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chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB0hAAAdIQG4/Rj5AAACLHpUWHRtb2xTb3VyY2UAAHichZXbauMwEIZfRfh6I8myfApxSmlZWGi7sO3C3i2OrSQGWyqyc3r7Hdlt6oPWAV9MpPnm12h+lNXduSrRUei6UDJxXEwdJGSm8kLuEuf32/dF5NytVxkkQaKsE2ffNO9LQk6nE872okrPSuJMVU63vzzXxSDn5GGld4RR6pI/z0+vLbMoZN2kMhNA1cWybhefVJY27Sn+I0GqVB8LSbp0UuljV+0vo+aj+FznzlcvD7B3DyjaFqVAW6WrtEFHRjF89BvaCSl02ogcbS6w7GEOva9Xz48qO1RCNhCaCkWWlq+NPmSwUKlSZAcoBsGPx8SpXADSRlX3WqeXLkRFnjipC7dYClPm7fIu4CwldMoSZ0FxxH3uoIv54eKIxgHUIIbs82zMX3EaXnGKeejHNtwb4T8t6hD7YWSjuV3cxTzgwU1t304z7AVx9CkdhpTa4GAEv3SwhyOPX8/NYu7a4HAK7y+5VjDpB3WQDbTQlfOhROzeOktkbyQA/3Dv5jXEdrovDfMPmWsdgUvteP8iAGfcLu6O/fcyHcJEnfScvFEy74Vt1Q0UNSm/xLZmRgQZmyqdC21uFgqY1D7AhgBDxpgfALMB3gTg8wp8CHBk7PcB3NsAfwj4yFhuDgiGQICMzeaAcAiEyBhpDoiGQISMd+aAeAjEqLXLHGH2R13cRMbTpqi11SzDJuOwI6TnL/L5qkI4eXFJ7zkm8Ce0/gfsrwWUQeBHwQAAOBZJREFUeF7t3Qn8VXP+x3FLsmRkib9l7P8hS4SplEIYkb0sf3sy+g9/xh5ZG/su2yiJSbYGJUuIVCITQ6oRKbKUEZWiUpLv/75vc87v3O/vd3/3ns+9v7u+nvP4Pka/+z3n3nPO73fe95zzXVZyAAAYrOT/AACAbBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADApHQCZNYs526/3blOnZzbaivnmjRxbq21Vvz3gQc6d9ttzs2c6S8FACiS4gfIkiXOXXyxc2uskfg0K9VfVOeii1YsAwAoquIGyHffOdeuXe2gyFS0jJYFABRN8QJk2TLnOnRIDYadd3aub1/npk51buFC5xYtcu6TT5x74AHndtklte7ee69YBwCgKIoXIH/5S2ogXH21c8uX+7Vq6DV/mWuu8WsBAAqkOAGyYIFz665bEwS9evk10rv00prltI4ffvBrAEDW9tijX0oZM+Zzv0ot0frpZFPHZ1mmmIoTILolFYTA1lvHuxWlumqZFSzfv79fAwCy5gfIMcf83S1f/qtfLUU2J/ps6vgsyxRTcQLkf/6nJgBuvtl/NbObbqpZ/oQT/FcBIGt+gKgMGfKRXy1FNif6bOr4LMsUU3ECZLvtagLg3Xf9VzN7552a5Zs3918FgKz54aHSqdMg99NP6e+MZHOiz6aOz7JMMRUnQNZfvyYA5s71X81szpya5TfYwH8VALLmB0fw3/37v+dXDWVzos+mjs+yTDEVJ0AaNaoJgDjPPwI//1yzvNYFAEbRk/Yzz0wJ/7tDh4fcvHk/+dWTsjnRZ1PHZ1mmmIoTIFyBACgR0ZP2L78sd126DA7/ffPNb/rVk7I50WdTx2dZppiKEyD5fAay/fb+qwCQNf+kPXLkZ+G/27Tp7774Yr63RO1l6pJNHZ9lmWIqToDQCgtAiajrpN2t29DwZxdfPCJSe4W6lvFlU8dnWaaYihMg9ANBER1wwAFu9dVXT/7/a6+9lviVivH7h4pT10n7vfe+Tvn5pEmzI0vUvYwvWsdSykFxAmR+4pJwnXVqQiCXnujq1Q5kqX/iC8dKid+daNlggw3caaed5l588UW3dOlSfxFUuHQn7XPPfSn8+emnD0t5Ld0yUX4gxC3loDgBIlddVRMEKr171z8W1q+/rhj7KrqMxsYCsjR9+vTE95Z1agVItOj1k046yQ0ZMsQtXrzYXwUqULqT9vTpc12rVg+Er40ePSN8Ld0yUX4gxC3loHgBoqa4e+2VGggtWjjXr9+KEXg1Eq/+gKdNW3GbatddU+u2bx/v1heq2s+J37fWrVuHQbHxxhsnrzr0/36IBKVJkybu2GOPdY8//rhbqNGhUZHqO2n37j0qfK1r18HhECf1LRPIpo7PskwxFS9AZPZs59q0SQ2GbIqW0bJAlnr27BkGQ6NGjdy4ceOSP1+euOodM2aM+/Of/+w233zzsI5f1lhjDXf44Ye7gQMHuu+//95bO0rdsmXp727Ud9L+5psfXdu2D4avq5+I1LdMIJs6PssyxVTcAJGffnLugguym5Fw9dWdO//8FcsAWRoxYoRbZZVVwjC47rrr/CohBYvCZuutt64VIkFp3Lix69Spk3vwwQfdt99+668CJWLixG9cnz5vu8MOe9z9/vf93IAB7/tVkjKdtLWO4PUDDxzkFi9elnEZyaaOz7JMMRU/QAKa7/zWW537wx+c22KLFfOhr7nmiv8+4ADnbrnFua++8pcC6jU7caW6ySabhCf/jh07Jq86svH++++7K664wm2//fa1QiQoq666anKd9913n5s1a5a/ChSQbi+p9ZQ6/x188KMpJ2MV3YKqS6aT9oIFS9y++z4c1unX758Zl5Fs6vgsyxRT6QQIkGe//vqr69y5c3iyb9asWeJ7yky/WlY+/PBD95e//MXtsssutUIkKCuvvLJr3769u+OOO9znn3/urwINQLemxo+fmbiqHJP47vlIygk4WjQsybBhH/uLJ2Vz0h448IOUdWWzTDZ1fJZliokAQcXSiTx6cn/uuef8KiZqzXXjjTemPJSvq7Rq1crdcMMNyfrIn6VLf3FvvPFF8gF3x45/SznpRss++zzsrrzydTdq1IzkMulkc9LW8nVd1dS3TDZ1fJZliokAQUXS7Sd1FgxO5meffbZfJS+++OKLZFB16NAhGVJ+iASlZcvd3c0393WffMJtWAsNra4hRq64YmStK4Bo2X//gYkrxdHurbe+dD//nN2tymxP2rqC8d+vvmWyqeOzLFNMlRcgiT/oxNcS57p2pZNhlVKT2+hzC912+qkADS++/vpr99e//jX5TETPRqIB0rjxBq5Zs/Zum216uCOOGJio96776KPv/FUgYtGin93w4dNcz56vur32GlDrxB0UDcF+441j3TvvzMo4k2Bdsj1pa92ardB//3SyqeOzLFNMlRcg0Z7qZ53lv4oqoP4dwYl7rbXWclOmrGh6WUjfffddspWWWmup1VaTJlu5TTbpnAi2i1JOEmohdNdd/0i2GMKKB9bPPz/VnXfeSynNZ/1yyCGPudtvH5e40vx3so9xLuKctDVfuv9Z0smmjs+yTDFVXoAMGVITIJorZPJkvwYqmDr9Rb/5P6Bx14ps/vz57oknnnOnn36b233362udgIKie+y33PJWsiWR5Zt0uZo7d7EbOvSjxPe9F5Oj3/r7JShHHPGEu/vu8Yk/afqAlYrKCxDZe++aENl/f/9VVKjPPvvMNW3aNAyPo48+2q9SdIsX/+xeeWV64kL5Vde+ffrbMmpRdP31byRbGGmOinzx30ffqDOJ1s+X2bMXusGD/+V69Hg+ZbgQvxx99GDXt++7burUOf4qUAIqM0Def9+5VVapCZGhQ/0aqDAaUXfPPfcMw2PLLbcs+R7jS5YsS7YQUkuhvfd+uNbJMyhqaaQHw2PHflFva6Js+OvWPf1MVzvR+rmYNesHN2jQRNe9+7BanyNaTjjhmeR0sjNmlPbxQ6UGiPzxjzUBsu22+mv1a6CC9OrVKwwPDVXy5pt1zyRXqtRiSC2HFBT77Tew1kk1KGqBpMBRiyQFUFz++lSGDPnIr5YiWjcuTcakHuAnnfRMrfeNFs2/ob4WM2fS8KWclEeA6OQ/dqya1/ivpKexspo2rQmRG2/0a6BCaE6P6FAl12jU5jKmW1a6daVbWBo6wz/ZBkUtky655FX38svTki2WsuGvQ0WtmNRMNp1o3WxoFFv11j722KdqvVdQdNvqjDOec48/Pjk53hTKU3kEyKGHrgiBnXaKdyVx2201AfKb36idpV8DZU5jUW266aZheOyzzz5ZD1VSDtTCSA/Vb7vtLde582O1TsRBUYul889/OdmC6YcflvqrCUWXUXAE/61bRulEl0nnww+/dffd94476qgna322oLRu3d+deeYLyQEJ58xZ5K8CZag8AmTLLWuCQNPZZkuTA0XnX+/Wza+BMqahSg5NfLkIwkMTQ31V4eOlaWY8Nfs9/PAnap2gg6KWTOpnUpdoPZ3Ig//WrbF58+ruKxNdpi66peZ/hqAo2M45Z3iyE978+XWvH+WrPALEv5L497/9Gum98ELNsnqw/s47fg2UqT59+oThofLss8/6VSqaWibdf/+7yUEC/RO3vu3X9XA8Wke3yrp0qVlWgxDWJbpMXdq1S21Npn9fdNEr7sUXP3ELF6a/GkL5K48AyfVK4qCDapZt127FfQGUtQkTJqQMVXJWlXca/eyz75O3oY4//unkSVwP4+vih4Eexgf/1pWLHnr7/GV8jz02KXlF1KvXa27EiE/rfZ6CylIeASLPP2+/klBP5NVWq1n+0Uf9GigjGqqkefPmYXi0aNGiIEOVlIv6vh/VFQZqARX87OKLR0Rqr1DXMoCUT4BIp072K4lzz61Z9re/jdeiCyXl9NNPD8NjzTXXTA613pA++OCDZA93zQ2iKW5btmzpttpqK7fFFluEn0NF/9bP9brqqb6W0/Kloq4w0EP66M/1nCWqrmWKyXI8jjnmGHfZZZclrpYeSw60qednyF15BYh/JZH4ZcjavHnONWtWs+yVV/o1UAaefPLJlJNE3759/So5+/LLL929997runbt6tZff/2U97MWrUfr03q1/mJJFwbnnvtS+PPTTx+W8lq6ZQqlIY6HRizQFMV33nmnmzZtmv+WyFJ5BYj4VxKLYjQHvP/+mmU12yGT/pSVGTNmuHXXXTc8CXTp0sWvYvbDDz+4hx56yO277771Dsuej6L16330fnrfQkoXBuq7ER1SZPToGeFr6ZZpSIU8Hiqa2+Wuu+5y33zDoJZxlF+A5HIl8csvzu2yS82yictalAcNVdK2bdvwD163J+bpdyFH//73v92FF17o1l577VonlaAotA477DB3wQUXJL6D3O9GjhyZHHdLgRZ8Bv2//q2f63XVU30tFw09v+h99f76HIVQXxhogqbgNbXsClpx1bdMvjXU8dCVqtarqw7NTOmvMyirrbaaO/XUU/N+W1Rjf6mnfV2NFMpZ+QWI/PWv9iuJ11+vWVZlzBi/BkrQ5ZdfHv6Ra66NsRqZIAc6Uanl1hprrFHrJBJcIdx+++3J++X5oPVofem+Uetz6PM0dJDUFwbqER4dQl39RKS+ZfKl0Mdj8uTJ7p577nEHH3xwMjTqes8jjjgib8+vTjxxxVAuGqamknrel2eA+FcSxx7r16ifbn0Ey7ZsqZli/BooIa8nQj86VEnv3r39Kln7JfG7c/fdd6eM2huU7bbbLjkFbUM/o9D69T56P/8z6HPp8+lzNoRMYdCnz9vh6xpGZfHiZRmXyUUpHA+NZqBnLHVNUawvK3/605/c3Llz/cViiU5EpSFc6uqjU47KM0AkeiWR+LYQ60oicVmb+KpTs3wJzBmBumlips022yz8g9bUsdaTq/qOqEWOf5LQz5566qmCD4Gi99P7pvtM+rz5likMNKHTvvs+HNbRmFaZlrEqteMhYxLnkUMOOaTWZ9LD+wEDBvjVs/buu7NSnjFpv1aC8g0QiV5J7LZbvCuJyy6rWXajjTTrj18DJUD3uqN/xNZvo/fdd1+t2yPbbrutGzYstcVRsehz6PNEP58+rz53PmUTBrpXH9Tx5x/Pl1I/Hrp1td9++6V8PhW1BLNOE6CxwoL9qDCZMKFhb1cWQnkHSC5XEj/+6Nymm9Yse8EFfg0UmW5tRP94h2i2yZh+TBxn9QHwT8xXX311yXU+1OfR5/JPrPr82o58yCYMNOeIZkeM1s20TLbK6XjI3//+9+TcMtHPqwYclukCNHTMaac9G+5LTcurK75yVt4BIr162a8kBg6sWbZxY+c+/tivgSKZOHFiyolU96Hjmj17duIPdY+UP/6ddtop7y1s8k2fT58z+rm1HdqeXGUbBhr80A+PTMtkUq7HQyMfRDuvqmgYnSeeeMKvmpEm1dpnn5pbhHX1/C8n5R8g/pXEhRf6NdJTb9Q2bcJlvznkEL8GimDRokVuhx12SDnJLF682K9WLzXf/N3vfpfyR9+9e/fkusuBPqc+b/Tza3u0XbnINgz0kDf64DebZepT7sdDdDUSbZKtllo3xRkd/D80pXF0nwat3cpR+QeI+FcSU6f6NdJ7+203O/GLMCaxbN9E+eill/waKLAzzjgj/CPVUCVqchmHTlbROULUgktNNsuRPne0BZq2K5cQiRMGmi89HwFSScdj+vTptVrP9ezZ06+WkQa7DPapJgb79NPc+zQVQ2UEiHcl4WJeSbx18snu8sRyXRPlkObN3c8/Zze7G/JP3/Kif5x/VZ+fGNQkM/pNV7caBg8e7FcrK/r80ZGHtX3aznJQicdjzpw5rl27dim/p9dee61frV5qHh0dhv+4457Keb77YqiMAJHElUSyOW8QIjGuJObNnOn2WXtt95v//DJofBwU3ueff55yi+DII4/0q9RLD2ij99h1snr55Zf9amVJ2xENEW1nvh6sN5RKPh564K9OiNEQUaOPODSfS7TjZrr5WEpZ5QSInHRSTYDssINzMa4krrvuuvAXQScx9T9A4ahvx1577RUeg8033zx2561o6x7dJin3b7o+bU/0dpa2t5RV+vHQczlNoRzdxuHDh/vV6qU54aO3CKNjkJWDygqQxJWES1xJhCHSp49fIy19o9h6663DXwZLqx/YXXnlleG+V+9fdeiKQ/0KguVVyvUeeybaruh25rufSL5Uy/HQoI+tWrUKt1N9lTQGV7Z09z06ErKGOtG4WeWisgJEElcSyfBQWW8992uMK4mnn3465SSmpqRoeKNHj07u72DfX3XVVX6VeqlHc7TJr1r3VLJo6yxtd0P0WM9FtR2Pr7/+2m2yySbh9u6+++6x+rRoLvqDDhoUhkg5DXVSeQGiA7fVVskAmZooE2NeSWjQtuAXQf+NhqUHkr/97W/Dfd6+fftYQ5WobnQ4DEuT33Kj7Yv2E9H2x9lnDakaj4e88cYbKYMy9lL/tBjGj5+ZMtTJgw++51cpSZUXIAmLn3rKvZY4iPckyjmJb7afxriS0BAG0W/DuipBw9GIp8G+Xi9xxfjFF1/4VeoV7a2ub72l3iktX7Sd0W/5cR/gNpRqPR5y6623htuuMJk0aZJfpV733DM+DJDWrfu7iRNLf26SigwQ6Zu4ejg8cSB/t1L8K4n//d//DX8R9FwkzuUosqcRUIP9bAlrDQEeHcVVw2FUE21vsO3aD7kOBf/jj0v9H8VS7cdDgz+2adMm3P4999wz1oCQy5Ytd6eeWjM//aGHPuZ++CG3Y9LQKjZApiauJJpEriSeeeYZv0paaoEVbU56/fXX+1WQI307i36D7tGjh18lozPPPDNcfptttqm6oNf2aruDfaD9YaWhS3QLRX0TFi3KvvViVLUfD9Fz0+itrEceecSvUq+ZMxekDHVyySWv+lVKSsUGiORyJaG+IMGymh1t1qxZfhUY6Z74jjvuGO5f/Xfc++R6cBkNoFIZxbXQtN3BPtD+0H6xOPPMF8KT1jvvxP9d53jUuPjii8P9oE6UcZ9PvfzytPBYqDz1VOkO/V7RAaJesNYrCfVGb968ebjsySef7FeBUTTYddKJe69YLrroonAdu2ko/yqm7Q/2hfaLhVr+BCest9/+yn85I45HDfVfWmeddcL9MVBDLcWk6YV32+3eRACdm7ia6+I+/ni6X6UkVHSAyB133BEeyLhXEuoUFCyrgdP+8Y9/+FUQU7SptIqeg8S1YMGClDmzNflQNdP2R3/HtX/iyiVAOB61Radg1thZv6rDRwyLFi11++3Xy2244d5uzTU3dbvuuqtbsqT0hn6v+ADJ9Uqic+fO4bJ6QBb3FwE11MJKLa2C/akWWBaaGS76xxnnQWUl0vZHB/izzJyXS4BwPGrTVchvfvObcL+or1NcH3wwxTVpskG4jnPOOcevUnQVHyASvZLQcANxriQ+/vhj17hx43D5uA/FsILuA6uPR7Af1fdDfUAson11brzxRv/lqqT9EOyTuK0OJZcA4XjULTqHyCmnnOK/nJXoHRTdBXnuuef8KkVVFQEiuVxJXHDBBeGyGpa61AexK0XRJqfqZzNq1Ci/SlZ0FROMB6X/j9tvpFLlul+sAZLr+1YyzVoY/M43adLEdGtR56nooI3NmjWLdRu+oVVNgORyJTF//ny30UYbhctepvnUkTWNaxXtnHnFFVf4VbIW7TvSsWNH/+Wqpv0R7Ju4z5asAcLxqN/2228f7h/rYJKayXHjjTdO2c+lcpuwagJEzj///PAgbLbZZrGuJPr16xcuq5ZDuUzqU010L1gj6wb7TvMoLFu2zK+Wta5du4bruv322/2Xq5r2R7BvtJ/isAYIx6N+l156abh/NFGa1YgRI1JGYo7TorQhVVWA6Epiww03DA9CnCsJJX50jJ8uXbr4VVCHo446KtxnalKtOT+sdDmvS/hgfe+//75fpappfwT7Rvspzm1aS4BwPDJ77bXXwv2jvmi50MyHwboaNWrkxo0b51cpuKoKEMnlSkK3YoJlVV5//XW/CiI0m2B0f2m2wVyol2+wLg2bXSqX8aVC+0P7JdhHcUaTtgQIxyMzdV7WtMzBfvr000/9KllTi9Lo0PFbbbVV8ktxMVVdgPhXEnEv9aOT5Oyyyy6xe5lWi3/9618pfzh//OMf/SqxPfroo+H6Dok5bXG10H4J9pH2V7YsAcLxyE60lVqcIZXqojnZo50UjzvuOL9KQVVdgIjaZAcHQCVOiyDdgomeGO+//36/StXTt66dd9453Ec77LCDW7RokV8tNs0TEqzzwgsv9F9GgvZLsI/izKtiCRCOR3bOOuuscD9p5tNcRYNbxdLvJ1+qMkAkeiWhXp5xriSis+fpHvD333/vV6lq0UH1dJtQQ+Tng75tBevVrUjUFr1FG+fbqSVAOB7Zic4ieZKm3c4D9SsJ1qkmwmplWgxVGyCadtJ6JbFw4cKUSZDOPfdcv0rVGjp0aLhfVPI5T8Uee+wRrjfOVWM10X4J9pH2V7YsAcLxyM6rr74a7qfWrVv7L5uoBakGagzWq9vyxRjqpGoDRNQfITgAap0V50oiehmp4Zs/+ugjv0rV+eqrr1Ie4h522GF+lZxEhy6vpomK4tB+CfaR9le2LAHC8cjO5MmTw/2kk36+/POf/0zp21aML7JVHSD+lcR5553nV0lLTRjbtm0bLnvQQQf5VaqKGifsvffe4f5QPxvNq5JP0c6cX375pf8yErRfgn2k/ZUtS4BwPLKj56bBfvqv//ov/+Wc3HbbbeG6NdTJCy+84FdpUFUdIJLNlYTG91999dWT/RjUdC4om2yySbhs8MsRfb2aylprrRXuB3V4aogmztFbjnGuFquJ9kuwj7S/smUJEI5HdubNmxfuJ/2d5JO+yHbq1Clcv65IpkyZ4ldrMFUfIJmuJDRNZ7QHKCVzaYhOljpO+oYVvEcx7veWA+2XYB9pf2XbmTBugHA8smc9JtmaOXNmyiyI6rxbKFUfIDJ+/PiUkIheBp522mm1TpCU+ouegzTELQ2+8WbGFUjpacgrENGIGtG/v8cff9yv0mAIkP849dRTwwOgAdDU6/Pdd99NCZYHH3ww2XrLL2pCp2Ec/J9XU9H2R4eJ6dChQ6ym0dngnntmPAMpPQ35DES3iqPnqF69evlVGhQB8h+a0zk6AYweTu21117hvw888EB/EXj8X+bevXv7VXJCq5/MaIVVehqqFZYaqaixSrBuNWLJ95e2TAiQiOikPNGHwrq/yB9IdqKX0xrCfezYsX4VM/odZEY/kNLTEP1ARM3kg/U21G3jTAiQCD3sin6rCsqf//xnvyrS0FDt0UYJW2yxRfIecD7Q8zkzeqKXnoboia4OutFz1JAhQ/wqBUGAeHQgogdGTXfzdQKsFnom0rRp03Af5qtVFmMvZcZYWKUn32NhaWggDREUrFNDBxULAeKJTtGpcvbZZ/tVkIUnn3wy3Icqffv29avExuivmTEab+nJ52i8GpRUg5MG69OgpRq8tFgIEE/0slytTNQaCzbdu3cP96WafOb6HIn5J+rHfCClJ5/zgYimRYj+TWnahGIiQCLeeOONlM5RI0eO9KsgBg0V07x583B/tmjRIqdvS8yAVz9mJCw9+ZyRUBOyBetS0YRtxUaA/Ie+Pe2+++7hwSlkb85KNmHChOQwMMF+1f3gXDAHd3q5zInevfuTbtddb0uWceNm+C+nxfGoX77mRFdfEj2PLbXzEwHyH/379w8Pjk54uV5qokafPn3Cfavy7LPP+lWydu+994br6dixo/9yVdP+CPaN9lMcxx57ndtyy5OS5Y03Jvkvp8XxqJ86JQf7Z/Dgwf7LWVHLxnbt2oXr2Xzzzd3cuXP9akVBgCQsWLAgpVetvjUgf3SrI/pwd4MNNkgO/W4RbeSg/9e/kft+6dz5NNe0aYtkGTnyLf/ltHJ930r25ptvhr/zmvRJ5xmL6LQT6ls1ZswYv0rRECAJF110UXiANMKuJmtBfn377bdu0003DffzPvvsY37oGm3Vos6fSO0Eq/0Tl45HsPwrr7ziv1wvjkfdTj/99HC/aAZBC3XQVGgE64nTNLsQqj5APvnkk5RJWf72t7/5VZAneqAYbSJ9zTXX+FWyojmgg3Vst9125iCqFNp+7Ydgn1jmyM4lQDgetekWU3RopNGjR/tVMpozZ07KfEXt27cv+FAlmVR9gBx66KHhAdIwA3FariC+6EPFRo0aJS/z49KtgLXXXjtcz1NPPeVXqSra/mBfaL9YbpXkEiAcj9ouv/zycH8oVC3nlSOOOCJcx3rrrVeStwerOkBefvnl8ACp+e64ceP8Ksgz9atp06ZNuN+33HJL01Dg0duOu+22m/9yVdH2B/tC+8UilwARjkcNXX2ss8464f4YOHCgXyWjaOMElaefftqvUhKqNkDUsiHao/PEE0/0q6CBqIVbdKiTo48+2q+SkUZPjg7nMGzYML9KVdB2B/tA+0P7xSLXAOF41NAMpsF+0Oi7cW87TZo0KWVf9ujRw69SMqo2QO66667wAKmFhGb1QuFo0ptg/6s88MADfpWMNAZQsLwGwcylk2I50vZGB//MZUykXANEqv14iHrnR2cHfOSRR/wq9Vq8eLHbcccdw+X13/pZqarKANE4+rqnGByka6+91q+CAujWrVt4DDR8fty5nDXdcPRK5uqrr/arVDRtb7Dt2g/aH1b5CJBqPx5qPBC9PbvnnnvGblCgq41geV2F6GqklFVlgJx5bs03pa222qoqvymVAjWXjrYe2mWXXWIfi+iw1vqDy3W8rXKh7Yze5tB+yEU+AkSq9XjIrbfeGm67rkLinvz1nCNYXiVuZ9BiqLoAmfT5JLdqm1XdSpsnDtJqKyXHl0HxvPfeeylDncQd/Vj3l1u2bBkuv9NOO5X0JX8+aPu0ncE2a/vj3mf35StAqvF4iMbRi966iju1rFpYRe+KqAVWOai6AOnYv6NbqVviIHVaye3TfR//ZRTBHXfcEf7hNG68nhs+fJRfpV4abyv6bVyjAFey6CjH2m5tf67yFSBSbcdDDQjUATnYXo2pF+dKWqGrPh7B8ur7oT4g5aCqAmTIjCFupX6Jg3TrSm7Vi1Z1Ez7P/Q8PuVMb+c6dO7s119zUrb9+a9eiRTf3zTfz/Wr1uu+++8I/QBXNAleJorPbqWi78yGfASLVcjx++OEH16pVq3A7Nay9JlSLIzoxl3qdl9P0wFUTIEt+WeK2eWKbFQGSKD3eKN2mcdXo22/nuJ137poczK9580tcjx5D3fLl8TpfHXPMMeEfonq8WwevK1XanmhPfm1vvuQ7QKTSj4duzUX3m7Zx+PDhfrV6aVyr6FAlGveqnFRNgNww4YYwPNZ9eF337U/f+lVQZGPHTklcfVwbzksxYEC8+SX0UH6PPfYI/xj1bEWdRSuBtiP6rEjbmc8x2xoiQCr5eOgW1cEHHxxum0rchgzqcKiRdYPlNeKu+qeVk6oIkK8Xfe3WfmjtMEBun8i8BaXqrrv+EQZI69b93cSJ3/hV6qVBG9V5K3rSKvdvvvr80fDQ9mk786khAkQq8Xjo+UR0eHUVS1cAzekRLK+5PjTnR7mpigA5ZdQpYXhsP3h79/NypqktVcuWLXennDI0DJHDDns88U12qV+tXp999lnKyL+6tVCu9+D1uaO3rbRd2r58a6gAkUo6HtOnT09peq7Ss2dPv1pGmk0wuo5ybQ1a8QEyfvZ4t8oDq4QB8uIXL/pVUGK++mqB23vvh8MQufTSV/0qGemkFf3mq6LWQIsWLfKrliR9zmhrKxVtT0OEhzRkgEi5Hw/RST46K6DGz7vpppv8ahlNnjw5ZZ50zXNerio6QH5N/G/PoXuG4XHw8IP9KihRw4dPCwNE5dlnP/KrZDR79uyUe/Aq6pdQ6p3b9Pmi/TxUtB3anobS0AEi5Xo8Fi5cmDK3h4puxT3xxBN+1Yz8Pjwaj6+cQtRX0QEy6JNBYXis1n8199H38U9CKJ6rrhoVBkj79gPcjBnxR+3Vg9xoayAV9VHQMBtx2uoXgj6PPle0D4WKPn8+H5jXpRABIuV0PERXHRoxOvp5t9hiC9M0BPKnP/0pZbs/+OADv0pZqdgAWbhsodvs0c3CADlv3Hl+FZS4RYt+dkcd9WQYIscf/7RbutTW41r9EvwT87bbblsyo8bqc+jz+CfWfPXzyKRQARIo9eOhE/t+++2X8vlUunbtapp+QIYMGZKyrrittkpRxQbI5e9cHobHhgM3dN8vtR10FNeUKd+5PffsH4bIbbdlP1+3Tz2ko8NsBEU/0yRIcQe+y5XeT++b7jPlo4d5tgodIFJqx0PUL+OQQw6p9ZnUQdAy02Pgyy+/TK4jWN9hhx3mVylLFRkgM36Y4dYcsGYYIH2n9PWroIwMGjQxDJDf/76fGzvWPjObho3QN7/oqLFBUeuaG264IfnH3pC0fr2P35pHRZ9Lny/Xsa3iKkaASCkcDzU11sCFmpHU/wzq5KfbTuqzYaVt7NChQ7jOzTbbLDkieCWoyAA5+tWjw/DY9eld3S+/FvaPEfml2UDPOWd4GCIHHDAw8Uef24NHDT1+1lln1bqNoqLWNfvuu6+7/fbb3fvvx+vMmI7Wo/VpvVq//576HPo8uQzJnotiBUig0MdDLaHUlFidAaODIEbfUwMa5uMZRe/evcP1qgnz66+/7lcpWxUXIKO/Hh2Gh8qoWaP8KihDc+cudgceOCgMkTPPfCH2UCd10YnrwgsvTJnT2y9quqlbDhdccIG7//773ciRI5PNUjXm0bx585Lr0f/r3/q5Xlc91ddy0aafftH76v2LFRwBzV0RfKZi9hZvqOPRt2/f5HoPP/xw16xZs1rrDIrC5NRTT81by7CxY8emDFVy2WWX+VXKWkUFyPJflyevOILw0JUIKsfbb3/lWrV6IAyRhx7K3zMCDYr30EMPpb1CyGcJvlHr/fS+xfLVV18lZ+aMXn2oaD5v9U0YMWJEcg77Yijk8VDR7Svti2++iTfyQX0UYmqxFbxH27Zty26okkwqKkD0rCMIjzUeXCP5LASVpU+ft8MAadOmv5s8Of99I3TPXffE1eIm+uAzl6L1aH1ab0Pf06+PvpHfcsstyZOZ/xnrKpqjQt/In3vuObdkyRJ/dQXREMdDz1x0NXLnnXe6adOm+W+ZF126dEl5v7ij9JaDigkQtbJSa6sgQNQKC5Xn55+Xu5NPHhKGyOGHP+EWLlzqV8sr3QfXHO4aKfXYY49NthLSTJbRb5cq+rd+rtdVT/W1XD7uo+fi448/To7VtNtuu9U6kUaLphWO9pD2i24rnXDCCckWUsXs/GY5Hup7ottHjz32WPI5iqYQaEi6ZRb9LE8++aRfpSJUTICcP+78MDzU/0P9QFCZvvxygevQ4aEwRC67bKRfpepNnDgxOc/EjjvuWCsIgqIHurp9pVZQup0lajGkh7xnnnlmyiRJflHY6Irg0UcfLeptuFKk5yfRIK7kCbUqIkA+/v7jZE/zIEDUAx2V7cUXPwkDRGXYsI/9KlVn/Pjx7tJLL63VITFa9JD4gAMOcA888EDG+/36lq6HwOeff36tb/fRomE91Hfi4Ycfzqm5ayVQb/oWLVqE+6Z58+bJoVAqVUUEiMa4CsJDY19pDCxUviuvfD0MEF2RfPFFvFkMy130BO8Pt9EQJ/h8B1QlUlPk6H4vZGfQYij7ANHoukF4aNRdjb6L6qChTo488okwRE488ZnkM5JKFtxi0okqOkS6Xxr6FpP1Flkle/bZZ1O2v0+fPn6VilPWAaJ5PTS/RxAgmvcD1eXDD79NGepErbQqzdKlS5N9MzQi7IYbbljrRB2UYj3kzvYhvSZhuvXWWyuyNZICcoMNNgi3VVd8Df2gvhSUdYDcMemOMDw04+CsRbP8KqgCAwd+EAZIx45/818uS0uW/OyGD3/Dde9+Zr0dEUuhmW1Uts2Ed999d3fddde5qVOn+qsoOxqzK9qXRleG+Z4xslSVdYC0GtIqDBDNeY7qpC96vXq9lgyQXAZbLLafflrmRoz4NLktLVte5jbe+GC31lq1n21stNFGRe/ol41oR8XorIp+0fwYGs590qRJ/irKwjXXXBNui7bztdde86tUrLIOkFs+uCUZHm2GtnFLfin+ty8UVz6GNik09WFRi7KLLnrFtWs3ILyS2mmnv7jNNz/ONW3awq288irJAfj+7//+z40aNaooo9TmSg/U+/Xr5/bff3/XqFGjWiESlP/+7/9OBGgv98477/irKEmaFyS6PWpkUE3KOkDku5++o9UVysr8+T8lmx1rgMi2bR9MaY4clJYt73R7732pu/LKe9xbb/3DX0VZU0swDVPSuXPnZEslP0SCopZlGu9KLc1KkeYFibZ+a9OmTUlfETaEsg8QoBzMmbPIPfPMlOQgkK1b1zz094sm0LrvvneSjQOqgVqIDRo0KDnsR3294PVcQS3PdAVW6KHu04nOrKihSj799FO/SsUjQFCR/BPzmDGf+1VqidbPh2+++dE9/vhkd8YZz6UMAumXY499yvXr9083fbq9j0YlUMsxTSF7/PHH1zsar1qi6RmQhp0v1jd+9XOJfiYNrVKNCBBUJP8kfcwxf8/4jCQfATJz5oJkq7Bu3YbW+gzRctJJz7gBA96vus6P2VKPbk1vqxZm9bVC02tBK7RCzak+ZcqUZD+b4DN069bNr1I1CBBUJP+ErTJkyEd+tRTWAJkx43vXv/977oQTnqn1ntHSvfuw5OyKs2blv2NfJdNVhq42dNWRqR+Mrl50FdNQ/WDUVHrXXXcN31OzJv74449+tapR1gESNOFVAaL8k7dKp06Dkk1l04kTIFOnznF9+77rjj56cK33CYpuW/Xo8bwbPPhfbvbsyh0PqZCy7Ymv5yl6rqLnK/nsiX/OOeeE76EGAO+9955fpaoU9cz77U/funv+dY878pUj3bZPbOuaPtw0OSiihmVXH4+z3zw7OaNgulZWBAjS8YMj+G9dKaSTKUDU3+Thhye4I46oGT7FL5qj5KyzXnRDh36UnEURDUsttNRSK9NYYGrxpZZfuYwFpttk0cmt7rjjDr9K1SnKmVd9Ni4Zf4lrMqBJSgikKzsM3sEN/3K4vxoCBGlFT+pq/RT8twZdnDev7nvlmQJk3LivagWGiprinnfeS+7556e6BQvoj1Qs6juiPiTqS+KHSFDUZ0ODPapPSpzBHmfOnJkyFa4CqRqGKsmk4Gfe2Ytnu7bPtq0VEtkUX32vobpFT/C//LLcdelSc6vp5pvf9KsnZQqQadPmhk1w99prgOvZ81U3fPi05KCOKC3q1a7e7erl7odIUILBHtVbvr7BHtVxs2PHjuFymidl9uz8z4RZjgp65tXgh3sN2yvlxN98cHPXZ3IfN2HOBDd3yVy3bPkyN+enOcl/3//h/e4PL/7Brdxv5TpDggBBOn4YjBz5Wfhv3Waqq/WTv0xdFCJvvvlFvc9SUFo03pbG3dL4W36IRIvG79I4XhrPK0rLRkNHQ8hghYKeea9898rwhK+h169///q0zzeips6f6jq/1Nn/MQGCtOoKg2jT2osvrn0SqGsZVBaFg0YE1sjAfoBEi0YW1gjDmoo2OlRJz549/VVWtYKdeecvne/WeXid8ISv8MgVAYJ06gqD9977OuXnkyal3oaoaxlULt220lwlmQZ7DErr1q2L1nGxVBXszNtvSr+U21bZXHlkQoAgnXRhcO65L4U/P/30YSmvpVsGlU8P1NW7XA/YNauiHx6NGzd206dP9xeregU78x732nHhyV7PPPKBAEE66cJAw4VEhxUZPXpG+Fq6ZVBd1NRX0//ut99+YbNdte5CbQU782735HbhyV4PyPOBAEE69YVB796jwte6dh0cDnFS3zKoTmpt5T9UR42CnXnX/9v64cl+3pJ5/ssmBAjSqS8MNMhhdBh19ROR+pYBUFvBzryN+jcKT/ZqqpsPBAjSyRQGmjs9eP3AAwe5xYuXZVwGQKqCnXm5AkEhZQoD9Rjfd9+HwzoaTj3TMgBSFezMyzMQFFI2YaBh14M6GuIkm2UA1CjYmZdWWCikbMJg6dJf3MEHP5pSN9MyAGoU7Mwb7QeiwRHpB4KGlG0YaG5yPzwyLQNghYKdeb9f+n1KT/SbJtzkV4mNAEE62YaBmvBqtkICBIivoGdefyysmz+4OasrEY2FdchLh/g/JkCQVpww0HzpBAgQX0HPvBqNt92z7VJO/Dv9fSd31+S73AdzPkhepaiJr0bl1b/7TunrDnzxQEbjBYASVPAzL/OBAEBlKMqZN5iRcK0Ba9UKibqKrlJe+vIlfzUECAAUUVHPvJoT/e7Jd7sjXjkiOSe6HrKrx3qzgc2Sc6Kf89Y5bszXY/zFQgQIABQPZ14AgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAm/w8u+c4+Emn8dwAAAABJRU5ErkJggg==)
| Product Number | 4H16-5-21 |
| Purity | 97 % |
| CAS | 914637-81-3 |
| MDL Number | MFCD08056327 |
| Molecular Formula | C6H4ClN3O |
| Molecular Weight | 169.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory