![3,5-Dimethyl-1-[(2,2,2-trifluoroethoxy)methyl]-1H-pyrazol-4-amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABSdAAAUnQEHzFQfAAACSnpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXP1xAnEKBqO1WdJp207aTbTrpvpxTSDqnABPTt359Du10pO6pQ2Un8OI7tZnJ3yDews1WdlcWUIRcMbJGUaVasp+zX68MoYnezSUJGZFjUU/bWNO9jz9vv9zx5s7k5lAVPypyd9seHOuvY7BUvq7UnhUDv99PjS8uMsqJuTJFYoupsXLeLj2VimjaK/xzh5abaZYV3Mvfyanfy9kcK9wl+qFP27y4L2psTCqtsY2FVVrlpYCcFp098g7UtbGUam8LySMuK+3T32eTpvky2uS0aUp2HLDGbl6baJrSQlxubbMkZKd/vpyxHAkxT5vOqMkdwmls2CEaCUWB8MAEYDSYEE4GJwaCgH+0jGSBZIJlgQDnfWHfo6/HdUuSwgGcaC/gBTn9ox6Idz5Qy2RYqiCM4C8mVCEKaRbKdhSoQ4HOptYaAY4gRaB4KpSDiUvkxzSLtKxKBLxVQSiLiRoJrDHwnMdIII+Q6ECGDIx2ouKYakm8RkUBy6rfEiUQeKAqApAp9ktJZayf9IG4lBUbriscxXZ24WEbY489uz+fOJt5ncmeTZVmkFypk6ZQtkbVZ/2lXtTwnnkFZpbaiFDkHzvQSkF3AlekTmH8FqC7gijoM+F3AtcBwSEEXcA0zDOgu4NprGAi7gGvGYSDqAq51h4G4B6AYJtz+NYI3EOylFuVwMfCq3qe/3Y1j1BfMjaKj3+urm8hV3T9egn5o3kXrex9vEKm998m7eLw8erJnfwHiXrVfkoFVvwAAMBNJREFUeF7t3QeYVEX293GioAgiKMYFdEXcP0ldSbqSlJWkq4uBFREQlEVEQBAxrKLIiqskfVFyWIkqLEGCIFGSCAICAgoCkvPgkNN5OTV221PT3dNTzND3znw/z3MfYE519+0epn5zQ1VlEwAAHGSzvwAAQCwIEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQBDWxo0bpV27dlK2bFkpWLCg5MmTR4oVKyZ33nmnvP7667J69epk7bNly2a2aGJpA8A/+GlGCt27d5dcuXIFO/xIW6hwX7PF0gaAf/DTjGR69uxpOvns2bNL48aNZe7cuXLw4EE5fvy4bN68WRYuXChvvfWWlCpVKtnjYgmHWNoA8A9+mhG0ZcsWyZ07t+nkhw8fbpejiiUcYmkDwD/4aUZQp06dTAffsGFDu5SqWMIhljYA/IOfZgSVL1/edPAzZ860S6mKJRxiaQPAP/hpRlChQoVMB79//367lKpAOMSyAcgc+GlGUODOq1OnTtmlVNkhEW0DkDnw04yg9DgCiSaWNgD8g59mBHENBEBa8NOMoMBdWE888YRdSlUs4WC3GT9+vNSvX1+uv/56ufTSS6VcuXLy4YcfyunTp0MeBcCrov/EI0sJjAPRQYSjRo2yy1HZ4RCO3aZOnToybNgwWb9+vRw9elRWrVol9957r7Rp0ybkUQC8KvpPPLKc999/33TyGiJNmzaVefPmyaFDh+TEiRMmYHQkepcuXaR06dLJHmeHQzixtNm6dasUKFDA/jIAD4r+04wsqVu3bpIzZ85ghx9pCxXua7ZY2uzcudNczAfgfdF/mpFl/fTTT9K2bVspU6aMOSLQ2XiLFi0qd911l7zxxhuyZs2aZO1jCYdobfS6h57KqlevnrRv394uA/Cg8D/NwAUUelSjgaWnzAB4HwECTzh58qS5iF6zZk1p1KiRXQbgQQQIPGXHjh2SP39++8sAPIgAgads2rRJChcubH8ZgAcRIIgbHfMxY8YM2bt3ryQmJppbhHXJXB3QCMD7CBBElZCQYH8p3eiUKX/961/Nmut6626FChVk4MCBcvbsWbspAA8iQBDRpEmTJEeOHPLmm2/aJQAgQBDZO++8Y26tffjhh+0SABAgiIwAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKICBAA0RAgiIgAARANAYKI6tatawKkaNGicubMGbsMIIsjQJDCkSNH5OmnnzbhEdhq1Kgh27dvt5sCyMIIECSzYsUK+dOf/hQMjrJly8pFF11k/n7FFVfIxIkT7YcAyKIIEAR98MEHkjdvXhMWl19+uYwbN858fdmyZXLzzTcHQ6V169Zy/Phx69EAshoCBLJv3z65//77gwFx9913yy+//JKsTWJiojRp0iTYply5cvLDDz8kawMgayFAsrhZs2bJddddZ0IhV65c0rlzZzl9+rTdLGjkyJFSoEAB0z5fvnzSv39/uwmALIIAyaJOnTolr776quTMmTN4p9XXX39tNwvr559/looVKwaPRh555BFJSEiwmwHI5AiQLGjTpk1SuXLlYAD8/e9/lwMHDtjNotIA6tSpk+TIkcM8R7FixWTBggV2MwCZWLoGyJ//3M9s0cTSJlSgfY0aw+Tw4RN22Ujrc2ZlY8aMkcsuu8x0+pdccon07dvXbpImX331lVx77bXBU2BdunRhzAiQRfgmQHTr2/dbu2yk9TmzosOHD0uzZs2CRx1lypSR1atX282c7NmzJzjoULdq1arJtm3b7GYAMhlfBcjddw+WgweP2U3S/JxZzfLly+WWW24JdvCtWrWSY8dSfo7nq1evXpInTx7zGoULF5YJEybYTQBkIr4JkLZtp5o/u3dfaDdJ83NmJXanPn78eLtJurpQYQUg/nwTIOvX75M77ugnlSsPlN27D4dtg9/t3btX6tWrF+zIq1atKlu3brWbZQg9XfbUU08FX/u22yrKunWb7GYAfM43AaI6dZph/t6ly9yIbZDywvZbb70VdWxHRhk9erS5YF+w4G1SqlQrGTuWgYdAZpIhARLLFqvQ9ps3H5Ty5ftLhQoDZMuW38cdpPU5Mysv3lq7ZctW+dvfXpOyZd8z36MXX5wuv/56wm4GwId8FSCqc+fZ5t8vv/xVxDZZkT24T9fwOHjwoN0sLk6fPiN9+iwx4a/fp7p1R8jy5TvtZgB8JkMCJJpY2oSy2+/YkSiVKg0w10P0uki4NlmNTi8SOrbDq9OLLFmyXWrXHm6+V3oU2b//Mjlz5qzdDIBP+C5A1Lvvzjdfe/75qRHbKD1VkplPl+jF6qZNmwaPOs53gkMdjb5o0SIZMmSImRNLtw4dOgT/rl/XelpHrYfS27DbtZsW/J49/fRE2bUr0W4GwAfiGiCrVu2W116bKXXqjDBjPBo2HCsTJqyTsyG/lIZ7zr17j8iddw4yX9dTIeHa6G+299wzzJw2+ec/J8lnn60xj8ssvvvuOylZsmQwPFymWD9x4oRMmjRJnn32WSlRokTwuWLZtL0+Th+vz5NWo0evMnfU6fetevWhMnv2JrsJAI+La4Dony1aTJIVK3ae6/xOmVNSTZuON6c2wrUP1bv3YvP15s0nRGzTpMn/gjXd9LSXth8x4nvZudO/v/X26NHjvBZ52rBhg7zwwgty5ZVXpgiGggULmmspOkGiTt8e2PTf+nWt24/R59Hn0+dNC/1+P/zwmOD35513vjb/DwD4Q1wDpFevRcmONtT27b9KzZr/Df470nMmJByTKlWGJAuIcLST+vjjb5N1VIHtySf/J0OGLJetWw/ZD/MknTKkTp06wY67evXqaZoyZPPmzWY6k9y5cycLjEaNGsmwYcNSrAESibbT9vq40EDR59Xn19eJ1bFjp8xt2YHvyaOPfnYuiPbbzQB4UFwDJJwDB47JXXcNCv47Wvt+/ZamGiChNm06KAMGLJN//OPzFGHSoMFn5shn40b38/sZacaMGXLNNdeYjlrHdrz99tsxT1qot/e+++67cvHFFwc7+0qVKsnw4cPPe5S4Pl6fR58v8Nz6Ovp6+rqxmjFjo1SrlvQLgZ6e/PzzNXYTAB7juQD54INvzIDBgGjtdXZenaU3WptItm07JEOHLpfGjZOf5tLt738fIx999K2sW7fXftgFd/LkSenYsWNwbEfx4sXNhexYbdy48dx7+nOwc7/99ttl6tSkmw/Smz6vPn/gtfR19fVjpXfY6SnMwPehQ4cv5dChtF3XAXDhpGuAnK+pU3+S++77JMVUJRlN7wIaOXKVuSNIr5OEhsn9948011tWrtxlPyzDaedboUKFYIf86KOPpmnhJu3QdW1zfayuHqjXTjJ6RLo+v76Ovp6+rr5+WgJLx4xoeAfGjOgNFqtX77abAfAAzwSIhketWp/E/fz3vn1HzOmTli2/MGMVAkFSunTXc79dPynt2nWUuXPnxnz6yNWIESOSLR07cOBAu0lUesttYLXB0qVLy48//mg3yVD6evq6+vq6H7o/abF06e9jRvRIJFTge8IaMUB8eSJAxo1ba0Yn61QlXqIX6vW24tatp0ipUh2kUKHfjwauvvpqadGihZl3Ki3n+lOTmJgoTz75ZPB1br31Vlm7dq3dLKqPPvooeMpLVxvU8SLxoK+rr6/7ofuj+5UWevpKTzPaRyChR4isEQPET9wDRG+pfeCBUebuKy9LTDwqI0f+Tx588MFkF6N102nSdUDf5MmTncZEBCxdujTZeIw2bdqkeWzHp59+GgyPxo0bZ/gpq9To6+t+BEJE9+98hQYIa8QA8RPXABk06Dt56KHRvhuJrL9Z69KwDRo0CJ7rD2x62umJJ544d1Q1To4ePWo/NKyzZ89K9+7dg2M7dFyFDtBLq4ULFwbDTW+x1ef1At0P3R/dL90/3c/zEQgH1ogB4iuuARL6m6S9+WUKEr2NVRdp0tNOgfmoApuGiw7A07mqIp1G2rVrl9SqVSv4mHvuuefc0dh2u1mqdOLEP/zhD+Y5dEnZ8zkSygi6P7pfun+6n+cz0WPg/whrxADxFdcAyWy0k5w2bZoZTKcjxEPDJG/evPLAAw+YAXiBzvPLL78011K0roPw/v3vfztfnNc7tPR5rr/+etm/P743IkSi+6X7p/up++sqNBxYIwaIHwIkg+i5/5kzZ0rLli2DAwADm56q0usm2bNnN/++4YYbZPHixfZTxEzXHtfn0WsM+ppepvsXuEbjumZ6aDiwRgwQPwTIBaDXAObNmydt27aVokWLJgsT/U380CH3qVT0qOemm24yz6Vh5Qe6n7q/ut8up9rscGCNGCA+CJA4mD9/fnA+KpeL5aF69eplnqdQoUKyb1/S+ihep/up+6v7rfufVnY4sEYMEB8ESJwEbm3VmW5d6TQngSOa9957zy57mu6v7rfuv76PtAgXDrGuEQMg/RAgcaJTsAeOHNLagQboJIb6HDoj7q+/enscjU33NzCTr76PtAgXDrGsEQMgfREgcaIDBPPnz286UL0by0WNGjXM41988UW75Au637r/+j7SIlI4xLJGDID0Q4DEkQ5E1A70mWeesUup0rEigbmuVq1aZZd9Qfdb91/fR1rGvkQKh1jXiAGQPgiQOPrss89MB1qkSJE0TznSp08f89gyZcrYJV/R/df3oe8nVtHCIa1rxABwR4DEkY5Ov+SSS0wHOnv2bLsc1cMPP2we99JLL9klX9H91/eh7ydW0cLhfNaIAZA2BEicBWarbd26tV2KSMeV6FGLPm7KlCl22Vd0/wNHYV6ZuwtAbAiQONN1P7QDve6662LuQLdu3WoeoyPZ07LAlBfp/gdG5Ov7AuAfBEic6Sj0PHnymA401llqdToQba/zaGUGgfnAvD4NC4DkCBAPqFu3rulA27dvb5fC6tevn2lfpUoVu+RL+j70/ej7AuAfBIgHDB482HSgOqliLHTW3rReePaywA0B+r5iMW/eFhk9epXEeMYPQAYhQDxApzkPzI2lqxKm5pVXXjFtdRXEzEDfh74ffV+pOXbslFmFUO+w8voqlkBmR4B4RM2aNWPuRHVWX2377LPP2iVf0veh70ffV2pmzvzZhMe99w6TM2c4BAHiiQDxiL59+5pOtGTJknYphax8BPLaazNNgNgLSAG48AgQj9ClbWOdmiSrXgM5ceK0VK2aNFXJggW/2GUAFxgB4iFVq1Y1HWnnzp3tUjKBu7Duvvtuu+RL+j70/aR2F9bXX28x4VG9+lA5dcpt6V8A6YcA8ZDevXubjjS1+a1mzZpl2l111VV2yZf0fej70fcVzZtvzjEB8vrrs+0SgDggQDxER2IHRmWvX7/eLgdt27bNtNHtwIEDdtlXdP8D70XfVySnT58JznE1d+5muwwgDggQj6lUqVJM1wOuueYa004XpvKzwMJa+n6iWbx4qwkPvYVXr4UAiD8CxGMCS73ecccddimZf/zjH6bdCy+8YJd8Rfdf34e+n2i6dp1nAuTll7+ySwDihADxmI0bN5rTWLpt2rTJLgcNGDDAdLw33XSTXfIV3X99H/p+ItHxHjVr/tcEyIwZG+0ygDghQDzo9ttvN51q9+7d7VLQvn375KKLLjLtYp2E0Wt0v3X/9X3o+4lk2bIdJjx0zfOjR0/ZZQBxQoB40Ntvv2061jvvvNMuJfPAAw+Yds2aNbNLvqD7rfuv7yOa995bYAKkQwe3teMBZAwCxIPWrl1rOtYcOXJEXSs8sBiT/gbvt7U0dH8DR1DRFsXSCRNr1x5uAmTKlJ/sMoA4IkA8qlSpUqZz/fDDD+1SMrfddptp99xzz9klT9P91f3W/Y/m++93m/CoXHmgJCaesMsA4ogA8ajXX3/ddLDVqlWzS8mMGzfOtMuVK5esXLnSLnuS7qfur+637n80vXotMgHy/PNT7RKAOCNAPEo7We1gdX6s3bt32+VkAjP56jWT06e9PUZC90/3U/dX9zs1DzwwygTIhAnr7BKAOCNAPKxEiRKmo+3fv79dSmbdunWSN29e0/Zf//qXXfYU3T/dT91f3e9o1q7da8KjQoUBkpBwzC4DiDMCxMM6depkOtv77rvPLqXQp0+f4IX3aBel40n3S/dP91P3NzV9+iwxAdKy5Rd2CYAHECAetmTJEtPZ6mqFscx59cgjj5j2+fLlk8WLF9vluNL90f3S/dP9jEX9+mNMgHz++Rq7BMADCBCPK1asmOl0hw4dapdSOHLkSPD6QuHChT0TIrofuj+B6zS6n6nZuPGACY/y5fvLvn2ptwdw4REgHteuXTvT8d5///12KSxdX12ngw8cicT7dJa+fuDIQ/dL9y8W/fsvMwHSvPkEuwTAIwgQj5s/f37wovOvv/5ql8PSTjpwJKJ3cemF6wt9d5a+nr5uYJVF3Z9Yw0M1aPCZCZCRI6OvzgggfggQjztz5oxce+21phMeNWqUXY5ITxMFrokEOvALNU5EXycQYIFrHrGctgrYsiXBhMcdd/STXbsS7TIAjyBAfKBVq1amI3ZZA13vdgrc4quD9/S5oi3cdD70efX5A4ME9XVjudvKNmnSehMgjRv/zy4B8BACxAcCS9jqtYS0/CYfoKsb3nvvvcEjAp2DSicyTK9ZfPV59PkCc1vppq8XbVXFaHbuTJS33pprZuEF4F0EiA/o9YQrr7zSdMxjx461yzHTaUNuvfXWYCev2x//+EezqJOuDJiQkGA/JCxtp+31cfr40OfT509tehIAmQMB4hPNmzc3HfTjjz9ul9Js8uTJZgr10COGwFakSBG56667pGHDhtKkSZPgpv/Wr2vdfow+jz6fPi+ArIMA8YmpU6eazrpAgQJy/Phxu+xEF3HSlQB1Odmrr746RTBE27S9Pk4fH20xKACZFwHiEydPnpTLL7/cdN5ffJExU3vs2LFDZs6cKX379pXOnTubrX379sG/69e1ru0AgADxkSeffNIESNOmTe2Sr+gdVrrVqDFMDh8Ov8ZHoA0A7yJAfGTChAkmQAoVKiSnTvl3bfBAOOjWt++3dtkgQADvI0B85NixY5I/f34TItOnT7fLvhEaIHffPVgOHkw5VTsBAngfAeIzDRo0MAHSokULu+QbgXBo23aq+bN795TjUQgQwPsIEJ/59NNPTYBcddVVZpoTPwqEw/r1+8x0Jbre+e7dh8O2AeBdBIjPHD58WC655BITInPmzLHLvhAaDp06zTB/79JlbsQ2ALyJAPGhhx56yASITo8euMX2fLeuXXtJz57jpF+/pem6jRmzWk6eTH6kFBoOmzcfNGt+6LK1OoliuDYAvIkA8SFd4tYe2He+W758xaVYsUbBjjs9t+nTNybb/8DXAzp3nm3+/fLLX0VsA8B7CBCfWbp0aXAKkhtvvDHZdCPns7Vo0UHat+9vOvP03P79768lISH5XVZ2OOzYkSiVKg0w10P0uki4NgC8hwDxkcTERClRooQJj3vuucf3F9FDvfvufPO155+fGrENAG8hQHwkMBJdZ+b183Qi4cJh715dz32Q+fry5TvDtgHgLQSITwwfPtyER/bs2TNsLqwLJVI49O692Hxd10GP1AaAdxAgPrBhwwYzC68GSJs2beyy70QKB71WUqXKkGA9XBsA3kGAeJzOwlu+fHkTHrpYU3pN5R5P0cJBb/0lQAB/IEA8rmPHjr/dZptP1q1bZ5d9KVo46Oy8OktvtDYAvIEA8TCdMDFHjhwmQAYNGmSXASCuCBCP2r17d3CVwMcee8wuA0DcESAedPbsWaldu7YJjxtuuEESEn6f4iMrWrRoq5mx98iRk3YJQBwRIB7Uo0cPEx65cuWShQtTTnWe1Tz33GRzPeTVV2faJQBxRIB4zLJlyyRPnjwmQLp27WqXs6QFC34xEy5qiEyatN4uA4gTAsRDdKqSm2++2YRH9erVfTtVSUbo2XORCRBdwTB01l4A8UOAeIhOaqjhccUVV8j27dvtcpamU8I/8cRYEyL6pz1FPBCLfs9ki7ohbfjEPGLkyJHBqUomTpxol3GOHnnoEYiGSI8ei+wykCo7MOwNacMn5gEbN26Uyy67zARI69at7TJCfPHFehMgOvW7XhsB0oKgSF98knGmU5VUrFjRhEe5cuUyxVQlGe2112aaEKlZ87+yb98RuwxERICkLz7JOOvUqZMJD13n/IcffrDLCEOnO/nb30aZEGnVarKcPWu3AMIjQNIXn2QcffXVV8GpSgYMGGCXEcXq1bvPHbkNMCEybNgKuwyERYCkLz7JONmzZ49ce+21JjweeeQRu4wYaHBogOhyuGvW7LHLQAr2RXMuoJ8fPrU40KlK6tata8KjePHicvDgQbsJYqCnrp59NmmU+oMPjmKqE6TKDg0C5PzwqcVBr169glOVLFiwwC4jDfQiul5M1xD5179m2WUgGcIiffFJXmDLly8PTlXSpUsXuwwHejuv3tarITJ58o92GQgiQNIXn+QFdPjwYbnllltMeFSrVo2pStKRztYbmOrkl18O2WXAIEDSF5/kBfTUU0+Z8ChcuLBs27bNLuM86NQmDRsmTXXSqNE4pjpBWARI+uKTvEBGjx4dnKpk/PjxdhnpIHSqk169mOoEKREg6YtP8gLYtGlTcKqSVq1a2WWko4kT10u5cu/LTTc9I7NmfWOXkcURIOmLTzKDnTp1SipXrmzCo0yZMnLs2DG7CdLZc8/1loIFy8l11xWTXbt22WVkYQRI+uKTzGCvvPJKcKqSNWvW2GVkgF9/TZQbb7zRfO61atUy424yLZ3+pmVLkZIlRfLlk3P/0URuvlnkn/9MqgEZiADJQEuWLAlOVdKvXz+7jAy0ePFiyZ07t/ns33//fbucOXTrJpIz57mf4mzhN629+679KCDdECAZ6JNPPjEdGFOVxMc777xjPv+LLrpIli5dapf9rVevpJDInl2kWTORb77RJS1FjhzR31xEmjdPqmmb3r3tRwPpggDJYDrDrk7ZjgtPx9ncc889JkRKlChhlgzOFH75Rc6lYlI4DB5sV3+nNW2jbbdutavAeSNAkKnt2LFDrrzyShMiTz75pF32p1deSQqGhx+2KynVr5/U9tVX7Qpw3jJlgGhnoVs0sbSJRFcQbNeunZQtW1YKFixopiYpVqyY3HnnnfL666/L6tWr7Ycgjr744gsz/ka/38OHD7fL/lO+fFIofPmlXUlp2rSkthUr2hX8ZtOK8ZK4b7P9ZcTArQf1uFjCIZY24XTv3t1Mghh4fKQN3tKmTRvzfSlQoIBs2LDBLvvL5ZcnhcL+/XYlpb17k9oWLmxXcM62tV+Z23on/OcvdgkxyJQ9XSydeCxtbD179jSP0d9mGzduLHPnzjVTsesytJs3b5aFCxfKW2+9JaVKlbIfijjT79Gtt95qvn8VKlTw93Wpc7/AmFA4dcqupKTvU9vqY5DCjvVzTIB80uFqu4QYpK0H9YlYwiGWNqG2bNkSvC00U5wGyYLWrVsn+fLlM9/Djh072uX42LdP5Pvvk05HDRki0rmzyNNPi9StK3LbbSLFi4uMGJH8MRyBpJtDu38yAdK/RQ45c9rHv1TESew9qI/EEg6xtAkVWLu8YcOGdgk+MmjQIPN91PE506dPt8vp5uzp0zqHjci8eToRmkiPHiIdOojo/59q1URuuEEkT56kzj21zQ67wDWQWPZfg0nbnjvqQkqnThwJjk5P3L/FLiMVsfegPhJLOMTSJlT5cz+02n7mzJl2CT7z2GOPme/lNddcI7t377bLqdp77rf6lStXyrRp02Tw4MHnDho6S/PmzaVOnTrmNFmrq66SBXYIRNv09JIeaVSpojsn0q6dyHvvJR15LFyY8lTVyy8nPS6W8UV6p5a21Tu3ENbQdoVMgOzauNAuIRWx96A+EgiHWLZYFSpUyLTfH8tpA3haQkKCWUpYv5+1a9cOTnWi85bpxJd6bWvUqFHmhokO544aHn/8cbN+iz5GByXa/4fs7aFz23T9v6XbFVeIlC0rUquWzuefdIpqwACRyZN1dTERhwCTLed+U86dO+n5//tfu/q7YcOS2ug4EB07grA+61zaBMjGZZ/ZJaQi9h7UR+wf6GhbrAJ3XmknA//TGx4C39PrrrtOihQpkuL/RrRNr4dpoFQ5d9TQoEEDeeGFF8yUKSNHjpSVc+bIET19deKE/bLpR6dn0f+/Otpcr5no6HMdhX70qMi334o888zvI9H19Bkimtz7PhMgq2YyYj+tYu9BfSSWcIilTSiOQDKfpk2bpggG3XTgYbly5czRSbNmzcwpqoEDB8qUKVNkxYoVsmfPHvup4uPtt0Vy5Pj9VJi9aa1rV/tRsMwZ9pQJkMVjPXJjhY/E3oP6SCzhEEubUFwDyXx0qhO9G6tPnz4y59xRg56+8t3tvTpoVWfeLVEiaSbeiy9O+nuLFkk1pOrbCf8yATJzEDfIpFXsPaiPxBIOoW10hcD69evL9ddfL5deeqn57fPDDz+U03onzW8Cd2E98cQTwa8B8L8f5vY1ATLp/Wp2CamI3sv6VFoDRO+eGTZsmKxfv16OHj0qq1atknvvvdeMXg4IjAPRQYR6gRVA5rB55UQTIKNfK2GXkIrovaxPpTVAwtm6dauZ9iKUXiTVx2iI6PnzefPmyaFDh+TEiRMmYPTCbJcuXaR06dLJHgfAu/ZuWWYCZFDrfHYJqYjcg/pYauGgUmuzc+dOc+Hc1q1bN8mZM2fw8ZE2wHN0Ons9ej5wwK5kaUcP7QoOJjxx5KBdRhSZsqeLpROP1Eave+iprHr16kn79u3tsvHTTz9J27ZtzRrnepSis/EWLVpU7rrrLnnjjTdYuhbepLfz6v/5qlX1DgK7mmWdPXtGBrTMbQLkwHZuPEiLlD1oFhZ6BKHhoKengExD78rKmzcpRN58065maSNeLmYCZOuaGKbIRxABYtHbOPUies2aNaVRo0Z2GfA3Xd5WA0SnT5k/365mWeO7VTYBsm5BlBUekQIBEoGuZJc/f377y4D/1auXFCLFiokc5Jy/mtH3YRMg301+2y4hCgIkAh1UVpgpsJEZ6RTv116bFCKxLIubBSwY08YEyNcjWtolREGAnKNjPmbMmGFmWU1MTDS34+rytDp4EMiUdEaFwDQo/frZ1Sznmy/+I289lk0+eecBu4QoCBDRn6WZ8te//tWsb6637uqKdTr3UWCWViBT0ineNUB0CpQsfufgzMnDper/ZZMmD/3ZLiEKAgTIqnRm6UqVkkJEp5w/dsxukWXMmTPb3H159dUsbZsWBAiQlf38s8hllyWFyHPP2dUs48cffzQBoitVsmRD7AgQIKvT0ekaILp+yIQJdjVLOHLkSHAM2C8svhUzAgRA0mqJGiJ65+G2bXY1S7j88stNgCxatMguIQICBIDI4cMiJUsmhUi1allyqpNSpUqZAPn888/tEiIgQAAk+e47kTx5kkKkSxe7munpnZgaIL11tL6PBSaGjLSlp/R9NgD+1rNnUoDoVCcLFtjVTC2wxPFLL71kl3zFDgx7S0/p+2wA/E3HPtWtmxQixYtnqalOXnvtNRMgfl91NCOCIpIL8yoA/GPPHpFrrjEhcvjRR+1qpvXxxx+bAKlevbpd8hUCBEB8zZgha3LkkA/OdajTBwywq5nSxIkTTYDcfPPNdslXCBAAcTftpZek/LkONV++fLJ27Vq7nOksXbrUBIi+Xz8jQADE3amTJ6VixYqmUy1XrpwcP37cbpKp6DLWgcGECQkJdtk37IvmGXUBXaX/MwLINDZu3GiWbdZO9fnnn7fLmcqZM2ckd+7c5r16fVlqXbv9wI41YZfgtUODAAEQNyNGjDCdavbs2WXSpEl2OVMpWrSoea/Tp0+3SxfG2bPy675NsmvDAtm47DNZNbO3fDP2JZk1uJFMer+ajHrtJhn03CW/h0KL7LJ389JkT5FRYRHOhXkVAL7WuHFj07FeccUVsn37drucaVSuXNm8zyFDhtil83Yo4YBs37Ratv4wXdYvHCrLJr0p84a3kGn/734Z2/XP8smL16Q4Yoi6nQuPsV1ukyMHk38/CBAAnqILrendSdq51qhRw5zuyYzq169v3uPbb8e+tK2uG6QrmM6fP18+/fRT6dWrl3Ts2NGMJ6lWrZr88Y9/lIsvvlhuLJJNGlXJJn3tIAizDW17uXzauZRM7llTZg9tIksnviE/zOsnW1ZOMkccRxJ22LsRRIAA8Jxly5ZJnjx5TAfbtWtXu5wp6HUefX8tWyYtbbt//35ZtWqVfPnllzJ06FDp3LmzPPPMM1KvXj25/fbbzfohgQvvqW3XF8omj/0lhwx9sbhM+M9fZEb/R81SuiumvSs/Lv5Etq+fLYf2bpTTJ89vXRYCBIAnde/e3XSGerHZz7PW6hGUHjV8/fXXMmbMGOnZs6e8+OKLcsstt5j3lytXLsmbN2+KEIi26WqmpUuXNnNqNWnSxIRN//79zXUjDd/du3bau5EhCBAAnqSna2rXrm06zBtuuMGTt7vu27dPvv/+e3PUoNcytCN/+umnpW7dunLbbbfJVVddlaLzj7blzJlTihcvLnfffbc89thj0rZtW/nPf/4jw4cPl9mzZ8vPP//sqVucCRAAnrV79+7gqZsGDRrY5Qxz+vRpc9Qwb948GT16tPTo0UM6dOggDRs2NNcaNNACp9hi3QoXLixlypSR++67z0ymGLhZ4LLLLpPvvvtOdu3aZe+G5xEgADxNf7vX5V+1sx00aJBdTrO9e/fKypUrZdq0aTJ48GBz1NC8eXOpU6eO3HrrrVKkSJEUnX+0TU9B6VFDlSpVzFFDu3bt5L333jO3JOtRgwbRiRMn7N2Q9evXm8frUQdL26aOAAHgRK8ZaGerU3+sW7fOLhvaCWtnPXfuXBk1apS5htK+fXt5/PHHzVGDdvIXXXRRigCItumtxGXLlpVatWrJU089ZcJm4MCBMnnyZFm+fLk5QnJ1+PDh4OuwtG3qCBAATk6ePCnly5c3nW2xYsXMdOjNmjUz10h06pO0HjXohXkNlKpVq5pTYy+88IK8//77MnLkSJkzZ07Eo4b0VrBgQbM/ixcvtkuwECAAnG3YsCE4/Ue07corrzShouGiIRM4apgyZYqsWLFC9ugU8h4RWNp27NixdgkWAgTAeXnzzTfNaaX777/fnJ7S01R6ukpPW+lRgx6p+ElgadsPPvjALsFCgABACB3DoQHi96VtLwQCBABCvPrqqyZAGjVqZJdgIUAAIMRHH31kAkTn/EJ0BAgAhJgwYYIJkJIlS9olWAgQAAgRWNr20ksvtUuwECAAEGLHjh3B24+9ONeXlxAgABAidGnbH374wS4jBAECAJY//OEPJkBmzJhhlxCCAAEAS6VKlUyA6CJSiIwAAQBLYGnbzLryYnohQADA0rp1axMgzz77rF1CCAIEACzdunUzAfLggw/aJYQgQADAMmL4J5I/bzapWbW8XUIIAgQALCuXzJIHy2eTFg9ca5cQggABAMuBnevlg6eySf9/5pQzZ1jaNhICBAAsJ48nSr9nspnt8IGtdhm/IUAAIIwhbS4zAbL7Z5a2jYQAAYAwPn3j/0yAbPpunF3CbwgQAAhjcs+aJkBWz/rQLuE3BAgAhDF7aBMTIN+M62SX8BsCBADCWPK/V0yAzBrM0raRECAAEMaa2X1MgEzqwdK2kRAgABDGphXjTYCMef0Wu4TfECAAEMaezd+aABn8fH67hN8QIAAQxpGEHcHBhCeOHbLLEAIEAMI6e+a0DPhnLhMgB3ewtG04BAgARDD8petNgGxb+5VdghAgABDR/96paAJk/aJhdglCgABARNM//rsJkOVT/m2XIAQIAES0YFRrEyDzR7aySxACBAAiWj71HRMgX378kF2CECAAENGeTUtkyPMFZPm0bnYJQoAAABwRIAAAJwQIAMAJAQIAcEKAAACcECAAEEZgIsVIGwgQAAjLDgx7AwECAGERFKnj0wGAMAiQ1PHpAEAYBEjq+HQAIAwCJHV8OgAQhn3RnAvoKfFJAEAYdmgQICnxSQBAGIRF6vh0ACAMAiR1fDoAEAYBkjo+HQAIgwBJHZ8OAIRBgKSOTwcAwiBAUsenAwBhECCp49MBADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOPn/sPoDBUrpuOcAAAAASUVORK5CYII=)
| Product Number | 4H30-3-0V |
| CAS | 1006473-39-7 |
| MDL Number | MFCD04970047 |
| Molecular Formula | C8H12F3N3O |
| Molecular Weight | 223.199 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory