![[1-(2,6-Difluorophenyl)cyclobutyl]methylamine](data:image/png;base64,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)
| Product Number | 3630-3-0H |
| CAS | 1215627-14-7 |
| MDL Number | MFCD11100031 |
| Molecular Formula | C11H13F2N |
| Molecular Weight | 197.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-3-0H
CAS: 1215627-14-7
Molecule Weight: 197.229
Formula: C11H13F2N
![[1-(2,4,6-Trifluorophenyl)cyclopropyl]methanamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABIdAAASHQFFopEEAAACTHpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/isXna4gTIFCVTtWmSSdt9+G2k+7bKYW0Q+JlAtaXf39OubVQdrSldXD82I6dZHF3KHLYmbrJqjJ2kHEHTJlUaVZuY+fX6+MsdO6Wi4SMyLBsYuetbd/nrrvf71nyZgp9qEqWVIXTzc8PTTaw2UtW1VtXcI7u7+enlxMzy8qm1WViiGqyeXNSPlWJbk9Z/CeEW+h6l5VuZ+4W9a7z9kdw+3B2aFLnspZ7mlsRCpssN7Cp6kK3sBOc0cO/wdaUptatSWF9JLVkHq19uXh+qJKPwpQtDa2HLNH5S1t/JKQoqtwkH+SMBt8fYqdAAnRbFau61kewI6vWCFqAlqA90D7oALQCHYKOQCOnH80jGSBZIJmgTzXPjQ36enw3lHkOP+C+933s/1PNROzQGugDHvOs8FnoKQTFuAhCEioiETDhkwhpwYFPykhGSEovEhwihhiGgJz5QcABkSnPV/Y9lNKj6cCXikQkEB04XgLOOFNChFZiFCDMkGFIHmaC+Ripi/w3j0wK7pOgBAUIJpF79KZCci+YUjIA6khAyZ89CyZk5FFp3XNtl4t1Vaa9IWRp7KwpNWvy02wayvBUdAeqOjU1bWXrwJr2ATEEbIumATkEbEOnAW8I2PZPA/4owg0gGAFqGlBDwO7FM7D6CgiHgN250xGiEYB8OoSd7yPdubjBXLW7O0fTmaH4gpE34lw1vTunNxhvVOSbyFXnP6+C8XLc3uZ3Py8hGo4uKLd3e7l0Zy//ArxxtaFov5LVAAAqOklEQVR4Xu3dB7gU1f3/cSygRmzBQqxYYokoRhS7RLHEH5bH/mAQJSpRYlSwKyLGgliIYiyAIkixQDT8UUowiogCioBCAFGEIIIgTZAunL+fk8zm3sPe3Z0ve+/u7H2/nmcedc/s7Mzm5nx25rQaDgAAgxrhCwAA5IIAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAUMK6tqqRcdsUm/ZuAEBRCwMj3DbFpr0bAFDU8hEUFamcowIAigIBAgAwIUAAACZhm0e+2j9k048AAChaYWgQIACAnOQrLNKpnKMCAIoCAQIAMCFAAAAmBAgAIKtF30xy69etKfcaAQIAqNCG9T+6US9f74Pio7/fXa6MAAEApLVm5VL31hNn+JB46eZd3cKvJ4a7VBoCBAAS6vsFX7pX7z3Eh0f/DvXdsoUzw10qFQECAAk0d/p7rlfbnX14DOnyf27tqmXhLpWOAAGAhJn2QQ/XvXUtHx4fvnqTbwMpBAIEABJiw4b1bsyAW31wdL+upps6slu4S5UiQAAgAdauXu6GPn2uD4+ebX7uvpn2TrhLlSNAACTK22+/7Q499FDXuXNnt3z58rC4JC1fPNsN+HMDHx6v3nOQWzp/erhLQRAgABJj6NCh7mc/+5mrUaOG3/Tvv/vd79yQIUPcjz8Wph2gss2fMdr1vqWuD483Ozdxq1csDncpGAIEQCJ06dLFbbnllj44mjdv7q644gq37bbbpsKkbt26rm3btm7ChAnhWxPri4/6uef/uLUPj5F9/uDWr18X7lJQBAiAorZu3Tp33XXX+ZDYeuutXZ8+fVJlK1ascL1793Znnnmm22KLLVJhUr9+fdepUyc3Z86cMkdKjg0bNrgR/du7rn/YzHW7dgs36Z9PhrsUBQIEQNFasmSJO+2003wo7Lbbbu7DDz8Md0mZO3eue+yxx9wRRxyRCpLNN9/cNWnSxPXs2dP98MMP4VuK0sqVK90fr77EXXJcDdel1fZu9uQh4S5FgwABUJS++OILd/DBB/sgOPzww92sWbPCXSr02WefuVtvvdXtscce5dpL9OhL7SjF2l6iEDz66KP9+Z523L5uzszJ4S5FhQABUHTeffddV6dOHV+Rnn322ebeVuvXr3fDhw93LVq0KNde8otf/MLdfPPNRdVeMn78eLfnnnv68zvxxBPdggULwl2KDgECoKg8//zzrmbNmr4iVSWvEMgHtZe89NJL7owzzijXXnLYYYe5Rx55xH3zzTfhW6rM66+/ngo4dQ5Ys6b8lOzFigABCiCaYruirTpSUKgXlSpRBYiCpLIoLB599FHXoEGDcu0lam/p1auXD5uq8tBDD/nP1taxY8ewuKhVz79UoMDCwAi36mbZsmX+UZUqcj260iOsqvLpp5+6W265xe2+++7l2ksuv/xyN2zYsLzdAYVWr17tH63p83T38cYbb4S7FL3q95cKFIHqGhTpqHFcj5FUkarRXI3nhaCg+Mc//uGDo2x7iYJFAaOgyRe1b5xwwgn++Gr3KKa2mDj4CwYKgAD5jw8++MB3z1VFevrpp7ulS5eGuxSEHmHpUZbOSY+WojBRbzA9+tqU9pLJkye7fffd1x+vUaNGvudVUvEXDBQAAeL8AEANDFRF2rp1az9gsBgpLNTIrvCIgkSN8AoXNcrHaS8ZPHiw23777f0xLr30Uj/mI8mq918wUCBhm0d1av/QKOu7777bV6KamuSpp54KdylaEydO9D3D1A04ChM97tJjLz3+ytRe8pe//MUHz2abbebuvfde/z0kXen/tQJFKAyN6hIg+rV+4YUX+op3hx128I3Um0qDAqdOnereeecdP+JcW7du3VL/rtdVns/BgzqWzl0DE8tO7qj2Eg1gLNteojurVq1a+fJtttnGvfzyy2WOlGyl/dcKFKnqEBYhPQpq2LChr0j3339/N2XKlHCXnMybN8/17dvXXXXVVe6QQw4pN6Yj06b9tL/ep/frOPmgKVLUXqIuwGXbS9RFuEOHDu64447z/63JHseMGRO+PdGq118wUCRyDZAVS75xq5Z/F76cOOPGjUt1kz355JPdd9/FuyZ18+3Ro4f7zW9+4x8BlQ0GNcI3btzYXXnlla5du3a+0o42/bdeV3nUWB9tOo6Op+Pq+PmgyRs1iWPUqyza9N+zZ88Od0+87H/BAPIulwDRCnRatlTb0L+e42aMe839uHZVuFvR69+/f+oxT8uWLd3atWvDXSo0f/58d9ttt7ntttsuVRnvvffe7tprr3WvvfaaW7hwYfiWjLS/3qf36zjRMXV8fY4+L1/UNVd3HTr+iBEjwuKSkPkvGEClyCVA3IYNfv3rXm13Tu3/4k07uvd6X+PmTn8v3Lso3X///f6Xvh7tqCdTrvRY6I477vBtBqqAt9pqKz/Fh9oz8tX4rOPoeDqujq/P0efpc/M1c+9dd93lj1uZo+oLKctfMIDKkFOA/Nf6H9e6WRMHuuHPXZRaXEhbvzvruY8H3lM0y5uWpVHWWilQlWft2rXdwIEDw10qpBHZ0d2Beji1adOm0sdK6Pj6nGgAoT4/HyPD1WCu4914441hUUnI7S8YQF7FCZCy1qxY4qaM7OoGPnpS6hja3uh4jJv87l+Lor3k22+/dccff3yqIs51BLfGRFx99dWpx0oXX3xxlS8Ipc/T50bnoPPZlLEaGjSo45x66qlhUUmI/xcMoCgsWzjTfTLoPvdKu1+mgqR761pu6NPnuhmf9Hc/rlsdvqXSaR2OffbZx1eaxx57rA+TXGj6kqjhWWMstMZ5Ienzo7EeOi/r9Cpq76lVq5bbZZddwqKSQIAAJWD+jNHu/X6tXa82dTZqL5k3fWS4e6UYNGhQqrG7WbNmbtWq3Br81UNr11139e/T6O5cQ6ey6Tx0PjovnZ/O0yKa8Tdf3YaLCQEClJD169a4mRP/7v7x3IXu+dZb+SB5sFkN1/y39VyHDu3d9OmV016ipWSjUdb33XdfWFwhzbobhc6f/vSnjCO5C0Hno/PS+ek8LbMER21BGqleaggQoEStXrHYt5c8ccuJ7vC9/zcmQY+Wnn766dhdYNPRIxoNzNNx1VX31VdfDXepkH7RR+HxwAMPhMVFRecXhUjcO5GHH37Yv/fxxx8PixKPAAGqgX/P+soPrDvggANSQaJn8+edd54bMGCA7zUV16JFi/xAPB1LgwQ/+uijcJcKqU0hemxV7OERiUJE5x2nTeStt97y79OAxlJDgADVzIcffuiuu+661Jrj2nbaaSc/X9P7778f7p6W5paKwujXv/51rN5S6tVUv359/149HkqS6HGWzj/X3lkaga73aBqXUkOAANWU1t3WWIcLLrggNZBOm9aq0GyxFf3KHj58uNtxxx39vueff37sQXdRV13NHVVsbR7Z6Hx13jp/XUeuFNAapJjPCR2LAQECwC1evNg999xzqVXyok0TAT7zzDOp9hL9u6ZgV9mdd94Ze1S4AkvvVRfZYultFZfOO+rim+tgw5NOOsnvP23atLAo0QgQAOXMmDHDt5doxtwoSNReErVZ6G5Fs8/GpTuVaIT50KFDw+JE0fnrOnQ9udyBacEs7a95wUoJAQKgQlpyVhMPau0OVYCa02rUqFHhbjm5/fbb/TE00rsURCPWdV3ZPPvss37f9u3bh0WJRoAAyEoLQdWsWdMHiYUe+6ibr+aaitPgXsx0HboeXVe2x3EKXQWI2oxKCQECICfqbaVK0BIA0d1H27Ztw6JE0/XkcheydOlSP8hSPddKCQECICctWrQwtV9osSYNwNt66639qoSlRNej69L1ZVuUSnOE6RFgLm0mSUGAAMjJo48+6gNE/4xDK/7pfaU4kE50Xbo+XWcmZ599tt9v7NixYVFiESAAchL1PNKdSBzRaHUt3lSKdF26Pl1nJur2rP1eeOGFsCixCBAAOdHjGlWAagvJlWag1WMbdXeNO2YkKXRduj5dZ6YZd/v16+e/v5tuuiksSiwCBEDONP2JnvmvW7cuLEqrb9++vtLU1CmlTNen69T1VmTSpEl+n1JaXIoAAZCz6HHUlClTwqK0opl6S20AXUjXp+vU9VYkWlxKAzJLBQECIGfRZIK5Ttt+8MEH+/0XLFgQFpUUXZ+uU9ebyeGHH+73yzZuJCkIEAA569atm68A27VrFxZtRI+5NPhQ80ZVB7pOXW+mx3vR4lKakLIUECAAcjZ69GhfAWodkWw0caD2zdY7qVREj/cyTZgYLS7VuXPnsCiRCBAAOdNgOY2o3m+//cKijQwZMsRXlnGmPU+yaJp6XXdFosWlWrZsGRYlEgECIBaFh7qsLl++PCwq55VXXvGV5a233hoWlSRdp65X112RaHGpo446KixKJAIEQCznnnuurwT1OCuT7t27+/3uu+++sKgk6Tp1vbruTLQYlyZgLIXFpQgQALGoAV0VpRrUM+nSpYvfL+7UJ0kVTfWi684kWlzq888/D4sShwABEEv0aCrbeubcgaQXLS41YMCAsChxCBAAsfzrX//yFWC23lW0gaQXLS6ldeeTjgABEIvGOWhZW01rkgm9sNKLFpe64IILwqLEIUAAxHbEEUf4SjDT+h6MA0kvWlzql7/8ZViUOAQIgNguv/xyX1lmWlyKkegVixaX0lLBSUaAAIjtkUce8QGSrYcVc2Gl17RpU7//Rx99FBYlCgECILaofSPb4lLMxpveHXfc4fdP+uJSBAiA2ObMmeMrwGyLS7EeSHrR95L0xaUIEAAmP//5z/3iUplGVLMiYXqfffaZD5AmTZqERYlCgAAwady4sa8Esy0uxZroGyuVxaUIEAAm119/va84sy0u1aNHD7/flVdeGRaVBF2Xrk/XGcdhhx3m35fkxaUIEAAmXbt29RXgPffcExaVoyngt9tuO/+4K9O4kSTS9ei6dH26zjguu+wy//0leXEpAgSAyYcffugrwFwWl7r99tv9vm3btg2LEk3Xo+vS9cXVsWNH/94kLy5FgAAwiRaX2n///cOijegxjaYw33bbbX0PrlKg69D16Losj6HefPNNHyBJXlyKAAFgtu++++a0uJREdyEXX3xxWJRIug7r3Yf8+9//9u8/8MADw6LESFyA1Ohaw28ACi9aXGrMmDFh0UZ++OEH391V+2eaAiUJdP66Dl2Priuu9evXpwYTavqTpMpLTZytUs9Uvm79Otfz857ut4N/63Z7aTdXs3tN/8+Gf2vo2o5u6yYunFhu/0zHAlC17r77bl8JZlsDI/LGG2/4/TVvlOWxTzHQeev8dR26nrgUOOeff75/vxrf4/beKiZ5qYmzVeoVlc9dMdc1eqNRqryirax0rwEojGjNjxtuuCEsqlA07flpp53mf4knic5X563zt0xT//XXX/vR+3q/ZuPNNnNvsctLTZytUk9Xvnb9Wn+Xodf37LOne27Kc27mspluzfo17rtV37nx3413T0x6wjUY0KDc+9IdC0BhRItLnXLKKWFRhVauXOnq16/v35dtVcNio/PVeev8dR1xaOLE6M5Fgw4XLVoU7pI4eamJs1Xq6cq7Te3mX6vXr56bv3J+ubJM0h0LQGFEi0vtvPPOYVFGX3zxhR+Frcr0gQceCIuLks5T56vz1vnHocGW22yzTerOJZcp35MgLzVxtko9Xfmpg071r700/aVyr2eT7lgACidaXGru3LlhUUbjxo3zbQBJCJEoPHS+Ou84tFa6ujtvscUW7vHHHw+LEy0vNXFUqWfbyqrTq45/7duV8RrS0h0LQOFEi0sNGzYsLMrq3XffTYWIHg8VW5uIzid6bKXz1PnmatWqVa5Zs2ap92rcR6nJS00cBkVFW1lbdt/Sv6ZeWHGkOxaAwokWl3rsscfCopzoF330OOv0008vmt5ZOg+dT/TYKs6dh2blPeaYY/x769Wr52ffLUV5qYmzVerpyrkDAUpDtLjUFVdcERblTG0K0eSCamjWMQtJnx81eOu84rR5TJw40e21117+vccff7ybPz/3Nt6kyUtNnK1ST1d+yqBT/Gu0gQDJpq6pqiyPPPLIsCgW9WqKuvhq00jvqp72RJ8XjTDXpvOJ09tq4MCBrnbt2v69zZs3d6tXrw53KSl5qYmzVerpyrtO6epf27ffvm7BqtzXS053LACFpcWl1Mso0+JSudLgvGjEuuaaatOmTewG+rh0fH2OPk+fq8+PO0iwU6dOfloXbcXeKSBf8lITZ6vU05VrvMev//Zr//pefffygTJr+Sw/PmThqoVuwsIJ7slJT7ojBhxR7n3pjgWgsKLFpaZOnRoWmWi0tqb6iLq+qquwHpFp8aZ8rWyo4+h4Oq6Or8/R5+lz40xPsmbNmtSaIJpYccCAAeEuJSsvNXG2Sr2i8jk/zEkNJsy0lZXuNQCF9cc//tFXoK+99lpYtEnUfnDbbbelempFdwfXXnut/6yFCxeGb8lI++t9en90l6NNx9fnxG2v+O6779zJJ5/sj7HHHnu4Tz75JNylpOWlJs5WqWcq1x1Hj2k93BlvneF2fWlXPxeW/qlguXn0ze7TRZ+W2z/TsYDKpF+aeqzRsGFDt9tuu8VqWC110eqE++23n+/qmq+7hIimjtecURrBrTEVUcWvTf9b6A5IdwHt2rVzHTp0SG36b72ucu1X9n06jo6n48ZdDEo0Cl9T2etY+psotcWyckFNDGShhZOuu+46V6dOnXIV0C677OLef//9cPdqp1+/fqlHQNGmXkh33nln1vXSLdRFtm/fvu6qq65yhxxyiB+gV/azK9q0n/bX+/R+HcdKs/HusMMO/rgXXXSRW7FiRbhLtUCAAGl89dVX/hfsAQcckKqAatWq5Vff0yOQ1q1b+9dUcfbq1St8e7Wgu4z27dunRlk//PDD7oUXXtjoLkG/zp944onYj4dypYZ7tb2oPaNnz55+69atW+rf9brK89HAL126dHFbbrmlvzbd4eT7bitJCBDgvxYvXuzX+T7xxBPL/XI99thj3dNPP73R8/ZnnnkmVZHo13axjaKuTOraeskll/hr33777d3gwYPLlWuxpAcffNAdfPDBqe9R31XTpk3dyy+/7EdpJ43mr9KdqK5F66D36dMn3KXaIUBQrald4+9//7u78MILyz2G0ehh/bqePn16+JZyhg8f7nbccUf/Hq3xEKf3TlKpy+vRRx/tr1krEk6ePDncpZyPP/7YT/cejTaPQuf3v/99rKlBCmnJkiWpadzVlqLHmiBAUE2NHfuJfwxVtl1DQXDNNde4kSNHhrtnpDUdtLaDjqG1HjSwrlSNHz/e7bnnnv5adae2YEHuY7j0C37QoEHu0ksv9b/go+9dvaHuuuuuvHUBzjd1lojupA4//HA3a9ascJdqiwBBtfHNN8tct26fuDPOeMTttFNDXyGoXUPLsvbv33+TRg1rbQc9+9cxNQWG1n4oNa+//npqoF2LFi383ZvV999/755//vnU+JFo053Nk08+WWntJXHpDin6kXH22WfntPZ7dUKAoKQtW7bmp4pvqrv66oGuYcOufmvQoLNr2rSte/rpZ30//nxZu3ZtaioODUjTGhCl4qGHHkqNsu7YsWNYvEnUXqKR2wcddFAqSLROuCpsrXhYqPYSBZzOQ+dz8803V6s2rlwRICg569atd++9N8vddttwd9xxz6eC45xz+rlnn/34pwprafiWvNKaD+qVpJ5IWgsiyXSXobsNVaK6+4g7vUdcY8eO9dOnq4t0FCZqL1HX2xEjRoS7VwoFRdu2bVNBpiBBegQISsakSfNdp06jXJMmvVKh0bjxi+7++99zn3xSuXMphbT2QzR6WmtCFOpX9KZQ+0bUI03tHhMmTAh3qTS6m1N7iXp6lW0v2Weffdzdd99daWuJa0Ch7nz0WXp0lZRG/kIhQBBLVDFXJFt5WdG+Tz45JizycjnW3LnLXffun7jzz38ltf8xx3R3bdoMdcOHz/jpF3R++v5baA0IVXiqjLQ2xKYMXKtq6lmlHlZRu0RlT2aYydKlS3/637h72vYSjcmI05CfiRrHoynl1WjOTAPZESCIJVulnq28rLIV/qxZS8LiCo+1fLmmFJnqrrnm/6X20daixRvu1Vcnu8WLi+fXvhqDtSaEKiWNztZaEcVOYzr02EjnrDuAONOZVzZV8vfff7878MADU0Gix0znnHOOb3Oy3ul98MEHqalOtIiUQgvZESCIpaJKPZKtvKyylf/1178VFm90rAULVrjbby/frnH22X3dM898nDaAioV6d2ltCFVOWitCa0YUK40Yj9pv7r333qIeZa32Es3BtfPOO6fCRNOLqCNDnPaS3r17px6TqWu3uhsjNwQIYgkr9VC28rKiff/0p8H+nyNGzExbHnn55Un+v9Wu8ec/V327xqZST6OoJ5OWgS0mqjRbtWrlK1H1INNo8aRQe4lCWQtBhe0lmmrk888/D9/iKRxVrn01Sv6pp54Kd0EWBAhiCSv1ULbysqJ9Z85c4ho16u57SZVtswiPpd5V48fPK2i7xqbSWhFaM0KVVsuWLX3lV2iawuXUU0/151S3bl03Zkz6Nqkk0IhxzYMVTbEebY0aNfIBEXXb1uSHmn0gumsZNmxYcCTkggBBLFGlnm3LRdl9H3vsA//vahBPV15Kxo0b59eOUOWlii6fY1Hi0q/zqD2hQYMGbvbs2eEuiTVz5syf7lT/nJolQJvaSxSW0fev6dgrY8bg6oIAQSxhUFS05aLsvt9/v/qn/2P3cscf/4KbN+8/o33jHCtptHaEZqktZCX2z3/+0+20007+HDTLcCmPstZdlRa9Ktteoh5XhQzvUkCAIJZslXq28rLCfV977V/+vzUAMF15qdFjFK0lUYjHKJp1OBplrZX4qssoaz0yPPPMM/116zvApiFAEEu2Sj1beVnhvuvXb3CXXNLfvzZ27JyNyktRVTfkak2MG2+80X+e5gF78cUXw11KnhaT0vXfdNNNYRFiIkAQS7ZKvWz5xx9/47vnnnzyiz/96uvte04tXfq/fvrpjhUFx8UXv5a2vFRpbYmoB5HWnKiMrqQaZX3WWWf5z9CjnLizDpcKDfDUd9CkSZOwCDERIIglW6VetlwTGGpOqiVLVrlFi1a6Bx8c+dOv3yFp9y2rbdthqbJ05aVKa0yUHcymHkX5ohUWDz30UH/sX/3qV27GjBnhLtWGHmPp7kvrk2DTECCIJVulnql8xYq1/m4kUtG+s2d/7449tnuF5aWsMqbT0Lrt0eSEev6vqdSru+g7/vbbb8MixECAIJZslXqmcg0U1F1JJNO+mh8rU3kpU2+ofE3op/Xao5UWNcttvtYFT7rLLrvMfydaURJ2BAiqxLRp37mzzurjPv+8/LriSE+9orQGhSo5y5TiapzXOu1R47zWb8f/aE0TfTedO3cOixADAYJKN27cNz48kjb1SDGwLGqkddm1Prveo2V6+ZW9MU23r+9HswHAjgBBpRo27Ev329/2dpMnF8cSpUkUZ1lVrceuddm1r0ZgF+s644WmVRD1HR111FFhEWIgQFBp+vT51DVt2td99VX+ehNVV2pMV6O6Kj01AKuxPaR12LUeu/bR+uxapx0V092Z5iXL5a4O6REgqDRRI3i4qTcW4lO3XnXvVUCou6+6/Ua0FoZm0VWZpjMvhkkai1202uL06dPDIuSIAAESRAMMtWaFKj4NPNQARK27rvU7tI6H1mNHbjRgU9/j3/72t7AIOSJAgATSlCfqXaUKUJvWX1fDMHKnnmn67jp06BAWIUcECJBQ0Rxa/Iq20QBLfXdaFwQ2BAiQQFr7u169eqkA0RoXiEdtSnr0p/VQYEOAAAmk5XEVHOeee66f20r//vrrr4e7IYu9997btx1pan3ER4AACTNnzhxXu3ZtP0XJl19+6YYOHeoDZL/99nOrV68Od0cGTZs2dbW3ruEmjv84LEIOCBAgYZo3b+4DQwtBRaK5sx566KEyeyKbF7vc4S49voYbNaRHWIQcECBAgowePdo/t69bt65f3yOisQyaolx3JnPnMmVMrj4f09d1bVXDffham7AIOSBAgITQBImNGjXydxo9emz8i/mWW27xZVdccUVYhAosmvOZD5A3/3JaWIQcECBAQmhqdgWE5m9KN/2G1vnQCPXNN9/cjR07NixGGuvXrXHdW9dyL92yW1iEHBAgQAJoAsXdd9/dP74aNWpUWJzSvXt3HzLHHXecv2NBdv3vO8zfhaxcxoSfcREgQAJEa3s0a9YsLCpHdyZHHnmk37d3795hMdL45/OX+QCZM/XtsAhZECBAkdN65pr3atttt3WzZ88OizcycuRIf6eyxx57+LVBkNmEIR19gHz29l/CImRBgABF7oILLvB3FJo0MVeXXnqpf4+mO0Fm//7sTR8gI3r9PixCFgQIUMTeeecdHwT77LOPW7lyZVhcIS2YpLUuNMX7zJkzw2KUsXzhLB8grz90dFiELAgQoEj9+OOPfvEoBcgrr7wSFmfVvn17/96LLrooLELgxRt3cC9c/zO3YcPGvdtQMQIEKFLRdOMnnXRSWJQTze+01157+WOMGDEiLEYZAzud4O9Cls5ncak4CBCgCC1evNjtvPPOfkzH+PHjw+Kc9evXzwdIgwYN0o4dwX+83+daHyBfjWda/DgIEKAI3Xjjjb7i1/K0m0JjQU444QR/rK5du4bF+K9/vfu0D5BxgzqERciAAAGKzJQpU1zNmjXdDjvs4ObP3/TBbePGjfN3MrvssotfAwMbmzd9pA+QfzzH4lJxECBAkTnzzDP9HcOjjz4aFpm1bNnSH7NNGyYNTGfNiiWu6x82c6/cw+JScRAgQBEZNGiQr+i1St6aNWvCYrN58+a57bff3t/ZTJs2LSzGT/resbefF8sxBUzOCBCgSCgwFBwKEAVJvnXq1Mkf+6yzzgqL8JPZkwa7SW8/Eb6MDAgQoEg89thjvoLXI6zKoIA64IAD/GcMHjw4LAZiI0CAIqDGcjWa6xGTGtEry8CBA32AHHTQQW7t2rVhMRALAQIUAXXXVcV+ww03hEV5d9ppp/nP6ty5c1gExEKAAAWmgYLqZquBgxpAWNkmT57sttxyS7fjjju6BQsWhMXVlrrxZtqwMb4VoMA0VYnuCDR1SVW5/vrr/We2atUqLKq2wsAIN2yMbwUoIE2SqIpckyZq8sSqsmjRIlenTh23xRZbuIkTJ4bF1RJBER/fFlAgmp5d07QrQDRte1X761//6j+7cePGYVG1RIDEx7cFFIgWiFIFrgWjCmHdunWufv36/hz69+8fFlc7BEh8fFtAAWhpWi1Rq6VqtWRtoQwfPtwHSL169dyqVavC4molbPOg/SM7vhmgAJo1a+Yr7jvvvDMsqnLnnXeeP5f7778/LKpWwtAgQLLjmwGq2KhRo9xmm23mdt99d7d8+fKwuMp9+eWXbquttnK1a9d2c+bMCYurDcIiPr4toAppUaejjjrK/+Lv1atXWFwwt99+uz+n5s2bh0XVBgESH98WUIV69OjhK+pGjRr5xZ6KxbJly1zdunX9ndHo0aPD4mqBAImPbwuoIsVeSRdruFUVAiQ+vi2gitx2221F/ZhIoRE9XuvZs2dYXPIIkPj4toAqkJSG6g8++KCoGvirEgESH98WUAWirrIPPPBAWFR0LrvssqLpYoziRoAAlaxfv36+Qtbst+3atXMdOnQo6k3rpteqVcvP2DthwoTwcoAUAgSoZIcccogPkCRuhZpmBclAgACVbMyYMa5t27a+YTopm3pkacr3r7/+OrwcIIUAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/H/9gdrhwQZv+gAAAABJRU5ErkJggg==)
PN: 3730-7-24
CAS: 1545011-68-4
Molecule Weight: 237.65
Formula: C10H11ClF3N
![[1-(2,4-Difluorophenyl)-2-methylcyclopropyl]methanamine hydrochloride](data:image/png;base64,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)
PN: 3730-7-26
CAS: 1417636-66-8
Molecule Weight: 233.69
Formula: C11H14ClF2N
![[1-(2,4-Difluorophenyl)-2,2-dimethylcyclopropyl]methanamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABF+AAARfgG2vHBQAAACWXpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF+PDNi9RSBW1qjSp3Ye1k/ZtcsBJkQJUQN7+/c6gZCTpCJDc+XyPz+ezPXs4FBvY2brJqzJhyAUDW6ZVlpfrhP16f55E7GE+S8mJHMsmYR9t+zn1vP1+z9MPW5hDVfK0KljfPz00+YXPXvKqXnu+EOj9fn1565hJXjatKVNLVJNPm874UqWm7WbxnxBeYepdXnq9u1fUu360P75wn+CHJmP/cnmkvgWhsMo3FlZVXZgWdr7g9IlvsLalrU1rM1geySy5otzns9enKt0WtmxJdSPkqdm8tfU2JUNRbWy6pcFI+f6UsAIJMG1VLOraHMFpzmwQjA9GglFgNJgATAgmAhODQUE/6kdyQPJAckHywYDWfWNd4Pfjp6XZb+Bx8P44a8/9P62cnzDKhB5A5DIKJKBLLggg5sIPYteMw66pJImIh5EOqRUEsYCQx8JXJATGCJqrSAtQPJIKQXLphtU8xNC5+BodjlLFDI6DuDwKdASCR6GOT62J4EqHA0l2LTVMJEekGGSXvgycXUcanVRadP5CU5tESDNCl4oiIUIfwedSyoCW2zuv93y2rMpsoEKeJWyJrCvET7tqaKJdIRhUdWZr2t5uAOc6BPxLwJVtHJA3gB4H1CXgtsQ4oG8i3AGCS8DtuHEgvATc/hwHopsI8TgQXwLd3j8Ti68I1z9E+rNyh7kqd3+27jBXFe/P4ng2KL9g1J04V3Xvz/odRt8u2z3kqvin6+Q2HW9wYLzTZUbqzUXnDW5Bj+7++V+EIMjXdq5HiAAAKcxJREFUeF7t3QmUFNXZxnFiTIIbiYoYNWqIK6KiwR3ExCXuQYlGjUYxguQIgrhFTRRF0ZiIK5qACy4gi+KO0SCCG0hQcQFBEQQRkUVQEBBc7pfn+hWZudNd3f3OTE9V9f93Th+gb3V3Vc1wn666WyMHAIBBo/AJAACKQYAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAANTQ/8xGeR9AhN8GADUQFigGvyEAaiBAUAx+QwDUQICgGPyGAKiBAEEx+A0BUEPYcE6gIBd+IwDUQGCgGPyGAKiBAEEx+A0BUAMBgmLwGwKgBgIExeA3BEANBAiKwW8IgBoIEBSD3xAAgAkBAsDNev1Rt+TjaeHT1TRq1Mg/cokry+eDDz5wPXv2dDvttJNbb7313AYbbOB23nln16lTJzdx4sRw80wr5VzEneu4svpQvk8CkEjvTRzqb1eNGXhaWFRNXOUUV5bL008/7Zo0aeK23XZbN3z4cPfJJ5+4FStWuHHjxrn27duX9F5pV+q5iDvXcWX1oXyfBCBxPl88x919zobu9rO+7xbOeiUsriaucoorC82ePdt/w95iiy3cwoULw2LviiuuCJ/KJMu5iDvXcWX1oXyfBCBZvvnGPXH9Qf7q47Un+4SlNcRVTnFloR49evht+/XrFxZVHMu5iDvXcWX1oXyfBCBR3hx1vQ+PR//W9r9Z8nVYXENc5RRXFtphhx38ttOnTw+LKo7lXMSd67iy+lC+TwKQGJ/Mfcvd0bWxG9i9iVu6cGZYnFNUOcU9itG4cWO/7RdffBEWVRzLuQjPea5HuZTvkwAkwldffuEe7N3KX32889LAsDivuMoprixkqTSzynIu4s51XFl9KN8nAUiE8Q+e78Pj3//8TVgUK65yiisLWW7bZJXlXMSd67iy+lC+TwLQ4Oa+M8YN6LKWu+/Czd3KzxeFxbHiKqe4slDUcHzrrbeGRRXHci7iznVcWX0o3ycBaFCrVnzqBl+0levf5TtuzuSnwuKC4iqnsOyZZ55xBx10kO+iutlmm7nTTjvNffzxx75s1qxZ/vktt9zSLVqUO8R69+4dPpVJlnMRnuuqcpXF/SxqK/deAMic0Xee7G9dvTikW1hUlFyVUyQs++Uvf+lGjBjh5s6d65YuXerHMhx44IFryqPBc9tvv7174IEH3OLFi/3gufHjx+ccPJdlpZ6L8FxXlaus0M+iNnLvBYBMee8/Q3x4DOvVwn25ekVYXJRclVMkrkyWLVvm1l133WrPaRCdpu9o0aKFW2eddfw35JYtW7rOnTu7V16JH9SYNaWci7hzHVcWyfWzsIr/JACpV220+exXw+J69/nnn7trrrnGHXnkkWFRUaZOneouuOACN3/+/LAoVb788kt/Hh5//PGwqGxq+7MIESBAhn3zzTfusb7fjjaf9OTVYXG9i74RN2vWrKSeRlVplLbe46c//al76623wuJU0G0ptUPoOI4//viwuCzq4mcRIkCADLtnQF93UptG7p5exY02rw+fffaZ69Wrl9t///3DoqJ89dVX7uyzz/aVn27tPPHEE+Emifbuu++u6a7brl27vHNelUNtfxYhAgTIqDfffNMPVNth6yZu3ofFjTavL6q4NE15bdx2221u7bXXdt/97ndd3759w+JEevbZZ91GG23kw+P00093q1evDjcpu7r4WUQIECCDNLJ511139RXX3XffHRbXu2OPPda99tprbuXKlX6ti27dutXJffdRo0a5H/3oR/64tFaG2hWSasCAAe573/ueW2uttdzf/va3sLhs6utnIQQIkEHnn3++r2R/85vSRpvXlccee8ztueeevkeRxjh06dLFr3NRF6ZNm+a22247f3zqolpX71tXdMvtnHPO8fu3/vrru0cffTTcpKzq82dBgAAZo9sm+ta7+eab5x2clnaqAH/xi1/4SlpholBJAo2zOOKII/x+bbXVVu6NN94IN8kUAgTIkCVLlviK6zvf+Y576qnSR5uniW5f6TaWKmvd1tLtrYb0/vvv+2VotT/77LNPnY32TjICBMiQ3/3ud74CU6+lSqEGdTWsq4H9H//4R1hcFi+++KLvHqtzf9JJJ/n2hkpAgAAZMWTIEF+BaTSzpsKoJOraqy6+UXiqHaJc7r33XveDH/zAX/WFy89mHQECZMCcOXPchhtu6L7//e+7V18t/2jzJFC3ZQ02VIgceuihvrtqfdIgzYsvvth/nqYGGTZsWLhJ5hEgQMqpItPkeKrIrr66/KPNk0TTney3337+XOy0005uxowZ4SZ1QlOCdOjQwX+OOiv85z//CTepCAQI4L6thFu1auW22GILd9hhh7mOHTu6Sy65xF133XV+HIV6Nr3++uu+H33SqA1AFZlGF3/9dcOMNk8SjYE55ZRT/Dlp2rSpe/7558NNauXDDz90u+++u39//al/VyoCBHD/q4SLfWyyySZuxx139F1J1XCtwVmXX365u+uuu9wjjzziKy31ylm+fHn4UXVKt210/13Tgevz8D9XXXWV786s23oDBw4Mi00mTpzorzj0O6ABeroSqWQECCpe1Ur4vffe8xXxhAkT3L/+9S9/9dGnTx933nnn+asSDVzTlcpPfvKTGqGS76HpRHRvXrdWjjrqKP8+l112mbvxxht9A+yYMWPclClT3Lx588Jdi9XQo83T4MEHH/TtEzpHF154Ya2u0IYPH77mvdT2oavWSkeAoKLVthLWPXdNN64QGDx4sLvlllv8lYjmPdJiQG3btvXhEVU8xTz0DVfjCXR1c+qpp/pRzVdeeaXfv5EjR/qFhhRy0Wjn4447LtwtVKFOBbo1qXOln4nlqkGrAqqXlb5o3HPPPWFxxSJAUNF0ZVGuSlhjA1Txv/TSS35NCAWCun12797d37NXYKjh98c//nGNUMn30FQZWR1tXpe0Gl/r1q39OdMVZLFtWfqZRWNrNM5D4z3wPwQIKlbSp/xQpaf1L3R1o2+9119/vfvLX/7ib4G1adPGV2pqiynnmIc0U3uUvijovCmkX3755XCTajSSXCPKtb2uCGljqokAQUXSlB+aWE63JbQmdRqdcMIJvnK7//77wyLkoXYLhbDOmyYX1ODLXDSHlaaE0XaHH364n+MKNREgqEhZmPJDU3QrAHfbbbewCAUMGjTId27Q+dMCS1Vp9lrdGtTvh9qZuMLLjwBBxdE3dlUOmvIj7XMW/epXv/LHkvWJE+vDuHHj3KabburPn67mNP2L1u3QvFpax6N///7hSxAgQFBR1HiqmVs1NkDf4NNu9OjRvgJUAzxKN2vWLLfLLrusuaWlP7WCoM4rCiNAUDGqTvlxzTXXhMW18tFHH7mxY8f62x/qXRU99G89r/L6osWCdEwau4LSLVu2bM24Hs3o+84774SbIA8CBBVD05KokqjtlB8aR6BBhhdccIHbY4891twvL/TQdtper9PrLeMRctFgOb2/5mZC6RYsWOCvStUeovP473//O9wEeRAgqAi1nfJDDalqZ1Dje3SrI3qoN5dmf1WDvAYRamxHNMZD/9bzKtd2VV+n99H76X1r01CrMNx+++19l+SkrMyXJmeeeab/eah7tP5s2bJlotdaTxICBJlXdbR5qaOIV69e7e688841a3DroTEEf/zjH/3UFqWOH9H2ep1eX3XAoN5fn6PPsxgwYIB/nzPOOCMsQoxJkyb5RnN12dU4Ea0hr/OoGQVQGAGCzLOONh8xYsSa9SX07V6Vy5NPPlmrq4Wq9D56P72v3l+fo8/T55ZKIakBkbrK0gBEFOeAAw7w5z0aDzJz5kzfvVcN6Vp3HfEIEGRa1dHmxVYI6pmjwWOqWPTt9Pe//72f76o+6f31Ofo8fa4+X/tRimuvvda/9vzzzw+LkIOuBHW+NF9ZVZrGX8937dq12vOoiQBBZllGmz/88MO+QVUViBq8y71QkD5Pn6vP135of4qlFfh++MMf+qVddezIT+N/dLWnLxfhCo7qlaXJF9UjS1PJID8CBJl10kkn+YpYkxUWoi6+6h2l7TWITAPKatNTqzb0ufp87Yf2R/tV7NThF110kX+NpqBHfprdWOcpX5uRptlX+cEHHxwWoQoCBJkUjTbX7LaFRpur4ToKG12xaIRyEmg/op5b2r9iGti1poju4WuEdaHjrlRaP3699dbzPfI0YWIuCuy9997bn3stEIbcCBBkTimjzVUpH3HEEb6i0IyrSWuA1v5ov7R/2s9iQqRLly5++9tuuy0swn+dfPLJ/vzoKi+OZuvV7c9tttnGrVq1KiyGI0CQMbr9o1UDVUEUGm2ub5nRpIr77rtvYtsNtF/aP+2n9rfQ7azp06f7xnhVfHXVYywrdFWnUFC36WJCQR0bdN7/+te/hkVwBAgyppTR5uqtpG01F9LixYvD4kTR/kVzNhXTy+q3v/2t33bo0KFhUcVS8O61117+vGiKmWLoClAzCKhjQqlLDlcCAgSZoTUcNA5CPZEKjTZX7yZ9E1UbQ9JuW+Wj/Yx6lRXqnaWeRaood99997CoYml2AJ0TzWBcCnVI0Ou0TDGqI0CQCRpIF31DLzTaXOGy4YYb+l5OSWkwL5b2V/ut/S8UkupBpPNRbBfmLFPX3M0228x3zZ0yZUpYHEudEZo3b+67/E6cODEsrmgECDLh3HPP9ZXl8ccfHxbVEA0S1MC7NIoGDOo44owaNcpvpxmIK13Uvdm6gFg0YeV+++1XsA2qkhAgSD2t3aBvhxr8VWi0uaYJUUWgwXqF2kiSSvsdDTYsNO1JtF25B0QmyYwZM/ytzY033rhWbV1ac0XncvDgwWFRxSJAkGpVR5sXmoZbXWCj0cdpvxWh/ddx6HjiuvZG03Vovq1Kdeyxx/pzcOutt4ZFJVEbm3q3ae0QTbwIAqTi9D+zUd5HGpUy2lyz3Wpbdc3MgqiLqY4rH12tqMuqwqYSF0qKVmxU+1hddGnWLMp6v8suuywsqkipqTUa9W/kH6idNIdFSLcS9J+5mNHmqjyiirS+J0YsFx2HjkfHFVc5am1vnadOnTqFRZmmcxJ1rHjmmWfCYpOFCxf6Dgxay6XUyS6zqE5qkrjKPa7sg2UfuJ7jerqdhu/k1rtzPbfBXRu4nR/Y2XV6rpObuKD6LYa490HxshIgpYw2Fy3apIoka6v26Xh0XDq+fNRDTT2Q1A5Qn0vrJo1uWencHHPMMWFRrdxwww3+fTXWptLVSU0SV7nnK3t6ztOuycAmbtsh27rhM4a7T774xK34coUb9/E41/7p9jVek+99UJosBEjV0ebFjhCORpyPHDkyLEo1HY+OS8cXR+dJ22lixkqgxnI1mis01Yhel9Tm1KJFC9/u9vzzz4fFFaVOapK4yj1X2exls/3VxhaDtnALVy6sVha54tUrqv071/ugdFkIkL///e++MmzXrl1RPam09vi6667rVwDM2lKlOh4dl44vbo31Tz/91A+w1ASC+nvWqU1MvyPqvlsftKa93l8DNYv5HcyqOqlJ4ir3XGU9Xurhn+s3uV+15+Pkeh+ULmw4zxcoq1cudauWJ29uqKqjzYu9B61V//SfXQ2gWRQ17Oo44/zpT3/y2xWaIyztNFBQgy11227p0qVhcZ058sgj/fm8/fbbw6KKUbPmMIir3HOV7TBsB//c9M+mV3s+Tq73QenyBUZVKz772N3RtbHfbkCXtdz9F//UPdRnDzfyxl+5MXd3dBMevti98fTf3Tvj7nZzp452iz6Y5JZ9Mjt8mzpXdbS51msoVjTnlbq0ZlHUVbfQHFlq/9BU77piKdTpIM00VYnOh6YuqU/q1aY2uGbNmlXEVV0u8TVJkaLKPe5RVeM7Gvvnvvjqi2rPx8n1PihdMQHy9Ver3XP3dXaPX/cLN+SSn7mB5/yoxhVLvsc95zZ1Qy/d3r929O0nubv6dnV/vfpy39VU8zc999xzfgoOTS1RqlJGm1elCfR0v1o9aLJIx6Xj03EW0rlzZ38O//nPf4ZFmaBJEnV8e+65Z1lGjJ933nn+8/RnJYqvSYoUV7nnKiNAGk4xAZLLN9987ZYuet8tmDXRzZn8lL/6mPTk1W78g+f7q5LHrz/QPXjlbm7wRVut+Yx/dG7kOuzVyK3XuJH/TxY+dCtKA+E0VbluB3Ts2NFdeumlvpeL5rMaM2aMX1JU35xLGW1elSoRzaS61VZbhUWZouPTcRaqNN99910/GG7bbbeN7fqbRpqeXV2aFablmuNMVx66AtGVSCWOsym9JskhrnLPVcYtrIZjDZBSrVy6wC2eN829+coYN3TI/a5fv37u8ssvd3/4wx98t0o1gCs8tDJcGCxxj0KjzUNafU6vO+SQQ8KiTNHx6Th1vIUcd9xxftthw4aFRammBaJ0XFowqpwGDBjgP1dfgipNndQkcZV7rrKoEf3WKcVPLZDrfVC6cgVIKdS2odta+tb4xBNP+HvXvXv3duecc44fba05iHT1oW+WhWagDY0dO9b/5z7rrLPCokzR8ek4dbyFaBoUbdu6deuwKLW0NK16mOkLSTEhWpfUC2u33Xbz5zRuPE4W1UlNEle55yqbtWyW78a75eAt3aKVi6qVRXq/2rvav3O9D0qXxAApxk033eT/g3br1i0sivXoo4/61+nWWJbp+HScOt5iHHTQQaYruqQ644wz/PFceeWVYVFZqG1PX3A0PiRubrKsqZOaJK5yz1cWDSTcfuj27oEZD7jFXyz2AwnHzx/PQELUoMnrmjZt6sc7lNIYPmjQIF+xFFr/Ou2i2zc63mIoOLS9giTttHhWNLHkihUrwuKyiVaBvPHGG8OizKqTGjmuco8r04BCTWXSYlgLt86d6/irkpbDW7rOz3V2ryx8pdq2ce+DyqA2lFKvJqL707fccktYlCk6Ph2njrdYP//5z/1r0j4zcdu2bf1xNHQ3bY1L0hxZmiurlC85aUaNjNRYtGiRv8e90UYbxY66roorkPzUiK7XqFE9rYYMGeKP4YADDgiLGkR0KzGrg1ZDBAhSpUePHv4/qLr6FoM2kPzUjVfdedWtV91700a3NdV9Wfs/adKksLhB6IuN1gvRPmnWhKwjQJAqs2fP9tNUaBGpYhor6YUVTwMK9Tp1q37ppZd8Lzf1ikuD6JbmmWeeGRY1qGiZAU34mXUECFInWkipmKkqGAcSb968eb73kF5b9aFbhWqU3n///V379u3d6aef7itstbWogtQgz2nTprkFCxaEb1kWms5fHSo0J1pD7UM+GsyptdN1HgstOZx2BAhSR6PTVelpIalCI68ZiR7vhBNO8BWdup9qJoCjjjrKzwyg8NBMAWGw5HvoirBVq1b+W7feR1N7XH311T7kNTZCa7Lr6qauRr+feOKJ/nP79u0bFiWCjlc9w5o3b56aKzoLAgSppIpOFUgx9/yZCyu3qINBy5Yt806uqHv6qvi17sUjjzzi7rrrLn8l0rVrV7+csAZ57rDDDm6TTTapESr5HrpqUMWq12qtdt2C0nvqdpp6Uunq5r333vNreuTy4osv+uPV5xZzG7OhKEh1vH369AmLMoMAQSq98MIL/j+nbhUUwmy8NaktSSs66iqjLhugdWvp9ddfd88++6y/+tDaLRdffLGvTA899FA/yaGubtTIHAZLroeCQtvvsccefpbd0047zXeVVZmmLFHwJPWhn4fOr+bJ0u2+LCJAkFpt2rTxFUmhVeFYD6Q6Tb2hb/96zbXXXhsWl40mItRqgbrieOCBB/za7ap4u3Tp4mdc1j5us802flxFGCxpe1x44YXh4WcCAYLUiqbuLjSJHSsSVheNGdHYibSspqf91K00tXtp33Vlo+BJw0MLTiX5VlttECBILTUY6/69bnO8+eabYXE1lb4mekS3l0pd0TEpNKW/jlVXJkgGAgSppnVDVKmccsopYVE16gmk7Tp06BAWpZqOR8dVzCyw6g208847++3vu+++sDjxopUGtR45koEAQarp1oC6sGpwYdw3anUf1WJD6lo5derUsDiVdBw6Hh1XMd1je/bs6StgTfqXNq+99pq/0tS06UgOAgSpp9lPVTF27949LKpGy+pqOw1EzIJoQKWOq5BRo0atWdExX/fYJIvGq9x///1hERoQAYLUU+Pxxhtv7EdPx4310NWKuoSqIk37DLTa/2gK80INtAoMzc+k7RUkaaMxIer2+7Of/ayoKy2UDwGCTOjVq5f/hqo/42hqCW2ncQVp6YEU0n5r/3UcxUyVEX171wqPaRR1U7711uJXMEV5ECDIBF156ApEVyKFurMefvjhvkJqyDEQtaH91v7rOApRY7m2VeN5vtHmSaalajVwsFmzZg26WBRyI0CQGWeffbavLAutCKfxBBqcpoZ3rcOeJtpf7bf2X8cRR6PN1V1X3XbVfTeNNIpdP9OrrroqLEICECDIDPXCUuWqXlmF2gUefvhh36tHkwDOnTs3LE4k7af2V/ut/Y+j21waKKjKN62LaS1dutRPt6JJItPY8F8JCBBkisaDqNLU+JBCojmydtlll8RXUNo/7af2t5g5r9I42jyk0eY6Bs3si2QiQJApGpGub+i6519oanOVRyPUNYX5kiVLwk0SQful/dN+an8LHVfV0ea6jZVGq1atcptvvrmfiPDDDz8Mi5EQBAgyR3NjqbLVXFmF6FbXEUccsaahOWm3s7Q/0ehx7WehW3NqKNf0Lto+jaPNI3fccYc/Bi1kheQiQJA5mp1XlU/btm3DopxUKWttC71GbQxJaVjXfmh/tF/av0LhIeqqq+3VdTetdMtNa31kadaArCJAkEnRkqJafKgYui10wQUX+NeoIV5tCA3VdqDP1edrP7Q/2q9Ct60kGm2uQYNJb9OJE43VOeaYY8IiJAwBgkzSSoWqhLRyYSnUu0k9f/RaDdbT0qTlpM+LBglqPwr1toooMDRNiQLkmWeeCYtTRSsr6vjHjx8fFiFhCBBkkr6xa+0INahPnjw5LI6l7sDRYENNoaE5p+r7VoreX58TrdSnz4+bHDKkCRL1Ok2YmGZayVDHod5jSD4CBJmlJVVVGZ166qlhUVF0K0VzTek99M1e63dr1b+6mo9J76P30/vq/fU5+rxipiepqupoc03ZnmZa9lbHUuzqimhYBAgyS43OaoRWW4K1O6veQ7Pdasp0VWx6aAVAzc+ktcgXLVoUviSWttfr9Hq9T/Seen99TjEN5VXpKiXto80jWptdV4ytWrUKi5BQBAgy7frrr/cVdI8ePcKikuhqQYs2aRyG5maKKn49FFL65qypVLSm9xVXXOGvfvSn/q3nVR71qIoeeh+9n97XclWThdHmVZ144on+WAYPHhwWIaEIEGSaJlbcaKON/ESLpV4t5KP31Kp46h2lBu/111+/WjDke2g7ba/X6fWFJn0sJJpUUUu8NlSPsboyY8YMt/baa7vmzZtnbt36LCNAkHmXXnqpr2h1NVBfPvroIzd27Fg/eFFXH9FD/9bzKq9Lut2j21bqqWW9PZckZ511lv8Z9evXLyxCghEgyLwFCxa4dddd1zVt2tQtX748LE6dqqPNBw0aFBanzvz58/3tvE022YQp21OGAEFF6Natm69wb7rpprAoddSeo2NRm0EW/PnPf/bH07t377AICUeAoCJo7QzdY996661TfY89K6PNI5qyXWubqH0oC8dTaQgQVIyTTz7Zf9O99957w6JUyNJo88h1113nfyZpHwBZqQgQVIw33njDjzPYZptt/N/TNk14VkabRzRluwJRU7bPmTMnLEYKECCoKC1atKjRvXbTTTf1z6s7rBak6t69u++xFfWi0oSMugXWkA28umrSvmZhtHlEAyd1TB07dgyLkBIECCqKJitUUGh6E/2pVf70LTgMlXwP9ebSdCOaKv7Xv/61r/wUNjfffLPvETVmzBj39ttv+55FdSVLo80jmqtsxx139LfjpkyZEhYjJQgQ4P99/PHHvjJTCGh+KfXY6tWrlw+Jo48+2rVp08aHR+PGjWsES76HGrt33XVXH1Z6n3PPPdddddVV/upGgwknTJjgr27yNexXHW2uJV6z4qGHHvLH1L59+7AIKUKAAAYaT6KK/4UXXvBTxw8cOHDNtCWankSBoW/YzZo1qxEq+R5NmjTxAaXXdujQwXXq1MkdcsghviwLo82r2mefffxxJWXxLtgQIEAZqJFYDfe6utHVR9++fd0ll1zir0oOO+wwvwaGwkNdjcNg0RTvWRhtHtHIfB1Xu3btwiKkDAECJMxnn33mr24UNrfccosbPXp0uEmqRWutjBw5MixCyhAgAMpGnQDUlVrtQsUs04tkI0AAlI3ah3T1oU4KSD8CBEBZzJw507fxqK0nX68zpAsBAqAsunbt6q8+NGYG2UCAAKh3WZtSH98iQADUu+OOO85ffajrMrKDAAFQ76IBkWpER3YQIADqndZ/32677XyIjBgxIixGShEgAMri5Zdf9r2w1A5S12vEo2EQIADKRvOF6SpE07cwkDD9CBAAZaPxH3vvvbcPkX79+oXFSBkCBEBZTZ8+3a+Bvs4667ipU6eGxUgRAgRA2fXv399fhbRu3dqtXr06LEZKECAAGoQW6WJsSLoRIAAahJb91Xr0Wu9E684jfQgQAA3m8ccf91chzZs3d0uXLg2LkXAECIAG1aVLFx8iWp0R6UKAAGhQjFJPLwIEQIObMGECo9RTiAABkAjRKPX27X/PKPWUIEAAJIJGqR988Klu661PdUOGvBYWI4EIEACJMWvWQrf//ne5/fa7073//pKwGAlDgABIlIcemupat+7vTj55xH+vSr4Oi5EgBAiAxOnZ8ykfIv36TQiLkCAECIDE+eSTFe6QQ+51e+45wE2aNC8sRkIQIAAS6fnnZ7s99ujvjj76frd8ORMuJhEBAiCx+vR53t/KuvzyMWEREoAAAZBYK1Z86Y49dqgPkdGjZ4bFaGAECIBEmzx5vttrr9vdgQfe4xYuXB4WowERIAASb8CAV/1VSLduIx2D1JODAAGQeF9//Y3r2PFhHyJDh74VFqOBECAAUuGDDz5bM0p95kxGqScBAQIgNaJR6jfd9HJYhAZAgABIlRdemO0HGqLhESAAABMCBABgQoAASC21h+gxYsTbYdGaslC+5yWuDDURIABSK6rwDz98kFu16qucZaF8z0tcGWoiQACkVlTh63HffW/kLAvle17iylATAQIgtaIKv0OHYe6gg+6pNmtvvjDI97zElaEmAgRAakUV/tix7/s/+/d/pUZZKN/zEleGmggQAKlVtcLv3PkxP1L9009X1iirKno+7oHiECAAUqtqhf/22wv9AlQ33DC+RllV+Z6XuDLURIAASK2wwv/LX0a7ffe9w82f/3mNski+5yWuDDURIABSK6zw581b5gMkWskwVxjke17CsokT5/op5Nu1G+gOPfQ+17v3c2tukYEAAZBiYYUvN988wS9AlatM8j0vYVmnTo+6556b5ZYsWenn31Iw9ejxryqvqGwECIDUCit8+fzzVe7gg+/JWSb5npe4MlE3YV2N4FsECIDUylfhDxs2OW9ZvuclrkzUXVhXJfgWAQIARZg2baGfMuWddxaFRRWLAAGAAl55Za4Pj1df/SgsqmgECADEePrp99xhh93nJk+eHxZVPAIEAPIYNOgNd+SRg1mDPQ8CBADyiBrVw0fVSRsrGQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEz+D/86z6LqBwh5AAAAAElFTkSuQmCC)
PN: 3730-7-27
CAS: 1554561-38-4
Molecule Weight: 247.71
Formula: C12H16ClF2N
PN: 4648-3-1L
CAS:
Molecule Weight: 211.212
Formula: C11H11F2NO
PN: 4630-7-0H
CAS: 2409597-10-8
Molecule Weight: 229.68
Formula: C11H13ClFNO
PN: 3630-3-0E
CAS: 1216581-83-7
Molecule Weight: 185.218
Formula: C10H13F2N
PN: 3630-3-69
CAS: 1017462-08-6
Molecule Weight: 179.238
Formula: C11H14FN
TSCA: Not listed on TSCA inventory