![C-(7-Methyl-[1,2,4]triazolo[4,3-a]pyridin-3-yl)methylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABy3AAActwHzbKG4AAACEHpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRafPIE4RrBgwoO3D2gF7GxRbSQ3EViE7178fZcddvHQufIgm+VESSXlxd6p2cDCuKW2dEUE5AVPntijrbUZ+vnybJeRuucjRCR3rJiOvbfs2Z+x4PNL81VT6ZGua24r09vmpKUc+R0Wt2zLJuWC/Hh+eO2ZW1k2r69wg1ZTzplM+2Fy33Sr+MwWrtDuUNevdWeUOfbTfkvub01NTkL97+Yq2FaKwKXcGNtZVuoWD5BRv/gW2pjZOt6aA9RnViga49+Xi8d7m+8rULYo+Qpnr3XPr9jkqKrsz+R6DofD9PiOVQEC3tlo5p8/gJa/WArQErUAHoEPQEegYdAI6BS04PmgXEvO8M36il/ObwdVCfz1d3k+9hAmSGYlpmAoFEZVhHA1DQFOpUlBo4xIkFTKMQNAoSGP8ihJUCiolDwbbxbPnCJwxcEBVIhO0RAIHSXmMg6CKX3+FaZQCp0JJBTPsECEFGpMAjZizJIkHvo+GOWHvSVku1rYurkQoi4ysBemy9cNsGnlJGAHrCuOwB30A73oNyDHg0/sOrD4C1BjwxZgGgjHgSzcNhGPAF3oaiMaAb4vpTcdjwDfRNJDczJBOLykdA12DThPePipd19CfMOImVZ8i/xR8ODOTjLppko8RdtWTbDjUKN4ceHb1N2D4D1z+AbEHiTSi96rRAAA/5klEQVR4Xu3dB7gU1d3H8dhjIiqW114SsZeIqFTBKBCxQhQVC2gQlaKxgA0LSXyjxiigr6IoKCggKAISUClioYiCiAVEQUVpClKkg3je+xszw+zZvcvu2b7z/TzPPMqds/fu7r07v5k55/zPrwwAAA5+ZX8BAIBUECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAUInx48ebm2++2dSoUcPsvffeZrvttjO77LKLOeKII8wVV1xhhgwZYn766Sf7YYFf/epXwZYql8cUSvE/QwDIs9mzZ5vTTz895mBe2XbwwQebYcOG2d/C4xIGLo8plOJ/hgCQR7rq2G233YKDeL169Uzfvn3NV199ZdasWWOWLl1qpkyZYu644w7zP//zP0kP9i5h4PKYQin+ZwgAeTJ37lyzxx57eAfvrbfe2jz22GN2kxgKk5YtW1Z6sHcJA5fHFErxP0MAyJMzzzwzOHjfe++99u5K3X777faXPC5h4PKYQin+ZwgAefDhhx8GB271ayTrHE+VSxi4PKZQiv8ZAkAedO7cOThw//3vf7d3O3EJA5fHFErxP0MAyINTTjklOHC/+eab9m4nLmHg8phCKf5nCAB5sN9++wUH7kWLFtm7nYTDwGUrdsX/DIEismnTJm/45g477OAN4Xz33XftJihRv/71r4MD97p16+zdTuxASHcrdsX/DIEi8fbbb5vq1avHfMC32mor07p1a/Pdd9/ZzVFich0gqXJ5TKEU/zMECuzrr782F110UdzZYXhTeYsHH3zQbNiwwX44SkSub2GlyuUxhVL8zxAokNWrV5u7777b7LjjjjEf6p122smrj3TuuefGBcmhhx5qhg8fbn8rlAA60dNX/M8QKIDnn3/eHHDAATEfZt2u0qzj+fPnB+3Gjh1rjjnmmLggady4sZk5c2boO6LYFeswXv0d3XfffebUU081Bx54oFfQUaVWFHiaKV/Iq97UX1WE1KjxZLCdeOKT5rPPFttNYoTbo7S9//77pk6dOnGBUKtWrUo7zDXhTB/k3XffPeYx+qD/9a9/9cpdoPhNmzYt+N39/ve/L5qJhPbfor2ddNJJZvny5dZ3yY/UX1WEhANBW7t2I+wmMQiQ0rdw4UJz5ZVXevWPwh9O3RdXIb1UKCiuu+46s+2228Z8DwVLjx49snJAQm41adIk+L3prD9VGpmXSPjvIFX2Y4488kjv+7/66qvm888/9wo6atDGCy+8EPTbtGvXzvou+ZH6q4oQO0C0TZ48z24WIEBK1/r16839999vqlSpEvPB1YicO++806xatcp+yBZ9+umnplGjRjHfT9uxxx5r3njjDbs5iogGTPiVeLfZZhvzxBNP2E1iLFu2zLRq1arSgLDDIBXpPGbMmDFeu7322svelRdbfoYRZIeHtssuG2x+/tlu+QsCpDQNHTrUHHLIIXEH+gsuuMAr3Z2pV155xVSrVi3u+//5z382c+bMsZsjxxYvXmz+8Y9/mN69e9u7Yrz11lumatWqwe+rfv36Xp+YwmXt2rVeaEydOtXcdddd3iJTyQ726YSBL53HrFy50mv3m9/8xt6VF1t+hhEUDoQ6dXoF///667Ptph4CpLR88sknCRcL+sMf/mDGjRtnN8+IrnD+9a9/mZ133jnmZ2kiom5L6ACA3FInc9euXc2uu+4avP+jR4+2m8XQrSJ1Wtt/I4k29ZfoZCGRcLtUpfOYd955x2t38skn27vyYsvPMILCgdCt26Tg/5s2HWA2btxkNydASsQPP/xg2rdvH9dHofUfdKsil30Umlfwl7/8Ja6PZd999zV9+vSpuLqt5PIWGVG/gZafDb/n+h1osEQqdIC+8cYbzQknnOBVHtDACJ0MqF9CS9oqOJL93aQTBr5UHqO/Zf1shZdeT2UBlmuVP8MICwfC8uVrKy5hnwn+PXDgJ3ZzAqTIbdy40Tz66KMxq8xp08Hghhtu8G5J5ItWstMKd+HnoU1nkJMmTbKbw9GsWbNi1vbwNx341W9QquzXc9RRR1W6nG4+ECAJ2IHQs+fU4N+NGvU1a9ZsTNoexUO3KvQhsz94Z5xxhvnss8/s5nnTv39/b0x/+Dlpnsnll19u5s2rfMAGktNw1ptuusk7OQi/t+rT6N69u3cyUcrsv2MN9lBQaghyIRAgCdiBsHr1BtOwYZ/gawqUZO1ReF988UXCmeKHH364GTEi+bDsfNFwzC5dungdoOHnqJnu6uxVhy1SoyKXPXv2NHvuuWfMe6nblW3btjVLliyxH1LSNGRcoaF+tN/+9rdeYGa7/y4VBEgCiQKhX7+Pgq+dckrvil/g5g93ovYojB9//NHceuutZvvtt485kKgD9aGHHirorN3KaB3uFi1axIWdVsV78cUX7eawaNTU8ccfH/f+nXbaaebjjz+2m5edkSNHeq9XEwrzjQBJIFEgrF//U8WlYr/g6w8+OCFpe+SXOqE1PDM8rFKbxvK3adPGfP/99/ZDio46bGvUqBF3INRoIC23ilgaVtu8efO490sdyy+//LLdvGzpSlWvuxBDeQmQBCoLhCFDZgZfr1XrKTN//o9J2yM/xo8fb0488cS4A0mDBg0Kdm/YlW7F9OrVy5sYZgfh1Vdf7c1liDpN7tQcjHD5dW2aDPrPf/7TGzodJUOGDAmCM98IkAQqC4RNm342zZq9EOzr3Hls0vbIrW+++cZccsklccGhWz+DBg2ym5eUFStWmE6dOiW8Fffwww8X5a24fHjuuefM/vvvH/OeaPCBZoMvWLDAbl4WVMHggQceMO+9955XyFMDATR/SCdH4WrR9957r/3QnCNAEkgWCJpM6O9TocVZs5YkbS8TJnxjunadZN5+e653KwyZqazzWZ2JqqJaTp3PGgxwzjnnxIWkBgPo3ndU6OBZu3btuPdBX5s8ebLdvKzYrznRdtlllxVkhBkBkkCyQNB8r0suGRzs79BhRNL2K1as8253+fvVAX/nnWPNmDFzKg50+f+Fl7oBAwbEDX/1P0Dffvut3bxsjBo1ypvDYL9uDeEs5HDkXNNVhSbs6Soj/Lp1FaKrkShQbbW//e1v3vwhFU/UyDKN1NPfgwqAFmL0lY8ASSBZIMj48XNj2iRrr5A4/fTNQ4DDW926vUynTqMqziS/8IYKo3KqPRRe8MffNPJk4sSJdvOypDPMRx55JOGESM19KFRJ71xQP4b6MxIVuVT/h0uRS2QfAZJAskDwtW49LC4QKmuvzvYePd43558/MK69v9Wu/bS54YZXzSuvzPKuWvALla3WmuN2CZB99tnHPPvss5EsAaI5DSrfbZdk0RwIzYVQR3wp0wgqdQjbJwsacZWNIpfIHgIkgS0FgkybtjAuBJK193355TLz1FNTTYsWL8U91t9q1nzKtG37n4oP0kzzww9r7G8RCeok1hrjWms8fBBREcLbb7/dm+8RdZrjoLkO9oFWcyKytSRrPpXb64kCAiSBVAPhuutGxh380zFv3oqKs+hpplWrIXHfx99OOqmnufrq4V4Nru++i8Zlu9YU19ri9oGkWbNmlEFPQGfsicrSl8oZe7lfUZUzAiSBVANBI7A0EivV9sksWrTSm+1+1VXD4r5neLvyyqGmb9/pwRyUcjJjxgxvLXH7QKg1x7X2OCpXin0GUerTKVcESBFavHi1eemlT8211w43J5+8eQSXvWmRq169PjBz55b2B011fa6//vq4AnhaClZrjScrl51t6lPRqCZdBWm+heooNWzY0NStW9ebX6JNI2D0/PRf/2varzVGrr32Wq9kisprz5w5M6/PXSobtaTRO8U0ainZqDJV0kVpIECK3LJla82wYZ95t8vCw4HtrXnzQebJJ6eYL774wf4WRUsH18cff9wLivBBRLcytLa4giXX9BxURl3rX+vqR3NJ7INaJpvmqihYVBxRpUryNUu6WOdNJJvXorU7UFoIkBKycuV6M2LE5+bmm1+PWSnR3rTwVbduY8306cXbX6C1wTXD1j6QaC1x3crKJd06+c9//mMuvvjiuFs+ud4UKOedd543Uz4fEx6LZeY2M+vLU+QDZN26jSXZn6A1STQr/vbbx5h69eLD5LDDbjJ7732GOeKIWt79ZNWLKgbqBNea4PaBVZ3muV5VTXNJdGWjleXsnx/eDjroINOkSRPvtpoWonrttde8x6pDWpt/W0r/9b+m/a+//rr5v//7P/PXv/7VuxWTaChqeNPKdrrdpDDNpULWjqK2V3mLdIBotcHzzhvgHXA1T6NUqTzKuHFfVRwk3jANGjxjjj++q/nd764yu+9ex2y33eZ1oLV8qpZ01czVfN+bV+0erV2gYbj2QVRrhufyIKbXqysb+wDub9WqVTNXXXWV6devX9bPyjWPZeDAgV5fSqJ7/v5WvXp1r10ufy+qXnvhhRfG/excVa+lunD5i3SA3HTT68EZuzqsy8GGDZsqPrhfmI4de1QcGE4xW20VOwHP3zREUgdNnTXn8vaBOqU14U8T/8I/XxMDtUa4DrC5ooWjEvUDaFPH95133pn3MiBa+0Nn/UcffXTcc9KmMNP67Ln8neR6/QzWN4mOyAaI5lX44aG5FpMmlV8dJZ3Navirzn7tA3h4031o3RPXLaRs3pdX57TW+rZ/nmr66JZPrqij9k9/+lPcz9UoL71OHUCLgaqp3njjjQn7YdSprJFKuZKLFfxU5PKee+6JK3Lpr7C4bh0VFspNJANEI5VUOsQPkG7dJtlNyo6uBN5++21zww03JCxGGP6wq0S6OnlXr15tf5uUaE1vre1tDyXVz1UxxFzRAUz3+u3bZLr3r74PnRkXI402UynuRH0zmjyZy8mA2VpDnDXeoylyAaJOcw159cPj8stf9m77RM27777rLf2aaAazv+lMUh3eGsmTSukQXb3oTNMeCqvvo/LrOsDnil6P3Wmts2l1aOfyNlk26f3r1q1b3MQ6BaC+nkuae6GOf/tvQP02us1ZmSlTpnhXlPbjatas6V2BorxFLkD+93/fDsJDpdW/+WaF3SRy1KGphWmSdfLqrP6ss84yzzzzjPnhh/i5Jrpi0T1u+3G6F66Fn3Lp3//+d9wZtCr3fvTRR3bTkqDbRxqhpJFK4dek9z/XS/NqLsYRRxwR93vU3I3PP/88aLdo0SKvD8sucqmBGn369IlkkcsoilSAjB37ZcxQV82pyCXdetByk1pNTMM1tcSqP3PZv++t//pf0+gU1ffXqKShQ4cW5JaLZk9rUSaNCrIPIv6mg7VmZz/55JNeH4tel91Go280CieXFGRnn312zM/VpEQdwMqB+onsPiT1ZY0ePdpumlXqwO/atavXNxb+2ZrDodtdWptCo+fC+3SCoVF2Gm2H6IhMgCxcuNL88Y/PBuGhIa/ZpslSuhes0U327RTXTfMjVB5j8ODBOb0FlIjmbCj8atWqFfe8Kts03l/j/nNdAG/27NneiKXwz9atlHJbVEp9EDowh8/0dWWiGlK5pjka11xzTdyVkL3pNueXX35pPxwREIkA0Vrm4fU7NFM7Wws4aaSTJprpVo2/NnGuNp31tWnTxkyYMMF+Gjmn21C6D1+/fv242xbadHZ6yy23eCGaax988IHZe++9g5+t56MS76l2+JYiXenp9lD4Pe/YsWNebhVNnz7duzq2f+eqJJDrSZAobpEIENWI8sND9aQ+/TTz+8gakqhCf5q1bH+w/E0HfN231mW/xvbrlo4/c9kf56//+l/TKKkePXp4QzvPOOOMoGhfok0fXo2pz8cBxLZw4ULv9YTPTHVQzwcdsMK3T9Rhr/keUaArAgV4+O9A5VjyNTxWo/P8n6tba7mc9IjSUPYBMnXqAm+ehx8gffpkNgNWM6Z1f7iyeRVaYlUTxTQqKNPbOAoXhY5GMFU28UylznV7qxDCo4XyUXpb4REux7HHHnsUtDBgISgs7NnkKruSy4mHPpVp8X+mRrcBZR0gWhr2zDP7BeHRvv0Ik8kJuw5gmuBlH8QVJrfddlvOiwCqwqoW3rE7MP2DiK5i8imfAaIrnPDr1pVfvmeRFwtddd58880xv3+FSqYnLFtCgMBW1gHSsePmUiWNGvU1S5a4TYzTaJ/w5Xv4IKbbWPm6heDTxDNNmLOXe9XtHK1Fka/bWvkKEHXmh4vx6X0vt85yF5p8GP79a/BGLhEgsJVtgLz44qdBeGiFvwkT3OYiTJw40RxwwAExH1TN0tU6Fvm4bZCMgkT9JfZSoBqzv2zZMrt51uUjQDQnIjzZUbetonrlkYhKpId/97oSzhUCBLayDJA5c5bGrJfx8MNuM2I1H8OeoKZaSrmezJUuzQa2q57qoJvriqe5DhBdSYXneegKK2p9HqnQyDz/PVL5kJdeeslukhUECGxlFyAqbX7hhS8G4XHppYPTLlWi0SWtW7eOOSCrTpGG6xYrPWfNFwjXn9IkxTfffNNumjW5DhDNMPe/v4bqahEoxFPfh2pm+e+V+orCs8azhQCBrewC5L77tAbB5lIl6a4Xrsl6WjEuHB4aOjl//ny7aVFSRd3wDGLNTcnVMNdcBohGsYWv/jTPA5XT/JvDDjsseL80zNu1GGZlCBDYyipA3njjqyA8tA0fPstukpSK2dkTpjQTt9TGu6swXrgyqg7Ew4dnf72TXAWIQjw8k18zzEvtd1AIWssjXEpdFQyyiQCBrWwCZNGi2FIlnTuPtZskpQOUfeWhkU6lSnW0wmekOrBoGHA25SpAtNCT/33Vac6Iq9T17ds3eO902y+bVQsIENjKIkBUqqRNm1eC8Dj33AFm1ar0lki1+zw0WbDUqWJqeN6KhsJms2ZRLgJE9+7D63mUS2HEfLrggguC908TTbM1WpAAga0sAiRcqqRmzafMJ5+kt/6DRluFw6OUrzxsmkMRXqjouOOOy9qqg7kIkPBKgirJnq85LeVE/XXhSZeqjJANBAhsJR8g06YtjClV8uyz0+wmSekSP9xZq3UYyo2GvobvjWt1vmzIdoCos9//fprbUqrreRSD8MFeAymyMQiEAIGtpANEpUrOOmtzqZK2bf/j3c5KlSaphScJarRVuXbW9u7dO3idGuqbjSGx2Q6QOnXqBN9PS+/CnYb2qi5bNg/4BAhsJR0gnTqNCsKjYcM+ZvHi9IYthsuT6DZPNs7Silm4CJ/qd6WyTG0y2QyQcePGBd9LZ8zqv0FmRo0aFfOeqopyJggQ2Eo2QAYPnhGEh0qVjB+f3up9Wl/B/zDojLyYJwlmi8qbhK+4tCZ6JrIZII0aNQq+V4cOHezdcFS7du3gfVXZm0wQILCVZICoVEnduptLlTz00ES7SVIqyR5e91nlSaJCa5f7r1ujnb744gu7ScqyFSCqtOt/H/VHFWIp33KlEyP/vVU/mG7buiJAYCu5AFGpkosu2lyq5JJLBntfS4eG6PofBBVGLLbaVrkWnizZvHlze3fKshUg6tT3v0+UwjxfwuuqZ7IULgECW8kFyAMPjA/Co169Xubrr5fZTZLSENbw0qCqqhs1WqLUX5ZWqwq6XoVkI0C0DG14mLFWZUR2aY16//2tXr26vTtlBAhsJRUgKsnuh4e2YcPSL+ut9Tv8D4HWlcjWJKtSE55171ryIhsBotFg/vc4+OCDmfeRAxosoUrG/vvsWqWZAIGtpALk739/KwiP228fY+/eIg3RDa9hrjCJKs1/8d8HjdBxuY2XjQDRmt7+91AJE+RGy5Ytg/fZdYg0AQJbSQXI9OmLTLNmL1ScMQ83K1emV6pEwh2KGsaarRnZpapu3brB+6GDQ7oyDRDdvlLJef97sFBU7mg5Zv991kmUCwIEtpIKkEy1aNEi+ADkcuW2UvH0008H74fCJF2ZBohKtvuPr1atmr0bWaSrbw0Y8d9vl34vAgS2yASI1kvQrRr/AzBjxgy7SeRoXohfuFBzYb766iu7SVKZBsh9990XPD7X63nDxCw69cQTT9i7t4gAgS0yATJgwIDgj18lHvCLpk2bBu9L9+7d7d1JHXDAiWannQ71thUr0p/V3rhx4+Bn9+vXz96NLAsPIFHF3nQRILDlLUDCo6c0c/yzzxbbTWKE22eDznD9P/5sVSctB+HbWH/+85/t3Ukdc8yVZv/9m3vbjz+mV0ZG/R/+yCBd/ZR7GZlioD4m/3e9++6727u3iACBrSABoq1du+TLrGY7QMIr3OneO36he+H++6LFm9IZRluvXldz7LH/9LaVK9fZu5PSuh/+z9XwXeRHeM7NvHnz7N1JESCwFSxAtE2eXPkfcDYDRPf2/T/8XXbZpWwr7rrab7/9gvdHy6KmKrwCZLqj4sLzP7QGCPKjQYMGwfs+Zkx6Q+EJENgKGiCXXTbYVHbCm80AGTJkSPCH36RJE3t35IVXsOvfv7+9u1KZBMjDDz8c/MxsrU+CLdN6N/77nu7QbQIEtoIESJ06mwshvv76bLupJ5sBEh7tc/PNN9u7I69z587B+9OlSxd7d6UyCZBrrrnG+UAGd+Hgbt++vb07KQIEtoIESLduk4L/b9p0gNm4cZPdPKsBcsUVVwR/+D179rR3R57WHfffn0svvdTeXalMAqRhw4bBz9S6FciPkSNHBu97urcOCRDYChIgy5evNfXrPxP8e+DAT+zmWQ2Q8IxrivXFmzhxYvD+1KpVy95dqUwC5MQTTwx+psq5Iz+mTJkSvO81a9a0dydFgMBWkACRnj2nBv9u1KivWbNmY9L2mTjyyCODP3yN/kGs2bNnB+/P4Ycfbu+uVCYBEl6PxWVWNNzMmjUreN+POuooe3dSBAhsBQuQ1as3eMvQ+l9ToCRrn4n9998/+MPPdFnPcqTlY/33RyOyUpVJgIRHfrF8bf4sWLAgeN/1uUgHAQJbwQJE+vX7KPjaKaf0NkuXbi5umKi9Kw3d9f/wV61aZe+OvNWrVwfvz84772zvrlQmAcLvpDD0Xvvvu34H6SBAYCtogGglwTPP7Bd8/cEHJyRt70rLpPp/+Js2xXfYR50mD/rvj96rVGUSIOHfSTqTF5EZ/f27/K6FAIGtoAEiQ4bMDL5eq9ZTZv78X2oqVdbeBWe7yXEFEh1cgSCbCh4gmzb97K3x4e/r3Hls0vYu6ANJjj6Q6KAPBNlU8AARTSb096nQ4qxZS5K2TxejsJJjFFZ0MAoL2VQUAaJb4JdcMjjY36HDiKTt08U8kOSYBxIdzANBNhVFgMj48XNj2mypfTqYiZ4cM9Gjg5noyKaiCRBp3XpYXHgka58qamElRy2s6KAWFrKpqAJk2rSFceGRrH2qqMabHNV4o4NqvMimogoQue66kVkPENYDSY71QKKD9UCQTUUXIBqBpZFYqbZPFSsSJpbJioSZBAgrEhYGKxIim/IWIIXGmuiJZbImeiYBwpro+cea6Mi2yATIgAEDgj/+k046yd4dWU2bNg3el+7du9u7k8okQKRx48bBz+7Xr5+9G1n22GOPBe+3+r3SRYDAFpkAWbFihdlxxx2DD8CMGTPsJpGzbNkys8MOO3jvh64C1FeUjkwDJDw6TleIyK1mzZoF7/cTTzxh794iAgS2yASItGjRIvgA3HbbbfbuyAnfvtJky3RlGiDqi/J/frVq1ezdyCINHKlatWrwfrvM/idAYCupAJk06Vuv7Hvz5oPMDz+ssXdv0WuvvRZ8APbZZx+zdu3m8vFRFJ6hn+6QTsk0QNQPUqVKleA56B49cuONN94I3ueDDjrI3p0SAgS2kgqQv//9reCApeG+aQwY8ugsTB8e/0Oge8JRNWHChOB90K2977//3m6yRZkGiFx88cXB87jzzjvt3ciSli1bBu/zDTfcYO9OCQECW0kFiCYannRSz+Cg9dxz0+0mWxTuSFSYbNiwwW4SCeedd17wPlx77bX27pRkI0DC80E0nDedYcRIzY8//hiMeNP24Ycf2k1SQoDAVlIBIo8//n5w0NL6ITNmLLabJKXbVvvuu2/wQXj88cftJmVv+vTpZuutt/Ze/zbbbON0P1zOO2+A93uoXfvpiiB2W6hLt7HCcxModpl9vXr1Ct7f6tWr27tTRoDAVnIB8tNPm8yVVw4NQkRriWh99XR07do1+CCoY9Hl9k0pO/XUU4PX37x5c3t3yiZPnmduvPE1rxx/JlTKxH8+rVq1sncjQyeffHLw/j7yyCP27pQRILCVXIDIggUrKw6CzwQhcvfd4+wmSa1fvz5mPYooHbQGDRoUvG4N4XW9+sgmlXP3n5OWWZ07d67dBI7CA0d+85vfmCVLlthNUkaAwFaSASKjR88JAkTbyJHpHQjHjh0bfBg0B0IftHKneR8HHHBA8LpvvfVWu0nBNGrUKHheHTp0sHfDUe3atYP39cYbb7R3p4UAga1kA0T+8Y/No7Lq13/GfPvtCrtJUpdccknwgdB9+HIvp3HhhRcGr1fDmNW5WizGjRsXPDeNCmOZ28xpnZXwe5rpcs4ECGwlHSBr1240F1wwMAiRli2HmI0bU+/M1eV8+Iy8fv36ZVupt3fv3sHr1BWXRj8Vmzp16gTP0XWoKX6xadMmr2RPNg/4BAhsJR0gouq9GgXkh0j37ulV2tV8CN139z8YWi+h3EyePNm7/+2/xmJdf2PEiBHBc9x2223NRx99ZDdBisIHe119ZOPqmgCBreQDRF544eMgQDRP5N13v7WbJPWvf/0r+GBou+uuu+wmJWvOnDkxw2SPO+64op6Br7VB/Od6yimnMC/EgcJi5513Dt7HbFWfJkBgK4sAEQ0n9UPkT396Lu1SJ61bt44JEQ31LXXqRzj88MOD17TXXnuZL7/80m5WVLROiF/gUZvWa0d6witMHnPMMVmbLEuAwFY2AbJs2VrTpMnzQYhcf/2raZU6Ud9HeHa2tlK+EtFQ2MMOOyx4LbqF9d5779nNUhIe7abFvj77LPnkzXB7Fypp4j9vLXL17bfpXVFGWd++fYP3TpNFdYs2WwgQ2MomQOT99+fHlDrp1y+9e+i6tROeZKftmmuuKbmO9VmzZpkDDzwweA3q4xk+fLjdLGXhQNDWrt0Iu0mMTANkzZo1MStI1qtXr+R+B4Wg5YjDfV2uJWoqQ4DAVlYBIo899l5w8FLn+syZyc+WbTp42VciGp2VjU7IfHjllVfMrrvuGjx3daCqczoTdoBo0yz0ymQaIKJS7+HBDbfffrvdBCFa7yZ8xXnsscea1atX280yQoDAVnYBko1SJzrbtftE1BFdzJMN9ZzvuOMOb4iu/5xVKv3NN9+0m6bNDg9tl102uNJbhNkIEPn3v/8dvBbdjinGocfFQEN2w4tFqQNdfUnZRoDAVnYBIvPn/2gaNNhc6qRLl3F2k5RodFb4LFibyp4UW+2sKVOmVLzOGjHP85BDDnGuumoLB0KdOr2C/6+sBla2AkQjsM4+++zgNamirIYkI1abNm2C90gnEC+99JLdJCsIENjKMkBEB7fwgey119IrdeKbOHFizGRDbSrAqCq+2Rrd4mrp0qVeeQrNmQg/v3POOccrW5It4fexW7dJwf83bTog4cTNbAWIaLKnwtB/bepUZ+GpzTp16hTzu8/lSpsECGxlGyDyt7+9GRzIdEUyb156pU58P/zwQ0zZE3/TeiJaX2TdunX2Q3JKwaERYrvsskvM89EZ+kMPPZT1uRPhQFi+fK1XNsb/98CBn9jNsxogorksGoIcft8ZmWXMvffeG/P7z/W68gQIbGUdIGvWbDTnn7+51EmrVumVOrFpWdDwvAp/U10pnfnNmDHDfkhWaRhuu3btYiaJ+VuTJk3MV199ZT8kK+xA6NlzavDvRo36eu9zsvbZoIq94detEInqlYhOEG6++eaY37/qnKkvJJcIENjKOkDELnXy6KOZ3UNXKXhNMlRo2Adxbao/pJm/GkWU6Qdat8jeeecd06VLF3P00UfH/Sxtmig2ePBg+6FZZQeCBiU0bNgn+JoCJVn7bFGA//rXvw5eu25nRa1PRFe74aKY2nTykI/bqQQIbGUfINK//y+lTqpXf8QceeStZvz4+Nsu6dIHWbevwmus25vOmM866yxz0003mSeeeMILA10laPM/8Pqv/zWtxtejRw+vX+OMM84wO+20U9z39DcN03zxxRezfrsqkUSBoDk2/tdOOaW3Wbp0c3mURO2zRSESvhLRbbtMhymXisWLF3tDysN/B1pTPh+3ULVyZDi49P9AJAJEx9j27V801aq1N/vue15FiJxR8WF0X1gnTMNnNby3RYsW3pwL+0CfzU0HTo24yebs4lQkCoT1638yZ57