![6-[(4-Bromophenyl)sulfonyl]-3-pyridinylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABplAAAaZQF4yfKJAAACR3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/iuXPi81hAiQKqbJWkya1m7R00r5NDjgpUsCVoXn59zvzkoaEQSC6y/mes31nXxYPp2xPDsoUqc4jCsyhROWxTtJ8F9Hfr98mIX1YLmJ0Qse8iOhbWb7POT8ejyx+U5k86ZzFOqP1+PxUpB2fo2Da7LjrOMD/vDyvK2aS5kUp81ghVaTzojI+61iW1Sr+MwXPpDmkOa/deWYOdbS/rmNfh52KhH7u5RHHVoiSbbpXZKtNJktycB2Gr/OF7FSujCxVQjZnNAvm4d6Xi5cnHX9kKi9RtRHSWO7XpfmI0ZDpvYo/MBgq358imgECstTZyhh5JlazZglEukQKIj0ip0T6RAZEhkTOiAQHvzgO6ADoAegC6APoBAHmfq/s5K/ndxXRH+Sxeay2Jj/xaS1fjRWYP9dWTQgRkEa4zPcDrxWNEbeMn1Y0xonNhS/QNQxG+E+iCtBISs44/cRlAqxRsHBqpcd810qfgV/Lmbj+3Y6HzAv6JGB0aJQgrBScokJAMGdWKRhEdIdqZywJv9RkudjoPLlSSZpEdAO0KtYvtS3cpl6UaJMog8m0AazrNeB2AVvdC7DqA0QXsGdhGPC6gD05w8C0C9hzNgz4XcCeymEguNv0CBDeLSkcTuusC9grcgHcPgCcO8KaBhG4R2B4WXBT7vrCDu8dbipeX/AR5qbodUMYYW7qXjeQkf34PczIaYGb6rcNapAJe/LWy/Cra8nbtorqXcvlV/2Y47/Q8h+BI+264bbMXAAAQTNJREFUeF7t3Qu8VXPi//9SRIluTO5CGqnmb7pOGl1mzPAljRDmV2LiS/WT/N2GSKXwzXdQVIyMkFsqqYnxTVJKUr7KNCQqqSTdU53un5/3avZq7c9e+6yz1tq7s8/er+fjsR5znM9n3T67+bzPXmt9PqucAQAggnL2LwAAKAkCBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAWtceOn3eVXvxppVq/+0a7i8tb1E1TuFaYukKsIEBQ0b0eupV+/aXYVV1CnH1TuFaYukKsIEBQ0O0CaNv2rWbJkg13NEdTpB5V7hakL5CoCBAXNDhAtt9/+jl3NEdTpB5V7hakL5CoCBAXN25E3aXLg54UL19hVAzv9oHKvMHWBXEWAoKB5O/I775zi/nzTTZPsqoGdflC5V5i6QK4iQFDQvB257n3oHkjivz/6aEXaun6Cyr3C1AVyFQGCgmZ35Hff/a773126jDf79qWvawsq9wpTF8hVBAgKmt2RL1u2MelbyJQpS9LWtXnLwyxAWUWAoKD5deT33jvV/V3Hjq+ZvXv3fw3xq+tlB0NJF6CsIkBQ0Pw68uXLNyV9C3njjS/S1vUKKvcKUxfIVQQIClq6jrxv32nu7y+8cLTZuXNP2roJQeVefnV1E3/EiLmma9c3TLt2zztTq1x66avmscdmm02bijxrA7mBAEFB8+vIZcWKzaZZs2fcshdfXJC2bkJQuZdfXe/v7OU//uMl8/336efpAkoDAYKC5teRJ/Tv/75bpm8ExdWVoHIvv7pXXDHGjBz5iTOIcePGIvPjjzvN1KlLze9//6JTT0+IAbmEAEFB8+vIE1at2mKaNz/wLaS4uhJU7hWmrsajqF6bNs/ZRUCpIkBQ0II68oEDp6eER7q6QeVeYepu377bqad7IkAuIUBQ0II6cr0fpEWL1G8hfoLKvcLUXbDge6fedddNsIuAUkWAoKCVpCN/8MEPSi1ANAalW7c3nXpvv/2VXQyUKgIEBa0kHfmaNVudy0dBdYPKvUpad/DgWU6d7t3/bhcBpY4AAXLUU0/NdcKjffuXzYYNjANB7iFAgBz09NPznPDQk1fp3pAIlDYCBMgxifBo2fJZ8+mnq+1iIGcQIEAOSVy20pNfH36Y/D4SINcQIECOSISHBi9On/6NXQzkHAIEyBHeJ7PSLZriBMgVBAiQxhdfrHWWg8UOC7+FAEEuIUAAH5rQsEmTp51FPwNIRYAAPiZN+tL9q18/A0hFgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggI+JE78w55zzpLPoZwCpCBDAx9ixM82pp17rLPoZQCoCBPDx8ssTzNFHN3AW/QwgFQEC+Bg1apQpV66cs+hnAKkIEMAHAQIEI0AAHwQIEIwAAXwQIEAwAgTwQYAAwQgQwAcBAgQjQAAfBAgQjAABfBAgQDACBPBBgADBCBDABwECBCNAAB8ECBCMAAF8ECBAMAIE8EGAAMEIEMAHAQIEI0AAHwQIEIwAAXwQIEAwAgTwQYAAwQgQwAcBAgQjQAAfBAgQjAABfBAgQDACBPAxYsQIN0D0M4BUBAjgsW/fPvPcc8+ZKlWquAGin/U7lQE4gAAB/u3DDz80TZs2dYPDXlSmOgD2I0BQ8FasWGE6d+6cFBbly5c3HTp0MH/4wx+cn71lqqt1gEJHgKBgFRUVmQEDBiRdrtLSrFkzM3v2bLeeftbvvHW0jtbVNoBCRYCgIL322mvm1FNPTQqF448/3nniyu9eh36nMtXxrqNtaFtAISJAUFA+/fRTc9555yWFQKVKlcw999xjfvzxR7t6CtVRXa3j3Ya2qW0DhYQAQUH44YcfzA033GAqVKiQ1PF37NjRLFmyxK4eSOtoXe+2tG3tQ/sCCgEBgry2a9cu85e//MUcffTRSZ19w4YNzXvvvWdXD03b0La829a+tE/tG8hnBAjy1uTJk82ZZ56Z1LnXrFnTDB8+3OzZs8euHpm2pW1q2959ad86BiBfESDIO1988YW54IILkjrzQw891PTq1cts2LDBrp4x2rb2oX15961j0TEB+YYAQd7YuHGj6d27d0oH/rvf/c58/vnndvWs0b60TzvAdGw6RiBfECAo83QJ6amnnjK1atVK6rTr1q1rJk2aZFc/aLRvHYP3mHSMOtZMXkIDSgsBgjJt2rRpplGjRkmdtG5iP/LIIzlxE1vHoGOxb+LrmHXsQFlGgKBMWrp0qbnsssuSOuVDDjnEdOvWzaxZs8auXup0TDo2HaP3mHUOOhegLCJAUKZoIF+fPn3M4YcfntQR//rXvzaffPKJXT3n6Bh1rN5j17nonEoykBHIJQQIyowXXnjBnHDCCUmd7ymnnGJeffVVu2rO0zHr2L3nonPTOQJlBQGCnPfRRx+ZFi1aJHW2lStXNv379zfbt2+3q5cZOnadg87Fe246V50zkOsIEOSsVatWmWuuuSZlOvU//vGP5ttvv7Wrl1k6F52T9xx1zjp3tQGQqwgQ5JwdO3aYgQMHmiOPPDKpU23SpImZOXOmXT1v6Nx0jt5zVhuoLdQmQK4hQJBTxo4da+rUqZPUidauXdv87W9/851mPd/oHHWuOmdvG6hN1DZALiFAkBMWLFhg2rZtm9RpHnbYYeauu+4yW7ZssavnPZ2zzl1t4G0TtZHaCsgFBAhK1bp168xNN92UMs26Xif79ddf29ULjtpAbeFtG7WV2kxtB5QmAgSlYvfu3ebxxx831atXT+oczz77bDNlyhS7elbs3bvXfPnll+bvf/+7eeyxx0yPHj3MlVdeadq0aeMsP//5z503Dp511lnu71Tes2dP59g10+7ixYvtzWaF2kRt420rtZ2OQ20JlAYCBAfdP/7xD6dz9naGNWrUME888URWO0M9Njt16lTTt29f07p165TBiFGXI444wrRr1855R/qMGTPMzp077V1nhNpGbaS28u5fbak2BQ42AgQHjf7av+iii5I6v4oVKzp/0a9fv96unhEKjVdeecW0b98+5TW0QYvef65vIPZ70IMWjevQN5WJEydmZT4utZXaTG3n3a/aVm0MHCwECLJu06ZN5rbbbku5Ifzb3/7WLFy40K6eEbNmzXLGUdiPAnsXTWjYtWtX89BDD5nXX3/dzJ8/36xdu9beVBKVq57qP/jgg6ZLly6mfv36KdtOLJp9V519NqaTV9upDb37UxurrdXmQLYRIMga3WN45plnzDHHHJPUyZ1++ulmwoQJdvWM0F/9rVq1SunIE/u95ZZbzPjx4zP+YilNlvjaa6+Z7t27m5NOOill35pEUe9Qnzdvnr1qbGpLnZt3f2pztb0+AyBbCBBkxfTp080555yT1KkdddRR5uGHH87KPYI333zTNGjQIKXj1ngKhcacOXPsVbJGYzk0Vfuf/vSnlGnctehlU5999pm9WixqU7Wt2ti7L30G+iyAbCBAkFHffPON6dSpU1Inpr++r7vuOrN69Wq7emyLFi0yv//971M6aY3oHjduXKm/uKmoqMiMGDHCnHbaaUnHp/sXekPh5s2b7VViURurre1p4/WZ6LMBMokAQUZs27bNebpJTyR5O65zzz3XzJ07164emzrmO+64I+W+iv6615NWuUZPUI0ePTrlfslxxx3nXPrKNLW52t67L302+oz0WQGZQIAgNnWMJ554YlJnpfsAL730kl01I3TzuGHDhkn7q1evXpl4lDUx/sW+tHX99ddnZWZhfQb2PRl9VvrMgLgIEESmv3Jbtmx5UP/K1eUg77ecqlWrmsGDB2flcdls0qWmzp07J7Wd7uFk42mtdN8O9dll49shCgcBgtC+++4707hx45Rp1jX2IVvX2XWT2O5wmzdvbpYsWWJXLVN0n6ZatWruOVWpUsUZ4Z4N+mz0GXnbUJ+hPkt9pkBYBAhCsx+T1ZM+GoGdLRrT4J1oUTeI//znP2d11PrBtGzZMtOsWTP3/HSD/fnnn7erZYw+K/sJOX2mQFgECELzDl4bNGhQVscarFixIunxXD2m+s4779jVyjxdgtNjv95vBro0ly36zPTZJfanzxQIiwBBaDfeeKPb8WRz6gy9jc/7+KveGZ7vU5nfc889Sd8Mshki+uwS+9FnCoRFgCC0gxEgmjLE+8irvoXo20ghGDp0qDuOQ99EsnU5iwBBXAQIQst2gGhwnffVrprGvNDefaEQSZy/7olk48Y6AYK4CBCEls0A0bX5Cy+80N2+LmHpUlYh8l7O0tNZmX7ElwBBXAQIQstmgPTv39/dtkZpl/XHdOPy3ljXZbxMDjYkQBAXAYLQshUgeroqce1fU5TMnj3brlJw9HSW9xFfjVjPFAIEcREgCC0bAaKBbHp3RmK7ugeA/TROxDvYMFNzZxEgiIsAQWjZCJArrrjC3eZVV11lFxc8jVhPtI8u7WViFl8CBHERIAgt0wGiJ4wS29NEf1u2bLGr4CfeqVw0FXxcBAjiIkAQWiYDZOvWrc57xxPb09sC4U8TMCZm8dWjvXEHVRIgiIsAQWiZDJB+/fq527rkkkvsYlg0FXyivfTukzgIEMRFgCC0TAWIJklM3BzWVOPLly+3q8CiCSQ1sDLR/nGmYydAEBcBgtAyFSDeMR+9evWyi5GGXgaVaLeOHTvaxSVGgCAuAgShZSJA9BRR9erVnW0cfvjhZuXKlXYVpKFvIYlJJjVuJuoIdQIEcREgCC0TATJkyBB3Gz179rSLEUBvZozbfgQI4iJAEFomAiTxQiPNNrt06VK7GAGKiorcJ7I0ADPKK30JEMRFgCC0uAEyf/58d/02bdrYxSihbt26ue04ceJEuzgQAYK4CBCEFjdANAgusX623nVRCKZNm+a2Y6dOneziQAQI4iJAEFrcANGbBbVu1apVnYGEiEZT35900klOW1auXNns3LnTrlIsAgRxESAILU6A6ImhxLqXXXaZXYyQunfv7rbnjBkz7OJiESCIiwBBaHECxPumveHDh9vFCEkz8ybac8CAAXZxsQgQxEWAILTu3W8xFStWdZbFi7+yi4vVoUMHt9NavHixXYyQ1qxZ4zzJpvZs166dXVwsAgRxESAI7fbbHzXHHtvWWb7+eoVdXKzE4MGTTz7ZLkJE9evXd9pU08Hs2bPHLk6LAEFcBAhC69t3nKlX705nWbZsrV2clt5tnuiwuP+ROddcc43brl99VfJvhAQI4iJAENqgQTNM48ZPO8vy5Zvs4rSmTp3qdlh9+vSxixHRwIED3XZ966237OK0CBDERYAgtKgBMmzYMLfDevHFF+1iRDRmzBi3XTXde0kRIIiLAEFoUQPk5ptvdjusONOQI5l3ZH+PHj3s4rQIEMRFgCC0qAHife/5Dz/8YBcjovXr17vtGubeEgGCuAgQhBY1QC644AK3w9qxY4ddjIg0kWKiXcO8pZAAQVwECEKLGiDnnnuu01kddthhdhFi0jtV1LYtW7a0i9IiQBAXAYLQogZIo0aNnM6qZs2adhFi0pTuatuGDRvaRWkRIIiLAEFoUQPkjDPOcDorTQCIzNLATLWt2rikCBDERYAgtKgBkvgGor+WkVl8A0FpIEAQWtQA4R5I9nAPBKWBAEFoUQOEp7Cyg6ewUFoIEIQWNUC840DWri35HFooHuNAUFoIEIQWNUC8I9HnzZtnFyMi70h0vWCqpAgQxEWAILSoAfLkk0+6Hdbo0aPtYkT0+uuvu+362GOP2cVpESCIiwBBaFED5N1333U7rPvuu88uRkSDBg1y23Xy5Ml2cVoECOIiQBBa1ABZsWKF22Hpfggyo2vXrm67hnnLIwGCuAgQhBY1QPbt22eOPvpop8OqU6eOXYyIEuNr9Cjv7t277eK0CBDERYAgtKgBIhdffLHbaS1dutQuRkjr1q0zhxxyiNOerVu3touLRYAgLgIEocUJkEcffdTttEaOHGkXI6Tx48e77dm3b1+7uFgECOIiQBBanABZsGCB22ldffXVdjFCuuWWW9z2fO+99+ziYhEgiIsAQWhxAkT3QY455hin06pRowYj0mOqW7eu05aVKlUy27dvt4uLRYAgLgIEocUJEFFnlei4xo4daxejhObMmeO2Y/v27e3iQAQI4iJAEFrcAJk1a1asjg/7eS9fvfrqq3ZxIAIEcREgCO2//mumGyCrVm2xi0skcenl0EMPNWvWrLGLEWDPnj2mdu3aThtWrVrVbNu2za4SiABBXAQIQluw4Htz4YWjzR13/I/Zt88uLZkHHnjA7bz69+9vFyOALv0l2q9Lly52cYkQIIiLAEGp+O6779x3WOhm+pYt0b7JFKqmTZu6nf/MmTPt4hIhQBAXAYJS06NHD7cDe/jhh+1ipDF16lS33Vq1amUXlxgBgrgIEJSa5cuXO28nVAd27LHHmq1bt9pV4OP88893O/5JkybZxSVGgCAuAgSlqlu3bm4ndtddd9nFsLz99ttuezVo0MAZVxMVAYK4CBCUqm+//dYceeSRTiemJ7L+9a9/2VXwbzt37jT16tVzO/0333zTrhIKAYK4CBCUukceecTtyDQhYJy/qvPZ4MGD3XbS++XjIkAQFwGCtBJjPbT86lcjzerVP9pVXN66YWkKcl2OSXRmI0aMsKsUvCVLljjjPdQ+um+0aNEiu0poBAjiIkCQljcUtPTrN82u4ooTIDJjxgx3WnI93vvpp5/aVQrWrl27TPPmzd3O/o477rCrREKAIC4CBGnZAdK06V9/+kt4g13NETdA5J577nE7tDPPPJOxIf929913u+3SsGFDU1RUZFeJhABBXAQI0rIDRMvtt79jV3NkIkA0Pcd5553ndmp67W2h3w9555133G9mRxxxhFm4cKFdJTICBHERIEjLGwpNmhz4eeHC1LmrMhEgsnLlSne6dy29e/e2qxQMvTsl8QpgLZm+N0SAIC4CBGl5Q+HOO6e4P990U+rgtUwFiOjFSHq/RaJze+ihh+wqeU+PN5944oluG3Tu3NmuEhsBgrgIEKTlDQXd+9A9kMR/f/TRirR1M2HMmDGmQoUKTudWvnx58/TTmdluWaD3nOteR6Jzb9eunTMGJNMIEMRFgCAtOxTuvvtd97+7dBmfNBOvXTcThg0b5nZwCpFC+CayatUqU79+ffe89Xjzpk3h37lSEgQI4iJAkJYdCsuWbUz6FjJlypK0dTNl4MCBbienRfdE8vXGusZ6nHbaae656mddysoWb4Bcf/31djEQiABBWn6hcO+9U93fdez4mtm7d39n7lc3U/RNJHE5S4uezsq3R3xnz55tjjvuOPcc9S1E30ayReHRpk0bd3+aHh4IiwBBWn6hoFfYer+FvPHGF2nrZpLuiXhvrOuNhvky2HDo0KHOPGCJc2vSpIlZu3atXS0jdDnstttuc2dBTizXXXedXRUIRIAgrXSh0LfvNPf3ejPhzp170tbNJD2d5X3EVyPWhw8fblcrM/Qt6qqrrkrqyDXHVTa+Xe3du9c888wzSe2nRZfJhgwZYlcHSoQAQVrpQmHFis2mWbNn3LIXX1yQtm6maZyId7ChFv13WZvFd/z48UmP6eoSnV7tq44+