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)
| Product Number | 4H15-5-1W |
| Purity | 97 % |
| CAS | 881841-35-6 |
| MDL Number | MFCD20527645 |
| Molecular Formula | C8H5ClN2O |
| Molecular Weight | 180.59 |
| 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: 4H15-5-1W
CAS: 881841-35-6
Molecule Weight: 180.59
Formula: C8H5ClN2O
![5-Chloroimidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-5-1V
CAS: 198895-50-0
Molecule Weight: 180.59
Formula: C8H5ClN2O
![5-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H56-5-Z8
CAS: 1000017-93-5
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![5-Chloroimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H56-5-72
CAS: 1000017-96-8
Molecule Weight: 210.62
Formula: C8H7ClN4O
![2-Chloroimidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB7SAAAe0gEnxGX0AAACGHpUWHRtb2xTb3VyY2UAAHichZRtb5swEMe/ysmvhx95jEKqqNWkSe0mrZ20d5MDTooEuALy9O13DkkampYIkM/2/Q77f2dP73ZVCRvTtIWtUyIoJ2DqzOZFvUrJn5fvXkzuZtMMndCxblPy2nVvE8a22y3NXk2ld7amma1IPz/ZtcXAZ6uobVZMci7Y36fH5wPjFXXb6TozSLXFpD0MPtpMd4dVfPELVulmU9Ssd2dVs+mj/ZPcvZzu2py87+Ue5+aIwrIoDSxtU+kONpJTfPk3WJnaNLozOSz2OKyoj3ufTZ8ebLauTN2h6SIUmS6fu2ad4UBlS5OtMRgaPx5SUgkEdGeredPoPTjLDWsBWoJWoH3QAegQdAQ6Bp2AFhw/nBcSdS6N+9HL/s3gaku4h5/4nZ7e/oUKyZR4nCqRhCColNwHSYUMQlA0SLgEnyZSJRBSGUThqTkOHl2OgKChn0TYC2OOC9i7yIIqLmM4tyhOECauDRT2US4VyXPXk5RHfRv7w37gxxF4qKJQCryAiiCKUR92Fmg2Xdg6vzChyFOyEOSg3G+zbOVRPAK2yU2D9egCONdLQA4BJ/UZmH8GqCHgEjMO+EPApXEcCIaAS/o4EA4BVyLjQDQEXEGNA/EQcOU3DiRXm74BCD4kDuV9AxFXubuJfEh3f4LGK0R8yPjpxB0Z+c6wi5Jkp/ON5tXZZxcXA8PrcPYf/neLSBX1hHYAAEH3SURBVHhe7d0HuBTVwcZxuxQBsQsWBFETCxZAQAURFWtsWDCoWFBJsOMXjYnYUOwRg4pIsyECFooVJWoo0kRFwIIgVXqRKuL57rtk586e3Xvv7tnZ2fb/fc95vsiemZ05u3fenXLO2coAAOBgK/sfAABIBgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAA8s6qVatMjx49zPLly+2XECICBEBeefnll80OO+xgttpqK7P99tubvn37mt9//92uhhAQIADywoQJE0yzZs0iwWGXxo0bmzFjxtiLIMMIEAA5beHChebKK68022yzTVxw+MvWW29t2rVrZ+bNm2evAhlCgADISRs3bjTdunUz1atXjwuL4447zrz66qvmxBNPjHutatWq5v777zfr16+3V4mAESAIzTHH9IwpQ4ZMs6sk5F8GxeGtt94y9erViwuHfffd17zyyisxdQcNGmTq1KkTV1f/9vrrr8fURbAIEITGDpBTTnnRrF37q10tDgFSPKZOnWpatWoVFwaVK1c2Xbp0Kfm+rLUXidiwYUPkrGOnnXaKW7ZFixZmypQp9iIIAAGC0NgBovLMMxPsanEIkMK3bNky89e//tVst912cQFwySWXmJ9++sleJCHd/7jssssi90P869h2221Nhw4dzJIlS+xFkAYCBKGxw0OlWbPeZtGiNXbVGARI4dq0aZN5+umnzS677BIXHEcffbT59NNP7UWSMnbsWHPsscfGrXPnnXc2TzzxhPn114rPfFExAgSh8QdBu3ZDvP/dpcsou2oMAqQwffjhh+aPf/xj3EF+jz32MC+88ILZvHmzvUhK1Dekf//+platWnHvcfDBB5t33nnHXgQpIkAQGn8QTJw43/vfjRo9b2bMKPvSAgFSWL7//ntzzjnnxB3U1Tnw9ttvj/QyD9Ivv/xi/v73v5sdd9wx7j1PP/30ku/eDHsRJIkAQWjsILjllve8/77++mFW7VL2cshPq1evNn/729+8XuT+ctZZZ5nvvvvOXiRQP/74ozn//PPj3lu92W+55RazYsUKexFUgABBaOwgmDVrhWncuJf3b599lvhGqb0c8osuJfXp08fstddecQfvP/zhD+b999+3F8mojz/+2Bx++OFx27LbbruZnj17mt9++81eBGUgQBCaREHw4IOfef/Wps1As3lz/JhGiZZDfvjvf/9rGjZsGHewrlmzpnnqqaciN9GzQSHx7LPPRkLD3rYGDRqY//znP/YiSIAAQWgSBcGyZevMCSf08f598OBvfEtskWg55LY5c+aYSy+9NO7grMd0O3bsaJYuXWovkhUazfemm26KXMayt7VNmzYlZ8mz7EXgQ4AgNGUFwQsvTPL+PVHnwrKWQ+5Zt26dueeee0yVKlXiDsgnnXSS+eqrr+xFcsL06dNN69at47a5UqVK5h//+IdZs6b8R82LFQGC0JQVBOvXbzKnn/6y91qPHuNjXi9rOeSWAQMGmP322y/uIFy3bl3zxhtv2NVz0rBhw0z9+vXj9qF27drmxRdftKsXPQIEoSkvCN5+e4b3mjoX/vzzL95r5S2H7Js0aZI54YQT4g661apVMw8++GBkUMR8ok6Gjz76qKlRo0bcPjVp0sR8/vnn9iJFiwBBaMoLAt08v+SSQd7r//znx95r5S2H7Fm0aJG5+uqr44ZZ1zAiV1xxhVmwYIG9SF7R/l1zzTUFu39BIEAQmoqCYNy4ud7rDRv2NNOnb+lcWNFyCFd5v9CbNm1acL/QJ0+enPAMSwM3du3aNTKQY7EiQBCaZIKgU6cRXp1rr93SubCi5dSr/ZFHRpsRI74za9bk1+WSfFPePYKXXnrJrl5QXnvtNbP//vvH7bvu8QwZMsSuXhQIEISmoiCQ779fFhnaJFrvk09ml7ucntg6/vje3utNmvQyN9zwTuSeysqVTCgUlGnTpplTTz017uBZbE8p6Smze++9N+FTZi1btszZp8wyhQBBaMoLAr977/2PV++CCwaWu5wdIP6iXu4dOw6P9C1ZujTxPBIon/pJ3HjjjQn7SVx44YVF209i7ty5edHPJdMIEISmvCDwW7x4rTnuuMShkMiUKQvNbbe9H3l6y64fLTqr6dBhqHn11a9jnvBCYuqp/cwzz5hdd9017iB55JFH0lP7f0aPHp2TPe3DQoAgNBUFgd+zz06IC4GKllu3bpP54IOZ5s47R5Z5VhIt7du/afr1+8LMmxfsyK+FoKyxonbffXfz/PPPM1aUJdfG+goTAYLQJBsEoktT6pVuH/iTtXHjbyW/kmeZu+8eZVq06Bu3Hn9p23aw6dVrUmRwx2I2c+ZMRqtNQ7ZHG84GAgShSTUIhgyZFnewd/Hrr5vNmDFzzX33fWJateoft05/0YCOOvv59tviuIYt+Thfhm5m6/6L/n+u+eGHH8qc76Rz585m5cqV9iJ5iwBBUVGHxQkT5puHHvrMtG79UlyA+Ms55www3bt/br7+epG9moKgSy/9+vUze++9d9zBLpsz9s2ePdu8++67kXsInTp1ijz9VadOnUjRU1/2tqro36N1VF/LaXmtR+vLhpEjR5pDDz00bluDmnExFxAgKFolx08zefJC8/jjY8yZZ74SFyD+otdVT/W1XL7TnOGNGzeOO7hlY85wneFoaHU91ZXopn0QRevV+vU+YZ5R6Sb6v//978DnfM8VBAjwP1OnLjJPP/155MzDDhB/0ZmL5jEZP35+wvlLctm8efPMZZddFhmOw38w23bbbc21115rliwpe2rhIGmekOuuuy7SAdE+sIZR9L56f21HGJYtWxY5K9Jjvva2XHzxxeannxJPppbrCBAgAd0Dee65CSW/Wl+PCxB/Of74x0znzj3NyJGjc3rQwPXr15v777/fVK1aNe4A1qJFCzNlyhR7kcBpSlkN9V6vXr24bbCLtlOPC1900UXm7rvvjlxqGz58uBk1alTk0Vnd/4gW/bf+Xa+rnuprOS2faH/tou3Rdmn7Mm3q1Knm5JNPjtuGypUrmy5dupi1a/OrvxIBgoxYvny96d9/ivnqq/y/fzB79orInCWXXjokLkAOPvh2U6vW2aZatYMiY0Pp1/2bb74ZOWDnitdffz1yb8A+aOnfBg0aZFcP3Lhx48zZZ58d9/7+ojOCdu3aRR6H1U3oIGl9Wq/WX9EZj7ZT25tpb731ljnwwAPj3n/fffc1r7zyil09ZxEgCNyGDZtKfgFuGVm3adMXzIIFhdNxb/781ZFgvPLKt0p+4f6r5Nfr9WaPPVqaSpVib0Trl68uTWj8pGwN86GzCp1d2AcpbZvORjIdcupPkujXdrToDOGxxx4L9Z6E6P30vnp/e5uiRdut7c8knbF269bNVK9ePe79jzvuODNhwgR7kZxDgCBwXbt+GvMr/YcfltlVCsLPP68q+WX7njnzzA5mhx3iDwLRossTeqxTExKF8Qin7mPofobua/i3Q/c9dIak+yCZpOBq3rx5XDuo6IkvPcr65Zdf2otlhbZD25PoSTQV7UemL+/9/PPPJT9IrowbNl7/rX/X67mKAEGgPvrox5jw8M/rUcj0R/7cc8+ZVq1aJbxRGi3qC3DaaaeZ3r17B37DWk9O6QkqPUllv6+euNKTV5m0atUqc/PNNyfc/0MOOSRyfyJXh/bQdmn7tJ32tmt/tF/av0zSGYfOPOz31xmKzlRy8R4bAYLALFz4i2nZsp8XHueeOyBufvNioCdudM39jDPOSNg5z39g0jzherQ03cmJ1GdDfTfs99Avax0Y1ecjkzSdba1ateLev0GDBmbgwIF50+dB26nt1Xbb+6L9035mmu6B6F6I/f66Z6J7J7mEAEEg9Djr1Ve/7YWHhlX/5pvFdrWio+EtNE/GeeedF7mUZR8UokWXlzRp0ZNPPpnSI526nq/e4vb6FFzqXa5e5pmk/Wvbtm3c+++55555P4e4tl/7Ye+b9lf7nUl6GktPkyX6zuj+jJ7mygUECALRs+fEmEtXutGMWDoo6IkoHYA0m519YPCXY489NnLZoqwnkjQulcanSjTMusaz0rhWmfbFF1+Ygw46KOa9dd9F/R3CuNcTBu2H9se+n6T91v5nmn5M6GEM+zPW2au2S2e72USAIG3qne2fBOqvfx2R9d7aOlirj0CuPlevJ6DefvvtyNzaie5Z+Isup9x3332RSZ00Em7Pnj0jI+Pa9TSCbqafHIrSZTd7WBFt56RJk+yqBUH7ZV/W0v6rHcKgHuvquW5/5urhrp7u2bq3RIAgLatWbTBnnFE6DIhG0A1j8qaFCxdGphHVr/T27dubJk2aRPo1JPpFrqJ/1+uqp/paTstrPdmmm98a8vvqq69OGAz+Yv8SVtEwHZq7I4xh1nWPQBNM2dugXt2Zfiw427R/2k9739UeYdzj0XtoDC2NpWVvg36EvPrqq/YiGUeAIC2dO7/vhUfDhj3N6NFz7CqB0Kir6vSm2d40x4L9B5RO0fq0Xq0/26O7KgR0FvGXv/wl4U1pf1Eo6uClWQPDoKC75JJLYrahWrVqodxYziXaX+23vx3ULmGNH6bLanr02B42Xve9wkaAwJmmivXf93jiiWAfE9UvLo1oqjOGiu4ZBFX0Pno/vW8Yvyor8tlnn5lbb73V7L///jHb+cc//jFySSssuhl/yimnxGxD/fr1C3KOi2Rov7X//vZQ+2T6oQU/bYPOqKPvr/siYSNA4GTmzOUxU8i2azckMu9GEDZs2GB69OiRcPgNf9Hz8c2aNTPXXHONeeSRRyJDiGhMpDFjxsSMlaT/1r/rddVTfS2XqAewv+j9tR3anlzgH9F16NCh9ssZo4Oibur720bTuC5eXNxP2Wn/7els1U5hhsiHH37ovbe+z2EjQJAyzfYXHapE5YQT+piffkr/qRtdPnr00UcTTg2qolP21q1bm4cfftiMHz8+7TMELa/1aH1ar31JIFq0PdqubF/e8veWDitA1HnNPvPQY6RhHiRzmdrBHq5F7RVWpz9/gOg+SNgIEKRMkzH5L10NG/atXSVleiKprDOOpk2bRs4Egu65bdP69T56P3sbVLR92s5sCTtAFLD2PY8LLrggtINjvlB7qF387aR2S/cHTjIIEOSVUaNmxYTHXXd9ZFdJiS4xab5o+2Ctp430/Hu2xkzS++r9Ez31pO3Vdoct7ACxn7bSL23CIzG1i30movbLNAIEeWPRojUxQ5Vo4qU1a9wPKHqMVkOg+//o1CP78ssvz5mbs9oObY89AZO2W9sfpjADRP0b/Pt7zDHHcNmqAmoftZO/3TLdT4QAQV7QUCUdOgz1wuPYY3tFZvBzoZvSf/3rX2P+0FTUUSusGeJSpe2yO5KpaD/CuskeVoCoh7W/k6CeNir2G+bJUjv5n85SO2ayxzoBgrzw/POTYi5d9evn9kexdOnSuHsMunn9+OOPh9IRLh3aPm2nfbNd+6P9yrQwAkRjPPmHJ1F/h1w5G8wXai9/PxG1Z6bGziJAkPO++CJ2qJKOHYc7zQU+Z86cuE6AdevWNRMnTrSr5jRtr7bbvx/aL+1fJoURIPbAiMXWSTAoajd/O6pdM4EAQU7TUCVnnhk7VMmSJakPVTJ9+nSzzz77xPxRaZKlTM+xkCnabm2/f3+0f9rPTMl0gNgHPQ3bAXf2sCeZCGMCBDnt9ts/8MJDQ5X897/JDzUepV/mdnjojyvXL1lVRNtvHyS0n5k6E8lkgCgQ/UOnHHHEEQU/tlWmqf3UjtE2VfsG/YOJAEHOGjJkWsx9j8cfH2NXqZCGm7YvW3Xp0sWulte0P/790/5mYpjtTAaIZtyLrluPLhfqqLphUzv6HwVXOweJAEFO+uGHRaZZs9LwuPTSIZEe6KnQ00n+sXoKMTyi7BDRfgf9dFamAkRzfvunodU8EwiO2jPatmrnIOdYJ0CQczZs0PAVnc1BB91Scgr+aGSoktmzV9jVKmQ/qlvo19Tty1na/yBlKkCaN2/urVcz8BXKZFC5Qu3pn9lQ7R0UAgQ55+ab7zQ1ax5tatU629Ste515443UH9kdPHhwzMFUN5zDGNohm7R/9o11tUNQMhEgGjrev72afhfBU7v62zmoib8IEOSUt956K9Lrevvtq5vq1f9grr32AbtKhTTMh3+WvXr16hXNr1rtp/bX/0cd1LAnmQiQVq1aeetUR8nff0/98WxUTO3q74iqdg8CAYKcMW/evMjsdqUH/vpm1arUO0D5x7bSJDcTJkywqxQ07a/2O9oGao8gBB0gY8eO9danMnDgQLsKAqT29be32j9dBAhygi6/nHjiid6XUbPduXzBNVqt/4/kscces6sUBe23vx2CGMU36ADxB/3BBx9c8JcYs03tq3aOtnkQPywIEOSE+++/P+aA9+CDD9pVKqT5Mg444ABvHTplz/e+Hq603/5LFmqXdOcTCTJAZs6cGTNAZL9+/ewqyAC1c7TN1f76HNJBgCDrRo8eHfMY50knneT0a1Sz/fn/OHJ1YMSwaP/9B2m1TzqCDJB77rnHW5fWu2nTJrsKMkDt7P8c9TmkgwBBVq1YsSJmIqfdd9/dzJ8/365WIfW69f9hXHbZZXaVoqR28B+o0+ndHWSAHHjggd66OnfubL+MDFJ7R9ten0M6CBBk1YUXXuh9AfVrediwYXaVpDzzzDPeetTzlhFct1A7+Hsiq51cBRUgOjOKrkclW5N2FSu1t7/90zlTJ0CQNb169Yr5IrvOoKbLXf57H5rJD6XUHtG2UTu5XB6UoALE3+HxyCOPtF9GCNTu0c8gnQ62BAiyYtq0aaZKlSoxBxLXoTdGjhzprUdnMUEO1VAI1B7+eyFqLxdBBUjt2rW99Wh+E4RP7R79DPR5uCJAEDoFhf8JoapVq6Y1DPkVV1zhrUuTKyGefxIttZeLIAJkxowZ3jpU9N8IX1CfAwESkK16buUVlO+GG26I+fK