| Product Number | 4H48-7-05 |
| CAS | 680217-86-1 |
| MDL Number | MFCD01765488 |
| Molecular Formula | C9H9Cl2FN2O |
| Molecular Weight | 251.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-7-05
CAS: 680217-86-1
Molecule Weight: 251.08
Formula: C9H9Cl2FN2O
PN: 4H17-7-39
CAS: 680217-87-2
Molecule Weight: 277.12
Formula: C11H11Cl2FN2O
![4-[(2,6-Dichloro-5-fluoropyridin-3-yl)carbonyl]morpholine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB3ZAAAd2QGdWeg4AAACS3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/iuXXi58gQKKQKmpVaVK7SWsn7d3kgJMiAa6APH37nXlIcchAITpz/v/u7NzZWT2csxQdVVEmOg8xJwwjlUc6TvJ9iH+/P88C/LBeRSACYV6G+KOqPpeUnk4nEn2oTJ51TiKd4WZ+eS4TS3NyiC72VDDG6Z/Xl7eamSV5Wck8UkCVybKsnS86klW9iv+koJksjklOGznNimMT7a9g5mHkXMb4ay+PMLcBFO2SVKGdLjJZoaNgBB72De1VrgpZqRhtL+B2iAt7X69en3R0yFRewdBESCKZvlXFIQJHplMVHSAYDL4/hTjjAMhKZ5uikBdkRsYtOZICSQdJF8k5kh6SPpIBkgskOYMvzHMQcFBwkHDQcBBxH377VJnk75dPFeJn9Nh+fqIfrW09aeNI4QcUIYalM4jcmjlxHNfvjEc8L3BRAHOC37zZTpuzYwqQ+G5nOEgcWO0Fcs8Y8X3G0EwQhxvrEBYY6xJPGAvxFv13jywcY30CGNgFEa6xHMrC+45O0AXowC5Ql6hJDKWg11qsV1udx70hSuIQbzmui/RL7UrR1gkjXcSqgNY3AYy0DwgbMFW9Apt7gGMDpgfGAdcGTMeML2luA6a/roC4B3gDwB/P4NuA6d1xILAB0+njwMIG6nMxTph5q3T1OZpgbstdn7sJRgw2P4k4gxLyiS7hN1VvboKJNPM7zHwiz03tm5tmgvEHPT+J3DRAd5kNt0N7x5J21ykMB1ct7d3DFP591v8AFi/sJ3FXNaIAAELKSURBVHhe7d0JvEz1/8dxO5El0apVtqQN2UkL0a9SlEIoLT8lpV9S/SIVRVJRKskWv0TZUqQIhSKibFmSrNkludY+//s59z9j5nvuNufO8p2Z17PHeTxyz/c7996ZO9/3nPPdcgkAAB7kMr8AAEB2ECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgMAqgx/IFdIBIHZ4B8IqZkBkdQCIHd6BsIoZEFkdAGKHdyCsQjgA8YN3KaxCgADxg3cprEKAAPGDdymsQoAA8YN3KaxCgADxg3cprBIYIFkdAGKLdyGsYoZEZgeA2OJdCKuYIZHZASC2eBfCKgQEED94l8IqBAgQP3iXwioECBA/eJfCKgQIED94l8IqBAgQP3iXwioECBA/eJfCKgQIED94l8IqBAgQP3iXwioECBA/eJfCKgQIED94lwIAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgMBqB/ZuliMp+80vA7AAAQJrLZ/1ljMj/YMnTpe//9xmngYQYwQIrDWlf0P/sia/LhpnngYQYwQIrPVpv/r+AFm3cIx5GkCMESCwFgEC2I0AgbUIEMBuBAisRYAAdiNAYC0CBLAbAQJrESCA3QgQWIsAAexGgMBaBAhgNwIE1iJAALsRILAWAQLYjQCBtQgQwG4ECKxFgAB2I0BgLQIEsBsBAmsRIIDdCBBYiwAB7EaAwFoECGA3AgTWIkAAuxEgsBYBAtiNAIG1CBDAbgQIrEWAAHYjQGAtAgSwGwECaxEggN0IEFiLAAHsRoDAWgQIYDcCBNYiQAC7ESCwFgEC2I0AgbUIEMBuBAis9c7T9eXJm3M5x9JvCBDANgQIrPXEvfWl8WW5nGP2NAIEsA0BAmvd2rS+nFkil3NMGk+AALYhQGCt+vXrS65cuZxjzBgCBLANAQJrESCA3QgQWIsAAexGgMBaBAhgNwIE1iJAALsRILAWAQLYjQCBtQgQwG4ECKxFgAB2I0BgLQIEsBsBAmsRIIDdCBBYiwAB7EaAwFoECGC3uA+QXINz+Q8kFgIEsFvMW90dKTvkzeVvSrPpzaTsmLJSfHhxyT8kv5QeWVqqT6guneZ2kllbZsk/qf+lhwBJXAQIYLeYtbqHjh2Sbgu6SZGhRYJCIKOj0thKMnXjVPNhCJAERoAAdotJq7v94HapNamWKySyc5gyO4f4RoAAdot6q3vk+BGpM7lOUMNfcWxFeWPZG7Jk1xLZfWi3HD1+VHal7HL+/c6Kd+T6z6+X3INzpxsSBEjiIkAAu0W91e3+Q3d/g5/nvTzS+8feGfZvBFq9b7U0ndbU/DIBksAIEMBuUW119x3eJ8WGF/M3+BoeOUWAJC4CBLBbVFvdwSsHB922ys6VR1YIkMRFgAB2i2qr23JGS39jr30e4UCAJC4CBLBbVFvd8h+V9zf22kEeDgRI4iJAALtFtdUtOaKkv7Hfc2iPedoTAiRx1a1blwABLBbVVjffkHz+xl6H6oYDAZKYvvrqK8mfP78/QGrWrCnbt283iwGIoai2ulyBICvr1q2TW265xR8cgUfx4sWlX79+cuTIEbMagBiIaqtLHwgysn//funWrZsUKFDAFRzmUa5cOZkyZYr5EACiLKqtLqOwYPrnn39k2LBhcsYZZ7iC4pprrpGffvpJ3nvvPSldurTrfOPGjWXVqlXmQwKIkqi2uoHzQHRxROaBJLe5c+dKtWrVXMFQtmxZmTBhQlDZffv2yeOPPx7UL6KH/vvRRx+VPXvCc0sUQPZFtdXde3hv0Ez0Pkv6mEVCRoDEn40bN0qrVq1cwVG0aFF56aWX5PDhw2YVv9WrV0vTpk1ddUuVKiXvvPOOHDt2zKwCIEKi3uqaa2H1Xdo3W1ciuhbWjdNuNL9MgMSRgwcPyvPPPy+FCxcOavxz584t7du3l61bt5pVMjRt2jSpUKGCK0iqVKkiX3/9tVkcQAREvdXV1XhrT6od1PBXHldZBiwbIEt3LXWuUnSIr67Kq/9+d+W70ujzRqzGG+c++ugjOe+881wNfq1atWThwoVm8WzR0Vivv/66lChRwvW4t912m6xfv96sAiCMYtLqsh9I8li8eLHUq1fP1cCXKVNGRo0aZRb3ZOfOnfLAAw9I3rx5g75HwYIF5ZlnnpG//vrLrAIgDGLW6vp2JCw8tLArJNI79Cpl2sZp5sMQIJbSSX8dOnSQPHnyBDXqhQoVku7du8uBAwfMKjm2dOlSufrqq11hddZZZ8nIkSOdEV8Awifmra7uiT5w2UC5Zfotzp7o2smuM9ZLjSzl7In+yLxHZM7WOWY1v6wC5NkfnnUet+v3XZ3l5BFZeltJJ/vppD+zIb/jjjtkw4YNZpWw+/jjj+WCCy5wff8aNWrId999ZxYH4FH6rW6C0MDw9Z3oUXpkaRmyaogc/+e4WRRhoJP7dJKf2XBffvnlMmdOxh8CIuHQoUPy4osvysknnxz0s2iH/d133y2bN282qwAIUUIHiI7uqju5rut22BXjr8j0qgahWblypTRq1MgVHDr5TycBHj8eu8DWoNDA0OAI/Nk0WDRgNGgAeJPQAaIOHz8sryx9JWj+ie+446s7ZMNfkb+lkqh08l7nzp3Tndynk/508p8t9NaV3sIyQ+788893bnkBCF3CB4iPjvzqMKeDM/ckMEROGnqS9Pihh/x99G+zCjKgk/XefvttOfXUU10Nsk7y08l+NtJOdO1M10518+fWznfthAeQfUkTID6Ldy5O97ZWmdFlZPTa0WZxGHSSnk7WMxvgihUrOpP74oEO69XhvTrMN/B30GHAOhxYhwUDyFrSBYjPmHVj5Nz/nesKEp3kuHCHt4ltiezXX391JueZwaGT+HQyXzwusa4TDTP6nV577bW4/J2AaEraAFEHjx6Unot6uuai6G2u9rPay7a/t5lVkk5mn9YffPDBhPi0rldVl156qStIdKmUqVOnmsUB/L+kDhCfjX9tlLtm3uW6Gik6rKi8vORlpyM+2Wh/wYgRIzLsL9Bl1hOJ9uvoYoy6KKP5+9rcrwPEEgESYO62uVJ1fFVXkOhExIm/TTSLJywdsXTVVVe5GlKdnJfoI5Z0ZJkuDx8PI8uAWCNADDrJcOgvQ+X0D053Bcm1n10ry/csN6skjMzmTPTq1Sup5kzoRlW6YZUZojbMbQFsQYBk4M/Df8qT3z8pBYYUCAoRXWbl4bkPO6sFJ4qUlBRnUl2RIkWCGkvfrO0tW7aYVZLGZ599JuXLl3cFic6unz17tlkcSCoESBbW/rlWbv7iZtfVSMkRJeXN5W86S8/HM70lpZPpzAaSdaNOyGx9r9tvv11+++03swqQFAiQbPpq81dy8biLg4PkzVxy8YsXy1eLvjKLW4+Va0OnKwzfd999UV1hGLAZARICvdrQqw69+nAC5NnU47bUo1IuufmWm2Xt2rVmFetktnfGf//7X/bOyIYff/wx3T1Ozj777LDtcQLEAwLEA+3/eGjGQ5LvgXySq05q41EyrQEpUKCAPPnkk/Lnn3+aVWJOb8Po5Lj0du9r3rx51Hfv09FOCxYskA8++ECefvpp52fQkV96O00PfS4Df0b9t++cltPyTz31lDPU+Pvvv5fdu6PfJ5XZLov6uwGJjgDJgeW/L5dr777W1YCcfvrpMnToUGtG6uhkuPT2D9fJc9HaP3zXrl1Of8tDDz0klSpVcv0s4Ti0s1snN44ZM0a2bYvOJNDM9nlv165dSPu8A/GGAAmDiRMnStmyZV0NWtWqVWXu3Llm8aj55ZdfpEmTJq6fSyfL6aQ5nTwXSZs2bZI+ffrIFVdc4foZonFoUD333HNRubWov2vr1q1dP0PRokXlpZdeksOHk28yKhIfARIm2kC8/PLLToNhNiJ33XWXbNy40awSMXv37nUmvaU3GU4nyen5SNGO5OHDh8s111zj6mw2D51TUbt2badj+pVXXnGCeNasWTJ//nxnZJMeeuXi+3/9up6fNGmSMyrq/vvvlzp16shpp53memzz0FFlAwcOlB07dpg/cljNmzdPqlWr5vr+F154oUyYMMEsDsQ1AiTM9NZJ+/btXY2n3uLo2bOnc8sjUvSWmU5y04bZbMB0UpxOjosUbeh79OghJUuWdH1v36Ez2e+9916nozncOwLq8663rnSAQHrzNnyHjpjS22iR7PPREWzDhg2TM844w/X9NViXLVtmVgHiEgESIQsXLnQ+XZsNyLnnnus0dOGmk9p0cpv5/bQx1clwkaIN93/+8x/X1rG+4+KLL3auzCLZYKdHA2rAgAHpLsmiR758+aRVq1by888/m1XDZv/+/dKtWzfXgAD93h07dnRCF4hnBEiEjR49WsqUKeNqwHQY6OLFi83iIdNbOzqZzXx8nfT26quvRmxJcr1lp7PXTzrpJNf31o2munTpEpbfLxzWrFnj9IWcc845rp9VO7vbtm0b0U73devWyS233OL63qeccooTckePxvdkVCQvAiQK/v77b+f2jtnY6m2uDh06OBPUQqV9Dc8++6xzSybwMXV+h/YpRPJe//Tp06VcuXKuBlFv2Who2TqXRBtqHTZcuXJl189erFgx6d+/f0Qb8xkzZqT7vbWz/8svvzSLA9YjQKJow4YNcscdd7gaEL1a0E7k7I7U0T4EnbRmPk79+vWdSW6RopMQ07va0U/2usVtPC22qB3x1atXd/0uestNO+sjRQPqrbfeSrev6KabbnKuloB4QYDEwJw5c9Id2qqf6j/99FOzuJ9OTtNJamY9ncymk9oi6ZtvvnHditN7+3qPP16X8NDObh0xZo7i0j4KvT0XyXk8OvGxU6dOzvcyn9OuXbtaORkVMBEgMaKN05AhQ9IdMdWoUSNZuXKlv6xORtNJaeYy67p6rk5ii/TIrt69e7sauoYNG0Z0VFc06R4fOrw5vd8x3KPFTCtWrJDrrrvO9Tegofb+++9HNMSAnCJAYkwbLx3FZI7U0TkbDz/8sLNIX3pzS3TSmk5eiyT9FKxhFvh9tR9HJyEmIr39Z87Y10mXM2fONIuG3eTJk+Wiiy5yvc5XXnmlfPvtt2ZxwAoEiCV0y9Qbb7zR1YCYh05S08lqkfbHH3+4brNp45poW9ma9HbcPffcE/R7a7jraLpI0z4wnbmvHfrm667DkQHbECCW+eKLL6RixYquBkRHOOn9+mgss67DTs2lWfSKx9bRVZHw4YcfBl356e1Dnc8SDRreGmLmZNRkev4RHwgQC+ncDZ2x7Gs4dAVanZQWDbpPiC4GGdhw6W20ZKRXW7o/SuBzobPYoxHiSgdbBH5vOtZhGwLEUnorw9dw6Lay0aBXHoHhoXNKBg0aZBZLKr///rtr7kbnzp3NYhGhHxoIENiMALFUtANEb5sE3rbSDabGjRtnFktKuvikzrEJbMx1ZnukESCwHQFiqWgGiDZMgR3meu+d8Aimqwnoyr+BDfrrr79uFgsrAgS2I0AsFa0A0XkGulJvYEOV7LetMqJDrgMXrNSO9UgGLQEC2xEglopWgPTq1SuokUrWDvPs0nXLApeL15FaunFXJBAgsB0BYqloBIguT6Id5b7vo8ubI2u6ppmuOOx73rSTPRLLuRAgsB0BYqlIB4gujBi4IKNOEmSeQfbpfJ3AeRo6TybcCBDYjgCxVKQDpEWLFv7H1yXhE32GeSToSKzABl5XSQ4nAgS2I0AsFckA0f08Ahumd9991yyCbNABCIFrhekCiLrKbrgQILAdAWKpSAWI7tkRuBmUzniHd1u2bAlau0o3CAsXAgS2I0AsFakA0X0ufI+riwQGLhsPb3SDKN9zqkN7dQmScCBAYDsCxFKRCBDdV6Rw4cL+x9XNoJBzeitLV8v1Pa+XXHJJWPbxIEBgOwLEUpEIEN13xPeYug1tJIaeJqslS5YEbUg1duxYs0jICBDYjgCxVLgDZNeuXXLyySf7H1P3MEd4tW3b1v/86lVITlftJUBgOwLEUuEOkB49evgf78wzz5SUlBSzCHJINwULnJj58ccfm0VCQoDAdgSIpcIZIDpB8JRTTvE/Xr9+/cwiCJM2bdr4n+dLL73UPB0SAgS2I0AsFc4A0Z0MfY+lS3Aw4zxydF2swKuQuXPnmkWyjQCB7QgQS4UzQAJ3N3zsscfM0wizpk2b+p/v++67zzydbQQIbEeAWCpcAbJp06agNZsWL15sFkGYad+H7/nWSYa6l4gXBAhsR4BYKlwBEvg4umosIk9n+weu1ut1jSwCBLYjQCwVrgAJ3Gnw5ZdfNk8jQjp16uR/3nXDLi8IENiOALFUOAJEl2zXpTV8j7N+/XqzCCJk/vz5/uf9pJNOcq5KQkWAwHYEiKXCESCB9+IvuOAC8zQi6NixY1KiRAn/8z9z5kyzSJYIENiOALFUOALkoYce8j/Gvffea55GhDVr1sz//D/zzDPm6SwRILAdAWKp1157V04+uaxz3H//f8zT2VKpUiV/4+O1IxfeBa7Sq4sthooAge0IEEsNGjRBzj77Nufo3HmAeTpLe/bsCer/2Lx5s1kEEbZq1Sr/86+TCw8ePGgWyRQBAtsRIJZ6//25UrlyT+d46qkJ5uksfffdd/6Gp3Tp0uZpRIEupli0aFH/67B06VKzSKYIENiOALHUiBFLpGrVwc7RvfvX5uksjRw50t/w1K1b1zyNKKlWrZr/dfjoo4/M05kiQGA7AsRSOQ0Q7bT1NTx0oMdO69at/a9Dz549zdOZIkBgOwLEUjkNkBYtWvgbnr59+5qnESW9evXyvw533nmneTpTBAhsR4BYKqcBEnjrZPz48eZpRMm4ceP8r0OoI7EIENiOALFUTgOkfPny/oZn1qxZ5mlEiU4g9L0OFStWNE9nigCB7QgQS+U0QHTXQV/Ds2jRIvM0omThwoX+1+Hss882T2eKAIHtCBBL5TRAAvc/102OEBuBc0F0SG8oCBDYjgCxVE4C5Pjx40GTCLds2WIWQZToBE7f66D7sujckOwiQGA7AsRSOQkQ3cAosOHZu3evWQRRos994GsRyuZSBAhsR4BYKicBwhWIPbgCQSIjQCyVkwBRgX0gq1evNk8jSugDQSIjQCyV0wBhFJYdGIWFREaAWCqnAVKuXDl/w8M8kNhhHggSGQFiqZwGSNWqVf0Nz4QJoa/mi/AI3BWSmehINASIpXIaIM2bN/c3PK+88op5GlHSu3dv/+vQsmVL83SmCBDYjgCxVE4DJHA13g4dOpinESVt2rTxvw7PPfeceTpTBAhsR4BYKqcBMmLECH/DU69ePfM0oqR69er+12HMmDHm6UwRILAdAWKpnAbI/Pnz/Q3P6aefbp5GlATuSLhkyRLzdKYIENiOALFUTgNk9+7dQY3Ptm3bzCKIsDVr1viff51EGMosdEWAwHYEiKVyGiAqcEn3UG+fIOfeffdd//Ovo+JCRYDAdgSIpcIRIA8++KC/8dH/R3Tdfvvt/uf/ySefNE9niQCB7QgQS4UjQPSqw9f46NUIokfXIytVqpT/+Z8+fbpZJEsECGxHgFgqHAGi/R6Biyrqwn6IjsWLF/uf94IFC4bc/6EIENiOALFUOAJEXXzxxf4GaMCAAeZpREi3bt38z3vDhg3N09lCgMB2BIilwhUgOnnN1wCFupQGvDl27JizcKLveR88eLBZJFsIENiOALFUuAJEh5IG3sZiaffI++KLL/zPd6FChWTfvn1mkWwhQGA7AsRSH364zB8gvXrNMU+HpEaNGv5GqEePHuZphNldd93lf77vvPNO83S2ESCwHQFiqe3bD0jLlh9L06b/kxUrdpinQzJw4EB/I3TeeefJ0aNHzSIIEx24oFcdvud72rRpZpFsI0BgOwIkCezYsUNOOukkf0P0wQcfmEUQJv/5z3+Cwlr7Q7wiQGA7AiRJdOzY0d8QVa5cOaS9uZE9O3fulCJFivif50GDBplFQkKAwHYESJL49ddfJV++fP7GaPLkyWYR5FDgEvpnnXWWHDp0yCwSEgIEtiNAkkirVq38jZEuM85VSPhs375dihUr5n9+X3/9dbNIyAgQ2I4ASSI//fRT0JDe4cOHm0Xg0d133+1/XnX5fC8zz00ECGxHgCSZtm3bBjV0Xuco4IRZs2YFBfP7779vFvGEAIHtCJAko8NMA2+1PProo2YRhODw4cNSqVIl//NZp06dsN0aJEBgOwIkxnyTBX3HnDkbzCIugeW96N+/v79R0o71H3/80SyCbOrZs2fQc6m3CcOFAEliW7boG1WkcWOR888XKVJEpHDhtP9v1Ejk1VdFLFgclQCJMTNAbr99nBw/nvkn2JwGyJEjR4IWWaxQoYIcOHDALIYszJ49W/Lmzet/HnUOSDgRIElIR+517SpSqFBq65wr80PLPPFEWp0YIUBizAwQPSZMWGUWC5LTAFHz5s0LGtbbvn17swgyoaOudKiu7/mrWLFi2EOYAEkyO3eK1K7tDoqsDq2jdWOAAIkxMzz0aNx4lKSkZLzcSDgCRPXq1Suogfrwww/NIkiHbhZ13XXX+Z83neX/888/m8VyjABJIrq8UL16wcFwySW6L7KILoCqH050ZN+aNSLvvSdy6aXBZevXT3uMKCNAYswMDt//Dxmy2CzqF64A0YZQ96rwNVDaub506VKzGAyBy5XoMXToULNIWBAgSeT554MD4bnn9A1qljpBz5l1XnjBLBVxBEiMBYbB+PEr/f9fr94w2bMnxSzuCFeAKN2lMHDrVd3H4vfffzeL4f/169cvqFHX+R+RQoAkCX1dS5Q4EQRPP22WyNhTT52op4+R+jcTTQRIjAWGwbFjx+W228b6/92371yzuCOcAaJmzpwpBQoU8DdUulbWnj17zGJJb8SIEUHzPXSZ/HBMGMwIAZIk9JaULwQuuCC0W1FaVkdm+eoPGWKWiCgCJMbMMJg5c73/3zVqDEm9GnBP9DPrhMOoUaOCGscGDRpEtHGMN5MmTQoadKBzP3bt2mUWCysCJEnonjG+AOjb1zybtT59TtRv1co8G1EESIylFwbt20/0f61r1y8DSqdJr044vPzyy0ENVt26dZmpnmrkyJFB4XHOOefIxo0bzWJhR4AkifLlTwTADz+YZ7O2cOGJ+hUrmmcjigCJsfTCYPHirUFf//nn7QE10q8TLg899FBQo3X55Zc7Q1aTlfZ5BF6ZnXrqqbJixQqzWEQQIEmiZMkTAbB7t3k2a3ol7Kuf+vcZTQRIjGUUBo8+Os3/9Q4dJgedy6hOOOgyHJ07dw5quMqnfkLasGGDWTSh6Qg1c7RVmTJlohYeStfUCvz+7+m9ciSe1KtbfwCE0v/hc+TIifr6WFFEgMRYRmGwbt1uqV79Pf+52bN/85/LqE44Pffcc0GNl47U+uKLL8xiCUmvuK6//vqg31/7PKJx20otXLhQateuHfT9fUetWrVkwYIFZhXEM65A4FVmYdCz5yz/uebNx/qXOMmsTjjpnhaBt2/y5MnjBIt+Ok9UurJu4AxzPWrWrBnxDnOlC13qigD6PJvBEXjoa9KuXTvZunWr+RCIR+HsA6lQwTwbUQRIjGUWBn/88VfqJ873/ed1nojKrE64jRs3TooWLRrUgDVq1Ei26GJvCUTXB9OFEQPXttJD53mEe4kSk67oqwMYzOdZD90ETK84Wrdu7Tqn5V966SWnPiySkpI2g1yH1GbnwxajsOBVVmHwxhvf+c83ajRKDh48mmWdcPvll1+cuSGBjVfx4sXlzTffTIirEV0UMXBJdj0KFy4ctn09MjNx4kQpW7asKxyqVq0qc+cGzwPS9cuqVavmKnvhhRfKhAkTgsoiRlI/cIU8L4N5IPAqqzD4889DcvXVw/1lBg9elGWdSNBP4el9Cr7qqqvidvkT7esI3GDLd+jCiJFY2yrQsmXL5Nprr3V9b93ka9iwYRkGsw5y0PNnnHGGq+4111zjPC5iQN8DDRqcaMh9x9tvmyXddKh8sWIn6uRkJnqUR+oRIDGWnTAYOXKpv4wucZKdOpEyevRoKV26dFDDpXMktCFerYu+xYGdO3emvkefDtpYy/d76MirSN6y2r17tzNUOnBeiR66EsCTTz6Z7aG6OsS3W7duQSsI+H6Hjh07RqXPBpK2Cu4DD4jkzRscHAULinTvLnLsmFkjfT16BNfv2TPz21+6aZmufRVYR9fGijICJMayEwaHDx+TJk1GB5XNqk4kaSPYoUOHoA52PbT/oE2bNs4tLxv98ccfTkAUKVIk6OfWQ0c9hXMzKNPRo0dl4MCBUrJkSdf3vvnmm2Xt2rVmlWxZt26d3HLLLa7HPOWUU2TAgAHO90UE6NDZ114LXsPKdzRvLrJ+vVkjc/p4deoEP06VKiKDB6etwKurQhw8KKJ/J3qb6rLLgsvWrRvara8wIUBiLLthMHnyL67wyKiOXrHcdNOH0rv3N6mN/UHzdNjMmTNHLrnkElfjpUHStGlT+fjjj+VQDDe7UXorSIcf33XXXVKoUCHXz3raaac5fR3h2oY2PV999VXQBl6+Q7+m58JhxowZrn4qPbRvZ/r06WZx5MTUqWmjnXIZwaFLrM+aZZbOPp2wW6OG+3GzOrROjCb75jK/gOjKKgx8dAiv7laYVYBoO1iz5hD/+QYNhjuBcuRIJpfDOaAN79ixY9MNEj105nanTp2cDuCM7utHwqJFi5xbPOaQXN+hX9dhygf1U12E6FWFXl2Y31uvQnQAQrivDvTx3nrrrXSvcm666abUD7JrzCoIhV5ZN2nibsBLlUobdZXd21WZ0RFcjz+evR0J9TZZly5pdWKEAImxzMLApPulZxUgStfPMsvdeutH2dpv3SsNEr3iqJJ62W02Xr5D+xyaNWvmNHLhvs2ljfW7qW/i22+/3Qkt83v7jnPPPVcGDRoU0Ssj7cfQ/oz0+icefvhh5xZgJOnja2in18/StWvXbPez4P/t3ZvWUOfPH9yA678feyztfLjpfuf9+olcf72k/tGm7Yd+0klp/3/ddSKvvCKyaZNZK+oIkASkVysTJ65K/Tsb6QqShx/+XNavj8AffAAdfnrfffelO68h8Dj55JNFh6vq7SWdzzB+/HhnIt8333wjv/32m3Noh7fv//Xrel7L6bwJHRWmw1rNznDz0FtXd955p0ybNi31Q2IYPiVmQK+wdHMpHUll/gw64mr58uVmlYjSZVcCd070Hb7bdtG8IoxL+reifRB6hZHL+PTfuLHIqsy3nk4GBEgC++uvw/L6698F3dLSQ5eJ79dvnjNEOJL09tAHH3zgTDzUbV/NhiySR8HUy/urr7469f0/OCorCn/77bdOGJo/h87x0LkesTR58mS56KKLXD/blVde6fzcSMfs2e6Oaj101vhnn5mlkxYBkgR0T5HAxRl9xzXXjJSPP17hXyIlkvSWkW5c9cwzzzgbMWW1XEeoh44I06sRvXWkncbR2stE18fSKyjz59GrL71KsmWWuP4cffr0SfdqTa/O2IXy/6Ve6UqLFu7gKF5c5NVX00ZLwY8ASSLz529y1tQyg6Rly49l4cLoLk2iVyc6AVGXStElRO644w5n/5Hzzz/fOcwrFv2375yW0/K6Lpd24C9ZsiRqgeGjP7/+3DpjPfDn1GDU9ax0XSsb6VDme+65xxXg+vzq8xnt59EaOvfn2Wfdndc6v+O++0R27DBrQAiQpKPb5n744TJp2HCEK0ieeGK6bN5MB2tWxowZ43TGm5/kdS7JD14Ww4sB/Tnr1Knj+h10s6wPP/zQLJ7YRo0SOfts91VH/foiP/5olvZOR90NGiRSuXLa5MME6IMiQJLU3r0pzjyRwCXj9dDFG996a0HqJ1Eu1U2LFy92rn7MRlf3CdEZ+vHof//7nxMa5u+k4aJDoRPZzgUL5I+aNd3Bcd55knppaxbPmRkzRC65JPj7xMmHjcwQIEluzZrdqR+GpriuRho3HiVTpqx25pUkO10zS2fep3fbp0ePHnF/20d/fr19Zd421N/33nvvdW57JRJdBv+Fdu3kmdy55avU3/O4r0EvUiRteZBwzqtYt06kWTN3SKV+6IjI8N8oI0DgmDlzvTN73QyStm0nyk8/JVYDkl3a8fzKK6+k2/HcsmXLhNulUTvStUPd/F319+/bt681AwK80oEcvXv3dgY4lEj9vZqnHoNSj1XaoLduHd55Ffv3py10qJP9AoNDdwzs2DFtE6gEQIDAT9fcGjr0R9eCjdWqDZbu3b9O/SQeuUUGbfPpp59KuXLlXI3pFVdc4Szhksh0vo0O8TV/dx0KrEOC45HOHdJl7wN/n0tSj/7Vq8vuefPM4t7pJfvw4SJnnOG+6mjYUCTCqzxHGwEClx07/pYePWY5wREYJHXrDpUhQxY7QZOoVq5c6drOVg9dgXjIkCFJM/lOf0+dbKiTDs3nQicnRnNv+JzQZfkbpjbc5u+gy+GPTG3ow7oGmgZRaiC5giM1uFITzCydEAgQZGjZsu3Svv1E120tvdX11Ve/msXj2p49e+SRRx5Jd/kPXcE3GpMRbaTLnjzxxBPpLsuiy6VEelkWr3Q5e13W3nw9dYLpU0895SyHHzZ660tvgZnBUbSoSO/eeu/MrJEwCBBkSj+gff75GrnhhlFBIVKlysvSsmWf1JCJ7wX6dGkTXRsrvfWzbrzxxrjZ4yTSdCHGf/3rX67nSJ83Xdss3AtDeqU/hy5jr8vZmz+rrsOmy9+HjXa26x4c2vkeGBy5c4u0a6e99WaNhEOAIFt0WO+gQQudYb5XXvmOlC/fRc4880YpXryi3H///c6aVfFGZ8ant4qw7kioS8DDTWf5m9v/6qFLyeuS8rGU0c+mr3HYfzYd5qvDfQODQw8dFrxggVk6YREgCMmWLfvlscfGybnntpaSJatL/vzFnTdpiRIlpH///nIkDpZ6+PXXX+XWW291NTT6qfWNN96w5tO0raL6KT8bMrs60qvLsC6gqRMLdYJhYGjooRMRdUJikiFA4Mm8eUvlqqsau960FSpUkM8//9wsbgW9761b2ep98MCfWTfA+ve//802sCGKaj9DOqLaP6NLmeiSJubWtbr0iS6BEsFtkG1GgMAz/WSne3CUKlXKFSRNmjQJ+54fXulImxEjRsiZZ57p+jl1hE4kt7JNBjrS6ZprrnE9tzrSaXi4RzpJlEeI6RW1LqKoiynmMq46dNFFXXwxiREgyLG9e/fKY489Jvnz5w96M+u/u3Tp4pyPlfnz56deKV3lamguuOAC+eSTT8ziyIEJEya45lroUb16dWdHynCI6hwVXbZdl2/XsAg8dJl3Xe4dBAjCZ9WqVXLDDTe43tx6haL7coT1XnQWNm/eLG3atHGWeQ/8WXQTq169ekV0R8JkFjjb2/w70A3ANnmc7R3NWfJbU/+OZzZuLFs1LAIP3VhKN5iK4t+x7QgQhJ32gZRP/eRmvtkvS/3kpjsKRlJKSoq88MILUqRIkaDvrUHStm1b2bIlusvWJytdb6pdu3auANfX5fnnn3dep+yI5jpdvivpBqlXzj1Sv8dsX3Do1rW6pW0Mr6RtRYAgInQ01quvvirFi6eN0go8WrRo4WxRG266t4juF2J+v5o1a8r3339vFkcULFiwQGrVquV6Tc477zxnL5fMZLRSsK6IHM6Vgs2+vNKpR8vUY3DqsbVJExFL+vJsRIAgonbs2OHME9GRToGNgO5T/uyzz8qBMIxe0Q2lGjRo4Gpozj77bGdLXcTeqFGjnNfDfI3q168vPxp7bkRzrxK9Ir700ktd3+vWChVk1dSpZnEYCBBEhTby2liYb9ScNPKZhdN///vfsIQTwkdfD/3QoK9P4Oulr999993njJ6K1m6J69evl+bNm7v+HnU+02uvvRYX85lsQIAgqvS2hd6+MN+4eptJb3dkh765ddKivtnNx9HbY9o4wF56+/L22293vXZmf4ke4d6v/a+//nI+XKQ3F+iBBx6IyxUVYokAQdRl1tGtHa/aAZsR7aDXyYpmQxONDnqE1+zZs53XzXwt9Shbtqx8++23ZhXPdC7KyJEj5ayzznJ9L739uXTpUrMKsoEAQczokE4d2mm+oXWorQ4FDRxqq5MSMxoirB2g0RwijPDR102HeJuz2fVo3LixMzQ8p3QARY0aNVyPrwMudOAFvCNAEHM6yUwnm5lvcJ2Upv0jGU1S1K/HcpIiwkfn7ehtrfRe50cffdTT66xDtnXotnlrTK98X3zxxWwPJUbGCBBYQW8x6LIX6S03Yh56JWLLMikIL31ddRkc8zXXPoqBAweaxdOlV646WVSvZAMfQ4NEJ5dqWCE8CBBYRRfg04X4zE5OPXRyoq0LNSK8pk6d6urr0tuVWdHlaXSZGvNvR5ez0WVtEF4ECKykS4IHdrLrkEuGViYXfb31FpTvb0BvaWZEF8S8+uqrXcGhV7S6kGa4F3REGgIE1gqcNzJmzBjzNJKADvv2/Q3oDHSTDrt98MEHXXOB9ApWl+7XYbuIHAIE1iJAkFGA6NXJ66+/nu6mVrpZmG4ahsgjQGAtAgTpBci0adOcbYfN4KhSpYqzTTGihwCBtQgQBAZI1apVpWnTpq7g0K1r3377beYCxQABAmsRIAgMEHM+h84R6dy5s+zZs8eshighQGAtAgS6da15xaFHo0aNZOXKlWZxRBkBAmsRINCRVIHBUa5cOZkyZYpZDDFCgMBaBAh0KRvf34BOEGQukF0IEFiLAEF6o7BgDwIE1iJAQIDYjQCBtQgQECB2I0BgLQIEBIjdCBBYiwABAWI3AgTWIkBAgNiNAIG1CBAQIHYjQGAtAgQEiN0IEFiLAAEBYjcCBNYiQECA2I0AgbUIEBAgdiNAYC0CBASI3QgQWIsAAQFiNwIE1iJAQIDYjQCBtQgQECB2I0BgLQIEBIjdCBBYiwABAWI3AgTWIkBAgNiNAIG16rdKDZByuZxjzGcESDL6+ONJUrDgac7RsOFN5mnEGAECa9XvkRogLXI5x5i5BEgymjx5tpx++vXOcfPNXczTiDECBNaqPzI1QF7M5RxjlhMgyWjq1KVSvvx/nOOuu94yTyPGCBBYq/6nqQEyOJdzjFlHgCSjL7/8VapWHewcHTpMNk8jxggQWIsAAQFiNwIE1iJAQIDYjQCBtQgQECB2I0BgLQIEBIjdCBBYiwABAWI3AgTWIkBAgNiNAIG1CBAQIHYjQGAtAgQEiN0IEFiLAAEBYjcCBNYiQECA2I0AgbUIEBAgdiNAYC0CBASI3QgQWIsAAQFiNwIE1iJAQIDYjQCBtQgQECB2I0BgLQIEBIjdCBBYiwABAWI3AgTWIkBAgNiNAIG1CBAQIHYjQGAtAgQEiN0IEFiLAAEBYjcCBNYiQECA2I0AgbUafNqAAElyBIjdCBBYq8v8Lk545BuST1buXWmeRhKYPfs3f4B07PiZeRoxRoDAWkePH5VP1n8iS3ctNU8hSRw4cFjuvnuC1Ks3TGbOXG+eRowRIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAICH4JhzqASA6eLfBCjtSdsiby9+UZtObSdkxZaX48OKSf0h+KT2ytFSfUF06ze0ks7bMkn9S/0sPARLffJMFfcecORvMIi6B5REbvNsQU4eOHZJuC7pJkaFFgkIgo6PS2EoydeNU82EIkDhnBsjtt4+T48fT/7DgQ4DEHu82xMz2g9ul1qRarpDIzmHK7BzsZwaIHhMmrDKLBSFAYo93G2LiyPEjUmdynaCGv+LYivLGsjdkya4lsvvQbmcpk10pu5x/v7PiHbn+8+sl9+Dc6YYEARLfzPDQo3HjUZKSctQs6keAxB7vNsRE9x+6+xv8PO/lkd4/9s6wfyPQ6n2rpem0puaXCZA4ZwaH7/+HDFlsFvUjQGKPdxuibt/hfVJseDF/g6/hkVMESHwLDIPx41f6/18XUdyzJ8Us7iBAYo93G6Ju8MrBQbetsnPlkRUCJL4FhsGxY8flttvG+v/dt+9cs7iDAIk93m2IupYzWvobe+3zCAcCJL6ZYaBLt/v+XaPGEPn9931GDXcdRB/vNkRd+Y/K+xt77SAPBwIkvqUXBu3bT/R/rWvXLwNKp0mvDqKLdxuiruSIkv7Gfs+hPeZpTwiQ+JZeGCxevDXo6z//vD2gRvp1EF282xB1ukWtr7HXobrhQIDEt4zC4NFHp/m/bu6JnlEdRA/vNkQdVyAwZRQG69btlurV3/Of0z3SfTKqg+jh3Yaoow8EpszCoGfPWf5zzZuP9S9xklkdRAfvNkQdo7BgyiwM/vjjL6lV633/eZ0nojKrg+jg3YaoC5wHoosjMg8EWYXBG2985z/fqNEoOXjwaJZ1EHm82xB1ew/vDZqJ3mdJH7NIyAiQ+JZVGPz55yG5+urh/jKDBy/Ksg4ij3cbYsJcC6vv0r7ZuhLRtbBunHaj+WUCJM5lJwxGjlzqL6NLnGSnDiKLdxtiQlfjrT2pdlDDX3lcZRmwbIAs3bXUuUrRIb66Kq/++92V70qjzxuxGm+Cyk4YHD58TJo0GR1UNqs6iCzebYgZ9gNJHp9/vkbatBkvL744R44ePW6eznYYTJ78iys8MqqjuxreeefH0qfPtxkuyIic4d2GmPLtSFh4aGFXSKR36FXKtI3TzIchQCy1fPl2ueeeSUGN/YIFm81iWYaBjw7h1d0KsxMgLVqcWJCxQYPhMmrUT+mGF7zj3QYr6J7oA5cNlFum3+Lsia6d7DpjvdTIUs6e6I/Me0TmbJ1jVvMjQOyyc+ff8txzs6RateCGvmHDEbJ9+wGzeJZhEEivLLITIHq1Y5a79daP5NtvfzeLwiPebQDC5siR4zJs2BJXJ7cezz47M93wiBS9WtE5I9ddN9L1s3Tq9Ln89tteswpCRIAACIuvv/5Nbr55jKuxvvvuCfLTT3+YxaNm//7D0r//fGdZ+MCfS//96qvznPPwhgABkCO6XtW//z3FFRw64U87vf/JenR2VGzYsFceeWSq6+e89tqR8sknK/xLpCD7CBAAnuzblyIvv/ytXHVV8Cf7mjWHyMCBC+Tvv4+YVawwb97GoB0PfYeO2Prhhy1mcWSCAAEQEt1ydsyYZU6HuNkIP/74dNm06U+zinV0NNb//vdz0Ox236GbV23Zst+sgnQQIACy7fvvNwUNj/UdOrQ2veG5ttu7N0V69/4maMl4PXTxxkGDFlp7FWULAgRAlnRP8i5dvnAFh16FjB273LkqiWerV++S++//1PX73XDDKPnss9XW9OPYhgABkKEDBw7LgAHfO/0agQ2r9nv07TvXWeQwkcyY8avcdNOHriBp126ia0tdECAA0qEjkiZNWiXXX/+BqzHt2PEz+fXX8OwkaSNdc+v99xdL3bpDg35vnRTZvfvXsmPH32aVpEWAAAiyZMk2ad16vCs4mjUb48wCTxY66VEDw5xNr5Mkhw790QmaZEeAAHBs2/aXPP30DFdw1K8/XEaMWOLMMk9GeuuqbduJrudFb3XNnLneLJ5UCBAgyR08eFgGD/5BatcOvmWjI5Oef3627N590KySdLQTfcqU1dK48ShXkDzwwBRZs2a3WSUpECBAEvvkk+lSs+ajUrnyC0GN4r33TpYVK3aYxZOeDuvV4b2Be7SnHW/Ks8+OSQ3bfWaVhEaAAElo0aJFUqdOHSlS5Hw5/fRGctFFneSKKwZK06b/k2nT1prFYdi8+U9nwqEvQCpVelbOOecOOe+8evLGG2/KkSPJMX+EAAGSyB9//JF6dXGv5MmTR3LlyiV58xaWEiUul3Ll2shbb82UlJSjZhVkQpc+adFihFx44YNSuvTVctJJZznPa8WKFVOD2L1vTaIhQIAkcPjwYenbt68UK1bMaeACj7ZtO8qmTcxx8EonUY4cOU3OP7+O5M6dL+i5bdq0qaxevdqskjAIECDBTZ48WS666CJXcFx55ZXyzTffmMXh0Z49e6Vz586SP3/+oOdZ//3444/Lvn2J1z9CgAAJasWKFXLddde5guO0006T999/X44fT85huZG2cuVKadSoket5L126tLz33nsJ9bwTIECC2b17t3Tq1Eny5Qu+nVKgQAF54okn5M8/7V8tNxFMmTJFypUr5wqSyy+/XObMyXh75nhCgAAJ4ujRozJo0CA59dRTXY3Wv/71L1mzZo1ZBRGmo7H69esnxYsXd70md9xxh2zYEN8z+wkQIAHMmDFDLrnkElcjValSJZk+fbpZHFG2fft26dChg3/0m+8oVKiQdO/eXQ4ciN5e8eFEgABxbN26ddKsWTNXcJxyyikyYMAA56oE9li8eLHUq1fP9XqVKVNGRo8ebRa3HgECxKH9+/fLU089JQULFgxqiLTfo2PHjrJr1y6zCiwyZswYOffcc11BUrt2bVm4cKFZ3FoECBBH/vnnHxk+fLicccYZrsanYcOG8vPPP5tVYKmDBw9Kz549pXDhwkGvo97mat++vWzbts2sYh0CBIgT8+bNk+rVq7uC48ILL5Tx48ebxREnNm7cKK1atXK9rkWLFpWXX37ZmQRqKwIEsNymTZukdevW6TYwvXv3lkOHEmtXwGQ1d+5cqVatmut1Llu2rEycONEsbgUCBLBY27ZtJW/evEENSu7cuaVdu3aydetWszjinN6iHDZsWLq3KPVr+mHCJgQIYKmUlBRXI1KzZk1ZsGCBWRQJRgdJdOvWzZn8Gfj6t2zZ0iwaUwQIYCltRAIbD10GA8ll7dq1cs455/j/BnSEnU0IEMBSZoCwBEly0tuVvr+Bl156yTwdUwQIYCkCBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMgIEigABEDICBIoAARAyAgSKAAEQMjNAZs+ebRZBgvvrr7+kSpUq/r+Bxx9/3CwSUwQIYKm///47KEDy5Mkj99xzj2zbts0sigTzzz//yIgRI+TMM88M+hu49dZbzaIxRYAAFqtRo0ZQA6JHsWLFpE+fPnL48GGzOBLA/Pnz5aqrrnK97gUKFJBFixaZxWOKAAEs9+2330rVqlVdDUrZsmVl0qRJZnHEqc2bN0ubNm0kd+7cQa/zySefLL169ZJDhw6ZVWKOAAHiwPHjx2Xo0KFy+umnu4Lk2muvleXLl5tVECdSUlLkhRdekCJFigS9rhokbdu2lS1btphVrEGAAHFER2J17drVuZ0R2Njky5dPHn74Ydm9e7dZBRYbN26cnH/++a4PBXrr8vvvvzeLW4cAAeLQ2rVr5aabbnI1PCVLlpQ333xTjh49alaBRZYsWSINGjRwvX5nnXWWfPDBB04nejwgQIA49uWXX8rFF1/saogqV64sX331lVkcMbZz5065//77JW/evEGvV8GCBeW///2vM2w3nhAgQJzTq42BAwc6Vx9mkNxyyy2ybt06swqi7MiRI9K/f38pUaKE6zVq3ry5rF+/3qwSFwgQIEHs2rVLHnroIac/JLCB0v6Sbt26ORMTEX2ff/65VKhQwRUcl156qcyaNcssHlcIECDBLFu2TK655hpXg3XGGWfIsGHD4ub+erz75ZdfpEmTJq7XoVSpUvLuu+/KsWPHzCpxhwABEtTEiROduSJmA1atWjWZO3euWRxhsnfvXunSpYvkz58/6HnXfz/22GPO+URBgAAJTGer6wJ8RYsWdQVJq1atZOPGjWYVeKRXFIMHD3auMMzn+oYbbpBVq1aZVeIeAQIkga1bt0r79u1ds5wLFy4sI55/Xo4ePGhWQQi0L+Oyyy5zBUf58uWdPpBERYAASWThwoVSq1YtfwNXNvW4P/WYdO65kvLRR2ZxZGH/b7/JGy1ayOlGcBQvXlxeffVVZ/RVIiNAgCQ0evRoKVumjDRJbez6pR6LUg/Ro149kcWLzeIwHTgg8uyz8k2hQtIj9Xmr9//BofM7dJ7Hjh07zBoJiQABktTB1EZwavfu8mlqI7jfFyB65Mkj0qGDyPbtZhWoDz4QOfts57namnqMTj06pB4t69d3ZpgnEwIESHJHNmwQueOOEwHiO4oXF+nXT2fBmVWS04IFIjVrup6npeedJ6vGjjVLJwUCBECaOXNELr/c1UBKuXIiU6aYpZPH1q26r6xI7tzBz0uRIiIvvKDL6Zo1kgYBAuCE48dF3ntPpHRpd5A0aiSycqVZI3Hp/hu9e4ucfLL7uWjdWmTTJrNG0iFAALjt2yei+2/nzx/ccOq/O3cW2bPHrJFYxo8XufBCd3BUry4yb55ZOmkRIAAytnq1SNOm7ob01FNF3n5bZ8+ZNeLbzz+LNGzo/n3PPFNk+HDdrNyskdQIEABZmzZNpGJFd8NapYrI11+bpePPrl0i//63SN68wb9fwYIiTz0lwkKU6SJAAGSPjsZ6/XWREiXcQXLbbSK//mrWsJ9uvPXGGyKnnOL+nZo1E2Ep/EwRIABCs3OnyIMPpv9p/ZlnROJlU6QvvhCpVMkdHJdcIjJjhlka6SBAAHjz008iV1/tboC1v2DECHv7C9asEfnXv9w/t/brDBqUeP06EUSAAMiZTz4RueACd4N81VUi331nlo4dHVn2xBMiBQoE/5z58ok88kjijyyLAAIEQM7pnIlevdxzJnTy3d13i2zebNaIHp3b8v77Iqed5g65668XWbHCrIFsIkAAhM+WLWmBkd6sbR3JlV36OP37izRuLHL++Wn1CxdO+3+d0Pjqq9kLJV2mvnZtd3BcdJHIp5+apREiAgRA+Omtqxo1ghvtm24yS7nplUzXriKFCrkbffPQMnpLSutk5Msvg+sUKybSt6/utGWWhAcECIDI0E70kSNFypRJ63cYPdosEUxHd6V3tZDVoXW0bnp0+9gKFdL6Oe69V+SPP8wSyAECBEBk6agm7cDOjM7H0L1IAoNBh9O++27abHjdf+Pvv9NGUOlaXZdeGly2fv20x0iPBlkC7UNuEwIEQOw9/3xwIDz3XFrnd0b0nFlHV8ZFVBEgAGLrzz+DZ7c//bRZImO6zIivnj4GS45EFQECILb0lpQvBHQ+SUa3otKjZXVklq/+kCFmCUQQAQIgtu6880QA6AipUPXpc6J+q1bmWUQQAQIgtsqXPxEAP/xgns3awoUn6uuKwYgaAgRAbJUseSIAdu82z2ZNl2L31df1rBA1BAiA2NI5Gr4ACKX/w0eXmffV18dC1BAgAGKLK5C4RYAAiK1w9oHorHNEDQECILYYhRW3CBAAscU8kLhFgACILV0nS1fJ9YVATmai66x2RA0BAiD2evQ4EQR69OyZ+VpYukCirn0VWEfXxkJUESAAYk+H4tapExwIVaqIDB6ctgKvrsSrm0OtXZt2m+qyy4LL1q0b2q0vhAUBAsAO27e7N6HKzqF1tC6ijgABYI+UFJHHH8/ejoQFC4p06ZJWBzFBgACwj+533q+fyPXXi5x7btp+6CedlPb/110n8sorIps2mbUQZQQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4Mn/AbEZHyO2utT9AAAAAElFTkSuQmCC)
PN: 4H48-7-04
CAS: 680217-88-3
Molecule Weight: 279.09
Formula: C10H9Cl2FN2O2
PN: 4H48-7-08
CAS: 113237-20-0
Molecule Weight: 209
Formula: C6H3Cl2FN2O
PN: 4H48-7-95
CAS: 680217-84-9
Molecule Weight: 289.09
Formula: C11H7Cl2FN2O2
PN: 8H48-7-01
CAS: 680217-82-7
Molecule Weight: 305.15
Formula: C11H7Cl2FN2OS
![4,6-Dichloro-7-fluoro-1,2-dihydro-3H-pyrrolo[3,4-c]pyridin-3-one](data:image/png;base64,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)
PN: 4H48-7-0N
CAS: 1312693-69-8
Molecule Weight: 221.01
Formula: C7H3Cl2FN2O
PN: 4H48-7-97
CAS: 680217-79-2
Molecule Weight: 285.1
Formula: C12H7Cl2FN2O
TSCA: Not listed on TSCA inventory