| Product Number | 3632-3-00 |
| CAS | 1417794-54-7 |
| MDL Number | MFCD22631781 |
| Molecular Formula | C16H17F2N |
| Molecular Weight | 261.316 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3632-3-00
CAS: 1417794-54-7
Molecule Weight: 261.316
Formula: C16H17F2N
PN: 3H31-3-26
CAS: 55513-19-4
Molecule Weight: 194.253
Formula: C11H15FN2
PN: 3631-3-0N
CAS: 90389-86-9
Molecule Weight: 167.227
Formula: C10H14FN
PN: 3631-3-63
CAS: 90389-84-7
Molecule Weight: 139.173
Formula: C8H10FN
PN: 3631-3-0E
CAS: 1152832-76-2
Molecule Weight: 171.191
Formula: C9H11F2N
![N-[(3-Fluorophenyl)methyl]cyclopropanamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACYWAAAmFgGz33QBAAACBHpUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzKlmSbwniFEGLAgPaPawdsLdBsZXUgC0VsnP7+1FO0kVI5sI2SJM8lETSnt3v2wa22nW1NQXhNCKgTWmr2qwL8uvt6S4n9/NZiUEYaLqCvPf9x5Sx3W5Hy3fdqr01tLQtOfqn+64OYnaSWrdmIoo4+/3y/Dowd7XpemVKjVRXT7vB+GxL1Q+7+M8SrFVuWxt2DGet2x6z/RGRvyO67yry7ywP6FsgCqu60bCyrlU9bEVE8Y6+wVob7VSvK1ge0CxpjGefz14ebblptelR9RnqUjWvvduUaGhto8sNJkPl+2NBWo6A6m27cE4dwGverDgoAUqCikEloFJQGagc1AQUj/BBPxdY50b7hd4OH7ogT/Bwcf04a1ggURBBeSQzwD3KLIaYZhnmSdEYZ2dxMt70pTTPUCRUyvichcABE3NB8xwzo+T8KMP3iCYZygnN/QZyKlIUGY0n0uebJNKvnGJ3z+JEYGHYZ2Xms6U11YUKdVWQJSdDyX7qVSdOVSNgXaUdbswn8KGXgAgBX+NPYHELkCHgOzIOxCHg+zcOJCHguz0OpCHgZ2P80FkI+EkaB/IQ8HM3DkxCYJjSccL7g9YNU/0Fw6+X+QoRV8XiYry8XF7NyG2EXYwkO3/YqF599Ozij8DwPzj/C8YnibOpoE8fAAA+xklEQVR4Xu3dCbxN1f//ccos8xAiJKSiQYavooGobxpoIqVB+YZvUknUN4nU/YlIX5RZpVLIT0QaEQ2SImSex8yze7H+38/5/o/f2Wvffd177j57r73P6/l4rEePrrX22Wcvd72dfdZaO4cCACAOOfQfAACQGQQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC6BD5B32ufIVgEAxCfwI6geCFktAID4BH4E1QMhqwUAEJ/Aj6AEAgD4I/AjLgECAP4I/IhLgACAPwI/4hIgAOCPwI+4BAgA+CPwIy4BAgD+CPyIS4AAgD8CP+ISIADgj8CPuAQIAPgj8COuHiBZKYCX/vjjDzV8+HB1/Phx/Y+AQAr8KKqHQlYK4IX9+/er+++/X+XIkSNS8uXLpyZPnqxXAwIn8KOoHgpZKUAinTp1So0ePVqVKVPmdHjElhtvvFEtXbpUbwYERuBHUUIBJvr+++/VVVddZQsNveTKlUs98cQTas+ePfohAOMFfsQlQGCSjRs3qvvuu88WFNGSM2dO28+klChRQg0ZMkSdOHFCPyRgrMCPuAQITHDkyBHVq1cvVaBAAVs4SClcuLDq16+fWr58ubr99tttfx4tl156qfrqq6/0wwNGCvyIS4DAbx9++KE6//zzbWEg5ayzzlKPPPKI2r59u6XNl19+qS655BJb/Wi544471OrVqy1tANMEfsQlQOCXhQsXqoYNG9oG/2i55ppr1C+//KI3Oy0tLU299dZbqnjx4ra2UvLmzau6d++uDhw4oDcFjBD4EZcAgdd27Nih2rVrF/l0oQ/6UuTTyAcffKA3c7R7927VqVOnyBfq+rGkyCyuMWPGRGZ1ASYJ/IibqAA5dmi3Sj12UP8xklhqaqp6/fXXVZEiRWyDvBT5/kO+B5HvQ+IhCw0bN25sO2601KlTR82bN09vBvjGvRHXJ4kIkKXfDVUjOuZRIzvlU/MndFHHD+/VqyDJfPbZZ6pq1aq2QT1aWrdurTZs2KA3i8uUKVNUlSpVbK8RLW3atFGbNm3SmwGec2fE9VEiAmTsU8Utxxz3dEm1bPbb6tRJplgmm2XLlqmmTZvaBvFoqV27tpo7d67eLNtku5OUlJTI7C39NaUULFhQ9e7dWx09elRvCnjGnRHXR4kIkAkvVrcdV8onvWupLSu+1asjhGRhX+fOnVXu3Lltg7eUc889V40aNUqdPHlSb+qqbdu2qYcfftjx+5aKFSuqCRMm6M0AT7gz4vpIH+TdsGvTb2pCz4tsx46WWW/fqQ78tVZvhhCQhXxDhw6NLOzTB2spefLkUc8++2xkfysvLViwQDVo0MB2PtHSqFEjtWjRIr0ZkFDujLg+0gd3t5w8maaWfDVIje1SzPYaUkZ2zKt+nvICX7SHyDfffKNq1qxpG5yj5dZbb1WrVq3Sm3lq/PjxqkKFCrZzk3L22WerRx99VO3cuVNvBiSEeyOuT/SB3W1HD+1Sc99/XA1//Gzba0l5r1s5tfKHd2XnPL0pAmLNmjWqRYsWtgE5WmrUqKFmzZqlN/PN4cOHVc+ePVX+/Plt5ypFZon1798/MmsMSCT3R9yQ2r15sfpswPW2AImWT1Pqqx1rf9SbwWAHDx5Uzz//fGTBnj4IS5EFfoMHD44s+DPR+vXr1b333ms772ipVq2amj59ut4McA0BkkVrf52kPnz+AluARMo/cqpvR7dVh/du0ZvBILIgb+zYsaps2bK2QVeKLOjr2LGj2rVrl97USHPmzFFXXHGF7X1Ey0033RTZgwtwGwEShxNpx9Svn/dVo584xx4i/yny81+nvxKpB7P88MMPqm7durZBNlpuuOEGtWTJEr2Z8WQ22IgRI1Tp0qVt70mKzCbr0qWL2ruXNU1wDwGSDfJJQz5xyCcPPUSkfPB8ZbV24US9GXywefPmyFMBnbZTl4V7n376qd4scPbt26e6du0amS2mv0cpJUuWVG+//TbbxsMVBIgL5LsP+Q5ED5Boke9Odm/6XW8GD8hCuz59+kQW3umDqZRChQqpV199NXTPKV+5cqW65ZZbbO83WmrVqqW+/fZbvRmQJQSIi2Q21vvdzrMFiBSZxSWzuY4e/EtvhgT5+OOPVaVKlWyDpxT5JPLQQw+prVu36s1CZebMmeqiiy6yvf9oufPOO9XataxpQnwIEJelHTukFkz5V2QfLT1EpMi6EllfIutMkBi//fabuvbaa22DZbT87W9/Uz///LPeLLRkFtmgQYNUsWLFbNdCisxCe+GFFyKz0oCsIEAS5MCuderLt++yBUi0yEr3TX/M1JshG/766y/Vvn37yII6fZCUUr58efXee+/pzZKGzCp7/PHHHa9PuXLl1Lvvvsu28cg0AiTBZO+sib0vswVItMx46xa1b/sKvRmyQBbMvfHGG6po0aK2QVFKvnz51IsvvqgOHTqkN01KixcvVtdff73tOkVLvXr11I8/sqYJZ0aAeEB28V02553Irr56gEiRreN/+OQZdfzIPr0pzuDzzz9X1atXtw2C0XLPPfdEFtzBbtKkSeqCCy6wXTMp8h1R27Zt1ZYtrGmCMwLEQ/JcEXm+yIgOuW0hImXcM6XU8rkj1KlTid3hNQz+/PNPdfPNN9sGvmi5/PLL1ezZs/Vm0Bw7dkz17dtXnXPOObZrKEV+/sorr0TqAToCxAd7t/+pPn/zJluARMukPleorSsZ/NIjC+Geeuopx23WS5UqpYYPH57wbdbDRj5pyCcOp3UylStXVhMnsqYJVgSIjzYsme747BEpXw6/Rx3cxe0XIQvf3nnnnUhA6IObFAmUp59+OrKQDvGT7z7q169vu77Rct1116nff2dNE/6LAPHZyROp6vcvB6gxXYraAkTKqE751Q+f9lSpxw7rTZPGd999py677DLbYBYtf//739WKFUxEcJPMxjrvvPNs11qKzOL6xz/+EZn1huRGgBji6IGdavZ7j6W7bXyvu3OorveWV19Pf19vFmrr1q1Td999t20AixZZIDdjxgy9GVwis9b+9a9/RWax6ddeiqwrkfUlbBufvAgQw+zauEhN7X/t6fDo/0AO9eTfc6iW9XKouhfmULc2axD6RXBnGrhkuu7AgQMZuDwiQX7XXXfZ+iE2yGXFO5IPAWKoNb98rMZ3r6ReaJlDtb02h7rh0hyqatkcKl+eHJHnY8s2HPK87LCRhX7cOjGT7J2V0a1E2XuLW4nJhQAxWFrqUfX5+N7qnoYF1RWVc6iSha2/sLIR4GuvvRaKjQB/+umnyBYj+qAULUH68lYeKbts2bLIgCtFHkMrzx/597//rXr16hX5r/y//DxaR+oH4VG00ckMsquv3kdSZBfgZ555hskMSYIACYCd2zerpzrer3Kdbf+FlRLkrchlM8MHH3www+mjn3zyid7MCH/88UdkMZ6E+AMPPBB5zojTavjMFmkvx5HjyXHl+PI6psnMdGp5PgnTqcONAAmQ+fPnqzp16th+WaOlcePGRg426YkuYJNPUfr7kGLiAja5PTNs2LDI6nanf4EnqsjryevK65t0m0gWdMoTD/XzjRZ5UiILOsOLAAmYzDyOtVOnTmr37t16U2NMnjw5wy005F/fJmyhIV/ST506NXI+shGjfq5+FjkfOS85PxMmE8iz19lSJvkQIAF14MAB1aNHj8hW3Povq5TixYurt956K7KVtylkEz95ZKx+rtEim/jJI2f9tmDBAtW5c2fHRYtnKtLu6quvjnxv07Jly8iEh3bt2kW+/4gW+X/5ufy51JP62Xk9OV85bz9JkA0YMMDxNl7+/PlVz5491eHDybumKWwIkIBbs2aNatGihe2XNVouvvhi9eWXX+rNPCXbiHfo0CHy6Ug/Pymyjfi4ceN83UZcPrGlpKRErpd+fk6lTJkykQB47rnnIp8KZSLAnj179ENnibSX48jx5LhyfHkd/bWdipy/vA8/P4HKZIDHHnvMcdt4+fT0/vvJtaYprAiQkPj666/VpZdeavtljZbbbrtNrVq1Sm+WUPLp58033zT6QUbbt29X3bp1c/wuJrbI+5ABXWZRyawpL8nryevK6ztdz9gi70fel7w/vyxatCjDB3s1aBD+NU1hR4CEiEyxHDJkiCpRooTtl1WKTLGUQWX//v16U9d98cUXqkaNGrZziBa/H6W6ceNG9cQTTzguVowW+XTUtWtX4wY6OR85Lzk//Zxji7w/eZ/yfv2S0aOFw7ymKRkQICEkt0Fk0HC6ZXTuueeqUaNGJWSK5cqVK1Xz5s1trxkttWrVUt98843ezDNya0eeyidhqp9btBQoUEC1adMmsrpaQtlkcn5ynnK+ct76e4kWeb/yvv26tXX06FHVu3dvVbBgQdu5SQnTmqZkQoCEmNz2uPHGG22/rNFSu3Zt9f333+vN4iKfauRfxE4Ds0xDlSmofg3I8v2KhKbTpzMp8q9k+QTn5y217JDzlvN3+te+FHn/ch38+r5p8+bN6v7773dc9xPkNU3JiABJAjLVs2rVqrZf1mhp3bp13Lc45FPMyJEjVenSpW3HlSILzZ588snIwjO//Pbbb5H77fq5RYtMP5UvrU2asZYd8j7k/WQ0rVauh1wXv8iaJlkwqZ9XtARpTVMyI0CShNwa6NevnypcuLDtl1WK3P6Q6aVHjhzRmzqaM2eOuvLKK23HipZmzZqp5cuX6808I++lS5cujrfyatasqSZMmJCQW3kmkPcl70/ep/7epch1keuTlT53U2bWNHXs2NG32244MwIkyezYsSOyBkG+vNR/YaWcf/756sMPP9SbWWzYsEG1atXK1jZaqlWrpqZNm6Y385QEl9PAKesUZEaTX7fTvCbvU96v0/oMuU5+Bn0Q1zThvwiQJLVw4UJ1zTXX2H5Zo0X+TOrEkgVgL730UmRBmF5fSpEiRVT//v19XxktD0Nyesa3rN72c2qrn+R9y/vXr4kUuV5y3fwUhDVNsCJAkpx82pBPHfovqxT5lCKfVuRTi+wcW6FCBVsdKbJg7NFHH/V9N1kJuEceecR2ftHBhz2Z/kuug9OCSbl+fq8UN3FNE9JHgCByD1y+/3CaBuo0Y0ZKo0aN1K+//qof0nNyW81p0JH76CZtymgCuR5yXfRrJUWuo1xPP8ltt6FDhzrOmpN/tMi2OHL7C/4hQHCazMSSGVn6L2t6pWLFiuqjjz7SD+ELma2T3maHMmFAFrHBmVyf9CZWyPU0YRZUdE2T07bxEnbwDwECm7lz50bWiOi/rFJkIdjLL7/s28wd3bx58yJfsurnKbPDVq9erVdHOuQ6pTebTq6rXF8TOK1pkpX28A8BgnTJFFB5slzsL6vcTti0aZNe1TefffZZurfd5D4+t6yyRq5Xet8fyfWV62yK0aNHW85PdiKGfwgQOJJHrcb+ssozr00hu7mmt77j+eef16siC+T66ddUrrMpu+fKP2Biz02mjMM/BAgcmRog8i9iPTxkxtjgwYP1qoiDXEd9nZBcbxM+iRAgZiFA4MjEAJF78vptK9l/60yLH5E1cj31fc3kuvv9nQgBYhYCBI5MCxCZFaR/YS6D3IwZM/SqcIFcVz1E5Pr7OTuLADELAQJHJgWIrEvQp+rKbRY+eSSWXF/9dpb0g1/rRAgQsxAgcGRKgMiU4fQWCfKdhzfkOuvXXvrDj6ncBIhZCBA4MiVA0pteymwrb6U3O0v6xWsEiFkIEDgyIUDee+89IwYupB/k0j9eIkDMQoDAkd8BIluM67vqyoppFgn6Q667vmJd+sfLreAJELMQIHDkZ4DI/XX9eR6yXTzbk/hLrr/0Q2y/SD959X0IAWIWAgSO/AwQeVJe7GtLYWNEM0g/6H0j/eUFAsQsBAgc+RUg8qxufaW5bD0Oc+hbwUt/efGMdQLELAQIHPkRIPKc7AYNGlheVx5+xPceZpH+0B9KJf0m/ZdIBIhZCBA48iNARo4caXlNeZjVd999p1eDAaRf9IeNSf8lEgFiFgIEjrwOkF27dqmSJUtaXlOe4Q1z6c9Yl/6TfkwUAsQsBAgceR0gHTp0sLxe0aJF1fbt2/VqMIj0j/RTbL9JPyYKAWIWAgSOvAwQeZyuvnHfv//9b70aDCT9FNtv0o/Sn4lAgJiFAIEjLwNEnnsd+1qytkCeigjzST/pa3akPxOBADELAQJHXgWI3AbJnz+/5bUmTJigV4PBpL9i+0/6MxG3HwkQsxAgcORVgHTr1s3yOtWrV+fTR8BIf0m/xfaj9KvbCBCzECBw5EWA7N69WxUqVMjyOmPHjtWrIQCk32L7UfpV+tdNBIhZCBA48iJAUlJSLK9RqVIllZaWpldDAEi/Sf/F9qf0r5sIELMQIHDkRYDoq5mHDh2qV0GASP/F9qf0r5sIELMQIHCU6ABZsGCB5fgFChRQBw4c0KshQKT/pB9j+1X62S0EiFkIEDhKdIB07tzZcvw2bdroVRBA0o+x/Sr97BYCxCwECBwlMkBSU1NVqVKlLMefOXOmXg0BJP0Y26/Sz9LfbiBAzEKAwFEiA2Tq1KmWY5crV06dOHFCr4YAkn6U/oztX+lvNxAgZiFA4CiRAdK2bVvLsbt27apXQYBJf8b2r/S3GwgQsxAgcJTIAClfvrzl2L/88oteBQEm/Rnbv9LfbiBAzEKAwFGiAmTFihWW45YoUYKV5yEj/Sn9GtvP0u/ZRYCYhQCBo0QFyLBhwyzHbdmypV4FISD9GtvP0u/ZRYCYhQCBo0QFyN133205Ltu2h5O+zbv0e3YRIGYhQOAoEQEiz8zWp+8uXbpUr4YQkH6N7Wfp9+w+M50AMQsBAkeJCJBly5ZZjlm2bFm9CkJE+je2v6X/s4MAMQsBAkeJCJCJEydajsn3H+Gmfw8i/Z8dBIhZCBA4SkSA9O3b13LMHj166FUQItK/sf0t/Z8dBIhZCBA4SkSA6AsIefZHuOnPCMnugkICxCwECBwlIkDq1atnOeYPP/ygV0GISP/G9rf0f3YQIGYhQOAoEQFStGhRyzH37NmjV0GISP/G9rf0f3YQIGYhQODI7QDZsWOH5XilS5fWqyCEpJ9j+13+HsSLADELAQJHbgfI4sWLLcerW7euXgUhJP0c2+/y9yBeBIhZCBA4cjtA5s2bZzlekyZN9CoIIenn2H6XvwfxIkDMQoDAkdsBoj9oqEWLFnoVhJD0c2y/Z+fBYQSIWQgQOHI7QD755BPL8bI7pRPBoE/dlr8H8SJAzEKAwJHbATJ69GjL8Tp16qRXQQhJP8f2u/w9iBcBYhYCBI7cDpA333zTcrzu3bvrVRBC0s+x/S5/D+JFgJiFAIEjtwMkJSXFcryXX35Zr4IQkn6O7Xf5exAvAsQsBAgcuR0gfAJJTnwCCS8CBI7cDhC+A0lOfAcSXgQIHLkdIMzCSk7MwgovAgSO3A4Q1oEkJ9aBhBcBAkduBwgr0ZMTK9HDiwCBI7cDhL2wkhN7YYUXAQJHbgcIu/EmJ3bjDS8CBI7cDhBRrFgxyzF3796tV0GISP/G9rf0f3YQIGYhQOAoEQFSv359yzHnz5+vV0GISP/G9rf0f3YQIGYhQOAoEQHy4IMPWo45ZswYvQpCRPo3tr+l/7ODADELAQJHiQiQV1991XJMVqOHm74KXfo/OwgQsxAgcJSIAJk8ebLlmHfccYdeBSEi/Rvb39L/2UGAmIUAgaNEBMiff/5pOabM0Dl16pReDSEg/arPwJL+zw4CxCwECBwlIkBkUClTpozluL///rteDSEg/Rrbz9Lv2f3HAgFiFgIEjhIRIKJ169aW4w4cOFCvghCQfo3tZ+n37CJAzEKAwFGiAmTEiBGW49566616FYSA9GtsP0u/ZxcBYhYCBI4SFSBr1661HLdIkSIqLS1Nr4YAk/6Ufo3tZ+n37CJAzEKAwFGiAkRUrlzZcuzvv/9er4IAk/6M7V/pbzcQIGYhQOAokQHy6KOPWo7dsWNHvQoCTPoztn+lv91AgJiFAIGjRAbIl19+aTl28eLF1bFjx/RqCCDpR+nP2P6V/nYDAWIWAgSOEhkgJ0+eVBUqVLAcf+LEiXo1BJD0Y2y/Sj9Lf7uBADELAQJHiQwQ0aNHD8vxmY0VDvrsK+lntxAgZiFA4CjRAbJ8+XLL8XPnzp2tZ0XAf9J/0o+x/Sr97BYCxCwECBwlOkBEvXr1LK/Ru3dvvQoCRPovtj+lf91EgJiFAIEjLwJk2LBhlteQL18PHDigV0MASL/pX55L/7qJADELAQJHXgTIkSNHbHtjpaSk6NUQANJvsf0o/Sr96yYCxCwECBx5ESCif//+lteRHVwPHz6sV4PBpL/0nXelX91GgJiFAIEjrwLk0KFDqlSpUpbXeuONN/RqMJj0V2z/SX9Kv7qNADELAQJHXgWI0J9UKLc/9u/fr1eDgaSf9NuQ2X3yoBMCxCwECBx5GSDpfQH7z3/+U68GA0k/xfZbIidCECBmIUDgyMsAEf369bO83tlnn60WLFigV4NBpH+kn2L7TfoxUQgQsxAgcOR1gKSmpqqaNWtaXrN27dqubYMBd0m/SP/E9pf0n/RjohAgZiFA4MjrABGyDfhZZ51led3Bgwfr1WAA6ZfYfpJ+S/S2/ASIWQgQOPIjQIS+1XvhwoXV6tWr9WrwkfSH9EtsP7m1ZXtGCBCzECBw5FeA7N692zat9/LLL1dHjx7Vq8IH0g/SH7H9I/0l/ZZoBIhZCBA48itAxPjx4y2vLeWxxx7Tq8EH0g9630h/eYEAMQsBAkd+Boho166dbaAaN26cXg0ekuuv94n0k1cIELMQIHDkd4DIrZLLLrvMcg4FCxZUf/zxh14VHpDrLtc/tj+kf7y8tUiAmIUAgSO/A0SsWrVKFSlSxHIe559/vtq4caNeFQkk11uue2w/SL9I/3iJADELAQJHJgSI0B+RKuWiiy5Sf/31l14VCSDXWa633gd+PIKYADELAQJHpgSIeO6552wD2FVXXZWwLTPwX3J95Trr1176ww8EiFkIEDgyKUBOnTqlHnnkEdtAdt1113l6Dz6ZyHWV66tfc+kH6Q8/ECBmIUDgyKQAESdOnFAtW7a0DWhNmjThk4jL5HrKddWvtVx/6Qe/ECBmIUDgyLQAEceOHUt3YJOFbVu3btWrIw5yHfWFglLkusv19xMBYhYCBI5MDBBx8OBBVbduXdsAV6lSJbV8+XK9OrJArp9cR/3ayvWW6+43AsQsBAgcffPNN5Zf1ipVqhhzq0geYnTDDTfYBroSJUokfEO/sJLrJtdPv6ZynU15uNfnn39uOTd5kBX8Q4DA0YgRI2yDifzCjhkzxrcvUWMdP35c3XfffbZzzJMnjxo4cKBeHRmQ6yXXTb+Wcn3lOvttx44dkRXv+k7N+fLl06vCQwQIHMntDH1AiZY6deqoefPm6U08J0H27LPP2s5PitxyY61IxuT6yHXSr50Uua5+/0NBwkseUKUvJo2WypUr603gIQIEGXrzzTfVOeecY/vFjZY2bdpE7kv7TZ5NoT8ZT0q5cuXU119/rVfHf8h1keujXzO5jiY8g2Xq1KmqatWqtvOLFlncuGHDBr0ZPESA4IzkX4EpKSm25z9Ei+yP9PLLL/u+HuOLL76I3GLTz09ue3Tt2tWIL4FNINdBrod+O0iKXD+5jn5atmyZatq0qe3cokWegjh37ly9GXxAgCDTtm/frh5++OF0Bx4pFStWVBMmTNCbeUrOsVmzZrZzkyL/2n7//ff1JklF3n96nzqkyHWT6+eXPXv2qM6dO6vcuXPbzk3Kueeeq0aNGsUjjg1CgCDLFixYoK6++mrbL3i0NGrUSP366696M8/IffvXX3/dcSBq2LCh+u233/RmoSbvV963fi2kyHWS6+XX9x2yMHHo0KHpzgCTIl/ud+vWzZiZYPg/BAjiJg8RqlChgu0XXorcR5dHnO7cuVNv5pmff/5ZVa9e3XZuUnLlyqXat2+v1qxZozcLFXl/8j7l/erXQIpcH7lOfpHvYWrWrGk7r2i57bbbPN/xF5lHgCBbDh8+rF566SWVP39+2y+/FJk9079/f5Wamqo39UT0+xuniQAysLZq1Sp0n0jk/cj7cgoOuR5yXfyaoivB1qJFC9t5RcvFF1+sZs2apTeDYQgQuEJmw9x77722gSBaZMXwtGnT9Gae2bx5c7prRmLLzTffHFl9H2Ry/vI+9PcWW+Q6yPXwg3yB36NHD5U3b17beUkpXrx4ZAZYWlqa3hQGIkDgqjlz5qgrr7zSNjBEi3xR6+d2I7Nnz7Y95VAvF1xwgerZs6dasWKF3txIcp5yvnLe+nuJLfK+5f37Qb5fGTt2rCpbtqztvKTIJ6WOHTuq3bt3601hMAIErpNZMiNHjlSlS5e2DRRS5EvbJ598Uu3du1dv6gkZzKZMmaLq169vOze9yLMw3njjDSPWusSS85HzSu9ZHXqR9ynv168vyefPn5/u3mXR0rhxY7VkyRK9GQKAAEHC7Nu3L7LeIL0tMqSULFlSvf32275uD/7dd9+d8ZZPtMhtuMceeywyecDrW0DyevK68vpyHvq5pVfkfcn784uc8/33369y5sxpOzcpsrfap59+qjdDgBAgSLiVK1eq5s2b2waQaKlVq5bv3z3Il86yxqVQoUK283Mqskpavk945ZVXIutfZOpydhcrSns5jhxPjivHz2g1tl7k/OV9+DkpQBaU9unTJ7LAVD+/6Dm+9tprvn2BD/cQIPCMrHCuUaOGbUCJljvvvFOtXbtWb+YpGfw+/vhjdfvttzt+cjpTkfv8suZCnuYnEwseeuihyCeHXr16nS7y//Jz+XOpJ/Wdvh84U5HzlPOV8/Z7NwA5h/S2g5ciC1DlPW/btk1vhoAiQOApmV0j+2sVK1bMNsBIkdk5L7zwQrb/Je8GWRn9zjvvRLbVcPrXtF9FzkfOS85PztNvixYtUtdee63tPKOlQYMGvq43QWIQIPDFrl271OOPP+64TkG22xg3bpxvX/zqJPjky+BXX301MpPMaV1Jooq8nryuvL6chynTXGU3X/k0ld5GllLKly+f9NvHhBkBAl8tXrxYXX/99baBJ1rq1aunfvzxR72Z72QAly1d5Itt+cR0zz33qCuuuCJL36GkV6S9HEeOJ8eV48vrmBIYUbIwdMCAAapo0aK29yBFFpa++OKLkYWmCC8CBEaYNGmS4zoGmcXTtm1btWXLFr2ZkeQev9zSkYkBUuSTlKyBeOuttyLff8h/5f/l59E6Uj8o3w3IUwGdtoiRIuG3fv16vRlCiACBMY4dO6b69u3reHtIfi4zk6QevPfnn39mOOVZPjn5tVAR/iBAYJytW7eqBx980HH9gDyFbuLEiXozJIgs+HzqqaccdzcuVapU5PHHbLOefAgQGOunn37KcLW4TH/9/fff9WZwiSzwlFlesuBTv/ZSZPrwM888E1kwiuREgMB47777rjrvvPNsA5gUmf3zj3/8g2efu0y+l8loz7C///3vgdkrDIlDgCAQDh06pP71r3+pfPny2QYzKTIbaODAgb5tGx8W69atU3fddZft+kaLPId8xowZejMkKQIEgcIAlxhnCmhZ+ElAQ0eAIJBkk0BusbiDW4SIFwGCwMrMl7xPP/00X/I6YJICsosAQeAxzTRrmCYNtxAgCI0zLXS7/PLLk3qhGws14TYCBKHDVht2YdoqBuYgQBBKMltIHvl6ps3+ZPZRmAV1s0oEAwGCUEvW7caj2+U7vW/TtstHMBEgSAryiNdkeOCRbPs+aNCgQDywC8FHgCCphPmRq0F4ZDDChQBB0pHnhvfp08fxMbXyUKfXXntNHT9+XG9qpJUrV6rmzZvb3ke01KpVK7K3FeA2AgRJa/Pmzer+++93XA9RpUoV9emnn+rNjCELJLt27RpZMKmfuxRZYPn2229HFlwCiUCAIOnJM8br1q1rG4CjpXHjxmrJkiV6M9/IgsiRI0eq0qVL285Viiyo7NKlS2SBJZBIBAjwHzIbSR4zW7ZsWduALCVXrlyqY8eOavfu3XpTT82ZM0ddeeWVtvOLlmbNmqnly5frzYCEIECAGDI7qUePHpHZSvrgLKV48eJq8ODBkdlOXtqwYYO69957becTLdWqVVPTpk3TmwEJRYAA6VizZo1q0aKFbaCOlosvvljNmjVLb+a6w4cPq549e0YWPurnIKVIkSKqf//+bLMOXxAgQAa+/vprVbNmTdvAHS233nqrWrVqld7MFePHj1cVKlSwvaYUWSD46KOPqp07d+rNAM8QIMAZyCymoUOHqhIlStgGcikyC6pbt25q//79etO4LFiwQF199dW214mWRo0aqV9//VVvBniOAAEyac+ePapz586O28afe+65atSoUXFvGy8LGB9++OHIgkb92FIqVqyoJkyYoDcDfEOAAFm0bNky1bRpU9sAHy21a9dWc+fO1Zs5kgWLKSkpqnDhwrZjSZEFj717944sgARMQoAAcfrss89U1apVbQN+tLRu3Vpt3LhRb2YxZcoUdeGFF9raRkubNm3Upk2b9GaAEQgQIBvk00O/fv0is6H0wV9KgQIFVK9evdSRI0cs7f744w/VpEkTW/1oqVOnjpo3b56lDWAaAgRwwY4dO1S7du0cv784//zz1QcffBBZiNipU6fIwkS9jpQyZcqoMWPGsM06AoEAAVy0cOFC1bBhQ1swRItTwMjCxe7du6sDBw7ohwSMRYAACfDhhx9GPnXoQZFeueOOO9Tq1av1QwDGI0CABJHvPeT7D/keRA8NKZdeeqn66quv9GZAYBAgQILJTCzZWj02PDp06MA26wg8AgTwgL6v1syZM/UqQOAQIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeIAAQRgRIIAHCBCEEQECeOC6666zBEhKSopeBQgcAgTwQKVKlSwBIuX2229Xq1ev1qsCgUGAAB648cYbbQEiJU+ePOq5555TBw4c0JsAxiNAAA8cOnRI1a9fX+XMmdMWIlLKlCmjRo8erU6dOqU3BYxFgAAeWrp0qWrSpIktQKLlqquuUvPmzdObAUYiQAAf/O///q+68MILbQESLW3atFGbNm3SmwFGIUAAnxw/flz9z//8jypcuLAtQKQUKFBAvfzyy+rIkSN6U8AIBAjgs+3bt6tHHnlEnXXWWbYQkVKxYkX10Ucf6c0A3xEggCF++eUXdfXVV9sCJFoaNmyofv31V70Z4BsCBDDM+PHjVYUKFWwBIkU+pTz66KNqx44dejPAcwQIYKDDhw+rl156SeXPn98WIlKKFCmi+vfvr1JTU/WmgGcIEMBgGzZsUK1atbIFSLRUq1ZNTZs2TW8GeIIAAQJgzpw56sorr7QFSLQ0a9ZMLV++XG8GJBQBAgTEyZMn1ciRI1Xp0qVtASIld+7c6sknn1R79uzRmwIJQYAAAbN//37VtWvXyD5aeohIKVmypBo2bJg6ceKE3hRwFQECBNTKlStV8+bNbQESLbVq1VLffPON3gxwDQECBNwXX3yhatSoYQuQaGnZsqVau3at3gzINgIECIG0tDT15ptvqmLFitkCRErevHnV888/rw4ePKg3BeJGgAAhsmvXLtWhQweVK1cuW4hIKVeunBo37l22jYcrCBAghBYvXqxuuOEGW4D899NISdWkSVu1cOEKvRmQJQQIEGKTJ09WF1xwwenwOPvsfKpQoWqqdOnGqnLlR1T37pPVjh2H9GZAphAgQMjJtvGvvvrqf4KjkMqXr6wqXryeKl/+blWt2tPq8ssHqYYNR6uRIxf+px7TfpE1BAiQJLZu3aYef7yHKlv25v98KmmvLr20j6pd+53T5dZbP1BffbVGbwY4IkCAJLNo0WrVqtUQdeWVQywBEi3t23+mVqzYpTcDbAgQIElNn75S3Xzz+7YAkVKnznDVt+8ctXfvUb0ZcBoBAiSxI0fS1NChC9Tf/jbSFiJSrrtujBo/frFKSzupNwUIEABKbdlyQD333Je2AImWO++coObN26g3Q5IjQACctnDhVtW69URbgERL584z1IYN+/RmSFIECACLkydPqcmTl6smTcbZAkRKvXoj1Btv/KAOHjyuN0WSIUAApOvAgeNqwID5kcDQQ0SKBIwEjQQOkhMBAiBD69fvVU888bktQKJFbnnJrS8kHwIEQKbIl+gtW06wBUi0yJfw8mU8kgcBAiDTZDqvTOuV6b16gEiR6cDDhi2ITA9G+BEgALJMFhjKQkNZcKiHiBRZoCgLFRFuBAiAuMmWJ489NtUWINHy8MNT1NKlO/VmCAkCBEC2ySaMshmjHiBSrrrqHdWr17fqr78O681s9LZSeveerVfLkN4+I1mp68SNYwQVAQLAFbIdvGwLf801o2yDqhTZNn706EUqNdV5WxS9jRS5TbZu3V69qiO9fUayUteJG8cIKgIEgKvkAVUvvvhN5JOHPrhKufvujx03adTrRkvXrl/oVR3pbTOSlbpO3DhGUBEgABJi8eIdqm3bT20DrJQPPliiV4/Q68UWOV5m6O0ykpW6Ttw4RlARIAAS5tQppT77bIVq1uw9yyA7c+YqvWqEPhjHFvmyPjP0dhnJSl0nbhwjqAgQAAl3+HCqeuedXyIPq5L/SrCkRx+M9fL99xv0JjZ6m4xkpa4TN44RVAQIAGPog/E//znd8v+tWn1yxr239GNkJCt1nbhxjKAiQAAYQx+Mly//y/Zl/JkWKOrHyEhW6jpx4xhBRYAAMEZ6g3H37tYHXcl6k6xMBc5IVuo6ceMYQUWAADBGeoOxPMCqbl3rlvJOs7hEesdwkpW6Ttw4RlARIACM4TQYv/LKbMvPGzcepw4dOh7T8v84HSM9WanrxI1jBBUBAsAYToOxLE6UnX5j/0x2/U2P0zHSk5W6Ttw4RlARIACMkdFgPHDgD5Y/ky1Tdu8+YqkjMjqGTq/rRkkmBAgAY2Q0GO/bd1Q1ajTG8ucpKXMtdURGx9Dpdd0oyYQAAWCMMw3GI0YstPy5PK9906b9ljpnOkYsva4bJZkQIACMcabBWFa033jju5Y6PXp8ZalzpmPEykpdJ24cI6gIEADGyMxg/OGHSyx1ZKGhLDiMyswxorJS14kbxwgqAgSAMTIzGMsiwubNx1vqdew4/fSfZ+YYUVmp68SNYwQVAQLAGJkdjGWHX73uTz9tjvyZ/vOMZKWuEzeOEVQECABjZHYwlg0V5cFUsXUfeGByZJffzB5DZKWuEzeOEVQECABjZGUw/vbbdbb6s2atsf0sI1mp68SNYwQVAQLAGFkdjB980PrEwxYtPsrSMbJS14kbxwgqAgSAMbI6GC9YsMXWRi8ZyUpdJ24cI6gIEADGiGcwlhlYervMHiMrdZ24cYygIkAAGCOewXjZMvtDpzJ7jKzUdeLGMYKKAAFgjHgH427drA+dyuwxslLXiRvHCCoCBIAx4h2M16/fq+rUGW5rf6ZjZKWuEzeOEVQECABjZGcw7t3b+tCpzBwjK3WduHGMoCJAAABxIUAAAHEhQAAAcSFAAABxIUAAAHEhQAAAcSFAAABxIUAAAHEhQAAAcSFAAASKPHXwt9+2qTVr9uh/BI8RIAACpUePryJbhsgOvJMmLdP/GB4iQAAExv79xyxbt9933yS9CjxEgAAIjB07Dlk2LpRH2MI/BAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwCBAzEKAAAgMAsQsBAiAwNi2bZ+qXr3b6dKsWT+9CjxEgAAIjK1bd6nzzmtxujRs2EmvAg8RIAACY8uW7apIkZqnS+3azfUq8BABAiAwNm3arM4+O9/pUqNGTb0KPESAAAiMTZs2qRw5cpwu1apV06vAQwQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMAgQMxCgAAIDALELAQIgMDQA6RYsWJ6FXiIAAEQGOPGjbMESM6cOdWuXbv0avAIAQIgEE6cOKEuvfRSS4BI6dSpk14VHiFAAATCkCFDbOEhJVeuXGrJkiV6dXiAAAFgvD179qgSJUrYwiNamjRpojeBBwgQAMZ74oknLIFRqFAhW4hMmTJFb4YEI0AAGG3p0qUqd+7clrAYPHiwuuOOOyw/q1Klijp27JjeHAlEgAAwWtOmTS1Bcckll6i0tDS1Zs0alTdvXsufpaSk6M2RQAQIAGNNnTrVdqtq1qxZp/+8e/fulj+TW1vbtm2LOQISiQABYKTjx4+rqlWrWgLitttus9Q5cOCAKlu2rKXOQw89ZKmDxCFAABipX79+lmCQ21WrVq3Sq6mxY8da6p111llqwYIFejUkAAECwDjbt29XhQsXtgRDt27d9GoRp06dUnXq1LHUbdCgQeTnSCwCBIBx2rVrZwmEc889N3K7ysn8+fMj25rEthk/frxeDS4jQAAYZeHChZHbULFhMGrUKL2aTZs2bSxtypcvrw4fPqxXg4sIEABGueaaayxBULt2bXXy5Em9mo3s1FuwYEFL2xdffFGvBhcRIACM8eGHH1oCQG5Lff/993o1R3369LG0z58/v1q/fr1eDS4hQAAYQW43nX/++ZYAaN26tV4tQ0eOHFGVKlWyHOOee+7Rq8ElBAgAI/Tq1csy8BcoUEBt3LhRr3ZGH3/8se1TzOzZs/VqcAEBAsB3EhQSGLEDvwRKvBo1amQ51hVXXJGp71GQNQQIAN+1atXKMuDLrSy5HRWvRYsWqbPPPttyzOHDh+vVkE0ECABfzZ0717aG46OPPtKrZVn79u0txyxdurTat2+fXg3ZQIAA8I3cVpJpurEDfcOGDfVqcdm5c6cqUqSI5djPPPOMXg3ZQIAA8I0sEIwd4GUBoSwkdMuAAQMsx8+TJ49asWKFXg1xIkAA+EK2JpEtSmIHeNnCxE2pqamqevXqlte45ZZb9GqIEwECwBfPPvusZWCXzRNlE0W3TZ8+3fI6UmbMmKFXQxwIEACek23Z5XZS7KD++uuv69Vcc/PNN1teq0aNGpFPJ8geAgSA5+TBULEDujw4Sh4glSjLly+3PVd90KBBejVkEQECwFPySFr9lpI8ujbRunTpYnnNYsWKqb/++kuvhiwgQAB4Ji0tTV1yySWWgbxp06Z6tYTYu3evKlWqlOW1H3/8cb0asoAAAeCZwYMHWwZwua20dOlSvVrCvP3225bXl9Xqv//+u14NmUSAAPDErl27VPHixS0DeOfOnfVqCXXixAl12WWXWc7h+uuv16shkwgQAJ7o1KmTZeAuWbKk2rNnj14t4b799lvLeUiZNGmSXg2ZQIAASLglS5aoXLlyWQbtIUOG6NU8c+edd1rOpXLlyurYsWN6NZwBAQIg4Ro3bmwZsGvWrBm5neSXdevWqXz58lnOqW/fvno1nAEBAiChPv30U9sto6+//lqv5rkXXnjBck7nnHOO2rJli14NGSBAACSM3BaqUqWKZaBu0aKFXs0Xhw4dUuedd57l3Nq2batXQwYIEAAJk5KSYhmg8+bNq9asWaNX8827775rOT/ZDfjHH3/Uq8EBAQIgIbZu3aoKFSpkGaC7d++uV/PVqVOnVP369S3nKP8vP8eZESAAEuKhhx6yDMxly5ZVBw8e1Kv5Tj5xyCeP2HOVTyY4MwIEgOt+/vln26A8duxYvZox5LuP2HOV70ZMDDvTECAAXCW3fxo0aGAZkOvWrWv0bSGZfSWzsGLPWWZpIWMECABXjR8/3jIQ58yZU82fP1+vZhxZBxJ73rJOZO3atXo1xCBAALhGpsaWL1/eMhC3adNGr2YkmXIsK9Jjz11WrMMZAQLANS+++KJlAC5YsKDavHmzXs1YsidW7PlLkb2zkD4CBIAr1q9fr/Lnz28ZfPv06aNXM57szhv7HmT3Xj+3XTEZAQLAFXfffbdl4K1UqZI6evSoXs148nwQeU5I7HuR54jAjgABkG2zZ8+OfFkeO+h+8sknerXAkCcVxr4XeZKhPNEQVgQIgGw5efKkuvzyyy0D7rXXXqtXCxR5Vro8Mz32Pckz1WFFgADIluHDh1sGWrn9s2jRIr1a4AwaNMjyvuTxu8uXL9erJTUCBEDc9u3bp0qXLm0ZaNu3b69XC6TU1FRVo0YNy3u76aab9GpJjQABELenn37aMsAWLVpU7dy5U68WWDNnzrS8PynTpk3TqyUtAgRAXFasWKHy5MljGVzfeOMNvVrg3XLLLZb3WL169cinExAgAOKULANrekE5YMAAvVpSIkAAZNmMGTNst3amT5+uVwuNZ555xvJeixQpEqpbdfEiQABkSXpfLt988816tVBJb7LAY489pldLOgQIgCwZOHCgZSBNlumtI0aMsLxved5JGKYrZwcBAiDT0ltg99RTT+nVQkkWTF5xxRWW996oUSO9WlIhQABkWrJv8TFnzhzbli0ff/yxXi1pECAAMoVNBv/rnnvusVwD2TTyyJEjerWkQIAAyJTrrrvOMnDKNudyWyfZpLdtfe/evfVqSYEAAXBGEydOtAyYUpL5QUs9e/a0XAt5cNamTZv0aqFHgADIkDzTQ3/U61133aVXSyqHDx8O7KN73USAAMhQ3759LQNlvnz51Lp16/RqSWf8+PGW6yJfrs+fP1+vFmoECABHW7ZsUeecc45loHzhhRf0aknp1KlTqkGDBpZrU6dOncjPkwUBAsDRAw88YBkgzzvvPHXo0CG9WtJasGBBZEFh7DUaM2aMXi20CBAA6frxxx9tax7ee+89vVrSe/jhhy3XqGzZsurAgQN6tVAiQADYyG2YevXqWQbG+vXrJ9Xtmczatm2bKlSokOVade/eXa8WSgQIAJt3333XMiDKbZqffvpJr4b/LyUlxXK98ubNq9asWaNXCx0CBIDFwYMHVbly5SwDYtu2bfVqiHH8+HFVpUoVyzW744479GqhQ4AAsHj++ectA6HMwtq6dateDZopU6ZYrpuUr776Sq8WKgQIgNPWrl0bWecROwi++uqrejU4aNKkieXa1axZU504cUKvFhoECIDT7rzzTssAeMEFF6hjx47p1eBgyZIlKleuXJZrOGTIEL1aaBAgACJkbyv9FsykSZP0ajiDTp06Wa5hiRIl1O7du/VqoUCAAIjcZqlVq5Zl4Lv++uv1asgECYvixYtbruUTTzyhVwsFAgSAGjZsmGXAk+d+LF68WK+GTHrrrbcs11Nuay1dulSvFngECJDk5ImCJUuWtAx4HTp00KshC9LS0tQll1xiuaZNmzbVqwUeAQIkuS5dulgGOnnmuTz7HNkza9Ysy3WVMnXqVL1aoBEgQBJbvny5yp07t2WQGzRokF4Ncbrtttss1/bCCy+MLDoMCwIESGI33XSTZYCrUaNG5PYL3LFq1arItiax17hfv356tcAiQIAkNW3aNNstlpkzZ+rVkE3dunWzXOPChQur7du369UCiQABklBqaqqqVq2aZWBr3ry5Xg0ukK3dy5QpY7nW7dq106sFEgECJKH+/ftbBrQ8efKolStX6tXgklGjRlmut+xu/Msvv+jVAocAAZLMpk2bbPtdyZTThx56iJKg8uCDD0ZWpMde84suukjvmsAhQIAkI8/tjh3IKP6V3r17690TKAQIkGT0bTYo/pVmzZrp3RMoBAiQZDp37mwbyCjeF3nefNCfF0KAAElIVkn37NlTjR49Wo0dO5biYZF9x+TWlSziDDoCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQl/8Hnhp1UGomr4gAAAAASUVORK5CYII=)
PN: 3631-3-0H
CAS: 920479-31-8
Molecule Weight: 165.211
Formula: C10H12FN
PN: 3H31-3-19
CAS: 868054-29-9
Molecule Weight: 212.244
Formula: C11H14F2N2
TSCA: Not listed on TSCA inventory
