| Product Number | 4H48-7-02 |
| CAS | 680217-89-4 |
| MDL Number | MFCD01934909 |
| Molecular Formula | C11H6Cl2FN3O |
| Molecular Weight | 286.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-7-02
CAS: 680217-89-4
Molecule Weight: 286.09
Formula: C11H6Cl2FN3O
PN: 4H48-7-97
CAS: 680217-79-2
Molecule Weight: 285.1
Formula: C12H7Cl2FN2O
PN: 4H48-7-03
CAS: 680217-80-5
Molecule Weight: 319.54
Formula: C12H6Cl3FN2O
![N-[4-(tert-Butyl)phenyl]-2,6-dichloro-5-fluoronicotinamide](data:image/png;base64,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)
PN: 4H48-7-0A
CAS: 680217-83-8
Molecule Weight: 341.21
Formula: C16H15Cl2FN2O
![2,6-Dichloro-5-fluoro-N-[3-(trifluoromethyl)phenyl]nicotinamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABZRAAAWUQGSstfVAAACl3pUWHRtb2xTb3VyY2UAAHichVVtb5swEP4rJ39eDLYJkCikilpFmtRu0tpJ+zY54KRIvFRA8/Lvd4ZAY8IgEN1xfp4723dnrx7OaQJHVZRxngWEUZuAysI8irNDQH6/bWc+eVivQgQhMCsD8l5VH0vLOp1ONHxXqTznGQ3zlDTjy3MZG5iToHlxsLhtM+vPy/NrzZnFWVnJLFTIKuNlWRuf81BW9Sz+E8JKZXGMM6uBW2lxbLz95bZ+bXouI/K1lkcc2yAV9nGiYJ8XqazgyG2Kr/0NDipThaxUBLsLmgV1cO3r1ctTHn6mKqtQ1R7iUCavVfEZoiHNExV+ojNUvj8FJGVIkFWebopCXkBr2iwZSA5SgHRAzkG6ID2QPsgFSGbjH8cZAhgiGEIYYhiCGKIYwhjiOOK49sMxH4nSE3q7fKiAbOHx+vyEH53ePNv6QS1phhLcXh4QXC7+4CoYFUJ4reDUdT0HcO02Ts38miPE8cBFo++04mo0IR3S91AI6i1QmGFn14CdbGIRuOAMZ4LavgY51OVaosOFli5dCC096tm33wvKndopemeDBsbofF4rnApuWgT13VqZU8c2La3SBmz9toHbiTUTxfRbXf7Xq12eRTcqxFFAdozUhfFL7Ut+rQ0CeRGpAttNO9DQWwI3CbqSOsJmiCBMgq67cYJjEnSVjk9pbhJ0TXcEPkRw7wjeeATPJOh+GSf4JkF31/iiFyah7sVxhh43Ulf37gSnn+661yc4vYw3Z8MER9ytf5LiDIRxxneZ9TLfHFcTHHeA405wvAHORMkw/66MmT+xBb0iaE7biXbsV4GvT+fxOLxXBc1pPsG57/tJSq8I2gvjfjnWzdFktdcYqndXnHVz/1l466//ATzyT2loZRg4AAA/10lEQVR4Xu3dCdxV08LH8W5IUqYUaTRkKkRJcSVjCJl1DVfGeGWIl3QpkakrxSVkKCpD6XGRIZSQuTLToJTIFGnSXOt9/rt3785ZPc/p7H3Wec6wf9/3sz/q2evss/fqvev/7L32WquSAQAggkr2DwAASAcBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgMTAwIsrbXADgLBoOWLADouyNgAIi5YjBggJANlAqxIDBAiAbKBViQECBEA20KrEAAECIBtoVWKAAAGQDbQqMWC/cWVvABAFrUcM2IFhbwAQBa1HDBAUALKBViUGCBAA2UCrEgMECIBsoFWJAQIEQDbQqsQAAQIgG2hVYoAAAZANtCoxQIAAyAZaFQBAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAYmbxnz+aZ25sbN587Gx7FwCEQoDEzHeflHhjQh7uXNneBQChECAx892kkWsHFnb+m70LAEIhQGKGAAHgCgESMwQIAFcIkJghQAC4QoDEDAECwBUCJGYIEACuECAxQ4AAcIUAiRkCBIArBEjMECAAXCFAYoYAAeAKARIzBAgAVwiQmCFAALhCgMQMAQLAFQIkZggQAK4QIDFDgABwhQCJGQIEgCsESMwQIABcIUBihgAB4AoBEjMECABXCJCYIUAAuEKAxMzn74001xxfyfzvCQQIgMwQIDEzdvRIs/8ulUzLxgQIgMwQIDEzcuRIU6lSJfO3vxEgADJDgMQMAQLAFQIkZggQAK4QIDFDgABwhQCJGQIEgCsESMwQIABcIUBihgAB4AoBEjMECABXCJCYIUAAuJJ3AVJpYCVvQ3YQIABcyWpLvWzVMvPw5IfN8aOPN/WG1TNVH61qthi8hdmvZD/TY0IP89vS3+yPECBZRoAAcCVrLfWHv35oGjzZIAiEsrbNH9vcDJ46OOlzBEh2ESAAXMlKS63w2PTRTb0gaF7S3AyZNsTMWjTLuyOZv3y+mTh3ouk1sZep9USt9cKCAMkuAgSAK85b6uWrl5tGTzXyQqDzO53NqjWr7CKBRSsWmXPHnZv0MwIkuwgQAK44b6kHTRnkBUCzkc1Shkd5CJDsIkAAuOK8pT7xtRO9ALD7NtJFgGQXAQLAFectdf0n63sBMGPBDHtXWgiQ7CJAALjivKXWq7oKgKWrltq70kKAZNftt9/uBYi2+fPn27sBIG3OW2oCJD/NnTvXXHLJJaZy5cpBgNSqVcs8/PDDZvXq1XZxANgg5y01j7Dyy8qVK80999xjtt566yA4Nt10U7PRRhsFf2/WrJl566237I8CQErOW2o60fPH6NGjze677x4ExWabbWZ69Ohh/vrrLzNt2jRz3HHHBfu0nXbaaWbmzJn2YQCgTM5bal7jzb2pU6ea9u3bJ4XD6aefbmbNmmUXXS9kqlat6oXM4sWL7aIAkMR5S62BhA2fbOiFwCXjL0kZIhpI2Glcp6SfESDRqVP8mmuuMVWqVEl6PPX222/bRZOU9ZirXr16ZujQoXZRAAhkpaVOnMqkxXMtzNBpQ833i773wmXB8gVm0txJ5uZJNzOViSPqBH/kkUe8TnE/APRn/SxMB/nvv//udbQn9o+0bt3afPzxx3ZRAMhOgMgHv34QdKiXt1UfVN08PvXxpM+VFSArVq8wi1fySKUsurvYd999gwZfdx+6C8nkFd0vvvjCHHroocExNWakU6dO5qeffrKLAoixrAWIaPLEgd8MNO1fbW/qDqvr3ZXUGFTDm86954SeaU/nftyrx5nKD1c2F7x9gfl1ya9J++JK/Rnq1/AbeW3HHnus1//hSklJidlpp52C49eoUcMbR7J8+XK7KIAYymqAuHLky0cGwbLl4C3NXZ/f5d2VxJHeoOrZs6f3RpXfsKsT/NVXX7WLOrFs2TJz2223merVqwffp1B57rnn7KIAYqYgAmTJyiVen0m1x6oFQdL4mcZm1Pej7KJFbdiwYV7ntt+Qb7XVVqZ///5mxYrsh6keX/3zn//0Hmf533/YYYeZL7/80i4KICYKIkB8sxfNNmeOPTOpH+Wol48yk/+cbBctKurEPvDAA4OGW53cnTt39kaXV7SPPvrItGrVKjiXjTfe2Fx66aVeBzyAeCmoAPG9+/O73ttdfohs8sgm5sr3rjTzls2zixa0n3/+2eu8Tpx+pG3btubzzz+3i1a4IUOGmLp16wbnpVeA//Of/3ivBAOIh4IMEFlT+n8atLj90O2DIKn5RE3z4NcPphx7UgjUSX3HHXd4ndZ+A73jjjt6M+nmEw02vPHGG73Bh/557rHHHub111+3iwIoQgUbIL6FKxaabh91M1UeqRIEyV7P7mXenPOmXbQg/Pe//zU777xz0CCr8/rWW2/1OrPzlaY/OfXUU4Nz1nb88cd706UAKF4FHyC+6Qummw6vdUjqHzn59ZMjT+pY0b766itz+OGHBw2wOqvVaT1nzhy7aN4aN26c2WeffYJr0JiUa6+91ixYsMAuCqAIFE2A+Mb8OMY0GdEkCBGNPfnXx//ypk3JR3/88Ye57LLLvM5ov+E94IADzIcffmgXLQirVq0yAwcONNtuu21wPdttt5157LHHQo2KB5D/ii5AZOXqleb+r+432zy+TRAkOwzdwTzx1RNmzZo1dvGcUGfzfffdZ7bZZpugod1hh9JzfCJ/zjETf/75p+natavZZJNNguvbb7/9zPjx4+2iAApUUQaI749lf5gu73YxGz+y8dog6VLJtOzU0nzwwQd20Qr1xhtvmD333DNoWLU+xw033GAWLcrPu6RMTJkyxRx99NHBtWrr2LGj+f777+2iAApMUQeI76t5X5kjhh1hKh1f2oDVXtu/cM4555gff/zRLppV3377rTnhhBOSGtNTTjnFfPfdd3ZRJ9SJ/dJLL5l+/fqZXr16mauvvtp7Ldjf9Hf9XPtVLpud3i+//LLZbbfdguuuVq2auemmm7yR9QAKUywCxPf8m8+bXXbZJWjE9IZT7969zdKl0ZbfTZc6ka+77rqkadb33ntvr9PZFb1Sq7U99D0tWrRI+q4wmz6nz+s4Op7LdUE0Yv7uu+/2RtD739egQQPz1FNP2UUBFIBYBYhojMWdd95ptthii6ARa9SokXn22WftohlTp7E6j9WJ7H+XOpcfeughr7M5U7oWTXjYoUOHlIGx/fbbe29HaRCiZtnV3Yf+q7/r59pvf8bfdFwdX9/jahJFjaC/6KKLkqaN//vf/24mTpxoFwWQx2IXIL5ffvnFnHfeeeuN8v7ss8/sopG8++67pnnz5sGx1Zl85ZVXep3LmdKjt6uuuiqpA97fGjdu7E1zopHiEyZMSPsVWpVTeX1On9dx7GPr+/S9rh79ffrpp+aQQw4Jjq9/i/PPP9/7twGQ/2IbID41mgcddFDQiOm34osvvjjyPFOzZ882//jHP5Ia3nbt2pnJkzOfr2vGjBneuanTPfH4mpvqgQce8L7bJR1Px02c+0qbvl/nofNxYcSIEd5doH983R326dPH2R0PgOyIfYD4nnzySVO/fv2gEdNzenUupzvT7ZIlS7wOaXUO+8fYddddvc7pTKmjuXv37kmPqdTIqp8imx3fifQ9+r7ER386H52Xi45w9UPdcsstZvPNNw+Or/6qF154wS4KIE8QIAnKWmtDbw698sordtEkTz/9tNcZ7H9myy23NH379k07fFJRA9qwYcPg2DVr1vQaWhePwqLQ9+r7dR7+Oen8XDX0ejx29tlnJ00bf+SRR5qvv/7aLgogxwiQMmiMwhlnnBE0YNq02p/GNCSaNGmS1/nrl9HjrwsvvND89tv6Ky2GpTsadTQnHrtLly4ZLVXrks5D55PYEa7z1Xm78P7775uWLVsGx9ZI/csvv9zMm1dcMy4DhYwASeGdd97xRk/7jZg6wjV2QuM5LrjggqQO+DZt2phPPvnEPkQkCiq95usfe//99/fCKh/pvHR+/rnqvO2gjUoj8h9//HFTp06d4Pi68xkwYICTt9gAZIYA2QC9ivvoo4+a2rVrB41Y4qbHN8OHD7c/FtnYsWODadz1GEeTEeb7Ghs6P52n/9hJ56/rcGXhwoVeX0viywP6jnxYFwWIMwIkTXpk87//+79BI6m7j5tvvtnpIES9jeQ3knpl1kUHfEXS+fqvFus6dD0u6a2vk046KQgRdeoDyB0CJCT/ldaTTz7Z3pURzWDrPxLTXY2rx0AVTeftd/rrenRdrvlvag0aNMjeBaACESAhqTNdjZf6QFzRIzA/PJo0aeJsoF6u6Px1HX6IuHzEJ/6rxOofAZA7BEhIrgNkzJgxwWOrpk2beuuDFANdh67Hf5yl63SFAAHyAwESkssA0eMevzHUY59Cv/Ow6Xr8x1m6TleP5QgQID8QICG5ChB1vvuv6qrj2cVUJ/lI1+V3rOt6Xbx0QIAA+YEACclVgPiDBPVW16hRo+zdRUXX57+9puvOFAEC5AcCJCQXAaJpP3QMbRo/EQe6Tv+aM532hAAB8gMBElKmAaL5tvx+AY3gzvdBgq7oOv0R67r+TCZgJECA/ECAhJRpgGhEtT6vOaTydXqSbNH1+nNnqR6iIkCA/ECAhJRJgGgktT8luyYijCNdt65f9RB1PRECBMgPBEhImQSIFmHSZzUhYL7MqlvRdN3+VPCqjygIECA/ECAhRQ2QH374IRgwqPU04kzXr3pQfahewiJAgPxAgIQUNUC0lrg+p8YvV4tB5Qtdvx8CqpewCBAgPxAgIUUJEK3t7Q+m69atm707llQPqg/VS9i1zwkQID8QICFFCZCSkhLvMxpMN3XqVHt3LKke/MGFqp8wCBAgPxAgIUUJkA4dOnif0VTwWMefGl/1EwYBAuQHAiSksAGyePHi4NVdLcWKdVQfqhfVj+opXQQIkB8IkJDCBsjo0aO98tpmz55t74411YdfN6qndBEgQH4gQEJq376DqVx5U3PhhZ3tXWXSsqtq7Bo3bmzvQinVi+onzPK0BAiQHwiQkM48819mu+2OMF273m3vKlOLFi28xq5z5/QCJ25UL6of1VO6CBAgPxAgIV166VOmSZNbTI8eG56CfdWqVcHgwSFDhti7UUr1ovpRPam+0kGAAPmBAAnpiiteNc2bDzS33PK2vWs906dPD57xf/zxx/ZulFK9+HWk+koHAQLkBwIkpDAB8vLLL3sNncY7LFiwwN6NUqoXfzyI6isdBAiQHwiQkMIESP/+/b2Grk6dOvYuJFD9qJ5UX+kgQID8QICEFCZAevbs6TV0zZo1s3chgepH9aT6SgcBAuQHAiSkMAHStWtXr6E7+OCD7V1IoPpRPam+0kGAAPmBAAkpTIBceOGFXkOnwYconz84U/WVDgIEyA8ESEhhAuTMM8/0GrpTTjnF3oUEqh/Vk+orHQQIkB8IkJDCBAh3IOnhDgQoTARISGEChD6Q9NAHAhQmAiSkMAHCW1jp4S0soDARICGFCRDGgaSHcSBAYSJAQgoTIIxE3zBGogOFiwAJKUyAMBfWhjEXFlC4CJCQwgQIs/FuGLPxAoWLAAkpTIAI64GkxnogQOEiQEIKGyCsSJgaKxIChYsACSlsgLAmevlYEx0obARISGEDZPHixaZKlSpegzdgwAB7d6ypPlQvqh/VU7oIECA/ECAhhQ0Q6dChg9fgtWrVyt4Va6oP1YvqJwwCBMgPBEhIV1/9mhcgt932jr2rXCUlJV6Dp/EOU6dOtXfHkurBH/+h+gmDAAHyAwES0qRJP3khMnXq7/auci1fvtxss802XqPXrVs3e3csqR5UH6oX1U8YBAiQHwiQCnLVVVd5jZ4avz///NPeHSu6fj8EVC9hESBAfiBAKsgPP/wQDCq85ZZb7N2xoutXPag+VC9hESBAfiBAKtDFF1/sNXw1a9Y08+fPt3fHgq5b1696UH1EQYAA+YEAqUAzZswIXunt0qWLvTsWdN26ftWD6iMKAgTIDwRIBevevbvX+G200UZm0qRJ9u6ipuvVdev6VQ9RESBAfiBAUtDrutpat37U/PTTInt3wC+Xjr/++ss0bNjQawD3339/s3LlSrtIUdJ16np13bp+1UNUBEiOLCr930DfvsYccogxtWsbs8kmxtSqZUybNsbcddfa/YgVAiQFPxi09ejxpr07ECZA5IUXXvAaQG3XXnutvbso6Tr9a9b1Z4IAyYF33jFmu+1KW4xK5W8KlbfTH2CLwkeApJB4B7L//g+badP+sIt4wgaIXHTRRV4jqMF0o0aNsncXFV2fP2hQ150pAqSCvf++MVWqrA2J5s2NGT7cmJ9/NmbFCmN++cWYZ581pf8DWbtf5T74wD4CihQBkoIfDHff/b7338svf8Uu4okSIEuXLjV777231xBqMN3kyZPtIkVB1+UPotT16rozRYBUIA3ybNhwbTice64WubFLrKWfa7/KNWq09nMoegRICn4wzJ+/1LRpM9j7s0ai26IEiEyZMiVoDNUv8OOPP9pFCpqux+/v0XXqel0gQCrQoEFrQ2HPPTccCtq/xx5ryw8ebO9FESJAUkgMhsce+8T787nn/tcqFT1AZMyYMcEAw6ZNm5o//ij7MVmh0XXoenRduj5dpysESAXSRJcKhIFp/v/3Qw+tLX/SSfYeFCECJIXEYFi6dKVp126o9/exY78rt1wUw4cPN5UrV/YaxSZNmhT8nYjOX9eh69F16fpcIkAqUL16awPh22/tPWWbNm1t+QYN7D0oQgRICnYwlJR84/395JOHm1WrVpdbLoqBpb/h+SGixz6uHvdUNJ23/9hK16Prcumbb74J6um0004zq1ev+3dAFlStujYQ0u27WrJkbfnNNrP3oAgRICnYwaDQOOmkZ7yfKUzKKxfViBEjgsdZ6nh+6aWX7CJ5Tefrd5jrOnQ9rsybN89cfvnlZuONN/aO72/NmjUzb/PqaPYQIEiBAEmhrGAYM2aG97Ojjx7qPdYqr1xUY8eONTVq1PAaR736qvET+T7YUOen8/Rf1dX56zpcWLVqlbdyoT9/ljb9eaeddkoKktNPP93MmjXL/jhSWbjQmJkz7Z8m8x9hTZ9u7ykbj7BihQBJobxgUEe6fq6OdSmvXFR6DOS/4qtNI7jzddoTnZc/wlybztvV4zeFkN8R79/VXH/99aXt3kJvv9ZR33333YP9VUt/W+7Ro0eo5XFjSb+Q3HuvMVtvbUpT35iPP7ZLrEMnOlIgQFIoLxgmTpzj/fyQQwZ7r/iWVy4TS5YsCQYbatMcUpqIMF9m8dV56Hz8ua206Xx13pnSJIsnnnhicFxt+ntZky/q7ueee+4pbQu3DsrWK/2tediwYXZRyGuvrXvVVlu1asZ8/rldah1e40UKBEgKqYJBgwq1r1+/D1KWy5Sm/fA7pbXp8Y3W08jVolT6Xn1/4iMlnV+m05OI7iw0yaLfD6RNdyDpPA77/fffzSWXXJIUaAceeGDpL9cpfruOEz1aOv74dcGh7dRTN/wIK8xAwk6d1pZT+Q2FDYoCAZJCqmDQtCaa3kTTnJRXbsCAj82//jXWTJky194ViiYeVMPqTwWvTa+yXnfddaXnMc0unhX6Hn2f/wqtNp2PziuTiRFlzZo1pb+wDjZ16tQJjq2AUt+H+kDC+Lz0t+lDDz00OI7e2OpU2rD9rKk34mjBAk1Etm4qEm377GPMW2/ZJcuXOJVJixZ622PtFCaayuTXX40ZOdKYli3X7lc5lUcsECAplBcMPk2w6Jcpq5wecennCprevd828+al+SZLOfQIR4swJf6Grq1Vq1bmgQceMLNnz7Y/khEdT8fV8RO/T9+v8yjrkVJY75c2Nol9KHrLSm9b6a2rTIwsbdR23HHH4Ljq2L/jjjtCr79esPR686OPrp3g0A+Obbdd25cRMpQ9etMt8VhlbdofJphQ8AiQFMoLBt+cOQtLG9dHyi339tuzTPv2Twb7FShDh35uVq7MbOyCBuppLXH/ldnErXHjxqZz585myJAhZsKECaW/gC6wP14mlVN5fU6f13HsY+v79L0uBjpqKduzzz476fhHHnmkN87DlWXLlplbb73VVK9ePfiOnXfe2fz3v+vPJlBUxo83Zr/91jXsmna9a1c9f7RLhuNP567p2xVGpWHv/ffvfzfm3/9e+1YXYoUAybJly1aW/tI30Rx00GNBkGgsyfjx39tFQ9Nv0yUlJaZDhw5Jj7fsbfvttzf77LOPadu2rfd4R4909F/9XT/Xfvsz/qbj6vj6Hhe/vWsyRfWhbL755sF3KKxefPFFu6gzc+bMMf/85z+D14y1HX744ebLL7+0ixa270v/f6pjx+S7gmOO0Wt9dknACQKkgvzyyyJzww1jkx55denyspk5M8PfCv+fXl3Va63qp2jRokXKQEm16XP6vI6j47l8JVZTmjRq1Cj4LvWn/Lv0N1cXwZSODz/8MOlxnB6X/c///I/XAV/Q1Ad1001rB+9V+v/g2G03Y14pe/ZowBUCpIJ99tnP5pxzngtC5IADHjF9+75XevfvvhFVx7dGh/fr18/06tXLXH311d7dh7/p7/q59qtctjrkP/30U9OmTZug4VbH9vnnn18aqr/YRSuEHtPVrVs3OB89mvvPf/6T9wM2y/Tkk8bUr78uOLbaypT+g67t4I5i3Dhj+vfXrbO9B1gPAZIDa9bo9dwp5qij1k7OqO3ww58wI0d+bVavXmMXL1i//fabNzYk8dXav//972bixIl20Qq3aJHuCG/wBh/657bnnnua119/3S6al34rrcP5Bx20LjhK69hosa65Ed/4mzrVmGOPXXe8Yu8nghMESA4tXry89Dffj5I64jt2fNZMmDDHLlpQVpT+9nv33XeX/jK8VdA4N2jQwDz11FN20Zz77rvvzCmnnBKcp7bjjz/efJvu7LMVTHdtl5TevZ1fehf3mt/YH3KIbm3tounRwNRrrkl+zVcd8D+tv+4NYCNA8sDs2QtM166jk/pHrr32de8tr0Lz8ssvm1133TVojKtVq+Y9JnMxQj2bxo0blzR9jPqC1A+U7lts2aZ+oj59+gTjcPYu3QY0amQWR52wUq/5PvKIMbVqrQsO/Vk/Y4ZjpIkAySMfffSjOe20EUGIaJCiBiP+9VfE59kVSPNfHX300Um/yf/jH/9wPjYlmzRo8aGHHjLbbrttcA3bbbedeeyxx3I6bbxG+e+yyy7BOekNtt69e5sV6c6Qa9OYjn33XRccuvvQXUieTJODwkGA5BlNGT98+Ffm0EMfD4JEM/+++OLX3ojtfKOpTTQ2ZJNNNgkauObNm5vxGotQoPLlmr7++mtzxBFHBOeg15A1dibyOBzNVnz66euCQ1v79mv7P4AICJA8tWDBMtOnz7umZcu1/SONG19l2rXrbD788CO7aE7k62/rLuXqrkrLAWuiysS1T1q2bOmN2o9Er/n26JH8mu/uu2s6Y7skEAoBkudmzJhnLrjgSVO37smmWrWG3m+h55xzjjc4LlfUX6ABiH7jpv4CrQeSL/0FrlVUv45eI77//vuTJqrU/GBaujfy3admJfbX9NCmKdzvuWftlO5AhgiQAvHKK2+ZXXZZN72IpufQNB2arqOi6I2lU089NTgHbfn8xpJL/ptlW265ZXDtLt8sGzNmTLCOvDbNN6aJKvW6cSSahfjAA9cFh17z7dw5+mu+QBkIkAKiN3HuvPPOYMVCbZow8Nlnn7WLOqXR6IU8ZsIl12Nbpk+fvt7aJyeddFL0iSo167CmVa9ceV14tG2bes0PICICpABpavLzzjvPG9HtNzqa1+qzqGMBUiiqUdsOZTq6XmufaHXFxJmV99prr7TWPinLitJfLt674w4zo/SXiyA4Sn+58KZaB7KEAClgmj1Xiyb5DZB+K9ZMunMdPKYo2nmjHAs7v5e/9kniBJbq89C0+WHXPvFpdmHNMnxi6bGeUXBUr27MrbcyHQmyjgApAlq+tX79+kGDpBHg/fv3957bh1XWzLWHHXZY8c1c61C6Mwy/9957SWuf6DXhK664IvLaJ/o30azC/vEalP6bPVP6b7cihy9YIF4IkCKhVQF79uxpNttss6BB2X333c2rr75qFy1TbNfOcKi8NU701tpZZ52V9POjjjoq8tones1Xd4OJr/nqblF3jUBFIkCKzKxZs8wZZ5yR1Fgde+yxZmqKwWKxX73PMXuVxcRNdyajRo2yP5IW9Tup/ylxIbEddtjB66eK/JovkAECpEi98847Zt999w0aGj0u0fTt8xOmq2D98Ozx+zoS35jT+JF77703Ul+H3njTm2/+sdT5rjfjIr/mCzhAgBQxjQh/5JFHTO3atYOGp1atWl7/iDrbE19Fbd26tflYYwfg1K+//uqNnUlc4Ktp06Zpv22lMTYnnHBC8Fltmj1YY3KAXCNAYkB3Hddcc02ZqxTWq1fP64RHdmlchz3eQ/NclUej+jUbcOK/mWYLVn8KkC8IkBhRP0jiY5AePXo4XbIWG6Y7D3+qEk1TYtNdo+YT07xi/r+T5hvTvGNRHn0B2USAxIw6zNUo6TVd5MaVV17p/RtoBHsizfarWX/94FC/lWYF1uzAQD4iQGKGAMk9hYL+DTSSXTS7r2b5TXy8pVmAJ0+ebH0SyC8ESMwQILnnB4juQDSrr97O8oNDs/5q9l+gEBAgMUOA5J4fIInzYGmW3759+0aaPQDIFQIkZgiQ3EtcZVCvUmt2X83yCxQaAiRmCJDcO+6444K7Ds3qCxQqAiRmCJDcszvRgUJFgMQMAZJ7BAiKBQESMwRI7hEgKBYESMwQILlHgKBYECAxQ4DkHgGCYkGAxAwBknsECIoFARIzBEjuESAoFgRIzBAguUeAoFgQIDFDgOQeAYJiQYDEDAGSewQIigUBEjMESO4RICgWBEjMECC5R4CgWBAgMUOA5B4BgmJBgMQMAZJ7BAiKBQESMyPfLA2QVqUB0poAyZXrr7/DbLHFHuaYY86xdwEFhQCJmZFflgZIt9IAuZ4AyZXevUeYnXbqbDp27GvvAgoKARIzI78rDZCBpQEykADJlbvvft80bz7QXHTRi/YuoKAQIDFDgOQeAYJiQYDEDAGSewQIigUBEjMESO4RICgWBEjMECC5R4CgWBAgMUOA5B4BgmJBgMQMAZJ7BAiKBQESMwRI7hEgKBYESMwQILlHgKBYECAxQ4DkHgGCYkGAxAwBknsECIoFARIzBEjuESAoFgRIzBAguUeAoFgQIDFDgOQeAYJiQYDEDAGSewQIigUBEjMESO4RICgWBEjMECC5R4CgWBAgMeMHSOWHK9u7UEEIEBQLAiRmZi6caWo+UdO0e7mdvQsV5KGHJngBctVVr9q7gIJCgAAVbNGi5WbYsM/NnDkL7V1AQSFAAACRECAAgEgIEABAJAQIkugNLW0AsCG0FEVs2apl5uHJD5vjRx9v6g2rZ6o+WtVsMXgLs1/JfqbHhB7mt6W/2R8hQACkjZaiSH3464emwZMNgkAoa9v8sc3N4KmDkz5HgKSm12+1bUiqcv6+1q0fNT/9tMjeHUh1DCAf0FIUIYXHpo9u6gVB85LmZsi0IWbWolneHcn85fPNxLkTTa+JvUytJ2qtFxYESGrpNuqpyvn7tPXo8aa9O5DqGEA+oKUoMstXLzeNnmrkhUDndzqbVWtW2UUCi1YsMueOOzfpZwRIauk26qnK+ft0B7L//g+badP+sIt4Uh0DyAe0FEVm0JRBXgA0G9ksZXiUhwBJLd1GPVU5f58/pcnll79iF/GkOgaQD2gpisyJr53oBYDdt5EuAiS1dBv1VOX8ffPnLzVt2gz2/jxp0k92sZTHAPIBLUWRqf9kfS8AZiyYYe9KCwGSWrqNeqpyifsee+wT78/nnvtfq1TqYwD5gJaiyOhVXQXA0lVL7V1pIUBSS7dRT1Uucd/SpStNu3ZDvb+PHftdueXg1urVq8133yXXN8KjpSgyBEh2+Y16ultZ7H0lJd94fz/55OFm1arV5ZaDG2PGjDHbbLONqVSpkmnVqpWZMSPa3ToIkKLDI6zssgNiQ1tZ7H0KjZNOesb7mcKkvHLIzPTp002HDh284EjcNt10U9O9e3ezaFH5Y3JQNlqKIkMnenal26inKlfWvjFjZng/O/rood5jrfLKIbyFCxea66+/3gsKPzSaNm1qrrjiClOzZs3gZ3Xq1DGPP/64WbNmjX0IlIOWosjwGm92pduopypX3j51pOvn6liX8sohPQqCwYMHm+233z4ICQXGAw88UHrXt/Z/G3/88Yfp0qWL2XjjjYMyLVu2NO+//751NJSFlqLIaCBhwycbeiFwyfhLUoaIBhJ2Gtcp6WcESGrpNuqpypW3b+LEOd7PDzlksPeKb3nlsGHvvfee2X///YNQ2GSTTbw7jnnz5tlFPV9//bU54ogjgvJ/+9vfzNlnn21+/PFHuygS0FIUocSpTFo818IMnTbUfL/oey9cFixfYCbNnWRunnQzU5lEkG6jnqpcqn0aVKh9/fp9kLIcyvbDDz+Ys846K6mP46ijjjLffLOubymVF154weyyyy7BZzfffHPTu3dvs3RptJdSih0tRZH64NcPgg718rbqg6qbx6c+nvQ5AiS1dBv1VOVS7dO0JpreRNOcpCqHZGrgb775Zq/B9xv/xo0bm1GjRtlFN2j58uWmT58+ZosttgiO1ahRIzNixAi7aOzRUhQxTZ448JuBpv2r7U3dYXW9u5Iag2p407n3nNCT6dwjSLdRT1Uu1T7RBIt+mVTlsNYzzzxjGjZsGDT2W265pbnrrrvMihUr7KKh/PLLL+b88883lStXDo59yCGHmM8++8wuGlu0FEAI6Tbqqcql2idz5iw0rVo9Uma5YcM+N7fe+raZMaPsZ/lx8sknn5g2bdoEjbsa+gsuuMD8+uuvdtGMTJw40Rx00EHB92y00Ubm4osvNnPnzrWLxg4BAhQQvearUGnZ8hHTp8+7ZsGCZXaRovfbb7+ZCy+80GvI/Ub94IMPNpMmTbKLOvXkk0+a+vXrB9+51VZbmX79+mV8p1PICBCggIwbNzMIEW2HHvq4GT78q6QR7MVKDXXfvn29R1R+I96gQQPz9NNP20Wz5q+//jI33XST2WyzzYJz2G233cwrr5Q9o3KxI0CAAvPXXyvMgAEfJ3W0n3baCPPRR8X7yulLL71kdt1116DRrlatmunVq5dZsmSJXbRCfP/996Zjx47B+Wg75phjzJQpU+yiRY0AAQqU+kquvfb1pA73rl1Hm9mzF9hFC9bkyZNNu3btkhrqM888s/QaZ9tFc2L8+PFmv/32C85N4026du1q/vzzT7toUSJAgAKnAYgdOz4bhIg64O+990OzePFyu2jBUAN85ZVXeg2y3zg3b97cvPvuu3bRnNPMvo8++qipXbt2cK7bbrutGThwYDDivVgRIEARWL16jTcR4+GHPxEEyZFHDjEvvDDF21co1OA++OCDXgPsN8bbbbedGTRokNdQ57MFCxaU3hFea6pUqRKc+z777GPeeustu2jRIECAIrJw4XJvqdwDDlj3GvDZZ5eYzz772S6ad958802z9957B42vGuLrrrvOa5gLybRp08xxxx2X9Njt1FNPNTNnzrSLFjwCBChCM2f+abp0eTmpf+Rf/xprfvkl/6Ys18JOp5xySlKDe8IJJ5hvv/3WLlpQXnvtNbPHHnsE11S1alVz4403msWLF9tFCxYBAhSx8eO/D9Ya0XbQQY+ZgQMnmmXL1k4Zn0taf+OGG25ImmZ9zz33NG+88YZdtGCtXLnS3HvvvWbrrbcOrrFu3bpmyJAhdtGCRIAARW7lytVm6NDPvVl+/SBp3/5J89JLa6eNr2iaZv2JJ54wO+ywQ9CoaoXA++67z2twXdMjJb0GrEF/evX36quvNp06dQo2/V0/136VU3nXfv/9d3PppZcmTRuv1RA/+ugju2hBIUCAmJg3b6np3fttb7LGvffuU/qb8EnmsMM6ZH0Ed6IPPvjAHHDAAUEjqgb1sssu89blcEGPh0aPHu31nbRo0SKpQzvMps/p8zqOjufqsdMXX3xRWueHBd+jaePPPfdc89NPP9lFCwIBAsTMlClzTceOd5utttrXa8SyNYdUojlz5phzzjnHazD9xvPwww83X331lV00NM2eW1JS4i1XmyowtLCU3opq27atOfTQQ727D/1Xf9fPExeesjcdV8fX9+j7MvXcc8+ZnXbaKTh+jRo1zG233WaWLSusqWkIECCmnn32ufVmsf33v//tpIH0qUG89dZbTfXq1YPv2Xnnnc3zzz9vFw1Niz1dddVV3uMvu8HXVO6dO3f2+homTJiQ9ptcKqfy+pw+r+PYx9b36XszXWxK9Xz77bd74eEfW6GikCoUBAgQY1pH45ZbbllvHY0XX3zRLhrayJEjzY477hgcVw3lHXfckXFAzZgxw5sNN7HzXZv6FLRcretR6jqejqvjJ36fvl/nofPJhB5f6TFW4t2Z7oz0uCvfESAAylzJ78gjj0x7Jb9En3/+ufdYyD+OHpGdd9555uefMxuLookMu3fvnvSYSos+qZ8iGx3fZdH36PsSF5vS+ei8dH6ZUId669atg+Oqf0gd7+qAz1cECIBA2LXEE2l9DD32SZxm/cADD/QeCWVKS80mPm6rWbOmd+eUqzmn9L36fp2Hf046P51npoYOHeq96usfV68A61XgbLyhlikCBEASvWY7ePDgpE5lNZR6jFPW3E6aZr1///7e+hh++Xr16plhw4bZRUPTbLsXXXRRcFyFU5cuXcz8+fPtojmh89D5JIamzjfTWYL11pcGHWrwoX9cDUrU4MR8QoAAKNPChQvN9ddfn9TXsNdee5mxY8cGZV599VWz++67B/u1TkbPnj0zfpwjmho9cWoT3RlV5CvHYei8Eu/cdN4upnbX9CennXZacFxtmialoh7ZbQgBAiCl6dOnmxNPPDGpEdNSsno8lfizM844w8yaNcv+eCQKKf/tJHUua5LCfHyEk0jnp/P0O8N1/olhmwlNyNisWbOgrtXvovXatW57LhEgANIyZswY07Rp06TQ0Lbvvvuat99+2y4e2YgRI4K7Hr0yq9HhhUTn679arOvQ9big2YgffvhhU6tWraDu1T+SSwQIgLSpD0S/ZfsNmMZ4uJxmXWto6K0tHVud0i4eA+WCztvv9Nf16LpcUQe+BmHq2HpkmEsECIBQPvvssyBAXM6YO3z48CA8mjRpkvFAvVzT+es6/BDR9bkyYMAA77h16tSxd1UoAgRAKNkIED0e8x9b6TGZq7mxck3X4T/20/XpOl0gQAAUJNcBosc9/sA8PfYp9DsPm67Hf5yl63TxWI4AAVCQXAaIplLxX9VVx/PkyZPtIkVB1+V3rOt6dd2ZIEAAFCSXAeIPEtSrr6NGjbJ3FxVdn/+Kr647EwQIgILkKkA07Yd/HL3ZFQeJb7BlMu0JAQKgILkIEI1U9/sFNII73wcJuqLr9Ees6/qjjtgnQAAUJBcBotlr9XnNIZWv05Nki67XnztL9RAFAQKgIGUaIFo/w5+SXRMRxpGuW9eveoiynggBAqAgZRogWoRJn9UMv/kyq25F03X7U8GrPsIiQAAUpEwCRAtX+QMGtZ5GnOn6VQ+qD9VLGAQIgIKUSYBoLXF9TgPqcrUYVL7Q9fsDKFUvYRAgAApS1ADRWuj+YLpu3brZu2NJ9aD6UL2EWSueAAFQkKIGSElJifcZDaabOnWqvTuWVA/+4ELVT7oIEAAFKWqAdOjQwftMq1at7F2xpvpQvah+0kWAAChIUQJEa3z7r+6q8cM6fhioflRP6SBAABSkKAEyevTo4DOzZ8+2d8ea6sOvG9VTOggQAAUpSoBcd911XvnGjRvbu1BK9aL6UT2lgwABUJCiBEiLFi288p07d7Z3oZTqRfWjekoHAQKgIIUNEK2j7g8eHDJkiL0bpVQvqh/Vk+prQwgQAAUpbIBMnz49KP/xxx/bu1FK9eLXkeprQwgQAAUpbIC8/PLLXlmNd1iwYIG9G6VUL/54ENXXhhAgAApS2ADp379/XjR2+U71o3pSfW0IAQKgIIUNkJ49e3plmzVrZu9CAtWP6kn1tSEECICCFDZAunbt6pU9+OCD7V1IoPpRPam+NoQAAVCQwgbIhRde6JU99thj7V1IoPpRPam+NoQAAVCQwgbImWee6ZU95ZRT7F1IoPpRPam+NoQAAVCQwgYIdyDp4Q4EQNELGyD0gaSHPhAARS9sgPAWVnp4CwtA0QsbIIwDSQ/jQAAUvbABwkj0DWMkOoBYCBsgzIW1YcyFBSAWwgYIs/FuGLPxAoiFsAEirAeSGuuBAIiFKAHCioSpsSIhgFiIEiCsiV4+1kQHEBtRAmTx4sWmSpUq3mfU+GEdPwxUP6qndBAgAApSlACRDh06eJ9p1aqVvSvWVB+qF9VPuggQAAUpaoCUlJR4n9F4h6lTp9q7Y0n14I//UP2kiwABUJCiBsjy5cvNNtts432uW7du9u5YUj2oPlQvqp90ESAAClLUAJGrrrrK+9wWW2xh/vzzT3t3rOj6VQ+qD9VLGAQIgIKUSYD88MMPwaDCW265xd4dK7p+1YPqQ/USBgECoCBlEiBy8cUXe5+tWbOmmT9/vr07FnTdun7Vg+ojLAIEQEHKNEBmzJgRvNLbpUsXe3cs6Lp1/aoH1UdYBAiAgpRpgEj37t29z2+00UZm0qRJ9u6ipuvVdev6VQ9RECAACpKLAPnrr79Mw4YNvWPsv//+ZuXKlXaRoqTr1PXqunX9qocoCBAABclFgMgLL7wQHOfaa6+1dxclXad/zbr+qAgQAAXJVYDIRRdd5B1Hg+lGjRpl7y4quj5/0KCuOxMECICC5DJAli5davbee2/vWBpMN3nyZLtIUdB1+YModb267kwQIAAKkssAkSlTpgQD6tQv8OOPP9pFCpqux+/v0XXqejNFgAAoSK4DRMaMGRMMMGzatKn5448/7CIFSdeh69F16fp0nS4QIAAKUjYCRIYPH24qV67sHbdJkyYFfyei89d16Hp0Xbo+VwgQAAUpWwEiAwcODEJEj31cPO7JBZ23/9hK16Prcun+++/3jl27dm17V4UiQACE8t577wUB0r59ezNr1iy7SEZGjBgRPM5Sx/NLL71kF8lrOl+/w1zXoetx6a233jL16tXzjq+R7LlEgAAIRc/1q1WrFoTIZpttZnr27Bl5UFxZxo4da2rUqOEdX6++avxEvg821PnpPP1XdXX+ug5XZs6caU477bSg3rU1a9bMLlahCBAAoa1YscL079/fbLXVVkFjVr9+fTNs2DC7aGR6DOS/4qtNI7jzddoTnZc/wlybztvV4zctc9ujRw9TtWrV4Ph77LGHee211+yiFY4AARDZ3LlzTefOnYO5nbQdeOCBZsKECXbRSJYsWRIMNtSm79FEhPkyi6/OQ+eTeP06X523C0OHDjV169YNjr311lube+65J2/uxggQABlTx3rbtm2Dhk4dx+edd575+eef7aKRaNoPv1Nam6ZC13oauVqUSt+r7/enZNem88tkepJEH330kWndunVScF5yySXm999/t4vmFAECwJlnn33W7LjjjkHDp36AO++8M9RyreVRH4tmr/WngtemgXnXXXedmTZtml08K/Q9+j5/4KM2nY/Oy0Uf0E8//WTOPffcoB9F26GHHmq++OILu2heIEAAOLVs2TJz6623murVqweN4M4772yef/55u2gkWj9DizD5b2r5W6tWrcwDDzxgZs+ebX8kIzqejqvjJ36fvl/nEWU9D5sC9vbbbw9eHNC20047mZKSErtoXiFAAGTFnDlzzDnnnJP02/Thhx9uvvrqK7toJBqop7XE/VdmE7fGjRt7fTNDhgzx+mMWLFhgf7xMKqfy+pw+r+PYx9b36XtdDXR87rnnvLDwj6/gve2227wgzncECICs+uCDD8wBBxwQNJAbb7yxueyyy5xNV6Lf3vWbeocOHZIeb9nb9ttvb/bZZx+vr0aPhTp16uT9V3/Xz7Xf/oy/6bg6vr7HxeM4+fLLL81hhx0WfIeCVo+v9BirUBAgALJuzZo15oknnjA77LBD0GDqN/n77rvP6RtFeuV19OjRXj9FixYtUgZKqk2f0+d1HB1Px3VFHeGXXnqpF6T+9+nxmDrOCw0BAqDCLFq0yNxwww1J/Rd77rmneeONN+yizqjjW6PD+/XrZ3r16mWuvvpq7+7D3/R3/Vz7VS5bHfIKynvvvdd7Fde/dr2iq8dlhYoAAVDhvvvuO3PyyScn/dZ/wgknOJ9bK19o0J8G//nXqkGBN954o9M7m1wgQADkzJtvvpk02lyPjrp162YWLlxoFy1Iups5/vjjk4Ly1FNP9aYlKQYECICcWrVqlXnwwQfNtttuGzSy6tAeNGiQ13dSiPQ2l+bFSuyDUUf9uHHj7KIFjQABkBfmzZtnrrzySrPJJpsEja46st999127aN5avXq1efTRR71p1v1rUDBqOncFZbEhQADkFa0f3q5du6THPmeeeabzAYKujR8/3uy3337BOSsIu3btmrPpVioCAQIgL+mNqF133TVokDWFvN6WcjVRoSvff/+96dixY1LgHXPMMc5m481nBAiAvKVp4/v27Wu23HLLoHFu0KCBefrpp+2iFU5zX910003eeij+ue22227mlVdesYsWLQIEQN777bffzIUXXpg0bfrBBx+cs/VBnnrqKW/9E/9ctC7K3Xff7QVenBAgAArGJ598Ytq0aRM03Jo2/oILLjC//vqrXTQrJk6caA466KDg+xVoWv9D66LEEQECoOA888wzSeuD6BHXXXfdlbU7gF9++cWcf/75XmD533nIIYeYTz/91C4aKwQIgIKkzvSbb745aX12zZ47atQou2hkmjixT58+Set/NGrUyIwYMcIuGksECICC9sMPP5izzjoraOC1HXXUUeabb76xi4ai1QV32WWX4Jibb7656d27t1m6dKldNLYIEABF4b333vMGHvoNvsZhXHHFFd4AxTC+/vprc8QRRwTH0TTrZ599trP1P4oJAQKgaGjqE02Bkri2h9Yt14qCGxoJrvVJunTpkjTNesuWLc37779vF8X/I0AAFB1NxqhJGRPnotprr728yRttmmZ9wIABXtD4ZevUqWMef/zxgp2Lq6IQIACK1vTp072VBP1g0KZp5P11zMeMGWOaNm0a7NM6Jd27d/fWLcGGESAAip6CokmTJkFQqH/EXsL2pJNOCoIF6SFAAMSCHlXdf//93lK6icGhR1tjx461iyMNBAiAWFFneY0aNbzwOPDAAzfYuY7yESAAYqd58+ZegGh9dkRHgACIHQLEDQIEQOwQIG4QIABihwBxgwABEDsEiBsECIDYIUDcIEAAxA4B4gYBAiB2CBA3CBAAsUOAuEGAAIgdAsQNAgRA7BAgbhAgAGKHAHGDAAEQOwSIGwQIgNghQNwgQADEDgHiBgECIHYIEDcIEACxQ4C4QYAAiB0CxA0CBEDsECBuECAAYocAcYMAARA7BIgbBAiA2CFA3CBAAMQOAeIGAQIgdggQNwgQALFDgLhBgACIHQLEDQIEQOwQIG4QIABihwBxgwABEDsEiBsECIDYIUDcIEAAxA4B4gYBAiB2CBA3CBAAsUOAuEGAAIgdAsQNAgRA7BAgbhAgAGKHAHGDAAEQOwSIGwQIgNghQNwgQADEDgHiBgECIHYIEDcIEACxQ4C4QYAAiB0CxA0CBEDsECBuECAAYocAcYMAARA7BIgbBAiA2CFA3CBAAHgGXlxpg1uxKMYAsf+tytpcc39EAAXJbmzK2ooFAeKG+yMCKEjZamTyUTEHSEWq2G8DkLdy0QDlCgHiRsV+G4C8lYsGKFcIEDcq9tsA5K1cNEC5QoC4UbHfBiBv5aIByhUCxI2K/TYAectvgMrbbCtXLDGfvfZvM3FUL+fbu8/1MsMf6WX69ellevVyv2299dZegLRs2XK9fa62Af16mRceX//aXGzffjjM/udY79/L3rIhO0cFUHDsBsfebGrE7DKutj5nVzKnHFDJ1KtZyWvoC3FrUr+SOf/Q9a/Nydb5b2bporlJ/x7rlbG2bMjOUQEUnLANzZIFv5jXHjzJjOrb1vn29G1tTc9L25rTTmhr2rZ1v1WpUsVr5GvXrr3ePldbp9Pbmj5d1782F9v7w68yZs2apH+PsP9+LlTstwHIW7logHKFPhA3KvbbAOStXDRAuUKAuFGx3wYgb+WiAcoVAsSNiv02AHkrFw1QrhAgblTstwHIW7logHKFAHGjYr8NQN7KRQOUKwSIGxX7bQCQB4oxQHKBAAEQOwSIGwQIgNghQNwgQADEDgHiBgECIHYIEDcIEACxQ4C4QYAAiB0CxA0CBEDsECBuECAAYocAcYMAARA7BIgbBAiA2CFA3CBAAMQOAeIGAQIgdggQNwgQALFzcOvmpkbVSuaWmwiQTBAgAGLnirOam2P3q2SeGECAZIIAARA7T9zY3PQ5q5J5ZwQBkgkCBEDslNzW3Ft86ePnCZBMECAAYocAcYMAARA7BIgbBAiA2CFA3CBAAMQOAeIGAQIgdggQNwgQALFDgLhBgACIHQLEDQIEQOwQIG4QIABihwBxgwABEDsEiBsECIDYIUDcIEAAxA4B4gYBAiB2CBA3CBAAsUOAuEGAAIgdAsQNAgRA7BAgbhAgAGLnudtaeAEy4fkb7V0IgQABEDufvnqHGXZdXfPztHfsXQiBAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAiAWNBruxvaEA41BiAW7LAoa0M41BiAWCAk3KM2AcQCAeIetQkgFggQ96hNALFAgLhHbQKIBQLEPWoTQCzYb1zZG8Kj1gDEgh0Y9obwqDUAsUBQuEdtAogFAsQ9ahNALBAg7lGbAGKBAHGP2gQQCwSIe9QmgFggQNyjNgHEAgHiHrUJAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASP4PFFJoW164YYMAAAAASUVORK5CYII=)
PN: 4H48-7-96
CAS: 680217-81-6
Molecule Weight: 353.1
Formula: C13H6Cl2F4N2O
PN: 4H48-5-8H
CAS: 165539-63-9
Molecule Weight: 268.1
Formula: C11H7Cl2N3O
PN: 4H48-7-05
CAS: 680217-86-1
Molecule Weight: 251.08
Formula: C9H9Cl2FN2O
PN: 4H48-5-8A
CAS: 224817-03-2
Molecule Weight: 232.67
Formula: C12H9ClN2O
Melting Point: 133-134 ℃
TSCA: Not listed on TSCA inventory