zx5233n/oF04bMhg6FMIY5AXw/YyBZgRoySL0kJRw8s2eC0UIPBhSE4WJpLkO55FacZTTeMqenpRlY7utkVQlS2eSSZTMYY0txQ/aswfsBsCp3ltSAD6A2iIB6x4ElEMfpi2S0vIIpAulPEYMzsFtshrh+7BFcrOhc15+bjupP37vve584Z//eCLXnM2m7UTJXbSoA4PakDJhG6jmhotC0AGsaWcKglHdO1LzKUCS4IOMdEMW/3kHX5yUgDZhAxp9eSORBCSSKeV4ZtqGiFInaU4wx2EQ+lM82oo0G4X1imo+ciFBBKqsBttts+1zV/91u5MDpO1EyUsg+fG9DxlmEptujjkLyZNIGo6tEq6SCTMnJBpa1khSWE2sn/2EoZBWNcS+sjBKQcUCmpPQKO2+y8hU+guX/fjZy3++j+8hkRgUKqRTwwo9+pWXMH48+rqhChg5ZIptNhEhmYAQEiIzEFoYEbGFJgxDv1xStoGmBlgGYPmATcF220/u6OgYX2PrDoCkXEEw9zqHBmzTdkAOMKTRQIMhmjOd098Zss8UaA1Dwsa/Oz5a3CzQoEdNmjBslz22+NLnMKQZCDFr9m++dz5UGb4MYFiZBBRM1GZElGvsIq+6543IQyory5mAAYgpe+3dPrd9TJ9uzCr4Gq4oz26fMGVH+B4aGm0pQzesSv4Vh6rGMkLpOpnQBCCF1NVNBEIIGAYERm47qTXZ9PHlv9r07B8BCbw6470/PP75L30ZKRsOEmYaybQWCWlL+F4h25iHbhyAjKkDTcLqI61MHyz+ADCDQLW0oNyHUqlz6BB89djhXzz2Tx++s48OECrTtpEv9T39zD+nvz1DyjAsJ6W/eceixb4fCsPWBLes7GRgSJJinXUKV2KJbKSGYUglvMU5IIHeUqKlwS+XbNHUM3ve2E0358BlCRicI5SWbikcOEjABErkJIRFQouEnLDl1otefHvI5J1gA4GCh9nvzZ68355Iig7tDrMITRkELhIGsqnewEHCQEPKSliVFRCfzt1aSxcBQENIGBpCGrAAlfzsXi+d9UP/zw9t/vnPwbD7Hnnit7/77RnXXoVsOiiXrcYW0wBcTuSy9B45tdmnnc2W+73neynb9n0/YSUqj2pw22dvumHmdddfc/qpvit2GDTms1+chi9MBQKMGOKPGAHTCiDhK5hWYcyIvpFDGte1kxDrxVmfAIgQAkpU6lfYQMI204U+pNMw7BIMjBuPM884/bwfPvz14w9NJjLFMtKNpQMP3fyaq44xDSBEbiGOPHI+hFcspjIpkcwYgKsokNVabJ8e/dJCJ5PJ5LgJW1iteOIVHD3VVIaJJuRl7xvvTd71AED4kOAKOWwNsNbGkLBGMIGshgxMKyGEowG5736ffe6WOzBoAnafgqbGvjvuyr314ZTTT4Il3KYULAHPR1MDEEIYhXIJiQRcVydMKSp5/GqCXrSspEpdE0QSLSprIG9rLnlOi53C5HHHXHH+0w/97aGjj88Ic+SY0WfcdANGD0VCmlaDD0gBM1nZO7s0yFgDgCHXRs5ZGXUlkLKTgLY5ItQ0QBq2xNDmra84b+tkGsKGK0ABbAdC4aj9d//i53yRsCFhWQA+97MLqHLD6xjrgYRLjXA1nyRAyGYQ+kgldbEMBUw7xrzvL/nbbvlP29CmhIFUIlEw+oIAloWSi5ZBmDP3Td/fI5sR0NAKfbl0a6sY2LVHyh323Xv6/Q9NGpbG7jthfufTV14/dMvNceDenHgwxWl/tQYkGctErg0ICIKQlDYhLOYL2UQDDtpn5znz3vnHc/+69aYep7j/HvuceuUVGD8OxR5/0xE9benWxgxMgbJbLOc32XYrOCW0NQUwDFSiwHV1CZeVjR9YA2e9qKSai1L3Q7BdRmQSWYDQBOw2ab/tJ+1XCgEBW8DPoy0LSzq82dGoTABKgKB5U020oWmg8lRFpzUlLAuGLMDWMJIp2BWHttaGJJgEaVd/UkZKQaeWS3796bG+9hMS75wQleguSkBDaJgCub5OYRZTTVlY+O7Z+3//pH9Z5nZJiVJXQpWT6QRIoTEDL49Rm2QzmQwU3n8H9/zpX5O222nPvYxBQwcyH0YCQy86o3zzb5687c9vfPtHQ8aPHbPd1ttecQ7CPKxBSaCShNcADB2gMqgGDiSgDTgGXEhjaKvuy8tBqeR5x2/jBtsYKXghUgnIsLfQ2TCoea9LzoHSvomyDpMtTdmWbU685AIMafINI4+wCQmTgLCyi8+UqNQsWJNxrwAPEEDaqKrnBAjJ0S455fbKsDltNgsbpg0BSILZCFt6kAFkJdhJINRKQ/CWqGXk5DUnIf+0/1OonooiPTOKY5IJgrRgcOZYUXX8GlIC0ozkBCCtZSUAbJ07MNfx+ZYF9X9jQvDWMxQKUD6aGrDdpHENjb6vQLL34MOGvPTlbUu5VLmEwYMbRg3LGkD7fHeTTZJmGoNH5MhYDNl48633nnziF1/8B2695aMfXbDZAN6AJdBobHriMZt+6SsH2inYAsUlGJyClQJJqOpeIc6PHiUgHTAIwNDQji8zwoRNzY1lvww7YaRsq+TKlgYY0CRa0qMApUQYmtJFIpTgZccePQoCAaSCpKipuhpQgbUZ9yxDEofTVsU1DWlAW0bKAEqg5pQABTANGJIHuAcdVANgAQhD0sBlhlvhTVUuLHxhEZBkabjCYLO6zQBAVU6oxDMMiMYxsNWzqptSKsHCAsuq8hqk4bqQSTihl87kgVQpnzUFUikoDZtFV6kBB4AblGyLyoFhy0EI8PwzuP/+p2+4ZT9jAGcSDSiQhhPoYkkZhtXaFFAITRYsQCgTHqCABGAHgJawBjJztAbKgASCABlBpnIQlhH0FPrGNIy0IHo7ewc1NAAmfEepstHSDJEIgWJQSimd8CVUUG7JlCHSMFOo5iaWIKEDKAAWjNWfShTgQYOLxmKpjYeAwPddg3oNSIhW2AnoEJIQJEkrCEeYBDMBmBqSAAlPhABZHMUaGoAkE4GoNdl8MthSDVbPay3VAtUNnxqRykCahOyFNIFGH3A1AgkbfgMcIAMYVStiMloPxUaZbU1XEo4t67QBoImkITwfyQZogYZEwtNmEBYaGhMChmTZQMPzdSKpvLCYMJGwAoJIWY2FEgq9eOb5dw77/H4DagghICDknVJDupHSSQHhQYQCCQn4AqLi6a6YhlQ1/HJA10M2bEkLuULQZgcQNhLDG0YChoJsHjIYAeABZsbIpEAycJSVMrJWxjQ0lIZlh1AaJmoFs+p+SLmGXoGK2Q1AbaAZQQC2bXMMbQjSgAdJIK3CpGGZEBakZnU6hCDArgwQWeMdVKJGelxr1CyDK1xtKoG+UoP7R0gNGblJAmgCLAGDE+APjOFtPUTMuECpv74hAmHmIHuSmXx3bj4/gUJ3S8YabsDzgoUCjlty8zk3YUnyrIQcChoqadTiBY1uKSUU7rzjxVFjBu2z/8C2XkDasFKUsGGKQFuuSpA0YBHH+OulAdAGADHgeT6VhNuMkgEKPTSmAkgBQ5dLaddPktROGAKK7ZtKu1KWpZRpQwmUQ00kUSwDwldKwpSVnROVPxMwa29p9SAIhoKpYFSDuQkASWgZeKGhZcaXTaFhhUqAsjAaRUpoCRIWpA0IBc68jeV7TlR3TQ8AoqAXodGkkQFcU3sZQiMhpU2gATBCCM1NCAy26ssVJg1cBxhwHQaVoFdVeV+5Da11CKiA8oNashK6u9sb1IJiDgDSVkIpP5WxG5uSYQBhwHMQuIDGkEENSQvf/tbl78561U70PvH3uXJAxz1B+yqTyrglN2Ha0rShkS/lJAy+FwPSBiwuySTFANtGQYAPlBCKpgRM09WeAdmcajZkIsw7yaQpgZ68CwvImPnA5RGuFJKmFAbQ1AhDmhD2ih68Abk2RdT0MktMZSeSgGXblcfuqYQwEuz8UxoEhGEY+DIyxFaTcVR3KIv+3uU1gez3q5q1K9rHIqNjqbINJADKgG8ABgzoKPawZnMAccKkgVDeBrqichRP269zdM0mWMk7DPn+hIg2qZtAVYgVUKqyX6ZUxpLO7lzBAWQiaWw5fujArj+1vmwCAMVGeQ1wFXpoAWmgWplYDGBmlOpkVolQDYVGxaJYiQqsNLbaztqdSQIVK4qSlc8FltWaKgxak5G/zM+rL6Mei+ycBmipG6Nmy2KNhkICiIqikgQqWtyaGiOXCT2oad5y75axRYVC66UhAzL6VomKDgmA4wcG4tnWuaz56sP3fdM0pZRa6zAMlVKGYfAn9W5ajBifChsNCVHd5rd8IcEYMTZqbEzLiBCCiKIE2FzRvr5NihHj02OjWQmVUkIIXgbjxTDGfxM2mpVQKQWAecj7/erdohgx1g02mpWwFlpr3nbEO4/q3ZwYMT4VNkoSRtBaxySMsbFj4yZhjBj/BYiXkRgx6oyYhDFi1BkxCWPEqDNiEsaIUWfEJIwRo86ISRgjRp0RkzBGjDojJmGMGHVGTMIYMeqMmIQxYtQZMQljxKgzYhLGiFFnxCSMEaPOiEkYI0adEZMwRow6IyZhjBh1RkzCGDHqjJiEMWLUGTEJY8SoM2ISxohRZ8QkjBGjzohJGCNGnRGTMEaMOiMmYYwYdUZMwhgx6oyYhDFi1BkxCWPEqDNiEsaIUWfEJIwRo86ISRgjRp0RkzBGjDojJmGMGHVGTMIYMeqMmIQxYtQZMQljxKgzYhLGiFFnxCSMEaPOiEkYI0adEZMwRow6IyZhjBh1RkzCGDHqjJiEMWLUGTEJY8SoM2ISxohRZ8QkjBGjzohJGCNGnRGTMEaMOiMmYYwYdUZMwhgx6oyYhDFi1BkxCWPEqDNiEsaIUWfEJIwRo86ISRgjRp0RkzBGjDojJmGMGHVGTMIYMeqMmIQxYtQZMQljxKgzYhLGiFFnxCSMEaPOiEkYI0adEZMwRow6IyZhjBh1RkzCGDHqjJiEMWLUGTEJY8SoM/4fNsJVfZSc8bsAAAAASUVORK5CYII= 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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: CCCCCCC#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: CO[C@@]1(NC(=O)C2SC(=C(C(N)=O)C(=O)O)S2)C(=O)N2C(C(=O)O)=C(CSc3nnnn3C)CS[C@@H]21
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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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: CN1C(=O)CCS(=O)(=O)C1c1ccc(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: Cc1ccc(N)cc1C
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)CCCN1c2ccccc2Sc2ccc(Cl)cc21
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: O=C(CCCN1CCC(O)(c2cccc(C(F)(F)F)c2)CC1)c1ccc(F)cc1
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | iVBORw0KGgoAAAANSUhEUgAAASwAAAEsCAIAAAD2HxkiAABNTElEQVR4nO2dd5hV1dX/v3ufc+v0GZp0C0UEpFheG2m2iK8lxujra4rx1Z9RYyIa25uYYI8xxd7S1ChREmPB+FpiRBJFIIBRAZEmyMAw7c7cdtre6/fHuvdwZ0AcYOASsj/PfeY5c+6555577/nuvfZaa68tiAgGg6F8yHJfgMHw744RocFQZowIDYYyY0RoMJQZI0KDocwYERoMZcaI0GAoM0aEBkOZMSI0GMqMEaHBUGaMCA2GMmNEaDCUGSNCg6HMGBEaDGXGiNBgKDNGhAZDmTEiNBjKjBGhwVBmjAgNhjJjRGgwlBkjQoOhzBgRGgxlxojQYCgzRoQGQ5kxIjQYyowRocFQZowIDYYyY0RoMJQZI0KDocwYERoMZcaI0GAoM0aEBkOZMSI0GMqMEaHBUGaMCA2GMmNEaDCUGSNCg6HMGBEaDGXGiNBgKDNGhAZDmTEiNBjKjBGhwVBmjAgNhjJjRGgwlBkjQoOhzBgRGgxlxojQYCgzRoQGQ5kxIjQYyowRocFQZowIDYYyY0RoMJQZI0KDocwYERoMZcaI0GAoM0aEBkOZMSI0GMqMEaHBUGaMCA2GMmNEaDCUGSNCg6HMGBEaDGXGiNBgKDNGhAZDmTEiNBjKjBGhwVBmjAgNhjJjRGgwlBkjQoOhzBgRGgxlxojQYCgzRoQGQ5kxIjQYyowRocFQZowIDYYyY0RoMJQZI0KDocwYERoMZcYu9wUYDL0MbbFHlD4huhwjdscVfQpGhIa9CgJ0UWMaWgICkN3FJjWgAAlYe4AOjTlq2DvRJX8BgLo8ZLdny4rpCQ17FQKwACr0bxKAhBYoyo/VJwqH7SEIoi1NaIPhX5biwK/rqI8t0y67+Jiy26IwIjTsVWzVJ0PFp7YquD1AhUaEhr2LT/CNlnhGtzim3Do0Y0LD3oVgb8tm45MAVeIyFYAl2F+qAYDK75s0IjTsPVDR4RkKSxcVqABVDFdowA5v/XJ3gzAiNOxlKADFASBrMgAC4J+rVuYDJ93RUVtdOX7kqEoR04EftSNlvlwAJk5o2JvQxUiELvmrgABYunJltLp6//EH9Rk40AM0YO0ZCoTpCQ17H6EfVBY7Rg0k6+r6DxiSAKwYLCgXnnb9yliinBdaxHhHDXsPCloBBFiQPPzzARdwgd/934vKEoHy9hs88HNjD0kCSWjyPWHHyz4sND2hYe9BFl2gNgqGaURACwTAPv33GTl+TJ0VtQEBZLIdUol4RbK8F8wYERr2HkSYkK0LI0IhIS1YQEdrm0WFA2ygpqLGDjRUsCd4RfaASzAYeo/NCiw+IhoWEBURG5YFONCatM2HQW4luL/bMWNCw14EAdDQAMnSPDVloUMgD2yE8jzngGhFDRB1CCBEJclCPGPrY8Pt0kdJdo7eyhSqrWN6QsPeBUkICakR0a4dKFtDw/JRDQD4zV9e/NUbr6yC7gQQFYDkxBkqCW9QqLuus59CE3fztio+Sg7jJ30gAPyeSdiI0LB3wXe9RADlgRQUSEPBUgCQ6FOftuVGN+8ADgAbEF3Sa3TX0wCbp1wUHqU7w20qOWb7MSI07IVwd2Tx/S0AWeiUBvXtbwfU3NYaAEFxdoUoprPJYlJboZ8TxYcs/pVQEsQPq+jksYrvJMIWoPBMpGeqNN5Rw94FAQLFaCFsFMdpFjQwoK6PpXVre4vaZ6gOpzgBAETX2jNhGuqWMy5U6T8Ail2ZKNmwUNI9fhpGhIa9EB6pxbDZOuUhW59ERQJWOp0OUJyBj5JM0+6C0QRJ0LrkKKu4XTiCz15Sq0aiZIgYmrLbxJijhr0QBRCEBUAXeijF4UHYtdFYPp9NAxAg3XUgR2FvpkWhSBRv6OIeLYoPQBdzUzUVM3U2d5vUdYi5TYwIDXsXBACKb+xCd6RJIgAsoBboE6tUrtPupIAS87GLDrVVGOjpCDQP7aKgKMgGRYobEmQVlamhCTrsM7tdzKdiRGjYi+hmUhZtQo4ZWEAFUBuNCV/l050AwB4XFovo+iqCIAiCRYWxpQ1hA4IECBZEBKLojukSD+yiw545S40IDXsRJWOwQoU1FJyWMcACosCgmrqqaMxNp8Pp9mGor/ByktCAooIzNBDwBTwNV8MJ4ANKIBAC0oKE1jakDSkhNwc7QmerEaHh3xEBhMGJkn0SsIEoUBevePGpP8z41W9BGiUzD7tWKJWABZLQAgrQAiIGKwo7oV0fwoa0oEXecSUsCen6Xtglbkb2VF4mbc2wd0EgAQ+wENiaQIAUJGwPCAABNGe84aOGw0LrilXV0SjHGwSkFcYVWJduACkh5eYOjb04NlxfB0Fgx6LW1kqXllQ07V7t5pMwIQrDXgWJQgmZQpgeACAItoDrUiQm+lVG40o4zZuaN22sGDxEQKBbp8XhiphdmiujCb6ETxACblRqO7pxfePKVR+m2tqrEsn9hg8fO3rk5hAFsF3VvY0IDXsPVIyk26V5ZASQtkjagY7ELADHHDxxzpzXF8+bt//gwQBt9qxQoT4392VKwAngaigBYUMAPpAFBBCR2EB+5eBBx3zmMxEgUkzQ6doH9hQzJjTsPYS11TYnvECHKdcJ27II8PCZSYdHXPW3v85GUTmbHSgCAJRAnuACgQ0dQWAjD6SBNqAT2ACsBTYGbtqWGSANZHyeFgWgNCzR00Ch6QkNexWKuyMuKVrsoLjomojwCBFHTTxEaG/J+++LUidqeAaBAAgkgmJpjDzQBrTncx2+s7xtQ8bJjxoyTMUizRs2NW1srpXWZycfUnivrqlwPfSOGhEa9mw+aVFBnjrIGdfh+i9C0uZgg61Zg+E6MAQ3p+NxOXLkCILu6OjI57KViYpub8HV2ZpzTnsuv7697eO21uZMptNzXKLA0hS329tbk47TEK88cOT+Y6r7EGhzuSgRLjujwzf9VCka76hhD2az7LQinXOdRDy5OT3a8yCjEBp+gIgNwFc6b0ctCxHAArSGINgA/OKwLyBEBIDqRDQT+KlUS3VVDQjw1QcrP3xr/sJ/vPvO3MXvLHj33WtvmJ6sb5DJRMpxcoFK1FTVNPSpjEcPGjqgX02V9oOWpk0VdmTEPsNjgADFSmL321tm3/SEhj0bX0NK2JKEjMYrA5CnvFxHul9tPQGWlNAaQkBKCEjbtgGH0JkN6ittW8LLwo4CETgduXhNEjEBgc50atIxR7w1763zL7wgovHuwsXLV632AZICQkBIWCKVStUPGDBy1IF9Bg2qTMZjgAaiAJTTIGJB1E9WVEqIBMiGUFByJ6RkekLDHkwx78zVUFaJt2XzDD4Q4GkNudktYhfieZAAF3dy8+qjtWuWLV86529/m794wT+XvtvetAkCidqaiOtnO3JWxNr/gAMOGjf+wHHjJx/+HwcePL6moU/EKizo6xadLjYQK3ZcPrnQlLTiAtBQEVjC9ISGvZDipHXLggJ8YGNnR6ozY1lWPp8fNGhQZSwqASVluOCET1QrRAA0rl3/j7fefv3VV95dvGjZu+9LkOfm7ahlWZbrOv0H7dPUuGFgQ78rvnPZ+HHjDho7vqa6RkMSSBGEEB4VCigGQLwkHy4M3UdETFiFnV0UuOVH+DSMCA17NIEPK1oQmANsTHW2taeqG+ooEhWxaCcAQAFNgZfxnFRne6qjNd3Wlkt1Cl/Ne3vO//3hCeTzUGLgwEEjhg2beuyxYw8cs0+/vp0dHSefenIfGf/W/7tYAYDMuU4kErGkFeXEN4LsOsXJ9+F4rpWMaKGl4GyaAt2FVshB7elnNOaoYc9GgwQcAR9IA8vXfuwof79993WIKoV47+MNa9avy3hOU6rNTia8wLFFABVEtRjct6/qzKWbNh08YvShY8f3TVZE2JzN5hGPwfNrq+JVlTVLGz+KV1UpIltYACTQ2ZGuSCRt24IiBIqIhBUpzADmZFKhheCxI1DIkyvIsIsazcx6w96B56lI3GJLLwY4bnbdho1aCisSrWto+HD5snVNTXYyDiH6NfSJ2XJobc1+AwdUykRlIR+NkhBc64UEXN9x/XxNVQJ2rO/QoavXrl255qORYw6MWhECWRAqCBKxqB2xCiHFiF0Y4wUKrheQsmsqpeiS4iIgiEiILdTW46JPRoSGPZpozCLAD7S0pQQqYnZDTeWQAf2y2fygWOyYQydraTVUVOSLSw5WAzHAg05CCEATosV+SgOxeDwWj7sqAHDoZ49eMWPGkmXL9t1//3gyks3l4tGYbdmQFkgBAmwksrpsghWz5WYjk7QGIKQEIHrc6W0Vk7Zm2KMhCgSCmE2cRK3dfIVtDYglR9U3JIERVdUjKipqgX5ADVADVAKVQD1kEkgClUJEgQgQuD7f627gW5atSI+bOAmK3vrbW9XJChUEyXjCtmwAkBRweXybYBGkhqVhE2wNqQsrAROElCIcFXarEoXCfz0c6Zme0LAno6F9SFtAW5AxoK4i4UdVomRKO0pSRiUQA3jZwUK3VNRBRFqCAFGYKR+z7BFDhwshV3ywHJojGSwkgoAdiRReJwrnBwBBEkL0XFs9xojQsGejCdA2QNARiAG1Nb4fRBHYPLE9LGoWVqkoLosNFurmIIeE0hAyEgACFuQho8bWR5JLFr0TOJ4dsbg3IyLSEJInFUoAGlwbURAguWz3J2HMUcNeSyEbkwRQnayqraqyC2nZunRB+oLNSAUr0iJs7rUIAEgpALAki3bYvsOra2s2bNrQ2toKKXkEKKRUSoUTDDUkFR/hdpdrK63PvaMYERr2aISIgiyQkCQkhAUrLmMludFdpwtxRSdXw9PwNQINpQvPC3iSlAU/KvOWzlvkJmN1+w/zoD9cuRxShKXSRDFWUZxuX5hgX+h7UZScKJbcFpvrjHa58h4L04jQsAdDEsKGtgFbIsJ1zzRszWVghAQkhNycySIBoTeLBF0FUxjQCSrqZfLkyRCYO28eAFUMmFuWRHElQ35Eig+es6uKky26zVvaYYwIDXswfIMHgGbHiSguiyQprGjGNZkEAgFPQEWgYlpFoSJQESgLJDUJDSAipE2IEpJKJEjEPX3c4Ufbwnrjb3MgICxJKPhnSFG4JIVQJY+SaYpheage1/j9RIxjpjcJM4wlD+QpABEoAtLQPE9NQkpYAjJcQM+0g59MIcBHoC5z38OIQLgRLlvmAyhJOBPhhD7SlpDQulCHlABfjx9zkNZ66QfLCIAUpElrbcmS+k1bm6RbUlexwE7+hHti2lo+n08kEq7rxmIxAJ2dndXV1Tt2Et52HCcSiVhbLY7VqygggFaQ0kNcAMigtQUVQ7F23azf3JNuWh+JxPqOGvWZb34NNdWADduG7HFlvH9PSgRQeqeKrR21ZY/UPb1zi5s9Fo95npdKpWpqasLEF8dx4rH41q9HbMX+3AmnTJeL3FNwXTeRSLS3t8diMaVUNputrq7WXeuLU1f01kgkEo7j+L5PRPF43LKsVCq1G67fUb4EIhE4WR9aoKYe7anf/+Qnh40e8V8/ue3LP7qeUu3vvvoaSABbqZtu6E7JAE90+W8rR1lbPLofL7o/9t9/fwArVqwAIITQWruuG4/Htzxyq5exc27RAnucORqLxYIgqKurAzB37tzhw4fncrmPPvqIGyqttVJKKcVKIyKlFP8tfYqIOjo6Ro0aNWvWrClTphx11FHpdLq2tlYptav7w5iMAbCEb9UiQIWdV8it0tnGfl/6AVwHVcnPXnThkz+6ddx/TMGg/loIuee1g/9WTJw4cfny5QsXLpw0aRJ3g3q3t4x7nAgBBEHw2muvnXDCCVVVVel0GkBtbW0mk0HXPpAPtm17q/vj8bjjOPz3t7/97TnnnOP7fiQS2aVXLgFbIJ3ORKs8AVshInKepZ3aqigiEiICy4IVSTU2oaIWSirly3ikF9pSw44yadKkJ554YvHixUIIHsIkEomtJ2TvMvY4EWaz2WQy+aMf/aiysjKdTh988MHpdLqjo2PgwIFSSimlXYT/VUoJISzL4p2WZVmWJaWMRCKdnZ3Lli3zPO/222//+te/nkqlamtrd+nFC8AmVMZjEq6CawNWRQKJ2Ko1qyAUKpPIa//9D4YcsD+UgkYk+gkDD8Pu4rDDDgPwj3/8AwDfTpZleZ7H/ojdBO15vPTSSyy2d999l4jYvPR9PwgCNj5LCe3PLWlpafE8b/DgwQDuvfdepRQPEXchmkgRaZ+og6idOlLUkabmj//x4+tn3X49LX+X3ll871nneG/Oo44MNXdQXlGwa6/IsG3a29sBVFRU8L8dHR1UvOV2G3ucd9T3/UmTJq1atWr69OkXXHBBJBKJx+NSdhk4hQNCIopGo7yTih4a3h+LxVzXJaIZM2ZccsklyWRy48aNbLvuQkhD+/A8xBNwXcyZvfof8/c9/XQMHNQ268//+NtbI8ZPTgwd0v/Yz3iZTDRWDQjEJCwzLCwnBxxwwMqVK5cuXTp69OhMJlNZWbm7r2B3Kr4nPP744wAGDhyYSqX+8Ic/TJkyZdasWTtwnmeffba6uvqWW27xff+oo46ybfuSSy5hWe5CtE9eJ6WaySH6eFPqiu/cM6j+L3feRu2ttLqR3llOHzdTNtfpZBwicj3qzFLQvW837E6CIDj11FMBPPXUU6U7d+c1lFOEbByGJuKmTZuIaPDgwZFI5N577/V9f9SoUQB+//vf78DJ58+fDyAWizU2Nr711lvRaDSRSCxatCifz/MBoWXrOM5OfpAgCHzfV0qR9sjvoM5Wavfp6Vfm7D9i9vhRtGZJ56uvzpl4PN3zB2pKUeB0EnUSBU6WfJ+0EeFuJZ1O53I5Iurs7CSiIAimT58O4LLLLuMDmpubeSObzfJGqEluxIMg8DyP92w5PtoByinCzs5OrXX4eYjosssuA3DccccR0bXXXiulPProo9lM314ymcxXvvKVioqKU045hYguuOACAKeddho/6zhOJpMhonQ6TSUNwfbSffCgffLS1N5K69rfOeO8F+r701XT6KNlL3/zvGfqxtHtM6gj51DQRqqDKEd+QL4mI8LdATe17e3t/G8oMCI6+eST+/fvX1tbO2HChJ/97GeO4ziOwxIlolwup7V2HIelG94qvNPzPN/3d7IdL5sIuQnRWvOnUkotWbKkoaHBtu3nn39+06ZNNTU10Wh0x2xRZvny5fvssw+Al156qb29vaGhAcDvfvc7KmqPiv6eHTt/6RC0gOdRPkctrXTXg38ZMuLVyUfSsuV050+fHjr0H585i56fTznlEOU81yXqIJWiYBd7igzdUUqxZpRSbW1tJ5xwAkcjotEox5Dj8fjUqVP//Oc/sw5D1Xmel8lkwrulV/pApmwiDBuPsIs/55xzAJx99tlE9M1vfhPAV7/61TAEv73n55d873vfk1KOHTuWiB588EEAw4cPD+0NbttaW1t34PpD+fEV8l/KO5TK0MqP3j/8P+b0G0B33ksfrlx+0Oi/DxhIv3uONuTII49IB0oTpYg20q4epBq6wL81/+6pVOrwww/ntJAFCxak0+mHHnro1FNPraqqAmDbdkVFxVe/+tU33nhj06ZNoTfBcZzSVtvzPO4Pd+aqymmOcneklMrn82+++WZ9fX0ymZw3b94///nPhoaG2tra+fPn78z5XdfN5XITJ04EcOONNxLRpEmTANxwww1U/D3CDnl7Tx42kEopz/MKzYSnqN3ZcMfdz/Xvu+row2nN8uDHt/wtGm3/wheo8WMKFAUUuESKNFGWKEMmQrGbCJvatrY2Ipo3bx4nJNfX17e0tLAs+Udcu3bt/ffff+ihh3JqhxBiyJAhF1988ZtvvplKpfgknN3WW71iOUXoOA67SbLZ7PHHHw9g2rRpRHTssccC+N73vrczJw+/oMceewxAv3791qxZ8/rrr8fj8crKynnz5lGJZbIDNn3YNGqtNzeNrk8rG395+Gee2G8o/el39I+/PnnAoEX7DaXf/pJym7KULwYSKe8EvgrIDAh3I/l8PoxaDR06VEp57LHHep7X2dk5bty4hx9+mIg2btzIB2ut165de9NNNx1wwAFsplZUVIwZM+bGG2986623+BjP83rF3142EXLnw3f/U089BeCggw5qamr685//DGDIkCHr1q3jI8PB9HZR6no9/vjjbdv+2te+RkRf//rXAXz5y1+mrqPz7WXLVjAIAvq46e3vXPvjQQf87TsX07r36KIzn69G6rsX0MaVFGzMU0dA5BM5RHmPKK/I9an3hhaGbcB+OCL61a9+xbHls88+OwiCOXPm9OvXr76+fvz48aF1E27wr7x69eqLLrqoNIdm4sSJt99++5o1a7qdfMcAFQ0xTaSJguJGl71ddikipUnpkpeEj5LDFRUenwjbAPl8ft9997Vt+xe/+AUR7bvvvolE4tZbbyUiNrV3OH2hvb2dG6pFixbF4/F4PD5nzpzVq1cPHDhQCDFz5szCR9yJ9Ai2RXm7o6Nj0+J3jwJ+NvloWvUhvfHS0yP7vTJ+CM1/ndrWk27N+q153/OIcmyFukSdGSPC3YbjON/+9rcBSCnvueeefD7/yiuv1NbWVldXH3zwwY2NjSw5bppD48j3/VBjs2fPvuiii4YOHcpSrKurmzBhws9//vOdzMQCK0UT+UQukUPkEvmhhBTprEMBkaLA49vFd/xMxk37pHxSGeV0KtchcgqvVT4pR3uudjR5mnwipZQqzThj+y389wc/+AGAww47LJ1O/+IXvwAwZswYfip0E+8YPGJmjV1xxRUAJk2apJS6/fbbARxyyCFtbW2llv2nwu5QdhQVAoPFVpBjLZ8/7D8GA49e8b+Uyt5x0cU3nfTF2bfeTOkMuQ4pj8inkpaONJFWtOMtgGHr8BgndIDz/eZ53pQpUyKRSDQaZcvzd7/7HWtp2rRpGzZsoBLrZhu3hO/7vu8/9thjX/ziF9mFE4vFIpHIvvvuu2TJEg6nBUEQ5lr25IJBfkGELlGeKE/kkPJJKeWTVhQQeYr16DpKaVLksbo0KU3KV4EX+IEix/W9wOc+UJPS5AfkeEH+kzpD7gaXL18+YMAAAK+99lp7e3u/fv04Oh9KlPuZHRv4hq9qaWlpbW0dPXp0JBL59a9/vXbt2i984QsAbrnllvBdmDBDNewe+Uvnnd3yVMMAEX+WRx99tCqWGFrVEKxv/fszL1YDh+w7ilzy2jr5Sw4NilILwtC7lN73LS0tROQ4TnNz86hRo2pqaqqrq9kRyk1/dXX1j3/840WLFvHx+Xye5bdt4ygIAj6svb39kUce4YQbAF/4whccx0mlUtxA93zE2KUn5N7MJxUU9iryFd89AZFL5BJ5hRtKkaco6xaEmybKFRRMnqaAiJTWga+88J7uNt+PiFzXPffcc6WUZ5xxRhAEl156KYCTTjqJitrj77SL56PHdDPriejRRx8FcOCBB7a1tT366KPRaLSurm7FihWf+qWXEn4KvkI+OUecDj30UAt49O4HyKXDDxhTAfzx149RxiGf2JQwItw9+L6/adMmbhmz2ezSpUu5cZ8wYcLKlStbWlo4c6Oqquqee+7hw4hIKRVubxvP8zhHKpVKOY6jlJozZ06YBNrDk5QCviNYhPzYrEBFQc4jRT5RnihD1EmUIZ0n5Wny3aBgvDpEOaIMUZqoM9CZQPk6FO027u65c+fW1dXV1dW98cYbS5culVL26dNn7ty5VJQQW+c7ZnAHQcDtEPt12trafN8/+eSTAVx99dVEdPbZZwM4/fTT+XiWVlAC94Gf+kbc3LKJe8wRR5JPN155bRI4esIhmaZW8ok8RV5QOq7eykDb0EuEY7lMJuO67vPPPw8gmUyefvrpq1atampqOuSQQwD06dNn9uzZ4au6zbDpueXFzXcmkxk2bJiUctWqVVTiMO9h/LDgHdWbPSubFUgB+TlPE+WIUkTNRO92tDcTbSLVTLqTKEuUDqg1E3RktasKeswSdRKliFqJ2ki7pMJYNt/Z3Dfmcrn/+q//AnDeeecR0XnnnQfgwgsvJKJ0Os2fjRuVHXachGmijOd577zzjmVZffv2nTt37pIlS+rr6xOJxKuvvkpFs3PLbz+Xy7Fre8tnQ+fqmjVrOOb7zNN/amnc2L+6rkJGZs18um3jpsLX6fndNGdEuOsI7cD77ruPHaEXXHBBW1vbkiVLBg8ezHG/5cuX85Glw3uG79JtnDw8eP78+QcffPAJJ5wQBMGUKVNqamqeeOIJtpL4DNshwtCfWaJARRmHAtIuBUQZoiai1USPvv3mr1556bcvv/jCogXLsulNRJuImoqPjUQbiDYQbSRqImomamdfxNZ44YUXOFTa2to6e/ZszmX54IMPQuuRHR47k1NGRR2WfqfTpk0DMHny5HD78MMP3zJp5lMzdTzP4zbCcRw2pL/2ta8ppS67+BILOOELx/J36uadIFRgtzxTI8JdAN82nuedd9558XgcwPTp0/P5/EsvvbTffvtFIpExY8aw+6SpqWnLl2+1Ie5GPp/n9rexsTEWiwkhiOiqq66KxWK33nprmOrc81vXps0lqvTmCf0kiUgAWnAFsUKt8Y1NzedNPSUuQAIu4AI5wClWf+TlwiuAGBAFogAFsGzwBQkheDof54tef/310Wh02rRp9fX1F198MYArrrhi5MiR4YSunawvwOV6uMKFbdsdHR01NTWO40ybNu1Pf/rT4sWLn3rqqZ/85Cd//OMfFy5ceMcdd5x55plEVGqRlibThMZqqMyqqirbtpuamhYvXnz//fcnk8mhQ4cuW7bs3gcfSFZV/fTOX3i+ByAajzU3N3MebLcrNEUtdgUVFRXr1q375je/OXv27CAIZsyYcfbZZz/yyCPf+MY3AJx55plPPvmkECKTyfBAEcWZqHy/cbmGbZw/l8slk0nerq2tbWhoaGxsbG5uPvTQQ13XnTdv3iWXXMLn5On52z4bIwJSACQ0wjXv+REI2JYfaD8qswIBkAee/vML5500NQFkgDVtLatamtuDvB+PUsQipbXnJwJdCcvOeptWrXl//oLVS5bWVCRcJ+c4DgDOPOAs9bfffnvChAmzZ89+8803p06dOnz48KVLl/KdyjUO+auxLCsIgh2bjBtWPWQphv/eeeedV1555Q033HDttdc+8MADl19+ueM43J5t1/lt2w6CoHRjyJAhjRs3nHf++XffeWcsGlNaCSF4TUkjud3DK6+8ctVVVy1evHj48OF/+MMfJk2adM0119x+++0VFRUXXnjhz372MwCe50Wj0ba2tvr6eiqOAMP6Qzyi27LRDPE8D4AQIhKJHHfcca+++upTTz01YsSIyZMnDxgwYP369UTkOE5YcfNT+eSbWwh+J0sAxaLfOc+ds3iRIF07aJ8O5S5at6I5n7ZrqzO+q3w/YUcTiiJukHCU5bkP33cnIOG60FpKKYqr3nA1q0GDBkWj0crKyhNPPPGNN97o6OgI35mT+rhyDIqlnHaA8Ftgs4T/9TzvO9/5ztSpU3mCxerVqx3Hqa+v54E1l9XgijVho8hXwjt5QwjhOE5lZWUQBMlkMhKJzJ079913312/odGORm+65eZINMblaDPpdE11TS6fq0wksaPLKRt6zkUXXbR27dpx48Y9/vjjw4cPP+2005577rlYLDZz5kzOHAbArW19fT3Xtu12g0kpt6FAJhqNsk00efLkV1999b333vvSl75UVVXV2NiYTqe5WlTPC4vZxc5SFkqnFta8L+xWSgnYscK6N0jEY4dNmOgGXtyOZgHYkc7AsyoTnU6upqo2KkVUwfaCajtSH0tUCat/ZXV9NBoFhBB8Q7N1p7X+z//8z5aWloULFw4bNmz8+PEc99wNRKNR3/cbGhoqKiqWL19+77339u3b93e/+x0nr24J/2BbtY3ZMgmCwLIs13W/+93vPvjQg2PHjq2trW3vTNVW12YyGVZgMpHctZ/KUGTVqlUAbr311nHjxl166aXPP/98v379nnzyyfHjx9fX1/MxUkoiEkLsQDUnrXUoLcuyxowZA2DJkiWWZY0aNWrevHlLly499NBDAWxHaT/6JMeMTxSQl/UDok6iZqJVRHfNej5TDCdmiVo0tRO1EW0kaiVqJmoj2uCqNJFD1J73AiK1NeeD1vqHP/whgMMOOywcd6XT6d1TViDMpTjzzDMBfOUrX9ny8sJB4LZPVXrAG2+8EYlF6/r2+dPzzwVETiF1gRzP3boDxnhmdgHHHHNMNBp99dVXHcfZtGnTwQcfvH79+tJgIBXTm3bM6x7Gh/lUy5YtE0IMHz7ccZzLL78cAGdfbhefEqJQTqCJ0praiNYTPfv22w5ROpPLZb3AJ98p5oeq4usVeXnSirIZl++xbgH68P7OZrODBg1KJpO33XZb+NTurHL117/+FUB9ff2aNWu2kR8XdEWVQMUJMq7r8m9zxx13QOCIo45UpDvSnZqoLdVOnxTANSLcBVx33XUAbrvttjBbJZwAwM4I3t6xSapU9LSHP6jneTU1NVLKNWvWzJgxA8C5555LW4THts0nB+tVQIEO02U4WP9xLpcnypPyWGBBQX5Bjsgn7VJ4to581iXKBd42brOZM2cCGDBgQCqV2p3y41/lc5/7HIBrrrmGd3JspzRt7VMbhfDZXC4XBAHXRJgwYQKAu+66K9xvYvO7kwceeADAl7/8ZY5VsOoKU667sjMlMEvTSPgXf+ONN7is0YQJE2g7Rf7JaWs62Jy+FmxOW+Nng5JZFFoRaVIB5XO+JuIM0qyXC0hl3KxXyDzpDr/90UcfXVFRcemll4Zf1o59KdvLE088AWD06NGtra2hdbpVShPuSgMYYSJBtx/y+WefE8DgAftsWN8YhgqNCHcbvKrE8OHDqesEgNLaMKXbO/YufLvm83mt9fnnnx+JRB566KG1a9dGIpGamprwfXvYH35iAnexMyQKiFylnMB1lNbk59IUuKQ8pfyAlEuUI50lyhLlSLtErvaIFGmflEfK28ZspjVr1qTTaXaBLliwYMe+ju2FJ0fH4/H6+vr77rsvzMQtFRvnTHBK91ZPEv54YdERNn4ynWk/75xx6mk2cOlF32I7QrmeEeFug5dLYOck/9bcJXISMo8Gd2bmUekKKPyjP/zww5Zl/c///E8ulzvwwAOFEGFFiB5OFt/WVCbfcwqDPU7YdnzSRIFPgUfaD3w3IOVQ0Km9DFGGdIYCl5SjuH6DrzOdpHzS3bO3S5ufVCp1+eWX19bWTp48WWu9XZb0DnPbbbdFIpFx48axxnZ4cjTPf6Fig5fL5Vhp7/xjYX11jQUsmPt2F1vUiHC3cPDBBwN47bXXwj2lLonSnTtW1iR8FUvx9ddfB3D44YcT0emnny6EeOKJJ7ar6kxhqWFRXBbYLiwLLAFpR2KbFyIWiMRs9u9CWhDSsqMSMgorKSIxIA4RhxWBjMooL2IskhW8+J4QgkMUHC0sdfdXVVVNmzaturr6gw8+uPfee+PxuFIKAAf3Abiuu71O5JBsNssxSSpG4R3HaWpq+ulPf+r7/i233BKJRHgEuGPn50lYKI1DCgA48KCDzjv//Ggs/q1LLgHg5PMQ4FVgw/fK5/M7/L6GbTN+/PhEIvHOO+8A4K4vvOVK771ut2IP4Sgx20pSSt/3J06caFkWDwhHjx5NRIsXL85msz0/pwyDxeEKb5+4nlvh3+Ja4SUvsbsuB1c8syw9fzc4L0FKOXjw4CuuuCKTyTz++OONjY38LMdPfd/nSE6pp4TbofA8pb1r6fmJqKKigoOTvu8DyGQy8Xj86quvbm5uPuuss04++eR0Om3bdiKR0L24GpZAoNWNN9/Up1/fBQv/8cCDD8STifCS2PEDIJFIWJZldLgrGD16dBAEH3zwAQDOvujFk/NtFiZyRCKRRCIxfPhwAH/961+POeaYWCy2ePFiXnqos7OzpyctC6W+o1Qqxb7KK6+8koqWNHs+whFXtyCB3oKtnr+bVbBw4cJoNFpTU8ND0HBafS+awWFBrvvuuw/AoEGDXNflkfqWdu9OlsozbJW//OUvQoiJEyeGe3ox/tzNFmVOO+20AQMGPPDAAy0tLVJKXtaWejzSKf9aFOycXLhwYTKZTCaT7733Hu8PJ0D0JGhORTd0qFXeGd7lXOiO02Kuu+46KrrOXNfdsXjRNmBPQD6f//znPy+E+O53v8v7u5VV380LHvz70NTUFIvFotFo+A3vCq879wdcyeJHP/oRgKuuuopTIOPx+MqVK6nHP3E5RdhtcvqFF14I4Oyzzw5j36yc8JYt7QBDH+Ynnby0JCubvq+++iqAffbZZ/Xq1byf5dfY2Ni7nyv0UM+ZM4fNFZ69ls/nuU1ho3R3hkb/rVBKsX340Ucf7boMEA518Mmff/75SCTCiyx87nOfE0I8++yzPT9V2UQY9tSshHw+v2LFCq5j9ac//YmKgR39aQVzwtowW42zByVrd3BG3913301dpwvrruth7CR8Zs/zuN/77//+bwBTp07ltwhLrariKt+99b6GUk455RQATz/99K4Q4ZYd7Nq1awHE4/FMJnPNNdcAuP3223t+wrKtjBcOl3O5HH+A/fffnzvDn//85x9//DFPGMnn8wA4jkclrhduhzzPi0QikUgkXKY3dMDywbxHa3333XfPnz//8MMPv+iiiwDEYrFUKiWEYNdZ6IzdeSKRCKfPs+ft5z//+ZAhQ1544QWurcqVuQCwe2ZnfL+GTyIIAl5/94033uCboXcdYOHZwolBgwYNqqurGzBgQEtLy4QJE6LR6IIFC1Di5N825VwklOcNAtBaSykzmUxFRcXEiRPfeeedm2+++brrruMFrufPn19XVxc6mti2DPs91pgullFkM09rLYQYOXLkmDFjeEbvsGHDMpnMrFmzPv/5z/NEFSISQnA3yDGGXoR1yJd0zz33XH311ePGjXvhhRcGDhzIB6TT6aqqqp7PdjH0HM/znnnmma997WtTpkx5+eWXUTKztFfgCVAAlFKWZfFkmsWLFw8bNqyuru6ll146+eSTY7FYa2trT2dp9GpH3QvwyK2+vn758uU8uBowYEA8Hg8Xo99qeCeMQ1pFksnkVVddRUSZTIbT20855ZTdMAxj125nZ6fv+2xyp1KpKVOmSCmnT5/Ox5QOhj8JtcUy4GECZPhC9sSGhfp2A2EKCH8EnovA2VvhZfNGt8qRYdNZuoZHt5OHIwgquut2YK0e/s65blj//v3DEobhuKabJ7zUgcmDl0+9ScIzZLNZ/hShA2LDhg0nnXRSPB6vqamhHnu/97jlsgF85Stfefrppy+88ML77rsvlUrdeOONTz/9NAdeUIz8sBVqWRYV5/uxAtk05e1TTz31nHPOWbdu3dChQxsaGp555pmJEydWVFTs0ovnOgBhEQRuLF944YWTTz45mUzOnTt33LhxKK74rbXeahSLiMKyCOEPJIrTrAG4rhuJRKSUfP5d+omY0k6bu/HQkAl3RqNRbvu5mEj4lOpa/ZkncFdXV/u+39TUlM1mLcvaf//9+Wz8RlrrlpaWsALFdrFp06Z+/foNGDCATy6lZEuHDS4ArB/btkMLiA2ongQV+aNRySzTsJttbW39xje+8eKLL8ZisUsuueTmm2/uoZmzx4mQiFasWDFy5EgAL7zwwkknnVRa1QMAB9a3LN2x5X5ufY8++uj33ntv6tSpPGljN1Cqrmw2y7L/n//5n2eeeSaZTF533XUDBw7kaKdt26H/SW9RlzWMuPDtyydfuHBhdXX1TTfdxMstAmhubu7bt++u/lBcEsLzPL5T2SS77bbbrr322kQiIaWMxWLxeLyjo4M/8ieljCQSiXw+b9t2ZWUlrxLLt/JZZ501Y8YMzvxkeWSzWT7z9l4qEQkhJk+evHDhwhdeeIHjUqG6giDI5/M8iZzHbFz9KGzLtNau627bfHUcR2vNtyW3Ghs2bDjxxBNXrFiRy+X+/ve/T5o0KR6P85V86gXvcSLkX/fmm2++7bbbMpnMmWee2d7enkgkotEoO2NC/z4fz9ulQXwARGTbdjqdXr9+PR+QTqc5b2a3TeHn2lacFmNZ1ltvvXXkkUfySpRsmLELZ3tPy2PgAw44YMmSJU1NTYMHD0bxttsFH6ILSinO2GI1bty4cdiwYVzLiP1nyWSSTTUuuhOmK3JlELZQ2KDlGlxBEPAyJEuXLgXw9ttvjxkzhst87fBome+fbDb7rW9964UXXrjmmmu+973v8VNtbW0VFRWl47RwdMew7fqp78tdX1hXwbbtN9544+tf//qaNWtGjhz5yiuvDBo0yLKssOP9VHozo6dX4K/g7LPPnj59um3bM2fOtCyrurq6vb0dJSYZtx2lplppGRu+DzzP4/Hh+eefH4/Hd6ycwfYS3j1BEJT6e4444ojnnnvu4osv7t+/f0NDw4ABAzo7O7lXYa2GDl4e+rLPiQ3vsOCNEGLBggVvv/32ihUrXnzxxVNOOYWL02mtd4NRGgQBB8FbW1sbGhq4NsKZZ545bdq0iRMn8oLStm1Ho9F4PB56s7mBKK1v0u3WXLJkyd133/3ggw9eccUVc+bM4ePZ770DF8k6r6ioOOKII2bMmPHee+/l83khxP333z9w4MApU6bss88+3FIkk0ke4IXXFvrVP7VFU0rxvWRZ1hNPPHHVVVetX7/+2GOPnTlzZm1treu6juPwuhc9ueY9ridkuBLW9773vYMOOigejwdBUFVVJaXkO5KTaFEcO4V3cGktKSHEPvvs09HR0d7efvTRR6M4WtvVV05b1KRhQw7F4QT/6qE+udBb6FgKb1DHcUJBdnuLH/zgBzfddJNt25lMZjc0Kww3LmHX8dJLL5144olDhgyZM2fOsGHDADQ1NSWTSTY0tt2PUXEZDyEEH9/W1jZ27NgNGzY8/vjj55xzDo85AYT1L7cL7qPef//9sWPHjhgxYvny5QCmTJnCxeoPO+ywb3zjG2ecccYnDTiVUizjbbwFN0NtbW2///3vr7jiCsdxrr322h/84AeJRIINH1Zyt2HzJ9IT783upNsUrHC6UBiTKH32kxxZumTxQ/6XtzkFZ7ehtc7lcpxXwblsfAHskeNxxVZfteXHZMddmGR36KGHDhky5Oqrr+blmndyaa6ewF9gKpVij9/hhx+OYgIgdf0h+Aq3+nsRUWdnZ6kvN5/P53I513V//vOfx2KxUn/mjmVQ8Dum02lu8vr27csZUbNmzZo6dWo0GmWLVAhx0kknPf/88+l0mteT4C/5U/3M4S3U0tJyySWXcHt6yy23hKuLhh+w5+tq7nEipOL3WDotuvS33GrGdkkid2F/+BOGE+e3WnG51ymNIoQX09HRoZTiWvrU1XO97WT0Lb01zMsvv8xOv3Cdyk9Bb/EolvbSXVeb7PZpwjW2NOU8leGX/fa3vwbQr98AKlmiiEpiJ1tOZg1DFPxvOp3esqDBuHHj4vH4ddddtzPLH4Tf7Ycffjh48GDbtg866KA77rhj7dq1RJRKpX71q1+deOKJffr04U6ooaHhnHPOefHFF8NFCD81jUkp1dTUxFXCEonEjBkz+E3D2ttUctf1hD1RhIZtw0Oas846y7bt0047LawAEDbG3etK6ZJKXAFpRVpzaS8/ICcgJyA/XOa1cHxBpX5AXkB+QJmA1rXll2uiXI4GD+kPgZlPPt27q32//vrrPLJdunQpFe2FrU5EKE0cC6et8NfCWlq4cGGfPn1isVgsFgtHy5///Od//etfb9q0ib+rn/3sZ8ccc0zoBR0xYsRFF13E66iXWhZszoRv4TjORx99NHbsWAD19fXvv//+zk/BMSL8F4PjFq7rctqdbdt/+9vfqGTFZr5BizV7eH1uVapDFmFAFJATUManXEC+v1mEPpHicgqaVECOT75PaYdW+NSSzdI1V/wSSEyYMJ40tTb3mnnP3ci5554L4Nxzz2XtlRqHbJCH3VTpyCKXy5XaTc8991xdXV00Gh05cmQqlZo1a9a5554bjUaTySSbD8cdd9yMGTP4DGvXrr3rrru4fCiz3377TZs27f3331dKpVKp0rJ6RDR//vza2trKysr99tuvs7OTG76d1KER4b8eobF3ww03RKPRESNG8Dx93hlmihOR0g5RO1ErUaawNo8ODVJPU05TLiBHkwqoIM7CkS6Ry71lzifyyfOp0dHBewto1OBrohj/2qtvEzmKOj55yZ8dYc2aNWwoPvvss1suBN+tPhr3aUqp8MhMJvPLX/6StcSL3rGYWS2PPPLI1KlTwxLAw4cPP+6442bNmsWm49///vcrr7ySp1+wI+34449/4okn+Mw8xH344Ye54PpRRx3FGu6V1H8jwn89tNbhZMiDDz5YCPGjH/2ISsYh4cRFIo+olaiFKE1UnNhVePg6LK9HxcqziohypP1CuSFV6B59orSf8gP6zjdW7ltz/7VXPO/kKe+3ErWGp+0VOjs7f/rTn9q2vd9++4WZwKVlXair1y30eLFdev3117PAbrzxRiLyfb/kqyg4e1avXv2LX/xi4sSJsViMXZf9+/f/9re/vWDBAl5u6bXXXrv88ss5F+KSSy4JR3p33nlnZWWlZVlf/epXS1f74okEO/OpjQj/xeC7KrS+uODs4MGDeTJ0aWla3/eJlCZHk0NUHBmq4prBRERqS2O18KwqiC8ICiJ0id54jUb3+fu+yZc/eI8CIo86NLX3lgi5y+JszCOOOALAb37zm9CPxQ5MKnHw8PHhYrJKqf/8z/8EUFNT88c//pGIHMcJ9bmluai1nj179g9/+MPRo0dzEMiyrAMPPHD69OlLly5NpVIff/zxzJkzm5ubefYZu2EA3HPPPdwr8q+gt2cG/SdhRPgvRmiPNTc388ZRRx0F4KyzzqIS66hY2I8dm8W+rruDtFjwuVSfikgp0j5X4CuIUJGboxOOerEeL133/8jJkk+qpXMjm7K99dFCn/5jjz1WWVkZi8U++ugj3sOpZN3qhbIScrncxo0bR4wYUVNT079//7lz5zY3N4eTVPklQRDwyrPcc5ZqsqOj48MPP5w+fTpHOwHU1dVNmjRpxowZK1eu5AgZL/A8aNCgJ598MnxtLpfjy2CreGcwIvzXo7Ozk8XGTXJjY2NNTU08Hn/++efD0FxRhL6mnKY0UY7IIfKKj3CJc37kSDukPdJe4d9ih1kwRz36zS9ov+q/HzTw9XQzuZo6gjY+ey9OS2GHE1//iSeeCOCiiy4K+3zdtc5yGBVYtGjRqFGjAIwZM2b16tW8XynFJkM2my19VWk0pXR/NpttbGx8+eWXzzjjDJ4YwMPCyZMnc9bB4MGD2RHKlxe6ZMOX78wHNyL8F2PLaHI+n//+978vpZw0aRK3zaFENXmaMpo6iNJE6YLANj+czcrUPmmftEN8cGE5Az8g5RO5OZpy0MpKvDzzEUqnKe0rlzKepkD1fi1VHoMtX76cR2WLFi0KR2WhbLg74nmDnLx++umnc4+kSxZaD3utTCYT6qR0eMnu1vArDQP9zz777GmnncYT6Dh6sWzZsvBVpWPvXikRZkS4l8Crsd9///1UcrMq5RM5KuzuyNHkKu1uHgeWLubjEwWUzzQTpfP5dqVzmjItqbTv0a0/bBwQ+fMh+7/t5MkhanPaXfJ8ItfvTRFqrUvzUXhVicMOOywM07GQQiv0zjvv5OSyyy67rKWlpfSD9worVqy4+uqrr7vuug8++ID37KJyJEaEewl//OMfUTKPgeNa+Xze98j3eXESxYlZRESatCIddBsK8kDRaWpazbkyHuV8TR8upYOG39cv9us/PU55n1zKuZTO6XTvijDs7lzX5Y+wfPnyQw89NJlMPvjgg1SSyMYzaK+66ip2qNx4441h3cpenLTNemtpadkNqY5GhHsJSqkvfOELAL71rW/xOMr3fdfR5BN5Bben8kvihLr4IPJJe+S6lHYpnc41a6JA06ZWyvuUd+knN31cZV979pdmOQ6lXXIp51NrXrf5mtRmR+vOwg7Gbs5GngLK1iDvTKfTnueddNJJACoqKh566CE+crvSxHpCt2EeJ+7uohxdI8K9h3nz5lVWVtbW1i5atIi4M9QU5IhcIo98l0PypImcYuDBL4QffJcyLrW71OFTrqVN+Xly8+QGlHOpvYku/9aS+fPIUdTpkk+ZdLBaU6vnl0Y7eoFcLhdqKVzY7JRTTrEs67LLLuMk1VWrVh1yyCGszLfeeotK5LdlcH8n4ZJ5uyE/3ohwr+KCCy4AcMIJJxTuG10S/SPFTlFNTkB+xnPSvkoryhLlSWXJyVI6T+ksZV2fLjhnxXWXZRyXcgHdevOyN+eQ41BzO7maAupwaCXRJuUR+b0mwlJLMpfLhWV4Fi5cCCAej3/wwQevvvoqz2waPXr0hg0bWHVBEHSrfNNbdHPY7DrKVvLQ0LtwDcU77rijpqbmpZdeevbZZwHk8jkIQJDSjtaOH/g5J8g60nHsiBWLCGlrIIBSMlAxX1X6qlKopJNDPlP19zdXvLMIbg4frfm4PQU3QHUtpECgVAxVgZJSAhropemoYakEIuKJowB4uZXrr7/ecZwvfvGLZ555phDis5/97KJFiwYMGMBeGS4sxOux9m7purDuARGhWCmnF88fssfNrDfsDLFY7JZbbrn++uvPOeecm266qbq6OhmNeJ6nBUAym1PZjEgmh/StH9vSElV+g+9H/QC+D6UQsApE05dO77+2afH1Nx5/xeWPvPTy121roBBwFeJwBWJQVbAkPAWruGJXb2BZluu6PD87FotxZkw8Hm9vbz/vvPNmzpy5dOnSurq6k046acaMGayHXC7HeWepVIozQnmube9cECClJCLP88JJ9L115m4YEe4l8GxurfXFF198ySWXSCm5FDRx/SshI9EKxyWgprbygNEjj1m90oPuQ6qP1pVECVBEA7AyhI/6NFw8YKidqMJnP3fib38DKRIygupqpN2NtbEBsWjMdxCJSspD9Gq5Vq6NQERhnQEQ6qpr6mrrGj9eDyDV3t63T30m3VFVXa2AZHVla7ojEYvX19dDI92WbqhvICBcYYt4pbBiX00CGpDQQgMASf5XbrUZ4YohPE+FL2nHpvn36IPvipMadj98+3Kex6JFix566KH29va6ujrfVyAppWVb8VgsmYjVxmJ1EasauoKQtGSlJZKWnbCsiCUjZCk7cWT/gda7H7YlKnHu1/pffNEfBvTbx/WG5x1Uxas6co31yb6WXQmCiMLLIlrVa50hF5Xgyp+FQDkRAvmzW27KpDtHjTzAyaQfuvf+uW/OefT3TwwceYBEJFpVJSEJEBpVySo4UEl4QGgpR4CoAgiwtQI8IAZtBQCgovwvr8bZnbCqSNgB7iIFAnteeQvDjlE6Zz8Igra2tjDLmecF+uwg9QtxeT9Hfpb8LAVZUjnSOdI58h3qyFA2oOOn3tDYTNk8/frXzpCBN7/yf+Qoas23B9TuqKbNq6v3nmOGL3XdunX8byFArym3oSUJ1FQk//bmnHnz3xw8pH9VMjJq5L7vLFvcSbkMqfW5lEvk5XXQ5pNHpKn4ESnPMyQLM0KUTypLyiefXJ9czyU/Q77fuxOTdwjjmNlLCKcCcI25uro6rtQGaAhIC7YNy4aQIAACdrTwsCKQFoRVsMyEhBQ46sgJG5sgIzjzK7FTpp6SjEG7kEEtoVYiAaFd5XEn0ltwHx5O9gvrQX7zkos84Jxzzjn8iCOHHTJu3splo8eO/Wj56uMPOmTW/b+1lFudSLjwdVxQnZ11cghgu7Bc2B7iAayg6DoiaRWuV8KSsAVBCkixtW5wd1PuVsDQO3Sr3855J5lMp+fn/CAXKEfrYtKpLpnWFCas8WyKgHxNG1qVo8lRtL5F5wP6aAV985x3nnyU3By1d1JAvucrx8kRZVyvpRcn9XLIgVNn+LPMmf1GwrIG9WtY/sHSj9ubNpFaSR2dpK787rf7AvsCd3zrO5TPkZv2KetSTpNDnqIcUZ7IKQRIyS1M2OJ8dM0pe1oFvdmR7xR7QDNg6A2466BiAUsuYl1RUWHbwrLIkhBCAz7BV9oPVBAoKA1F0AQSIAFIQCKfzfWtlyogIdHQACHxymuNzz7z9C9+PLt9I5IJEGxFMhKLEzJKtAPbXb94q3iexyGHsFqkUuqWm26wlDr3K2eNGHlAXW0fH34E1WvhXvvzux689+F9EF//yJ//ee3P0JK1mhqjyGWDNkiFiEYEiOjCGu4RkA2SgIClIZQEAVpaPuxgs9umjOyhdUcNOwAR8TJvHDoLgkDrIBIFoEXBeSIBEAQgRCHCwK8snkIA8AnaI88Sdt7PxiJ92jZi2iV/mfH0yluvvnDaj+AQkjEIiYy/rDoSFegP9NryHr7vs09SCPHoo49+8+tf71dT1dje7JPOC0Ei7gJpBDWwo42b8M+Vf/7hHdFcLqizv/LQjzG0CtEIUAUr5gkAiAKA9IAAEoANRDXYJQoCOOYXQdkN0nK/v6GX4KwuAMWhYCFoQSQASRDhby3AfY0GAs7q1hQo7QfKC5SjtS8QxITI59tV4Lputr4fvnXxF0b1HTnj8flvzQF50BoEKE29F6sHgGw2y6vc+L6/YcOGn/70pwq45e472tMpW9pVIqrTmQZgP9gVvo4P7Ff9+cln3z0dVfbgdZ3zTr0Qz/8dKQ++giAHlAcpEKA1tA+dhc5DFwKb4aP34pw7gxHhXkJYXFxKyWuPcpRZCkvA4n5PEzSBh4R8sBAkJaSEZQnblrZlS2FTAKWoKlFdk0gkY1JKHHYkjp968MqP33v4vnfiNkBQQEWsDoj21i2klKqoqOD1N6PR6GOPPbZkyZIDDxp99le/WlFd6ytfEOqSlbnGduEiISSAvJvDmH2/NPORoRNGdDRtWPLTh+i+J5DWcIMYAhvaIo2AYiAJraA9IICGBAmQBOzedCztDMYc/TdBf/ohDGnABrFm2zUsQq320dmCiQfdJYKBd93/5ZPOBKIIdHtMWhIJgV5IFitdcLOxsXHs2LHt7e1/nf3akVOOBBCFBWVDAaKoHB/IZxEDlIv2Tc2PPtnyyIub1jUN+e+z97vl+6gFLIk8kPNQHdcRarMsF0ED7BgsDThaWTLSme1oqKgpuxJNT/hvgvy0BwBZ6CB44KSlQAyQApAWopW4/OozfA83T/+LkweAqKzpzPi91ZuECgRw7bXXplKpqVOnHn3kURHICF+eBCLFd1NA1kM0hojUloshdX2//Y0D/9/Xavcb/v7bC5656DvY0I68hqORdeFo6VM1dC2kymSEUpbSEceJIKivqJA9b552GUaEezu0tQe2HMzJLscXqASSgAup41X41rcHjR0/aM2a5U/NeF8SSMvqyoZevIXYop4/f/5TTz0F4O6777YtWwRCKBFApgXaBLISUEAAJKKIyryNtqgFRJCM46vHjfvxd1NVtupII1GNptSGmX9y35yn5ryNje3RvO9+uMJZ+iHyHnJ+tCO/7MVXbE+J8mvQiPDfk1CHtIUaCZudOAqADQRAJ+BbMVx6+RHjJ/S94cYfvvfP9VL2sl+DVwj93//9X8dxbrjhhmHDhgESQkJIXXRvRsKLj8KzdRbSsmoCRDO+cvvVyy9+5qsP3nnGHbchwIJHHw0cR9rinYXzn7rpFuRU69x33JXrkPWR8+Cqd5/5PzgBVPlVaES4tyOKQhEl/3Z7bPkS6UJqFLKhFeBK6FwOU0/DQROsdY1LHr7/15LguW5vXWY+n6+vr3/66adfeeWVfffd9+KLL06lUkrAtaQjJQFVhGoX0TwAII52S3XAshCxEHERp0TfLKodK4J9B2BoXfovL6/88IMh5345cuxRk8777z51tXhzfn1rVqzfhEAj72DjpsT6ZmQDqPL7REwC978HpTrc9mECkBrIAglCAgRCDPCBIJ6MCYGzvnboH56peuDBu489fsLpX/piMe62s/CCjVdeeSWA6dOnJ5PJeDyuuDMGEgCCzZE9VyAABEQUQgKcw20BpMAy3dS04dQTToKtETiojY8Yc0B66YqGaOzxF587WrnrW5qE79dVxKDUHjAkND3hXg77WILiQ2/zAUBDBkAe8AG/eHfEgBqAbCuTdVNHHj34O9/9hkb+1luvz2RSvXWhQohrrrmmsbFx4sSJp59+ejwez+VyEogBSYLwAQKiQAKBDYKuglUNVBASCrEc4h1I5pAIIohGENE6nbddhY421MQQp01uZwSEysrJRxw67PTjjvyvqQcee0S8fzW0B1l+FRoR7vXortu6ZKfe4sgw/B4BJHeMgiBgC1iuylQlpK8y551/9sQJYxYsWPzII4/01lWuW7du1qxZruv+4Ac/iMViRJRIJARglQ5cLSgJBS0A4XtRKl4yB/00kPEIBClGnHjcn1//K+r7IO+CxIJ33o0fOrEjk4oP2wf79MPokbWTD17Z2Y6EDVF+CZT/Cgy7kk+NTGz5sIAYUAXEhYCUhYkGEhHlRAUSUSvZr3/dDTf+kIDvf/+Gjz5aB8BxnGw2y29J21zf0/O88OJ4vhK//K677nr//fdPOOGE008/PVxCPAiCgoVsAzYgWG7ShoxFogUHkgVEgBgQB+qinhdAC4wb2f/IQx763vf/+ts//uHWu8eMnYRJYzcMrPsACrEErISTdjsTFYgnYO0BKTO7PkfcsDfgum5pPcKOjo7zzz8fwLRp08JJgLxyy6eeiic6hnUNtdYrVqzg+MQ///nPcFnijz/+eHsvUpMKyPP9DvIcWt/oL3iPlqz0575DrR3UkaaOlmzbRvLTlM+Qm/to9t8o71FQ/vmEJmPG0CNc1+VSK/l8Ph6PCyEWLFhw5JFH+r7/xS9+ccqUKZ2dnZ2dnfX19VJKpVS4dJkqwtLiCgA87zGXy+VyuXXr1n3wwQe5XO7SSy+9++67Ozs7uXLMDkDQPlQ63dYQr4UGPAmt4HiojMHiHDvpefloJAGlkVeIRWBZsMpsDxoRGrYPXjMwGo1qrS+//PJHH300lUpVVFTwEisVFRXpdBrFScbc0pe+XEoZFlYDwF5QrnH41ltvTZo0ybZtrXVLS0u/fv04l63n16agfWgBiniB1ALagtKQFshHPOIHeYpFLSEtiGwqVZGsgRSwZNmHhUaEhp7ieV40GuXejLebmpp+8pOfLFu2bPDgwQMGDLAsK5lMBkFQVVWVzWa5WJNdhP/lMWEymayoqBBC+L6/fv36Dz/88LbbbquurubeMpvNVldXU0mlsx4SAC40oOOQlusikLAtkAR5iFjKFi7IgtBKJSwLWpLjikSi7BMpjAgNPSIIglBFLEWuRwYgnU5XVVUB8DxPCME7fd9n5wq/KpyqW3pCpVSosXQ67bour5XN7IBdGgCd8G1IS+sKacEXcB1E4xAKEduDzlEQFTZBxyBtSOUHlm0bERr+NWDLkKXFTpQtSwD6vs9lC7uZkWyUhn6dSCTC2uPeMpFIhEeyXzQWi22vIcoEgAsE0AnICCA4gOErxC0lkCffVTphxyQgQH7WqaxIfPpJdz1GhIYewaoIOz0AWmse4Ekps9ksF6fgflIptdXej2FNhjUFAWSzWc/z6urqAPi+z5OS8/l8qT57dJGABwSgGAR5QRRSWIVoJwn4gAZynhOLRGNCUqAj9h4RojMiNOw9ULHiTaGwWmkygoQqxvz3mCn1BUzuqGGvwgr/bjE7hMPyFMovVGS5MT2hYa9j6xMmSxDFA7Y6iWS3Y3pCw14ElWyIT3gKe5D8mD1iYGow9CoaAhCaBEgUtgt/S57dc3RozFHDXgSh4I0RhQnJVOqG6VJeNRwSlr8fMuaoYa9DaFagKoqwsEZaSb9H4NJtck9wk5a/GTAYeo3NFmahfpwo2e72d0/oAxnTExr2MgoC47IXpXvC7UIdx8L+8mPGhAZDmdlTemSD4d8WI0KDocwYERoMZcaI0GAoM0aEBkOZMSI0GMqMEaHBUGaMCA2GMmNEaDCUGSNCg6HMGBEaDGXGiNBgKDNGhAZDmTEiNBjKjBGhwVBmjAgNhjJjRGgwlBkjQoOhzBgRGgxlxojQYCgzRoQGQ5kxIjQYyowRocFQZowIDYYyY0RoMJQZI0KDocwYERoMZcaI0GAoM0aEBkOZMSI0GMqMEaHBUGaMCA2GMmNEaDCUGSNCg6HMGBEaDGXGiNBgKDNGhAZDmTEiNBjKjBGhwVBmjAgNhjJjRGgwlBkjQoOhzBgRGgxlxojQYCgzRoQGQ5kxIjQYyowRocFQZowIDYYyY0RoMJQZI0KDocwYERoMZcaI0GAoM0aEBkOZMSI0GMqMEaHBUGaMCA2GMmNEaDCUGSNCg6HMGBEaDGXGiNBgKDNGhAZDmTEiNBjKjBGhwVBmjAgNhjJjRGgwlBkjQoOhzBgRGgxlxojQYCgzRoQGQ5kxIjQYyowRocFQZowIDYYyY0RoMJQZI0KDocz8f8zKK9WmOYyUAAAAAElFTkSuQmCC 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You are an expert chemist, your task is to predict the property of a molecule using your experienced chemical property prediction knowledge.
Please strictly follow the format, no other information can be provided. Given the SMILES string of a molecule, the task focuses on predicting molecular properties, specifically whether a molecule is toxic (Yes) or not toxic (No), based on the SMILES string representation of each molecule. A template will be provided. The task is to predict the binary label for a given molecule SMILES, please answer with only Yes or No.
SMILES: COCC(C)OC(C)=O
Toxic: Yes
SMILES: CCCCC(=O)O[C@H]1CC[C@H]2[C@@H]3CCc4cc(O)ccc4[C@H]3CC[C@]12C
Toxic: Yes
SMILES: CCOC(=O)COC(=O)c1cc(Oc2ccc(C(F)(F)F)cc2Cl)ccc1[N+](=O)[O-]
Toxic: No
SMILES: Cc1ccc(O)c2ncccc12
Toxic: No
Below is the molecule whose property you have to predict. Along with is the image structure of the molecule.
SMILES: Cc1ccc2c(c1)c1c3n2CCNC3CCC1
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)c1ccc([Hg]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=c1n(CCO)c(=O)n(CCO)c(=O)n1CCO
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#CCCC#N
Toxic:
You have to predict whether it is Toxic with answer Yes or No.
| No | 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