| Product Number | 3H30-5-Y5 |
| Synonyms | 1H-Pyrrolo[3,2-b]pyridin-3-amine dihydrochloride; 3-Amino-1H-pyrrolo[3,2-b]pyridine dihydrochloride |
| CAS | 1257535-39-9 |
| MDL Number | MFCD16628056 |
| Molecular Formula | C7H9Cl2N3 |
| Molecular Weight | 206.07 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-Y5
CAS: 1257535-39-9
Molecule Weight: 206.07
Formula: C7H9Cl2N3
![1H-Pyrrolo[3,2-b]pyridin-7-amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACeOAAAnjgFcx4G+AAACCXpUWHRtb2xTb3VyY2UAAHichZVba9swFMe/itDzopvlyAlxSkgpDNo9rB3srTi2khhiqcjO7dvvKFk3O1Yd0MNBOr9z0x9p9nCqduigXV1ak2JOGEba5LYozSbFv96eRgl+mM9ycAJHU6d42zQfU0qPxyPJt7rKTtaQ3Fb4ej491WXH5xgR6zZUMMbp75fn1wszKk3dZCbXQNXltL5sPts8ay5VfJGCVpk7lIZe3WnlDtdo74L5xcipLvD/XpZwtgAUrcudRmvrqqxBB8EILPYNbbTRLmt0gVZn2I6IhN7ns5dHm+8rbRowfYQyz3avjdvnsFHZnc73EAyM748prjgAWWOrhXPZ+WqiskhxxmGKO+3DvJ0/dIp/QKMixWPCBVMYncGOSBIzn5F6rA2LG3jZhwWJeBiOwrAiMpbRFeYklmFY3odhdiwMx/d7HjGiVJgeh1NLohLF7qVWYTgikRDyX2qp4kmITsK0IJIr8Zn6q7on/a6358JZkNfS7k0D4+4XIwjj4Vo4uz+H2/ujLQmurCla5iXoCirwLj/1uhY+B/ISs67QzlcHAbxrGxBdQCAvq7/AIgREXSBCXkpDgOwCEnn5DAFxF4iRV8wQMO4CY+RVMgSoLqCQF8YQkHSBBHkxDAGTLjBBl+seIvz5zU3cRXiv8TBCW1qhn08bmL1nj7beRAo/wfwPyALiyEkTxOkAAEgfSURBVHhe7d0HvBTV3f/xPE+qJYkGo8ZYnliC9dHHAiqIFRVLsGENsWLvxl6whFjQxBhUiogoNhQVsSM2xEZRVFDsBUSxIGABFM+f7+Y/uvObLXfOzO7M3v28X6/zein37Nx7d/fOd2fOOb/zIwcAgIcf2X8AAKAlCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQABUtcEG/SLtmGPus92qsseoJE7fStI6DqIIEABV2ZNw0MaMec92rcg+vpI4fStJ6ziIIkAAVGVPwkHr1m2oW7DgO9u9LPv4SuL0rSSt4yCKAAFQlT0JF7fbbptku5dlH1tJnL6VpHUcRBEgAKqyJ+Hits02g92cOfPsQ0qyj60kTt9K0joOoggQAFXZk3DHjgND/3/55U/bh5Rkj1NJnL6VpHUcRBEgAKqyJ+H+/ceH/n/jjQe4qVNn2YdF2ONUEqdvJWkdB1EECICq7En466+/cV26DAn928knP2QfFmGPU0mcvpWkdRxEESAAqip1Eh4xYkrk3ydMmG4eGWb7VxKnbyVpHQdRBAiAqkqdhL/7zrn99hsW+vfu3e8o/Hs5pY5TTpy+laR1HEQRIACqKncSHjduWuRr99wzpeiRYbZvJXH6VpLWcRBFgACoqtJJ+IQTHgh9TWMjGiMppdJxLNs3rYb0ECAAqqp0En733c9d+/YDQl/v129cqE+g0nEs2zethvQQIACqqnYS7t17TOjrHToMdDNmfGm7VT1OMds3rYb0ECAAqqp2Ep41a67bcsvrQn169nzUdqt6nGJx+laS1nEQRYAAqKolJ+EhQyaG+my4YT83efLHoT4tOU4gTt9K0joOoggQAFW15CQ8f/4C17XrzaF+PXrcHerTkuME4vStJK3jIIoAAVBVS0/Co0a9FemrfwvYr1USp28l5Y7z0UdfFH421fE69NARbscdbyyM3bRrN8BttdVgt//+d7p//esZ9847M4uOhmIECICqyp2ESzn44OGhvroq0dWJxDlOnL6VlDuO/fdybaON+rvLLnvKffvtf34H/IAAAVCVPalWMmnSjML4R3H/66+fWPhanOPE6VtJuePYf6/WTj/94aKjQggQAFXZk2k1Z545KtR/880HuZkzv451nDh9Kyl3HC14VAHIG26Y6MaOnebeemtm4Wf85psFhSnIqvW18843hR778MNvFh0ZBAiAqsqdhMuZPn2O22STa0KPueii0bGOE6dvJUmOM3v2PLfnnrd9/9ijjrrXdmlqBAiAqnxOwn36PBt6jAan4xwnTt9Kkh7n6aff//6xW2892H65qREgAKryOQl/+eV817nz9ZHHtvQ4cfpWkvQ4qusVPFYbZ+EHBAiAqnxPwsOGTY48tqXHidO3kqTH+fTTr75/rKb64gcECICqfE/CCxZ857p1Gxp5fEuOE6dvJUmPU7xx1llnjbJfbmoECICqkpyEx4x5L/L4lhwnTt9Kkhxn7txv3C67/LC6fvz4D2yXpkaAAKgqyUlYjj763sgxqh0nTt9Kkhznggse//5xxx13v/1y0yNAAKAELX4MwmOLLQYVSp8gjAABAOOOO175fjW9ph9rKi+iCBAAKFIcHmqaSYbSCBAA+P9uv31SKDyuvPI52wVFCBAAWOiWW14KDbZrAB2VESAAmp4KKhaHhyrvag0LKiNAADS1QYOeD4XHSSc9yN4fLUSAAGhaAwaMD4XH8cff//3mV6iOAAHQlPr1GxcKDy0UJDziIUAANKXi8IjTpk2bbQ/VtAgQAKnQTn7agKlR2GBoaSNAfkCAAEjs2WenFrat1Qn2ssuesl/OJRsMLW0EyA8IEACJ/eUvd4ZOsu+++7ntglaIAAGQ2E473RgKkOefn267oBUiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGLbbXeVW2edC79vEya8b7ugFSJAACTWseOp7g9/OOT7Nnbs67YLWiECBEBi66+/t1t66S2/b88886LtglaIAAGQ2Oqrb+IWXXTF79uYMc/ZLmiFCBAAia200kruRz/60fdt9OjRtgtaIQIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAkRoA0JwIEQGIESHMiQAAktuKKKxIgTYgAAZDILbfc4v77v/87FCB77bWXmzVrlu2KVoYAAeBlwoQJrlOnTqHgKG7LLLOMGzhwoFuwYIF9KFoJAgRALDNmzHCHHHKI+/GPfxwJjVJt/fXX55ZWK0WAAGiR+fPnu0svvdT9+te/joRE0OytrOK29957u3fffdceFg2MAAFQ1T333OP++Mc/RkIhaOuss4575JFH3AcffOD2339/91//9V+RPmqLLrqo69mzp/vyyy/tt0ADIkAAlPXKK6+47bbbLhIEQWvTpo27+uqr3bfffht63LPPPus23njjSP+gadbWTTfdFHoMGk/TB8gGG/QLNV9xjmP7qh1zzH22W1X2GEBaPvvsM3fccce5n/70p5GTv5r+/dhjjy30q+T66693v//97yOPD1rHjh3duHHj7MPQIAiQlE7CcY5j+wZtzJj3bNeK7OOBpHQloSuKpZZaKnKyD9q2227rJk+ebB9a1hdffOHOOuss94tf/CJyLDWNmxx00EHuww8/tA9FzhEgKZ2E4xzH9g1at25D3YIF39nuZdnHA0loDON///d/Iyf4oK222mpuxIgR9mEt9vbbb7s99tgjctyg/epXv3IXX3yxmzdvnn0ocooASekkHOc4tm9xu+22SbZ7WfaxgI+33nrL7bbbbpETetA066p3796FWVhpeOyxx9y6664b+T5BW3XVVd3w4cPtw5BDBEhKJ+E4x7F9i9s22wx2c+a07BOYfSwQx5w5c9yZZ57pfv7zn0dO4mq6tXTwwQe7jz76yD40Md0q69evX8VbZZ07d3aTJrX8AxXqjwBJ6SQc5zi2b8eOA0P/f/nlT9uHlGSPA7TEd9995wYPHuyWW265yEk7aJtttllhpXmtzZw5051wwgllB+t/8pOfuGOOOabqYD2yQYCkdBKOcxzbt3//8aH/33jjAW7q1Op1hOxxgGqefvpp1759+8iJOmiqqqvaVvX26quvui5dukR+nqBpuvCVV14ZmS6MbBEgKZ2E4xzH9v36628W/vEMCf3bySc/ZB8WYY8DlDNt2jTXvXv3igv8zjvvPPfVV1/Zh9bVfffd59q2bRv5+YK29tpru4cfftg+DBkhQFI6Ccc5Tqm+I0ZMifz7hAnTzSPDbH/Amjt3rvvb3/7mFl988cjJOGj77ruve++9eFPIa0mD9ZdddplbYoklIj9r0HbZZRf3xhtv2IeizgiQlE7CcY5Tqu933zm3337DQv/evfsdhX8vp9RxgMBtt93m/vCHP0ROvkHbcMMN3ZNPPmkflhsff/yx69GjR9mijRr8P+2009zs2bPtQ1EnBEhKJ+E4xynXd9y4aZGv3XPPlKJHhtm+gLzwwgtuiy22iJxwg7bsssu6a6+9tjCY3gief/55t/nmm0d+j+LfZ9CgQQ3z+7QmBIg5CafVKqnU94QTHgh9TWMjGiMppdJx0Hz0if2www4r+4n9Zz/7mTv11FMb9hP70KFD3f/8z/9Efq+gbbTRRm7MmDH2YaghAqTEyT+NVkmlvu+++7lr335A6Ov9+pWuFVTpOGgeGjP45z//WXHMoGvXrq1izODrr792F1xwgVtsscUiv2PQ9ttvP/f+++/bh6IGCJASJ/80WiXV+vbuPSb09Q4dBroZM6Llr6sdB63f/fff71ZfffXISTRoa621lhs5cqR9WMObOnWq+/Of/1x2VpkC5vzzzy8EDmqHAEnpJBznONX6zpo112255XWhPj17Pmq7VT0OWq8pU6a4HXbYIXLiDNpvfvMb9+9//9t9803p25+txVNPPeXatWsX+f2DpnUtt956q30YUkKApHQSjnOclvQdMmRiqM+GG/Zzkyd/HOrTkuOgdfn888/diSeeWHHl9lFHHeU+/fRT+9BWS4Pn1113nfvd734XeT6Cpr3bNRiPdBEgKZ2E4xynJX3nz1/guna9OdSvR4+7Q31achy0DgsWLHD9+/d3v/3tbyMnx6Bts8027uWXX7YPbRqq7XX66aeXre2lyQXay117uiMdBEhKJ+E4x2lp31Gj3or01b8F7NfQOj3++ONuvfXWi5wQg6bqtXfddZd9WNN688033a677hp5noKm6sLa2z2t6sLNjABJ6SQc5zhx+h588PBQX12V6OpE4hwHjeedd95x3bp1i5wAg6b9My666CL2zyhj1KhRhb3a7fMWNO3xrr3e4Y8ASekkHOc4cfpOmjSjMP5R3P/66ycWvhbnOGgc2sHv7LPPrriD34EHHuimT69c6gb/KRt/1VVXFYox2ucxaNtvv31h73fER4CkdBKOc5w4feXMM0eF+m+++SA3c+bXsY+D/Lvhhhvc8ssvHznJBa1Dhw5u7Nix9mGoQuXgtYd7uckH+vfjjz++UF4eLUeApHQSjnOcOH1l+vQ5bpNNrgk95qKLRrf4OKrwoKuWQw8dUXjc2LHTYm2di9p77rnnFr7Gm0RObEFbYYUV3I033mgfhpi0l7v2dLfPb9C0wVXfvn0pG99CBEgLT8LVxDlOnL6BPn2eDT2mXbvwavVKxxk58s1IX+18eP75j7unnnr/+zEV1N8HH3zgDjjggLIL4hZZZBF3zjnnuC+/jC4khT/t7a493u3zHTTtDf/oo4/ah8EgQFp4Eq4mznHi9A18+eV817nz9ZHHtuQ4gwY9H+lb3LbYYtDCk9Sj7rHH3nbz5vHJqx408P33v//d/fKXv4ycvIK21157FQbSURt6DS655JLCrCz73Adt9913L+wZj9IIkBaehKuJc5w4fYsNGzY58tiWHGfatNlu660HR/qXapttdq07/fSH3UMPvem++qp1r2LOyh133OFWXnnlyMkqaP/3f//nnnjiCfsw1Ij2fNfe75qcYF8LNa0r0d7xWmeCMAKkhSfhauIcJ07fYhq36NZtaOTxLTmOyqMMHTrJHXbYCLfRRv0jjy3VNt10oPvrXx909977mvvii3n2kIjppZdecltttVXkBBW0pZde2l1zzTWFRYOov/Hjxxf2grevS9C0h7z2kqds/A8IkBgn4UriHCdOX2vMmPcij497HM3guuuuV9zRR99b2H/dHqdU0yD+Mcfc54YPf9V9/jkF6uL45JNP3JFHHlkoM2JPSmoqs/7Xv/61UKYE2bv55pvdiiuuGHmdgqY95Z955hn7sKZEgHiehK04x4nTtxSd+O0xfI4jc+bMK2xadeKJD0ZmepVrGsA/4oh7CrfUPvmEwd1yVMjwiiuuKBQ2tCehoO20007utddesw/NLd3G0Sd1DTDffffdhRpUaiqxfu65537f9P/B1zRgrf4TJkxomNtA2htev4f2irevmZomPfzlL38p7DXfzJo+QPADjXk8+OAb7rTTRrqOHQdGgqNU0+0w1ei66aaX3IcfNsbJoR4eeught8Yaa0ROPEHT1x544AH7sNzQiVEn/n/84x8LPywc4bbccsuKxQrjNB1n6623LlyVaR8TrQbP66JI7RWvPePt7xA07TWvPee193wzIkBQ0ty537hHHnnbnX32I65Tp0GR4CjXDjjgTjd48Atu6tRZ9pBN4fXXX3c777xz5EQTtCWXXNJdfvnluSuz/uGHHxZu3WhHQ5X4sD93PZpCVaGivdx12y9PtHf8BhtsEPmZg6a952+//Xb7sFaPAEFVWieisZfzznvMbbVVy2Zzqe277zA3YMB49/bbrX9176xZs9zJJ59cGM+wJxc1VYI9/PDDc3ViHD16tDv66KMrXill2bQWQ2ND48aV3pGz3jS5QXvJL7PMMpGfNWjai37ixP+UGmoGBAhi+fbbBe7ZZ6e6Xr2ecNtue0MkNMq1Pfa41fXtO9ZNmZKfE2gadFIZOHBgxZOKbv+8+OKL9qGZePXVV91ZZ51VcW/xak23bfT4DTfcsHDC1O0oLYZUO/TQQ7//b/27vq5+6l9pG9pqbc011yysm9Etpazpw8Ipp5xS8cOCruS0R31rR4DAm2Yzjh//gbv00jFuhx1ujIRGufanP9248DH3ugkTGmfwuBR9gq90W0NrPYYNG2YfVnea3aXbZjqR25+xUlP5lB133LFQI0oFCR9++OHCyvkkNLai8aErr7zSHXfccYVdFTU91n7vck2D1wpkDc5nXYVYtyv/9Kc/RX7GoOl2pcZ4WnPZeAIEqXnxxY/cv/71zMI/qvBGWLatu+6lbpVVjnDLLrudW2ONTu6EE04oLJxrlPn17777rttnn30iJ4yg6RN6r169Mh9Y1QK50047reJK6+L2+9//vrDPuNaiaE+NetIWvapBpdX3Wg9jf7ZSTcGjQf6sy7xoz3ldIdmfL2jasz7PEyaSIEBQE6+++rG7+uqxbvfdb40EyFprnetWWukvbqmlOrhf/OKHmT2anaMZP9rHIY/F7DS1s2fPnhWndu6///6JP6Un9fbbbxfGNsqVgy9uqu7bp0+f3E0l1s6KvXv3rriRVtBUAFEzobKspKtJEdqDvtKUbV3NKShbEwIENffWWzMLg+n77HP7wgDp69q2Pdktv/zubokl1nM//emvIn9owUnhoIMOcvfff3/mtyrkpptuqri4bOONN3bPPvusfVhdaXxAaxPKlSwPmmZZnXfeeQ1T40kr+DXmoCsk+7sUN11paXxH+6lkRXvRa0/6SotGTzrppFazaJQAQV29995M17fvg26HHY5ziy++2sJP7aXrD9kTQ/fu3d2dd97pvv66vqvgNQOoY8eOkZ8paDqpXX/99fZhdaWA1S2zSoPUquekAe6sQy4JTVjQOMxuu+1Wtm6VmoI+67EnXUFpEoH92YKmve0HDBjQ8GVrCBBk5r33phYGGVV/qFw5c9t0ktR98ltuuaWmnzS1LkJXQOVOVLo9lPWnXdEVWqWy5Kr2q6mweV2o50v7euhDRblP+mraaVAD3VnSh55VVlkl8rMFTYUzted9oyJAYnrggdcLt2N0Wwbp0biBZvqo2GClk0Jx014Zu+yyS+EKIK1bAvo0f/HFFxf2G7ffL2h77LFHYZwhS/r++t3tzxY03QI8//zzCzvxtWa6Daf1NbrCss+Bmv5d41ZZTmjQe+rCCy+sWLp/zz33bMjS/QRIDFrHEAwEaw8N6kDVhubPa22FPkGWm2tvm/qpvx7nO/9etZ1WXXXVyLGDtu666+ZikyFdfZWbWaUTZh6ujOpN4z/dunWLPB9B02B81hMFdBWo9THlrmobcfMwAqSFnntuWqQM+qOPvm27IWW6stAVRteuXQt/YPaPrlTTFYyuZK6++uoWzYiaNGmS69y5c+Q4QdOn+X79+mU+M0wnFu1bYX++oGlNRda3bLKmNSblSrHoCkCTIbKmPe033XTTyM8XtOWXX94NGTLEPiyXCJAWUPnz7bcPr7rWxkuffvqV7ZopTTN94YUXCvfFg0qoGlwtrpKq/w++pn7qX++BaV/6VK1P3xoDqTRgXNw0tqIxFo21aP1GMd3eOeaYY8reMtNsJq1RyXJ6aEAr2cutNdCCxeHDh9uHNC3dMtK03nLTrXv06FH4W8maQkJhYX++oClknnvuOfuwXCFAWuCEEx6IrGXQvhhZev/99wub22g1b5cuXRKVplBTMTh9gtWq4xtuuKFFn9yzpNDTAKUGUsvdzinVtJeDSmJoGmubNm0iXw+anlOV/cgDXf2UuvpSOJ544okN8wGg3jROtMkmm0SeNzXV2cr6lpboqlK3rUq9vmq63aXbXnmdBEGAVHHLLS9FwkNbvtab6u+oSqkW2pW7RE+76ROvPqFrbCDP92X1iVNXU5o1pdtN9veI09q2bevuvfde+y0yoZX5KtBof0Y1TQO977777ENgaIGfnsNSs/z0HOblE74G0DWQbn/GoOnn12SAvCFAKlDhP7vJ0s4731TYhKke9ObXyUxvrJasKq5l0y0jfRJ67LHH7I+ZKxqn0Ep2zcyJs3/FEkss4S677LLc1C1SKJbbh0LjO3m/Qswb/R2V+nChsjMaN8kLTenV1F77c6rpVmveECBlfP31N4UKssXh0b79gEK9p1rTQKhuTSy77LKRN1G1pkthzRZSFVQVnStVJVX/rq/rMt4nmHS7TLeAVGspz/QJXjW2dFuu3CpyfbLTPXHfmVu1oKvNUovQdALRvf1GX3yWFd32LbUoVDP48jC4HtDrq0WGpcqi5E3+fqKcuOCCxyO3rq699nnbLVWaDaRPnSoHbd84pZpO5LptowFifcLyLU3xxhtvFHaFU2E61XKqNLBX3BRWGmTO6/1ZS/tY270vdEswT1StVh8A7HOtAWHdSkQyurLTJAz7/GqsQRWL80T7itifMW8IkBJGjnwzEh6HHz5i4SeD2lSL1Uyo3Xffvez88KBpcZve/P379y+c9GtJA8gqua3FauUG+IKmq5hjjz22IfaHVq2o4p9dn+jzQld0pVaV69bL008/bbvDkz7hq9ikfZ7V8hQi+kBY/LPpg2XeECDGBx/MKSwSLA6Prbce7GbMSH8QWdNIdWupUnDoTbPddtsVLrGzmnqoWyq6pFblVvvzFTfdT9Y4QtbrJSrJa4BovUupyrOaotvaKrjmhV57+3zrbzEvt7MIkAaj3fYOPPCuUHhsuGE/98QT4fUDaRg0aFBhFoh9AwdNeyJoumnePtVr6qOqiVZah6FBwLzMbrHyGCD6YKC1KvZ51GZVqsmF2tEHI3vLWGMiDz74oO1adwRIg7nqqh9KlQStd+8xtlsiOgGXOlkETZvkaEwjq6uNlpoxY0ahxLauOuzvELzZNQU4b2sU8hYgmvWl9Tf2+dM4SB4WMDYDhYh9/vW+1orxLBEgDWTcuGipEu1fMW9eerdjtIq6XJE+3efWmEOWRd98aPaS5tmX24NCt2VqPV4TR54CRLPESk3VVT0urjzq64ILLoi8DrpDkOViQwKkQXz++deuS5chofDo2HGge/vtdD4B6lO41iXYN6ia7rkecsghhY1oGpk2/Sk3RqKV4nfddZd9SCbyFCCq+mufK+0vknWl32ZVamBdU92zuoomQBpEqVIld931iu3mRW+CUoOjarpN8dRTT9mHNCx9olbZjSWXXDLyu2q9xamnnpr5Goa8BIjWp9gaXCqtoo2IkA29N0tN8dVElywQIA3g1ltfjoTHaaeNtN28aHpuqdXQOplqkx+tNG+NVFpbW7za31ttv/32y/T3zkOA6PaUxrqKfw6VYWeqbva0TqTUYsMsZmYRIDn3+uuf1qxUiUoSlCryp9WlI0aMsN1bHQ0OaxDd/v5qO++8c2a3BbIOEE1xViUA+5z06dPHdkVGtGLdlj1RKfh6j4cQIDk2d+43rlu3oaHwaNdugJs4Mfng5R133FGyRIg+lduS4q2dJg6UmqmlUiqzZ8+23Wsu6wA588wzI8/F3nvvbbshY6rsYAsw6lZ0PSe5ECA51qvXE5FbVwMHTrDdYlN42HnlalrRndWn7qzp1kypuj6azlzv5yTLANHaGPveWH311Rde8c6xXZEDpSohq/R6vRAgOTVq1FuR8Dj00OSlSlSpttSVh3aRy/Pq7HrQhkilxoO0v3g9B9azChC9/uuvv37oe2sxJoPm+aWxOrufiP6+67XrIwGSQ9Onz3FbbnldKDy22mqw++ijZHtIa8BcJcHtCfKMM86wXZuW1oNo4yr7HGlTrHrJKkC0ONT+3n379rXdkDM6idudDbfffnvbrSYIkJzRFcZBBw0PhYdKlTz++Du2ayx6oUt9uiY8ovRclSpTrxpa9ZBFgGhQVoOwxd9X25Vq2jPyr1TNrGHDhtluqSNAcqZv32ipkosvftJ2i0X38Eut89BtK5Q2bty4yMC6/jg0c63WsgiQXXfdNfQ9tWpft/TQGDS11+4Cqv1lvvgi2V2LagiQHBk//oNIqZK9974tcamSUivMu3bt2vRjHtVoC1q7kE77kNR6RX69A0S/p31/qIYYGot2LbSv41lnnWW7pYoAyYlZs+ZGSpV06DDQvfnmZ7ZrLJqiat9Umqpb75lFjerqq6+OPH+arVZL9Q6Qdu3ahb6fNgHL8/7yKK9bt26h11LrvGpZ8JIAyYmjjhrs1l330lCADBs22XaLRYuKbGFETVVttnUeSWm/9+LnUE1FJWulngHywAMPRH63O++803ZDg9BYlp1lqSKMtUKA5MCgQcPdCivs5VZb7Vi39tp/K4THKackK1WiwU9bkl2LjpphhXnatJGSPpUXP5ea3qpyKLVQzwDRQHnx99I+KQycNzZ7y1or1ms1FkKAZOzllyctfIHXdG3abOyWW66rW3nlHm7rrS91s2cnW02qzaCKX1g11baCHxWUtOMhujKphXoFyMiRIyPvES0yRWPTSd2+V//xj3/YbqkgQDKkDZnWWmuthVcGP1542fk7t8QS67nf/76LGzs2WT0bDfLanQRVVTfLAoGtgaY82xPuI488YrslVq8A6dSpU+j7qCw4Vx+tQ/fu3UOvrUrw16LECQGSIXup+bOfLekuvDD5vXWVdi4+rvbzaE0l2bOigWVNjSx+btdee+3Ug7keAaLSLcXfQ23o0KG2GxrU5MmTC3/3xa+v7kqkjQDJiG4V2D/gzTffPHHJjOeffz7yxtFmUEiHTrL2ddNMrTTVI0Dsh4w111wz8XsP+bL77ruHXmNVWE4bAZIBDb7aDY00O0ozKJKybxoNoH3yySe2GxLYaqutQs+xSp+keRVS6wDRrVNbxv+qq66y3dDgHn744dBrrA+WaU/8IEDqTIv37OwotTSmTk6aNCly9VHL6abNSld5toz2jTfeaLt5q3WAaOOh4uNro6haL45E/emKUgtfi1/rCy+80HZLhACps3PPPTf0hKsdeeSRtpsX7aRXfNxaDZzBuS5duoSe6zQHoGsdINtuu23o+Fp8htZJFQWKX2vdqkwTAVJHo0ePLjzBxU+4BmHTWBWu8s322KquitpQTazi51pNG/ykoZYBotuk9n2S1s+N/HnppZci71PVeUsLAVInn332mVthhRVCT/YiiyyS2l4LJ554YujYSy+9NOUoaswuwttpp51sFy+1DJBLLrkkdGxVaKYmWuumxaHFr/lJJ51ku3gjQOpkt912Cz3RamnN3tEAri0/3qtXL9sNKbMz6VTB9uOPP7bdYqtlgGyzzTahY7O4tPW79NJLQ6+51oSlhQCpA23KU/wkqylQ0qJbEPZFnDZtmu2GlM2fP9+1adMm9NynMZupVgGiW6W66i0+di0WQiJfdJej+DXXRJs0PugIAVJjevHsH61uZemWVlpssb967UYG54444ojQc9+hQwfbJbZaBcioUaNCx9X7kkkWrZ8mdyyzzDKh1/7222+33bwQIDWkT3waJLdP8BNPPGG7elOpZlt9U9M0UR9PPvlk6LnX9F79USVRqwCxpVg6d+5su6CV2muvvUKvfVozPwmQGtKLVPzkqmkab5puu+220PG1QEwLxVAf+nRnK/UmvY1VqwBp37596LgXXXSR7YJWyt5GX2ONNWwXLwRIjWhhYPETq6YFhGnPeLG3UPRJA/V17LHHhl6DpFV6axEgKklvp++OHTvWdkMrNWXKlNBrryvl6dOn226xESA1oLn2Kk1S/MSqdEnaZQSkbdu2oe/Tv39/2wU1Zmdj6X5zErUIkMceeyzyfqT2VXPRwuLi98B9991nu8RGgKRMf5Qqilj8pKoNGzbMdk1MQWW/zxtvvGG7ocZUa8yWkFFZGV+1CBB7C0PvUTQXWz0hjYXGBEjKzj///NATqqay7bUwePDg0PdZaaWVbBfUiUqZFL8WScZBahEgxx9/fOiYqsaL5nLcccelfl4iQFKkGTl2JzBtGFWrQW37hjjwwANtF9TJMcccE3otevToYbu0WC0CRFO7i49Zqx3qkF/6UFP8HlBV6aQIkJRoOq2uAIqfTM2zVy2aWtluu+1C3y+NS1L46devX+i1SHKLqBYBopLzxcdM4/43Gost764xkaQIkJTsscceoSdSrdal1O300fvvv992QZ08+uijoddCNaZ8pR0gugK2YzRJ16qg8dgxU83EmjNnju0WCwGSAs18Kn4S1XbZZRfbLVWcFPJFpWPsH+fs2bNttxZJO0BefPHF0PF0ZcwMrOajNUuLLbZY6L2gvW2SIEAS0t7Diy66aOhJ1CYutd6g54UXXuCkkDOLL7546DXxLZuddoDYKbwrr7yy7YImsdpqq4XeC0lroREgCahUiZ19oydQe0XU2ogRI0LfVyVTkC1VOS1+Te666y7bpUXSDhD7XkmzGisaiy3tPnz4cNslFgIkgaOPPjr05Kmdc845tltNaAvV4u+rVe7Ill3/c8MNN9guLZJ2gNgtbHmvNK9OnTqF3gtDhgyxXWIhQDwpue2+2KrEmnapknLsrJ8ddtjBdkGd7bjjjqHXxHe/l7QDxL5XtKAMzSmt92iAAPGg7WPt/W6Vhnj33Xdt15rp3bt36PtTAyt7e++9d+g10e5/PtIOEN4rCKT1Hg0QIB6WW2650JOmpqq49aRbZcXf/5BDDrFdUGd6DYpfE9/bmWkHCO8VBNJ6jwYIEA/FT5jammuuabvUnLYiLf4ZVBEW2bJVeX23i007QHivIJDWezRAgHiw+4+rqXx7PfGpMn/S+nSXdoDwXkEgrfdogADx8Oqrr0bWfqh8u1Z61gv3tfMnrfvLaQcI7xUE0nqPBggQT6U2jNIUuXot5rMza5iFlb20ZrikHSD2vcIsrOaV1ns0QIAkYHcDVDvvvPNst5pgHUj+sA4Eecc6kBzRSnStALdP4OjRo23X1NnVxaxEzx4r0ZF3rETPmZdffrlQh6r4SVxxxRXdZ599ZrumilpY+WPXBlELC3lDLawcshu1qO2+++62W6qoxpsvVONF3lGNN8d23XXX0BOppsHLWmI/kPxgPxDkHfuB5JjKt6+wwgqhJ1NTfSdNmmS7poYdCfPDznRiR0LkDTsS5pzKuOsJLH5C11lnncJgey2wJ3p+sCc68s7eamdP9Bzq2bNn6AlVO+qoo2y3VAwePDj0fbQnO7Jh94XRH6uvWgTI8ccfHzrmoYcearuglbMfOA8//HDbJTYCJGUq596xY8fQk6rmO6WzEntPU+2NN96w3VBjn3zySWSMIcmty1oESN++fUPHTHKLDY1JC0iL3wNp3PImQGpAZd1V3r34iW3Tpo2bOnWq7ZpY27ZtQ99H+7Ojvu64447Qa7DMMsvYLrHUIkDsVF69P5mJ1Vw05lH8HkhjHIwAqZHbb7899MSqbbHFFqn/0drV8NQ5qj9b4XTPPfe0XWKpRYB8/vnnkfG5sWPH2m5opaZMmRJ67TUDa/r06bZbbARIDR122GGhJ1ftggsusN0S0T4kxcf/9a9/XZi2ifrQ3Ho7nTrJ+IfUIkCkffv2oeNedNFFtgtaKXsLc4011rBdvBAgNaQTufYKKX6Cf/KTn7gxY8bYrt5mzpzpfvGLX4S+h2ofoT6efPLJ0HOvT3ZJ11jUKkDOOOOM0HE7d+5su6CV0p2J4tf+yCOPtF28ECA1plXA9gSv2VI68adFt0yKj68pm6gPewuxQ4cOtktstQqQUaNGhY6rFelz58613dDK6CpZ43LFr71usaeBAKmDPn36hJ5ktW7dutlu3u69997Ii6jSGqit+fPnFyZHFD/3SW9fSa0CROuRbN22pLWQkH+q11f8mmvG4Mcff2y7eSFA6qRr166hJ1ptwIABtpuXb775JrJLYq9evWw3pMzOvvrpT3+ayh9mrQJEttlmm9Cxk25pivy79NJLQ695mtWYCZA60VqB5ZdfPvRkq9TJ5MmTbVcvJ554YujYSy+9tPvyyy9tN6Ro0003DT3nO+20k+3ipZYBoh3oio+tml1au4TWy5ZwP+mkk2wXbwRIHWkuvp1KqU8DadyHfv311yPHTmOhEEpT2Zri51pNtxLTUMsA0eJT+z5J6+dG/rz00kuR96nvNgOlECB1dvbZZ0deUNVRSsN+++0XOq4WDqURToiyq3pVykSDlWmoZYDItttuGzp+muNxyJdTTjkl9FprVmiaCJA60+0CzdQpftI19fPuu++2XWNT+QxbUuPKK6+03ZCQ9lDQa1b8PGuL4bTUOkDsFrc///nPC9Wk0bpo0bK9bX7hhRfabokQIBl455133BJLLBF64pdaaqlUZk5pIyt7XI2/ID2qYlr8HKtUuiYypKXWAaL1SVpwWvw90pg9hnyx5dv14fK9996z3RIhQDIydOjQ0BOvtuWWWyYudaJPx/Yq5JBDDrHd4KnU63b11VfbbonUOkBE1XiLv4dubSR97yFf7IdJnV/SRoBkSHtG2JNRGtNv7clBgfLUU0/ZbohJs9q0333xc7v22munevUh9QiQp59+OvLeUziiddDsTvtBctCgQbZbYgRIhnRCUk2a4hdApU6Snux1P/u3v/1t6Lia7ZX2ia7Z2FIgarVYiFePAJFOnTqFvk+aEwGQre7du4de21pNqCFAMjZx4sRIqRMV51P11CT0aaP4mGosGvOnUFe4Fz+fSavullOvABk5cmTkPaLFkWhsOqnb92qtdqAkQHLgiiuuiPwhJy3Lrk+Sm222WeiYmjk0YsQI2xVVKMxtxd3FFlss9QHJQL0CROxiSC064yqksWmnweLXVBNpvvjiC9stFQRITuy8886hF0Jt4MCBtlssr732mvvVr34VOuZvfvObwoZXaDlbrFKtltOj6xkgDzzwQOR3u/POO203NAgtFLV3NNLeQqIYAZITqqFkdwzTp9xXX33Vdo3llltuiZwgNt5440JhPVSnGVb2+dtll11st1TVM0CkXbt2oe+nqy3K4DQmLQotfi01XTvNyt8WAZIjGpC1MyfWW2+9xINf9pJWTcUdqYFU2f333x+5l6yFWbVedFfvANHvad8fWsGMxvLQQw9FXsezzjrLdksVAZIzZ555ZuRNcNxxx9lusehqQ0Fkj3vwwQfbrvj/VC9o8cUXj/xxqAZWrdU7QGTXXXcNfU9VFtZeNmgM8+bNc3/84x9Dr6GmnNdq7CNAgOSMptpusskmoRdFg9/33HOP7RqLXmhVXi0+rpqmpiJMz5Utj6922WWX2a41kUWA6N75L3/5y9D31QA7A+qNQe8R+34dNmyY7ZY6AiSH3n777UipE63r+OCDD2zXWF544YXIcdUIkR+88cYbhdIk9jlKehUYRxYBIqrebH9v7aWNfNNJXFtDFL9u9dqVlADJqVKD31tvvXXichMqKW9naajpdlazj4nolk2pq7Q99tgj8fMeR1YBotd//fXXD31vTeTQjnbIp1J3LPT3re0d6oEAyTGd1O3JLI1qmlosphfaHluzi5p1dpZKe2iKs31OtJam3s9JVgEizz33XOS9sfrqq7s5c+bYrsiBk08+OfKePeecc2y3miFAckwDYPrjLX6BNLj5zDPP2K6xKURKXYloim+zrRPR1Z4dMFfbYost3OzZs233mssyQKTURI69997bdkPGtBGY3VYgjVmbcRAgOafqutqvofhFWnnlld2sWbNs19g0o8iW9VbTJ/FmWLE+f/78wmZe9vdX08LOel95BLIOEN3KUuVW+5z06dPHdkVGNOlBK8yLXx9NgtDi4XoiQBrA5ZdfHvlj3meffWw3LxpYL3XfX59sVDurtRZgVBkSXW3Z31tNOztm+XtnHSDy4YcfuuWWWy70c+iDjG71IVuastuxY8fI+1YbhdUbAdIANJVyp512irxh0irPrDdBqXUiaqrim7Q6cJ7ouezXr59bcsklI7+rQvPUU0+t64B5KXkIEHniiSciCynbtGnDoHqG9N5UnTz73tUWDlkgQBrEjBkzIp8Idd9+ypQptqsX3a4ptWJdTavjtSlVrVdg19pLL70U2U44aLqVd9ddd9mHZCIvASIXX3xx5LlSyR1NNUf9HX300ZHXQ2X4s7rdSoA0EG1RaUudaNqlLmnTogFlW4AxaLrnqiKC9RykS4PqjGm2iiYg2N9JTVdfWv+RF3kKEF2x7bvvvpHnbNVVVy3c5kL9qCiifR20Pqze4x7FCJAGc/rpp0feRCeccILtlojekLYUfHHTlZAWnWlv7TzTVZtqOpWaYRW82TWIntWnt3LyFCCiyQY77LBD5PnT7c1aFurDDwYMGBB5/vW+Hjt2rO1aVwRIg9Hgrh381b37++67z3ZNTGMsdmfD4rb00ku7v//9727atGn2oZlSAJ500kmFRXD2Zw6a9r3Qmoc8yluAiD4slPpQscEGG3AlUmMKD7s252c/+5l78MEHbde6I0AakF40O/1WJ/Pp06fbrol99tlnhQE6e+vMvmm22267wiyQrK5KNK1Zf2jlxjiCpk9tqmmV51X3eQwQ0cZapSZbaFp5WmNxCCtV40p/i1nMuCqFAGlQegPZN1bnzp0L96xrQdN9d99994pBoqbxE80S6d+/f83HFbRXisZktIJ+kUUWifwsxU2LJo899tjcXS2VktcAkY8++sitttpqkedX42NM8U2PZluVGjBX07T+vCBAGtiBBx4YeXNp1kwtTZo0qTCoai+pyzVtTnTQQQcVxky0clZvOB8KI1Uk1t7O+++/f2FfDvu9SjUFi8aIanF1Vgvjx493a665Zuh3OOqoo2y3TCmENf5hn2sV9Lv77rttd8SkSTGlpurqw1uewkM0s9H+jHlDgJShUidt27YNvYCaafTss8/arqlTsbYTTzyxZNnzak0ndZ2AVCpEK54POOCAQtOtsuC/9e/6uqYoliq5Uq0puM4777zCJ+a80zobzRIrVQVYTX+URx55ZK6mUeuWoYp72p9V60Z0xZT1WppGpRXmpRYJaswjL7etRHc6yo2R5k3+fqIcmTBhQqTUySqrrJJKqZOW0KC+riy0b7jPiT7NpkFzhY8qDueZTq76GTUDrKVXUmoqMXPFFVdkukq+mD4pl5riq7bVVlsl3n6g2ejvyJYnUdO4nXYbzIsxY8a4jTbaKPJzqukDRN4QIFXoto59IVWOo94UWrfddps74ogjIruj1arpdo9OxLp1kud9vHXSHzlyZOEqa5lllon8HnGafue8nFD0SbRURVg1fTqtxezA1kbvDT2HtjBi8BzmZbagro50XrE/Y9D086sQZ94QIFXoj7jUPP3BgwfbrnWlN5x+Bm3G1KVLl8JtJfszxmm6xaPf8/jjj3c33HBD7j/hasGlxm00VlWqVHy5psWhuv2mNT+lSq4ETQUf67XvQzUqD1NqIoNOKrrVmbe1NnmhFf12P4+g6fZtlosEA3rtzj///LLT4vUaK1imTp1qH5oLBEgL6F6/LYqYRXXOajTNVzO67r//fnfdddcVWq9evdy55577fdP/B19TP/VvlBOQfj9tJfrnP/85skVspaaTyCWXXBKZZPDJJ58USsyUm7Sge+NaLFmvW5aVaEMuOwEgaJrqO3z4cPuQpqXbfxorsjsJBq1Hjx6ZTYkvduutt7qVVlop8vMFrV27drmvlUeAtJBua9hptlrolWapE0RpsyUNcHbr1q3sCcE2vU6bb765+9e//lW4Uqtm4sSJJUusB023xQYOHJj54LVuI5baCC1ouoLMy1VTVvR3Wu4Wrz505GGwXGOrnTp1ivx8QdOHVX3Aq9WygTQRIDHo06h9sbUqG+lSCQ/9Aek2UksnD2iG3DbbbFO43eO7eltXN+Vma6npA8Po0aPtw+pONdXsYtegadLHWWedVZhF2Ey0hYA+ZNjnI2hapJn1HQOV/1Hh1HJXvHrtdGu1kXaoJEBiUN0iXVYWv+j6tKtbQUhGf1xa7b7tttuWLcxom/7gdtxxx8KUx7Sm4WpsRbf5ytX4UtN+MTphZUn397XI0/5sQdOMI91bV7WD1ky3JXUb0s6WDJr+vWfPnpkWKdV549JLLy0b+mq77rqre/PNN+1Dc48AiUmL7mxFXd3i8P3U28y0aE478WlNSrlPZbZpMHm33XYrDPTXcktc/WxatV5q9o6abqdpTCnre+n68FJq9XrQdNtGm5c1ymLPlpo8ebLr3r17ZE+V4rb99ttnfktPEz3K3VJTW2edddyoUaPswxoGAeJhyJAhkTeC6lU1wj3LrL3zzjuFelmlFnSVa7oa0Kf+oUOH1n068TPPPBMpsFncVlxxxczvq2scTldN5WbyqOmTuKY512MhbK1oDErbLugDhB2PtK+Jbkdm6ZVXXimcE+zPFjRtHnbVVVflum5cSxAgnmxNJbXevXvbbnD/WVmvE9yGG24Yec7KtSWWWKJQVkVrUPIwS+z6668vbPZkf86gKRBVKiVLuq2m92W1W4D6RKypzHZWWl6ppIfGHys9/2q6RZT1+I/G7zQVvtxroH9X3bjWcmuRAPGkgS5760DTPrPeQyAvtDWrbvHoEt3+EZVrWtilQUaV0tZ947zRiUknqHID+/pUrNpkWZd40fiIigWW+zmLmyos6zZi1gPMlt4/+kBWqkKxbRrv0bTdLPdP0ZVE3759S652D5rG93TrrTUhQBIYN25cITSK3yTaTa6W9+bzTM+HVsvaYK3UtIGWCho++uijDXM5rxP0HnvsEfldgqYxMq07yXqKt4LstNNOqzh4W9z0CV9rbK655pq6D+iqZL1OwCp0qO0T7M9Wqum9o0oR9b6taem9q4WJ9ucLmv4eRowYYR/WKhAgCWl2hX3DaHCvWah2jwZp46yE1+IpraDOw5TYJHTiKFU5N2g6ceShgq72GlGl2Ti3ENVWWGGFwiw33ZLR/XqNPyStUKDJCVqroa0CVEVBa1cUBPZ7l2ua1KA1O5rmnXVA6xagtmGwP2PQFNy6isr656wlAiQhDZxrtod982iWUGvkW6xQV2ZnnHFGbmoPpaUlty60l0xebl1onxfdhosT+LZpUoMer0DSDDpVDi5V9Vn/rq+rn/pXGuSv1rQKXzt0Zj19WnT7Wlfa5aYO61amFnxmfSuzHgiQFGgKry29rumTWU8hTIvGI1SsUCUg4hQrXGuttQpz8FWGo7WrNniq6aYK3TwNnuoKUGMla6yxRuTnzUPTbSFd3erWaB7ow6Lqz1W6YtLWxFlPpqgnAiQlGvi1UwtVljmPg8EtoYVXum+rT5JxihVqtbYGNJt1G1Z9wi91RRo0Td/U7Zu8jffoQ9DNN9/sDjvssIrrFmrZFGTam0VVp1WnLE80nbt9+/aRnzlomjqs56/ZECAp0qcl+8ZSKelGoUVxt99+e6H6Z5xihZtuumnhXq8Gl/Ef2n+i0ol4gw22dE88kd8Zexqr0AcIDVJrCwGNO9iCor5Nx9HtLYWFdtPUYru8LnScNu2DhlhQmhUCJEUaLLMDlboq0dVJXul+7o033liYVRS3WKE2YMprmek80NWnFk1qTUvx8/eTn/zS/epXa7pll93OHX74le799/NzW6savV90i0YTCDRBIKjsfMEFF4SqPuv/g68piNRfRQQbpc7TvHl67a51Sy21SuT9HzRt+JWHMZksESAp07iH/fSu8ZE8DajpPrz+sHfaaacWrRVQC4oV9u/fP1e/SyNQnS+NH/2nXMt/LQzqFV2bNpu6FVbYy7Vt+1fXrl0f16fPs+7LLxvzdmdr89BDk12nTqe6ZZbZdmHQr7Ew8MN10XSb9sknn7QPa0oESA1o1bI9Aeu+eJalTnTSV7FCzQgqN9Brm2aZKGRUrDBPg7+N6vnnn18Ywju5X//6f93vfrejW2WVw93aa/daeELqV2jbbXfDwk/1U1yGb5Om9tprn7pDDx3h1lvvX4VgV8Ar6BdddIXC34MmkFx77bWZl/XPEwKkRrQgy56QdTujnnR76d///nesYoW6jaW57ar31Si3GxrN8OGPug4djnerr366W3/9K78PkKB1736HmziR4pz1MnPm165XryfcRhv1//41ULAr4H/3ux3cb3+7gTv99J652FgsbwiQGtFqdK19KD45a9V6rackaiBbixtVosKGQ7mmef26n6vZL1mv6m0Wc+fOd/36jXEdOw6MBEjQzj77kYVXjtnVdWrtvvlmgbvxxhfdllteF3nuFewK+IMPvsy99RbjfOUQIDWkRXO21Ilm5qT9yV51jDR11g7gV2raD1xTdDXAmeVeCc1OAaGgsCewoClgBgwY7+bNy9e030Y3Zsx7C6+0b40830Hr1m2oe/rpd+zDYBAgNaaaSPbkrSqzSalCqWa7rL322pHjl2uqMaRihSol0ajrU1or3bLSrSt7IgvazjvftPB1q299qtbo3Xc/d8cdd3/k+Q2arkZuvfVl9+23jHO0BAFSYxo4VxVOezLX1Nm4VOlX5UDiFCtUgTytNtY0Sgb/8k2D5yNGTCkMptsTW9B69LjbTZmSr0V2jWDOnHnun/982m288YDIc6rWrt0Ad/HFT7pZs7gaj4MAqQMtkrIlQFSxtSUVTzVdUPuux6ldpL56DFMNG5Om82pa7yabXBM50alpsPdvf3vcffZZ9vuk5N2CBd+5O+98xW2zzeDI8xi0I464Z+HfIrMMfRAgdaKtR+1qVu2vbm8l6SpBVwu6aqi2gU5x01WJCryxH0nrMXXqLPfXvz4YOeEFbYstBrkhQyYWBoMRNX78B27ffYdFnregde1688K/tbftwxADAVJHKmFuT/ynnnpqIUQ0LqHxiZbuhaCm8Q+Ng2g8BK3Xc89Nc3vueVvkBBi0XXe9ZeHV5rv2YU3rgw/muNNOGxl5noK22WbXukGDnl/4d0fwJkWA1JFKnWgVa3EI6KpE02htOJRrmmml7WHztoMcaku3YoYOneS22qr8rZhjjrnPvfNOdrvyZe3rr79xV1891m26aemp0br1d+65j7pPPmGqeloIkDrTiT9OYKhpTYfWdlCsEBrkveSSMYVBX3uCVGvffoC77LKn3OzZrXcTo1Luu+9116XLkMjzEbQDD7zLTZo0wz4MCREgGVAdKhsSxU2rxrV6XKvIKVaIUt56a6Y78sh7IyfKoG299WA3bNjkwpVLa6ZQUDjY3z9oChWFC2qDAMmI3cRH9alUp0r1qihWiJZ6/PF3CmMg9sQZtH32ud2NGzfNPqzh6TaUbkcVlx8pbrqN1bfv2MJtLdQOAZKRL774ohAYbdu2dWeffTbFCuFNg8GDB7/gOnUaFDmRBu2UU0a6adNm24c2HP2uGgDXQLj9HYN2+unauz3dag8ojQABWolPP/3KnXfeY2U/lWtdyZVXPue++qoxP5Vryq2m3trfK2iasqupu6gfAgRoZV555WN38MHDIyfYoGlc4N57G2cW3xtvfFpY7Gd/j6BpkaAWC7b28Z48IkCAVuqBB153O+54Y+SEG7QDDrjTvfRSy8bb7GPVNG04LnuMSjTj7KKLRpedcaayJCpPojIlyAYBArRic+d+4/r1G+c6dCi9NmLDDfu5c855tGoNKPu4oKmqbRz28eVMnvxxYSaZ7R80FURUYURkiwABmsCHH85xZ5wxKnIiDpqKNFZi+wdNZc/j3Dqyjy/npJMejPRVUwn2p55633ZHRggQoIk8//x09+c/R+tD6TZRpa10bf/idtttk2z3suxjy7FhpzLrN930EmXWc4YAAZqMrhiGD3/Vde58/fcn6JNPfsh2C7En/uKmQeyWjkPYx5ajabiaCKDgUJn1zz+n8nAeESBAk/rii3mF1ep33PFK1R0P7YnfbsV7+eVP24eUZI+DxkaAAKjKnvj79x8f+n/NiFL5+WrscdDYCBAAVdkTv0qE2OKF1W6DiT0OGhsBAqCqUid+bb9r/33ChOnmkWG2PxobAQKgqlInfs3a2m+/8Iyu7t3viDWbC42NAAFQVbkTvyr92q/dc8+UokeG2b5obAQIgKoqnfhPOOGB0Nc0NlKujHql46DxECAAqqp04ldJEe2EWPx1lU8ppdJx0HgIEABVVTvx9+49JvR11d6aMSO693i146CxECAAqqp24lcxRq0aL+7Ts+ejtlvV46CxECAAqmrJiX/IkImhPqr0q6q6xVpyHDQOAgRAVS058Wu7WbtjoK3y25LjoHEQIACqaumJf9SotyJ99W8B+zU0NgIEQFVxTvx2O11dlejqROIcB/lHgACoKs6Jf9KkGYXxj+L+118/sfC1OMdB/hEgAKqKe+I/88zwhlCbbz7IzZz5dezjIN8IEABVxT3xT58+x22yyTWhx1x00ejYx0G+ESAAqvI58ffp82zoMdo21+c4yC8CBEBVPif+L7+cH9o2t1RDYyNAAFTle+LXlrn2sT7HQT4RIACq8j3xL1jwnevWbWjk8XGPg3wiQABUleTEP2bMe5HH+xwH+UOAAKgq6Yn/6KPvjRzD5zjIFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHj5f4Z7MjjXoJmUAAAAAElFTkSuQmCC)
PN: 3H30-1-GJ
CAS: 142078-41-9
Molecule Weight: 133.154
Formula: C7H7N3
TSCA: Not listed on TSCA inventory