| Product Number | 3H31-3-6P |
| Purity | 95 % |
| CAS | 177858-80-9 |
| MDL Number | MFCD09264527 |
| Molecular Formula | C11H11FN2 |
| Molecular Weight | 190.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-3-6P
CAS: 177858-80-9
Molecule Weight: 190.221
Formula: C11H11FN2
PN: 3H31-3-4A
CAS: 17952-80-6
Molecule Weight: 190.221
Formula: C11H11FN2
![8-Fluoro-2,3,4,9-tetrahydro-1H-pyrido[3,4-b]indole](data:image/png;base64,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)
PN: 3H31-3-47
CAS: 171066-28-7
Molecule Weight: 190.221
Formula: C11H11FN2
![7-Bromo-2,3,4,9-tetrahydro-1H-pyrido[3,4-b]indole](data:image/png;base64,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)
PN: 3H31-9-0K
CAS: 108061-47-8
Molecule Weight: 251.127
Formula: C11H11BrN2
PN: 3H31-1-56
CAS: 6678-86-0
Molecule Weight: 200.285
Formula: C13H16N2
![1,1-Bis(trifluoromethyl)-1H,2H,3H,4H,9H-pyrido[3,4-b]indole](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABebAAAXmwG0YbRAAAADB3pUWHRtb2xTb3VyY2UAAHicjZZba6QwFMe/SvB5G3NyMbF0WkpLYaHdh90u7NtiHdsKoxZ1bt9+Txznlom64EMw+Z3rP4fc3G2KBVlldZNX5SwAygKSlWk1z8uPWfD79enKBHe3NykewoNlMws+2/brOgzX6zVNP7Mi2VQlTasi2O1fb5r87Mxa0Kr+CDljEP55ef7VMVd52bRJmWZINfl10/18rtKk7aIYcBEWSb3Ky3B3PCzq1c7aX87sx+immQfHXB5w7x5R8p4vMvJe1UXSkhVnFD/2jXxkZVYnbTYnb1v8LajE3G9vXh6rdFlkZYtLayFPk8Wvtl6m+KOoFlm6RGO4+P44CwpAIGmr4r6uk+1uSfL5LEgAq7jIrJnX7Vc2C54wUT4LFPo2KiBbXF8JqhSTaCG03CnNHfphT2ujZE9zCpwrHy38vjXlIPiBjuLY61v6aUmF0vvIgSqpIh+t/JFHVERc9DRD39JLRw79Yx+5iLne0YxKGRsfrIdcxxCZHQy4lt6szVDFJbA+a0658Icd+2EsmWFs75nFjPtgYEO0USo+lExof+DgKg1r9rmd1xXK+6Fali363hkUNIJ9ONhBrmNvMjAgPo4tlDAdj6u+HmeYjjaTCgBXfj2OCOhpDcCA/jBettf+sAjA1V9PAzUMizWhAhgQIKdG/ocMBhSoaRQZcbx3wLQXdzXYX1tDYy2Pl17wyFs37orwgEsjj/eWM+n1zgfGnaZaK30Yd0izIx6eDM63qpyfLDurb2jUHvmZvTfcpkjsXKzqeVZbTaMBe/QU4OcAJ3YUjgHiApDjgLwA1DigzgFF7IwbA6JzICJ2ro0B+hzQxM6yMcCcA4bY+TUGxOdATLqZ1RP3PsLuO2mfIF4n4HabkW62jbpxGg4oEeATjNNzwB6CmGCctoMg3aAaZZzOgyTddBplnOaDrVs0wTj9B1QM6AnGXHZ0Cok9ZZtguEcFE9rkrgpQnTAhT+6qABk+oTbuqsAy4GPCk9EU7t9/uLx4G4YnD8cQn8u3/wB27lmM8lumAAAARghJREFUeF7t3QncFfPix/GufV+yu/Zrye4S2bLG1UW4su9LKllTlpKdyJqdNpUkJWVXkhCFJFKShKRSSYuS4vfvO/6/Mc/vOc/znPmdbc45n/frNa979ZszZ2aec+Z7Zn5bLQMAgIda7j8AAJAOAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAKZBvv/3W9OvXz7Rs2dL8+9//Nv/4xz/MlltuaX7//Xd3VSAwfPhws8IKK5gVV1zRNGrUyLRv394MHjzYzJ07110VyAsCJA9++eUX88Ybb5jbbrvNHHfccWbDDTc0tWrVSrmcccYZ5s8//3Q3gTL3448/mk022aTS58UuO++8sznnnHPMww8/bEaNGsUPEeQFAZJlixcvNh9//LF58MEHzVlnnWV23HHHSl/26LLGGmuYgw46KLj7sP/WqlUrd7MoY/oBsvvuu4efj/333z/47+WWW67S58kuq6yyitl3333NFVdcYXr37m0mTpzobhbIGAGSoQkTJpinn37aXHbZZWafffYxK6+8cqUvs12WX355s8cee5imTZuazp07mzFjxoR3G/PmzTN77rlnuO69997rvBPK0W+//WYOOeSQ8HNx3XXXhWULFiwww4YNM/fcc4/53//+Z7bYYotKn7noUrt2bXP00UebG2+80bz88stm9uzZkXcC4iNAYpg1a5Z58cUXTbt27UzDhg3NuuuuW+lLGl222mor07hxY3PfffeZd9991/z666/uJiuYPn26+de//hW8Vr8ue/Xq5a6CMvLHH3+Yk046Kfw8nXvuue4qlegzNGDAgCBojjjiCLP22mtX+lxGF33eTj31VPPAAw+YDz74wCxatMjdJFAlAqQKCxcuNO+9915w8T/55JPN1ltvXenLF13WWWcd85///Mdcf/31ZuDAgeann35yN5mWr7/+OqwjWWmllcygQYPcVVAmLrnkkvDz9d///tcsWbLEXSUtX3zxhenevXuwPd3lqhLe/fzaRWVap0WLFqZbt25m7Nix7uaAEAHy/z777DPTpUsX07x586BVlFq7uF8uu+jCXrdu3eCxVc+ePc348ePdzWVEdSiqG9F7rbnmmkGlKMrL7bffHn7e6tWrV+Pdaxy6yxgxYkRw13HaaaeZ7bbbrtJnPLqstdZapkGDBubaa681L7zwgpk2bZq7SZSpsgyQqVOnmv79+5urr77aHHroocFF2v3SRJcddtjBnHnmmaZjx47mww8/DJ5L55pabSmo9P4bbbRRcGeC8tC1a9egWbf97M2cOdNdJet+/vln88orr5ibb77ZHHPMMUF9ifs9iC6bbbZZUO9y9913m6FDh5r58+e7m0QZKPkAUeX0kCFDzF133WVOOOEEs+mmm1b6MkSX9ddfP2hjf+utt5rXXnvNzJkzx91k3qhy3l5I9Kx6xowZ7iooMarctne/+qxOnjzZXSVvJk2aZJ599tmgJdd+++1nVl111UrfF7voc7rbbruZCy+80Dz++ONm9OjRZunSpe4mUWJKKkD0jPiTTz4xjz76qDnvvPPMrrvuWumDHl1WW201c8ABB5grr7zSPPfccwX9slZFLWzs/u6111780ithqsTWZ1J/a1V+q5Vektjv1yOPPBJ8v3bZZZdK36nosvrqq5sDDzww6Czbt2/fRH6/kJmiDhD9QurTp08QAGobn84vpAsuuMA89thjRfULSV9AexxqWUMnsdLz5ZdfmvXWWy/4G6spuB4LFQPd4b/55pvmzjvvNMcff3y1nR21bLDBBsEdvjrVvv766wW9w0fmiiZA9Iz21VdfDZ7RHnvsseGXrarln//8Z/DIqkOHDkX/jFZ9RU4//fTw2OitXlpUJ2c7kqr5tu6Gi9kPP/wQ1DG2bt066MNSUx1jnTp1gjpGdb796KOPgs64KA6JDhA1pdVdQ01hoVYihx9+uLnmmmuCViIa9qHU6Euluw97zFdddZW7CoqQepnrM27/rg899JC7SklQK0d1nm3WrFnQmVadat3vsV3UeETf+YsvvtjdDBIm0QESbcpoF1UwqpmtPlxqp/7555+7LytZuotSPYg9F6ofQfFye5m3adPGXaVkqVmy7WelzpLqdOt+1/XYWb3tkVyJDhB14NMHSeP6aGiP999/P7grKWdqiRXtra6WWig+6mWuUQrsxVKV0uVOzZU10oPGkLPnRZXvSK7EBog6O9lnpxdddJFbXNbc3urqM4Liop7e9iKp8al8e5mXIjVusZ9vdXREciU2QDQciP2CcYGsTL3VbcDqf/XfKA5qgWQ/2xoxN5u9zEtFkyZNws92Pjruwk9iA+Tss88OPkDqEVvoZqsaRFGPz1QJeNNNNwWj6WpgOz1i0zNs/a/+W/+ucq2n9fW6XNI4Wba3un6x0Vs9+TRcju0cqtZHuf6MFCs18bUhq8daSKZEBogCw450m84IpNmmwec0MY+GaqipBVhNi16v7Wh72m62acReOy+E6kY0GiuS6aWXXqrQy1yzUiK16DVAE2UhmRIZIBpCxF6A9aXLB7Xm0thYGuPHDYHooh7CajGy/fbbB3cfdtF/699rGj5b29f7ZLP1mBoY2O1rJFV17kKy6I7U9jLXyM1J62WeRAoOnS8FSaGfQiC1RAaIxtPRB0f9O3L5/FN9KzRuj5oFuxd6LQoFPZZSz/W333477V/3Wk/r63V6vbbjbluL3lfvn42OU+oXYrer/iLZ2CayQ6M12ztZtSjUZwM106Mr+5nWIy0kT+ICRC0wNNyBPjTqfZ0LagqsoazVWz16QdfjBbWI0dwJU6ZMcV+WEW1P29X23aHitR/an0yaKKtnunqo223q3NFbvfDUK9v2MlfnOZqlpk8/Hm1DEVWqI3kSFyBvvfVWeBHs16+fW5yxp556KhgePXoB33nnnc3999+f9h1GpvQ+ej+9b3Q/tF/aP1+6zT/yyCPD7WkMLRSOxnmKDuipejDEo2a8OndqJFIsY9eVk8QFiG0fr5E8s9m8UXUO9evXr3DBVn2Bxuwp1C91va/ePzoXuhbtp28didtbXfM1IP/Uj+nggw8O/w5t27Z1V0EadMdmz2GxDDBZThIVIOqda+frOPHEE91iL7pI33HHHRWm8dx2223zVjmfLu2P9svuo/ZX++0TbuqtbrelJqOaNRH5o8+xPr/2b3n++ee7qyBNGsrENj7QlLxIlkQFiMbGsV+6Z555xi2OTfOSa55yu01VYKqfRi4r5jOh/dL+aT/tPmv/feZX11D39lGdwojOmPmjcdrs30+z+/HoJTNqBq9zqbpCnx9UyJ1EBYjm9bAX+kyboo4cObLC7INq8fTVV1+5qyWS9jPaMkzHoeOJS3Op20pIzbGuobKRW5rJ0v7dNItfNh/Dliv1dbLndPjw4W4xCihRAWJbq2i+j0yoyZ8umPZDp1+ESb3rqIr2N/pLVsfj05Rx8ODBFXqrT5w40V0FWaIRCOzfi17m2TN37txgki2dVxqGJEtiAuTDDz8Mv3yZtETSrxVb36EPnf67mGn/7ZdHx+VzPNHe6ttss03eWpuVk2gvcz1qoZd5dulRoM6tOusiORITINdee214kdTsgz6iF0o9uhkyZIi7SlHScdhHUTo+nxDRvAs2oOmtnl1uL3NNnoTs6tq1a/j5ZeDQ5EhMgGy33XbBh0P9GHzo8Y6981BHRD3/LyU6HtvBUsfp8zirVatW4ZewQYMG9FbPgnHjxtHLPA9mz54dfr+vu+46txgFkogA0bhA9sL2xBNPuMU1UgWz+o3YO49SCw8rWimu441bsa4WLJp72p5rddKiVYs/9TLfYostgnOpXua56PiKv9kpnTU0EJIhEQFyww03hF9C9WGIQ01c7ZAkqit488033VVKio7P1onouOM28VVv9WjTZrV8Q3xuL/NHH33UXQVZpnHj7Pn+/PPsj2yN+BIRIHZID