| Product Number | 4H48-1-QE |
| Synonyms | 6-(Piperazin-1-yl)nicotinonitrile |
| CAS | 1016799-79-3 |
| MDL Number | MFCD09937386 |
| Molecular Formula | C12H14N4O |
| Molecular Weight | 230.271 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-QE
CAS: 1016799-79-3
Molecule Weight: 230.271
Formula: C12H14N4O
PN: 3H37-1-V8
CAS: 149554-29-0
Molecule Weight: 188.234
Formula: C10H12N4
![1-Acetyl-4-[5-(trifluoromethyl)pyridin-2-yl]piperazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABj+AAAY/gEJxoKfAAACWXpUWHRtb2xTb3VyY2UAAHicjZVtb5swEMe/ysmvFxvbBEIUUkWtKk1qN2ltpb2bHOKkSAFXQJ6+/c6QByAMFiB3nP8/Y3NnM3s4JlvY6yyPTRoSTh0COo3MKk43Ifl4fx5NyMN8FqEIhWkeks+i+JoydjgcaPSpE3U0KY1MQqr26TGPG5qDpCbbMOE4nP1+fXkrmVGc5oVKI41UHk/zMvhiIlWUo/jHI1iisn2cskrOkmxf9fZHOPZ06DFfkdtcHrFtgSis462GtckSVcBeOBRP5xtsdKozVegVLE8YltTFuc9nr08m2iU6LdC1PcSR2r4V2S7CQGK2OtphZ+h8fwpJwhFQhUkWWaZOYD0bVhyUACVBuaDGoDxQPqgJqAAUd/DCdo4CjgqOEo4ajiKOKo4yHmAOttoO4v30pXEm8Ag/4QdYW/3fDnv/bA98lSIkODX8AadSSh8E9Tzfbd01g2egk/sP5dmM7Fv1JBITX/oETrehYJPv37iRoJJbK6kzsdalnrB2TGVQv7+0ezSQ1vrUL/mACtdajh3yeuAi4JyOx6WDXQTNSOVg1tg1bfPZ0qSrmgvxKiRLTsp8/tLrXJxTSsBkK53hKrEdWGkdEE3AFsAVEF2AvAPc/ie4TcAWVz8wbgK2FPsBrwnYwu0H/CZgy7wfmDQBuyj6geBu0gMAd+7GZEO9SDvZ5SK9MotOppXvalEPMK2UV5vAANPKerVpDDCtxFebzADjdbyDIcbvGNtAifFWBVQb3wATdDADhSacDqazdFht/bPLFo/u3fbPat8Ghl/E+V/x/hKjPoJgYQAAO1lJREFUeF7t3Qu4TWX+wHGlIpTckqikq6lG5RIil5JKN5VKiialPzNMzdBkIiIaumqSkYRyaahMkVK5VchEUdHNJeTOcb87fv/zW2f2bq/Xuay91j7r7L3f7+d51oOz3nMOB+/3rL3WelcRAQDAhyLmGwAA8IKAAAB8ISAAAF8ICADAFwICAPCFgAAAfCEgAABfCAgAwBcCAgDwhYAAAHwhIAAAXwgIAMAXAgIA8IWAAAB8ISAAAF8ICADAFwICAPCFgAAAfCEgAABfCAgAwBcCAgDwhYAAAHwhIAAAXwgIAMAXAmKJIkWKOJtX8Y7PzbZt22TQoEFyww03yBlnnCElS5aU4sWLy+mnny633nqrjBw5Uvbt22e+GwrD8uUijz0mUqeOyMknixx7rEiFCtm//vvfRZYtM98Dlgs+QyAlxBuEeMfn5MUXX5TSpUtHP1ZuW6VKleStt94y3x1hycwU6d49Oxj6d57bpvsffTR7PCAExBrxBiHe8aYOHTo473/00UdLq1at5O2335bVq1c7RxsZGRkyf/78rG9q/571je7JgT8XAjh8WLIOBbMDcdRRIq1bi0yZIrJhg8iBAyIbN4p88IHIXXdl79dxOl7fD9bjf60l4p2k4x0f6/nnn3fet3z58jJr1ixzt4vGpG3btr4/FwLq1y87CllHivLxx+Zet08+ETnxxOzx+n6wHv9rLRFvEOIdH7FlyxY54YQTnCOPmTNnmrtz1V1fQkG4Nm0SKVEiOwiTJpl7c6bjdLy+n74/rBb/DIGUFG8Q4h0f8eyzzzrvpyfIkeQGDsyOwbXXmnvyds012e+n7w+rxT9DICXFG4R4x0dckzW56PvpOQ8kuebNs0Pw5pvmnryNG5f9fhoSWC3+GQIpKRKEeLd4ValSxXm/VatWmbuQbLL+rpwQ/PKLuSdvK1Zkv5++P6wW/wyBlGSGwesWr+OPP955v71795q7kGyKF88OwZ495p686Xh9v6y/a9gt/hkCKSneIMQ7PoKApBACgoDinyGQkuINQrzjI3gJK4VUrsxLWAgk/hkCKSneIMSO//bbb53LbGvVqiVly5aVYsWKydlnny0dO3aUlStXut6Pk+hJYOnS7Jv9KlbMvgkwN1dfnR2CeE+i63h9Pz0JD6t5n1GQ0oIEJPLznDZdqmTBggXR9+My3kK0Y0f2UiNZgXcmeN06dzZH/WbAgOwx111n7smbXvar78dlvNbzPqMgpQUJSO3ateWll16ShQsXyq5du5ybBadOnSo1atRwxjRs2DD6fn5vJNRlTeCTLisyYoTIKaf8Fg7drrxS5NdfzdG/0WVK9DyGLlGiy5d48f772R9b30/fH1bzPqMgpQUJSG6WLl3qjNET57EiRyG6lMmnn37q2mfaunWrtGvXLt/PhVzMnq2Fd4fjrLNEJk40R+bsiSey3+ekk0SmTzf3us2YkT1Ox/fta+6FhfhfawkvQYjlZbye/9AxVatWNXfJfffd5+zTI5Hbb789az6bmPXN8K/OYooaDX3Zq2fPnlnfNJ+S4+fKzMyUu+66S+rVqycfffSRax+yrF4t0qaNOxxZR37y1FMi+/ebo3OnK+vefHP2+2f9XTkf88MPs48udDFFXa4k62hT7rkne7+O0/GsyAshINbIaZLOS17j9Rkfukhi3bp1nTG6bHtOdFHFE088MfqxcttOPfXUI066r1ixwjVGnyfy888/u8ZYSS+P7tNHpGTJ38KhE/u994qsW2eO9ubQIZFu3fJfzv2YY7LH6XhACIg18gpCTnIab0785557rrz22muuMSZdbVdD0qJFCznttNOkRIkS0QdK3XLLLTJq1Kisb5hz/o75kUceyZqzjol+vuOOO8552/bt282hdvj3v0XOOMM9qdevL/Lf/5oj/dGrt3RRS31JrHz57GDoj7VqZZ+c1/1ADO8zCqxnBqRUqVLy0EMP5RqARFi8eLE0a9bM9XkrVqwow4cPd17mssJXX4lccYU7HHoPxujR5kggVAQEcYtchXXJJZc4E/pf/vIXc0jCvfvuu869J7EhqVmzpnz22Wfm0PSh5yHuv1+kaNHfwqEXLPTsKbJ7tzkaCB0BgW+R8xR6IjwMeqQzYMCAI86rtG7dOr3ufNeT1888k/2Qp9ijjttvj/+ucZOefN+82Xwr4AsBgW8//vijM4GX1BO6IVq/fr1zlZde4RWJiJ5b6d27t+yJd12nJHNo8mSRc891hyPrSE/yebJjvjIyRLp0yT5RXqpUdkiAgAgI8lW/fn0ZP368LFu2zDkK2Lhxo0yaNEkuvPBCZ/JuXkhLWuhz1Rs0aOA6GtGT82PHjjWHJr1l338vw7O+jnNiw1GhgsiwYcEumdUrpl5+WaRcud8+rr4klhV/ICgCgnzFTtDmVi5rYtIT3YVJg6HhiP19aVg0MMlO74nRCxGOzToyuC7r9z00a9tw3HEif/2rXi9tDo/PtGkiF13kPpqpXj372eZAAhAQ5Esn4g4dOsj555/vXIKrL1ldlDUxde3aVdauXWsOLxT60lWvXr2cl7IiEdGXuPSlLn3JK9kcyjoy+Ne//uXcrR/5/VbJ2oa0aCG7gx4dZB0pSsuW7nCUKSMyaJDIwYPmaMA3AoK0onfH60n12KMRPek+cODAAr3cOB4zZsyQ3//+967fo8b5g7xWzvVi587s+zhiF1PUezk6duTEOQoEAUFa0st79TLf2En6nHPOkffee88cGprly5c7qxTH/p7KZB0Z6I2WB/TKK790McWRI0UqVXIfdTRtKvLNN+ZoIGEICNKW3mioNxzqjYexk7bemLhkyRJzeIHZmXVk8NhjjznPUYn8HooWLSoPPvigbNK1poKYM0ekTh13OKpVE3nnHXMkkHAEBGlPlz7p1q2bsxRKZALXJVI6d+7sLLVSUA5nHRnoUi261ldswBo3biyLFi0yh8dHl2m/++7spdgj4dDFFPv3j28xRSAAAgJr6GKMuihj7GSuV5ENHjzYOamdSF988YVcdtllrs915plnyltvvWUOjY8upqhLqccupqgRaddOJEkuaIA9CAiso8vDV69e3TW56z0t0/Sy14DWrFkjbdu2zZrTj4p+bF0z7Mknn3SWsg9k/HgRXTo/Eg7d6tUTmTfPHAmEgoDASgcPHnSWoddnvMeG5Oabb3ZumIyXxkEjobGIfCyNiMZEoxLE9q+/FmnUyB2OypVF3njDHAqEioDAaps3b5ZOnTq5lo3Xk93du3eXHfqMcQ/0ZSl9eSo2RPrylb6MFYSeYP/HAw/IwKJF5YdIOIoXF+nRQ2TXLnM4EDoCAmT59ttvpWnTpq4IVKpUSUaMGOGcDM+JngjXE+Kx76MnzPXEeW7v44Ve0quPBT7ppJOkVNbHbJO1jc/aDrZqpStYmsOBQkNAgBjvvPOOVKtWzRWF2rVryxy9XPZ/9MhAL8HVS3Fjj1r0Ul29ZDeIKVOmyHnnnef6/K0uvlhWzJxpDgUKHQEBDHrHev/+/eWEE05wTeT6jHZdLkVv/ot9u94cqDcJBvHDDz/Itdde6/q4FSpUkFdeeSXhV4gBiUJAgFzoOl/33nuv64qq2E2XI9FlSYLQxRQffvhhZzHFyMfVn+vbdB+QzAgIkI///ve/UqdOHVc89P6RcePGmUM906OKoUOHuhZT1E2PQvRoBEgFBATwSFcfLl26tGvCv+KKK+Rrvcw2DjNnzpQaNWq4Po6e99DzH0AqISBAHHbt2iU9e/Z0lrWPTP76EpdetpsffQTwbbfd5gqHXmn13HPPBVtMESgkBATwQWPQqlUrVwyWLl1qDnNodHr06OGKjl7Bpc9YCbyYIlCICAgQgD6wKhKF1Tk8Z/z111+XypUru0LTqFEjWbhwoTkUSDkEBAigT58+OQZk3rx5UrduXVc4qlatKhMmTIh5byC1ERAgADMgeulvu3btXJf+6iOA+/btK3t1JV0gjRAQIIDYgDzyyCNHLKZ4zz33yK/67A4gDREQIIDYgMRuet/I3LlzzeFAWiEgQAB33HGHKxy6AOPIkSMDLaYIpAoCAgQQGxB9RG7QxRSBVEJAgADMk+iATQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEMDTT78qZcvWdrY1azaYu4G0RkCAAF566QM5++zOzrZu3VZzN5DWCAgQwLBhC6RmzaHOtmHDLnM3kNYICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQwKhRC6MBycjYa+4G0hoBAQLYuHG3/OUvU+Vf//rS3AWkPQICAPCFgAAAfCEgAABfCAgAwBcCAgDwhYAAAHwhIIAHkXs9dJsxY4W5+wiRsUA6IyCAB7EBufnmcXLgQKY5xIWAwAYEBPAgEoRWrcY7P44evcgc4kJAYAMCAngQCcLs2aucHxs3HiHbtuW+dAkBgQ0ICOBBbBA6d57i/HzAgM+NUb8hILABAQE8iA3C8uVbpU6dYc6mP88JAYENCAjggRkEPfrQX+vRSE7M8UA6IiCAB2YQtm/fJ02ajHTeNmfO6piR2czxQDoiIIAHOQVhzJhvnLfplVmZmYdd+3IaD6QbAgJ4kFMQDh7MlJYt33TePmHCYte+nMYD6YaAAB7kFoRZs35x3n7llaNk58790bfnNh5IJwQE8CCvIHTq9L6z74UX5kbfltd4IF0QEMCDvIKwdOkWqV37Falbd5isXr3deVte44F0QUAAD/ILQr9+nzr7u3X7yPl1fuOBdEBAAMP33286YpmS/IKQkbFXGjUa4YxZsGBtnuP1iGXjxt3mm4GUQ0CA//nppy3SocMkZ+K/4Yaxrktz8wpCxOuvL3LGtGnzdq7j5837VWrVGir16r0qL700T3bvPmAOAVIGAYH1tm7d67wEpecxIhP/Nde8EXdAdIn3m24aFx2b0/jIYoyRrXnzN2TSpB/lsPs2EiAlEBBYS+/j0JsBdWXd2Eldz2OsXbvTNTa3IJimT1+RZ0DUzJkr5MYb3aFp23aiLFq03hwKJDUCAivpkcCtt/7bNYnfeecEmT9/jTm0QOjRymuvfS0NG74W/fz60lbPntNlw4Zd5nAgKREQWGXlym3SpcsHrnDoTYBvv73kiOVIwrBp027p1WuGE4/I76dBg+EybNgC2b//kDkcSCoEBFbQu8Sfe26uXHbZsOhErT9/9tk5smPHb3eQF5bvvtsgf/jDf1xh0xP5H3+8zBwKJA0CgrSmRxXvvPO9XHXVKNfkrMuwr1iR87M8CtP77/8k11472vV7feCB9+THHzebQ4FCR0CQtvR+jNat33JNxrr44eefrzSHJpU9ew7KkCFfOpf6Rn7feoXYk0/Ocq4YA5IFAUHa0SuoHn30Y1c49Ca/0aMXOVdepYo1a3bI3/7m/nPoFWOp9udA+iIgSBt5feeud4qnqpyOpG655d9JfySF9EdAkBbS/dxBXudyfvkl+c7lwA4EBClt8eKNOV699NFH6Xn1kl4xlsxXk8EuBAQpad26jfLww/+UCy/sHZ1Ibbp/Qo869OgjNpx6P8ubb86WQ4c4P4JwEBCklP3790v//v2lTJmKUq5cXalW7QG55JJ/So8e06y8g1vvqNfzIRqQCy7oI1Wq3Cb1698oM2bMMIcCCUdAkDImTpwoZ511lhQpUsTZSpQ4Xa699iH5+mu7TybrFVmjRy+Uiy9+OCuq9eWYY05wvj633XabrFixwhwOJAwBQdL79ttvpWnTptFw6FapUiUZMWKUHGYZ26gtW7ZL587dpWjRotGvU/HixbOOznrIrl32HZ2h4BEQJK3NmzdLp06dsr6jPiY6IRYrVkweffRR2bFjhzkc/7Nw4UJp3LixK7iVK1eW119/3RwKBEJAkHQOHjwoL774opQtW9Y1Cd58882ydOlSczhyMWHCBKlatarra1i3bl2ZN2+eORTwhYAgqXz00UdSvXp116R34YUXyrRp08yh8GDv3r3St29fKVmyZPTredRRR0m7du1k7dq15nAgLgQESeHnn3+WG264wRWOcuXKyeDBg+XQofS/LLeg/frrr3LPPfc48Yh8fUuVKiX9+vWTffv2mcMBTwgICtX27dulW7ductxxx0UnNj3n0blzZ8nIyDCHI6C5c+dKnTp1XKGuVq2avP322+ZQIF8EBIUiMzNThg8fLhUrVnRNZs2aNZPFixebw5FAeuXayJEj5dRTT3V97Zs0aSLffPONORzIFQFB6D777DOpWbOma/I6++yz5b333jOHogDt3LlT/v73vztXtkX+HvQS4P/7v/9zroAD8kNAEJqVK1dK69atXeE48cQTZeDAgc4d5igcy5Ytk1tuucX191KmTBl54YUXnCvigNwQEISiZ8+erhO4Rx99tNx3332yfv16cygKyfTp0+Wiiy5yhaREiRKyatUqcyjgICAIxZlnnhmdlBo0aCDz5883hyAJ6BVvQ4YMkRNOyF4ORbdnn33WHAY4CAhCcc011ziTkU5MSH5jx46NBmTy5MnmbsBBQBCKW2+91ZmMypcvb+5CEtILGiIBef/9983dgIOAIBQEJLUQEHhBQBAKApJaCAi8ICAIBQFJLQQEXhAQhIKApBYCAi8ICEJBQFILAYEXBAShICCphYDACwKCUBCQ1EJA4AUBQSgISGohIPCCgCAUBCS1EBB4QUAQCgKSWggIvCAgCAUBSS0EBF4QEISCgKQWAgIvCAhCQUBSCwGBFwQEoSAgqYWAwAsCglAQkNRCQOAFAUEoCEhqISDwgoAgFAQktRAQeEFAEAoCkloICLwgIAgFAUktBAReEBCEgoCkFgICLwgIQkFAUgsBgRcEBKEgIKmFgMALAoJQEJDUQkDgBQFBKAhIaiEg8IKAIBQEJLUQEHhBQBAKApJaCAi8ICAIBQFJLQQEXhAQhIKApBYCAi8ICEJBQFILAYEXBAShICCphYDACwKCUBCQ1EJA4AUBQSgISGohIPCCgCAUBCS1EBB4QUAQCgKSWggIvCAgCAUBSS0EBF4QEISCgKQWAgIvCAhCQUBSCwGBFwQEoSAgqYWAwAsCglAQkNRCQOAFAUEoCEhqISDwgoAgFAQktRAQeEFAEAoCkloICLwgIAgFAUktBAReEBCEgoCkFgICLwgIQkFAUgsBgRcEBKEgIKmFgMALAoJQEJDUQkDgBQFBKAhIaiEg8IKAIBQEJLUQEHhBQBAKApJaCAi8ICAIBQFJLQQEXhAQhIKApBYCAi8ICEJBQFILAYEXBAShICCphYDACwKCUBCQ1EJA4AUBQSgISGohIPCCgCAUBCS1EBB4QUAQCgKSWggIvCAgCEXLli2dyahs2bLmLiQhAgIvCAhCcc455ziT0VFHHSW9e/eWPXv2mEOQJL7//nu59NJLowF5+eWXzSGAg4AgFM2bN49OSLqdfvrpMm7cOHMYCtHWrVvlz3/+sxx77LGuv6tPP/3UHAo4CAhCM3DgQKlSpYprcmrYsKEsWLDAHIoQHTp0SIYMGeKcn4r9u7nqqqtk9uzZ5nAgioAgVLt375ZevXrJ8ccfH52ojj76aGnfvr1s2LDBHI4CNmPGDPn973/vCsf5558vH374oTkUOAIBQaFYuXKl3Hnnna6Jq3Tp0s5Ryv79+83hSLDly5dHr4yLbGXKlJHnn39eDhw4YA4HckRAUKj09fXYE7a66Qn3SZMmmUORADt37pTHHntMihUrFv16Fy1aVB588EHZtGmTORzIEwFBocvMzJRXX31VTj75ZFdIrr76almyZIk5HD4cPnxYRo0aJaeeeqrra9y4cWNZtGiRORzwhIAgaWzfvl26du0qxx13XHSC0yuCunTpIhkZGeZwePTFF1/IZZdd5grHmWeeKW+99ZY5FIgLAUHS+emnn+T66693TXjlypVz7kfQK4bgzZo1a+See+5x7r2JfB1LlSolTz75pOzbt88cDsSNgCBpTZ06VapXr+4KyUUXXSTTpk0zhyKGxkEjobGIfN00Im3btnWiAiQKAUFSO3jwoAwaNMi5Qig2JLo0yrJly8zh1tOXpfTlqdivlb58pS9jAYlGQJASNm/eLB07dpRjjjkmOjHqlUS9ez8vu3btNYdb55tvvnVOiMeGQ0+Y64lzPYEOFAQCgpTyzTffSNOmTZ0JsnjxilKx4lVy+eW9ZNKkH8XGeTIjY7c8+ugrctJJv3OFVS/V1Ut2gYJEQJCS3nlnolx88fVyxhltpUaNZ6RmzaHStu1EWbRovTk0LR08mCljxnyTddQxQs45p4ucfHKTrHCUd24O1JsEgTAQEKSs/fsPyNChM6Rhw9ecgOhWq9ZQ6dlzumzYsMscnjZmz16VFYp/R//Mv//9AGnevLt89tmX5lCgQBEQpLxNm3R9rRlOPCKTaoMGw+XVVxdkRSZ9LvtduXKbdOnyQfTPqNuVV46St99eIocOZZrDgQJHQJA2vvtug/zhD/9xTbA33DBWPv44ta/W2rlzvzz33FypW3dY9M912WXD5Nln58iOHawbhsJDQJB23n//J7n22tGukDzwwHvy44+bzaFJLTPzsEyc+L1cddUo15+lc+cpsmLFVnM4EDoCgrS0Z89BefnlL6VevVejE2/t2q/Ik0/Okq1bk/+y3wUL1krr1m+5wtGy5Zvy2WcrzaFAoSEgSGtr1uyQv/3tY9dErFcu6RVMeiVTslm7dqc8+qj799uo0Qh5441FSfn7hd0ICKyQ03f0t9zyb+eKpmSgR0xDhhx5xNS37yzJyEj+IybYiYDAGnpOQa9Yyumcwi+/FN45hSlTfk6LczawDwGBdfTKJb2CSa9kikzYhXFV0+LFG4+4auz668fIRx+l9lVjsAcBgbX0qEOPPmIn8Mh9FXq0Eit2zIwZK1z7chIZm5PNm3dL794znJeoIuP0vpVhw9LrvhWkPwIC6+l5ED0fEhuJjh0nu8bE7rv55nFy4EDeJ7RzC8jPP2+RK64Y4fp4PXpMS+s755G+CAgg7rWldFK//PLhrru7I5N9q1bjnR9Hj877MbC5BUTvUYnsu+eed6xZuwvpiYAAMfQekVGjFsqXX7ofvBSZ9PVoRX/U0GzblvvVUbkFRKM0bty3MnXqUitXD0Z6ISCAB7FBiJw3GTDgc2PUb3ILCJBOCAjgQWwQli/fKnXqDHM2/XlOCAhsQEAAD8wg6NGH/lqPRnJijgfSEQEBPDCDsH37PmnSZKTztjlzVseMzGaOB9IRAQE8yCkIetWWvk2vzMrtvhEgnREQwIOcgqCX/uoKufr2CRMWu/blNB5INwQE8CC3IMya9Yvzdr2DXR/8FJHbeCCdEBDAg7yC0KnT+86+F16YG31bXuOBdEFAAA/yCsLSpVucda30kbOrV2933pbXeCBdEBDAg/yC0K/fp87+bt0+cn6d33ggHRAQwIP8gqAPfdInB+oYfXhVfuOBdEBAAA+8BOH11xc5Y9q0edvTeCDVERDAAy9B0CXeb7ppXHRsfuOBVEdAAA+8BmH69BUEBNYgIAAAXwgIAMAXAgIA8IWAAAB8ISAAAF8ICADAFwICBKBLuv/739/J/PlrzF1A2iMgQABvvbXYud+jXr1XZffuA+ZuIK0RECCAYcMWRG8a3LBhl7kbSGsEBAiAgMBmBAQIgIDAZgQECICAwGYEBAiAgMBmBAQIgIDAZgQECICAwGYEBAiAgMBmBAQIgIDAZgQECICAwGYEBAiAgMBmBAQIgIDAZgQECICAwGYEBAiAgMBmBAQIgIDAZgQECICAwGYEBAiAgMBmBAQIgIDAZgQECICAwGYEBAiAgMBmBAQIgIDAZgQECICAwGYEBAiAgMBmBAQIYPDgj+W887o627p128zdQFojIEAAzzwzQsqXb+Bsa9ZsNHcDaY2AAAH07fukHH30sc62evWv5m4grREQIIA+ffpIkSJFnG316tXmbiCtERAgAAICmxEQIAACApsRECAAAgKbERAgAAICmxEQIAACApsRECAAAgKbERAgAAICmxEQIAACApsRECAAAgKbERAgAAICmxEQIAACApsRECAAAgKbERAgAAICmxEQIAACApsRECAAAgKbERAgAAICmxEQIAACApsRECCARx99lIDAWgQE8CEzM1OGDRsmxx13XDQgderUkYULF5pDgbRFQIA4zZo1Sy655JJoOGK3okWLSocOHWTTpk3muwFph4AAHv3yyy9y++23u4JRunRp6d69u9xyyy2ut5900kny3HPPyYEDB8wPA6QNAgLkY/fu3fL444/L8ccf7zrSuP/++2Xjxo3RcTNmzJAaNWq4QnLeeefJlClTYj4akD4ICJCH0aNHS5UqVVxRuOKKK+Srr74yhzoOHTokQ4cOlfLly7ve59prr5UffvjBHA6kNAIC5OC///2v1K9f3xWBM844Q958801zaI62bt0qDz/8sBx77LHR99ef69t0H5AOCAgQY926dXLvvffK0UcfHZ34S5YsKU888YTs3bvXHJ4vPerQo4/YEFWoUEFeeeUV52gFSGUEBMiyf/9+eeqpp+SEE05wTfZt2rRJyP0deh5Ez4fEfuyLL75YZs6caQ4FUgYBgfUmTpwoZ511lmtyr127tsyePdscGohekfXss886V2jFfq5WrVrJihUrzOFA0iMgsNZ3330nV155pWsyP+WUU2TEiBFy+PBhc3jC6D0iDzzwgHMlV+TzFi9eXHr06CG7du0yhwNJi4DAOlu2bJE//vGPcswxx0Qn8GLFijnLkuzYscMcXmC+/vpradSokStglStXljfeeMMcCiQlAgJrHDx4SF566WUpW7asa9K+6aabZOnSpebw0IwfP16qVq3q+j3Vq1dP5s2bZw4FkgoBgRXmzFkqTZp0lpIlq0Un6QsuuEA++eQTc2ih0Cu8+vbt61zxFfn9HXXUUdKuXTtZu3atORxICgQEaW3Vqu3y8MMfyqWXDpGzzuok5cs3lFNOOTPrSOSlrCOSg+bwQvfrr7/K3Xff7cQjEhK9Mqx///7OlWJAMiEgSEu7du2XQYO+kLp1h0nNmkOdrUaN/tKz52uSkbHNHJ505syZ46zuG/uyVrVq1eSdd94xhwKFhoAgrWRmHpZ33/1BmjV7PRoO3Tp2nCzLlmWYw5OaXgk2cuRIqVSpkiskTZs2lW+++cYcDoSOgCBtLFy4Tu6++21XOG6+eZzMmvWLOTSl7Ny501nxV68Ui0REryDr2LGjbN682RwOhIaAIOWtX79T/v73aa5wXHHFCBk1aqEcOJBpDk9Zy5Ytk5YtW7qORsqUKSODBg1KyvM5SH8EBClr376DMnTofLn88uHRcNSu/Yo88cRM2bJljzk8bUybNk0uuugiV0iqV68uU6dONYcCBYqAICVNnbpUWrQY4zrquO++d2XJEjueBKgLMb788stSrlw5V0iuv/56+emnn8zhQIEgIEgp33+/Sdq3f9cVjuuuGyMffPCzOdQKGRkZ0qVLF9ey8fqc9q5du8r27dvN4UBCERCkBH1Jqk+fWc5LVJFw1K8/3HkJa+/egn39X59IuHDhQpkwYYL069fPWe5dt2uuuUYaN24c3Zo3bx7dp+P0DnNdriSM9a2WLFkiV199teto5OSTT5ZXX31VMjPT5zwQkgsBQVLTk+B6MrxRoxGuo47u3T+Rdet2msMTQq9s0lh06tTJObcQOyn73XQp9wcffFDGjRvnPHOkoLz33ntyzjnnuD73pZdeKp9++qk5FAiMgCChYif5GTNWmLuPEBmbE738tmXLN10fs02bt+WrrxI/AWs0Bg8e7KxBZU7+OW36fHRdv0o3fa5H5Oexz03Pa9P3GThwoHPneaLpHev6sUuXLu36nHfeeaesXLnSHA74RkCQULGTvd6Dkd9ltLkF5K23Frs+lt4Y+J//fO/cKJhIeuWSLqao5w3MSV63888/Xzp06CDPP/+8TJ48WX788UfzQ+RIT2S///778sILLzj3a1x44YVHfGzddMmSJk2aOEcmiX5C4YYNG6R9+/aupytq4Hr16uW8LAcERUCQUJEJv1Wr8c6Po0cvMoe45BYQPbehb9elSHRJEl2aJFH0Dm9dEqRmzZpHTOi67pSewxg7dmzCX2rS54DoS2P6Ulb58uWP+Ny6VIkeBfl5dG5eFixYIA0aNHB9rtNOO03GjBljDgXiQkCQUJEgzJ69yvmxceMRsm1b7hNibgE5eDDTuVR3zZrEPp9DV9/VVXhjJ1O9q7tFixbOUcCePeHcP6JPJ9QjmtatWx/xspee/B4yZEjCj0j0z3f66ae7Ptfll18u8+fPN4cCnhAQJFRsEDp3nuL8fMCAz41Rv8ktIImm5xruuOMO1+SpL1vpkwEL81kgauPGjc7TCPWu8tjf3yWXXCKff577184PDWTv3r2lRIkS0c+jL3Hdd999sn79enM4kCcCgoSKDcLy5VulTp1hzqY/z0kYAdHv5vWlqdgjDn0iYUGcwA5C17x6+umnjwiJvqSW6Hs6Vq1a5Rz9xH6eE088MSv2A1g2Hp4RECSUGQQ9+tBf69FITszxiaSTbqtWrVyTpJ4LWLQo7/MyhU2vCNMjo9iT33p+pCCeUKhHOOa5oLPPPlveffddcyhwBAKChDKDsH37PmnSZKTztjlzVseMzGaOTxQ9cXzWWWe5vrt+7bXXzGFJTc9N6MtYkT+D3m3+j3/8w7kIIJH0RsPhw4dLxYoVj4jt9OnTzeFAFAFBQuUUhDFjvnHepldmmZfh5jQ+qA8++MD1aFj9Druwz3P4pS8nPfTQQ64nFLZp06ZAXmbSI7ZHHnnkiEuaZ8yYYQ4FHAQECZVTEPSKqsgNgRMmLHbty2l8EKNHj3atC/WnP/2pQCbbsOk9JRUqVIj+ufTekW3bCubJij///LPraYh6DgnICQFBQuUWBL2rXN9+5ZWjZOfO3yb03Mb78c9//jN63kB/fPHFF80hKU2Pos4999zoxK43JxbUlVO6JErk82i8gJwQECRUXkHo1Ol9Z98LL8yNvi2v8fHQI49IPPQlGL3nIR3pzYj169ePTu41atRwVuRNNAICLwgIEiqvICxdusVZTVfvLl+9Ovuy1LzGe6XnPCIvW2k89NfpTO/l0JWAIxN83bp1E77iLwGBFwQECZVfEPr1+9TZ363bR86v8xufn6+++ip6wlyPQNL1yMOkEWnYsGF0km/WrFlC71wnIPCCgCCh8gtCRsbe6NLsCxaszXd8XvSqodhLdfXZ4DbRk+ix93B069bNHOIbAYEXBAQJ5SUIr7++yBmjS7N7GZ+b2JsE9WorG+mKu7owon4N9FJfXSQyEQgIvCAgSCgvQdAl3m+6aVx0bH7jc6KXlkYmOP0ufN++feYQa8ydOzd674Y+A0Qvww2KgMALAoKE8hqE6dNX+A6IrmEVWdtKJ8xUvUkwkfQS5siE36hRo8B3qxMQeEFAkHJiV9UdMWKEudta+mCsyNdFlyYJgoDACwKClKLP84hMbLpWU9DvtNOJHpnpml/6tSlbtqxzfsQvAgIvCAhShsYi8mhYXZI92VfVLQyxL2Xdf//95m7PCAi8ICBIGXqFUWRSs/Wqq/zoyrqRS3v15srly5ebQzwhIPCCgCBl1KpVy5nQihUrlnQPg0omOuFHJv/27dubuz0hIPCCgCAlTJ06NTqh6cOWkLfatWsHOgohIPCCgCAUK1ZslV69Zjir8voRucJIz31w2W7+Jk+eHA1A165dzd35IiDwgoAgFD17Tnfu92jRYoy5K1/6iNfIjXItWrQwdyMXkaXfTznlFDl48KC5O08EBF4QEIRCF0/UgOjzQOI1ePDg6GRmy2KJidC/f//o1y3eZ5wTEHhBQBCKIAHR5cp1ItN7HHQVWnijFxoULVrU+dq1bNnS3J0nAgIvCAhC4Tcg+gClyPPA27VrZ+5GPpo3b+587UqUKBHXemEEBF4QEITCb0AmTJgQncjGjh1r7kY+dIn7yNdv+vTp5u5cERB4QUAQCr8B6dSpkzOJ6VHI2rVrzd3Ix+LFi6Mh6N69u7k7VwQEXhAQhMJvQKpXr+5MYueff765Cx5VrlzZ+RrWqVPH3JUrAgIvCAhC4Scgu3fvdh5Tq5MYNw/6d9dddzlfQ70U2uvlvAQEXhAQhMJPQBYuXBidxJ5//nlzNzzq169f9Ov4ww8/mLtzREDgBQFBKPwEZPz48UxiCRC7COV//vMfc3eOCAi8ICAIhZ+A9O3bNzqJJeIxrbZasmRJ9Ov41FNPmbtzREDgBQFBKPwEpEOHDs4EpudBDh06ZO6GRwcOHIjeS9OxY0dzd44ICLwgIAiFn4C0bt3amcD0+ecIpmTJks7Xsk2bNuauHBEQeEFAEAo/AbnhhhucCezUU081dyFOuqCifi1vvPFGc1eOCAi8ICAIhZ+ANG7c2JnAdFVZBBNZmVe/pl4QEHhBQBAKPwG57LLLnAns4osvNnchTvo11K+lfk29ICDwgoAgFH4CwhFI4nAEgoJAQBAKPwHhHEjicA4EBYGAIBR+AsJVWInDVVgoCAQEofATEO4DSQzuA0FBISAIhZ+AcCd6YnAnOgoKAUEo/ASEtbASg7WwUFAICELRufMoOffcv8pllz1u7soVq/EmBqvxoqAQEITi3nsfk/LlL8+KyHXmrlzxPJDE4HkgKCgEBKG47bbb5aijjpEKFU4xd+WJJxIGxxMJUVAICEJx6623OpNR+fLlzV154pnowfBMdBQkAoJQ+A3IhAkTohPZ2LFjzd3Ix6BBg6Jfv+nTp5u7c0VA4AUBQSj8BmTTpk3RexjatWtn7kY+mjdv7nztSpQoIfv27TN354qAwAsCglD4DYiqW7eu874nnnii7Nmzx9yNXPz6669StGhR52vXsmVLc3eeCAi8ICAIRZCADB48ODqZjRs3ztyNXPTv3z/6dXv33XfN3XkiIPCCgCAUQQKyefNm5xJUff8WLVqYu5GLyAq8upCi18t3IwgIvCAgCEWQgKibbrrJef9jjjlGli5dau6GYfLkydEAdO3a1dydLwICLwgIQhE0IFOnTo1OaNxUmL/atWs7X6tjjz1Wli9fbu7OFwGBFwQEoQgaEFWrVi3nYxQrVsw5QYyc6YQfmfzbt29v7vaEgMALAoJQJCIgsYsC/ulPfzJ3I0tmZqbUrFkz0NGHIiDwgoAgFIkIyOHDh+XCCy90Po6eC1m0aJE5xHr//Oc/oxP//fffb+72jIDACwKCUCQiIOqTTz6JTmwNGjRwooJs+rKe3iujX5uyZcvKhg0bzCGeERB4QUAQikQFRN1xxx3RyW3EiBHmbmtFrlTTbfjw4ebuuBAQeEFAEIpEBkS/09bnpOvHK126NJf1ivulq0aNGgU+MiMg8IKAIBSJDIgaMmRIdILTk8bxrPOUbubOnRu90VKDmojH/xIQeEFAEIpEB0S1atUqOsnZelWWnuc47bTTnK+BLjqpV6olAgGBFwQEoSiIgGzfvl3OOuus6ESnS5fbZNu2bdFLdnXr1q2bOcQ3AgIvCAhCURABUV999ZWULFnS+dj6+FtbFlvUVYkbNmwYneSbNWsmhw4dMof5RkDgBQFBKAoqIOqDDz5wbprTj6/nAvTX6Uzjcc0110QneF3ufteuXeawQAgIvCAgCEVBBkSNHj3aOQKJRCRdj0T0AVv169ePTu41atSQjIwMc1hgBAReEBCEIvJkPL38NuglprnRS1kjEdEfX3zxRXNIStPLlSNLtOumd+WvX7/eHJYQY8aMiX6eSZMmmbsBBwFBKM4888zohFSnTh3n0tOCoEcikZezdNOrs/bv328OSzl6FFChQoXon6tJkybOSfRE0+eGvPDCC1KqVKno53rmmWfMYYCDgCAUffr0iR4d6KaXnN5zzz0FsqqungOJnFjXTa9UStWbDTV+Dz30UPS58Lq1adOmQKL44Ycfyvnnnx/9PLppSNauXWsOBRwEBKHRiaht27auyVAnqL59+8revXvN4YEsWLDAdYmvrhH12muvmcOS2vz58+WSSy6J/hn0yOof//hHwl8C/PHHH50nPcaGQ89V6c2aibyyC+mHgCB0X3zxhXPlUOyEVbVqVZkwYYI5NBC9TyT2ZkPddAHGZF/FVx/hqw/Nij1iq1atmsybN88cGoi+BPbXv/41ehd7JFJ//vOfC+TEPNIPAUGhef3116Vy5cquCb5x48aycOFCc2gg+p10ZO0s3XQp+D/+8Y8F8vJZEDt37pSnn35aypQp4/qa3HvvvU4ME0WfGTJs2DDXORXd9EKH77//3hwO5IqAoFDp/Qs9evSQ4sWLRyeyokWLSocOHZxLVhNFYxG7iq9u+p23fqdf2OdHNm7c6HwNzHDoy1eff/65OTyQWbNmuV4W002v7NJnqAPxIiBICitWrJDbbrvNNbGddNJJ8txzz8mBAwfM4b7p80QuuOAC1+fRIxI9B6D3juhNemHQP5NO2q1bt5bjjz/e9fs5+eSTE37+4ZdffjkioLrwol5hlcivL+xCQJBUZsyY4dwcFzvRnXfeeTJlyhRzqG96EloXHYxdRyqy6Utd+pLR2LFjZd26dea7BqJHVHqe58EHH3ROUpufW89zDB48OKEXFOzevVsef/xxV6T0CE+fVqhHPkAQBARJR7/zHjp06BGT7HXXXSc//PCDOTyQqVOnOg9iij2RHLvpZa36ctrzzz/vHDHoFUte/PTTT869G3pPRceOHaOP4jU3vSJN7+nQo59EHnEovSemSpUqrs93xRVXOOuHAYlAQJC0tm7dKg8//LDrxkD9+V/+8peE30SnVz7pd//16tU7YpLPadPv6PXKMd0uvvji6M/Nl6Ny2/R9Bg4cWCAn8r/88kvXcie6nXHGGfLmm2+aQ4FACAiSnh51xC4eqJteQfTKK684VxQlmsZEX2rq1KmTVK9e/YjJ38+mL8PpS1d6pJHol8Yi9OPqy2+xl/+WKFFCnnjiidDO7cAuBAQpQ18S0ok4dmLW7+RnzpxpDk0oPY+glxZrVPr16+dM0rpp1PSy48iml8FG9um48ePHy9dff53wlXJNelf6U0895bpUWTe9Y3316tXmcCBhCAhSil4x9OyzzzpXaMVOlnrDoF7JZZuJEye67rjXrVatWjJ79mxzKJBwBAQpSa9o0ns49IqiyMSp95L07NmzwL/jTwbfffedXHnlla5wnHLKKc5yLYle6gTIDQFBStOXiBo1auSaSPXu9jfeeMMcmha2bNni3EWv965E/rx6Bdnf/vY32bFjhzkcKFAEBGlBzzfoVVCxIdErqhK9flRh0WXW9XknZcuWdf0Z9RLkwr6THvYiIEgbegOeLhsfu5S73mfRrl27lF6S/OOPP5bf/e53rnDo3fR6Vz1QmAgI0o7eW3H33Xe7lo3XK5T69+9fIM/RKCg///yz3Hjjja5w6BHISy+95ByRAIWNgCBtzZkzx3n6YewErMuF6DImyUxX3n3kkUdcd8frOQ99uqKeAwGSBQFBWtMrkkaOHCmVKlVyhaRp06by7bffmsMLld4UqVdRVaxY0fV7veqqq2Tx4sXmcKDQERBYQa9Q6t69uxQrVsz1Xb2uU6V3nhc2XbbdXNzx7LPPlnfffdccCiQNAgKrLFu2TFq2bOmaqPU5HIMGDSqU8wqrVq2Su+66y/X70cfvDhgwIKXO18BOBARWmjZt2hEr5Oq6V7o6bxh0barevXs7a1VFPr+uYfWHP/xB1q9fbw4HkhIBgbV0+fSXX35ZypUr5wrJDTfc4CzHXlB0QcXTTz/d9Tkvv/xymT9/vjkUSGoEBNbLyMiQzp07u5aN1yugunXrltBnkS9YsEAaNmzoCsdpp50mY8aMMYcCKYGAAP+zZMkSadasmWuC18fLvvrqq4GWjd+wYYO0b9/etcy6PjekV69ezkq/QKoiIIDhvffek3POOccVkksvvVQ+++wzc2ie9CT4008/7Tx7PPZj3XnnnbJy5UpzOJByCAiQA5389YmBekWUn8l/0qRJOUbo008/NYcCKYuAAHmI9+UnfRns6quvdoUjES+DAcmIgAAe6AnwBg0auMKgJ8DHjh3r7NcT8V26dDniRHzXrl0TeiIeSCYEBIhDTpfg6oOczMfJXn/99QV6KTCQDAgIEKecbgKMbGHejAgUNgIC+KTLkJx55pnReDz++OOFshwKUFgICBCAPsAqEpDVq1ebu4G0RkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkDgy9AORTxt6c6mgJh/t7ltsAd/2/DFnDRy29IdATlygz3424YvTBbZbAwIEMG/BvjCZJKNgMBm/GuAL0wm2QgIbMa/BvjCZJKNgMBm/GuAL0wm2QgIbMa/BvgSmUzy2mxgY0Dy2mAX/sbhizlx5LTlZNPKBTLxH3VlbPeqBbr1/kNVaXVVVbngvKpStWrBbaVKlYoGpEqVKkfsT/R2+aVVpcNNVWXQH4/8MydymzHyXsk8dMD1d2f+/ea0wS78jcMXvxPG7HGdj5h0CmLrcl0RaVi9iJxQPHtyT5ftjApF5OY6ReSJ24/8Myd627TqK9ffXeTtQAT/GuCL38kkY+1imTLoGpn0TOMC3V78W2Pp0q6xXHd1Y2ncuOC2U089NTq516tX74j9id7uuLmx9Pi/xjKq95F/5kRun43pKIcPZ7r+7vz+nSN98a8BvjCZZLPxHAgQwb8G+MJkko2AwGb8a4AvTCbZCAhsxr8G+MJkko2AwGb8a4AvTCbZCAhsxr8G+MJkko2AwGb8a4AvTCbZCAhsxr8GIACbAgKYCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBAAAYHNCAgQAAGBzQgIEAABgc0ICBDA8Jf6yGVnF3G2DesICOxCQIAAPhzbR7pcV8TZtm4iILALAQECWDC5T/RJfbsyCAjsQkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAICGxGQIAACAhsRkCAAAgIbEZAgAAWfjggGpC9OzeZu4G0RkCAAPZsXy8f/+s2+XpKf3MXkPYICADAFwICAPCFgAAAfCEgAABfCAgAwBcCAgDwhYAAcYrc95HfBqQ7/pUDcTJDkdsGpDv+lQNxIhBANv4XAHEiIEA2/hcAcSIgQDb+FwBxIiBANv4XAHEiIEA2/hcAcTKvtsppA2zAv3QgTmYsctoAG/AvHYgTkQCy8b8AiBMBAbLxvwCIEwEBsvG/AIgTAQGy8b8AiBMBAbLxvwCIEwEBsvG/AIgTAQGy8b8AiBMBAbLxvwCIEwEBsvG/AADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgCwEBAPhCQAAAvhAQAIAvBAQA4AsBAQD4QkAAAL4QEACALwQEAOALAQEA+EJAAAC+EBAAgC8EBADgy/8D/C3hunEgqdQAAAAASUVORK5CYII=)
PN: 4H48-3-5M
CAS: 1286142-85-5
Molecule Weight: 273.259
Formula: C12H14F3N3O
PN: 3H37-1-Z0
CAS: 683274-59-1
Molecule Weight: 202.261
Formula: C11H14N4
PN: 3H32-1-LU
CAS: 104395-86-0
Molecule Weight: 177.251
Formula: C10H15N3
PN: 4H56-1-0LM
CAS: 683274-61-5
Molecule Weight: 288.351
Formula: C15H20N4O2
PN: 3H37-1-0M
CAS: 84951-44-0
Molecule Weight: 188.234
Formula: C10H12N4
PN: 4H48-1-QG
CAS: 419556-94-8
Molecule Weight: 205.261
Formula: C11H15N3O
TSCA: Not listed on TSCA inventory