![1H-Imidazo[4,5-c]pyridine](data:image/png;base64,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)
| Product Number | 3H32-1-G9 |
| Synonyms | 5-Azabenzimidazole |
| CAS | 272-97-9 |
| MDL Number | MFCD00051808 |
| Molecular Formula | C6H5N3 |
| Molecular Weight | 119.127 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![2-Methylimidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-1-F3
CAS: 63604-59-1
Molecule Weight: 133.154
Formula: C7H7N3
![2-Chloro-3H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H32-5-AK
CAS: 760912-66-1
Molecule Weight: 153.57
Formula: C6H4ClN3
![1H-Imidazo[4,5-c]pyridine-2(3H)-thione](data:image/png;base64,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)
PN: 7H67-1-58
CAS: 7239-81-8
Molecule Weight: 151.19
Formula: C6H5N3S
![3H-Imidazo[4,5-c]pyridin-2-ol](data:image/png;base64,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)
PN: 4H01-1-AK
CAS: 7397-68-4
Molecule Weight: 135.126
Formula: C6H5N3O
Melting Point: 168-173 ℃
TSCA: Not listed on TSCA inventory
![5H-Pyrrolo[3,2-d]pyrimidine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACa4AAAmuAGgTZX4AAAB/3pUWHRtb2xTb3VyY2UAAHicjZRba9swFMe/itDzIsmSryFOCS2DQbuHtYO9DcdWEoMlFdm5+NvvKN5We1HdgR4O0vmd/7mh1d1FNegkbVsbneOAMIykLk1V632Ov798XqT4br0qwQkcdZvjQ9e9Lik9n8+kPEhVXIwmpVF4eF9e2nricxbE2D3ljAX0x9Pj85VZ1LrtCl1KoNp62V4vH01ZdNcs3pGgqrCnWtPBnSp7GqL95MwdRi5thd9quYe3DaBoVzcS7YxVRYdOnBE47BPaSy1t0ckKbXu4FiSE2terpwdTHpXUHZguQl0WzXNnjyVcKNPI8gjBwPjykGMVAFB0Rm2sLfrBRHWV4yKALjbShXnpXyXkAoVy117OWYhRD/YiIILxFCJQx41p7qc5CXgU/6ahhijOfLTw04JEGeN/6Uj4tcN/6K8DHZKMi2ygoYMi4T448kvHhEdJ/KF07Jee0JywxE8nfu1x4kCnoZ9O/6Np72tnt5kf+soa2LF7c9QdTN4zQk6iME3e4tHRKm2NrkbmVWYLQZzLN7lruVsy5DbF2EraHG9cHOc6BvgU4MgtxxwgpoBAbh/mgHAKhMjtwBwQTYEIubHPAfEUiJGb9ByQTIEEueHOAelN0R8A2RRIkVuAOSBgN5PzEnQ0dvrntwHz5ieio2+Kwue8/gXjgsOnBaWltgAAQrlJREFUeF7t3Qe8FNXd//HkUZ8YjSX2jhUVDfZYQtQ8gJootliwRWNsMXZAQaNi4W80lhglFkREFGMLKlhAFFERBLFABLEEEFCxIIiASHzOn+/4rJn5ze69u2dndmb3ft6v13n58jI7u3fO3vnuzpzzO99zAAB4+J79AQAA5SBAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBEDETjvdFmuXXz7SbtYk+3g0JgIEQIQ9+avtssvtburUz+2mJdnHozERIAAi7Mm/0Lp2HWo3Lck+Fo2JAAEQYU/+4TZhwmy7eVH2cWhMBAiACHvyD7eTT37Mbl6UfRwaEwECIMKe/G178cXp9iEx9jFoTAQIgAh78j/jjMcj/9+584Pum2/+1z4swu4DjYkAARBhT/6TJ3/idt45+rPHH3/bPizC7gONiQABEFHs5N+9+9ORn3XqNNB9/fU35pH/UWwfaDwECICIYif/6dPnup/+tE/k5wMHTjSP/I9i+0DjIUAARJQ6+V955cjIz9u37+++/HJx6JH/UWofaCwECICIUif/2bO/dLvvfkfk3265ZVzokf9Rah9oLAQIgIimTv433DA68m/t2vV1n322MLKNNLUPNA4CBEBEUyf/uXMXuT337Bf59z/96YXINtLUPtA4CBAAEc2d/Pv0GR/591137eNmzJgX2aa5faAxECAAIpo7+S9Y8LXr2PHuyDY9egyPbNPcPtAYCBAAEeWc/O+7b2JkG0001ITDgnL2gfpHgACIKOfkr0mEBxxwb2S7009//Lt/L2cfqH8ECICIck/+gwdPiW378sszg3+zP0djIkAARJR78ldBxcMPfyCy7XHH/cP97/+Wvw/UNwIEQEQlJ/8RI6bGth827L3Yz9CYCBAAEZWe/I8/flBk+0MO+XvF+0B9IkAARFR68h83blbsMbahMREgACJ8Tv4agWUfV84+xo6d5V54YbpbsqR0aXjkFwECNLDFi//t+vV7LbjZrcl+8+Z9ZTeJKffkHzZpUnzRqeb28be/jfvu33XZS0GC+kKAAA1q+PD3goWfwifya64ZZTeLKefkX8z550cXnWpuH3YeiZqWz5069XO7KXKKAAEazJQpn7pTThkcOzmrXXTRM3bzGPuYck2b9rnbZZfbY48vtY+uXYfGtlNTba1rrx3lvvhisX0IcoYAARrE558vcr16PV/yJK4FoN566z/lRkqxj6vE5ZdHF51qah+qqdWz54gmX+9DD70ZzDdBPhEgQJ3TDeh7753g9t67X+wkrKYT9P/7fy8Epdjz6M03P3a//e0jsdddaJ07PxiM9EL+ECBAHRs16n3361/fHzvpFtqppw52b7/9mX1YLj3xxDvul7+8J/Y7FFq3bsPcrFlf2IchQwQIUIemT5/rzjrrydhJttB08/yZZ/5lH5Z7ixYtcbfeOs7tsUff2O+kpiV1e/ceG1z+QvYIkBqbM2eO22uvvdyWW27pLr30UvfZZ/Xx6RD5MH/+Ynf99aODG8325Kr285/f6fr2fTUYvlvPPvhgvuvevfSorv32G+CGDJkS1N1CdgiQGttiiy3c9773ve/acsst5zp06OBuv/1299FHH9nNgYBuJP/jH5OXvlf6x06mapqDccklI9zHHy+wD61r48d/4I4++uHY71toKqMyYcJs+zDUCAFSQ7fddlskPGz7r//6r+DbyV//+lc3Y8YM+3C0UDqJHnXUQ7GTZ6GdcMIgN3Fi455EFZ6DBjUdnhdf/GzDhWc9IEBq5M0333QrrLBCLDSaanvssYf785//7KZOnWp3hxZAN4wvuKD0ZRzdcH788bftwxqWLt/dcMNot9tujX35rp4QIDWwaNEi17Zt20g46NLVRhttFAuNUm3HHXd0V155pZsyZYrdPRrMwoVL3C23jAtuGNuTpJp+rjIg2q4l0gCCs89uvAEE9YgAqYE//OEPsUDQ5Sx54403gpvpbdq0iW1Tqm2zzTbBYyZMmGCeCfVO3yiaGsqqciEMZf3WSy/NaHIIs2bj18sQ5npFgKTs0Ucfdd///vcjAXDYYYfZzQL6dnHFFVcE3zZsaJRqm2++uevRo4cbO3as3R3qSHOT6XQP5JVXmExn/fvf37iBAye6X/zirtgxU9MkSs3O1yx9JI8ASdHMmTPd6quvHjnht2rVaumbuflicf/617/cNddc43bfffdYaJRq2vd5553nXnjhBbs75NQnnywIynmUqmSrch4PPzyJch7N0Cx7zbYvVRZFs/Q1W5+y8ckiQFLyzTffLH3T7h05wS+77LLuxRdftJs2SyOyNDJLI7Q0UssGR7G23nrrudNPP909++yzSz+lcVMxb77++ht3552vBTd+7clOTfM8rrvuJQoKVkiXrDT73h7PQtMlL83eRzIIkJToUpQ9qV922WV2s4pprojun2juiG7E2+co1tZcc0130kknuaFDhy49cTGDN2vPPjvVHXjgfbGTW6GdeeYTQWVb+NNNdFvKPtw0i18341EdAiQFo0aNCr5thE/i+vagbyVJ0iz2fv36uf3339/94Ac/iAVHsbbqqqu6448/3j322GPB6DDUzpQps9zvflf6BrkWVXrxRRZVSoqG82pYb1Pf8jSrX8OD4YcASZjub2y88caRk/Zqq62W+sTAL774wg0YMMAdeuihZc83+dGPfuSOOuoo98ADD7gFC5iElZbPPpvjunW7Zun7orNr3bqL2377v0ROZLo+f889b3B9PiWaYKhZ+qXuM2mComb5c5+pcgRIwg4//PDYiXrQoEF2s1QpDBQKRx99dBAS9vUUaz/84Q+D8FEIKYxQvSVLlgT3rtZcc1230kqt3dprd1gaIr91bdpcGpy4dMP3yitHujlz+CZYC5qtr1n7NkDUtt/+BnfQQde6MWMm2YehCQRIgvr06RM7MetGdpZ0mUqXq3TZ6sc//nHs9RVruhz2q1/9yt15550Ue/Q0bNgwt/XWW4eO6ZpLj/+Obv31D3ZbbHGWO/HEvwcrB6L2is21adPmkiDc11qr/dK/lbPdtGlcSiwHAZKQyZMnuxVXXDFyIt52221zdZ9BN9B1I1031HVj3QZHsaZ7Oe3btw9u3FPssXnvvPOO69SpU+w4fv/7yy59f2zqdtzxSDd48Bj7sFyaNm2aGzlypBsxYoR75JFH3F133RXcc+vZs+d3Tf+vn+vftZ221+PyTuXgVRZes/rbtv2z23zzM4NwV8gr7Jdffnl38cUXuy+//NI+FCEESAK++uort91220VOGLok9M9//tNumhsa2qs/eM2S15Bfe8Ir1grFHm+88cbU7+nUm3nz5rlu3bq5//7v/44dNzV9uLjyymuWfqD4yj40U3rvvvzyy65///6ue/fuwWXMn/zkJ2UPyijV9HjtR/vTfrV/PY+eL09mzvzCnX32va5Vq2OXfqjaKwh5hX3h99hggw3cPffcYx+G/0OAJOCss86K/QHdcsstdrNc0/wUTULUZET7u5RqmuSoyY6a9NhSaWRd37593dprrx07PoV27LHH5iZw9cFh9OjRrlevXsFQcH3Qsa83zabn0/Pq+fU68jJHadSoCW6PPQ5b+gGg+GVevdep9hBHgFRp8ODBsVIl+tRVz8aNG+cuvPDCoEyK/UMq1XbYYYdg7stbb71ld9ewNON/p512ih2LQttll13cSy+9ZB9Wc1rE7NZbbw2Ge6+00kqx15ll0+vR69Lr0+vMksJMr2ONNdaIvU41/Z2fcMIJ7sMPP7QPbbEIkCrMmjUr9mbbcMMNM/9DSJIKNqpwowo42j+oUk2FIS+55JKgUGQjmj59ejD82f7ehbbuuusG9wX+N8Pl8nS/S3XYfv3rX3tfjtKgC12GUkUFtd/85jfBCfTss88O7n/ov/p//bywjbYvd7CGbXqder163VlOeNVQ/HPOOafkRF2F3lVXXeUWL2b+CAHiSZcu/ud//ifyxlpmmWXc888/bzdtGG+//XZQUr6pT922bbbZZkGxR13/rncLFy4MwrTUPBudAPW7ZjkMWoF/xhlnxD7YNNXWWWed4MZ/ly5dgsES+mb18ccf211XRI/XfrQ/7Vf71/PY5y7V9Pr1e2RZcVoDY/bbb7/Yays0vbdrPUQ/bwgQT7qGa99Q+lTWUmiRKy12pUWv7HEo1XR/5dxzzw1OLFl+OvcxcODAJtdvOeSQQ9x7771nH1Yzuj5/0EEHxV5XsaZvCPqkf/PNN7tJk2o770HPp+fV85f7TUW/V5b3Hx5//HHXunXr2OsqNH2QnDhxon1Yi0CAeNDNP/v19uc//3lubgjWmqoO33TTTcEljEYr9vjKK6+4du3axV5/oWmo9jPPPGMfVjPPPfec22effWKvyzZVR9Cw1PHjx9tdZEqvR6/LVm8o1vR76vfNgi6pXXfddW6VVVaJvS41DXfX+/nTT1vW3B4CpEJz5851m2yySeTNo09S779PhU+ZPXu2u/322ysu9vi73/3OPfXUU7m5rqw5LyeeeGLJQFSZ/t69e2cWfvoQ01Swqa288srBcc3qpFspvU69Xr1u+7uEm35v/f5Z0KW5k08+ObhcbV+XmsoWqfqAqhC0BARIhTp37hx70zz88MN2M7hvR/9ootkBBxxQ9o1cFXvUTVndSM1iEqYC7Oqrry55EtMnzTPPPDOzgRKqDKCJoKWCTW377bcPLrllcfySoNet16/fw/5uhabfX8chq0oJr732mttzzz1jr6vQNJBE1QgaHQFSAY33t2+U0047zW6GIubPnx9MyNK171I3oW1THS8F9v3331+TYo8KraaGLnfs2LHm9wwKdM/ojjvuiC1QFm6aqzBkyBD70Lqm36epRdV0PHRcsrqnpvdmU5ffNHhA1QkaFQFSJs1vsKVKNLRVI3NQGYXBgw8+6I455piKij3qRrWKPWrWd5LefPPNIBzscxbaFltsEdQTy4qGQzd1ElWpGd1LamT6/fR72t+90HR8sho2rm9Ml19+eez8UGiqTqAqBUm/b/OAACmDyi9oolz4TaETWksdeZEkHVtNxtR8gnJH5ehy2C9/+cug2GM1Ny11GUqXo+zaLYWmy1iaaZ/lfZm//e1vQV0m+9rU9G1J941aEv2+pb4l6jjpeGVF1Qb0oci+rkJTtQJdxUh6XaAsESBl0KQi+2bQDVQkSyNddN1YNynXWmut2DEv1grFHjWDuNwZwrrxrf4rdTlI19d1A10DArKiT6vFlgZQ04lSq1vmra5Urej31u9fKlh13LL8tK/qA6pCYF9XoWkelYayNwICpBm6BmtLlRx88MF2MyRMn9JU7FGTydZff/3YH2GxphO/bmz+5S9/KTkqbvjw4cHQW/vYQtMIn6yHuur5NUnNvjY1ldnPcr5Jnug46HjYY6Sm45dlP+qejAaQqCqBfW2FpmoGqmpQzwiQJnzwwQexsueqzpnVyI9i9EadMmVKcLLVaDCV0NClnXDJbf2/fq5/13baPqubjr5U7FEzmpu6YWnbbrvtFoyo0onm3XffDYLfblNomiSokT9Z08ztYiPWdK9IFW0Rp+NS7F6ajqOOZ5ZUlUDViIv1qZoGlOhvtF7vpRIgJegTsOYyhDtbY7+13kFWFFwPPfSQ69q1azA7V0MFy51rYZsu/WjBowMPPDA4MWsFw2rLV9SKJvdddNFFwc1t+3tV2vL0B6wJdfb1qam+lMpqoDQdHx0ne+zUdFyz1twHGN1TVZmgekOAlKBiabaTVSCwlgqrCaponV1vJK2mkWVaI0SBUg+L6WgggwKgqctSpZouIZS61FVLuidzyimnxF6fmuY65CHc6oGOk46XPYZqOr5ZTfoMU9WCpt6r+nBUTwiQIsaMGRP7ZP+zn/2sJm9AXVrSZSbdxC01ma1WTZ/OdZLVKKksq6OWS+PtVaNs5513jv0u4Zanm5j6kKDy//Y16hMpCxn50XErts6JjnMeJlc2NYhD5VLqCQFiaPTGpptuGulUDS9N+2aXLh/pq7bKwds3VXNNb0Rd71ctKg2HLVZyW03/ru2KvXGba4XqqPoqXg9U7PHaa6+N/a5HHnlkboZR6r2mFR7tsdb7LS8BV690/IoNC9fxznKEVpiGkdu/d01mrScEiHH00UfH3nSa9JYWXULRiobFPjEVa/r6q7kLGuGhekC+8yB0P0XftO6+++5gmLKd51Kq6T6QTsIq5VAPVFsp/PqznCcQpk/CxcJDI86YX5QMHcdiI/h03PPwTUTsfVZV/q0nBEiITsr2zaZrp2nQpCOd3EqtoV1o+uSv16B7Ep988ondTaK0kM4jjzwSBFSxPzzbtFZC3tf5yGOA6BKGZtXb47nlllu6adOm2c1RBR1PHVd7rHX8a3FJujkESIPQ0FY7FFCjnJKuwaR7CRpaap8r3DRB6ogjjghuoGd170H3YlQ+QvdiSpWwVitMusvrCK48BkixG+a6b5P2B4SWSse12H2xtD4cVoIAaQAqVbHjjjtGOlIn8aRr6+jmuIbO2jdyoWnFNi3SpJLxeaKv