![(6-Fluoroimidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,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)
| Product Number | 4H01-3-1K |
| Purity | 95.0 % |
| CAS | 1038827-63-2 |
| MDL Number | MFCD14636530 |
| Molecular Formula | C8H7FN2O |
| Molecular Weight | 166.155 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-3-1K
CAS: 1038827-63-2
Molecule Weight: 166.155
Formula: C8H7FN2O
![6-Fluoro-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H44-3-19
CAS: 1260679-51-3
Molecule Weight: 150.156
Formula: C8H7FN2
![6-Fluoroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABd4AAAXeAFR4n1DAAACJHpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRafPIE4RpCgwoN2AtQP2Nii2khqIrcJ2rn8/yjka15kD2JYo8iMtktLkYV+sYWuqOrdlQgTlBEyZ2iwvVwn5/fY0isjDdJKiERqWdULem+ZjzNhut6Ppuyn03pY0tQU56sf7Ou/Y7BS11YpJzgX78/L82jKjvKwbXaYGqTof1+3is0110/7Ff0KwQlfbvGRHc1ZU26O3v5K7h9N9nZHPvcxRN0MUlvnawNJWhW5gKznFh3+DlSlNpRuTweKAy4p6uPfp5OXRppvClA1OnYc81evXptqkuFDYtUk36Awn3x8TUggEdGOLWVXpA7iZW9YCtAStQHugfdAB6BB0BDoGLTi+qBdoIBTmem1csLfDh0nIT5iDe+fwo/0+tV+UME0yISOsThQHMOJUCTeeZEGl5B5IKqQfgKJ+zCV4NJYqhoBKPwwgxEWhztJJd7I8cgQOLoSkgQp851pxGQFmSvH4ImJk7gexG33VqqUKZU+UlIfOWtLIO45n2feiEHPGLkmbTha2zK6mkGcJWQjSZvOXWdbylFACtspMhT3qHDjTa0B2AZf+CyBvAaoHeMMRvC7gSnsBZrcAvwu4RhgGgi7g2mYYCLuAa7JhIOoCriWHNx33AMGHQzh9p3Rtw99hvpa7PSB3GNnL1l3kS83PZ3CQ6Zf9NsKu+pidLwqc9i4RdnXDMLxXp/8AFJ+ee2kcbR4AADYMSURBVHhe7d0J3JVz3sdxZniMpR77TMZgMDMY5KGQsmbfd2WfJcn2IOZhEmUP40UYS7JFJBoTooiElF1JMiNLlpKyVJSY/3O+1/G/us7/Pue+r/O7z7k7y+f9el0vuq//2c+5vtf1X5dyAAAYLBX+AQCANAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAoIrdfMJSqbZyKM+9AgBaRBgUhbZyKM+9AgBaRDkDoilL5lEBACVBgAAATAgQAIAJAQIAMCFAAFSdkSNHuvvvvz/8M1pY2Nsq31Yu5bvnUnj0UeeOPtq59dd3bsUVnVthhez/62/aB6DFffzxx+7www93Sy21VLTtvffebtq0aWExtJAwLPJt5VK+e26OGTOc23HHzLNbqvFtp52c++yz8NYAymDBggXu4osvdiuttFIcHn5bbrnlXK9evdzcuXPDm6HMyh0SjVkyj9qYWbOc+/WvswGx6qou8411buJE5+bNc27+fOfefNO5Sy91brXVsmU22MC52bPDewFQQg888EDmZ/nrODB+8pOfuGOOOcZ169bNLbvssvHf11prLXfXXXe5//znP+FdoEwIkKR99skGw2ab6Vo53LvYp58617ZttuwBB4R7AZTAG2+84Xbeeeecq43tt9/evfrqq3GZKVOmuN133z2nzLbbbuvGjx+fuCeUCwHi6QunQGjVyrn33gv3NvT++9myus2LL4Z7ARjNmjXLnXjiie6nP/1pHArrrruuu++++8KisYcfftj95je/icsvvfTS7thjj43aTFA+BIh38snZMOjZM9xT2FlnZW9z6qnhHgBFWrRokbvmmmvcKqusEgfBCius4Pr27eu++eabsHgD3333nbvyyivdf//3f8e3V5uJ2k7UhgKbBfPnuNdHXuEmjb423EWAxDbfPBsGzz4b7ils7NjsbbbYItwDoAiPP/6422ijjeIDv7YjjzzSffjhh2HRJs2cOdP9+c9/jtpK/H2pDUVtKUjvPz987yY/fYO784zV4qBYOP+LnDIEiJc564nCoJhGcZXVbdSoDqBoU6dOdfvss09OcLRr184999xzYdGiqa1EbSbJ+1abitpW0LiPp4x2Q/tsGgeEtqduOyaTKrkdFAgQb5llsmGQuYxOLXPJHN1GtwWQ2pdfful69uzp/uu//is+uP/iF79wt912W8l7UantRG0o/nHUtqI2FrW1INdXs951I288KCc4Hriwrftk6piwaIQA8bgCAcruhx9+cAMGDHBrrLFGfEBXiPzf//2f+/rrr8PiJaM2FLWlqE3FP67aWtTmoraXevfdt1+7Cf8419160nJxKNzZcw331tibo6qsSlRZAeLbQNSukRZtIDXn3XffDf+EEpkwYarbYYcu8QFc2wEHHOD+/e9/h0XLRm0qaltJPge1vagNpi5lrvamjrvDDTq7TRwcA3os68bdf0aD9o5KU1kB4nthnXlmuKcw9djSbeiFVfV0Frpa5kpSB5Tf//737qqrrnLvpenOjSZ98slcd845T7hNNunt2rTZ1y2//C+j9/iJJ54Ii7YYtbGorSUZJGqLUZtMvZjx7jg37NL2OdVVI/rv5b6Y8XZYtCJVVoCMG5cNA8aB1CVNhZE8mPhNB5lLLrnE/etf/wpvgiZ8++0id9NNL7ntthvottrq5h+3nu7WW4dWRLWR2lrU5qK2F/95qzpNbTNqo6lV8+ZMd08NPDonOIb0/p37cNKIsGhFq6wAkb32ygZCmpHoqrZSWUaiV72nnnoq7vK53nrrufbt2zcIEm2bbrqp69Onj5s0aVJ4FwiMGPGvzM/p7jg4tt56gOvX77nMgbnp8RwtTW0vaoNJNuirjUZtNWqzqRXff/ete+WRC93AU1eMg+P201d2E5+42v3w/Xdh8YpXeQEyc6Zz666bDQY/F5YOFpoHy8+Fddllzq2+eraM5sL6/PPwXlBF1BPnl7/8ZXTQWDXzmftxBx988IG7+uqro26gGtUcholGPeuq5eWXXw7usb5NnvyZ+8MfHkpccdzsevR4xL377pywaMVRW4zaZJKf8//8z/+4Z555Jixadd59+X43+Nz14uC45cSfurGDTnDfzq3enmiVFyDyySfOdeqUDYjGNs3Gq8BBVdtvv/3ig8WwYcPC3ZFPMt+JG264IRpDkJxew2+6alG1RynGLlSrzz+fn7k6ezpz9XZLHBwHHnivGzPmvbBoxVPbjNpokp+xppB/X9XWVebzD19zw6/aMae6Sv/+fPrrYdGqU5kB4j38sHNHHpmdnVdrgWjT/x91lHOPPBKWRhXq379/fIDQuIA0dMVy6623uj322COnysNvupo55ZRT3NNPP11T1R+FfPfdD+7221/LXKndFgfHDjvc7u6447VoX7VSG831118fXZX6z3b55Zd3559/vpuv2ogK9+Wcz9wD13eLrjR8cOgK5N1XhoZFq1ZlBwhqmkYj/+xnP4sODDrbTDPXUkgNrXfeeWdU7eHvK7mtueaa0ZTjo0aNiuZpqjVPP/1e5rXfGweHrj769h3jZs8u/r2sVLNnz45OCJZZZpn4c1177bXd3XffHRatCPqe/e1vf3Mdfr+yO7LTUq7fUUtFbR6vPHpR1AZSSwgQLBE6g9x4443js8pSNIrPmzfP3XvvvVFVx4orrtggTDRorXv3v7gnn3zFLVxYmQOz0lJ7hto1ku0cf/zjP6P2j1r15ptvul133TXnM91uu+3cixXUA/PRRx91v/3tb7PftxWXcjv9fmk36Mpj3LwvPgqL1oTaDZCRI53bc0/nnn8+3IMKoKsCfxD4+9//Hu5uNl3NqD1Fix61bt06ESLt3AYbnBhV95x33mg3evS0qKtrtfjqqwVRTyr1qPLBsffe97jHHitfF+cvvvjCTZgwIbrSUw+4U0891R1//PHuqKOOcjvttFP0X/1bf9d+LSilg3q5uuE+9NBDbsMNN4w/U/Xe0+N/qp6ZS8jbb7+dOdzsmRNuW2+9tXvt5RfCojWldgNk772zDe1aQ51ppCvK/fffH//IDjrooHB3yS1cuNCNGDEiE1qnuI02OiSznZtz5t6x40B39tmjom6v8+dXZjXX99//4IYMedPtvPMd8fPW2A6N8Sh1AKon1C233OK6dOni2rRpk3NQLHZTVZMCRmM91KuuVPSZXn755TknB61atXKXXXZZtK+lKFxPP/30nFUZ9Z7dcccdJZ9PrBLVboDce+/i3lrq9ouKoF40K6+8cvRD+9WvfhXVb7ekRYu+d+PHv+8uuWSs2333QTlBoq1Dh1szB4TH3PDhU6Oz/ebw99mu3c1NVi35svlMmPCRO+yw+3Oe57nnPpk54y7d+uOaPuaCCy7InG+t3yAEkpvW+VCPN1U/6urDb/q3/p5cByTfpraufv36Rb3qSkFXHX/4wx9ypo3fYIMN3D/+8Y+waEl9//33mfC+ya2++urx42pd+L/+9a91tS587QaI+K7AGq1eoi8s7PSj69ixY/RjU1fcJd23XyeIr7zyibvqquejaqAwTLbZZkDUzjBs2BRTo3Tyvrp1Gx7uzlEoQM4//+mc+znqqAfdq6+WpqpGn8fgwYMzP5NODQ70/kCsqsYbb7wx6tE2Y8aM8C7yUjkNDFW36z/+8Y85s/D6TZ//3nvvHXVuKIWXXnop/m75rXPnzlG7SanpvWjbtm3OYx188MF1OYdbbQeIBphlzkwyn7Bzxx0X7kUL6927d/yDU1fMSjNx4kx37bXj3f77L+7V5Df1bjrhhIejaqSZM+eFN83L33bXXe+M/tvYeIx8AaKAU/Wa/r7bbne5hx6a4n74ofnVIuolpCql5PKz2nQWv9tuu0X7Sj3eQtPQqK0rPMhr69ChQ8kmUrznnnuiK1t/3+q5dfLJJ5fkSlfzsh166KE5z32zzTaLwrJeVWeA6Kyif39N9BPuaehPf8oGiIJkwoRwL1rImDFj4gGAOuPV2W8le/vtWZkz75fcIYcMaRAm2jTS+6673nAff1x4+nNfVqGj/x588JCoLSOffAEizzzzfnT7uXNLU68/fPjwaGXA5EFQVxpqT/joo5bpKfTOO+9EVT3J6eS1acaByZMnh8WLph5+OkFR7z5/3xpLct1115nm/1LvvvPOOy+nm7gm/VQgVvr3uNyqM0A22igbCqedFu5pSJfdrVtny2fOdMLVvFB+OvtTY6p+eOpKW8rG1JYwbdoXbsCAV1zXrg80CBJtRx+dv1rJ71doKDx8mORTKEBKRVcU+++/f84Be5NNNonGUiypg6AO9Jpx+ec//3n8nDQwVOHybZqTwyboe3bEEUc0eM3FzECsHmV+mh1taiw/LXPcmTOn8qeFaQnVGSBdumQDIfNhujRnLFdcsbhBvUIHH9Wy5NxG1b4m9vTpX0UjvI877h85IXLWWSPDojmhoOor/b+qs+bNa3g1Uc4AUY+q5CJOCnONl6mUXkLqcn3RRRflnOFrLMXEiRPDoiZjx451W265ZU6QKEwbm915/Pjxbtttt825ze677+7eeuutsGhdq84A0VTvmcvTKBAyH2qT1K1vww2z5TM/nswvOCyBMlFDqv8BnnDCCeHuqqZeUPfcM9H16jXavfFGwwbmMBTUkK5/X3ddw6rUsGwpqDeQutD691/tAWeeeWZZVx1sDh3QkwMFFXoae1IKmtJG099oZgJ//7ra+ctf/uK++uqruNzHH3/sjj322JzJO9VW9LCmVUID1Rkg0qvX4quK4Y33cImojC9/3nnhXpSBziD9WaWqDixTlRSiBk2N7dByqJrmIt/ANv1d+1VuSSxMFYaCuvKqS6+6Cs+YkdvVMyzbXBrY9rvf/S4+COqM/tVXXw2LVSR1j01ejZx00kklq2bT4MazzjorZw41VaHdfPPN7uKLL3YrrbRS/Hd1Sb7yyitrcgqcUqneANFVxC9/mQ2EzBlCdJXRFF2tqLyuXpbAAaWeKCwUGvoh6mDQ3OqIzz//PDqDVDhYB7fpdrq97kf3V275QkFXK/pb7965PXfylbXSKPBkA3XXrl0r9qqjEE3Rr3El/jUcdthhJT2QqyF/3333bfAd0abeaH/605/cTGb6blL1BogMGrT4qiJzptAktZdkLuOj8oceGu5FCXXv3j3+QWpGVQtVO2hA2IEHHph31l2/qdumwio5sE3/TnbnDDfdn+5X91+uGXvzhYKqvXQFoiuRKVMWrwORr6zFyJEj47No9XpTz6NqpYbqHXfcMf7M9tprr5JexYrer+RqiFp75JVXXgmLoYDqDhA1Am67bTYQ1NMqzUAnrZ2u8trGjAn3ogQefPDB+AepBvRiqaulpoJIVsH4TV1QNThNvYdef/31Jg8o2q9yKq/bhV1Ytelx9HiWLp6NKRQK/ftPiP7evfvievVCZYuhg6EPWl31VXuHBdHnpwGH/rPSFP6l/pw0t5a//8Ya1tFQdQeIaGyHHyyoMR9N0YCi1VbLlteSuGU6+6xX6jqprrr6Maq3T7FVRepi6Wcz9dtaa63lzj777GZXg3m6H92f7jf5OHrcYrp4NqVQKKgXVufO2cGFGuchhcqmpWorf+Wh+aE0WrpWqOpKVVj+c9KJQCmpgZwAsan+AJFjj80GgoIkzeXnDTcsvgq52f6jRS41dPppMVR9UsxB7LPPPmvQZ3+jjTaKeuGU+ozT0/3q/vU4ycfV89Dzaa7GQsEPLjz00OzgwsbKNmXq1KnxnEy68ijmfa8WChGNkvef0YUXXhgWMSNA7GojQDTPVebsKwoEzX/VFPXo2HTTbPk11lDXjLAEDDQZn/8hauRuWpoTKzlYS10tdWAvV9tESI+jx0t28dTzae5cXY2FgkLjoIPui/YPHTq50bKNUVddX9Wn0K6FaqtC1N3Wz0GlbrZae6MUCBC72ggQufTSxVcV990X7m3oyScXlz/jjHAviqTBWn6qEi3yk/aqQSu3JVea07K2miJ7SdDj6vH9c9Hz0vOzaioUtJqg9mueq6bKFpIc51HNDeZpaboV3+itwE87wWNjCBC72gkQrfmhtT8UCOuso3kSwhINHXhgtrxGtL/9drgXKam3jO/xpKna00zEp1HQPXv2jH+4up0WgKoEeh5+ynltep6WUdtpQsEPLkxTNjRgwID4Oaqrbr3QxIt+oJ8a1S2fTRIBYlc7ASI6ACkQtPXpE+5tSNMvL7ecm5spP0kLUMFEi0L5H6AWi2qKfvBaw8HfRlUwlTYVtp5PsheYnm+xB6o0oeAHF6Ypm6SQ9tOTqPG/2sZ5NNcZZ5wRfzYa19McBIhdbQWI7LxzNkAyPy734Yfh3gY+Oeccd2um/EmZbdyIEeFuNEFrRfgf35///Odwd17JKw8t+zlr1uLxEJVEz0vPzz9XPe9K4SdGVDVbtYwwL6UFCxZEi1PpPVBVVnOWzyVA7GovQNTV86c/zYZIisv6BZkztyPatHGrLZXt9VPK0a61Tov1+CmztSKdZldtitoU/I+1ffv2Fb96m56fnqd/zs1pEykVTcnun4/mtqpXTz75ZPw+6IrEigCxq70AkR49sgGy9NLOPfdcuLeB22+/Pf4CXX311eFu5KHptjfddNPoPVPXUQ3Wa4p6NfmGdlUPVeqVR0jPM9nTqbm9s5pDJzh+MKTG2dRb1VVIKwHqvdA061rL3YIAsavNANGBaZVVsiGy1VZNDhZU3bY/y1TjaSnGANS6HpmQ9j+6/lrcqwl6T31XXb3Hldbm0RQ9X9+wrtexpL4jWi3Qv++akr3eTZs2LQoPvR/6TloQIHa1GSBy7bVxg/qcgQPDvQ2MGzcu7tmheZxQmOaP8j+4/fbbL9yd1+GHHx7fRlOdVKPkFC16PS1NAzX9MrSa66vYRv1apenX9Z6oOtUyASIBYle7AbJokft4443dg5kvxWU//7n7JsWlvu9Tr2qKNFUy9Wj69OnR8qB6n3QmnqYaatSoUfEPtNrDOTlJpF5XSxo8eHD82JrbC1mTJk2KT/6KGcDqESB2tRsgGdMef9wdnvlSbJjZNPdRU3RwXHHFFaMvkmZ0RS6N2N5hhx2i90dTXj/1VO6U5PloQKGf20rrLiypQYKloufvl2DV60o7YNL79ttFmfuwLdfqp4nRGualWh+jVvgJFzW/WbEzGBAgdjUdIOLn/F9uueVSfTk0x47/Mg0dOjTcXdf69u0bvzdatzoNzXLrb6P/rwXW1/TDD/+Jpi/ZdtsBburU4iaZVAOxP8u+/PLLw911L1m9OHr06HB3owgQu5oPEC0c46e4Vt/5pmj6aL+Qjf6r3kZw7tlnn417UHXo0CHVmbfOBH3vJXWRLvbMsFLpdfgJGPX60r6ur75aEA8YfOSRqeHuRvl5xvQZaDoP5NK4EK0gqPdIi0EVgwCxq/kAES1h6b8gaeqtNZral9cyl/VOU5Wss8460fuhH2na5WGTje2lWtu6Uuj1+Nem15lGcwJkww03jB5LM9IiPz+7gZYTKGY8FwFiVxcBolk8/UyrGr2a5uzZ1/VrjYV6P+M75JBD4h/YfWkmqvyRVvzTbVQvneY9ryZ6PX49Eb3ONKwBouor//4PTNGjsF498sgj8fv0wgsvhLsLIkDs6iJAJDnxXJpxC6+99lrUUKzyRx99dLi7btx8883x+1bMQj5aSMpXHabpwFCN9Lr0+vQ60yycZQ2QW265Jf4M0kxUWa90ouirWfv16xfuLogAsaubAFE99ZZbbhl9SdQNNc0Pvlu3blF5NV4Wc0ZTKyZPnhxP2Kc6/3nz5oVFCtKZsv9RlmolwUqj1+VfY5orA2uAdOnSJXoM9b5C49q1axe9V+qVlRYBYlc3ASJas8L3ZDn55JPD3Q1otLFvmNOkevU0cEudBzbbbLPotasHm67IinHkkUdGt9W0G7XMTyui19sUa4D4qjKd0KBxmhtM75V+t2kRIHZ1FSDil03VLKYagNSU5OR/tdYQ3BgFrH/d11xzTbi7SW3atIluW0y1VzXS69Pr1OttiiVANO7Efw433XRTuBuBu+66K36/PtFKpSkQIHZ1FyAffPBBPINs586dw90NqDeH74qqM8FKnz22FB566KH4B7XPPvsUfeWl+Yn87QcNGhTuril6ff616nU3xhIg48ePj++/Ftc6LzVVNfv3K+2klwSIXd0FiJx//vnxFyZNF8xk745zzz033F1T1ONstdVWi16rAtMyaeBjjz0Wv1+1PiWMXp9/rXrdjbEESHLQ4qeffhruRkBtm/79SrvQFAFiV5cBonUr/BKsapjUIKSm7LnnnlF5TV3e1JlmtVJHA03hotepHmhab8FCVV7+PjQws5bp9fneek1V9VkCxJ/stG7dOtyFAjQORO9Zr169wl15ESB2dRkgkpyYLs3UEFOmTImnjdYaBLXooosuit+Tc845J9yd2v/+7/9G96GQrgf+ZESvuzGWADnttNOi+9asCEhHJ4V6z0455ZRwV14EiF3dBojq9Tt27Bh9aVq1apWqeuD000+Pv2hpJhKsJs8//3zUsUCvbZtttilqJG/IjwjefPPNw101Sa9Tr1evuzGWAPHvpXrEIZ22bdtG79nxxx8f7sqLALGr2wCRl156Ka5+yPdl0/TuChnt06aumqrCUnldJh933HHxvmretLaFH/Sn7o/NXezp0EMPje5L71098Cciet2NsQSIfy+32267cBcKSPt5eASIXV0HiPgzPAXJiy++GP/9iiuuiL9U9bQVM4K3ED+19q677hruqkl6nXq9TQ1eswSIesHV03tZCmk/D48Asav7AFHVlaqw9OXRWZ6qtpKN7KrWWXfddaM6aL9pzRBdiWiCweTfq3Xz61to01xhzW345gokP0uAcAVSvLSfh0eA2NV9gIjOuv0X6J577nF9+vSJ/z1s2LCweE267rrr4td84oknhruLQhtIfpYAoQ2keLSBtBwCJGPhwoXxdNkaUeznf9pll13CojVN66WUIjjphZWfJUDohVU8emG1HALkR8nR19pUdVWrkwAWokFYWudcr18TTn744YdhkVQYB5KfJUAYB1I8xoG0HAIkwc/kqa3YVc1qhbon+ymxt99+e9Pa24xEz88SIIxELw4j0VsWAfIjjcJWA7K+RDqjnD59elikbujMzf+g1B5ULObCys8SIMyFVRzmwmpZBMiPkutXXHnlleHuuqLV9rTuud4LXY1oPfRiMRtvQ5YAYTbe4jAbb8siQJx+2F/FXVk32WSTmlt+1ULrnq+88srRe6LuyloXvRisB9KQJUCE9UDSYz2QlkWAuMVLk2obOXJkuLtuDRkyJH5fip3/ixUJG/rii3lu/fW7RduwYePC3QWxImF6rEjYsuo+QPSF8dN47LfffuHuuqfOBP7HVUwVCmuiNzRnzpeudeuNo23w4IfC3QWxJno6rIne8uo+QBQa/iDwzjvvhLvrntZB13roeo+0EJfWSU/rwAMPjG6nKphaqxbU6/FVS3qdacyePTs+UBWzuuW///3v+HZprnTqVXLdHjWmp0WA2NV1gIwaNSr+4px11lnhbvxI66FrXXS9TxoRrfXS09BiXZYDZjXQ6/GvLc2iZGINEPEDXXfbbbdwF37kR+1rHEgxs0kTIHZ1GyA6g1SDub40akDX5S8Ku/baa+Mf2UknnRTuzktdo/1ywLqK0b9rgV6HvyrT60v7upoTIBdccEF0O1XRaNVI5NKicGo413tU7BguAsSubgOkf//+8Zcm7YCjerfvvvvG75lG7qeRHAin/68F1tfUnABRNdbSSy8d3TbNAmj15sEHH4zf29GjR4e7G0WA2NVlgKjBU1N16Auz5ZZbpj6DrHezZs2K6/21bnqawZa60vvtb38b3UZXehrXUM30/H2Xb72uYtp2mhMg0qlTp+i26o1lmSGglvklBPT9LPb3TIDY1WWA9DnppOjLojO6sWPHhrvRCJ3d+bmfdtxxx1Q/1mRbU/fu3cPdVUXP378Wva5iNDdAkssw33333eHuujVp0qT46uy8884LdzeJALGruwD5OvNlu3CZZdy+OpgdcUS4Gymce+658Q/uwgsvDHfnpVUP/W1U3VCNktUkej3Fam6A6KrjN7/5TXR7td9p7Ro4d+yxx0bviXoJzpw5M9zdJALEru4CxHXu7N7JfFGGrLCCm/PBB+FepKBqm2233Tb6wbVuvYGbMGFSWKSBzz77LJ7pVyPcm7tsbkvT8/Uj8/U69HqK1dwAkdtuuy2+j3vvvTfcXXc0/9iyyy4bvR89evQId6dCgNjVV4Cou2XmSxJtF1wQ7kURpk17z6299jZurbX2dzvt1Nd9/fWCsEgDmtzOD/RS7yW1qVQDPU/fm0zPP+0kfaFSBIi6p/rpU9Zee+3M+/51WKSuaIYEvRcKEXU0sCBA7OonQBYs0Eoz2fDQQkfz54clUKR//nOc22ST3tHcTn/5yxPh7rz+9re/xT/W9u3bu7lz54ZFKoqen56nf856/lalCBAZPnx4fD+a+6lePfnkk/H7cMYZZ4S7UyNA7OonQC67bPHVx+DB4V4Y9e07Jp4gcNiwKeHuvHr27Bn/YLfeeuuKvRLR89Lz889Vz7s5ShUg4leP1MJnr776ari75mnch19+Yc0113RffvllWCQ1AsSuPgJE0zq3apUNj44dw71ohm++WeQOPnhIFCAdOw5006Y13U1Xjb9+1LA2VQ9VWpuIno+vttKm59vcRutSBojmxPJLL6s7cb1VZemKw7+XzR3HRYDY1UeAHH98Njx+8hPnXn453ItmevvtWa5Dh1ujEOnSZahbuLDpMQo6GCevRNRA3Zx12EtJz8M3mGvT82xueEgpA0QGDBgQ31/Xrl3D3TXr8ccfj7vt7rHHHs3+bAgQu9oPkBdfzAaHAqTGFzdaku65Z2JcldWv33Ph7oLUpqBqGP8DPvHEE5fYYEM9rh7fPxc9r+a0eYRKHSBy1FFHxfd53XXXhbtrjqZx+cUvfhG9XlVdzZgxIyxSNALErrYDRGcm222XDY/WrZ0rwZcN+emtPu20x6IAadfuZvfMM++HRQpSrybfxdcfGHSATTNIsRT0OHo8Pa5/Dno+1t5WhZQjQNTIn+wh9sADD4RFaobmq2vbtm30WnUF8uijj4ZFTAgQu9oOEI3WVXhoK2J9ANjMmfOt22OPQVGIdO58p5s5c15YpCCNqzjiiCPiH7I2TVioA20x04UUQ/er+/cTI/pNz8MyzqMp5QgQmTp1qlt99dWj+/3Zz35Wk2unq/uyZiL271/aAaxpECB2tRsg8zIHr7XXzobHhhs6t3BhWAJlMGHCR659+1uiEOne/eHM2X1x9dNPPPFEPHeW3zS/kRZvKtXKhrof3Z+f18tvelw9frmUK0DkxRdfdCuttFJ0360zV9u1FCIKj8MOOyx+77QOfSkRIHa1GyC9ey+++vjnP8O9KKP+/SfE7SEDBxbfxVRXBprlNtkLym8aRKcDiOaCev31190333wT3jyH9qucyut2fhBectPj6PHKdaXjlTNARMsx+1UgdSVSC9VZ+vz8RIna1Ghe6s+JALGrzQDRsp/LL58NDxbgaXGLFv3gjj32H1GAbL31APfGG7a2J7VNaLEmrfjnD4z5tl/96lfR3FA77bRTvOnf+ntY1m+6P92v7r/cbS2an0k9pjT5pH98zQJtmbepKQoRfyWiNpFqblifM2dOznu21157NXnCUCw9hl+VVNvbb78dFkEjajNAMpe7mW+Dc8ss49ybb4Z70QI++ugrt8MOt0chst9+g93cuc2rQtQU/Orvr15Hbdq0aRAIaTbdTrfX/aRZw7w51Fvo+uuvj8LMT98SbloA6corryxq9bw0VJ21xhprxI+jLr7VNk7k5Zdfduutt178GlSFVcr3SRNT3njjjdGyBP4x1DBfjravWlZ7AaKeM0v9WHV1yinhXrSgxx77V1yVdc45pW1beO+999yIESPcNddck/mYT3HHH398FA46YOu/+rf+rv0qp/Llpse46qqrXMeOHRuEhTZVlamb8C677BKPY9CmGXZVjVJKOpNOVgGqfadaRqzfdNNNURWcf+5aAbOU65889dRT0dLMyc9mzz33dC+99FJYFE2orQBRVcQWW2TDI3Nm4WbPDkughV1wwdNxiDz0ULqpTqrJO++84y655BLXrl27BoGhbfPNN3d9+/Z1kydPzrnd+PHj4xmN/bb77ru7KVNK9x6pi29ynIjGtWjurEq9GlH7w6677ho/X420L2VbkWYX8JMvJj+fWupw0NJqK0BuuWXx1cf114d7sQTMn/+dO+ig+6IA6dRpYOYsfckMEiwlLWDUp08ft+mmmzYIDG2aP+uyyy5LNTvsXXfdlTMGRrPKnnbaaVHdfKnckvld+GlPtGkWX00F39wR3KWido2LLroo56pDV0yl6nWnIP3rX//qlltuufj+1e1ZVzqlvLKpR7UTIJpMbc01s+GR+WG7EvfUgN1bb83KnG0PiEKka9cHUk11UmlUJ9+rV694Qafkpuqo7bff3l199dXuA8MaMzrA6b6TB1DVzauOvlQHOM2d5Sdg9Js6Gqh3Wqkeo1jz58+Pqvz8EsHa1LlBB/tvv/02LF40BaR61yW7ayugTz/99CU220GtqZ0AyXzpovDQVsa+/LC5++434qqsIUOqo2PDc889F82DlWzM9ZsaxnfeeWf397//3X2iyTpLQIsjHXLIITmPo7p61dmXiqaCD7sya431yy+/PGr4bwmq9lNIJBv6tSmEw6o+qxdeeCFnJmVtauegl1Vp1U6AnHhiNjwOPjjcgwqg2hKtGaJJFzXYsBJp0OPLL3/sLr74YbfFFkdmzoYX99DRprNjjUNQL65yTkGvOnnVzScfW3X3pZqxWL2ZtLJheDWlte412lv7dMVSSmrfUNjm62DQoUOHaILEUlAIHnPMMTmdFFQdVqppT5CrdgJEl7xPPqkK1XAPUJDGrIwfP91ddNEzmYPnXdEVUtu2V7t11unqVlppw6ha6YADDogac5uz5kSxVK2kOno/RYk21eHrzL1Ui3DpMQYPHuw6derU4KCuTVcm3bp1i6rSFGppJy5UOV013XDDDdHgzXXXXbfBfesKTgMER40aFd7cRFVeakdZccUV48dQN2lNhlnK7r/IVTsBAqSkNpixYz9wffo87Xbe+Y64as1vauw/9dRb3YMPjnTzNCXOEqS6etXZ+3W/talOX3X7pWwE19XNBRdc4NZff/0GB/vkpoOyqvQ23njjnIGb+rf+rv3hbZKbFoHq169fyar9ZOjQoTnVjAonBR9jOsqPAMES4w/Ymr138uTGf+y+rNW33y7KXKC+6847b7TbfvvbGoSGBj327v1U5sz5PbdgQeV1wFD3XtXhJw/GquNXXX+pqfeYem516dLFPGjTb+rxpa7EqhazdDBojKaoUXglH2+HHXZwr732WlgUZUKAYIlJHsC7dRse7s5hCRB1IR4x4l/u7LNHRaslhqGxyy53RkvyPv/8h+6778o7nUmpqC4/Odmk6vpV51/OBnBdBU2YMCGqxlP35VNPPTXvwE39XfvVNVmj4ctV5af2pxNOOCFnhL+uQIYMGRIWRZkRIFhi/IF8113vjP47Zsx7YZFY2gD56qsFbvjwqe700x+LV0lMbrvvPshdcsnYqCH/+++rIzRCqtNX3X6yukjzX6kNoBTdXyuVXre6SidXi1Sbh6Z2r+XXXckIECwx/qCubr36r9ZWL3RQbyxAZs/+xg0bNsX16PGI22ab7HiT5Lb33ve4q6563r3yyidRb7BaoTp+1fWHZ+JqE6g1mo4mnJ356KOPdtOnTw+LogWVL0CW+nFMRhppyqobXuYL49Zf32VOO5xbYYXs/+tvdNGrSv4Ar9BQePgwyadQgNx000vx+iPJbf/973XXXjveTZxY+hlvK43q/FX3nzy4qmpJbQTVTuM2NAtv8rW1b9/ejRs3LiyKJaCJo3YzpAkFr7Gy6jq4446LyxTaMj8YR6+LqpIMBVVf6f9VnTVvXsOZewsFyDHHDIv3HXLIEHfjjS+5qVPLO9NupVIbQNgbSW0F5RyzUi5qP9G8XcneZ2rQv/3220va+wzNU+CoXQKNhUKoUFl98X/96+y+VVd17uKLtZxcdrXB+fOzU7Vfeml24kSV2WADJlCsImEoqCFd/77uugmJUllhWe+DD7509903yU2bxtQUorYAtQkkx0OozUBtB9UwHkJrs6gHWHKUusa/nHPOORU7CWQ9y3PULpFCoZBPobL77JP9+2abOffxx+HexT791Lm2bbNlDzgg3IsKFYaCuvKqS68av2fMyB0sF5ZF49Q2oDaCZNWP2hDUllCpxowZ47bYYouc56xFv0o1Ah+ll+eoXSKFQiGffGXHj8/+rVUrLbSQuy8fTb2gsrrNiy+Ge1GB8oVCr16jo79pTEZSvrJomtoK1GaQPChrBHglzQmldVSSa55r00zHo0ePDouiwqQ8whvkC4VC8pU9+eTs33r2zP17Y846K3ubU08N96AC5QuFTz+dG12B6EpkypTFdff5yiIdtRmo7SA5KFBtC2pjKNdYjTQ0yr93794NZiHWFChLaoZgFCflEd4gXygUkq/s5ptn//bss7l/b8zYsdnbaFEpVLxCodC//4To7927L16lr1BZpKc2BLUlJNfFUFuD2hzKvS58aNCgQTnroGixKw1ELOU6KCi/lEd4Ax8KxWxJq6yS/VsxjeIqq9uoUR0Vr1AoqBdW587ZwYXPPPN+9LdCZVE8tSmobSFZZaS2B7VBlJtGtGv23eRjawbgt956KyyKKhActUsoDIc0W1LmjCT6WzELQ6mXiW6j26LiNRYKfnDhoYdmBxc2VhY2amMIV1VUW0Q51o/X5InHHXdcg7XgtT4Jqlf5AySNfGW5Aql5jYWCQsMvhTt06ORGy8JObQ1qc1Dbgz+wq01CbROlmIl44cKF7tJLL3WtWrWK779169buiiuuiPahuqU8whvkC4VC8pX1bSBq10iLNpCq0lQoPP30e9F+v05HY2XRPGp7UBuE2iL8gV5tFGqrsBo2bFjO9PBasErrg6RdVwSVL+UR3iBfKBSSr6zvhXXmmbl/b4x6bOk29MKqCmlCwQ8uTFMWzae2CLVJJKu11Gahtou0Jk6c6HbZZZec+9CiVVpXHrUl5RHeIF8oFJKvrOa60d8YB1Kz0oSCH1yYpixKR20TySVv1XahNozGFoL6/PPPXY8ePXKuYtZZZ51o1UPUppRHeIN8oVBIobJ77ZX9e5qR6Kq2UllGogMloTYKtVWozcIHgtoy1KaRbL9YtGiRu/baa90qq6wSl1thhRWitUG+YYnpmpbnqF0ihUIhn0JlZ850bt11s/v8XFiTJmXnwfJzYV12mXOrr54to7mwPq/PifSAclGbhdou1IbhA0JtG2rjGDlyZLScbbK6qmvXriVffRCVKc9Ru0QKhUI+jZXVJXOnTovLFNo0G68CB0BZqA1DbRnJsEhuW221lXu2mIG/qHoFjtol0FgohNKUffhh5448Mjs7r9YC0ab/P+oo5x55JCwNoEzUppEcRb7qqqu6gQMHtvhodix5TRy1AaAhtW1oNLsmZlyS82lhySJAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAk/8H5MT81itgdMQAAAAASUVORK5CYII=)
PN: 4H21-3-U9
CAS: 367500-94-5
Molecule Weight: 180.138
Formula: C8H5FN2O2
![(7-Fluoroimidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-3-1L
CAS: 1648841-49-9
Molecule Weight: 166.155
Formula: C8H7FN2O
![8-Fluoroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-5N
CAS: 1020034-56-3
Molecule Weight: 180.138
Formula: C8H5FN2O2
![6-Fluoro-2-methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABioAAAYqAE/8JOnAAACOXpUWHRtb2xTb3VyY2UAAHichZTbbqMwEIZfZeTrxfiAOUQhVZSq0krtVtq20t6tHHBSpAAVkNPb7xhyIukShWhsz3xj+Gfs8cMuX8HGVHVWFjHhlBEwRVKmWbGMycf7kxOSh8k4wSAMLOqYfDbN18h1t9stTT5NrndlQZMyJ51/tKuzXsxW0rJauoIx7v55eX5rGScr6kYXiUGqzkZ1u/hcJrpp3+I/W7i5rjZZ4Xbhbl5tumx/BbMPo7s6JedvmaFviigsspWBRVnluoGNYBQf9gOWpjCVbkwK8z0uS+rht0/GL49lss5N0eDQZsgSvXprqnWCC3m5Mskak+Hg52NMco6Absp8WlV6D3ZklzUHLUBL0B5oBdoHHYAOQUegOcM/+jkGcIzgHuq9MnbD9/2XwbeGGfyC2eH3dJq9wiuKJWLiMCp55AOnQjAPBOVC+SCpipgAj0ZCRuBToQL/aAL04V4H3yHywHHqe1EAjHJP2mR+yASBvd2HU8lECCeLqik/slZJnKOOMhCnqSMoCzoben17XFdeGICDMnMprZVSKnAU5SoIUUj3pORkPC+L9GIIWRqTOSetxL/NohYHlQmUVWoqbFybwIZeAqIP2JqcgOl3gOwDtoLDgNcHbL2HAdUHbHcMA34fsL00DAR9wHbesErhDRAN7xD1gbarhwnrv9LpLnJd7fbg3GFuC34XuSp5dzaHBeNXVe/O8h1GfcOcm0ucGfei993jjYPDm9vIvbiqXLygJ/8AhF6x2U6UBoYAAD36SURBVHhe7d0LvFVj/sdx13Ft5C7RIEMuYUwoRlMGEZUkEZUYIpXkmsa1mZK/xqVCpYQ/STdJFzMoTCWUVFQYFYXKpYuSkud/vmv/12rt5+x9zt7PXvucffm8X6/1qs569mWt017fvdZ6nt+zjQEAwME29g8AAEgFAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECICkRo0aZWrVqmVuv/12exVAgAAobdmyZaZNmzZmm222CZa6deuamTNn2k1RxAgQAIGffvrJ9OzZ0+y2225x4eEv2267rWnXrp356quv7IeiCBEgADwjR440hxxySFxgNGzY0Lz11lvm6quvNttvv33w8ypVqph//OMfZuPGjfbToIgQIIjMH/840Fvq1BloFi361l4dx2+LyjdnzhzToEGDuOA47LDDzOjRo+PaffDBB+bPf/5zue1QPAgQRMYPBS1du06yV8chQCrfqlWrzDXXXBN3ZrH77ruXe2bx4osvJjxTmTt3rt0UBY4AQWT8UDj99KHenx9++I3dJECAVJ5NmzaZf/7zn6Zq1apBAOjeRtu2bc3y5cvt5gkluleyww47mOuuu858+23ZZ58oHAQIIuOHwmOPvef92aHDeLtJgACpHBMnTjRHHnlk3NmDele98847dtOUqLfW5Zdf7gWQ/3x77rmneeSRR8zmzZvt5igwBAgi44fCunU/m4YNh3l/nzlzmd3MQ4BUrIULF5pzzz03LjiqV69unnnmGbupk+nTp5uTTz457vmPOuoo8+qrr9pNUUAIEEQmHArDhn3g/b1t27FWqxgCpGKsXr3adOvWzey4447BgX3nnXc2f/vb38yPP/5oN8/Ir7/+WvJ7H2aqVasWFyTnn3+++eSTT+zmKAAECCITDoWfftpsGjV61vv3m28usVoSINm2ZcsWM2jQILPvvvvGHcwvuugis3jxYrt5pNatW2e6d+9udtppp+B1f/Ob35ibb77ZrFmzxm6OPEaAIDJ2KIwYMd/7d6tWI0u+nYYamtJtEZ2pU6eaE044IS44jj/+eDNlyhS7aVb997//Nc2bN497H/vtt5958sknvYBD/iNAEBk7FDZv3mKaNHne+9nkyZ+GWpZui8zpzKJly5ZxB+x99tnHPPHEE+aXX36xm1eY119/3dSuXTvufZ144oneAEXkNwIEkUkUCuPHL/J+1rz5CyUHsa3fOhO1hRvdy7jzzju9exv+AVr3PLp27Wp++OEHu3mlUIA99thjZu+9944LkksuucQsXbrUbo48QYAgMolCYcuWX0u+Fb/o/Xzs2AXBzxO1RfqeffZZrzdV+KB8zjnneL2uctH3339vunTpEndTf5dddjF33323Wb9+vd0cOY4AQWSShcLrr3/u/bxx4+fMzz/HLqUka4vUqCpuvXr14oJD4zsmTJhgN81JH3/8sTn77LPj3v/BBx9snnvuObspchgBgsiUFQqXXz7aW/f88/O8fydrq3EjutzVufNEM27cQrN69U92k6KmKriqhhseuKcR5X379vVGmOeb8ePHm9///vdxQXLaaaeZ9957z26KHESAIDLJQkGmT//SW3fWWc+YDRs2J23bp89/gnVaTj55sLn22vFm1KiPzLffFu8ljp9//tn06tXLq4LrH2hVw0pVcleuXGk3zyvatgceeMDssccewbZtt912pn379uabb5KXw0HlI0AQmWSh4Lv66pe99UOGzE7a9ptv1pk77ng9qKcVXlTlV8+hsxi1KxZjxozxqt6Gv6WrKq6q4xaSFStWmKuuusoLD387f/vb35r777/fCxnkHgIEkUkWCr45c7721jdo8FS5bXWvZOrUxeauu6aUHCy3tg8v7dqN9Ua8L1tWmIPTVN32jDPOiAsOVcFVNdxCNmvWrJIvEKfHbffhhx9uXnrpJbspKhkBgsiUFwrSpcukuBBIxaZNW7xLYPfd96b5y1+eLhUkWi69dJQZPHiWWbw4N7qtZkLVbFXVVtVt/QOoqt7ed999XhXcYjF8+HBTo0aNuCA588wzzUcffWQ3RSUhQBCZVEJBE03pUlQqbRNRt+D33ltuevd+OyiVYi8tWowwjz/+XrmTWuUaVa9VFVtVsw0fNFXt9ssvv7SbR0Y1rNTt9+WXXzYPPvigN0fIFVdc4ZU90URT/qJ/6+dar3Zqr8fp8dmyYcMGc88995hdd9012B8K1k6dOpnvvvvObo4KRoAgb+m49cEHX5u+faeb8857rlSQaGnadLh59NGZZt68FfbDc4qq1qp6bTg4TjrpJK/KbdR0FvPaa6+ZO+64wyvlHh6T4bLo8XoePZ+eNxtnSV988YVp3bp13Ovutddepn///pSNr0QECArG/PkrTL9+M02zZsNLBYkWjUN58MFpZvbsr7P6rTkdqlLbpEmTuAOjqtmqqm2U71E3oTX1bLNmzeJGrCdbdBak+y01a9b0zj70p/5tnx0lWvT8eh29XtQ3v//zH/XS+2Pc6x1zzDFecKHiESAoSLp89cQT7wWj4MPLccc9YE488VrTtevdXp2myvgGq6q0t9xyi1el1j8QqnqtqtiuXbvWbu5swYIFpmPHjt63dftAr0XBcOWVV3ozFL7yyispl11XO7XX4/R4PY/93Fr0unp9vY+oqBDjkCFDzP777x/3Wgqtzz77zG6OLCJA4GT9+k0lB45xXrHEXO9Su2TJD+bJJ2eZ1q1jgxmPOuoOc8AB55Z8U44dgFRwUAdBzdYX9Tdmmw5+qkarqrThg5+q1qp6bVQ+/PBDc/HFF8d1idWikNK9DB2Aoy7rrufT8+r5w6Xcteh96P3ofUVFIXzrrbfGhbD+ftttt0UawkiOAIETda/1v9Gru22+WL58rRk06N/mnHP+WnJQiz/IadFgtjZt2pixY8d6N3Cj9Pbbb3tVaMOvd+yxx3pnQVH5/PPPzYUXXlhqu1T25PHHH/dqUVUEvY5ezy63okXvT+8zKp9++qlp2rRp3GsccMABZujQoZFeBkRpBAjSNnHip0F4tGkzxivbno/Us0m9njQoz/6mrkVdZ1u1auV1J81k9j5Vm1XV2fBzqyrtgAEDIiuzrjOnnj17eoUJw6+j+yuu851HRa9v3+fR+9T7jfKM79///rc5+uij416nTp06Ztq0aXZTRIQAQVq+/HKNqV8/NrBPf+rfhUAlMzRvxl/+8pe48RfhA56usWsOcU0TmwpVl1WV2fBBXc/duXPnSM8EZsyYYY444ohSwTFnzhy7aaXS+7GDRO9b7z8qup/Vr1+/Uvd8Lrvssqx2hS5WBAhSpjMNzXHun33oTKQQaXyBLn80bty41LV8LbrOrpLput6/atUq++EeVZVVddnw48466yyvCm2U/ud//ieuG+6hhx7q3dzOZXp/ep/+e9b713ZESb/D66+/Pu7LgMaS3HvvvZFfmixmBAhS9sgj7wThoXsgUdq4caNX22nEiBElz32XN2BNN13DA9n0b/1ckye98MILZvbs2VkZcxCmm7Gac0PX7e3LQ1p0gFK5EU2WpEq577//vldNNtxG1WY16C5KOkCef/75wWuosKJ6cOXLwVHvU+9X79vfBm1P1IMD58+f751Vhn8fv/vd77z/P8gcAYKUvPPOl+akkwZ54aFy6+qFlSl1BdU3z0aNGsWNNE5n0UFd5S169+7t1Y7KJl2SUh2qSy+91Oy+++6l3ou9qBCgqsxGeZ1flixZ4s394b+Oxo288cYbdrO8oPet9+9vi7ZL2xc1dYqwuxrvu+++ZtmyZXZTpIEAQbm++25DUDakbt3B5uOPE1+2SYVuRqsbq/0t3V7UG0oD11SFVmcf+lP/Dpf8TrSccMIJ5qGHHsp6iXOd+YwbN86bm0PzcYTfg+bqULdgVZeN2rx588yBBx4YvJa+Xed7yXO9//BZgrZP2xk1Bbm+aKhzhP9aGosDdwQIyqRekOECiM8+69aPf926dd6HV2Mu7IO+bni2bNnSK0sxderUcg/+Wv/WW295l410NmCPqdCiMxPNCa7LStmmiZx0z8N/7WuvvdZuEgmVNQmPBNd8GVH14qps2g5tj79t2s5slHGRyZMnB6+jLzNwR4CgTM89NzcIj06dJniBkg71w1fvJjs4dCahA60OElH01df9kJtvvtnr/x9+Hd0E188VYNmkHj7+a6rQYNR0eS4cHhosV4i0XeEQycZlSc126L+G7m/BHQGCpBYsWGXq1XvSCw/NJKhLWelQ+Yo//elPcQd0XYYaOHBg1m5+qxunrnfb9ZIOOuggM2rUKLt5ZLIZILonEL5s1adPH7tJQdH2+duq7Y76nggBEh0CBAnpJrlulis8dPNc83GkQ91gw72WdAai4KjIebsnTJhgateuHRckKo2ejbORbAWIeiWFx3gU6pmHLXwmou2PsncWARIdAgQJ3XPP1lIlDz+c+kAvdcfVPN3hg3bbtm29SZIqg85I1NMr3GtKZdOjvkmbjQDRpb1wV13dIygm4Xsi2g9RXOoUAiQ6BAhKmTw5vlSJZgRMhXpYqUut/+HUfQ5dTsoFKvSn+TX891alSpVIa1BlI0AUfP5zqpdSodwwT5W2N9w7K6rBhgRIdAgQxNH84v4c5KefPtR88UVqpUpU3iPcNVdFAlMtDV5RdPmsS5cuwXvUDfao5hePOkDUucAfYa5xEvneVdeVttsfJ6L9EUXPLAIkOgQIAipV0q7d1lIlEyakFgC6IX7qqacGH0r9/YcfcnduclWJ9UdA688oQiTKANF4BX+goN5fvg4SjIq23/99ab9kOjCTAIkOAYKAZvPzw+POO1M7aGl+C83/4H8gVdYjk8q1FWXkyJFBnSv9menlrCgD5O9//3vwXCr3AePtB3+faP9kggCJDgECzzvvfB6UKrngguEplyoJf7DVdTYfwsOnEPG/2arsSCY31qMKEM2T4fdeU8HBfKltlW3aD34BRu2fTOYTIUCiQ4DArFr1valTp4OpVes2U7fuIPPRR2WPBPdpHmp/Hg0VqKuIUd9R0+Us/2Ci3lmuXXyjChDNTOg/T65X1a1o2h/+vtF+ckWARIcAKXLqGtmkSfOSb+BHmWrVGpvBg/9tN0lI3XL9wW0qbz5r1iy7Sd644YYbggOKxom4iCJANN2r6mjpOTTDHkrzZx7UfnKdHpcAiQ4BUuQefvjh4MN0/vmtU+5rr7Lq/uNUcTaf6absySefHGyPy4j1KAJE5er9g6NK26M07Rc/ZLW/XBAg0SFAipg+jP6NZBUk/Prrr+0mCc2cOTO4dFW/fv2UQyeX6Zq6P9hQZU/SvZSVaYAsXLgw2KcaNIfk/MGV2l/ab+kiQKJDgBQp3eyuVatW8I134sSJdpOkTjnlFO9xugHtehkhF+nA7x9YbrrpJnt1mTINkI4dOwaPr+w5zHOd9o+/r7Tf0kWARIcAKVKar8L/EHXr1s1endSkSZOCx1133XX26rymsifHHXect20777yzWb58ud0kqUwCRJfQ9t57b++x9erVs1cjAe0n7S/tt3THhRAg0SFAipCm8/Q/QCeeeGJaH8CGDRt6j9Olr3zsdVUeFWD0943mE0lVJgEyevTo4LHqFYbyhXvPaf+lgwCJDgFSZFQTyp/VT9f8Fy1aZDdJSvN9+x+8q666yl5dMPxS8Jpmt7zJrXyZBEizZs28xymUv//+e3s1EtB+8u/faf+lgwCJDgFSRHSJxj/11/LUU0/ZTcrUqVMn73G6Z6K5PgrVmDFjgn2k6XFT4RogKgOjy2V6XIsWLezVKIP2l/ab9l8688sQINEhQIrIHXfcEXxwWrduba8uk8LHnzq2bt269uqCom31ZzbUHOupcA0QDcb0HzdkyBB7Ncqg/eXvO+3HVBEg0SFAioQK0vndRA877DCzZk1qVXZ9r776avChe+SRR+zVBUfT4Prbm0pPM9cACYe6Li8iddpf/r7TfkwVARKdrAWI/wtKRTptyzN//nzvw6+bw5oFTyWg9913X6/Iny5HrF271n5IwVu1apWpXr26t4+1P1y6iapbqx6vy1eFePPcpjEy/v/L3r1726tLcQ0Qnc3pMTVr1rRXIQXab9p/6ZwVEyDRieaonUA6oZBO22TUk+jaa68NvmUnW/bcc0/z/PPP2w8vaE2aNAm2P5WDYSJ16tTxHq96UcVAgyP3339/b5s1SVZ5li1bbnbaaR9veeihAfbqhDRhksrA6DXUrRrp87ujaz+mOuEWARKdzI7aZfB/QalIp20iumbtz1y22267eWcg06ZN8+ZR1iRCmpRm8uTJ5vrrr/fWZ/Ja+ebRRx8N9q8OhCq/ni5d7vKr1iqki8Wll17qbbOqv5Z3k/arr1aZatXO95bHHx9jr05IE275v5u+ffvaq5EC7Td/H6Y6gRkBEp2sHUnTCYV02iZy6623eo8//PDDzaeffmqvjqPLOa1atbJ/XJDmzJkT9PDRZTzXS0//+c9/gt/RM888Y68uWOGxBrNnz7ZXx/nmm7Xm2GP/4S3DhqV2iXD8+PHB82v8CdIXHrej/ZkKAiQ67kftcqQTCum0tWm0sE5f1Sdc9z8Qs379eu9yk/ar7ltkUhpc3X3935HqYBWLN998M9ju8i57rljxYzAZ17PPln/TXcJznn/22Wf2aqRA+83fh6nOmU6ARMftqJ2CdEIhnbY2f/a29u3b26uK2l//+tdgv6YzojqRcE+hXJ6qNmorVqwItvuuu+6yV8dxCRB/XM0OO+yQ8vV7xNN+0/7TftT+TAUBEh23o3YK0gmFdNra/HsfqZ6+FgPN8e3v0z/84Q9m48aNdpO0tGnTxnsudUAoNpqpUNuu8vVlcQmQdu3aFe1+jZL2n/aj9mcqCJDouB21U5BOKKTT1uZ3T122bJm9qigtWbLEVK1a1dsn6jDgUu7adsEFF3jPp1kHi83BBx/sbfuFF15or4rjEiB6Tj13jRo17FVIg/ZfKr8jHwESHbejdgr8X1A6iwv/JnF5vWTKo5pH+rZuv6d8XqIa2azeW3q+Y445xl5V8I4++mhv28866yx7VRyXANFzFut+jZL2Xyq/Ix8BEh23o3YK7INZKouLqAJE3Xzt95PPi/aL5vyIwmmnneY950knnWSvKnj++Bftg7K4BEgx79coaf+l8jvyESDRcTtqp8D/BaUinba2qC5h6WZcz549vWvd+bxoNj1/f0bVsYAzkPK/3boECGcg0eAMpPK4HbVTkE4opNPWxk30eBqR75cj1zJ8+HC7SdqaN2/uPRf3QJJzCRDugUSDeyCVx+2onYJ0QiFR23nz5pnu3bt7lxD22msvU6VKFW8KVnVPDRe3oxtvaRqRq/2l/aK5PzTfdyb8Xli6OV9s/P2os7uyuAQIvbCiQS+sypPaEd5BolBIJlFb/2eJFpXV8L9Z69KVCgQykDDesGHDgv2lQnMq9+IqPA6kmCY8Ugkcf7sZB5KbGAdSuVI7wjvwf0GpSNRWN8b69+/vlePQzWDVY9Iv/uKLL/bahi+n+JViVcqkvBG93377rbnkkkvsHxekyy67LNi3OptzFQ4jl0q++Wrq1KnBdpd3KdAlQBiJnjlGoleu1I7wDhKFQjLptFUtK7UNX05RwcQGDRp4P9c0rbfccouZPn26N2pa6zSiWPNZ6BtKMRVTVOj65a5Vpfj111+3m6RE+9L/HSlMisWAAQOC7VZ597K4BAi1sDJHLazKlbUjaTqhkEpbnYXo3sfll1/utVVl3TCNtr766qvLLee+9957l/ttspCodpUu8WnbDzzwQC+A06U5VPzLBLoHVSxatmzpbbPmRlfnhLK4BAjVeDNHNd7KVfZROwP+LygVZbUNH/y1aDa9Pn36JL2mr5vv3bp18wYFKizCE0o9/PDDZt26dfZDCt79998f7L/zzz/fXp0Sf+IjXSYsBip7r/8/2uZzzjnHXl2KS4AwH0jmmA+kciU+aucQO0B0iUrFAcv7RoitdDD0xxxocZmS9vbbbw8eXwxTr4Yv26Uyw6BLgAgzEmaGGQkrV84HiE+TQ+k+hl9uRGcZSJ3mAtlvv/28fadR6uqckI7wDeVevXrZqwuOJs7StqoU/qJFi+zVpbgGCHOiu2NO9MqXNwHi8//THHDAAfYqlEM3HHVA1P7TmBrNGZIqTfHqD9gq9JHTGzZsCApSploewzVAXnvtteBgFlXtsmKh/eXvO+3HVBEg0cm7ANG3Qf3i1ZsK6bvxxhuDD89VV11lry5T+DKWZiksVAMHDgy288knn7RXJ+QaIKrh5tdza9Gihb0aZdD+0n7T/kunFh4BEp2cDZBTTz3Vm9fiv//9r3e/Q9Vy1U3v2GOP9X7xjRo1sh+CFGhfnnjiicEHaMSIEXaTpDRdsD83uuvN+Fynbt+HHHKIt4377LNPyp0uXANEmjVr5r2eBsMW00DNTGg/aX9pv2n/pYMAiU7OBoj/C060qHfMRx99ZD8EKdJZnDojaF/qUk061941n7wep0th4ZIyheKJJ54I/p/17t3bXp3UypXrgwB57rm59uoyjR49OnhNzcOO8oXnq9f+SwcBEp2cDZD333/fXHPNNd61ep2i6pJV7dq1zc033+zdEEZmhg4dGnyIdLaXrFu0TTff/fso6hpdSDRGRmcd2rZ0zj7k119VmmSCOfvsZ0vOmtM7i9BZod9luF69evZqJKD95H+ZTLdHJgESnZwNEGTfpZdeGnyQevToYa9OqnXr1sHjXnjhBXt13mrbtm2wXToTqUgdO3YMXruYysW40P7x95X2W7oIkOgQIEVMpU40MFMfJN3bmDJlit0kIZ0B+nOFa3S77k/lu7FjxwYHldNPP93rdVaRNPWwX0WhUO8vRUX7R/tJ+8tlymYCJDoESJHTtzm/1Ikm51KxyVRoVL//IdRI7Yo+4EZJ94RU9l7bsssuu5iPP/7YblIh/EKhukRYXu2tYqX94l9C1f5yQYBEhwCBNzDQ/0A1bdrUXp2QAkM94fzHaV6WfKSCm37PPi26N1RZ1CnBPzim+nsoNtovfsi6duIgQKJDgMArdeLP7KilX79+dpOEdOlKl7D8D3S+VepVgU7/ZqwWddqobP7sj1peeeUVe3VR0/7w9432kysCJDoECDzLly/3ik7qQ6Veb6l+u5sxY4ZXrVaPU8XecePG2U1yksJDvcj8A4nmfVdF58qm2SN1GU3v6dBDD/VGxSNWHUD7Q/tF+yeTWTYJkOgQIAjoG55/CeXoo49OudSJSqT45d71Z66fiXz99dcmPG+8ujErUFLlj/eoU2egWbSo7HtGftt0+NM0a8lkIrBCov3g75NML5cSINEhQBDnhhtuCD5cml8lVc8991wQIgohfchz8cb6rFmzvNksw+GxevVqu1mZ/FDQ0rXrJHt1HJcA0biGI4880nt/6h33xhtv2E2Kirbfr4Cg/ZLuuA8bARIdAgRxdBnnhBNOCD5gI0eOtJskpTMR/3KWFvXOypUuvgozTXnqz7+h5aKLLkqrhpLPD4XTTx/q/fnhh9/YTQIuASIqJ+/3jqtWrZo3P3sx0nZr+7UftD+0XzJFgESHAEEpCxYsCKb+3XPPPc2SJUvsJknpnoh/Y90/+FX2YEPdz6lfv37wnjR+QJdE1HnAhR8Kjz32nvdnhw7Jp1J1DRAJz5muTg6pTphUKLS94c4dqc55Xh4CJDoECBJSFVr/Q6aS5ukcvHTWEe7iq0U3rFO9MR8V3evQvB7+5Q8tGuuSTunvRPxQWLfuZ9Ow4TDv7zNnLrObeTIJEJ01+YPmtLRv395uUtC0vf62az9EdUmUAIkOAYKk/MKJWu688057dZn0YddgQ3/Eur80adLETJs2zW4eKZ1Bae52v1qrFt2XueKKK1IeKFmWcCgMG/aB9/e2bcdarWIyCRDRRGpHHHFEsB233Xab3aQgaTv9bdb2az9EhQCJDgGCpHRz2S9trm/xmpUwXSp7Eq6d5S/q5aUBjOlcHiuLXkdT9fpTxIaXU045peQMYab9EGfhUPjpp80lZ1vPev9+883S25JpgIj2UfiyYJ8+fewmBUXb52+rtjuq/yM+AiQ6BAjKpJuWfu+qgw46yPmboKr46owmfDnJXw4//HDvjOGpp57yDvTlzYmh0ePvvvuuefrpp71LVEcddVSp59TSsGFDM3HiRPvhGbNDYcSI+d6/W7Ua6VXlDbPbupo7d653P8rftkI9EwmfeWh7td1RI0CiQ4CgXOFxCRdccIG9Oi2alEozG/rT4yZbVE5dZz8KlwYNGnh/6t9+ufVki+Z9v/76673pALLFDoXNm7eYJk2e9342efKnoZal22ZCYR4OEd0jSOfeVC7TdoTveWg7o+hxZdOl1fA89Lq3kmm34GJGgKBc6q2kb/P+h27AgAF2Eye6JKYw0WUn/ywn3UU9qurUqWNuuukm869//SvleU0ykSgUxo9f5P2sefMXSg6GW3t3JWqbiXnz5sVdzlIvpXzv4qv3H+5tpe3TdkZNPQR1OdP+P6QvJ/lSQSHXECBIybJly4Jv/yolEfUHXJM36QOuUezqYqsb3hdeeKF39uEvqn+knyt0dLlL31DXrl1rP1XWJQqFLVt+NS1bvuj9fOzYBcHPE7XNlO4J+AMNtairdL4ONtT79sd5aNF2RX3PQ/9327RpE1RZ0OJPUhcOEpWzYabT9BAgSNnLL78cfAiPOeaYoq3TlCwUXn/9c+/njRs/Z37+OXZpKVnbTOleVLiLr+4tKXjz5Xei96n3G74npu1xvceWiAbF9uzZM5i+2d9Pum+m2Sf1Hu655564wa86E+7UqVOk76OQESBIS+fOnYMPW4cOHezVeW/Nmo1m3LiFpkuXSd4Yj6efnmM3KTMULr98tLfu+edjZ2hltY2CBtf5I9a1qOBgrlfx1fvzCyNq0fuPapCgTxUUwq+hRZdhE41F+uKLL+Jm59SiqXJ1qbYiLonmMwIEadG3uuOPPz74oI0ePdpukne++25DyXZ8bK677hVz8smDg4O+lquuKn1tvKxQmD79S2/dWWc9U/INd3OZbaOiS3/hsSJaNN5GPd9yid6P3lf4fep96/1HRa+hy53h11CQjBo1ym5ayttvv23CRTa1aK6YTAeeFjICBGnTjH3+ab96y+gbXL5ZseJHM3z4PHP11S+bk04aFBcaWv70pyHm9tv/bT79tPSljPJCQc+p9UOGzC6z7caNm83q1enX4kpEPYl0ucYvBR8OksqeY12vbweH3qfeb1Q9oHRJSmfE4UtiunSlHoTplOlXh5EhQ4aY/fffP+79qvfhZ599ZjcvegQInAwaNCj4cGkO8XzoTrp8+VrvklT79i+VCgwt9es/Ze688w0zZcpi7+CeTFmhIHPmqFz8wJJvwk8lbbtpU6zrr854evd+O7Ig0TwZ6nwQPvhp0cRZjz/+eLljbKKi19HrhSfs8he9v0zm8wjbtGmTeeihh0zVqlWD59d9urZt23pz3Lhas2aNufXWW+OKb6qygTpwVEbHjVxFgMBZy5Ytgw+XbkbmoiVLfjBPPjnLtG4duzdhL2ec8bS5996pZtq0L7yDeiqShUKY7qGEX8e2fv0mc9ppQ4L1ut+iM6JwF+BM6Fq/5gxXN+fwwVsHQVUh1rfsxYsX2w/LiJ5Pz6vnD5eR0aL3ofeT6B6Eq0mTJplatWrFvY66hEd5xqVxS/bZ0wEHHOD1AoyqNlc+I0DgTCPC/bk1dOngrbfesptUik8++c488cR7Qbdaezn77GdNr15vm3ffXe50wE4WCmGaaEoTTpXV9qOPVpo2bcbEvbeLLhphZsz40m7qTHXBOnbsaPbaa6+4g6C/1KxZ01x55ZXmn//8p3dz+5NPPrGfIiG1U3s9To/X89jPrUWvq9fX+4jKokWLTOPGjeNeR2NHnnnmmawd1DXGSOV3wq950kknZb2uW64jQJARfYD8QYAHH3xwhV0isc2fv8L06zfTNGs2vFRgaFHX2gcfnGZmz/66VLmRyqT3okGIfj0tf7nxxslm6dL0Jroqi+41qMNDs2bNvDEQ9oHeXnRvSyP/FQy6Ka0/9e/wSPhki55fr6PXi+oeh6g2W7du3eJ6nelMp0ePHt44omxTj6xHH320VBhfdtll5ssvowv9fEKAIGP33Xdf8GHS9e2KoG+aM2d+bB544F/mvPOeKxUYWpo2HV7ygZ9p5s5dYT885+iSVv/+M029ek8G779u3cHmkUfeMT/+GN1BWDSJlnoWqaSHLvmED8guix6v59Hz6XldJukqi25s657bvvvuG/e6LVq0iOxeSjo0RkRnVeHqCRqUeO+990a+7bmOAEHG9AH/85//HHyYdPM0G3SjXiOX9eGtUeNIs99+Dc0RR9wUFxotWowoef33yp2rPFctW7bG3Hzzq3HbpC7BL720wBvtng0K44ULF3oDRR988EFzzTXXeCP+dS8jXAlA/9bPtV7t1F6Py9ZlI1G5m/AMmVqOO+44M2XKFLtphVM1hnAJFi26pDtixAi7acEiQBAJncJr8JU+ROqiOX/+fLuJE10CmTx5srnqqqtKfQOtWvUP5tBDrzKXXjrCDB48q+Tb6A/2w/OW7s9cfPHIuCC57LLR5oMPvrabFiTdkA930tCiUjpPPPFEzvX4Gzt2bNw9oAOqbmNubF/fLPtstt204BAgiMxLL70UfIg0AMv1dF6P03OpK2a4e2Z4UVG8vn0fN0uX5nchwbLojOPFFz/yeoqFg6R799fM119n/5p/Zfjxxx+9ycvC92l0iaxr165ep41cpS86vXv3NnvtWcWceOg2pu2ftzEPtt3evPnMX81Pa1fazQsGAYJIqZS6/8HXpaZUrV+/3jv1v+SSS+JqF/mL+vZrvIn6/OfjwMVMqLzKAw9Mixslf+qpQ8zAge97E1oVCs3NoTlnwr/3c845J9IeXNm2csXX5qG7rzC3N9/ODLxmG2956oY9zIf/etBs+WWT3TzvESCIlM4eateuHRwAdHqfjAZr6aChKrv2CGotukmpudR1T0Xzmxc7XaLr2HFC3NmIepdNmhQ/B0m+0eRg9oBDlTiZMGGC3TRvfPP5u+alPqcGIaLlhTuPMEvn5nadsnQRIIicSmL7pU7U5THcxVFzkg8dOtSce+65pQabadHIX63TgLQo5i8vRJo6V/OOhIPkyivHmY8/XmU3zWmahlg35cNl1vfYYw/Tt29fb4R5Ifj0nf81/3vbQXFBMuGRRuaHr/PnrKosBAiyQjc7/YOCX0ZDPVYSTRylsw/VGtJAMJ2VoHwaNa+yLCq/4oeIanr16DHarFyZu/cKRPcLevXqZapUqRL8H9BA1KuvvrrkvRfe/YLNG38074270zx5/c5BiAy+bkczbcQN5uf1uf27Kg8BgqxRP307LPxF/eY1R/oLL7zg3TiFG1USVikWhcfxx//THHJIO3PwwX8yffo8EOkgvqiMGTPGHHbYYXH/F+rXr28++OADu2nBWfftEvPvQRfHnY083W0f8/GbT5hft+RWz7JUESDImhUrVpS6PKGeVeph5dpDC4ktWLDKXHppf7P//meanXeOVZLNpalaNWZC97PCwVFsYyZ8X33yphnV84S4IBl533Fm+aIpdtOcR4Aga1599dXgYKEpRXPxG3GhGTVqgqlRo0bcgboyp2rVfaxEo7ZVvaCYv0T8+usWs+Dtwebpm/aNC5J/PdHCrF1V8aPrXREgyBqNWNYBQ5VYMymtjfTkwlStft0ou3ZWMdeNSuTnDavNjBe7mcEdfxOEyJMddzLvvtTDbNqY+2N9CBBkhUYL77ffft5B47TTTrNXowIkm6q1f//+WZ2qVZVrjzrqqLjXVeXa6dOn203x/1Z/s8hMerRx3NnIs7ceaBbNeDpWcTOBcNuylmzK7rOjaKlWkX/wUMlvVJ5EU7Uec8wxkU/VmmjujGrVqjF3Rhq+mD/JjLirVlwAjO19ilnxeek5TuygSLZkU3afHUVLl0t0ANFN9CVLltirUcGyOVWrul7fcsstzN4XEY1Yn/vaQ+aprlWDEBjUYTsvXMIqIiDKU7mvjoKkb5vVq1cPLl0gd0Q5VWs2QwnG/LRulXnrfzuYQddu7wXFomlPxa0nQFCQNMmUfzBRgTnkHl1uatq0adyBP52pWnVZ7MQTT4x7vApovv7663ZTZOiHrz42i+e8VOpeCAGCgqRZ4/yDSqpTpKJypDtV69KlS72Cl+H2ujE/YMCAnCuzXugIEBQkTX2qA4sm/kHuS2WqVnUNvvvuu0t1De7cuXOlTWNc7AgQFJz3338/OMBoik/kj2RTtWomQs13Hw6Xs846q9IGJyKGAEHB6d69e3CQiWpWQlSsRFO1+ovKo2gqW1Q+P0DKWrIt+6+AoqJ5HHSgqVWrlr0KeUZzufgjyVUtt0+fPpSjySF2WCRasi37r4CiMXfu3OCbao8ePezVyEOqlKxLkYsWLbJXoZJVVEiUpXJfHQVFN1n9AJk1a5a9GkCECBAUFI0DUHhovgcA2UWAoGDoEod/9nHzzTfbqwFEjABBwdAUpX6AzJgxw14NIGIECAqGX+31oIMOSqkUBoDMECAoCIsXLw6mru3SpYu9GkAWECAoCA8++GBw+Wrq1Kn2agBZQICgINSrV88LD5X1VolvAMWBAEFGli1b5s15rgDp0KGDvRpAASNAkJF+/foFl69UGhxA8SBAkJEGDRp44aE5IVQWHEDxIEDgbMWKFV6RPQVI+/bt7dUAChwBAmcDBw4MLl+98sor9moABY4AgbOzzz7bC4/f/va3ZuPGjfZqAAWOAIETzV634447egHSunVrezWAIkCAwMmwYcOCy1ejR4+2VwMoAgQInDRp0sQLD82ZvX79ens1gCJAgCBta9euNTvvvLMXIBdddJG9GkCRIECQtueffz64fDV8+HB7NYAiQYAgbS1atPDCQ2chOhsBUJwIEKRF9zt030MB0rRpU3s1gCJCgCAto0aNCi5fqScWgOJFgCAtGvOh8NAYkO+//95eDaCIECBImUaba9S5AqRRo0b2agBFhgBBysaPHx9cvho0aJC9GkCRIUCQsiuuuMILD1XgXblypb0aQJEhQJCSTZs2mb322ssLkIYNG9qrARQhAgQpefXVV4PLV5qFEAAIEKTkmmuu8cJD858vX77cXg2gCBEgKNcvv/xi9t9/fy9ATj31VHs1gCJFgKBcU6dODS5f9e3b114NoEgRIChX586dvfDYdtttzeLFi+3VAIoUAYIy/frrr6Z69epegNSpU8deDaCIESAo0/Tp04PLV7169bJXAyhiBAjKdNNNNwUBsmjRIns1gCJGgKBMhx56qBcetWvXtlcBKHIECJKaNWtWcPZxzz332KsBFDkCBEn5va+0zJs3z14NoMgRIEhKU9YqPHbddVfz888/26sBFDkCBAnpjMM/+9DSqlUrs2XLFrsZgCJGgCAh3fMIB4iWG264wW4GoIgRIEhIva4UGjVq1DC/+93vghC5//777aYAihQBglI03sMPDI0DWbBggdl77729f6ucybBhw+yHAChCBAhK6datWxAgGokuM2bM8G6m62c77rijmThxovUoAMWGACly3377rXn55ZfNnXfeac4991yz5557BuFRpUoVrxaW75VXXjE77LCDt2633XYzM2fODD0TgGJDgBSRDRs2mGnTppmHHnrItGzZ0uyyyy6lbpSHl/r169tPYYYMGeJdxtL6ffbZh/ImQBEjQArY3LlzvQP+ddddZ/7whz8EZw/JlgMOOMBccMEFpmfPnmbAgAFJu+3+/e9/Dx6jUidfffWV3QRAESBACoSmmR07dqy59dZbzRlnnOFdfrIDIrzsvvvuXg8r/981a9b0Lmel6vrrrw8ee8IJJ5g1a9bYTQAUuMIMkJKDmrekItW2U6YYc+WVxvz+96bk6GvMbrsZc/jhsZ9pXUVau9aYN94wq/r0MU83b25qH3hgqYAIL9tvv713kO/QoYMZPHiw+fDDD4N7G+3atQva1a1b16xfv956scR0dnLRRRcFj1Vobdy40W4GoIClcOTMQ6mGgpTXdt06Y1q02Nou2VJyMDU//mg/OnO//GLM7NnGPPZYLKxUFff/X/ObkqVPyXLUNvGBoXEbOrhr+tm33nqrzFDYvHmzd/Pcf+x5553nzYGeCgVGgwYNgsdefPHFSS97ASg8ZRw585h/UE9FWW1/+smYk0+Ord91V2O6d48dzBUqCos5c4z5299iZyNqU6+ejqr2s6Tn88+NGTHCmBtvNObUU2Ov679Ha9lSsjxbtaq5uVEj06NHDzNu3DizcuVK+xnLpYA5uWQ7/SBo37693SSp1atXm+OOOy54bJcuXewmAApUkiNnnisrFGxlte3UKbbuoIOMWbDAXruVeiLVqBFr27WrvTa57783RuMp7rvPmCZNjNl771IhEbf85jfGaFrZzp2NeeaZst9TmlatWmWOOOKIIAjuuOMOu0lSuv9yyCGHBI/t3bu33QRAAUpy5MxzZYWCLVnbpUuN2WEHY7bf3ph33rHXlvbuu7H2O+5ozJdf2mtjPvzQmEceMaZ1a1NytC4dEPZy5JHGXHZZ7DF6/kzPbsqxePFiU61atSAI+vfvbzdJauHChV63Xj2O0epAcUhw5CwAyUIhkWRt77039vOLL7bXJKe2ekzPnvYaY8aPLx0Q4aXk4OudhehsZNIkY374wX6GCjFnzhyzxx57eEGw3XbbmZEjR9pNkgqPVleXYUarA4UtwZGzACQLhUSStT3jjNjPx4yx1ySntnrMmWfaa4wZPXrra+m+xmmnxe5zvPhi7L5HDnnjjTfMTjvt5AWB5gSZkkYvM0arA8UjwZGzACQLhUSStT3wwNjPv/jCXpOc2uox1avba2Lef9+YDz6I9azKcSNGjPDOQBQEOiNR199UDR06lNHqQBFIcOQsAH4opLPYSr55ez9XT6xUqa0eo8cWgEcffdQLAS0HlgSq7pGkqlevXsFjdYOd0epA4Ulw5CwAdjikstgyCZBddrHX5K3u3bt7IaDlyCOPTGu0eqdOnYLHHn/88Wbt6tV2EwB5LMGRswAkC4VEkrWtVi32c5dLWLr8VUCuuOKKIAhOOeWUMgcmhmlQoYo26nG1S5ZHGjY0W7LckwxAxUlw5CwAyUIhkWRtSw523s+juomexzRavXHjxkGI6O/6WSo0Wr1DgwbmppLHjStZfiwJFMNodaAgJDhyFoBkoZBIsrb33BP7eTrdeFu1ij0mUTfePKezDp19+CGis5JU/bR6tZl2/PFmg7+vNUATQN5LcOQsAMlCIZFkbZcsiQ0i1OBADeIrj3pYqa2WdC575RGNVtd9ED9EdH8kZbqJfsghW/d3r152CwB5JsGRswAkC4VEymrbsWNsncqUlNUV9bPPth4cC7wWlHpiqUeWHyL9+vWzmyS3cGFswKT207bbGvPUU3YLAHkkyZEzz5UVCray2m7YYMwf/xhbr4KJPXrECiiqkKJuJGtsxF13xcq7q40KL6bTaytP2aPVX9RgyFSpLIxffFJnaxMm2C0A5IkkR848V1Yo2Mprq7k3mjXb2i7Z0rx5rEpvkdDodH+0uv7U6PWUKTQUHtpvGpWfSq0xADmnjCNnHisvFMJSbasDpG4c16wZO+hp0d/1s3QOngVEZx7+aPVjS85IlursLFW6fKXLWNr3uqyly1sA8koKR04gOd0DOaIkBP5asoyqVs1sTmO0ulHZdz/AdQ9p+XK7BYAcRoAgYy/fcYd5cZvYDIleCfpVq+wmyWluEz9Ejj9eM1TZLQDkKAIEkVivWQz9IDjllFgng1RoUKFfBl9LgwZZn/cEQDQIEERDI9PPO29rEDRuHPtZKhQY/sh/LZpfntHqQM4jQBAdnXXUrbs1CNIYrW7WrDHmhBO2Pvb66+0WAHIMAYJoqVpvrVpbg+D22+0Wydmj1f/xD7sFgBxCgCB6KgPjT8il5dFH7RbJacR/eLT60KF2CwA5ggBBdmiUftWqsSDYbjtNcWi3SE7T4IZHq7/yit0CQA4gQJA9mkvdn5hrp53SG3A5caIxO+4Ye6zCZNkyuwWASkaAILtGjoxVNVYQ7LFHbE74VA0bFruMpcczUh3IOQQIsq9//633QzTTYzqj1WfMiC0Acg4BgoqhSsZ+iBxxRHqj1QHkJAIEFefKK7eGiErfqyw+gLxFgKDi/PKLMeefvzVEzj039dHqAHIOAYKKpdHq9eptDZF27Yz59Ve7FYA8QICg4tmj1f/2N7tFYuoWrMtgv/99bBZIde89/PDYz7QOQIUiQFA5NFq9evVYgGhyrrJopscWLbYGTrJFRRi5rwJUGAIElWf+fGMaNTKmTx97zVaaY1433P2g6d7dmNmzY6GisNAsiDqD8Ueu6/IY5eCBCkGAILd16hQLhoMOMmbBAnvtVqqhVaNGrG3XrvZaAFlAgCB3LV0aq4WlkejvvGOvLe3dd2PtVQLlyy/ttQAiRoAgd917b+yMQjMWpsqf3bBnT3sNgIgRIMhdZ5wRC4MxY+w1yamtHnPmmfYaABEjQJC7/DlFvvjCXpOc2uox6uEFIKsIEOQuvxS8emKlSm31GD0WQFYRIMhdmQTILrvYawBEjABB7lLpd9dLWLr8BSCrCBDkroYNuYkO5DACBLnrnntiYZBON95WrWKPoRsvkHUECHKX6mVpEKEGB2qQYHnefz/WVks6l70AOCFAkNs6doydUahMicqVJPPZZ8YcckisbZcu9loAWUCAILdt2GDMH/8YCwYVTNTUuCqgqEKKmlvkww+NueuuWHl3tVHhxXR6bQFwRoAg961da0yzZrGAKGtp3jxWpRdAhSBAkD/eeMOYK64wpmbNWGl3Lfq7fqZ1ACoUAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBw8n+9+E2o1GtoBQAAAABJRU5ErkJggg==)
PN: 4H21-3-2A
CAS: 1159828-93-9
Molecule Weight: 194.165
Formula: C9H7FN2O2
![2-(Bromomethyl)-6-fluoroimidazo[1,2-a]pyridine hydrobromide](data:image/png;base64,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)
PN: 3H32-B-76
CAS: 1365965-12-3
Molecule Weight: 309.964
Formula: C8H7Br2FN2
![2-(Chloromethyl)-6-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABgvAAAYLwFIh7lLAAACEHpUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzopvvQZwiaFFgQLuHtQP2Nii2khqwpUJ2c/n7UXbSxkvnwjZIkzyUTVJa3ByaGnbatZU1ORGUE9CmsGVltjn59Xw/S8nNclFgEAaaNicvXfc6Z2y/39PiRTfqYA0tbEMG//zQVqOYfUCt2zLJuWC/Hx+eemZWmbZTptBItdW87Y0PtlBd/xX/WYI1yu0qw4Zw1rjdkO2P5P7m9NCW5ONfbtG3QhQ2Va1hY12jOthJTvHm32CrjXaq0yWsj2gOaIj/vlw83tnirdGmQ9VnqApVP3XurUBDY2tdvGEyVL7f5aQRCKjONivn1BG85s1KgJKgAlAhqAhUDCoBlYLKQAmOD/qFxDrX2i/0fHzVObmH29P1Y5D1oGKFZE4SGmUigJjKKInPIqSZDDII0MclSCpkFIOgUvIQZpwGIothhh1NUZ68p9iBJHDE1CENUpmiJxYoJOUJCkEDfvkWZXGGb2nYG3uBRp4JTMXTNDnjQzKsCnsvy3Kxtqa8UKEqc7IWpK/XT71p5alkBKwrtcMp9Al86CUgx4Av8Duw+gwIxoBvxzQQjgHfvGkgGgO+1dNAPAb8YEwDyRjwYzRdpXQM+KGbBrKrFQSf/ibvH7WuH+kvGHFVqi+Rfxp+3jWTTHA1JJ8j7GIm2Xlbo3q15dnFecDwFFz+Beo3idKpmWMYAAAxwklEQVR4Xu3dCfxVc/7H8UQYZRmyNmP8LdmNtbHUoCxDQo0Gg5Es1aCxZIls2YaJsUaUZClKMhJFphIlklJERVqV9l2b7//3Ph7nzLnnt937Oef+fnd5PR+P84jfOfdsv98973O+57vUcAAAGNSI/gAAgHQQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAJCnul1RI60pW7K3ZgBAVkWDorwpW7K3ZgBAVmU7ICpTfVsGAMRCgAAATAgQAIAJAQIAMCFAAOSFVatWuUmTJkV/jGpEgADIeX379nVbbrmlq1GjhmvUqJGbOXNmdBFUg2h13bKmbMru2gHktc8//9wdf/zxXnCEp6222srdeeedbvXq1dGPoApFw6KsKZuyu3YAeWnBggXu8ssvd5tuumkQGr/+9a/doYcemhIku+++u+vTp0/046giVRESFam+LQPIOevWrXMPPfSQ22677YKQ2GyzzdzVV1/tFi9e7C0zbNgwd8ghh6QEiYq1Pvvss8jakG0ECICc8Pbbb7t99903JRhOPvlk99VXX0UXdRs2bHBPP/20q1u3brBszZo13aWXXurmz58fXRxZQoAAqFZff/21O+2001KCY5999nFvvvlmdNFSlixZ4q655hpXq1at4LPbbrute/DBB93atWuji8NowcxxbtaXQ6I/JkAAVA9d/K+99tqUi/8222xjuvhPnjzZ/elPfyoVQgMHDowuigysXDLb/bfHha5bm028oJg9eWjKfAIEQJVS8VO3bt1KFT+1bt3azZs3L7p4RgYNGuTq16+fEiSnnHJKmcVgKN+GdWvcZ291dj2urh2ERI+rtnKLZn+RshwBAqDKDB8+3P3+979PucA3bNjQjR07Nrqomf8iXkVZ/jb0lNO+ffvgRTzK9+3Yvq53xz2CcNA0pOvZbtmCb6OLEiAAsm/69OnunHPOSQkOVcHt3bt3dNHE/Pjjj6WqAu+www6ua9eu3lMQUi2c+bl7s8vxKcHR786D3JzJ70cXDRAgALJm1ao17vbbOwetyDVVdSNANUb84x//mBJeBx98sHv//fIvjMVkzYoFbsSLl7tn2m4aBEKva3dwXw570v28MbeDlgBBlbvvvvvckUce6d544w23fv366Gwk5M03J7qjjmrntt56v+DCff7557sZM2ZEF60Sr776qttjjz1SgqR58+bu229LF80Ug40b1rkJ7z3kel6zXRAcz7bdzH3U52r306r8KOojQFClxo0b5zbZZJOUIo1LLrnEe/maac0flG3SpPmuVasB7ogjurn69a93O+3UxB1zTBM3cuTI6KJVbs2aNa5z586udu3awd/AFlts4Tp27OhWrFgRXbxgzZg4yL16274pxVWD/n2yWzI3vyobECCoMitXrizVUC08qQrphRde6F5//fUqK14pJAsWrHJ33DGs5Omumxcemho3frrkzn+E27hxY3TxajVr1ix3wQUXpPz+d911V/f888+7n3/+Obp4wVgy72v39mOnpQTHK532cd9PqLzNTS4iQFBl9KThXyx0x9mzZ093xhlneHeg0TDRHWrLli29l7wKHpRv7doNrkePca5Ro+eC4Dj66Gfdo49+XHLucvupbtSoUe6oo45K+d03aNDA+3khWbtqiRvV91r3bLtaQXD0bL+NGz/kQbdxfW7/jipCgKBKqMM9/wKh3l3Dd8QqunjppZfcn//8Z+8FbzRM9AL4zDPPdL169fIav+F/3n//u5Jz0ycIDk3XXjvYzZy5LLpoztITh24m9ATi/85VzKmn0dmzZ0cXzyt6Cf7VB91cr+vqBsHxTJuabniv1m71snhtbnIBAYKs++6774I2AXrnoeKL8mjQotdee80r3qhTp06pMNl88829hmndu3f3qokWq6lTF7k2bQamBEfLln3dxx+Xf25z3fLly93NN9+c8kSqJ9G7777be3eSb+Z8M8y91vn3KcVV/3mwoVvwfXJtbqobAYKsUi2ro48+OrggqOZVun766SevK4xWrVp5XYlHw0TtC0488UT35JNPujlz5kQ/XpCWLl3j7rtvpDvqqGeC4DjxxOfdK69MdBs25NZ7Dqtp06a5s88+O+V3rdpbGtQqHyxbMN299/Q5KcHx8s27u6mfZK/NTXUhQJBVetfhXwSuvPLK6Oy0qXXzu+++6zVM22mnnUqFiYo81KJaLaC///776MfznsKhd++JXlj4wdGgwbPun/8c6YVKIVI7kYMOOijl96ziT7UryUWrVq10zz/Ryd385y2D4FD3I2MH3unWryvMSiEECLJGFwD1saQvvhqOJVUMofcnGpPiqquucvXq1SsVJpoaN77Qde06yM2cuTT68bwzevQsd845r6YUV7VtO7DkTn1RdNGCoxbresJU0af/u9WTp24kNOhVrnjhhRe8v8WDdq/hzm9Yw93/1xru/WfPdysWF/bQvwQIskJf7t122837wuvF+JdffhldJDEffvihu/7664NGarVqbVfylHKi23ffDt7F9rzz+rlnnvnMffttfjTO8s2YsdRdc807KcFx1ll9SsJzenTRRGm888GDB7vHHnvMdejQwStC1NSkSRN3wgkneP/6P9N8LaflszlOuvrQ0qBWGtzKDxINevXwww97T6fVZcyYMSlFtDvUqeGuaHmE+3ZS9be5qQoECLJC1XP9L5UGHqoq6hTwrru6uIYNr3QHHXRvysVXU/Pmr5Q8mXzqJk/OnbvXqBUr1rpHHhntVcX191tVdHv2/LzkYpnsew69o1KV2Xvuuafkqa1xmbXgMpn0ea1H69N6k+5pQDciGuQqvE21LdJgWFVp7ty57uKLL05pFLvzzju7Hj165Fybm2wiQJC4Rx99NPhSqWpudVERT7duY91f/tKvVJBoatast9dWYsKEeNUp/fWpAd833yyMzk7hL1uWjRt/dm+8MbnkAvlCyjrvvHOY10gwKao2O3ToUO8CWFZNt/CkIkg92Wk64ogjvCcQ/ev/zC+iLG/S+rUdbS/JBoIa7GrvvfdO2ZYGxdLgWNmkih333ntvynlTzcAbb7zRLVuWP1Wnk0KAIFF6welXw1Rvr7nSfbfaRaix3UUXvV4qSDSddtpL7sEHP3KffTbXu5BnIrweFTlVpLwAWb16fcmF9pfuR/zpkkveKLnjTq6qsoaavfXWW91vfvObUhd6TRoAqk2bNu7xxx/PqEjKL/LS5/R5rSe6bk3arraf1JC36vpGg1+pBwN/G+o2XoNkZaO9UP/+/d2ee+6ZckzNmjVzU6dOjS5aNAgQJEYtxvfb75eO+/SiMxf6XirLnDnL3YsvTnCtW/+nVJBo0hPAvfd+4MaMmZ1W1Vj/c35L8IqeaMoLkK++WhDMU5i9/XZyFyW1u9FYHOEeeTUp6Fu0aOE10Ew3LNKl9Wm9Wn+0pwHth/anovZAmdAgWBoMK/w0pMGyNGhWEt3Gf/HFF1518fAxHHDAAV6twGJHgCAxl156afAFU3fh+WD+/JXu1VcnuSuuGJjStsKfVG1WRUgjR87wugwpi7+s3q3oXzXwK095ASIvvDDBPf/8597TSBJUpKLxylXEEr74qasQjcmxaFHV1OLSdrQ9bTe8H9ov7V9SRT96/6Wq3OFtaPAsDaJlsXDhQte2bduU8Uy23357r9JA0u928hUBgkSoq27/S6axH5K486tqixatdgMGTHZ///sg94c//O8Ftj/pCUNPJtEg8efr5bffTkNPL2WpKECSpD7E/Fpw/qTaU//973+ji1YpbV/7Ed4v7WeSA1tpXSo+DW9Dg2lpUK10KBweeeSRlMarqv3197//3QsV/A8Bgtj0xVSVSv8OLenikOqwbJlawX/j9St1zDHdU4IkGg7hUNAThP77b38bkLKML9sB8sMPP3hdvYQvnror//jjj6OLVivtT/RpQfut/U+CenPWU3C4VpmKzjp16lRh55x6l7P//vun7JcCb+LEidFF4QgQxKS7tWOOOSb4sqkr9kKzatU69847U93NN79XcgF6361Zk1p8EQ4FzTv11Be9/x8xonSL+GwGiBpu7rLLLsHvYscdd/Q6Kcxl2j/tp7/P2v8kRyrU4FkaRCscCGrwp4Z/YVOmTEmpeq5pr732KnkiLftGAL8gQBCLatX4X7h27dpFZ8eicNILTHWuqFEM1R28Gq+ddNJJXnVS/av/1881X8tp+aoun46Ggt6p6P/PPbefi9ZcjS6bBFWP1d12uKxenVHmSg24ymg/w2OD6Dh0PElW+1WFDlU/DgeEGgAqrNQYMvyeaOutt3b3338/A5ylgQCBmcqz/YuW+ixKoqsSVYns0qWLO/30070vcvgLn+6kz+nzWk9VVLGMhsL69Ru9Nib62eDBqduPLhuXwlLtLPxjV5GNeirOR9rvcJGTjivJmwE18FNDPzX4i/7NaFItLt2QJFWMVgwIEJjoZaLfD9WvfvUrN2nSpOgiaVMtnKeeeiqlKKysSZ0oqvHa4Ycf7j2B6F/9f1mdK4YnrVfrT6q2T1RZoaD3J/qZWr6HqwKXtayVur5v2rRpcJxqWKcnsHym/Q83ENTx6TiTpL+DG264IaUV+bHHHus++eST6KKoBAECEw3w5H/5VEXTQtU7b7/99jK7av/tb3/r3YHqjlFf7KVLK+4UUfO1nJbX5/T56Dq1HW0v6eqrZYWCGiNqfA79XDW7fGUta6GLavgltIpnkmqgV910HOHiJh1n0iEif/3rX731q4YVbAgQZEwtjv0vd/PmzaOzK6ViCbUgjhZRqaWyBhSK8zQTpvVofdGW19qutp9U8Uh5oaDRAvXz009/Oaj6W96ymdB+h588VEtIgzEVEh1PuLqvjjep35fvuuuu89atJ2jYECDIyIQJE4IWzbrLz/RuXj3nHnjggSkXdBVFqfZWtjqh03q1fm0nvF3th/YnropC4cIL+3vzNJaHVLRsOvRiOfzOQxdZ9c9UiHRc4RDRcSf5Yp0AiY8AQdpUjODXkdfL8xEjRkQXKZcu4nfddVdKTaH69eu7QYMGRRfNKm1P2/X3Qfuj/YoTXhWFwqhRs7x56h5FLcwrWjYdqp3k77uKeQrtySNKxxcuzkqyhwMCJD4CBGnTID7+F/mOO+6Izi6XXriryq3/WT3BaJzr6qomqe1q++G+obR/1lbGlYXC5Ze/6c1XZ46VLVsRVTn1A1gvmgvlnUdldJz+i3Udf1LtRAiQ+AgQpKVfv37BxVYvNdPtqkSt0sMtezV2g4rBcoH2Q/vj75v209KKvrJQGD/+B2/+CSf0rHTZ8qhqqd9IUBe8YmsZrePVcev4dR6SqGpLgMRHgKBSGmPc76pENZnUujcdkydPTnmB3bJlS7dixYroYtVK+6P98vdR+6v9zkQ6odC+ferIgpkKd0+Sr+084tJx++dA5yMuAiQ+AgQV0pPGcccdF3xx1do7HbqTD4eHhiON854hm7Rf2r9wiGTyJJJOKGigKQ0Olc6yUX369An2TS22i1m4xbrOSxwESHwECCp02223BV9YDRaUDr1LCBdbZfK+pDppP/191v5b34kkSY3e/F511WdUvnRPki06fr/vLJ2XOI1DCZD4CBCUS+Mo+C9tNYCOejitjO7mw1UvdWefT8JPIjqO6n5q0ngZ/v7keseIVUXnwT8nOj9WBEh8BAjKpPYdfhGUaiul20VG586dgy+33i1U9wU4U9rf8DsRHU910Yh9fid/qriQZBuIfKbz4LfC1/mxjmxIgMRHgKBMZ511VnARfeKJJ6Kzy6QeT/0nFtVuyrUX5unSfvu1s6pzaF4N++r/DkaPHh2dXdR0Pvxzo/NkQYDER4CglCeffDL4cipI0rFu3TqvR159Rk8suVJV1yrc4l7HpeOrShrn26+2qqI0lOYXleo86XxligCJjwBBChVV+RdOFWGl+yJZfUv5oXPPPfdEZ+clHYd/TDq+qhQeZ6W6h6HNVTov/jnS+coUARIfAYKAXpL7/VSp6EYv0dOh9yV+x4gq+qmuFuZJ03H4RVk6vkz6/Zo1a5k3JoiGxM301YXew/i9CTdo0CA6GyE6PzpPOl+Zvm8jQOIjQBBQNV3/jk7Vd9OlLtL9z1V131bZpuPxj03Hma7+/b8K2nwsWJBZV+RDhw4NtmntKr9Y6Pz450rnLRMESHwECDz9+/cPvohqOJhuVyWqh++P56FO7wqR35mfjjPddgevvfZlECDz56+Mzq6Q39vuFltskdFTTzHS+dF50vnSecsEARIfAQKv1bUfAuqyRF2XpCt8B6gu0wuRjivTJwJrgGjMi2222cbbVosWLaKzUQadJ50vnbdMxgwhQOIjQIqcnjTCI9v17ds3ukiF/GFo9cI90zLofKHj8tvE6HjTYQ2QUaNGBb+LXr16RWejDDpP/jnT+UsXARIfAVLkwt13qLv2TEyZMiUYV1oj/xUyHZ+OU8er466MNUDCNb+sDeSKjc6Tf84yqQFIgMRHgBSxDz74IGj4p76fMh13ukuXLsEXN6lhaHOVjs8/Vh13ZawB0rhxY28b++yzT3QWKqDzpfOm85cuAiQ+AqRIqVM6v6qo2n2MHz8+ukilTj/9dO/zWk8x8M+XjrsylgBRFx21a9f2tnHFFVdEZ6MCOl86bzp/6Xb5QoDER4AUqebNmwd31I899lh0dqX0stJv+5Fp7Zd85deO0nFX9rLWEiAaZ8X/nTz++OPR2aiAzpd/7tIdr4YAiY8AKUJPPfVU8GVr1qxZdHZaNEKcv47nnnsuOrsg6Tj9Y65sREBLgLz77rvB+vXfSJ/l3BEg8REgRUZl+X4fS/Xq1XMLFiyILpIWDSzlf2HHjBkTnV2QdJz+MVc2sJYlQCx30fiF5emNAImPACkia9asCTo8rFmzZqw+lsK1hZYuXRqdXZB0nP4xV1bbxxIg119/vbduvZNKtxwfv9D58vtw03lMBwESHwFSRNq1axdcAG+55Zbo7Iyoyq/WU7du3eisgqbj1XFXVuXZEiD+Od15552js5AGnbd0fjc+AiQ+AqRIDBgwIAgPNYar7CVwZc477zxvXXvvvXd0VkHT8eq4dfwVsQRIsZ7TpKT7u/ERIPEVZYCoyt8hhxziLrroIteqVauCn84888ygvce2227rpk+fHj0lGWvatKm3vsMOOyw6q6DpeHXcOv6KWAKkWM9pUtL93fgIkPiKLkDee++94E68GKekxrU48cQTvfWp48ViouPVcev4K2IJkGI9p0lJ93fjI0DiK6oA0Yu2o446yvujUZcU6t9ojz32KPjJL7fXdMABB2Tc4rwsxXq3nO5driVAivWcJiXd342PAImvqAKkZ8+ewYW0Y8eO0dkFLTxmRxKtnIu1vD7dcnZLgBTrOU1Kur8bHwESX9EEyPLly90uu+zi/cHstttubsWKFdFFCpp63fUf8TX169cvukhGqIVVcU0fS4BQCyseamFVvaIJkJtuuim4eBZrN9lqbOWP+6F/4zRWox0I7UByCe1AqkdRBMi0adOCUcs0hnIxfznDLcgzGXkwipbotETPJbRErx5FESBnn32294eiF+ejR4+Ozi46fs+lmjIZ5zuMvrDoCyuXWM4dARJfwQfI0KFDgz+sCy+8MDq7KK1evdqrjaVzovYhI0aMiC5SKXrjrbghZp8+o9y++3bwpnnz0ivis9xF4xeWpzcCJL6CDhAVz/h9P9WpU8fNnj07ukjR+uKLL4IyY1VnXrRoUXSRSjEeSPl69hzg6tY9zpvmzv0xOrtMjAdix3gg1aOgA+SJJ54I7koqe+lZjMLnR8V8mWJEwvI99dTTbpNNanpTJjcujEhow4iE1aNgA0R31DvssIP3B6LGdOqJFqWpmxP/wti1a9fo7AoxJnr5wmOuZBIgjImeOcZErz4FGyBXX3118EcVt81DIVu4cKE3Loj/Rars5XCUOmbUZ1UMtnHjxujsgqDj0vHpOHW86bAGyKhRo4LPFWt180zpPPnnTOcvXQRIfAUZICpu2Gyzzbw/jhNOOCE6GxHDhg0LOls88MADvZfs6dJTi//lff3116OzC4KOyz/GdJ/SrAGil/PbbLON97kWLVpEZ6MMOk86XzpvlVVuCCNA4ivIADn55JO9PwxdFMePHx+djTJ06tQpuOC1bds2Ortcy5YtCxonHnHEEdHZBUHHpePTcep402ENEPFre6ntkqVyQzHR+fHbeGVaG5AAia/gAuQ///lP8MVt06ZNdDbKoTu3Y489Njh3mTxNhPvZGjRoUHR2XtPx+MeWSZuZOAESrnqe7hNPsQo/Aeu8ZYIAia+gAmTt2rVBh2rbbbed+/HH9KpP4hfff/+9d950/nS3PXPmzOgiZdJdoN8mZN999/V+D4VAx6Hj0XHp+DJ5GogTIHrn4lcZVs8JKJ/Oj86Tzlem7+AIkPgKKkA01oX/pX344Yejs5GGvn37BuewUaNGaXd1Ej73mdSEyWXhGlGZjqMSJ0Dk1ltvDT4fZ+z6Qqbz4p8jna9MESDxFUyAzJs3L3j5uN9++7l169ZFF0GaLrvsMu88brrpVu7++9MrQtH59httqoHihAkToovkFe2/39BSx5Xp31PcANHfsy5s+nyTJk2is1FC58UPAJ2vTBEg8RVMgLS+tHXwhX377bejs5EBDTh16KEN3Q47HO3+7/8ucJ999n10kTKNHDkyqM2lop987TJf++0XXel4dFyZihsg0r59+2Ad9OGWSufDPzc6TxYESHwFESBjp411NRvUdDV2Tq+bCVRu0qRv3f77X+kOPvj+knP6slu27KfoImXq3Llz8MVu2bJlxuXS1U37q/32j0HHY5FEgKiB3Oabb+6to2HDhml30VHodB50PnRedH6sDS4JkPgKIkCO63Wcq9G2hqt1Zi339fSvo7Nh1KfPhKBH2RtuSK+HU12A/aIFTWrQmU/CDVB1HNYATCJA5JprrgnWoxE1kTqyqM6PFQESX94HSO+pvV2NbjW86dp3ro3ORkzXXjs4CJH+/b+Kzi6TWrfvv//+wZf8jjvuiC6Sk7Sf/j5r/3UcVkkFiNqdaARNrWfHHXd0ixcvji5SVHT8Og86Hzov6bbLKQsBEl9eB8iq9avcb1/+rRceO/ba0S1dm1632UjfkiVr3J/+9KIXIMce28N9+216FzBVAfa7/9CkO3vr3Xy2ab/CTx7a73SrMJcnqQCRPn36BOu64IILorOLio7fPxc6L3EQIPHldYDcMfaO4Omj21fdorORkE8+meOOOuoZL0T+8pd+bu3a9Kr2Tp48OSVE9G4h116sa3/C7zy0v9rvuJIMEDnllFOC9XXv3j06uyjouP1zoPMRFwESX94GyIwVM9xWPbbywuPQ1w51G3/OzbvbQvHkk58ERVn//Gf6tZJ0Jx8uzlLtplyp4qv98GtbadJ+xn3y8CUdID/88IPbZZddggtepp1e5jsdr1+tWedB5yMuAiS+vA2Qc4eeGzx9DJ87PDobCduwYaNr1WpAECLDhk2PLlIuvUs46aSTgguq2lfcfffd1dZiXdvV9v12Hpq0f3HeeUQlHSDy/vvvB9Wk1ePC/Pnzo4sUJB2n38OEjl/nIQkESHx5GSAjfxjpNum2iRce57x3TnQ2smTOnOXu+ON7egFy4onPpz3Wt+g9w1133RVcADXVr1+/yvvO0va0XX8ftD/ar6Tfz2QjQOTOO+8M1qtOHpcvXx5dpKDo+PzOLDXp+JNCgMSXdwGioqrD+x/uhcevevzKTV8+PboIsmjIkGnBU8jll79ZcuHNrG3Chx9+6HUZ718QNB1++OFe541JX8R9Wq/Wr+2Et6v90P5kQ7YCRG0g/N56Namq8U8/pddGJ9/ouMJVwnXcSbaFIUDiy7sA6T65e1B01enTTtHZqAJ33TU8CJFnn/0sOrtS6vlXfUv5HTD6k15ga+S/pIbH1Xq0vvCLfE3arrafydgRmcpWgIj2u2nTpikhUmhPIjqecHjoeJP+fREg8eVVgCxbu8zt/MLOXnj85qXfuJXr0y9CQXJWr17vWrR41QuQBg2edePH215oqndbdZHujycSntS7qu44e/To4T755BO3dGnFVbQ1X8tpeX3O7802PGk72l4mvepaPfbYY1kLEFF3M35rbE0q5imUdyI6jnCxlY5Tx5s0v5Gm3oXBJq8CpMPoDsHTx4tTXozORhX65puF7phjunshcsYZL5fcMdpfiKsxmO7Y/eFxy5t22mknb3x7FUVppEn9q//Xz6PLhietV+uP0+gsHbrIqTfj888/39WqVSvY/nnnnecWLFgQXTw2bS/8JKIXzV988UV0sbyi/fdfmGvS8WUjPIYMGeK23357bxsa5x42eRMgU5ZOcZs/u7kXHse8cYz72SVXFgqb3r0nBkVZN974XnS2ydSpU12XLl28Ps2iRVzpTvqcPq/1aH3ZpFB68cUXXfPmzYNqpmVNGmdFQwxk2qtvZVSsE34nstVWW+VtOxHtt/bfPxYdV9LFVlOmTCm54Tkj5XejIIFN3gRIs8HNvPCo+UxNN2b+mOhsVAO9z/zHP94JQuT11+M3wAvTxUN3pK+99pq777773CWXXOJatWrlVbnVE4j+1f/r55qv5bR80hedKFX3fe6557yQ8odTDU+1a9d25557rle76/jjj0+Zp3YnSfcWrRfLqp0UruGmFtv50u2J9jPcwlzHoeNJ8oW5gr5Dhw5B55SadKPRsWPHnGvcmk/yIkCGzBoSFF1dPOzi6GxUo8WL17hTT/2lq5PjjuvhvvtuSXSRgqCGa08//bT3YnezzTYrFRrbbrutu+iii9yAAQPcmjVrUj6rYZbDxTKaTjvtNPf118l2/Kn2EX5jQ03qMyrXO2DU/vl9W2nS/ifVzkNUA09PNuFiThVZ6elm7ty50cWRoZwPkPUb17sD+h7ghcfWz23t5q7il55rxoyZHXR1ct556Xd1kuvUTfijjz7q/vjHP7qaNWuWCo26deu61q1bu3feeafSRpGa/8ADDwSDnmnSexLVBFqyJLnQVdCFuz3RpJfQH3/8cXTRaqX9CVcC0KT9TqKFue+DDz4oVXVb78PGjKEEIyk5HyCPTnw0ePq47/P7orORIx5/fExQlPXAA9lpW1EVvvvuO+9CX94L/V133dW1a9fOu0tOd7jfMI2cp9AJB5LuwJ955plE28H07t076MXXn/T0VN3D42r74eq5mrSf2t+kzJgxw6u4EN5GvXr1vHdVSFZOB8jCNQvdr5//tRcee/bZ0/20oTAbTBWC9es3uosv/qWrkyOP7ObGjp0TXSRnqShJXZscdthhpQJD0+677+5V+dQdbVLl8mPHjnXHHXdcynYOPfRQN3x4ct3yqNxf+x0u99fUoEED17Vr1yqpzizajran7Yb3Q/ul/Uuqdpxqa6lL/nBlBlXRve2229zKlVT5z4acDpDbPr0tePp4ffrr0dnIMbNnLwu6Ohk8OLu1n+JSNeRHHx3sGja82G22WenaXnvttZe76aabsl70ozvvaJsV9Q48ffr06KJmKorTsK/hvr80qQJAixYtXK9evRLrRNKn9Wm9Wn+0ooH2Q/tjHUmwLC+//HLWzyNKy+kA6fplVy88mr7TNDoLOWrGjKVuxIjvoz/OCZMmzfeK2s46q48XcgcddLerV+9st9VWv1x41BuvGhqOHz8++tGsKu/OuVOnToneOauB3q233lqqZb4/7bPPPq5NmzYl5+jxkhuAwWmHipbT8vqcPq/1RNetSdvV9pNs8FgVT3IoX04HiMxZNYeu2mGi0qZx435wDz00yjVt+nLwjsafDjvs8ZKf3+EeeKBbImOAxFVVZfcqhhs6dKhXE6lOnTqlLvThSe9q1FhTk1qHq/q0/vV/VlblgvCk9Ws72l5SxX+id0mqvp3td0moWM4HCPKXf6HWOxEVGVXEXzYude746adz3P33jwyqF0cndUvfq9d4r8gtF40cObLKag+pzcyoUaPcPffc4xo3bpzSkM8y6fNaj9an9SbdJqei2myVdXeD5BEgyJrwRfuaa96Jzk4RJ0DWrdtYcrGa5Tp3HuGaNOlVKjBUxVg9B6vl/Lx5+dForDrbL/hFUurPS43v1FhTk2pP6QlE//o/03wtl0mRl1VZ7WnUmPObb76JLooqQoAga/wLeKNGz3n/TpgwL7pIINMAUVuT4cOnu9tvHxa8uA9P6uSxXbu3XP/+X7mFC5PvS6mqqIbSDTfcUKoFtVreV9b2pFB8+eWXKQOSacpGi35kjgBB1vgX865dP/X+bdNmYHSRQDoBol6A3333W9ex41DXsGGPUqGhzh2vvvrtkjvVr93SpamtwfOd+nBq1qxZykV0zz339MY5KVSq/nvVVVeltPzPVp9isKmSAJm0eJLXk64Ggqrbq66r9Wwtt2OvHV3jgY3dv7/4t1u+ruyxDPwqvMhP/oV9xYq13giG+m+1Wi9LRQEydeoid/31Q9yxx5YODf2sQ4chbtCgKW7lysK/I1cvsuEx5jXpnUO+98IbpvcmTzzxRNBbrib1j3XFFVdkpVdj2GX16rx241rXdmRbrwNEPwzKmtRYsPfU0i1RCZD8Fg6F55//3Pvvv/1tQGSpX1QUIHqqCIeGisT0FKKnkTVrkn1Jmw90gVUXK+FxVHSXrhbySY7rXh1UWys6YqXeu1R11WqkJ2tXZ/Vh1eStJl4A1O5R23sC+WjeR27RT4vcuo3r3LzV89zgWYPdlR9e6c0vKygIkPwWDgVd6P1aUWW1E6koQPR0cfbZfbz3HXrvUSh9bcWlsFBohIt4FCoKl6RrP2XbtGnT3FlnnZUSHKom3K9fv+iiyCFZuzrf+PGN3sV/7z57u6nLKm6VvGDNAnfu0HOjPyZA8lw0FF59dZL3/+ee289roxEWXRbpmzhxoleMFb74qphLxV25TkPXatjhcGt1tR1R1zKFOtZ7IcnK1VmN/zT40xbdt/Def1gRIPktGgrqL6tZs97ez6JdnUSXReb0Ql0v1sNBosGT9AI+16hRobpyD3c/r2rK6hI/G0MAIzuycnW+Z9w93oX/kuGXRGdlhADJb2WFwsCB33g/a978Fbdhw/9aDJe1LDKnqr2q4hsezVFVgFUVOKlOC+P66KOP3JFHHpkSdH/4wx/c6NGjo4six2Xl6uy/+xg4o/xqm+kgQPJbWaGgluItW/b1fj5gwP+6DylrWdipsaEaHequ3r9Iq1GiGidWV1cf6jwxPPKgJnXlrk4Xk+zmBFUnK1fnei/V8y78s1fGexQlQPJbeaHw/vvfeT8//fSXgxfi5S2LeNT9SXRsE3WTou5Sqsrq1au94X011K+/D3rnccsttzCcbJ7LytV5y+5behf+NRviNeYiQPJbRaFw4YX9vXnqXkQqWhbxqUNGdcwYDhJ13KgOHLPplVdecb/73e9Stqsu3jVwF/JfVq7OBAikolBQ31Wad/LJL3gtzCtaFslQ1/AaXCk8Loi6kFdX8upSPknjxo3zhgIOB8fBBx9c7SMiIllZuTpThAWpLBTUwaHm9+gxrtJlkRwNsqTBlsIXdw3GpEGZ4vrxxx/dZZdd5rUc99etseOfeuop0xDAyG1ZuTrzEh1SWSiMH/+DN/+EE3pWuiySp0GXNPhSOEg0OJMGacqU+qbq0qWL23bbbYN1qZv1f/zjH27x4sXRxVEgsnJ1phovJJ1QaN/+nWC5ypZF8lQjS4MwaTAm/8KvQZpat27tDdqUjrfeesvVr18/JYhOPfXUnBikC9mVlauziq7UYSINCYtbOqGggaY04FQ6yyJ7NBiTBmXSU4MfAhq0SYM3lddtvAJCQREODg1nO3BgvJIH5I+sXZ2vH329d/FXVybTlk2Lzk6xcM1Cd97Q86I/JkCAKvb11197gzSFQ0GDOGkwJ9+SJUu8oqlw2Kjo6l//+hfdrBeZrF2d1WHiCQNP8AKgznN13A0f3+BGzRvllqxd4s2bv3q+GzJriLvqw6voTBHIMRqsSYM2hYNEIxHefvvt3ktx/2cq7tJL8/nz50dXgSKQ1avzTxt+cpePuLzS7tx36LWD6zOtT/TjBAhQjfQ0ocGbNIhTOEj8qVGjRl51XRSvKrk6T1w00V03+jp3WP/DvLAIDyj1yMRH3Ip1ZbdGJUCA6qdBnDSYkx8cGuhJDQQBrs4A0qLaVu3bt/e6YAeEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAAJP/B8iXL3dZZyixAAAAAElFTkSuQmCC)
PN: 3H32-7-6J
CAS: 872363-18-3
Molecule Weight: 184.6
Formula: C8H6ClFN2
TSCA: Not listed on TSCA inventory