![2,4-Dichloro-5-methyl-5H-pyrrolo[3,2-d]pyrimidine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB5SAAAeUgEC9+lnAAACFHpUWHRtb2xTb3VyY2UAAHichZTJbtswEIZfZcBzxVWrYTswHBQokPTQpEBvBS3RjgBJDCh5e/sOpTix6lSFJJAznI/LP0PN7051BQfj2tI2CyIoJ2Ca3BZls1uQn89fg5TcLec5BmFg0y7IS9e9zhg7Ho80fzG1PtmG5rYmw/js1JajmKOi1u2Y5FywX48PTz0TlE3b6SY3SLXlrO2dDzbXXb+LfyzBau0OZcOGcFa7wzDbb8n9y+mpLcjHWdY4tkIUtmVlYGtdrTs4SE7x5V9gZxrjdGcK2JzRrWiIZ1/OH+9tvq9N02HXz1Dmunrq3D5HR20rk+9xMux8u1+QWiCgO1uvnNNn8D3v1gK0BK1Ah6Aj0DHoBHQKOgMtOH44LiTqXBm/0PP51eBu4Tus+6dvq0uzRomkT0wcZglIKmQUg6BS8vBiKRplXEJIM6kyiKmMkhgSdAp1sd7G3poBIHDGiQM8tlAKAkmjME0gEFRxmUKAIkVx5ttIoY2yqUTemJLyxEdLmoa+DalKB9v7UR72rs9yvrFNcdWFsliQjSC9cD/MtpVv2hGwrjAOT+0n8KHXgBwDXul3YPUZoMaAz8s0EI4Bn8VpIBoDPufTQDwGfIVMA8kY8PU0rVJ6A2TTK2RjoK/VacKPj1LX1/b0tsTf6ebDXZhc5zbj/0XUTUY+R9hVTbLL/cbuzd1nVz8Ghr/D5R8QlouRr57K9QAAQm5JREFUeF7t3Qn8VXPi/3E7ZRvEkKXBz4Spxk8bCqmJMcoWZgzGMpbsRD8So+wNM/alTUX8SQspRZIkikqk0qR9oVJJu8rn/30fc45zP/d+v997P/fc+73n3tdzHucx+d5zzj3nc88973vO+SxbGQAAHGxl/wEAgHQQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAEDMbdV1q2DKp/y+GwBTv37XhGnAgGn2LCmFl0Hx+Knsf8MXDDftPm5nGg1qZA7oe4DZqcdOpnrP6mb/vvub5m82Nx3GdzATl020Fw0QIECJsAOkZcsXzNq1P9qzJSFAis+b8940dV6rkxAAFU31B9Q37yx4x14NAQKUCjtAND3zzKf2bEkIkOKx5act3lWFHRDpTraKXsul/L4bgKTw0HTccT3NkiVr7FkTECDF4/bxtyec9Hd9fldzw9gbzNB5Q83CNQvN+s3rzbpN68zitYvNqEWjzEOfPWQaDGxQbkgQIECJCAfBhRcOCP59992j7FkTECDFYci8IQkn/FbDWpnlG5bbs6U0adkk03JoS/vPBAhQKsJBMGHCouDfDRt2M199tcyePUCAxJ8emNd7rV5wsm89vLX3t2wRIECJsIPg5puHB//dtu2b1ty/sJdD/IxYOCI40eu21YoNK+xZnBAgQImwg2DOnJWmUaPuwd/GjJlnLfEzeznEzy0f3xKc6G8ce6P9sjMCBCgRqYLggQfGBH8755xXzZYtybc1Ui2HeGk8qHFwon9r/lv2y84IEKBEpAqC5cvXmeOPfz74e//+U0NL/CzVcogXNRL0T/SL1i6yX3ZGgAAlorwg6NFjYvD3VI0Ly1sO8VGtZ7XgRK+qulEhQIASUV4QrF+/yZx6at/gtaef/iTh9fKWQ3yoixICBICzioLgjTe+Cl5T48Jvv10dvFbRcogH9W3FLSwAzioKAj08/8tfXgtev+uu94LXKloO8aDOEv0TPQ/RAWSssiAYN25B8HqDBl3N9Ok/Ny6sbDkUPqrxAshKOkFw3XVDg3muvPLnxoXpLIfCpp50/RP9br12Mys3rrRncUKAACUinSCYOXO517WJP9/o0XPTWg6FTd2W1H2tbnCyP/PtM+nKBED60g2Czp3fD+Zr0+bVtJdDYRs8d3DCCV8hku6ViDpTPHnoyfafCRCgVKQbBEuXrjVNmvRMmL+85VasWF9hR4woLO3HtU846et21k0f3WSGzR/m1c5SFV9N6s79/cXvmy6Tu5iGAxuWGxIECBBza9ZsNE89Nd6ce24/069fcktyX0VBYHv22U+TwsNeTuOInHRSb+/vl1/+RvDQHYVLA0rd+vGtCSf+TCZbRa/lUn7fDShCP/30c/uNk09+MTjBH3NMd7Np0xZ7Vk95QZCKWqOrVXpFAfLhh/MSXtOzk3vuGe11j4L8W7VxVdq3pF6f87o5st+RSQFR3qRBpdSjr40AAWJo8uRvzEUXDUw6wV988SB71kB5QVCeAQOmJa0/7McftyR0Ce9PJ57Yy/TpM9l7Hbn3w48/eCMN7thjR6/F+ejFo+1ZUtJDdN260i0sBUTNF2t661C3J2p42GJIC9Pxk47e84/yECBAjKiFeMeOI5NO2sce28PrgsTuxyofPvhgnjnrrFeStkl/Uy0u5IYCoNeMXmbfF/dNOJHrOUexI0CADGzYsMl07Toh5cPt9u3fMQsXrrIXySvdNnvhhc+9qw97+669dqiZPTu9WytIz9hvxyY83PYnXUVMWznNnr3oECB58tVXX5mVK/nyxtnbb39tTjvtpaQT85///Jr59NPo+jWKgp5/3Hvv6IS2JJoaN+5uHn54rFm1aoO9CDKwYM0Cc8HIC5KCQ7eeOozv4N3OKgUESB6ceeaZZquttjJbb721Of30083LL79s1qxZY8+GAqVaTardZAdH8+Z9zGuvTU05+FOhUNXeuG57IVLV2s4TO5ude+6cFB5qzzFr1Sx7kaJGgOTYBx984AWHAiQ87bTTTl6Y9OnThyuTAqVf8arNVAy/4nX11KpV6qunTz4prKunQvXqrFdNrZdqJQVHndfqmJGLRtqzlwQCJIdWrFhhDjzwwKTwsKcddtjBnHzyyaZHjx5m6dKl9mqQZ8X6HEHPb7p1m5jy+c2tt75d5c9vCpVqP50w+ISk4Nirz17m6alPm80/bbYXKRkESA6dddZZQUhst9125v777zcXXHCB2XXXXZNCxJ+23XZbc9JJJ5mnn37aLFrEL8N8q6gmk14rBhXVIFNDyKqoQVaIlq5fai4ffbnZttu2CcGxXfftzPVjrzcrNqywFyk5BEiOPPvsswnBcM899wSvbdiwwQwZMsRccsklZs8990wKEX/Sra+mTZuaf//732buXKph5pKuKnR1YZ9UdRWiq5HyGgXGWXltWE455UXz5pszvAaSpejHLT+aRz5/xOzea/ekq46WQ1uWRO2qdBEgOfDll1+aatWqBUFw4oknmi1bUp+ANm3aZEaMGGGuuOIK8+tf/zopRMJTw4YNzQMPPGBmzpxprwaO9BxDzzP0XCN8Ei2V1typWtH709/+Nsh8/vm39iJFbci8Iea3r/w2KTgOe+UwrxNEJCJAIrZ+/XpTp06d4KS/1157mQULFtizpaSQef/99831119vDjjggKQACU/16tUznTt39sIKmVPtI9VCUm0k+8RZiv1J6bbVE0+M97pgCZeFBrTSqIjqb6uYTV853Zwy9JSk4FAnh/+c/E+zcctGexEYAiRyV199dcKJ/vXXX7dnSdvYsWPNrbfeag4++OCkAAlPv/3tb82dd95pJk6caK8CKYwfP9urfWQHh9p4qLZSKVuwYJVp1+7tpLJp2rSn6dFjotm4sbgeGKvPKo0MuH337ROCY5tu25jL3r/MfLuutK7AMkWARGjQoEEJJ/Zrr73WnsWZwkEhobCwAyQ8KWzat29vPvroI3sVJW/27HnmkkvuNoceerU56qhHg5OjaiWpdblqKeFn48cv9HoVtoOkdeuXzYgR8W/rsHnLZvPshGdNjT41kq46mr7R1ExYNsFeBCkQIBHRbarwA/G6det6t7NyQbetOnXq5L2HHSDhSbfBdDtMt8XKewZTClavXm3uuOMOU63abmb33euWlUsbc/jhHbwTomojqVYSkm3evMW8+uqXQVfx/nTUUY+bv/71sbLjMJ5Xa++Nfc/Uu7ye2eqasu/JE78Ex0EvHWRenvmyPTsqQIBEQCfnE044IThxV69e3UydWv54EFHSA3U9WNcDdjtAwpMe0F955ZXeA3s9uC8FP/30k+ndu7fZb7/9gnLYaadfmxo1jjenn36v+eyzhfYiVW758uX2n6qcKhp06fKhadTo5+cjRxxxpznwwPPMXnvVN1dddZ1Ztiwez4tmz55t2rRpY7batuxY+F3Z1KZsurPs+9qzuuk0oZNZt6m4K0zkAgESAT3MDp+sn3vuOXuWvFBV33/9619e1d9Urd/9SVdKqkKsqsSqUlyMPv7447ITXqOkfd933/3Miy8O8MIln5YsWWJGjx7tHRvt2rUzrVu3LrsKOtz85je/Kbf2nf6u1zWf5tdyWl7r0frybdasFWU/Ql4zhxxypdlnn5PKruh+rujxq1/9yjvufvyxMNuP6Aq0Y8eOZscdd/ylfGuUTU23Mud3O9/M/2G+vQjSRIBkacyYMV7jP//A1C+cQqBGiGqMqEaJ4e2zJzVqvPDCC82AAQPMunXx/wW2cOFCb3/sAFVr/9tuu8388EN+OrnTLU11U6OgrlWrVlK5RzFpvVq/3ifdmn5RGD58vDnqqFPNNtvskLA9tWvXNm+99ZY9e5XRjwSVTc2aNZPKrn79+mbMhDH2IsgQAZIFdVVy0EEHBQel/q2/FRp1j6JuUtRdik6k9pfJn3Tr7dxzzzUvvfSS96stTvS86d577zU777xz0n6dccYZeWk7M23aNNOhQwdz2GGHJW1DPia9r95f25FrGzf+aB566CGz2267JW3Hqaee6vU+XZV0Bdq4ceOkbdNVXc+ePUv6mWCUCJAsePdT/3tg6le+rkYKnTpu1HMBdeSoDh3tL5g/6TXdNtG8hd7ZY79+/bxbPfY+/O53v/Oe+eSSbiU9/vjjpkGDBknvb0+7776796xK3dnouZWCetSoUd6kk/6cOXOCSf/tv6b5NL+W0/Jaj71ue9L2aLtyfavrm2++MZdeemnZ1cg2Ce+//fbbm5tvvjnvx46uvC+66KKUV6CqnbhqFf19RYkAcdS1a9eEA1S1ouJGVxnqWl5XHal+uYdPBrp66d69e0F19jh58mSvlb+9vXrG8+STT+a0ssCsWbPMVVddlXhf3Zp0RXrxxRd7ITxvXrT9aGl9Wq/WH74Ktidtn7ZT25tLn376qWnSpEnS+9eoUcP7rmzenNv2I3qWd99995lddtklaRv0QygfV6CliABxoBpWut3jH6CqgZXrL0iu6fmHnoPo+UGq2xL+pCutZs2amaeeeqrKOntUrR/VKLOf7ajDSrW9yWVNJl0Z6Beu3ssuG03qhaBLly55P2Hp/fS+4V4Q7LLRduf69paullL1QP373//eu5rKhf79+6dsbHvkkUead955x54dESJAMqR77eH2F/q1O39+cdXi0K+5oUOHercm1BWL/cUMT6rxpRo4+ejsUbV81LGkav3Y29GiRYucduuiKy89sLZv1WjSfXXdrpk0aZK9WJXQdmh7UtXu0vZrP3J5Jbl27Vrzj3/8I6E/OH8655xzvFt0Ufj888+9HzP2e+g7+cQTT+T0ChQ/I0AypF+44YN14MCB9ixFRV/Cd9991/vFn+qEFJ50311d1ufi17dq96iWj/2ehx56aFbdxVRGD1ufeeYZs8ceeyS9t2pB6UqsUKtCa7u0falqgWl/tF+5fJis22x//vOfk95bz9fUq4LrqJy6AtVtuVRXoNdcc4357rvv7EWQIwRIBnSiCh+w6veqlOhkozYIN9xwQ6WdPeoqTc+FpkyZYq8mI6rNo1o99vp1m021gDZuzF0nd+o+JtXDcXUn8/zzzxdsuwebtlPbm6obHO1frvtQ06icRx99dNJ777///uaFF16wZy+X9uPRRx9NeQXavHnzrI81ZI4ASZPaF4Rv5+hec666KokL9belmi2p7j+HJ1UvVUOuCRPS719ItXd0G0YP8MPr0i0Y3VpT7Z9cUg0mu8qz2sw8/PDDsb01ou3W9tsDmmk/tb+5pB8fqkq+zz77JB0fxxxzjBk/fry9SIJhw4Z5DSrtZXUFqj7oUDUIkDTo4A/fa9W93Vzeb48j3XfXbYlUt5nCk6rbqodh9TSciiojqNbO3nvvnbTscccd59X2ySUFV3gkSX9STbV8NtbLJe2H9sfeR+13rqvdfv/9997nb4ezqt2qRtnixYsT5p8xY4b505/+lLStCsEHH3wwp1egqBwBkgY1UAsfvLp3XNUK+T6vaqmpexeNWWJ/8cOTbmFcd911QWeP+n/V1rHnU60e1e7JNd3KsduT6LmPfv0WI+2X/VxL+5/rW1ryn//8x7Rq1Srps1Y1XD1HU/sVdd2S6gpUlQByfQWK9BAgldAv5XCVTf1KyzWFg563PPLII97DQnVHoi+26tTbXzhN+rte13yaX8tp+UIIma+//tr7pZiqX6rwZD8Q1aQrPdXmUa2eXHv77beT2hDovnqxn6i0f9rP8H6rHFQe+aD3OeKII5I+e7shoCZdgX7yySf2KlCFCJAK6HI+XINFv4Rz0cbAb4OhGl7l1eN3nbQ+rbcQ+rpSrRxVwz3++ONTniDCk2rv5KNqsKgxZfiWisLs7rvvjn3bnnRpP7W/4RBXeahc8kHPZvQMJlVNN02qsNG3b197MRQAAqQC4fvE+nKpBlJU9KUZPny4d9/X/uWbq0nvo/fT+1b1g2Dd69atQF01hcNE3XSo1k6+PPbYYwltO9RAVL0UlyLtd7iBrMpF5ZMvumK2n81kU90XuUeAlEPddoQPZP1Ci4K+DPpSVtT9hCbdljrllFO8ZwSaXw371JJX1VrDfSbpv/V3va75NL+WK+92lz/p/TV/IXw5//rXvwbbpVpd+aL9D5eJGqCV+kiO2v/wwGia8hkiejYSfu9SuQqMKwIkBXX3EP4lptbW2R7I6kZc9/PLa9nt94SrLtijquGl9Wh9Wm94f8KTtkfbla9uzlO57LLLgu35v//7P/vlnNBD+fCVh26T5GsQsEKncgi381E55aMSgxAg8UKAWNR6N1wTSPdls+kIzx8Vb9999006eevh/GmnneZ9OXP9oFjr1/vo/VL146Tt03bme6AlyXeA6MFt+JmHnm1l8xkXI5VHuE8rlVc+HqwTIPFCgFg0hnj4AFZHba7UV0+qMQl0NaDW3Pl6SGzT++r9U12VaHu13fmUzwBRY8bwMyfdruHKIzWVS/h2lsotk8agLgiQeCFAQgYPHpzwQFdVYl2pVond1bf++4477iiI6rWi7dD2pNrOXLdMDstXgKhWXbjVvAK01J95VEblE/6hofLLZWNDAiReCJD/Utfk4QfP6grapdqrejlN1XL2zDPPzPmYDK60Xdo+e5u1H7nstdWXrwAJtzBXrbpSrW2VKZVTuIpvLttCESDxQoCYn7sqUXVS/6BVb6FffPGFPVul1O2C+uYJfwHU909cTlTaTruvIu2P9iuX8hEguqIK71dUtepKhcorXH65ukIlQOKFACmjrhPCB626wM7Uhx9+mFTDStVp49aSWdur7Q7vh/ZL+5cruQ4Qdc0Rvk2nlte57Ma8GKm8wi3WVZ656PKEAImXkg8Q3eMN10o644wz7FkqpbEqwuOL6zmK+s+qihpNUdB2a/vDz4O0f9rPXMhlgOjEF+6SXX0/2R32IT0qt3DfWSrXqIOYAImXkg4Q9Qwafqiquu+ZPuBWB4DhkddU3fHFF1+0Z4sl7Ue4uqv2U/sbtVwGiFq7h09IxdoxYr6o/MLlGXXHogRIvJR0gIRHS9NDwkxPjupaPDx++M4772xGjhxpzxZr2h/tl7+P2t+ou1TPVYCoR9dw/0pqUInshbsbUfmqnKNCgMRLyQZIz549Ew7Uu+66y56lQhpTITxmhW7xaOjXYqT9Ct+i035HOTZGrgJE3X7769X4EVFucylTOYYHpVI5R4UAiZeSDBD1HxX+Vd2kSZOMDlQNYqNR1Pzl9Qwll+NyFwLtX/hZkfY/qsF8chEg6o4m3FWJurhHdFSeftmqnFXeUSBA4qXkAkRdlRx11FHBAarxlTNtEa4OC8MH+bPPPmvPUpS0n+H9VjlEIRcBctFFFwXr1FjgVd37cLFReYbHWFd5R4EAiZeSC5Abb7wx4QDt16+fPUuF1Fo9vHxUX5y4CJ+YNak8shV1gKhhZPhqqVevXvYsiIDK1S9jlXcUDWUJkHgpqQBRQ7lw1dTLL7/cnqVCq1evTuiGvW7dujnvBLHQaH+1334ZqDxULtmIOkDUBY2/Pg0I9uOPP9qzIAIq1/CAa9l0/eMjQOKlZAJEddjDD701jGamJ/+bb745WF5jNee708FCof0Oj1WtcslGlAGirlfCjQbVnT1yR+Xrl7XKPduubwiQeCmJAFFjpxYtWgQHpWoUTZ482Z6tQuraJNwfULYnurjT/vtloXJx6frFF2WAhLssUaO39evX27MgQirfcOPCbLs4IUDipSQC5MEHH0w4KJ944gl7lkqdc845wfJqfJjp1Uux0f6HG2GqfFxFGSDhVufZXhkhPeErc5V/NgiQeCn6ABk3blzC7ZbWrVvbs1RqypQpCVVC8zU6W6FTOfhlovJRObmIKkBUlTR88pk0aZI9C3JA5Rwu92yq9BIg8VLUAbJq1SpzyCGHBAfj/vvvb5YtW2bPVqnzzjsvWEft2rU5qP9L5aDy8MtG5eQiqgDp0KFDsJ46derYLyOHVN5+2etzcEWAxEtRB8j5558fHIj6hfzee+/Zs1RKD9/DVUJfeOEFe5aSpvLwy0bl5NJRYVQBEm6X8M9//tN+GTmk8vbLXp+DKwIkXoo2QMJ11DVp5D0X4S+GrmA4oBOpPFQu2Zy4owgQda8R/rxnzpxpz4IcUnmHy9+12xgCJF6KMkA0AFJ43Otjjz3WuSWyRib013P77bfbL6OMysUvI5VXpqIIkD59+gTrUNsU5F+4jZQ+DxcESLwUXYCof6ajjz46OAB33313M2fOHHu2tKjX2fDBPH36dHsWlFG5hMsp0956owiQcMeJF198sf0y8kDl7n8Grh0sEiDxUnQBEq5SqOmVV16xZ0nbfffdF6ynYcOG9ssIUfn4ZaVyy0QUARJuEd27d2/7ZeSByt3/DPR5uCBA4qWoAkQj5oW7KtGJKRvhcdLvvPNO+2WEqHz8slK5ZSLbANEwvOGTTqadYyIaKvfw5+AynDMBEi9FEyA6WPfZZ5/gwDv88MPNmjVr7NnStm7duoQuMUaNGmXPghCVj19WKjeVX7qyDRANBOYvr96VUXVU/v5nkekAbTJz5mxTvXqtYCJACltRBIjG8G7ZsmXCCeyzzz6zZ8tI+IRYvXr1yMa+KFYqH5WTS+BmGyDdunULlm/UqJH9MvJI5e9/FvpcMjV79iJTs2brYNq8Odox1xGtogiQLl26BAetpscee8yeJWPhTuI04BQqp3LyyyyTTgyzDZBbbrklWL7UutcvNOHu/vW5ZGru3O/MEUfcEUwESGGLfYCMHz8+oauS0047zbsiydb1118frDPbZymlIhwEKr90ZRsgrVq1CpbP9AE+ohWueKLPJVPz5n1v6tfvGkxbtmT/XUbuxDpA1FXJoYceGhywNWvWzLo7aV/4lphL47hSFG50qfJLV7YBEh6fJJtad8ieyt//LPS5ZIoAiZdYB8gFF1wQHKzqquTdd9+1Z3EWDqZiH+88Kionv8xUfunKNkB+85vfBMsPHz7cfhl5pPL3Pwt9LpkiQOIltgESbnmsKepW4jVq1AjW/eGHH9ovIwWVk19mKr90ZRsge+21V7D82LFj7ZeRRyp//7PQ55IpAiReYhkgqiu+6667Bgdq48aNIx+2NFyFt1RHHsyUyskvM5VfurINkB122CFYPpuBrZA9lb//WehzyRQBEi+xCxANZBQeAU1dlcyaNcueLSuqkuqvX5NrVyilRuUULrd0qz5nEyAbNmzgsyog9jGgzycTBEi8xC5A7K5KXDttq8jKlSsT3uPbb7+1Z0EKKqdwuakc05FNgPBZFRbXY8BHgMRL7AKka9euCQfoNddcY8+SNa5A3Ni/PrkCKT32McAVSHGLXYBImzZtEg7SQYMG2bNkjWcgmeMZCHgGUlpiGSDr169PGEJzzz33dB7ApjzUwsoctbBALazSEssAkS+//NJUq1YtOFhPPPHEsoMtum4Pwu1A3njjDftlpKBy8suMdiCliXYgpSW2ASLPPfdccLBq6ty5sz2Ls3BL9Icffth+GSmonPwyoyV6aaIlemmJdYDI2WefHRyw2223XWS3m6677rpgvX//+9/tl5GCyskvM5VfurINEPrCKhz0hVVaYh8gK1asMAceeGBw0GoktEyrDqby5JNPButs2rSp/TJSUDn5ZabyS1e2AUJvvIUj2954CZB4iX2AyJgxY8y2224bHLjnnHOOPUvGRo4cGaxvl112ibyle7FR+aic/DJT+aUr2wBhPJDCke14IARIvBRFgEinTp2CA1eT2otkQ6MZhquHRnVrrFiFa2Cp3DIZDTLbAGFEwsKR7YiEBEi8FE2AaOjL448/Pjh4NTre1KlT7dkyEl7fPffcY7+MEJWPX1Yqt0xkGyCMiV4YohgTnQCJl6IJEJk/f77ZY489ggO4Xr16XpsRV3fffbfzSbHUhMNW5ZaJbANE9OzLX0fv3r3tl5EHKnf/M9Dn4YIAiZeiChAZOHBgwq+gTGoD2cK3ZTTeyLx58+xZYPSln+eVj19Wmd7uiyJALrnkkmAdF198sf0y8kDl7n8G+jxcECDxUnQBIm