+5pH0tRrVxXdG2+8MXdlrPMWIMWG6uoTMuGRLh3fYt9Esh7iS4A0gPPOOy/2xtICSUnRCfjUU0+NPUehaX0RndjyXppC30q0hOeuu+4a+x0KTUGsb3N5kacA0aQ2e7x0qZDLVrWh41zs0myWkw0JkDr3xBNPxEqVaHJdUlTFt23btrE3rZo+tdfr4jNPPvlkyWU+dXlO95PyIC8BorIadjayRglxw7y2dLzt6Cz1S1ZlTwiQOqbie7Zonz6h+I5ssjTCqdS9Di2apFXv6pnuz/zpT39yK620Uuz3U9MckqyHTOYhQHQMbAVZjbpjqG42dNztqEf1TxbvVQKkTulyjF0DQkNUdZ+iWtq3yo2E911oulz1/PPP24fUtVmzZpUs07DVVlsFczKykocAKVZVl0mC2dLxt32ifqo1AqROaSSUfQOpvlK1dDnquOOOi+1b7bDDDsvdDfIk6eRsP9mpqSJpVpcIsg4QPZ89Hiq3gewVK3tS6/cHAVKHxo4dG5t/sccee1R9L0JDfrXQkX1T6hprS1k/RNeYVU/LHgNdysti8aMsA0Sj+OyaFZoISm2rfFA/2LpUaYy+bAoBUmdUXtmutaCb2dVeZlF4qF5WeL9qKgef98l2SdMfptY+t8dCFYA1IbKWsgoQXca0y9AqRKmqmy/qD3ufUv1Wq+UOCJA6c+yxx8ZObPfff7/drCL65lLsm4fWrsjTkNZaUr0plWixx0Tf/DSCq1ayCpA77rgj9ruznkc+qV9sX6n/aoEAqSPF3ig6wVRDn1Q0osruV2sT6OZyS6eJkZqtHj42qvJbqxFIWQSIRvGpBE34ebVyHvLLrmyo/ktqNGZTCJA68fbbb8eGm2qEULWlSoqNtlJ4qNImvtW3b9/YXBtdNnz11VftponLIkC0pnv4OTWwgGVo8039YweAqB/TRoDUAZUqsbVwdLPs9ddft5tWRPM8wvtU02UrvnnEXX/99bFjpVLWadfQqnWAqEKy/cZ12WWX2c2QQ+qncL+pH9WfaSJA6kCxbwmq21QNzTC3N9/0tbel3vMoh1Z0tP2guThprs9R6wBp165d5Pk0QS3vJWrwLfWTnfCp/kwTAZJzGjpqPxEecMABdrOKqLaVLU+ibzQtbbSVj9NOOy1y3NTSXCq4lgHy3HPPxX63LIYuw5/6y/ah+jUtBEiOqVTI2muvHemg9dZbr+rKp8UKI9588812MxSh8id2eKsCPq2RWbUMkH322SfyXO3bt7eboA6o38L9qH5NCwGSUxodte+++8ZOVFrUvhpaI8PeENacB5RPi2lpfkz4GCrY06hFVKsA0eTU8POo6b2C+qN+s32p/k0DAZJTGj5q3wQ9evSwm1VEn561yFR4n1o/vZHLk6Rl2LBhQe2x8LHUmutJq1WAHHTQQZHnUWUD1C/1X7g/1b9pIEByaNy4cbFSJbvttlvVpUps/Sx9Exk5cqTdDGXq0qVL5HgqUJL+pFeLAJkwYULsW2m9nQgQpf6zf+vq56QRIDmjUiVbbLFFpFO0JOu//vUvu2lFdNnFjrpS0UT4+/LLL12rVq0ix3SHHXZIdK3qWgSIvjnZ3wH1T/0Y7tc0viETIDlTbFb4fffdZzermNb9Du9TE+HqfT2PPBgyZEisv/r06WM385Z2gOiypp11PnDgQLsZ6pD6Mdyv6mf1d5IIkBwZMGBA7GT029/+1m5Wsffffz92SUwrCSIZKnMfPra6r1Tt5caCtAPk0Ucfjexf33Y1zBv1T/2o/gz3r/o7SQRITrz77rtu5ZVXjnTGlltuGVwmqZYtCqhFoZI6wcEFlxeXW265yDG+88477WZe0g4QW3W42tpqyBf7/kl6xCUBkgP6WrnLLrtEOkJrcCRRa2n27NlB8b80T0KIXyLUjOAkQtqeAJLsO9U7s+ucM6iisag/7XklyTp3BEgOnH/++ZFOULvhhhvsZl4uvvjiyH61uh6XKJKnb5BaLyR8rJNY9jXNALn11lsj+1YdtFqtI4HaUH+qX8P9rH5PCgGSMc0nsKVKVJo5iT9k7WOjjTaK7FvzS5CO448/PnKs9957b7tJxdIMkP333z+yb33YQOOxHyLV70khQDKky0vrrLNOpAP0DSGpCq8jRoyI7Fvlnpk0mB6Nsw8fb429r3b4dVoBostr9p5bEpdMkT/q13A/q9+TuLwqBEhG9O3ArgKobyJPP/203dSbvS5/xBFH2E2QsJ122ilyzHv27Gk3qUhaAaIy3+H9rr766qlWFUZ21K/q33B/J1XmnQDJSLH1JS644AK7mbdiQ/gee+wxuxkSdtNNN0WOebX3FdIKkF69ekX2e+ihh9pN0EDUv+H+Vv8ngQDJwPjx42OjX3bddddEJ/nY8f1pTCJCnJYRtX1bzae9tALE/uFTjbmxqX/D/a3+T4J9HxEgKZs/f75r3bp15KDrmmTSS4aeffbZkedQCXfUhi1MeMUVV9hNypZGgGjhIbv86aRJk+xmaCDq33B/q/+TWCiMAKmxE044IXLA1e699167WdW22267yHM88MADdhOkpHfv3pFjX81orDQCZMyYMZF9auAGGp/6Odzveh9UiwCpIVubRk1DP5OmyyjhocEaDZTUyC40T8sCh/tYl7QWLFhgNytLGgHSv3//yD47depkN0EDUj+H+13vg2rtv/8xboUVWn3XnnqqvtaQqZsA0SUqO2xSl7J0SStpDz30UOR5tt12W7sJUrbhhhtG+mDo0KF2k7KkESAXXnhhZJ9du3a1m6ABqZ/D/a73QbUOO6ybW2ut9t+1p5+u/ltNLdVFgOjmtW6ShztPn0p1Mz0N3bp1izzXmWeeaTdByuylSt/hvGkEiK1/lWT1YOSX+jnc70nUxTruuBvcppue8l0bMWKi3STX6iJAunfvHuk4teuuu85ulhh7E7dfv352E6TM3gc58sgj7SZlSSNA9I00vM/nn3/eboIGpH4O93sSVyZOOeV+17btNd+1559PdjBQ2nIfIMOHD4+VKtEEwmrmBjRnq622ijzfqFGj7CZImdauD/fB9ttvbzcpS9IBosWull9++cg+VREBjU/9HO53vQ+qXfzs978f4nba6bbv2osvTreb5FquA0Q3ru3IB5UuSfMPVm8Iu/aHbqqjtmbNmhXpA1VE9pnpnXSAqLRKeH8//vGP7SZoYOrvcP9XW2qHAEmJvmHYYnX6JuJ7M7Vc77zzTuQ5VcIA2bCDJqZOnWo3aVbSAfLyyy9H9te2bVu7CRqY+jvc/3o/VIMASclf/vKXSEep6eZ22nTJLPycu+22m90ENbLzzjtH+kLFLSuVdIDYS2vt2rWzm6CBqb/D/a/3QzUIkBS89tprsXIWWjCqFqVEBg0aFHlelYZHNvbdd99IX/gsJ5p0gDzyyCOR/el+HFoOW8BV74dqECAJ0xK0Woo23Em6lKEFh2rh7rvvjjw3FXizc/jhh0f6wmeBqaQDZMCAAbw/WjD1d7j/9X6oBgGSsM6dO0c6KIlOqoQdPqoTELJhy+nfcsstdpNmJR0genx4f3qNaDnse7La9xMBkqA//vGPkc5RO+644+xmqbr66qsjz3/OOefYTVAjtqCl+qZSSQeIfX/oNaLlSOI9GUaAJGittdaKdM6qq67qvvjiC7tZqi699NLIa+jRo4fdBDWiYx/uC5/Z6EkHCO+Pls2+J/V+qAYBkiBNFgt3jooYDhkyxG6WKvsJk28g2Uni017SAWLfH3wDaVmSeE+GESAJmjlzpvvRj34U6aA111zTffDBB3bT1HAPJD/s9WbugSBr9j1Z7fuJAEnYyJEj3TLLLBPppPbt23vNQvbBKKz8YBQW8oZRWFG5CxC55JJLIp2kdtVVV9nNUsE8kPxgHgjyhnkgUbkMENWj+tnPfhbpqOWWWy6RFcCaw0z0/NDk0XBfMBMdWWMmelQuA0SmT58eK1y26aabunnz5tlNE2VrYa2xxhp2E9TIKqusEukLamEha9TCisptgIhdGVDtqKOOspslasmSJbFqvJ999pndDCnTwIlwH/zwhz/0ug+WdIBQjbdlsx9qqcabc6ecckqkw9TSXuDJrgcyevRouwlS9uyzz0b6YLvttrOblCXpAGE9kJaL9UDich8gCxcudG3atIl0nIb6TpkyxW6amAMPPDDyfP3797ebIGUashvuA9/RTkkHiLAiYcuUxoqEBEgNTJgwIfapb8cdd3SLFy+2myaia9eukec699xz7SZI2UknnRTpA43M85FGgLAmesuUxproBEiN3HzzzZHOS/PE/sADD0Sex3c5VfjbZJNNIn3wxBNP2E3KkkaAXHjhhZF96gMHGp/9YKn3QbUIkBqyl5ZU6sT3xNIUXevUvgvPo5UQuZFeO/ZGtYZwz58/325WljQCRJc0w/vs1KmT3QQNSP0c7vckLm0TIDWktcnXX3/9SCeqAOOHH35oN63aNttsE3meaicMoXz2UkE1cy3SCBDNRwrvc91117WboAGpn8P9nsS8NAKkxjSZzJY66dixY7CGepL+8Ic/RJ7jrLPOspsgJUceeWTk2FdT8TSNAPnqq6+CYcXh/U6aNMluhgai/g33t/pf74NqESAZKLZuSLVVMa0HH3wwsv8NNtjAax4CKqPy/SuuuGLk2Ks+mq80AkQ6dOgQ2a/u0aFx2Xuw6v8kECAZ0GS/PfbYI9Khmvw3duxYu6k3nchWWGGFyHNobgLSpTk+4WO+3nrrVTXWPq0A6dWrV2S/hx56qN0EDUT9G+5v9X8SCJCMTJs2LVhwKtypm222WaILUNnldSntnr699947csy7detmN6lIWgGiyaXh/a6++up8Q21Q6lf1b7i/k5pcTIBkyA63VTvmmGPsZt4GDx4c2bdqMy1atMhuhoSo1pVGvIWP+T//+U+7WUXSChB9C1555ZUj+3711VftZmgA6tdwP6vf1f9JIEAyZiecqSUxvE6+/vrroJhieN9pl1FpyfRtI3ysd9ppJ7tJxdIKENl///0j+7744ovtJmgA6tdwP6vfk0KAZGzBggWx2lUrrbSSe/vtt+2mXs4444zIvrfeeuvER3zh2yHadjXKJG5Mpxkgt956a2TfG2+8Me+NBqP+VL+G+1n9nhQCJAdef/31WKmTnXfeOZFSJ++++25s2LAWnUKy7Mg6LWWsDwfVSjNA5syZ437wgx9E9l/NiDHkj/oz3L/qb/V7UgiQnLjxxhsjHa3WpUsXu5kXOy+BRaaS9fnnn8fW/khqBco0A0RsXSwGWjQW+/5Jov5VGAGSIwcccECks3VD9qmnnrKbVUw30cKlTdSefPJJuxk89ejRI3JsteZCUqPp7Akg6QDRMrvh/TPQonGoH+0HG59llZtyzjlPRgJk7NhZdpNca6gA+eSTT4J5A+EOX3vttd1HH31kN62YXZ97yy23TOQSWUs3efLk2AJePXv2tJt5SztAig20GDhwoN0MdUj9GO5X9bP6O0mPP/72d+HRqdNAt2BBsvtPW0MFiGiNYjsUVCf/am9uaulKu9+kZ7+3RL/4xS8ix1SBP3fuXLuZt7QDROxAix122MFugjqkfgz3q/o5Da+//