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+dOf3K+9e7t55Ti49Pbbq0uqJ0Nx772do0dhSkUFiMz5bY4775XzXJObmuRCRD2+1APs+3mVVd/n888/r/oCeURqIF/z5s3d1VdfXRYD+UaNGuXWXXfdVJBsv/327tVXX/U3RWg64e+/f/oEqROmTpzFmDGj+sqm6j2p53yxarmgRQt3Z7kMLn3xRee22ip9XDbc0LnHH/e3hKvAAIl9/OPH0cj25NWIug0PmzLM/f6f8r5vqdpUf//7391SSy2VO/GqlMjf/vY3N1MNnGVEpVQuv/xyt8wyy+T+FpVSOfroo91XX33lb47QNNhTJ8jkCVMn0Hzm8F6QqsfPqnqeYVXPt8d/X9cNq/aT2cGlVV/G3OGH54IvWqqCz11zTXXvM9SoYgMkNv6L8a79A+1TQbLZ/Zu5pz9/2t+0LGhSp7XXXjt3stWy0047uUmTJvmblpWvv/7a/fWvf00Vc1SoXHbZZVHIoIR0gqy6QohOmPHJUydSXUnoiqIIL1Zd0bSvurJJvl+7deuWncGluhK7+OL5br1FJUjK7MtYfaj4ABFdcdw45Ua34u0rpoLkwLEHug9/+NDfPJPeeustt/POO6c+iAqSB9SAWUFee+01t8MOO6T+znXWWceNHFnctADIg9oq+vSpPoHGJ1OdWNW2oROtkXoGanCp3zPwtNNOq7eegRF9dqo+Q7m/VYvmMa/6rCE/DSJAYrPnzXb9J/R3f77hz7kQ0cyJ57x8jvtpXhENiCWkW1K9q74N6RZV/OHTrauLq741qSpupbrnnnvcmmuumQqSLl26RNProsTUe0q9qJInVvWyuv9+f8uCaGxS9+7dU6/pSiut5G666aY6HZs0T1frDaH7cR1oUAESe//7991eo/f642rkvEVcyyNbujseuMPftN6owfGaa66JqtvGHzY1lh9++OFR43lD8Msvv7gLLrjALbnkkrljoC7AJ5xwgvvuu+/8zRGaTqg6sSZPtDrxavxHETS4tG3btqkg2XzzzUs+uPTbqi9jt/bq5R7yB0D+/e+VPQCyhBpkgMRUCXiDuzZwixxV9SZuV/1GVnfYF9UTox49/vjjUTfc5Adsq622KvnvpW+IjzzySDQ/SN++faMeXgcffHA0E2G86N/6udZrO20/bdo0/6mC+vTTT92hhx6aOh7LLbecGzJkSDRIESWkE6tGmOtEG590dQLWSPQi2ghqG1yq91fowaX6MqYZNdVDcbOqfQyoWt5UG4/GwDSQL2Ol0qADRH77/Td39YNXu+ZtmufexPX1TV8Ni3vvvXfqA7Xaaqu524vtWlkDfYAnTJjgLrzwwigYNKAvud9CF93fVhdcDQpUna1SNHw///zzbosttkjtd5NNNnFP5lOIDsVRrSudcFX7apH/BolqYqk2VhG9lEo9uFRjoZJfxhpVLWdWfUmc2VCLQAbW4AMkprYGdYP12xrUXTY5pWspqCHx1FNPjRoWkyfks88+O2qADOmZZ56JZhvUdLV+CPiLvh22atXKrbfeelHI6L/6t/+tsaZFt51U7ffRRx8NepWgQoy33HJLVJgxub/999+/5FdCcNXVd1WFd5HEbS1V6VW13iK8++67bvfdd0+9psUMLlX1BVVhSD6fqjSoWgPCIUA86g5bU28ndZ8NTQ2HakBUQ2Jyf2po1O2kUDTNrKag9bv/xosmk9LMghqPod5OmnAqH7pi0mDAK664IrqtpXDxn1vLKqusEtXiClk6XqXhzzjjjFTZeP3///7v/0Yl5VFimg9E84Is8keQvNa1q/syz/dObXRL1B9cut122+U9uFRz3ui95n8ZU3240F/GQIDUqqbxFgoWdacN4dlnn40aDpPPr4ZFlV8PRcGh7pP+1YYG6u26665u8ODB0Te/kHQVoLlHNJFU8kOsRf/WAMEPNH1nIHqufffdN7UfBdatt95K2fhS0yRkmk2vSRM3teq4D6xadqh6jU855ZToRG6l25/6UrLsssum3rMLGlyqL2OqNK2K08n3wkEHHeQ+YirekiFAFkDdZEOP+Na3cDUUJt/kuiV0/fXXB7vVo1tuuoec/L21tGnTJroSUaN0XdDgQJVV0fwjyd9Dx1BXLF9++aX/ELNx48a5jTfeOLWfjh07Ru08KLGqE/TEqhP1oVXHfMn/HntNXnbDDTcU1T1X759jjjkmNbhUX4YGDhyYuq2sNjf/PaY5cHS7FqVFgORBjelqVC+m5pQaBDV1bLKxWg2HJ510UtSQGIquYNRWkfww6cSqcRX1+Y1cv9cuu+yS+r30DfO6664r6iSTpADWVZV6aMX70Gt22GGHuc8++8zfHIG9UnXCbteuXeo11r+LPZG//vrrNQ4u1e1ftbMlf67g0hVwqPcUFowAKYC60dZU9Vbdbhfk7rvvjhoEk4/bY489gt4+0v1dlQJJhpw+ZPfdd1+9BofvhRdecJ07d04dC00w9XbA0t+6daduxskOEWrUV48zjS1B6ejErSuPmqZPLvZWkr4E1dbOpi9jJ598clG3zlA4AsRAPTnUvTb5Blb3W3/ejVdeeSVqAExup6sD9UwKSUG00UYb5fahtgY1GmZ5pLp616itIv6ddYJX76qQ3nnnnfmuenQCuvfee/1NEZhO5GoLSbaDNWnSxJ177rlujtpOjNS2lSy8qWXPPffMu+MHwiJAjPSNX91s/fo+6o6r3klHHXVU1PAXr9PtmiuvvDL4+AhdYSTbOrbccsuyKfeh7su6UkieDHSrsJgTTE1GjBgRtf8k97Pjjju6N954w98UgenE3rVr19SxV3faO9WLqwAvv/yy23bbbVPPo6scNbaj/hAgRapp7vHkogbAY4891n3zTfi52lWpNnnLSifj0AFVF3SCV5tS/HdosKAaUENSo+s//vGPVI80HbttNKYBJTdmzBi3/vrrpz4bOvYKhoVRb8Xk+1xfxlQFoRzf65WGAAlEjcR+fZ9SfsvV1U+8n2bNmkXtLOVM98fVayr+m3Srr9h75jVRzy9dHSZPSLV1DUVYyZIi8bHXVbp65H2hke410BVMctvjjjuuJF/GYEOABKReQHHxQ50AS0XFBOMPlfY3sdjJfzJCDdz77bdf7m9bddVVo3aMUujTp09uP5yQ6paOd69evVLdc3Ub9pJLLpmv6oPqYsXbqPw7soUACUyzrunNrl5WpTBgwIDcB0qN0KEGNmaFQlh9/+O/UZ0VSnElovE9BEj9evPNN6MSOfHroKV169buwURZ9WSA6OoF2UKABFbKAFEvpfjDpG/nmZnVrQT0bTP+W1XaIvRJngDJjvvvv9+ttdZaqSBRV2917SZAso0ACaxUAaK5pOOKpbrc1+CqSpe8ElHDesjeWQRItqjLuaokqD0vfl00jke98giQ7CJAAitFgKiBMa7xoxBRj5aGQLezkm0iamwNhQDJphkzZkSFPZOdHAiQ7CJAAgsdIBpFrqlc4w+RSnU0JGpYT/bOCjXYkADJNnUM0SRqyQAJ+QUCYRAggYUOEI31iD9AqjrbEGmsTdz1U7XEQpQ9IUCyT1+edNURv04qVYJsIUACCxkgKlUez3eh0buq8dRQPfTQQ7nbGqqdVWyxPAKkPNCInm0ESGAhAyQ5va0a0Ru65NgNVfEtBgFSHgiQbCNAAgsVIKNHj859cFQqBdW1s+ICjCpnUcx8IgRIeSBAso0ACSxEgKj3UVw3SPf8Q04FW+5UxTc+oRTTqEqAlAcCJNsIkMBCBIjKjccfGs0siLR4PhGNE7BOj0uAlAcCJNsIkMBCBEg8V7oqx4acrbBSaFKq+KSiebItCJDyQIBkGwESWLEBosby+AOjuUVQs/gqRHOwWG7xESDlgQDJNgIksGIDpFu3btHj1X1Xo3JRM5XPLyZoCZDyQIBkGwESWDEBonEe8RSgBx98sL8anvbt20fHSj2z1PGgEARIeSBAso0ACayYABk6dGjuwzJy5Eh/NTxXX3117ngVOs88AVIeCJBsI0ACKyZAdthhh+ixyy+/PNN15kHT3sYVinv06OGvXiACpDwQINlGgARmDRDdvtKUnXqsZmtDfvbZZ5/omKkMeCGhS4CUBwIk2wiQwKwBolpP8QdF/4/8DBs2LHfcxo8f76+uFQFSHgiQbCNAArMGSL9+/aLH6SqkIRdNLNS0adNyJ5hCBl0SIOWBAMk2AiQwa4C0a9cuelzbtm39VViIVq1aRcdu++2391fVigApDwRIthEggVkCRNN5Nm7cOHpc3759/dVYiCOPPDI6dk2aNMm7zDsBUh4IkGwjQAKzBMjkyZNzH5IhQ4b4q7EQV1xxRe74TZ8+3V9dIwKkPBAg2UaABGYJkGQD+rhx4/zVWIhHHnkkd/zyHQ9CgJQHAiTbCJDALAEycODA3IfEUtepoVNF3vj4XXnllf7qGhEg5YEAyTYCJDBLgKjdQ49RGRPNA43CqIyJSrvrGJ544on+6hoRIOWBAMk2AiQwS4Acfvjh0WM0Ah02LVq0iI6hGtTzQYCUBwIk2wiQwCwBsv/++0ePUXdU2Ky55prRMezevbu/qkYESHkgQLKNAAnMEiBdunSJHrPJJpv4q5CnjTfeODqGOpb5IEDKAwGSbQRIYJYA0QA4PaZjx47+KuRJx07HMN/BhARIeSBAso0ACcwSIFyBFI8rkMpEgGQbARKYJUBoAykebSCViQDJNgIkMEuA0AurePTCqkwESLYRIIFZAoRxIMVhHEjlIkCyjQAJzBIgl112We5D8tFHH/mrsRDJkeiDBg3yV9eIACkPBEi2ESCBWQJkxIgRuQ/J2LFj/dVYCM0fHx+/0aNH+6trRICUBwIk2wiQwCwBMmXKlNyHZPDgwf5qLETyCu7DDz/0V9eIACkPBEi2ESCBWQJk3rx5uXv4vXv39ldjIXr27Bkdu6ZNmzIfSIUhQLKNAAnMEiDSoUOH6HEbbbSRvwoLsfrqq0fHrlOnTv6qWhEg5YEAyTYCJDBrgPTv3z963KKLLuq++uorfzVq8e677+ZOMBdddJG/ulYESHkgQLKNAAnMGiCjRo3KfVDuvfdefzVqcd111+WO24QJE/zVtSJAygMBkm0ESGDWAJk9e3auHUQDC5GfXXfdNTpmyyyzTDQeJF8ESHkgQLKNAAnMGiCy2267RY9daqml3Jw5c/zV8Ojk0qhRo+iY5TsCPUaAlAcCJNsIkMCKCZA77rgj92EZPny4vxoetXnEx+uZZ57xVy8QAVIeCJBsI0ACKyZAfvrpJ7fkkktGj99zzz391UhQd902bdpEx6p169YFl4AhQMoDAZJtBEhgxQSIHHbYYdHjdWvmnXfe8Vfjv9TRID6xFNL7KkaAlAcCJNsIkMCKDZDXX3896sqr51CYYH662ojn/1h66aXdt99+62+yUARIeSBAso0ACazYABHdvtJzLLbYYnmX5mhI7rvvvtxJ5ayzzvJX54UAKQ8ESLYRIIGFCJBnn30296H5y1/+4q9u0H755Re37rrrRsdGvdUsVx9CgJQHAiTbCJDAQgSIxOMbdDur0B5Gleycc87JnVAGDBjgr84bAVIeCJBsI0ACCxUgKtGhCab0XJor/bfffvM3aXDUqSA+Juuvv76bO3euv0neCJDyQIBkGwESWKgAkTPOOCP34bH0NKokqli85ZZbRsdCV2VPP/20v0lBCJDyQIBkGwESWMgA0biQNddcM3o+lTlR20hDdfzxx+dOJEcffbS/umAESHkgQLKNAAksZIDI888/n6uRpbLlM2fO9DepeHfffXfuJKJy9wrWYhEg5YEAyTYCJLDQASKXXnpp7kOkxvVff/3V36Rivfjii7nR+RrzobahEAiQ8kCAZBsBElgpAkQD53bffffcB+mQQw4puHRHOZo0aZJr0aJF9Der3UPjP0IhQMoDAZJtBEhgpQgQ+f77792mm26a+zD169fP36SiTJ061a2yyiq5v1fznodEgJQHAiTbCJDAShUg8vnnn7u11lorFSKVeCWici6rrrpq7u88++yz/U2KRoCUBwIk2wiQwNZbb73ozb7LLrv4q4J4//333Yorrpj7UOl2ViW1iTz22GPRCPP47zvhhBP8TYK48MILCZAykAyQQYMG+atRzwiQwJo1axa92TXg7frrry9olrx8KUSSVyJqWK+E3lmDBw/O9TjTUsxI8wUZN25c1CAf7+fggw9mHvoMmjFjhtt3331zr5Paw6jKkC0ESGAaIR2/4bW0bdu26EFvNdHtrGSbiLr4lus4EdWzSp4oVETy1ltv9Tcr2gcffJDaT3JRoAwcODAasIj6pQoDGjgbfxnzlwMPPNB99NFH/sNQDwiQwDTR0eWXX+5WWmml1Ju+e/fuwSvrqmE92TtL394vvvjisip7MnbsWNeyZcvc36Dbc/pZSD/88EM0qn/xxRfP7Uf/f+ihh7ptttkm9Tqts8467uGHH/afAnXk/vvvT11da9l+++2jq8S4jI2WJZZYIqqLFmJMEOwIkBKZPXu2O/XUU+d706tBOOSbXo3oGieSvPWjuTKyfqn/8ccfR98kkyeKLl26uC+++MLf1EzH5pZbbnErr7xyaj/777+/mzZtWm47TU7VqlWr1Da6LTh58uTEs6GU3nzzTdepU6fUa6CZJh988MHcNrp1u9dee6W20ZcPTQWN+kGAlJi6o+69996pN/1qq63mbr/9dn/TomjEelz2JF40IVXoq55izZo1y51//vmuadOmud9TVwPqphuyR5mOxxZbbJE6HipK+eSTT/qbRlQm/oILLsgNWtSiUFYJle+++87fHIGoA8Nxxx3nGjdunDvu6kRxySWX1Ho7UR0tNthgg9Rru/XWW7uXXnrJ3xQlRoDUkccff3y+N/1WW20VjbQORVc2ulWTvOrRSVBBUt/T46rNpn///qnGay0KV7VNhPLpp59Gt6aS+1huueXckCFD8urQ8Nlnn0VzsMSzQsaPVwN/Po9HfnSbVd1ymzdvnjvOmsb5iCOOyOsqVI+/+uqrU4/Xa6bH672GukGA1CG96a+55prc6Or4TX/44YcHfdOr3Ec8n0hyP5rpUHWlfv75Z/8hJaHuxSNHjozuXyfbH7Sou/Po0aP9h5jpCkK9tpJXEGqMVzdgyxXECy+84Dp27Jj6nXVr8IknnvA3RYHGjBkzX2cTtUW9/PLL/qYLpd6Hf/vb31K3cHUFo3E+tV3BIBwCpB7oTd+7d+/Um149TtQAXswcFz71yoqnx00u2pe+qene/9dff+0/rCi6RaX71scee6xbfvnl59t3+/bto5Ik6mwQyj333DPf7Tu1pxTbhqFbauoNlhwRr2W//fZLtaEgP++9957r2rVr6liqDePOO+/0Ny2Yyt7stNNOqedee+213b/+9S9/UwREgNSjt956y+28887zvekfeOABf9OiaGS3bmMl2x2Siyrc9unTx1133XXR/WU1cOdDt4t0a063d0488cSoy7L/3Fp0S61bt27Be1e99tprbocddkjtS72odNUTknpxnXnmmfP14tLPtA4Lpt6Cp5xySurWapMmTdy5557r5syZ429eFH129BlKvif0GdNnDeERIBmgb0nqcZJ80+vblL5VhaQPqxrvd9ttt1SjZW2Lvnmrd5JuN6iHjP6rfyfLjCxo2XHHHaPBlNZ5y2ujq6a//vWvqb9hmWWWiRriSzkqX1cduvrwj5GuUkJ2AKgUusq84YYb3AorrJA6Zj169CjpOA5dxetqPjmORFf7uuqvhAG3WUKAZITu1+q+bbKMh06QvXr1KsmbXt+cR40aFTVsd+jQIWrA9AOgkEVtLO3atYvqcz300EPRrazQFA4aY6OwiPer31sTTNXlSHK1g6g9JPn3q8eX2k1QTd3I9X5IHiP9uy67l6tdUe2LyQ4Ran9UO2Q5jZXKMgIkY/SmV/tE8k2vnibqcVLKN72eW20GI0aMiE7SasPQ73HQQQdFVx/xon/r51qvb/wKC/XwKuU3f1HYrbvuuqkTkgaYvfrqq/6mdUI9snTrTj20kr+TenDp1l5DpSsLvUeSx0RXILoSCdnuVQj1dFSPx+TvpB6Ruv2K4hAgGaU+7erb7r/p1UbRkEyZMiW65ZY8Dmow/+c//+lvWi/Uw0tjRZIdItQTTGNK1DOsodDtUbVpqG0jPg5q81Dbh9pAskC3bzUGK/leUjdyjdWCDQGScRplmyz1oUWjcTUqt5LpFpga5tUVN/671QlAXXXrqhtyIXT15nedVnuRerpVOvWi8t+j6m2lXldZo7FSqgahqhDJoFPVCFWPQGEIkDKgN73q/vhverVfZOXbXSi6NfR///d/83UBVtl6lfbOOtXRUk+w5O+uzgTqCVdpdJXs1xJTRwuN88g6VWhQfbrk7676dTfddFO93WorRwRIGanp/rKKD954440V8aZ/6qmnUhWGtaiB/7nnnvM3zTR1iFBl3+Soe3WIOOaYY4KPu6kPGimudrBkxwu102lkeSnb6UpBlbL97uebb7552Va2rmsESBlST5bNNtss9abXAL3x48f7m5aF6dOnuwMOOCD196gA4s0331zW3WPVM0w9xJIn2mWXXdZdccUVJe90UAoKRtWoqquegnVFV73qbu5f9aqCQr5johoqAqRM6Ypj2LBhNfaxL5c3/Y8//ujOOuus1AA93Zo7/fTTK2qAnnqKbbfddqnXST3KHnnkEX/TzFJ1gZrGKqmKbqVQu9tJJ500X7vbeeedl8l2tywgQMqc2kBOPvnk1Ju+VKN8Q9FVxW233TbfgMR99tknaGHFrBk+fLhbY401Un+z5nNR7bKsevvtt13nzp1Tv7Pm69C8HZVKr8cee+yR+pv1uqmOHNIIkAqhHi9+3SvNUnjXXXf5m9ariRMnui233DL1e6qUSugyJ1mlb7J+OXuFvwZglmLwpZWqB6i8jV+vTTMFhqzXlmWPPvpoVPQz+V7VleQrr7zib9pgESAVRhVu/Uqn2267ranSaUia31r1uPxRwddee23ZNbyGoB5luseefJ10D37o0KH1WjZer4VeE79idM+ePaPXsJRUKka39QYNGuT69u0bNdTrGCUHsurf+rnWazttX8o5b9RWdeWVV0ZtV/HxUJvWUUcd5b788kt/8waHAKlAetPrw+W/6Y888si85loIqab5rfWtVt9uQ9fIKkfq7aNeP8kgUa8g9Uira7oK3HDDDVO/i0Zw66oxNL1H1elDV2OqKJDsom5ZdEWngLnwwgvdhAkTgoewJr5SL7pk/TX1svvHP/7RoMvGEyAVrKbZ3vSm1xS4dfGmr2l+61122SW6r44/qEOExh9oHELyWGmcQim/Xcc0ElvVkpP7LsWsmTqp67aQOnok522pbdEVmQZj6jaSwkH/1b/93lI1LXqf6wtT6Npbb7zxRjSuJ7mvNm3aRCWAGiICpAGoab5pvelVx6oUatqfevCUan+VQiOhTzvttFTZc30z18hpDSYNrbb9qWdcyP2pV6AGvfrzqsSLQkG3pdS9WTXP8i0tonY/le5X7TbdYlObn//cWlTeXVfBIa94VWFAv3dyP6pEUN8zf9Y1AqQB0UROpbwiqO8rnkpR6iuCBV3xaExOKOpRp3EwyYDSon+rx526oYeemEs9qFTkUidzv8K03osKx1BBolpnumWWvJrS7VnVRrPMglmOCJAGprY2CTVKWj9YWWpzqSSlaJPQqP5St7mocVlXFMkeXFo02FVVpetqNL6qIuu9rqvt5O+hgZBqewn1peazzz6LqjAnO4ioSrOCLHRbTNYQIA1Ubb2iNCthIb2istrrq1LotdD8FcX2iqqLXl+6stH7J/lFQouuclUypL5o3JGmPfbncFGbSsjfS/PBdOzYMbUP7XPcuHH+phWDAGng1GPFMi6jXMadVApdHWpGPX9chmbeW9C4jLoad6LboKpblnw/aABilibZUpDoNm6y2KXCWLNbhmrz0T40Q6Xf3rPvvvtW5CBZAgQFjQwvx5HvlURze9c0MlxzgfvqauT7LbfckmoH0MlT+84qBa6qWyfbZvSlKeRxUZmeM888M1WmR/9/xhlnVFSZHgIEOQuqTaXgqI/5rVGz2mpTTZo0qc5qb+kLg6aMTe5HbWnlMq+G5nBJXn2rbURXKCGpk8B+++2XOkYKWIVuORcKjREgmE9N1XGTVxxaNL91uVb/rRQ1VcdNtmlpKVX1XzWEax74eD8q516OYyF0XBR6yeOnqZpDe+KJJ9wmm2ySem3UBhWyDaY+ECCo1ZNPPjnf/ByVNP9IpYjn50iGh3rBlWr+EV1xJmtEqeG43K9CVSgx2TNRY29CU2eFIUOGRD204v3o81XOCBAskN70mtdaA8zUm6bSZkCsJCqrEZ+Y1IW0FDRQLtlWptszlTL3u7pHJ3u7nXDCCf4mQWiMSHybWNNTlzMCBKgQauOIT366egxNVxka0BjvQ1c4oboAZ4U6KSR7UA0YMMDfJAjd8tPza6xUOSNAgApRygBRlQE1xMfPrxIolUqVAJJXWWrwDo0AAZAppQoQ9bZKNpjryqPSvf7667nOCepAsrBxUYUiQABkSqkCRA308fOqzaPSblvVZsyYMbneh+o8ErIsDwECIFNKESC6fRM/p3pbVUqDeb7UGSH++7t06RJs7AYBAiBTQgeIypPEJVB0wquLuUmySGVI4uMaaowIAQIgU0IGiMb5xLWtNL6kIc/lojpkLVu2jI6Fut/65X0sCBAAmRIyQFRVN34uTT/c0KkRPT4ee++9t7+6YAQIgEwJFSCazyMuya4xEeVS26rUDjzwwNzx1TQGxSBAAGRKqABJ9rrKclXduqapeeM2Ic2BU0xvNAIEQKaECBDd34/nHFHZeKRpbpX4GGtedCsCBECmhAgQzWEeP0eWJoPKCk3CpbnVdXw0NbAVAQIgU4oNEN2iiSdZ4uqjdqeeemruOFtHqBMgADKl2ABJnhjLfZ6KUtJc9HE13W7duvmr80KAAMiUYgJEDcJxFdr27dv7q+E5+OCDo2OlKzaNEykUAQIgU4oJkEcffTT32KuvvtpfDc/IkSNzx2vo0KH+6oUiQABkSjEBornt9TgVDyzFLIaVRlPhakpaHbMddtjBX71QBAiATLEGiE6G8XSu++yzj78atejVq1d0zDR9cKG3sQgQAJliDZDx48fnHjds2DB/NWqh+mDxcSu0VhgBAiBTrAGSHBw3bdo0fzVqoasOXX3ouPXr189fvUAECIBMsQbI9ttvHz2mVatW/iosRNu2baNj165dO3/VAhEgADLFEiAq296kSZOKOJnVh759+0bHrnHjxm7u3Ln+6loRIAAyxRIg06dPzz3miiuu8FdjIYYMGZI7fpMnT/ZX14oAAZAplgBJjv/Q41GYcePG5Y5fIQ3pBAiATLEEyJVXXpl7TIiZ9hoa1Q+Lj9/AgQP91bUiQABkiiVATjzxxGh7lXAvZn6Lhuo///lPrgCl2kPyRYAAyBRLgOgEpu1btGjhr0Ke4hHphx9+uL+qVgQIgEyxBEj37t2j7ddcc01/FfKk7s86hvvvv7+/qlYECIBMsQRIly5dou033nhjfxXytMkmm0THUMcyXwQIgEyxBEg8iLBjx47+KuRJx07HUMcyXwQIgEyxBAhXIMXjCgRA2bMECG0gxaMNBEDZswQIvbCKRy8sAGXPEiCMAykO40AAVARLgAwaNCj3GEaiF+6jjz7KHb/LLrvMX10rAgRAplgCZPTo0bnHaJ5vFGbs2LG54zdixAh/da0IEACZYgmQDz/80PQNGtUGDx6cO35TpkzxV9eKAAGQKZYA0XwgTZs2jR7Ts2dPfzUWonfv3tGxUxvSvHnz/NW1IkAAZIolQKRTp07RY1ZffXV/FRZio402io5dhw4d/FULRIAAyBRrgFx00UW5x7377rv+atTiq6++cosuumh03Pr37++vXiACBECmWANkwoQJucddd911/mrU4t57780dt1GjRvmrF4gAAZAp1gDR+I9lllkmetyuu+7qr0YtNHBQx0ztH7Nnz/ZXLxABAiBTrAEi8Yj0Ro0auU8++cRfDc+cOXPcUkstFR2z3XbbzV+9UAQIgEwpJkCeeeaZ3GPVJoIFGz58eO543XHHHf7qhSJAAGRKMQGikhytW7eOHtumTZuoey9qt+eee0bHaskll3Q//fSTv3qhCBAAmVJMgEiyN5YaiFGzd955J7rVp+N02GGH+avzQoAAyJRiA+Tbb791Sy+9dPR4zQ+iqxLMT6GhY6QuvK+//rq/Oi8ECIBMKTZA5Kyzzso9x3333eevbvBU+mWxxRaLjo9uY1kRIAAyJUSA6Cok7l207rrrul9++cXfpEH7y1/+kjvGzz77rL86bwQIgEwJESAyYMCA3POcc845/uoGSz3V4pHnxY6XIUAAZEqoAJk7d65bf/31o+fRZElqNG7ofvvtt9zc5zomxZZ8IUAAZEqoAJGnn3469217yy23LKjSbCVK9lA744wz/NUFI0AAZErIAJGjjz4693zHH3+8v7rBUFuHypXoOKy55pqmcR8+AgRApoQOEJ0o43LlWu6++25/k4o3c+bMqMy9/n6FyPPPP+9vYkKAAMiU0AEiutcfjw3RqOsXX3zR36Ri/frrr1FjeXxML730Un8TMwIEQKaUIkBE40Hi9pAWLVq4SZMm+ZtUHA2iPOSQQ3LHc/fddw86sJIAAZAppQoQ0Xzp8XOvssoqburUqf4mFaVfv365v3fTTTd133//vb9JUQgQAJlSygCRs88+O/f8q666qrmMR5bpKiMZHmuttZb7/PPP/c2KRoAAyJRSB4iccMIJuX1oxPpjjz3mb1K21OaRvG214ooruvfff9/fLIhll12WAAGQHddff33u5Ne1a1f39ddf+5sEkRyprp5JgwcP9jcpO+ptlWww15VHKcJDsz/qeMVtSh06dPA3KSsECFAhHn/88dwJUIumqb388sujb9ah3Xrrrbmiglr23XffqI5WOdI4j7irrha1eZTittUTTzwRVTlOvkZ77723v1lZIUCACjJy5Ei3xRZbpE5SKoo4atQof9OijR07NrrNE++nZcuW0c/KhcqTXHzxxblBglrU2yp0g/m0adPcfvvtl3pNVl555YqoM0aAABXon//8p1tjjTVSJy3N3T1lyhR/06J88cUXrkuXLqn9HHjgge7jjz/2N80UFUZMXg0oRDTOI2RX3R9++MGdeeaZbvHFF8/tR/+vn2ldJSBAgAr1888/R+0VTZs2zZ3AdNvpxBNPdLNmzfI3N9NJV918kydK7fP8888Pup8QNJ9HPCFUvKg8SagR5qLjccstt0TdnZP70VWIrkYqCQECVLhPPvkk1btIy/LLL++GDh0aNeqG8sEHH0T39JP70Sj2/v37l6RNoRCqKKzgSN6uUlVdFUYMUdsq9sILL8x3C1FXOmr/qEQECNBAPPfcc1Gvn+TJTQ3GTz31lL9pUUaPHu3WW2+91H50dXLwwQdHbTSlaNSvia7AVL9LMwfGvZ7iRT2uii3JnvTpp5+mJpvSstxyy7khQ4YEDemsIUCABkS3V26++eaoETd5sjvggAPc9OnT/c3Nfv/996gESvv27VP70aKrn2OPPdY9+OCDwW9xqevyvffe64444gjXrFmz+fatMClmJkGfZmy84IILojph8T50m1DVi7/77jt/84pDgAANkBpxTz/99Og2Tnzi01WC5kT/8ccf/c2Lop5Z3bp1S+0rubRt2zZql9H4CHVF1rf5fKihXgMZr7vuOtenT59U5eDkovYY3b4KPXL+nnvuca1atUrtS1c2kydP9jetWAQI0ICp3WKfffZJnQRVpuS2224L2iNJNE5Egx133HHH+U7yNS36PXSC1uyInTp1iv6rf/uN0zUtjRs3jnqd3X777W7OnDn+r1IUBZH/N6yzzjru4Ycf9jeteAQIgOgqwf8Gr5kIJ06c6G8ahG5dPfTQQ1HdqXbt2s3XRlHo0qhRo6h9Rw32GvNSim6yuj12zDHHROEU71edBAYOHNhgZ2wkQABENLDu2muvjUq2xydIndh79uzpZsyY4W8elBrW1VNKoaIuwWojUTvGQQcdFF19xIv+rZ9rvUbZjxgxIrplpN+9VPS7XXHFFbn6VXFgacbGr776yt+8QSFAAKToVpPaFJJdXtUgrXnB586d629e0VSgUiP5k1c72223nXv11Vf9TRskAgRAjd5++223yy67pE6eKjJ4//33+5tWHHXxVVmT5N+ukf3Dhw/3N23QCBAAC6TbSq1bt06dTHU76c033/Q3LXtqm1G7TLJQZDyqXuNKkEaAAFgoNRKrVlQ8P7oWNSYfd9xx7ptvvvE3Lzsa7KeR+RqjkgxKDX7USH7UjAABkDcVT9QkSGpEjk+yalweNGhQnY0wD00j8TUWJRkcm2++eTRyHwtGgAAo2Msvv+y23Xbb1ElX4zRUxqRcqLBi9+7dU3/DSiut5G666aZoJD0WjgABYHbXXXelJmPSonIh7733nr9pZqh4ouZ3X2KJJXK/s0bJn3baaW727Nn+5lgAAgRAUTTS+9xzz3VNmjRJnZBPPvnk4JMzFUsj01dbbbVU4KnMytSpU/1NkQcCBEAQH330kevRo0fq5LzCCiu4G264od5vCWlE/VZbbZX63TbccMOymkExiwgQAEGNHz8+Kk+SPFlvttlm0SyAdU0j6DWSPlkqRSPtr7nmmpKOXm8oCBAAwemKQ1ceyTnTtagUia5USk0j5jXfebKku0bW9+7dOxppjzAIEAAlozYQFThMlnJXW8k555wTdCbApAceeCAaMZ8Mrs6dO7u33nrL3xRFIkAAlNz777/v9tprr9RJvWXLlu7OO+/0NzXTyPiddtoptQ+NoNfEVSgNAgRAnRkzZkw0XiR5kt9mm23cSy+95G+at5kzZ7pevXqlyqwvtdRS7pJLLmmwZdbrCgECoE6p8fqqq65yzZs3z53wNbJdZdo10j1foZ4HdgQIgHpRzJVDKa5kUDgCBEC9mjRpUt5tFxrh3rVr19S2odtSkD8CBEAmqPfU2muvnQqHuPeUenOdcsop8/Xm0gj40HOeI38ECIDMqGn8hm5xJcukaKmr8SRYMAIEQOZ8/vnn840g16IR7vUxoh01I0AAZNaECRPccsstF12FaE72+q6phTQCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATP4ffN6XjgmKNPwAAAAASUVORK5CYII=)
| Product Number | 2621-5-Y9 |
| Synonyms | 2-(4-Chlorophenyl)benzoic acid; 2-Carboxy-4'-chlorobiphenyl |
| CAS | 7079-15-4 |
| MDL Number | MFCD03426504 |
| Molecular Formula | C13H9ClO2 |
| Molecular Weight | 232.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 167-169 ℃
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600