+8MILdpWkrV27Nmb2tR49ethVUELtEm0jtZfaLVVBBIj/XlU6v3yRPv+ZoOu9MQKkxO8l//fe3PfMrWNvNY3fbGz2eXkfU+mFSqZK7yqm9su1zUnDTjJ3fn6nmbSk7CGmCZDk6MDjv5xy0UUX2VVS4h/zSlO9LlmyxK6CEmoX/1S4LmNkBREg/ocm2rVrZ7+MEKn9o5+FPhcXRR8gw34aZg4bdFhMAJRXjhlyjPlg7gf2agiQJOjx3N122837wunx3XTHqOrYsaO3vtatW9svw0ftE20rtVuq0g0Qjcfk//z79OljV0GI1P7Rz0Kfi8s4ZEUbIJt/3xw5q7ADItliK+81bHlSqmXLlt6XTR0Hx4xJfYIom3+yqIcffth+GT5qn2hbqd1Std9+B0UGuVQZPvwd++UKzZ4923t/lXR7QSM9an//56HPJ1VFGyB3fH5HzEG/Wp9q5sbRN5oRP40w89bMM+t/W2/WbVpnFqxdYEbNH2W6fdHNNHyjYZkhQYCUr2vXrjFf1gceSH2UXdvChQtjLoeNHz/ergIftU+0rdRuar9UHHron0p+qR4XKe+9l3rfgffff997fz044fKLF8FR++tziH4m+nxSVZQBMvyn4TEH/LPePcss25DcFKCTl0w2p4w4xf5nAqQcOtPwD1WiMxHXvgh+b7zxhrfOGjVqFO24V8lS+6idom2m9ktF06Z/M/XqXR8pH32Ueue/7t27e+9N/4/c4O8Pos8nVUUXILphfsSgI7yD/dnvnR35t3QRIInpHoe/k5+utWrY9iA89NBD3nqPP/54+2UkoHaKtpnaLxWnntrXHH10j0j55JNZ9ssV8s8QSWfP3ODvZOoyg2XRBciH8z70DvS6bLV8w3K7ihMCJDH/F1SXTYIYVjyqffv23rqvuuoq+2UkoHaKtpnaLxWtW7/kzVH/ySepXy8/+eSTvfe+++677ZeRBfocop+JPp9UFV2A3Db2Nu9Af9Pom+yXnREg8Xr37u19uVQ6depkV0lLs2bNvHVzAz05/hvpar9UpBsg/rkoXnzxRftlZIE+h+hnos8nVUUXIMe+eax3oH9nTupPkpSFAImlnq3+G3RHHHFEWiPBJlKrVi1v/UOGDLFfRgJqp2ibqf1SkW6A+D+vIM9E4c4/AVuq3wcpugBRJ8HogX7+2tSHDS8LAVJKQ5X4b85pzCuNfRW0nXbayXuPUaNG2S8jAbVTtM3UfqlIN0D8IwZ8/PHH9svIAn0O0c9En0+qii5AKveu7B3o9ahuUJIJEN2sn7V6VvhlZUlZXFLml5RZmS/+Hq4qzz//vN0UadNTXP5HeCdOnGhXQQJqp2ibqf1SeRounQDR+2yzzTbeexfbPPW5Sp9D9DPR55PK90GKLkA0REk2AmTRukWmzqt1YuqFVh4oKZeUlMO2ijmwh1HatGljN0UgVq9eHfM+roPBFRt7ED21Y7LSCRA+r9yUzvdBii5ANLZV9MAa5iWsgTMHxh/YwypZChD9ovnxxx/tpgjEzz//HPNec+bMsasgAbWTv93UjslKJ0D4vHJTOt8HKboA0WCJ0QNrmDfRF69fbOq/Vj/+4B5GyVKAqJx77rl2UwSCX7Ru0vnFmU6A8HnlpnS+D1J0AZLtx3jn/DIn/h5FpkvI90A6dOgQ86XMxBDr3ANxwz0Q+HEPJEUaSTd6oK/et7pZsXGFXcVJsgFSDDZu3GgaNmzofbEqV65svv76a7ta2ngKK3U8hQU/nsJKkZ6EOnzQ4d7B/tz3z438W7oIkFjff/99zAHj0EMPNevWrbOrpYV+IKmjHwj86AfiYOjsoTEHfIVIsmciGkzx1BGn2v9MgCTg7+Wqct1119lV0kJP9NTREx1+9ER3dPu422MO+rqcdfOYm827c96NPJ2lR3xVNJz7fxb8xzw85WHT6I1GZYYEAZKY3SckyDMFxsJKHWNhwY+xsBxpQqnOYzvHHPhTKbbyXitmeqrjwAMP9L5kNWvWDOwRTkbjTV06o/GmGyCMxpt7GI03TW/Nesv88fU/xgVEWUWTSmlEXxsBUjZNZOSfj/uEE04IZO4O5gNJTbrzgaQbIMwHknuYDyQAuomuS1e6hKWAqPVSLbPjCztGhj1Rx8NWw1uZu8bfFbn/URYCpHyPPPKI90VT6dKli10lZcxImJp0ZyRMN0CYkTC3MCMh8oa+rKeeeqr3Zdt2223Np59+aldLGXOiJy/dOdHTDRDmRM8tzImOvKJfvHvssYf3hdt3333N8uXpTejVsWNHb32tW7e2X4aP2ifaVmq3VKUbIPoRoRkpo9vQp08fuwpCpPaPfhb6XFzOCAkQhOqdd96Juex03nnn2VVSMnjwYG9dus+yZMkSuwpKqF3896HUbqlKN0Dkwgsv9LZBT+ghe/xPSOpzcUGAIHS33nqr96VTefbZZ+0qSVu7dm1Mh8VMDJtSCNQu0TZSe6ndUhVEgDzzzDPedtSuXdt+GSFS+0c/C30uLggQhE5DnRx99NHeF09DnUydOtWulrQrrrjCW1fTpk3tl1FC7RJtI7WXiyACxB68j0EVsyOoz4EAQVZ8++23MWNZHXbYYc5T3o4cOdJbjy6PTZkyxa5S1NQe/suGai8XQQSI+H/5Pv744/bLCIHaPfoZpHMmSIAga/r16+d9+VRcbuyKRhA94IADvPXQSS2Wv7OY2inVEVejggoQDWkT3R76g2SHv/9HOkMMESDIqksvvTQmRN588027SlL819b1iPB3331nVylKage1R7RtXK91S1AB8t///jfmM//yyy/tKsggtbe//fV5uCJAkFWrVq0ydevW9b6Eu+yyi5k7d65drUK6/LX33nt767nsssvsKkVJ7RBtE7WP62VCOfPMV7wAGT06veFo/MPbdO7c2X4ZGaT2jra9Pod0ECDIunHjxpntt9/e+yI2b97c6TKLv7e7rvmn88uqEGj//fc+1D7p6N7980h4nH32q2b16o32yym55557YoJt06ZNdhVkgNrZ/0NLn0M6CBDkBP/AiCr33nuvXaVCmm/Efy+kQYMGRTs+lvZb+x9tC7VLEPOxLFq0xmzYkP7BXr2g/eGm+2HIPP99R7V/uqMBECDICTrj8A/3vd122zmdQfgnyFF57LHH7CpFQfvtb4dcnMDprLPO8rZPc1G4nHUieWpf/5wsav90ESDIGQsWLDC7776794Xcb7/9zIoVyU305ec/MO24445FN/+29lf7HeSBIhPGjh0bE3IDBw60qyBAal9/e6v900WAIKcMHz485tLGBRdcYFep0KxZsyJf5ug66tWrZ1auXGlXK0jaT+2v/49a7ZGrWrVq5W2rLrm5jMeEiqld/Zc01e5BIECQc26++WbvS6nSs2dPu0qF/GNkqZxzzjkFf4lE+6f99O+3y5hXYfr4449jtvell16yqyAAald/O6vdg0CAIOds2LDBHHXUUd4Xs0qVKuabb76xq1XIPwOeSjodpvKBv4OeissMc9mgp+6i27znnnsWzdliWNSeatdoG6u9g0KAICdpbB7/ZDdHHHFEyn0YFERNmjSJOagGMZFVLtJ++fdT+639zwcaakUPTUS3vVOnTnYVpEHtGW1btXOQQ/0QIMhZvXv3jjkouvyiXrZsWcykU4UYInZ4aH+1366inQWjZciQaXaVhPzLpMp/2VI95ydNmmRXgQO1o38kArVzkAgQ5LRLLrnE+4Lq5rrL46hz5swx++yzT8xBVpd78r2PiLbfvmyl/dT+psMOkFNOedGsXfurXS1OOgGiEQlq1arl7YfLGSdiqf3UjtE2VfuqnYNEgCCn6fqtv3PgrrvuaubNm2dXq9D06dPjQkQ3nIP+gwqLttu+Ya79036myw4QlWeeqfhR6HQCRAYMGBCzP4V+zyrT7B8Xat+gESDIeXpe3T/UyYknnuj0RJV+mduXszQO18SJE+2qOU3b6x8/TEX7le6ZR5QdHirNmvWO9EIvT7oBIm3bts34Qa8Y2GGsds0EAgR5oWvXrjF/EPfff79dJSlLly6NmVxJRVO9an6EXL+kpe3TdvqnplXR/mi/guIPgnbthnj/u0uXUXbVGEEEyOrVq81BBx3k7ZtmT2Rk5dSovfyzdKo91a6ZQIAgL+iM46STTvK+rHqaZPTo0Xa1pOjpJPsRXxV1tHIZPiUM2i5/R7Bo0X4E/bSVPwgmTpzv/e9GjZ43M2aUPed8EAEiX3zxhalUqZK3j/Xr1zeLFy+2qyEBtZPaK9p2ake1Z6YQIMgb8+fPN7vttpv3ha1Tp47TUCdRQ4YMMTVq1Ig5IOtG/eWXX54zv3q1Hdoef+98FW23tj8T7CC45Zb3vP++/vphVu1S9nLpePbZZ2P295hjjjG//PKLXQ0+ah+1k7/d1I6ZRIAgrwwbNizmYHrhhRfaVVKiYT78Y2dFix591Ex+2ZrsSO+r9/c/ghkt2t5MDk9iB8GsWStM48a9vH/77LOfrCW2sJdL14033hiz3xpsc+PG9IaRL1RqF/9gpCpqv0wjQJB37ANLr1697Cop0+PBOqOxD9YqusfQo0cPs2RJ2ZdvgqD1633sezTRou1zeYw5VYmC4MEHP/P+rU2bgWbz5vgxqxItlw5dtvQ/xq2isdEIkVhqD7WLv53Ubi4PmqSKAEHe0TV///0A9VgP4vFVzZfx6KOPmr322ivu4K2im9etW7c2Dz/8sBk/fnzaf6BaXuvR+rRe++Z4tGh7tF1BzOeRjERBsGzZOnPCCX28fx88OH5omUTLpUsHx1NOOSWmPfRLm8tZW6gd7DMPtVdYIUuAIC8pMPxDnShQgrqZrPXoTKCsM5JoqV69umnWrJm55pprIrP9aT73UaNGmTFjxkQuMUWL/lv/rtdVT/W1nJa31+kven9tR1D7layyguCFFyZ5/56oc2FZy6VLB8ljjz02pm0aNmxY9DfWtf9qB3+7qJ3CDFd/gOj7HDYCBM506cr/x3PDDTfYVdKiM4SRI0ea9u3bm5122inuAJ+JovfR++l90z3DcVVWEKxfv8mcfvrL3ms9eoyPeb2s5YKgg6J9JqKnjXLlYYewab/9T1upqH3CDI9p06YZ/017PRkZNgIEabnooou8L7Burusmeybo8tGgQYNMx44d4zojplu0Pq1X6w/rMlV5yguCt9+e4b2mzoU//1x6wCpvuSD8+uuvcfdE1N+h2Doban/9/TxU1C5qnzAsX7488mPNPwCmih4ZDhsBgrToMV7/pSY95qvHfTNt4cKFkcdou3XrFjlj0Oi32g5/j3l/0b/rddVTfS2n5bWeXFNeEOjm+SWXDPJe/+c/S+eVKG+5oOiszH6IQkXDdhT62FnaP3t4EhW1Rxhnq+rIqkuqGk7I3gb9m34AhY0AQdrUodD/a0gdDsP4gyrP2rVrI/c/9P/zTUVBMG7cXO/1hg17munTtzydVtFyQVL/Bn9nQxXdByvUUXy1X3ZHUu1/pvt5RH300UfmsMMOiwsOTUGtS8nZ+nsjQBAIDW3i/2Jr6BPE0k3vkSNnmk8+mW2/FCOZIOjUaYRX59prt1w2TGa5IKmHtX/YExX1m9H8F4UyKZX2Q/tj9wfSfmeyh3nUzJkzzbnnnhsXHHpi8Lbbbst6OxMgCIR+AWmQxegXXJeMNAhjsVu1akPkvsWNN75rmjZ9wTvADxoU/xhuVDJB8P33yyJDm0TrKZSSWS5oGuPJHoBRRTPwvfjii3b1vKLt988kGC3a30yNbRWl9d9xxx1mxx13jHv/M844w3z77bf2IllBgCAwGubdf31Ww8Bn+xdSNqjPhiaB6thxeEwPcn95+unP7cU8yQbBvff+x6t3wQUDk14uE3Rj2T+fSLToss/Ager4mJ1LLKnSdmp77ctVKtq/TD8w8Pvvv5u+ffuavffeO+79DznkEPPuu+/ai2QVAYJAqae2f6gTPZ1SDDTU+oABX5sOHYbGnBnYRU9O3XHHh2bFirJvOCcbBIsXrzXHHdc77j0qWi5TNEeKZtyznw6KHvz69etnNm3aZC+WE7Rd2j5tp73t2h/tV6bnrlF/pUaNGsW9f82aNc2TTz4Z2lNeqSBAEDj/HNAqmhq3EM2fv9r07z/FXHnlW3EHcH85/vje5s47R5r33//BrFtX8QE0lSB49tkJce+XaDldMvvTnwaYf/zjI7NgQWb7KmjO7+bNm8cdCFX0y7pz585ZG+PMpu3Q9iT6xa+i/QhyDvNE5s6da9q1axf33rrvoqe+Mj2ETzoIEATOnspTPdZnzJhhV8tLs2eviPQIv/TS0nk6EpUWLfpGHrEdNWqW2bgxtXlOygsCm27Mq1e6/f42bU/0NZ0FPffchEjHxEz6+OOP44b58JcjjzzSPPbYY6F/N/R+el+9v71N0aLt1vZnkv5O7rvvvpgRHaJF9xNzJWTLQ4AgI7755htTpUoV7w/iqKOOCn1IkKB8++3SyAH3wgtfjztQ+0urVv0j9yVGj55jfv3V/Zp/eUGQiO632Nti8w8JHy3q1f7OO9/bVQM3btw4c/bZZ8cdJP2ldu3akV/hffr0MT/88IO9irRofVqv1q/3sd/bX7Sd2t5M032WREP16L7h4MGD7eo5iwBBxvTs2TPmj0PXkfPF1KmLIje6zzlnQNyB119at34pMlLu+PHzE46QmysUaLrc1rx56ZlItOgS3DffZH5cqx9//NHcc889pl69enEHTrvoV7nOEDTSwd133x25PzF8+PDImGbqd+Qf60z/rX/X66qn+lpOyyf6dW8XbY+2S9uXaXr0N9HlPQ2h88ADD+TdjywCBBnVpk0b749EN9f1R56Lfi859k+evNA8/vgYc+aZr8QdZP1Fr6ue6mu5fKInxHSWZN/o13/fc88os3RpOB0vNcOjru9XdEaQqaL31fuHNQOmBl7s0KFDXH+S6ARqYYzekAkECDJKQ53sv//+3h+Mes4uWLDArpYVv/222UyYMN889NBnkTMJOyj8RWci3bt/br7+epG9mrw0bdoSc/XVb8ftp4aM79v3i7QuwaVK9yTUo1uTkyUapiOIovVq/XqfMO+56Mmpxx9/PG7mTRWN3BvG5bJMIkCQcfqV53+0Uzcos9UvQPM0fPDBx+amm7qVHDBvMQ0aPB53EI0WTdykp5x0D6RQvffe9wnPuBSYegAgG2bPnh3p7/DUU09Fnug79dRTI/cLVOzhU6JF/x6to/paTstrPVpfNowYMSKup76K+pP0798/0ucj3xEgCMW9994b80f00EMP2VUyRk+7vPXWW5FLBfoluO22lczOOx9p9t33EnPooffEHDjbth1sevWaZDSNbLHYsGGT6dlzYsI+JeoMOXPmcnuRrNOoybr/kQujJ9t0hnPaaafFBYd6ld91112hDvmeaQQIQqEzjhYtWnh/TBrqJJOn72vWrIk86aKOjIlupO60Uz2z995nlvxCvM20b/+m6dfvCzNvXmY7iuW6hQt/MX//+0dxIaLe9N26fRYZlgVl0+VaPSiSaERoTXkbxk36sBEgCI06TO2yyy7eH1XdunUD7d2rdWn8Ig0+V7ly5bg/4mjZZpttTKtW55T86h5kFizIvV/X2fbFFwtNu3bx/VxatuxXEspTI/eOUErDrD/33HORqQzs75r6Q+kJsUJFgCBUmlbW/wd26aWX2lVSsnTp0sgz/qeffnrCgeeiRfdgWrVqFbmJmotzgOQaPZKsQSATdVJUf5jPP59nL1KUFA7+TrPRojBRqChcChkBgtD95S9/iflj0+BxqVAAKAgUCInGXYoWDXmtYFHAKGiQujVrNpqnnhpnmjSJHxRSnRPnzAnuDDKf6HKULkvZ3zldvtJlLF3OKgYECEKnm9r+yXHUiaqi4annzJlj/vWvf0U6YekSlP2HGy26dKVLWLqUFeTlsWKnoEjUm13BooBR0BQD3VvTjfBET4O1bt3aTJ8+3V6koBEgyIqpU6fG3Kc4+uijI4/Y+mkyHU09q2lo7T9Wf9FNct0s101z/YEjczQboh5vtoNEl7p0ySuXe+OnSz9KEnV81KO6udpBNtMIEGSNLkP5/xBvvfXWyC84DTBX3kB3KnocV4/l6vHcQp+LO9foJvprr30dualuB8kll7xoJk4MdiyrbNPTgol+xOg7qEEZc3GY9bAQIMiq888/P+4Ps6yiG5NXX321ee+99+LOVhC+lSvXRx7v9U+adfDB/1fyK/28ks/p/8ycOXPtRfKKhhfRjxT//DYqGo7kmmuuiQxPUuwIEGTV8uXLyx2+QvM0dOzYMTK0dqE/0ZKvfvhhmbn++mHmsMO6mjp1riwJ+uNNpUp7RkZj1iCFudjZrzwa0FADG+renP191D24yZMn24sULQIEWXfmmWfG/JHut99+5pZbbjGffvppQQz3UCw++OAr06TJNaZatYNKfrWXPuigzzPTU8EGRUOpa0h1Ozg0npvusSEWAYKs8w+2qEsGyF8bN/5qHn74iZIQqRZ3ED7++OPNpEmT7EVygiZvatmyZdw26wEN3ZPjPltiBAiyasKECTF/sJqICvlPIy63b98+7v6BHsHWfaxFi3JjVGP1D7r++uvjhllX+fOf/xwZPQFlI0CQVXfccYf3B/uHP/zBfhl5bvz48aZp06ZxB+fq1aubRx55JGsPQ2zatCnSr6hmzZpx29aoUaPIJFWoGAGCrKpfv773h/uPf/zDfhkF4qWXXjL77LNP3MFan//QoUPt6hmlp/gOOeSQuG3Za6+9IqMicN8teQQIskbXnf1/wJruE4VLnTz/+c9/JuzFfcopp5hp06bZiwRKox3YD2yoaAw1nQmvXr3aXgQVIECQNZq7OvpHrHmpURw0wZNmB7QP5BpH6oYbbog82h2klStXmttuuy0yNpr9nhr25ocfCqvjY5gIEGTNoYce6v0h33777fbLKHCffPJJwhEH1C/omWeeSbvfj+ag6dWrV2QaZfs9NBbbyJEj7UWQIgIEWaFZ2/x/0JmcXAq5Swf5559/vsyD/EcffWQvkhSF01FHHRW3ToVTjx490g4nbEGAICu6du3q/VHvu+++3LgscrrMpLHQEs3md95550UG1kyGLo9dfPHFcevQsP+aJ33ZsmX2IkgDAYKs0Oi70T/um266yX4ZRUo3us8444y4ANCN7jvvvLPMG91r166N3FNLNBPlySefTP+iDCFAEDpNxuPvYKYhSwC/d999N+GjthobrV+/fjFnrC+//HLCR4QPPPBA8/bbb/vWiqARIAjdo48+6v2R69l7XQcHbBom/cknnzQ777xzXDg0btw4MtNks2bN4l5TJ8WHH344a50UiwkBgtD551bQMBJAeZYsWWKuu+66hMON+IuGSbnqqqvMzz//bK8CGUKAIFQaW8h/+erDDz+0qwAJTZkyxZx44olxwaGigRonTpxoL4IMI0AQqu7du3t/9HqkUmMSAakYNGiQ15tdnQNfeeUVuwpCQoAgVC1atPACRJcbABcaFkWdBMt6KgvhIEAQGl2b9l/HHjFihF0FQB4hQBCa5557zguPGjVq8JQMkOcIEIRGI65GA6Rdu3b2ywDyDAGCUGgICf8wFW+++aZdBUCeIUAQCnX6iobHTjvtZNatW2dXAZBnCBCE4qyzzvICRHNBAMh/BAgybtWqVZHB8KIB8tprr9lVAOQhAgQZp45e0fBQB7BffvnFrgIgDxEgyLjzzz/fC5BzzjnHfhlAniJAkFHqMVylShUvQF588UW7CoA8RYAgozRuUTQ8NG7RihUr7CoA8hQBgoxq27atFyCnnXaa/TKAPEaAIGM2bNhgqlWr5gWIBr8DUDgIEGTM0KFDvfDYbrvtIhMDASgcBAgy5oorrvAC5KSTTrJfBpDnCBBkhOazrlmzphcgPXr0sKsAyHMECDLivffe88JDc1UvWLDArgIgzxEgyIgOHTp4AXLcccfZLwMoAAQIAvfbb7+ZPfbYwwuQJ554wq4CoAAQIAjcqFGjvPDYeuutzezZs+0qAAoAAYLAderUyQuQRo0a2S8DKBAECAL1+++/m9q1a3sB0q1bN7sKgAJBgCBQo0eP9sJD5fvvv7erACgQBAgCdeutt3rh0aBBA/tlAAWEAEGg6tSp4wXIvffea78MoIAQIAjMhAkTYi5fTZ061a4CoIAQIAjMnXfe6YXHIYccYr8MoMAQIAjMQQcd5AXIXXfdZb8MoMAQIAjEV199FXP5avLkyXYVAAWGAEEgunTp4oVH3bp17ZcBFCACBIE47LDDvAC5/fbb7ZcBFCACBGmbMWNGzOWrsWPH2lUAFCACBGnr2rWrFx777rtvZDgTAIWPAEHajjnmGC9AbrzxRvtlAAWKAEFafvzxx8iQ7dEA+eSTT+wqAAoUAYK0PPbYY1547Lnnnmbz5s12FQAFigBBWpo2beoFyPXXX2+/DKCAESBwNm/evJjLVx9++KFdBUABI0DgrHv37l547LrrrmbTpk12FQAFjACBsxNPPNELkCuvvNJ+GUCBI0DgZNGiRWbbbbf1AmT48OF2FQAFjgCBk549e3rhUaNGDbNhwwa7CoACR4DAyamnnuoFyJ///Gf7ZQBFgABBypYtW2a23357L0DeeOMNuwqAIkCAIGV9+/b1wqNq1apm3bp1dhUARYAAQcrOOussL0DatGljvwygSBAgSMmqVavMjjvu6AXIgAED7CoAigQBgpS8+uqrXnhUqlTJrF692q4CoEgQIEjJBRdc4AXIn/70J/tlAEWEAEHS1q5da6pUqeIFSP/+/e0qAIoIAYKkDR482AuPHXbYwSxfvtyuAqCIECBIWtu2bb0AOe200+yXARQZAgRJ0VAl1atX9wLk+eeft6tUaMyYMaZXr15mzZo19ksA8hABgqQMGzbMCw8Norh48WK7Srm+/PJLb/BFTUKl+ykA8hsBgqRovKtogLRs2dJ+uULvv/++t7yKOiP+9ttvdjUAeYQAQYU2btwYM3R7t27d7CoV+v333815550XEyJXXXWVXQ1AHiFAUKFZs2bFHPiPPPJIp/sY69evNyeccELMuu666y67GoA8QYAgKccff3zMgf/00093msJWj/4edthhMev697//bVcDkAcIECRl8+bNkYET/Qf+K664InJpKlVz5841++23n7ceXR4bNGiQXQ1AjiNAkDQ9yuufB13lb3/7m10tKd98843ZZZddvPVoXK1Ro0bZ1QDkMAIEKVm5cqU54ogjYkLkqaeesqslZfTo0aZy5creenbeeefI474A8gMBgpTNnz/f7L///t6Bf5tttjGvvfaaXS0pb7/9dswTXrVq1TKzZ8+2qwHIQQQInMyYMcPstttu3oFfc4R89NFHdrWkqHe6/4zm4IMPNkuXLrWrAcgxBAicjR07NmZ0Xg118sUXX9jVknLffffFhEiTJk3orQ7kOAIEaRk+fLjZbrvtvAP/XnvtZX788Ue7WlKuv/76mBA588wznR4VBhAOAgRp69Onj9l66629A3/9+vVTHitL9Kjw+eefHxMiV155pV0NQI4gQBCIrl27xhz4GzVq5NxbvXnz5jHr+vvf/25XA5ADCBAEplOnTjEHfs0Z4nIJasWKFebwww/31lO1pAx5+mm7GoAsI0AQGF2CuvDCC2NC5PLLL3fqrT5v3rxIb/WaJetoVVL+ts02Zs7rr9vVAGQRAYJAJeqt/n//9392taR8N22auXjXXc1dJet4o6T8tOOOxtBbHcgZBAgCp97qDRo0iAmRf/3rX3a1pMwdM8a8U6WKWVCyDqNSo4YxU6bY1QBkAQGCjFiwYIGpU6eOFyDqrT5gwAC7WlI2Dh1qzHbbbQkQlVq1NMa8XQ1AyAgQZEyi3uojR460qyXnhRdKA0Tl4IONWbLErgUgRAQIMmrcuHGmatWqXoiot/rkyZPtasm5//7YEDn2WGPorQ5kDQGCjBsxYkRgvdVNx46xIXLGGcY4PCoMIH0ECELRt2/fQHqrm82bjbnggtgQad/ergUgBAQIQvPggw96AaLSvFEjs96ht7pZv96YFi1iQ+TOO+1aADKMAEGobrjhhkh47LzVlg6CvVq3Npt//dWuVrEVK4w5/PDYEOne3a4FIIMIEIRKvdU7XHSROa3kgB/tILjkssuMceitbubNM2b//UsDZJttjBk40K4FIEMIEITu1w0bTP+WLc2wkoO+10Hw9tvtasmZPt2YXXctDRH1Vv/4Y7sWgAwgQJAVm1atMisaNIi9BPXkk3a15IwZY0yVKqXrobc6EAoCBNmzYIExderEXoJ69VW7VnKGDYvtrb733vRWBzKMAEF2ffutMbvtVnrg32EHYz780K6VnN69Y89oDjqI3upABhEgyL7PPzematXSA3+1asa49lZ/4IHYEGnc2BiXR4UBVIgAQW54553YS1B77mnMzJl2reT85S+xIXL66fRWBzKAAEHu6NfPmK23Lj3wH3igMa691du0iQ2RK65we1QYQJkIEOSWhx6KPfA3bGjML7/YtSq2YUN8b/U77rBrAUgDAYLcc+ONsQf+1q2NcemtvnKlMUccEbuuf//brgXAEQGC3KNLUBdfHHvgb9fO7RLU/PmxvdXVX0TrB5A2AgS5SZegTjopNkQ6d7ZrJUe91aOPCuuMBEAgCBDkrlWrjDnyyNgQeeIJu1ZydCbSv78xy5bZrwBwRIAgty1caMwBB5QGiHqrv/KKXQtAFhAgyH3ffWfM7ruXhkg6vdUBBIYAQX4YPz6+t/qkSXYtACEiQJA/3n3XmO23Lw2RdHqrA0gbAYL8ohvhdm/1RYvsWgBCQIAg/3TrVhogKscc49ZbHUBaCBDkp5tuig2RW26xawDIMAIE+cnurd6+vV0DQIYRIMhfGzca06XLluHb1V8EQKgIEACAEwIEAOCEAEFx0NzoGsr9jDO2DI2iTokamVf/WzMWPv202+RVQBEjQFDYdLNdk1RVrx771FaiojoPPshw70CSCBAUrvXrjTnvvPigqKhoGS0LoFwECApX27axwVC3rjFPPWXMtGlbOh6uWWPMjBlbLl+pR7u/7p//bK8NgIUAQWF68cXYQLj22i2P/ZZFr113XewyL71k1wLgQ4Cg8OgeRr16pUGgM5Fk+c9adFbC/RCgTAQICs+wYaUhUKOGMStX2jXKtmLFlmWiyw8fbtcA8D8ECAqPf5ws/e9U+Ze/+Wb7VQD/Q4Cg8DRqVBoA77xjv1qxESNKl2/c2H4VwP8QICg8tWqVBsD8+farFZs3r3T52rXtVwH8DwGCwlOpUmkAuPTnWLeudPnKle1XAfwPAYLCk26AaBkCBKgQAYLCs/feXMICQkCAoPA0bFgaANxEBzKGAEHhufHG0gBweQyXx3iBpBAgKDxDh5YGwM47G7NqlV2jbOp06O9IqE6JABIiQFB4fvttyzwf0RBo186uUTYNohhdTsOhMJQJUCYCBIWpb9/SIFDp2NGYX3+1a5XSa5pb3b+MBmQEUCYCBIXrootiA0GDI2rodg3hrqHc16415ttvjenRw5j69WPrXnyxvTYAFgIEhUsB8ac/xQZDMkXLaFkA5SJAUNh0P+SBB4ypVi0+KOyiOvffv2UZABUiQFAcFi82pnt3Y047zZg6dYypUmVL2X9/Y1q33jJT4aJF9lIAykGAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnPw/sPDiLLAFZcEAAAAASUVORK5CYII=)
PN: 4H15-5-1D
CAS: 131773-23-4
Molecule Weight: 180.59
Formula: C8H5ClN2O
![3,5-Dichloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-5-6W
CAS: 1980053-45-9
Molecule Weight: 249.05
Formula: C8H6Cl2N2O3
![3,5-Dichloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-3U
CAS: 1227954-34-8
Molecule Weight: 231.03
Formula: C8H4Cl2N2O2
![Imidazo[1,2-a]pyridine-2-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-26
CAS: 118000-43-4
Molecule Weight: 146.149
Formula: C8H6N2O
TSCA: Not listed on TSCA inventory