qEbPHjK0vd9/X1zbbgAEVtuW+3663vbzSp24oknRvap0V4zZ860m6FM99xzT6yfBgwYYDerSi0CROvV2Eucjz/+uN0MdUT9F+5P9a/6GVENGSCa5KMb3er4ZZZZ3q2wQiu3zjp7LE366ob2qsy7nf1+8MEH281QBq15rkrK4WOpbyNJq0WAyEEHHRR5HpXaQf2ypZLUv4hryAARrSmxxhobLf2WsKVbc8093QYbHO46dLjMfflldfctio32Suuk1KhU28qWLNF9EN0PSVqtAkR12Oz7gtpp9Un9ZvsyyTp7jaRhA0Qefvippd889nWtWv3GbbllV9e27Z/dxRdX90etbzdaTjf85lJp54kTJ9pNUYKd2atWTcn2ptQqQGSfffaJPFf79u3tJqgD6rdwP6pfUVxDB4hccEF/16bNxW6HHW7+brSDRj5UY8qUKbFZ01qAauHChXZTGEOHDo0NRthrr72qqrjblFoGyHPPPRd5LrUkhpGjdtRftg/Vryiu4QNk4cKv3aGH3h8Za73nnv3cjBnz7KYVsWXH1TTJiIqspekmpOZ4hI+Z7oPMmpXe2PdaBoho9cTw822++eaJLDyE9Kmf1F/h/qtmNcyWoOEDRN566xO3++53RELkuOP+4ZYsqe5kf9RRR8VChJULi1P5fbscsb6JDBs2zG6aqFoHiMp8229Yl112md0MOaR+su/PpMq2N6oWESBy770TIgGiduON1a1pPG/evFghR7U///nPdtMWTRM8W7duHTtOl19+ud00cbUOEDn55JMjz6l7ZO+9957dDDmi/rHLFKsf0bQWEyCaR3j22dGyAbvscvvSTxgz7KYV0RoW6667buSNp08uffv2tZu2SB9//LFTWXYbHqeccordNBVZBIgqC9vZ6b/61a/sZsgR9U+4v9R/6kc0rcUEiMyZs8jtu++ASIjss88A99ln1d38Hj9+fDCpMPwG1MSj66+/3m7aouiylUq+2PDQ8qC1uleURYDIHXfcEfu9k1qnBslSv9i+Uv8lxV75ULv88sqqNtvH50WLChB5+eWZwTePcGeceeYTwTeUamj0xnLLLRd7I15yySV20xZBw5ptXTI1zf+o5U3lrAJEpXN23333yHNr5F4ac13gT/1hR1Sq36otfRRmT/5qOgdNnfq53bQk+/i8aHEBIjfd9HKsQ+655w27WcW0xK4tDKh22mmnJV6ELc90Y9yOtlJTeCRVZbdcWQWIvPHGG7F1arbddluGe+eE+kH9Ee4f9Zf6LUn2XFNoXbsOtZuWZB+bFy0yQDT66vjjB0U6RKO0Jk/+xG5aMZV5X2GFFWInT5VWmTGjuvsteae5HFoYyo5CUtNlq1p+8yjIMkBEz2ePhZZhRvaKLYedxvvDnvzDbcKE2Xbzouzj8qJFBojMnDkvmA8S7pRDDvl7IuWUX3jhhdg6AmpaZS/tYatZUW0rW56k0E499dTUJgo2J+sAkcMPPzx2TFRIEtkpVshT/ZQGe/IPt5NPfsxuXpR9XF602ACRJ598J9Yxl146wm7m5bXXXnMbbrhh7E2q5XG1UuKXX35pH1K39MdoCyOq6ZtI1nMg8hAgGu5tJ6hpyKg+aKD2dNztkF31j/opDfYcY1s5qxDax+RFiw4Q6dlzRKxzFCxJ0BDWjh07xk6saq1atXKDBw+2D6krb731Vmw9j0JToOTh21YeAkQ0Us+un677RNRQqy0db3t/Tv2i/kmLPb+cccbjkf/v3PlB9803Td+0t/vIixYfILpkpUtX4c7RpS1d4kqChqtqJFax+wJqKn+iysH1RGuYa82VYgMG1FTbKs3yJJXIS4DIbbfdFjtWmp2v4c5IX7FqCGrqlzTZk7/ute68c/RnzdXns/vIixYfIKIOtaVOdJO92lInYbq5XuzNq6bhv1qs6t1337UPyxVNrNJN8mL3d9QUKKqqm9X9jmLyFCBSrBKx5spotj7So+NbbE6S+iNtxU7+3bs/HfmZlrP9+uvS55ti+8gDAuT/aBiv7SQN902SrrFqWUzdB7FvZLVll112aXAdn7uVz/TJrWvXrrHx8uGmG+h5nOOQtwARzcK3x2/nnXcmRFKi46rja495raoh2POKTJ8+1/30p30iPx84sPTlzGL7yAMC5P9o3pAmFIY7SZN9NPEwaVpf3a63bJvKf9x0002ZlVPQTX5VHC41sqrQtIZ50svQJimPAaJvaIccckjsWOoTMpezklWqGoKOf62+KZc6+V955cjIz9u3719ywbtS+8gaARKikiYqbRLuKJU+UQmUpGlhqj59+rhNN9009uYON93g03KaOvFpHZI06V6MXlPnzp2LzmUJt9VWW8317NnTzZ071+4mV/IYILJo0aLgXpE9rrrMyY31ZOg4FrtsrOOu418rpU7+s2d/Gbt0fsst40KP/I9S+8gaAWKMGTMjVupERRgTrGwQoSC58847Y8M8SzUNDT7hhBPczTff7IYPH+4+/PBDu8uyfPTRR8HSnb179w4mVG2yySax5yrWNJflqquuqvmMch+auNihQ4fI69eSxHmhS5rFQkSjhBjiWx0dPzvaSk3HO63huqU0dfK/4YbRkX9r165v0dp8Te0jSwRIESrzbjtM5eDTpCC59957m71kVKytvPLKS0Nvl+CxxxxzTBAwWpdE3xD0X/2/fq5/13alboI31QqX1BYsWGBfeq7o9T344IPB71vsno2O1f33328flhl9EtYsffs6NU+ByYZ+dNzsPA81HedafvMosOeSsLlzF8UmNP/pT/EPD03tI0sESBEafaUFp8Idpq+aWpiqFlQiXqOZNt5449gfQS2biiF269Yt95dU5s+fH5w0NCS6uUtvhbbnnnsGkz3zQNfii91YV9O3Q2pnlUfHqVh5EjUd31rd87CaO/n36TM+8u+77tontmJqc/vICgFSgjrQfjLQ0rgLFy6xm6bqpZdecldccUXw7cFOREu6aTixlvBUeI0cOTKzP7hyzJkzJ7jJf8ABB3gfF42G0wlHEz7zoNgQX7Wf/OQnuRzhlic6PjpO9tip1WKoblOaO/lrLlrHjndHtunRY3hkm+b2kRUCpAma3GM77rLLnrOb1YwuzwwdOjS4NHXEEUe47bffvuhX9XKaHrfddtsF9X/0B/bEE0/kvrzK7Nmz3e233x7c1yhWOr9Y0z0bDQpQAGuYtP13NV3Su/baa3NRMVmT2ooFoi7HsZ5IcTouxS5X6jimPUmwHPYcUsx9902MbKOJhuHiruXsIwsESDMuuWRErPOee26q3SxTuuQ1YsSIoDTKXXfdFTSFTKEVfqZ/13b1NPN95syZwb0XBUCp2fy26dLb6aefHgwSCH+L0qW49u3bx7YvNC27O2TIkNCzZ0NlNTbbbLPY61PTynksj/stHQe7kmCh6filWZ6kEvb8UYwmER5wwL2R7U4//fHv/r2cfWSBAGlGsVIn55//tN0MCVIgal35PfbYI3ZiKNVUW+zcc88NRt80txjQoEGDSp6g1fbbb7/MLxlppFCxKr5qWrNCRSqzKI+fB/q99fvbtVYKTcet1iOtmlLuyX/w4CmxbQvz0OzP84IAKcObb34cGa+tm15Ilua4XHnlla7Y+umlmkKgR48ewcTMSi1evDgYjmyXIi40XSI755xzgrpfWdK8lVInSg391kqYLYl+31JD3nWc8jLPJ6zck78KKh5++AORbTWYR5+Hyt1HrREgZXr11Q+DdYzvvPO1Zitnojwq2aIb9ttss03sZFCqtWnTJihOmdSqcZpHo2HOpS6PrbHGGu7WW2/NdECBfle7PG646bKcLtc1Mv1+TV1+1PFJ6j2RtEpO/iNGTI1tP2zYe7Gf5QUBgpoaN25cUMm31KfIYk1lXzQSTeXj0zJ27NgmL5m1bds2uH+UFV2Wu+OOO9zqq68ee22FppNoHu7hJEm/T1PhqeOh49LcZcssVXryt6ul2kvo5eyjVggQpG7UqJfceeedF9ynsCeAUk0njWuuuabmN/w1n2SDDTaIvZ5Cy7r8/meffRYMPS71jUlNo/MGDhyYyaS5JOh16/Xr97C/W6Hp99dx0PHIu0pP/uPGzYo9xra8IECQOF3iGzt2qvvjH+9y22yjeRprxk4AtumEoDITKjWS9drxGi6toc2lhkhreOhFF10UTGDMyujRo4M5O/a1hZtm3asW2HPPZTf0vBJ6nXq9et32dwk3/d76/bOitYJUvVuXtcvhc/LXCCz7uEr3UQsECBKh2fujR89wV1wx0nXo0N+1bXu123TTU91aa7V3K664cewkoKZ5GZrTobH6qs2VN6rkqvk29nUXmoYLaw5ClpdPdNLdZ599Yq/NNlU1UCjmZWhrgV6PXlc5VRf0e2YZhvPnL3bXXz/a7bbbf8qwP/vsVLtZjM/Jf9Kk+KJTle6jFggQeFu8+N9u5MhpwTryv/jFXZE3+I479natW5+39CR7kFtllW3dMst8+2len941dl8FJOvh8oNoVn5T5fd33XVXN2bMGPuwmtI9HFVttq+tWFORQV2KU0HOSZMm2V2lSs+n59XzFyt2WKzp99LvlxV9ox40aHLwwcieyLUkdnPsY8ql6QL2sZXuI20ECCqyaNES9/TT77mLLnrG/fznd8be2OHWps3FbqONjl4aInu6I488IVg3pB6q+BajpYlV6l4z2+0JTu373/+++81vfpP5Ur4a2aZFyzR6zL7GUm2dddZxnTp1cl26dAm+DWouTbXlXfR47Uf70361fz2Pfe5STa9fv0fWi6uNH/+BO+qoh2Lv7UJ74ol37ENi7GPKNW3a57HK4JXuI20ECJqlyZQq69Kt2zD3s5/1jb2ZizWFywUXPLb0ca+4hQsbZ8Kb1j/RCbHUevAqqaH5LFlP8lNZlkcffTT4pF+sNEo5Td8QVF9KVQDUFJAa8nz22WcHFQ70X/2/fl7YRtuX+83CNr1OvV697qzLynzwwfzYsrPhtt9+A9xTTzUfHmIfWwlNHbCPr3QfaSJAUNS8eV+5xx6bEqyFYhe9KdX23rtfcDlLl7V0eauRaeJjqTIaalpf5aGHHrIPy4QKT2ouy/77719y4mRWTa9Hr0uvT68zayqWqkWdSr3n9fPevccGH6pAgCBEC9k8/PAk9/vfDwlKSts/nmJN14V141w30HUjvaV58skn3VZbbRU7MRaaPpXnaYKbJkRqBFOvXr2CAQylRpql1fR8el49v15HlhM0LV2O+uUv74m9xwtN38BnzarPS7BpadEBYt8gPirdh91eTV9TK2EfXw0tq/n3v090J5/8WMnrrbbp67sWvdF4dWblf3u56IYbbih56UZl40899VT3ySe1WU+mErrUplIwGk3WvXv3YNElXYbyvexVaHq89qP9ab/av54n60t7xahU0W9/+0jsfV5onTs/6F55Jdt7W3lFgISaj0r3YbdX04l76tTyay7Zx1dKn6L693+9yT8a21QpVEMYX3utvLHvLZECQkGhwLAnVDUFjIIm6+v75dIwZo1A0wz8Rx55JKjorDVYwpWe9f/6uf5d22l7Pa4efPrpgmAUVakPTu3b9w++kfMhqTQCJNR8VLoPu32hde061G5akn1sOaZPn+vuuGO8O+aYh2OPL9UOPvg+d/PNLwef0FA+XbJqamliXfJqaUUQ80Sl0/v1e63kKEJdvr3uupfcF18stg+FQYCEmo9K92G3D7cJE2bbzYuyjytFl6duvXVcrMJnU03b3nbbK+6dd+pjjkae6Sa6bqbbACk03TzWzXjUjooVHnTQfbH3faGdeeYTFV0NaOkIkFDzUek+7PbhpvsQ5bCPK0bhoVFRdttiTd9K+vZ9NfiWgmTpmr+G9RZbMU9Nw4E1LFjDg5Ged9/9LBgcYt/7haaChS++ON0+DM0gQELNR6X7sNvbVs6b2D6mmGKL04Sb7n/cffcbjCqpEU0w1HwJTTi0IaKmCYqaqKgJi0iOhqNrwMdPf1p8VOFee/VzAwa80SJHECaBAGnmRNycSvdhtz/jjGjRNI34aO6mnd1HMe+9NyfyR6MbhfqGoxFX+naCbKjkiUqf2AApNJVM0Y1oVOff//4meK/bEjvhv4crrxzp5sypz4rFeUGANHMibk6l+7DbT54cL5qmWd9Nsfso5Y03PnI33jjG/eMfk4M5HsgHFV/UsFYVY7QBUmgq4lgvo5nyZsyYGU3e99MHqSlTPrUPgwcCpIwTcVMq3Uex7W3JhE6dBgYjRUoptg/UH5WDV1n4UnMuNOlOqy+qvDya9/7789y55z4V+/soNA1F1+p+SA4BUuWJuNJ9FNteN6/tNdqBAyeaR/5HsX2gfmmBKtWAsgFSaFrgSgtdobgvv1wcfNMOl1kPt3bt+ro+fcY3fHmdLBAgVZ6IK91Hqe11PTb8c01i0h9GMaX2gfqmiXhaOtcGSKFpyd0sy5rnje4VPvroW65jx7tjfxOF9sc/PsM9vxQRIFWeiCvdR6nt9Sa3BdxU1K2YUvtA/VNtKBUWLFWOXSs3qgLuhx+27IoAqohw7LGlJ8Ued9w/gnuASBcBknBrTlPb33DD6Mi/6at3sZvfTe0DjeHzzz9355xzjltuueViIaKmKrZXXXWVW7y4+LfURjVr1qeuS5eBwYJl9u9Abd99BwRVpDNcJLJFIUASbs1pavu5cxe5PffsF/l3jWG3mtoHGsvkyZOXnhT3jQVIoW222WZu0KBB9mENZ+HChUsDs7fbZJOD3aabnuK23fbKyN+Avr3fdNPLlFmvMQIk4dac5rbXzb7wv6suz4wZ8yLbNLcPNJ4hQ4a41q1bxwKk0Nq3b+8mTiw98KKeDRw40G200UZu+eXXdauttqvbYIPDlx6LLm777W8M3v9dugyN/Y2gNgiQKk/Ele6jue31CcreFOzRY3hkm+b2gcakKr7XXnutW2WVVWIBorbsssu6008/vW7Wmm/OK6+84tq1a/fd77fMMsu7lVZq7dZeu8PSbyInuoMO6u1efnmmfRhqiACp8kRc6T7K2f6++yZGttFEQ004LChnH2hcWm/8pJNOKlk2frXVVnN//etf3ZIlS+xD68JHH33kTjzxxGDAgP3dfvCDNd1mm/3C3XXXE8Fsc2SLAKnyRFzpPsrZXpMINekpvN3ppz/+3b+Xsw80vldffdXtueeesZNsobVp08Y9/fTT9mG5pQEB11xzjVt55ZVjv4uavmGdddbZ7vPPKTyZFwRIlSfiSvdR7vbFiiEWvq7bn6Nlu//++12rVq1iJ9xCO/DAA90777xjH5Yrjz32mNtiiy1ir73QOnbs6N588037MGSMAKnyRFzpPsrdXpOkbD0fjW3X8MRy94GWY9GiRe7yyy93K664Yuzkq6ay8eeff76bNy9fN5snTZoUhIN9vYW2+eabB+GCfCJAqjwRV7qPSrbX4jd2e9XysT8DCmbMmOGOOeaY2Im40NZee23Xt2/fzMvGz5kzx5155pnBZSn7GtV0Gevqq69ucfNc6g0BUuWJuNJ9VLr98ccPimyvhW8q3QdanlGjRrlddtkldmIutJ122sm9+OKL9mGp00z73r17u9VXXz32mtR041w30HUjHflHgFR5Iq50H5VuP27crNhjbAOKUdn4fv36uXXWWSd2oi60o446yr3//vv2oal45pln3Lbbbht7DYWmIbsauov6QYBUeSKudB+Vbi8agWUfV+k+0HJ98cUXrnv37iXLxq+wwgquZ8+ewWzvNLz33nvu4IMPjj1voWmSoCYLov4QIFWeiCvdR6Xby6RJ8UWnKt0H8O677zZ7Ir/vvvvsw7wpuHr06NFkcF166aWpBRfSR4BUeSKudB+Vbl9w/vnRRad89gHI8OHDm72UNH78ePuwshUuna277rqxfReaLp1Nnz7dPhR1hgCp8kRc6T4q3b5g2rTPg3Wc7eMr2QdQUM7N7N/97ndu9uzZ9qFNeumll5q9ef/CC/ECoahPBEiVJ+JK91Hp9mGXXx5ddMpnH0CY6madccYZTQ6n1ezw5obTavjwscceG3t8oeVl+DCS1aIDBMC3NMu7Q4cOsRN/oWmWeLEJfeVMYOzWrVvuJjAiGQQIgO88+uijwexvGwSFplnjmj0uKqGy8cYbx7YptE6dOuW+hAqqQ4AAiNDlKs0CL1XUUFWA119//djPC23rrbd2w4YNs7tFAyJAABTVVFn1Yq3ey8ijcgQIgCbZhZ1sKyxk9emnn9qHosERIADKotniq666aiQ8dt9994ZdShfNI0AAlG3+/PnB+iJan71Xr172n9HCECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC//H4aTqnsfmm27AAAAAElFTkSuQmCC)