ZL/j6gw9ufk6J2meTbmftvffewfuiIb6aJ6KDXLnS+jXhpZi1dezYMS8nEGPGjIm7AlblZCASASI//PCjOe64iyoOwkeabbet4l0ZZPvDp8lc/fv39zozwzOpM9kOPfRQb0axblNpkmMhVBYIQ4bMDL6u9ek1fDpZ+2yaPXt2xQlBtZj3SjPWy61zXaGo+T3+GvbatI59JkvTpkrvcdOmTeP+JnWilI35RSh9kQkQGTdufMWHb/OQ127dutlNskq3pYYMGWIeeOABc8UVV5gGDRqYgw8+2Ns0yU/PQf/1v6YyKldeeaU3/2To0KFFs7RrZYGwadPP3kRNf1/nzmOTts82jY4LzxPRtvvuu5dNAcapU6fGrGeuTX1vo0ePtptmlRYa06CQcFFLbRr1p8md+ehvQWmIVICIPhj+B0IfkGnTptlNIkWj0qZNW2jmzFlq7wokC4TwfBsVWtSghWTtc0EHNXvCp0rBl+p6Ipr7onVpdKURfk26as7lJFZdkT/zzDMxtwe16XnoqjqXPxulKXIBorOnmjVrBh+OI444wqxatcpuVtbUf/HWW1+be+4ZV3HV88ucjpNPfqrSumHJAkF3AS+5ZHCwv0OHEUnb54pGvdm3DTXBUqOFvvvuO7t5UVIxT10V77bbbjGvQyPPcn21rH618AqG/qZOe/U5AYlELkBEE9PCI3n+8pe/2E3Kjpb/HT16jrnjjrHeqKnwQd7f3nzzK/thni0Fwvjxc+O+V7L2uaI+Ik2wtG+96ACsVRiL5ZagTRNDNSkwvPCXv6nGlW6F5or6jC699NK4n6vRhQMHDrSbAzEiGSCizu7wB+aFF16wm5Q8zdcYMeJz06nTqJgaVvZ23nkDTK9eH3h9GomkEgitWw+L+77J2ufSF198EbOyob/pNpdqmb311lv2QwpCt081ZNvvDwtvmrA6atQo+yFZo6udv/3tb94w6PDP1b/19WJetRLFI7IBIurY9j846iDM5ZlevqxYsc4MG/aZt6BWeAKlvV1wwUDzxBPve30WW5JKIKgfxf4ZlbV/4IHx3j6tIjl37nJ7d9Zofkjt2rXjDs7aNGhBC1fleza7roI00dQeFutvGlmmOUO57KjWyVKi+Uu6Eim3UWzIrUgHyMqVK2PWUNDBphTnEmj53sGDZ5i2bf9jatZ8Ku4g7m/qq3j66akVQZleocUtBYLvuutGxv3MROrW3Xw1pOG/XbtOqvhdrLebZc24ceNMo0aN4g6Y4YO2Oon79etnFixYYD88I+p/0a2gtm3bmiOPPDLuZ/tb9erVvXa5XDhLfRn2RERt6vvI99wilIdIB4hoqGT4nrnG3JeC775bZQYM+Ni0afNKzCqM9nbFFUNMnz4fOheSlC0Fgk9XMxqJtaX2zzwzzeu0D7dTaRTNK6nsNlo26HetvpBEfQ3hTWfnKg9y/fXXm0cffdSbKKrH6gpVm3+Q13/9r2n/66+/7pX7UMf9mWeeGdepb2/qh9NVsGbX55JGTykg7VFdGm2lUVfZng+F6Ih8gMjDDz8cfKg0YSvXH2hXmqinMAgvmGVvChOFisq3LFq00v4WReOLL34w11wzPO756ypp6tTsXgXYdJWpxalUBiRR/0MuNy05qxUvBw0alPN+Bt0G0xBnu2qzTpg0nF3zPYBMECDml/HvOuP0P2D77befV3eoGHz99TLvttOll24eKmtvOpvX7SvdxlqyJLvLmOba2LFfmnPPHRD3mm67bbRZsCD3AairiEmTJpn77rvPNG7cOK5TOdNNgXH66aebf/zjH14tNBXjzAcFZPj2rL9pZrlmmAPZQID8l+5VhydQaVGmQvn00zmmW7cRpnnzzaXo7U0d5OpzUIe51ugoZZqXolFg9vBijRzr0eN9bwhyvuhkQh3rw4cP965M1XfRsGFDU7du3aBigF/kUv/1v6b9CgqVndGaLFqbfubMmTnt00hEPzPRCDR12qumFZBNBEiIhk2Gaw7lo96QT2t9qCDg4YcfY6pWPbHioNTKHHfcv+IOqB07vu4NzV21Kj9nsvm0ePFqb3Kj3Y/SpMnzZuRItxUlo0IrUKrvxZ6Rr9Iu6pcpxcEhKH4EiOWWW24JPnyagDZ9+nS7SdbolobmAdhDKqtUOczst18zc+SRd3pn5bffPqYi3Obk9Uy8kD755LuE/Tz62qefUk4jTFc4WgJAa6OE/4Y0C79Dhw5evTAgVwgQizoewyUdNPRy9ers9Cvow64Oeq0qaJfmDm977XVYxYf/fjNmzMfe7Z2o0pWWrj7CIaJBAl26jCu5vp5c0N/ScccdF/f3o1tun376qd0cyDoCJAF1MoZLnWgNDlcKJA0Dbd26tdlzzz3jPuz+pn1qo7a5nERWarRc7uOPvx83KVJXZhoOvGFDZqs+lqIvv/zSnH/++XF/Q5rPMmzYMLs5kDMESCWef/75mA+nhl2mSsMz9UFu2bKl2XXXXeM+6P6mqxBdjehMMt+draVGQ5hvuWV03G0tlWEZN+4ru3lZ0sTXzp07x9X60smOlgzI1wgvwEeAJKEA8D+kCoKvv/7abhLQbS7NJNbcgmRL0aq/Q/0e6v9gAlf6NEekRYuX4oJEw5hnzy7P+/36O9EaJ/ZtTw34UCHQRYsW2Q8B8oIASUJnfFoR0P/Aaqhm+EpBKxA+99xzXsXUZMvZHnLIId4Iq8mTJ4e+O1xptrrmvGj2ejhENB/m/vvf8eqBlQvNUQkvPxD+W5wyZYrdHMgrAmQL9CHdfvvtgw+u1qHu3bu3N/HQvpUQ3o466ihz991353QUV9T9+ON689BDE+PqfzVo8GTFGfs4s3Fj6d4WnD9/vrn88svNVlttFfN3dcABB3g1u4BiQICkQOUg7IBItJ1wwgnejON8V3iNOs3WDxdyPPLIO8z++59fcUVyrhk1KrfLv2bbunXrvLVB7NugusK95557sjYiEMgGAiQFugetES52YGhTBV+tYa6RMSisCRO+Meee28v87ndXmT32qFdxhfjL3Ihzzz3XWyOk2L300ksVz/13cX9j6lcr1sWwEG0ESIq0HrX/gVY11+7du7N2QhHSbauePYea/farEXMQ1m1ITRJVv1Wx0W3OU089NS44dEWrwRZAsSJAUqBhueFbCtyiKn6LFy8xV199dVwJ87322sv06tXLbNpU+PkjKth5zTXXxD1HnaA8/fTTRfEcgWQIkBQMHTo0+HCrKB1Kx4cffmgaNGgQd3Zfo0aNgp3da6Jo165d4+YI6SqpU6dORXmVBCRCgKRAo2H8D7lGVqH0aCKoqubaQdKiRQvzzTff2M1z5tVXXzVHHHFE3PM4++yzzeeff243B4oaAbIFmt0bPlNkWG7p0q1IjZKz1/zQmh1dunQxa9assR+SNbNmzfJWKbSDQ7XWtJIhUIoIkC0YOXJk8GHXpEKUvnnz5pnLLrssbo7FgQceaAYMGGA3z8jy5cvNTTfdFFdmvWrVqt5ADMqso5QRIFugAof+h17LgKJ8TJw40Zx88slxVwX16tXz1jjPhDrAe/bsGVdAU2XWtUjVkiVL7IcAJYcASUJlS8LrLLz//vt2E5Q4zfF59tlnzT777BNzoFedKZ08aKXKdL311lvm+OOPjwum0047zXz00Ud2c6BkESBJjB07NvjwqwMW5Ut1z+6444648jSqdKuJoqlUulWxzQsvvDAuOH7/+9+bl19+2W4OlDwCJAmVWvcPArqPjfI3Z84crzimHQLq/9I654msWrXK3HXXXd4KluHHVKlSxfzzn/9MKXyAUkSAVEL3sMO3NcaPH283QRnTGi3HHntsXJA0atTIzJgxI2indWP233//mDbqnG/VqpVZsGBB6DsC5YcAqYQmmfkHBK3DwNod0aM+sMcff9zsvvvuMQGhjnDdqgovfexvqo1G2X5EBQFSiRtuuCE4KLRv397ejQhZunSpuf766+OG4oa3/fbbz1sbBogSAiQBXW1oToB/cNDtDEC3rho3bhwTHCo/ov4P9YMAUUOAJPDee+8FBwiN42e9coTpttZuu+1mDj/8cDN79mx7NxAZBEgCt956axAgbdq0sXcDAAwBklB48ajXXnvN3g0AMARIHJX/9sND9YpUehsAEI8AsahD1A+Qli1b2rsBAP9FgFiOOuqoIECGDRtm7wYA/BcBEjJz5swgPFSGQutHAAASI0BC7r333iBALr74Yns3ACCEAAmpXr16ECAvvviivRsAEEKA/JeqsPrhoSVOmVkMAMkRIP+lNR/8AFE5bwBAcgTIf9WsWTMIEJXoBgAkR4BU+Oabb7w1HBQeWpFu+fLldhMAgIUAqdC9e/fg6uOss86ydwMAEiBAKtSvXz8IkN69e9u7AQAJRD5AFi5caLbZZhsvPLTS3JIlS+wmAIAEIh8gPXr0CK4+GjZsaO8GAFQi8gGi0PADRGECAEhNpANEt6t020rhodtYixYtspsAACoR6QDp1atXcPWhjnQAQOoiHSAasusHiIbyAgBSF9kA0WRBTRpUeGgS4bfffms3AQAkEdkAUbkS/+qjVq1a9m4AwBZENkBUMNEPEBVSBACkJ5IBolLtKtnuB4hKuQMA0hPJABk0aFAQHlpECgCQvkgGiJar9QNEy9gCANIXuQBZu3atqVKlShAgM2fOtJsAAFIQuQAZNmxYEB5HH320vRsAkKLIBUjLli2DALn77rvt3QCAFEUqQDZs2GCqVq0aBMiHH35oNwEApChSAfLqq68G4VGtWjV7NwAgDZEKkKuuuioIkFtvvdXeDQBIQ2QC5KeffjJ77rlnECDvvfee3QQAkIbIBMgbb7wRhMdBBx1kfv75Z7sJACANkQmQ9u3bBwFy44032rsBAGmKRIBs2rTJ7LvvvkGAvPPOO3YTAECaIhEg48ePD8Jjn3328QIFAJCZSASIbln5AdKuXTt7NwDAQSQCRJ3mfoCMHTvW3g0AcFD2AaLhun54aBivhvMCADJX9gFy2223BQGiiYQAgOwo+wA59NBDgwBRKRMAQHaUdYBMnz49CI9dd93VrF+/3m4CAHBU1gGicu1+gFx++eX2bgBABso6QLRglB8gQ4cOtXcDADJQtgGipWr98Nhpp528pWwBANlTtgFy7733BgFy0UUX2bsBABkq2wA54YQTggAZNGiQvRsAkKGyDJA5c+aYrbbayguPHXfc0axatcpuAgDIUFkGyIMPPhhcfTRr1szeDQDIgrIMkFq1agUB8txzz9m7AQBZUHYBMnfu3OD21Q477GCWL19uNwEAZEHZBUirVq2Cq4+DDz7Y3g0AyJKyC5C2bdsGAaLt/vvvt5sAALKg7AJEqw3Wr18/CBDdzurTp4/dDACQobILENmwYYNp1KhRECLbbbedGTlypN0MAJCBsgwQWblypalRo0YQIr/97W/N5MmT7WYAAEdlGyDy3XffmUMOOSQIkT322MPMmjXLbgYAcFDWASKzZ882e+21VxAiv/vd78yCBQvsZgCANJV9gMiUKVNMlSpVghA5/vjjzYoVK+xmAIA0RCJAZNSoUWb77bcPQuS0004z69ats5sBAFIUmQCRfv36ma233joIkQsvvNAb9gsASF+kAkQeeuihIEC0XX/99XYTAEAKIhcg0rFjx5gQue++++wmAIAtiGSA/Pzzz+bSSy8NAkSz1Z999lm7GQAgiUgGiGi2euPGjYMQ2XbbbZmtDgBpiGyAiGarn3jiiUGIMFsdAFIX6QARzVavVq1aECLMVgeA1EQ+QERrqIdnq2sdEWarA0ByBMh/TZ06NWa2+h/+8AdWMwSAJAiQkNGjR8fMVv/jH//IbHUAqAQBYunfv3/MbPXmzZszWx0AEiBAEnj44YeDANF2ww2d7CYAEHkESCU6derkhcf221c1u+5a3Tz66Et2EwCINAKkEpqtfsUVbU3Vqiea/fc/3xx+eEczbNgMuxkARBYBksSGDRvNZZf90xxxxK3mhBMeNyef/JQZP36u3QwAIokA2YLVq9ebyy9/2dSo8aS31avXy3z88Xd2MwCIHAIkBUuXrjVNmw4IQuT00/uYr79eZjcDgEghQFI0b94K07jxc0GInHNOf/P996vtZgAQGQRIGj77bLGpX/+ZIERatHjJrFy53m4GAJFAgKRp8uR5platp4IQufrq4Wb9+p/sZgBQ9ggQB6+/PtucdFLPIERuuWW02bTpZ7sZAJQ1AsRRv34fBQGi7YEHxttNAKCsESAZ6N793ZgQ6dXrA7sJAJQtAiQDP/9szF13vREEyIknPmmGDfvMbgYAZYkAydDGjZvMddeNDEJEs9XfeYfZ6gDKHwGSBWvWbIyZrV63bi/z0UfMVgdQ3giQLNFs9WbNXghC5LTT+pivvmK2OoDyRYBk0fz5P8bMVj/77H7MVgdQtgiQLLNnq1988YvMVgdQlgiQHNBs9dq1nw5CpE2bV5itDqDsECA5wmx1AOWOAMmh/v0/DgJE29NPT7WbAEDJIkBy7JFHJgcB0rHj6/ZuAChZBEiOaba6SpzceONrZs6cpfZuAChZBAgAwAkBUkDh/hHV0dIQ4GTC7SuTShuby2MAgAApoPCBW1u7diPsJjFSOdCn0sbm8hgAIEAKyA4QbZpDUplUDvSptLG5PAYACJACssND22WXDfY63hNJ5UCfShuby2MAgAApoPCBu06dXsH/axJiIqkc6FNpY3N5DAAQIAUUPnB36zYp+P+mTQd464zYUjnQp9LG5vIYACBACih84F6+fG1MEcaBAz+xm6d0oE+ljc3lMQBAgBSQfeDu2XNq8O9Gjfp6C1Ula59IKm1sLo8BAAKkgOwD9+rVG0zDhn2CrylQkrVPJNzGZQOAVBEgBZTowN2v30fB1045pbe30mGy9jY7ENLdACBVBEgBJTpwa92QM8/sF3z9wQcnJG1vS6WNzeUxAECAFFBlB+4hQ2YGX69V6ylvqdxk7cNSaWNzeQwAECAFVNmBWwtPNWv2QrCvc+exSduHpdLG5vIYACBACijZgVuTCf19KrQ4a9aSpO19qbSx2Y/5+utlpk+fD03btv8x55zT37sK+uMfn/WW5tXVESsrAhACpIDsA3eYyplccsngYH+HDiOStvel0sZmPyb870SbgsQeYgwgegiQArIP3Lbx4+fGHbyTtZdU2tjsx+j2Wdeuk8y7735rvv12hdexv3DhStO373RTt+4vJVe6d3/X+i4AooYAKSD7wJ1I69bD4sIjWftU2tjSecywYZ957TRSDEC0ESAFlMqBe9q0hXHhkax9Km1s6Tzmxx/Xe+3ULwIg2giQAkr1wH3ddSOLJkC++WaF104FHwFEGwFSQKkeuDUCSyOxUmmfShtbOo/53/9922v3+OPv27sARAwBgpRpaLGCrEmT583Klevt3QAihgBBSiZM+Mbr96hd+2nzwQcL7d0AIogAwRa9/fZcLzhOOqmnGTNmjr0bQEQRIEhq9Og5pmbNp7x+j5dfnmnvBhBhBAgqpTkfuupQeCRaIRFAtBEgSGjAgI+DkV+EB4BECBDE6dXrAy84FCCDB8+wdwOAhwBBnPC8kGTbkiWr7YcCiBACBHHsoKhsI0CAaCNAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATv4fjE0mlk6qVysAAAAASUVORK5CYII=)
| Product Number | 3H30-1-TK |
| Purity | 95 % |
| CAS | 1020033-70-8 |
| MDL Number | MFCD09994896 |
| Molecular Formula | C8H10N4 |
| Molecular Weight | 162.196 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory