![6,8-Dichloro-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABgvAAAYLwFIh7lLAAACa3pUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrxfiAMUQhVZUq0krtrrTtSnu3conbIgWogObw9juGnEiyIEHGjP9vfJixM73b5itY26rOyiIhnDICtkjLZVa8J+T3y8KLyN1smqIIhUWdkI+m+Zz4/mazoemHzc22LGha5qTrn2zrrKfZSFpW775gjPt/nh6fW8bLiroxRWqRqrNJ3Tofy9Q07Sz+M4Sfm2qdFX4n9/Nq3UX7K5h7GN3WS3Jayxz77hGFt2xl4a2sctPAWjCKD/sG77awlWnsEl536JY0wLXPpk8PZfqV26LBpouQpWb13FRfKTrycmXTLwyGje8PCck5AqYp8/uqMjtwLec2HIwAI8EEYBSYEIwGE4GJwXCGL/ZzFHBUcJRw1HAUcY17v7Ju8Jfdp03IT5iDe+fwo/2dr07GeRawwA0UCRE0jJgATsMg1sAoD2QAgnKhQnQKwY5fkqoYlQGNhYwPJqRC6fBgNEpwavu+PeAxKnkcgocVEp0sgR0O7ynKlY7Awy3kUjorpVTgCaqCSDuxZCJyQZgKY2eVxG9MhdRu2lprcfQixXRno6BvO/8hGq5ahgqjMMlizIR/TMVs+loWy7MmZMuEvHLS5uiXfavFPk0EymppK6x8F8BJzwHRB1xSj4C4BcgrIBgeIegDrmCOwP0tQPUBV17DQNgHXDEOA7oPuNIdBqI+4Ap9eNHxFcDZ8BCuv5e69hiNMJfpbo/d8My4uMHIkXEukt4d6xHmOu+jiLrKyygSXhULVyMbcJH97m4aYaIbjL7F+GfH0j/cpti8umn9s2vYxz+f2T8WVuzl37DT1gAAQhlJREFUeF7t3Qn8VXP+x3GhyL5mydLMZBljTZaEIXsUhmQfO0NjiDCEGo3BRBjMtCGpZElkKUUKlcqStU0KpQ3tez7/3/v8/ud27vf+lnu/v3t/v3vveT0fj/OI3/d7zz3n/H73vO8557usZwAAeFjP/QEAAOkgQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAgJj74ucv7ObRN1ujlxrZdr22s9rda9v2vba3ZoOaWZfPutiiVYvclwTW67pesCC++O0DMbVy7Uq75r1rbP1u6yfCoKxl66e3tr5T+rovJ0BAgABxtHrtajvuteOCANi056bBFcgHsz+wn1b8ZKvWrrLZy2bb4O8H23XvXxeUlxUUBAj47QMxdMuYW4KTf8N+DW3KwilucZJ5y+dZ62Gt3R8TICBAgLiZuXSm1elexzbqsVHw/MMXAQJ++0DMdPq4U3Div/TdS92ijBAg4LcPxEz47GPQjEFuUUYIEPDbB2Km/rP1gxP/D0t+cIsyQoCA3z4QMxv32Dg48S9fs9wtyggBAn77QMwQIMgWfvtAzHALC9nCbx+IGR6iI1v47QMxQzNeZAu/fSBmdOtKAybSkRBVxW8fiKGbRt8UnPw1lMnUhVPd4iTzl8+3c4ed6/6YAAEBAsSRBkw8ZtAxQQBs9uRm1m5MOxs1e5T9svKXoGzOsjk25Psh1ub9NgymiHLx2wdiasWaFXbliCsrHc59217bWr+p/dyXEyAgQIC4+/ynz63t6LZ20EsHBWERnVDq4c8ftsWrFrsvCRAg4LcPAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIgBSdJ3S2U944xaYtmuYWAQkECIAUGmhRnQQ7jO/gFgEJBAiAFLW61goC5I6xd7hFQAIBAiAFAYJ0ECAAUhAgSAcBAiAFAYJ0ECAAUhAgSAcBAiAFAYJ0ECAAUhAgSAcBAiAFAYJ0ECAAUhAgSAcBAiAFAYJ0ECAAUhAgSAcBAiAFAYJ0ECAAUhAgSAcBAiAFAYJ0ECAAUhAgSAcBAiAFAYJ0ECAAUhAgSAcBAiAFAYJ0ECAAUhAgSAcBAiAFAYJ0ECAAUtS6piRAri4JkIEECMpHgABIUWu/kgDZtyRAHiVAUD4CBECKWrVKAmS9kgC5gwBB+QgQACkIEKSDAAGQggBBOggQACkIEKSDAAGQggBBOggQACkIEKSDAAGQggBBOggQACkIEKSDAAGQggBBOggQACkIEKSDAAGQggBBOggQACkIEKSDAAGQggBBOggQACkIEKSDAAGQggBBOggQACkIEKSDAAGQggBBOggQACkIEKSDAAGQggBBOggQACkIEKQjZwHS9ar10loA5Jd33303CA8t++yzjy1YsMCtAgRydgZ3g6K8BUB++Pbbb61Vq1aJ8AiXevXqWY8ePWzt2rXuSxBzOTuDExBAYViyZIndeeedtvHGGydCo06dOrbNNtskBclBBx1kI0eOdF+OGMvZGZ4AiZeDD+4aLI0bd7VJk+a7xUnCuqh5vXv3tl122SUpKM4991ybMWNGUP7ss8+mlLdu3dqmT5/urAlxlLMzPAESL2EoaLnhhjfd4iQESM378MMPrUmTJknB0KhRozKvMMq6Qqlbt67dddddtnTpUrc6YiRnZ3gCJF7CUDjqqCeDfydMmO1WSSBAas6sWbPsz3/+c6KVlZZ0n3HoquOcc85JCp1dd93V+vTp41ZFTOTsDE+AxEsYCk88MS749+qrB7lVEgiQ6rdy5Uq79957bfPNN0+c/PWc4+abb7aFCxe61Ss0YsQIO/DAA5OCpGnTpjZu3Di3Kopczs7wBEi8hKGwePFKO/bYp4P//vDDH9xqAQKkeg0YMMB++9vfJp3wTzvtNJs8ebJbNW26WunWrZttv/32iXWuv/76dumll9qPP/7oVkeRytkZ3m2uW9aC4hENhaef/iT474svftmpVYoAqR6ff/65NWvWLCk4fv/739uQIUPcqt7UR6Rt27ZWu3btxHtsscUWdt999wVXPShuOTuLu2FR1oLiEQ2F5ctX20kn9Q7+f8SI1NY6BEhuzZ8/3/7yl7/YhhtumDipb7311vbII4/Y6tWr3epZMWnSJGvevHlSWDVs2NAGDhzoVkURydlZnJCIFzcU+vf/Ivj/1q1fsF9/jVS01LrIDoWDQkJhEZ7EFSIKE4VKdXjzzTdt7733TgqS448/3r744gu3KopAzs7wBEi8uKGwevVaa9Gib/CzwYOnRGqm1kXVvfXWW8HtqeiJW7evPvvsM7dqzq1atcq6dOliW221VVKQXXfddfbTTz+51VHAcnaGJ0DipaxQGDRoUvCzM898ztasWddEtKy68KMH4S1atEgKDj0w14PzmjZv3jy7+uqrbYMNNkhsm3q3P/bYYzm7lYbqlbMzPAESL2WFwtq1v1qrVs8HP3/55a8TPy+rLjKjprft2rULmuKGJ2c10VVT3Xx7eD1hwgQ75phjkkLuD3/4gw0dOtStigKTszM8ARIv5YXC229PC37evHmfkhPbmuBn5dVF5dR8Vp3+dthhh8TJWJ0C1TlQnQTz2Ysvvmi/+c1vkoLk9NNPt6lTp7pVUSBydoYnQOKlolC48MKXgrK+fT8P/r+iuj17fmwPPPBB0IcketsLZu+9914w3Ej0BKzhSDQsSaFYsWKFderUyTbbbLPEPugq6tZbb7VFixa51ZHncnaGJ0DipaJQGDXq+6DshBOesWXLVpdbd/r0XxJlWpo162UdO75r778/w1atim+YaGBDDXAYDY769esHAyEWqpkzZ9pFF12UNKTKjjvuaE8++aT96jbbQ97K2RmeAImX8kIhdOWVrwblusIor66uOP7+92F22GHdk4JEy9FHP2V33vmOvfPOtyXfYuPxAFYDFd59993BwIXhSVYDGrZv3z4Y4LAYjBkzpuT3fVhSODZu3LjkS8P7blXkIc7wyIryQiH06ac/BuXHHPNUpXUXLlxhr746KRjVt0mTHilhcuSRPe3WW4cGzYN1RVOM+vbtGwxUGD2xarInTfpUbHTF0atXL9t5552T9vf888+37777zq2OPEKAICsqCwW5/vo3k4IgHUuXrrI33phi7dq9ZU2b9kwJEwXMjTcOttdem2SLFuVX6yMf48ePLwnII5NOpAcccEAwzWyxW7x4cTAH+0YbbZTY90022cQ6duxY8kVhmVsdeSAvAmTpglk277uP3R+jgKQTCppoShNOpVO3LBoiRa262rd/OzFsfHQ5/PDudt11r9vAgV/bzz8vd1+e12bPnm2XXXZZMCBhePLUQIVdu3a1NWtKW6/lgr7hDx482B599NFgZN5LLrkkWI477rig6a3+DX+mctVT/VxeGUybNs3OOuuspBDdfffd7bnnnnOroobVeICsXbPKnrl5h+B5ydSx/dxioExqEjxy5Azr0GF4YvTf6HLIId2CIeWff/5Lmzs3fyc9Up+N+++/PxiAMDxZamDCG2+80X755Re3epWo896oUaOCVlDqpa5v99GTdKaLXq/1aH1ab7Y7Bw4fPtz233//pPc86qij7OOP+bKZL2o8QH5du8Z6t9spCJBnb6lvq1cUx8NBVB8Nm6Jmv506jQhaerlhoqueyy9/xZ59doLNmrXYfXmNeeWVV4IBB6MnyFNOOcUmTpzoVvWm5wvDhg0L+olEm86Wtejqp0GDBsFy8MEHB1cg+jf8WfTqqKxF69f76P2y1ZJKV1///e9/bbvttkvazssvv9zmzJnjVkc1q/EAkYnv90y02ho78A63GEiber+PHz+z5Fv9+yUn42dTwuSAAx6yFi3utAcf7GpTpiSP0VVdvvzyy2CAwejJd6+99rI33njDrepNJ1c9T3DnMw+XPfbYIxhm5D//+U9Gt6TCW156nV6v9bjr1qL31ftn6ySvq7G//e1vScPGb7nllvbvf/87GHsLNSMvAuTXX9faS/88OAiQHtdtbIvmf+tWQZ5Rv4xrrhkU3D6aPDl/B8hT668uXUYnBnbcZ587baedTrWNN94pOAnpFkmHDh2qZbRYDSTYpk2bpGHWNeDgQw89lLWT4Pfff2/XX3990vzlWvRg+k9/+lPQ2indsEiX1qf1av3RB+BatB3aHm1XNnz99dd20kknJb2HQmzQoPJnwETu5EWAyI9T3rOuV9cKQmTo/852i5FnHnxwVOJb/euv+89sV52++mpeycl6kB1ySGvbYIPkE6yWPffcM+hj8dFHH7kvrRLdhnn88cdt2223TbyXBhi86qqrggEHs0FjY91www1JY2NpOfTQQ+2JJ56otlFw9T56P71vdDu0Xdq+TKfPLc9rr70W/L6i73HiiScGAYPqkzcBIsO6n5u4lTVz0nC3GHnigw++S7Sm0jAlhdhLXLP16cpjv/32SwkSLRqzSYMVfvDBB+5LM6LnAfvuu2/Suv/4xz+WXBl96lb1pj4jbh8KtZ5655133KrVSu+v7Yhul7ZT25sNumrr3LlzcCsrXL9ucemK5+eff3arIwfyKkAW/zTDerbZJAiQF/9xQHBrC/ll/vyliQfVako7Y8YCt0rB0bOQf/7zn0EPaDdItOh+/l//+tegL4YGM0yHBgg844wzktajB9EvvPCCW9Wb5h7Xt+7oe6gPiXp35xNtj9u3RdudrbnT586da1dccUXSsPG62tPD91w2gUaeBYiMH9QhcRXy1Yj/ucWoQWpYc+21ryduXanzXrFRT299q23atGlKkGjRKLi69aShyMtqtqoBAW+77bakZwGbbrqp3XPPPbZ8efb6prz99tvB2FHhe6jPyFNPPeVWyyvaPm1nuM3afu1Htqh579FHH530+9IVZk1fiRWzvAuQ1SuXWp/bdgsCpNdN29vKpdltCw9/vXp9mggPdebLJp2MNXuehvzWnBaXXnpp0HlNrZXUnFT/6v/1c5WrnuqXdRLPlh9++CGY/EjvH/12Gy6aHEnbpPvxCgedIKMndQ0UqAEDtZ5sUfNY3XqLbs8FF1xQMLdstJ3a3nDbtR/an2w1+5X+/fsHHQ+jvys94P/mm2/cqqiivAsQUYfC8Cpk1PM3usWoAV98MScxyOHpp/ezJUuqPmyIbh3p237z5s2DyZDcE3Q6i16n12s9uWyWq+ao3bt3txNOOCGpKWm4REeV1aKHyKNHj3ZXUyUKS/WzCN9DHfk0N0gh0nZHOzJqv7L5ZUCBriFQdPUXvof6j2g8MWRPXgaIvPLAkUGAdP9LbfvlR1pW1CSFhUJD4aEQUZj4Uisc3ZvWPBbuSTi61KtXL3hmoPkvdAWgf/X/+rlbN7povVp/tlr7lEXfop9++ulgKlm3uay2T2XZ/EYtGpn31FNPTbyPOiDWxHzn2aTtj3ak1P5pP7NJzYejVzwKEWRP3gbIvOnjrdvV6wch8sajp7jFqEa6XRXeutJtLB9q3nnXXXfZ1ltvnXLS16iz+gbas2dPGzt2rC1YUPGDeZWrnurrde6otVr0Pnq/XDdf1QCA5513XuJ9c3GbRCfV6ENo9Q7PVge9mqb90P6E+6b9zHaIiK48tH4NjY/sydsAkRG9Lk/cyprx+etuMaqBHpSH4aEH6Jl+sdZtiQceeCDlFpVaNulhc7Y68Gk9Wp/b81rvq/fP5u0Rl3plh++nQRGzSdsdvfJQs9him7lP+xNt7qv9zfbvS017w78HZE9eB8iyhbPtqeu3CAKk/517BQMvovqoiW446q2a7qoJbyY0KdAf/vCHpBO6bkUNGDAg7eawmdJ6tX536ldtR64mKcpVgOg2WPSZh06ymhK2GGm/oiGi/c7mbUACJDfyOkDk0yEPJK5CJgx90C1GjqhzYDiXuToNqvNgunQS1wPMaEsh9Rp+/fXqvYrU+0V7K2t7tF3ZDq9cBYhaJ4Xr1W2eYrvycGn/oreztP/ZQoDkRt4HyNrVK+259nsEAfLUDVvZ8kVz3SrIAY0fFd660rAl6Zo/f37SQIF6yKw+EBq2vCboffX+0Yfd2j5tZ7bkIkDUPyIMYD1oLpZnHpXRfoYP1rX/2eonQoDkRt4HiEyf8GriKmRk76vcYmRZdKiSCy5If6gSDar3+9//PnEy1QizEyZMcKvVCG2HtifcNm1ntgYVzHaAqId22J9ED3017EqcaH/DeeB1HLLRY50AyY2CCBB5/eETgwDpds0GNv+7T9xiZMlPPy3zGqpEg9hFH2Cr1YtaKOUTbU/YGkeLtjcbg+9lO0Ciw5MUaj+PqtJ+h8dAx6OqCJDcKJgA+XnWl9b9mg2DEHm18x/dYmSBnllqStjw1tWrr6Y3VIm+yUfDQ+NGZfs5Q7Zou7R90RCp6pVINgOkX79+iXWp/0KcRftv6LhUBQGSGwUTIPJBv78GAdLp3PXsoxHPu8WoomeemZAIj9tvT+/es54lRG9b3X333W6VvKTtDLdZ21+VZyLZChB1fgxH1dWYUYUyPEmuaP/DsbN0XKrSOZQAyY2CCpDlS362O1pva2cfvp6deWwDW7Eie4PTxd1nn82wxo0fDsKjZcv0hirRt/lo00t9sy8k0SsR7YfvVVO2AkTzZYTryfeBEauLjkN4THR8fBEguVFQASID+z5uDXdczzaus17QugZVp2cDhx56njVo8Gc74IB/2Oefp9fi5x//+Efiw61nC74n4Jqi7Y0+E9H++MhGgGjIjXAyKPXGzmYfiEKm4xD2wtfx8Z3ZkADJjYILEI3vH04CpIHSsjnSaVxpxNjatbeyrbY6yB57bIBbXKb33nsv0cxUrZvy7YF5urTdYess7Y/2K1PZCJDwBKcl24MwFjodj/DY6Dj5IEByo+ACRDTLW/gHFfcHjVXVu3fvxLE8/vgT07qK0Exw4Sx76l+RL011fWn7w34i2q9M5yevaoDoNWGzVd1KQ6rwVqmOk88xJkByoyADRMLZ3jSM9qhR6Xd0wzoa/jwco0oPK2fNmuVWKZPGlgpPmJ06dXKLC5L2I9wn7V8mqhogd9xxR+L1TH5UNh2X8BjpeGWKAMmNgg0QjXoazvqmuRe4Z5wZfcs+5JBDEiGsSZHSodFtw9DRrZ+a6mGebdqP8FaW9i+TUXyrEiC64gtHE9bfMcqn46PjpOOVzpVyFAGSGwUbIKLRV8MPruZgQPratWuXOHZ/+9vf3OJyaYj08HXVPbZVrml/wn3TfqarKgESvR37xBNPuMWI0PEJj5WOWyYIkNwo6ADR4Gs77bRT8Iehfwv1QW51GzJkSDCxjo7bgQcemPYIr2qHH87noUHvilE4mJ/2M91+B1UJkHC0XV1NZ3LVE0c6PuFdBx23TBAguVHQASLRduK6IkHFNFhdOM6SWrFNnDjRrVKu6DdADZlejLRf4T6me0XgGyCa82KLLbYIXqc5u1E5HScdLx23TOYMIUByo+ADRM8+wnv5+naSixnhioWO1cknn5w42WU6zlI4Da2G/8j0HnSh0H6Fw7Jof9PhGyBq/BG+rlevXm4xyqDjFB6zTBrPECC5UfABIvpD0oNg/YGceeaZbjH+34MPPpj48LVu3dotrtDkyZMTx7jYr/TCZ2vaX+13ZXwDJNryy7eDXNzoOIXHLJMWgARIbhRFgEh04LVszSFQTMaPH5/o6dygQYNK5x13de7cOXF8szUNbb7S/oX7qv2ujG+ANGvWLHjNHnvs4RahAjpeOm46fukiQHKjaAJE30x0T19/JOqprh7rKKXGBeGHbsMNN8zo0j/UvHnz4PVqQhkHYdNa7XdlfAJEtxPDv9errmKOm0zoeOm46fil23yfAMmNogkQiY7N9Pjjj7vFsRWdVzuTy/6QHlaGfT8ybf1SqMJjpv2u7GFt1669S+rtGSxz5sxzi8s0Y8aMxO9EAYT0RQNbxzEdBEhuFFWALFu2LLg9oz+UbbfdNvbDYUufPn0SH7Zjjz3W6+G3ZogL1/Hkk0+6xUVJ+xnuc2UzAvbqNazk7+6SYJk3L72mv2+99VZi/fpvpM/n2BEguVFUASLPP/984o/Ld+C1YqEWaWEz0e2228574MkXX3wxcUw//PBDt7goaT/Dfdb+V6R//y8S86hoRsd0+HyLRimfqzcCJDeKLkDk6KOPDv5YateubV9++aVbHAsaqiQc+kGtiV599VW3StqirYUyffheqLSf4T5XdtvPJ0BuuummYN0axDHd+/gopeMVDn6p45gOAiQ3ijJAPvnkk8RQ49mYT7kQ3XrrrYkTYFUnerryyiuD9egqJk60v9pv7X9FfAIkPKY77LCDW4Q06Lil87sJESC5UZQBImFLDS1V+fZdiIYOHZoYquSAAw5Ie6iS8px77rnBuho2bOgWFTXtr/Zb+18RnwCJ6zHNlnR/NyECJDeKNkDmzp1rW265ZfBHo+Z+GgK6Q4cORb9oYMRwvKBNNtnEvvrqK/fQZOzUU08N1nfQQQe5RUVN+6v91v5XxCdA4npMsyXd302IAMmNog0Que666xJXIXFc/vWvf7mHxItab2l9TZs2dYuKmvZX+639r4hPgMT1mGZLur+bEAGSG0UdIEcddVTKSTVOyxFHHFFpH4Z0xPXbcrrfcn0CJK7HNFvS/d2ECJDcKNoA6d+/f+JEmsl8F8XgmmuuSey7z+xtrrjer0/3PrtPgMT1mGZLur+bEAGSG0UZIOpQuPvuuwd/MGpJE7cOhdr/P/zhD8H+qzXa8OHD3SoZoRVWxS19fAKEVlhVQyus/FCUAdKxY8fEN/B053QoNuo9Xbdu3eAY1K9f3+bPn+9WSRv9QOgHkk/oB5I/ii5AooMq7r///rEeVDE6AVTLli3d4rTRE52e6PmEnuj5o+gC5Pzzz0/8cb3zzjtuceycccYZGX/YXIyFVfFYWD4B4jOeE0r5HDsCJDeKKkA++OCDxKRHTBFaSvNIh0OT67J/woQJbpVKMRpvxS3ZfALE51s0SvlcvREguVE0AaL7oo0bN06cKKdNm+ZWia0RI0YkhnbZZ599bOnSpW6VSjEfSPl8AoT5QPwxH0j+KJoAid5yuP32293i2LvrrrsSx8fnhMWMhOXzCRBhRkI/zEiYP4oiQBYtWmQ77rhj8Aey8847BzPwIZkaExx55JGJE+MLL7zgVqkQc6KXzzdAmBM9c8yJnl+KIkCiI8/26tXLLcb/0/3irbfeOjhO+jfd+8ehJk2aBK/dZZddvCamKgTaL+2f9lP7mw7fANHUwvzdZkbHKTxmmUzNTIDkRsEHyNSpUxODBx522GFp3xONq2iTXI0nlEkz52iz4AEDBrjFRUH7Fe5jun2IfANED+fDCb9o9JEeHScdLx23yho3RBEguVHwAXL66acHfxi63TB69Gi3GGWIDnWvZyPpWrhwYeIK5uCDD3aLi4L2S/un/dT+psM3QCRs7aUvQWoxh/Lp+IRfFjNtDUiA5EZBB4jmvQhPhBdddJFbjHJoqBO1xtJxU+sstdJKV/Rh/Ouvv+4WFzTtj0+wViVAhg0blnjPdK944ip6BazjlgkCJDcKNkB0+brvvvsGfxSbbbaZ93zfcfXZZ58lhoPQPf90v/2qXtgnZK+99rKVK1e6VQqS9kP7E55k0j0e8t57M4LwOPbYp0vWk/4tQdEzl7DJsKYgRvnCKZp1vDJ9BkeA5EbBBshjjz2W+DaSSWsMrBM9huqxnq4HHnig6I59tEWU9i9TEybMtlmz/Fr/acTk8L0ZPaFsOi7hMfIZYZoAyY2CDBB9O9x2222DP4gGDRrY8uXL3SpIU/gMScvjjz/uFpdp1apVias/397t+UTbH16Nab+0f9Vp9uzZiYEvjzvuOLcYJXRcdHx0nHS8MkWA5EZBBkibNm0SJ73KBrpDxTRKb9hsVR/OysZ9Cr333nuJ3u269VOofW+03eGtK+2P9qsmhCc4LTQGSabjER4bHScfBEhuFFyAqJfwhhtuGPwxHHPMMW4xPGi+kDAMNI+IHrKn4x//+Efig92qVauM70vXNG2vtjvcB+1PTVEHuTp16gTboQ6fNEcvpeMQdoDV8fHtcEmA5EbBBcgV551gW9Qt/bb46aefusXw1L59+8SJVDMapkMn4PDWgpa//vWvbpW8pu0Nt137UdMBeMMNNyS256mnnnKLY0nHITwmOj6+CJDcKKgA+fLDV+z8I9ezo/dZz+5od7VbjCpQqzbNoR5+WF966SW3Spl0C+z3v/994nV33323WyUvaTvDbdb2pzvhVthct3HjrjZpUsWvCeumS/1ONBSPtmn77beP3UyaLu2/joOOh45Luv1yykKA5EbBBMja1SutX/uG9sCF69mtrbayhb/MdaugiqZPn25bbbVV8EFTR7rvvvvOrVIm1Qufo2jRN/ua/jZfHm1X9MpD253ufkoYClpuuOFNtzhJpgEi/fr1S2zbBRdc4BbHivY/PBY6LlVBgORGwQTIp4Pvt65XrRcsnw3r4hYjS55//vnEh/aoo45Ke6iTr7/+OilE9Gwh3x6sa3uizzy0vdruTIShcNRRTwb/qvlueXwCRE488cTENvbo0cMtjgXtd3gMdDyqigDJjYIIkKULf7Snrt8iCI/+d+1ta9dUbzPLuLniiisSH94OHTq4xeXSN/no7Sy1bsqXJr7ajrC1lRZtZyZXHqEwFJ54Ylzw79VXD3KrJPgGyI8//pgYXTqTlnHFQvsbNmvWcdDxqCoCJDcKIkDeffrSxNXHd5+/4RYjyzThVBgEaqwwcuRIt0q59Czh+OOPT5yo1b/innvuqbEe63pfvX/Yz0OLti/dZx6uMBQWL14Z9DzXf3/4YdmjIPgGiLz99tuJlnENGza0OXPmuFWKkvZT+xv+7ek4ZAMBkht5HyDzpo+3blevH4THm49WPjscskMt3MKTroaOyOSBrp4zdOzYMXEC1LLnnntW+9hZej+9b7gN2h5tV1Wez0RD4emnPwn+++KLX3ZqlapKgIiu/sJt1yCPmvemmGn/wsEstWRy9VsZAiQ38jtAfv3VXrm/aRAe3a+tY7/MnujWQA49+uijiQ+zz3Dj77//ftCvJFyHlkaNGgVDplflJF4RrVfr1/tE31fboe2pqmgoLF++2k46qXfw/yNGTHdqVj1A1AciHK1Xi5oar1ixwq1WFLRf0Sbh2u9s9oUhQHIjrwNkyti+iVtXo59v6xajGrRo0SLxof7vf//rFldKzYM1tlQ4AGO46AG2Zv7L1vS4Wo/WF32QH54w9P6ZzB1RETcUwpF4W7d+Qd93krh1fWi7Tz311KQQKbYrEe1PNDy0v9n6fYUIkNzI2wBZvXKp9bl11yA8nrmpnq1ctsCtgmowb948q1+/fvDh04NN3xO+xi/TEOnhfCLRRbfI9I2zZ8+eNnbsWFuwoOLftcpVT/X1unA02+ii99H7ZTKqbjrcUFi9em1JyPYNfjZ48JRIzdS6vvRMKjodsW7zFMszEe1H9LaV9lP7m21hgGy66aZuEaogbwNk3Kt3Ja4+vhpZ9Q8h/Gkk1PXXXz/4AGqwwaoMXqnOYLqSCafHLW+pV69eMFCmbkVpyBr9q//Xz9260UXr1fqr0umsImWFwqBBk4KfnXnmc7Zmzbpbc2XV9aWTavRKRA+aNSR/IdP2hw/MtWj/chEe48ePT/Rv0qK/j3Sbp6NieRkgi3+aYT3bbBKEx4v3HGi//pqb++VI3+233574AF577bVusZcpU6ZY586drXnz5im3uNJd9Dq9XuvR+nKtrFBYu/ZXa9Xq+eDnL7+8rl9JWXWrQrd1os9ENtlkk4LtJ6Lt1vaH+6L9yvZtK43ae9lllyW+/ESX/fffn6HzsyAvA2RYt9aJq49Zk951i1ED9OE+/PDDEx/Al18uu+WRL61f30g1uvK9995rl156qV1yySVBk1tdgehf/b9+rnLVU/1sn3QqU14ovP32tODnzZv3SUwqVV7dqtCDZbVOirZwU4/tTFrJ1SRtZ7SHufZD+5PNB+Zquq3nXuF881pq164d3B5zn5GdddZZNm3aNHcVSFPeBciPk0da16trBeExtGsrtxg1SB+0LbfcMvjgbbPNNt4jo+a7FStWB62qRo9O3b+KQuHCC18Kyvr2Le34V1HdqlL/iLCzoRaNGZXvAzBq+8KxrbRo+7PVzyP06quv2h577JEUEqeccopNnFjaglMjTaspd/TqR/Osa5KqfBs5oRDkVYDoVtVLnRoF4dHzurq2eH5q00jUrOeeey7xwfvjH/+Ys+a41W3ZstXBQ/Dbbhta8k21Z+Lk/+WXyWOuVRQKo0Z9H5SdcMIzwfoqqpsN6qEdHfZEi75ljxkzxq1ao7Q90UYAWrTd2ehhHvrqq69KjvsJSe+hkQfK63ukUQjOP//8pPoasLFXr15ZvRoqdnkVIF+/1z1x62rcwPZuMfKE7iuHHzp9mytUixattNdem2Q33jjYmjTpkTjhh4uCYM6cJUmvqSwUrrzy1aC8Z8+PK62bLX379k2M4hsuahZb0/f49f7R5rnhSVrbmy26JabBMcM5grTogfmDDz6Y1syS6hvUuHHjpG087LDDmNQrTXkTICuXL7Rnbt4hCI9nb93FVq9I/uAifyxZsiQxrpQ+uNnooFddfv55uQ0c+LW1afO6HX5495TQ0CCJd9zxtg0b9k3QUdBVWSh8+umPQfkxxzxVbt1vvvnZunf/yL799he3yJtanWm+jHBSqnA59NBD7Yknnsh6c+by6H30fnrf6HZou7R92Wodp1ZUmoI5nNpai56nXHnllUHT80zoiuPJJ59MuiVYq1Ytu+iii2zmzJludUTkTYCMfvHmxNXHlDHPusXIM5988klw71gftt13391++SV7J8Nsmzt3qT3//JfBwIeHHNItJTQ0plWHDsNt5MgZiQfg5SkvFKKuv/7NpPW7wquUww7rbp07fxBcCWWLnkupz0N07C8t+l1pNAHdovEZRLIiWp/Wq/WHfxPhou3Q9mTzeZmem6g5efR9dDtVf5NVoQ6Nt956a1IIb7bZZtapU6eiHQGgqvIiQBbMmRwMVaLwGHhfk2AIE+S/hx9+OPFBO/vss93iGjVr1mLr0+czu/zyV4LJn9zQ0O2pe+4ZYWPGfB90BkxXeaEQpYmmou/p0nZFg+y443rZiy9+GTQHzhZ10NODYbfVUbjoQfPVV19t//nPf2zw4MFph4rqqb5ep9e7D6zDRe+r989mh8dvvvnGzjjjjKT3Ud8gTUGQTVOnTrXTTz896X1+85vf2AsvvOBWjb28CJDBj7UIwkODJs79dqxbjDylS/9o57auXVNPltXp++8X2pNPfmIXXTQgJTC0nHLKs3b//e/b+PEzs3qy9jFx4jy74opXkrbv3HNfsHHjsnvLRL+jYcOGBf0s9G3aPdFHF/WX0AlZi3qHq/m0/g1/VlZ/iuii9et99H7ZfBCtK4O///3vSVc36lGuOeyr0qm1MtoPdyw3HZN8maIgH9R4gKxetSwx2u7wp/7sFiPPzZ0713baaafgw6WmkV9++aVbJacmTpxmjz76enDydQNDi4YZ6dJldPBsIh8NGTLVTjutT9I2t2v3ls2cmf3xrtRnZtSoUcEtmWbNmiU1ZfVZ9HqtR+vTerPdJ0chpKa/4d+XFj2buPDCC+2HH8oeQj/btE+PPfZY0Gw93AY9a9HVV6bPWopRjQeIfPLmv4I+H8uX+M3RgJqlb2rht1P18M3lt0L56KOPrH379sFQ7Ztvvqftttt5Je/778QJWEOKPP742JQmuPlK/U66dfvImjZd13xYrcK0D0uXVt6SqCrCW1Iaefnmm28OOmtqUespfdvWv+HPVK56mdzy8qVAOuSQQ5ICSw/m9fOaoMYBbdq0SW7ttetW1uXFLrYqxhPc5UWAoPBpJNzwg6UPWrbpxNGuXbvgXnT0pLLRRvVsxx1PsZYtH7WuXcfb1KnV09ooF9RkuH37t5OuRk4+uXfQ1DiLd4Tymh626woj+jvWFcjTTz+d1dtivjSYaGLCtH1LlovXs72f2dve/O5Nt2osECDICrW5V/t5fbB0m+GVV15xq2REHRTffffdoI1/eQ+C1X7/n/+81775Jrffhqub5ll3n+P8+c8v22efZe+BdL7RVaueaejZxrovBxsFzz7ysYf4wDcHWsPLG9p6d5Rsa9fSpfmbzW3Sgklu1aKWswAJm+RWtqB4qJVMOP6Q2udnep9a95uHDh1qV111le2www4pgaGladOmwcCJ3377rfvyoqIv26+8MtFOPLF0wiotatl1553vBM2Si0n//v2Dh/TR3/OZZ54Z/D3ls5WrV9p9n9xnWzy1RSJEanevbW1Ht7UFKyuekqBY5OwM7gZFeQuKi3oZhycB3UOvbKgTta9/7bXXgkESow8qw0UPLLUeNRvNNJCKgZ6BPProh0mdHtXZUT3dK+uzku/Ub+Poo49O+n3vt99+WR8fK9dmL5ttl757qa3fbf1EkGzfa3vr9nU3W1vkI4nn7AxOQMSXHriGJ4R77rnHLQ4GtHvppZeCe91lDeOukVM1rlH37t2z2o+gkKmJctu2Q5Jua6mFmXrMFxq13FOP8eiIwrpiVQ/2Qp6nY9zccdb0laaJENFy4IsH2ohZI9yqRSNnZ3gCJL50z1otpHRiUKuVDz74IPiZrk5atWpVZvNR9Vg+7bTTgoelhTI0eU348MMfEnOPhMtVVw2yiRNnu1Xzjp6TaYyq6ORO+rKgnurF9DvvM6WP7dpn16QgOWfoOTZ98XS3asHL2RmeAIk3NbUNO37pJOEOcaFFQaIe7H369MnLB6X5SrMeai52DcFSGiL/Kwns60quUB6wefPysym8RsUNv1SEi0bk1Si6xWjp6qV217i7rG7PuokQ2bjHxnbnuDttyeriGecvZ2d4AgT33XdfSmjolpUmFNKEULqVBX8LF64Ietbvt9/dtvPOLUsCeffg232XLl3SGom2OmgejpNPPjnpb0DDn2jejjiYsXiGtR7WOulqZJdnd7Hek3u7VQtSzs7wBAgUEuFJQ01u9bCcQemyb/LkmXbGGX+xWrXWdXLbe++97c03a65vggbX1Oi7uvoMt0mTkWmmQM0YGDcjfxxpjV5qlBQkTQY2sbFzC3voppyd4QkQhBP2qG3/0qXF1fQ0Hw0cONAaNmyY9G1f88VPmlR9fRP0EPx///ufbbfddolt0CgFl19+eewbRKhFVo+ve1i9Z+olQqRW11p2yfBLbM6ywjw2OTvDu811y1pQvHSlEfYJybeReouZvt3r1qE7H3jbtm1twYLc9k0YPny4HXDAAUkBppkI9TwM66iPyM2jb7Y63eskguTIV450qyX54ucvgtfoKma7XtsF/U3UVLjZoGbW5bMutmhV2WOnhevPlZyt2Q2LshYUr0GDBiVOIv369XOLkWOzZ88O+tZER9DVfOTdunWrtG9OpqZNmxZ8SYgGx2677cbvvRKTF0y20948LTjBtxrayi0OrFy70q5575qkPiZlLVs/vbX1nZI602PBBwjiKewLoua5Go4bNWPcuHFB7/3oyf3AAw+0ESOq3jdBM1Nqzo/o5FVqWdehQwcaSGRg1tJZZXY4XL12tR332nFBAGzac9PgCuSD2R/YTyt+slVrVwUdGAd/P9iue/+6oLysoCBAUHA0JEnYq7xFixZuMWqAmkrvuuuuSUFyzjnn2PTp092qaXnmmWesfv36Ses777zzcj5Kb5zcMuaW4OTfsF9Dm7JwilucZN7yeUFrLxcBgoLz1ltvJU4q6hiI/KCGDHfffbfVrVs38fvR1cOdd94ZXE2kY8yYMXb44YcnBYcmnXr//ffdqqiCmUtnBs9INuqxUfD8wxcBgoKjyXZ0YtHD22LqYVwsZsyYYa1bt04KAY143Lt3+X0TZs6caRdffHEw0nL4Gg142bNnz6w/U4FZp487BSd+jbFVFQQICopOJuFIuieddJJbjDwycuRIa9SoUVKQNGnSxMaOXdc3Qa3pNONgdDrcOnXq2C233GILFy6MrA3ZFD77GDRjkFuUEQIEBUVzeIQnGrX4QX5T4Pfo0cPq1auX+L3pKkONIDSYpTuBV8uWLW3KlIrvx6Pq6j9bPzjx/7CkaiNQEyAoKJoASicajbQa945jhURXE5qyVlcX0cAIl3322SeYqwXVQ+Nm6cS/fE3VpocmQFAwNOVoOHug5vBA4Zk8eXIwKnIYHGqWq7lY1LIO1Sf2AYL4GT16dOLEo5MOCtcjjzwSNMHWw3NUv9jfwkL86BaIwkO9nznxAP5i/xAd8RM+cD3iiCPcIgAZiH0zXsSLBswLb19p1jkA/nTrSgMmxrYjIeLl9ttvD8JDTUC//fZbtxhAhm4afVNw8tdQJlMXTnWLk8xfPt/OHXau+2MCBIVhr732CgJEw1oAqDoNmHjMoGOCANjsyc2s3Zh2Nmr2KPtl5S9BmeYQGfL9EGvzfpviG0wR8fHFF18kbl/de++9bjEATyvWrLArR1xZ6XDu2/ba1vpNTR0+nwBB3uvYsWMiQKpz9jsgLj7/6XNrO7qtHfTSQUFYRCeUevjzh23xqsXuSwIECPLe/vvvH4THfvvt5xYBKGIECKpEPZfDqw9NJAQgPggQVMm//vWvRIB8/vnnbjGAIkaAoEoaN24chIdaYQGIFwIE3jQdajjBkPqBAIgXAgTe1OM8vH01fvx4txhAkSNA4K1p06ZBeGgMLADxQ4DAi0bb1ai7CpCbbrrJLQYQAwQIvDz22GOJ21ejRo1yiwHEAAECL8cee2wQHvXr1w9mIgQQPwQIMjZ37txgznMFiOZABxBPBAgy1q1bt8Ttq+HDh7vFAGKCAEHGTj755CA86tWrZ2vWrHGLAcQEAYKM/Pzzz1anTp0gQK666iq3GECMECDISK9evRK3r4YMGeIWA4gRAgQZadmyZRAe22yzja1atcotBhAjBAjStmjRItt4442DALnkkkvcYgAxQ4Agbf369Uvcvho0aJBbDCBmCBCkrVWrVkF4bLHFFrZixQq3GEDMECBIy7Jly2zTTTcNAuS8885ziwHEEAGCtAwYMCBx++rFF190iwHEEAGCtFxwwQVBeGyyySa2dOlStxhADBEgqJSed2y55ZZBgJx11lluMYCYIkBQqddeey1x+6pv375uMYCYIkBQqUsvvTQIj4022sgWLlzoFgOIKQIEFVq9erVtu+22QYCcdtppbjGAGCNAUKGhQ4cmbl899dRTbjGAGCNAUKFrrrkmCI/atWvbTz/95BYDiDECBOVau3at7bjjjkGAnHjiiW4xgJgjQFCuESNGJG5fde3a1S0GEHMECJJMmTIlaKr7t7/9LXH1sf7669ucOXPcqgBijgCJMT3TUB+Pu+++25o3bx7M8RFecUSX7bbbzn0pABAgcbF8+XIbNWqUdenSxc4991z73e9+lxIU0UUPzcP/VsAAgIsAKVJffPFF0Oz22muvtUaNGiUFQlnLHnvsYeeff7498sgj9uGHH1rbtm2Dn9eqVct++OEHd/UAQIAUg1mzZtnLL79st912mx133HHBfB1uQEQXdQxs0aKFdezY0d544w37+eef3VXab3/726BukyZN3CIACBAghWbxYps1fLj1//e/7U9/+pPtsssuKQERXerWrWtHHHGE3Xjjjda/f3/75ptv3DWm+PjjjxOv79y5s1sMAAECJJ+tWWP2ySdm//uf2eWXm+2/v1mtWvZyyYn9nDLCQst+++0XjF31xBNPBEGgoUgydfrppyfWN23aNLcYAAIESD759luzF14wa9vW7MgjzTbZpOQ3tF7KMrJk+UvJsvfOO9uZZ55p999/v7399tu2aNEid41ewttXWvTQHQDKQoDUlF9+MRs82Oyee8xatjTbfvuUoEhaNt/c7NhjzW65xRYNGGALc/hgW621NttssyBA1AeEIdwBlIUAqQ4rV5qNG2f26KNmF15ottdeqQERXTbc0Oygg8z+8heznj3NPvvMXWPO6fbX5iWhpRCpU6dOMKgiAEQRIBUZPtzsssvM9tjDSr6Sm226qVnDhqU/U1lFVq0ya9/e7JBDzDbaKDUkostvfmN2zjlmDz1k9v77ZsuWuWurEQoNhYdCRFPZDhs2zK0CIMYIkLIsXmymqVvdE727nH222ZIl7qtLvfZaan0tW29tdsopZnfeafbqq2bz57uvrFErS66WxpVcLT1acrV0YcnV0s477xwEiJYNNtggrVZcAOKBAHEtX2526KGlJ3s9xP7733U/pzRUFBafflp6ZaGrEdVRP4kVK9y1lAaDHoRrXddfb/bss2aTJrm1atzEiROtd+/eJZt4fcnF0iHBrINuy67o0rDkCmzu3LnuagDEEAHiatOmNBh22cXs66/d0nUUBrvtVlr3hhvc0rw0b968koueV0vyr72dfPLJttVWW6UERHTZuuRqSfXuLLlaUp+T8OeNGzcuydPF7uoBxAwBEjVjRukD7A02MBszxi1NNXZsaf3atc2+/94trVFLly619957zx566CFr1aqVNWjQICUgoouuPA4tuVrSlcizJVdLk5yrpV9//dUuuuiiRP2TTjrJVuk5D4DYIkCiOnYsvaLQA+10qa5eo+a4NWjChAnWo0ePYAbBAw88MHhe4YZEdNl7772DQNCzjvHjxwfPPiqjwFBwhOvQMxIFC4B4IkCimjUrDYMBA9yS8qmuXnP88W5J7uhqp+R9J7drZ/cfc4xt///Nbctb6tWrZy1btrROnTrZkCFDbMGCBe4a07ZkyZLgWUm47ptvvtmtAiAmCJConXcuDYPvvnNLyqe6ek39+m5JdixcaKbms/fdZ3bGGWY77VT6fiXLxzqBlyz1I2Gx6aab2lFHHRWMpvvCCy/Y9OnT3TVWmR6ia/Te8D11mwxA/BAgURtvXHpyVkusdKmuXqPXVpXGrVKLr8cfN7vkErN9902ERVnLjFq1rOf++1uHK64Ippz99NNPg3nMq4PGyIrOWNinTx+3CoAiR4BEVSVA6tZ1Syo3darZc8+VtuJSc2Cto4ygSCy77mr2pz+Z/fvfZu++a7/WcEso9VYPh46ntzoQPwRIVHh7yOcWlm5/VURzbrz+ulmHDmannWa2zTapARFdSk7MwXMV9UMZONDsxx/dNeYF9U4P+45o6JOPPvrIrQKgSBEgURqsUCfvbD9Eb9EiNSCii5oBN2pkdt11Zk8/rekE3TXktX79+gW3sRQiO+ywA73VgZggQKJ0daATeibNeFu3Ln1Nec14Na5VnTrJgaHxtM47z+zhh81Gj87sllmeerhkX4LnISXLRSX7t2TOHLcKgCJDgESpxZI6EapzoDoJVmb8+NK6Wiq67fXGG2b33ls6PlYZ08cWiztuucVOKQmQ+0uWLw4+uHT4FwBFiwBxXXtt6VWChimpaOwqPQBv0KC0rsa6QtCpcMjFF9un4ZXWiSeWjkoMoCgRIC7dctK3Z50ANWDiHXeUDqCogRSXLlWXb7O77iod3l11NFhiEdyCypZf1RT55JPX3a674AIli1sNQBEgQMqiqWFPPz35uUVZy5lncpumLApbzYMSHqebbnJrACgCBEhF3nmntEPf735XOrS7Fv23fqYylE9DvmsirjBEHnzQrQGgwBEgyJ1p08x23LE0QNZf34ze6kBRIUCQW598UtopUiGi5sxvveXWAFCgCBDk3ttvr5sXfvPNS5s/Ayh4BAiqh8b80m0shUi9eqXNoAEUNAIE1eeRR9Y9VFdjBHqrAwWNAEH1uvXWdSFCb3WgoBEgqF7qVPjnP68LkRNOMEtjOl0A+YcAQfVTb/VTTlkXIuefT291oAARIKgZ6q2uYWDCEGnb1q0BIM8RIKg58+aZ7bnnuhDp3NmtASCPESCoWd9+u24myFq1zJ591q0BIE8RIKh56q2+5ZalIaLe6kyLCxQEAgT5QYNThr3V+/VzSwHkIQIE+UNDnDz/vNnatW4JgDxEgAAAvBAgKAzDh5tddlnpHCOaDVKzRTZsWPozlVUmbOmVjkzqAjHGpwT5TUOdnHXWupN6ecvZZ5f2LSlPJqGQSV0gxviUIH9prvmws6Fmg/z7380+/rg0VBQWmqu+ffvSqxHVadLEbMUKdy2lMgmFTOoCMcanBPmrTZvSE/kuu5h9/bVbus6kSWa77VZa94Yb3NJSmYRCJnWBGONTgvw0Y4bZhhuabbCB2ZgxbmmqsWNL69eubfb9925pZqGQSV0gxviUID917Fh6Ej/nHLekfKqr19xzj1uSWShkUheIMT4lyE/NmpWexAcMcEvKp7p6zfHHuyWZhUImdYEY41OC/LTzzqUn8e++c0vKp7p6Tf36bklmoZBJXSDG+JQgP228celJXC2x0qW6eo1e6wpDIZMFQIX4lCA/VSVA6tZ1S1LDIZ0FQIX4lCA/hUO8+9zC0u0vVyahkEldIMb4lCA/HXts6Umch+hA3uJTgvzUoUPpSTyTZrytW5e+hma8QLXgU4L8NH16aSdCdQ5UJ8HKaCh41dVS1m2vTEIhk7pAjPEpQf669trSE7mGKdFwJeWZOtWsQYPSutdf75aWyiQUMqkLxBifEuSvZcvMDj649GSuARPvuKN0AEUNpLh0qdmECWZ33VU6vLvqaODF8lptZRIKmdQFYoxPCfLbokVmp5++7qRe3nLmmaWj9JYnk1DIpC4QY3xKUBg0Z/oll5j97nelQ7tr0X/rZyqrTCahkEldIMb4lAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADAy/8BSS3v+ENYLCEAAAAASUVORK5CYII=)
| Product Number | 4H21-7-2K |
| CAS | |
| MDL Number | MFCD32689381 |
| Molecular Formula | C9H4Cl2F2N2O2 |
| Molecular Weight | 281.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory