| Product Number | 3H30-3-6E |
| CAS | 1227954-35-9 |
| MDL Number | MFCD12406834 |
| Molecular Formula | C18H20F3N3 |
| Molecular Weight | 335.374 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-6E
CAS: 1227954-35-9
Molecule Weight: 335.374
Formula: C18H20F3N3
PN: 3H30-3-5X
CAS: 863675-89-2
Molecule Weight: 259.276
Formula: C12H16F3N3
![1-(4-Aminophenyl)-4-[3-(trifluoromethyl)phenyl]piperazine](data:image/png;base64,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)
PN: 3H30-3-2T
CAS: 886843-56-7
Molecule Weight: 321.347
Formula: C17H18F3N3
PN: 4H48-3-4M
CAS: 954270-68-9
Molecule Weight: 287.286
Formula: C13H16F3N3O
![1-[3-(Trifluoromethyl)phenyl]piperazine hydrochloride](data:image/png;base64,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)
PN: 3H31-7-X3
CAS: 16015-69-3
Molecule Weight: 266.69
Formula: C11H14ClF3N2
![1-[(3-Trifluoromethyl)phenyl]piperazine](data:image/png;base64,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)
PN: 3H32-3-41
CAS: 15532-75-9
Molecule Weight: 230.234
Formula: C11H13F3N2
![1-[4-Nitro-3-(trifluoromethyl)phenyl]piperazine](data:image/png;base64,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)
PN: 4H54-3-Z6
CAS: 153204-82-1
Molecule Weight: 275.231
Formula: C11H12F3N3O2
![1-[3,5-Bis(trifluoromethyl)phenyl]piperazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABX6AAAV+gGfNPceAAACcnpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjU8cE4VUUatIK7V7se1Ke7dywEmRAlRATm+/YwgNkAQCYcz4/4ztGdvzp1Oyg4POizhLAyIoJ6DTMIvidBuQPx+riU+eFvMQRShMi4B8luXXjLHj8UjDT52oU5bSMEtIXT87FXFHc7Rolm+Z5Fywv2+v7xUzidOiVGmokSriWVE5X7NQlVUvHnyCJSo/xCmr5SzJD3Vr/yQ3N6enIiLXsTxj3RJR2MQ7DZssT1QJB8kp3vwHbHWqc1XqCNZndFvUxrEv5m8vWbhPdFpi0bQQh2r3Xub7EB1JttPhHhvDws+XgCQCAVVmyTLP1RlMybiVACVBWaBsUA4oF5QHygc1BSU4/rFeoECgQqBEoEagSKBKoEygTpo47LTpyMf5SwdkBc+wAvNsX6vq+lWVqydOqDRhtCzLg4uZmCG7Fkjqe1evpK7r2Y25OHFm8NeYSdPARYRW8LpBx0WLM8ZxQA6qbA9cFPl2Yy7OWkLgjL3i1PNMq4+spJYw1qLcN9amrjQWm5q235v6xu9S4db1HLtl3j1petnnrvqpZaxHPX59x1Cy71gu5ussjVpFiKOArAWpgvxbbwp5iTOBLI90jnNuGjDSNiC7gMmKYcC6AexhwL4BnGHA6QImP7+B5T3A7QImm4cBrwuY3B8G/C5gVsowMO0C1boaJkx9b9ijiLj9ihieW9GLd73SRxjrDjOSJcK+w4wkinBuwiJGUkX0Ql9vVCNML/r1xjbC9BKg3ghHmF4O1BvnyGrsJUGz0Q4y/TXvPGJYa8tgzVGBxZtjhLXOGIYn6+I/qW8mKmjQ5IAAADOESURBVHhe7d0HmBRFwsZxUEwo4nlizhn1FE9R8FARE+qZRVA/9EyAemYxYc4JEyZAREBQEcwgogQFDlBQCYKAgIAkyUhO9e3b2u1O7Q7M1Mzu1Ez/f8/TjzJdM9tdO1vvTHVVdQUDAICDCvYDAACkggABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBN5o3aTCBjcA/uAvEt6ww6K0DYA/+IuENwgJIL/w1wpvECBAfuGvFd4gQID8wl8rvEGAAPmFv1Z4gwAB8gt/rfCGPeLK3gD4hb9KeMMODHsD4Bf+KuENggLIL/y1whsECJBf+GuFNwgQIL/w1wpvECBAfuGvFd4gQID8wl8rvEGAAPmFv1Z4gwAB8gt/rQAAJwQIAMAJAQIAcEKAAACcECAAACcECLy0eM4kM6L3M2bl8kX2LgCeIEDgpV4vnxUM6R3+6UP2LgCeIEDgpU9anhAEyJBuze1dADxBgMBLBAjgPwIEXiJAAP8RIPASAQL4jwCBlwgQwH8ECLxEgAD+I0DgJQIE8B8BAi8RIID/CBB4iQAB/EeAwEsECOA/AgReIkAA/xEg8BIBAviPAIGXCBDAfwQIvESAAP4jQOAlAgTwHwECLxEggP8IEHiJAAH8R4DASwQI4D8CBF4iQAD/ESDwEgEC+I8AgZfa3HOCuePsCqbHmwQI4CsCBF66rvEJptZ+FUyrJwkQwFcECLx0wgknmAoVKpjmzQkQwFcECLxEgAD+I0DgJQIE8B8BAi8RIID/CBB4iQAB/EeAwEsECOA/AgReIkAA/xEg8BIBAviPAIGXCBDAfwQIvESAAP4jQPKMFhjc0FYICi1A7N9RaRuQb3jX5hm70SltKwQECOA/3rV5Ji6NTaEGCFBIeEfnmbg0RAQI4D/e0XkmLg0RAQL4j3d0nolLQ0SAAP7jHZ1nXBqilcsWmsVzJ2d9mztrspkxbbKZPDn7W+3atYMAadKkSYl92dh++WWymfnrZDN/dsnzynRbvWqZ/Stw+r0BvuMdnWfChijZZpswtLNp03SjEuWysV1Xv4I5cu8KQUOfb9vmm1Qwxx9UIbhtrn1emW7t/lvZzJ32Q8LvwS5jb0A+4p2bZ+yGx95so758vkSZbG0ESOmbAnvmhAEJvwe7jL0B+Yh3bp5xaXDmTP3OTB/XL+vb+BH9zLAh/Uy/ftnfDjvssKChb9SoUYl92di+6t/PfP9NPzNxVMnzynRbNHuC/Stw+r0BvuMdnWfi0hBxER3wH+/oPBOXhogAAfzHOzrPxKUhIkAA//GOzjNxaYgIEMB/vKPzTFwaIgIE8B/v6DwTl4aIAAH8xzsaXiq0AAEKEQECLxEggP8IEHiJAAH8R4DASwQI4D8CBF4iQAD/ESDwEgEC+I8AgZcIEMB/BAi8RIAA/iNA4CUCBPAfAQIvESCA/wgQeIkAAfxHgMBLBAjgPwIEXiJAAP8RIPASAQL4jwCBlwgQwH8ECLxEgAD+I0DgJQIE8B8BAi8RIID/CBB4iQAB/EeAwEsECOA/AgReIkAA/xEg8BIBAviPAIGXCBDAfwQIvESAAP4jQOAlAgTwHwECLxEggP8IEHiJAAH8R4DASwQI4D8CBF4iQAD/ESDwEgEC+I8AgZcIEMB/BAi8RIAA/iNA4CUCBPAfAQIvESCA/wgQeIkAAfxHgMBLBAjgPwIEXiJAAP8RIPASAQL4jwCBlwgQwH8ECLxEgAD+I0DgJQIE8B8BAi8RIID/CBB4iQAB/EeAwEsECOA/AgReIkAA/xEg8BIBAviPAIF3xo0bZypXrhwEyN57723mzJljFwHgAQIE3li4cKG55ZZbzCabbBKER7j97W9/M88//7xZvXq1/RQAOUSAIOfWrl1r2rRpY6pVqxaFxq677mrq169vqlSpEj124IEHml69etlPB5AjBAhyqn///qZGjRpRSGyxxRbmvvvuM0uXLg32z5gxw/znP/8xFStWjMqcccYZQTcXgNwiQJATkydPNg0aNEjoqmrYsKH55Zdf7KKBb775xtSuXTsqu+mmm5pbb7016PYCkBsECMrVkiVLzL333ms233zzKAwOP/xw8/XXX9tFS/XWW28F3Vvhc9Xt1bZt26AbDED5IkBQbjp16pTQ+G+//fZOjX+yEPrqq6/sogDKEAGCMjd06NAS3U+33XZbxt1P6u668MILE7rB9O9k3WAAsosAQZnRBfDLLrusxAXw8ePH20Uzom8e67sQD6BsECDIupUrV5rHHnusXIfgJhsKrGsmAMoGAYKsev/994PZ42EjXt6TAEubjHjMMccEo7gAZBcBgqwYNWqUqVevXtRob7zxxqZZs2Zm7ty5dtFyoXkip59+enQ8G220UTCfZObMmXZRAI4IEGREAXHNNdeYSpUqRY21FkIcOXKkXTQnPvvss6D7LDw2das9/vjjQTcbgMwQIHCiLqkXXngh6KIKG2d1XXXv3t0umnOrVq0yzz33nNlmm22iY91nn33MBx98YBcFkAYCBGnr3bu3qV69etQYb7XVVubRRx81K1assIt6Rav6Nm3aNOheC4/9xBNPNKNHj7aLAkgBAYKUafjtmWeeGTW+Gp576aWXmunTp9tFvTZixAhTt27d6DzU/XbdddeZefPm2UUBrAcBgg1atGhRcGMnTQAMG91atWqZIUOG2EXzSrdu3cxee+0VndO2225rWrVqVW4jxoB8R4AgKc2teP31180OO+wQNbK77LKL6dixo100b6nb7ZFHHgm64cJzPOigg8wXX3xhFwVgIUBQqgEDBph//vOfUaOqdafuueeeYB2qbJs1a5bp06ePeemll8wDDzxg7r///mDIbbjp33pc+1VO5bNN3XCNGzdOmDV/1llnmQkTJthFAfyJAEGCKVOmmEaNGkWNqLYLLrggWH49W4YPH26efPJJc/LJJyeMjEpn0/P0fL2OXi9bBg8ebI4++ujo56jb7vbbbw+68QAkIkAQ0LpR+qSvdaTCxvOwww4z/fr1s4s60byQm2++OaE7zN523HHHoPHWBW6tmaVvH/qv/q3Htd9+TrjpdfX62Zh/sm7dOtOhQwez8847J7x+u3bt0l45GChkBAhMly5dzG677RY1ltttt51p3bq1WbNmjV00LXq+lnA/8sgjSzT4O+20U9BlpOXctcxIqivzqpzK63l6vl7Hfm39PP3cTI//999/Ny1atDCbbbZZ9NpHHHGEGThwoF0UiCUCJMaGDRtm6tSpEzWOWj/qpptuMgsWLLCLpkWf0rWI4QEHHJDQsO++++7BKrnZnneh19Pr6vWL/zz9fB1Hpt8aJk2aZM4///yE177ooovM1KlT7aJArBAgMaSL0FdccUWwPlTYINavX9/89NNPdtG06dtB8aXVtWnuiCYfqmuoLOn19XOKz1XRpuPJxmKKffv2NYceemj0upUrVw4u7i9btswuCsQCARIjWv9JF5233nrrhE/pPXr0sIumTd09+vZSfJb3v//97+BbTi7o5+rnh8ei49Lx6TgzoW6xV199NejmC19b33zefvttuyhQ8AiQmPjoo4/MvvvuGzV6GsXUsmXLYJ2oTGkl3v333z96bf1///797WI5oeOwj03Hmyl18914440Jy8arOzCbI8IA3xEgBe7HH380J510UsIn8auvvtr89ttvdlEnnTt3NltuuWXw2mpMda9y39bE0vHouMLGXser486GsWPHmlNPPTWqX3ULXnnllWb27Nl2UaDgECAFSvMW9Im4eJfS8ccfb77//nu7qLO77rorem3NUB80aJBdxCs6Ph1neMw6/mz59NNPE77p6PrIxRdfbBcDCgoBUqBuvfXWqDHbc889TdeuXe0iznSxWosPhq+veRplMTu8LOg4iy+kqPPI1sV9dQc+88wzCdeYGPKLQkaAFCjd/0INWNWqVc3y5cvt3c40JPayyy6LGsiGDRtm5TpKedLx6rjDc9D5ZDrUtzhdYwlfO1eDCIDyQIAUKE20UwO266672rsyotneYeN41VVXZbXhLU86bh1/eC46r2yZMWNG9LrfffedvRsoGARIgSqLANEdCMOGURfiC4HOIzwnnV82ECCICwKkQGU7QDRXJLwgf9ppp2W8TIgvdB46H52Xzi8bc2IIEMQFAVKgshkgahCrVasWvJ6WeM90Mp5vdD7h0vU6T51vJggQxAUBUqCyFSAaoaRl0/VaGl00ceJEu0hB0HmFo6d0vpmMzCJAEBcESIHKVoAUv+6hhQkLmc4vPNdMrocQIIgLAqRAZSNANJs6vOHTJZdcYu8uSDpPna/O23U2OQGCuCBAClQ2AkRLcug1NJckXyYKZkrnqfPVeev8XRAgiAsCpEBlGiBq+MLl3p999ll7d0HT+eq8df4uAUCAIC4IkAKVaYA0aNAgeL6We8+3meaZ0vmGN8NSPaSLAEFcECAFKpMAGT9+fDTnQ/cBjyOdt85f9aD6SAcBgrggQApUJgHStGnT6Lm6CVUc6bx1/qoH1Uc6CBDEBQFSoFwDZOnSpaZKlSrBc59++ml7d6zo/FUPqg/VS6oIEMQFAVKgXANEt2bV8ypVquQ8jLVQ6PxVD6qPdG5ZS4AgLgiQAuUaIOF9xOvXr2/viiXVg+pD9ZIqAgRxQYAUKJcAWbx4cXTb106dOtm7Y0n1oPpQvah+UkGAIC4IkALlEiA9e/YMnqP5D/PmzbN3x5LqIZwPo/pJBQGCuCBACpRLgNx+++3Bc2rUqGHvijXVh+pF9ZMKAgRxQYAUKJcAOeqoo4Ln3HTTTfauWFN9qF5UP6kgQBAXBEiBSjdAdIvXzTffPHhO165d7d2xpvpQvah+UrmFLwGCuCBAClS6ATJp0qSo0Rs5cqS9O9ZUH2HdqJ42hABBXBAgBSrdAOnVq1dQXheMly1bZu+ONdVHeCFd9bQhBAjiggApUOkGSKtWrYLye+yxh70LRVQvqh/V04YQIIgLAqRApRsgDz74YFC+Zs2a9i4UUb2oflRPG0KAIC4IkAKVboDcdtttQfl69erZu1BE9aL6UT1tCAGCuPA+QFo3qbDBDSWlGyDNmjULyp999tn2LhRRvah+VE8bQoAgLrxvfe2wKG1DSekGyKWXXhqUb9Sokb0LRVQvqh/V04YQIIgL71tfQsJNugHCN5D14xsIUJL3LTMB4ibdAGnevHlQnmsgpQuvgaieNoQAQVx43zITIG7SDRBGYa0fo7CAkrxvmQkQN+kGyEsvvRSU33333e1dKKJ6Uf2onjaEAEFceN8yEyBu0g2Qzz//PCivGdfp3L41DlQf4Ux01dOGECCIC+9bZnvElb2hdOkGyOTJk6NGb8SIEfbuWFN9hHWjetoQAgRx4X0LbAeGvaF06QZI8dV433nnHXt3rKk+VC+sxgsk8r4FJijcpBsgUrt27eA5//3vf+1dsab6UL2oflJBgCAuvG+ZCRA3LgFy9913B885+OCD7V2xpvpQvah+UkGAIC68b5kJEDcuAdK7d+/gORUrVjSzZs2yd8eS6kH1oXpR/aSCAEFceN8yEyBuXAJEo43C6yCtW7e2d8eS6kH1oXpJdXQaAYK48L5lJkDcuASIXHjhhcHz6tSpY++KJdWD6kP1kioCBHHhfctMgLhxDZCPP/446sZK5fathUznH3ZfqV5SRYAgLrxvmQkQN64BsmrVKrPddtsFz73zzjvt3bGi81c9qD5UL6kiQBAXtMwFyjVA5K677gqeW7VqVbNgwQJ7dyzovHX+qgfVRzoIEMQFAVKgMgmQ3377zVSuXDl4/sMPP2zvjgWdt85f9aD6SAcBgrggQApUJgEiN9xwQ/D8v//972bu3Ln27oKm89V56/xVD+kiQBAXBRMgfdpeZF6/djMzY1x/e1csZRogv/76q9lqq62C17j66qvt3QVN56vz1vmrHtJFgCAuCiZAPmt1RnCxvesDB5u1a1fbu2Mn0wCRp556KngNrUQ7ZMgQe3dB0nmGK+/q/F0QIIiLggmQ2RMHm9ZNKwYhMrpvK3t37GQjQDTy6KCDDgpeR/9NdSJdvtL5FT/fdEZeFUeAIC4KJkCk7xuNgwB58+ZtzYol8+zdsZKNAJGBAweajTfeOHityy+/3N5dUHR+Ok+dr87bFQGCuCioAFmy4FfzxvVbBSEysMt19u5YyVaAyCOPPBI1iB06dLB3FwSdV3iOOt9MECCIi4IKEPmuxyNBgLRtVsnMmz7K3h0b2QwQ3QPj5JNPDl5vs802M3369LGL5DWdj85L56fzTOWeH+tDgCAuCi5A1qxabrrctWcQIp8+d5K9OzayGSCiuRD77rtv8Jpbb721GT58uF0kL+k8dD46L51funM+SkOAIC4KLkBk0vBu0RIok3/40N4dC9kOENHaUDvuuGPwuttvv33eN446fp2Hzkfnla21vwgQxEVBBoh88kzdIEDebrGPWbt6pb274D333HNBA/a3v/3N3pWRH374wWyzzTbBa1epUsX07dvXLpIXdNw6fp2HzkfnlS3Tp0+PAuTbb7+1d6OMde3a1VxwwQUp3b8emSnYAJk77QfTptnGQYh83+sJe3fBUv99mzZtzBZbbBE1Yuecc475+eef7aLO1NjutNNOwWvr2kG+XVjX8YbXPHQe2QwPjd467LDDorrffffdTa9evexiKAMK7ksvvTSqe/0NPP30087DsbFhBRsg8vVbTYMAeeOGKmbpopn27oLz1VdfmRo1akR/QOFS5GFDr9VlFy9ebD/Nibp79ttvv+j1NQTW93kiOr5wqK42HX+2uq2mTp1qLr744ui17e2MM84w48aNs5+GLFixYoV59NFHo5UTtIWTQcPf8yeffGI/DVlQ0AGyfPFvpv1N2wQh0v/Nwp3D8Msvv5gGDRokNFgNGzYMvsK3b98++ragTX39emzdunX2y6RNF5zD0VnadO9wX2es67jCe5tr03Fn44L5smXLzIMPPhgtPqntH//4R9BF9s0335jatWtHj2+66abm1ltvNQsXLrRfBo66d+9u9tprr6iO1WX74osvBt9GrrzyyoQgOeWUU8zYsWPtl0AGCjpAZOSXzwUB0qbpRua3XwqrP3rJkiXm3nvvjW5Dq+3www8PvokUp28dWpI87LbRVrNmTTNo0KCEci7UZaZ5E5UqVQpeV3+wWkvKlwUYdRw6nrAh0XHqeDMdqivvvPOO2WOPPaI61QKMr7zyilmzZk1CuU6dOgWDGcJyunCvQQ7ZOIa4GjFihDnhhBOiOtXv9dprry3xvtMghmOPPTYqt8kmmwQLZM6fPz+hHNwUfICsXbPKvHvfgUGIfPjkMcZk4ZO3D+xGqVq1ahtslCZOnGjOPffc6DnaLrnkEjNt2jS7aNrU9x8uAxI2ploSPVf3E9HP1c8PV9XVpuPLZIZ5yKVRShb2X3/9tV0U66GAaNasWbQ6grZ69eqZUaPWP+ertLB/9dVXS4Q90lPwASJTR/WMhvVOGNrZ3p1XstEtoolzhxxySPQaW265pXnooYfM8uXL7aJp0cVKLUBYvC9aN2W64447ym1EjH6Ofl54MyhtOh4dV6YXU2fPnl1qt8iYMWPsoknp+ErrblQ3JJJbvXq1ef7554MuqrDe9t57b/P+++/bRZNaX3cj3MQiQOSzF08PAqTzHbuZ1Sv9vthbGs0t+M9//pNwYTyTC7P65PXyyy8nfELXJ7R3333XLpo29T/feOONCSPBtOlTe+vWrYOGOJv0enrd4t8KtOnn6zh0PJlQ8Gg0T/FQyvTCbP/+/RMGPOhY77vvPu8HIuSCRrEdeOCBUV1p+PVjjz1mVq50G55f2oCH8847L/iGjvTEJkAWzPrJtL120yBEvv34Pnu3t/RHoj+WcM6CNv0xZWtoqLpdrr/++ugahrbjjjvOfP/993bRtOkita69hPdYL77pgvZ1110XBJaG0erTYSpUTuX1PD2/+IXxcNPP08/NxkVyhUTx0WYKkWwNDQ2HXKv7MXx9dUu+9dZbdtFY0ocjfUgK60YfnvQhSh+mskHdmUceeWT0+rpGePfdd5vff//dLookYhMgMrjrLUGAtLtuC7PgN/+7DPT1XF/Twze4vr7ra7y+zmebumGKj6hSH/NVV12VlUZYje3HH39sLrzwwoRrAPamxlPfIurWrWv+/e9/B42F/qt/6/Hi13zsTa+r19fPyUbjrtE66p4KX1/dVuq+yva3J1H34y233BJcSwl/3jHHHBPbSYiqD3XLqns2rA9126r7Nts0GvGNN96IVljQtvPOO5s333wzKyMVC12sAmTlsoXm+WbVTLOTK5jHbr/Q3u0NXRDUhcHwDa3GXBcO7REmZUENsP2J+5lnnslKoyzqovniiy+CT3pqFNYXKOvb9Dw9X6+j18tW14++kanbq3hjrvAqj7W/9In79NNPj36uQkvzVmbOLPw5TLJ27TrTseMH0fIy2vShQQNGyppGKuraWfHQOuqoo8zgwYPtoigmVgEivT9obY7Yu4KpVrWidyNgFBAaili8O0lDFTVksTyp20wXncNFBrXtv//+5tNPP7WLZoUuLH/22WfB+P0HHnjA3HPPPcG3j3DTv/W49qtcWVyQ1zUhjcqxrwlp9E550znaff5PPvlM0e8lOyHuo+++m2kaNGhb9On/bLPFFrsGHxA0ak2j18qTVmw4++yzo7pXt1njxo2dbm0cB7ELEPU7hxcvNYxyfcNey4u6pNQ4brvtttEbV5OjunXrZhctV+quueKKKxJGHdWvX7/gJmNpFI5G44TnqFE6Gq2T6nWZsqBvfFrP7K91x/Yv+iZ0k+nXL3tL0vhgxozfzV13fWmOOKJ1sO277/VF77l7ij4k5LaLWd9qi19f00g+DQvPdKRioYldgIhGwIRvDM2dyKXevXub6tWrJ7xRNdFNyzP4Qt03derUiY5R3Ts33XRTzuZ4ZItG3Wj0TXhe2jQ6R6N0fDFnzpyib6U3F30yP6XoW8kdQSN7zTWfFh178jkn+WD58tXmtde+Nccc0y4Kj4su6ma+/dafutcHu1atWiV8sNtzzz3Ne++9ZxeNrVgGiIRj8dXfms4cimyZMGGCOfPMM6M3pr4qayG4TIeclqUuXboEiwOGx6zRTq+99lreTcbSKBtdOyk+M1+jcbIxybCsjBkz1Vx99YdRY3vUUW3Nk08ONIsW+fNBI1U9e04wp5/eOTqXk07qYN5/f2xwDcRH8+bNC0b8Fe9a1sCObC7Cma9iGyCauBXOU9CIj/KyaNEi07x584SLdbVq1fJ2DSmbunV0PaL4ZKxDDz3U9OvXzy7qHY2q0Uq8GmUTHrtG32gUTr6MuPnyy4lFHzy6RI3vCSe8ad59d3RRiOe+K3ZDfvzxN3P55X+F4NFHtzXPPju4KNDd5nOUt9GjRxeF3UnRe0eDW5o0aRJ8S4yr2AaI6OKs3ghqzF0n5KVK11ratWtndthhh+gNuMsuu5iOHTvaRfOCunkuuuii6Fy0nX/++Vlb3TbbNJpGo2rCY9XvXKNusrU6cXlauXKNef314ebYY9+IGuMGDbqaoUP9vNA7d+5S8+CD/U3Nmm2i473hhs/MlCnl/80/Gz788MPo7pzadJ3q2WefzdpIxXwS6wDRCI9wboHmG5SVAQMGFP3RHBG94TTCpEWLFuU+wqQs2OembiGdmy+TsTR6RqNois/g1yibbN4fJVdmz9b6Wn3NkUf+0Shru/nmXkXhvsgumhOrVq01b775fULQnX/+u2bQIH+uc7jSSMUnnngiYaTiAQccYHr27GkXLWixDhDRrN/wDZCt2d2hKVOmlPiUrjul+fop3VVp367UTaTuolx1DWm0jEbNFF+XS6NqNLqm0IwcOdtcdtkHUSNdq1Zb88ILQ4o+oOSua6h//8lFQf12dEx167Y3nTuPNKtX+9/Vlg7N0dFcneIjFTWX56effrKLFqTYB4gauHBxQo2GysbXUF0nuP/++xOuE+gudflwnSATur5z++23J1zfOfroo8v9+o5GyWi0THgMGkWj0TRlMYPfF8rpTz8dZ+rX7xQ12ief3NF89NFP5XpxWqPDNEosPAZ1Wz366NdmwYLCHv6qVQP+9a9/Re85jVTU6gK5GKBTnmIfIKIlEsJPEFoqJBOFMlIpE7kaYaZRMRodE/5cjZrR6BmNoomLpUtXmZdf1orNr0eNeOPG7xfVTdnOZtdoMI0K0+iw8Oc2afKJGTeu7FdP8Ennzp3NbrvtFr0Htc6Z1jvzYb5ZWSBA/nTZZZcFv3CtN+UyqmLYsGEFOVciE5rjUvweIWU1x0W/L42GKX6PCI2W0aiZuJo+fbFp3rx31Jhra9Gij5k1q+S1qXC/QkcT+5IJyxWn0V8aBabRYOF+jRLTaLG40rI6Wlm5+GrUmrys+WeFhgD5k1b4DFe81bpTqZo1a1aps7Xj0ge6IWU5y17djRr9Es7W1rbPPvsEo2Twh2+/nW4aNXovatyPO6590TeyxBn2xUNGF+WTKS1A7rmnT/S4LpZrdJhGieGPqQK610v43tSm+WdlsRRPrhAgxTz++OPBL1mfZDe0/pRGYTz55JMl1ovq0aOHXRTmj8lY9jpf6m7aUD0no9EuGvUSvpZ+DxoV43qPiEKmayDduv1oTjyxQ9DIL1yYeD2i+DcQXbMYP770Lr/SAiQcBab/alQYStKae1o2KXyv5mqdr7JAgBSjrpVw+XQtYpiMVqy1x4G3bNkyKxfgC51WGj7xxBOjulNYN23aNOVuQ32zi/OKtZlavLhkwIbB0LLl/4L/Xn996UNRSwsQhZOuu2D9dA3k9ddfT1hpWPPAymOl4bJEgFh0D47wF9y9e/eEfT/++GOJe2ZcffXVWblnRtx88MEHQXdTWJe69qTFA5OFcGn3zNCol7jeMyObwmDQNxN1cen/hw8vedOm0gIE6dH7+Lbbbitxr5OhQ4faRfMCAVKK8F4c6qvXt5KyvGtfnKm7Sd2G67vbYml37dMoF412QXYUD4Z27b4L/l/zSmwESPaMHz8+mLwcvqc1UlEDebJ1t8XyQoCUYuTIkVFYnHXWWQn3iND8gmzcNxx/UfeT7vtRfCCCbmWqr/fcN7zsFQ8GrZJ76ql/zCXp0ydxwisBkn36sFR8Ne5M7/de3giQJBQc4S9V25Zbbmkeeugh7gdQhjQfR7dyLV7v4abRLBrVguyzg6F79zHBv887792ERRrtcsgOjVTU/DN144bvd11oz4d12ggQi9ZIOueccxIaLy3LMW3aNLsoyoiWlwmXINGkTN/uHFlo7GBQaJx77jvBYwqTZOWQXbojafGlj8p6gddsIED+pLS/8847E+4RoaW+9V91rZT3chxxp+tOXbt2jdUM/lwpLRg0EVCPaWkUdWslK4fsUmiE7U8+LPgZ+wDRWljt27c3O+20U/SL0//rMY0ICmdS654duVoYEChLyYIhXKBRF9YlWTlkDwGSRwYNGmRq1qwZ/cL07eOuu+5K6Hv8/PPPo/35eu8OYH2SBcOwYdODx48/vn0wxDdZOWQPAZIHdD3jkksuiX5R2nTdQ/fILk24MKAm/hTC7FGguPUFgyYVap/uHLi+csgOAsRjGkGlkVQaURX+kg455BDTp08fu2gCjdkOJ/7oZklAIVlfMGhZEy1vUnx1X5QdAsRTmruxxx57RL8cze14+eWXU75Iq/uY63kaXldIi6EBGwoGrXMVlllfOWSOAPGMZotr1nj4S9EEQc0q1yifdOhmSeEd93Tvb6BQbCgYtDS87nK4oXLIHAHiCa1PpXWqit8jQutYjRnz17j2dGkxtPC1Cv3uggDKHwGSYxp6+8wzz5iqVatGv4j99tsvWEE3U1qX6Z///GfwmrpFbardXwCQCgIkh4YP6mHq1to/+gXoHhFPPfVUVteVGTBgQLDwmV5ft6oFgGwhQHJgwcyxpucL9c0Np1UwdQ6sYLbaYqPgLoG6W2BZaNSoUfAL1gqxcb5lLYDsIkDK0cqlC8z/3r3JtL1mE9O6SQXz9P9VMA9cU8eMHjHMLppVU6ZMMZUrVw5+ybrvOQBkAwFSDtatXWPGfPWa6XDLdkFwaOt85+5mwjdd7KJl5v777w9+ybrB0dixY+3dQN7SYoqff/5zMPoK5YsAKWPTx/Uz7z10aBQc7f5b2Qz75AGzetUyu2iZ0j0pdGMj/aJPO+00ezeQtz75ZFwwXPeKKz6yd6GMESBlZPGcSab3a+dHwaGtT9uLzO/zp9pFy83bb78d/bJ79Ohh7wbyUufOI4MAueACbpxW3giQLFu14nfzzYctzOvXbhYFR/dHjzAzJwywi+ZEnTp1gl/2AQcckPR+3kA+IUByhwDJlnXrzPjBHU2n23eOgqPjbTuYnwa2K9r1113Scm3YsGHRrVhbtmxp7wbyDgGSOwRIFsyeNMR88PjRUXC0vXZTM6Rbc7Ny+SK7qBc0ZFi/8EP2rmoWzPvN3g3kFQIkd2IfIMWvUSTbklm6YLrp98alpnXTilHZXi+daRbNnmAX9cpvs2eZujW2NhfUqmDee6mJvRvIKwRI7hAgpQSGvdnWrF5hvuvxiHnj+q2iMl3vP8hMG9PbLuqtL957yjx5SQXTptnGZu7U7+3dQN4gQHJn3LjxpmLFSsH288+l35/IJyVb8wwlC4lk5k0fZbrcvVf0vDdv3taM6vuiWbv2j/sw54u1q1eat+/ZNziHj5853t4N5A0CJHd+/nma2X77E4Nt8uTp9m7vpN7SpyjdABnx+dNB+bbNKpkBXa41y5fMtYvkjV9++Cg6/4nDutq7gbxAgOTO5MlzzcEHPxRsU6emd8uJXEi9pU9RugGyctlC82P/V8z86aPtXXmpx3MnB+ff5a49y31yI5ANBEjuTJmyMLrvyrRpfg4aKi71lj5F6QZIoZk/48fg25TqYHiPh+3dgPcIkNwhQGIeIDLo7euDOmh3/ZZmyfxp9m7AawRI7hAgfwZIsi0OViyZZzrc/PfgfPu0u8TeDXiNAMkdAqSU0IhbgMjofi/9cc5NK5pZE/9n7wa8RYDkDgESs6BIRkvOv/fAIUFdvP9YzWBpFiAfECC5Q4AQIJFfx34Z1ce4/71p7wa8RIDkDgFCgCT4/JVzgvro1Hwns2o5N+iB/wiQ3CFACJAEi+ZMjJaiH/r+nfZuwDsESO4QIARICUO73xHUiYJEgQL4jADJHQKEAClBXVfqwlK9qEsL8BkBkjsECAFSqnGD2kd1M31sH3s34A0CJHdiHyBIYt26YDivAqTbwzXsvYA33nxzkKle/R5zxhkv2LtQxggQJKUJhbpfyBs3VGFeCLz16qvvmu22O9Ycc8z/2btQxggQrJduNrVw1jj7YcAbzz77bHBHvOrVq9u7UMYIEAB5jQDJHQIEKQsvqq9vA8obAZI7BAhSZodFaRtQ3giQ3Jk+fXEUIDNn/m7v9g4tVA4REvARAZJbr7zyrXnttW/th71E65VDBAh8RIAgVbReOUSAwEcECFJF65VDBAh8RIAgVbReOUSAwEcECFJF65VD9ogrewNygQBBqmilcsgODHsDcoEAKR/hcN3atV83M2YkH7IblrMle9yWajkXtFI5RFDARwRI+Qgbdm333tvX3h1JFgDJHrelWs4FrVcOESDwEQFSPsKGXd9AatZsY8aPn2cXCSQLgGSP21It54LWK4cIEPiIACkfYcPesuX/gv9ef31Pu0ggWQAke9yWajkXtF45RIDARwRI+Qgb9oULl5vjjmsf/P/w4TPsYkkDINnjtlTLuaD1yiECBD4iQMpH8Ya9Xbvvgv+/7LIPrFLJAyDZ47ZUy7mg9cohAgQ+IkDKR/GGffny1ebUUzsF/+7TZ1LScqk8bku1nAtarxwiQOCj2267LQiQKlWqmPHjx9u7kSV2w969+5jg3+ed965Zs2Zt0nL246luZYHWC0CCMEC0bbrppsG/Fy5caBdDhuyGXaFx7rnvBI8pTJKVsx9PdSsLBAiAEh588EGz0047RUGy/fbbm7Zt25q1a//6ZIzMlNawf/nlxOCx+vU7Bd1aycqt73FbquVcECAASrVkyRJz7733ms033zwKksMPP9x8/fXXdlE4SNaw60K6HteFdUlWLtnjtlTLuSBAAKzX5MmTTYMGDaIQ0dawYUPzyy+/2EWRhmQN+7Bh04PHjz++fTDEN1m5ZI/bUi3nggABkJL+/fubGjVqRCGyxRZbmPvuu88sXbrULooUrK9h16RC7Xv22cFJyyV73JZqORcECICU6RpImzZtTLVq1aIg2W233Uznzp3tovjT0qWrzEsvDTVXXPGRGTt2TvT4+hp2LWui5U20zEmycsket6VazgUBAiBtGpV1yy23mE022SQKkn/961/m22/z417e5WHdOmM+/nhcNL9D29tvj4r2b6hh1wKLYZnSyiV73JZqORcECABn48aNM6effnoUIhtttJG5/PLLzcyZM+2isTJixCzTuPH7UeOtbxKtWg01K1euicpsqGGfPn2xqVWrbdJyyR63pVrOBQECIGM9e/Y0BxxwQBQkW2+9tXniiSeKGsyVdtGCNnu2Rq4lfnO49dbPzbRpi+yiBYEAAZAVq1atCpZB2WabbaIg2WeffcyHH35oFy04+mbRtu1wU6dOuyg4LrzwPfPNN9PtogWFAAGQVXPmzDFNmjQxG2+8cRQkJ510khk9erRdtCD07j3RnHlmlyg46tXrYLp2/dGsXbvOLlpwCBAAZeKHH34wdevWjUKkUqVK5rrrrjPz5pV+46R8M27cXHP11R9HwXHUUW3NU08NMosWrbCLFiwCBECZeu+998yee+4ZBcm2225rWrVqZVav/mOpjnwzf/5y88gjXwXDbMPwuPbaHmbixPl20YJHgAAocytWrDAPP/yw2WqrraIgOfjgg80XX3xhF/XW6tVrzVtvjSj6VtU+Co5zznnbfPVVfGfkEyAAys2vv/5qGjdubCpWrBgFydlnn21+/vlnu6hXBg6cEq2Uq013EOzQ4QezalW8F5ckQACUu8GDB5ujjjoqChEtG3/HHXeYxYsX20VzavLk+dGyItrUbfXgg/3NvHnL7KKxRIAAyIl169YVfYrvYHbeeecoSHbccUfzxhtvBPtyacGChaZFixdN9eq3RuFx5ZUfmTFj/lqKBAQIgBz7/fffzd13320222yzKEiOPPJIM3DgQLtomVuzZo157bXXzHbbbWcqV97D7LLLeeaUU14yvXpNsIvCECAAPDFp0iRz3nnnRSGi7eKLLzZTp061i5aJfv36mcMOOyz62ZUrb2meeKK1Wb58lV0UfyJAAHilb9++5h//+EexhrxycIfEZcvK5rqDguuCCy5ICK6LLrrITJkyxS4KCwECwDvqSnr11VeDrqSwUd99993NO++8Yxd1pjsutmjRIuGOi0cccYQZMGCAXRRJECAAvDV//nxz4403Jiwbf+yxx5rhw4fbRdPSsWNHs8suu0SvucMOO5h27dpxz/c0ESAAvDd27FhzyimnRA2+lo2/8sorzezZs+2i6zVkyBBTq1at6HU0fLh58+Zm0aLCXC23rBEgAPLGJ598Yvbbb78oAKpWrWqefvrpYCXg9Zk+fbq59NJLEyYwnnnmmWbCBEZXZYIAAZBXFBYKDYVHGAYKFYWLTUuoPPLIIwlLqFSvXt307t3bLgoHBAiAvKTuq6uuuirozgrDQd1cY8aMCfZ369bN7LXXXtE+LeL44osv5u0ijj4iQADkte+++y64sB4GhZaN33XXXRP+fe2115q5c+faT0WGCBAABUFDfPfYY48oOLTVq1fPjBo1yi6KLCFAABQMTTZs2LChqVatmnn55Zft3cgyAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATv4ft5IY/mPv+tcAAAAASUVORK5CYII=)
PN: 3H31-3-X1
CAS: 16172-96-6
Molecule Weight: 298.232
Formula: C12H12F6N2
TSCA: Not listed on TSCA inventory