![3-Amino-5-[3-(trifluoromethyl)phenyl]-1,2,4-oxadiazole](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABkIAAAZCAEvXl8jAAACaHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXw/gJ21RJqqpVpUltJ62dtHeTS9wWKUAFNA/ffnek7UKTgSCcffx/PvsOO7PzbbmCdWjaoq7mkWA8glDl9bKonufRr4fr2EXni1mOIhRW7Tx66brXsyTZbDYsfwml39YVy+sy2r8/27bFQLNRrG6eE8m5SH7f3tz3TFxUbeerPCDVFmdt77ypc9/1s/hPiKT0zbqokr08KZv1frQ/ktPN2bZdRv/WconvLhCFp2IV4KluSt/BWnKGN/8Gz6EKje/CEh536FZM49oXs9urOn8rQ9Vhk0Yocr+675q3HB1lvQr5Gw6Gje9X86gUCPiuLi+axu+AWuT2ArwEr8Br8Cl4A96Cd+Az8ILjD98LFAhUCJQI1AiDeV8FCvywew3z6A4u4Q5+9M/LwXVNFyZOUrmUUhbejWSpzQwawbHHWWp6w511EHOmNAbC1TudUddIriBGcSoystY67AvmrBIQa6Z4hljKnMY5Yl9ol5HVlrsIdhgdB7GWc4KVIKuYFKkkkbEEf9gPf8oymVqILc5XGogdTthpslrYlPxccEM6azTqDAbHBaE1zlnyK+EE6ZUTEnOffCZ/MXusq+VBE4rlPHoUUV+Vn+Gple+FiaBulqHB5NEAJD0E5BCgMn4CF6cANQSo6OOAHgL0iYwD6RCgD2ocMEdrmADsUQQ7niU3BOjrHo+QDQHaC+OA4EOi3zoTyNdi91ttgvlS7/3WnGDU0eonEX0ijBrPsfhS9/1pMcGYE0w6wdgTjDnFJAdbLPk4C7F5dE4mB4dogn8di78YptpzEekKCAAAQLtJREFUeF7t3QeYFEXCxnFzRDFggBPFAN6pGE6CnoIokkyIYORA1FNOPDMYPwXEAAomDsmIIqKiomJAlCQCklREQKKIggRJIhmsj7f3upmtTdM1PbM7M//f8/RzslUzO917W+92V9rFAADgYBf7CwAAxIMAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEAAZ68wzewbHqFE/2sV5+HXzU1hZfsLWT0cECICMFRsgl18+yGzZst2ukkthjX5hZfkJWz8dESAAMpbfiF955Vve/7722jS7Si6FNfqFleUnbP10RIAAyFh+Iz5u3CLvf2vVetmsWbPRrhYorNEvrCw/YeunIwIEQMaKbcRvv/1j7787dfrSqrVTYY1+YWX5CVs/HREgADJWbCO+YMFqU61ab+/Qf+ensEa/sLL8hK2fjggQABnLbsR196F/624kP3b9WIWV5Sds/XREgADIWHYjvnbtJnP++f29r40f/3NMzRx2/Vh+WdgjkxEgADJWfo34wIHfeV/TyKzt2//MVZZffZ8dDPEemYwAAZCx8mvEt27dbho1esP7+uDBM3KV5VffV1hZfsLWT0cECICMVVAjPmbMQu/rtWu/Ytat2xx8vaD6UlhZfsLWT0cECICMVVgj3qrVR17Z889PCL5WWP3CyvJj158/f5Xp3n2yuf76IeaCC14xZ5/dxzRsOMh07DjWLF26LuaV6YMAAZCx7EY81rx5K03Vqr3MWWf1Nj//vNb7WmH1CyvLj13f/3d+hzr258xZGfPq9ECAAMhYdiNue+KJL7zyNm2Ge/8urH5hZfmx66vTvk+fqeb775eZ1as3mj/+2GzGjv3JXHrp6169li2Hxrw6PRAgADKW3YjbVq3aaM4772WvztSpSwqtX1hZfuKtr0BRvX/8o69dVOIRIAAyVjyN+KuvTvPqNG36TqH1CyvLT7z116/f4tVTh366IUAAZKx4GnEt8a7ObL9uQfULK8tPvPXfe2+WV69t21F2UYlHgADIWPE24iNH/lgsAaKRWXqEVqNGP7N48e92cYlHgABAMVB41Ks3wAuZIUNm2cVpgQABgBSbNm1psCZXt26T7OK0QYAAQApp6O455/T1wqNz53F2cVohQAAgRT74YLa3H4nCo7CNrdIFAQIAKfDKK98GHevPPJPedx4+AgQAUiB2lFdBh2aopxMCBEDW2bhxqzeBUP0RqWKHRX4HAQIAJdygQdO9Brt69d7eTHC4IUAAZJ2ePacEf/UvX77eLkacCBAAWYcAiQYBAiDrECDRIEAAZB0CJBoECICsQ4BEgwABkHUIkGgQIACyDgESDQIEQNYhQKJBgADIOgRINAgQAFmHAIkGAQIg6xAg0SBAAGQdAiQaBAiArEOARIMAAZB1CJBoECAAsg4BEg0CBEDWIUCiQYAAyDoESDQIEABZhwCJBgECIOsQINEgQABkHQIkGgQIgKxDgESDAAGQdQiQaBAgALIOARINAgRA1nnxxU9NpUr3eseyZWvtYsSJAAGQdTp16mvKlDnXO379dYVdjDgRIACyTrt2j5nddtvTOxYvXmIXI04ECICs07ZtW7PLLrt4x+LFi+1ixIkAAZB1CJBoECAAsg4BEg0CBEDWIUCiQYAAyDoESDQIEABZhwCJBgECIOsQINEgQABkHQIkGgQIgKxDgESDAAGQdQiQaBAgALIOARINAgRA1iFAokGAAMg6BEg0CBAAWYcAiQYBAiDrECDRIEAAZB0CJBoECICsQ4BEgwABkHUIkGgQIACyzoMPPkiARIAAAZBVZsyYYQ488MAgQG644QazefNmuxriQIAAyBo9e/Y0++23XxAe/nHGGWeYH374wa6OIhAgADLe6tWrTePGjXOFxoUXXmiOOeaY4N/777+/6du3r/1SFIIAAZDRxo4da44++uggKA444AAzYMAAr2zt2rXmmmuuyRUsV199tVmzZo31LsgPAQIgI23bts20b9/e7LHHHkE4VKlSxcydO9euavr162dKlSoV1KtQoYKZMGGCXQ0WAgRAxlm0aJGpWbNmEAi77babad26tdmyZYtdNaA+EPWF+K9R8Dz55JNm+/btdlX8DwECIKMMGTLEHHLIIUEQHHnkkebTTz+1q+VLo7Huuusus+uuuwavv+CCCxjqWwACBEBG2LBhg2nVqlWu/oz69eubpUuX2lWL9NFHH5nDDz88eJ8yZcqYoUOH2tWyHgECIO1Nnz7dnHLKKUGDv9dee5kuXbqYP//8064atyVLlngjtWID6Y477jCbNm2yq2YtAgRAWuvevbvZd999g0a+YsWKZsqUKXY1J+r/6Nixo9lzzz2D9z/ttNPMzJkz7apZiQABkJZWrVplGjVqlOsOoXnz5mbdunV21YRNnDjRHHfcccH30ZyR3r1729WyDgECIO188cUXpnz58kGDrqVJBg4caFeLlOaMXHfddbkC68orr8zqOSMECIC0obkdWkl39913DxrxatWqmfnz59tVk6Z///655oxoNvu4cePsalmBAAGQFhYt+tnUqFEjaLg1t+O+++4rdG5HssyZM8eceeaZwWfRnJEOHTpk3ZwRAgRAiffJJ5NMhQo1zK675swqL1u2rPnss8/saiml4LrnnntyzRmpU+dys2TJCrtqxiJAAJRYmzZtNU888YX5618fMOXKXWpKlTreXHTRRWb58uV21WLzySefmCOOOMLsvvt+5uCDq5gzzrjNjBqVd7mUTESAACiR5s5daa688i1z5pk9zd//3t387W93mR49BtvVSoRff/3VNGx4kznqqMbmpJMe8T5zp05fms2bt9lVMwoBAqDEefPN783ZZ/fxGmIdV1zxppk1a5ldrUTRpMXevUea6tV7B5/7mmsGm/nzV9lVMwYBAqDEWLt2k7nnnk+DBlhH+/ajzYYNW+2qJdaMGcvN5ZcPCj7/Oef0Ne+8k5kTDwkQACXC1KlLTIMGrwUN73nnvWyGDUvPvoT167eYRx4ZmSsI27QZbn7/PbO2ziVAABSr7dv/NN27TzZVq/YKGtvrrx9iFi/+3a6adj76aI6pUaNfcF4XXzzQfPPNr3a1tEWAACg2v/66ztx44/tBA6sQ6dp1otm2LZr5FJo9Pn78eG/ZkTZt2pgWLVqYevXqmVq1agWH/q2vq1z1VF+vi8qiRWtNs2bvBudYrVpv06vXVC840x0BAqBYfP75/B0N+MtBw1q//gAzceIvdrVQNJFvxIgR5v77798RRlW9yYaxS4/Ee+h1er3eR++X6ATBrVu3m+efn2CqVNn5SOvmmz8wy5b9YVdNKwQIgJTauHGrefzxMbn6B+666xOzevVGu2rcZs2a5TX2Rx11VJ4wiD20zLu2q9VRuXLl4L/1dbtu7KH31fvr+yRi/PifTd26A4LzPv/8/mbUqB/tammDAAGQMnPm7JzboUNDdV9/fbpdLW5Tp071VuSNnQ0e2+g3a9bMW+59zJgxO/7aL3wYsMpVT/X1uvzCSN9H30/f19XKlRvM7bd/nCtAO3Ycm5ZzRggQACnxxhvTc83taNz4TTN79m92tbgsWLDANGzYME8Df+yxx3qLLWp/8yjoffR+el/7e+n763O40D5XAwZMM2edtXPOyNVXp9+cEQIEQFKtWbPR3H33sFx/cT/22BinuR3as1yLFsZuIKVDHeEjR460q0dK76/vE/t99Tn0efS5XMycuWLHHc0bwXX5xz/6mrffnmFXK7EIEABJM3ny4jxzO4YPd1t6XUu2x66Aq6N27do7vsdku2pS6fvp+8Z+Dn0u1yXlNWfk0UdH5QrY1q0/9SZVlnQECICkGDFiQa65HTfc8J7z3I63337blC5dOmiwy5UrZ9544w27Wkrp++tz+J9Jn0+f09XHH881NWvuHJV22WWDvHApyQgQAHnE/jUczyghv26sF1+c6H1NIdKt2yTnuR1dunTJ1UneuHHjErMLoD6HPo//2fQ59Xld/fLLWtO8+ZDgev788875KFH8TKJGgADII7ax0rpOW7YU3vjn11itW7fZ9O//jZk2bWmur4ehyX1+46yhtl27drWrlAj6XLFDgfW5XWnOiPpBdAcXK4qfSdQIEAB5+I2PP+T2tdem2VVySUZjpd0G/QZZW8gOHz7crlKi6PPFbnWrzx+lkvAzsREgAPLwG59x4xZ5/6sZ4xpNVZCoGys9BvIb4jJlyqS8o9yVPqc+r//ZE3mcZSvun0l+CBAAecQ2Pv6kN22QVJAoGyt1RPt9HvqLPl3Cw6fP69+J6DwS6ViPVZw/k4IQIADyiG18FixY7S0AqEP/nZ+oGisNhfVHW6lPoaQ/tiqIPrffJ6LzcR3iG6u4fiaFIUAA5GE3PvpLV//WX775seu70GS8KlWqBI9/SmqHebz0+f1z0Xm5Tjb02dc4FT+TohAgAPKwGx9NatPCf/qaFgS02fVdaEa33+BqaGwmiB3iq/NLhH2NU/EzKQoBAiCP/BqfgQO/876mUUD2Xhb51Q9Da0r5y5Nocl5JmeeRKJ2HP9lQ5+e6dpbkd42T+TOJBwECII/8Gh/NT/DXbRo8OPd6TfnVDyN2YcTinmEeNZ2Pf246T1f5XeNk/kziQYAAyKOgxmfMmIXe12vXfsWbKOgrqH48pkyZEoy6uvDCC+3ijKDz0vnpPHW+Lgq6xsn4mcSLAAGQR2GNT6tWH3ll2mHPV1j9omh/Df8v9EmTJtnFGUHn5Z+jztdFYdc46p9JvAgQAHkU1vjMm7fSW99Ke1n4azUVVr8w2uHP33ZWS6VnMn8peJ2vy86GhV3jKH8mYRAgAPIoqvF54okvvPI2bXLmaRRVvyDaJtb/y3zUqFF2cUbR+fnnqvMOq6hrHNXPJAwCBEAeRTU+q1Zt9Pb2UJ2pU5cUWT8/27dvD7aNPe6448yf2qYvg+n8dJ46X523zj+Moq5xFD+TsAgQAHnE0/i8+uo0r07Tpu/EVd82YsSI4C9ybRubDXSe/jnr/MOI5xon+jMJiwABkEc8jY+WE2/YcFBQt6j6ttjHVy59AulI5+n6GCuea5zozyQsAgRAHvE2PiNH/ujcWFWtWjV4nJNN/Md2Ov8w4r3GifxMwiJAAKScZmjvvvvuXkParFkzuzij6Xx13jr/dJ9xT4AASLkvv/wyeJTTo0cPuzij6Xz9c9d1SGcECICU69u3b9CIjhkzxi7OaDpf/9x1HdIZAQIg5WK3q1261H3P9HSk8/XPPeptb1ONAAGQkM2bt+Vagyke1113ndeA7rfffnZRVtB56/x1HcL67bf19peKDQECwJnCQ8NGzz67j/nuu2V2cYEuueQSrwEtW7asXZQVdN46f12HMPzZ5r17T7WLigUBAsCZZj9XqZIzXLRdu1F2cYFq1arlNaCVKlWyi7KCzlvnr+sQr/Xrt3hBrWvtL1dS3AgQAAlp3nyI16hpdzztTxGPatWqeQ3o6aefbhdlBZ23zl/XIV7Dhs0N5na8917JmHhJgABIyCuvfBs0bBMm5N1aNT/cgYS/A9Fdh65xtWq9zerVG+3iYkGAAEiIlg/3A0TP6ONBH0i4PpCNG7eac8/t613jW2/90C4uNgQIgIRde+3bXuNWp86refbmzg+jsMKNwhoxYkEQ0vbWtcWJAAGQMI0K8hs4LSVeFOaBhJsH8vDDI7xrq02jVqxgGC+ADDJ//qogQJ5+epxdnAcz0eOfia6h0jVr5uzzcdNN79vFxYoAARCJJk3e9Bq5Bg1eM0XtDcVaWPGvhfXFFz8F4Txw4Hd2cbEiQABE4qWXJgcN3bRphT+WYjXe+Ffj1fwaXVPNt/n113V2cbEiQABEYvbs34IAee65CXZxHuwHUvR+IJpXo/k1uqaab1PSECAAIuPvhnfppa/bRXmwI2HROxJqXo0fyppvU9IQIAAi88ILXwUN3syZK+ziXNgTveg90f21r3Rovk1JQ4AAiMz33y8LGrxu3SbZxbls3749eJxz3HHHmT+L6nlPczo/naf/2E7nXxjNp9G8Gl1LzbMpiQgQAJFRBlx88UCv0bviijft4jxiH2ONGjXKLs4oOr8wj680n8YP45Ky+q6NAAEQqc6dxwUN37x5K+3iXNQnsNtuu3mNar169ezijKLz03nqfOPp8xn5SD/TquJdpu6pz3jzbEoiAgRApL7++tcgQHr2nGIX59GoUaPgL/NJkwp/7JWudF7+Oep8i7TjVm7bUeXN7P3KmzFnX2OXlhgECIBI6dl93boDvAC5+urBdnEeU6ZMMbvuuqvXuF544YV2cUbQeen8dJ463yKNH7+jdd4l5/i//7NLSwwCBEDknnpqbHAX8tNPRU+Wa9iwYfAX+htvvGEXpzWdj39uOs+43HvvzgD55hu7tMQgQABEbuLEX4IA6dev6AZwwYIFZt999/Ua2XLlysU1Qzsd6Dx0PjovnZ/OMy7HHpsTHscfb5eUKAQIgMht27bd1K79ihcgzZq9axfnq0OHDsFf6o0bN7aL05LOwz8nnV9cpk7defcR52q9xYUAAZAU7duP9gLk739/0fzyy2q7OI/NmzebKlWqBA1u165d7SppRZ/fPxedl84vLg89tDNAvvrKLi1RCBAASTFmzBxTseId5phjmpuePeNbx2n+/PmmdOnSXqO71157meHDh9tV0oI+tz6/zkPno/OK24kn5oRH+fI5E2tKMAIEQFJs2bLVHHdcXXPggX8ztWpdahcX6O233w5GZZUqVcpMnjzZrlKi6fPqc+vz6zx0PnGbPn3n3cedd9qlJQ4BAiBpmjVr4TWkmjy3ePFiu7hAXbp0CR7/lClTJm1CRJ9Tn9f/7DqPUNq12xkgX8S3v3xxIkAAJM2QIUOCxjRsn0bstrf6i76kP87S5/PvPHTEu11tLpUr54THkUdqQo1dWuIQIACSZsOGDUGjev7559vFRWrTpk3QIKtPIWwIpYo+l9/noUOfO7Q5c3befdx6q11aIhEgAJLqqquu8hpV7cC3fPlyu7hIegzk94no0NDYkjJPRJ8jdqiuPmfox1a+p57aGSCff26XlkgECICkip2J3atXL7s4LuqI9kdn6dDkvOKesa7v708S1KHPF6rD3Fa9ek54HHqotiK0S0skAgRAUq1bty6YZZ7IirsaCnvmmWcGDbaO2rVrp7yDXd9P3zf2c+hzhRqqm59zz80JkNtvt0tKLAIEQNL5a13tueeeZtUq96XJNRlPM7r9QPIPBdPIkSPt6pHS+/tLsvuHPoc+T9yTBAuzcqUxH32k8c92SYlFgABIuldffTVodPv3728Xh6Y1pWIXYPSPY4891ts29ocffrBf4kTvo/fT+9rfS98/7rWtMhQBAiDpVq9eHYxSuvTS+CcVFmXq1Kne/hqxnez+oW1jmzVrZrp3727GjBljli1bZr88F5Wrnurrdf52u7GHvo++n74vCBAAKdKgQQOvEd5nn33M77//bhcnRDv8aZvY/Br92EMhVqFCBe+oXLly8N+xQ3DzO/S+ev94dhLMJgQIgJTo06dP0CAPGjTILo7E9u3bzYgRI7zGvmrVqsF2uWEPvU6v1/vo/fS+yIsAAZASK1asMHvssYfXQDdp0sQuToq1a9ea8ePHm969e3uT+1q0aOF1hNeqVSs49G99XeWqp/p6HYpGgABImQsuuMALkP3339+sX7/eLs5c6mx/+GFjqlUz5vDDjdlzT2MOOyzn31q+PdEhwMWEAAGQMt26dQseE73zzjt2cebRo68HH8wJjF3+N8s8v0PlDzyQFutfxSJAAKTMkiVLgn6J6667zi7OLNrLQzsrKiB23dWYa6815uOPNdwrZ66HlnX55BNjdB1UrnqqX8L3AIlFgABIqXPPPdcLkAMPPNBs2rTJLs4cTzyREwqlSxvz2Wd2aW5a+2rH9fDq63VpggABkFLPPfdc8Bjrww8/tIszw4oVxuy3X04gDB1ql+ZP9VRfr9Pr0wABAiClfvrpp2Di3w033GAXZ4ann84JgwYN7JLC1a+f8zq9Pg0QIABSTnMsFCCHHHKI2ZomK8+GokUjFQRhVwzW/Bi9TkGSBggQACnXsWPH4DFWSd9p0MlRR+UEwcKFdknhfvwx53V6fRogQACk3Ny5c4MASdZx0o6j3Y5j1o7DJPvQZlCx9tkn5+sbNuT+elFUX6/bd1+7pETaxf4CACTb4MGDjd3gR32kNEAuuij3CRIgABC9hQsXmoMPPtiokdeckKZNm5p27dpFfnTbcYzecazYcZhkH3r0FOsvf8kJAh5hAUA0tm3bZs455xwvPHQ8//zzdpXMULduThCE7URXfb0ugZ0bU4kAAZAyjzzySBAeF198sfkzjWZdh9KpU/6PtoqiYb96HcN4AWCn0aNHm913390Lj3LlypnlWsojU+nc1I+hJUq0fEk8tJ2t3/+RJteGAAGQdCtXrgw2e1K/x+dauiPTtW+fEwgHHaQN1e3S3EaNyqmn+h062KUlFgECIOkuv/zy4NHVA1p1NhtoZd0d5+2Fwo7QNE2bGjNsWM7dhRZT1HIln35qTLNmOeWqp/pptCIvAQIgqWKXcK9evfqOtnOLXSVzbdtmTJs2RS/nvsceOfVUP40QIACSZvr06Wbffff1wqN06dJmfppunJSwefNy9gWpWtWYMmVyAkP/W6VKzj4gKk9DBAiApNiwYYM5+eSTg7uP119/3a6CNEeAAEiKli1bBuGhPceReQgQAJHTdrV+eFSqVMmsW7fOroIMQIAAiNSiRYuCpUr23ntvM3XqVLsKMgQBAiAyWqqkRo0awd3Hs88+a1dBBiFAAESmbdu2QXg0aNAgc5cqgYcAARCJL774IliqpGzZsmbZsmV2FWQYAgRAwlatWmXKly/vhYeWKsnIXQaRBwGSQj1v2SWuA0g3jRo1Ch5d3XfffXYxMhStVQrZQVHQAaST7t27B+FRrVq17FqqJMvRWqUQAYFM8/333wdLlRx44IFmXpouyQE3tGYpRIAgk2zcuNGccsopwd3Ha6+9ZldBhqM1SyECBJnk1ltvDcKjefPmdjGyAK1ZChEgyBRDhgwJwqNixYosVZKlaM1SiABBJvj555/NIYcc4oXHXnvtZaZMmWJXQZagNUshe7RVfgdQkm3fvt2cd955wd1H586d7SrIIrRYKWSHRX4HUJK1b98+CI/69euzVEmWo8VKIUIC6ezLL780e+yxhxceRx55pFm6dKldBVmG1iyFCBCkq9WrV5tjjjnGCw8tVTJs2DC7CrIQrVkKESBIV02aNAkeXbVu3douRpaiNUshAgTpqGfPnkF4VKlSxWzevNmugixFa5ZCBAjSzYwZM8x+++3nhccBBxxg5s6da1dBFqM1SyECBOlES5Wceuqpwd3Hq6++aldBlqM1SyECBOnkP//5TxAe//znP+1igABJJQIE6eL99983u+66qxceJ5xwgvn999/tKgABkkoECNLBL7/8Yg499FAvPLRUyaRJk+wqgIfWDEBAS5XUqlUreHT19NNP21WAAAECINChQ4cgPOrWrctSJSgUAQLAM27cuGCpkiOOOML8+uuvdhUgFwIEgLdUSYUKFbzwUOf5J598YlcB8iBAAJirrroqeHR1zz332MVAvggQIMv17t07CI8zzzyTpUoQNwKkGGzftsVMeLu1mfDWPebP7dvsYiBlZs2aZfbff38vPEqVKmXmzJljVwEKRIAUg5+mfxTMCVkye7RdDKTEpk2bzGmnnRbcffTv39+uAhSKACkGM0Z1CwJk+cLJdjGSqHr16mbPPfc0f/3rX81ll11m/v3vf5vHHnvMazw///xzM3PmTK9DORvccccdQXhcd911djFQJAKkGEwa8lAQIOvXLLGLkSQvv/xy0GAWdWgFWi3hoUl1zZs3Nw888IB54YUXzODBg73hrj/++KP99mll6NChwVIlxx9/vFm7dq1dBSgSAVIMRvVv4YVH71v3NH/+ud0uRhLMnj3be8avBnP33Xc3J554oilTpkye4Ah7lCtXztsj49JLLzUtW7b09gzX3cxnn33mLYW+atUq+6MUu8WLFwfnrruxiRMn2lWAuBAgxeCj5+p4ATLw/vJ2EZJAo4r+/ve/B41+nz59cpXpbmLUqFFm4MCBpnPnzt4w1muuucbUrFnTmxvhT65zPfbdd1/vr3zdzTRr1szcf//93t3MW2+95e0zru+fqhnfWqrkggsuCD5bx44d7SpA3AiQYvBW25O8ABnS8Sy7CElw9913Bw2m5ju4WLZsmfn222/Nxx9/7AVQu3btzI033mjq16/vdUQfdthheYIj7FG2bFlvGO0ll1xibrnlFu976G5m+PDh5vvvv4/kbuaJJ54Ivt+FF17oBQrgigApBi/fWdoLkOE9GttFiJgafP9Zv+4m1qxZY1eJzJYtW7y7idGjR5vXX3/du5u59957zbXXXmvOO+887/vrkZEdHGGOffbZxxx33HHe3Yz26LjvvvvM888/b958800zduxY7/sXFAoTJkwIvv/hhx9uliyh/w2JIUBSbMumdUEH+rhBt9vFiJDWclJDqQZTj6HGjx9vVykWy5cvN9OmTfOWC+nbt693p3HTTTeZBg0aeHcz/mdO5DjyyCO9x3a6m7n55pu9oCldurRXpkD96KOP7I8FhEaApNiapbODAPlmGM+fk0V9CnXq1Aka1Mcff9yuUqJt3brVu5sYM2aMGTRokOnSpYtp3bq1N9xWdx+6m9FeHXZwxHPceeed9rcDnBAgKbb4h5FBgMz5aoBdjIh06tQpaDDPP//8Ah/rpLsVK1Z4dzPDhg0z/fr18+5m/vWvf5mLLrrInH766d6qunaAaCgyEAUCJMUUGn6AKEwQPQ1L9Z/1a7iqdtjLZtu2bfMe32n4sq6J+mOAKBAgKabHVn6A6HEWoqUJcRoyq4ZSz/o/+OADu0rW0uMv/y5kypQpdjEQGgGSYuo49wNEHeqIVtOmTYNG8j//+Y9dnNUmT54cXBuWLkEUCJAU09BdhYeG8iJar7zyStBAnnrqqWbjxo12laynyZG6PnrE9/PPP9vFQCgESIpp8qACRJMJER0tQ37AAQd4jaPWsdKiiMhryJAhQchqaC+QCAIkxbR8iQJEy5kgGlqOROtR+Q1jr1697Cr4H41G0yKRuk4HH3ywWbeOx6hwR4CkkBZO1AKKChAtqIhoaLa3Hx5NmjSxi2Hp2rVrcL1efPFFuxiIGwGSQlq63e9A15LuSJzmP+y2225eY3jMMcekbC+PP/74w3zzzTfegoiapNiiRQvvqFu3rjfRzz/0b7+sQ4cO3pIjX3/9dbH+5a/PrrsPXTONWMvUOTJIPgIkhVYsnBIEiDaVQmKWLl0aTJTTUiVa2TZZtPyIGn9tQKXNqPy/4BM5Klas6C0zolWAtcR6Kml/E/9zvPvuu3YxEBcCJIUWfvt+ECA/fvueXYwQtFRJvXr1gkZQuwpGTaGhRzzVqlXL0/jnd2ihQy0xokOjwPz/1tftuvkdlStXNk899ZRZtGiR/VEip8mV/mTLGjVq2MVAXAiQFJox+qUgQNjKNjHPPPNM0PBqZnWUj2G00ODFF19c4Mq5f/vb37zl1p977jnz4YcfeptVxUMjxfTeWj331ltv9QLDfu/YcxowYIC3JlayxM6ZmTRpkl0MFIkASaFJ7z0cBAhb2brThDh/IcFDDz00kvkMCiD1Z2j9KLsxP/DAA80NN9zgLWqoFX6j9Ntvv5m3337bezSW354i6tfR5lMbNmywX5qwqVOnBt9HS84DYREgKdT/6Rbmtvq7mHsb7rGjwdpmFyMOv//+u9d34Dd8772X+KNALatu92uoT0Xb1KrfI1UTEnW3oTsU3RloF8PYz6M1vfQ4Leo7EnX06/11t5WKR2fILARICv37n3VN1eN3MZefd5RdhDhpS1i/UW3VqpVdHMpPP/1krrjiilwN9d577+3dDSxYsMCunlK6M2nbtq13hxX7+U455RRv+92ovP/++8F7t2nTxi4GCkWApNDJJ5/s/aL+4+zqdhHioD4Bv7FT/0EidwZ6LLT//vsH76e/wLVPRknbpU9Dbp999tk8QaK1rKIYsqzBCP4d3UEHHeTd4QHxIkBSSL+g+kXVX70IZ968eV5fhK6fHu/MmDHDrhIXNboNGzbM1Rirw1p7jpdkK1eu9Dre/SXZdah/JIqhy926dQveUx38QLwIkBTRX5L+L+ntt7OVbRjaa7xq1arB9evRo4ddJS7aJ0SNrv8+CnTd1aQTTV6MXbZFfTXt27dPaBTa+vXrzSGHHOK9n/Zb1/4hQDwIkBTRUE//l15j/RE/PZv3r53r3Zv2BYntmNbcDm0Zm44UqLom/gx8HVdeeWVCj/QefPDB4L00KgyIBwGSIur49H9BX331VbsYBfj000+DhvLoo482q1atsqsUqW/fvt5f6v71v/vuu71GON0NHz4815a1mhCoR10uNBPeHxp9zjnn2MVAvgiQFHnttdeCX/QRI0bYxcjHsmXLzJFHHuldMz37Hzt2rF2lSJ07d/Z2JvTfo3v37naVtKa7KE1s9P+/peHIrsuixI5w++qrr+xiIA8CJEU6deoU/HL+8MMPdjEsGh3UoEGD4Jq1a9fOrlKkfv36BeGh5UQy9dGM7sr8jaJ0nHTSSWbFihV2tSKpf8V/j6uvvtouBvJIaoD4s66LOrLBHXfcEfxyFudKrOmiS5cuwfXSo5mwHbvq8/AfWyk8Pv/8c7tKRtm0aZO55JJLgmumjnbtDx/W+eef771e127hwoV2MZBLUltvOygKOrJB48aNvV9MDUVF4bTEhib06XppdFDYGdIabeV3mOuxVabeedjUie4HgA7NMg/b1zN06NDg9dpnBShMUlvvbAqIopx99tneL6WeV6NgujurVKlS0IiFXWpcj3Nih+pmWp9HUXT9YlcP1uTIMPTo8MQTT/ReW7p0aSYWolBJbd0JkJ00gki/lBdeeKFdhBjXX3990PhpSZGwLr/88uD1Gm2VjbQMSmyIaj2vMBS6/mu14jBQkKS27gRIDk3y8pcGVwOJ/GljJb/h0rIvYVeg1fIk/uurV68e+vFNJtGKxf5jwAMOOMDMmjXLrlIgTSz0l0459thjQ/c/IXsktXUnQHJoCXC/YXvoIbayzc/8+fNzLVUyffp0u0qhtDCiv7aVZpin6yTBKGnGvv//O83t0OOpeD388MPBawcPHmwXA56ktu4ESI4pU6YEv4z//e9/7eKspzsF3TH41+ill16yqxQpdlXddFueJJmaNGkSXJcw/UFaVNK/g1H/HZCfpLbu9mir/I5soCGl/i/xkCFD7OKsd//99wfXp1GjRnZxkbSfh/96LYyInRQE6gzXtdGdWZjVhmP7o8aPH28XAyUzQLZv22JWLZlh/lj9i12UlmI7Jdk6NLfPPvssWKqkfPnyoZfiUP+SvxmU+plK+qq6xUF3dP7//1q0aGEXF+jbb78NJmJqrS3Aln8LHpHCQqIwn/z3klwhM/CBo82QjmeZ4d2vMF8O+o/55uMnzezx/c3i2aPMmqWzzZZNJXti3v/93/8Fv8Cuy0xkouXLl5uyZct610XzNcaMGWNXKZK2ofWvbdghq9lCIesP7dUEwblz59pVClS7du3gdfQrwRa+dQ/BNUCGPFktz51KUcfLdxxo3nz0r2bosxeYUf1bePuPzxjVzfz4zRCz7MeJ5o9Vie+b7Ur7afu/hIxoyaEO3Ysuuiho/B999FG7SlzOOOMM7/WabR7m8Uy2GTZsWHCtw4wE1Ba7/uuydVg0Cha+dQ/BNUA2rF1qZo7pYSZ/8KgXBh8+d6F5q+1J5uW7DsoTHGGPgfeXN0Oeqm4+7NrIDHj+NtPnv0+Y/v37e6vlao2qZEycqlu3rvcL+Je//MUuylqaX+A3TOeee65TsMY2bi5zRrKNP1AhzF2Igt5frFGj5FyWR0HmCt+6h+A32lHaunm9Wbtsrvf4as6EV803wzqacW/cYT7r0cS81+kf5vUHK5ieLXfNExz20bn5LqZpjV3MyUflNECxh8bNazauloXQM2MNvdXoKc2K1iqlYZfW0D7Wel89RoAxX3/9dTDC5+CDD/aG4Lrw135Sg1jce5ing9jBBmHuJnr27Bm8TmuUAb5oW3dLMgIkXuvXLDErFk4xC6d9kOtu5qPn6pi32p1snrv5YHPVP3YxlcrmDZB4D3X6KhQ0+7lVq1bm8ccf9+5mRo4c6U3c8v9aUyOp+i4jjDKNdmb0l8rQ4bpOlfpP/MmZl156qV2MAvjX/rDDDot7oqUmdJYpU8Z7nWa4b9261a6CLJXU1r04AyQemzdtMAt/nOc9vtLcAS25ro5YjTjRxKsKFSoEo1Bcj1KlSgX/re1CdTfTtWtX884775gJEyY4//Wdrvz+IB233HKLXRy3F198MXifsEt1ZLOOHTsG1y3MkPJHHnmE6408ktq6l/QAiZdmkmuFWK1Uqtv5tm3beo+21Lehx1P+ftKJHEcddZS373fDhg3Nrbfeajp06ODdzWjzKd3NrFmzxv5YaWfQoEHB+WrPirBLlcTyRxVpjkMiW7lmG40C9Je5v+yyy+ziAul3wH/sqL4UQJLaumdKgMRDjZiW4/DvZp5++mlz1113eUtq+41monczWqqjYsWK3ntqJI32sdZf4noMpIleJXn/BvVR+BPaNGLqu+++s6vETTsV+tdSdzQIp379+t6105IxYcI39u5x3LhxdjGyUFJb92wKkILELhCoTY2WLl3qdSJ/+OGHplevXt5Oe/7dTOXKlYNF7BI5NNpLdzP6C1Ojkx577DHvbkbff+bMmWb16tX2x0wqPTM/66yzgs+X6HIueoTiv5fuahBO7OO/MBttKfT94Nb+NkB2t+4poDsR/5c13hVRtbuc/mLX3Yz2Un/mmWe8UTPaZlS786lvRhPv7OAIc+y3337mhBNO8O5mmjdvbh544AFvNVstnKe/LqOcNKY7Jf/76hFdovSIT++lxkyPVhCO/ojwfx76uYdRp04d73X6/x8j30CAJJk65f1f1qjnmOhuRvtYaz5E7969vbsZPWaoV6+eOfXUU4ORM4kc5cqV87ZH1Uinli1bmvbt23t3M1qCZMaMGd4GToVRH46/VIn6ebRXRaL8pUvYnMud7lJ1DfWzDSN2KDAz/0GAJJm/GmpxbWW7efNm725CdzN6nKa7mXvuucdcc801pmbNmt7djN+p6nroWfrxxx/v3c00a9bMWxxRdzMKNX8Is/5i1WdIlIYB+49REhnFle2aNm3qXUMNhY53OK9oYqEGQOi1mi+VCYM74I4ASTJ/K1v91VySqWNai+d9/PHHpk+fPt7dzI033uh1uOpuRvMG7OAIc2g9sCjojst/T3bLc/fkk08G1zHeR6s+/WHgv1Z/kCB7ESBJ5m8tqkXp0p3+UtXdzOjRo83rr79uOnfubO69915z7bXXesuo627Gn9xnH1H1qcR2oOvRHdxoVQX/OoaZDyIauXX44Yd7r9VWzUwszF4ESBJpFdS99trL+0VTR3W20CzxadOmmfvuuy9opPTfUdD8GP89413PCXnFdqTrbiQszYXyX89IuOxFgCSROrn9XzKNRMo2ClCN9NL5qy9k3brEl91Xv4feTx3z/OXrTneTfl+Sy0KU+v+25vPo9RoyjuxEgCSRZq/7AZLo3Id0pWVb/Gug+QeJ0uMyvZc6cJEYfw95dai7uOmmm4Kf7dixY+1iZAECJIlit7LVM+dspFFT/kgsjdTSXUki/BV4tREVEnPkkUd619J1Mcrp06cHdzEsFJqdCJAk6tGjRxAgEydOtIuzhiarRRWk6qzX+1SqVMkuQkhaFkfXUsOvXWnOkd5Dw7TnzZtnFyPDESBJFLuC6S+/ZMb+7i507v7oLM2kT4S/iOLpp59uFyGk0047zbuWiexTE7vT4e23324XI8MRIEmkeRT+X2cuO+5lkn/+859BQzNp0iS7OG7cgUQnijsQTSz0N0zT1gWpXmcNxYsASSL/9p6tbHMPKNAseFf0gUQn0T4Qnyae+j9b7amD7EGAJJH/lxnDHHP4S9tr6ZSw2wL7GIUVnURHYfk0sfCII47w3kvrnTG8OnsQIEnkbzSlLW9hzPvvvx/8pdq6dWu7OC7MA4lGovNAbFr6xv/Zas01ZAcCJEm0257/C3XbbbfZxVlJz8v95+4HHXSQ0+rEzESPRqIz0W1afUCLaur9zjjjDLsYGYoASRI1blH+gmaKbt26Bdfl+eeft4uLxFpY0UhkLayCxA6UePnll+1iZCACJEm04KD/y/TKK6/YxVlr/fr1waO94447LvToNFbjjUYiq/HmR3eX2h7Af09tgIbMR4Akib2VLXaK3aFQ+7mHwX4g0XDdD6Qgzz77bPAz1RDrKN4TJR8BkiTaJ8H/hdLzZuy0ePHiYJXic845xy4uEjsSJs51R8L8aIj23nvv7b2flq1xHWGH9EOAJEnre+8yu+2aEyBr1661i7Oedi70A/arr76yiwvFnuiJSWRPdJtWWNYdh/9+77zzjl0FGYwASZJH777SnFVpF1OjMvMV8hPbl3H11VfbxYWK7UhnL4rwtCqyf/0SfbzaokWL4L1atmxpFyPDESBJ0u2+f5i7LtrFtL+pZG9lW5zOP/98r+HRxMKFCxfaxQXS9rt+P8gNN9xgF6MI2qZY107DbjUJ0JV2pfTD4+STT/aGriO7ECBJMvDBY0zPW3YxQ5+9wC7C/wwdOjRogLQ1bhj+ooqlS5dOqBHMNup/UmDr2l122WV2cdzmz5/vXXs/iLS0O7IPAZIMf/5perfaywuQkf2a2aX4Hw39PPHEE4MgCNNXFPsYRo+0EJ+OHTsG1811/odGWFWvXj14H83tQXYiQJJgw+/LvPDQMfHdxDopM1337t2DhkhDQeOlmc/+EvGJLgaYTfzAPuyww5yH2sbu78IyPdmNAEmCFYu+DgLk+5Fd7WLE0MTCQw891GuMKlSoEGpiob8yrx7JLFiwwC6G5ZNPPgkafteJfup01zpkeg8tnLhy5Uq7CrIIAZIEP00bGgTIj18ntgNfNnj44YeDhm3w4MF2cYG0lIn/uigWBMx0/mMnBa7LOmK66ytXrpz3HtrjRqstILsRIEkwc0yPIECWLQg3xyEbLVmyJJiIdvbZZ9vFhdLCfXrdPvvs470P8he7c+D1119vFxdJ/VUXX3xx8B7abRMgQJJg8gePBgHyx6qf7WLkQ42a3ziNHz/eLi7QW2+9FbzuzjvvtIuxw/bt24NRa653H1r40r/OWj0gzKNGZC4CJAnGvHKTFx69/r37jl9e9qyIx7fffhvM7bjyyivt4gKpcfSXNlGn+vfff29XyXovvfRS0Phr4l9YmvQZu1RJmDk7yGwESBJ8/EJ9L0AG3FfOLkIhateuHfyV/OOPP9rFBYrtHNae6dhJj/X8+RragyXsYz4tXukHtI4wfVTIfARIEgxuX9kLkHefZCvbMGI7xcOOErriiiuC1w4YMMAuzlpNmjQJrouGTId14403Bq+/+eab7WJkOQIkCfrffYgXIJ92a2gXoRDqqNUKu2qsDjzwwFATC3/66adgj2/9pR3mDiZT9ejRI2j81W+h6xvGG2+8EbxePxcNuQZiESAR27plg+nZclcvQMa+3souRhF69uwZNFpdunSxiwv1wgsvBK/VkFXXiXKZYPLkyUG/xQEHHBB60ygFsP/oSyPcpk2bZlcBCJCorV0+LxiB9fXHT9jFKIIW5NMsaTVcxxxzjNm6NdwgBM2M9kMk7GOwTPHbb795186/DmGXetE113Bq//VduzIZFvkjQCK2ZM6YIEBmj+9vFyMOmmPg2vitWrUqV+Pp8tw/nWl/Dn/Irg6Xoc0PPfRQ8PpEFlxE5iNAIjZ30utBgPwy8zO7GHHQJlH+4xc9igpr4sSJ3gqxer1mTIfdNjddaVVif4l8HbVq1Qr9GG/kyJHBUiXatVB3M0BBCJCITfv0mSBAVi2ZYRcjTtrnw28Ix40bZxcX6YMPPgiWLdcz/EQ3TirpNm3aFKwNpkNb1YYZhCArVqwItrpV8CpMgMIQIBEb/+ZdQYBs3rDGLkacvvvuu2BiYePGje3iuPTr1y94D4VIpt6J6LFdzZo1g/A46aSTvDAIS6sa+++h9cmAohAgEfus11VeePS7vZRdhJDq1KkT/DXsutpu586dgxDR+2Ran4hGS/lDn3Vo0p82jQordn8VdaCHHbyA7ESAROz9Tud4AfLmIyfaRQgpdoa5S2ewr2/fvsHjLB0anRW2b6AkGj58uDniiCOC86pRo4bT8upaRkZ3aHoP5tAgDAIkYq8/WMELELayTZwmvulxjBo2zWVYs8b9kaD6RPyOdR0aqZSuDaXCr02bNkFntw6tH+ayta8mB8bewYQd9YbsRoBEzJ+FPrr/DXYRHPTu3Tto3J555hm7OBSNzood4qu/ttNt2RMtbKgOcv8cdGfVvn17b1FJF//617+C97rpppvsYqBQBEjEZo3tbT56oZ5ZuXi6XQQH+qv68MMP9xq4o48+OuFn86tXrzYNGzYMGk0dWoCxpK/iq0dTt956q9eP439uheGXX35pV41b7FL46jvRwolAGAQISry2bdsGDd2gQYPsYida9sRfO0uHloJXP0vY1WqTTY269or3t/31j+uuu84LQ1dakl13YHovzbnRnQ0QFgGCEm/ZsmVBJ2/VqtGtcKwFGGNX8fUbU22P6zrqKyqawKfgtIPjlFNOMaNGjbKrh6LNoLS4ov+eClPABQGCtKDn836DN3bsWLs4IRrtFbvnhQ71LWhehDqVXTqnXejxnJa0b9q0aa4Ofx1lypTxhtom+ghPYpeK0eRDwBUBgrSgPgp/PkejRo3s4oSpE1p9AqeffnquhluHlpbXzHg9PtMyK1HSnYYmOOqux19EMvZQP4fuELTIZBRGjx4d9KOUK1fOacIh4CNAkDbq1avnNXxqAOfNm2cXR0Z3ARdffLHXL2I36Do07PWWW24xzz33nPnwww/N7Nmz7bfI15w5c7z31v7i6hCvXLlynvf2D3Xsa4RYFHccPoXVUUcd5b2/hgCPGDHCrgKEQoAgbQwbNixoYG+//Xa7OHLLly/3HhvFrm5b2KF+mgoVKnjHqaeeGvy3339T1KFAeeqpp8yiRYvsjxKJ2NFnDz74oF0MhEaAOPLXuyrqQHQ0sVCdyGoAS5UqldAopLAUJuoP0aMmu7/E9ahYsaK3TezAgQOdlh8J47///W/wfc8666xI72yQvWjhHNlBUdCBaPXp0ydoCDt16mQXp4yG12roq/pNHn/8cdOiRQvvqFu3rreMun/o335Zhw4dvBD6+uuvvX07UkULU/p3QdplsLhHmCFz0MI5IiCKh0ZE+es/6Xk+f0kXTp3v/nIwOqKaRwMILaAjAqT4tGvXLmgQ9fgHBWvZsmVwrTSSDIgSLaAjAqT4qD/CnyehdaGQPw0P9sPjxBNPZKkSRI4W0BEBUrzU+ew3jmPGjLGLs55m2R988MHe9dHsevW7AFGjBXREgBSvGTNmBBMLNTwVO2mpknPPPTcIWM1XAZKBFtCRPdoqvwPJ1aBBA6+B1KS4uXPn2sVZK3bxyYsuusgb/gwkA62cIzss8juQXNqRz28ob7vtNrs4K+lxnr9USdmyZb3+IiBZaOUcERIlg7+bnh5nnXzyyaZ+/frmxhtv9EZqac6Ilg7RfA2t6JvptGdI+fLlg7uyzz77zK4CRIoW0BEBUjK0bt06uAsp6tAKu1papGbNmubqq6/29kbXLocaCqwl0rXF7ebNm+1vkTa0yKR/rvfff79dDESOFtARAVIyaH/w2rVre3cfGtKrFWbt4Ah7aA8OrUulxRs1d0J3M9paVwsnajTT0qVL7Y9R7F566aXg82vtLl0XINloAR0RICWb7ibGjx/vzYXQgogPPPCAad68ube8yAknnJBrN0KXQ/0MupupUaOGdzdz1113maefftq89tpr3t2MlgvZtGmT/bGSQkvd+/NitPT8/Pnz7SpAUtACOiJA0t+aNWvMzJkzzeeff2769+9vHnvsMW+ZdQ0L1s6Hf/nLX/IER9jjkEMO8RaA9NfE0t1Mr169vLuZqVOnJry/iJZ28ReY1MHMfKQSLaAjAiR7aP9w3c288847pmvXrt5S6Ndff713N6MVdbUysB0cYQ51eOtuRnM3rrrqKm9vdi0Uqf1AdDejO4qCdkVU4Pnvo88EpBItoCMCBLHWrl1rZs2a5W3SpLsZrbyrxv3yyy/3+iT8jZwSOXQ3o76eOnXqeHczenTml1WqVCmlK/wCQgvoiACBCy0xMmHCBPPuu+96e3Q89NBDXhjobkYh4HI3o/6YKVOm2N8KSDpaQEcECJLl999/Nz/88IMZOXKkdzej/UZatWrlDdOtXr16MNfDP5o1a2a/BZAStIBAmlLfiCZJAsWFAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgJP/B3C9rLSW6ScNAAAAAElFTkSuQmCC)
| Product Number | 4H56-3-K6 |
| CAS | 462659-89-8 |
| MDL Number | MFCD18867022 |
| Molecular Formula | C9H6F3N3O |
| Molecular Weight | 229.162 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory