| Product Number | 4854-7-X5 |
| CAS | 306935-07-9 |
| MDL Number | MFCD00119559 |
| Molecular Formula | C7H5ClF3N3O2 |
| Molecular Weight | 255.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4854-7-X5
CAS: 306935-07-9
Molecule Weight: 255.58
Formula: C7H5ClF3N3O2
![1-[5-Chloro-2-nitro-4-(trifluoromethyl)phenyl]-1-methylhydrazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB3ZAAAd2QGdWeg4AAACT3pUWHRtb2xTb3VyY2UAAHichZVtj6IwEMe/yqSvz5ZSBNaoG+Nmk0t295Lb3eTeXSpUJQG6KawP3/6mgCjKodW0nf5/04eZ1unjIUthp0yR6HxGOHUIqDzScZJvZuTz43kUksf5NEIRCvNiRrZl+TVhbL/f02irMnnQOY10RurxyaFIOpq9oNpsmOs4nP15fXmvmFGSF6XMI4VUkUyKyviiI1lWq/jPFCyTZpfkrJazzOxqb39dx34deihict7LEscWiMI6SRWstclkCTvXofh1fsBG5crIUsWwOqJZUA/3Pp++PunoO1N5iU3rIYlk+l6a7wgNmU5V9I3OsPHzaUYyjoAsdbYwRh7BtqxZcpAuSAHSAzkG6YMMQIYgH0ByB384zlHAUcFRwlHDUcQDPPtU2ck/jl8KdwBvWJZ1SZvGG/zCsoRnW0i9r3S5lWaDhAO3hcOIn7t44i7qqIMf4FQIEYBLfT/wrnpNhafi8FbZcE01aqxt3XV0stoT9wU6DAOBWzzi/B71MSNA0HCMVdNzqeDVosaedX6axKFBcFG3S69UDdM4OqGNddSY235dY9BYG7X5dKXz+KIJSTwjK06qcP5W68JtIkpAm1gZvCTWgZVeAm4XsPEfBsQN4A0DXhewudUCiz5g3AVsJg4DfheweTu8pOAGCIdnCLuAvRPDwEMXqG7QMGHHr87pLnId7eqSDm+dXwW8vtR3GNHDnNPE7WW8myPjdxKFXwW+fmPuMH4P499hgh6mN2PYxR1jp1cUmzcvLLt4fhn+6cz/AYhq5doue0V+AABBOUlEQVR4Xu3dC7xU8/7/8dwVEuVyJMclKXcOohL6dUEcDsklEsLJyV1/15JLknI9nEpIkiSV5KBOSXLrptRJSipSKl3RvXz++7P2mdXMd82ePXvNrNnf78zr+Xisx6P2+q7Zs2fP/r5nrfX9fL8VBACAECqYXwAAIB0ECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAKkgFWoUMHf0hXmGAD5iV6ggIUJgzDHlMWyZcvkn//8p1x44YVy2GGHyZ577ik77bST7LPPPnLyySdL+/btZezYsfLHH3+Yh8JBf/lL74Rt3LgFZpOA+PYlSaeNKcwxhS6aXgBOCBMGYY5Jx4YNG+Tuu++W3XbbLeF7lLTVqVNH3n//ffNh4BgzQC655C3ZujX1h4N0Ovp02pjCHFPostsLwClhwiDMMaVZunSpnHbaaYGQSGeD28wA0W3o0FlmswTpdPTptDGFOabQ8RdYwMJ0xGGOSWXTpk1Sv379hMetXbu2PPPMMzJ16lRZsWKFbN68WZYvX+79v2fPntKkSRPZbrvtsvYcUH7M8NCtWbP+sn79ZrOpL52OPp02pjDHFDr+AgtYmDAIc0wqHTt29B9v++23ly5duqR1f2P27Nly7rnnml+GY8zgiP27T58pZlNfOh19Om1MYY4pdNnpBeCkMGEQ5piSrF69WipXruw/noYHCkt8pz1kyDf+v08//RVZuXK92dyTTkefThtTmGMKXea9AJwVJgzCHFOS3r17+4+ll63SOfNAfonvtLds2SoXXTTI/3+3bp+azT3pdPTptDGFOabQZd4LwFlhwiDMMSW59NJL/cfSex4oPGanPWbMPP//dev2kR9+WG0cETwmmXTamMIcU+gy7wXgrPgwCLNlqlatWv5j6Q1yFJ5knXabNsP8r3XoMCqudbFkx5jSaWMKc0yhy7wXgLPMQCjrlqm9997bf6yVK1eau1EAknXaU6YsTvj69OlL445Ifowpvk2YDenJvBeAs8xAKOuWqR133NF/LB2qi8JTUqd9660f+F+/7rrhCftKOiaeGQhl3ZCezHsBOCtMGIQ5piScgaCkTnvu3BVy8skv+vs+/ni+v6+kY+KZgVDWDenJvBeAs8KEQZhjSsI9EKTqtDt3Huvvu/jiQf4UJ6mOiUmnjSnMMYUu814AzgoTBiUdM2PGDLn33nvlpJNO8s4sdt11V2++qnvuuUdWrVqV0DaGUVhI1WkvWfKbnHbaS/5+rRNRqY6JSaeNKdkxCxeukbfemil33DFSWrQY5NWn6HM6//w3pGPHj+Trr5fEPULhSb/nQN4pKQxSKemY+K+b26GHHio///xzQnsVXweiYUMdSOFJ1mnHe+aZL/z9TZv2l3XrNpd6jEqnjSnZMfFfK2nT51io0u85kHdKCoNUSjpGp1p//vnnZdq0afLbb795EyS++eabUr16da9tmzZtEtorPTOJr0R//PHHzSbIc8k67Xhr1myQM8/s67fp3XtyqceodNqYkh3z178OlC5dPpHRo7+XOXNWFL1n13vzdH333Yqi9+t4/z7NsGGpJ4DMV+n3HMg7JYVBKmU9ZvTo0V5bXc8jGXMurG7duqV1JqJzYTVv3tz8MhyTrNM29es3zW+jl5DSOSadNqYwx8Se2+WXv23uKgjp9QLIS2UNA1XWY/RsRNtWqlTJ3OXR2Xjr1auX8LhHHXWUPPvss97ZjJ6l6BBfnZVX/9+rVy9p2rRpibPxbty4USZMmOA9Lsrff/+71DtrmDcv+X2wdDrtjRu3yDnnvJ7QtrRj0mljCnPMr79u9NrrfZFCFPwLRMEoaxiosh4zfvx4r+0pp5xi7vJlcz2QU0891ft6zZo15Z133jF3I0eWLv1dHnhgjN8hawAkO7FMt9MePvzbQHikOiadNqYwx+iEj9q+ceN+5q6CEPwLRMFI1RGXJN1j9Izh3Xff9W6g66Up/XcqsRUJ9UzFDIlkm56lfPDBBwmPsW7dOtlhhx0S2jVu3FhmzpyZ0A7R2bBhs7z44hRp0ODlhA757LP7m0096XbaOoRXVyuMb5/qmHTamMIc8/rrX3vt77tvjLmrIKTuBYAyMjv6I488sujTY2IlcSq6Jvpzzz0nF1xwgbcmut5k14r1atWqeTfqb775Zhk3bpx5mK9Hjx6y8847JzwHPV7XUtdQQ3RGjpwr5503INDJX3PNO95N52TK0mnreunmY5cknTamsh7z/fcrvaDUSR/134WIAEFWmQGiZxQtW7aUBQsWmE0jM2fOHDn//PMDz0XrU3SkGNOmZNe33/4i11//bqBz18tW//73HLN5Xli06Ff/vsyAAdPN3QWDAEEk9Ezi888/L/r0eY13w3uvvfbyRk7l0qhRo7z6EjNI9PKXjg5DZvT6/yOPjEuYckQ3vaHcs+ckr2YjH+kU882bF59pPfnk5+bugkKAIHLdu3f3Om69LJVrerahI7o0wMwg0eczd+5c8xCUYvPmrdK//9dyxhl9A2cdd9/9H+/Teb6aPXu5NGnymvezah1IoSNAEDldulY7bL2PUV6WL18u7dq1S5gBWDe9X6I373/9NX87vWwaP/4H+dvf3gwEh9ZB6DTs+Ux/voYNi0Oza9fxSUeVFRoCBJHTzls76z322MPclXM6Z1ejRo0CZyP777+/vPLKK2kVMRai+fNXSfv2/w4Ehw5fHTp0lj/RYb766KP5/rxcPXp8Zu4uWAQIItelSxevkz799NPNXeVm6NCh3hBjM0h0MsjPPqODiNFCOe0wdaRRfHDo/5966gtvf757551Z/n2e55+fYO4uaAQIMnbMMcd4U5BMnDhRFi1a5N13WLNmjdcRX3/99X7VuHbaNtGq9ccee8w7MzKDpFWrVrJw4ULzkIKhZxRvvz1T/u//+gXOOm6++X1ZsCB5ZXm+iZ9GpW9flhwwESDImNn5mpsW93Xt2tU8zBqLFy+Wq6++2g+62KZDkLt0eUrWr8//T9nxJk1aJJddNjgQHBddNKjoQ8GPZvO8Zr4Gqbbly9eah+c9AgQZ00rvhx56SBo0aODNvqs3qrUA8LjjjvMK//S+gwt0Dq34KVW2224HqVr1NDnzzIe8Irl8p6OnOnQYFegYdTZcrXXQ0VeFxnwtUm0ECADp37+/F4S77Xao1KhxmRx//NNeB9G27XCvaC7frF27SV54YWLC4k266XV/ncpcpzAHkiFAgCR+//13efzxV4rOou4PdKpaPLdixTrzEOfogLP33pvtzVNlfpq+4YYRXs0DkAoBAqSgl3W0OM7sYLWI7rXXvnb2ss706Uvl6quHBX4uXapVF08C0kGAAGnQIjItljM7XC2q0+I6VyxbttZby/ukkxJ/Dp0U8KWXpnhrbwDpIkCANOnQVi2a0+I5M0i0yE6L7WylwfDyy18FVvTTINFA0fU7gLIiQIAy+u23jV4RXbLiOi2603W8baKXpPTSlBl6rVsP8y5lAWERIEBIOivrLbd8EOiYtfhOi/DKe3qPOXNWeDfDzeenN81HjJjNXE7IGAFig0WLRJ58UqRZM5GDDxbZbTcRXUNc/920qa6SJPLTT+ZRxbQXmD8/vW3ZsthRyCItrtMiO7OjvvTSwV5RXknM9rpgUmni25dEh93q8Ntk06zrcF0dtgtkAwFSnjZsEOnQQWTXXbWcO/Wmbe66q/iYeGvWBNuWtLVsmXgsskZHY2mxnRbdmcFw//1jZMuW4Ggts50u2VraWUtpATJ27Pykz0ELBH/6aY3ZHMhIBfMLyJFffhGpVy/YyZe26TF6bIwGSufO6W2DB287DpEo6dP/hAnBM0izk9dNb9KnUlqAmFOtl3YWBGSigvkF5IAuqaoz08YHw9FHi/TqpSvWaBWblgfrRWyRF18UOfbYxLYNGxY/BqylRXix+w9nnfVqUeYHp7kww0O3Zs36y/r1Jf9uSwuQhx8e5+1r1MiO+zDIbwRIeXjoocRAePBBHSNqttpG95nHPPyw2QoW0iApaSoQMzhi/+7TZ4rZ1FdagKgZM5bm7XKysAsBkmt6z6JKlW1BcO+9ZouS3XPPtuP0MVhFz2nxYTBkyDf+v7VWQ9cbTyadAAFyhQDJNb0kFQuBQw4p26Uobasjs2LH9+ljtoBD4sNAb7LHj+Tq1u1Ts7mHAIFNCJBcu+yybQHQrZu5t3SPP77t+CuuMPfCIWYYjBkzz/+/FiVqnYnJPAYoTwRIrtWqtS0AJk0y95Zu4sRtx9eube6FQ5KFQZs22yY41KG3pmTHAOWFAMm1vffeFgArVph7S7d8+bbjq1Y198IhycJAJ22M/7o51UiyY4DyQoDk2o47bguAstz/iNm0advx+lhwVklhcOut26ZHue664Qn7SjoGKA8ESK5xBoL/KSkM5s5dkVCI+PHH8/19JR0DlAcCJNeyeQ/kiCPMvXBIqjDo3Hmsv+/iiwf5BYGpjgFyjQDJNUZh4X9ShcGSJb8lrFGudSIq1TFArhEguUYdCP6ntDB45pkv/P1Nm/b3qstLOwbIJQIk11avFqlceVsIZFKJrlXtcFZpYaALU8XPrNu79+RSjwFyiQApD506bQsC3XSm3FRzYemaHzr3VfwxOjcWnJZOGPTrN81vYy5HC5Q3AqQ86FDc+vUTA+GYY6ToI2bxDLw6E++6dSLffVd8meq44xLbNmhQtktfsFI6YaBrmZ9zzusJbUs7BsgVAqS8LF0qUrduYjCks+kxeiycl24YDB/+bSA8SjsGyAUCpDytXy9yxx3prUi4yy4it99efAzyQrphoEN4dbVCAgS2IUBsoOudd+8u0qSJyEEHFa+HXrFi8b8bNxZ54gmRhQvNo+C4soSBrpdOgMA2BAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAhgocGDZ0qPHp/JsmVrzV2ANQgQ24wdK1K7tshf/yqyYYO5FwXgq69+9qvN77tvjLkbsAYBYpumTbfNfzVihLkXBWDkyLl+gFx//bvmbsAaBIhtdKr2WIAMGmTuRQEgQOAKAsQ2BEjBI0DgCgLENgRIwSNA4AoCxDYESMEjQOAKAsQ2BEjBI0DgCgLENgRIwSNA4AoCxDYESMEjQOAKAsQ2BEjBI0DgCgLENgRIwSNA4AoCxDYESMEjQOAKAsQ2BEjBI0DgCgLENgRIwSNA4AoCxDYESMEjQOAKAsQ2BEjBI0DgCgLENgRIwSNA4AoCxDYESMEjQOAKAsQy7//1Tum7/9neNn/4OHM3CgABAlcQIJa56Zq3pcEJz3nbmFFzzN0oAAQIXEGAWOa664b7nceoUd+bu1EACBC4ggCxDAECAgSuIEAsQ4CAAIErCBDLECAgQOAKAsQyBAgIELiCALEMAQICBK4gQCxDgIAAgSsIEMsQICBA4AoCxDIECD788Fs5/vinve3aa98ydwPWIEAsQ4Dg3Xe/lIMPvsbbWrbsau4GrEGAWIYAwZAhH8pee53obc2btzV3A9YgQCxDgGDgwDdlu+129LYzzjjL3A1YgwCxDAGCgQMHSoUKFbytYcOG5m7AGgSIZQgQECBwBQFiGQIEBAhcQYBYpm1bAqTQESBwBQFimSee+MwLj1NO6SPz568yd6MAECBwBQFimc2bt3pnHt9884u5CwWCAIErCBDAMgQIXEGAAJYhQOAKAgSwDAECVxAgeWTLlq0yefIiWbLkN3MXHEKAwBUESB5Zs2aDN4KrX79p5i44hACBKwiQPEKA5AcCBK4gQPIIAZIfCBC4ggApJ7Fq89g2btwCs0lAfPtkCJD8QIDAFQRIOTED5JJL3pKtW/8wmyUwA2Tw4JnSufNYf7v//jHeviuvHJLwdd02bNhsPBpsRYDAFQRIOTEDRLehQ2eZzRKYAdKt26dy/vlv+Fvz5gO8fWed9WrC13Vbu3aT8WiwFQECVxAg5cQMD92aNesv69eXfKZgBoiJS1j5gQCBKwiQcmIGR+zfffpMMZv6CJDCQIDAFQRIOYkPgyFDvvH/ffrpr8jKlevN5h4CpDAQIHAFAVJO4sNAK8gvumiQ/3+9t5EMAVIYCBC4ggApJ2YYjBkzz/9/3bp95IcfVhtHBI8xbdy4RXr3nizTpv1s7oJDCBC4ggApJ8nCoE2bYf7XOnQYFde6WLJjkH8IELiCACknycJgypTFCV+fPn1p3BHJj0H+ef755/0AqVmzprkbsAYBUk5KCoNbb/3A//p11w1P2FfSMcgPGzZskEcffVR23nlnP0B0a9asmcyalbpGCCgPBEg5KSkM5s5dISef/KK/7+OP5/v7SjoG7hs8eLAccsghCcERv+20005FHy5ulZUrV5qHAuWGAMmCRYt+lbvv/o+cdtpL8txzE8zdSaUKA516JLbv4osH+VOcpDoGbpo2bZqceeaZgcCoVq2ad/kq2dd79uwpW7ZsMR8KyDkCJAM6PcgLL0z0giPWsZ9ySp9S57RSqcJAF4SKf0ytE1GpjoFbfvnlF7nxxhtlhx12SAiIXXbZRe677z757bfiRcE++OADOeKIIwJBcswxx8hHH31kPCqQWwRISP/+9xw5++xtFeSx7cEHx5pNkyotDJ555gt/f9Om/WXdus2lHgP7bdq0SZ5++mmpUqVKIBQuuugi+f77781DvGOeeuqpEo+ZN2+eeQiQEwRIGc2YsTRhuG1s0wkL//Of4B9/SUoLAy0KPPPMvn4bre8o7RjYTc8mateuHQiBdM8m9KzlhhtuKPWsBcgVAiRNy5atlU6dxspJJyUGR4MGL3vzV2kRX1mkEwZaUR5ro1OcpHMM7DN79mw599xzA8FRtWrVUPczSrpvcsABBxS9Z/rJH3+UfgkVyAYCpBQaDC+//FWgA9cg6djxI1m69HfzkLSkEwb6vc855/WEtqmO+frrJd79kt9+22juQjlYvXq13HHHHd4IqviOXv9/yy23ZDyiqqSRW3Xr1pUvvvjCbA5kHQGSgk4vopemzM67dethXmedidLCIGb48G8D3z/ZMfHDfxs37ifDhs1K62Y+sm/r1q3y4osvyj777BPo3Js2bZrVmg6tHXnkkUdk9913T/g+2223nVx11VXy008/mYcAWUOAJDFnzgq58cYRgU5bp10fMWK2ZOMKQaowiKchoKsVms/FpFXrZpsrrhjiVbcjd8aNGyfHH398IDgOP/zwovfOCLN51mhQaGBocMR/Xw0WDRgNGiDbCJA4q1atl8ceG59QyKebDql9/vkJWV3VL1UYmHS9dDMcknnzzRnSsOG2G++x7d57R8vixdxgjdKCBQuKgv6SQHDsueee0r17d28kVS7opSu9hGU+D73UpZe8gGwiQIps3bJF3nhjhrcUrNn53nXXyKJPd2vMQ6y1YsU6efjhcYEQrFfvZenVa1LKFQ9Rdr///rt07NhRdt1114QOe/vtt5frrrtOli5NnM8sF/Qmut5M15vqZpDozXe9CQ9kQ8EHyNaRI2VkvSvl6tr3JHS4LVsOlokTF5nNnTFr1i/eXFpmIOpN+fff/85sjhD69+8vBx54YKCTPv300+Wrr74ym+ecDuvV4b06zDf++ekwYB0OrMOCgUwUboDMni3SvHnRK1BBvq1UQ3rUaClnHP+MNGrUr+hUf2ZWb0AvWLBKxo//IauPma6RI+cW/ZgDAkFyzTXvyMyZy8zmSMPEiTr7wGmB4Pjzn/8sb775ptm83GmhoRYcms9XCxO1QDFXl9eQfwovQFavFrnzTpGdd/bCI7aN3O80GfzIEK+AL1vMy0nPPvul2SQnNmzY7BUi1q//ckKI6PPSebeWL19rHoIkFi9eLG3atAncqK5UqZI89NBDsm7dOvMQq2ixohYtmkGiU6VokSNQVoUTIFu3ivTpI7LPPgnB4W1NmsjmWbPNI0LbvHmrvPba13LGGYk3tPV+SnnSObbuu29M4GxEa1z69p1a9El0q3kIROtxNspjjz0me+yxR6DzveKKK+THH380D7GWFi1q8aJOymj+LFrsqEWPQLoKI0DGjRM54YRgcBx+uMi775qtM/LJJz/I3/72ZqCTvvzyt71LWTbQJW+vvHJI4DlecMFAGTt2vtm8oA0dOlQOPfTQQGd70kknyaefJl+73gVaxKjTwycrctTiRy2CBEqT3wGyYIFIy5bB4KhcWeSJJ/SjpXlEaPPmrZJ//OPfgU5Zi/qGDrWvqE+fjxYpNmnyWuA5t2v3nnz/fWZV0q6bMWOGNGrUKBAc+++/v7zyyit5M12IFjXqglXmz6lFkFoMqUWRQEnyM0DWrhXp1EmkYsXE4Nh+e5HrrhPJ4tBKvWfSvftnUrdun4ROWP//1FNfWD+tyO+/b/TuzZx6auLz12npu3X7NKv3hFywfPlyuemmm2THHXdM6FB1lcC7775bfv31V/OQvKBFjrVq1QoEiRZFfvzxx2ZzwJN/AfL66yIHHhg862jQQBcdN1uHpp/g3357pjdqy/wEf8stH8gPP7h1CeDHH9fI7bd/GPhZtDZm0KD/ypYt+f1JdPPmzfLcc8/J3nvvHehEL7jgApk7d655SN7R0Vha9KjFj+ZroEWS8+fPNw9BgcufAJk4UaRevWBwHHSQyMCBZuuMTJq0SC69dHCgs9XVAz/7zJ0bqslMmPBT0qlT9Gu6Lx+NGjVK6tSpE+g0jzrqKPnPf/5jNs97WvzYtm1brxgy/vXQYkktmtTiSUC5HyA6hv2GG4ovT8UHR6VKujasSBaHVmpFeocOowKdq67bMWDAdG/0VT7Qsw2dFiVZZf7NNw+WBQuydwmwPH333Xdy/vnnB4JDz0Kef/5576ykkGkxpBZFmq+PFk9qESXgfoC8/XbwrOPyy/WajNkytGRL1+qmdRRdunzizaGVj/T+x+OPj/fuh+jPe+KJ/5LDD7+t6KTur/LAA92K9rszxUs8fd4dOnTw7mvEd4x63+Mf//iHrFixwjykoGlxpBZJmkGixZRaVInC5X6ATJ0qstNOxcHxl7+IZHNo5R9/yJS3P0u6dO0NN4yQ2bOXm0fkJZ0qXkdmHXVU56LwuEL22uukope8suy3337eiCRXRuro83z55Ze95212ho0bN5b//ve/5iH4Hy2S1GJJLZqMf920qPLqq6/2iixReNwPEPXttzpnR3GxYLZ88YWsO/V0eWPf/5Mr6jzgB4euDzJ6dPpL1+aTUaOmSd26rYs6kYMSOpG/FAW37TUR48eP956nGRw1a9aUd955x2yOEixcuFBatWoVeB21yFKLLbXoEoUjPwIkm3QBnquukqKPVt5ZzfTdDpXHDmoljer39lYmLOvStflm48ZN8vjj3Z2pyv7hhx/k8ssvDzzXypUrF/0cj5dLh6eXyL788kt59dVX5Z577pGLL75YTjnlFDn44IO9zby0pv+P7dN22v7ee++V1157TSZMmJDxyoZhfPbZZ14xpfm6atGlFl+iMBAgMevXizzyiMhuuyXeTykKkq/aPSyrlrp5vT8qP//8szcvlDlSRy9xdO7cudznhdLv/+CDDwYuuejzveaaa7znnyv6vQYOHCg33nhj0lqLbGw6ikzrV3TND61lyQUtptRLmFpcaT4fLcLUYkzkt/IPkEWLRJ58UqRZMyn6iFXcgesIKv1306YiPXoUnxVESRfa0e9XwbgZX7eudykLJdObqPXq1Qt0IAcddJDXaZaHN954w/v+5nOqX7++TJo0yWweCR3hpQGWbHhwLrYTTjjBO8PSS05R0+JKLbI0z5x0UEK7du1yFmjIvfILEF1is0MHkV13DXbc5qZt7rqr+Jhs0oV1zjwz+P0OOECkXz/vJjrS8/rrr5e4NsaULBZwpjJ58mRp0KBB4DnUqFFDBgwYYDbPumXLlnnFiMlWBDS3fffd1wu066+/3ive0/swY8eOlc8//9wr2NNNO97Yv/Xrun/YsGHyxBNPeHUaGtzJ1l2P3/SMS88G+vbtG3n9hhZbatGl+Rz22msv73Up9GHR+ah8AkQXsklW9FfapsdkYxEcfQytHdlhh8TH32UXkfvv15V4zCOQhrVr13qFZhUrVvQ6jvhOLMrV+ZYsWSLXXntt4HKaPo9OnTp5zytKut6GXj4yVyWM3/TSlS7ipGdl2b58puuha12Gvga6dK35vWOb1rfo6xH1GcHo0aO9Ikzz++vZmBZtIn/kPkD0U0jRp9Kid9S27eijRXr1Kl7kST8l6R/8nDkiL74ocuyxiW0bNix+jDC06PCpp0SqVAmG00UXaU9gHoEQdH3wli1bBjoQnSJDPz1n68a1Pk63bt28G+Lm97r00ku9G+hRmj59ujdwwJw3K7bpDe9nn33W6+BzSQOta9eucuSRRwaek26777673HnnnVkPsnh6tqHFmMmmhtHizTn69w3n5T5AHnooseN+8MHUw291n3nMww+brUr3/vsiRxwRDA4NqI8+MlsjC8aNG+ddizc7kMMPP9ybvC8Tw4cP94bgmo+t3++TTz4xm2eVdrytW7cOLCylm14u03sftnSQevnw9ttvl6pVqwaeq56hPfLII1kL9GR0xFn79u0DIav3S7SY09ViVBTLbYDomyX+0/+995otSnbPPduO08dId1ZUrRE555xgcFSrJtKzp87bYR6BLNLivT59+iS9Vt+0aVP55ptvzENSmjlzpjRp0iTwWHpP4aWXXoq0qFE/VT/55JNJz3j0ko0Oq7X1Or+uj96jR4+kI6Y00EdqHVWE9PemxZrm99aizqh/b4hObgNEL0lV+F8HfsghZbsUpW3jR0rp6oKl0U+5sSr12Kb/v/VWkVV2LO5UKHSBIr1sYo7U0QWMbrnlllJrGXT/zTffnPST7F133RX5Akh6EzvZJaGTTz7ZqULEDRs2yL/+9S/vTMn8WXTG3V+ycY8xBX2tkp05nnjiiV6xJ9yS2wC57LJtHXm3bube0j3++Lbjr7jC3BvUunVieOhQ4VmzzFbIIV0ytXnz5oEORC+xaMemS67G0/+/8MILSS/BnHfeeZFfKtJPxnqZxwwuPePRkU2uLiylI7KSDb3VkXRRXwLUS2Y6xDjZmdxlRX1E1PeukD25DZBatbZ15mHG4+vEbbHja9c29wbpH4KugX7MMSLvvWfuRTn68MMPi36FtQMdyDFFv6sxY8Z4bXQ0z9FHHx1oo6N5or7kovTm91lnnZXwvTVIdCnYqM94ckVXJEz2M3bp0iXyy0o6ek6LOpONntP7SFGPnkPmchsge++9LQDCzHiqww9jxxd9IoXbdAGjp59+2qsTMEOiSpUqga9pu2eeeSYn9xk0xKpVq5bw/Y844ghvivN81LNnz8Dwa71HlYub3FrcqTUx5u9bzzofeOABszksktsAKfpkU/TOKN7CdAI6DDd2vD4W8oJed9dpPnbYYYdAJ6Kbfv3vf/975PULMVoUaV7a0U/KURfilbevv/7aC8n4n1tHtemZQi5osWeyezMPhxl1iZzIbYBwBoIUtAMzK8kbNmzo1VvkitZPxA/P1UkjdWqUQqGjtczZdg877LCcLemrl6308lX8hwmtKYKdchsg2bwHojUdyDt6ySS+89J5lnJBb4ZrNXn89z7ggAO8UCtEOqNA/Guhw22n6dQ/OXLRRRf531uniYedchsguR6FBeeUV4DoUOL476t1HYU+GkhHv8WfCWiI5OpM5KqrrvK/r47Ygp1yGyC5rgOBc8ojQPSSSfz31Mtmq6gT8rz11luyyy67+K+NXs7KxT0RAsQNuQ0QHfpYufK2EMikEj0Ho0OQe7kOEB0FFv/9dDQQw0cTaYjED7XVG+tRj84iQNyQ2wBRnTptCwLdOndOPReWFmrpKIz4Y3RuLOSlXAaIdozxN8yPP/74vKnvyDa9nBX/e2nWrFmkdSIEiBtyHyA6FLfoU15CIGihX+/exTPw6qc/Xc3uu++KL1Mdd1xi2wYNynbpC07JVYB8++23Ccvy6nTrUU03ny/MG+uPPvqo2SRrCBA35D5AlP6h6mp/8cGQzqbH8Eee13IRIFrPEb9ehRas6RT0KJ1OXx973fQGe1TTnhAgbiifAFG6Bvkdd6S3IqEu9HT77cXHIK/lIkDi6xz02r5Oq4L0aJ1IfLFh9erVI5mAkQBxQ/kFSIwuttO9u0iTJiIHHVS8HnrFisX/btxY5IknRHKwrjPsEHWA6Mp98Y+vI7BQNlobE7/6YosWLcwmGSNA3FD+AQLEiTJAdHEjnUU39tg611OUN4LzWa9evRJ+T9me3JIAcQMBAqtEGSC6LnvscXUq8UWLFplNUAaNGjXyX09dlErXGskWAsQNBAisElWA6PK68UN2db1uZEZXk4yfdFLXTckWAsQNBAisEkWA6GWq+HVFTjnlFC5dZYkuShV7XStVqiSLFy82m4RCgLiBAIFVogiQQYMG+Y+niyVNnTrVbIKQdEh0/BTsumxxNhAgbiBAYJVsB4jOsht/9tFalzlGVulSxLHXd/fdd8/Kui0EiBsIEFgl2wEyePBg/7G08E3XZEd2rV+/Xv70pz/5r3Mnna4oQwSIGwgQWCXbAXLsscf6j3XllVeau5El3bt3919nXXpYCw4zQYC4gQCBVbIZIJ9++qn/OHr2ofNfIRoaGDolTOz17tu3r9mkTAgQNxAgsEo2A6Rt27b+45x77rnmbmTZbbfd5r/eWiOSCQLEDQQIrJKtANE1PbRYMPY4ei8E0ZoyZYr/euscYwszmIKIAHEDAQKrZCtA4ue80ksr2aySRsniZznOpOMnQNxAgMAq2QoQXfAo9hjt27c3dyMiXbt29V93XbkwLALEDQQIrJKNANGzjYoVK/qP8fnnn5tNEJF58+b5r7tOHRN2qncCxA0ECKySjQAZM2aMf3yVKlVky5YtZhNE6JBDDvFf/7D3nggQNxAgsEo2AuS+++7zj7/wwgvN3YjYtdde67/+N910k7k7LQSIGwgQWCUbAaKTJcaOZ9bd3IsfwFCnTh1zd1oIEDcQILBKpgGybt06r2gwdvysWbPMJojYTz/95L/+eh9k5cqVZpNSESBuIEBglUwDZNq0af6xe+yxhzeZInJvn3328X8PX3zxhbm7VASIGwgQWCXTAHnzzTf9Y0866SRzN3KkQYMG/u+hX79+5u5SESBuIEBglUwDpHPnzv6xrVq1MncjR+JvpOughrIiQNxAgMAqmQbIZZdd5h/76KOPmruRI926dfN/Dy1atDB3l4oAcQMBAqtkGiDxI7DeeustczdyZMiQIf7vIcylRALEDQQIrJJpgNSuXds/VgsKUT7Gjh3r/x5q1apl7i4VAeIGAgRWyTRAqlev7h87ceJEczdyZPLkyf7vQVcrLCsCxA0ECKySaYDo0N3YsdSAlB9dvCv2e9B10suKAHEDAQKrZBIgWvOh61DEjtWCNpSPRYsW+b8HLSbcunWr2SQlAsQNBAiskkmA6CJS8ceuWrXKbIIc0dc+/nehv5uyIEDcQIDAKpkECGcg9uAMpDAQILBKJgGiuAdiB+6BFAYCBFbJNEAYhWUHRmEVBgIEVsk0QKgDsQN1IIWBAIFVMg0QKtHtQCV6YSBAYJVMA4S5sOzAXFiFgQCBVTINEGbjtQOz8RYGAgRWyTRAWA/EDqwHUhgIEFgl0wBhRUI7sCJhYSBAYJVMA4Q10csfa6IXDgIEVsk0QFT8SKznn3/e3I2I9e/f33/969SpY+5OCwHiBgIEVslGgOhN29jxF154obkbEYu/gX7TTTeZu9NCgLiBAIFVshEgWkAYO75KlSqyZcsWswkidMghh/iv/+DBg83daSFA3ECAwCrZCJANGzZIxYoV/cf4/PPPzSaIyLx58/zXXe9//PLLL2aTtBAgbiBAYJVsBIhq1qyZ/xjt27c3dyMiXbt29V/3E044wdydNgLEDQQIrJKtAIm/kVu1alXvrATRO+qoo7LS8RMgbiBAYJVsBYguYFS5cmX/ccJei0f6pkyZ4r/eui7LwoULzSZpI0DcQIDAKtkKENW2bVv/cc4991xzN7Lstttu81/vRo0ambvLhABxAwECq2QzQD799FP/cbS4UBc5QjR+++0371Jh7PXu27ev2aRMCBA3ECCwSjYDRB177LH+Y1155ZXmbmRJ9+7d/dd5r7328gIlEwSIGwgQWCXbAaL3PmKPpWchs2fPNpsgQ+vXr/dWHYy9zp06dTKblBkB4gYCBFbJdoDoZIpHH320/3itW7c2myBD//rXv/zXV9c/X758udmkzAgQNxAgsEq2A0QNGjTIf7wdd9xRpk6dajZBSL///rvUqFHDf33vvPNOs0koBIgbCBBYJYoA2bp1a8JZiE62qF9D5u6++27/da1UqZIsXrzYbBIKAeIGAgRWiSJA1Lhx47ypNWKPyyy9mfvmm29k55139l/TRx55xGwSGgHiBgIEVokqQNR1113nP64WGS5atMhsgjLQWo/Y63n44YdntdqfAHEDAQKrRBkgK1askH333dd/7KZNm3IpK6RevXol/J5GjhxpNskIAeIGAgRWiTJAVPwcWbo9+OCDZhOU4uuvv5Zdd93Vfw1btGhhNskYAeIGAgRWiTpAVKtWrfzH1zmbPvzwQ7MJSqAFgkcccYT/+lWvXj30lO2pECBuIEBglVwEiA49jZ81VqfgWLBggdkMSVxxxRX+66aFmZ988onZJCsIEDcQILBKLgJE6bxYe+yxh/99atWqJUuXLjWbIU7Hjh0TfjePPvqo2SRrCBA3ECCwSq4CRL311lsJQ3uPP/54Wb16tdkMRV544YWE34su2BXlAAQCxA0ECKySywBRTz/9dML3q1+/vreWCLbRoNV7RbHXSFca1N9TlAgQNxAgsEquA0TpSKz479mwYUNZtWqV2awgaXjssssu/mtz2GGHyZIlS8xmWUeAuIEAgVXKI0DULbfckvB99Sb7Dz/8YDYrKHrZSm+Ux16T/fbbT+bOnWs2iwQB4gYCBFYxAyRX9yR01t6bbrop4XsfcMABXs1DITJvmGt4TJs2zWwWmbPPPtv/3vfcc4+5G5YgQGAVvXQU33Hp9XZdWTBXunbtmnBjXUdqvfHGG2azvKV1HvF1MrrpZatcnXmsXLnSOxuM/x3oDMqPPfaYbNy40WyOckaAwDrxE/TFNq0/+PHHH82mkXj99dcDz+Gaa67x6kfymZ5txRcJ6qYBnot7Hlu2bPHWFYlfFtfcDj30UBk6dKh5KMoRAQLraI3GmWeemTDyRzedLrxz586ybt0685CsGzNmjFSrVi3h+2vn+tVXX5lN80LPnj2lYsWKCT+vzhUW9Wgrpa/1McccEwiMvffe25v00vy6TuI4Y8YM82FQDggQWGvixIlSr169QAdy0EEHycCBA83mWffTTz/JWWedlfC99XLKrbfemrN7M1GbNWtW0p+xS5cukdZ5qO+//17+9re/BX6/uqa6Dq/etGmTN4hC1xwxzwj1ObZr1y4rqx8iPAIE1tNLSgceeGCgozn99NNlypQpZvOs0k5U17nQDiv+e+usvn379vVuvrtIL8cl65j1dY5qepIYvc9y7733JgwP1k1HfN14441J59bSezAXXHBB4D2gYfPss8/K5s2bzUOQAwQInKDFfZ06dQpcZtHLXLrOR9TTkHz++edy5JFHBjqwk08+Wd555x2zubV0zQ691xC/DG1su+SSS5J23tmiYfvqq6/Kn/70p8D31kuW6Yx4Gz16dMI8ZrGtTp06MmrUKLM5IkaAwCk66WHLli0DHciee+4pTzzxRKQjdfRT7pNPPpn0urx2aq+99pq1n4T1U3+PHj1k//33Dzx3XQwq2+t5mDSAdSlh83sfcsgh8vbbb5vNU9LXWFeU1Hsk5uOdf/75MmfOHPMQRIQAgZN0iVodIWR2INoZjhgxwmyeVT///LO0bt06YahpbNNP9lrZbksnppf4br/99qSjm/RsTi/PRRm6eh/pyiuvDLxWu+++uzcZYyarGOoCYe3btw9cXtTLch06dMjJAIBCR4DAWXp/ok+fPrLPPvsEOkcdQaRrdkdp+vTp3vBiswOLbfqJW6/PayeaS/PmzfPqWZJdctNNO+8777zTC8KorF+/3gun3XbbLeF7a5Bo+GZzOeGZM2dK48aNAz+n3qd66aWXIh8MUMgIEDhPR0Rph2jeEN5pp528ojQtTouSdthaxR6/Sp+56XTxN9xwgzd6LNsdtwaUrrR47bXXepeEzO8d2/SSj95Hinrkks6fdfDBBwe+f926deXLL780m2eN3ouqWbNm4PueeOKJMn78eLM5soAAQd6YPXu2NG/ePNCB6OUbvXGsxWpRWrZsmTz33HNeR2k+B3PTT8c68+/1118v3bt39zq/sWPHevcK5s+f723a0cf+rV/X/cOGDfPu9bRt29Yb4pzs7Ct+00EGWjehI8aiLoTUqU7OOOOMwHPQKWH69euXkxFrejlO585Kdp/qsssuK/j5zbKNAEHe0SVqa9euHehAtFhNi9Zy4bvvvvPuhejoIPN55GLT+0PakS5cuNB8almnI7f07Cp+4kXddJju/fff793AzzWtntfZA8xiVL3vo78XpuzPDgIEeUmL0LQYTesEzM5Vi9e0iC1X9JKVXrrSGge9lGU+n2xsGlR6GW3w4MGRX6KK0df4qaeekipVqgSez8UXX+xd2itvkyZN8s70zOengx0KaY6zqBAgyGv66Vg77mSfjrWYrTw+HevoIb0XoDUROtOsdrZ6w13vG+hm3svR/8f2aTttr89dhw1PmDAh8ns8ybz//vuBebN0O/bYY71LbbYZMGBA0tqX+ufVl8mzJ5vNkSYCBAVBi9S0WM3sQLSoTTvyXFyfzwc6T9k555wTeB113rBevXpFfp8pE3rZSi9f+cWoOxVtx1aQ7S/dXq5951pZsi76SSPzDQGCgqJFa8lGKukne71RjeR0mn2tJ9GRbfGvm/7/tttuc2oFR72RrjfUKxxY9DM0KdpuKdp6VpDKfStLt2ndZOPW6Opi8g0BgoKjxWtaxKb1EPGdodYoaNFbrus2bKZnFL179w7MTKxbs2bNvMkYXfXJV5/IiR1PlAqPFf08vbdtNQfWlOELhpvNkQQBgoKlxWzJKsq1+E2L4LQYrpB9/PHHctxxxwWCQwcCvPfee2ZzJ239Y6u8NOsl2fe1fRNCRLfG7zWWmStnmocgDgGCgqc3tJPVbuhNay2KKzRad9KiRYvA66Hzjel8Wjr6Kt+s2bhG7vriLtm5z84JIbJjnx2l/aftZcWGFeYhEAIE8OhNdC1206I3s+PU4ripU6eah+QdLTR84IEHAhX1OoJNCxe1UDLfzVk9R8774LzA2UjVflXlhZkvyOatdk6WWV4IECCODuvV4rdka1Vo1XiU052XJ50KpXr16oHwbNiwYd6uwpjKyIUjpc6gOoEgOXrw0TL6p9Fm84JFgABJaBGc1luYHaoWzemU7vlyGUfrSE499dTAz/nnP/9ZBg0aZDYvKHq28eyMZ2WvV/cKBMmFIy+UuWvmmocUHAIESEGL4rQ4zuxgtYhOi+lctXjxYrn66quTDiB46KGHCn4AQbzl65dLu/HtvPsh8SGyy0u7yD0T7pFfN/1qHlIwCBCgFDqUVYvkkg1l1aI6La5zhQ5h1vXO99hjj8DP0qpVq5zMneWq6Sumy1kjzgqcjezff3/pO7uv/CGFV4xKgABp0mI5LZpLVkynRXa2F9MNGTJEDj300EBw6LK8n332mdkcJRgyr+h1HHhoIEhOHlr0Oi4prNeRAAHKSIvnzj777EBHrGcoWnRn23QeuvDVWWedFXi+urytTvPONC5lt2FL0ZncV0Vncq/sEQiSVmOKzuR+L4wzOQIECEmL6ZLNrqvFd1qEV950Vt527doFVkzUEWY6ieOvvxbutftsWbx2sVw99mrZrvd2CSGy28u7yZNfP2k2j0z8986l3H43IM/oaCwtrtMiOzNItBhPi/JybfPmzd5Susmmsr/wwgtl7lxGD2XbhKUT5NRhpwbORr5Zld6yysvWL5N//vef3uiuwwYeJnv23VN26rOT7NNvH+/SmBYzjl00tsT7LAQI4DAtstNiO3PaeC3K0+K8qFcDjBk5cmTSRayOPvpoGT2a+oWo9Z/TX6q/Xt3ryPXyVmkz/OqlsLsn3O2dsZjhk2zT2pT3fwyO/iNAgDygFetafGd24Fqkp+t3RGXOnDly3nnnBb6vLuf7wgsveGclyI3fN/8ug74fJLNXzzZ3JVi6bqmc9s5pgZBIZzOl2hel3H43oEBoEZ4W45kduhbtafFetqxZs0buuuuuwCJUet+jffv23uJVsM+mrZuk/vD6CR1/7UG15ZkZz8jU5VO9ube0kFFrUPT/PWf2lCb/buLfazERIECe0WK8hx9+2CvOi+/ctXhPi/i0mC+srVu3yksvvST77rtvIKQaN24sM2cyi6zNOk7q6Hf427+4vTeiq6T7G/H0rObcD841v0yAAPlKi/O0SM/s6HU9Ei3q0+K+svjkk0/kxBNPDDxezZo1Zfhw1rGw3eqNq73Fq2IdvoZHpggQIM9psZ4W7Zkdvxb3aZFfafyV9IzjK1euLN26dZONG1lJzwW9v+mdcNkqnTOP0hAgQAHQoj0t3tMiPjMItNhPi/5MgbW8/7dtv/32cu2118qSJalH+sAul46+1O/s9Z5HNhAgQAHRIj4t5ks2bfzf//53rwhQDRgwQGrUqBEIm/r168vkyZONR4ULar1Zy+/s9QZ5NhAgQAHSoj4t7jMDQu+P7LfffoGva5i88cYb5sPAIXu/urff2a/csNLcHQoBAhQwLfLTYj8zMGKbXr7Sy1h6OQtui58WPlsrHBIgQIHTSRi16M+816E3zvUGOvIDZyAAItOnTx8/PGrXrm3uhuO4BwIgMgMHDvQDRKdFQX5hFBaAyBAg+S2+DkQnR6QOBEDWECD5bdXGVQmV6I9PfdxsUmYECAAPAZL/zLmwuk3rltaZiM6F1fyD5uaXCRAAxQiQ/Kez8dZ7p15Cx3/UW0fJszOelWnLp3lnKTrEV2fl1f/3+qaXNP13U2bjBZAaAVIYWA8EQNYRIIUjtiJhpZcrBUIi2aZnKR/8+IH5MAQIgGIESOHRNdGfm/GcXDDyAm9NdL3JrhXr1fpV89ZEv/mzm2Xc4nHmYT4CBICHAIErCBDAMgQIXEGAAJYhQOAKAgSwDAECVxAggGUIELiCAAEsQ4DAFQQIYBkCBK4gQADLECBwBQECWIYAgSsIEMAyBAhcQYAAliFA4AoCBLAMAQJXECCAZQgQuIIAASxDgMAVBAhgGQIEriBAAMsQIHAFAQJYhgCBKwgQwDIECFxBgACWIUDgCgIEsAwBAlcQIIBlCBC4ggABLEOAwBUECGAZAgSuIEAAyxAgcAUBAliGAIErCBDAMgQIXEGAAJYhQOAKAgSwDAECVxAggGUIELiCAAEsQ4DAFQQIYBkCBK4gQADLECBwBQECWIYAgSsIEMAyBAhcQYAAliFA4AoCBLAMAQJXECCAZQgQuIIAASxDgMAVBAhgGQIEriBAAMsQIHAFAQJYhgCBKwgQwDIECFxBgACWIUDgCgIEsAwBAlcQIIBlCBC4ggABLEOAwBUECGAZAgSuIEAAyxAgcAUBAliGAIErCBDAMgQIXEGAAJYhQOAKAgSwDAECVxAggGUIELiCAAEsQ4DAFQQIItP7hgpl2lCMAEnNfN+UtiE6vLqIjPmHXNqGYgRIaub7prQN0eHVRWTMP+TSNhQjQFIz3zelbYgOry4iwx9xOARIaryv7MFvAJHhDz0cAiQ13lf24DeAyPCHHg4BkhrvK3vwG0Bk+EMPhwBJjfeVPfgNIDL8oYdDgKTG+8oe/AYQmfg/9NI2bEOApGa+d1JtiBavMCJj/jGn2pLZvHGtTBreUca+2ia3W982MuCpNtKjYxu5o30badMmt9sZZ5zhB0jVqlUD+3Ox3Xh9G3no/7WRPl3byHu9krxGEW7j+l8vyxZMMt8OPvO9k2pDtHiFERnzjznVlsy0D7sF2uVi63V9Bbn13ArS9LgKUqNacUdeaNvuu1aQk2tWkNZnVJCuVwRfo6i3N+492Hw7+My2qTZEi1cYkcn0D3nW+D6BDiEXGwFS/gEy5NETzbeDL74dyhe/AUQm4z/0P/6Q76cMlskjOud2e7ezfDCgs/Tv2VmeeqKzdO6c261FixZ+R16jRo3A/lxsjz3aWV58rrMM69tZxg9J8hpFuE3/z1OydvVi893gy/h9hazhN4DI8IceDjfRU+N9ZQ9+A4gMf+jhECCp8b6yB78BRIY/9HAIkNR4X9mD3wAiwx96OARIaryv7MFvAJHhDz0cAiQ13lf24DeAyPCHHg4BkhrvK3vwG0Bk+EMPhwBJjfeVPfgNIDL8oYdDgKTG+8oe/AYAyxAgcAUBAliGAIErCBDAMgQIXEGAAJYhQOAKAgSwDAECVxAggGUIELiCAAEsQ4DAFQQIYBkCBK4gQADLECBwBQECWIYAgSsIEMAyBAhcQYAAliFA4AoCBLAMAQJXECCAZQgQuIIAASxDgMAVBAhgGQIEriBAAMsQIHAFAQJY5q1BA6XSLhW8ren/ESCwFwECWGbUewPl1FoVvO3vrQgQ2IsAASwzaexAubFJBW/rcQcBAnsRIIBl5kwcKC+0reBtw54gQGAvAgSwzNyiAOl9QwVve7c7AQJ7ESCAZQgQuIIAASxDgMAVBAhgGQIEriBAAMsQIHAFAQJYhgCBKwgQwDIECFxBgACWIUDgCgIEsAwBAlcQIIBlCBC4ggABLEOAwBUECGAZAgSuIEAAyxAgcAUBAliGAIErCBDAMgQIXEGAAJYhQOAKAgSwDAECVxAggGUIELiCAAEsQ4DAFQQIYBkCBK4gQADLECBwBQECWIYAgSsIEMAyBAhcQYAAlpk76U0/QEb0ONPcDViDAAEs8+vy+fLyzbt5ATJ5RGdzN2ANAgSw0G8rf5Sl339hfhmwCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBLBArPI83Q2wAe9EwAJmQJS2ATbgnQhYwAyI0jbABrwTAQsQDnAR71bAAgQIXMS7FbAAAQIX8W4FLECAwEW8WwELECBwEe9WwALxAVLaBtiCdyNgATMkUm2ALXg3AhYwQyLVBtiCdyNgAQICLuLdCliAAIGLeLcCFiBA4CLerYAFCBC4iHcrYAECBC7i3QpYgACBi3i3AhYgQOAi3q2ABQgQuIh3K2ABAgQu4t0KWIAAgYt4twIAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKP8ffX+SRON/ROgAAAAASUVORK5CYII=)
PN: 4855-7-04
CAS: 647824-41-7
Molecule Weight: 269.61
Formula: C8H7ClF3N3O2
PN: 4855-7-02
CAS: 35375-74-7
Molecule Weight: 240.57
Formula: C7H4ClF3N2O2
PN: 4855-7-24
CAS: 1049748-69-7
Molecule Weight: 257.6
Formula: C7H7ClF3N3O2
PN: 4855-3-24
CAS: 1513-50-4
Molecule Weight: 221.139
Formula: C7H6F3N3O2
PN: 4854-7-02
CAS: 777-37-7
Molecule Weight: 225.55
Formula: C7H3ClF3NO2
PN: 4855-3-11
CAS: 2002-68-8
Molecule Weight: 266.136
Formula: C7H5F3N4O4
PN: 4854-7-X2
CAS: 2375-97-5
Molecule Weight: 293.55
Formula: C8H2ClF6NO2
Melting Point: 139-141 ℃
TSCA: Not listed on TSCA inventory