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)
| Product Number | 4H48-1-06Y |
| Purity | 98 % |
| CAS | 54906-42-2 |
| MDL Number | MFCD09832035 |
| Molecular Formula | C7H8N2O |
| Molecular Weight | 136.154 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H48-1-06Y
CAS: 54906-42-2
Molecule Weight: 136.154
Formula: C7H8N2O
![4-Methyl-3,4-dihydropyrrolo[1,2-a]pyrazin-1(2H)-one](data:image/png;base64,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)
PN: 4H48-1-JR
CAS: 1243415-14-6
Molecule Weight: 150.181
Formula: C8H10N2O
![1,2,3,4-Tetrahydropyrrolo[1,2-a]pyrazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACQaAAAkGgH8sz4xAAAB3XpUWHRtb2xTb3VyY2UAAHichZRZi9swEID/yqDnRpcdHyHOErIUCrv70N1C34oiK1lDLC2yc/37juLUjcnWxQLNSPONNIc8fzjVOzgY31TOFkRQTsBY7crKbgvy4+3rJCMPi7lGIzS0TUHe2/ZjxtjxeKT63dTq5CzVribd/uzUVAObY0Sd3zLJuWA/n59eL8yksk2rrDZINdWsuSw+Oa3ayy3+cQSrlT9UlnXmrPaHztsvycPg9NSU5G8sK9xbIgqbamdg43ytWjhITnHwL7A11njVmhLWZ1yOaIyxL+bPj07va2NbFIOHSqvda+v3GhdqtzN6j85Q+PZYkFogoFpXL71XZwhSWFYClAQVgYpBTUEloFJQGagcc7szwfnb+cPgDWEFL7DqvxdMhyxIRLMkFiDpNOIxCCryJIUJ3jtJc5ignkai16/bV+MOJXBGN5LyVGZoEHGcem2aJzlqWYwahpxlKVKJuGhRhlOnYWSsD20xXztb3ohQlQVZ40HB5LvZNPIaNgHnS+Oxk4KDYHoLyCEQkjQOREMgpLQHlp8B8RAIBRgHpkMglGscSIZAKO44kN7F8B8gGwKhd8azlA+BrtPGAMHvKvcpwW7Kzv50P4p3L4PdPBuGP4vFb8oQT3mpgTD7AAA13ElEQVR4Xu3dCdzVY/7/8bFO1iGFISNLEj+UJS2SbD//lmGQxpq10kQjDEbZswzSMJGKkD3500JZMyWVJaGopKKFlBblRuX63e+vuZvzvb7nnM75nOU+y+v5eFwPD3fX9T3nXPe5v+9zvt9r+Y0DAMDgN/4PAABIBQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEKBNjx451I0aM8H8MmBEgQImbP3++a968ufvNb34TlHr16rnPPvvMrwakjQABSlRFRYW7+eab3dZbb70+PKrKZptt5i677DK3bNkyvxmQMgIEKEFDhw51devWjQSHX2rVquUefPBBt3btWv8QwAYRIEAJ+fDDD91RRx0VCQqVTTbZxG2++eaRn6scdNBB7s033/QPByRFgAAl4Ntvv3WdOnUKQsIPB5V27dq5WbNmuUWLFrlzzz3XbbzxxpE6KqeeeqqbM2eOf3ggLgIEKGI///yz69Onj9tuu+0iYaDSoEED98orr/jN3OTJk12zZs0i9VVq1Kjhevbs6VatWuU3A0IIEKBIvfTSS65+/fqRAFCpWbOmu/fee92aNWv8ZiGPP/64q1OnTqS9yq677uoee+wxvwmwHgECFBkNwW3dunXkhK+y6aabuq5du7olS5b4zRJavXq1u+6669wWW2wROZ5KkyZN3KRJk/xmAAECFIvly5e7Hj16BENw/ZO8ytFHH+0+/vhjv1nK5s6d60477bTIcVU22mgj17FjR7dw4UK/GcoYAQIUuHXr1rkBAwa42rVrR07sKnvuuad7/vnn/WZmb731lmvUqFHkcVQ0p6R3797uxx9/9JuhDBEgQAHT8iMNGzaMnMhVttlmG3frrbe6n376yW+WMYXWwIEDk4bWsGHD/GYoMwQIUIA0lLZ9+/aRE7eKLidpKG4+Lifpstnll1+ecP5Iq1at3EcffeQ3Q5kgQIACoqGzvXr1CobS+idrlaZNmwZDcPNtxowZrk2bNpHno6K5J126dEnrxj1KAwECFIghQ4YEQ2f9E7SKhtrq36vb6NGj3b777ht5firbb7+969u37waHDqN0ECBANdMQWX2z8E/IKvomom8khTSpTwGhoFBg+M9XRZMXx4wZ4zdDCSJAgGqiexgaGqt7Gv5JWEX3QDS0tlBp+ZTOnTsnXD6lbdu2bubMmX4zlBACBMgzjZrS6CmNovJPuioadaWhtMVi6tSpCRdw1M33K664IrgZj9JDgOSIbirqk6X+gM477zw3fvx4vwrKkOZraAisf6JV0ZBZzffQENpi9Nxzz7k99tgj8rpUdtxxRzdo0KCifW2IjwDJAV3T9v+AVHSDtFu3bsGy2fwhlRfNENdMcf89oaKZ5ZphXgqf0jXB8JZbbom7idXmm+/gWrY83U2cON1vhiJFgGTZihUr3F577RX54/GLPpFdeOGFwUqpWlEVpUlDWy+++OJgjSr/PaCiNa00RLbULFiwwJ1zzjnr7+9svPFmlaFSz+2007GV31IudFdcMcwtWvS93wxFhgDJsjPPPDNykthQ0WgW3UwdPnw4S0SUCI1U+uc//5lwpJKGwr788st+s5IzceLEYDHGGjV2cjVrHu522+00V7/+39zBB/dzzZo95Pr3f9dVVDDst1gRIFn0yCOPhE4S2rTn2WefDZaEOP744xMughdb9NX/jDPOCLYk1SqpKD4awqqhrP7vVkX7dtxzzz1l9a3zl19+cU899aJr2PCsym/nXdwBB9zuDjnkwfWldesnKsN0lt8MRYAAyRINV/RH1Vx55ZWhOsuWLQtCRrvDJZppHFu23HJLd8oppwR7NqxcuTJ0LBQevQf0u/V/jyoa6qohrxr6Wq5Wrapwffu+4po2HRQKkKpy/vkvumnTFvvNUMAIkCzQsMxDDjkkdMI47LDDkn7K/P77792TTz4ZjPVXUPgnHL/89re/DZaSGDx4sFu6dKl/OFQj3ffSh4VE60VpiKv2KsevFixYWdlfr0QCROWwwwa4G28c65Ys4dt3MSBAskCLzcWeMPRNRPtPp+qHH34IVjY966yzIt9i4hVdCjv22GODIZ9ff/21fzjkiUbSaWiqBkT4vyMVDWnVpUjE9957C9yf/zw0EiIqRx45uPLb+pTKD2GMVixkBEiGdCPUn0mcyTaguok+cuTIYO6ItiX1T0p+0X2Wli1bBtuXfvXVV/7hkCPjxo1zBx98cOT3oaL7WBrKyoCIDVu37pfKD0/T3THHPBoJEZWTTnrKjR07x2+GAkGAZGDRokVup512Cp08zj77bL+amUbyvPrqq65Tp06Rx0lUmjVr5u68885gOXBk37x58yo/Nf850u8q+iCh37+GsCI9K1f+5O6+e4I7/PCBkRBRufjikW727O/8ZqhmBIiRRpZoZFXsCWTvvffO2c1uXS7R5kKXXHJJsDKrf/KKV/QJWZ+ES3GeQb5pRNz111+fcN/www8/3L3zzjt+M6Rpzpxlle/xlyIBotK48UB3xx3j3YoVfLMrFASI0T/+8Y/QCUQ3UN99912/Ws5MmDAhuHGbaOkIv+y///7BCZDNf9KnwQ677bZbpE9VdtllF/foo48GHyiQPePHz3N/+tPTkRBRadXqEffMM5+4tWu5P1LdCBADBYU/4kaBUl3ef/9917NnT7fPPvtETnDxir4pXXPNNdWyMVExee+991zz5s0j/aeiUXF///vfg9F0yI01a9a5IUOmupYtB0dCRKV9+2fdpEnz/WbIIwIkTbpEpRNw7MlEl7IK5RPotGnT3I033ugOPPDAyEkvXtl9992DdZh0Uxi/0si2888/Pxig4PeXysknn+y++OILvxly5LvvKtwtt7wVDPH1Q0SlR48x7quvVvjNkAcESJp0kzT2ZKKb27qZXog+//zzYNlwzUnxT4Lxii7HdO3aNVjsce3atf7hSp7m89xxxx1u2223jfSNikL5jTfe8JshT2bMWOIuumh4JEBUmjQZ6O69d5JbvTrx3CtkHwGSBg3PjT2haNRNsaxnpI2J+vTp44444ojIsON4RUuLa7FHLcuRbEJkqXjxxRcj3yyrSq1atdwDDzxQlqFaiF55ZbZr2/aJSIioHH/8kMrf5WeuQC4IlDwCJEWaGOhP8tMEwmKkYab9+vVzrVq1SribXGzR+k1Viz1WVFT4hytquuSnSZn+a1bRhM3u3bu7775j+Gih+emntW7gwPcrPxA9FAkRlbPPft59+OGGrwz47VQeeCD1wTB+22TSqRtPpu1zgQBJgT6B+5eBtHSJLnkUu8WLFwezqf/3f/83MjAgXtEkudNPPz1YJLKYF3vUcjDamyXRMuvqj08//dRvhgLzzTerXM+er0dOrlXl2mtfd19/nXigg19fpXnzhyr/LlJ7b/ttk0mnbjyZts8FAiQFGi4be3LRN5FS3OtZiz1qSOof//jHlBZ71JwI3VAeMmRIzua/ZJsmZ/7rX/9yO+ywQ+T1qGgkm1YCQHGZOvXr4FuHf5JV0beUCRPir9Lg160qWo8rFX67ZNKpG0+m7XOBANkA3QPwR+NoRd1St2rVqmD+w2mnnea22mqryInWLxrWqs2RHn744YJd7PG1114L5sP4z13ld7/7nbvrrrvK4n5PqdJ9j+HDZ1R+exwSOdlecMGLfvWAX6+qaMTXzJkbfh/77ZJJp248mbbPBQIkCQ3n3HnnnUMnGm0YVW602KP28tZij4lGKMUWXRbSfYUHH3ywIBZ71Gi0k046KfI8VXQPSIMFdCkPpUEjse67b1Jo2fheveKPnvNPyrHlL38Z5VeP8Nskk07deDJtnwsESAKa13HCCSeETjbaqlZLd5cz3fcZNWpUsNhjostAsaVqsUftzpfvxR51We3qq68Ovh35z0vlyCOPdB988IHfDCVCc0P69HknGN77/ffx71f6J2W/JLr0VcWvn0w6dePJtH0uECAJ6HJG7MlGI3ImTZrkVytrup+gy0LaKMn/ppaoNG3aNJi1n8uJeAp/7ZuS6Dlp8uTTTz/tN0MZ8k/KnTqNCP1/hw5DgxWDE/HbJ5NO3XgybZ8LBEgcWsLCH5F0++23+9UQQyftt956y1166aUJ143yS6NGjdzNN9/sPvvsM/9wZm+//XZkxFxV0cZdmqWvS3KA+CflTz75JvIzzStJxK+bTDp148m0fS4QIB6tbVSvXr3Qiee4444LVsNF6rQy7d/+9je35557Rk7k8cp+++3nrrvuOjd16lT/UCnR5THdn/KPW1X0b/m+hIbCF++k7O+WeMIJQ1xFxRqv5a/itU8knbrxZNo+FwgQjybMxZ54tNvcwoUL/WpIg+4zaLHH+vXrR07s8YruNWmxx1QuGWpio75VJBopduihhwbfSoB44p2U581bHiwdH/tzTVqMJ177RNKpG0+m7XOBAInx+OOPh04+WvJDN4wLgUJMs+G1TpWKruFrOLH+W/Uz/Xuhh9306dODE/5BBx0UOdnHK7pfcdlllwWLPfoLVj7zzDPBv/ttVHT/Q0OK/TZArEQn5d69/x36eYsWGp4evfSZqH086dSNJ9P2uUCA/IeGevpDVHXiyjfN7tbcEy3qd8455wTX8/3ntaGi+mqn9jqOjleIs8bV57fddlvlp73GkdcQr1Qt9qjhwS1atIj8u4ruXV111VVFM7ER1SvRSXnJktWRZVIUKr5E7ePx62ZaCgEB4n5dqsQ/iWk3v3wtVaJ9OXr37h2sTZVoyGmmRcfV8fU4hbgPiLaKveeee4JgSGWxx3jlxBNPDEIJSFWyk3K/fpND/6bJhf62usna+/y6mZZCQIBU0ifW2BOR1nvK9TawuqGr7WYTrQCb66LH1eMX4o1lXYa7//773dFHH51wrarYotnlGk4MpCvZSXnVqp/cMcc8Gvr37t3Dq28na+/z62ZaCkHZB8irr74aWapE185zRcuGa6E+/zETFX0a33fffYNP1+eee6674YYbgqL1nHQPRP+t+pn+XfVUP9VP8Xoeej56XoXo22+/dQ899FAwqdMfWq1Z5Hr9mo8CWGzopPzEEx9F6kyevGD9v/v/lkw6dePJtH0ulHWAfPPNN+73v/996KSklWZzQSdoXRbzT+B+qVu3brC0hm6Of/zxx+a1mdRO7XUcHU/H9R/LL3p+hRokMnv27NDzbdOmjV8FSMuGTso//7zOtWv3ZKjOGWcMW7/fyIbax0qnbjyZts+Fsg0Qjc7R4n+xJyTNWcj2UiWjR48OJsz5J+vYotnZumSjUVS5pOPrcfR4/nOILXq+et6FRt9GYp/nKaec4lcB0pLKSXnUqJmRevqZ+D9PJp268WTaPhfKNkC0O1/syUhLlUycONGvZqZtbrWSrX9yrir65qN7L9mchZ0OPa4e3/8GFlv0/Atpu14CBNmWyklZ3zZOP/25UL3WrZ8INrVKpX2VdOrGk2n7XCjLANHENn+0k/YOzwZ9s+nfv3+wi59/QlbZY4893MCBA82XprJNz0PPR8/Lf64qeh16PYUwn4IAQbalelJ+++0vI3UHD54S+Vky6dSNJ9P2uVB2AaJ9LvwZ0cccc0xWlirRPRUdyz8JF2Jw+DYUJHpden3ViQBBtqVzUu7SJbzQ4pFHDk6rfTp148m0fS6UXYBoGfLYk1Dt2rWDPcIzpeUydt1118iJVyOHtIzHjz/+6DcpSHqeer7+iCcVvb7qXBaEAEG2pXNSnjZtsTv00HB9vySTTt14Mm2fC2UVINphL/YEpKGu2di+VHtd6B6Kf8I94ogjKt900/zqRUHPW8/ff016nXq91YEAQbale1K+6qpXI21SbZ9O3XgybZ8LZRMg2n9C25bGnoC6d+/uV0uL7gt069Yt7kn27rvvLoj7BpnQ89friBeOet35fn0ECLIt3ZPyl1+ucIcfHl5oMdX26dSNJ9P2uVAWAaKJZk2aNAmdfBo2bJjRZaW1a9e6s88+O3Ji1XpNWvivlOj16HX5r1WvX/2QLwQIss1yUr7ttnGRdqm0T6duPJm2z4WyCBAtDR574tHS359++qlfLWUKHs349k+o2rq1EPYAzwW9Lr0+/zWrHzIJ4nQQIMg2y0lZq/L6Cy2m0j6duvFk2j4XSj5AtEaSv2zIoEGD/Gop0yfutm3bRk6kOpnla/HF6qLXp9fpv3b1Rz6+iRAgyDbrSbl//3cjbTfUPp268WTaPhdKOkAWL14cufTSoUMHv1paOnXqFDmBamRXPk6ghUCv0x/JpqJ+yTUCBCgsJRsgusHrf1PQelDLly/3q6ZM+3f7J07diM/3zeTqpter1+33hfonlwgQoLCUbID07ds3dLLRsuATJkzwq6VsyJAhkRVutWFTOdPrj+0P9Y/6KVcIEKCwlGSATJkyJbJUifa+sNINd3/P7eOOO65gZ5Xni16/+iG2XzIdoJAMAQIUlpILEC1Vov0wYk802onPulSJRhj5+3drCHC2V+0tVuoH9Uds/6i/cjEyiwABCkvJBcgFF1wQOsnUqlXLzZ8/36+WsksuuSR0PC0uOGfOHL9aWVN/+ItHqt+yjQABCktJBYg2T4o9weia/PDhw/1qKdOeGP59j2eeecavhkrqF7/vs72nCAECFJaSCZBsfwrWnId69eqFjqed/ZCY+ie2v9R/2ZwbQ4AAhaUkAkRLlfi77GV6HV77g8Qeb++993arV6/2qyGG+kf9FNtv2dpnRQgQoLCURIBce+21oRPLlltu6aZPn+5XS9lXX30VGXU1atQovxriUD/F9pv6Uf2ZDQQIqsO6db+4JUv48BhP0QfIG2+8EVmqZMCAAX61tJx11lmh47Vr186vgiTUX7H9p/7MBgIE+bZo0feubdsngqVDrrnmNf+fy15RB8iSJUsimzi1b9/er5aWzz//PJh0WHW8GjVquNmzZ/vVkIT6S/1W1YfqT/VrpggQ5NvAge+H1p+aO3eZX6WsFXWA+J90d999d7dsWWa/4M6dO4eOefnll/tVkAL1W2w/ql8zRYAg3/r2fScUINqVEP9VtAFy3333hU4m+pSb6XarCxcuDH1y1mz2bGx3W47Ub7GrAahf1b+ZIECQbwRIckUZIFOnTg2d6FVuuukmv1rarrrqqtAxL7roIr8K0qD+i+1P9W8mCBDkGwGSXNEFiIaKNmjQIHQi0UZH1qVKqmiZ8p133nn9MTfZZBM3c+ZMvxrSoP5TP1b1qfo3k2XvCRDkGwGSXNEFiP+pdocddsjKMFHNmo49bps2bfwqMFA/xvZrJrPTCRDkGwGSXFEFyNChQ0MnEJUXXnjBr2biD9196qmn/CowUD/G9msmQ3oJEOQbAZJc0QTI3LlzI0uVdO3a1a9mohV8t9566/XH3WabbdwPP/zgV4OB+lH9WdW36mf1t8W33y5xm2yy5frSvv0ZfhUgqwiQ5IoiQHTdvHnz5qHwOOCAA1xFRYVf1eT5558PHbtjx45+FWRA/Rnbv+pviyVLllV+iGi0vpxzzhV+FSCrCJDkiiJAevXqFToBbbHFFpW/yGl+NTN/yfYRI0b4VZAB9Wds/1oXuVy6dKXbbbfT1pfOne/2qwBZRYAkV/ABMnbs2NBIHpX+/fv71TLyP//zP+uPrfkkbBaVXerP2Nn96m+L775b7fbbr9f60r0796mQWwRIcgUdIEuXLnV16tQJhcfJJ5/sV8vI4sWLQ3t+NG7c2K+CLFC/VvWx+lv9nq5lyypCf8xXXvmKXwXIKgIkuYIOkBNPPDEUHn/4wx8qP4V+51fLiD+yK9PJbojPn6Spfk8XAYJ8I0CSK9gA6devX+iEo8tY48aN86tlrGfPnqHHYdn23PCXeVe/p4sAQb4RIMkVZIB89NFHkaVKbrjhBr9aVmj13tjHYb/z3FC/xvazZdVkAgT5RoAkV3ABonkD++23X+hk06JFi4yWwEhGOxdWPY5CK9MlURCf+jX2Q4H6PV0ECPKNAEmu4ALEX069Zs2a7ssvv/SrZcUvv/wS7F5Y9ViaW4LcUf9W9bX6Xf2fDgIE+UaAJFdQATJs2LBQeKhYJ52lQmtoxT4WS2Pklvo3tr/TXcOMAEG+ESDJFUyAzJs3z22//fahE0yXLl38almley2xj9etWze/CrJI/Rvb3+r/dBAgyDcCJLmCCBDd3zjiiCNCJ5f9998/5+tRaQOq2Me85ppr/CrIIvVvbH+nuwEYAYJ8I0CSK4gA8S9taKmSjz/+2K+Wdf4S7r179/arIIvUv7H9ne7S7gQI8o0ASa7aA0Q3yGNPKir333+/Xy0nnnvuudDj3nvvvX4VZJH6N7a/1f/pIECQbwRIcmUdII899ljocQcNGuRXQRapf2P7W/2fDgIE+UaAJFftASLVdQmLbyD5xTcQFBsCJLmCCJDquok+ZsyY0GNyDyS3/Hsg6v90ECDINwIkuYIIEKmOYbyMwsovRmGh2BAgyRVMgEi+JxIyDyS/mAeCYkOAJFdQASL5XMqEmej55d/rYiY6Ch0BklzBBUg+F1P018Ky7pSH1MTu/MhaWCgGBEhyBRcgks/l3Bs2bLj+MViNN3f81XjV7+kiQJBvBEhyBRkgkq8NpTp06BB6nNmzZ/tVkAXq19h+Vr+niwBBvhEgyRVsgEg+trTt1atX6DGGDx/uV0EWqF9j+1n9ni4CBPl2991j3YEH3rm+fPLJIr9KWSvoAFm6dKmrU6dO6MRz8skn+9Uy4o/8uvzyy/0qyAL1a2w/q9/TRYAg3269dajbY48L15epU+f4VcpaQQeIjB07Nrh8FXvy6d+/v1/NbMmSJW7jjTdef+yDDz7Yr4IsUL9W9bH6W/2eLgIE+Xb99fe72rWPXF8++OBTv0pZK/gAEf8yk5Y6mTZtml/NLPZGuk5u+uaD7FF/xoa05Qa6ECDIt6uvvtHVqLHT+vLee1P8KmWtKAJEQ3ibN28eChFtj1pRUeFXNenRo0fo2Omu0YTk/DXH1N8WBAjy7Yorrgi9dydPnuxXKWtFESAyd+5ct91224V+mV27dvWrmYwcOTJ03Pbt2/tVkAH1Z2z/qr8tCBDkGwGSXNEEiAwdOjT0y1R54YUX/Gpp+/HHH0PrcGm+wrJly/xqMFA/xs7/UD+rvy0IEOQbAZJcUQWIXHTRRaFf6A477JD2khjx+EuoDBgwwK8CA/VjbL+qn60IEOQbAZJc0QXI6tWrXYMGDUK/1JYtW2Y8g3z8+PGhY2p5eWTOX6Zf/WxFgCDfCJDkii5AZOrUqZGlTm666Sa/Wlq0LtNee+0VOubEiRP9akiD+i+2P9W/6a5/FYsAQb4RIMkVZYDIfffdF/rFbrrppmnvL+G74447Qsds166dXwVpUP/F9qf6NxMECPKNAEmuaANE/BPU7rvvntHN75UrVwbLx1cdb6ONNgq+7SB96jf1X1Vfql/Vv5kgQJBvBEhyRR0gms286667hn7BmQ7Bvf7660PHO/XUU/0qSIH6LbYf1a+ZqqhY4w47bMD6ALnuujf9KkBWESDJFXWAyBtvvBGa5aySyQgqzZreZpttQsd7/fXX/WpIQv0V23/qz2zN7r/ttnFBeLRo8bCbMoWF7ZBbBEhyRR8gcu2114Z+ydqsaPr06X61lPXs2TN0PI36+umnn/xqiEP95I+SU39m05dfrnArVtjmkgDpIECSK4kAWbNmjWvatGnoF33QQQeZJ6xpqHDdunVDx7vtttv8aohD/RTbb+pH9SdQjAiQ5EoiQGTOnDmRpU4uueQSv1rKNMM99liZfqspB+qf2C2CVbKxUgBQXQiQ5EomQOTpp58O/bI1CiiTDaLatm0bOp729Nae7YhSv8Tuea6i/gOKGQGSXEkFiFxwwQWhX3itWrXc/Pnz/WopifetRsdHlN/v6jf1H1DMCJDkSi5AVq1a5fbdd9/QL71Vq1bmpU78HQtVHnnkEb9aWVN/+H1k2XEQKDQESHIlFyAyZcoU99vf/jb0i7/lllv8ainr1q1b6Fibb765GzNmjF+tLKkf1B+x/aP+AkoBAZJcSQaI9O3bN/SL11InEyZM8KulRKO5DjnkkNDxtt5667J/M+n1qx9i+0X9ZB39BhQaAiS5kg0QLdrn3wTXkNLly5f7VVOiJeN322230PFq167tPv20PPdI1uvW64/tD/VPNpbWBwoFAZJcyQaILF682O2yyy6hN0CHDh38ainTMFXtP+KHSLm9qfR6/fBQv2Q6zDl2nauq8sAD7/rVEvLbApkiQJIr6QCR1157LbLUyaBBg/xqKXvnnXcicx10Gadc7onodfqXrdQf6pdM+QGg0rz5Q5UfBFKbiOi3BTJFgCRX8gEi11xzTehNsNVWW2V06UknUR0j9pi6kVzqo7P0+vwb5uqHbIWnHwBV5cYbx/pV4/LbAZkiQJIriwDRUidNmjQJvREaNmyY0c1efeL2L2epaD5EqS3dodfjz/NQ0evPxjePKn4AVBWtwDtz5oYXY/TbAZkiQJIriwCRL774wv3ud78LvRm6d+/uV0uLrvn7N9ZVNCM70/sBhUKvw59hrqLXne3X6AdAbPnLX0b51SP8NkCmCJDkyiZA5Mknnwy9GbTUyciRI/1qadGoI3+Ir4ruC2hhwZ9//tlvUhT0vPX8/fs9Knq9uRht5QeAXyZMSP6Yfn0gUwRIcmUVIHLeeeeF3hAaTbRgwQK/Wlq0hLk/2bCqaFa89iwpJnq+/mz+qqLXmaul7f0A6NRpROj/O3QY6tatS7ynut8eyBQBklzZBYiWOqlfv37oTXHMMceYlzqJpeU7/LWzqop26Cv07XH1/PydBKuKXleulyfxA+CTT76J/OzFFz/zm63n1wUyRYAkV3YBIh988EFkqZNbb73Vr2aiBQTbtGkTOQFXlT/+8Y9u4sSJfrNqpeej5+U/16qi15OPhRHjBYD2PY/92QknDAm2to0nXnsgEwRIcmUZINKnT5/QG2OzzTbL6old+2D4m1LFlubNm7uBAweaZ8ZnSo+rx9fz8J9bVdHzz+d+HvECYN685a5x44Ghnw8c+L7X8lfx2gOZIECSK9sA0VInrVu3Dr059txzT7dixQq/qpmGv2o7V3+P9dhSo0YN1759ezd06FC3bNky/xBZpePrcfR4elz/uVQVPV8973wPR04UAL17/zv0c+2HvnRpdF+WRO0BKwIkubINEPnmm2/c73//+9Ab5PTTT/erZWzp0qXu+uuvdzVr1oycrGOLRoUdfPDB7vLLLw82wvr888/9Q6VF7XUcHU/H1fH9x4wten56nnq+1SFRACxZstodccRDoX9TqPgStQes/vrXv4b+RgiQsLIOEHn11VcjS508/PDDfrWsWLlypfvHP/7h9thjj8jJO1HRvZoDDjjAnXzyye6iiy5yN9xwQ1Duv//+YGa4/lv1M/276qm+f48nWdHz0fPS86tOyQKgX7/JoX/T5MLZs78L1UnWHkiXhv1vu+22ob+V119/3a9W1so+QOSqq64KvUm01tOMGTP8alk1btw417lzZ7f99ttHTuj5KHpcPb6eR6FIFgCrVv3kjjnm0dC/d+/+cqhOsvZAqt57773Kb7xHRP5mVIptSH6uESDu10lzjRs3Dr1RdMknV/MdYmk5lVGjRrkePXq4Ro0aRd6w2Sw6vh5Hj5fJMi65sqEAeOKJjyJ1Jk/+7xwe/9+AdHz99dfu/PPPj1yRqCoHHnig36TsESD/ofsF/tfVyy67zK+Wc9999517/vnng5vYutmtNbvizQZPVlRf7dRex9HxdNxCt6EA+Pnnda5duydDdc44Y5j75T9zCzfUHohHHxTvuOOOyN9/VdElYb55xEeAxHj88cdDbxzddNan9UIwf/78YO2pN998Myi6Pqt7IPpv1c/076pXrFIJgFGjZkbq6Wfi/xzYEA0y2XvvvSOhoaLFQh944AG3du1avxn+gwDxdOzYMfQm2nHHHd3ChQv9akjDZ5996+6//1136aUvu+eem+b/83qpBIC+bZx++nOheq1bP1H5KXJtSu0BmTZtmjvuuOMioaGiOWGXXnppUXxrr24EiOf777939erVC72h9EbLxlIn5eSjj75x//ynZrg/FTmxf/jhIr96wK+XyNtvfxmpO3jwlMjPAJ9C4ZJLLnGbbrppJDhUjj/++Iz2Cio3BEgcGoXhb5x0++23+9UQQ98M3n9/obvzzreDbwT+yTy2jB07x28e8Osl06VLeKHFI48cnFZ7lBddhurXr1/cPXxU9KFxxIgRfjNsAAGSwF133RV6g+lr7aRJk/xqZW3t2nWVfTI/mNR3/PFDIifweOWaa15za9bE/zbn101m2rTF7tBDo8dPtT3Kh+ZuxNvTRkV7BN15551Fu+1CdSNAEtBSJyeccELozbbXXntldamTYqSRUOPHzwu2mT366PC8jHhFE/4uumi4e+qpj90336zyDxfit92Qq656NdImlfZ6DVpP6447xrsZM5b4/4wSoZGVJ510UiQ0VDRUV7tsajUK2BEgSWhc+M477xx645155pl+tZL3449r3BtvzHG9er0R91KRX7T44cUXj3TDhk2Pu2ZVIv5xNuTLL1e4ww8PL7SYSvv+/d9dX0cBd/PNb7nvvqvwq6FIaUWFq6++OuFqDC1atAhW5EbmCJANGDNmTGRikYbPlroffljjRo+eVfmH+GpkHap4pWnTQcEoK+3XsWKFbZKif8xU3HbbuEi7DbVXEPp1W7Yc7IYMmZrw8hoKn64aDB48OLK+XVXZfffd3dNPP+03QwYIkBRceeWVoTeiVqudOfPXuQelZOXKn9zIkTPcZZeNDgLBP8n6pVmzh4L9OjQPY/XqzK8h+8dPhb7hJAq4RHTZ6thj419++9Ofnnbjxs3zm6DAvf3225XfJg+LhIaKJtbeeOONlR+KUv82jNQQICnQDTb/zal9wfOx1Emu6dLNCy986rp1G+WaNEl8OaiqaCn1v//9dffqq7MTbuxk5T9WqmIvSaXaXt+SdA/E32ukqqg/5szJ7fL6yNxXX30VXFb2Q6OqnHHGGe7LL7/0myFLCJAUzZo1K7Kvh5ZJL0aLF692zz47zXXuPCK4B+CfPP1y1FGD3fXXv+neemtuMGGvlGhFX92v8V+ziu6v3HXX2+ZLcsidiooKd9NNN7mtttoqEhoqhx56qBs/frzfDFlGgKThscceC71JtdTJyy+HV4QtVAsXfh8sRnjBBS9ucPirii7x6ObyO+98VRb3BRSOJ50UnfSoolWANYN+3br/LLqFavXMM88E9zP80FDRoBdtx6D7Icg9AiRNZ599dugNu9NOO7lFi+LPrK5uc+bMd/36jXAdOmz4W4aK9hu//fZx7r33FpTlyVLDex999MOEI83+/Oeh7t13/7v6L/JrypQplb+bIyOhoaKJv9qWobr3tCk3BEia9Ab1F1/T8geF8olHa/zohuHBBzdz223XyNWpc4qrX//Kyv9/IHJCVGnb9gnXp887lX+chRmC1UE35jXPJdHlPQ0cWLCAE1W+LF68ONgsbZNNNokEh8qJJ56Y8e6dsCFADN59993IUifa0a+6vP/++8Gy7fvss8/657PRRpu6bbbZp/Ir/Qlur726uoMOumv9CVCXav71r0nBbG4kNn36t+7881+MBIiKRqlpl8RsjD5DfBq8ohUhNFvcDw2V/fffP9hRFNWHADFSYMS+mRUoCpZ8mTBhQjC8ONn2uFtssYurVauFq1u3Y+WntPvdgw++52bNqp79zouZ5sMkWt9Ll/009LlAvoCWDG2jEPuBKLbUrFmz8gPQv9yaNdkdBYj0ESBGumSlS1exb2xd2srVNVitBjx27NhgJdE6depE/qjilcaNW1Z+ghvkZs9mOfpMaciyAlhzX/wQUenY8f8HKxAjM1oJ119CqKpoBd2//OUvbulSPgQVCgIkA7p5rpvosW9y3WTPFn3C0lf0Tp06RR4nUWnWrFmwONycOXP8wyELFi36PlgQ0g8QFY1u0yx3DZNGepYtW+b++te/BouW+u9plWOPPdZ98sknfjNUMwIkQxrGq+G8sW92Dfe10l7lI0eOdOedd17wVd3/Q/KLlllp2bKlu/fee4NJVcgPDTo488xhkRBR0WTLhx76oOTmzOSCllnv37+/q1WrVuS9raJv9S+88ILfDAWCAMkCTSiMfdNrwqEmHqZKSywMGzbMnXXWWZHJivGKPqXpE9mAAQOCBR9RPTTUWbP4jzvusUiIqGj/9tdem+03w39oG+YDDzww8v5W0f7k2oOnFFZ7KGUESBboTa6lTWL/ALT0SbI9BrTzofYzb9++fbBWj/8H5BetLNqmTZtgsTiuAReWVat+CnZfTLQUTKdOI1g2PsYXX3zhTjnllMh7XEXfqPXtu1DnViGMAMkSLa7of3vQKKlYus6rlXzbtWvnatSoEfnj8YuCRX9ojz/+eM5uziN75s1bHixE6QeIiuaUaOOtZcvKd0E/fWi69tprEy6z3rx587yOZETmCJAsUjjE/kHo09Szzz7rBg4cGIzYSnSDMLZsvfXWwQJwQ4cOdatXczO2GGn5l1NPfSYSIiqHH36be+ihMZXfTstnCKpGLOq+4C677BJ5v6vstttu7oknnvCboQgQIFmWbGXQRGX77bd3HTt2dMOHDw9uoqP4abtf7cLYqtUj68NDkzn33vuSyhNpu8pvJCe60aNLfxLcxIm6tNck8p5X2WKLLdx1113HB6UiRoBkmba81da3/h+LX3bccUd34YUXuldeeSXpvRIUt+XLK4JNr7RsfIMGf3d/+MOZrlat5pUnz1/n8rRu3drNmDHDb1b0FixY4M4555zICMWq0qFDBzdvHvuuFDsCJAcmTZoU+YNR2XXXXV23bt2C0SeaGIjyMWvWYnfWWfe4nXf+f27bbRu4TTb578AJXdrs0aNHZdgs95sVHX2DvuWWW4JLsf77X6VRo0bu3//+t98MRYoAyZEuXboEn760xIlGlbA3AWTkyDcrv4k0jpxYVWrXrh0MzS7WDxfPPfdcwqV19I170KBBRfvaEB8BAuSZhn3feuutkVF7VaVhw4burbfe8psVrKlTp7qjjjoq8jpU9AHqiiuuKIlvV4giQIBqsnDhwmDwRKL7BJojNHfuXL9Zwfj2229d586dEy6z3rZt22B4O0oXAQJUM90za9q0aeQErKL5Qr169XKrVq3ym1UbrdHWt2/fYPSg/3xVGjRo4MaMGeM3QwkiQIACMWTIkGCghX9CVtEKzPr36jZ69Gi37777Rp6figJFwcIy6+WDAAEKiL5p6BtHopUK9E1l8uTJfrOc01BjLaXjPx8VXcLSoJElS1iupdwQIEAB0nL8ugfin6xVdM/k3HPPDe6h5JpufmuxUH8HzqrSqlUr99FHH/nNUCYIEKCAaRMxjcryT9wqGsWl0Vy5WLFWw221BI+GFvuPq7LnnnsGK0ijvBEgQIHTyVzzQ5KdzJ9//nm/mZmGEGvCn/84Kpog2Lt3b5bcQYAAAYqELidpxnqiRTmPPvpo9/HHH/vNUqYhw6eddlrkuCq6bKYhx/m4bIbiQYAAReazzz4L1tDyT/Iq2je8a9euad3Q1mKGWtRQixv6x1PRYogaagz4CBCgSL300kuufv36kRO+irZD1jbHGxpSq71mNETYb6+iIcWZbM+M0keAAEVMKzn36dPHbbfddpEAUNGkPq347NNQ4GbNmkXqq2gIcc+ePQtq8iIKEwEClAAtK9KpU6eEy4poF8xZs2YFW8VqCLA2O/PrqJx66qnBEGIgFQQIUEI+/PDDhAsbKlwSzec46KCDgm0GgHQQIEAJ0pbIdevWjQSFX2rVquUefPBBt3btWv8QwAYRIECJqqiocDfffHPczZ00FPiyyy5zy5Yt85sBKSNAgBI3f/5817x58/XhUa9evWAoMJApAgQoE1oWZcSIEf6PATMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8H+/rOur5j6vcAAAAAElFTkSuQmCC)
PN: 3H31-1-GC
CAS: 71257-38-0
Molecule Weight: 122.171
Formula: C7H10N2
PN: 4H48-1-06F
CAS: 124725-22-0
Molecule Weight: 152.197
Formula: C8H12N2O
TSCA: Not listed on TSCA inventory