41qG4d+PUcvhtnoO1IMdJz2mHX8ce8i1Fu9bt264TY6dOjgroJqqJf5QQcdFJ6/66+/3l0FOTBjxk9m7bW3N7Vr723uvpvOsUlQ8ADRSKX2i/jQQw+5xdVST237WjV5LSfRJr46D3HpziXaW71Hjx7uKkhBvcxtxzYtF1xwgbsKcujkk29b9rm91Bx33CNuEQqg4AFip/dU6yI9U06XxoqylWrqdFds/TwypeO1nQ11HnzGznJ7q/tUzJeb5s2bh+Gh/kr0Ms+v3r0/NXvt9USwfPvtHLcYeVbwALEDCarXbrr0yMY+QlDLlwkTJrirlAUdtx32ROcj7qMs+eSTT+itnqZbbrklDI/9998/o+H34WfGjAWmbt2/AqRr19FuMfKsoAGiX8B2fuh77rnHLa6S5tWwX2SNHVXOdPz2XOi8+Ij2VldTYXqrV9apU6fwPO+4445Bs1IUxrnnvhAEyJlnPu8WIc8KGiAaalxfSIXI5MmT3eKUNLaQfeyiZ/jl9ujKpeO3dRk6L75jL6liPtpbfdq0ae4qZUsz46mFoM6NWr5999137irIox49xgQBojuRqVPpEFtIBQ2QfffdN/hSav6KdGkiJvtLMGlDsheKzoM9Jzo/vqLnVvUrGoOo3GnwPnqZJ4tCwz7G6tmTueULqWABoile7eOrdFsR6de27fMRJ3TKgZ1ESucnk7uy1q1bhyFy+OGHl3VvdfUyr127dnAuVNc0bNgwdxUUyBlnPB8EyHnnDXCLkEcFC5COHTuGF6p0K8HVS92+5vnnef4ZpfNhz41Pb35LFfFnnXVWuK1TTz01aLpabvQDJ9rLnM9bsnTp8kn4GEsV6yiMggWIne5zl112cYuqZJut7rTTTl4tjkqZzofOi86PzlMm3N7ql19+ubtKSdNgnvpc2uN/7LHH3FVQYGrCa5vzPvts/CbsyI6CBIiGE7eVkjfeeKNbnJL6OdgvdCbP+UtZtA7Dp19IlKYS3XvvvcPtabRkNXQo9eXLL7809erVC4+7Xbt27qlBQpx00nNBgFx0EXWhhVKQAImOaZNupeTVV18drK85F5jPIjWdFzsnhc5XptRb3Y6SXI7LhRde6J4SJMjjj38UBMjeez9pZs+mT04hFCRAfEbV3GyzzYLXHH300W4RInR+dJ50vrIhOk99OS2qNKeXebJ99dXs8DHW88+Pc4uRB3kPEJ9x/b/44ovwi+3bWa5cRDtZ6rxlKjoR1Z133hnMFlnKS6NGjYJjVQvB77//3j0dSJgTTng2CJAWLV5xi5AHeQ8Qn5nFNMiifY1ax6BqOj/2XMUdnDKVAw88MNjW7rvv7haVpK+++io8fw888IBbjIR56KGRQYDUq9fJzJ3r33wdfvIeIPYRS5y5je3op3EeeZUznSedL523TPz4449h73SNA1Uudtttt+CY69ev7xYhYb744qfwMdaLL6bXHQDZk9cAUc9mOxnSVVdd5RZXyU7l2rRpU7cIKeg86XzpvGXikUceCX+NZ+NxWLG4+eabg2NWeDKkS/Idc0yvIECuvJLRpPMtrwHSq1ev8IKkISLSMXPmzPA1mXSQKyfRDpc6f74OO+ywYBsaPLCcjB07Njx/zDSYfPfe+34QIPvt19ksWFC+IycUQl4DxD6K0nAb6XYEjLYCevvtt91ipKDzZM+Zzp8PBY9tElyOM+7VqVMnOHYN54Jk+/TTaeFjrNdfZyTpfMpbgKhjmh2U7pJLLnGLq9SlS5fwYsjjhPToPNlzpvPnIzp8+ejR5TfvQtu2bYNjV4jOmjXLLUaC6LfoUUf1DAKkdetBbjFyKG8B0rdv3/CCNHToULe4SvaLrEmPkD47SZTOn4+GDRsGr//Xv/7lFpWFUaNGZRzCyJ+77novCJADDuhiFi1a4hYjR/IWIBqUT1/GDTfcMFYHLd2t6HVbbrmlW4Rq6HzpvMW527PmzJkTTjCl0XlzTU1nNSS9+pw0a9bMnHvuuebkk082hxxySPC/+m/9u8q1ntbPB82LonPw3//+1y1Cwnz00dTwMdY77zBfS77kJUA0vLj9RXzRRRe5xdU655xzgtfFGXQRJhwMUOcvrh49eoS/vkeMGOEWZ0yP2DRA4UknnWTWX3/98L3iLHqdXq/t5OrRZqtWrYL3Upj+8ssvbjES5I8//lz2I7Wv2X//LmbCBB455kteAkQzutkv/htvvOEWV+vEE08MXhdnznSY4HzpvOn8xXXccccFr918883TbuxQE43wq1kPNcqvHUgz1aIhWNSPRXcfdtF/26FsUi3anrar7et9suWDDz4I36Nnz55uMRJm6dI/zLx5tMLKp7wEiL2L0OQ8cb/g9lm8mpQifbYJrs5fHPPnzw/GgdJrszGM+6JFi8zDDz8cPlKLLqpf0YCFat796aefmoULqx8QT+VaT+vrdXq9u029j95P75sphacNruOPP94tBspezgNEgbHuuusGX0KfxyncgfjxvQN59tlnw4vxO++84xbH0q9fv+AuJnqB139rDDTN9pcN2o62l+p99P6Zuuyyy4LtrbrqqkG4AvhbzgPk9ddfD7/UepQVF3UgfnzrQFRprddtvPHG3jMRahDC6IRUWjQ8iMLJd5s10Xa1fTsMiV20H5kMiqhpbO22+vTp4xYDZS3nAdKkSZPgy7fWWmt5zdVNKyw/Pq2w9IhojTXWCF6nVk8+1EpqvfXWCy+6egSU7wuv3i9aZ6L90X75UDBttNFGwXZOOeUUtxgoazkNEDXXVbNdfflOO+00tzgt9APx49MP5IUXXggvuoMHD3aLa9SmTZtgGHS9XuNIabyzQj320fvq/e1gkNov7Z8PO7aYwjUbdSvIDduMV/Oka5DF6th1XVX9eypx1i1VOQ0QdRi0FyTf59H0RI/Ptyf6mWeeGf5iX7Ik/c5YWld9Nex76keDHl0mgfbD/ojRov2Mc2wyaNCg8PUDBgxwi5EQ9oKupUmT6h+XV3Xxr+rfU4mzbqnKaYDYx08awuTXX391i9PCWFjx+YyFtXjxYrP22msHrzn//PPd4irpYqwWSvb99thjDzN16lR3tYLS/mi/7D5qf+OEiNa1j+XOOusstxgJYS/oDRp0D/737bcnu6uEqrr4V/XvqcRZt1TlLEDUBHLTTTcNvnSZzEvBaLzx+YzG+8orr4Sv0f9PV/TOQ302NGR/Emm/tH92X7XfcZx33nnB69ZZZ50gbJE89oLep8/Y4H//978+Qd+QVKq6+Ff176nEWbdU5SxANFy7/bKq3X4mmA8kHp/5QHTXodfoLiTdC6TqFKLhkfT6Ae1fNETi1Im8/PLL4eteffVVtxgJYC/oCg2Fhw2TVKq6+Ff176nEWbdU5SxAWrZsGXzZNIFUpr9KmZEwnrgzEkYf0ageJB1q1WQrzPV4qFiG+tB+2sdZ2v90W2epBaF9xHfBBRe4xUiA6AVdj6/0//U4K9UcIVVd/Kv691TirFuqchYgmrJWX7ZjjjnGLYqNOdHT5zMn+ptvvhm+pn///m5xJepXYQNHFdRJq/OoifbXVqzrONLtJ3LGGWcEr9E4XHEGBEV+uBd0VaTrvzVvustdt6Z/TyXOuqUqJwGiHsz2gtStWze3ODZNp2q31717d7cYETo/9lylOw1t8+bNg/XVTLWm4UTkqKOOCtZXE9mktLaKS/ttm/jqeNLx/PPPh+d2yJAhbjEKzL2gqymvmvRqpsLp0ys2J3fXdf89zlLOchIg9gKj5a233nKLvdiOYUcffbRbhAidH50nna90qKOcep3rNRrdtiZqjm3/tnpMWczsY1Yt6TQzV0vC1VdfPVj/4osvdotRYKku6G3bDgn+rV27itehVOtG/z3OUs5yEiCazc4+H9ejgq+//tpdJbarr7462J5miJs+fbpbjGV0Xuw0tDpf6YjeLWookOqoEtqOOaWAKlQnwWzR/tsfJjqudBoBNG7cOFh/k002ydmwLPCT6oI+bdr84A5EdyLjx//dIjHVutX9eypx1i1VOQkQUcsr+4hAo6ZmetH//PPPwwvd/fff7xZjGZ0Xe450vtKhEXe1vkbgrSkQNMqt3f5zzz3nFhclHYc9Jh1fTXr37h2u/+6777rFKKCqLugPPjgy+PemTf9uMFHVulX9eypx1i1VOQsQuffee8Mv25577mnmzZvnrhLLv//972BbO+20U9bmqSgVOh86Lzo/Ok/p0GvsHYXmAKmORlW242vtvvvuJXP+dRw6Hh2Xjq+m6Qb0GbbD3V9xxRVuMQqoqgu6WmEdfvhfnQuHDfs2+Leq1q3q31OJs26pymmAiMYjsiHSoEGDtPsYpBLtIKcKTfwtWsGbbodLzTZoX6NZCKujyZrsujU96io20SHsdZw1adSoUbDuFltsUTJBWgqqu6DbzoWNG//VubCqdav691TirFuqch4g+oLZ5o9aTj/9dO8vndri//Of/wy2s9dee7nFZU3nQ+dF5yfdUY9tvZKmbNU86NWxDSN00Sy1Z/86Hh2Xji+dFllPPfVU+Hn+8MMP3WIUSHUXdIXGCSc8G5T37ftFletW9e+pxFm3VOU8QESPBY488sjwS3fllVe6q6Qt+pw/3U5gpU7nwZ6TOPVDdka/mi6aP/74Y1g5r8mbSpGOS8en49TxVufnn382K664YrD+Nddc4xajQGq6oA8dOjkoP+KIHlWuW9W/pxJn3VKVlwARVdDaX8la7r77bneVtKgppZ2fYdttt03713ap0vHrPOh86LykO2jl6NGjw7+FWs1V59FHHw3XTbdvSbGJ9jXS8dbETpilc49kSOeCbjsXVrVuVf+eSpx1S1XeAkRmzJgRXuzUzLdnz57uKmmJdpa76aab3OKyouO35yJOJ8vrr78+eI1+cf/0U/VzJ6h/iNbVHUsps3dk6fSHefLJJ8PzrnnaUXjpXNBt58Kq1q3q31OJs26pymuAyKRJk8I7CD0G8OnJrDqUgw46KNiGWsRMmDDBXaUs6LhtiyCdjzh1SzvuuGPwusMOO8wtqkDbtINZXnjhhW5xSdHx6Th1vDWdS4Xu8ssvH6zfrl07txgoC3kPEBk1alQ4Y56Gz/joo4/cVWqkfg72ObSarZbboywdr23WrPOQbr8PiT6ueeSRR9ziCiZOnBiu+/TTT7vFJUXHZ49Vx12TQw89NFhXzaeRXwMHfmk6dBhu5s9f7BYhjwoSIKIpU9X6R19A9VZP5wvruuOOO8IvfLkNLaHjtceu8xDHLbfcErxOHT1rqjCODmNe6o9qdHz2WHXcNYl2rBw3bpxbjBwZMGB8+PjohRfGu8XIo4IFiKjNve2tvs0228Tura7HDLYyU0s6bfhLQbRPho6/psctLjuc+QEHHOAWVWI7g+rvlG4FfbHS8dnPo467JhrV165/2223ucXIAXUE3GefTkF4NGz4tJk5s7Q/k0lX0ACR++67L7wY+vRW17No2zdEc49oaPJSpuPTcep4ddw1VYC7NC6ZPd869zW59NJLg3XTHZyx2NmxsXTc6dh///2D9dPt/Q9/Y8ZMX/ajp0sQHocc0s1MnDjbXQV5VvAAkVatWoUXNZ/e6iNHjgxHSVXdiupYSlG07kjHq+OO66677gper1Zw337717AO1TnnnHOC9XfZZRe3qCTpOHW8Ou50RIfrUQMR5MY338wxhx3213AkGhxx1KjqH70iPxIRIHoEo5nw7BfxtNNOi/1YRq25bKW6WtGUWojoeGxrKN/Wa7LPPvsE29h7773dopTsbJD77befW1SSdJw63nRnc5w8eXI48nSHDh3cYmTBjBkLzNFH9wrCY++9nzRDhnzjroICSUSAiHqrR+szfAaqi44ArF/qpTLpj47D3nno+HznmP/uu+/Ci92dd97pFqfUsGHDYP2amvuWCh2njlfHna66desGr6lXr55bhAzNm7fYnHJK37DSXMOQIDkSEyCi3ur2y+j7i04XV3snoroC34ttUmj/bZ2HjiuT44kOA5NuqzfuQGrWvn374DUK53Snx0XNFi9eWqHn+KOPxm/un1RPXFQrrSXpEreHqhSO9lavaZTYVPR4R/1L7MVSTV6LrZ+I9jfaVFfH4/vYyqpfv36wrd12280tqhJ1IDX76quvwr/TAw884BbDwx9//Glatx4UhscttwxzVylqblBUtSRdIvcwG73VVcG86aabhl9stZLRF70YaD9tJ0EtOg6fCvOoadOmhY/3br75Zre4SrTCSs+uu+4avE4jAiBz7du/G4bHlVe+HgRKKSmWgKhJYo/gk08+MWuttVb469tn2GzdzUTrVTTsh8aOSurdiPZL+2eHJ9Gi/Y/bVDeV6ICIY8eOdYurRD+Q9NgxyTS8icIa/jp1GhWGx3nnDVj2vVjirlL0CJA8iPZWVwsknzsIteZST21bL6JFj8iSNhS89sc+utOi/dV+x22NVpXDDz882G6dOnXcomrREz090SmXH3vsMbcYaVLPchsemvxp7txk/tjLFAGSJ5qDOtpb3ffXnb7gtg7ALuq42L9//6xdpOPS++r9tR/R/dJ+xhnbqiYzZ84M5/No27atW1wtxsJK3w477BC8Vn2ZEJ96mauZru1lPm3afHeVkkGA5FG09ZDqBubOneuukjbNJmfrV+yy8847B+8RdygVX3ofvZ/eN7of2i/tX7Z17tw5fA89GoyD0XjT16ZNm+D1CutZs2a5xaiG28v8669Lu5c5AZJnrVu3Di+CehwTt7d61MKFC4PWMnYIFLvoi3/00UcH82pMmTLFfVlGtD1tV9u3dwN20X5of7RfuWD7cugOzgfzgaRHnT3t37RLly5uMaqgXuaHHvpUWfUyd1tbpVqKQXHspfnrl/BZZ50VfkFPPfXUjOfmVgg9/vjjFVo8RZftt9/eNG3aNHim/fbbb6d9h6L1tL5ep9drO+62teh99f6ZhGFNNNe5rUdSCPtgRsL0bb311sE29EMBNZs+fX5Z9jJ3wyLVUgyKYy//n9tb/fLLL3dX8aY6h6uvvjpsxlnVsvbaa5utttoqCIVDDjkkXPTf+neVu6+JLtq+3iebdRzV0ayP9r0/+OADtzgtzImevquuuirYjjp//vLLL24xIubMmWeOOuoms/vu9wQB0q9faf44SaWYQqI6RXcECxYsCMZxshdFDQ6Ybfo1qrke1Bt5vfXWqxQCcRa9XtvR9grx6/34448P9kPB5fNc3zrqqKOC7WyxxRYZ3/kljY5Hx6Xj03Fm4v333w//9qXe6CATixYtMocddqxZf/0Dlv3wOm/Z9+Mdd5WSRoAUkPpFbLfddsGXVL3V48wF7kMVorowqDJa7f31WOrcc881J598cnD3of/Vf+vfVa71tH6hK1I1NMyqq64anKfLLrvMLY4lOgfJs88+6xYXNR2PPbZM55RRSNu6tRNOOMEtxjJLly4Nzo3O0YorrmMuv/x2d5WSR4AU2DfffGM23njj//8Qrmhee+01d5Wy16dPn/DCOGxYZkNB6PHhlltuGWxr9913z+huJkl0HDoeHZeOT8eZKdt7X+GtO2ZU1KxZs/Bz2ahRoyBQyg0BkgDR3uqaH8Ont3op052Rzo2aB2fjsVN0CtfnnnvOLS5KOg57TDq+bFADilI7T9miYXTsudFkXLlqeZh0BEhCRGfo8+2tXkpUOd+tWzfTpEmTcOj2xo0bu6t50XPrzTffPNim6lT0iKyYaf9towkdl44vG/SL2g7mqR846h8yYMCAtFvxlaonn3wyDI+ddtrJzJ5d2n09qkOAJEi0t7qaUfr2Vi82ai30wgsvmGuuuSboG2PvxtxFAZutfgn9+vULt9uyZUu3uKho/+2x6LiyQaGk+jD3b2AXVdafeOKJ5p577gkeK5bLI66BAwcG44TpHCi0y33YewIkYdQRz35J99hjj4x6qyeRLkxDhw4N5khRBWRNzY3V+kuVuTZYtZxyyilZaVpqW2Rp2z4jJSeB9tuem0xbXlnqSBjt86PgVufE6OCY7qJ9UB2M7hj1C13jcWXjcWOSvPfee2FjjnXXXTdvTdiTjABJIPWvsF9MzSyXyw56uaRHIKNHjw46GV5wwQXB/B32cVSqRV9OPU++8sorg4rz6NzcI0aMCDu3aVFfFd/+IJZ+PdrmzRtuuKGZOnWqu0qiaX+139p/HUc2fg3fd999YYdNLQr5n3/+OShTxbzCRXUsmmdEj2/cv2F0UX2ehoVXnxLdGWkmyWKlpuu1a9cOP6fvvFNezXVLXUkFiFrUnH322eEXUb+4i+HXnObVVmWrAuDAAw80q622WqWLSnTR3BPnnXde0GNaDQmWLKl+uGvdjWmeeft6dZbTSL+ZnBuNHmxDTXd82bizyQftp/ZX+639z3RU5hkzZoRDxdiLZDo92fU30WjT+jscd9xxYYvCqhY1hNB6t99+uxk0aFBRnG8N32PrzPT4SgOHorSUVICILqb2EYuWTPs/ZJuGFtHjk1tvvTVowrj++utXulhEF00mpV+zmsNcc6PPmzfP3WTaVLkenalRd2mZ3D3YwQO1qD9Mtiqhc0X7p/20+6z9z4Qu5Jtsskm4Pc1mmMnjGd0JPf/886ZVq1bm4IMPrvC3SrXsuOOOwQ+mBx98MLjDyUYT5GzR3Vd0sFDdTZezhXOnm0kfP7fsR1v1P/aKTckFiLi91XXxLQQ9QlPT4o4dO5ozzzwzHO67qmXNNdc0hx56aPAoTr/WfvjhB3eTGZswYUKF4eMVYJn8Co9WGOvinNS6J+1XNDy03750odbfKFq/1Lx586w3SdUd9ZgxY0ynTp3MRRddFNw5Rd/TXVTXUq9evWCIn169ehWsRaKCWnfSdr9uuOEGd5WysnTJb6bPDXWCOo/Rr7V3i4taSQaIaA6MaG/1XAyT7vryyy+Dsad011O3bt2weXGqRY+RNJiiOlWphdRnn33mbi5nFGx6XBatV9E++8zUqDs+O1yKFl3kMrmryQXtj31spUX7W9Njv6p8/fXXFX6cqFI4n49m9ONI9QiaMVGtuWznzqoW7Z8eseki/uKLL+a86azq76KfBzUOKHcfv3hjWGk+cURpDW9TsgEi6q1uHzGot/qrr77qruJNw6moaeL1118fDPC4zjrrVPryRhdVZKtjnypb1SolCdPD6nzYymQtag00btw4d7Ua6WIcvRPRNpPSOkv7ET1G7adveGhsq2hTaVV0Z6MCPlOqh9FnUZOFHXnkkTV+FjWsv+oHNSfN8OHDs3rnpDsl+z7l2ss8as70L03ni1cOwmPg3fV1W+muUtRKOkBErZmivdVHjhzprlIjXezffffd4OKvTnlqyeR+KaOLfvWpHqZdu3bBr75Cj4lVHfWZOeKII8J91znSIxMfqlOwdzV61KJWRIXqbKj31fvbRz7aL986D20r2jhDd48a8yzJF8fx48ebHj16BMOq7LXXXhVaiLmLvRvWY7iuXbt61+PYeeG1HHDAAVkNpqK0LCxeuueQIDw6XbyS+fnH/A+mmmslHyCiymf7OEnP/FUPUBX73FkDImpwRD36sB2gUi3a7j777BM8AtIv1Oq2nVQ6Zo1qHJ03XpMq+bT0UX1KdARj9VdR0+J80vtF+8lof3zreT7++OPwUagWdQTUj4lio8eT+vGk+rgzzjijyjlq7KIfXWpkoU6q6qxa02PJJ554InxtufcytyYM7xY+uvpowPVucUkoiwARjbga7a1u53xQU0M9w9ZkS6pkranlS506dYKJrdTyRReXYu1rkooq/O2sfFr0fF2POOLSY53ovC1a1JdFf4NMmg5XR9vV9vU+0ffVfvg8ZlKoqrd49Je7huW3fTtKgVoEahDSW265xRx77LE1Tl2gjqlqEagfG2+99VbYIlDDtNDLvKJF82ea7i3XD8Kj9/XbmqW/J7uFoq+yCRDRry/7ZdDETzW1vdezcz3Hve2228wbb7zh9Yu82OiioF+o9hzo8YaaHPtc+NUJzvYDsIv+W5M3+dS1pKLtaHup3sd3eBKNWRVtCq5+OeXSDFX1hrqDUyMLPYaqqU+S+qfYx5Z6dDt27Fh3k2VpaLdzwruPH8YNdotLRlkFiOiW3P0SaNGz//r16wfjI/Xt29d8++237kvLiuZYUbNinZvll19l2S/UZmbatPi/vtWkUz2wU7UW0t3OhRdeGDQ51RAeNT0zV7nW0/p6XfRuyS56H72fb5+UwYPfCS6KdnvqtFnOF0U7KoKmZz7//POD8+Gec7voh0cSGocU2tQv3zJPNP1HEB5vdTnTLS4pZRcgejShYT/0y0otUfTsthTHH8oG9SNQBexaa+247Bf9yebAAzUAoF+wqu+EJmvSI6Xq6pT0CCTVdMHVjf2l7Wm72r5vZ7olS/4wd9310rK70v+YVVb5q+VeixYtvIOolOkuVY+wovN62EWPh8t5bh71+Xi23fZBeDx1ZW2zcN4Md5WSUnYBgnh+/32JufnmzmbHHa8N5q3Wctdd75nFi/1bIKnll37RqqK+pp74VS16nV6v7WQ6+vL33881Z53V3+y55yNmm22amu22a2gGDnzZXQ0O+6hTP8bUATb699GPs0z/LsUo2udj/Hud3eKSQ4AgLe+//7054ogeYYicempfM2lS/EdaqehOR62k1Exav2pTTResf1e51stmD+tXXvnK1K/fNTyu889/xvz4Iy2IaqKm6XaUYfX9EHWijfa5UX8UBXy53N2Xep+PVAgQpG327IXmkkteCS+2BxzQxTz/fHYqw/Pt119/N+3avRUeyz77dDKdO49adrEr/S99NqiFmg0KjcNlqZWaRpCOjnKw33775XWkhYIogz4fqRAgiEU/qnr2HGPq1esUXnxbtx5k5s0rnubMX3zxkzn++N7h/h9zTC8zZkx5zxYYh+oRbT8SDeuSioZb0WCPNkTUx0gNWEq1kj3a5+PDAW3d4pJFgMBLqovw6NHJfuat8Ove/dMK4Xf11YOLKvySQB1zbTCow21V1KBBTcCjE2qpkj2bQwolQbn0+UiFAIG3VI+BnnwymY+BZs361bRoUfHxW//+493VkAbVSykM1JcqnSl5J06caBo0aBCGiJZSqmSP9vmYMm6QW1zSCBBkzK2IbtLkRTNjRs0XlnwZPrxiA4DTTutnvvlmjrsa0qBOlrZ3vpo5x5Gqkl2TbxVzJXu0z8eQLme4xSWPAEFWTJnyV1NYe5E+9NCnzNChk93V8kp9O+677wNTt+5f+6SlQ4fhGTVBLnft27cPA8CnYlyV7OoEWgqV7OXW5yMVAgRZowt2x44jzN57PxlesO+8892CXLC/++4Xc+aZz4f7cfjh3b07QeIvqjxXHYYu+uqMmwkNSBmdG16V7Jqkq5gq2T+K9vl4128E62JHgCDrRoyYYo48smd48T7llOz1GUnHSy9NqPBIrWnTlxL1SK1YaW4Ve8HXUDeZUiW7xpkrxkr2KZO/NC0armxuP7WWGdjhwLLo85EKAYKcUJ+RSy99NbyI779/F9OvX27bxi9YsNi0bTskfE9V6nfp8kkiK/WLkUbi1UW+du3aWR3iJVUluyrq7YjZSaM7sROPOcTU27aWOa3+Smb697n9XCcZAYKc0Y+yp58eY/bd9+9ms61avWHmzo0/dW5N1Ky4UaO/mxUfe+wz5rPPyu+ZdK5oPhCNzKyL+xVXXOEWZ4Xm0ymGSvZu3boF+7fyCrXMfe3Lp89HKgQIcm78+JnLfr0+W+GRVpT9d1V2KwiqY9eN0h3GIYd0C8uuvXawmT+fvh3ZpDlDdNFU5Xe2huJPJVUl+7777htM8pYEM2fODMdv23bbbbN6J1aMCBDkhfqM3Hjj0PDuIMpe+LWoCXB1UgWIXHjhQHPQQd3MgAH07cg2DemumRh10dT4ZPmQ1Ep2jctm92nQoPLq85EKAYK8mjBh1rJfmRV/tdlQaNCge/C/b789uUJ5VFUBgtzRAJb2oqkh8/MlaZXsQ4cODe+MNBIxCBAkgA2FPn3GBv/7v//1WfarN/VzbwIk/4455pjgornBBhsUZArnr7/+uuCV7JpTfocddgjeW40IZsygfk0IEBScDQWFhsLDhkkqBEh+fffdd+EEYK1bt3aL88qtZNdQKvmqZL/pppvC9+3UqTz7fKRCgKDgoqGgx1f2cZaa5boIkPxq165dcNHUoxs1ty20QlSyf/nll2bllVcO3uvAAw8MmvHiLwQICs4NBVWk678femhkZK2/uOsid5YsWWI23XTT4MKpR0hJks9KdjvbosYA++KL8u3zkQoBgoJzQ0FNedWkd7/9Opvp0+dH1qy8LnKnf//+4QW6b9+KTa+TIFUl+1ZbbZXVSvannnoq3HbbtuXd5yMVAgQFlyoUbI9yDRcflWpd5MaRRx4ZXDg32WST4GKdVKpkP+KII8ILvZZsVLLT56NmBAgKLlUoTJs2P7gD0Z2IOiJaqdZF9k2aNMkst9xywcWzTZs2bnEiZbuSnT4fNSNAUHBVhcKDD44M/l2DIVpVrevLjqZa01Jurr322uDCqRCZPHmyW5xYqmRv0qRJxpXs9PlIT/l9M5A4VYWCWmFpGHaV2aHYq1rXlxsUVS3lRH09Ntpoo+Di2bBhQ7e4KGRSyU6fj/SV1zcDiVRdKNjOhY0b/9W5sLp1fZRjQNSkT58+4YV34MCBbnHRUL3N7bffblZdddXweFTJ/sorr7irVkCfj/TxzUHBVRcKCg07EGPfvl9Uu64PAqQy22x1s802C8bBKnZxKtnp8xEP3xwUXE2hoKlxVR6d1zxbCJCKJkyYED771y/xUpKqkv2RRx6pUMlOn494+Oag4NIJBdu5MJ114yBAKmrZsmVwAdXcH1OmTHGLi151lez0+YiPbw4KLp1QsJ0L01k3DgLkb+rnYPs9NGrUyC0uKapk33nnncPAUGCqol3/nz4f6eObg7LmtrZKtZSLnj17hhfUbPbmTqpUlexa1Lsd6SmfbweQghsWqZZyUb9+/eACqpZKvp3vipEq2W3FuV1OOumklJXsqKh8vh1ACuUWElUZO3ZsePHUr/Jyc+mllwbHboeu15Kqkh0V8c1BWSNA/mIvoKoHmDZtmltc8m688cbg+FdbbbVKlez16tUzn376qfsSGAIEZY4AMWbhwoVmnXXWCS6WjRs3dovLQseOHcPAUE/09957r1IluybUSqcnezkp728Oyp5PgHz32cvm2eu3M8N6NjE/ffuRW1x0unbtGl4oBw8e7BaXhWgDAlv3kaqSPZ2e7OUk3jcHKDE+ATKs+wUVKtmfv30vM+6dJ8yS3xa4qxYFPaLRxVHNV8u157VCwYaE6oOiUvVkp5L9L/G+OUAOxOnbEWfddPgEyIKfp5ihXc82nVusUiFIul62pnm3V3Mza0rxPC8fPXp0eFHs0KGDW1w23n///fA8vPPOO25xoFevXuEgk1qoZCdAkABxQiHOuunwCRDrtwWzzWeD7zN9bqhTIUi0vNC+npkwvJtZ8vtC92WJ0qxZs+BiqGasP/30k1tcNjQGlg2GAQMGuMWhVD3Zy7mS3e+bA2RRnFCIs246MgmQqKkThpo3O51qOl+8coUgeeqKdc3wZy8zP/+YvHGV5s+fb9Zcc83gInjaaae5xWVF4WkDoVu3bm5xJVVVsi9YUJyPMX1l/s0BMhQnFOKsWwiL5v1kPn2jg+nd9l+V7koGdjjQTBzZyyxd8pv7soJ44oknwgvg22+/7RaXlSVLloR3Fffee69bnFJVlewvv/yyu2rJIkBQcHFCIc66hTblizfMoMdPNJ2ar1ghSLq3XN980Pcq88uMr9yX5NWee+4ZXPTq1KnjFpUl1WnofMQdSFGV7Hb+eLuokn3q1KnuqiWHAEHBxQmFOOsmxa9zp5lPXr3d9Lpuy0p3JS/fd7iZ9PFz5o+lv7svy6kPP/wwvNjdf//9bnFZ2nrrrYPz0bx5c7coLakq2R9++OGSrmQnQFBwcUIhzrpJ8+eff5jvPn/FvP5II/Nks+UrBEmPVhuZkf2vNbOnf+O+LCcuuOCC4CKnxy+zZ892i8vSXnvtFZyTU045xS1KmyrZL7roovBx2Cbr1DKXnVnPTP2mNCvZCRAUnA2FOEuxU1Pgj1+80Tx99T/DEHno/FrmgsP+YVqcc5Tp379/8Fw+F3755Rez+uqrBxe4s88+2y0uWw0aNAjOifp8ZEqV7HvuvrPZe9ta5vzDapkHz1/BjOjXumj7ClWFAEHBueGQzlIq/vxjqZn86QDz6oMNzU0nL2ca1a1lNl/vr0cgm266qWnXrp35/vvv3ZdlRI9V7GOW4cOHu8VlS9Pc6pzUrVvXLfKy5PffzfNP3WFuO2PV8EfCM9dtFYxkUCoIEBRcnFCIs26xmTV9snns3uvMVptvHF7gtWiE2GOPPda89NJLWXmevuuuuwbb1f/ib7ZPzDbbbOMWZWTuzEnmlQeOrPDIcvATJ5lf5xR/JTsBgoKLEwpx1i1Wah7at2/fSsNnaNl8883Nrbfe6j2Mhu447LZ0J4K/tWnTJjgvGlgyFyZ++ExQ12VDpNvla5uxQx8O6saKFQGCgosTCnHWLQUTJ040rVq1MhtssEGFINGw6yeccIJ5/fXXY41fpToPvV51IKoLwd/uueee4NyoAnzp0qVucVb89uvP5p2eF5knmv4jDBKNWlBMw99EESAouDihEGfdUqIhxp955hlz0EEHVbor0SOXO++808yYMcN9WQVqbWU7vakVFiqKjko8c+ZMtzirpn39nnnupp3DEOnUbAXzQb9WRVfJToCg4OKEQpx1S9W4cePMFVdcYWrXrl0hSFZaaaWgInjIkCHuSwLq72HXVT8QVPTCCy+E52fChAlucdap78/oV+8wXVoUbyU7AYKCixMKcdYtdYsWLTLdu3c3++23X6W7kh122CEYkmPWrFnh+upxrjL1QEdlw4YNC8/fiBEj3OKcSVnJ/njjoqhkJ0BQcHFCIc665WTMmDGmRYsWZq211qoQJKussoo544wzKjTd1RhYqOzzzz8Pz9Grr77qFudcMVayEyAouDihEGfdcqQpVzt16hT0ZXDvSrToMdcPP/zgvgzLzJg+1ey4WS2z2xbLAmTA025xXiz+dU7sSvbonUt1Sy7kZqsACu7jjz8OhtVYbbXVKoSIKtLPO+88M3LkSPclZe33xYvMhYfXMs2OrGXeHvigW5xX078ebvretEt48a+ukt0NiqqWXMjNVgEkhvqNuHcidtljjz3MY489ZubNm+e+rCzZCu2PX7rJLcq7VJXs/W7dQ4OqVVgvlwFRk8K8K4C8UB8RzXWusNh3332DyuFzzz23whwWWtZYYw3TtGlTM2rUKHcTZcWOTaZJwJIiWsmuOhK3ToQAAZATgwcPDkNC/RysOXPmmI4dO5qddtqp0l3J3nvvHdSjLFyY7Ol4c6HvzbsGF+O3up7lFhXcjEkfmPk/Vx4XjQABkBONGzcOQkHDc1QVCO+++645/fTTg3nRo0Gi+SwuueQS89lnn7kvKVkv3nNwcDF+7aGj3aLEIkAAZN20adOCIU8UBpdeeqlbXIl6X2s4j+23377SXcn+++9vevToEfQ9KWVvPHZCcDEecOd+blFiESAAsk7zddsAGDt2rFtcrTfffDPo1a5mv9EgUe939YIfP368+5KSMKz7BcHFuE+7HdyixLIBUt2SK7nbMoCC0bDvW221VXDRr1+/vluctunTp5v27duH071Gl4MPPtj07t3bLF682H1Z0dKkT7rgdr9qA7cosdywSLXkSu62DKBg1JPaXuh79uzpFsem1lyvvfZaMALwCiusUCFINFJw2+tamx++/9p9WdFRs1ldcNXvwm0um1S5DonqFOZdAeRUo0aNgov7+uuvn/V6i6lTp5pbbrklmJvEhshWG9QyJ+xTyzx92xHmm1H9gj4MxWjcsMfDC/LiRXPd4kQiQABkzZQpU8K7hJYtW7rFWaM5M1588UXT6NhjzD7bLW+aHF7LPHrhXxeznq02Nh++0MbMn/Wt+7JEm/Txc+EFed6syW5xIhEgALLmxhtvDMJDEyPlY1hy+Wna92ZQr+tNz6s3rfDs/cmmy5nXHvyv+fbTgcH870n3w/g3w32f+V1xdKokQABkhe4KNttssyBADj30ULc45/74Y4mZ/El/80rH/1QYEFDL09dsFgwRsmBOcgdznPn9J+H+/jBusFucSAQIgKwYMGBAWC/Rp08ftzivNATHyOevMT2u2rBCkKiC+o1HjjPff/5qpWE5Ck2Prex+TvqosOcvXQQIgKxo2LBhEB4bbbRRYprX/rFkcXAxfum+wyoEiZZe120ZtHz6de4092XVcrdT1RKXKs7ta78Y9phbnEi+x5oNhXlXAFk3efJks9xyywUBcu2117rFifDL9Anmg+damu5XrlfhQt+p+YrBLHxTxg1yX5KSGxRVLT60L3qtgq0YZHKsmSrMuwLIujZt2gThoRCZNGmSW5woS5f8ZiaOeNoMvOuAShf93tdvaz59o4NZNO8n92WhXF407SM3zb+B6uXmLwAgr37//Xez8cYbBwHyn//8xy1OtJ+njjXDe19qul2xToUg6Xzxyubt7uen7FOSywDpc0OdYNt6b1QvN38BAHnVt2/fsPK8f//+bnFRWPL7QvPl8K7BFK7RIJn29XvuqjkNkAF37R9s+41Hj3eL4MjNXwBAXjU7s4HZrHYts+UWm5olS5a4xUVn1vejg0md3ut9Sd7vQDSUu7b94t0HuUVw5OYvACBvZk+baJod+Q/zv31qmc4d27nFJSmXAfJOz4sIkDTl5i8AIG/sCLJ3nrm8+fmn79zikhR9xFXV4uvXOVPNRwPbmVlTPnWL4PA/ywAKTn0sNPS4LpivPXyMW1yy3LBItSD3OMtAEZv44TPhBfO7MS+5xSWLkEgG/gJAEbNzePe6douiGKwwWwiQZOAvABSpOT+OCwcsHPXyLW5xSSNAkoG/AFCk3u9zRXAR1eCEqvgtJwRIMvAXAIrQ0t8XmaeurB1cRN947AS3uOTlIkDsNmta8DfOBlCEJnzQPbygTRn7ultc8nJxMXeDoqoFf+NsAEXIDrfRu802xvz5p1tc8nJxMc/FNksdZwsoMrN/+Cy82I1+rb1bXBZycbHPxTZLHWcLKDLvPdMiuNB1ungls3DudLcYngiQ+DhbQBFZ8tsC0+3ytYML3eAnT3aLkQECJD7OFlBExr/XObzQTR0/xC1GBgiQ+DhbQBHpf8fewUXu2Xbbl2XleS7ZAKluQUWcEaBIzPxuVHghGzPoHrcYGXLDItWCijgjQJGw81R0brGKWbRglluMDBES8XG2gCLw+6J5puulawQXuCFdznCLkQUESHycLaAIfDHssfACN+2rd9xiZAEBEh9nCygC/W7dI7i4PXfTzm4RsoQAiY+zBSTcjG9GhBe3z4d0dIuRJQRIfJwtIOHGvfNEcGHrcunqZvGvc9xiZAkBEh9nC0i4JYt/NZ+8cpuZMm6QW4QsIkDi42wBgCFAfHC2AABeCBAAgBcCBCgw++ikpgVIGj6VQIG5QVHVAiQNn0qgwAgIFCs+tUCBESAoVnxqgQIjQFCs+NQCBUaAoFjxqQUKjABBseJTCxSY29oq1QIkEZ9MoMDcsEi1AEnEJxMoMEICxYpPLVBgBAiKFZ9aoMAIEBQrPrVAgREgKFZ8aoECI0BQrPjUAgVGgKBY8akFCowAQbHiUwsUGAGCYsWnFgDghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4+T92eggm3Ib5mQAAAABJRU5ErkJggg==)
PN: 3H31-3-3L
CAS: 1980053-97-1
Molecule Weight: 308.227
Formula: C13H10F6N2
PN: 3H33-7-0T
CAS:
Molecule Weight: 316.8
Formula: C18H18ClFN2
TSCA: Not listed on TSCA inventory