![6-Chloro-8-iodoimidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-M-26 |
| CAS | 1033463-28-3 |
| MDL Number | MFCD10758078 |
| Molecular Formula | C7H4ClIN2 |
| Molecular Weight | 278.48 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-M-26
CAS: 1033463-28-3
Molecule Weight: 278.48
Formula: C7H4ClIN2
![6-Chloroimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-5-N3
CAS: 957035-24-4
Molecule Weight: 189.04
Formula: C7H6Cl2N2
![6-Chloroimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB+pAAAfqQEtX1lIAAAB6XpUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfV738DnFKaBkM2n1YO9i3odhKarClIjuv/36nOO5s0nlYWCfd/U6+h7y8PzU1HLRrK2tyIignoE1hy8rscvLz9etdSu5XywKN0NC0OXnruvcFY8fjkRZvulEna2hhG9LrF6e2mtgcA2rdjknOBfv1/PRyYe4q03bKFBqptlq0l80nW6ju8hX/OII1yh0qw3pz1rhD7+235H5wempL8jeWB9StEYVtVWvYWteoDg6SUxz8C+y00U51uoTNGbcDGmLsq+Xzoy32jTYdit5DVaj6pXP7AjcaW+tij85Q+PaYk0YgoDrbrJ1TZ/CS31YClAQVgApBRaBiUAmoFFQGSvj81tof8Hp+1/iVNTxcn+/DG7Mic5LQKBMBxFRGSTxMIc1kkEGAOi5BUiGjGASVkofD6qrrLQmc0VVIg1SmqIkFTpLyBCdBAz5eRVmc4SoNcYW5SNNkAHocY2Ufwa6WG2vKkQhVmZONIJcs/NDbVl4TQcC6UjvsLe/Am44BOQV82j6A9WdAMAV8kueBcAr4kswD0RTwBZwH4ingyz0PJFPAN8c8kE4B30rzQHYTw38A35dj4tqqs4i4qd3nCBu1ChvuEIo394uNLh/DX87qD/q2YuvS16AhAAA8bklEQVR4Xu3dCfxVc/7HcWOXzIzdIGTfl5BExBDZZd/DFIYZDFnLMoZhkp0oSUVJUtGeJSGS7JVksrSoSVImTcj3/3sf/3ud+7339/vd+7nnLufe1/PxOI8Z3XPuvb+7nPc93+XzXcEBAGCwgv8PAABkgwABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAiKkVHlkhuZVCaR4VAKrc2Dlj3dUTrnbNBjVzjZ5s5FZ/dHXXoEcDt8kTm7iDnz/YXTvhWjdp/iT/sBQECABUkXFfjXP7DNon5eRf17bnwD3d6Jmj/bsJECAAUCXu/+h+t1K3ldJCIpstk/puL7TSPCoAVJmHJj+UcsJf7dHVXLtX2rnBnw12X373pfv+x++Dbc6SOe7l2S+729+93e317F51BgQBAgAV7t2v3w0CI3GyV7/HzP/O9HfL6J3577hDhx3q/3OAAAGACtd6eOvkiV5XFf/76X/+LiYECABUsMnfTE6e5NX/8cm3n/i7mBEgAFDB1JeROMmfOOZE/+a8ECAAUMGOHHFk8iTf+5Pe/s15IUAAoIJt1W+r5En+44Uf+zfnhQABqsjUqVPd+PHj/X9GBVv78bWTJ/mFyxb6N+eFAAGqwDfffONOOukkt8IKKwRb8+bN3Zdffunvhgq0cveVkyf5H5f/6N+cFwIEqGA//fST69q1q1tvvfWS4ZHYGjRo4G666Sb3/fff+4ehgnAFAiBnL730kttll13SgsPfNttsM9evXz//cFQI+kAAZG3GjBmuTZs2aUGhTf/etm1bt/LKK6fd1qJFCzdpUt3VVxE/jMICUK/vvvvOXXfddW611VZLC4cmTZq4cePGJfedPHmyO/TQQ9P2W3HFFd3555/v5s2bF7pnxBnzQADU6ueff3a9evVyG2+8cVogbLDBBu7RRx91y5cv9w8LDBkyxG299dZpx/3ud79znTt3dj/88IN/CGLGn4k+fdF0fxczAgSIsTfeeMM1bdo0LQBWXXVVd+WVV7pFixb5h6RZtmyZu+OOO9xvf/vbtPvZZptt3PPPP+8fgpgJ18La+9m9qYUFVLNZs2a5s846y/3mN79JO+kfddRR7pNPcq93NHfuXHfeeecFzVj+fbZq1cpNmTLFPwQxoYq64Wq8+w7eN6dqvK2GtfL/OUCAADHyv//9z91yyy2uYcOGaSf5HXbYwY0aNco/JGdvv/2223///dPuf5VVVnF//etfgzkliJ9M64G0H9feDfl8SBAmS39aGmxaD0TL3d7x3h3B1UpdAUGAADExYMAAt8UWW6Sd2Ndee2137733uh9/jHaSWN++fV2jRo3SHm/dddd1Dz30UDDHBPFy34f3sSIhUE3ee+8917Jly7QTuYbiXnTRRe7rr7/2D4nMkiVL3I033ujWWGONtMfXHBPNNUHpLflxSbCqYDZemfNKTmuia/2QMbPG+HcTIECAMjV//nzXvn17t9JKK6WdvA8++GD3wQcf+IcUzBdffOFOPfXUtOeh7fjjj3f//ve//UNQBCpNcs+H9yRnm1/15lX+LrXSsrUd3uzgmg5q6jZ5YhO3+qOruzV6rBH8/z8O/aO7/q3rg/6PuhAgQJnR0Nm77rrL/f73v087WW+55Zbu2Wef9Q8pmldffTWYU+I/L8090RwUzUVBcYycOdJt33/7lJN4476N/d0qGgEChIwYMdJtt912aSfotdZay912221BJ3qpaU6J5pZsuOGGac/zD3/4g3v88ceDuSkoDK0oeNSIo9Kamn7zyG/cne/f6e9e0QiQHKmjlC9n5ZkxY647/fRrXIMGqZ3WGqZ7zjnnuDlz5viHlJzmmHTo0CGYc+IHieamaI4KovPtsm/dlW9c6VbtvmpaeKhP44151fd6EyA5ePLJJ5Nj9Pfdd9/glx5DKuPtu++WubvuesPtsssNrlGjk93aazdxq6zyy4Q+vccTJkzwDyk7mnNy9NFHp4WIwu/MM88M5qzAbvnPNVd8Ux91G/TeIC04Nu6zses1rZf72VXnj0oCJEvffvttUF7C/5JqbL5qGnXv3p36RTGyfPnP7tlnp7pDDunl9tzzEbf77ve4rbe+2G200WFu222buz59+viHlL3Ro0cHc1H8z+iaa64ZzF1ZunSpfwjqMe6rcW6PgXukBYfmcKiT+7sfqrvPiQDJ0sknn5z2xfQ3jdbRcM8HHniAX31lbNKkOe60054JgiO8NWnyD3fnnQPckiXxXZ9DTaz33XdfMDfF/3xqDsvTTz/tH4IMPv/uc3fKC6ekBYe2E0af4GYsnuEfUpUIkCyowzL8RdT4e5XezlTGIrztt99+NSekO93nn3/u3yVKYPbsxe7qq8ekBYc2/bturxSam6I5KpnKxh944IHB3Bak03yOGybeEAyn9YNj1wG7updmM+8mjACph9awVhNA4sunmcGJfg91rGpGsOYEZPqihre99trL3XrrrW769OgqcSI733//o+vadaLbd99H04JDVyK6IqlUH374YfD59D+PulrWHBfNdcEvnpz+pGv0ZKO04Fiv13qu6+Su7qefmfnvI0DqoCGbu+++e8qXLrymQ5i+iD169HCHH354xlEx4U1XMFrKVF9uFNawYZ+41q2fSAsO9X0MHDgl6AupBpq7ojks/mdRc10056Way8ZP/M9Et9+Q/dKCY5Xuq7hLX7808mVoKwkBUgcVrgt/2VRSIhvqcO/du7c79thjM5agCG8q13399dcHBfQQnY8+mufOPXdwWnDss09316XLeLd48TL/kIqnsvGay6I5Lf7nUHNfhg8f7h9S0b5a8pU7d+y5bsVuK6aFx2HDDnNTF071D4GHAKmF1mAI93GoOqqleN1///tf99RTT7lTTjklpSks06ZOziuuuMK99tpr/t0gS/Pnq3bUy26vvdL7Of7yl+Hu88/5NammV81tydSH17p1a/fxx9Gu211uli1fFqwS+Nuev00Ljm2f2tYN/WKofwhqQYBkMHv2bLf++usnv1Qa0fLll9kVSquLhlEOGjQoWEci05Dg8LbJJpu4Sy65xL388su1rmaHX/3ww3L32GPvuhYtHksLjjZt+rvXX8///as0b731VjDXxf/saWj65Zdf7hYurLywHfzZYLdVv63SguN3PX8XzCL/YXn1NuVZECAenaz9TseBAwf6u+VNzQkjRowIFhBab7310r7E4U3LorZr186NGTOm5kQZbcnwSvDSS5+5Y47plxYcLVv2dE8++YH78UcCuC6a87Lpppumfe70I+qRRx4xXXmXm4+++cgdMvSQtOBQafU/vfIn95+l//EPQRYIEI/aiMNfogsuuMDfJXIau//iiy+6Cy+8MKhl5H+RE9vKK6/pGjdu6a64oqsbO3ZaTQjF/4udj08/XVDzmj2fFhx7793N3XrruJpf0Eycy5aaWjt16uRWX331tM/dbrvtVvN5G+sfEgsLFi9wFz99sVv5oZXTwuOA5w6ot9ot6kaAhKh2kC7fE1+cnXbayX3/fXEnlanOlkZ6XXbZZW6zzTZL+SKvvvpGNb8KD3Bbbtmu5kt9Z9Bc07HjizXhM8MtXVo9VybffrvU/fOfr7qmTbunhUe7ds+5adMKtz5HPnTV+dlnnyU3/Xe50fM66aST0kJEm/5dt8eBfpTd3/V+t07LddwKp9Q8/06/BsfmT27u+v+7v38IDAiQ/6eRU40bNw6drFcv6noPtXnzzTfd1VdfHQzBbNhwm5orlCPdttteXnOyfDjlxLnffj1chw6j3fDh092SJZXZjvvTT8tdv34fuoMOejwtOI4+uq974YXSrYmxePFiN2nSpGDAhIZoa+2OPffcMxgY0aBBg7STcXjT7dpP++u4m2++2fXv39+98847wZVBKeiKIzyEPfy96NixY8meVzbU1Ksff8Fz3rhmO6hmu2AFt+b9a7qbJ90cLBuLaBAg/89frOfBBx/0dym5Dz742N1559PuqKPuTzuBhjdNmLvsshHuueemuUWLSl9+PApvvDHTnXhi/7S/df/9e7hHH51U9OY8nUBHjhwZhPs+++yTcdGpKDZdETdv3jwY6v3CCy8U9YpY/YHdunVLGVCS2DTIo9zqhX366afB0PmU57pyzbbTCu6Mu89wM7+d6R+CPBEgNR577LGUD50+hOXus88Wuu7dJ2Ws6RTeNO/hz38eFhQOXLAg+pOP/3iDB2c3dj58TF2++OJbd/nlI9MeR8N0O3V6yc2bV7xfwiqWqTpTGtIdbuos5qaFow466KCgvI6umotBj/O3v/0t499cDhWLdfWnIM80gXfvvfd2r7/1un8IIlL1AaIx7w0bNkx+4DQaZcGCBf5uZW3WrEXu8cffdeecMyjtRBve1Lncvv3zrn//jyI78fqPccQRT2Z1NRA+pja9e7/vmjVL7+c4++xBNVdjxal8rDXJVcb/iCOOqLdcjTY18ajSQJs2bdw111wTVCdQ2X9VytWQbA2dVT+CTrr6b/27blcg6CSo5Wl33nnnICj8+/Y3PZaKfD733HNFmUk+bdq04HXwn0ep1kxRf6F+/G200UZpz0n/1rNnT9buKbCqDhCVKtljjz2SHzo1Q8R1tEnC3Lnfub59Pww6kzNNpgtvmqmtk3Q+RQT9+9TWp8/7/m5pwvtnoqY3BV54v8MO6+Oef36aK8Y5Ye7cucEJ/be//WVtkNq2rbfeOhhirZCJel1yrfPRq1evmvfp3KCPxH9s/4Spwp3FWNJWw89rW7VR9d6KsWqjJtuqvpz/HBS8Cm5dlaDwqjpANNIp/OHTMMZK8vXXS9wzz0x2F100NOOIpfB25pkDa34tvxM0GeXCvx9tBx/cy/33v3WPMArvn4nmbhx55JPB7erTefDBt4oyOEAhoCq2mYazalMzzpFHHhmc2GfOLG6b+owZM4J1Z9SElWkWubZ111036IQv9EJn9a0bX4i5U6IJvaeffnraY2o77rjjgn4QFE/VBsiwYcNSvoQqvV4JE6Zqo6GvQ4Z8HJTzyNQsFN5OPnmAe+SRt9306fU35YWP00ioxP9X9du61BcgorIkuuLQVVWhffXVV65t27a1NlM1a9bM3X///e4//ymPCWc6kWrO0o477pj2XLXpakBBUuirARURVVXfTIMINCE3qpGMGjygvyfTiDaNuNIAAxRfVQaI2mo1uzvxAdSvqGpas0NXB6pSe8UVo1zz5j3SAiS8HXdcv6B/pbaqteF9dZ+J/685KnV12mcTIMWg+QJdunTJ2FSlqw217U+ePNk/rKy8+uqrQQ0r//lrUxObmpwKTeuLaDE1//EVyLqi0/okVhoavfnmm6fdt662tHib3kOURtUFiIYmHnLIISkfxAEDBvi7VQ2tlTF69L/dtde+EAyJ9QMksY0YkXkdk/A+ChldvST++1//qn30SzkEyEsvvZTxF7wqKKsS8xdffOEfUtY0b+SEE05wK664YtrfpE79KOq51UffpfB8qsSmenL33ntvTid7zavRwm3+fSmUVCcuboNdKlHVBcjtt9+e8mFUByh+odFTY8d+5m644WV34IE9U07yCplM/CDQ8Yn/VlNZbR30/nHFpKKWOgH5J6bEIkvl0kxl9dFHH2W8GtBVVjGWtFWzmdZgD49uTGxas33UqFH+ISk0XPr888/PGIT68VfuV4TVpKoCREMnw2PZ9WHWME2kU3Xb8eNnBlcRmv2dTRNWQtu2vw4nVhhlkum4YpgyZYrbdddd005Mms9QaWuyaGRYptpqalJSiBbarFmzgsrTmTr8jzrqqGCUWZg65jt37pyxUrWa4oYMGZKyP0qvagJk0aJFbquttkp+IDXK5v336x9uWkh+baRCd3gWQqYgmDhxdvLfNBT33/9OHxGU6bhC0wgmf00WtaNX8nwBfe4vvfTStF/zKlPin8ALRTXmNFvfDwVN/LvyyiuD56j1d7S4mr+PrpruuOOOsqwbhioKEH/on0bUFIOWrdVkMs0pUDu0JonVNkQ0sel27adJZVdddVVw4lMnZTmqLQg0+z3x75pJ7qvtuELQ6DpVVfZfZzXz6FdyNVBHul+SRL/0NZmxGBTQGvq88cYbp70PmUZwKfC01IHm46B8VUWAaKZv+MN5zDHH+LtERh2VqqOlyqX1rfOR66bRYhrrfs8990Q+ac2qtiCYMmV+ykRGf+Z4bcdFTU2URx99dMrrqE7Yv//971W3UJcWSjvwwANTXgv9WHnmmWf8XQtGEx2vu+66Omfaa0h9pTUnVqqKDxBdpoc781QELp8hhZnoElwlFeqa4FWITc0CGtlSyl9pdQXBVVeNSd6mmfFhdR0XFXWG+00n6hOo5iWDdTV27bXXprwmugJ4+OGH/V0LSpMidUUefh5qrlK/DeKjogNE7aYqkR3+omjoZlQ0d+Tiiy8Ohn36J/fwpkldKrtw2mmnBZOhdEWkktPh2kj6X/23/l236xeymt1UDC7THIXwpl/UqomkYZzFVlcQqOBjuBxJeFnZuo6Lgq4E1fEafp00aKKa5vvUpWvXrmlNR//85z/93QouPDFQP8IQLxUdIKogGv6CqCR2FFSAURPMMlUn1aZmgcMOOyz4QqoDMd8Z7mpq0SW9ah1p9IrfERzeWrVqFWlI1qe+ILj55rHJ208/fWCyjlV9x+VDVx5+rSZV0GXeQCo1Xfn9ccW+EtH8kMRjP/HEE/7NKHMVGyDqNAw3J2mYZi6TmDJR+61GjWQKDj2WOmWLUWZbZR369u0bhEmm56JN/TzF6CepLwhUhkS1rBL7jBr1S62i+o6z0mvfpEmTlNdCk+uKMWw1jnTVG77C1VVJMftECJB4q8gAUV2jDTfcMPnBVOezmonyoRXiVOrdP1HrF9yf//znoE23FPRrWyvgZeqwV0elVo8r5FyXbIKgS5fxyX2OP/6pYGXBbI7LlYL1gAMOSHkNtLZLvleAlU4hEr4S0f8v1ugsAiTeKi5ANFxQzTjhk4hO/lYqC+0PAdamfo8OHTqUtAM7TCGh0VmZhkluv/32BesfySYIFi5cGtTGSuw3cOCUrI7Lhd53DXsO/90q5hfHuTWloKuOcJ+Ihvhq/Y9CI0DireIC5F//+lfKSUQlEazefffdjJOb1DyU7xVNoaiZTesh+Kuz6b/vvvvuyCfMZRsEqu6b2O/ww/tkfVy2NNks/Pc2bdq0KGtjVBL1f4RfQ002LHTTHwESbxUVIBrJFD5x6pe31q620HBCv4OxUaNGwYzZOJg+fbo79NBDU56/NoWf9TXJJNsg0Foef/xjr5T9szkuG1oELFyGXaOv6DC38Yf4quxJIREg8VYxAaKmpvCwTbX/6wrCQgvl+KUf1GEd9fyRQtPVhv4W/2pEQ4OjanrLJQieeOL9tPDI5ri6qDR/uN6TmhbLddZ+HKi/yO9HyqcJuD4ESLxVTICceeaZKR96TbCzUOmQ8P3ol62Gz8aZ+j+23XbblL9LJbc1HDlfuQSBqv22bv1EZAGigFQ/R/jvYi5B/lTeJVz2RP0hhSoFT4DEW0UESO/evVNOIrpasFC9qvD9aJLT0KFD/d1iSUuc+mUstI62mrrykWsQDBo0NbIAUViE/558+ruQSsPgw1fhmjVeCARIvMU+QHQC1EzvxIdQo5C0zGau1NQTPhmpSuv48eP93WJNI5JOPfXUlL9TK70V6tdlIWn4st6jxN+hiYOF7vCtNlpUK/xZKcTKhgRIvMU6QFSqRCVCEh9A/WJ68cUX/d3qpQ7z8K8tnZhURbcSqdlHHaPhE4NOvnFbROnss89OPn9N4izWvIVqohpv4f4l9TFGPSyaAIm3WAeIZoWHT4QaQZIrdbSHR1up2arSrjx8ChEt9BN+7dRxmu9M/WJRqZZwlYG2bdv6uyAi+nEV/pyoRluUCJB4i22AaFnM8FVDs2bNcj4BauRWuHNZHeaV0udRH422UWn48MlBgRwHGkWWeM6agW9pskT2VGU68XqruVj9aVEhQOItlgGiIajqAE588DRKxFJKxJ9hHvfRVrlSn8Eee+yR/Pv1q37gwIH+bmVl2LBhKe9Zt27d/F0QMa2xHv6xporSUSFA4i12AaLml8MPPzzlJNKvXz9/t3ppbHv4PjRyK+pZ2nGggovhL7HqhqmWWLkKr++hoci5XnXC5sQTT0y+7uojjGqWPwESb7ELEF0lhE/85557rr9LvfThDxdG1AzzuE0SjNJzzz2X8gvzlFNO8XcpCxoFFH7vtdQvimPSpEkp/U6dO3f2dzEhQOItVgGiNTHCs6o1eshSlsPvfI9LeZJCat++fcproqaicqM1PRLPb4sttnA//PCDvwsKqHXr1snXX6Ozonj9CZB4i02A6KohXNhQpUosFWY1+zq8hkYh10ePk4ULF6b0K+kEne+QzRkzFroBAya7efNyD3nflClTUgLukUfsExBhM27cuJT3QFeu+SJA4i02ARIe969NlWUttJJg4j5UN6lcq+qWwlNPPZXyGj/44IP+LllbvHiZO/DAnsFM86OP7ptcidAqXCVACyAVco0T1G7HHXdMvg9aRjlfBEi8xSJA9MEKn9iOOOIIU4e3wiJ89aG6V0jVokWL5OujfiLrVchHH81LKVeiNUGsNOQ4vM5Ju3bt/F1QJFqmOfE+aP5UvqtvEiDxVvYB8umnn6Ysuam2V+us6Ysvvjjlw1/Oo41K5YUXXki+RtqsVyEffpgaIN98Yw+Q4cOHpzyn1157zd8FRaKyN+EBF/kOZCBA4q2sA0SddFoYKPEB0wd3zJgx/m5ZUVkGNVkl7kvL0CKzcGf1lltuabraizJAwvN1NPETpRWeWKhqyPkgQOKtrAPEL62udnCrHj16pASRZeJhtfCHy1rqTEUVIAqv8HrvUZfSQO40eTPxfmgwi9aityJA4q1sA2T06NEpl8q6Esln2GD4V5PKmqN2y5cvd5tttlny9dLAg1xFFSAaaRcOswkTJvi7oMj04yv8nqjZ04oAibeyDJB58+alVAFVH4hmTFtF3W5bDTp27Jh8vdZcc82gblguogoQTVhLPA/NkleHOkpPw7wT78v111/v35w1AiTeyi5A1GShUVaJD5U2VQTNhzqCE/cVxciRaqDBC+GZxwMGDPB3qVNUAXLYYYcln8Pxxx/v34wSUQXkxPvSvHlz/+asESDxVnYB4i/sZGk+8YXr+OiEhOyECy1ecMEF/s11iiJAVOdK5fUTz+GBBx7wd0GJ9OrVK/m+aGi8dV4OARJvZRUgqrejTrnEB0ozz/Mt2qYrmvD6zhrHjuyES75stdVW/s11iiJApk6dmnx8bR988IG/C0pEV6jh98ZSFUIIkHgrmwBRUITX5lDNK9W+ypdOOuEP+htvvOHvglqMHDky5bXLZdZ+FAEyaNCg5GOvtNJK5kmNiJ76osILsVkqYgsBEm9lEyDhNlVtXbp08Xcxeeyxx5L32bBhQ8p/50DNEuHilSp1kq0oAiQ861nLqaK87LTTTsn3x7pGCAESb2URIH379k0JD633YZm8lsk111yTvF+tn47chE8SN910k39zraIIkHDdMq3XgvLSpk2b5PujyZ4WBEi8lTxANKZcKwomPkSqCKthvFGJ4kNezU444YTk63fqqaf6N9cqigDRMsWJx47LcrvVJIofZwRIvJU0QNScFD5JaK6G1jqP0s4775y8/1x+QeMXGuOfeP123313/+ZaRREgWugr8dgPPfSQfzNKTCX1E++Pil1aECDxVtIAufbaa5MfHm0dOnTwd8lbuBAjH9DchYdraiJftqIIED1e4rHznQuE6KnjPPH+6HtmQYDEW8kCROUPwrPD995777xKlWSifpTwYwwdOtTfBfXQokGJ108jobIVRYDo8RKPHcXiRYiWvk+J90ffM0u/JQESbyUJEJVjD6/vsNZaa7np06f7u+VNQ4MTj6HtlVde8XdBPVRIMfwaZruEcL4BoscJP66loCMKa+zYsSnvkWXOFgESbyUJkMaNG6d88Pr06ePvEok5c+akPI4mKiI3es3Cr2G2a6jkGyB6HN678mb9bIQRIPFW9ADRYkDhD91+++3n7xIZFWAMP5ZmNiM3/mzwbIta5hsgvHflz/rZCCNA4q3oAaKFnVZeeeXkh0aT+wrRfCVcgeTP+isz3wDhCqT8WT8bYQRIvBU9QGTw4MEplV41hnzZsmX+bnmjDyR/9IGgNvSBoCQBItddd13Kh68QE8UYhZU/RmGhNozCQskCJNMkQhXvi5pGePEBtWMeCGrDPBCULEDEL2Oy4YYburlz5/q75SWKgm/VLLwyITPREcZMdJQ0QCT8K0abFnyyXArXRqvYJe77jDPO8G9GPcKLcZ1yyin+zbWKIkCohVXeqIWFkgeInHfeeSkhcuedd/q7mF199dXJ+23atKl/M+qxyy67JF+/G2+80b+5VlEECNV4y1sUhUoJkHgriwDRiJvtttsu+UGKajEp6dGjR/J+1U6rhXCQnaVLl6asEJnLokFRBAjrgZS3KJqHCZB4K4sAES2JGfVytvLuu+8m71PbxIkT/V1QC9UrC792WsY0W++/P9PtsEPH5LZgQXbDf8NYkbB8sSIhpGwCRO6+++6UE9bZZ5/t75Kz5cuXu3XWWSd5n1E2j1W6cLXkLbbYwr+5Tu+8M81tsslxye3rrxf5u9TLn+nMmujlgzXRIWUVIOo8P/LII1M+mFF8qI477rjk/dGWnj31GSVeN/VT5WLixPdcw4ZbJ7f58xf4u9RLQ70bNGiQfA4PPPCAvwtKJDy8e5VVVgmWP7YgQOKtrAJEVKn3D3/4Q/JDpX6LXJpOMrnnnnuS96fSKdYPezWZNWtWykS+XOdhvPnmm8ljtel9tdCovMR9aEQdykPbtm2T70vz5s39m7NGgMRb2QWIjBkzJtK1QlRrK1w6xdpeW01uv/325OulvqkFC3K7gogqQDp37py8D00sZBBEeVCTZuJ90aqVVgRIvJVlgEh4+K22q666yt8lJ/vss0/yvmjGqt8OO+yQfL00FyRXUQWI2tbD9zNhwgR/FxSZJgCH3xMNtrAiQOKtbANEVxzhk76uSEaPHu3vlrV77703eV9qs7We0KqBf/J//vnn/V3q5d+H9fVWv9h6662XvJ+///3v/i4osm7duiXfD12dfv/99/4uWSNA4q1sA0S0vkB4TfONNtrIzZs3z98tKyqREi4jf9NNN/m74P+dcMIJyddJ5WXUmZ2rqAJENEktcT/bbrutfzOK7KCDDkq+HwcffLB/c04IkHgr6wARdd6GT0StW7c2lzpRKY7E/ehXbbalyavJRx99lNL/ZJ0gFmWADB8+POW+tCgZSuPLL79M+Xx0797d3yUnBEi8lX2ASLikhba77rrL3yUrak8Pd6arWQupTjvttOTro0KXCxcu9HfJSpQBoo5zFetL3Fe7du38XVAk4eoAmkj47bff+rvkhACJt1gEiGakq+ki8UFTu6t1hbpWrVol72eTTTaJZLZ7pdBrGh66qzVbrKIMEAkPqlCzJkOxS2PHHXdMvg8nn3yyf3POCJB4i0WAiE5u4VInChTLyd9fYU8VRfHLjH0Nl068LlpHZf78+f5uWYs6QKZMmZJyfyoljuIaN25cynsQxSJfBEi8xSZApEuXLikfYE1msjjmmGOS96FQ+uSTT/xdqo7W2wi/ttZmwoSoA0T233//5P1pHkI+c4OQO/U/Jl5/TfaN4vUnQOItVgGizvPwh3i11TZwzzwz3N+tXhrdFS4Ep2Yta8d8Jfjiiy9SVv/bbbfdTCOvwgoRICNGjEi5z3w7cJE9tQCE+w81wTMKBEi8xSpARMN4N964kWvQYHO37rrN3Pbbn+m+/DL3phbNng2fjPL9xR1X+hW57777Jl8HjbAZP368v1vOChEgEp4b1Lhx47yDDtkJLyy27rrrmpqPMyFA4i12ASIvvvia22ijP7rNNz/TbbddB3fWWf1qTiTL/d3qpE7Y8BokasqyVhSNsyuuuCLlRH/ZZZf5u5gUKkCGDRuWcr+a1IbCimpodyYESLzFMkDkn/98xu24441uzz0fDhYsuv/+3Etc+GuQqGP+m2++8XerWE8//XRKs4Q60ZctW+bvZlKoAJFwZ7/m8+TT2Y/6hScOanBFlN8RAiTeYhsguuI466xnkyve7b13Nzdhwix/t3qp6Sp8ojvwwAOrYuGil156KaUfSF/kzz77zN/NrJABouceDj7rYArUz5/IG3UpGQIk3mIbIDJz5iJ3wAE9kyFy+OF9cl46VZ3n4VFZ2k499dSK7lTXlVe4RIzmfkQxJDOskAEiWmwscd8KEw3PRrQWLVqUsrSClhWO+scVARJvsQ4QGTbsk5S1ty+9dITL9dyvkiZ77bVXygnvoosuqsgQUXhssMEGKX9rIeZUFDpAdH/qzE3cv/qztIY7ovPXv/415T3UKLioESDxFvsAkU6dXkoJkb59P/R3qZeKLWpUT/gLc9ZZZ1XU+hP6lR6+8tAWdZNEQqEDRB577LGUxzj//PP9XWCksAh3nLdp08bfJRIESLxVRIAsWfKDO/74p5IBsu++j7pp0772d6vXxx9/HFT8DZ+UtBxuJfyyVYd5uM9DW1QjrjIpRoDoClHVYMOPo1BBfrQa5frrr598TVUTTUUUC4EAibeKCBCZPPk/rlmz7skQOeGE/u7773OfI6BZ6ZtvvnnKSWmPPfYIJh/GkeZJaKhuuNNZW6GuPBKKESAyZ86clHb6NdZYw7333nv+bsiSrrgPOOCAlPeuf//+/m6RIUDirWICRHr3fj+lKevmm8f6u2RFv7bCc0S0aaa2ZWGlUtIM8/AkQW3qMH/44Yf9XSNXrACRsWPHpqz1os7eXJfgxS+uvfbalPdNfYGFRIDEW0UFiPq8L7lkWEqIjBr1qb9bVjTjXUN6w18m/Ypv3769ucR5sagwompbhcuTaNN/Rz3aqjbFDBC54447Uh6vadOmkc2Wrhb6YRF+DXffffeCN98SIPFWUQEiCxZ87w49tHcyQA48sKebPXuxv1tW1PzToUOHlC+VNvWTPPXUU/7uZeHtt99OmWiX2PRvUc7zqE+xA0T9Iccff3zKY6p/JOphp5XqmWeeSSnlr36PadOm+btFjgCJt4oLEBk/fmYwsTARIueeO9j99FNupU7CBg4cmPZrXluLFi3cCy+84O9eEio3ocWgwicBbbpquvTSSyOpnJqLYgeIaG1uv/3+2GOPraiRdIWg0XnhARb6/8WaV0OAxFtFBojcffcbKU1ZDz74lr9LTr766quUJXHDm8qMa9nVUswbmTBhQjDE0u8k16aqulEURrQoRYCIVshr0qRJymNrjfdCN8XElT+0Wz9AdDVSLARIvFVsgPzwQ3qpk4kTZ/u75UzF/LQWhX+y1taoUSPXsWPHgo/Ymj17trv99tvdDjvskPYctKlekUq0lLJSbakCRPRY/iAIhTwd66kUFP7Q7mIMsAgjQOKtYgNEvvjiW9eixWPJEGnd+gm3cGH+v0TVrv7AAw+4TTfdNO3kndg09Ff9J6NGjcp7+VX9en7xxReDJWZVztxvpkpsarfWPuVQXLCUASIaSafRWOHnoMD9/PPP/V2rUteuXdM+R1rvvNgIkHir6ACRoUOnpTRlXX75SH8XM1WuffDBB92WW26ZdjIPb6ussorbeeedg6YmDZPs2bNncCWj5gOdaNW5rf/Vf6sp7PHHHw+CQE0vu+yyS0rF4EzbhhtuGJTYLofRYbr60tVReO1sbXfffXcwOqyYFFrh9UO0ac7Ia6+95u9aNdQf5A/VLdbQbt+QIUNSZrvrM4J4qfgAkY4dX0wJkaeeyr3USX108leBvwYNGqSd4AuxKVS0yI/mppSyqUq0XrkmJmrYp/88w5uuyrSudjHp6u/oo49OeR6aM6LnW+xAKzU1ffpD09WEVcw+D5k8ebI75JBD0j4f+tGEeKmKAFGpk2OP7ZcMEGupk2xo7oHKhlxwwQVuq622SvuS5LOp7+W8884LSmyXuj3/3XffdZ06dXLbb7992vOsb9NghGI2JelXt94P/3m0bNkyKNtRDVTbKlyeRJuaPIs12kr0mb3kkktSJn0mNj03DYBAvFRFgIhf6uTEE/u7pUsL/8tdzVMKlJtuusmdfPLJwa90fXH9L5D/xdYIKu1/ww03BHNOPv3UNiEySm+88Ya7+uqr622y01WYro4UdGqq23XXXdP2UckR/W359g/lQmuor7nmminPQxV91aRYihF0xaCS7BrGHW4q0qbPocr2FIOukNVnuM4666R9DlQ2qFznVKF+VRMg0qvXeylNWbfc8oq/S1Hpi6WASWylbory6aT6yiuvBCcgjTDzv/zhTSO/zjjjjKA5RPMxwnQFoE5brR7oH6f7VdAUi5rbMgWaSr5oEmYl0esarhOW2FSepFjDmjVPaqeddkp7DvqRoX47/7OCeKmqANGPzD//ObXUyZgxhR1yGzcKMY34uvDCC9MqE/ubflFqNUD1w2Qz41ud/AojDSrw72u//fZzEydO9A8pCJ081ZTiPwd1JqtUTbFHjEVNk0rVPOf/fZrvoavhYtAVsyZx+s9B2+mnn+5mzpzpH4IYqqoAka+/XpJS6qRly55uzpzqrpmk0WQa/aX+lfAiTZk2jfhq165dTfCOMc9unzp1qjvssMPS7lvNLOeee24wabMYtDSuP1pMm5rXtJiSilHGiRYL08g9v7lKm0YAFqoke9jixYuDZs5VV1017Tlo0bbXX3/dPwQxVnUBIq+//mXNh/nXq5B8S53EkZoOBg0aFCya5S8y5W+a7/KXv/wlqHob5ciloUOHum233Tbt8fR8NBRYwVZouuLq0qVLxtdAV0rnnHNOMGqonL366quudevWac9fm+bCFGIlQZ+aO7UWS6arVv2bbqvUfqZqVpUBIl26jE9pynriiff9XSqOlu7t169f0Dnvdyb7m0Z8XXnllQX/xairmDvvvDPjwAKd/AYPHuwfUhC66lFzXKYRQtqaNWvm7r///rJp3tLVxG233ZbxCkqb+qTUx5BN02K+9Bnxl4TWpqsQXY3oqgSVqWoDRKVOzjhjYDJAbrrpZX+XirB48VL39NMvuFNOaZ9WtsLfttlmG3f99deXpDNZJ+Y//elPabOjtWnOgNr1i0ETIdXJXNtrpauSI4880vXq1avo7fgzZswIRpIddNBBGWufaVMTpILjm2++8Q+PnP5+DZzwn4M29X+Uw8hBFFbVBoiozLuar848c2DNiaPwX7hiUbmWwYOnBmuj7LrrjW7TTU+q+YW/q1txxfQZ7ZrpriHGxTpB10ft+H5FXW26Mrj44ouLNv9l7ty5wa/nTE1b4U1XSeoT0oinqGugaZitgkr9QrXVX0tsaibSlVwx1kBR86dCKtOkWY24KpcK1Si8qg6QSjJ//hI3YMBkd+GFz7umTX+d77LLLrfXnHzOrfll2tytuuovHeRqbrj11lvd9OnT/bspG5ob4C8trE0jv9SUVKwhz5qnonA44ogjam3eCm+6clEoq9P6mmuucT169AhK04wePTqYtPfWW28FQ7ZVRVn/rX/X7Y8++mgQWFrTRGVv6itfk3gsNUdqkTDrgIZc1fW+aK5Hsd4XlAcCJMa++uq7mpPbB+5PfxqSMiggvDVp8qDbZpu/umOO+Zu7777uRZ0Bni8Nt9Uv3Uz9Nfqlq5FgxaRVKu+7776gsm+mocjF2BQsasJS4BRz5nZdV4YaEl2sK0OUFwIkA/8krOagbISPKZSZMxe5nj3fdWefPSjteYY3la9v3/5517//RzUnvkX+3cRKOba1a0DCyJEjg6uGuiok57spqJo3bx70TalpqNgT78qlbwrliQDJwD8ZH3HEk27ZsvpXtStUgKh/plu3Se60055Je27hbZ99uruLLx7mBg2a6r75pjgzjYtJo30yLddbDqN99NiTJk0KmnjUp3TqqafWvCd7Bn0XmfoKwptu137aX8fpqqt///7Br34FVSmUy+g4lDcCJAP/xKytT5/6h/lGGSAffzzfPfTQRNemTf+05xLeVBhSJeqff35azUms8PMmSk1zCVS7Ko7zDTSvJVy6phjzXCzKYX4O4oEAycA/SWs7+OBeNb8G6/7i5BsgH3wwz91775vumGN+rRycadtvvx41v7jHuJEjpweVhquRfvGrkzpTZ7MGCVTzmh9W9VUI0Mg0IIwAySB8sj766L7J/9+1a921mnINEP1QnjRpjuvc+fWgmcwPivCmlRU7dXrJvfjiDPe//zHSJaG+mkvFKN8Rd5ozUg41yhA/BEgG4RP3sGGfpJzEFyyovRMzmwBRyZQJE2a5W28d51q16pMWFOHtoIMedzffPNa9+uoXWfXBVDOqvuaunKokI54IkAzCJ/Hly392J588IPnf//pX7aU96gsQhc9xx9XdPKVCjwoXhUy11efKV2LdiUwFIVl3IpUKSWYqa69CkjfeeGNR12lBfBEgGfhBMHbsZ8n/1qJUmsGeiX+cz1+fPbG1bv1EEExqzlJgIT91rXzXokWLYHRTtVI5FE1y9F8XbVopMm4ViFFaBEgGmYKgbdtf513ccMPLv+4ckum4MJWNP+SQXsHt6ltRh/n779MxWSi1rb2tTuHzzz8/mBhYLVTiRGuOZxp00KRJk6KvVY/KQIBkkCkIJk6cnfw3TdLLVDsr03E+jZqq9vVHim3IkCHB3AX/xKk5Dp07dy5aGZBS0JBm1dPaeOON0/7+DTbYIJjRHmWJflQXAiSD2oIgvJqh5l74ajsOpae5C3fccUfG4oiqQqxVFSuN1rDXLHn/79XES5XqL2YpFFQmAiSD2oJgypT5KTWnNG8jrLbjUD40l0ErL2Zata9Vq1bBXIi4mz17drBQWKaS70cddVRQ5ReIAgGSQV1BcNVVY5K3tWv3XMptdR2H8qI1TzTHwT/Bai6ElrMtxnoaUdPiUf/4xz9cw4YN0/6uHXbYwY0aNco/BMgLAZJBXUHw2WcLgz6QxO1aHjehruNQnjTXQXMe/BOuhgJrjoTmSsTBgAEDXOPGjdP+jrXXXtvde++9lFlHQRAgGdQXBJrcl7j99NMHBjPKpb7jUJ4050FzHzQHwj8Ba20PzZkoV++9955r2bJl2vPWEOYLL7zQff311/4hQGQIkAzqC4K5c78Lihgm9hk16pdy4vUdh/KmORCqhuufjLVp7kTUKw7mY/78+e6CCy7IWGZd64V88MEH/iFA5AiQDLIJgi5dxif3Of74p4JZ49kch/KnORGaG+GfmDWHQnMpirFsbG005Pjuu+92v//979Oe35ZbbukGDhzoHwIUDAGSQTZBoHXHVRsrsd/AgVOyOg7xoLkRmiOhuRL+iVpzKrQMbbHLxo8YMcJtv/32ac9HneZaolid6EAxESAZZBsEjzzydnK/ww9PLYyIyrBo0SLXoUOHYO6Ef+Ju2rRpMNei0KZNmxasye4/vobpnnPOOW7OnDn+IUBRECAZZBsEmlX+xz/+UprE31BZNHdCcygyncQ152LWrFn+IXnTRL+//e1vGcusN2vWzE2YMME/BCgqAiSDXILgiSfeTwuPbI5DPGkuheZU+Cf0Nddc091yyy1u6dL8lxJW81m3bt3c+uuvn/Y4m2yyievdu7d/CFASBEgGuQSB1ulQNV0CpHpoToXmVmiOhX+C19rmmpNh9corr7jdd9897X5XX31117Fjx5KtkQ5kQoBkkGsQDBo0lQCpQppjcdFFF2UsG6+5GZqjka3PP//cnXTSSWn3o+3EE08M1lAHyg0BAuRJcy4OPvjgtBO/5mi0b98+mLNRG11RdOrUKbjC8I/fbbfd3NixY/1DgLJBgAARefbZZ4O5GH4QaM7GXXfdlVY2vk+fPm7TTTdN219LzD7yyCOxKaOC6kWAABFS2fjbbrvNrbXWWmnBsN1227nhw4e7t956y+27775pt2u01eWXX+4WLlzo3y1QlggQoAA0N0NzNDKVVM+0tW7d2n388cf+3QBljQABCkhzNTJdbSS2xFUJEEcECFAE6u8I169SXa1M/SJAnBAgQJGoLIqq+h5yyCFB5V8g7ggQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADA5P8ACFWm0dbeyP8AAAAASUVORK5CYII=)
PN: 3H32-5-A8
CAS: 6188-25-6
Molecule Weight: 152.58
Formula: C7H5ClN2
![3-Bromo-6-chloro-8-iodoimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB+pAAAfqQEtX1lIAAACEHpUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzoquvQZwiazGgQLuHtQP2Nii2khqwrUJ2bn8/ypnbuOk82AYpkoeSKMqLm2Ndwd64trRNRgTlBEyT26Jsthn5+fxtlpCb5SLHIAxs2oy8dN3rnLHD4UDzF1Pro21obmty9s+PbTmKOShq3ZZJzgX79fjw1DOzsmk73eQGqbact73xwea661fxjylYrd2+bNg5nNVuf872W3L/cnpsC/K+l1v0rRCFTVkZ2FhX6w72klN8+RfYmsY43ZkC1ic0Kxrg3peLxzub72rTdKj6DGWuq6fO7XI01LYy+Q6ToXJ/l5FaIKA7W6+c0yfwmjdrAVqCVqAD0CHoCHQMOgGdghYcP/QLiXWujJ/o+fRqcLUV3PbPPX7fe+2r8wqWSGYkpmEqFERUhnE0iICmUqWDUBjCJUgqZBiBoFLy4H0UBWk8hJwBAidMHFCVyAQ9kUAhKY9RCKo4ihnWSsXy3RqmUYqjJMARlitJYghpGCo18OdsWBX2VpblYm2b4kKFssjIWpC+Xj/MppV/S0bAusI47EKfwIdeAnIM+AK/AavPADUG/HFMA8EY8Ic3vaTwCoimZ4jGgG+MaSAeA76NpoFkDPimmwbSMdC36PSuvf8jIqYnEeJq4/9FPpz3cGkmGXXVI58j7KIl2XCrUb268ezid8DwJ7j8A5bCifku+NHOAABCgUlEQVR4Xu3dC/yUY/7/cdYudtXPymEX6/zTyvmQVGQRKrKEyFo2SweHtP6EaHNITjmLVIqQIoWOktWBJJUSlU4qSVJJpBO5/t/3vb8Z933NfL/fmWtm7u/c97yej8f9oOaa+U7znbnfc1/X9bmurQwAAA62sv8CAIBMECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBR1gLQ+5pgKj3YnnGBuOess81SHDmbK6NHmpx9/tB8CAFAgkQ4Q+7jzoovMis8/tx8GAFAAsQoQHR2bNjUb1q2zHwoAkGeRCRDbzz//bNZ//72Z9+GH5ulbbw20Hdqzp90cAJBnkQ0Q24D77ku2VVcWAKCwYhMgK7/4Itm2XYMG9s0AgDyLTYBoBlai7bUVBEi6x5w6Zox5vH17c9MZZ5i2deqYtsce67sHACCd2ATIymXLkm1vb97cvjnJ/5ibNmww3a+7LvB3OtoQIABQqdgEyEsPPJBsO+D+++2bk/yP+cxtt6WER6Y/DwBKXWQDRLOwNF13wYwZpm/nzsl2Gv/Q1Uh57KBQ+5F9+pivliwxP27ebDcHAJQjMgGSydHpnHPMolmz7IcJ8Le/un59s2TOHLsJACADsQmQrn//u5k/fbp3ZVIR/32GPP64fTMAIEOxCZDE8WCbNub7NWvsh0ryt+XqAwDcRSZA0vlx0ybzzVdfmQ/ffts8fOWVybadmjUzG374wW7u8T/mxnLaAAAqF+kAsflnVQ196in7Zk+2jwkASC9WAbJiyZJk+/JqQbJ9TABAerEKEE3DTbS/ul49+2ZPto8JAEgvVgGiWo5E+/KWM8n2MQEA6cUmQDR9119Q2PWSS+wmnmweEwBQvkgHiBZQXLNihZk+dmxgFpaOMS+8YDf3VPaYAIDMRCZAsjlUVFjesiT+dgAAd7ELkCevv978sHat/VBJBAgA5EekA+TK444z151yirn70kvNwG7dzGcff2w/RAoCBADyo6gDBABQvAgQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOSiZANq5fb+ZOner9FwCQu5IIkC1btpjbmjf3li+5/YILvFV8AQC5KYkA+XblysAaWJ9MnGg3AQBkqSQCRDo1a5YMkOfvusu+GQCQpZIJkCGPP54MkOtPPdXr1gIAuCuZAFk0a1agG+vTKVPsJgCALJRMgEjHpk2TAfLifffZNwMAslBSAfLygw8mA+TGxo3Nzz//bDcBAGSopAJkwYwZgW4s/RkA4KakAuTnLVu8K49EgOiKBADgpqQCRDT2kQgQjYkAANyUXIBo9pW/G2vxrFl2EwBABkouQFT/oTqQRICoPgQAkL2SCxB5rkuXZICoQh0AkL2SDBCtheXvxlo6b57dBABQiZIMEK3G+6+TT04GyNCnnrKbAAAqUZIBIn07d04GyO3Nm9s3AwAqUbIBMmP8+EA31leLF9tNAAAVKNkA2bxpk7m2QYNkgIzs08duAgCoQMkGiPTu2DEZIHddfLF9MwCgAiUdIFPHjEkGSJvatc3KZcvsJgCAcpR0gGxcv95cXb9+MkRGP/ec3QQAUI6SDhDpccMNyQC5t2VL+2YAQDlKPkDeHzky0I31zYoVdhMAQBolHyDrv//eXFWvXjJE3h440G4CAEij5ANEHm/fPhkgD7RqZd8MAEiDACnz7uuvJwOk7bHHmrWrV9tNAAAWAqTMum+/NW3r1DEtjzzSXHDIIWYU3VgAUCkC5P90atnSNNx/f1N/r73MlRdeaN8MAEVnq55bJY+qUDU/tQgN6tfP/Hnnnc3eO+5odi87vqEbC0ABjftynLlp8k2m7qt1zV799zLbP729+V2f35k9X9jTnDLsFNNxckczbeU0+24BBEiRWPHVV6b69tubrbfe2my11Vamb9++dhMAyNmE5RPMca8eFzj5V3QcM/gY8+bSN+2H8RAgReTEE0/0wkNH06ZN7ZsBICePf/K42abXNikhkcmRTmW3F1rV/NQi9cgjjyQDZLvttjNr1661mwCAkydnPRk44W/39Ham1fhW5rVFr5nPv//crP9xvXd8+cOXZuyysebe6fea2kNqVxgQBEgR+fzzz5NdWDr69+9vNwGArE1fNd0LjMTJXuMeS9cttZul9eHKD81pI06z/9pDgBSZ4447Lhkg5557rn0zAGStycgmyRO9rio2/rTRbuKEACky999/fzJAfve735l169bZTQAgY7O+mZU8yWv8Y9638+wmzgiQIrNw4cJkgOgYNGiQ3QQAMqaxjMRJ/vwx59s354QAKUJHHXVUMkAuuugi+2YAyNiZo85MnuSfm5ffPYcIkCJ01113JQOkevXqZuPG/PRXAig9Bww4IHmS/3TNp/bNOSFAitCcOXMC3VhDhw61mwBOunXrZm699VazadMm+ybE1E7P7pQ8ya/ZtMa+OScESJE6+OCDkwHyj3/8w74ZyMqHH35oatWqlXxP7bbbbuatt96ymyGGft3718mT/I9bfrRvzgkBUqT+/e9/Jz/sO+20k9m8ebPdBKjU119/ba644gqzzTbbBK5qE8fZZ59tFixYYN8NMcIVSAmaMWNG4IP+xhtv2E2AcukLxwMPPGB23HHHlNCwj2233dbcdNNN5rvvvrMfBjHAGEiJ+t///d/kh7wVOxUiQ8OHDzc1a9ZMCYr/+Z//Mffcc4/p1auX+eMf/5hyu/5Oi3j+/PPP9kMiwpiFVaL0rTDx4Vaf9U8//WQ3AZI0+aJRo0YpwfCrX/3KXHbZZWb58uXJtrra0PtLVx92+9q1a5uJEyf6HhlRRh1Iifrggw8CH+yxY8faTQCzZs0a0759e/Ob3/wmJQyOP/54M2XKFPsuSRr/0DiIfT8dF198sVm6NLP1klC87Er0+Wvn202cESBFTF0Je++9d/IDfc0119hNUMJ0RdqjRw+zyy67pJz899prr6wW49SMrEMOOSTlcbSczh133GHWr19v3wUR4l8L69ghx7IWVqn417/+lfww77nnnvRPw6Or0cMPPzzlhP/b3/7WdO7c2fzwww/2XSr1448/mu7du5saNWqkPO4+++xjBg4caN8FEaEVdf2r8dZ7rV5Wq/GePuJ0+689BEiRe+eddwIfZPqmS9tnn31mzjvvvJQTvI4LL7zQLF682L5L1lavXu1d7f76179O+RkNGjTwakoQPen2A2k9obV5ffHrXphs+GmDd2g/EG13e9+M+7yrlYoCggApclu2bDG777578gP8//7f/7OboAR8//33XgW5NhqzT+paO23ChAn2XXI2a9Ysc+qpp6b8PA3Kq7ZkxYoV9l1Q5B77+DF2JCw1V111VfLDu++++9o3I8bUZdmvXz+zxx57pJzINTPv6aef9r5kFNLrr78emFKeOFRjoqVRKHKtejNXzzQDFwz0riAqM/7L8Vntia79Q8Z8McZ+GA8BEgH/+c9/Ah/cqVOn2k0QQ5MmTQpsMJY4NPX2hhtuMN9++619l4LR2ln33nuvV0tiPx/VnAwbNsy+C0Kg7qZ/jP2H2brn1t5JPJtputq2tsP7HUydV+uYPV/Y02z/9Pbmt31+6/1/w+ENza0f3OqNf1SEAIkAzbbxz7Tp2LGj3QQxsmzZMnPJJZcEtjdOHE2bNjXz5uVvQ6BsffXVV15Nibqx7OemGhTVoqDwNm3ZZO6efrep3rd64CRec2BNu2msESAZuvzyywPf+BA/GzeWnRTuvt9Uq1Yt5eR80EEHFdVyNqotUY2J/TxVi6KalG+++ca+C/JkyKIhZv8B+6d0Nf3+md97A+KlhADJ0MiRIwMf1JkzZ9pNEGGjRk03xx57qdlhh/0Dv2ctpPnII494U2yLkWpNVHNiB4mumFWjwuoJ+aNxjlOGnZISHBoU12yqlRtW2neJPQIkQ+qD3n777ZMfUM331ze98ePHUxsSYfPmrTatWw8zBx98m9l774tNjRrHmW23reGtntu2bVuzatUq+y5FRzUnt912m/eetIPksMMOM2+//bZ9F2Rh1YZV5sp3rgwsy544Thp2kpmxaoZ9l5JBgGRIe6WXtyS3FsFr06aNV01crN9UEbRmzQbTteuEsquOXuaYY3qao47qbg488F9m992bmjPPvDSSV5hLliwxLVq0SHl/6jj33HO9GhZkTnt3PPrxo4Hl2BPHvi/uawYtHGTfpeQQIBnQNMl0s3HSHTvvvLM3yDlixAh2nStCP/64xfTvP9OcdNIzXnD4j8aNnzCjRkV/hp1qUo4++uiU96ZqWG655RavpgUVG710tKn1Uq2U4KjWt5rpMq1L3pYiiToCJAM333xz4IOob3nt2rUzf/rTn1I+pP5DUy7//ve/myFDhrCWURGYOPFzc955L6UER4MGfU2fPh+WBX58xgtUm6IaFdWq2O9L1bSotoWu11Tzvp1nmo5qmhIcmqZ7yduXmC/WfWHfpaQRIJVQt5R/yuSxxx4bKNzS0iYdOnQw++23X8oH1X/ssMMO5oILLjADBgww69at8/0EFNqSJd+aa68dlRIctWv3NJ07jzUrV2a/blVUrF271qtZSbdsvK6qVeuCstdpU9nrNKnsdeq9bUp4qE5j0gpep3QIkApoO1J/BXL16tXN/PnlL8U8bdo006lTp7SbCfkPDcb/9a9/9b4FailwFMb3328yDz2kYsDeKeHRsuWr5pNPSmcpENWuqIbFfi+q1kU1L198UZrfrLf8XHalNqfsSu253VKCY4/ny67U5pZdqRmu1MpDgJRDl/dnnnlm4MP2/PPP283K9cknn5jbb7897Yqt/kPfDFUApu4GBRZyt2XLz2bIkDnm1FP7pQRHkyYvmBEjqq4QsKqNHj3a1KpVK+V9qNqXLl26mI0bS6dvf8LyCebowUenBIcWObzlg1vM95sZK6oMAVIOzf33f8D0Lc2Vrlruvvtur/vL/uD6D83yOvnkk80TTzzhVUMje9OmfWkuuuiVlOCoV+9p8+STU8z69cyS00zBRx991Ktxsd+D6oodNCjes4uWfL/EtHirRUpw6Dj3zXPNZ98xWy1TBEga06dPD6y6qoXstAVpPmi57wcffNCccMIJaZfKSBy6TW0eeughb3omKvbll9+bm28ekxIcOm68cUxZIOfn9xcnqnG58sor0y4bf9JJJ5kZM+JV3/DDjz+Y26be5q03ZQfHYYMOM28vo14mWwSIRQPcWrYi8UFSF1NFW5LmQlcZutrQVUd5NSaJo06dOt5VzGefESZ+uqLo0WOKd4VhB4euRKZO5UquMqp50XvQfs/pPdm6dWuzcmX0K6z7z+9v9uq/V0pw7NxvZ9NjVg/z08/xmYEXJgLE8s9//jPwIdJy2WHQ+IfGQU4//fS0M2Z0/OY3/2N22qm2adSoo3nyyfFm4cLSXu9o5Mj53piGHRwNG/YzgwfP9sZCkLnBgweb/fcPLuWi4/e//713JRzFZeOnzp1qjn/geLPVw8Hg+E3v35j2E9ubbzaW9mcoVwSIj7YM9X9wNLhdFXPlNTNLM7Q0Uyu4fMoeZrfdTjYHHNDWHHHEQ97J8txzX/L69ufMif63xEzNmvW1ueyy11KCQ7OtHnzwPfPdd8VZwKnC0kWLFiWPYiw01SB6165dvRmHdpD8+c9/NqNGjbLvUpS8VYuvuMz86vBfma3OK3v+HX8JD20PO2cNqxbnAwHyf/SB1gY9iQ/LH/7wB+9NWNXUpfbiiy+a5s0vKHtOR5o99jir7IN8Q8rJU8dZZ71oHn30ffPRR1X/vAth1aofzO23j00uP+I/2rUbaRYvrrop0Roj0zRufQnR7DsVmx5zzDHeBmS/+93vUk7G/kO3q53a63533HGHeemll7yta6uqZujLL780//jHP9KO051xxhlm7ty59l2KgkL5vvvu+2XflN3KjgZlx+VbmQN7HWiGLWHflHwiQMx/Z6XUq1cv+QFR4WAxftPasGGjeeONKeamm4aYE09MXYrDf6hrp1u3id6spEJ25dg/97XXMvtm579PZTZv3mKeeWa6VzFu/zxdgb37bvjjQjqxa3n3m266ySvIq2wMy/XQ8uz169f3ttNVUWvYKxpMnjw58NnwPy9t7xzmplqVKXfnxmN2NN2GdDObf4peF1yxI0DKaH0g/xvu+uuvt5sUHZ1UdeK8445x5pRTUusd/Mdppz3nLRw4efIX5qef8rv9qv2zzjijf0ZLgvjvU5GxYxeZs88ekPJztJbVCy985K1tFRbtQf7YY495s+N0ArVPVGEcmh2oAW+Nl4V58lYN1J577pnyfHbddVfTq1evgm/rW5GK9o7XPj4rvi6dgtGwlXyAaKlr/1Il6kYoxr7piigUFA4KidNPfz7lZOs/Tj75WS90FD6ZnOgrYz++juef/8hulsLfvjydOv0n5bHVfXXXXeO91XTDoKXSteeGum3STXe1D41ZaQl1rX6rNdT69Oljnn32WfPmm2+WheFY88EHH3jdpfpmrz/r73W7AkFXM82aNTOHHnpoYBp5eYd+lpbHGTp0aCgD3Lrq0koL/nG5xHHkkUeacePG2XcpqNWrV5trrrkm7e+lQYMGXhcgCqukA0TTE/3fqjRwWJXbleaDuqvUbaXuK10N2Cdg/6EuoX//+23zn/98ZjZudCuwsx9Th66I1q2rOIT97dNZvXp9yuO2ajXUzJ0bzv4cGv/SCT3dHuT+Q10mrVq18kJGS/7nk96Lmkyh1Z01RmL/bP+hLQUeeOCBUFbaVQCef/75Kc9BR/Pmzb3bC0ldzt27dzc1atRI+fn77LOPNw6FcJR0gJx11lmBN58+rHGjAXUNrGuA3T4h+4/jj+9TdsIcY954Y37Zt+7Mv836H8P/M1SbURH//dL5+WeTnGmlxx0zJr8n5/IoBFRcl+5btg51XWmJG71Xli5dat+9oLSfR+/evb0urHSD2zq0nYAG4cPY0lZXHEcccUTKc9Br9+9//7sgEwA0DnTIIYek/ExNRNC/O+wxolJXsgGivmz/G/Diiy+2m8TOp5+u9Kb8auDZDhD/oaK86657wwwbNrfSKbH++2mNqcT/6+pGVxHlqSxARF1z2jEwjHGO5cuXm5YtW6btDtFRt25d8/jjjxfNemWff/65V1h68MEHpzxXHbqa1gm10Gtbacvcnj17emMh9nPQdgfZrB9XkQULFpizzz475Wfo+Nvf/ua9HghfSQaIlmjwf8M84IADvGWvS4mKEHv1mmZatBiUEiD+Q7UVujIpbw0pf1t1n11wwS+Pd//9E+3mSZkESBjUHaKlZdJ1VelqQ1NZNUhbzN555x3TpEmTlOevQ11sYcwoVO3Sddddl3ZygWZxaezHhaZHqysx3ZhQ7dq1zbvvvmvfBSEquQDRoKh/NVK94TWgWcqWLl3rTZO99NJXUwIkcaiyOx07CMaNW5T8c926vctdg8q+X1XQBIp03+C1t/i1114buTXINGh83nnnBSaFJA4N6ofxLf3TTz9NG2bqclMYq74kEyrgfeaZZ7yxHfux9Hd9+/atkiJfBJVcgFxxxRWBN6OKjvCL5cu/97Z8veKK170NlxIn+Q8+SL+mVLog0F4bib/Thk3ppLtfWDZs2ODN3rFPTIm1n4qlm8qVthLQYoj2v09XWS+//LLdvCBGjhzpVa7bz0Fda+p6q2imozZp09WFfV8t8aOrkXwtbIrclVSA6MPjf0OedtppfIupgHbqGzVqvpk+fbl9U1K6IJgyZVny7zTtNt2aXenuF4bZs2en3aNF3SxTp0Z/P3Q/zQzbfffdU/6tmiSgEC00TS3WGlpaS8t+DlpzS1s9+2lSgsYi7bY6NP6hcRAUl5IJEC2j7n8ja69oDZxWJXttpEIPeBZCeUFw1VUjkn+vAXlbefcrJM1g0tbC/hOTZi2pqySuXyQ0tte+ffuUbi3VbYQ1ZV3T5XVll65a/5RTTvGCWwP+9u9Gh2ZcjRkzxn5IFImSCBANlGo5iMSbUv2xusQOw8cff+wVk+nSW/3QKhIrb4po4tDtaqeishtvvNE78RXr3gzlBcHs2SsDXWAzZwargcu7XyFoplCbNm1SXmd185TKVq4aSLdnSmntNxUzhkXv4b/85S8pv4d0h2o8VOuhzy6KV0kEiKpn/W9OzRYpFA1Uao8PFVTtsssuKR+MXA5dQZ1zzjnebon5LlpzVVEQaCOnxG0qAvSr6H75pEkTdr2PpureeeedVbr8RlXQ/jP2CVxfVl555RW7aUGpK7m8wkj9bjQ+pSpzFL/YB4i+YfkvnY8++ugKB/BcqJtAs0IqKvAqxKFF/LQ1aVWuGlxRECxatCawcu7Eib/MAqrofvmiwXC9Rv7XTGMCpTz1U1djHTt2DLwm+nw89dRTdtOC0hiM9mD3Pw9NOdYEAERHrANEW3aqmCnxBq1WrVpel6HWuMrVV1/tTfu0T+7+QzNPNKvkoosu8vp6tfaR+nX9ayPpv/qz/l636xuyCqS0j3q6GgX/oW9tWhOpKtb+qSwItO5W4va//W2wV2Euld0vV7oStFdm1fRt/c5gTI8ePVLGJO655x67WcH539svvPCCfTOKXKwDxK5c1WBpPmiuu+a0pyua0qFuAW1GpQ/kpEmTvG99uVBXiwYatdZR06ZN0w42Jg7taKj6hrBUFgRfffV9YLvZ0aP/O5OmsvvlQlce9hRSraBLt0iQuq7s8biwr0R22mmn5M8mQKIntgGiATj/B0Pf/nOlhepuuOGGtMGhrisNyoaxzLbW+9EmUwqTdM9Fh3YzDGOcJJMg0C6BiTbNmg30lijJ5H4u9Nqrm9L/Wqi4Loxpq1Gkq17/VYCuSsIcEyFAoi2WATJz5szANyvNOc91qRLtEOfvDksc+jlXXXWVt9BdVdC3be2Al27AXss/aAKBBpILJZMg0NLr/s2gVNWeyf2ypWA98cQTA6+BrkJzvQKMO4WI//Oi/w9rdhYBEm2xCxCdRPzLU+gb+vvvv283y5iqXjUWYZ+cNe7RoUOHKh3A9lNIaHbWHnvskfJcDzrooIKNj2QaBD17Tk22a9w4uGdJPqiOQ9Oe/f9u1RhEsbamKuiqwz8moim++RwvLA8BEm2xCxAVLPlPIrkMDE6fPt0ceOCBKSdkdQ9p4LsYqZtNGxlp2Qf/c9afH3744bwXzGUaBFoivmHD9Dsn5oOWpPH/e+vUqRPK3hhxovEP/2uoYsNCd/0RINEWqwDRtyj/B6Bhw4bOc/21DIQ9wLjXXnuZYcOG2U2L0vz5872lWvzPX4fCL5/7NGQTBNqC1g6PTO5XGe1L4V+GXbOvGDB3Y0/x1bInhUSARFtsAkQrp/rfjKq6zXTlT5vW77GXftCAtaYFR4muNvRvsa9GNDU4X11v2QSBttBt0uSFvAaIfsf+9Z7UtVisVftRoPEiexxJ43+FQoBEWywCRG96TdNMvBE1I2r48OF2s4xo6RD/h0ffbDV9Nso0/lGzZs3Av2u//fbzpiPnKtsgePXVOXkLEAWkxjn8/y4VdCI3Wt7Fv+yJxkMKtRQ8ARJtsQiQzp07B04iWjzOhdar8j+Otsl0DaJioy1O7WUstK+CurqiSmHh//dcfvnldhM40tpZ/qtwreNWCARItEU+QMaPHx+YPaKBP5eZN+rq8Z+MtErre++9ZzeLNL0uLVq0CPw799lnn4J9uywkTV/W7yjx71DhYKEHfEuNNtXyv1cKsbMhARJtkQ4QDZRqYDvxBlSFtku3jAbM/d+2dGLSKrpxpG4fDYz6Tww6+UZtE6VLL700+fzVZRlW3UIpUe2Uf3xJkxNcvpxVhACJtkgHiD3vX8umZ0tTdf2zrdRtFbcrD5tC5JJLLgm8dho4jcrS2Vqqxb9oZcuWLe0myBN9ufK/T7RGWz4RINEW2QB58sknA2/sCy+80G5SKRUJ+geXNWAelzGPymjigZaG97+GWqYlCjSLLPGcVYGvDYtQOFplOvF6a2FQjaflCwESbZEMEHUv+VfA1Ywil/Wn7ArzqM+2ypbGDI466qjkv1/f6gcPHmw3KyojRowI/M569eplN0GeaYl1fxevVpTOFwIk2iIXIFqqRNtcJt50umpw6XLS3Hb/iUh1Hvmu0o4CLbjo/xBr06qq3uq3Iv79PfTFISrdblF3/vnnJ193jRHmq8qfAIm2yAVI27ZtAyf+rl272k0qpTe/f2FEDcRHrUgwn4YOHRr4hunSHRgGzQLy/+611S/CMW3atMC4U7du3ewmTgiQaItUgAwZMiRwAlHfrMtSJerr9z9OVJYnKSR7DTF1FRUbf7GotkTdvHmz3QQF1KRJk+Trr9lZ+Xj9CZBoi0yAqFahRo0ayTebBk+1x3O2NM3Xv4eG1oaCllxf4xUW+k/QuU7ZHD9+sbcj4fTpuXeJzZ49OxBwPXu6V7DDzYQJEwK/A1255ooAibZIBIhmDDVo0CD5RtOltOubVzsJJh5HA/HFuqpuVRg4cGDgBPHEE0/YTTL29dc/mDp1entLlZx00jPeJlK58K8SoA2QCrnHCcrn3ypB2yjnigCJtkgEiDZM8p/Y2rVrZzfJiMLCf/Whda8Q5A9qjRO5XoV8/PGKwHpX33zjXiWuLxD+fU5atWplN0FItD1C4veg+imX2Y9+BEi0FX2AvPPOO4GlSo444gjnk9rVV18dePMX82yjqvLWW28lXyMdrlch+QyQkSNHBp7Tu+++azdBSNSV7J9wketEBgIk2oo6QFSwtPfeeyffYKoSV1+4Cy3L4K8d0Ta0SM8/WK3tgF2mN+czQPz1Oir8RNXyFxZqNeRcECDRVtQBohVAE28uHbl829EyJ4nH0TeoqtrDPArs6bIu60zlK0AUXv793vO9lAayp+LNxO9ju+2282qzXBEg0Va0AWJvr9m8eXO7SVb835q0rDnKp6nR/is/TTzIVr4CRHuZ+N8HkydPtpsgZPry5f+dqNvTFQESbUUZILNmzQp0N2nJcU0zdZXvfttS0KlTp+TrpVWOtW5YNvIVICpYSzwPVclrQB1VT9O8E7+XW2+91b45YwRItBVdgGh9psMOOyz5ptJSJRMnTrSbZUUDwYnHy8fMkVKwYMGCQOXxoEGD7CYVyleANGrUKPkctPoyioNWQE78XurXr2/fnDECJNqKLkA0uJ14Q+no0qWL3SRr/nV8dEJCZvwLLbZp08a+uUL5CBCtc6WJE4nn0L17d7sJqki/fv2SvxdNjXetyyFAoq2oAuS1114LhMdJJ53ktFSJnwZh/fs7ax47MuNf8uWAAw6wb65QPgJkzpw5gffDzJkz7SaoIrpC9f9uNFblggCJtqIJkKVLlwa2KNX/f/HFF3azrOmk43+jT5o0yW6CcrzxxhuB1y6bqv18BMirr76a/NmqBXKt/0H+aSzKvxHbgAED7CYZIUCirSgCRFcZmhnlP1npaiQf+vbtm3zMatWqsfx3FtQtse222yZfPy11kql8BIi/6lnbqaK4+LdVcN0jhACJtqIIEM3t94eHKsbz5eabb04+bu3ate2bUQn/SUJLymQqHwHiX7dM+7WguPjrtFTs6YIAibYqDxAtS6GZVok3kWZgaSZWvuTjTV7KzjvvvOTr16JFC/vmcuUjQOrWrZv82VHZbreU5OPLGQESbVUaIKrtUI1H4g2kGTeqAcmnQw89NPn42XyDxn9pjn/i9TvyyCPtm8uVjwDRRl+Jn/3kk0/aN6OKaUn9xO9Hi126IECirUoDRNXliTePjkLs8aClv3mDuvNP11QhX6byESD6eYmf3b9/f/tmVDENnCd+P/qcuSBAoq3KAsS/no4OdZXkm6bw+ivQhw8fbjdBJbTvSuL100yoTOUjQPyrMLvu/4LC0ecp8fvR58xl0U0CJNqqJEC0oq5/qRKtu6SVd/NNe5/7Q2r8+PF2E1RCCyn6X8N169bZTdLKNUD0c/w/12VBRxTWuHHjAr8jfd6yRYBEW+gBovnjmk6beNPoW6b2/CiEL7/8MvAGnzZtmt0EldBr5n8NM91DJdcA0c/hd1fcXN8bfgRItIUeIPa3FlWbF8rChQsDP0uVzciOXQ2u1zQTuQYIv7vi5/re8CNAoi30AFHRYPXq1ZNvGl2BFKpriSuQ3Ll+y8w1QLgCKX6u7w0/AiTaQg8Q+fTTTwOL5Gnv7dWrV9vNcsYYSO4YA0F57N4ExkBKT5UEiPh3CNRxzjnn2E1yxiys3DELC+VhFhaqLEBElc3+EClEsRh1ILmhDgTloQ4EVRog2thpv/32S76BNLX3448/tpvlhEr03FCJjvJQiY4qDRDR8urakCbxJtLifevXr7ebOWMtrNywFhbKw1pYqPIAka5duybfRDratm1rN3GWjzd5KWM1XpQnH1/OCJBoK4oA0dTeU045JRAiQ4YMsZs5YT8Qd+wHgoqwHwiKIkBk2bJlZpdddkm+mfTG+vzzz+1mWWNHQne57Eg4Y8YSU7Pm9clj9ersp3iyI2HxYkdCSNEEiAwbNsxsvfXWyTdUgwYNvDdqLtgT3V0ue6JPmzbH/PGPjZLHqlXf2k0qZVc6syd68WBPdEhRBYhce+21gTdmNv3u5Tn//POTj9eoUSP7ZpTjqKOOSr5ubdq0sW+u0AcffGh++9s/JY+VK1fZTSql7kZ/wWn37t3tJqgi/undmgSj7k4XBEi0FV2AqJviiCOOSL6p8rHY4hNPPJF8PF12a/owKqZvmP6rwUGDBtlNKvT+++8n76vj66+/tptkRIGfeIxmzZrZN6OKtGzZMvl7qV+/vn1zxgiQaCu6ABF1Xeywww7JN5bqAXJZ7l1jKf6K9N69e9tNYOnUqVPy9dLv4rvvvrObVChfAdKtW7fkY6iwMNcuTeTHvvvum/y9qFbIFQESbUUZIKKTvP8EpCmDuTj55JOTj/WXv/zFvhk+mhWnPVoSr5em02YrXwGivnX/40yePNlugpB99tlngd/JW2+9ZTfJGAESbUUbIGJvefvUU0/ZTTLmX3tLVyP6ECC9UaNGBV53l4UM8xUgmgThn51355132k0QMv9uotttt11Ohb8ESLQVdYCsWbMmcKmspU4++eQTu1lG1q5dG9gF8aqrrrKb4P+ccMIJyddp//33d1okL18BIipSSzxOzZo17ZsRMv/VvOq3ckGARFtRB4hMnDjR/PrXv06+ybS21YYN2RelydVXX518HA2mu+xfEHfqjvCf+DUBwUU+A2TkyJGBx3r33XftJghJvscTCZBoK/oAkS5dugROIK5XDyqE86+7deONN9pNSp5qbxKvj/ZpcS3ey2eAaOBci/UlHqtVq1Z2E4TEvzpAPmY0EiDRFokA0aCutr71n5BUpezCv76SurSyqa6OOy1V4n+NXa8+JJ8BIjfddFPysbR0uGvdAXJz8MEHJ38PF1xwgX1z1giQaItEgMgXX3xhdt555+SbrUaNGmbp0qV2s0ppN0T/Vchf//pXu0lJ0njTH//4x+TrorEn16sPyXeAzJ49O/B4Wkoc4ZowYULgd5CPTb4IkGiLTIDI66+/Hihu03RcXZ1ky79Ehw4toVLqWrduHXhNRowYYTfJSr4DRPyD+wq4zZs3201QQE2aNEm+/rvvvnteXn8CJNoiFSCSGAjfeuttvCUyunV72m5SKe3drP79xBtXhYqrVmW/1EZc6Jukf2D0wgsvtJtkrRABYk8vznUAF5mbNm1a4MubCjzzgQCJtsgFiGZgHXVUPVO9ek2z664nmf33/3vZm3uR3axSL730UuBkpP0mXKarRt3ChQsDH2JVe+djdlohAkSOO+645GNqN0uW5w+Hfz05dSXrS1g+ECDRFrkAkU8/XVh28jin7PinqVWrkznzzOfMd99tsptVyl9foOOBBx6wm8Taf8P4lwUT9Q1z8ODBdjMnhQoQda35H1dFbSgs1V75r1Bd9/5IhwCJtkgGiAwY8K457LC7kxsW3XjjGLtJpbS+kwrTEm9g1ZsMHz7cbhZLmhp7zjnnBE7G+dw2tlABIscee2zycVWlvnLlSrsJ8shfOFi9evWc1qWzESDRFtkAkQ4d3gzsejdkyBy7SaWmT58e2BhHy4e/9957drNYUVfdJZdcEjjBn3jiiXntDipkgLz99tuB/nitDIvC6N+/f+D3mO+lZAiQaIt0gKjb6swz+ycD5Pjj+5jPPltjN6uUPiT+S3T18X788cd2s1hQeFx55ZWBk8Kf//znvJ7gpZABIpdeemnysRUmLut1oWJa/kezrRKvs7YVzmVqdzoESLRFOkBkxozlpk6d3skQadFikNm0Kfslvx966KHACU8hErcrEX34W7RoEfh37rPPPnnZOthW6ADR4/nrghSCrkvcID17czfNgss3AiTaIh8g0qvXtEBX1n33ua2V5K921qHurLiMiajfWnUz/n+fCgfnz59vN82LQgeI9O3bN/AzLr/8crsJHCks/FfluW6nUB4CJNpiESBbtvxsWrUamgyQ2rV7mvHjF9vNMqL1sfwnJQ2sR312lvbU8E8W0KEpsKrKL5QwAkTdcVoN1v9zFCrIjVZ92HXXXZOv6Y477liQq1QhQKItFgEiK1asMyef/GwyRBo27Of9nQt1Z/m/felQnUjUig11gtW/Zdtttw38WzSL6auvvrKb51UYASJffvlloJ9e65vNmDHDboYMaXaeJlT4f3eqmSoUAiTaYhMgMnbsokBXVps2w7yrExcaWPfPztKhivWoLHuirqnTTjst8Px1aO2vdevcgjUbYQWIjBs3LrDkvwZ7V69ebTdDBjp27Bj4vWnCRSERINEWqwCRe+55JxAiffp8aDfJmKb4HnjggWlPwsW6iq8qhG+++eaUqw79+eGHHw6t2j7MAJH77rsv8PPq1KmTt2rpUqEdP/2v4ZFHHlnwiQkESLTFLkA0A+uCCwYlA0QztD76yL27RsWGdsW6DnWVdOjQoeBdQZnS8uaPPPJIYN+MxHHQQQd54yBhCjtAFIzNmjUL/EyNj+R72mlcvfLKK2abbbZJvnYa95g7d67dLO8IkGiLXYDIwoXfmPr1+yRD5KyzXiz7Npr9Uid+6gf2L8CYONTNpQ2uqmqPdZ2Yb7/99sC+4YlD+1V36tSpSvbOCDtARHtz2/33Z599ttevj/KphsbfXav/D6uuhgCJtlgGiLzyyqxAV9bNN2e/1IlNXSJa7sO/n0jiUDGbNr16+umnc96lrTI6Ub744ovewH6656JD3WxaKLGqVEWAiF77o48+OvCzzzvvvIJ3xUSVgkIbdCVeK12F6GokLARItMU2QOSGG0YHQuS117Jf6iQdTX/Vzoblnbz1Da5Ro0be9p+TJk3K+Ruw9jyZOnWqN51YobHDDjuk/MzEcfrpp3tLfVS1qgoQ0c9SYaH/52svEQbWgxQU9kQRjYOEiQCJtlgHyNq1G80ZZ/yy1MkJJ/QxixZlv9RJeRYvXuztT6LxEPtE7j+0AF3t2rXNRRdd5K1k+uyzz5oxY8Z43/4++OADb0Be/9Wf9fe6XWsOaexFU2793xDTHZqBpO1Fwx7nqIi9e12YASKqW9BsLP9zqFWrlvc7gzE9evQIjHno0BeesGmsJfHzCZDoiXWAyIcfLi87CfdKhshFF73itNRJRbRmkArYtGqpf5G/Qh/aG+PRRx8tqoH8l19+2QtKO1R1xRZ2HY1Cy79/iA7VjLz7rttKBXGgq2F7qq6CJOwrD71XbrvttsDn5a677rKbocjFPkCkZ8+pga6sbt0m2k3yRt98n3jiCdO8efO0A9u5HNrsSUuwa7ZVVY5v+Ck8n3/+eW8GlB0a9qHuCgVePlf9rYxOVGeddVbgeeiKTVd4LtshR9myZctSlrNRF1aYYx6i8bu999475f1x//33201R5EoiQFRMeMUVrycDREudTJiwxG5WEFrVt0+fPt46W1pP6NBDD03pd7YP3a52OilraRVt3VpM1dUaS9AV1xlnnOHN9LKfv/9Id0WmrqTRo0fbD1sw+tbdpk2blOehSQ9atqMUaG0r//IkOtR9FNZsK9E4nn9fe/975Pjjjy+5QI+DkggQ+eqr7wNLnZx6aj/z9dfhT2/127Rpkzf+kTiKuWZB3WTq5mjYsGGg6jvdoVlQXbp08eoIdILW3iPpgkQTAubNm2f/qIJRENsTELSi7zPPPBNagWXYdIXYvn37lKV5VCQY1muv984///nPlOegQ5M+Zs+ebd8FEVEyASL/+c9nga6stm3dlzopBUuXLvW6nFRbke7D7z/q1avndUGUVw+j2WiqDrfvpwp5TY3WiS4MOlkdfvjhKc9Dz1/fkONEy/H41wlLHFqeJIxpzfqCpBUC0k0C0QoPUVkWCOUrqQCRrl0nBEKkb9/pdpOSpgDQh14nVPtD7z8UKOpPf+yxx7ygyYS+5WuGWbpq+d12282roQmjG0Mnz2uuuSblOWgwuXXr1qHPGMs37WGu7jn736cTuSY5hOH1119PmQWnQ91m3bp1M5s3b7bvgggquQDZuPFH07z5y8kAOe643mbmzBV2s5KiuhZ1OR111FEpH3j/obqXU0891fTs2TOnmV8qyLzlllvSjp+o+0tTgMOgepmDDz445TloMoA2U1qyJJxxsnzRNG4VTaa7WtT4W6GWZPebNWtW2kU89Zy0X8uKFaX9WYubkgsQWbBgdd6XOokaDcp37tw57QnUf+gkf+aZZ3rjBPkuxNNMMp3Y7J+pQzsnhnEC14ywBx98MG03iwJT0491Uixm77zzjmnSpEnK89ehq4BC7CRo04Zl7dq1Szs+1qBBAzNt2jT7LoiBkgwQefnl4FInjz8+2W4SO5MnT/ZW6j3ggANSPuT+Qzsx6sSuwi4tJllouhI47LDDUp6HrgRUKxDGWl7Lly83LVu2THsC1FG3bt2y98jjRdO9pauJu+++u9wvACpeVdFqoSdmaIabpq37txdOHJqqO2DAAPsuiJGSDRC5/vrRyQDRMvBxo4lFU6YsLDsJ9zK1ajVI+YD7j2rVqnmV7+ojD+OEbdOJSNXR6U5E2odFA8Jh0FWRBpnLm2qtqxJdkfXr1y/jsZ980fiUZpJVVLCq10/BoSuCQnvrrbe86eb2c9AXEC3wqTXbEG8lHSA//LC57FvcO2Un2LFlH7jCz0oJg2aVTZmyzAvERo2eL/uG2rnsBHyh+f3vjzTbbBMs9FNhn7pohg4dGsqsnEzoxKfxh3TrjKlWIKyZUhrjUe1Ouq4t/6EuolatWnkBl+/iTk2zVVBddtllZt9990352f5D+9trrbQw9kBZsGCBV9BqPwcd+hISxlgLikNJB0hcbN68xbz33lJz553jva18/V1zhx/ezey33xVml10amO22282b7XTFFVd4hXzFPBNmzpw5Xo2AfYLSYKxOqLkM4mdDV2MKBxVNlte95T905aLuOHUBqrtQRaSaefbmm28G1j5Td6L+rL/X7ZqBpsBS8ai+1aebYGAf+llaA01fAML4Xao7U/+mdM9Na72V8hIxpYoAiSit5zVu3CLTufNY85e/PBMIDf9x9NE9zAkn3GY6dnzCTJjwfs4rA4dNtQLpdoXUlYGmG6vWICyaQaRpy6qmTneFFMahk7e6sMLYNiBB0681iUJXOfbz+cMf/uCtShDG9GsUHwIkDfsknOky8P77FML69T+WfWNdWBYGb3krC9vP0380bdrfPPTQJDNjxnL7YSJH365VO+BfuTVxqAtJNQdh077yb7zxhnfVoAUb7ZVt83UoqOrXr29uvfVWb8wh7HGFiRMneitC289LBaBaZiesAlAUJwIkDftkrCXhM1nBtxABsm7dJjNixDxvwN8/9Tjdcc45A8wTT3xgZs0qjplC+aYrANUSpKtzUH1KVU63VfeOpqoOHDjQG0DWNORjjjnGG7vQoLL9fP2Hblc7tdf9NAiuHTBV16GgqgqaIHDxxRenPFcd2qxs/vz59l1QggiQNOwTs47nn//IbpYiXwHy7bcbyr5Vf2ratRtp6tbtnfJc/IeKIrXa8Pz5+a3RKGY6saq2wD6xaYxCFeb5rlfJF3vtszC73zKlyRRaqdheM0yHpgxrvxoggQBJwz5J6zjllH7e1UBFcgmQVat+8LbhvfLK4aZOnYpD4+9/H2z69PnQLFkSTh94sdK3/X322SflRFejRg3TvXv3UJeNjwNd9ZT3eqoGhtcTNgIkDf/JWlXqif/v0WOK3TQg2wDRCsEvvvixadVqaGDTq3THZZe9Zp577iOzbFnhC/uiRGMC6vJJ1010yCGHeOMGqNj06dO9BTPt109XdNpxs1iv6FD1CJA0/CdujT8k/r9Bg75lH6byBzEzCZAVK9aZZ5+dblq2fDUlJPyHAqV162Fl3wo/8e6Diqn2QDUI9klQx9lnn+3VLiBIVfWa0p1uAoCW7deijEBFCJA0/CdyFeZdcMGg5J/vv7/83QwrCxB1OVU0e0oLO6oLa8iQORUGFcqnWgTVJNgnRE1/VQ1DGEuzFDvNalPRYbpZbVrm5rXXXrPvAqRFgKRhB4HqLRJ/1qB2ed1I9v1sw4fPTQmNevWeNv/61ygzdOhcs3ZtYdctKhWqW1BtQrq6Bf1dnDeQqszw4cNNzZo1U14XrZ11zz33FOXAPooXAZJGuiDwdzmpeC+ddPfz++67Td5YhrrCOnR404wcOd9bTgWFoasN1WmoZsE+YeoqRTUOpUKV/Y0bN055HRKV/VpMEsgWAZJGuiDQ+lKJv9P4xMKFqYvVpbsfqp7GPzQOYp88dajWIexFEcO0Zs2asivcf6WtnFeB4pQpFU8MASpCgKRRXhBcddWI5N9fd90bgdukvPuhOKiGQTOz7BOpah40k6tYFpTMBy1Zoz3sd9lll5R/75/+9CdvqX4gVwRIGuUFwezZK03t2r/cZu9kWN79UDxUy6AaEdU22CdW1UCotiTqtEhjun3ftb+KNhGriuX6EU8ESBoVBcGNN45J3qb6Db+K7ofiotoG1TikW2FXNRGqdo8a7ReiLW3tf4+OCy+80CxevNi+C5ATAiSNioJg0aI1gaK/iRN/2fugovuhOKnWQeto2Sdc1UaoRqJYdiCsiPYA0WKL6ZZZ1z73Ye0xj9JDgKRRWRDccce45O1/+9tgb+c/qex+KF6qfdDKvvYJWLUSqpkIY7+NbGkqsjac2mOPPVKet/Z90e6FLLOOQiJA0qgsCLQEieo3Em1Gj/5vlXNl90NxUw3Evffem3YXQtVOqIaiWLz//vveMvL289SU5euvvz60vUJQ2giQNDIJggcffC/Zplmzgeann7ZkdD8UP9VEqDYi3bLxjRo18moqqsqyZcvMpZdemnZPdO3VPnfuXPsuQMEQIGlkEgRr1mzwCgIT7QYPnp3R/RAdqpHQPuz2iVo1Fe3bt/dqLMKyceNGc9ddd5lq1aqlPJ+DDjrI29wKCBsBkkamQaB9OBLtGjd+PuP7IVq0J/pee+2VcuJWjUWPHj0Kvk3wK6+8Yvbbb7+Un7/TTjuZRx55hGXWUWUIkDQyDQItQ9KwYb9A+0zuh+hR7YRqKFRLYZ/IVXPx9ttv23fJ2UcffWROOumklJ+nGWJt27Y1q1atsu8ChIoASSObIHjhhY9SwiOT+yGalixZ4tVU2Cd1HarBUC1GrlauXGnatGmTdpn1k08+2QsWoBgQIGlkEwTaK71JkxcIkBKj2grVWNgneNViqCZDtRnZ0lThhx9+2Ouash9XXViDBw+27wJUKQIkjWyD4NVX5xAgJUg1Fk8//bRXc2Gf8FWboRqNTJeN1yC4BsPtx9GgedeuXb1BdKDYECBAjlRzccMNN6RdNl61GpMmTbLvkqRpt5p+a99P03Q1XVfTdoFiRYAAeTJv3jzTtGnTtGFwySWXBMJAoaOCv3ShU7duXa9QECh2BAiQZ6NHjza1atVKCQZ1R3Xp0sWb+rvrrrum3L7nnnua5557zn44oGgRIEABqDZDNRrpBsTtY/vtt/cG3tetW2c/DFDUCBCggFSroZqNdFNydZx//vlm0aJF9t2ASCBAgBDMnDnT7Lzzzsng0HRfbfwERBkBAoSkXbt2yQA5/fTT7ZuByCFAgJD4A6Rx48b2zUDkECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASAgQxA0BAoSEAEHcECBASG5pd7v5w1b7e8dFjVvaNwORQ4AAIenWrpepvdVfvaNd49vtm4HIIUCAkPRuN8w02+oW77iz8bP2zUDkECBASAa0m2hab9XTOx5tPNK+GYgcAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQIiT9AHmtCgCD6CBAgJBOfmZsMkFc7TrZvBiKHAAFCNG3QQvNun0/NT5u32DcBkUOAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAoQkUUSoA4gDAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQICQGCuCFAgJAQIIgbAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgJP/D6KpCpcxsVkvAAAAAElFTkSuQmCC)
PN: 3H32-W-04
CAS: 1221791-77-0
Molecule Weight: 357.37
Formula: C7H3BrClIN2
![6,8-Dichloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-5-N9
CAS: 858516-69-5
Molecule Weight: 187.02
Formula: C7H4Cl2N2
![8-Chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-5-QY
CAS: 1195251-29-6
Molecule Weight: 152.58
Formula: C7H5ClN2
![8-Chloro-7-iodoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-M-0C
CAS: 1447607-66-0
Molecule Weight: 278.48
Formula: C7H4ClIN2
TSCA: Not listed on TSCA inventory