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)
| Product Number | 4H54-B-0G |
| CAS | 1353778-45-6 |
| MDL Number | MFCD31922513 |
| Molecular Formula | C8H4BrF2N3O2 |
| Molecular Weight | 292.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-B-0G
CAS: 1353778-45-6
Molecule Weight: 292.04
Formula: C8H4BrF2N3O2
PN: 4H54-3-62
CAS: 97273-25-1
Molecule Weight: 213.144
Formula: C8H5F2N3O2
PN: 4H54-3-02
CAS: 327-19-5
Molecule Weight: 231.134
Formula: C8H4F3N3O2
PN: 4H54-7-62
CAS: 14600-28-3
Molecule Weight: 247.59
Formula: C8H4ClF2N3O2
![2-[Bromo(difluoro)methyl]-4-nitro-1H-benzimidazole](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABjuAAAY7gFA0pJVAAAChnpUWHRtb2xTb3VyY2UAAHicjZbbbtswDIZfRdD1opMPcoq6RZeiwIB2A9YO2N3g2mpiILYK2Tm9/Sg77XxQ7AG+ICR+PymRjHJ9eyy2aK9MlesyxpwwjFSZ6iwv1zH+9fKwiPDtzXUKTuBYVjHe1PX7FaWHw4GkG1UkR12SVBe43b86VnnP5+ARbdZUMMbp76fH54ZZ5GVVJ2WqgKryq6pZfNRpUjdZXAhBi8Ts85K27rQw+1btj2D2Y+RYZfjfWVawdwcoesu3Cr1pUyQ12gtG4GNf0FqVyiS1ytDrCZY94sPZb66f7nW6K1RZg2kV8jTZPtdml8JCobcq3YEYGN/uY1xwAJJaF3fGJKfWRHkW44TDLW6VlXk5vasY/8BtAtvVJjFrWFiAx1HEWBI/8D2MTmD7JIRrAklqhbpyYiD3fSh3VgsJF0y2ah6JAreaN07u2ISXkWRzqfgDeDWOLIjH3XDghruXwEngu+FwHobCMjcs59NeMCKlm47cdPfGLodejou3OWVGQwOu9K6sP6vnEU8I/zMZXwZLlx5n7mwE8bkUH9lcOgoftub3cXBBGL8Qe9iJjpu4XEE+7LwzzUgk/yPzYes9tDRcVRiKaBYfNt/DOPjlzuXD7vtqxviog2jnx+FVl1nHbGRfoRjW5ad6q4SNguyoa5MpY7sCBKxrFxB9QCA7zWdAuABvBPjTEfw+4CM7tWfgzgUEfSBAdlKngLAPhMhO5xQg+4BEdiCngKgPRMgO4RSw7ANL1EzZFGH3e6VjqJmtSWZYbqg3FzOMGNVjFvFGx59FfMdpvOlG4YPCcw81MzrJhA4mmGGkgwldDO3MGP14rMEcPeS088pT+G9z8xckDLGlySeG8AAAOIBJREFUeF7t3Qn8VdP+//G4gzFDrtmPMs8/boVIKqUrY0iGkqkQxXV/rgyRWV2/65oiaSBF5aeJTCWhkpQmQ6VQNEgDaZKsf+99/vu0zzrne77nrLP36Qyv5+OxH/Tda5+z9/7Wep+z91qfXcUAAOCgiv0DAAAyQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIEApGT3amCuvNOagg4zZfntjttvOmAMPjP1M61BYivz3RYAApWDlSmPOP3/jv+gq6ZcLLjDml1/srZFvufy+fv/dmOrV0y9HHpm4TUSq2D8AUGTWrDHmuONiHc622xpz223GTJ4c66TU+UyZYsydd8Y+3apNnTrGrF1rvwryJYzfV58+6Zd+/RLbR4QAAYrdDTfEOpp99jHmiy/stZvMnGnMvvvG2t50k70W+VJCvy8CBChm335rzB//aMwf/mDMRx/Za5N9/HGs/Z/+ZMz8+fZaRK3Efl8ECFDM7rkn9gn1wgvtNRVTW21z3332GkStxH5fBAhQzBo2jHUur75qr6mY2mqbRo3sNYhaif2+CBCgmO21V6xzmTfPXlMxtdU2e+9tr0HUSuz3RYAAxWzrrWOdi0b2ZEpttY22RX6V2O+LAAGKWS4d0jbb2GsQtRL7fREgQDHbc0/3SyK6nIL8KrHfFwECFLMGDWKdS1Q3ZXv1Mua664z5/HN7DVxE/fvKMwIEKGadO8c6l2yGhbZoEdumsmGhmv2sOQhqq3kIHToYs2yZ3QrZiPL3tRkQIEAx++ab2KQ0dfSadFaZTz6JtdWSyWWUyy+PdV7+sssuxnTrZsxvv9ktkYmof195RoAAxa5du1jnrrIXKn9Rka++ihXaU1t9m8jUO+8Yc/jhiUFy1FHGvPuu3RKZiPr3lUcECFDsVq82pmbNWEejAnx33BEryKfCfKtWGTN1qjF33RUrF642KuSXzSggWb/emCeeMKZatcQgOe88Y+bMsVsjnXz8vvKEAAFKwc8/G3POOYmde6qlWbNY1VdXS5fGPkH790a0bLWVMbffntvrlpIPPoh1+grbSZPstTH5+n1FrIr9AwBFTJeVdN/igANipcK16P/1szAvOc2YYcyppyZ2dhqiqlLiel5FOVKhxIsvTjwn+taWTr5+XxEhQAC4Gzw41uEFO019+h4/3m5ZunRJ6u67Y52/fw50o7xNm9glqRJGgADIzbp1xjz0kDFVq27qQLfYwky5trNZuugnu3Ukhg2baa69drj94+j177/pmR3+Uq9e7AFRZYAAARCOhQtjl1623NJ8tc1epnP11qZu3Z7muecmbcyYaIf9vvTSdHPeeQPsH0dHw2vr1k0Mjv32M+bll+2WJY0AAWDMkCHG1KhhTOvWxnz3nb02Ox9/bN45o70546iHTM2a3b3lrLP6m5EjoxutlbcAWbTImCuv9EIyHhwaSaXnfBToSKkoESAAYsHhd4gaPqpZz/ZzuLM0YsRsc/rpL8ZDREubNsPMzJk/2k1zFnmA6DJdly7G7LBD4reOSy8tyCcF5gsBAiA2aa1OncTOUd9IBg2yW2ZlzZr15plnJpoTT+wZD5HatZ81Dzzwvlm+3P0T+4QJ3yUEU6rlf/7nLXszN0OHGnPggYnnpnZtY8aOtVuWHQIEwCYvvmjMPvskdpb168cmuuVgwYKVpmPHdxI6+Pr1e5t+/aaZ9es32M0r9dNPa80nn3wfX7p2HWuaNu2X8LM5c3Kr2/XDrO/N/DMvSTwXe+xhTO/e5TtU2UKAAEikGdGdOm16doUWDUtt29aYJUvs1lmZNGmBueSS/0sIEl16Gjs2tzpPYV7CUjgpkM4+povpt3sjs6HKFrHJkh07xiYAIo4AAZCaCv+pamzwE/hOOxnz6KPG/Pqr3TpjGzb8bgYP/sI0avR8QpC0bz9i41sut5tnJIwA0X4NHPiZadhw0379/cDrzayLro9d4kMSAgRAemPGGHPMMYlBcsghxrzxht0yKytXrtuYRePNCSf0iHfYxx/fwzz22EdeZ56NXANE91QuvHBQQqA1bz7QfDIht29GpY4AAVC5DRuMefZZY3bdNTFImjZNX1E2A99+u8LceOMbCZ331KmL7GZp/fLLOrN48S/2jys1f/5P5h//eCvhvfUNZMCAGea337K/N1NuCBAAmVuxwpibb449YOr/h8jEakeawQ++6n2jyMW4cfNNq1avmquuGuoFQpRWrfrVPPHEBFOnznPx4DjuuB6mS5cPvXsgyAwBAiB7+tax8dvHT3/czjy197mmzrFPevc0Xn31i6wvP+WTBk+p7Mlpp/VN+NZx3XWv5TxqqxwRIACc/ThyrLmt6SMJnfHFF7/ijbYKg/+atWp1r3QCot+2Irospm84wX0999yXzJgx39hNkSECBEBONI9D8zk0ryPYOd966zvm++9zG/YafL2bbkp/076iANElqTvvHJXwWvXq9TbPPz/F/Por9zlyQYAACIVmlmuGuWaa+x217jE8/fREs3r1ert5RvzXOfnkXt5/091cryhA/vOf8fF12rd77nnPLF262m4GBwQIgFDNmrXUtG07POETv2pivf76LLtppfztu3Wb6P33mmsqLtleUYCMHv21F2Sqw/X557lNhEQiAgRAJEaNmutV4Q0GyRVXDDGfffaD3bRC/nYa4dWgQR/v/zVnI5WKAgTRIUAAREbPAenZc3L8EpQW3RDv3Hm0WbKk8qf1BUOhT59Pvf+/7LLBVqsYAiT/CBAAkfvhh1WmU6d3vfDwO3qFiuZ+pBMMBVX2bdIkNvw21cgpAiT/CBAAeTNt2mLTuvXgeGd/771j7CYJ7FDQDHH9uUWLQUkFce22iB4BAiCv1PHrYVP33z/GzJuX/pnpdihoyLB/X+XNN2cHWia3RfQIEAAFK1UoDB8+0/tZs2YvJ9SrStUW0SJAABSsVKGgUimqlKufqyy8L1VbRIsAAVCwKgoFDRHWz/UUQo30koraIjoECICClS4UWraMPdmwf//p3p/TtUU0CBAABStdKGgIsNY1bvyCVyolXVtEgwABULAqCwWVJ9F6TVasrC3CR4AAKFiVhcKUKQu99cFKwMgfAgRAwcokFDp0SHwcLvKHAAFQsDIJBT1oKlgiBflDgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQKgqIwcOcfUqfOc6dLlQ3sV8owAAVBUbr99lDdhsGHD5+1VyDMCBEBRue22kV6ANGjQx16FPCNAABQVAqRwECAAigoBUjgIEABFhQApHAQIgKJCgBQOAgRAUSFACgcBAqCoECCFgwABUFQIkMJBgAAoKgRI4SBAABQVAqRwECAAigoBUjgIEABFhQApHAQIgKJCgBQOAgRAUSFACgcBAqCoECCFgwABUFQIkMJBgAAoKgRI4SBAABQVAqRwECAAigoBUjgIEABFhQApHAQIgKJCgBQOAgRAUSFACgcBAqCo3HLLcHP00f8ydes+Ya9CnhEgAIrKddf92+yzz/nmiCMus1chzwgQAEWlVavrzDbb7G323PNwexXyjAABUFRatGhhqlSpYnbeeWd7FfKMAAFQVAiQwkGAACgqBEjhIEAAFBUCpHAQIACKCgFSOAgQAEWFACkcBAiAokKAFA4CBEBRIUAKBwECoKgQIIWDAAFQVAiQwkGAACgqBEjhIEAi0L1tlYwWANkjQAoHvVgE7KCoaAGQPQKkcNCLRYCAAKJDgBQOerkIECBAdAiQwkEvFwECBIgOAVI46OUiQIAA0SFACge9XAQIECA6BEjhoJeLAAECRIcAKRz0chGwh+umWgBk77PPPjNVq1b1AmSLLbYwQ4YMsZsgj+jJImCHRaoFQOaWLl1qbrjhBvPHP/7RC4/g0qhRIzNjxgx7E+QBPVkECAkgHOvXrzdPPvmkqVatWkJo7LHHHuZPf/pT/M8Kluuvv94LGuQPvVwECBAgdyNHjjRHHHFEQnAceeSR3s9lzpw5plmzZgnrFTRPPPGEFzyIHr1cBAiQza9mze7eUqtWdzNz5o/26gR+WxSGr776ypxzzjkJwbDLLruYp556yvz22292czNq1CgvWILtFTzvvPOO3RQho5eLAAGy+fmhoOWmm96wVycgQArDzz//bG699Vaz1VZbJVyaat++vVm2bJndPIGCpVu3bl7QBINEQaRAQjTo5SJAgGx+fiicfHIv779Tpy6ym8QRIJvX77//bnr37u3d1wh2/o0bN/ZGXWVDQdOhQ4eE+yN//vOfvWBSQCFc9HIRIEA2Pz8UunWb6P33mmuG203iCJDNZ+zYsaZWrVoJwXHggQeaYcOG2U2z8vnnn3sBFHxdBVSvXr28wEI46OUiQIBsfn4orFy5zjRo0Mf7/wkTvrObeQiQ/Js/f7659NJLEzr4HXbYwXTp0sWsW7fObu5MQXTQQQclvI8C68MPP7SbwgG9XAQIkM0vGAp9+nzq/f9llw22WsUQIPmzevVqc88995jtttsu3qFvueWW5sorrzSLFlV8mTEXCqSuXbt6ARUMkksuucTMmzfPbo4s0MuhJAVDYc2a9aZJk77en8eM+cZqSYDky8svv2z222+/hE68bt265pNPPrGbRmLx4sXmqquu8gLLf/9tt93WCzQFG7JHgKAk2aEwYMAM788tWgwy9iVwuy3CNXnyZFOvXr2E4Nh3331N//797aZ5MWnSJC+4gvujYFPAITsECEqSHQrr128wZ53V3/vZm2/ODrRMbotw/PDDD+bqq682f/jDHxI+8d99990F8Yn/pZde8oIsGCQnn3yyFzDIDAGCkpQqFIYPn+n9rFmzl81vv22I/zxVW7j79ddfzSOPPGJ23HHHhM754osvNt9++63dfLNSkHXu3NkLNn8/dYlLl7p0yQvpESAoSalCYcOG303z5gO9nw8e/EX856naws1rr71mDj744ITgqFmzpvnggw/spgVFN9MVcMH9VgD+61//8gIRqREgKEkVhcKoUXO9nzdt2s+sWxcri1FRW1GbSZMWmFWr6ETS+eKLL0yTJk0SOuDdd9/d9OzZc2Nwb/q2V+g0vFeBFzwODQMePrzieUTljADJg1njXzATh3Yyv/26xl6FiKQLhZYt/89b17//dO/P6dp27PiOt65OnefM3//+pncZ7Kef1trNytby5cvNjTfemDTz+5Zbbtl4nn6ymxcFBZ6CTwEYDJLTTjvNm6CITQiQiP2y/DvT/ZotvHkhX37Y016NiKQLhXHj5nvrGjd+waxevT5t23/+MxYgweX443uYdu1e9y6DLV26+W8Gbw6qPfX000+bv/zlLwmd7FlnnWVmz04cpFCsFID//Oc/vUD0j09BqVIpldXmKhcESMSWL/wiPrFw+sj/2KsRkXShIG3aDPPW9+w5OW1bXcIaNmzmxk/Zb3jfQuwwqV37WdO27XBvmPDixb/Ym5ekd9991xx99NEJwXHYYYeZt99+225aEhSIZ599dsLxqmijijemqg5cTgiQiBEgm0e6UJApUxZ66+vX711pW5/ug4wYMdvccsvb5qSTeiaFiZYrrxxq+vadar7/vvQK982dO9ecf/75CR2pnr/x+OOPl8XzN1Qe/vDDD084/qOOOsoL1HJFgESMANk8MgmFDh3eSOj8s6HZ7SNHzjF33DEqXvHXXlq1etX7hjNvXnHeC/CtXLly43HekVRmvV27dubHH9M/a6XUKCj1wCr7CYnnnXee94CrckOARIwA2TwyCQU9aEoPnMqkbTq6zKUSKXffPTpeuNFeLrxwkOne/RPz1VfF88hVVa19/vnnzV577ZXQWTZs2NBMnx4bgBCVNWvWmGnTpplXXnnFPPTQQ+aKK64wl19+uWnatOnGb43144v+rJ9rvdqpvbbT9lHSo3MVoMFntCtgb7/9di9wywUBEjECpLxoxvtHH8039903xrtJbweJFk1kfOqpj83nny+xNy8Y48ePN8cff3xCcOy///7m1VdftZuGQqO59Np6eJT9dEHXRa+j19Pr6vWjMGPGDHPqqacmvO+ee+5p+vTpUxZl4wmQiBEg5UsTFz/55HvTpcuH5vTTX0wKEi0qr/Loo+M3tiuMyx/ff/+9adWqldliiy3iHWLVqlXNgw8+GGqZdVGn3r17d69OVvD9Klo0W7x69ereopLs/v8HZ5FXtOj19T56vyjCZPDgweaAAw5IeM/jjjvOC+JSRoBEjADJH32iX7SocC8f6Ma9wsKvyeUv//3fj5h9973UHHpoA3PDDTeY0aNH533y3dq1a839999vtt9++4ROV5eHFixYYDfPiY7vggsuSLinElwOOeQQ06ZNm43n6lFvZvvMmTPtl0hJ7dRe22l7vY792lr0vnp/7UeYFLC6jKbADZ5DBfJ336V+Fk2xI0AiRoDkh19tV/cg1q4t/BFBn332g3cZS5ezDjvsTrPnnmeYbbbZdK9ht9128zpBDY2NupTGoEGDTI0aNRI62Tp16piPP/7YbpoTde4nnnhiUoeuZ4O0bt3avPjii943oDDp9fS6ev3gM0j8Rfuj/QrTwoULveANlo3Xe993332R35vJNwIkYgRI9HQz3J+j0bDh8/ESJcVi5swFpkuXnubooxMf7eovO++8s9chqZyGvimEZerUqd6N6OB77bPPPqZv375205yoDtZf//rXhPdRhV6VPlHnvmrVKnuTSOh99H5632CFYC3av7DrdSmA7cDUJTcFdqkgQCJGgERLw2kvuGBA/HKQal0Vs1mzZnmXkux6TP6iS0x6FKxGG7l2vEuWLDHXXHNNQie69dZbm06dOplffglvMqTKueuTf/D+hmZya8TUl19+aTfPK72/9iNYgkX7qf3VfodJoaVgDv4eTznlFDNlyhS7adEhQCJGgERLo5388Hjggfft1UXt66+/9sqin3TSSUlBokU3jzWxTx1UJkNHdSlM9wd22mmnhNdp3ry5+eabb+zmOdHwX31z8t9DYdW2bdvQ3ydX2h/tVzBMtd/a/zAp7O+66y6zzTbbJJ0TBXqxIkAiRoBE55135sTDQ2Xai+HehyvdhNUENl1ysi+/aNGN4TPPPNP07t07ZZ2mN954wxx66KEJ2xxzzDFmzJgxdtOc6BuMLrcF30ejkfL12FpX2j/tZ3C/dRxhfiMTBdaFF16Y8D4K9H//+9+R3+uKAgESMQIkGgsWrIyXIdH9j9mzw52gp0/0H330kdch33rrrV5ncsYZZyRMYtOf9XOtVzu1z+SbQK70oKMePXqYxo0bJ1yC8Rf9rFGjRubZZ58148aN8ybbBdfvuuuu3rqwR3ppTkSw1Icutz3zzDOhv09UtJ/a3+BINB2PjitsCu5jjz024feiUWMjRoywmxY0AiRiBEj49DTBK64YEv/2MXDgZ3YTJ/pHrZIdGoEUnGGczaLttL1eJ+xP96no24Ymrenbh+5j2PsTXBQsN998s1mxYoX9Mjl77733Ep5AqBpRekZIMdJ+a//9Y9Fx6fjCpsDSBwEFevD3pNAqFgRIxAiQ8HXrNjEeHjff/Ja9OisqEKhr0xodY3e4wUWdc6pJbJV12mqj19f7RE3ffnQ/RHMc7Ml1+haS6XyKbGmmd/A86DnohfDM81xo/3Ucwd9/VLPwFej/+Mc/4sN+dTO/WBAgESNAwqWZ3SqhrvDQ7G7XhzvpsoQeYZrqfoJqP7Vs2dJ73sX7779f6bOxtV7t1F7b2bWjtOh99H5RXA5JRTdt/ZIgusYelV69esXPoTq+Ll262E2Kmo7HH0Wm49TxRkXBr/fRt9hiQYBEjAAJz4oVa+IlQRQietRstjSxTB25XTpjv/32M3feeaf57LNwLofpdfR6et3g++h99f5hT5hLRfdo9J7/9V//Za8KhT6R++GhTk/3gUqRjsu/pKnjjeqbyFVXXeW9hy41FgsCJGIESHh0ucq/dPX00xPt1WnpwT8a6bLDDjskdOgNGjQwb72V22Wwyuj19T7B99V+aH+ifCBRlAGiewL+ZSt1rkOGDLGblBQdnx8iOu4o7okQIEhCgITDL1WiRQ9tUqHCTGkI7Mknn5zQgevPY8eOtZtGSu+Xaj+iqpMUVYDoMpw/l0TfqEr1m4dNx+l/c9Xxh305kgBBEgIkdxqi65cq0dBdDeHN1JtvvpkwykX/r1FLm5Pe394n7WfYoggQzYsIDtV9+OGH7SYlTcfrH7vOQ5jzRAgQJCFAcqPJgZok6H/70FMAM6UhksGb5OpQC+UJetoPv4PXov3U/oYpigAJThLUKKVyFBydpfMRFgIESRbP/8L848wq3vL+UAIkWypP4ofH/fdnPq/igQceiP8j17VrjaYptAf8aH+0X8E5J9rvsIQdICrv4e+n5kkU+1BdVzru4DyRsMqeECBI8s2cL8xJh1TxloHPEyDZUGFEPzxUMFGFEzOhYoT+P27VHho6dKjdpKBo/4I1krT/YQgzQDRU2a9tpZnaxTpJMCw6fn/Gus5LZUO9M0GAIIn+ov1hyyre8thjBEimFi5cGX++uO5/zJqVWakSXQbyO2Ld6Ay7RHdUtJ/BIodhXM4KM0BUpdbfN5X7gPHOg39OdH5yRYAgiQLE/0v2n/8QIJlQqZLLL99Uol0jsDKhG9H+PQ99oi+W8PBpf/1vIjqOXG+shxUg2i9/9JEKDhZLbauo6Tz4BRh1fnL9+0aAIAkBkr0uXXqb6tWvMEccca/5+98z60Q1FNYf2aR7CoV+2aoi2m//noiOJ5chvmEFiP8wKIVaoVfVzTedD/9Di85TLggQJCFAsqMChNtuu7upVq22qVXrGrN8eeUPTdJkvHr16sXPc9euXe0mRUX77x+Ljst1smEYAfL666/H90UPoUIynRf/HOl8uSJAkIQAydzSpUu9zi72j2jbjWHykd0kJc3o9s+xigYW2mirbGn/gyXYdXwuwggQ/5Gs6tQK7WFQhULnxS+rr/PligBBEgIkc+eee278XKkceiZUU6pq1areNrvttlvBzPPIlY5Dx6Pj0vG51M7KNUBGjx4d/32EOd+hFAXnx+i8uSBAkIQAyUy3bt3i50nP01i/PrMhuxdddFF8u809wzxsOh7/2HSc2co1QPzqsLrGH1Up+FKh8+PfC9F5c0GAIAkBUrnp06fHRx9pKKueBZ4Jbec/Q0E1pYr90pVNx+PXztJx6nizkUuA6EFVfrHEJk2a2KuRgs6TzpfOW6rHCleGAEESAiQ9zeo94ogj4udowIABdpMKXXLJJfHt8l0YMV90XP4x6nizkUuAdO/ePf6+ekgVKqfz5J8znb9sESBIQoCkd+2118bPj/4BZWrOnDnxSwYqlV7K/FLwOl4dd6ZyCZC6det62+r+ix5OhcrpPPn343T+skWAIAkBUjE9mMc/N4ceemhWlU07deoU3/btt9+2V5cUHZ9/rDruTLkGiEbD+ZcGW7VqZa9GGjpfOm86fzqP2SBAkIQASW3evHmmWrVq3nnZaqutzKeffmo3qZDuDdSoUcPbVk/8K7V7HzYdn/9kQx13psfrGiDBYOfyVXaCl7GyfXIhAYIkBEgyTYwLPljpscces5ukpZIR/rZ6bGw50HH6x5xpyQzXAGnfvr23ncpzuAwfLmc6X37ZF53HbBAgAf4zMCpbSh0Bkqxz587xc3LmmWfaqyulOSL+9mE9w7zQ6Tj9Y850joxrgBx55JHedocccoi9ChnQedP503nMBgESYAdFRUupI0AS6dOzf/N7r732MkuWLLGbVErzRPzty4mOV8et48+ES4CsWbMmfv+jTZs29mpkQOdN50/nUeczUwRIQLkERGUIkE00Nn7fffeN/+MaNWqU3aRSP//8c7zYYMuWLe3VJU3Hq+PW8es8VMYlQKZNmxb/++paQqXcBUvr6HxmigAJIEBiCJBNzjvvvPi5uO222+zVGRk3blz8NcrtuRTB50/oPFTGJUAGDRoUf49cCgOWs2ABSp3PTBEgAQRIDAESE+z8TjjhhIxLldh69+4dfx1V7i0nOl7/2HUeKuMSIMFHAc+ePdtejQzovPnnMJtHFBMgAQRIDAESuwHslyrZcccdzdy5c+0mGevYsWP8fC5atMheXdJ0vP6x6zxUxiVA/NLkusToWka+3Om8+feRsimBT4AEECAx5R4guol41FFHxc/BSy+9ZDfJyqWXXuq9znbbbWevKgs6bh2/zkNlXALELw+zww472KuQBZ0/ncdsys8QIAEESEy5B0i7du3ix3/FFVfYq7N29tlne69VbiOwfP5ILJ2HyrgEiH9+9957b3sVsqDzl+nvyUeABNjDdVMtFZkw+DYz/JH6kS4v3FPfdLq2vrno3Pqmfv3oFv+ZyVo0m9heX8rL/vvvHz92jY3PplRJRfy6UOU6R8GfY5BJ/S+XACn38xuWbH5PPgIkwA6LVEsqq39alNQuiuW+FlXMecdVMdV3i3VwLNEuAwcOtH/VTo4//njv9Y499lh7VVnQcev4dR4q4xIg5X5+w5LN78lHgAT4HbWLcQNuMi/deaDpf1v1yJYnbqhurj2nuqlbs7qpXj26xf8qq0U3kO31pbzo2R7+satku0q356rcPyFn88nWJUDK/fyGJZvfk48ACcglQEpJud8D8f9RaFHp9lxxD4R7IMWAeyA5IkBiyj1AdN9Dpdr9c5BthVIbo7AYhVUMGIWVIwIkptwDRFSqXSXbdQ5Uwl2l3F0xDyR27MwDKVzMAwkBARJDgMSoZLt/HlTK3bVzYiZ67NiZiV64mIkeAgIkhgDZRKXb/XOhku4uqIUVO3ZqYRUuamGFgACJIUA2Uel2/yawSrpn+mCkIKrxUo230FGNNwQESAwBkkgl3P3rwyrtrhLv2eJ5IDwPpJDxPBCEhgBJplLu/jlRifds8URCnkhYyHgiIUJDgCRTKXeVdPfPS7b3MngmemaX/lwDhGeiu+OZ6AgVAZKaSrprZr7Oi0q9Z/NN4vfffzc1atTwtlV9Mf25lOn4dJw6Xh13psfrGiCaq+P/nX3xxRft1UhD58s/d9nOeSJAkIQAqZhKu/vnRiXfs7le3KlTp/i2b7/9tr26pOj4/GPVcWfKNUCWLl0avw/SqlUrezXS0PnSedP503nMBgGCJARIeirx7p8flX7P1Jw5c7yRXNoum3pDxcivT6Xj1XFnyjVApG7dut62VatWNatWrbJXIwWdJ50vnTedv2wRIEhCgKSnUif+TUctw4e/ZTepkF92Q8vYsWPt1SVBx+UfYzZlMSSXAOnevXv8fbmMlZng5Sudv2wRIEhCgFRu8uTJZptttjc77nikOeqoy82iRSvsJilNnz49fqlFs9szvTdQLHQ8Oi4dn45Tx5uNXAJEw6u33nprb/smTZrYq5GCzpPOl86by/B0AgRJCJDMPPPMAFOjxpXm6KO7mDZthpkNGzILg4suuih+fvv06WOvLmo6Hv/YdJzZyiVA5IILLvC216WzmTNn2qsRoPPjX1LVeXNBgCAJAZIZfdru0GGEqVmzu7f06DHJbpKShk36151322038+OPP9pNipKOQ8ej49LxuQynzTVARo8eHf+7e/nll9urEaDz458rnTcXBAiSECCZW7ZsjWnSpK8XIMcd18NMmbLQbpJSsHRE06ZNi/5SlvZfx+Efk2tJkVwDRE488cR4p/bNN9/Yq7GRzovOj86TzpcrAgRJCJDsTJjwnald+1kvRM48s5/5+ed1dpMkquxbr169+Hnu2rWr3aSoaP/9Y9FxuVYuDiNAgoUBsylNXk78EvhacilASYAgCQGSvccfnxC/lPXPf75jr07pu+++M7vuuqt3nlVscOjQoXaToqD99otF6nh0XK7CCBD561//6r2OrvF/8skn9uqypvPh3/vQecoFAYIkBEj21q/fYC67bHA8RF599Qu7SUpvvvlm/B+zZrdnWvKjUGh/td9+Z63jyUVYAaL98stzHHfccWbDhg12k7Kk86DzofOi85Pr3zcCBEkIEDfz5/9k6tXr7QXISSf1NHPnLrebpNSjR4/4+d5pp51y/kedL9pP7a+/7zqOXIUVINK6dev4vmVbu6xUBZ/PovOTKwIESQgQdyNGzI5/C7nookFm3brM7gXcf//98XOuT/SFfjlL++d/89Ci/Q9DmAGyePFis/POO3uvt/3223t/r8uZjl/nQedD50XnJ1cECJLMmTXLHLzLLt7yPJ/csnb33aPjIdKly4f26goFH82qewpdunQpuNFZ2h/tl3/PQ0s2j0CtTJgBIs8//3x8P1W7bPXq1XaTsqDj1vH750LnJQwECJLMnzPHnHHQQd4ytMQmuuXDqlW/mmbNXvYCpFat7mbMmMyHkuoykH9PRIs61EKZJ6L98Dt4LdrPMC5bBYUdIBKc73D11Vfbq8uCjts/B2HOjyFAkGTh11+btjVresvI/v3t1cjA558vMSec0MMLkVNPfd4sXvyL3aRCuhHtj87Sov/f3DPW9f72PuV6wzyVKAJEtcsOP/zw+L4//PDDdpOSpuP1j13nQecjLAQIkhAg4ejbd2r8UtY11wzPuNSJaCisX1PKX/TnfBdg1Pul2o9chuqmE0WAyIwZM+I3/DX6qHfv3naTkqTj9Eej6fh1HsJEgCAJARIO3b5o335TqZOePSfbTdLSZDzN6N5hhx0SOnCVSn/rrcwrALvQ6/sl2f1F+6H9cZ0kmImoAkTee++9eLFF3cMZMmSI3aSk6Pj8e1U6bh1/2AgQJCFAwrN06Wpz2mmbSp1MnbrIblIp1ZS6+OKL458k/UVP/NNjY7N5MmI6eh29nv8kQX/R++r9XWpbZSvKABE9cc+/x6TOtVS/iei4/PDQ8Wb7pMFMESBIQoCEa/z4+fFSJ2ed1d+7ye5Clx/UkQdvsvvLXnvtZVq2bGmefvpp8/7771c6RFPr1U7ttZ22t19T76P3C/uyR0XWrVtnjjnmGO+9q1WrZq8OTa9eveLnUOGoUWWlRMfjf9jQcep4o9KiRYt4GBcLAiRiBEj4Hnvso/ilLNXOyoWezX7XXXeZ6tWrJ3X6wUWXLdRGS61ateL/71/GqWhRG72+3idqeiSwLrVcdtll8efN+0vz5s3N1xv/LkZBn8iD50GjlIp9iK/2PzjaSscX1TcP3YjXo4qDQVwsCJCIESDhU6kTzQl54IH3M55cmIkxY8aYO+64w9SpUydhbkY2i7bT9nodvV7U1PkMGDDAe17Idtttl7Q/wUWdoDqqMEcO+XRPIBhamidRrJMNtd/BeR46rijueUjfvn3NPvvsk/B7OuCAA+xmBYsAiRgBUpxWrlxpPvroI+/696233uqN99c9hfr168cX/Vk/13q1U3ttF7WffvrJvPDCC+bcc89NmMHuL/oEq9Fdukmv4cHa1+D6vffe2+u4wqbLc8EhvpqprXIfxVI7S/up/fVnmGvR8URx2fHjjz/2PmgEfy81atQwgwYNspsWNAIkYgQIwqCJhz179jSnn366+fOf/5wUGvrm07BhQ9OtWzezYMECe3PzyiuveB1UcBt1YBMmTLCb5kTfboKTDbWo4GChV/HV/vmFEf1FxxH2tzX9bvS6wUEcCiyVr1m7dq3dvOARIBEjQOBq4cKF3o35U089NeUlNQXJ3/72Ny9YlixZYm+eRB2UOqrgJ2x1ZCoEmCp0cqHyHn7tLC26vt+2bduCeyiV9kf7FRxMof0OqzyJT4MaHnzwwfjTM/1z36pVq7yMyIsKARIxAgTZmDdvnld0Uw+Ssocaa9Elq3POOcfr4FasWGFvnhF1WLrRHnx9dWzq4NTRheWHH37wwin4PhqiesUVV5gvv/zSbp5Xen/th/8kwWCYar/DNHjwYO++RvD3ePzxx5vx48fbTYsOARIxAgSVmT9/hXnqqSHmlFPOTgoMLbo5fuGFF5qXXnop1Esqumejjiz4Xvvvv3/oo41Uqt5/KJW/6BN/kyZNzIsvvmhWrVplbxIJvY/eT+9rD9/W/oVd+n/69OneZcXg+2iIt8K/0Ap7uiJAIkaAIJWvv15uevSYZC6++BVvOPL++7c1O+303/GORjPVdXlDn16jHBKrjkwdmj13RR3ftGnT7OY5ee211+LPWA8uCkh98lfnHvblHL2eXlevn2qUmvZH+xUm3a9q165dwmXHrbbaytx+++15GWSRTwRIxAgQ+GbO/NE8/fREc8EFA+LzWPzl0EM7mkMOOcdcffW1ZsSIEaFeSsqEOjYNPVZH53d66gCvu+660CsYjx49euM5uCDhvYLLIYccYtq0aWMeffRRr3OfOXOm/RIpqZ3aazttr9exX9vvzPX+2o8wrV+/3jz++OPexM3g+5133nl5mQe0ORAgESNAytv06Yu9Z7yfffZLSaGhRaVZHnzwAzNhwrcbO6Dw5rS4Ukd3/vnnJ3SAuqn82GOPeR1kmJYvX266d+9e4f0ee9l2221TTubUz+229qLX1/vo/fS+YXv77bcThjBrOfroo827775rNy0pBEjECJDyokvbkycvNP/7v+PMGWf0SwoMLU2b9jOPPDLWa1eol8L16VwdYLBDPOywwyIrPKlOXfde2rdvb4488sikAHBZ9Dp6Pb1uFKEhs2fPNmeddVbC+/7lL3/xRs9FWSizUBAgESNAcud3vJlI19ZfpwdT6XJSOulex6bS8h9//L33TaJJk1ixR3vRNxB9E5k2LX1drUKiDlAT69QhBjvIM88808yaNctuHiqVZdE9GM1feeihh7wRU5o/0bRp04TJnPqzfq71aqf22k7bR0mTOW+55ZaEOTka0XXjjTeaZcuW2c1LFgESMQIkd9l05unaBjv0m256w16dIN3ryK+/bjBjx84z99zznveQKzswtJx//gDvnkdlYVXo9On9pptuShjyqo5THag60nKi2eqad7P77rsnhKpGdhVr6ZZcECARI0ByV1lnHpSurb/u5JN7ef9NVw4+3eu8++7XpkGDPkmBoUWjqjS6au7caC6ZbE7qIDVxMdhx7rbbbua5554rmnIludAw35ob/x0Hj//ggw8OfRRXMSFAIkaA5C5dZ25L19Zf163bRO+/erJhRdK9TseO7ySERuvWg02fPp+a774rj0/j6jDVcQY70ijmURSKb7/91ivFHzxeFVh85JFHNn4TdXucQKkgQCK2bPHieIB8MHiwvRoZSNeZ29K19detXLku/g2ionLw6V5nzpxl5t57x5h+/aaZRYtKa1x/ptRxqgO1y8arKrA63FKg+TedO3dOGOWlCYgq8x72bPViRYDkwXuDBplBjz5q1kV8Y69UpevMbenaBtfpG4P+/7LLUod6utfBJupI1aEGZ3ar3Mrdd9+dtxnmUejfv7/Zd999E8JRw4AnT87uUcqljgBBwcumM0/XNrhuzZr18RFTY8YkF/hL9zpI9umnn3odbLDD1aN0+/XrZzctaKrKW7du3YTj0GOJX375ZbspDAGCIpBNZ56urb1uwIAZ3p9btBiUNB/DbovM6OFW9nPgTzrppIIv575o0SJz5ZVXmi233DK+37p0dc8990RaSqbYESAoeH5nns2Sir1OTzbUc9X1szffnB1omdwWmdMcjHvvvTeh9pQ6ZnXQ6qgLiUrGdO3a1as9Fgy9Sy+91MyfP99uDgsBgoJnh0MmSyqp1g0fPtP7WbNmL5vffts0FDVVW2RHHbA64mDHrI66S5cuea/1lcqwYcPMgQcemLB/KpEyduxYuykqQICg4GXTmadrm2qdZpE3bz7Q+/ngwZsmgqVqCzfqkGvXrp3QUavjHjp0qN00Lz7//HPTuHHjhP3ZY489TK9evUqmzHq+ECA58Ifn2kuHk082D152mXm7b1+zvszHiYchm848XduK1o0aNdf7uWpUrVsXq19UUVu4Uces58arow523I0aNTKfffaZ3TwSKjGi2ljBMuuaUa9n2v/88892c2SAAMmBHRyplodatzZruQmXk2w683Rt061r2fL/vHX9+0/3/pyuLdypo+7YsWNS2fgbbrjBLF261G4eCtX0euqpp8wuu+ySEF56suNXX31lN0cWCJAc+CERpJIOPy5YYEYPGGBuPOUUb/2QjX954S6bzjxd23Trxo2b761r3PgFs3r1+rRtkTt13Oeee25Ch64O/sknnwy1bPyoUaOSqvseccQRZuTIkXZTOCBAcpAqQILGv/aat75Ts2b2KmQhm848Xdt066RNm2He+p49J1faFuFQRx5FB58qoPSgp7ADqtwRIDmoLEB+XrbMW9/uhBPsVchCNp15urbp1smUKQu99fXr9660LcJT0SUmBUC2l5g2xyWyckaA5KCyAFm5fLm3/u8NG9qrPMHtv5w40Ty78S/+raef7gXOtbVrW63LVzadebq26db5OnR4I96usrYIV6qb3AoCBUJlN7n9m/R77rlnQgjl8yZ9OSJAclBZgIx//XVv/b/atLFXefzth3TrFv9/f7mmVi27ednKpjNP1zbdOp+e3aEHTmXSFtFQh59qmK0CItUw23HjxhXUMOFyQoDkIFWA6Cb6skWLzJhXXjE3NWjgrZ80alRCG18wMP593XVm5qRJZm0RF6ADwqQAsCf6KSj8iX6aqNiyZcuE9Zqo+PDDDxfERMVyQIDkwP7WYC8dzzjDu5FekXh4XHut+b0MHsgDZEtBoJnrdqkRPa89WGZdpVL0WNtCK5VS6giQHNiBYS/XbPy09J/rrzeLvkmu9ip+u5kFXmgO2NxSFTv0FxVrnDhxor0J8oAAyYEfALZf1641C+bMMcOffda0q1PHu5S1eN48u1l8ey5bAZlRVd/q1at7wbH11lsXXbn4UkOA5KCiAAn6cOhQr81zd9xhr8poewDJBg4caFasWGH/GHlGgOQgkwBY88svXptbmza1V2W0PQAUKgIkB5kEgB8g19epY6/KaHsAKFQESA4yCYAPhwzx2tzdvLm9KqPtAaBQESA5qCgA1q9bZxbMnWte69HDu4muNm+98ILdrMLtAaAYECA58AOgsqXHbbeZDb/FnjORansAKEYESA7soPAX1bLSTfOnb7nFTB0zxt4sjgABUMwIEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAk/8H7wdv5cLV8eUAAAAASUVORK5CYII=)
PN: 4H54-B-0H
CAS: 2366994-19-4
Molecule Weight: 292.04
Formula: C8H4BrF2N3O2
PN: 4H54-1-L0
CAS: 1792-40-1
Molecule Weight: 177.163
Formula: C8H7N3O2
PN: 3H30-B-0M
CAS:
Molecule Weight: 262.058
Formula: C8H6BrF2N3
PN: 4H54-7-26
CAS: 1309602-41-2
Molecule Weight: 229.6
Formula: C8H5ClFN3O2
TSCA: Not listed on TSCA inventory