| Product Number | 3H37-3-22 |
| Purity | 98 % |
| CAS | 1427195-36-5 |
| MDL Number | MFCD24368635 |
| Molecular Formula | C7H6FN3 |
| Molecular Weight | 151.144 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H37-3-22
CAS: 1427195-36-5
Molecule Weight: 151.144
Formula: C7H6FN3
PN: 3H37-3-21
CAS: 1427195-26-3
Molecule Weight: 165.171
Formula: C8H8FN3
PN: 3H37-3-40
CAS: 1427195-16-1
Molecule Weight: 169.135
Formula: C7H5F2N3
PN: 3H37-3-38
CAS: 1427195-11-6
Molecule Weight: 137.117
Formula: C6H4FN3
PN: 4H15-3-35
CAS: 1427195-14-9
Molecule Weight: 168.171
Formula: C8H9FN2O
![[4-(2-Fluoropropan-2-yl)pyrimidin-5-yl]methanamine](data:image/png;base64,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)
PN: 3H30-3-0T
CAS: 1427195-33-2
Molecule Weight: 169.203
Formula: C8H12FN3
![[4-(2-Fluoropropan-2-yl)pyrimidin-5-yl]methanamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABeGAAAXhgH0RckZAAAB/XpUWHRtb2xTb3VyY2UAAHichZRZb6MwEID/ysjPGx8cgUYhVdSq0kptH7Zdad9WDjgpEtiVIde/3zGQg7ClAWsmM/ON7fGY+f2hLGCnbJUbnRBBOQGlU5PlepOQ3+9Pk5jcL+YpBmGgrhLyUdefM8b2+z1NP1QpD0bT1JSk9c8OVd6L2fvU2A3zOBfsz8vzW8NMcl3VUqcKqSqfVY3x2aSyblbxxRSslHaXa9aGs9Lu2mx/Pe5eTg9VRi57eUDfElFY54WCtbGlrGHncYov/wEbpZWVtcpgdUSzTwPc+2L+8mjSbal0jarLkKeyeKvtNkVDaQqVbjEZKj8fE1IKBGRtyqW18ghOc2YpQHogfZAByBDkFGQEMgZ5B1JwHOgXGCB8rHWh3GTvx0+FKy7goXmecLx2wz2vWCcvIbhu/EFE+TQKTiKkoYciplN+McY04DhVJ86Rke9HJxGgD5O1gsDxkt+nPEYhaBgMRBcy4TSKnPSoL5zsmPP/zt+FtzAWi52rtZivjM6uVMizhKwEacr4S60rXFBTRgLGZspic7oELvQa8PqAK/o44A+AcBwIBsB0HAj7gDv+M7D8HzDtA65ZxoGoD7jWGgfiPtA04jhx1yfavh1HXMqbjX+L3Jx3ezXGyytujvx0lYYMu2oxdrq8qA4uNru69Qy/dYt/MAJ+hA7O02YAACsySURBVHhe7d0LvFVz/v9xqVwmTJdp5NIgjIQKXeTPMKVxGUM3YcZ4uJZBIZcfk0xmXMYYj5BbYiqaklxGiWJQo6SLIYTcStE56X5XyeffZ3msNXt/z97HXp+z1jlrr/16Ph7rQWt99tprfffj8X2fdf1uJwAAGGznzgAAoBAECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEQGrNnDlT+vbtK61bt5ZGjRpJ3bp1pXHjxtKxY0cZNGiQrFmzxv2IbLfddt5UiDC1aVS6ew4gtVatWiXdu3cPOvh8U4MGDWTUqFFZnw0TCmFq06h09xxAKml4tGjRwuvYGzZsKDfddJPMmDFDVqxYIZs3b5by8nKZOHGiXHbZZVKvXr0KARAmFMLUplHp7jmAVOrWrZvXqbdt29YLi8osXbpUzjzzzKx5YUIhTG0ale6eA0idWbNmBUceZWVl7uKChAmFMLVpVLp7DiB1+vTp43Xo/fv3dxcVLEwohKlNo9LdcwCp06pVK69Dnz59uruoYGFCIUxtGpXungNIHT11pR26XjC38kMhzFSqSnfPAaROnTp1vA59y5Yt7qKCueFQyFSqSnfPAaROlEcghQhTm0alu+cAUodrINWrdPccQOok4S6s9957T2644QZp06aNd0S06667SvPmzeWiiy6SOXPmZNUWu8JaCQCKgL77Sjv0mnwOxJ+Xa6pdu7aMHj06q76YFdZKAFAkunTp4nXW7dq1+8En0ZctWyZnnXVW1rxcoZBPrlp9Av6+++6Td955R9atWyerV6/2HnDs2bOnV7vPPvtk1RezwloJAIrEypUrvVNG2lnrG3j1XVh6ZKLvyNK7s5YsWSKTJk2Syy+/vFrfhaWvTdHa+vXru4uKVmF7DgBFREPEPxKpbNKAcU8phQmFQmr1KESvfZxzzjlerb7EMS0q33MAKGL6Fl490mjZsqV3XSRzPJC7775b1q5d636koFDwVVbrhlWzZs3kjjvuqNIzKkmTe88BAFXiBsguu+wiV155pWzatMktLVoECADEaPny5d41l8MPP9wLkn79+rklRYsAAYBqMH/+fC9AmjRp4i4qWgQIAFSDefPmeQGid36lBQECABE6+uij5cknn5TPPvvMu97x9ddfy/jx4+XQQw/1AuTEE090P1K0CBAAiJB78Txz0tuG586d636kaBEgABCh2bNnS69evbyHGXfaaSfvlNVhhx0m11xzjSxevNgtL2oECIBU++677+Sxxx6TadOmuYtQRQQIgFSbMGGCd/pIjwY2bNjgLkYVECAAUk2PPvxrEHpBG9EhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACkGgESHwIEQKoRIPEhQACjI48c4k1t2gyRuXMr75j8Wle++bmEqa3MzJkzpW/fvtK6dWtp1KiR1K1bVxo3biwdO3aUQYMGyZo1a9yPFLW0B8iQXtsVNMUhnrUCJcDv0HW6+OJx7uIs+Tr/fPNzCVOby6pVq6R79+5BZ5pvatCggYwaNcr9eNEiQAgQIHH8Dv2EE0Z4/508eb5bEsjX+eebn0uYWpeGR4sWLbxOtGHDhnLTTTfJjBkzZMWKFbJ582YpLy+XiRMnymWXXSb16tXz6tKiVAKkJtTMtwIp4HfoY8a87/23W7cx8u23W90yT77OP9/8XMLUurp16+Z1oG3btvXCojJLly6VM888051dtAiQ+NTMtwIp4HfoGhoaHn6Y5JKv8883P5cwtZlmzZoVHHmUlZW5i1OPAIlPzXwrkAKZHbqevtL/19NZ69Ztcirzd/755ucSpjZTnz59vM6zf//+7qKSQIDEp2a+FUgBt0PXC+n678GDZ2RUfc+t/aH5uYSpzdSqVSuv85w+fbq7qCQQIPGpmW8FUsDt0PVWXr2lt0OHR6S8fG1GZcVad36YKSw9daWdp14wL0WlEiCVTXGJb81AyuXq0Pv3f8WbN2DAq1nzc9Vmzg8zhVWnTh2v89yyZYu7qGB64b1Zs2ZBR8xUcdqx7nby/5pvJ1eeUrEDj2p68b5T3Z+mQk2uKS7xrRlIuVwdelnZWu8IRI9EPvxwaTA/V21l83MJU5spiiMQPf3ldphM2VN1BMg/+uwi3239Nuu38ZfVhJr5ViAF8nXo9947w5vfu/f4YF6+2nzzcwlTmymqayDPPPOMDBw4sOimrl27Bp38tddeW2F5VNNf/jxQHr1voEz850CZPT766a0Jf5GvF8xyfxYCBChG+Tp0vQurU6fvHy6cMmWBNy9fbb75ubi1zz8/Xbp0uXPbvL/KEUfcLy1b3iGtW18nv/3tFTJnzpygjruwSuMaSE2omW8FUsDt0DP5Dxf26PH9w4X5avPNz8Wt9f9dcXpIGjY8UkaPHu3V6buvtPPkORACJGo1861ACrgdeiYNja5dn/CWjx07N29tvvm5uLVt2ty67ejiAZk4cbosX75K/vvfL+SMM0Z6NYcccrPss88+QW2XLl28DrRdu3Y/+CT6smXL5KyzznJnFy0CJD41861ACrgduuu11+Z7yzt3fixvbb75uRRS+9VXa7yaww+/T+rXrx/MX7lypTRv3tzrRPUNvPouLD0y0Xdk6d1ZS5YskUmTJsnll1/Ou7CKDAECFKFCOnT/4cJ8tfnm5/JDtevWrZOpU9/yalq0+JP3YsRMGiL+kUhlkwaMf/orDQiQ+NTMtwIp8EMduvIfLsxXm29+LvlqMzv/vfbq5tWcd949eZ/70Lfw6pFGy5YtvesimeOB3H333bJ2bfZDkMWOAIlPzXwrgMj4nWPDhu1EL6C3bHmr9O17lWzatMktLUlpD5CaRIAAKfDii59I27YPS4cOD8vhh3fyOst+/fq5ZSWJAIkPAQIUuWee+dALD530rcDz58/3OssmTZq4pSWJAIkPAQIUsX/+813vmodeZ3nuuY+8efPmzfM6S72bCgRInAgQoEi1b39JEB5jxrzrdY7jx4+XQw891OssTzzxRPcjJYkAiQ8BAhQp/66sfNObb77jfqQkESDxIUCACK1cuVE2bMh9+2zU3MBwJ90WECBxIkCAiMybt0yOOmqodOkyWrZu/c5djBpCgMSHAAEiMmHCx/z1n0AESHwIECAiBEgyESDxIUCAiBAgyUSAxIcAASJCgCQTARIfAgSICAGSTARIfAgQICIESDIRIPEhQICIECDJRIDEhwABIkKAJBMBEh8CBIgIAZJMBEh8CBAgIgRIMhEg8SFAgIgQIMlEgMSHAAEiQoAkEwESHwIEiAgBkkwESHwIECAiBEgyESDxIUCAiBAgyUSAxIcAASJCgCQTARIfAgSICAGSTARIfAgQICIESDIRIPEhQICIECDJRIDEhwABIkKAJBMBEh8CBIjIc8+9Jc2b/583rVixzl2MGkKAxIcAASIyZsxE+clPjvGm5ctXuYtRQwiQ+BAgQES+76hqedPSpUvdxaghBEh8CBAgIpkdFQGSHARIfAgQICIESDIRIPEhQICIECDJRIDEhwABIkKAJBMBEh8CBIgIAZJMBEh8CBAgIgRIMhEg8SFAgIgQIMlEgMSHAAEiQoAkEwESHwIEiAgBkkwESHwIECAiBEgyESDxIUCAiBAgyUSAxCe2ANluyHbeVIhCamd+PVP6TusrrZ9qLY1GNJK6Q+tK4xGNpeP4jjLo3UGyZvMa9yMFrReICgGSTARIfGLrXcN03pXVrtq0Srq/1D2oyTc1GN5ARn0yKuuzla0XiBoBkkwESHxi613DdN75ajU8WjzZwlvWcHhDuWnWTTJjyQxZ8c0K2bx1s5RvKJeJiybKZVMvk3qP1quwjnzrBeJAgCQTARKf2HrXMJ13vtpuL3Xz5rd9pq0XFpVZunGpnPnvM7Pm5VsvEAcCJJkIkPjE1ruG6bxz1c76elZw5FG2vixrWaFyrReICwGSTARIfGLrXcN03rlq+0zr483rP7N/1vwwcq0XiAsBkkwESHxi613DdN65als91cqbN33J9Kz5YeRaLxAXAiSZCJD4xNa7+p13mCmTnrrSeXrB3CrXeoG4ECDJRIDEJ7be1Q2HQqZMdYbW8eZt2bola34YudYLxOX2228POqqHH37YXYwasH79eunUqVPwuzz00ENuCaogtt41TOedq5YjEBSbQYMGBR2VTsccc4y89dZbbhmqyciRI2XvvffO+k3832X27NluOQxi613DdN65arkGgmJ06623StOmTYPOavvtt5cLL7xQlixZ4pYiJjNnzpSjjz46KzSaNWsmTZo0yfpdLrjgAikvr/zxAFQutt41TOedq5a7sFCsvvnmG7nllltkl112CTqs3XbbTf72t7/Jpk2b3HJEpKysTM477zwvHPx233///eXZZ5/1lvO7RC+23jVM552rVt99pfN4DgTF6quvvpLf//73UqtWraDDOvDAA2XcuHFuKapAO3+9/rTrrrsG7az/f9ttt+UMBv1dzj33XH6XCMTWu4bpvPPVdpnUxZvf7tl2P/gk+rKNy+Ssf5+VNS/feoHqNH36dGnfvn3QWenUuXNn+eCDD9xShKRHF3qU4berhoIehSxevNgtreDNN9/kd6mi2HrXMJ13vtqVm1ZK8zHNvWX6Bl59F5Yemeg7svTurCUblsikRZPk8qmX8y4sJNp3330nI0aMkD333DPorOrWrSt9+vSRFSvsN4qUqvfffz/r7iqdOnTo4F3/CCPX71KnTh1+lwLF1ruG6bwrq9UQ8Y9EKps0YEZ/Ojrrs5WtF6gJa9eulf79+8uOO+4YdFiNGjWSBx54QL799lu3HI7ly5fLpZde6nXyfvvpnVaPP/64WxpKvt/l/vvv53epRGy9a5jOu5BafQuvHmm0HNvSuy6SOR7I3e/dLWs3r3U/UtB6gZrw+eefS/fu3bP+gj700EPllVdecUuxzZYtW2Tw4MHSsGHDoL122mknGTBggKxbt84tN+N3CYfeFahBr776qrRs2TKrw+ratat89tlnbmnJevnll6VFixZZbdSzZ09ZsGCBWxqZ1157rcLv0qVLF34XBwEC1DA9RfLggw/KT37yk6Cz0lMpN9xwg6xZU3GkzVLxySefyGmnnZbVibdu3VqmTJnilsZCfxd9cp3fJT8CBEiIlStXyhVXXOFdXPc7rD322EOGDx/uXewtFatXr5brrrtOdthhh6AdGjdu7L0eZuvWrW557PR3ufLKKyv8LsOGDSup3yUXAgRImA8//FBOPPHErL+827VrJ2+88YZbmioaDo8++qjsvvvuwX5rp92vXz9ZtWqVW17t9Hc56aSTgm370Y+ayimn9JO3317olpYMAgRIqOeff15+/vOfBx2WPuNwzjnnyJdffumWFr2pU6fKkUcemRWap5xyisybN88trXH6uxx88GHSqNFRsv/+f9i23UNkwIBXZcmS6C7mFwsCBEiwzZs3y9///nf58Y9/HHSs9erVkz//+c+yceNGt7zoLFy4UM4+++ys4GjevLm8+OKLbmmibN68RYYMGSdHHfV3L0B0OuaYR2Xo0Ldk06bSue2XAAGKgI5jcdFFF0nt2rWDjnbfffeVJ5980i0tChs2bJCBAwfKj370o2B/6tev773RWEOzWKxYsVH+8pcp0rbtw0GQ/OY3o+Sll0rjbi0CBCgi//3vf+UXv/hF1l/sxx13nLz99ttuaWKNHj1afvaznwXbr6HYu3fvoh6E66OPlsrFF48LQkQn/fe8ecvc0lQhQIAi9MQTT8g+++yT1QlffPHFie6EdWwUHYsjM/yOP/54mTNnjltatPTI49RT/xmEiB6Z3HLLFO9IJY0IEKBI6TWQm2++2bsmknka6K677krUaSAdC0XHRMl8zfp+++0nY8eOdUtTQa+B6LUQvSbiB8nxxw+TkSPnyJYt1X8bcpwIEKDILVq0SH73u99l/WV/0EEHyYQJE9zSaqWvUtexNnTMDX+7dCwOHZNDx+ZIO70r68YbX8k6rdW16xMydeoXbmnRIkCAlJg2bZq0bds2K0hOPvlk+eijj9zS2OnYGjrGhr8deguyjo2iY3HERd+eq69o1wf89AK9vnRRX+2ud3npqTL9r/5b5+tyrdP6uN+6O2dO+bZ9fyYrSPr0eUEWLFjplhYdAgRIEX0yWjvGzOFb9WG8q666ynuiOm46loaOqZEZYjrmho6JEjV9RkRfAXPGGWdkPXxomfTzuh5dXxzPnugD6+PGzZNf/erxIETatx8qd931hqxZU3HQq2JBgAAppO9quv7667NeT67vdBoyZEgsryfXv+L79u2b9boPHWNDx9qI8nUf2rnra9f1FmY3BDInfW5Ga/SZEj368Cf9t87PfK4m16Q1+j1Rh8n69Ztl8OAZ0qHDI0GQdOo0Qp5++gPZujW7nfzlbdoMkblzv85a5vJrqxsBAqTYp59+KqeffnpW59iqVSvvbbNR0DDSsUx07Ax//Rpa2vnqGBtR0Fe5axAdddRRFTp6nQ444ADp1auXd/QwefJkKS+vfPRSn9ZpvX5OP6/rcdetk36vfr9uR1QWLVotV189Keu01vDh2bdiZy7TW4IrQ4AAiM2///1vOeSQQ7I6xh49esj8+fPd0oLpGBk6VkbmOnUsDR1TIwp6EV7fhqt3bGV+h96yrO8K01N1X3wR7QVpXZ+uV9ef+dCmTroduj25xlm3mjHjS+nZc6zX+Y8dOzdrmR8KJ5wwwvvv5Mnzs5ZnIkAAxEr/gr7vvvuyjhZ0UKYbb7wx1KBMOiaGjlmS2bnq2Bk6tklU9Bbfpk2bZn2HvhfszjvvLGi88yjo9+j3Zb6PTCfdrihvQdYzfF9/vd6dHYTCmDHve//t1m3MtiO+3LcBEyAAqoUOC3v55ZdnDQu71157yWOPPeaWZtHrKjoWhntdRU8BRXVdRccAcd9EfNhhh3kPTtbEq9yVfq9+v25H5nbpdur2xsUPBQ0NDQ8/THIhQABUq7lz58oJJ5yQ1Snq+f4ZM2Zk1elFcB2TRMfA8Ov0YrmOXRLlnV333ntvVjjpk/ZR/qUfBd2ezDcA6PbqdschMxT09JV/Omvduoqn0AgQADXiueeey7qArM9snHvuud4pHB2DRMcicf/y1rExoqJjfXTr1i1Yvw4kpXeQrV9f8bROEuh26fZlDnil2x/1mCVuKPjv2tK7uFxubXUhQAB4F4bvuOOOrKfG9dUjGib+v/VagI6FEaX33nsv6yK5jn2u84qBbmfmWO26H1FuuxsKeiuv3tKrtwCXl2ff4ebWVhcCBEBAb2294IILsoJDQ0XHJIn6/Vqvv/66NGjQIPgefUo8qUcd+ej26nb7+6D7o/sVhVyh0L//969G0QGsMuWqrQ4ECIAK/vjHPwadYpSnq3x62mznnXf21q8X84cOHeqWFBXdfv+mBN0v3b+qyhUKZWVrvSMQPRL58MP/vXk5V211IEAAVKB3ZPkBooNZRUk7V7+z1QGlxo8f75YUJd0Pf4As3b+qhki+ULj33hne/N69/9du+WrjRoAAqCCuANHTO/6Rh57u0bHQ00T3xz8tp/tZldNZ+UJB78LS15/osilTFnjz8tXGjQABUEEcAfLuu+8Gnav+pa5vD04j3S//SET3V/fborJQ8B8u7NHj+4cLK6uNEwECoIKoA0RvcW3WrFlweictp63y0f3zT9Ppfltu8a0sFDQ0dGwRXa6vQKmsNk4ECIAKog6QzOc8iv2CeaF0P/191v0P64dC4bXX5nvLO3d+7Adr40KAAKggygDRJ7X9dektr6Uk8xbfsE+sFxIK/sOFhdTGgQABUEFUAaLvitIXNup69KG7YnvOo6p0f/2HDbUdwrw7q5BQ8B8uLKQ2DgQIgAqiChD/xYj62o8on9IuJrrf/mtPtD3ShAABUEEUAaIvHvTXoe+OKmW6/35bJO0FkVVBgACooKoB8s033wTjeejba0vt1JVL999/i6+2i7ZPGhAgACqoaoDoyH3+55966il3cUnSdvDbRNsnDQgQABVUJUB05EP/Dbs6UqGOJ4Lvx1XR9tB20faJcoz1mkKAAKigKgEyYsSI4LM6kh/+R9vDbxttp2JHgACooCoBoqMa6ud0/JCaGoY2qbQ9/DHWtZ3CWrFio/TqNV5uv93+jq0oESAAKrAGyLx584KxRO688053MbbRdtH20XbS9gpj4sRPgmc+Vq+u+QvxBAiACqwB0r9/f+8ztWvX9obERUXaLto+2k7aXmFMmPBxECB6NFLTCBAAFVgDZN999/U+c9JJJ7mLkEHbR9tJ2ysMAgRA4lkCRE/H+J8ZNmyYuxgZtH38tgpzGosAAZB4lgB58MEHg88sXLjQXYwM2j5+W2m7FYoAAZB4lgA544wzvPoDDjjAXYQctJ20vbTdCkWAAEg8S4A0adLEq+/Vq5e7CDloO2l7absVigABkHhhA2T58uVBfVpe0xG3zNe9aPsVggABkHhhA+SNN94I6idPnuwuRg7aTn6bafsVggABkHhhAyTzrqKysjJ3MXLQdvLbrNC71ggQAIkXNkAGDBjg1e66667uIlRC20vbTduvEAQIgMQLGyB9+/b1asM+GFfq/Acvtf0KQYAASLywAXL++ed7tYcddpi7CJXQ9tJ20/YrBAECIPHCBkiPHj282qOPPtpdhEpoe2m7afsVggABkHhhA+SUU07xajt16uQuQiW0vbTdtP0KQYAASLywAcIRiA1HIABSJ2yAcA3EhmsgAFInbIBwF5YNd2EBSJ2wAcJzIDY8BwIgdcIGyPDhw4N6RiIsjLaT32bafoUgQAAkXtgAmT59elD/6quvuouRg7aT32bafoUgQAAkXtgAWblyZVAfZoCkUpY5AJe2XyEIEACJFzZA1J577unVX3jhhe4i5KDtpO2l7VaocePeloMP/qM3LV++zl1c7QgQABVYAuTss8/26rkTqzD+HVjaboUaO/Yladz4eG9atqywo5Y4ESAAKrAEyNChQ4PPfPrpp+5iZND28dtK261Qjz8+UmrVquNNhf4ucSJAAFRgCZDPP/88+AzXQSqXef1D261Qjz/+eOjfJU4ECIAKLAGimjdv7n3m2GOPdRchg7aPtpO2VxgECIDEswbIbbfd5n2mVq1anMbKQ9tF20fbSdsrDAIEQOJZA2TRokWy/fbbe58r9OnqUuM/ta/tpO0VBgECIPGsAaI6d+7sfa5JkyayYcMGd3FJ0/bQdtH20XYKiwABkHhVCZAJEyYEn7377rvdxSVN28NvG22nsAgQAIlXlQBRbdq08T6rD8lt3FjzT0wngbaD/7Clto8FAQIg8aoaIOPGjQs+f8cdd7iLS5K2g98m2j4WBAiAxKtqgHz33XfSvn177/P16tWT+fPnuyUlRfdf20HbQ9tF28eCAAGQeFUNEPX2229LnTp1vHUUOuZ3Wvljxmt7aLtYESAAEi+KAFFXX311sJ5hw4a5i0uC7rffBtoeVUGAAEi8qAJk3bp1st9++3nr2XnnnWXOnDluSarp/up+6/5rO2h7VAUBAiDxogoQNWvWLNlpp528dR144IGyatUqtySVdD91f3W/df+1HaqKAAGQeFEGiBoyZEiwPn2A7ptvvnFLUkX3z3+gUifd/ygQIAASL+oAUeeff36wzi5dusi3337rlqSC7pfun7+vut9RIUAAJF4cAbJlyxb5zW9+E6z3nHPOSV2I6P7ofvn7qPur+x0VAgRA4sURIEqfxu7YsWOw7lNPPbXKF5aTQvdD98ffN93PqJ/CJ0AAJN5DDz0UdFTz5s1zF1fJ2rVr5bjjjgvWr6/1KC8vd8uKim6///oWnXT/dD+j5r8unwABkFjXXHNN0FHVr19f7rnnnkhPxWzatCkYQ12nvfbaS1555RW3rCjoduv2+/ui+6X7F6WlS5dK7969g1fl67RyJWOiA0ig5cuXy0EHHRR0VjodfPDB8tJLL7mlZvo6j+uvvz5Yv3aO+u/Nmze7pYmk26nbm9mp67+trynJRb9j0KBBXoj736FPs3fr1s0trREECIC8/vOf/8jhhx+eFSR6Yfjjjz92S82eeeYZadiwYbD+Vq1ayZQpU9yyRNHt0+30t1m3X/cjSi+++GIwRLA/6dHNwoUL3dIaQ4AAqNTWrVtl6NCh8tOf/jToyHbYYQe59tprZfXq1W65iY7Md/zxx2d1lmeeeaZ88cUXbmmN0u3R7crcTt3usCMLVkavOfnvzvKnI488UqZOneqW1jgCBEBB9MlqfZeThoffse2+++7yyCOPeCFTVbqO+++/P+toRL/rggsukA8++MAtr1b6/bodmfuu26nbG8W+K23ffv36Sd26dbPa99FHH43sO6JGgAAIRf9C/vWvf531F/IRRxwhr7/+ultqotdfLr300uBNvjrVqlVLTj/9dPnXv/4V+QXqfPR79Pv0e/X7/W3R7dLt0+2MgobDww8/LI0bN84Kzuuuuy6yI7y4ECAATCZOnFjhHP1ZZ50V2Wmnjz76SC688ELZcccds75DLyjr0cALL7wga9ascT9WJbo+Xa+uP/PCtU66Hbo9ul1R0WsprVu3zvqe0047TT755BO3NJEIEABmemuvjvPdoEGDoAPUt8/+6U9/kvXr17vlJmVlZd5f43o6J7Oj1al27dre8xdXXXWVjBw5Ut58882Cjwy0Tuv1c/p5XY+uz/0O/V79ft2OqCxYsEB69uyZ9T0tWrSQl19+2S1NNAIEQJUtW7ZMLrnkkqwOuGnTpjJq1Ci31ExfEzJp0iQ577zzZLfddqvQ0WdOen1i3333lUMOOcS7yO1P+m+dn3mdJdek69fv0e+L8nUr+rT6gAEDgrcT+9s6ePDgSJ+zqS4ECIDI6PgXv/zlL7M642OOOUZmz57tllaJXp+YNm2a92T2SSedJLvsskuFEAgz6ed1Pbo+XW8c11n0NSR777138J1RX0upCQQIgMg9/fTTwUBSOunDdpdddpMsXRrfWCCLFy+WyZMne69OHzhwoFx00UXeUYRel9GjD/2v/lvn63Kt03r9XJzeeus96dChQ1ZgderUSd5//323tOgQIABioWNi3Hrrrd5f9zvttIc0aXKytG17s4wY8Y5s3pzM21KjtHTpernhhrGyxx4nb9v/76/f7L///vLss8+6pUWLAAEQq6++Wix/+MOftnWeveSIIx6QI48cIl26jJYpUxa4pamg4fiPf7wtxx77j237e/+2I7GLpGnTY+X22/8ay6mxmkSAAKgWc+Z8Keed96wXIP70hz88L599tsItLVqvvTZfTj99dLB/bds+LP37/0u+/rrmX3wYBwIEQLWaMOFjOfnkkUEn267dUPnb36bJ6tXFO8ztp58ul0suGZ8Vjuef/y+ZO7fmX7keJwIEQLXbsGGLPPDALOnQ4ZGgw+3YcYQ8+eRc2bo1urfZxm3Vqo3y17++7oWgvx8aji+8UBwPAlYVAQKgxnz11Rq57rqXs/5y79lzrMyY8aVbmijffrtVnnjiPfnlL4cH23300Y/KQw/Nko0bi+95DisCBECNmz37Kzn77KeyguTqqyfJokXJexfUm28ukh49xmRt6/XXvyyLF0c/AmHSESAAEkFPXT399AfSqdOIoGPWU1yDB8+Q9etrfpCphQtXy1VXTcwKjt/+9ml56614nyNJMgIEQKKsWbNJ7rrrDWnf/n/XFX71q8dl3Lh5EuFgfwVbt26T3HPPm3LUUf/bnhNOGCHPPvthUV2viQMBAiCRFixYKX36vJD1F//vf/+MzJlT7pbGQsPhuec+ks6dHwu+X0Nk0KDpsnZtup7nsCJAACTa1KlfSNeuT2QFyY03viJLlqxzS4PlbdoM+cFbaP3aXN55p0zOOefprO+84ooX5Ysv4nsVSzEiQAAk3pYtW2XkyDly/PHDgg79mGMelenTs4eSzezwL754XNYyV74A+fDDpd4DgP7y7t3HyBtvRDdkbZoQIACKxooVG+WWW6YEHbxem8jkd/p6jUL/O3ny/KzlmfIFiJ460+sveovuqFHveeGF3AgQAEXn44+Xey9l1AvumfxQGDPmfe+/3bqN8Z7ZyCVfgKiVKzeWxAsfq4oAAZAafihoaGh4+GGSS2UBgsIQIABSIzMU9PSVfzpLb8V1ESBVR4AASA03FPRCuv5bH0Z0ubUIjwABkBpuKOitvHpLrz7RXl6e/aoRtxbhESAAUiNXKPTv/4o3b8CAV7Pm56pFOAQIgNTIFQplZWu9IxA9EtFnPHy5ahEOAQIgNfKFwr33zvDm9+49PpiXrxaFI0AApEa+UNC7sPy3/PpjseerReEIEACpUVko+A8X6lge+pxIZbUoDAECIDUqCwUNDf+ljGPHzq20FoUhQACkxg+FwmuvzfeWZ76iHXYECIDUKCQU/IcLC6lF5QgQAKlRSCj4DxcWUovKESAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJv8f4PoUiB4+isAAAAAASUVORK5CYII=)
PN: 3H30-7-44
CAS: 1427195-20-7
Molecule Weight: 205.66
Formula: C8H13ClFN3
PN: 4H15-3-38
CAS: 1427195-32-1
Molecule Weight: 172.135
Formula: C7H6F2N2O
TSCA: Not listed on TSCA inventory