3btg0O5K233tq5IaCGxj344IODdVFFNLVw1U2VV6ZDCkcRIOHxYQ466CD7ZeSByt3/DFw7OSVA4qUoA2TdunXmd7/7XXAwq0uFhQsX2rOl5R//+Eewntq1a9svo4zKxS8jlVemoggQdWXjr0PTzJkz7VmQQyrvcPm7di1EgMRLUQaITJkyJaGrk2bNmjl1daIvhq5i/PW8/fbb9iwlTeXhl43KyeXEHUWAyG9/+9tgPYxjn18qb7/s9Tm4IkDipWgDRJ555pmEX0X33nuvPUtaWrRoEayDh+mJwg/PVU4uogqQDh06BOtRZ5vIn3DnpvocXBEg8VLUASJnnnlmcGCrqxOX3lrfe++9hCByqd9ejMLtLzSpnFxEFSDTpk1L2J5JkybZsyAHVM7hctfn4IoAiZeiD5Dly5ebAw44IDi41UOoS1cnTZo0CdahX92ZPiguNtr/8NWHysdVVAEiDRo0CNal0SuRe+FRQlX+2Zg/fxUBEiNFHyAyevTohK5OzjvvPHuWSg0bNixYXpNrLZNiEa71pEnl4yrKAHn88ceDdf3617/Oqh0QKqfyVTn7Za7yz8bGjZvNH/7QxwuP88/vb7+MAlMSASLh2lSaunfvbs9SqT/96U/B8vvss4/XkWMp0n5r//2yULlkI8oAWbp0acJokk8//bQ9CyKk8vXLWuWu8s/WggWrzODBM8zy5evsl1BgSiZA1NVJ+DbUbrvtZWbM+NqerUKzZs1KqNl16aWX2rOUBO23XwYqD5VLNqIMELnqqquC9alFNB1h5obKNdwDgModpaVkAkTUYlpdneywwx5m993rmBYtri67ZN5kz1ahcJ9Pmvr27WvPUtS0v+H9j6KPsKgDRIGmChP+Onv16mXPggioXP0yVnln+0MC8VNSASKDBg01e+7ZyOy//5nmf/7nWvPgg+/Ys1Ro48aNpn79+sEXR12YT58+3Z6tKGk/w122qxxUHtmKOkAkPC6F2iVs2pTZDwVUTOUZbnfDOCylqeQCRG6/vaepXbu9OeqoR02DBl3NBx9k1sfV119/XXYFs3vw5TnyyCOL/nmI9k/76e+z9l/lEIVcBIiqkob753rkkUfsWZAFladftirnbKruIr5KMkDWr//RnHtuv6CqYIsWfczSpWvt2SrUv3//4Auk6bjjjvO6UClG2i/tX3h/tf9RyUWASLiDxV133dW5ew0kUjmqPP2yde04EfFXkgEiM2cuN8ce2yMIkbZt38y4zvltt92WcFI97bTTiu5WifZH+xXeT+13lHIVIEuWLEno3v/cc8+1Z4EDlaNfpipflTNKU8kGiLz66pcJjZZ69sys5bIa04V/5Wpq1aqVWbs2s6uZQqX90P6E90/7G3UjylwFiNjd2WTTXgXJ7aFUvq7C3z1NAwakdxssvAyqVkkHiNx88/DgYGzcuLv54ovMfk2l+oWu2z1xfyai7bdvW+XqCiuXAaIONMOt09XobfHixfZsSIPKLdxoUOXq0kGpzw6Qli1fKPvRUnmVawKkcJR8gHz//Xpz6ql9gwOydeuXzerVmdUs0jMC+5e6HjjHtXaWtjv8wFyT9i9Xz3hyGSAyceLEhMaFzZs3z+rEV4pUXio3vwxVnirXbNgBoumZZz61Z0tCgBSOkg8QmTBhkWnYsFtwUHbo8K49S6X0yzw8IpsmVXl98cUX7VkLmrY3XFVXk/YrF1cevlwHiIS7ONGU6bC7pS48vLOmbLssETs8NB13XE+zZMkae9YEBEjhIED+S798wgfmG298Zc+SFvvBuia13C70W1ravnALc3+K+oF5KvkIEDnrrLOC91HfaEOGDLFnQQoqp3BfcirHKIS/bxdeOCD49913j7JnTUCAFA4C5L82b95SdgJ9PTgwmzbtaebOzbzXXnnttdcS2oloUt9RvXv3tmctCNqucN9WmrT92o98yFeAqBfm8BDF1atXNx999JE9G0JUPionv8xUfi69WacSDgLdBfD/rbsBX321zJ49QIAUDgIkZPHi1aZZs17BwfnXvw7wegd1oW4dwi3W/UldoBfKeCLajnCX7P6k7c5ntxT5ChCZMGFCwi26Pffc00ydOtWeDWVULiofv6xUbiq/qNhBEK7Qomr15bGXQ9UhQCwjRujE/8sB+q9/uf9CVTcf6isq3AFjOEiGDx9uL5IXet9UwaHt1PZG0T1JJvIZIKJheHfYYYfgPQ888ECvnzT8QuWhcvHLSOUV9XDOdhDMmbPSNGrUPfjbmDGpPxN7OVQdAiSFe+8dHRyg6uqkvAM5Xfo1H+4KPjypP6H77rsv5ycwrV/vE+6/KDxp+/J51RGW7wCRl156KaGrEw06xpXIz1QO4UHYVE4qr6ilCoIHHhgT/O2cc15N2bg31XKoGgRICuvXb/IOXv8g1QA3y5Zl3zhQjbDCXcqHp6233tqccMIJ3hXAhx9+mHUX5Fpe69H6tF6t335PTdqeqm5cVxUBIo899lhCWeh2Tak/E9H+h29baVI55UKqINAYIMcf/3zw9/79k0M91XKoGgRIOWbM+C6hq5Orrx6S8teQC40d/oc//CHpZB6edL9ZDfmuuOIKr+O6wYMHm1GjRpkvv/yy7FJ/TjDpv/V3va75NL+Ws6vi2pPe33UM8yhpAKLGjRsH25XvXl11cgxfieiBcanWztJ+hx+Yq1xyFR5SXhD06DEx+HuqxoXlLYf8I0Aq8MorUxIO1l69PrNnyYp6s9VIiRqn3T7B52LS++j9oupF19WiRYu8kexOOumkhOqhmnSldOONN+a12vPLL7+c8ExE26R2DxqErBRoP7W/4c9C5aFyyaXygkB3AMKNe59++pOE18tbDvlHgFTC7upkypTMujpJ15gxY7wvsR5uh09m2Uxaj9an9Wr9VWnu3Lnm3//+t2natGm5t9PCU40aNcyzzz6bt5O4HhDbV21qef3NN9/YsxYV7V+4hbkmlUPUD8xTqSgI1A7Lf02NC7/9dnXwWkXLIb8IkEqsXLne/PGPLwYH7Omn/z+zZk1uaymtWbPGjBw50jz55JPm+uuvN6eccopX/36//fZLOtFq0t/1uubT/FpOy2s9VWnmzJnmgQceMA0bNkza5vCk/pVUddi+966pbt26ebvVpq457KtBbVtVPyPKFe1XuG8rTdr/bLsoSVdFQaDbxX/5y2vB63fd9csxUNFyyC8CJA2ffJLY1UnHjiPtWfJu+fLl9p8Kgp7JdO7c2dSrVy8pDMKTavko7NQWxe+XSn1tderUKeE+vD+dffbZZvbs2da7RU+N5MIt1v1JXZgXy3gi2o9wl+z+pP2OqpFgOioLgnHjFgSvqzbk9Ok/Ny6sbDnkDwGSJt2HDR+4b745w56lZOkX65133lluFWF/0lXSrbfeasaOHWuvIsH8+fPN+eefn7S8OvC74447zOrVv9zOyBX19WTfStQgSg8//HBO+wXLJW23tj88GJQm7WcUfVtlKp0guO66ocE8V175c+PCdJZDfhAgaVJXJ5dcMig4cFXVcN687+3ZSoaqe7Zv3z6ha5BUk0JF4eJyW0TVkFO15q9Zs6bp06dP5OOS2LTN4a7gw/v0/PPPZ13VOl+0ndreVAGv/XP5bKKQThBo4Lfw1f/o0XPTWg75QYBkYNGiH8yJJ/YKDt4LLhhQ9uUsjW7BdZtJt5t02yncyCzVpOcWuhWl21nZ0vv27Nkz6V69JlX//fjjj+1FIqX316BJ4ZEN/alWrVrmqaeeMhs2bLAXKwjaLm2fttPedu2P9qsqu7VPNwg6d34/mK9Nm1/aZ1W2HHKPAMnQ229/nXAAP/74OHuWorFp02YzcuT75sorr0x5Ag9PelCuB+Z6cJ4Lq1at8hoZ2reVVKNLbUcWLlxoLxIptVfRaIzhNiP+pLK5+eabzaRJmY1omSvaDm1Pqs9M26/90P5UtXSDYOnStaZJk54J86ezHHKPAHEQ/kV0wgm97JdjTZ1Hjhkz19x220umdu02pnr1g5JOQv6JW1Vy//Wvf3lVdPNFAXX66acnbY+qnt577705vxqYNm2aF1jbbbdd0jZoqlOnjunSpUvOgrQ8ej+9r97f3iZN2l5tt7Y/1z79dFHZew30vhsjR5Zf8SGTIHj22cThFtJdDrlFgDhYt26T11OvDuBCqJGVrQ0bNnlfdFWV9LuROOKIjuaAA9qY3Xb7XVlY/NzATA3N1PhPjQDVGLAqjRgxImnURE2qhpqPbujVb9hVV12VMNKhPR100EHeYFzqLj/qvs60Pq1X69f72O/tT9o+bWc++jnTLd727d9JOMH7D75TySQI1BpdrdIJkMJCgDjSQ3V1/x5X+kIOGzaz7EpjRMrbA3XrPlR2Mr7E7Lff8eZPfzrb9OjRoyBue4SpVpHavKRqP9KsWTMzefJke5HILVmyxKvBlOphuz1pjBXd6rvgggu8233qoFDd0GjSlUG4ixr9t/+a5tP8Wk7L22PNpJq0PdoubV+u6VhSLcVw1z/+1K9fcl9WvkyDYMCAaUnrR9UiQErIDz9s9Kofq3V9qi+7P+m1m28eWvaFHW++/77wQ1JtYq699tqk20q6YtLzm2XLyh+cKEo66Xfo0MEcdthhSSf0fEx6X71/Pm5TiSrBDRkyI6GhrT9phMHPPivuVvwgQCJlf4n0iykd4WWitmLFejNo0PSyE+xQrysWexv9SSMw6mpk+PCZSZ3XxYVqfbVo0SLpxPqrX/3K60Yln9Vu1VhPVY31wDpVLagoJq1X69f75LuR4xdfLDEXX/xLtXZ/0m0mdUMSVcejKGwESIRSfZnSORmHl4mCaq28+uqX3v3ncB16e9JDTj330PMPPQcpFoMGDTKHHnpo0gm3du3a5q233rJnzwvdSho9erR57rnnTLt27Uzr1q3N4Ycf7j2zSVVbSpP+rtc1n+bXclpe68nHralUdGzpmFHL8PCxdMwx3b0aibnu5geFhQCJkH2C1vTMM5/asyUJz+9Kz2P69v3c/P3vbyRtQ3hq3ryPV4vsww/nOQ/XGwcaVfHBBx9ManWtSYNnzZgxw16kIBRqFzU6Vnr2nJQwVoc/6Zbo/Pmr7EVQAgiQCNlfLE3qSXTJkoo7NQzPnwl9afWlVpVJ+33Dk66E7r//AzN+/ELv4X8pUW+zqdpvbL/99t4v+u+/L93eBNL17ruzyq6AXk46rs49t5/XXxVKFwESofCXSw8R/X/fffcoe9YE4eUq8/XXy03XrhPMn//8S0+lqSaNp/Dww2PNxImLuR9t1CHmJ95AW/bVyN577226detWpS2yC5UGVdNtUPvYOumk3t5YOaX2YwTJCJAIhb9kEyYsCv6t5xBffVV+TaDwcqlMm7bMqyZ51lmvJH2Zw5N+Jeo+9Oeff2uvAv/Vt2/flF2xHHXUUV5XLfh5CANdsdrPzxo16m4eemiMWbUqt401ER8ESITsIAgPRtW2rVuDKj2wtIMiPJ199qvec5aKAgqJ1q5d643MWK1ataQgUTfnaodRijZt2mJeeukL06xZr6TjTEM66+oXCCNAImQHwZw5K71fbf7fxoxJ3RrZXs6nevbh5f1JA+106zbRzJqVv2Ffi5G6YDnvvPOSQmSnnXYqC+67qnxArnwaO3Z+UkeFms444/+ZUaPm2LMDHgIkQqmC4IEHxgR/O+ecV1M+j0i1nO+JJ8Z7IfK3vw3yxmRfsIDaLlFTtdj//d//TQoS3ep68cUX7dmLioYkuOGGYUnBodpWOt5KpbdpuCFAIpQqCJYvX5dQ9bF//+SuHVIth/zSQ/Tu3bt7D9XtIDn22GPN+PHj7UVibfXqjebf//44qXGpnnt06jTKfPfdWnsRIAkBEqHygqBHj4nB31M1LixvOeSfqvXecsstKbuNV8eFixcvtheJFV0B9+//ufnDH/okHHeaLr30dTN1amH1d4bCRoBEqLwgWL9+k1et1n9NNarCylsOVUcNDU877bSkqxE1TFTHhmqoGDcffvhp2Q+Ym0zt2u0Tjjkdm2+9ld/u51EcCJAIVRQE6h/If02NC7/99pdOCitaDlVr+PDhXlcidpAccsghZuDAgfbsBUmVBVS7bIcd9jJ77XWs+c1vLjZ16tzvHYcaZ0M/cAAXBEiEKgoC3TpQ7Sn/dVXP9VW0HKqeuo1/7LHHUg5r27x5czNlyhR7kYKgWmSqTaZaZf727rLLoWbffU81N97Y2yxe/IO9CJARAiRClQWBun3wX1dndNOn/9x2o7LlUBjULXzbtm29buLDIaJu5K+++mrz3Xff2YtUGdUeS9Vgsn79Jmbs2In27IATAiRC6QTBddcNDebxR2tLZzkUjs8//9wbmdE+OesKRYM46YqlqqjLFtUas7dNtctUy4wuWxAlAiRC6QTBzJnLE7qIGD16blrLofD079/fHHzwwUkn6yOOOMK888479uw5pdph6jRStcXC26LaZKpVRqeRyAUCJELpBoG6U/fns1v/Il42bNhg7rvvPrPLLrskBYnG8PjPf/5jLxIp1QZTrbC4dVuP4kCARCjdINCgPKnGIa9sORSuRYsWmb/97W8prwDat29vVq2KvgcB1QJTbTA7OFRrbNiwYfbsQOQIkAhlEgSqPmmHRzrLobCNGzfOHHPMMUkn9X322cf06NEjkmcQqvWl2l/2e+gZzKOPPprXoXtR2giQCGUSBGqNrlbpBEjx+emnn8wLL7xgatasmXSSP/roo82YMWPsRdKiWl7XXHONV+srvE7VCrvqqqu8WmJAPhEgEco0CAYMmEaAFLHVq1ebjh07mh133DEpSP7yl7+YefNS985sU62uJ554wuy5555J62nWrJlXKwyoCgQIkGOzZ882bdq0STr5azySu+++2xufpDyqzaVaXfayqv2lWmBAVSJAgDwZNWqUqVevXlIYHHjggebll19OmHfmzJleLS57XtX2Uq0v1f4CqhoBAuTR5s2bzXPPPWdq1KiRFA5NmjTxxiZRra1UvQGrlpdqewGFggABqsDKlSvNTTfdZLbffvukILGnxo0be7W7gEJDgABVaPr06eaPf/xjUmhoUi2uPn36eLW6gEJEgAAFYOjQoWabbbYJwkMP3VWLCyhkBAhQIA466KAgQPLdlxbgggCJ0Lx535uHHhpjhg1jdDdkrlatWgQIYoUAidBFFw30GgNqrI9Zs1bYLwMVIkAQNwRIRObPX5XQonzu3JX2LECFCBDEDQESkd69PwvC4+yzX7VfBipFgCBuCJCI+LevND399Cf2y0ClCBDEDQESgcWLV3vPPfwA8cc6BzJBgCBuCJAIvPTSF0F4tG6d2KcRkC4CBHFDgETgssveCALk0Uc/tl8G0kKAIG4IkCwtW7bWNGzYLQiQzz//1p4FSAsBgrghQLLUr9/UIDxOPbWvodsiuCJAEDcESJbatn0zCJB//nOs/TKQNgIEcUOAZGHlyvWmUaPuQYBMnLjYngVIGwGCuCFAsjBo0PQgPFq2fMFs2cL9K7gjQBA3BEgWrr/+rSBA7r//A/tlICMECOKGAHH0ww8bzTHH/HL76uOPF9izABkhQBA3BIijoUP/E4THSSf1Nps2bbFnATJCgCBuCBBH7dq9HQRIp06j7JeBjBEgiBsCxMHatRtN48ZPBwHywQfz7FmAjBEgiBsCxMHAgSNMzZpnmIMPvtw0bNjZbNy42Z4FyBgBgrghQByce+65ZrvtdjE773yIufLKf9gvA04IEMQNAZKhdevWmV122SX4ovfv39+eBXBCgCBuCJAMDRo0KPiS77zzzmbt2rX2LIATAgRxQ4Bk6MILLwy+5G3atLFfBpwRIIgbAiQDGzduNLvvvnvwJX/5ZQaPQnQIEMQNAZKBoUOHBl/wnXbayfzwww/2LIAzAgRxQ4Bk4LLLLgu+4K1bt7ZfBrJS67CyANlxK296510CBIWPAEnTpk2bzF577RUESK9evexZgKzUOr0sQBpu5U3vjCNAUPgIkDSNGDEiCI/tt9/eLF++3J4FyEqt28oC5PKtvOmdqQQICh8Bkqa2bdsGAXLyySfbLwNZq9WrLECe2Mqb3plPgKDwESBp2LJli9l3332DAOnatas9C5C1Wi+VBUjXrbzpnQUECAofAZKGDz74IAiPbbfd1ixZssSeBcgaAYK4IUDScOONNwYB0qxZM/tlIBIECOKGAKnETz/9ZA488MAgQJ588kl7FiASBAjihgCpxLhx44Lw2GabbczChQvtWYBIECCIGwKkEu3btw8C5Nhjj7VfBiJDgCBuCJBKHHrooUGAPPLII/bLQGQIEMQNAVIBdZ6oWlcKj6233trMmTPHngWIDAGCuCFAKtGpUyfvIfpdd91lvwREigBB3BAgQIEgQBA3BAhQIAgQxA0BAhQIAgRxQ4AABYIAQdwQIECBIEAQN3kNEL89haZMuC6XDnVVMnz4cNOuXTvTqFEjc8ABB3jD1VavXt3sv//+pnnz5qZDhw5m4sSJ9qJApAgQxE30Z+QKuAaB63KVefPNN02dOnUS1l/RVL9+fcaqRs4QIIibaM/IlXANAtflyqPxPXRVYQdEuhOQCwQI4iavZ0PXk7DrcuW5/fbbE9a56667mhtuuMEMHTrU6yxx/fr1Zt26dWbx4sVm1KhR5qGHHjINGjSIdBsAGwGCuMnr2dA1CFyXS2XIkCEJ62vVqlXa45tPmjTJtGzZ0v4zEAkCBHGT/Rk5A65B4LqcTQ/M69WrF6yrdevW3t+AQkCAIG6yOyNnyDUIXJezjRgxIliPblutWLHCngWoMgQI4ia7M3KGXIPAdTnbLbfcEqxHw9QChYQAQdxkd0bOkGsQuC5na9y4cbCet956y34ZqFIECOImuzNyhsJB4DplQ40E/fUsWrTIfhmoUgQI4ia7M3KG7DBwmbJRrVq1YD2qqgsUkhMGn+CFxzbdtjHTV063XwYKTnZn5AzZYeAyZUNdlPjrIUBQaOb8MMfc9NFNpv/s/vZLQEHK7oycIdcgcF3Opr6t/PVwCwsAspPdGTlDrkHgupxNnSX66+EhOgBkJ7szcoZcg6C85aZMmeL1aaVuRvbcc0/vFtURRxzhdVWycuXKhHmFarwAEJ3MzuRZKi8IKlPecuG/29Mhhxxivvnmm4T51ZOu//puu+2WMmQAAOnJ7EyepfKCoDLlLdewYUPz1FNPmcmTJ5vVq1ebJUuWmFdeeSV41nHJJZckzK9uS+rWrRus68wzz6QrEwBwlNmZPEvlBUFlMl3u3Xff9ebde++97ZfM4MGDE9anEEn3SkSdKZ588sn2nwGgJKV3Ro5IpkHgy3Q5XY1oXo0qmEr79u0T1qnbWTfddJMZNmyYVztLVXw1qTv3999/33Tp0sW72slkG4Bc8hscagKqSl6PvkyDwJfpcmPGjPHmVa2rVDSg1K233pqw3kwmIBs/lf1v+ILhpt3H7UyjQY3MAX0PMDv12MlU71nd7N93f9P8zeamw/gOZuKy8odRJkBQCPJ69LmehNNdTuN66BaVHqBvs8023r8r8vrrr5sjjzwyKSDKm1TbSz36Aq7enPemqfNanYQAqGiqP6B+ym5NCBAUgrwefekGga2y5ewTvULhjTfesGdLSQ/RdetKt7AUEDVr1jQ77rij1+2JHsa3aNHCdOzY0Xv+Abja8tMW76rCDoh0J1tFrwH5UhRHnx0gevZx3nnnmblz59qzAlXi9vG3J5z0d31+V3PD2BvM0HlDzcI1C836zevNuk3rzOK1i82oRaPMQ589ZBoMbFBuSBAgKARFdfQtXbrUfPTRR+bSSy81W2+9tdljjz3MjBkz7NmAvBoyb0jCCb/VsFZm+YY0h1FeNsm0HJo8jDIBgkJQtEffww8/7F2NnHHGGfZLQN7ogXm91+oFJ/vWw1t7f8sWAYJCULRH3/fff+8FSI0aNeyXgLwZsXBEcKLXbasVG6IZRpkAQSEo2qPvu+++8wJEY58DVeWWj28JTvQ3jo2u/zUCBIWgaI+++++/3wuQ448/3n4JyJvGgxoHJ/q35kfXAzQBgkIQ26NPfVqphfgnn3zitR7ftGmTWbVqlRk7dqy54oorvIfoCpCBAwfaiwJ5o0aC/ol+0droxqAhQFAIYnv02VV37Wnbbbc1Dz74oL0YkFfVelYLTvSqqhsVAgSFILZH39SpU03nzp1N06ZNvQZ/2223nden1e9//3tz/fXXe2OFAFVNXZQQIChWHH1ADqlvK25hoVhx9AE5pM4S/RM9D9FRbDj6gByiGi+KGUcfkEPqSdc/0e/WazezcmN6g5dVhgBBIeDoA3JI3ZbUfa1ucLI/8+0z6coERYOjD8ixwXMHJ5zwFSLpXomoM8WThyYPo0yAoBBw9AF50H5c+4STvm5n3fTRTWbY/GFe7SxV8dWk7tzfX/y+6TK5i2k4sGG5IUGAoBBw9AF5oAGlbv341oQTfyaTraLXgHzh6APy6PU5r5sj+x2ZFBDlTRpUSj362ggQFAKOPiDP9BBdt650C0sBUfPFmmbHHjt63Z6o4WGLIS1Mx086es8/ykOAoBBw9AEAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPL/ASgKP6GbxEFeAAAAAElFTkSuQmCC)
| Product Number | 3H32-5-B9 |
| Synonyms | 2,4-Dichloro-5-methylpyrrolo[3,2-d]pyrimidine |
| CAS | 129872-81-7 |
| MDL Number | MFCD12755925 |
| Molecular Formula | C7H5Cl2N3 |
| Molecular Weight | 202.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory