![3-[5-Phenyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanenitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABeMAAAXjAGvMQL1AAAChXpUWHRtb2xTb3VyY2UAAHicjZXbbqMwEIZfZcT1YnzEJkpSVa0qrdT2YttKe7dyidsiBaiA5vD2O4Y2DSQLqxDGjOcb2/xjM7/Y5WvYuKrOymIRMEIDcEVarrLidRE8Pd6EJrhYzlMMwsCiXgRvTfM+i6LtdkvSN5fbXVmQtMyDrn+2q7NezFaQsnqNOKUs+n13+9AyYVbUjS1Sh1SdzerWeVumtmln8Y8hotxWm6yIuvAorzZdtj+c+ouSXb0KvtdyhX2XiMJLtnbwUla5bWDDKcGL/oBXV7jKNm4Fz3t0CyJx7cv53XWZfuSuaLDpM2SpXT801UeKjrxcu/QDk2Hj5/UiyBkCtinzy6qye/At77YMLAcrwEqwCmwMVoM1YBOwjOIf+xkGMIxgGMIwhmEQwyiGYSxBDdbOT+Jx/+4WwQ1cwQ34+/B3f7D3+Cq5F1AIoeHThH6xsQBOjP72cqJ0EqNhFJ8EodQkIImSVIIiUqoYnwxLOPZxoz0gDFdAiYq7pELinEPmszIIOdHaCAgFiY3wYdRoE8Aep0Oxi1KPnLeYmXmLAzHFIZQk1omBUJGEK+2tjiVaTSijMYSGSKaVt0ob6f1C8Ph/OK5i9TUOqhYdZFvOn8tiddSEbLUInlnQ6vnLvdT8U9IAymrlKnzJPoEPPQZ4H/AFMA6IE0COA/IEUOOA6gO+FA/A5Tkg7gO+cMcB3Qd8mY9PyfQBvynGR0j6QLuFxgnf35Ou3XITzFDudotOMAPFuy09wYiT9U8i8uQdMzmBDITvDplxYdhA++5QmmAG8neH2AQzqIDu0Dsw4iyTnFnPRN1welL855HoaPtHXyc8Nk9O/+jo0xDhB3H5F5OFE+Lp43nIAABBcklEQVR4Xu3dB5gURf7Gce889RRzxHTmnAN6egaiCqcoSTFggEPFiPk8wx2KGTGLkhRJghEUVBAVFQUEw5EEMaGIIgoSVEz19y2u+j9bm3pqZ3pner6f5+lH2eqenenZ6Xe6u+pXKxkAAAKs5P8AAIA4CBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUCAPHnwzJViLUCx4q8XyBM/KCpbgGLFXy+QJwQE0o6/biBPCBCkHX/dQJ4QIEg7/rqBPCFAkHb8dQN5QoAg7fjrBvLE721V0QIUM/6CgTzxw6KiBShm/AUDeUJIIO346wbyhABB2vHXDeQJAYK0468byBMCBGnHXzeQJwQI0o6/biBPCBCkHX/dQJ4QIEg7/rqBPCFAkHb8dQMAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIkJAZr/Y0H04a6v8YKFoECJCAebNfXzEu5Kw/mKULP/ebgaJEgAAJmDNlZDSwcOEX0/1moCgRIEACCBCkEQECJIAAQRoRIEACCBCkEQECJIAAQRoRIEACCBCkEQECJIAAQRoRIEACCBCkEQECJIAAQRoRIEACCBCkEQECJIAAQRoRIEACCBCkEQECJIAAQRoRIEACCBCkEQECJIAAQRoRIEACCBCkEQECJIAAQRoRIEACCBCkEQECJIAAQRoRIEACCBCkEQECJIAAQRoRIEACPn5vpOl+2kp2+WYuAYJ0IECABLz9xkjT6q8r2eWzjwkQpAMBAiRgzOiRpu66K9ll1kwCBOlAgAAJGDlypFlppZXsMn06AYJ0IECABBAgSCMCBEgAAYI0IkCABBAgSCMCBEgAAYI0IkCABBAgSCMCBEgAAYI0IkCABBAgSCMCBEgAAYI0IkCABBAgSCMCBIlyFWmrW9Im7QHiv3+VLUgX3lEkyj+gVLakDQGSzve11PGOIlGleiAplQBBaeEdR6JK9UBDgCCNeMeRqFI90BAgSCPecSSqVA80BAjSiHcciSrVAw0BgjTiHUei3IGmqqUin04ZYWa+8XBelvd/X8a98LAZ/vjD5uGH87NcfPHFUYDceOON5dpztfT7fXn2iYfNm6PKv85cLV/MGuu/PeXew4oWpA/vKhLlH1QqWnxfffhmuXVyufTouJLp0HAls9fWKw7wxbz88Q8rmQO2X8mcc0T515mrpefZK5ulCz8v8x7561S0IH14V5GokIPJsoVzTf/LNyt3QMrVQoBktwz9967m5+XLyrxHrg2lhXcciSrVAw33QJBGvONIVKkeaAgQpBHvOBJVqgcaAgRpxDuORJXqgYYAQRrxjiNRpXqgIUCQRrzjSFSpHmgIEKQR7zgSVaoHGgIEacQ7DiQg7QGC0kSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkgQJBGBAiQAAIEaUSAAAkYMWIEAYLUIUCAPPvqq6/MLrvsEgVI06ZNzZIlS/zVgKJDgAB5NGrUKFO3bt0oPNyy4447msmTJ/urA0WFAAHy4KeffjKXXXaZ+eMf/xiFRseOHc1xxx0X/XvVVVc1t99+u/ntt9/8zYGiQIAAOTZ79mxTr169KCg22GADM2zYsKj9wQcfNGussUbUftRRR9nLXECxIUCAHOrfv79Za621onCoX7+++fzzz/3VzLRp08yee+4ZrafLXC+88IK/GlDQCBAgBxYvXmzatWsXBcKf/vQnc/3115tff/3VXzXyww8/mPPOOy/aRpe7dNlLl7+AYkCAADX01ltvme233z4Kgq222sqMGzfOX61Suryly1xue13+0mUwoNARIEAg3fzu1q2bWWWVVaKDf5s2bcyiRYv8Vauly1y63OUeR5fBdDkMKGQECBDgyy+/NEceeWR0wK9Tp47p1auXv1pWdLlLl710+cs9ri6L6fIYUIgIECBLzz//vNlkk02ig/xee+2V09Hluvyly2Du8XV5TJfJgEJDgAAx6eb2JZdcYv7whz9EB/fzzz/f/Pjjj/6qNabLYLoc5n6PLpPddtttjBlBQSFAgBhmzZpl9ttvv+iAvuGGG5pnnnnGXy3ndFlMl8fc79VlM10+AwoBAQJUo1+/fmXGdjRs2NDMnTvXXy1vdHlMl8nc79flM11GA2obAQJUYunSH02nTl3NqquuZw/curl9ww03VDm2I190meyCCy6IQkSX0S6++GLGjKBWESBABaZNm2+OPrqv2Xrr08166+1rtt12e/Pmm2/6qyVOl810+cwFiS6r6fIaUBsIECCD7lH36/euOfDAXr8fnB80u+3W5fezkO7mu+8KpyutLp/pMpoLEV1e02U2IGkECPA/CxYsM+ecM8IGh5ZDDuljhg1731+tIOgy2o033lhmzMjJJ5/MmBEkigABjMZezDFNmjwShcdJJz1hPvlkob9awdFlta233joKke22285MnDjRXw3ICwIEJe2nn341t9/+htl//xXBof926zbO/rxYaMzICSecEIWIxozccsstjBlB3hEgKFmffrrInHzyE9FZR+PG/cxrr33qr5Y1FUJ89tlnzR133GE6depkTj/9dNO2bVtb60r/1b/18+7du9ub4rm6Cd6nT58yY0aaNGli5s2b568G5AwBgpI0fPhMc+ihfaPw6NTpWfP118v81WLRZFCaJErhsPHGG0cH8GwWVeNt1aqVuffee81nn33m/4rY3n//fbPPPvtEj6vnM3LkSH81ICcIEJSUpUuXm3/9a0wUHOpt9dBD75hff83ucs/PP/9shg4dav7+97+XuZHtL1tssYXZeeed7dmHW/TvLbfcsty6btEYD62nUejff/+9/6urtXz5ctO5c+eo5Ir+e9FFF9mfA7lEgKBkTJnylTnmmEFReDRvPthMnZrdVLI6COtsY9ttty134NfPOnToYAYMGGDefffdag/+mlDqvffeM48++qg5++yzzU477VTuMTXmo0uXLmbBggX+5tUaMWKE2WijjaLH2nfffc3MmTP91YBgBAhST2cXOstwYzu06CxEZyPZGD58uNlmm23KHOB1hnHFFVf8HkRT/dWDfPTRR+a6666zZymZv2fttdc2t956a9Yjz7/44gvTqFGj6HHWXHPN3/fFQ/5qQBACBKmm+xq6v+GCQ/c9dP8jGxq417x58zIH9N13390MHDjQ/PLLL/7qOTN69GjTuHHjMr93xx13NC+99JK/apU0ZuTmm28uM/HViSeeaL777jt/VSArBAhSSz2q1LPKhYd6XKnnVTZeeOGFMjfGN9tsMxscSRo/fvzvZ08HRs9Bc6dffvnlWZ+NTJgwocylN51N6bGBUAQICpI76GtchupSVcWtm6lXr8llxnZorEe2Yzt0KUkHax1sdSNaxQxr61u7xnTo0tP6668fBYDmTs+2KrCev84+3GPorOSmm26qlQKRKH4ECAqSCwUtHTsO95vLqChAmjYdYH+m0eUaZZ4NHUx1U9sdZNXFVuM6CoG6+DZo0CB6burNNWXKFH+1aj388MP2foh7HN0nyTaMAAIEBcmFgrsE9corH/urRCoKkDff/Myedai+VTYUHpmjunWvY86c7AIo3/Qcr7766ug56ga7psHNlnpkqWeWexz12CqUoERxIEBQkFwoDBky1f63Zcsh5pdfKr7MUlGAhMo88zjkkEPMt99+669SMPr27RvdGF9nnXXMpEmT/FWqpW7JGiOSOWbkwgsvzMs0vUgfAgQFyYWCQkPh4cKkIrkKEN3zyAyP6sZxFIJhw4ZFIaIxIzNmzPBXiUWj1TM7C+y9997Bj4XSQYCgIGWGgi5fuctZFY3dyEWAqLeVu2Guy1aFfObhGzx4sFl55ZXtc9f4kdCS7qqbpfpZLkRUV0v1tYDKECAoSH4o6Ea6/n3PPRMy1lrBXzdbunnsvn3rhnmh3fOI484774wO/C1btgyuxKvtNGAxc8yI7gmp4i/gI0BQkPxQUFdedcc96KDe5ssvl2SsWX7dbLlBgrr+X8w3kU866aTooN+zZ0+/OSuaU0Rzi7jH05wjhTClLwoLAYKCVFEoXHXViiKI11xTdiR2RevGpfIk7iCpcR7FbNmyZVEJlHXXXdeWMakJXQrTLIdu/yhgVYoecAgQFKSKQmHevCX2DERnIjNmfB39vKJ141APJFfbSiPMQ+8dFJJXX301updz/PHH+81BNN+6qzi8xhpr+M0oYQQIClJloXD33RPsz88665noZ5WtWx1V1XXfrgcNGuQ3Fy3XFVlnDCFde31Lliwxq622mn1M3Q8BHAIEBamyUFAvrEaNVgwuHDv2E/uzytatiubzcHWh1Osq9KZzIdIEV25mwqOPPtpvzprKzbugff311/1mlDACBAWpqlBwgwtbt14xuLCqdSujyaDcQTHp4ohJUIl59/o0N0lNtGnTJrrMR80sZCJAUJCqCgWFRosWj9r2xx6bVuW6ldFMgjooaj6PfJZkry3z58+PLjudd955fnNsGkzpzmbOPfdcvxkljgBBQaouFF5++WPbrmKJ1a3r0yUed1NY39TTSjfR9RrXW289O/thiCeffDI6k8l2HhKkHwGCghQnFNzgwjjrZsq8eZ6rmQQLkUbXu9f51FNP+c2xuG68KrSYxjM11AwBgoIUJxTc4MI462Zy1XZ1Ez3NdMDXeBC91k6dOvnN1VI3ZxVp1Pb/+Mc//GaAAEFpUW+rTTbZxB4UO3To4DenTqtWrexr1ajybI0YMSI6g3nuuef8ZoAAQWmZPXt2dFDs37+/35w6PXr0iF5vtiPT27dvb7fTPZRsp89FaSBAUFIyv1XXtHtrMVD9Kvd6x4wZ4zdXSuNkVFhS25166ql+M2ARICgp3bt3twdFlftQ7ai00xzobrKoe+65x2+u1OjRo6Pg0ZwjQEUIEJQUFUzUQVHjP0rFpptual+zZh6My5VDWWuttYK7ACP9CBCUFFWT1YFxjz328JtSa7fddrOvWfc04tBo87p169pt2rZt6zcDEQIERWv58l/MiSc+bo45ZpD59tt435Jdr6SDDz7Yb0qtgw46yL7m1q1b+00VGjt2bHT5SiVfgMoQIChaX3+9LBoDMnDgf/3mCjVt2tQeGBs1auQ3pZZeq15zs2bN/KYKuct8q6++ulm6dKnfDEQIEBQ1nYEoQDp0iHejlzOQqmmczJZbbmnXb9Gihd8MlEGAoKj17j3ZBki9ej3tGUl1uAdStfHjx0eXrwYMGOA3A2UQIChqH320MLqMNXToNL+5HHphVe2yyy6z66qS76JFi/xmoAwCBEWvTZuhNkA6dXrWbyqHcSBVc5Nsqdw9UB0CBEWvR4+3bIAccEAvs3Bh1b2xGIleubfffjtat0+fPn4zUA4BgqI3c+aC6DLW00/P8JvLoBZW5a666iq7nuZKWbBggd8MlEOAIBWOO26wDZDzzx/pN5VBNd7K7bzzznbdxo0b+01AhQgQpMJdd423AfLXv/Yyixcv95vLYD6Q8qZNmxadqeisBYiDAEEqTJ36VXQZa8SIWX5zGcxIWN51111n11t55ZXNvHnz/GagQgQIUuG334z5+98H2gC55JIX/OYymBO9vL322suue9hhh/lNQKUIEKTG7be/YQPk4IP7mGXLqp4ASd1UdcDUeJA0zvU9f/58O5ZDr/G8887zm8v44IMPojOVO++8028GKkWAIDXeeWdedBlr1KgP/eYyVCTQHTQHDhzoNxc9nVm511ddd+Wbb77ZrqfxInPmzPGbgUoRIEiNX3/9zRx5ZH8bIP/852i/uQzNuOcGze2+++62d1Za6BJdnTp17Gs7+uij/eZy6tWrZ9c98MAD/SagSgQIUuXmm1+zAXLooX3Njz/+7DeXkXkzfdCgQX5z0XKTQemMYtKkSX5zGZ9++mk0Uv3WW2/1m4EqESBIlQkTPo8uY7388sd+cxnLly8322yzjT14brbZZmbx4sX+KkXn1VdftWVa9Jp0E706d9xxRxSiH35Y9WU/wEeAIFV0GatRo342QK655iW/uZzhw4dHB1AVWixmqu3lBgNq/Ed1I8/lkEMOsevvs88+fhNQLQIEqXPddWNtgNSv/5D56adf/eZymjdvHl3yefbZ6gsyFqqTTjopCsOePXv6zeUoYNzZSteuXf1moFoECFJn3Lg50WUs/X915s6dazbeeGN7IN1ggw2KsieSut+68GjZsmWsTgH33XdftM2MGVXXEAMqQoAgdXTWobMPBYjORuLQqG33bVy9sr799lt/lYI1ePBgO4Jcz12XsOLey2nYsKHdZtddd/WbgFgIEKSS7n8oQHQ/5Jdfqr+MJa6chxbdG/j+++/9VQrOsGHDzCqrrGKf84Ybbhj7TOLrr7+ORuNfc801fjMQCwGCVHrllY+jy1jqmRWX6wLrQqSQz0T69u0bhcc666xTbZfdTL17945eZ3UDDYHKECBIpeXLf7FjQRQgN930mt9cqV9//TWq1usuZxXaPRE9x6uvvjp6jmuvvbYZN26cv1qVmjZtarfdfvvt/SYgNgIEqaXR6AoQjU5X9964dIDOPBPRjfVC6Z312WefmQYNGkTPbcsttzRTpkzxV6vSwoULzaqrrmq3T3MxSeQfAYLUUj0sdxnr7bezL1GueyLuxrq6+GqciOYYrw3qVfXQQw+Z9ddfPwoPlSBRD7JsPfLII9FjTJw40W8GYiNAkFqqyKvKvAoQVeoNod5ZrouvFo1YT7r44vjx422dKvccFGqXX365+emnqisOV+bYY4+1j/OXv/wlVndfoDIECFJNc4MoQNq2fcxvik3f8t1gQ7fo3oiCJJ+l4EePHm2nl838vTvuuKN56aXqR9hXZsmSJWb11Ve3j9W5c2e/GcgKAYJU00yFxx//2O8H+//6TVlT2RNXO8stmk9E9xFyNbPhRx99ZC+duZIkbtGNchU7DD3rcB599NHoMV97LX7nAqAiBAiQBRVgVBVfVwo+c9HPOnToYAYMGGC7xlY3jkSzBL733nv2oK6b9jvttFO5x9TYji5dupgFCxb4mwdxsxRuuummtrMAUBMECBBA84loUirNbOgG5FW06AxFZxP169ePFv1bvaf8dd2iG/Zar1evXtWGUDb0WGuuuab9Heecc47fDGSNAAFqSBM46aykbdu2ZW64Z7Ooq3CrVq3Mvffea7vq5sNTTz0V/b4xY8b4zUDWCBAgx2bPnm3HjWiujU6dOpnTTz/dhovOKvRf/Vs/7969u3nmmWfMrFmz/IfIi1NOOcWGhy6L5fPmP0oHAYJUc+NA9t//QTNt2ny/uQy3bhrp3o3mCFGA6D4NkAsECFLNhYKWjh2H+81lpDlARowYEV2+GjlypN8MBCFAkGouFBo3XjFLoYosVibNAdK+fXsbHjoL0dkIkAsECFLNhcKQIVPtf1u2HFJpefe0Boh6jOm+hwKkXbt2fjMQjABBqrlQUGgoPFyYVCStAfLiiy9Gl6+efvppvxkIRoAg1TJDwc0RostZS5eWv4yT1gBRjy+Fh8aAaPAikCsECFLNDwXdSNe/77lnQsZaK/jrpoFGm9etW9cGiOY5AXKJAEGq+aGgrrzq0nvQQb3Nl18uyViz/Lpp8Oqrr0aXr4YMGeI3AzVCgCDVKgqFq64aY3+medMzVbSu7p107TrWnHnmM3lZ2rXrYY477gLTsOGRZcqd5GrRCHeFhyaQUiVeIJcIEKRaRaEwb94SewaiM5EZM76Ofl7Rump3P8/HstNOl5qNNjrMrLzyihLr+VpUr6uQ53dHcSJAkGruQO27++4J9udnnfVM9LOK1tVUuPfdN7HcmUOulnyfgWy11VZRiLRs2bLMawNqigBBqlUUCqJeWI0arRhcOHbsJ/Znla1b7FR7y4XIAw884DcDwQgQpFpVoeAGF7ZuvWJwYVXrFjPd+9BMhgoQzUY4bdo0fxUgCAGCVKsqFBQaLVo8atsfe2xalesWu8mTJ5vVVlvNhsgee+zBeBDkBAGCVKsuFF5++WPb3qTJI9WuW+xUPt5dymJCKeQCAYJUixMKbnBhnHWL2W+//WaaNWsWhQhlTVBTBAhSLU4ouMGFcdYtdpo9UfOhK0A0RiRfsx+iNBAgQIkZNWqU+eMf/2hD5PDDD7flToAQBAhQgi6//PLoUtZ1113nNwOxECBACfrpp5/MAQccEI1Sf/311/1VgGoRIEiV77770Tz//AdmyZLlfhM8s2fPNmuvvbYNEY1YX7hwob8KUCUCBKmhcR1nnPG0vRF+/fVj/WZUYMCAAdGlrNatW/vNQJUIEKSGala5nlT9+r3rN6MSp556ahQiPXv29JuBShEgSIWJE+eaevV62vDo0GGYLYKIeFTqZIcddrABssYaa5jp06f7qwAVIkBQ9BYu/MEcdVR/Gx4NGjxsy7UjO5MmTbJzhihE9txzT0qdIBYCBEWvc+fnoktXY8Z85Dcjpm7dukWXss477zy/GSiHAEFRGzx4ShQeN9zwqt+MLKjUyVFHHWUD5A9/+IMZPny4vwpQBgGCojVz5gI7s6DCo02boebHH3/2V0GWvvzyS1O3bl0bIhtuuKH5/PPP/VWACAGCovTDDz+bVq2G2PBQiHzwwTf+Kgj0/PPPR6VOGjRoQKkTVIoAQVHSOA936WroUCZIyrVLL700uh/StWtXvxmwCBAUnVGjPozC4+KLX/CbkQPLly83+++/f1Tq5I033vBXAQgQFJe5cxeb+vUfsuHRtOkAW7oE+fHBBx+YtdZay4bI1ltvbRYtWuSvghJHgKBoZJYq0aDByZO/8FdBjj3yyCPRpazjjz/eb0aJI0BQNO6//63o0lWPHm/5zciTU045JQqR3r17+80oYQQIisKkSf9fqqR9e0qVJGnx4sVm++23twFSp04dM2PGDH8VlCgCBAVv0aIf7P0OhYfuf3zxBaVKkjZx4sSo1Mnee+9tfvyRe08gQFAELrro+ejS1Ysvfug3IyG33nprdCnrggsu8JtRgggQFLQhQ6ZG4dG1K3N81CaVOjniiCOiUifPPPOMvwpKDAGCgjVz5tdRqZLWrYfY0eeoXfPmzTObbLKJDZGNNtrIzJ07118FJYQAQUH6/vsfTOPGV5rddvuPDZFZsyhVUiiee+45ewaiEGnUqBGlTkoYAYKCdPbZF5h1193LbL55SzNgwOt+M2rZxRdfHN0PufHGG/1mlAgCBAXnscceiw5Obdp09JtRAFTqZL/99rPv0SqrrGLefPNNfxWUAAIEBeXTTz816623nj0wbb755mbBggX+KigQs2bNMmuuuaZ9r7bZZhtKnZQgAgQF45dffjF/+9vf7AFJ5cRfeuklfxUUmIcffjg6W2zbtq3fjJQjQFAwrr322uhgdNVVV/nNKFAnnXRS9L717dvXb0aKESAoCGPHjjUrr7yyPQgddNBB5uef6bJbLL777juz3Xbb2fdOl7Tef/99fxWkFAGCWvfNN9+YLbbYwh6A1l13XfPxxx/7q6DATZgwwd5M13u4zz77UOqkRBAgqHXHHXdcdAlkyJAhfjOKxM033xy9j507d/abkUIECGrV/fffHx10OnTo4DejiGhAYePGje17qYGGI0aM8FdByhAgtUzdVocOHWo+++wzvyn1pkyZYlZffXV7wNl5553N0qVL/VVQZL744guz8cYb2/dU/9W/S40uwWoirm+//dZvSh0CpBZ9/fXXdr5p9w1cy1/+8hfz17/+1bRs2dKcd9555oYbbrBdJV9++WUzc+ZMs2RJOkqZf//992a33Xazr3m11VYz77zzjr8KipTOPFypE52RpKXUycKFC820adPM6NGj7WeyS5cu5uyzzzbNmze388dvttlmZT7Lmg447feCCJBapD+8zD+4uMvaa69tv7E3aNDAnH766bbL63333WeeeuopezNzzpw5/q8qOPrguddz1113+c0ocroH4t5f3RspZKoyrLOGcePG2SoI+nu84oorTLt27Uz9+vVtD7M11lij3OcwzpL2svcESC255557oj+yo48+2vTr18/cdNNN5vzzzzetWrWyXVm33nrrcn+Q2SxbbrmlOfDAA02LFi3MueeeG53NaICeulpqprna8OSTT0bPUa9dH2Cki755qzeW3mP1ztIXm9qgy0hTp041o0aNsn/7//nPf8xZZ51ljjnmGFuKZdNNNy33uYm76OqBPqOHHnqoOeGEE8xFF11kbrvtNjNgwABzwAEH2HXSXvaeAKkF7733nvnzn/9s/8B22WUXs2zZMn+VMlQy+6233jLDhg0zPXr0MNdcc40989DlgV133dV2ffX/uOMuOs3eaaed7DctPea//vUvc++999qD/Pjx43N+NqPHc6VKdMo/f/58fxWkhL6kuFIn+hav8SK5ostiOmt4/fXX7T3EO++801x++eV2/nZ31uDur4UsG264odlzzz3NUUcdZdq3b2+Dp1evXvbynC63fvXVV/5TKqNUyt4TIAlTWOigrz8shYjCJBf0uB988IG9V6IbeLpsoNPn1q1bm4MPPrjGZzMap6FvVepye84555iuXbvab3Rjxoyxc2THOTioVIm+renxVKrkxRdf9FdBymhkuvsb0oj1ODQuSB0sXnjhheis4cwzz7Rnq/vuu6+pW7duub/PuIvOhvRZOOyww2zpFVUV7tatmxk0aJD97CiUVCgyFzLL3jds2DA194IyESAJ69ixY/THrMtYSVOvmEmTJpnhw4ebBx54wJYP0ZlHkyZN7E1td3YQsujb5o477hidzVx55ZX2NT7xxBO2WqtO8d26akNp0IHave86WL/22mt2vM8dd9xhLrvsMnPyySfbv5ltt902OjMPWfRNf6+99jJNmzaNzhp69+5tRo4cad59991aOdtNe9l7AiRBmWXKdQO9UKmH1OzZs6OzmVtuucVceOGFpk2bNrbYob7BuW9WIYt6mVGqpHSoSq96F/p/B3EXd9Zw+OGHmxNPPNFccskl5vbbbzeDBw82r7zyij1r+Omnn/xfWxDSXvaeAEnIJ598kroy5brOO3nyZHuT8MEHHzT//ve/o7OZ3Xff3ay//vrlDgYKng8//NB/KKScblz7fwtaNFZk7733Ns2aNbMDSXXW0KdPH3v5R5d31dW92KW57D0BkoDMMuUqGFhKZcp/+OEHGxg6m7n00kvN888/76+ClNPfvy5P6e9fvZ5UOFNnDaV0FprWsvcESAIoU45S9vjjj0d//+riWqrSWPaeAMkzypSj1Lmzb/XkK9R7FUlIY9l7AiSPKFOOUqexRO5bd6GPSE9C2sreEyB5RJlylDqN0HbfuEuhuGAcaSp7T4DkiWpTuT8SypSjFKnnoSsWqhI9WCFNZe8JkDygTDlg7HgNfQZ0D1DjipKmS8gad6Eb1uoe3KlTJ9vNXL2gNHBR/9W/9XO1az2tr+3yLS1l7wmQHKNMObDihvE666xjPwcq5pkE3ZTWBGUq36NR6e4KQMii7fU4erx83exOQ9l7AiTHKFMOGNO9e/foc/Dqq6/6zTmjOmwqAFrdSHeFmUazu8KhbtG/9XMXdpUtenz9Hv2+XCqmsvcVIUBySDWf3B+DCr8BpUgDB13xznr16vnNNaauwLrc5Eqm+8sOO+xgR76rcrVKnXz55Zf+Q1RI62l9baft9Tj+Y2vR79Xvz0WX5EIpex+KAMkRv0x5GkowACFUXt0dbFXlNld0sFXnlK222qrMAV33WFR2XaO98zH9gB5Xj+/Gc7lFz0PPp6ZdcfNZ9j7fCJAc8MuUq8Q5UKo0YFafBU1olquBs48++qitIZd5ANflJ1X3VU22JOj36Pfp92Y+Dz0vPb+aCCl7XwgIkBxQDw735lOmHKXsjTfeiD4Lt956q9+ctZkzZ0ZdXt2iku06y6mtm876vfr9eh6Zz0vPU883VGbZe531FAMCpIZ0g9Cd2lKmHKVOJf/1WdBMlwsXLvSbs6Ib8auuump0UNV9Fd1nLCR6PpmTten56nmHUJVeVevV4+iSlqr4FjoCpAY0slan6XrD1Yvjo48+8lcBSoZK9biBg5oNM5Q+V5ovJ/OgrB5Q6iJfiPS89Pwyw07PP2TkvcahuFInmkckV7Mj5gsBUgMtW7aM/mA0uQ1QytyMkzojD53zRTMHZt4k17wy06ZN81crSHqeer7uuet16PVkSzMXusfQjIaFjAAJpK5+7k0+44wz/GagpKjn0Nprr20/D/piFUJdaDPHY6gE0LJly/zVCpqer563ew16PXpd2dA9lkaNGtntNdBQk2sVKgIkwNSpU6NSJeqRQakSlDpNMesOmq+//rrfXC3dS3DzoesyWLHPl6Hn7y7n6XVle+9m7ty50Wj6TTbZJLGeZtkiQLKkGfbcaapKlbz99tv+KkBJUccRd9npwAMP9JurpYOr64hSp04dM3LkSH+VoqTXodej16XXl22IaKpoV+rkiCOOML/99pu/Sq0jQLJ0zjnnRN+07rjjDr8ZKDmaqsB9JrIdD6HLO+7MY/3117c3kdNEr0evy52JZHs5S50R3L7NRbfoXCNAsvDUU09Fb2azZs0K8hsBkDSddegzobOQbLqx6wazu+ehb+ppCw9Hr8udiej1ZnNjXaPc9957b7utenlNnDjRX6VWESAxffbZZ9E3iU033dTMnz/fXwUoObrf4b5UaZR2XOri6i57qdtqWi5bVUavz3XP1evOpouvCji6ANp+++3N4sWL/VVqDQESg3pFHH744fYNVKmS0aNH+6sAJalVq1b2c6EeWBoIF9exxx4bBU+x3zCPK7NciV5/Nnr37h1te8opp/jNtYYAiaFLly7Rm3fFFVf4zUBJ0sBZd/M7m6lZde/QfZ5KbbbOzC6+2d5DPf7446NtH3nkEb+5VhAg1dApuuuOpzLOuSjhDKTBhRdeaD8XCpG4VRhUK0q9F7WdejMW6ujyfNHrzezFmU3tLJ3hubIpKhXzwQcf+KskjgCpgmr5uOu0OkUPHV0LpI0OZjqI6bOhmfvicoURdUO4WEaY55petyt7ov2RDRWrdF9o999//1ovdUKAVEEfDHfKOHDgQL8ZKFm33XZb9NnQQS0OdfF126h2VCnT63f7Ituuz127do22vfTSS/3mRBEglXjwwQejN+m0007zm4GSpa66bgpZVaCOQwNwt9hiC7uNLsMUW4mSXNPrd5ejtF+0f+JSp54GDRrYbdWp54UXXvBXSQwBUgGdYq6xxhr2DdK0lkuWLPFXAUqWCoe6L1eaFyMOzdzntnnyySf95pKk/eD2ifZPNj7//HOz4YYb2m3r1q0be9reXCNAPPomsOeee9o3RtcpJ02a5K8ClDTNc+7OJDQbZ3XU8cTdS9QkTAzAXUH7wU1Kpf2TbQedYcOGRaVONOVubexXAsRz3nnnRd8KVCAOwP977bXXos9H3ImTHnrooWgblT3B/8ssA6P9lK3M41U2AzlzhQDJUAiJDhSyFi1a2M+HSnKohHsc6v6ubVS5uramoS1U2h9ujnXtp2zV9hUTAuR/dE1xgw02sG+Eril+9dVX/ipASZs9e3Y0cDDuREcqw1Gb35CLgfaL20faX9maPn16rd2zTV2AaKCOek2de+65sc8g9C2gfv369g2o7V4NQKE6//zz7WdE4xA++eQTv7lCrruqtinUOS1qm/aLG9sR2r25Z8+eUQideuqpfnPepC5AzjzzzGhHao7mOK6//vpom8suu8xvBkqeBtWuueaa9jOikhpxuZvnTZs29ZuQQftH+0n7K1TmuLUBAwb4zXmRqgB5/PHHox14zDHH+M0VGjduXJT+6l2SbU8IoBTccsst0Wcrbtn1999/P9om5AZxKcnsaKD9FsKvnKFLjvmWmgD59NNPzXrrrWd33uabb26+/vprf5VytMMLrbYMUGg0cNANAjz44IP95krdf//90UFxzpw5fjMyaP+4faX9Firp2n2pCBD1RT/kkEPsTtM9jJdeeslfpUKZ1S379+/vNwP4ncr4uM+JzvLjcpdUdGMX1dN+0v7KprZYRa677rro/br88sv95pxKRYBce+210Q6LexOqV69e0Tbt2rXzmwH8j4r26XOyzTbbxBo46GyyySZ2u7POOstvQgW0n7S/tN9qwp+/aNSoUf4qOVP0ATJ27Nioa+FBBx0Ua0rNl19+OaqGWWgzfAGFRJ8v90Xrzjvv9Jsr9c0330Tbqa4cqpdZf0/7ryY0g6oblpDPy/NFHSDayVtuuaXdSRrYFKfXleYYdlPTKp3feustfxUA/+NmDtTnK5svWqrQ6w6Gr7zyit+MCmg/uX0Wt8JxVTI7FR155JF+c04UdYAcd9xx0Q6KWxL5ggsuiLZp27at3wzgf/StVV+y9FnJtmx4Zq8ixn/Eo/3k9lkueq3169cvejyV38+Hog2QzB4e7du395sr9Mwzz0SlSo444ojYAw2BUqTBuPqsqFePejlm4+qrr7bb6vIJ4nOTdGn/1dTee+9tH0uX6fNVQqYoA2TKlClm9dVXtztn5513NkuXLvVXKWfu3LlR+WPdpKqt8sdAMfj2229NnTp17Ocl5EzdjVpXN3nE54YVaP/VxJgxY6Iv2Pfee6/fnDNFFyAqVbLbbrvZHaM5hd955x1/lXKUvg0bNrTb6Azkueee81cBkOGmm26KDkATJkzwm6t1+umn2201/zfic/Ola//VxN///nf7OBobF+cLdqiiC5Czzz47+sOO2yvkhhtuiLa55JJL/OYK6ZT9vffe838MpJ4Gn2kwrj4vGl8VolWrVnZ79YxEfNpf2m/af6E0kt3du/rnP//pN+dUUQVI5gxeStg49zBUdmGVVVax2+y3336xJqFXCQD1OtHZyvjx4/1mINU0qNZ9zp544gm/ORZX26lRo0Z+E6qg/aX9VpPaYW48iY57qjKeT0UTIBrq77rfbrbZZmb+/Pn+KuUsWrTIDn7SNro5NWvWLH+VcvTty824ppuHmt4WKCX77ruv/fvfbrvtgm++cgYSpqZnICrh5Eq7n3LKKX5zzhVFgGj066GHHmp3ik7NXnzxRX+VCunmn/smpS5tcagar9tGVXqBUqJBtu7v/6677vKbY+MeSJia3gPJrCw+efJkvznniiJA/vOf/0Q7Je41vb59+0bbnHzyyX5zhTQPiLt2qPlBQr99AcWqefPm9u9/3XXXrdHERPTCClOTXli6PK/J8NzxKwkFHyCag9mVKjnwwANjVZfUTSTXBVGn4XGm3tQMhG7nqwRAvq8dAoVm5syZ0ReomhbhYxxImJqMA8kcvDl8+HC/OS8KOkAWLvzObLvtznaH6Kb2hx9+6K9SjkqV7LPPPnYb3USK0wVRN+PdTT/dOH/66af9VYDUO+OMM6LPTU3LrzMSPXs1HYnu5kbfcccdY3UwyoWCDpCzzrrz97OBg82f/1zXDBo0yG+uUOfOnaM3QZPgxHH77bdH22j0LVBqNDeOq9LQuHFjvzlr1MLKXk1qYY0ePTra9r777vOb86ZgA+SJJ6abvfbqZrbb7hxz4YXd/OYKjRgxIvoQNGnSJFYK60aTBiRqmz322MP88MMP/ipA6qkwqfvs6FKuRqLXBNV4s1eTarzNmjWz26mn6rJly/zmvCnIAPnww2/NwQf3Mfvt96Bp0WLw7zuk+rEbX3zxhdloo43sTtx4441jnTbrJqFO97SNur7RZRelrE+fPtEBrEWLFn5z1pgPJDuh84FMnz49Cv+48yHlSsEFyPLlv5gTTnjMhsdBB/U2M2ZUPzWtekvptFs7UDty5MiR/ioVOu200/iWBGRw90G09OjRw2/OCjMSZid0RsIzzzzTbqc5jlTzL0kFFyA33/yaDQ8tAwf+12+u0M033xz90V900UV+c4Uyp+kMHbQDpI3qJu200072c6GCpVOnTvVXiY050eMLnRNdA6pdYdlTTz3Vb867ggqQV175OAqPCy54zsS4hWEmTpwclSrRCNo4pUrUm2vttde22/zlL3+p8fVeIE3efvvt6L6gBraF3hdUd3p3UAzpVVRKMnutab/F1aVLl2i7OIVlc61gAuSrr5aahg372fA48sj+5ptvvvdXKWfJkh9MvXqnmDp1tjFrrrmm7cdeHY0j0XgS7XCNL9E4EwBl3XHHHdGBqVOnTn5zbFtttZV9jJrUdioFbhiB9ldcGrLg7jOp2nhtKIgA+fXX30zHjsNteNSr19OMH/+Zv0qF/vWvUWbHHS8xm29+nBkw4Cm/uUJXXHFF9MFQegMoTz0YXc8eLU89Fe/z5dNNXW2vunJxOraUIu0X7R/tp2xugmd2etBkebWhIAKkV6/J0aWru+6KV/32mWdmRttceunjfnOF1FfajbQ97LDDKFUCVEHX1zfddFP7eVH30M8+i/fFLtOMGTOig1y3bvG645ca7Re3j7S/4tKwA22je1ZxhizkQ60HyLvvzjMHHNDLBsGppz5lfv65+oP6p58uMoce2tdu07z5YLN0afX3PXLxYQBKTS6+dB1wwAHRgS5k+zTT/nCdFrSf4lLdPhc6Ne0tVxO1GiCLFy83Rx890AbBYYc99PtBvfqaVT/99Ks5+eQn7DYHHtjLTJnylb9KObk6HQdKUU0v+2beIB4yZIjfXNK0P9y+yaajwVFHHWW30TTdmqW1ttRqgFx++ejoMtTIkR/4zRXq3v3NaJu+feP1OsjVDUGgFNW044m2dzfT99prr1q73FJotB+0P7RftH/iFIoVda12AwevuuoqvzlRtRYgTz45IwqCa6992W+u0Lhxc8z++6/YplOnZ+3N9+pMmfKh2WijvX4/DV+tRl0SgVJW067vqs/kvsRpZlGUnWE1m/pV//jHP+w26mqtChy1qVYC5KOPFpq//c2VKnnULFtWffIuWLDMNGnyiN2mceN+Zv786uu9fP/9z6ZZszt+/4M/0Wy22WFm2rT4N6gAlFWTwbf64rbFFlvYbTXnRZL1mgqRXr+b+0P7Je4XW0078ec//9lup0oatS3xAFGpkrZtV5Qq+etfe5np06svVaIz3nPPHWG30RnIa6996q9SoS5dXrHb7LHHzb//8Y/1mwFkqSblfx599NFo22y6q6aR696sRfslLje5ni5hvffee35z4hIPkFtueT26dNW/f7wd0K/fu9E23bqN85sr9MILs6NtLr30Bb8ZQICaFiB1NetUtynbbdNCr1uvX/shm9L5OktRoVht16hRI7+5ViQaIGPHfhLdwzj//JGxSpVMmzbfnqlomxNPfNyewVRn7tzF5vDDH7LbNGs20Hz33Y/+KgAC1WQKBFWLyCyTUps9iGqDXq+b91z7IU71DKd3797RWYumrigEiQbIcccNtgf1I46IV6pE90bcNocc0sd8/PFCf5VyfvnlV3P66U/ZbTSq/e23Gf0K5FpNJmHL7BXZoUMHvznV9Hrda9d+iEs9tnbbbTe73S677FIwPdkSDZCuXcfaM4OJE+OVHL7mmpeiy1BPPx3vBvi9906ItnnwwUl+M4AcqOk00Mcee2x0IO3bt6/fnEp6ne416/Vn4/nnn4+2zfbeUz4lGiDZGDFiVhQEV175ot9cIQWTzjq0TYcOw2J18wUQRj2CNHuhDmobbLCB+fzzz/1VKqVuwG5siKppx53Dp1jp9bmq4Xrd2XaDPuKII+y2mjSvkC77FWSAzJnzXVSq5JhjBpklS6ovVbJw4Q/mqKP6220aNHjYfPnlEn8VADmmkhqu1En9+vWzKlXy7rvvmnXWWcduW6dOHfPmm2/6q6SCXpden16nXq9edzamTJkSDRy85ppr/OZaVXABolIl7do9aYNANbLee+9Lf5UKde78XHTGMmbMR34zgDy57LLLossr119/vd9cpVdeeSUa16AadWkLEb0evS69Pr1Ovd5stW/f3m6vm+5ffhnveJiUgguQO+/8/1Ilffq87TdXaPDgKdE2N9zwqt8MII9UgqNevXr2IKey5OPGxetq7zzxxBO2RIo7E0nL5Sy9Dnfmoden15ktBYYLWE03XGgKKkA0/7m7h3HWWc/Euocxc+YCO3e6tmnTZqj58cef/VUA5Nns2bOjUicaYb1wYfU9JjPp4OoOlAqhYr+xrufv5vjQ6woJD7n22mvtY+gS1n//G2+K7yQVVIBozIcCRCVLNENhdX744WfTqtUQGx4KkQ8++MZfBUBC+vfvH13KatOmjd9cLV3ecfdEtKjLa7GVPNHzzeyqq9cTctlKNL5GN831OE2aNPGbC0JBBYhoro9vv403MOn668dGl66GDi3NUa1AIWnXrl108OzVq5ffXC3dYHa9s7Ro0F2xjFjX83SDBLXodWR7wzxTz549o8d67rnn/OaCUHABEteoUR9G4XHxxZQqAQrB4sWLzQ477GAPeip1Mn36dH+VaqmLa/PmzaODp8p+qHZUIXVfzaTnpefnypNo0fPPtqtuJo2z2XXXXe1j6b+FMnDQl5cAcQd2lS3RZamquHWzoVIl9euvKFXStOkASpUABeStt96KDqaa7+LHH8M+n927dy9zUNa9ldB7Cfmi5+Oq6rqw0/OuKd2Ad48ZciaXlLwGiJaOHYf7zWVkGyAqVXLGGU/bbXS/ZPLk2q2HD6C82267LToAnn/++X5zbKoV5QowukWhNHTo0KzGnOSSfq9+v5sMyi16ntnUtqqKe80qnphNrbGk5TVANG+H/vvKKx/7q0SyDZDevSdH2/To8ZbfDKAA6JLLkUceaQ+C6kE0fHjVXySro5Lnm2++eZkDtuYS79atm5k3L5l6d/o9+n1uDnO36HllU5K9OirT7gYO/vvf//abC0peA2TIkKn2vy1bDrFnDhXJNkAuuuh5u3779pQqAQqZxjBssskm9kCoubvnzo1XA68yuhSmmfsyb7Jr0RgLzRH+8MMPmzlz5vib1YgeT4+rx3djVdyi56HnE3qJrjKnn366fXx1/1W5mEKW1wBRaCg8XJhUJNsAUffegQP/axYtKtzTOgArqAigK3XSsGHDnFx20sBFjbM44IADyhzQ3aKb+GeddZbp0aOH7UIbd/S21tP62k7bu84A/qLfq98fdw7zbOgsx5W7L4ZKxXkNENHlK/2/LmctXVq+plW2AQKguFxyySXRwfeGG27wm2tkxowZtgeU5mn3D/SZi8Zj6Ga3Lj+pZpdb9G/9PHP8SUWLHl+/R78vn66++mr7+3QJa+rUir90