06ZPn27OOeecpDY76qijnJd4ZePpLhQOAgRpFRcK/fu/75a1a/d8sXUzTSPWNe1JYoS2Fl0C0vtEcv2lVHqJ1iWXXJLUmdeqVcsZcZ5p33zzjenUqVPSvtRmulz1/fff29WB0AgQpFVcKKxatcU0b37gW0hxdbPlgw8+SJrFV4vebKi/rLNxGSgO3RDv1auX+x74xKIHAvR++Ezatm2bue+++5ypT7z7Ovfcc83cuXPt6kBkBAjSCgqFgQOnp4RHurq7d+8133672f51bJoKXu8TSbyUKrHUqFHDuSS0Zk3qtCsH09KlS03Pnj2THgDQcuqpp5rJkyfb1WMbPXp00qUxLSeddJJ56aWX7KpAbAQI0goKBb0fpEWL1G8hfjT9icquu26C+de/frCLY9N4Cb0e1366SJe22rdvb8aOHWt27Nhhr5YV+gYwatQo07Zt26Rj0VKtWjVz//33Z/xS28cff2xatmyZtC99A9G+dDxANhAgSCsoFOTBBz8oUYDoaa1EuR4D1rtF1q3LfMemewz6i9++VKRF30quvvpqM3LkSOebQSYtXrzYmezw8ssvT/k2pKV69erON6JMjypfvXq1ufbaa5PuB2m58sornbYAsokAQVpBoSBr1mx13lYYVPfzz9ea//N/xiXV+/Wv/2aee+5Ts2tX5p88Usc6YMAAc8YZZ6R05omlTp06Toffp08f88orr5hPPvkkcPCeyufNm2defvll5z0dl112mTn55JNTtp1Y9PSTHpPdvDmzl+/09JSmdkm8pTCx/PKXv3RezgUcDAQIDhqNWp8w4Qtz/vkvJAVJhw6vmGnTltnVM2bWrFnOXE/2GIigpXbt2s69Cv2vXVbccvzxxztTrsyfP98+lIx44403zOmnn560Tz08oG9W2XgMGEiHAMFBt3XrTvP447NT7p907/538/XX6+3qGaV3bDz66KPmoosuSvnrPeqiMRUdOnQwTzzxxE/ftD63d5kx//znP81vfvObpH3rns/tt9+e8W84QEkQICg1mhald++3k0JEAxQffviDnzrEg3PDW5ekNAZDnf/NN9/svHdDc0Rp0XxU+gai/038rkuXLs7juE8++aSZMmWKc6ks29avX2969OhhKlasmBQeF198sXPvBSgtBAhK3ezZK8zll7+WFCRt244yr776T7NnT+FektEjyponSzf/vcFx1llnZWXgIRAWAYKcoKB45ZV/OsHhDZIrrhhj5sxZaVfPe/p2430viBY9yaUb8goWIBcQIMgpmzYVmYce+iBpri0tt976j6wMRMw1X331VcpUJ7p01b17d+dNhUAuIUCQk776ar258cb9gw8Ti266DxnykXMTPt/oJvidd96ZMhBSgxE/++wzuzqQEwgQ5LSpU5f+9Bf5K0lBoseA33xzkfsyq7JMj90+++yz5mc/+1lScGia9XHjxtnVgZxCgCDn6X0jzz77v87AQ2+QdO48zsyfn/2noLJl5syZP51H46Tg0Cj2QYMGHbRpV4A4CBCUGWvXbjP33z/NNGlyIETOOedJ07v338zKlaU7aWIYmrdLU6p4g6N8+fKma9euGZ+ZF8gmAgRlzsKFa8y1177hBMhZZ91rTjjhUnPssb8w/fr1M9u3b7er5wwdm46xcuXKSeHRokULM2fOHLs6kPMIEJRZkyZ9bn71q9tNzZotTMWK+0eVa14qzWuVa3RM9pxZJ5xwgnnhhRfsqkCZQYCgTNu2rcj07//fKbPvtmrVypkcsbTpGHQs3mPTsd57770Zn9IdONgIEOSFZcuWOTPrejtqTXGud4SUxkultE/t255mXceoYwXyAQGCvPL++++bX/ziF0mdtiY7HDx4sDMFerZpH9qX9uk9Bh2Tjg3IJwQI8s6ePXvM008/bWrVqpXUidetW9dMnDjRrp4x2rb24d2njkHHomMC8g0Bgry1ceNGc+uttzqvtfV26ueff35Gp13XtrRN7z60T+1bxwDkKwIEeW/RokXmwgsvTOrgNb+Upm/fsGGDXb3EtK62YU+zrn1pn0C+I0BQMN566y1Tr169pM6+Zs2aZtiwYaEuMamu1tG63m1p29oHUCgIEBSUXbt2OW8krFatWlLn36BBAzN16lS7egrVUV3vutqWtqltA4WEAEFBWrt2rbnhhhtMhQoVksLg0ksvNUuWLLGrO79Tmbeu1tU2tC2gEBEgKGjz5883rVu3TgqGSpUqmbvvvtts2bLFWfSzfueto3W0LlDICBDgJ2PGjHHef+4NiSpVqjiL93eqo7oACBDAVVRUZB544IGU0EiEicpUB8B+BAhgWblypWnUqJEbHvpZvwOQjAABfIwaNcoNEP0MIBUBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIICP0aNHmSpVyjmLfgaQigABfLz55ijTqFE5Z9HPAFIRIICP994bZS69tJyz6GcAqQgQwMeHH44y//mf5ZxFPwNIRYAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD7mzn3NDRD9DCAVAQL42LVruxk16lpn0c8AUhEgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoDAmKIiY0aONKZjR2NOPdWYKlWMqVx5/89/+IMxf/3r/jp5bsOGFWbChD7moYeam969q5mbbqpobrvtWDNgQCPz1FOXm+nTnzJr1y6xV8s//HtACREghW7CBGNOOOGnfwnlil9UR3Xz1Ny5r5qbbz7SHTxY3JLX+PeAEPL8/w0o1hNPGFO+/P4O4dBDjbn1VvWkxmzZYsyPPxrzySfG3H67MYcdtr/OIYfsXyed5cuNGT3amFGjMrJ8P2GUmf/+KGcqkUwsH3002qxbt8w+arNkyeyfvm1UcMLhxhvL/7Tr68yyZXPM1q3rzY4dP5qlSz8yY8b8/27ApKNtax/2fuMsOn+1g902kRZ9NvqM0sn0vwfkvXL2L1Ag3n13fwegjqBaNWPmzLFrHDBvnjHVqx/oNKZOtWsYs3GjMUcfnfqXaozl/frlTL8rUr8BxFkUAj/+uDbp0J98sr1bPnnyA0llXlu2rHEuZfnRNkv6DSbMovNXO9htE3nRZ6TPypbpfw8oCOXsX6AA7N1rzBlnHOhU3njDrpFq4sQD9evW3b8Nrx9+MObww1M7rBhLNgKkR4/Dfuo/VyUd+q231nDLt2z5IamspLRNbdveX9wl4wGiz0iflVc2/j2gIJSzf4ECMG7cgf/zt2pll6Z33nkH1tM2bPrL1L5sEmPJ9CUsLbo0Zeve/VC3w968+Xu7uMS0bXt/cZeMXsLSos/Ilq1/D8h75exfoAD86U8H/o+vJ2pKSnUT611/vV1aZt177xlugDz99BVm2zafSzz5jH8PiIgAKUT16x/4P/5nn9ml6aluYr2zz7ZLy6yJE/smXTbq2fNw89hjvzUTJtxrPv30jZR7JnmHfw+IiAApRDVqHPg//qZNdml6uvmaWK9mTbu0zNq1q+inwDg/5f5DYtGTWf/9323M559PsVfND/x7QEQESCGqWPHA//H37LFL09u9+8B62kYe2bdvr5k581nzwAP/X0qAeBd9W8k7/HtARARIIeIvzmJt2PCt+fjjV8zrr99m+vU7OyVEFi58216lbOPfAyIiQAoR17xDWbx4urnzzhPcABky5AK7StnGvwdERIAUokw8ddOtm12a1xYsmOgGyK235tlf2/x7QEQESCHiuf/Qioo2uwGiaU/yCv8eEBEBUoh0o9Q78rgkk+JNmnSgfrqRx2V0IGFJaIDhgW8gNexiR5kdSJitfw/Ie+XsX6BATJmSPPfRxx/bNQ7QJHqJG61aR/Mm2crwVCaaCytomnZN857YxtCh/2EXl+2pTCTT/x5QEMrZv0ABGTr0wOyrmmFVs6/qL1TNvLp1qzH/+7/Js6+qrtbxU4YnU9TvdVlKo9DnzRvjvBdk9+6dzrcO3UD/61+vdNfXmJAvv3w/aX0p85MpSib/PaAglLN/gQJT0vc/HH988CR7ZXQ6d7vTTrf83/9b2dlOOmV+OnfJ5L8H5L1y9i9QgPR2uWee2f+2uVNO2f/2uSOO2P9zhw7mpz/Njdm+3V4rb6xb942ZPft58/zz3cyDDzYzd999ijOdSY8elX76g7u2Mwpd07xv3LjSXjU/Ffi/B5QcAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIESEMjzv1GnQPYjwABfHz99Ux3BLp+BpCKAAF8aBqRRIDoZwCpCBDABwECBCNAAB8ECBCMAAF8ECBAMAIE8EGAAMEIEMAHAQIEI0AAHwQIEIwAAXwQIEAwAgTwQYAAwQgQwAcBAgQjQAAfBAgQjAABfBAgQDACBPBBgADBCBDABwECBCNAAB8ECBCMAAF8ECBAMAIE8EGAAMEIEMAHAQIEI0AAHwQIEIwAAXwQIEAwAgTwQYAAwQgQwAcBAgQjQAAfBAgQjAABfBAgQDACBPDx/vujTKdO5ZxFPwNIRYAAPiZNGmUaNy7nLPoZQCoCBPDx8sujTLVq5ZxFPwNIRYAAPkaNGmXKlSvnLPoZQCoCBPBBgADBCBDABwECBCNAAB8ECBCMAAF8ECBAMAIE8EGAAMEIEMAHAQIEI0AAHwQIEIwAAXwQIEAwAgTwQYAAwQgQwAcBAgQjQAAfBAgQjAABfBAgQDACBPBBgADBCBDABwECBCNAAB8ECBCMAAF8ECBAMAIE8EGAAMEIEMAHAQIEI0AAHwQIEIwAASwrV640v/jFL9wA0c/6HYBkBAjwb0VFReaBBx4wVapUccMjseh3KlMdAPsRIMBPxowZY0499dSU0DjyyCOTfqc6qguAAEGBmz9/vmndunVSSFSqVMncfffdZsuWLc6in/U7bx2to3WBQkaAoCCtXbvW3HDDDaZChQpJwXDppZeaJUuW2NWd36nMW1frahvaFlCICBAUlF27dplHH33UVKtWLSkMGjRoYKZOnWpXT6E6qutdV9vSNrVtoJAQICgYb731lqlXr15S51+zZk0zbNgws2fPHrt6WqqrdbSud1vatvYBFAoCBHlv0aJF5sILL0zq7CtWrGhuvvlms2HDBrt6iWldbUPb8m5b+9I+gXxHgCBvbdy40dx6663m0EMPTergzz//fPP555/b1SPTtrRN7z60T+1bxwDkKwIEeUeXmJ5++mlTq1atpE69bt26ZuLEiXb1jNG2tQ/vPnUMOpYwl8iAsoIAQV55//33k0aRaznqqKPM4MGDzc6dO+3qGad9aF/ap/cYdEw6NiCfECDIC8uWLTOXX355Uqd9yCGHmG7dupk1a9bY1bNO+9S+dQzeY9Ix6liBfECAoEzbunWruffee83hhx+e1FG3atXKfPLJJ3b1g07HoGPxHpuOVcesYwfKMgIEZdYLL7xgTjjhhKTO+eSTTzavvPKKXbXU6Zh0bN5j1bHrHICyigBBmTNnzhzTokWLpM64cuXKpl+/fmb79u129ZyhY9Mx6li9x65z0TkBZQ0BgjLju+++M127djXly5dP6oCvvvpq8+2339rVc5aOVcfsPQedk85N5wiUFQQIct6OHTvMoEGDUmbGbdy4sZk5c6ZdvczQsescvOekc9S56pyBXEeAIKeNGzfOnHbaaUmd7M9+9jPz7LPPmr1799rVyxydg85F5+Q9R52zzh3IZQQIctJnn31m2rZtm9SpHnbYYebOO+80mzdvtquXeTonnZvO0XvOagO1BZCLCBDklHXr1pnu3bunzC91ySWXmK+++squnnd0jjpX77mrLdQmahsglxAgyAm7d+82Q4YMMdWrV0/qPOvXr2+mTJliV897Omedu7ct1DZqI7UVkAsIEJS6d955x5x11llJnWWNGjXM0KFDC7qz1LmrDdQW3rZRW6nNgNJGgKDULF682Fx88cUpl2t69Ohh1q9fb1fPuNWrVzt/6T/55JOmV69epkuXLqZNmzbOor/+9f5z/W/id507d3amb3/iiSecDnzVqlX2JrNCbaE2sS/rqe3UhkBpIUBw0OmG8e23355yw/g3v/mN+ec//2lXzxhNu67Ov0OHDimTHUZdqlatai666CLnjYQLFiywd5lRahu1kXf/akO1ZT4+WIDcR4DgoNEjqyNHjjTHHntsUid4+umnmzfeeMOunhHz5883vXv3Nscff3xK51/cUrt2becbiP7XLituOeaYY8yNN95oZs2aZR9Kxqit1Gbe/apN1bb58Ggzyg4CBAfFjBkzzC9/+cukTk9/vT/00EMZn2Zdf43rZvM555yT0sEnFs1Lddlll5m7777bvPzyy2bevHmBl6RUrskRNa9Vnz59nJl169Spk7LtxHLGGWeYAQMGOJfKMk1tprZTG3r3qTZWWwMHAwGCrFq+fLm58sorkzo5TXF+7bXXZrxj3bRpk+nfv3/Kk1xaNMJbHf6IESMyft9g6dKlzl//mp7EvuGtRbPv9uzZ02mLTFMbqi3taePV5tnYH+BFgCArtm3bZu6//35zxBFHJHVsLVu2NB9//LFdPRZNi659VatWLaXz1kC8UaNGOcdzMGgKkrFjx5r27dunvEpX9yv0jpBszNulNlXbeventle7HKxzR+EhQJBxL730kjnppJOSOrMTTzzRjB492q4a2+TJk517Fd59VapUyfmLX98MSpNeKqVvRPa3En0beuSRR7LyiLLaWG3t3Z8+C30mQKYRIMiYuXPnmnPPPTflr+D77rsv438Fa9baK664ImlfulSkx3GD7mUcbFu2bDEPP/xwysMDDRo0MB988IFdPTa1tdrc/vanz0afEZApBAhi+/777811112Xch2+U6dO5ptvvrGrx6YxGLVq1Ural6b/yPVr/rrUdtdddyVd2lKb3XPPPWbPnj129djU9voMvO2k/emz0mcGxEWAIDI9CaS/rO0xFXr6afr06Xb12PSIqi4JVahQwd2XLteMHz/erprT/vWvf5nzzjsvqc303ytXrrSrZoQ+C/uJNH1m+uwy/QQcCgsBgkj0mKw9zbrGQDzzzDNZGYugy0AXXHBB0v6uuuoq5/dl1fDhw5Pe5a72e++99+xqGaHPRJ+N9uFtQ32G+iyBKAgQhKZLIN5OSE8X3Xbbbc5jtNmwdu1a06RJE3d/ugSkOaLywaeffmrq1q3rnpseABgzZoxdLWP0GemzsmcB0GcKhEWAILSmTZu6HY/miPryyy/tKhmjG+LeWWmPO+44M3v2bLtamaZvUd4HAnSJbtiwYXa1jNJnps8usU99pkBYBAhCu/76692OJ5vhofES3stk+nnJkiV2tbywb98+Z8oV77eCgQMH2tUySp9dYl/6TIGwCBCEprmesh0gutSix1wT+9G3kFx7PDcbND1J+fLl3fPO5jcRb4DoMwXCIkAQWrYDRE8GtWvXzt1Hw4YNC+ptfE8//bQbIrqcla17IgQI4iJAEFq2A0Tv3UhsX4/pZmPqj1ynbyKJNtCN9Ww8nUWAIC4CBKFlM0A02WFi20cffXTW37GRy7z3RPT4babHiRAgiIsAQWjZCpCFCxe6029oxHShv7ZVN9a9T2dpsGEmR6wTIIiLAEFo2QiQoqIi515HYrt6Twf2P+J75plnuu2iaU8yhQBBXAQIQstGgNxxxx3uNps3b2527dplVylYGmyYGLGub2aZemEUAYK4CBCElukAWbRokTsyWm/Yy9exHnF47w3p8eZMTAVPgCAuAgShZTpAvHNcDR482C6G2X8/pHXr1m476X0icREgiIsAQWiZDJA333zT3Va9evWYHbYYmsU3MRW8XkoV9/FmAgRxESAILVMBor+qvaPN3377bbsKLHqfSKK99HrcOAgQxEWAILRMBcikSZPc7Zx//vl2MXzopVSJNxvqvlGcl2gRIIiLAEFomQqQVq1auduZOnWqXYw09CKoRLv16NHDLi4xAgRxESAILRMBMnPmTHcbTCUejsaG1KhRw2k7Pd6r98NHQYAgLgIEoWUiQLp06eJuY+zYsXYxAujVvon2e+CBB+ziEiFAEBcBgtDiBsi2bduc8R5av3bt2hmdnqNQrFmzxn0iS280jIIAQVwECEKLGyCvvvqqu/4tt9xiF6OE2rdv77bjrFmz7OJABAjiIkAQWtwA8XZ8c+bMsYtRQrr0FycACBDERYAgtDgBsn37duf9Flo36qUX7Ldjxw73Zrqme9e4mjAIEMRFgCC0OAGiFyMl1uXyVXxXX321255h351CgCAuAgShxQmQvn37uuuOHz/eLkZII0eOdNvz0UcftYuLRYAgLgIEocUJkMSEgJqWvJDec54tS5cudT+Liy++2C4uFgGCuAgQhBY1QDQFeeK9Fo0aNbKLEVGdOnWcNtUrgMPcByFAEBcBgtCiBsjixYvd9bp27WoXIyLva29XrFhhF6dFgCAuAgShRQ2QyZMnu+sNGjTILkZE9913n9uu7777rl2cFgGCuAgQhBY1QB577DF3vddff90uRkSjR4922/XJJ5+0i9MiQBAXAYLQogZI9+7d3fXmz59vFyOiefPmue16880328VpESCIiwBBaFED5LLLLnPXW79+vV2MiNauXeu2q+6HlBQBgrgIEIQWNUB+97vfuevt2rXLLkZEGpGeaFe9X76kCBDERYAgtKgB0rJlS2cdPcqLzNLbCdW25557rl2UFgGCuAgQhBY1QBo2bOisU6tWLbsIMalN1bZhxtcQIIiLAEFoUQPkjDPOcNY5+eST7SLEdNJJJzltqzYuKQIEcREgCC1qgPANJHtq1qzJNxAcdAQIQosaINwDyR7ugaA0ECAILWqA8BRWdvAUFkoLAYLQogYI40Cy44cffnDblXEgOJgIEIQWNUB69OjhrsdI9MyZO3eu266MRMfBRIAgtKgB8vjjj7vrjRkzxi5GRC+++KLbrsOGDbOL0yJAEBcBgtCiBshbb73lrjdw4EC7GBH16dPHbdepU6faxWkRIIiLAEFoUQPkq6++cte75ppr7GJE5L23tGrVKrs4LQIEcREgCC1qgOzZs8ccccQRznr169e3ixGRBmaqTatXr24XFYsAQVwECEKLGiDSrl07Z73y5cubNWvW2MUIyfuWxw4dOtjFxSJAEBcBgtDiBMiAAQPcdV977TW7GCENHz7cbc+hQ4faxcUiQBAXAYLQ4gTIjBkz3HX1ginE473/8fnnn9vFxSJAEBcBgtDiBMjOnTtN5cqVnXU1AeDevXvtKiihrVu3mqpVqzptecIJJ9jFgQgQxEWAILQ4ASKdOnVy1582bZpdjBJ6/vnn3Xbs3bu3XRyIAEFcBAhCixsgEydOdNfv1q2bXYwSatOmjduOUUb2EyCIiwBBaHEDRBMpJl6AdPTRR5uioiK7CgIsXbrUeZJNbXjOOefYxSVCgCAuAgShxQ0Q6dmzp7uNESNG2MUI4G2/IUOG2MUlQoAgLgIEoWUiQPTE0CGHHOJs47TTTjO7d++2qyCNlStXOu9UUdtp8ODmzZvtKiVCgCAuAgShZSJApGPHju52Ro8ebRcjjV69ernt1r9/f7u4xAgQxEWAILRMBYh3GvKzzz6bbyElsHz5cnc6mGrVqplNmzbZVUqMAEFcBAhCy1SAiPcthZruHcW75JJL3Pbq16+fXRwKAYK4CBCElskAWbBggalYsaKzLT2RtXr1arsK/m38+PFuu5966qnOQMI4CBDERYAgtEwGiGgQXGJ7nTt3tovxky1btpgTTzzRbafJkyfbVUIjQBAXAYLQMh0georouOOOc7c5btw4u0rBu+qqq9z2CfPe8+IQIIiLAEFomQ4Q0cy8iW3q5vCyZcvsKgVLs+wm2kYDML/77ju7SiQECOIiQBBaNgJErr/+ene7zZo1c0asF7rZs2ebww47zGkTjZt555137CqRESCIiwBBaNkKkO3bt5sGDRq42/7Tn/5kVykoS5YsSbq0F2fMhx8CBHERIAgtWwEiGqFepUoVd/v33HOPXaUg6N3mGqGfaIcLL7ww41PfEyCIiwBBaNkMENETRolHe7WEfdNeWbdu3TpnYGXi/Js0aRJ5upLiECCIiwBBaNkOENG7LhKzzeraf6GEyIoVK5Iu49WvX9+sXbvWrpYRBAjiIkAQ2sEIEBk8eLC7Hy35fjlLgyr1ZsHE+eoSli5lZQsBgrgIEIT229/+1u14Bg0alPFr814KkcQ3ES26sZ6PT2fp6aqjjjrKPU99C9G3kWzRZ6bPLrE/faZAWAQIQmvVqlXSNwO90GjGjBl2tYzR5SzvPRE94psv40Q0geSf//xnd2p7LW3bto01SWIQfVb6zLyfoT5TICwCBKFpIFvjxo2TvhloufLKK80333xjV88I3Vj3Pp2lwYZlfcS6HtNt3rx5UhtqKpedO3faVTNCn40+I+/+9Bnqs8zU4EQUFgIEkWk69pYtWyZ1SJpqvG/fvmbbtm129dj0iK/3BnOiwy1rEzDqEpwuzVWtWjWp3bL1ZkZ9FvpMEtPAJxZ9dvoMgagIEMSml0F5J/rTctJJJ5mXXnrJrhqbBht6R6xr0Sy+mgq+LLxP5B//+IepV69e0vE3bNjQLFy40K6aEfoM9Fl496fPihd4IRMIEGREur9yzz333Kz8lau5s7yjtLXokVd1jLkYJFOnTk1694kWTVFyxx13mKKiIrt6bGpztb13f9n8dojCRIAgo3SdvVOnTkkdl24QX3fddRm/1KTBdZoK3nuDXYsef9XloGx0zGHs2bPHuU+jgYDe49Py+9//3ixatMheJTa1sdrae1Neiz6TbN2fQuEiQJAV06dPT3nSR4+pPvzwwxm/SfzZZ5+l/HWvRZe29NjvtGnTzL59++zVsmbOnDnmlltuMbVr1045Jt3DefPNN+1VYlObqm29jwJr0WegzwLIBgIEWaOxBs8884w55phjkjq1008/3UyYMMGuHtu8efNMx44dU/761qL7AN27d3cufa1Zs8ZeNZYNGzY4bwtUaOjc7H1r0WOyEydOtFfNCLWlvV+1udo+m2N0AAIEWacxDbfddps7LXli0eC1bNw81tNaPXv2dN6dYXfkiUX3S7p06WIefPBB8/rrr5v58+cHThmictVT/Yceesh07drVNGrUKGXbieXII48011xzjZk1a5a9qYxQ23kHdWpRG6utszmOBEggQHDQaOqMiy66KKnD0/0Ldfbr16+3q8emx2X1V7/GPlSuXDmlgy9uOf744533jut/7bLilkqVKpn27dubV155xXliLBvUVmoz+96P2jabU8sANgIEB50eZf35z3+e1PnVqFHDPPHEE1l7gkr3CDQCe8CAAaZdu3YpT4tFXQ4//HDTunVr5+kmPWmVrdAQtY3aSG3lPQa1pdoUONgIEJQKdYYau1G9evWkzlDTmE+ZMsWunhWLFy92RrjrOPQXvb6ptGnTxlnOOuss5xuIOufE71Teo0cP89hjj5m///3vzl/7B+seg9rEO8W7FrVdWRn/gvxEgKBU6d0XN910k6lQoUJS59ihQwfz9ddf29ULjtpAbeFtG7WV2kxtB5QmAgQ5QVOZaxJBb0epG8J33XWX2bJli1097+mcde72gwdqI7UVkAsIEOSUsWPHmjp16iR1mhpP8be//e2gjuUoLTpHnas9hkRtorYBcgkBgpyzY8cOM3DgQOcxWG8nqhHdM2fOtKvnDZ2bPWpdbaC2UJsAuYYAQc7S2/g0jsKeNv6Pf/yj+fbbb+3qZZbORefkPUeds849m28kBOIiQJDzPvroI9OiRYukDlbjOvr375/Vx2azTceuc7DHqOhcdc5AriNAUGa88MILSe8M13LKKaeYV1991a6a83TMOnbvuejcdI5AWUGAoEz58ccfTZ8+fZwBfN7O99e//rX55JNP7Oo5R8eoY/Ueu85F56RzA8oSAgRl0tKlS81ll12W1BFrEsVu3bplfLLETNAx6djsiR51DjoXoCwiQFCmaap2e0JDTeP+yCOPOHNhlTYdg45Fx+Q9Rh2zjh0oywgQlHl6cdNTTz2VMvtu3bp1zaRJk+zqB432rWPwHpOOUceqYwbKOgIEeWPjxo3OGwoPPfTQpE5bL5vSFO8Hi/Zlv+BKx6Rj0zEC+YIAQd754osvzAUXXJDSgffq1ct5+VO2aNvahx1gOhYdE5BvCBDkLc20e+aZZyZ15jVr1jTDhw/P6CUkbUvb1La9+9K+dQxAviJAkNd0E/svf/lLyk3shg0bmvfee8+uHpq2oW15t619aZ+5cBMfyCYCBAXhhx9+MDfccEPKtPF6h/qSJUvs6oG0jtb1bkvb1j60L6AQECAoKJ9++qk577zzkjp+vYb2nnvuKdFAPtVRXa3j3Ya2qW0DhYQAQUF67bXXnDcOekNA7z8fNWqU77Tx+p3K7HekaxvaFlCICBAUrKKiIucd6VWqVEkKhWbNmpnZs2e79fSzfueto3W0rrYBFCoCBAVvxYoVpnPnzkkBoenU9SrZP/zhDynTyauu1gEKHQEC/NuHH35omjZtmhQW3kVlqgNgPwIE8NC9jueeey7pspZ+1u/87o0AhYwAAXyMGDHCDRD9DCAVAQL40BNXiQDRzwBSESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+CBAgGAECOCDAAGCESCADwIECEaAAD4IECAYAQL4IECAYAQI4IMAAYIRIIAPAgQIRoAAPggQIBgBAvggQIBgBAjggwABghEggA8CBAhGgAA+CBAgGAEC+Hj95ZfNyUcf7Sz6GUAqAgTw8c7YsaZdnTrOop8BpCJAAB+zJk0y1//yl86inwGkIkAAHx/+FBr/2bixs+hnAKkIEMAHAQIEI0AAHwQIEIwAAXwQIEAwAgTwQYAAwQgQwAcBAgQjQAAfBAgQjAABfBAgQDACBPBBgADBCBDABwECBCNAAB8ECBCMAAF8ECBAMAIE8EGAAMEIEMAHAQIEI0AAHwQIEIwAAXwQIEAwAgTwQYAAwQgQwAcBAgQjQAAfBAgQjAABfBAgQDACBPBBgADBCBDAx7KFC82NTZo4i34GkIoAAdJY/sUXzgLAHwECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQFIzEuA576d68ubn9d78zQ3v1MnP/53/s1QCkQYCgYNjBkW4ZftttZs/u3fbqACwECAqGNyS8tm3ebOa//76588IL3fJ/jBqVVAdAKgIEBSNdgCT873vvueX3X3GFXQzAQoCgYAQFyNafvokkynv86ld2MQALAYKCERQgupSVKL/zggvsYpe9nVVff22evPVWc2vbtuampk2t2kD+IkBQMOyO36b7IInyp+680y52ebezaskS07tNG/e/NfkiUCgIEBSMdAGybcsWs2D6dHPXv2+i39qunVm9bFlSHS/vdh7t3t08dccd5vtvvjH79u61qwJ5jQBBwfB2/H6LguOV//ovs371anvVJN51HrzmGrOX4ECBIkBQMOzA8FsGdeliZk6YYK+axFv/o7fesouBgkGAoGB4O36vXTt2mO+WLjXjhgwxNzVr5pT/9c9/TvvNwruddatW2cVAwSBAUDDSBYjXhOHD3Tr/8+KLdrHDu53dO3faxUDBIEBQMEoSIN8vX+7WSTeYsCTbAQoBAYKCUZKOX5ezEnV6tGhhFztKsh2gEBAgKBgl6fj1OG6iTu+2be1iR0m2AxQCAgQFoyQd/xvDhrl1htx8s13sKMl2gEJAgKBgpOv4d+3cuf8prKFD3aewtHzx8cdJ9RLSbQcoNAQICoa34y9u0b2P6WPH2qu7CBBgPwIEBcMOisRyY9Om5pbWrc2gzp3N2McfN2u+/dZeNQkBAuxHgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEj+Hz4FDBxqu1OCAAAAAElFTkSuQmCC)
| Product Number | 8H63-9-0B |
| CAS | 1221791-76-9 |
| MDL Number | MFCD16140339 |
| Molecular Formula | C11H9BrN2O2S |
| Molecular Weight | 313.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory