![3-(Chlorodifluoroacetyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 4H48-7-X5 |
| CAS | 219296-24-9 |
| MDL Number | MFCD11035867 |
| Molecular Formula | C9H5ClF2N2O |
| Molecular Weight | 230.6 |
| 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: 4H48-7-X5
CAS: 219296-24-9
Molecule Weight: 230.6
Formula: C9H5ClF2N2O
![1-(6-Bromoimidazo[1,2-a]pyridin-3-yl)-2,2,2-trichloroethanone](data:image/png;base64,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)
PN: 4H17-D-0A
CAS: 1440535-48-7
Molecule Weight: 342.4
Formula: C9H4BrCl3N2O
![2,2,2-Trichloro-1-(6-chloroimidazo[1,2-a]pyridin-3-yl)ethanone](data:image/png;base64,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)
PN: 4H17-5-0E
CAS: 1823257-78-8
Molecule Weight: 297.94
Formula: C9H4Cl4N2O
![1-{Imidazo[1,2-a]pyridin-3-yl}ethan-1-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB5/AAAefwGZ76VgAAACG3pUWHRtb2xTb3VyY2UAAHichZRZb5tAEID/ymify95clnFkJapUKUmlJpH6Vq1h7SAZiABf/76zYDumdomMmWPnm4WZWaZ3+2INW1s3eVUmRFBOwJZpleXlKiFvr9+9iNzNpikGYWDZJOS9bT8mjO12O5q+28Lsq5KmVUH69cm+yQcxO0WresUk54L9fnp86RgvL5vWlKlFqsknTed8rFLTdk/xny1YYeptXrI+nBX1ts/2R3J3cbpvMvL5Lve4NkcUlvnawrKqC9PCVnKKF/8GK1va2rQ2g8UB3YpqfPfZ9OmhSjeFLVtUXYY8NeuXtt6k6CiqtU03mAyVHw8JKQQCpq2KeV2bAzjNuY0AI8EoMBqMDyYAE4KJwMRgBMc/rguJdV5bt9Hr4cPi08I9/AR3f+7u/e8ZCyQTwqnQSoOggY5DkDSIuEQhpB+gU0quT5aifoxrmsZSxRBQ6YfBSRydfQiBAyb2NFVK+YCSC6XA86nwwwg8SX0dheAJqrhEG0vmB7GTvkIbi6hCeTYxnIe9jPSnjdVh5/LMpouqzC5UyLOELATp6vbLLht5LB2Bqs5sjdPoErjQS0AOAVfoMyBvAeoK0OM76CHgmngG5rcAfwi4lo8DwRBwAzIOhEPAjdM4EA0BN3zjQDwEulEdJ9z6oHXdaH/B/Nvu41EYZeRVP75E1FW9biPsYibZ6XijenX02cV3geHXcPYXyPSK3Hnp39wAAEVhSURBVHhe7d0JvFXj4v/x6yalMmSIClFCbkTGKCQzmaJEZSjEzTyGpJ/KUJdMkStJcQ0N0kCm0CDJUERlCJU0z4PE8++7+u911n72Pufs/ey99nQ+79drvV511rPWXnudfdZ3r/VM/zAAADj4h/0DAAASQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAyEtffPGFqVWrltlpp53MM888Y69GBhAgAPLK8uXLzY033mjKlStn/vGPf/jLaaedZmbOnGkXR4gIEAB5YdOmTd6dxi677BIVHMGlfPnyXrgoZBA+AgRAzhs3bpw5+OCDYwJDYVKnTp24P1fYKHQQHgIEWXHYYf2ilqFDv7WLxBXcBoXvp59+Mi1atIgJiAoVKpi7777brF692vz9999m4MCBpkaNGjHlGjRo4IUPwkGAICvsADn55BfN2rUb7WIxCJCyQcGggFBQ2KGgQFGw2LTNXXfdFXebCy64wMyZM8feBCkiQJAVdoBo6dv3M7tYDAKksOlu4sUXX4x7N6FHWB988IG9SQyFy/nnnx+zfcWKFc0999xj1qxZY28CRwQIssIODy3HHNPfLFxY8h83AVK4Jk+ebI466qiYC7/qM55++umk6zMUNgcddFDM/mrWrOmFFFJHgCArgkHQps1Q/99du46zi0YhQArP/PnzTbt27cxWW20VdaFXi6obbrghpRZVCh2FT7yWW0cffbQXWnBHgCArgkEwdep8/99HHPGsmTlzsV3cR4AUjg0bNpju3bubKlWqxFzcTz31VPPdd9/ZmzhbtmyZF0YKpeDrKLQUXgoxJI8AQVbYQXDTTW/7/+/YcaRVuoi9HfLTkCFDzD777BMTHPvtt58ZNWqUXTxtFEoKJ/t1FWI9evTwQg2JI0CQFXYQzJmz3Bx55H/9n40f/4u1xRb2dsgv06ZNMyeccELMBXyHHXYwvXv3Nhs3lt4SLx1Gjhxp6tatG3McCrWhQ4faxVEMAgRZES8IevYc7//sggteNX/99Xdgiy3ibYfct3jxYnP11VfHDD+i/3fo0MEsWrTI3iR0CqtevXp54WUHSdOmTb2wQ8kIEGRFvCBYunSdadLkef/nQ4bMCGyxRbztkLt0ke7Tp4+pWrVqzEX6uOOO8wZEzLaFCxd6IfbPf/4zJtw6duxolixZYm+C/48AQVYUFwTPPfe5//N4nQuL2w655+233zYHHHBATHBoBN1XXnnFLp51CrMmTZrEHK/CTyH4559/2puUeQQIsqK4IFi//k9z+umD/XVPPTUlan1x2yF3zJo1y5x55pkxF+LKlSubbt26mXXr1tmb5BSFm0LOPn6FoUIRRQgQZEVJQTBixEx/nToX/v77an9dSdshu1asWGFuueUWs80228RcfC+55BIzd+5ce5OcpZBT2FWqVCnmvSgcFZIgQJAlJQWBKs8vuuh1f32XLkXDV5S0HbLjr7/+Mv/973/NrrvuGnOxPfzww83EiRPtTfKGQu/iiy+OeV8KSYWlQrMsI0CQFaUFweTJc/31hx/ez3z33ZbOhaVth8z66KOPzKGHHhpzgd19993NgAEDvLGtCoFCUGFov89q1ap54akQLYsIEGRFIkHQqdNov8xVV23pXFjadsuXrzfjxs2JeuyF9Pv5559Ny5YtYy6oGgn3jjvuMKtWrbI3yXsKw+eff94LR/t9K0Q//vhje5OCR4AgK0oLAvn++6Xe0CaRch999HOJ2+nR13nnveKvv/TS4eaFF7408+attIvC0dq1a829995rtt1225iL6DnnnGN++OEHe5OCo3BUSMar62nVqpUXrmUFAYKsKCkIgrp1+9Av16LFqyVupxZcwd7swaV16yHmv//93Pz0k/vAfGXd4MGDzR577BFz0fzXv/5l3nvvPbt4wVNYKjTt86FwVcgqbAsdAYKsKCkIghYtWmuOPbZ/TCAUt93w4d9FNQOOtyiInn76MzNrFh3EEjFlyhRzzDHHxFwod9ppJ/Pkk0+W+f4RCk+FqH1+FLYK3UJGgCArSguCIF3s7RAobbtp0343ffp8Ypo3fzlmu+By9tn/M48//qn5+uuF9i7KvAULFpjLLrsspof21ltvbTp16mSWLl1qb1JmKUQVpgpVO0gUvp99VvpkafmIAEFWJBoEot7o6pVuX/wTpRZc6pAYrB+Jt5xxxkumd++J5osvFpgCaTzk5I8//jAPPPCA2W677WIuhieddJKZMSN2iBlsoVBVuCpkg+dNIXz55Zd7oVxICBBkRbJBMHTotzEXfBc//rjM9Os31bRqVdTPJN5yyimDvMEdp0yZbzZtKjtNNIcPH27q1KkTExz77ruvGTFihF08J/z666/2j7Lum2++8cLWPo8K5QcffNAL6UJAgKDM+vXXlaZ//y9M27bDYgIkuJx44kCvMn/ixF/Nxo2FGSa64DVr1izmgrf99tubhx56KCsXPI3gO2HChM2B38/rtHfWWWeZ/fff3+y9995xZxjUop9rvco1b97c2+7ZZ581kyZNysojtzfeeMMLX/s4FdJal+8IEGCz335bbQYPnmbatx/hdVy0QySyHHfcAK9nvPqabNiQ/5XHuqhee+21xT5y+f333+1NQqPXevnllzf/DtrHnWwqHYsu3FdddZV57bXXMhYoCl/ddSiM7eNRaCu88xUBAljU8uvVV78xV189Mqofir00btzfdO78nhk79gezbl1+hYkqfZ944om4lb7HHnusmTp1qr1JKNQUtkuXLqZ+/foxx5GJ5bDDDjM9e/Y08+bNsw8t7RSQCuV4jRL+/e9/ZyzQ0okAAUqwbNl6r2nwv/892hx1VPw+Jlo06OO1175gXn/9A7NyZW73wn733XfNgQceGHMx3XPPPc1LL71kF087jR+lx0oKKvsY7EWDGR5yyCFer/euXbuaF154wTv+cePGecOvz5kzx1/0f/1c61VOfTEuvPBC06BBA1OxYsWYfQcXXdQ11e3//vc/s379evuQ00otsuK9d4W5Qj2fmkUTIMiIGTMWmYUL19g/ziurVv1hRo6c5c3f3qjRc1EBcsghj5k6da411ao1Ndtvv5c57bTTTP/+/b3n+Lni+++/N2effXbMhUsd33RxDrvjmyq71UKppIu56jAUFqr3mDlzpr2LlKj12FNPPWXOP//8uLMQBi/k9913n1m+PNxOpwprhbb9+gp3hWA+IEAQuscem+w/8vnll8IYvVRNi99++3tzxx3veh0d69fvYWrVamOqVj3cbL11Ff9ioMcTJ554ounbt6/57bff7N1kxMqVK83tt98ed+iNiy66aPPvJP788+ny448/miuvvDLu62tRfYcu2F9++aW9aWg0+OGnn37qDUlSo0aNmGPSsuOOO3p3McuWLbM3TxuFtsI73tAwCnuFfi4jQBCq8eN/iaqUfuedH+0ieU+V6e+887W57rpHTPXqDWMuBJFlq6228ma8e/TRR0O/aIsukroL2m233WKOpWHDhqEP/qepYFUhblfQa1FzVq0L+xgSsWnTJjNmzBjvzkeDQdrHqrsV1ZNoet6w6POgcbTs11boKvz1JSAXESAIzeLFa81JJw30w0Md+TReVSHbsOEPM3r0aK+yNF4FdXA58sgjvQ57YQxAqOavqiC2X1PDjz/33HOhDj+uUWs1xHm8968we/jhh83q1bk5WrLmR1fT33gTSWm4Ep3XMClQFe72a+u8aSTgMH9vLggQhEIj415zzSg/PI4++r/m229zpz4gE1QZqnGS1Gw03l1AcFFFr2bA+/bbb+3dJEX1DK1bt47Zv77J3nrrraF/k/3qq69Mo0aNYl6/Zs2a3rziYVdQp8uiRYu8b/5VqhQ9jtSiu0j9PsOsH1FIKOQV9vZ51JwkYYdYMggQhGLAgC+jKpnVx6Is00Xhww8/NNdff33cEW2DizrB3XPPPV6rokRpClbVI8T75qwOeLNnz7Y3SbtevXqZ8uXLR722nu3ff//9WemImA66I2nTpk3MOVXl9yeffGIXTyu1VlPox6s70iyJudADnwBB2mlgwmCT1+uuG1Omx5aKRz2jb7vttlI7zNWuXdv7JlzSxUpNT/faa6+YbevVq2fGjh1rF0879V9Qr2/79c844wzz008/2cXzku4k7R7lCsvHH3/cLpp2Cn99CbDPr74s6EuDvjxkCwGCtFqz5g9vhNtIeGhMqaVLs/cBj8hEpbWrzz//3Lvj0J2HfZEILvrWqzsYTSOregZt17hx45hyVatWNY899lhG+hMo2Ozw0uO6oUOH2kXznh6/de7c2ZQrVy7q/aryOxN1OvoyoC8F9u9b519fIrKBAEFa3XXX+354qBf3J5/MtYuknZ7rqxWNWjddc801XrNZjYcUrxJXi36u9Sqn8tpO24ddP5AI9VVQXcjBBx8cc9zBxX5UpEWtnfR+1PopE3TRsh+vNG3aNGvNlTPlnXfeMbvuumvU+1YdViaGfdGXAn050JcE+/dfvXp17zFpJhEgSJs335wVVe+h/h9hULNLPVK48847vZZM9tAQrov2o/1pv9q/Xieb1DpLzUd1TPax2ovCcPr06fYuQqNHN8Hzrn9rSJJsn7NMmTt3bkxjgbp162ZsOlt9SejYsWNME+mdd97ZLhoqAgRpoQ6CTZo874eHRrj988/0NjmcNm2a18RS37TsC2gYi15Hr6fXzTY9gnvkkUdiHlmpV/ewYcPs4qG6++67o45B/ST0rbysUb8QtcgKngs9Zvzuu+/soqHRl4bgbIgasDGTCBCkTEOcX3LJUD88FCQaKj1dNOx1ad/C1TFNM7+px7NaA2nuCo2LpN7NwfGS9H/9XOtVTuW1XbzJk4KLXj9Xht/u0KGDf1xXXHGFvTpUekQWPC8KWTXdLctULxI8J3q8lckRdl999VX/tQ844AB7dagIEKTsP/+ZFPXoavTo1JuMqpJYz9gPOuigmIu5FlVk6nl79+7dvRZNqVYYa3vtR/vTfu2K0sii49Fx6fiy5YYbbvCPRwGYKfadh1olFUorq1Tpy4j6iETOje5EMjHCrwQDRHcjmUSAICWaZCk4VInmykiVvtHqrsC+eEcu4OrJPH/+fHuztNL+9TrFBZiOL1vfvLMRIKrzCL5/jZCrPhIoogEggyGihhCZaJhBgCAvLVmyNmqu8nPP/Z83yKCrVatWeRdHu2JQyymnnOI1X80Gva5e3z4mHaeOV8edSZkOEN1xBSvMdedBeMSniaOCnxFNGBV2J0oCBHlHT3CuvXa0Hx4aqkRDtrtSr2u7o5YWzdGg+RNygY5Dx2Mfo447mV7jqcpkgKifR7Cpruo8eGxVMs3wGPx8XH311XaRtCJAkHcGDvwqqt7jxRfdWyppjgZ7FFR1jsrVzmg6LrvznI5f7yMTMhUg6mEefJ8a3jxbj+3yiYatOffcc6M+H6+//rpdLG0IEOSVb76JHqpEs/W51Cmr4rpdu3ZRf2h6hnzTTTeZNWtye/IpHZ+OM/jMW4veT6oV+qXJRICokUBweBI9wiqLTXVdaXiR4DS96vgXVh8RAgR5Q0OVnHNO0VAlqgNxGapEE+lorKTgxVc9xEeOHGkXzWk6XrvHu95XmLP7ZSJAevfuHfWe1EkQyVFT3uBEUZrGNoyOlgQI8sY99xQNVaLWV2qFlSw9GrF78R5xxBE5MbqoCx23jj/4fvT+9D7DEHaA6DFVcKgUNWvOtXko8sUzzzwT9bno0aOHXSRlBAjywqhR0UOVPPpo8SPEFkffzO3wOP3003P+kVVpdPx6H3aIhHEnEmaA6NFV8PejgRELfWyrsLVo0cI/n5UrV077FyUCBDnPHqqkTZuhXg/0ZKhuwH5spbkWwq4zyBS9D3vuCL3fdL+/MANEMwkGjz9XGzLkk8WLF0cNfnjhhRfaRVJCgCCnbdy4yVx0UdHUtAoSBUqyLr300pjwyGaP7jDo/dghovedTmEFiC50Gowvsm+FH9LjiSeeiPpMfPBB6h1uIwgQ5LRu3Z4ztWtfaQ48sKsXIHqUlSw1cQ3+AZ122mneYHSFSO9L7y/4ftPZxDesAAmOsaXKX/p7pI8qzzXke+T8qoVWuuqVCBDkrLfffsdsv/3+ZtddTzB77XWJufXWl+0ipVInO40aG/mQa2DCMOoGconeX3AASL3/dHU2DCNAfvzxx6gRADQmGNLr448/jmr2/dprr9lFnBAgyEmaIEeVqP/4x1abv5Husfnu43yzalVyF34N8xHsYa4mr+muRMxVep/BJr46D+kY9iSMANF+IvusWbOm2bBhg10EaRDsW3PYYYfZq50QIMg5epYfHP9JzTqnTPncLlaq4MVO377yrZ9HqvR+g986dT5Sle4AUdAFhyvp06ePXQRpMnHiRP88a0lH50wCBDlHw1MHP+gPPfSQXaRU6k8QfCxy44032kXKBL3vyDnQ+Uh1OJB0B0inTp38/emOU72oEZ7jjz/eP9/qY5MqAgQ5RYMGBr+RnnzyyUm3llL54JDsGlMp3/t6uNL7Do4ppfOS7PkMSmeArFixIqq3tIawR7jGjBnjn28tqU5FTIAgZ9h1FtWqVTMLFiywi5VKQ4AH/0gyPe1qrtH7D54PnR9X6QyQZ5991t+XpkNdvXq1XQQh0IU+ct7vuOMOe3VSCBDkjLZt2/ofRj2717elZOnbdXAiJjVphYlq2qvz43oXks4A0fhMkX21b9/eXo2QPPDAA/551+yFrp8FIUCQEwYNGuR/ELVotFkXmjs8uJ8pU6bYRcoknYfgeXGdYz1dAfL9999HVfCrmSky45dffomapGvcuHF2kYQRIMg6XUy22247/4PYsGFD55nUgv0f1JILRYIt23SeXKQrQDTCbmQ/derUSelbMJIXrExXJ05XBAiySj2ng6PJVqlSxcyalXxvc5k2bZq/Hy3ZmoY2V+l8BM+Pzley0hUgwfkq7rvvPns1Qhasf1LrN1cECLLqtttui7qoDRgwwC6SsFtuucXfj57zI1awfkjnK1npCBB1Eg0+vvryyy/tIgjZ/Pnzo/7uZsyYYRdJCAGCrBk7dmzUs9jWrVvbRRKm8X40Z3ZkXzQJjU/nJXKOdL6SnWQoHQHy8ssv+/vYddddeXyVJfvtt5//e3AdL40AQVYsXLjQ7L777v6Hr3bt2mblypV2sYS99957/r7KlSvnfcNCLJ0XnZ/IudJ5S0Y6AkQtriL7aNmypb0aGXL11Vf7vwfXYd4JEGScvnEGm5VqqJLJkyfbxZKi9uyR/aWjh20h0/mJnKtk+wGkI0D22Wcffx/9+vWzVyNDgv2l1OfK5U6QAEHG/ec///E/dFrULj1VwdZXjOZaMp2fyLlKtjXWbbd1M5Uq1fKWf//7Tnt1qTTvR/B3P3v2bLsIMsSuB/n555/tIqUiQJBRU6dOjRqqpFmzZinPTaAhMYKPZSZNmmQXQYDOT+Rc6bzp/CWqS5dnTfXqZ3nLrbc+Ya8u1fjx4/3XrlSpUsq/e6QmOGKzy+CKBAgyRkNV1K1b1//AqQI1HXNev/XWW/4+1Z8k3dO4Fhqdn2C/G52/RPXsOcrUq3eXt9x773B7damC09Yecsgh9mpk2NFHH+3/Pp588kl7dakIEGRMcFpZNeMcNWqUXcTJo48+6u+3cePG9mrEofMUOWc6f4nq3XuiP71w9+7J97MJNrVu1aqVvRoZ1q5dO//3cf3119urS0WAICNeeukl/4OmJR1zU0R07NjR3y9jKiUm2BJK5y9RqQbImWee6b9u165d7dXIsGB9mMu4cQQIQqcpSzXaauSDpkcX6Zx1LtiqiP4fiQn2B0mm1VqqARLsyDh48GB7NTIs2BLrwAMPtFeXigBBqDRUSbCFVOXKlc3MmTPtYinZe++9/f27DhJY1gQHndT5S1SqAVKrVi3/ddP1CBPugvWHGpk3WQQIQhXsn6Glf//+dpGUVa1a1d8/o7omRucpcs50/hKVaoAEW/3wu8q+YKu4HXfc0V5dKgIEodEQ7cExj8KqNA1OXcu4SonReYqcM52/RKUaIOo0yu8qd2iKY5fPQQQBglCoV2vwwr7HHnsk1d8gUZpDO/IaWn744Qe7COLQeQqet0TnIk8lQPhd5R7VT7p8DiIIEIRCHcSCdx/6cKk+JN2WLl0a9QeQjn4lZYHOU/C86TwmIpUA4XeVe+zPwZIlS+wiJSJAEJrbb7896sN5553JD31RGr7VuuEOBMIdCHKaRluNfMA0dHuyo78mgjqQ5FEHAqEOBDlt+fLlUc1sa9SoYRYtWmQXSwmtsJJHKywIrbCQ8yZOnBh1l6DeyC5DRxeHfiDJox8IhH4gyAv333+//0HT0qdPH7uIM3qiJy8XeqKrmTeyi57oyAtqlXXCCSf4H7YKFSqk7Rk4Y2ElL1tjYZ111ln+69577732amRY8IsdY2Ehp82bN8/svPPO/gfugAMOMGvWrLGLJY3ReJOXrdF4b731Vv91mc42+9q2bev/PlwGOCVAkFEjRoyI6h9yxRVX2EWSxnwgyUllPpBUA+S5557zX7dBgwb2amRYcJy6p556yl5dKgIEGdepUyf/Q6fllVdesYskhRkJk5PKjISpBsiECRP81952222ZkTDL1PIq8vt499137dWlIkCQcevXrzcHH3yw/8HbYYcdzJw5c+xiSWFO9MSlMid6qgGins6R19by3Xff2UWQIb/++mvU70L/TxYBgqyYMWOGNyd25MPXqFGjlB49BUf9TaZVUVkUbLWm85aMVANE9t13X//1XR6bID3UCi7ye9h9993t1QkhQJA1/fr18z98Wu666y67SMLUwz2yHz2WmT9/vl0Em+m8BB/3JTsyQDoC5Oqrr/Zf/7zzzrNXI0NU/xj5PVx00UX26oQQIMiqCy64wP8AaqiTDz74wC6SkE2bNpnq1av7+6I/SHzB/h86XzpvyUhHgLz22mv+MagXfLLHgPTYZ599/N+Dvsy5IECQVRrqJNg7uWbNmmbx4sV2sYTccsst/n7UYQ2xgh35dL6SlY4AUT2IvixEjuPTTz+1iyBkP//8s3/+tcyePdsukhACBFmnljnBoU6aN29uF0nItGnTov4oPvrI7QJXqHQ+gudH5ytZ6QgQadiwoX8cydbDIHUaCSJy/jVXjysCBDmhW7duURe3xx9/3C6SkGBrrFNOOcVeXabpfETOTbKtryLSFSA9e/b0j0UDbPIYK7MOP/xw//xfd9119uqEESDICeoPcPzxx/sfxooVK3pDTScrOEiglilTpthFyiSdh+B5cR10Ml0BMnfu3KjK/DFjxthFEJJvv/026rOQyiNEAgQ5QxeV4HDf9erVM2vXrrWLlUij/Aaf87uM71OIdB4i50Tnx3U05NGjZ/sBMnTot/bqpJx66qn+MV144YX2aoRErR0j533//fe3VyeFAEFOGT58uP+B1NKhQwe7SKmCI4xqGTZsmF2kTNH7D54PnZ9UfPLJXDNhwi/2j5MW/D1pcM3ff//dLoI0U1+rvfbayz/vGkwxFQQIcs61114bdcFTs89k6Nv1Mccc42+vP5h0DNqYj/S+gxcMnRfXu49004gEwTtOl1ZhSM7AgQP9861HiKmOAEGAIOfowlK/fn3/g6nxetTsMBmqPwm27LrxxhvtImWC3nfkHOh8uNQrhem+++7zj69y5cpm4cKFdhGkieoZ9Vg4cr7TMRoyAYKc9M0333iD7UU+nPrmnOxQJxqeOrK9RgAeOXKkXaSg6f0GRz52Ga47bOoHFBzQ7/bbb7eLIE2GDBkS9feQjvl4CBDkrKefftr/cGq555577CIlWrVqVdS4S3pc4jJgXD7S+ww+HtJ50PnIRZpYKnKcVapU4S4kBHpsGex7o2ml04EAQU47//zz/Q+ontmOGzfOLlKiL774wmsSHNmH+j8k27Ir3+j9BfvD6P3rPOSqZcuWeSMyR463TZs2dhGkKDgPi5aJEyfaRZwQIMhpurjsueee/odUvWY1FEYyNOJr8I9HTVo3btxoFysIel/BJrta8mHE22DHQi0uc1MgvqVLl5pdd93VP7dnnHGGXcQZAYKc9/HHH0d1OjvnnHPsIqW69NJLoy5Q+pabK62R0kXvR+8r+D71vl1E+nok2+cjuE0yFHzBhhN65KbGFEhdcPRj3Y3+8MMPdhFnBAjyQrC1jpYnn3zSLlIiVcDrm5cdIslWzOcqvQ87PPR+Xd+fHSAnn/yiWbu29Ls21wARjYkWHGQxleH9scXkyZOjzmnXrl3tIikhQJAXNFZSkyZN/A+rvklNnz7dLlYi1Q1o4qrgRfb000/P+z4iOn69j+D70vtMpa7HDhAtfft+ZheLkUqAyFVXXeW/B911vvPOO3YRJEhTFdepU8c/n/p3uu/qCBDkDbUs0vwRkQ/sgQceaNatW2cXK5GeB9shcsQRR+Rt6ywdt47fDg+9z1TY4aHlmGP6m4ULSw7bVAPErvPSs3sNcYPkaXiYyHnUXcjYsWPtIikjQJBXhg4dGnWx1DfWZOmbuf04S01e862fiI432FRXi95XKnceEcEgaNNmqP/vrl3H2UWjpBog8sknn5htttnGf08KxEJt9BCWvn37Rn0uwupfQ4Ag73Ts2DHqj0MdpJKluoF27dpF7Uedq2666aacf6Sl49NxBjsJatH7ca3zsAWDYOrU+f6/jzjiWTNz5mK7uC8dASKPPfZY1Htz+aJQVimAg03XXTrhJooAQd7RYyt9WCMfXD3W+uUXt8H91MRVA/kFL1YaO0p3OrlIxxUc20qLjj/dTXXtILjpprf9/3fsWPydmr1dKlq1ahX1Pjt37mwXgUVDte+8887+OdMdquvfRiIIEOSlr7/+Omqok8aNGztPSqROdsEe65FFw41/9lnpFceZoOMIDn8eWXTcYXQStINgzpzl5sgj/+v/bPz4+Bcle7tUrF692hxyyCFR75e57ounuqLglwuNfRb2PCsECPKW3UFQQ2K40jAfGisqOABjZNFMftmaHlevG5xJMHhx0PGGNTxJvCDo2XO8/7MLLnjV/PVXbD+aeNulQkO8161b13/femz37LPP2sXKPDWaCN6V6zwNGDDALpZ2BAjy2rnnnut/gNXsM9ULvUarDQ4FH1w0EZO+Ac+fP9/eLK20f71OcGKs4KLjC3tU3XhBsHTpOtOkyfP+z4cMmRHYYot426VKIzEHW2bp4vjggw/axcos3XkEw0PLAw88YBcLBQGCvKZvXhreJPIh1oUm1Sas6tGtyY6Ku4ArqJo2bWq6d+9uJk2alHIFpbbXfrQ/7TfY6z646Hh0XJnoQV9cEDz33Of+z+N1Lixuu1R99913UcNxaNG8Ma6PLQuF6jzsOrFMTl1AgCDv6a4jeNE977zz7CLONHd4cGDCeMt2223n3RVceeWVplevXmbEiBHeoI8aLlsT9kQW/V8/13qVU3ltp+3tfQYXvb7rHOauiguC9ev/NKefPthf99RT0XPOF7ddOmiI/+CdiBbdgSbbF6hQqLVVsMJci8IjE18wREPxB5vD61gyiQBB2gSHBNeidvDpNG3aNG/GvOrVq8dc4MNY9Dp6Pb1uNpQUBCNGzPTXqXPh77+v9teVtF06zJs3zxx88MFR50p3ZgqXskSf72BT3Uw+1tNdn6Za2GWXXaJ+D9tvv71dNFQECNJGH+pjjz3W/zCrhZZaaqWbXue9994zd955p3dnEBxnKJVF+9H+tF/tP9uPZkoKAlWeX3TR6/76Ll0+8NeVtF26rFy50jRr1izq/On3/cwzz9hFC47ee7CHuRY1qHj++eftoqH44IMPYgJcizp+prspeWkIEKSV2rsHhzrRM9mwH2/oD1pNJR999FFzzTXXmBNPPNHsvffeMT3EI4t+rvUqp/LaTttrP7mktCCYPHmuv/7ww/uZ777b0rmwtO3SRT3Tg6PMRhbNH7N4cfEdHfOZBkasXbt2zOcp7Ka68tNPP5kWLVrEnG/1Qbr77ru9JteZRoAg7V5//fWoD7h6rWdbmB25XKxe/Yd5990fzaefzrNX+RIJgk6dRvtlrrpqS+fCRLZLJ41CEJwSV4u+RDzxxBNZv4tLFzUKUVjad7uqPwv7s6VgUEDYnW21KFAULNlCgCAUwRFdtQwbNswuUuYsX77eq7u47rox5uijizoEKkjiSSQIvv9+qTe0SaTcRx/9nNB26aaLaPDxZWRp0KCBN5dMvlJleP/+/WPqGlTfobGtUm39VxK99sCBA02NGjVizqseYSU7M2gYCBCEQoMJaqTeyAe+LM2FHrR48drNd2QzvKFHgr3Ig8vgwfEr6RMNgm7dPvTLtWjxasLbpZvuNjSrYeXKlWMueGeffbbXTDpf6OKtO6tDDz005r1oSPYwRtUNUuuuo446Kua1FWSqZ8qVOzsCBKFR66VgKxXNJZIrH/wwLViw2rz00nTTocMIr27CDozIog6B3bt/ZNati/8tNtEgWLRo7eZv//1j9l/admHRF4WWLVvGXPy0HHfccRmpL3ClOwp9669Xr17MseuzrMmg0j2fR5A6sLZt2zZmkM7y5ct7zYPVbDeXECAIlZ6DB/8QNKthIZo7d6UZMOBL067d8JiLeHBp2vQF745hwoRfzB9/lBymyQTB009/FvNa8babN2+lue22d8yDD473gidMai1k986OLLo7VU/tXLkrVSdJzb5o93GJLOprkc5paG0bNmzwOrFWqVIl5rVPO+007/hyEQGC0OnxReSPQZ0Nx48fbxfJSz/9tNw8++znpnXrITEX7uCi3uI9enzsVZhv2vSXvZtilRQENvVG1+vYr227++73/XW6A+rf/4tSgywVf/31l9eoomHDhjEXRi36pn388cd7Y2uFPTyNTcOz9OnTZ/Nd4uExxxVZzjzzTDNx4kR707TSo7J99tkn5rX3228/M2rUKLt4TiFAELolS5aYmjVr+n8YGvZBs97lI83DoWllzz8/uq7BXtRTvFeviebzz3+LO+BhIkoKgniGDv025jhs6rVul2ne/GXz/vvht+TR1LhqOm1fKO2Lplo7abiYBQsW2LtIiTpADho0yFxxxRVxL9iRRS2t1M8j7LHO9Ij3hBNOiHn9HXbYwfTu3TsvJvAiQJARajESHOpEfQXyxfTpC81jj03efCf1v5iLr30hVrlp0363d5EzFGaDBk3b/K1/QMzxqxnw7NmpjWGWiOnTp5s77rij2MdFwUXNgdW5s02bNl4F/Ysvvuh9lrToAhwcpkb/j6xTPUaPHj3MJZdc4k03bDczjrcovO6//37vziRM6iOjkLTHW9P/O3ToYBYtWmRvkrMIEGSM2rIH/2BytdeyhjHSnYPuIM4446WYC21w0Z2I7kginfjyxbJl6zdfLD+KagKsRf/X4zY1OQ6bWjrpYq+LZrVq1WIu6JlYNAjoddddZz799FP78NJOdxTqtBovzNS4QOO05RsCBBmjFi7BYdo19MWMGbHDkWeDju3DDz81nTv3Nyec8GhMUAQXDSGiuo8ff8zPx3BBeiR35ZVvxrxHVfarJdmffyZeZ5MqfRY0FIceH9mj/qZr2X333Tf//i4y/fr123y3Nds+hNC89dZb5oADDog5nlq1anmj6eYrAgQZpUcNwW9gGoQvzGaRJfnjjz/M6NGjzeWXX+6NYlqlSl1To0Zzs//+t8dcUNW66vnnv/RaWxWid9750Zx1VuzdlvqVTJyYnZZS6pz49ttvey35rr/+enP66ad7sz9qGJp43+K16Odar3Iqrwm/nnzySa/fhubsyLRZs2ZFjZYbWdRX5v/+7/+y9tlPFwIEGRecv0CL5pTIFI3LpV7xeqaukUuDx1GxYnVTrVpTU6dOR3PooY+Z9u1HeN/C1a+jLFBrLN1ZNW4c26fkhhve2nxBX2FvkhPCHkrExYoVK8zNN9/s9d+ww0P1MtkIszAQIMiK9u3bR/1RhTnXxpo1a8zLL7/sdW6L10s6slSosL05++yO5sUX3zWLFpWN0Ihn4cI15p57ipr7RhYNv/Loo59443ghPjVbVpPkeI/gVJkfdpPgTCNAkBUa6iT4TFiPkNL5rUw9dtUSR31Qgr3h7UVDYJ966qnmueeeK9gRZF2pNVnbtsNiguSkkwaa4cO/c26eXKg0qdohhxwS8xlTvYvmRs/UJFOZRIAga9TOPnhxV4cyfYNzpeaPCgIFgoLB/kOOLHpNBYsCRo8aUDxd8958c5Y55ZRBMUFy8cVDvdZqZZ2a/cYbukWj52pumVWrVtmbFAwCBFn12GOPRf3RqWIxGeq9rJY7Jc1jrkWPrvRHrg5qeqSF5Kin+xNPfGoaNXouJkjuvPNd89tvZe+Rnz5HXbp0iXuHq2l+wxz6JFcQIMi6s846y//D08xuEyZMsItE0Te+Rx55xDRu3Dhm0LngokpyDUynSvOwJ7UqK9QK7ZZbxsaEiKbV1Xhcmq+9LBg8eLDXh8T+zNWvX9+bzbKsIECQdap7CM55oLbx9qij+jannsiqiLT/aIOL6lLULFcjvqqZLsKhcb0uvPC1mCDREC5jxnxvFy8YU6ZM2XwX1iju5053wmVhtOkgAgQ54f3334+a7e2CCy7wOpZ169Yt7vzPwUWVlBoaQt/8wpzgB9E0MOSrr35jTjxxYEyQtGs32EybNsfeJG/99ttv5rLLLou549Uds3qy5+vYbqkiQJAzOnfuHBMOxS0aR0mdxNTypRBbt+STlSs3mIcemhA1Ydb++99q9tjjXHPNNXelfVDETNJdrO58t9tuu5jP4Mknn5wzIylkCwGCnKG7B/VMt/9QI0vt2rW9aUQ1Wxtyj4Z2ueaaUaZ+/ftNrVrtzM47NzIVKuziXXw190e+PVIcPny4N/ug/TlUL/cRI0bYxcskAgQ5Rb13g3+s6iuili5ffPGFXRQ56r33vjaNGrU3VapEX3x1MdZFOdd9/fXXcYedV6OMhx56KO+CMEwECHKKhu6O/MG2bt3aXo088ccfG02vXo/GDBejpVmzZt5FOtdo3hoNq6N6jeDxqm5Oc4j8/nvuDtOfLQQIcoamNw1WUk6aNMkugjyji64uvsEGElp0kdbFeunS8OcfKY0enT7++ONmp512igk7NRWfOnWqvQn+PwIEOUPTi0b+cDWDIZXjhUMX4WOPPTbmAq2Lti7e2Wo9p1kSNT+7fVyaNVPjp6FkBAhyRpMmTfw/YDWNROF56aWX4s5EqIv4u+++axcPzffff2+aN28ecxyVKlUyXbt29cZqQ+kIEOQENfUMPub48MMP7SIoELo46yKtCcXsC7jGKNPFPSwrV640t912W9yx0jTRVC4ODZ/LCBDkhL59+/p/yLvttluZ69FbFulirYu2fSHXxV3NtXWxTxcN0tm/f3/vs2W/XsOGDc348ePtTZAAAgQ5QS1zIn/Q6lWOskMXb13E7Qu7Lva66KcyQrNo/4cddlho+y/LCBBknZpPBptOqmITZYsu4hqKv1q1ajEXel38SxtgMx7d4agpuL0/3eHoMVY673DKKgIEWadvgZE/brXKyVaLHGRfSXUUCgM19S6NRl6+7777vApxex+qOJ89e7a9CRwRIMi6M844w/8D14B1gC7yxbWSUjgUNzy/mt6qCa69Xb169bizDQEBgqzSjIDBb5sjR460i6AMGzt2rHfxtwNBIaHJwSLUz0Sd/uxyVatWzWo/k0JHgCCrBg0a5P+xa9iLDRs22EVQxunir5krFQZ2QBx11FHmnHPOKbanu+rXEB4CBFmlqT8jf/QXX3yxvRrwKQyuueaamLGq7EUDIebiWFuFiABB1qxevTqqM9nQoUPtIkCM6dOnxx0tV8P9a/piZA4Bgqx59dVX/T/+ypUrM3wEkvL888+bChUqeANwtm/fnmHWs4AAQda0atXKD5AWLVrYqwHkOAIEWbF+/XpTpUoVP0AY+RTIPwQIsuKNN97ww6NixYpm1apVdhEAOY4AQVa0bdvWDxB1GAOQfwgQZJwqO3fccUc/QF544QW7CIA8QIAg48aMGeOHR/ny5c2yZcvsIgDyAAGCjFOTy0iAnHLKKfZqAHmCAEFGaaKoXXbZxQ+Qfv362UUA5AkCBBn1/vvv++FRrlw5s3DhQrsIgDxBgCCjNMBdJEBOOOEEezWAPEKAIGM061z16tX9AHniiSfsIgDyCAGCjNHc1JHw0PDb8+bNs4sAyCMECDLmxhtv9APkmGOOsVcDyDMECDLi77//jppqtHfv3nYRAHmGAEFGTJkyxQ8PDb89Z84cuwiAPEOAICPuuOMOP0AOO+wwezWAPESAICP23XdfP0B69uxprwaQhwgQhO6rr77yw0PLrFmz7CIA8hABgtB16dLFD4+DDjrIXg0gTxEgCN2BBx7oB8h9991nrwaQpwgQhOrbb7+Nenw1ffp0uwiAPEWAIFT333+/Hx777befvRpAHiNAEKpDDz3UD5DOnTvbqwHkMQIEofnxxx+jHl9NnTrVLgIgjxEgCM3DDz/sh8fee+9trwaQ5wgQhOaoo47yA+SWW26xVwPIcwQIQvHrr796Y15FAmTixIl2EQB5jgBBKPr06eOHR82aNb3ReAEUFgIEoTjuuOP8AOnUqZO9GkABIECQdgsWLDDlypXzA2TcuHF2EQAFgABB2j399NN+eFSrVs1s2rTJLgKgABAgSLuTTjrJD5CrrrrKXg2gQBAgSKslS5aYrbfe2g+QsWPH2kUAFAgCBGnVv39/Pzx22mkns3HjRrsIgAJBgCCtzjzzTD9ALr30Uns1gAJCgCBtVqxYYSpUqOAHyJtvvmkXAVBACBCkzeDBg/3w2H777c2GDRvsIgAKCAGCtDnvvPP8AGndurW9GkCBIUCQFmvWrDHbbrutHyBDhgyxiwAoMAQI0uK1117zw6NSpUpm7dq1dhEABYYAQVq0atXKD5AWLVrYqwEUIAIEKVu/fr3Zbrvt/AB56aWX7CIAChABgpSNGDHCDw814125cqVdBEABIkCQsnbt2vkBctZZZ9mrARQoAgQp0VAlVatW9QNkwIABdhEABYoAQUreeustPzzKly9vli5dahcBUKAIEKSkQ4cOfoCccsop9moABYwAgTNNFFWlShU/QJ555hm7CIACRoDAWXDmQS1TpkyxiwAoYAQInF1yySVRAbLvvvuaRYsW2cUAFCgCBE7++usvU6NGjagA0XL44Yeb1atX28UBFCACBE4mTJgQEx6RRZXpzEQIFD4CBE5uuukmPzAaNWpkLr/88qgQadOmjfn777/tzQAUEAIETmrVquWHRa9evcyff/4ZNZ2tlltvvdXeDEABIUCQNLW2ioTEVlttZX766Sfv5xrC/eijj44Kkf/85z/W1gAKBQGCUqlS/MMPP/TuNM4//3xvutpIQBx00EFRZZcsWWIOOOAAf/0///lPRucFChQBgihqXfXVV1+Zjh07muOOO84LCN1lBO8qgssFF1xg78L8/PPPUS20ttlmG/POO+/YxQDkOQKkjNPF/vXXXzc333yzadKkialcuXJMSBS3VKxY0cycOdPepWfatGlmxx139MtqvpDPP//cLgYgjxEgZciKFSvM2LFjTffu3c3ZZ59tqlWrFhMKxS0KiyOPPNLccMMN3iOpWbNm2buPMW7cOG+7yD52220388MPP9jFAOQpAqRA/fHHH2bq1Knm8ccfN23bto2ql0hk2XbbbaP+/+CDD9ovkRDd3ZQrV87fT506dczChQvtYgDyUEYDJHhBSobrdolSf4W3337be4yjb9l77LGH9825UqVKpmbNmubEE080nTt3zulHMLojGDx4sLn++uu996CZAe1QKG7Rncg555xjevTo4d2h6E5Fw7LXq1fPL6N6kEGDBtkvm5Ann3wy6vUOO+wweqsDBSCcK3IxgheRZLhul4iRI0ea+vXrx1xUi1t08ct2hbBaOr355pumS5cu5rTTToua0Km0RXUcqhxXWA4ZMsT88ssv9u59WqcwjWyr+T4UtC7uvvvuqOOgtzqQ/9J/RS5B8AKSDNftSqLWRrqrsC+wiS6Zor4VGjbkkUceMS1btjT77LNPzLEUt6gJbYMGDcyVV15p+vXr57Wu0vtOxtdffx0VUBq+/bPPPrOLJeSKK66IOj4NxkhvdSB/Ze5KaNyDwHW7ktx5551R+1UrIT3+GT16tJk3b55Zv369Wbdunfntt9+8ymDVAWigwHQfh2369Ommf//+XjPaQw891Gy99dZRx1nSstdee3n9NHr37m0++ugjs2bNGnv3Tj7++OOoynA98vr+++/tYqXS/CGaMz14zLfccotdDECeCO9KGEfwwpEM1+2KM2rUqKh96qKW6FSsX3zxhTn55JPtHztRUA0bNszcfvvtpmnTpl6IBY+rpGWHHXbwjkN3UW+88Yb5/fff7d2nlY4zWBleu3Ztp9fUHZXGzgq+FwUegPyTnitygoIXjWS4bhePHpkcfPDB/v6aN2+ekccoq1atMu+//753J3PeeefFHQq9uEV1Dw0bNjSdOnUyAwcONDNmzLB3nxH2BFK6Q9L7Sla83upqAAAgv6R+RU5C8OKTDNft4nn33Xf9fekb/7Jly+wiKdPAgrpT6du3rzdKrXpzB99DaUvdunVN69atTZ8+fczkyZO9x2m54t5774061mbNmnlNhpOlDoxq4RbZD73VgfyT+hU5CcELTzJct4tHz9wj+1KnuHRZvHixueOOO8wxxxwT04eipGWnnXbyHqF169bNq38JI9DSrUOHDlHvQWHnchen+h67t7r6rgDID6lfkZMQvOgkw3W7eI466ih/X2PGjLFXO7v44oujjjPeomDR8/8bb7zRvPLKK3nbK1uV4erJHnxvek8uNEijXUGfr+cFKGtSvyInwb6guiypCvZrmD9/vr3amT0/uBb1L7nsssvMU0895T3S0qOtQqEWascee2zU+3344YftYglRfxR6qwP5J/UrchLsC6zLkqrg46V01i2oYrhnz57eRfS9995zqlzON2q5duCBB/rnU73VX3zxRbtYQhSywd+zOmyWhXMI5LPUr8hJsMPAZUlV8HFJOgOkrPr1119jequ/9dZbdrGE3HPPPVG/azVTdqmgB5AZqV+Rk+AaBK7bxRNs+ZPOR1hlmd1bXcOlaNZCF+3bty/az+bl/y6+2KmCHkD4Ur8iJ8E1CFy3i0cDDUb2lc5K9LJOvdWDjwd33XVXM3v2bLtYqSK91atu3kezzcvtm5cvb77ZLgYgB6R+RU6CaxC4bhdPWM14Yczw4cOjKsM1bteCBQvsYqVav26dublRI3P35n0M27z8ot97r152MQBZlvoVOQmuQVDcdnp0oqE8NEaV+lOofkNDkGucq+XLl0eVjVBntci+NLd3ceXg5plnnon6fam3+sqVK+1ipVq3dKn5cPPv8jf9zrVstZUxjsPJAwhHclfyFBUXBKUpbrvgz+1FYzXF+/ar5+nBnuHnnnsuz9jTrGvXrlG/C9fe6n9pqPmaNbcEiJby5Y0ZO9YuBiBLkruSp6i4IChNcdsdccQR3mRFGqZcExSp74A66EUqytUHIx7NpRHcp0Ik0TsR9efQXBYomYaQD57jiy66KOmh5D3Tpxuz445FIVKlijGOw8kDSK/kruQpKi4ISpPsduqHobKqyC3ObbfdFrVfPc5Sb2o1QVXrLDXx1aLh3NVb+qGHHvICK5njKMtUGa5ZDoPn2LnO6aOP1P66KESqVTPGYTh5AOmV0SthskEQkex2uhtRWU1JWxx9G7711luj9p3MgtLF663uOre6GTrUmHLlikKkdm1jHIaTB5A+Gb0Sul6Ak91u/PjxXlk12S2N5tII9qYubVGFvUb0RWI0OOS//vUv//ypt7qGpHfSt29RgGhp2FDj5NulAGRIYlfkNEk2CCIS3U5Da6h+QxXommNC/06EKtH16EqPsBQQmqujQoUKXr8G1aeoElhzeqv+A8lTb/U999zT/x3uWL68+dSxt7rp0iU6RE46yRiHCnoAqSv5ipwn7LsE3VGMGDHCLoYs+uabb7ze6pEOgvdUrmyWOvZWN+3bR4dI69b6FmCXAhCyggwQ1X20bNnSm7QIuWPy+PHmnM13dZEOgnPVyMGht7rZtMmY5s2jQ+Smm+xSAEJWEAESsWjRIjNp0iRvFkA9a9c33lmzZtnFkEUz33jDjCpXrqiD4D77GBOnv06p1q0z5phjokPEcTh5AG4KKkCCevXq5d2NqCkpcsv6fv2iL/yHHGKMQ291s3SpMfXqFe1HvdUdh5MHkLyCDZAVK1Z4AbLLLrvYq5AL7rsvOkROPNGYDRvsUqVTb/U99ijaj3qrv/22XQpACAo2QDTBkwJE82wjR111VXSItGqlDjp2qdJ9/bUxVasW7Yfe6kBGFGyA9OjRwwuQJk2a2KuQK1QZfu650SFy/fV2qcR8/HF0b3VV0NNbHQhV3gaIBkTU8CKauEhDj2i+cY36OnHiRG8cJlWiK0CGDRtmb4pcolkhGzeODpEHHrBLJUa/a3qrAxmTtwFiN921F81L8YDrhQiZtWyZMf/6V9GFX5XhL7xgl0rM009Hh9Ghh9JbHQhJ3gbIjBkzTLdu3TZ/eW3s9RbfeuutvQERGzRoYK677jpvrhDkkblzjdlzz6IL/+bfp3GdMfLee6NDpFkzeqsDIcjbAEEB2vylwOy0U9GFv3JlYz791C6VmA4dokOkTRu7BIAUESDILRMmGLPttkUXfjXDdukMqgr6s8+ODhE1+QWQNgQIcs8bb0RXhu+9tzG//WaXKp16qx9//JZ97L8/j7GANCNAkJuefTb67qFBA7fe6hs3GjNp0pYwAZBWBAhyV7du0SHStKlbb3UAoSBAkNuuvjo6RFq2dOutDiDtCBDkNlWGn3dedIhcd51dCkAWECDIfeqtriFpgiHSs6ddCkCGESDID+qtXr9+UYCot/qAAXYpABlEgCB/qLf6XnsVhYhrb/XFi4158kljzjhjy4RW6rBYqdKWf59+ujFPPKHZyeytAFgIEOQXu7e6BkxMlCrfNT7a9ttHPw6Lt6iMHpNRYQ8UiwBB/pk4ccsdgy70xx5rr41P9Sh2ZXwii7bRtgBiECDIT998s6Wz4ZIl9pr4WreODgbduTz2mDHffmvM6tXGrFljzMyZWx5f7btvdNlLLrH3BsAQICgLNE96MBA0E2JJw5pond3/ZNAguxRQ5hEgKGyqw6hTpygIdCeSqOBdi+5KqA8BohAgKGwjRxaFwA47GLNihV2ieMuXb9kmsv2oUXYJoEwjQFDYbrihKAD072QFt7/xRnstUKYRIChsRxxRFAAufUZGjy7a/sgj7bVAmUaAoLDVqFEUAPPn22tLN29e0fY1a9prgTKNAEFhq1ixKABc+nNoHpHI9popEYCPAEFhSzVAtA0BAsRFgKCwVa/OIywgJAQICtvhhxcFAJXoQFoRIChs119fFAAuzXBpxgsUiwBBYXvzzaIA2HFHY1autEsUT50Ogx0J1SkRgI8AQWHTlLia5yMSAm3a2CWKp0EUI9tpOBSGMgGiECAofJq5MBIEWq65xpiNG+1SRbTu2mujt9GAjACiECAoG1q2jA4EDY6oods1hLuGcl+71phZs4x56ilj6taNLtuqlb03AIYAQVmhgDj77OhgSGTRNtoWQAwCBGWH6kO6dzdmu+1ig8JeVOb++7dsAyAuAgRlz6JFxjz+uDGnnWbM3ntvmR5XS61axpx66paZChcutLcCYCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4OT/Ae7LmK3nsVw3AAAAAElFTkSuQmCC)
PN: 4H17-1-05
CAS: 29096-64-8
Molecule Weight: 160.176
Formula: C9H8N2O
TSCA: Not listed on TSCA inventory