F5K8B4joRrr+fc89EzLWWsFfF0C6LF++3Oy///72wKiKtPmqd/X++++b+++/37Ru3ToagBe6aHs9jh5Pj5sEdQfWpT79ft0/KgaJBIi68qpLr0aL+1Vy/XUBpM+sWbPMWmutZQ+O22yzjVm0aJG/Ss598803Nqx0uUlziXfq1MneX2jbtq09+9B/9W/9XO1aT+tru9rwwAMPRAGmKsfFIJEAkauuGmN/pkmiMlW0LoD06devX3SAPOGEE/zmkqZeazvvvLPdNxrNXqgDB32JBci8eUvsGYjORFQ00aloXQDpdPLJJ0ch0qdPH7+5ZD377LNFuV8SCxC5++4V082q0q5T2boA0ue7774z2223nT1QqtR5UvcXCp16qGmfqNtzrrsF51OiAaJeWI0arRhcOHbsJ/Znla0LIJ0mTJgQTe+6zz77FNUBMx9UcNGdfXTp0sVvLmiJBoi4wYWtW68YXFjVugDS6ZZbbokOmhdeeKHfXFJOPfVUux9WX311M39+1bUDC03iAaLQaNHiUdv+2GPTqlwXQDrpJrHmuNCBU2MedA+gFH3xxRdRwciOHTv6zQUv8QCRl1/+2LZr4qjq1gWQThp1rWKBOnhq3IUOpmmmswtdrlKl3d69e9uuw64go0K0WOY9yVQrASJucGGcdQGkkw6mrnBgo0aNclLqJGkaKPnxxx///sX4ZTNo0CBbcPHiiy+240wOO+wwO9Ld3fOpbNl22239hy0KtRYgbnBhnHUBpNdFF10UHUhvuukmv7lWqZjhO++8Y0aMGGHn5dBZQ/v27W1xxT333DMaOR6y6J6Hel1tscUWRXsJLy8BAgBx6Rv8vvvuaw+q+qY+fvx4f5WcU88vd9YwcOBAO3+JgkwDHA899FB71vCnP/2p3EE/7rLpppv+/sV4P3PMMcfYwowKHlX1HTVqlK1xVZPZCgsJAQKg1mkipjXXXNMefHU5R+NFQqmq7ttvv22/1WtecR28zzjjDFtfao899jAbbLBBuQN+3EXT9Goci0qhaP73K664wtx1113mscceM+PGjbOhVCyjyHOBAAFQEB566KHoQH3iiSf6zXZmvo8++sieNQwYMMDceuutpnPnzub444+Pzhr8OTuyWTbbbDNb9FHzmZ999tl2TIbOGkaPHm1vcC9cuNB/SiWPAAFQMBQc7oB+yCGHmCOOOMLWhlp//fXLHfDjLhrxvv3229uzBo25+Oc//2nuvvtu8/jjj0dnDQhDgAAoGLp0lc2NaU0nW69ePXPsscfas4brrrvOnjW8+OKLZvr06YlU/S1lBAiAgqL5xTUr33rrrWfPGk477TRz5ZVXmnvuucc88cQT5o033jCffLKiFBJqFwECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIP8HU2dJPwdDjkcAAAAASUVORK5CYII=)
| Product Number | 3H37-3-1N |
| CAS | 1006334-26-4 |
| MDL Number | MFCD08558312 |
| Molecular Formula | C13H10F3N3 |
| Molecular Weight | 265.239 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-3-1N
CAS: 1006334-26-4
Molecule Weight: 265.239
Formula: C13H10F3N3
PN: 4H48-3-48
CAS: 231947-22-1
Molecule Weight: 254.212
Formula: C12H9F3N2O
PN: 4H48-3-51
CAS: 507485-96-3
Molecule Weight: 236.222
Formula: C12H10F2N2O
![3-[1'-Methyl-5-(trifluoromethyl)-1'H,2H-3,4'-bipyrazol-2-yl]propanenitrile](data:image/png;base64,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)
PN: 3H37-3-1C
CAS: 1006461-64-8
Molecule Weight: 269.231
Formula: C11H10F3N5
![2-[1-Methyl-3-(trifluoromethyl)-1H-pyrazol-5-yl]benzaldehyde](data:image/png;base64,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)
PN: 4H15-3-Y1
CAS: 898289-61-7
Molecule Weight: 254.212
Formula: C12H9F3N2O
![3-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanenitrile](data:image/png;base64,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)
PN: 3H37-3-1K
CAS: 1006343-68-5
Molecule Weight: 203.168
Formula: C8H8F3N3
![3-[1'-Ethyl-5-(trifluoromethyl)-1'H,2H-3,4'-bipyrazol-2-yl]propanenitrile](data:image/png;base64,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)
PN: 3H37-3-1Y
CAS: 1170291-33-4
Molecule Weight: 283.258
Formula: C12H12F3N5
PN: 4H48-7-12
CAS: 231947-23-2
Molecule Weight: 288.65
Formula: C12H8ClF3N2O
TSCA: Not listed on TSCA inventory