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9eqFcd91ARyPart04WbXK/XjErl27rNXgflsnkh8d6xk58he5+uoBkc9fq1YPad/+670BmPi04kxBgAAZ5Mcf18jdd3/qCI7GjT+ROXNWmUXjoqu/oxfz6aHrRHS1uJ9t25Ytb789XS66aN9ss0sv7SO9e8+S7Oz0Xy35HQECZIC1a7dbv671V7bdUOqvb/0Vnsj6CF3tfccdL0jZsvs2U9Qg+eyzxNaJpNry5ZulVauxjmC98cZB8tVXqRnoDyoCBPCh6G6VhQvXm6cd7LL50V/RffrMlssu6xspp7+29Ve3/vp2S9eJ6CrvCy/sKVWqPCgVKlxsrQLX1eBB3tDwu+/+kFtu+cgRJPff/1m+30GyvqPCzpniKZsKBAjgQ9EN2OOPjzFPOxTUqOhaB/0VHf1c+itbf227pVcruqpbV3fbz1mjxqvSunV3axV4GOTk5MrQoT/JFVf0i3xGXQvTq5fz3iPJ+I5UYedM8ZRNBQIE8CG7obCvHAqbIVRQo6KNoH2uUaOhMn16/vchj5WuE9HV3NENp64T0VXfYaRXWZ06TZHatfPGR/72tw8c55PxHanCzpniKZsKBAjgQ3ZD0a3b99Y/W7QYZRaJKKhR2bo129qORFeW669qt/RKJr91IrrKOxMsWbJRXnttskyZ8rvj78n4jlRh50zxlE0FAgTwIbuh0BCwu1K0fz4/XjUqha0T0dXdmS5Z31Fh50zxlE0FAgTwoeiGol+/Oda/62K3/CS7UdF1Iro6W1dp28+txzPPjLdWcyNPsr6jws6Z4imbCgQI4EPRDYWuCrcb84kTlxklk9uo6DoRbQTt59RDV20nuk4kjJL1HRV2zhRP2VQgQAAfMhsKe0BcB7HNfZvMsm7o6msv1omEmVnvbr+jws6Z4imbCgQI4ENmQ7F7d25kSq65yaFZNh66TkRXXevqa/t5krFOJBOY9e72O7LPxXP4BQEC+FB+DYWOS+jfbr55iGNWVX5lYzFu3JKkrxPJJPnVu5vvKLr+Yz38ggABfCi/hkK7kuxV0p9+uiDy9/zKFkanperq6ugGSZ+3oBlEyF9+9e7mOyrsnCmesqlAgAA+VFBDMX78b9bfGzT4MLLZX0FlCxK9A61OPx0yZF5C60QyVUH1Hu93VNg5k1n2l1/WWYsdNbQuvriP9ZpPPvmFzJ+/NupR3iFAAB8yG4po9r0sBg2aZ/13YWXz07z5KGt1tS6O09XWcKeweo/nOyrsnMksa/+3eejWKxpkXiNAAB8yG4po06atsM7plcSOHbsLLZsf7WbZsiXb/DPiVFi9x/MdFXbOZJbVoBo+fIEsW7bJWtypmzrec88Iq8w//zk06pHeIEAAHzIbCpM9hqE77R6oLLxxoHqP9Tsq7JwplrJ6i2ItozsIeI0AAXzoQA2F3pZVz9er9/4By8IbB6r3WL+jws6ZYim7cWOWVebWW4eZp5KOAAF8KJaGomXLMZFyByqL5Iul3mP5jgo7Z4qlbJcu31ll9MrHawQI4EOxNBTa3x29chypFUu9x/IdFXbOdKCyY8Yssl5P16GkYsNLAgQAQkDDQ2df6a4CixZtME97ggABgIDTmVgaHnp8881S87RnCBAACLAPP/zR6tbSrivd/DKVCBAACCh7irCGxyef/Gye9hwBAgABZQ+qF3Rs2pRlPiSpCBAgQHRV84YNO8w/I0OZgWEeBAgAi2542LDhYGsfK+4QCD8gQICAWL9+e+SXpe6gC6QbAQIEBAECvyFAgIAgQOA3BAgQEAQI/IYAAQKCAIHfECBAQBAg8BsCBAgIAgR+Q4AAAUGAwG8IECAgCBD4DQECBAQBAr8hQICAIEDgNwQIEBAECPyGAAECggCB3xAgQEAQIPAbAgQICAIEfkOAAAGRtWaDfHjUldaxsNen5mkg5QgQIChWrdr7f2yRvKNLF/MskHIECBAUBAh8hgABgoIAgc8QIEBQECDwGQIECAoCBD5DgABBQYDAZwgQICgIEPgMAQIEBQECnyFAgKAgQOAzBAgQFAQIfIYAAYKCAIHPECBAUBAg8BkCBAiK9ev3BUi3buZZIOUIECBInnhC5OqrRVauNM8AKUeAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCJJNNmCBy770ip54qcvDBIuXKiVStmvc3PQd/4HuCTxEgmWjrVpF//nPfmoKCjkaNRLZtMx+NVOF7gs8VMf+AkMvKEqldO6/hKVtWpF07kdmz8xorbYTmzhV57rm8X7lapk4dkZ07zWeB1/ieEAAESKZ55JG8Bue440QWLDDP7rNwocgJJ+SVffxx8yy8xveEACBAMsnvv4uUKCFSvLjI9Onm2f3NmJFXvmRJkRUrzLPwCt8TAoIAySQdOuT9Ur31VvNMwbSsPubll80z8ArfEwKCAMkk9evnNTLDh5tnCqZl9TFXXWWegVf4nhAQBEgmOeaYvEZm+XLzTMG0rD7m2GPNM/AK3xMCggDJJGXK5DUyOsMnVlpWH6OPRWrwPSEgCJBMkkjDdNBB5hl4he8JAUGAZJLKld13jWi3ClKD7wkBQYBkkiuuyGtkvBqcHTNGpFcvkexs8wzi4fX3BCQJAZJJXnwxr5GJZ3robbflPeZA00PXrs1bt6Blq1QRGTHCLIFYefk9AUlEgGSSZcvyGnlddKaLzw5k5sy8snocqDtFrzrOOy+vEbMP/TX8009mSRyIl98TkEQESKZ56KG8xl23v9BtMAqyeLHISSfllW3Z0jybv127RN54Q+Sww/aFiDZqDz8ssmGDWRqF8fJ7ApKEAMk0O3aI1KyZ1+DoRnzPPpu3MZ9u0Ld9u8gPP4g8/3zetuFaRjf0i2c2kNLurPvv39elpccRR4i8847I7t1maeQnFd8TkCACJBNt2SLy97/va9wLOm6+OW/3V7fmzBG5/HLnc555pshXX5klM492O+mKc73Hh15F5CdV3xPgUhHzD8ggX38t0rRp3qC3bhmuh/67/k3PJctHH+3rZrEPbRgLajjDbPVqkXvuESlWbF9dfPCBWcopVd8TECcCBKmh3SsvvbTv/hV6lCol8tRTeb+0w04nGXTqJHLoofs+v+6e26oV054RWAQIUku3G2/SxHk1cvTRIn37iuzZY5YOh5Ej825BG/2Zr7228Pt8AAFAgCA9pk0TueACZ6Naq5bIlClmyeCaPz9vKnP0Z6xWTWT0aLMkEEgECOKnq55Llxa55prE1nnoFUe/fvu27rCPO+8M9noGnbKsdxTUKcz2ZypfXqRz57ypzkBIECCIX9u2+xrGZKzz0DEQvee3hpL9vGXLyooOHWSXTmcNCp2i3LVr3pRl+3PoVOZmzfKmNgMhQ4AgftrgN2+e/HUeS5bkTUnd+3xr9h7d9x5NTjxRhgwZYpb0n3Hj8qYoR19J1a0rMnu2WRIIDQIE7unCNnOdxxlnJL7OY/x4mXbWWfLg3uertPcosve47LLLZNasWWbJ9NOpyOZajb2hJ0OHmiWB0CFAkLj81nk0bCiyaJFZMmZ7cnLkk3fflQoVKlgBokexYsXkvvvukzVr1pjFU0+vwp5+2tntplOUdaoyK8KRIQgQJIc2mroTrLnOQ8dLNm82S8ds48aN8uijj0qJEiUiQVK+fHl5/fXXZVc6BqR14P/99/OmHkcHZuPGeVOUgQxCgCC5/vgjb51H0aL7GtdKlUT69BHJzTVLx+znn3+Wq6++OhIiepx66qkyatQos6hnNk6dmjfVODo4dCqy/h3IQAQIvKHrPHSDv+jGVjcHTHCdx2effWYFR3SQXHPNNVbAeGXF3iuL5/deYfzf3tf6xf4segWiVyJhXfwIxIAAgXcKWudxxx0JrfPIzs6Wf//733LooYdGQqRkyZLSsmVLq8srWXbs2CEdOnSQcuXKSZm9r3HH3mNY6dKSo2MfmbD9CnAABAi8pzvF5rPOw7rzXgLrPHQw/d5777UG1+0g0UH3bt26SU5Ojlk8Ljp1+MQTT3Rc6Tx6002yIRM3gAQKQIAgdaLWeUQOvWHS4MFmybjo9N5LL73U0difffbZ8rWLnWpnz54tdevWdTzXWWedJeN0nQcABwIEqTd+vOxt4SMhsnDv8cHeAPglwXUegwYN2ptHJzga/3/84x97c2uJWXQ/a9eulWbNmknx4sUjj9WrmXfffTfhqxkgrAgQpIc2yt26ye69jfRHRfLGFw5KwjoPHbd48cUXpWzZspEgKF26tDzzzDOyNZ+bLulU4M6dO1tTg+3yOmVYpw5vSGR7FiADECBIq5yNG2V0y5ZSo2TJSAOujbkOkutguVvLly+XO+64w3E1cswxx0i/fv1kz/9mTo0ePVqqVavmKKNThefrLroADogAgS/oNFydjhvdmOt0XZ22m4jJkydLzZo1Hc9bo0YNueiiixx/q1q1qozU+3YAiBkBAl/RhYHJXueRm5srffr0kaOOOsrxvHroVOBOnToldLUDZCoCBL6j4xK6VUn0uEQi6zx0ELx79+6OfbX0uPnmm2W13qMcgCsECHxLB9N1UD2RdR7aLaVdVtHBUbt2bRkxYoRZFECcCBD4nq7z0O3co0NA13mM1+nAhbjzzjsdjzn++OOtqb4AkoMAQWAMHjx4v3Ue2g1V0DqP6tWrW2WKFi0qL7zwgmzfvt0sAiABBAgCpaB1Hu3atdtvnUejRo2s87olCYDkI0AQSLrOw+yiqly5smOdx2233Wb9vUqVKsajASQDAYJAmzJlitSqVcsRJDpIPm3aNAIE8BgBgsDTdR59+/aVSpUqRUJExz3s3XQJEMAbBAhCY/PmzdK2bVspVaqU44pEFxACSD4CBKGzaNEiadiwYSRAdJAdQPIRIAitevXqRQbXASQfAYLQYhAd8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtAiQABvESAILQIE8BYBgtBq2LChFSDHHXeceQpAEhAgCJ3c3Fzp2bOnFC9e3AoQPZ577jnZtm2bWRRAAggQhMo333wj5557biQ4oo9jjz1WBgwYYD4EgEsECEJh6dKlcssttzgCQ7uunnrqKTnvvPMcf7/oootk+vTp5lMAiBMBgkDTbqn27dtLmTJlIgFx0EEHWX+zu6y0S6tXr15y1FFHRcoULVpU7rrrLlm5cqXxjABiRYAgsAYOHGh1S0VfXdx6662ybNkys6jlr7/+ktatW0upUqUi5Q8++GB59dVXZefOnWZxAAdAgCBwvvvuO6lTp44jOHTcY+LEiWbRfP36669yww03OB5/yimnyCeffGIWBVAIAgSB8eeff8rdd99tdT/ZDX/FihWt7intporX2LFj5bTTTnMEyRVXXCE//vijWRRAPggQ+F52drZ07NhRDjnkkEhDr91QTz75pNUtlYjdu3fLW2+9JYcffnjkuXX67wMPPCDr1683iwOIQoDA14YPH251L0VfJTRo0EAWLlxoFk2IhoWGRvTaEQ0VDRcNGQD7I0DgS9qNVL9+fUdwaHfTmDFjzKJJpa+r3Vjm62p3FwAnAgS+olcCDz74oJQoUSLSgB922GHy5ptvyq5du8zintEBdfPK5/rrr7cG4AHkIUDgC9pN9Pbbb+83FtGiRQtZt26dWTwldGqvTvHVqb72e0rW2AsQBgQI0u6LL76Q008/3fFrv169evLDDz+YRdNCZ3/posPo2V+6KNHt7C8gLAgQpE1+6zFOPvlk+fjjj82ivqDrT3QblOj3q9ukTJo0ySwKZAQCBCm3efNmadOmzX4rwl955ZVArAjXDRnNFfB675GCVsADYUWAIGW0u6d3796h2JNK99nSLeLNPbief/552b59u1kcCCUCBCkxefJkOf/88x2/2i+88MLA74qruwA3atTI8bmOP/54+eCDD8yiQOgQIPDU77//LrfffrujgT3mmGOkf//+smfPHrN4YE2YMEHOOeccx+e8+OKL5fvvvzeLAqFBgMAT2o3zwgsvWN06doNaunRpefbZZ2Xr1q1m8VDIycmRHj16yJFHHhn5zMWKFZN77rlHVq1aZRYHAo8AQdJ9+OGHVjdO9K/xf/7zn/Lbb7+ZRUNp06ZN0qpVKylZsmTk8+s+Xq+99pq1rxcQFgQIkmbmzJlyySWXOIKjRo0aVveOl3QcQrc40YWI2nA3bdrUOnRLEl1Pov+0/6bntZyW18d56ZdffpHrrrvOUR9VqlSRESNGmEWBQCJAkLDVq1fLvffea3XX2A2lduO89957VrdOMukveF130aFDByscorvI3Bz6eH0efT59Xi+uED7//HOpXr2643WvvPJK+emnn8yiQKAQIHBNG9tOnTrJoYceGmkYtdvmscces7pxkkVDSDczbNy4sZQrV26/EDCPk046yTp0kZ+Gg/7T/ptZ1jz0+fV19PWSGX66j9cbb7xh7etlv5bu9/Xwww/Lhg0bzOJAIBAgcGXkyJFStWpVR+N77bXXyoIFC8yirunaEF1wWLly5f0aej2qVatmbcH+zjvvWA3+8uXLzafIl5bT8vo4fbw+j/nceujr6usnc42K7ut1//33O7aNP+KII6z3wrbxCBoCBHGZP3++XHXVVfs15KNHjzaLuqaD7bqJos7ain4dXbSnay50Jfgff/xhPiwh+nz6vPr80YsD9dD3oe8nmZMA5syZI5dffrnjdc444wz56quvzKKAbxEgiIl2szzyyCOObdbLly8vnTt3Tto26xs3brQa6ujX0EPvf67TY5PZLVYYfR19PfO+6/q+9P3p+0yWjz76aL+utYYNG8qiRYvMooDvECAolHardO3aVSpUqBBp4LT7pVmzZrJ27VqzuCu6oLBv376O9RN66AwmXcGeTvr65kwqfZ/6fpO1EDIrK0teeuklx/iO7hP21FNPyZYtW8zigG8QICjQuHHj5Mwzz3Q0nnXr1pXZs2ebRV3T8Qh9zujX0Gm3s2bNMoumlb4f806F+r5jHXeJhXajNWnSxLFt/NFHH53UsAKSiQDBfhYvXiw33XSTo7E88cQTZejQoWbRhOi4SfSVjQ5a6yJEP9P3Fz2or+8/meM/atq0aVK7dm1H/deqVUumTJliFgXSigBBhHaXaLdJ9OC1dqvoGgntZkkW3ZW3bdu2jl/a9913n7XNexDo+9T3a793/Rz6eZJ5cym94ujXr99+M9DuvPNOto2HbxAgsGhXjDl4reshVqxYYRZNiN7v45Zbbom8ht4HJKg71+r7jr7drX6uZN/PREO9Xbt2jlDXwBoyZIhZFEg5AgSWYcOGRRqoU089VaZOnWoWSZg2hvXr14+8jt7GVrf7CDJ9/9G349XP58XA95IlS6RBgwaR19ENGoF0I0Bg0cCwG6dRo0aZpxOm3T7aj2+/hk6RDcsKbP0c0VN+9XN60R2nO/rar6H7eQHpRoDAEh0gyR4U1m6d6CsP/SUdtrv26eeJvkLQz5vs7qzoAOnSpYt5Gkg5AgQWrwJEB5ajxzy0kQ3rlh36uaJDRD93MgfWCRD4DQECi1cBorOT7OfVbp6wXXmY9PNFd2fp508WAgR+Q4DA4kWA6PPYU3V1oDksYx4Hop/THljXz5+s+iRA4DcECCzJDhCdFmwvEtSprkGfbRUv/bz2FF+th2SsWCdA4DcECCzJDBBdBBe9PUlQ13kkSj+3XQdaH4luR0KAwG8IEFiSGSC6d5P9XLpiO5NFr1jXekkEAQK/IUBgSVaAaP9/xYoVrefRbTi8WA8RJPr57e1ItF4SGQciQOA3BAgsyQoQvcOf/Tx+3xgxVbQe7DrR+nGLAIHfECCwJCNAdLsNez8t3foc+9hbwWv9aD25QYDAbwgQWJIRIHq3Pn28Tl2dOXOmeTqjaX3YU5q1ntwgQOA3BAgsiQaI3gzJ3jFW7+CH/dl3NtR6cnNPdwIEfkOAwJJogLRp0yby+HTfhtavtF7sOtL6ihcBAr8hQGBJJEBycnIiM410Gw8UzN7mROtL6y0eBAj8hgCBJZEAGTNmTOSxPXr0ME8jitaPXVdab/EgQOA3BAgsiQSI3mZVH1emTBnZtGmTeRpRtH60nrS+tN7iQYDAbwgQWNwGSHZ2dmTPp0aNGpmnkQ+tJ60vrTetv1gRIPAbAgQWtwEyadKkyOMGDBhgnkY+tJ7sOtP6ixUBAr8hQGBxGyAdOnSIPM7N1NRMpPVk15nWX6wIEPgNAQKL2wCpV6+e9Zhq1aqZp1AIrS+tN62/WBEg8BsCBBY3AaK3az3ooIOsxzRv3tw8jUJofWm9af3FettbAgR+Q4DA4iZAli5dGnlM165dzdMohNaXXXdaj7EgQOA3BAgsbgJk7Nixkcd8+eWX5mkUQuvLrjutx1gQIPAbAgQWNwHy9ttvRx7z+++/m6dRCK0vu+60HmNBgMBvCBBY3ARIq1atrPK6OWCit2vNNFpf9uaTWo+xIEDgNwQILG4CpFmzZlb5SpUqmacQA603rT+tx1gQIPAbAgQWNwFy2223WeWrVKlinkIMtN60/rQeY0GAwG8CFyA9mheJ6UB83ARIgwYNrPLnnnuueQox0HrT+tN6jAUBAr8JXEtrBkVBB+LjJkDsRYQXX3yxeQox0HrT+ot1MSEBAr8JXEtLQHjDTYBwBZIYrkAQdIFriQkQb7gJEMZAEsMYCIIucC0xAeINNwHCLKzEMAsLQRe4lpgA8YabAGEdiHusA0EYBK4lJkC84SZAWInuHivREQaBa4kJEG+4CRD2wnKPvbAQBoFric3puvkdiJ+bAGE3XvfYjRdhELjW1gyL/A7Ez02AcD8Q97gfCMIgcK0tIeENNwGiuCOhO9yREGEQuJaYAPGG2wDhnujx457oCIvAtcQEiDfcBsikSZMijxswYIB5GvnQerLrTOsvVgQI/CZwLTEB4g23AZKdnS0HH3yw9bhGjRqZp5EPrSetL603rb9YESDwm8C1xASIN9wGiLrzzjutx5UpU0Y2bdpknkYUrR+tJ60vrbd4ECDwm8C1xASINxIJkDFjxkQe26NHD/M0omj92HWl9RYPAgR+E7iWmADxRiIBkpOTI5UrV7YeW6dOHfM0omj9aD1pfWm9xYMAgd8EriUmQLyRSICoNm3aRB4/efJk8zT20nqx60jrK14ECPyGlhiWRANEp6bamwNed9115mnspfWi9aP15GbKMwECvyFAYEk0QFSLFi2sxxctWlRmzpxpns5oWh9aL1o/Wk9uECDwGwIElmQEyJIlS6REiRLWc1xxxRXm6Yym9aH1ovWj9eQGAQK/CXWA/DzxPRn8XFVZOnu4eQqGZASIeuCBByLP8+GHH5qnM5LWg10nWj9uESDwm1AHyMh/X2oNuPd/sqJkb2d9QmGSFSAbNmyQihUrWs+jM402b95sFsko+vntGWpaL1o/bhEg8JtQB8ii7z6MzNqa9lFsd33LVMkKENW3b9/Ic913333m6Yyin9+uC62XRBAg8JtQB4js2SMjOl1sBUivB0vKptW/mCXwP8kMEL1da926dSPP98EHH5hFMoJ+brsOtD4Sve0vAQK/CXeA7LV26Qzp2aKYFSL/7fI38zT+J5kBopYvXy4VKlSwnk/3fPrll8wKb/289h5hWg9aH4kiQOA3oQ8QNaFf00hX1vJ5/zVPQ5IfIEqfx566evrppyfU/x8k+jn18+rn1s+frPokQOA3GREg2zevkr4tD7ECZGj76pKbs8sskvG8CBDVtm3byPPqNh7bt283i4SKfj57uxI99PMnCwECv8mIAFFzxr4WuQr58av/mKcznlcBordrveWWWyLP3aBBA9m9e7dZLBT0c+nnsz+rfu5Yb1cbCwIEfpMxAZKze6cMfraKFSDvP36YZG1ZaxbJaF4FiNq5c6fUr1/fESJhuxLRzxMdHvp59XMnEwECv8mYAFFL53wauQqZNLC5eTqjeRkgStdD1KpVK/Ia2s0TljER/RzR3Vb6Ob1Y/0KAwG8yKkDU6P9caQVIzweKy/oVc83TGem3336Tiy66KNI46QDwggULzGIJ27Jli+NKRF8n6LOz9P3bA+b2lYd+zmRbu3atNGnSJPI6999/v1kESLmMC5ANK+dJrwdKWCHyWefLzdMZZevWrfLMM89EdtGNPkqWLCmPPfaYbNy40XxYQrRbJ3pMRKe6BnWdiL5ve6quHvq5kt1ttWvXLnnjjTfksMMOc3w/vXr1MosCKZdxAaKmDHo40pW1ZNYw83To6YK2/v37yzHHHONolG688Ub5xz/+IcWKFYv87cgjj5Tu3bvHffOjwujAss5Osqf46qErtr3o9vGCvs/oFeb6OfTzJHPAXH3++edSrVo1x3ekVzhTpkwxiwJpkZEBkrVtvfRrdYQVIIPanSQ5u7LMIqH17bffSu3atR2NUs2aNR03gdKtxy+99FJHmRo1asjXX38d9UyJ07EWe7GhHrpnlN83YNT3Z+9tpYe+/2SPGWm3mH3vEPuoWrWqjBgxwiwKpFVGBoia93WXyFXIrM9fNk+Hjt7A6F//+pfjV3+lSpWkT58+Bf5yHjRokJxwwgmOhkyvUHTMJFl0hXb0tid66Nbns2bNMoumlb4fe0t2+9D3nYwV5rZNmzbJ448/bnUf2q9x6KGHymuvvSbZ2dlmcSDtMjZAcnN3y0cvnmkFSN9HD5Ztm+K/Q1wQZGVlycsvv+zoqy9VqpTV5RJLl9GOHTvkhRdekLJly0Yer2Mmzz77rDWGkgzapaYbDWp3WXQDrb/C0317XH1982pA36e+30T3trJp9+B7773n+PzajXjPPffI6tWrzeKAb2RsgKgVP38ZuQr5uk8T83TgDRs2TE466SRH46fjHIsWLTKLHtDvv/8ut99+u+O5dAxFx1KS1ZDqgL3erc++KZV96BTZHj16WL/QU0FfR18vemquHvq+9P0lc2LBhAkT5JxzznG8ziWXXCLff/+9WRTwnYwOEDX23YZ5IdKiqKxZ8q15OpDmzp0r9erVczRKZ5xxhnz55Zdm0bjpL/Lzzz/f8dwXXnihNbaSLNpFpg21OTusTJky0qhRIxkwYICre4oXRp9Pn1efX18n+nX1fej7SWbXnT6Xvlb06xx//PG+HwMComV8gGxes0h6P1TaCpFPO9a2toAPqnXr1knz5s2lePHikUbpiCOOsBadJXP7EB0z0bETHUOxX0fHVnSMZeXKlWZx1/S52rRp4xi0jj50hpLe4e+dd96RsWPHxjweoeW0vD5OH2/OdLIPfV19/WR+pm3btlndf9EhddBBB8nzzz8futX5CL+MDxA1/eM2ka6sHyf2M0/7nq4V+M9//uNYK6DdLQ899JCsX7/eLJ40OoaiDayOqdivq2Mtr7zySlLXQ+gYgTb4jRs3lnLlyu3X0JuHdtvpcd5551lXYvpP+29mWfPQ59fX0ddL5tRlpVc4xx57rOP1brvtNqt7EAgiAmSvXVlbpPujlaTVDUWkxY3HyI7tyRkcToX//ve/Ur16dUejdOWVV8q8efPMop7RMRUdW4l+DyeffLI1BpNsOhtp0qRJ0qFDBysc9Ne7GQLxHPp4fR59Pn1eL2Y7TZ8+3bHSXw/tBtTXA4KMAPmfiZ/3kSvOKiLVKheR59u3M0/7jq4ViN68T48qVarIp59+ahZNGR1jid7WQw9tnHVMxktLly6VMWPGyNtvvy2tWrWSpk2bWodOu9XX13/af9PzWk7L6+O8pF1fd911l2Pq9FFHHSW9e/cucOo0ECQEyP/o/9BXXFbT+p9cB02XLFliFvGFv/76S5544gnHWoFDDjlE/u///s+TX8/x0rEWHXM5/PDDI+9Px2R0EFrHaDKBdt9pN545dbp169bW9weEBQESRbeIsH8t3nzzzebptNKA69mzp1SsWDHSKOlaAf1Vrbu0+o2OvegYTPSUXB2jefPNN60xm7D6+OOPre47+zPrccMNN8ivv/5qFgUCjwAxRK91GD9+vHk6Lb755hs599xzHY3SxRdfLDNmzDCL+o6OxUTvwKvHaaedZnUhhckPP/yw30p17c774osvzKJAaBAgBp3iaa+6Pvvss5M+Eyce2kcfvXOtHscdd1wgd68dPny4nHLKKY7PomM4CxcuNIsGil5p6VTg6KnT2n2n4yzJnDoN+BEBko8XX3wx0hh069bNPO05XSvQvn17x1oB/Xf9m54LKh2j6dixozVmY38uHcvRMZ2gjQ1oOLz11luOsR7trtMw8XLqNOAnBEg+dEGXvYmg7k+UzK0rDmTgwIH7rRW49dZbZdmyZWbRwPrzzz+tsZvo2Uk6tqNjPEGYnaRrRLQbLvo70u6rH3/80SwKhBoBUoAhQ4ZEGoeWLVuap5Puu+++22/vJR33mDhxolk0NHQMJ0ifWbvbrr/+esf71W65Tz75xCwKZAQCpBD2PTG0m2X+/Pnm6aTQX+N33313YH+NJ4NedenYTnTDrGM/frnq0u61J598cr8V96+++mpSV9wDQUOAFELvAWHfne/aa681TyckTOMByeDHcR8NcL11bPTUaQ16DXwNfiDTESAHEH3r0lGjRpmnXQnrjKRkKGjmmV6lpJJ2o+keWtHvQ7cj0a5GAHkIkAPQG/roXeG0ATn11FMTWu2dKWsikiG/tS86XuL12hftNtMNDqNfVyc16EaIAJwIkBi8/vrrkcZE/z1eOq3zwQcfzLhV2YnKb/W9diHpDK5kdyHpzDvdUj16c0btQnvuuefS1oUG+B0BEgO96tCrD21U9GpkzZo1ZpF86VoBXVCWyftCJUNB+3/pGFIiV4Q2XZhpDuLrzZ683mwRCDoCJEafffZZpHFp1qyZeXo/uoVFfjvT6pYXcEfHiMwdiHUsSceU3NDbxuqWMNHPp7eX1e4zAAdGgMThmmuusRoZnZmlM7Tyo5vm5XdvDN1kD8mhY0bmQj4dW4r1Hii6+aR2g9kz7PTQBaN6H/R0bl0DBA0BEgddC2J3o1x22WWOc6m6Ox/y6NiRjiHFcxdG7e7Sbe/NqdN6j5BNmzaZxQEcAAESJ12Vbjc+ulpdB3r1BkF6oyD7717cHxz507EkHVM60H3g9UZbesMtu4wef/vb36wbcwFwhwCJk+6LVaFCBasBqlSp0n5TTS+88ELrFqZILb3roY4xRX8XOgalCwH1Fr/Rf9dbAOutgAEkhgBx4eWXX3Y0SHocc8wx0r9/f9mzZ49ZHCmk92E3b+hkH9rd9cYbbzB1GkgSAiQOulbghRdecKwV0OPRRx+VrVu3msWRJjrmpCFvj1dpl+L999/P1GkgyQiQGA0aNEiOP/74/X7V6nHHHXeYxeEDOulBd89N1hY0AJwIkAOYOXOmXHLJJY7AqFGjhkyYMMG6b7r9C1fvpw4AmYQAKYDugXXvvffut1age/fukbUCS5YskdKlS1vnatasmTHbrwOAIkAMulagU6dOkQ0U9dC+9MceeyzftQJPP/10pFzfvn3N0wAQWgRIlJEjR0rVqlUd3VV6H5AFCxaYRSN08Lxy5cpW2aOPPlq2bNliFgGAUCJAJG+w9aqrrnIER7Vq1WT06NFm0Xz169cv8ri2bduapwEglDI6QDZs2CCPPPKIY5v18uXLS+fOneNaK6BrP2rXrm09XsdEFi1aZBYBgNDJyADRLS66du0aWVGuh26Fobvsrl271iwek2nTpkXua96wYUPzNACETsYFyLhx4+TMM890dFfVrVtXZs+ebRaNW+PGjSPP+eWXX5qnASBUMiZAFi9eLDfddJMjOE488UQZOnSoWdS1P/74Q8qVK2c9t4ZU9GZ+ABA2oQ+QHdu3yBsdn46s19BDG/kOHTpIVlaWWTxh0ftkvfPOO+ZpAAiN8AbInj2ycOr78lzjo+WKs4rIkYfmNerazbRixQqzdNJoKJ100knWa+m24jpQDwBhFMoAWb14qgzveIH0aF5EXmu8NzQuKyJ3NLxApk6dahb1xEcffRS5Cnn44YfN0wAQCqEKkG0bV8j4Po2t4LCPga2Plu/HvZ/ybdYvv/xyK0B0ivBPP/1kngaAwAtFgOTsypJZozpIn0fLRYKj90Ol5bvhT8uurPSsDJ8zZ07kLnm6SBEAwibwAbLk+6HyYbsTHVcdX3S7STavXWwWTbnmzZtHurJGjBhhngaAQAtsgKxbPls+e72uIzg+evFM+WPBOLNo2uiiRL0LngaI3o9bN2oEgLAIXIBkbVkrEwc0k54PFI8ER/9WFeSnCV0lN9d/6y70Fqr2Vchrr71mngaAwApMgOTm7JIfvuws7z9WPhIcvR4oIVMGPyI7t/l3qqzuqVW9enUrQA455BBZtWqVWQQAAikQAfL7j6NlSPtqju6q0W9eJRv/nG8W9aXPP//cCpDDyxWR51rfY54GgEDyLECiG/vCjsJsWrVAPn/7Wkf5wc9VlWVzR5pFfe++xn+TK84sIv+qV0xWLPrePA0AgVN4C54AMygKOvKTvX2TTB36mPR6sGSk3PstD5W5YztJ7u5gDkT/sWyBtP57Sel8VxEZ0elia6U8AARZ/i14EhQWEIVZMKmn9H/iyMjje7YoJt/0v1d2bF5tFg2caR+1inyuRd99aJ4GgECJv4WPkZsA+XPhN46rk5GdLpF1y2aaxQJLr6z6P1nR+mwfPnW87M7ebhYBgMCIr4WPg5sA2bp+mdXA6sLAsP5C/3nie5G6+f6z583TABAY8bXwcXATIJlgT26OfPzSOVbd9Hn4ICs0ASCIPGvhCZCCrVw4IVI/X/W81TwNAIHgWQtPgBTuq/ca5dVRi6Ky6tdJ5mkA8D3PWng7QAo7MtmW9Uul98NlrHr45OXzZM+eXLMIAPiaZ624GRb5HZluxohnI3WxYHIv8zQA+JpnrTghcWC7d26TD9oea9XTgCePkuwdf5lFAMC3PGvhCZDY/Dp9YKSuvh32pHkaAHzLsxaeAInRnj3y6WsXWXXV66FS8tfqhWYJAPAlz1p4AiR2a5Z+Z23ZovU1pusN5mkA8CXPWngCJD4T+t4VqbMVP401TwOA73jWwhMg8dm+aaX0ffRgq86GvnC6dQMtAPAzz1p4AiR+c/7bMVJv88a9ZZ4GAF/xrIUnQOKXs3unDHrmZKve+j1+uGRtXWcWAQDfoIX3md9mfxIJ32lDHzdPA4BvECA+pPd71wAZ3/tO8xQA+AYB4kO6In3xjMGsTAfgawQIAMAVAiQA7DGRAx0AkEq0OgFgBkVBBwCkEq1OABAQAPyIVikACBAAfkSrFAAECAA/olUKAAIEgB/RKgUAAQLAj2iVAoAAAeBHtEoBYE7Xze8AgFSj5QkAMyzyOwAg1Wh5AoCQAOBHtEoBQIAA8CNapQAgQAD4Ea1SABAgAPyIVikACBAAfkSrFAAECAA/olUKAAIEgB/RKgUAAQLAj2iVAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMCV/weQWtqXsBeQFAAAAABJRU5ErkJggg==)
| Product Number | 4856-7-07 |
| CAS | 255876-61-0 |
| MDL Number | MFCD00832740 |
| Molecular Formula | C10H8ClF3N2O2 |
| Molecular Weight | 280.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory