![Methyl 4-chloro-6-(trifluoromethyl)thieno[3,4-b]pyridine-1-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABW6AAAVugFgFbJ3AAACfHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF+NHbKokVbWq0qR2k5ZO2rvJJW6LFKACmodvvzM0XUgYCMjZ5//PT3d25tf7fANbX9VZWSwIp4yAL9JynRUvC/Lr8W5myfVynqIIhUW9IK9N83YVRbvdjqavPnf7sqBpmZOu/WpfZz3NTtKyeokEYzz6/XC/aplZVtSNK1KPVJ1d1a3zvkxd087iP0NEuau2WRF18iivtl1vfwQLL6P7ek3+reUrtt0gCs/ZxsNzWeWuga1gFF/2BV584SvX+DU8HdAtqcK1L+cPt2X6nvuiwWLoIUvdZtVU7yk68nLj03fsDAvfbhck5wi4psxvqsodIJSC23FwApwEp8BpcDE4A86CS8Bxhh+2cxRwVHCUcNRwFHFUcYv7v/FhAo+HN4+rgB/QfSv82mfTmu/t7114cBfFgswYlVJoYJQrqYDTWCUGBI0tE2i40DE6hWDqWJNUJ9imaCJkcjQxFdrER/Ph/FAaNDhri07NUGJFW5MxlwQOYQ6amsQKmCmci9TBMi4loJ9rY2EmqFbWwIxTyQTWMRQ6ToLVEusYHGkETtMYNEcvUsx01qqhuqQxD1ZRbmIdetcsCcGJPqOznD+VxfqkCNl6QZ44acP20z/X4iNyBMpq7Ss8DKGDID0FRB8IcR4HZB8IWfEJiCFAXQB6fATdB0LGfQI3Q0DcB0J+jgOmD4RsHgdsHwi5Pw4kfaA9KeOrDu3nCB8fhJ9Huz2IE8xZwLuDO8Gcxbw76BOMuojiJKIvdnkSiQdWM5Fe/Cz63XU1wdgBxkwwyQBjh5jo5ChHx0sZixcXdnRym0f4H7b8C0rX/9/JrCj+AAA/+0lEQVR4Xu3dCbxV48LH8RBxkXBNRbzI1GBIlNl1uaqLa3pdYzJ1k5DMkgylUDIPjdJAEjJGKkMp1Y000KCJaFaiuec9/+e8a7XPc07n7P2cfc5ee+3f9/NZHzrP2nuvtc5Z67/XeqYKBgAADxXcHwAAkAwCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IECDLVXipgl2A8sZfHRAhs1bMMq1GtzJ13qhjqvSqYip1r2T277e/OeHtE0zbcW3N5GWT3ZcQIMgY/uqAiOj8bWdTsVvFMBC2tLi29HOgrPFXB0TAk5OetCGw1UtbmSYjmpjPFnxmlq9dbtZsWGPm/D7HjP51tHlowkOm5sCa7ksJEGQMf3VAhs39fa7Zttu2NgT6zujrFpeIAEGm8FcHZNjdY++2AXD5p5e7RUkhQJAp/NUBGVZvcD0bAJ/+/KlblBQCBJnCXx2QYbv13s0GwNI1S92ipBAgyBT+6oAMC1perd+43i1KCgGCTOGvDsgw7kCQrfirAzKMOhBkK/7qgAwLWmFdMfwKtygpBAgyhb86IMOCfiDqRDhg5gC3uEQECDKFvzogAp749gkbAgqRpiObms9/+dysWLvCrN241gaMeqI/POFhU+uNWu5LCRBkDH91QER0nNjRbPPyNmEgbGlxbennQFnjrw6IkBkrZphbR99qar9R21TuVdmOxlu9X3Vz4jsnmgfGP2CmLJvivoQAQcbwVwcA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgQccN/Hm5OfudkM3LBSLcIyCgCBIi4q0dcbTsKXjPyGrcIyCgCBIi4q0ZcZQNEQQJECQECRBwBgqgiQICII0AQVQQIEHEECKKKAAEijgBBVBEgQMQRIIgqAgSIOAIEUUWAABFHgCCqCBAg4ggQRBUBAkQcAYKoIkCAiCNAEFUECBBxBAiiigABIo4AQVQRIEDEESCIKgIEiDgCBFFFgAARR4AgqggQIOIIEEQVAQJE3FUf5wXIU3kB8jEBgmghQICIu+qpvAD5V16APE2AIFoIECDirmqWFyC75AVIcwIE0UKAABF31VV5AVIhL0CuJkAQLQQIEHEECKKKAAEijgBBVBEgQMQRIIgqAgSIOAIEUUWAABFHgCCqCBAg4ggQRBUBAkQcAYKoIkCAiCNAEFUECBBxBAiiigABIo4AQVQRIEDEESCIKgIEiDgCBFFFgAARR4AgqggQIOIIEEQVAQJEHAGCqCJAgIgjQBBVBAgQcUceeaQNkKOPPtotAjKKAAEi6uuvvzYNGjSw4REsJ5xwghk3bpy7KpARBAgQMQsWLLCPq7baaqswOCpXrhz+/9Zbb22aNm1qfvnlF/elQLkiQICIWLt2renQoYPZeeedw7CoU6eOGTFihC0fPny4qV27doFQ6dixo30dkAkECBABgwcPNgcddFAYDn/961/Niy++aDZs2FBgPf37hRdesOXBunrd22+/XWA9oDwQIEAGfffdd+Zvf/tbGAbbbrutufXWW83y5cvdVQtYtmyZueWWW+z6wWvPOOMMM3nyZHdVoMwQIEAGLFmyxNx4442mYsWKYQCcffbZ5vvvv3dXLda0adPMP/7xj/A99H4tWrQwS5cudVcF0o4AAcrR+vXrzdNPP21222238KJ/yCGHmPfff99dNSXvvvuufZ/gPfX+zzzzjP08oKwQIEA5+fjjj83hhx8eXuR32WUX07lzZ7Nu3Tp3VS96n8cff9y+b/AZNWvWNJ988om7KpAWBAhQxmbMmGHOOeec8KK+zTbbmOuvv94sWrTIXTUtFi5caK677jrb3Df4zPPOO89uB5BOBAiKpEcfd911lxk1apRbhCStWLHC3HHHHWa77bYLL+SnnHKKmThxortqmfjvf/9rTj755PCztR36na5cudJdFfBCgKBIjRo1Ci88RxxxhGnbtq355ptv3NVQhI0bN5oePXqYvfbaKzyGBxxwgHn99dfdVcvFa6+9Zvbff/9wW/bee2/Ts2dPs2nTJndVICUECArRs/rExx+Ji/oc3H333Wbs2LHuy5Dniy++MHXr1g2P14477mgeeughs3r1anfVcvXnn3+aBx980PzlL38Jt+3YY481X375pbsqkDQCBAXo+fk+++xjLzDHH3+8vSDeeeed5sADDywUJtWrV7d9Fj7//POc/zY7d+5cc+mllxY4PldccYWZP3++u2pGaXsuv/zyAtt52WWXmXnz5rmrAiUiQBBSCDRs2NBeVNSSZ9asWQXK9Uz9/vvvN4cddlihMFHoNG/e3Hz66aeFek/Hmb7Zt2vXrsA3+3r16pnRo0e7q0aK6rZ0BxJss7Zf+6H9AZJFgCDUpUuX8ILSv39/t7iAqVOn2kciwVDjiYuG2bj22mvNRx99FOtxmnSMdBeWGKK9evXKmrsxbafqQlQnEuyD9mfAgAHuqkCRCBBYEyZMMJUqVbIXkVQnLpo5c6Z59NFHzXHHHVcoTHQnowmRNFZTpusB0mX8+PHmpJNOCvdRx031QtnauknbrdZZia3F1HpLfxNAcQgQmN9//z3sxaz/6t++VBfw5JNP2gtQ4nDkWlSh/O9//9u2Rlq1apX70sj79ddfzTXXXFOggcG//vWvQo/6spW+CKi/SLBv2k/dSapeDCgKAQJ7xxF8k07nt07Na/H888/bwQITx3zSssMOO9iLb58+fWx/iSjTY7jHHnuswJwctWrVsvU96aaQ0vDtOm6qk9CiTof6Hem/wc9UrvW0froNGzbM9mAP9lV3kerhnq4e84gPAiTH6Tl+cKFQHUhZWbx4se0boQEDEx+VaNG/VXmvcg0yGCVDhgwxBx98cLitu+++u3nuuefS0lBA7/HVV1+Z9u3b25F0E4cgSWXR6/R6vY/eLx3bpo6kzz77bIExu2rUqGHH3AICBEgO06OX4KKljoPlVfn722+/mVdeecU+LtGdSOLFUHcquhhqzotMzrg3ZcoUc+aZZxbYrpYtW9ph1EtLLaCaNWtmdt1110JhECzq+HfaaafZ5aKLLrJ3IPpv8LPEjoHuovfV+6djFAGN6nvTTTcVuIM866yzbCMKgADJUXocoX4euiCo9VCmnnOrLkStfi655BJbR5J4IVQdiob+6Nq1a7n1U1BAKCgSL5gKktJeMNWAQKPwJt7NBIu+2euCr7tB9fZPtimt1tP6ep1er/dx31ufp88tbQMGzTPy97//PXxfzUNy8803pyVQkb0IkBylVkO6EKiiVD3Po0AXxLfeestceeWVRT7OUeBpCteyqLTWYx89mtIjqsQLux5hlYYCUvUnicOaaDn66KNtY4N0B6PeT++r90/8PH2+tqO0jRfUms59pKf6mHQ8NkP2IUBykCpJg5ZE6mUeRaq4/uCDD2yrp8TpW4PlqKOOskOEaEKl0lJluCrFg/dWZbkutqXtw/LGG2+YfffdN3xfNVLQncKkSZPcVcuEPkefFzTP1qLt0XaVho6LgjyxUYHmatec7cgtBEiO0RDiVatWtSe9+m1kQ8saVejqIv+f//ynQKe3YNEcG+ohn+oot2q2qpZgwfsoVBVYpW3Z9OOPPxaYJXD77be3Q778/PPP7qrlQp+rz9d2BNuk7dN2loaOU9OmTQs0a77gggvK5A4R0USA5BBVkjdu3Nie6Pr2qAtottE+aOwtzQe+3377FQoTjdmlTnFjxoxxXxpSxzk9wkv8Zq6OgeogWFqDBg0q8PhNx7u0F+p00XYEv38t2k5tb2mNGzfOnHjiieH76rjee++9pepPhOxAgOSQbt26mq22yj/J+/bt6xZnJQWFAiOZwR61aKiRYLDIYJ2Shm1Jhh7rqLVS8L76DNXnRJG2K/EYaLtL+7hO+vXrVyDU9Rm9e/cut9Z9KH8ESI6YPXuiOe20SuaggyqY6667yi32ogpZPTYaOHCg6dChg+3gpkdAanKq/+rf+rnKNRBjWX8j1bZsabBH9WdIbOWVzsEDdUejpsfBe6u1Umkfg5U1bV9iqyptfzqGYvnjjz/MAw88UKB5tupd6D8STwRIDlizZpVp2/Ywc+WVFUyTJjXyTnL/C7nmj9DjnwYNGtimnO6FurhFU7lqpNrWrVuX+ai9qlxXJbsq293t0LDrGnIlHdT8OZj/Q82OdfHUhFLZQNup7Q2GnNF+pKs5t46vmmYHx1x3JogfAiQHvPLKNeaGGyqYG2/czsyZk/pzfnXoa9OmjZ1Vz70Ya1F9ii4+6uCmi4buQPRf/Vs/L6pJrhZViKvPxffff+9+ZFqpUrdatWr2M88//3y32JsutsEYYuo3opFts5G2O+j3ov1JV4hIMPeIvjggfgiQmBs37jUbHlo+/vgJt7hY+hbpNgPVUqdOHXsXoT4SyV5s1PpLzXJ19xJ0YAwWfQM+99xzi634Lq3gcc0999zjFnnR457gzkOPa0rbXyTTtP3BYyftVzoeZ4nqp/Se6r2O+CFAYmzJktnmllt2seHx1FNnJ12ZqQrVRx55pMAkSXvssYdtWVPaHtmBOXPm2L4EmiI3MUjKaha/dAaIjk9Q56Fv7nF5vq/9CO5EtH/pqFgnQOKNAImpjRvX512gG9jwuP32vc2KFclV6mrIisSRWNWSRkNhpKOyuSh6Dq+mpIk9p3faaSfTvXt3d9VSSWeABK2tFHjZ+thqS7Q/QZ2I9rO0CJB4I0Bi6q237rXh0azZ1mbKlKFucZHUxDW461AFuR5TlddQ6woSd3Y8dUpL1+enK0AUdsH2qQI6jrRfwT6Wtp8IARJvBEgMff/9cBscCpBBg253i4ukJq3BRUOV5WVZH1EcDc6nUWeDbdEQI+loMZWOAFFHvCpVqtj30SOebGltlSrtV/CITvtbmo6QBEi8ESAx8/vvi82dd1az4dG+/bFm/fqSn2OrJVRwwdYQFxpuPdO6desWzhuix2h6tFYa6QiQYHgSbU/U+3mUlvYv6Gyo/fZFgMQbARIzzz57jg2Pm2/e2SxcOMMtLiTxzkMV2Bp3Kio0414wZ4YuZjNmlLw/W1LaANEAhMFximoP83TTfgb77DsAIwESbwRIjAwf/nTYZPerr/q4xYWoziO4QGgI9WRbaZUnzXcRhIgmUfL95l+aAFEP+mBUXY0llUuCsbO0/z4jCRAg8UaAxMT8+d+YFi22t+HRo8cVbnEheiQUVJhrmtkoj8qr+pidd97Zbuupp57qdZdUmgDp1KmTfa36SZSmPiAbaX+D/iE6DqkiQOKNAImBtWs1/tDhNjzatDnYrF5dfCewNWvWhE11VWG+fPlyd5XIGTx4cNi89I477nCLS+QbIGq+HEwGpYEZc5H2W/uv45Bqc24CJN4IkBjo0+e6cKiS2bO/dosLad++vT2p1VQ3U62tfAQXI42p9fXXJe9nIt8AUR8YvU698X/66Se3OCdov4PRCHQ8UkGAxBsBkuXGjx8Y1nsMHfqYW1yImsQGo9LedtttbnGk6TGbZr7Tth955JEpPcryDZBg+lYN6ZLLtP86DjoeqSBA4o0AyWJLlswxt95axYZH165nJVUJfsMNN9gTWq2a0jXeUXn66quvwhnwevTo4RZvkU+AjBo1yr5GS3lNQxtV2v/gWOi4JIsAiTcCJEtpqJJOnU74/6FK9jIrVvzirlLIggULwmlNU30UESVqbqx90CRSyd6F+ARI8K1bw6zAhMPNpHI3RoDEGwGSpcaO7ff/Q5VsZSZP/tAtLpKGZNfJrIERNfFPttLw76oH0b68+uqrbnGRUg0QBVPQfLhLly5ucU7ScdDx0HFJNrgJkHgjQLLUggVTTbt2tcyHHz7qFhVJj7eC+Tw0qm62C4Y70ZwjyUg1QPSoTOtrmTdvnluck3QcgmOi45MMAiTeCJAcoZkEg5N/ypQpbnHW0dwi2hc17dWEUSVJNUCClmo1atRwi3KajoeOi45PMgiQeCNAcoQmctKJrNZLcaDpcIOxmjp37uwWF5JqgATrp/K8PxcE9UI6PskgQOKNAImQdev+NEOHPm46dqxvJ4Jq3nzbvAt/dfP446eY999/xD628qU5zHUia4j2uNDUudqnhg0bukWFpBogwTS8/fv3d4tymo6HjouOTzIIkHgjQCJi5cqFpl27mmGfji0tPlRhrk6DOpGzferVRH379rX7pAmoSqrUTSVA1FpN62rRWFzYTMcjODY6TiUhQOLN74qEtOvVq4kNCA3FPmpUL7Ns2fy8i+Ias3z5T2bGjC/M22+3scOV+Jg4cWJ40vsORhhFGqcp2K9p06a5xQWkEiAaBVjrqr9JNrdWKws6HkE/HB2nkhAg8UaARESrVrvZAJk1K7nWLakYOHCgPYkrV67sFmU1TXwUDAhZ0hDrqQTISy+9ZNfV6L8oTMdFx0fHqSQESLwRIBFx442VbICsWrXELSq1Rx991J7EdevWdYuynhoFaN8ee6z4YVxSCZCgBVb9+vXdIuTRcdHxSaYlFgESbwRIRKjiXAHy3HPnJTURVCrifBInGwzJridaR+ueeeaZbhHy6Lgkeyzj/LcHAiQypk//PJzPQ8u99x5oXnjhAjNkSFszbdows3HjBvclSWvRooU9iS+44AK3KOudf/75dt9uuukmt6iAVAJE7xXX45UOOi7JHHMhQOKNAImQX36ZZnr2vNJOR+u2vrrrrn3NhAmD3JckpWnTpvYkvvzyy92irKd90r5dc801blEBqQSI3iuuxysdkj3mQoDEGwESQbrb0AyDGu/q9ddvMW3a1LAhonGvvvnmbXf1EnEHklqAcAdSPO5A0uelvPO6pCXKor11sDZt2mgGD77bhsgjjxzjFpcozidxssGQ7HpCHUjxqANJHzcsilqiLNpbh9Affyy3AaLWWqmiFVZqAUIrrOLRCit9siEkipO9W55j5swZZwOkVavd3aISvf766/YkTnb4iWyhEYaDfiCaM704qQQI/UCKRz+Q9CFAkBaq51B9x3ffvW8r0//88zc7NtbixT+aESOeM3feWdUGSI8eV7gvLdGECRPsSaxl0aJFbnHWmjNnTrhfU6cWP05YKgFCT/Qtoyd6ehEgSAu31VVRi4YySWbmQdeqVatMxYoV7YmsYdDjYsCAAXafdBei+dKLk0qAMBbWljEWVnoRIEiLhQunm2HDnjRPP93I3H//oaZly53saLy337636dLlDDN8+DN5F8nV7suSVq9ePXsia1j3uLj++uvtPiVT2Z1KgAij8RaN0XjTy60wd5eoi/4WIi00jLtO5OOPP94tykqq/wiexXfs2NEtLiTVAAnWZz6QgpgPJL3cwHCXqIv+FiIthg0bZk9kzeCnuoNs9/nnn4ePUpKZYTHVAGFGwqIxI2F6ZUtQbEn2bjnsmFlq3psMzeC3995725O5U6dObnHWufbaa+2+HHvssW5RkVINEOZEL4w50dOPAEFGzJo12lasq75kzZrf3eIitWzZ0p7MBx10kB0KPVstXLgwbL77zDPPuMVFSjVANEHVrrvual/TpUsXtzgn6TjoeOi4lDSBV4AAKR4BgoxYsmROOAS8JqNKxvfffx82wRw0yG9crSi488477T7svvvu5vffkwvPVANEguf9Rx99tFuUk3QcdDxSqRciQIpHgCBjhg3rGjbxHTOmr1tcpHPPPdee0Mccc0xW3oX89NNPdgpb7cPDDz/sFm+RT4CMGjXKvkbLpEmT3OKcov0PjoWOS7IIkOIRIMgYtUR65pnGNkBuvrmyWbRoprtKIWPGjLEV6Tqpe/To4RZH3v/+7//abd9zzz3Nb7/95hZvkU+AyMEHH5zyt+44Cu7GdDxSQYAUjwBBRq1cucjcccc+NkQ6dDjObNhQfIc6ueKKK+xJrUr1ZcuWucWR9d5774Xfgl955RW3uFi+AfL000/b11WqVMne/eQi7bf2X8dBxyMVBEjxCBBknCacatZsaxsib755l1tcyPz588PHQBdffLFbHEna5r/+9a92m0877TR795UK3wD5888/zV577WVfe+utt7rFOUH7rf3XcdDxSAUBEm8ESEwEw70rSKZO/cQtLkSPr4Jv8926dXOLI2XNmjXmxBNPtNuqinOfZrW+ASJq9qzX7rDDDubHH390i2NN+6v91v77NP8mQOKNAIkJPbp69NHjbYjokdbKlQvdVQoJJgbabrvtzPDhw93iSFBF/4UXXmi3U3U3eozlozQBopZe++67r31948aN3eJY0/5qv7X/ybZ4S0SAFLTgh5Hm24+fMBtKMSxRlBAgMbJ48Sxbma4Q0ZhaJT3mUSV0rVq17Amutv1RGzhQ4RF0GNTy+OOPu6skrTQBIm+88Ua4HW+99ZZbHEvaz2Cftf8+CJDN/sz7Utfrll1snce8yR+6xVmJAImZr7/uHzbt/eSTkjvAzZ071+yzzz5hiKiVVhTosVVw56Hl9ttvd1dJSWkDRP7xj3/Y99Dx+vXXX93iWNH+BX8X2m9fBMhmn716vQ2P3q12M2tWLXWLsxIBEkO9e19tA0QdDefN+69bXMjkyZPDYU523nnnEidnKmuqMA/qPILwKOluqiTpCBDVB1SpUsW+zxlnnJGV/WiSof3S/mk/tb+lqfchQPItzjsPX262tQ2Q74an1pItygiQGNLQJvfff0jCUCer3FUKmT59uqlevbo92VXXoBO/pDk2yoLqOILWVtqO0jy2SpSOABH14A+C7YEHHnCLY0H7FexjaUcsIEDyDXn8FBseA9vVzAvo5IaByQYESEzNnTshHOqkd++mbnGR9Nji1FNPDS8etWvXTnrQvNJSX4Ogk6AWtbbyrTAvSroCRG666aYw4Hr27OkWZzXtT9DRVPtZWgSIMbPGvR7295g/9WO3OKsRIDGmOpCgPkR1I8nQIHl33HGH2WabbeyJr7GzLr/8cjuOVlnQwIga2yrol6JF/Tx8muoWJ50Bsnbt2vARj2Z6fPfdd91VspL2I5i5Uvun/SytXA+Q9ev+NP3u2d+Gx0fPnesWZz0CJMZUb/D00w1tgNxyyy52fvVkff311+bII48ML+oKlIsuushOiauh4Uvrs88+sy2sgj4GWjQ8Sao9zJOVzgCRlStXmrp169r31D4MGTLEXSWraPuD34X2S/uXDrkeIBPee8iGR/cbK5kVC2e4xVmPAIk59QfRtLgKkY4d6+dd/JN//qq7EXU4PPDAA8OLvBa1zrn66qvNq6++ambNmuW+rEiaxEpzmGsa2mAmwWDR4yoNjJjK2FapCu4Y0hUgorunQw45xL6vvrln6+MsbXdw56H90X6lSy4HyKpl802PljvaABkz6A63OBYIkBwwderHtof6eedVMM89l/oFVJXpCgs9Wkq88AeLvrnqbkXluktRuOi/+vdRRx0Vzt3hLpoMSvN5+HRQS4aaAr///vumadOm4TD2ustJ5+M4XWyDOxHVHagCOltaZ2k7tb1BnYf2I53hMW3aNHu89d7qrDpixAh3lVj7tPtlNjz63L6XWbc6PXd0UUOA5Iju3e80tWvrArq1nd7Wl5p0PvHEE6Zhw4Zmxx13LBQKxS0KkjPPPNM8+uijSU1D60NjNb355pt2wEg1SXa3Qcu2225rx3davjy52RxLosc9wR2OFj0ui3o/EW1f8FhPi7Y/XY+tdFxvueUWe5zdY6++PaVpFpwtfp05yrzUbCsbIN9/mX2jXieLAMkR69evM6ecUs+exFWrVjWLFi1yV0mZ6kKmTp1qeyxrnKR27dqZG264wd6B6L/6t36ucgVGsrPYpUp3MP3797cDQ7p3O7rzUMuyp556yrzwwgsFHsepufBLL72UljodVTgHrbO06DFfVHusa7uCToJatN3pqDDXcdQxDppha9Hsl/rCcMIJJ4Q/08i+9913X5ndeWbcpk1mcId6NjzebF8375/ZcUfqgwDJITNnzjSVK1e2J/E///nPUnfOyyR9y+3du7edIGv77bcvEBp6nq9v1woH905AF8oOHToUuDvR47d0PV5Rv4lddtklfG+NJRWVb9zajmBsKy3aztL28whoLLU6deqE763jq+BIDKa+ffuGY4pp0RcZNZrI5r/Dovwwqld+s928O5BfZn7pFscKAZJjdBIHJ3DXrl3d4kjTXVP37t1thayeqSeGhr7VNmrUyFYIL11a8jARCxYsME2aNAmf/2tRvc3s2bPdVVOmC3Uw7IkWBZwemf3888/uquVCn6vPTwxabV86gk3vkTjkjO74dAf6yy+/uKtaq1atMvfff3+B1nfHH398ZIbQKS3Vdbx6+942QD7tdqlbHDsESA666qqrwovuxIkT3eJI0cXv2WefNaeffnrYNyVYdBHSiMKq4Pd9fj927FjToEGDAhf7Nm3a2AtdaWkAwsRv3DremtmvvKbH1efo84LJoLRoe3wHRkykx096DJX43npMNW7cOHfVIqlVXmLHUQW5/i4zFbLpMvbNu2x49LjpL+b3ZentyxRFBEgO0slfo0YNe+IedthhablYppMuLp07dzYnnXRSgTsELepweOmll5qBAweaP/74w32pN4VQ4sW+WrVqpk+fPu5qKdOxfeyxx8JJqYLl6KOPNk8++WTaO0zq/fS+ev/Ez9PnaztK+7vW4yY9dtLjp+C9ddx0Z+tD/YHUUi/x9/vII4/YFnTZZsWimba/hwJk/Lvt3OJYIkBy1Pjx48PHQOrQl2kzZsywdRP16uVX9CcuGtBPj5vU2W316rKbRyF4vJL4qKd+/fppebyi7dZ0sMEc64mLwlx3CmoIoCH1k531T+tpfb1Orw++FCQu+jx9bjqOm4a10eOm4L11B9i2bdtSB7maE2tSsz322CN87//5n/9JW/1MeRn6/L9sePS7u7pZv7Z0xyRbECA5TM1xgxP2tddec4vLnEYBVkstjbnlXvh0MbnuuuvM0KFDy31QR9WDqEVXsC3pfrwyatQoe8HX8PnufgeLOluqH01RfWu0uJ0xExe9r95fn5MO2u8rr7yywN3gJZdcYu8U00kdSW+77bYC9Vva12+//dZdNXJmfjvMvKiK87xl5rjyP5cyhQDJYXocEVT26lt+OiqQSzJhwgT77DzowZ246LFIixYtbIuodDStLa2RI0cWerzSvn37tD1e0T7qW73eU/0wEltvpbLodXq93kfvl65jp/3U46TEccr0aEyPncrSDz/8YBtEBJ+pui8F4uLFi91VI2HD+vXmuvNrmWv/VsH0anuSWxxrBEiOUzPX4Pm8KpPLoq+GvglrTg89lnAvfvomrW+dX3zxhfuySNDjlZdffrnA45WjjmpsPvpogrtqWuj3oQB9/vnn7d2ZFg3/ojsQ/Tf4mcq1nttMOV2GDPnM1Kix+c5Q+6/HTOXZy/7DDz+0dXTBNujOSvU75X1HWhI18qi8QwVz5AFbm5nTyubvIqoIEORdDD8Kh/rQ3UFp6SKjb+8tW7YsUDEdLHouf++999oBG7NF8Hhl552r590pnWNq1nwo71vxu2bGjJKbDGeT6dOX5gXVO+aAA5rm3dnUso+TWrduXabjlBVHYaHQCCby0qJQ0d9sFKjJuMZy03ZFoS6xvBEgsHSHoJNAQaJOYanSncsnn3xivyW7LY601KxZ0467VF5NWMvKzJlzzXXXvWDq1n3JLvXqvWw6dPgi7wJb+krqTFq+fLVp3/5zuz/ar5o125krr2yXFygz3VUzQo+v9BgrsSm3OkXqcVcmBaMPqINuWd0NRhkBAks9hjW4oU4GNWFN5nmznpFr0ic9Xtltt90KhYYG59Mz9Eyf5GVh1Kh55oILXg+D5PTTe5v+/b8zGzaU3yOedFi/fqPp12+SOe20XuG+XHjh62b06PnuqpGgCvXEQT0zeYekRiDBKMbpmjkz2xAgCKkpbTDExznnnOMWW2o6quaVmmSqqMEK1ZlMJ1N5VMhnWrZdfF0KQW1vNoag/gYT69QyUUejgUH12Wo+nY6xxLIRAYIC1HkuOCnVf0DU8bBfv362GemWBivUupqWNhe5j3+03HLLh2bu3PL/VpwMbdfNN3+Y9Y/hMtVKTN55553wM7N9MrHSIEBQiIZC14mh5826o3AHK9Qw3RqsUK2T0jl/RLb74Ycl5oYb3g0vzPXrdzNdu36VF8DR+Haq7ejSRZ0Bu4XbqIYAqjjPZuqnon46if1UNExKuvupBHS3EXQIzcWJshIRIChE40q5j6c05pEqLXv16pXUYIW5bNiwWeacc/qHF+kzz+xj3nprmtm4MTOjzupzBw+elhf6r4TbpO379NPSD6YYJRoxoCx6yrs0RUHwRaqs5rXJFgQIinT44Yfbk0RNFDXOke9ghblq7doNpnv3Cebkk3uGF+3LLnvT/Pe/RY9SW1YmTFhgLr10ULgN2p4ePf5rty+O0j1Wl0strYIpEW6++Wa3OOcQIChEQ3EHzSU1JSz8LVyo8bWGm2OPzb+Aa7nnnmFmwYKynUxJ73/33Z+En6nPb9t2hFm0KL3fxqNqS6MFl7bv0TXXXBN+sVq2bJlbnHMIEBSiWeV0kmiIjFxtXZJukyYtNE2avBVe0E84oYd58cVxZvXq9Pb8153FCy+MMw0adA8/6+qr3zLffZebdVWpzldSHA1AGnS4fe6559zinESAoJBgrmw11UX6aOK99977wZx99qvhxf2ii163Pw8EP1cF/Lx5KzYXOIL1XD17TgzLGjbsm3cHOd1dJSdp2JeSZkwsyYknnmhfq8E/0zXeWLYjQFDAkiVLws5RgwcPdouRBn/8sS7vG+zX9i6hUaN+BcqCi7+WVq22PFzHlgJk3LifbV2L3l+fg8100X/xxRcLzdmezNz1GjI/eM2nn37qFucsAgQFaEpYnSQ77rhj0vNSwI8u8O5FPgiGoPJ9zJiiOyVuKUBQsuXLl5tbbrnFtqIKQkGjGX/33XfuqpZace233352vfPPP98tzmkECApQU12dKJoPA+UvCIZevfIfRV188cAie4YTIKU3bdq0AnPX6877xhtvLNRMXWO4qVwV8rNmzSpQlusIEIQ0nlDQaiUTE0xhczCoMvzccwfY/3/ttcLfjAmQ9NF4bonz02hct2eeecYOEDp37txw9IW7777bfWnOI0AQUlt5nSjqea5mkCh/icEwfPhs+/8ao2rFioKTWBEg6aVh4zVDZ+KkXkcccUQ4cOM+++zDOVEEAgQhPd/VyXLuuee6RSgnbjA0b/6e/XenTl8mrFV4PaTHokWL7FTKicPGa1HvcxRGgMBatWpVeKuunrzIDDcYZs5cagc71KL/39J6SC/1+Uicm13/f+edd+bdCW65aXUuIkBgDRw4MDxR1EoFmVFUMHTs+IX9me5GAkWth/Tp3r27PR80QOOee+4ZBokmS+vRo0e5DhsfZQQIrH//+9/2BDn77LPdIpSjooJBw6yrHkQ/HzFi9hbXQ3roLiOYVVOdaVevXm0efPBB27Q9CBJNlvbllwUfK+YiAgT2BAlG39WkPMicLQXDgAHf2Z+fd94As27dxi2uh9ILpndWYCTOcTN//nwbKIl1I5deeqmZN29ewqtzCwGCcHIctYNXJSIyZ0vBoL4g6hOist69Nw9XgvSaPn16WPfx8MMPu8XWqFGjTL169cIQUd1hu3btcrLjLQECOxmPToTTTz/dLUI5Ky4Yvvpqvi1LHCIe6aWpnHUuHHDAAfbOfEs0bLzmxtl7773DIKlevXreneIAd9VYI0BynNq/77rrrvYEePbZZ91ilLOSgkHjYwXrFLceUjd06NAwDNSoJBmaJ0cdDBOHjT/ppJPMhAkT3FVjiQDJcR9++KH9o9cw1ZoaFJlVUjBohF6N1FvSekiNep2r46DOhVNPPdUtLtHMmTPNv/71rzBEdD5de+21sZ/ymQDJceo0pT94DVUN5KqnnnrKngfqQDhx4kS3OGnDhg0ztWrVCoNEsxc+9thjKQ0bn00IkBym4a332GMP+4fepUsXtxjICZrCIHiMe8MNN7jFKdPdjCac0qyFQZDUqFHDDBkyxF016xEgOWz48OH2j1udpebMmeMWAzlBI/DqPKhSpUpaWyFqVN+bbropnF9HS+OGZ5rZM6e6q2YtAiSHtWjRwv5Rq0kikIsmTZoUXuA7d+7sFqfFlClTwlk+a+xdwVx2yrbmkz4tzZo/sn9OdQIkR2kohqpVq9o/ak3tCeSiv/3tb/YcOPTQQ22LxLL0wXvvmCsbHWxuP6eCeemGCuaVVrubKSOfN5s2Zu/0uARIjtIwDMFttTpPAblGUzYH58D777/vFpeJ9evWmvEfdDK9bq5sQ0TLG+1qmZ+nZec0uQRIjmrVqpU9cerUqeMWAbG3Zs0ac+CBB9pzoGHDhm5xmftzxa9m5CvXmJebbR0GydAXzjcrFmfXjIcESI7af//97cmjQeKAXKPHtvr717zomto2UxbPGW/e6XRiGCLdb6xkxr51j1m3eqW7aiQRIDlo3Lhx4a375MmT3WIg1hYsWBAOHqo78SiY8XV/0++u/cIgefWOfcwPo3trzBR31UghQHKQhl7QyXPYYYe5RUDstWjWxP79qw9UlOa+Wb/2DzN+yAOmR4sdwiB5q8Nx5tdZo91VI4MAyUHq1KQT6L777nOLgFib/f1Y0+iYrc3h+1Yw3bu96BZHwu9L55ph3f4dhshLzbYyw3tcYVYt3zy0fFQQIDnm22+/DR9f5cqAb4C1aZN5u2MD88BFFUyba480myI+q+AvM74wbz5yTBgkPVruaCa895DZsG7LowSXNwIkx7Rt29aGh1qgALlkxpi+4cX4p+9HuMWRtGnTRjPty+6mT+s9w23vf88BZtb4okcLDu9ailnSKb3vhsirWbOmDRDNugbkivVrVpm+d+1rL6CfvHiRWxx5a1evMGMG3WG63bhdGARf9L/RXa1QWBS1pFN63w2RpuaKweOrr776yi0GYmvc223sxbN7i+3NyiWz3eKs8dvC6eajZ8/JD8KX/9ctLpOQKE75fRIyrn379jY89t13XzujGpALFBhBy6av345Hw5FVy+YXWRdCgKDMHHPMMTZAbr75ZrcIiC09stJFte+d1eyjrDgjQFAmfvzxRztsuwJk5MiRbjEQSwt+GBleVKePedUtjh0CBGXi8ccft+Gx11572ZF4gbhTC6ZBDx9lL6hvdawf+V7d6RAEyJaWdEv/OyKS6tevbwOkWbNmbhEQS1M/f8leNDVg4cLZY93iWHIDw13SLf3viMiZP39++Pjq448/douB2Fn752/mldZ72IvmiJ5XucWxVVZBsSXl90nImKeeesqGh+Zo1nzNQNyNHtjKXkh7ttzJ/LH8Z7c4tggQpN2pp55qA6Rp06ZuERA7y3/9PuxwN/GDDm5xrBEgSKtff/3VbLPNNjZA3nvvPbcYiJ0Pn25kL6ID7j3QbFi/xi2ONQIEafXiiy/a8Nhll13sLGxAnM377oPwIvrjf990i2OPAEFanXnmmTZALrvsMrcIiJWNG9aZ19seZi+g73Y+3S3OCQQI0mbp0qV2yk4FyJtv5t63MeSWSZ90sRfPl/+zjVn60yS3OCcQIEib1q1b2/BQiPzxxx9uMRArqvPQxfOLfs3dIpQRAiTG6tSpE46++8gjj7jFQKxouPMPnjrbrFm11C1CGSFAYmrFihWmUqVKYYBo6dGjh7saAHgjQGKqX79+NjS23357c/rpp9v/r1ixonn33XfdVQHACwESUxdccIENjXPPPdesXLkyHMr9L3/5ixk9erS7OgCkjACJmUmTJpkXXnjB3m0oMHr37m1/rg6FBx10kP2ZhjTR7IRANghaFhW3IDM48lns559/tmFx1llnmdNOO83svPPOBeo8tCxbtixcf+bMmWbPPfe0P99///3NTz/9lPBuQDS5YVHUgszgyGcJPYYaPny46dSpkzn//PNNtWrVCoVFsOy6666mRo0aRc48OH78eLPTTjvZ9WrXrm2WL1/urgJECiERXfxWImjDhg1m4sSJ5vnnnzfXXHONvdC7IREsQUdBLboLmT59uvt2hQwdOtRst9129jUaaHH16sJzKwNRQYBEF7+VKPjxR7Ps9dfNG61amdNOPNFWdLtBESxHHHGEadKkiXnmmWfMhAkTzLp168w999wTlrdp08Z99yL17ds3nCPkwgsvZJZCRBYBEl25+VuZOtWY5s2NOfRQY3bc0eRdsY055BBj/vOf/LKypEdGH3xgzEMPGXPOOcbsvnveb6GCmZu3tM1bqiWEhaafPe+880yHDh3sRFC//fab+26hq6++Onyd7lyS8cQTT4Svaa7jAUQQARJdufdb6djRmG22sRftIheVderkvsqPRr8dO1YzOhlz+eX5IeV+3v8vf+60kxl86qmmc+vWdtyqefPmue9WLE0U1ahRIxsGGr590KBB7ipFuu2228IQefjhh91iIOPcCnN3Qebk1tHv2jX/gr3VVsZce23+xf33343ROFFff23Mddfll2kdXfRTpaaxffoY07KlMXXrGrPddoWCwi5bb23MkUcac8MNxrz8sjHffmvMpk3uu6VM410df/zxNgzUgXDkyJHuKoVsyvtcjdQbhEj37t3dVYCMcgPDXZA5uXP09Y0+uKD37OmWbqYyraN15893SzdbuNCYd94x5r77jDnrLGN22aVwUARL9erGXHihMZ07G/P558asWuW+W9osXrzYHHrooTYMqlSpYvuFlGTt2rXhsO/qPzJkyBB3FSBjCIroyp3fyr335l/ML7rILSlMF3utq3Bw/fhjft2JGxLBoiBRoOjzFDAKmnI2e/ZsU7VqVRsIau47Z84cd5VCfs+7E6ubd9ek19BbHVFCgERX7vxW6tXLv8APHeqWFPbRR/nrHn+8W2KMpoUNwkJ3KXpUpUdWr7xS9hXwKfjmm2/sLIQKhMMOO8wsWbLEXaWQhXlhl9hbfWqE9ge5iwCJrtz5rey6a/5Ff2kSQz0vXpy/rlpIFeX99/PrTyI+ReyIESPCEXkbNGiQ1Jwgib3Vq1evTm91ZBwBEl2581upWDE/FNavd0sKW7cuf129JssNHDjQbL311jYQ/vnPf9pOiiVRb/VgWBR1YlxBb3VkEAESXbnzW0nnHUiWUafDoJWVerYnQ/1O1Fv9kLzXdD3lFLOR3urIEAIkunLntxLUgeRdGEukehKte9xxbknWuvfee8MQua+oxgFFeL9fP3NH3t3LJzoWF1xgDL3VkQEESHTlzm/lnnvyQ+Hii92SwtRSS+uqJVWMNG3aNAyR5557zi0u0k9qeqxjoUU99QHg/+VOgMyda8y22+ZfCNXZb0vUmkrrqIVVir3Bo0691Rs3bmwDJJXe6qZ1680hoiFYAMDkUoDIE0/kXwTV2/z66/N7n6tl0p9/GjNuXH7P8KAnepcu7qtjQS2x6tevb0Mk2d7qtpe8hmIJQqRbN3cNADkotwJEHnkkfyiR4GLoLipr3959VayoT4j6hihE1Fv9Ww2lUhK1TFMHSR0jjRemTpIAclruBYhMnpz/PL9GjfyReHfYIf//mzXLL8sB6p0e9FY/NO+/i5LorW7HDVPHSYWIjtmoUe4aAHJIbgYILN151Mi7A7kyLxDeybsj2ZhEb3U7NMvBB+eHyG67GTNlirsGgBxBgOS4H0aONIO3396sVCDUr59fJ1SSWbOM2Wuv/BDRQJHFDToJILYIEJiNb7yxeY6Uxo01p667SmETJhiz8875r6lVy5hly9w1AMQcAYJ8zz67uSFB06ZuadE++WTzEPknn2wMvdWBnEKAYDP1UA9CJNlOlP36bW7Vdv75yd29AIgFAgQFaaysIER0V5IM9ZkJXqOWbAByQm4FiPoy6FuyprNF0XQH8c9/5oeB7ixUP5KM22/fHCIPPuiWAoih3AoQTdWqC5wqjNX7HEVTS6wGDfKP1fbba2IRd43C1Fv9iis2h4jmTAEQa7kVIFdfnX9xO+00twQu9Qk57LD846VpepPtrd6wYf5r3n7bLQUQM7kTILq4qeObLm7PPOOWoijqnV6tWv4xq1pVk627axSmR2ALFrg/BRBDuRMgwRwfeq7PNK3JmzTJmCpV8o/doYfmT7YFACaXAkQj7eoieMIJbglKohF7VRei43f88cn1VgcQe7kRIHqssuee+RdADemO1GnukKC3eqNGyc0tDyDWciNA1IpIFz7N9ZHMc3wUTbMYBq2sku2tDiC2ciNAbrop/6KnochROm3abA6R7793SwuaOtWY5s3z60523DF/6PxDDskfSl9lALJa/ANE/ROClkQdOril8KEJt269tfhhSzp23PzIq6hFZZ06ua8CkEXiHyCjR2++aP3wg1uKstC1a/7x1iND9fofOzZ/MipVvmsa4euu2zx18FNPua8GkCXiHyCtW+dfqGrXdktQFubN2zxCb8+ebulmKtM6Wpf5RICsFPsAefmAA8zIvAvV+nbt3CKUBY3iq2C46CK3pLALL8xfV6MAA8g6sQ6Q8ePHG835vW/eMkcd4lD26tXLDwV13CzJRx/lr6u+JQCyTqwD5J577rEBcoha/qB87LprfigsXeqWFKZe7Vp3993dEgBZINYBouBQgChIUE4qVswPhWQ6Gmp8Mq2r1wDIOrENkO+++86GhxY9ykI54Q4EyBmxDZB27drZ8DjggAPcIpSloA7k44/dksKCAS6PO84tAZAFYhsgtWvXtgHSWs14UX70uFChcPHFbklhaqmldZOdfx1ApMQyQH744Yfw8dWoUaPcYpSluXON2Xbb/GDo08ct3eyVV/LXUT8Q9R0BkHViGSAdOnSw4VGtWjWzSUOZoHxpxGOFg3qbX399fu9z9ULXNMLjxuUPrR/0RO/SxX01gCwRywCpW7euDZCbNIgiMuORR/In71JIFLWoTGNqAchasQuQ2bNn53253coGyAgN447MmTw5f+TdGjXyR+LdYYf8/2/WLL8MQFaLXYA88cQTNjz23HNPs6G40WIBAKUSuwBp3LixDZAb9JwdAFBmYhcgb7/9tmnYsKGZMWOGWwQASKPYBQgAoHwQIAAALwQIAMALAQIA8EKAAAC8pD1AgjGoSpLsekWZNWuWadWqlalTp46pUqWKqVSpktl///3NCSecYNq2bWsm00kNAMqc3xW8GMkGQ7LruTp37mwqVqwYvn5LCwCgbKX9SpvsBTzZ9RI9+eST9jUaqqRJkybms88+M8uXLzdr1qwxc+bMMaNHjzYPPfSQqVmzpvtSAECapXYFT0KywZDseoG5c+eabbfd1r6mb9++bjEAoJwlfwVPUrLBkOx6gbvvvtuuf/nll7tFAIAMSP4KnqRkgyHZ9QL16tWz63/66aduEQAgA5K/gicpCIZkl2Tttttudv2lS5e6RQCADEj+Cp4kNyBKWpIVtLxav369WwQAyIDkr+BJSjYYkl0vwB0IAERL8lfwJCUbDInrTZgwwTRv3twcfvjhZocddjD77LOPOeOMM8ygQYPC9akDAYBoKflKnyKfAFE4PPvss+abb74xq1atsncZQ4cONUceeaTtWS5BK6wrrrgi8W0AABlS8pU+RT4BsiUzZ860Q5VI0A9EnQgHDBjgrAkAKG/FX8E9JBMMksx6Co3dd989/Hcw37lCpGnTpubzzz83K1asMGvXrrXrqif6ww8/bGrVqpXwLgCAslD8FdxDMsEgxa3322+/2WFK6tevb9q0aVOgrGPHjmabbbYJX7+lBQBQttJ+pU32Al7Uem4I/P3vfzcbNmwosI5ovvNbb73V1K5d21SuXNmOxlu9enVz4oknmgceeMBMmTLFfQkAIM1KvtJnwMKFC03//v1N1apVzYMPPugWAwAiIJIBEhg+fLjZb7/93B8DACIg0gGycuVK+3gKABA9kQ6Qjz76yPYFAQBETyQCRFPRDhw40E5Vq8mhfvrpJ9OzZ09TrVo188EHH7irAwAiIBIBov4bl1xyia3v0KCJGsrkwgsvNGPGjHFXBQBERCQCBACQfQgQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXv4PN+7F6K9eIFUAAAAASUVORK5CYII=)
| Product Number | 8H23-3-X2 |
| Purity | 97 % |
| CAS | 175203-40-4 |
| MDL Number | MFCD00173840 |
| Molecular Formula | C10H5ClF3NO2S |
| Molecular Weight | 295.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 103-106 ℃
TSCA: Not listed on TSCA inventory