![6-Bromo-2-(chloromethyl)-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 4H55-D-00 |
| CAS | 708213-35-8 |
| MDL Number | MFCD08704640 |
| Molecular Formula | C8H5BrClN3O2 |
| Molecular Weight | 290.5 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H55-D-00
CAS: 708213-35-8
Molecule Weight: 290.5
Formula: C8H5BrClN3O2
![2-(Chloromethyl)-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H55-5-0J
CAS: 129179-30-2
Molecule Weight: 211.61
Formula: C8H6ClN3O2
![(6-Bromo-3-nitroimidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,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)
PN: 4H55-9-0E
CAS: 1086376-77-3
Molecule Weight: 272.058
Formula: C8H6BrN3O3
![2-Methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABzIAAAcyAGhv3uVAAACOnpUWHRtb2xTb3VyY2UAAHichZRZb6MwEID/ysjPi/HBGYVUUaqVVuohbVtp31YOOAkS4Apojn+/Y0iT0HSJMPLMeD4fM2NP7/ZlAVtdN7mpEsIpI6Cr1GR5tU7I2+tPJyJ3s2mKTuhYNQnZtO37xHV3ux1NN7pUe1PR1JSkH5/sm3zgs5PU1GtXMMbdP48PLx3j5FXTqirVSDX5pOmMDyZVbbeL/yzhlqre5pXbu7tlve1n+yuYbYzum4ycz7LAsTmisMoLDStTl6qFrWAUG/sBa13pWrU6g+UBzZJ6ePbZ9PHepB+lrloU7Qx5qoqXtv5I0VCaQqcfOBkKv+4TUnIEVGvKeV2rA1jJmhUHJUBJUB4oH1QAKgQVgYpBcYY/jnN04BJjXWi72OvhXeOOYQFPsDh9T93/DM+k336x2Kh6jY4Mrj8ODgfM3l4kxGFU8jgAToVgHgjKhR+ApH7MBHg0FjKGgAo/DD67o/HocgQ4Dbw4RC2I0Mgo96RH4GAX4FQyEcGpx5D6QWx7X6KOQZahOKmOoCzs+8gb6r4XheBg7LmU4PiU+2FkdSmlj9F1T+GdTZemyi5EyLOELDnp4v5brxpxDD0BU2e6xmq2E1jXS0AMAZuoEzD/DpBDwKZ1HPCGgC2CccAfArZkxoFgCNgCGwfCIWDLcRyIhoAt3nEgvjr0DYCzIdFdjhsIv8rdTeRLuvv7N14h/EvG+/t6g/G+Yc6FJc6Me1HG7ueLguLVa+NePEUuPsCzfzc6p9UgD2fHAABBtklEQVR4Xu3dCZQU1f32cZO4x2gUjbvx74JxCW6AArKouOCC4BI3XFEUBIFoDIjgvhDUgLugAVRQREBFUBREFDEEEBUQQRBEFBdAUFkE8b48NW/VVN+e6em+Xd1T3f39nFPHhLrdPdMzU0/XXX53EwMAgINN7H8AACAdBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECICiMXToULPLLruYmjVrmtmzZ9unETECBEDB+/zzz815551nNtlkk+DYbLPNzI033mh+/PFHuzkiQoAAKFirVq0yN998s9lqq60SwiN87LbbbmbAgAHm119/tR+OLBEgAArSoEGDzJ577pkUGM2aNTO1a9dO+ve6deua9957z34aZIEAAVBQpk6daho0aJAUEHXq1DGTJk0K2j3zzDNmjz32SGjzm9/8xlx00UVm8eLFoWeEKwIEBePIIx8Pjtq1HzeffPKd3SRBuD0K39dff20uv/xy89vf/jYhFHbddVfTv3//Cruo1MXVo0ePpC6u3//+9+b22283a9assR+CDBAgKBjhQNDRrt0ou0kCAqQ4/Pzzz6Znz55m2223TQiBLbbYwnTt2tX88MMP9kOSLFy40Jx77rlJdy177723N3MLbggQFAw7QHRMnlx5VwQBUvheeukls99++yVd+Fu0aGHmz59vN6/ShAkTzOGHH570fE2aNDEffPCB3RxVIEBQMOzw0NGq1TBTQc+FhwApXLNmzTJNmzZNutAfcsghZty4cXbzjGzYsMH069fP/OlPf0p47t/97nemTZs25rvvUneNohwBgoIRDoT69Z8M/veYMfPsph4CpPAsW7bMtG/f3my66aYJF/caNWqYhx9+2Pzyyy/2Q5ytWLHCXHfddWbzzTdPeK0//vGP5v777zfr1q2zHwILAYKCEQ6E3r3fC/53ixbPmvXrN9jNCZACsn79evPQQw95QRG+mCtIOnToYJYvX24/JDJz5swxp556atLdzgEHHGBGjx5tN0cIAYKCEQ6EFSvWmEaN+gf/f8iQmXZzAqRAjB071hx88MFJF/ATTjjBfPzxx3bznHnttdfMX/7yl6SvQ+tKPvnkE7s5DAGCAmIHQt++04L/f8IJT5nVq9enbI94mTdvnjnjjDOSLtj777+/efnll+3meaE7od69e5vtt98+4WtSWZTOnTub77//3n5ISSNAUDDsQFi1ap1p2nRg8G8KlFTtEQ+adtulSxdvGm74Iq1puv/617+8abvVbenSpebqq6/2BtbDX+NOO+208fesrzcQDwIEBaSiQBg06KPg3xo2/I9Zvrx8YVhF7VF9tNBPC/5ULTd8UdbCQC0Q1ELBuPnwww/Nsccem3SXdNhhh5m33nrLbl5yCBAUjIoC4eeffzGnnDIo+Pdevd5N2R7V49133/VKjdgX4mOOOcYrTRJ3L7zwgvm///u/pK//nHPOMQsWLLCblwwCBAWjskAYMWJ28O9HH93PfPll2crkytojf7744gtz4YUXJl1499prLzN48GC7eaytXbvW3HHHHWabbbZJ+F623HJLc9NNN5mffvrJfkjRI0BQMCoLhA0bfjUtWz4XnOvWrWyhWWXtkXuqMXXrrbd6NafCF9utt97a3HLLLWb16tX2QwrGl19+aS6++GKvMGP4e9t9993N008/bTcvagQICkaqQNBiQv+cCi3OmbM0ZXvftGlfeY8Nj50gO88995z585//nHTXcf7555tFixbZzQvWf//73413vEcnfZ/16tUzkydPtpsXJQIEBSNVIKicyQUXDAvOt28/KmV7mTnzm+B8nTp9TZs2I731JN9+u8puijS8//77plGjRkkX1COPPNK88847dvOi8dRTT3l3H+HvWXcnl1xyifnqq6/s5kWFAEHBqCoQJk78PKFNVe2nTPkyqZ1/tG79knnmmQ83XgDYDrUq3377rbniiiuSprzuvPPO5sknnyyJKa8a/+jWrZs3HhJ+D/7whz+Yu+66KxZTk3OBAEHBqCoQRBd+OwxStX/llTnenYfuQOzH+MdFFw3feCF83yxatNJ+eElTrah7773XbLfddgkXTdWWuuGGG8zKlaX3fn322Wfm7LPPTroL22effczw4cPt5gWPAEHBSCcQpk9fkhQAqdr7li1bvfEPfLa3x8hRR/VLerx/nHvuUPP441PN/Pm5q81UCF555RVTs2bNpAvl6aefbj799FO7eckZP368OfTQQ5Pen+OOO8589NFHdvOCRYCgYKQbCB06jE668Gdi5cq1ZuTIOaZTp1dNvXpPJD2Xf2jm18MP/898/HHplP+ePXu2Oemkk5IujAcddJB5/fXX7eYlTZWDH3vsMbPjjjsmvFcqENm2bVtvtXuhI0BQMNINBM3A0kysdNunonIpo0d/am644Q3ToEF5CXn7OP30wV6F4A8/jN9q6iioBlTHjh29mlDhi+EOO+xgHnjgAa+GFCqm965Tp05J753qbfXp06eg3zsCBEjTmjXrzbhxn5mbbhrnlU2xQ8Q/mjV7xvTsOdGbIqw1KoVMn6IfffTRCj9Ft2vXLq+fovW16A5IhRbvu+8+c9VVV3ldQppKq61pdfh7n+u//r/pvNqpvcZstMuhqvzm+8Ktir4nn3xywvuo48ADDzRjxoyxmxcEAgRwoBIqb7/9ubnllvHm2GMHJIWIf6hK8B13TPC23q1oz5I4e/PNN02tWrWSLnjHH3+8mTFjht08chqknzhxorf6W6+pRYj215LNoRlT2spWCxtV10qLH/Nh1KhRFY4fnXbaaWbu3Ll281gjQIAsKRgUEAoKBYYdIv6hoFHgjB//ycYAiu9ud5pJdNZZZyVd4Pbdd18zYsQIu3mkNN1Vr6HXt1ex5/pQoJxyyilm0KBBZtWq3K4FUjjqLkq7H4a/Bs1g+8c//lEwM9gIECBC6rJS15W6sNSVZYeIjv33v3bjxbi5ueyy9l6RvlxfrNL1448/emsZ7DLrWstw991353Qtg1Z1q3y6xlTsC3v4UJeUNni69tprzYMPPuhtAjVlyhSvoKEOfxta/df/N51XF5F2PNQ4jkJC02rt5w4fCq9WrVp5z59LWkNz5ZVXJq2h0X7tTzzxROzX0BAgiKUvvljpDUwff/xAM3t24c5y0qC6Btf1vSg8atXqtfEieNnGC+VRZtNNy4ryqWtGaweeeeYZ7yKebyqzPnDgQLPbbrslXMRUZv3SSy81S5YssR8SGV2gGzdunHQB9w9tLtWmTRuv8GLUX4cu3kOHDjXXXHNNhTsi+ofOabV5LvdInz59eoWr+I844gjz9ttv281jgwBB7Kxbt8FbvOd/Yn/kkSl2k4Kk6b59+ow1DRu2N9tue2DSxUKHulHUFz5gwICc7gPue++998xRRx2V9HXUr1/f/O9//7ObR2bYsGHexdF+XR26O7j55pvzvp5Edbp69uxZ4biPDlUQ1qwpVeXNlSFDhnh3WfZrn3feeebzzz+3m1c7AgSxo0/sfnhoHUYxLtqbNesTb/D2r3/9a9LFwj807VP7gvfr189888039lNkRRVlL7rooqSKsnvssYd3J5QrM2fOrPCOQ33/rVu39vYNiQNNEtBYhD1GoUMBp5lcuaLB/Ntuuy1pDEgzyxSscenyFAIEsTJp0hcJZUWeey73s32qmz5p33nnnaZ27dpJFyv/UB+5Zgyp33/x4sX2U6Qt1Z4W3bt3z9meFtrG9vrrr09aC6GLpPYaV6DFkQazdVdi76KoQwsq58yZYz8kMtpLReMw9uvuueee3kB/HBAgiA2VEznxxKeD8OjcObcDmHG0cOFCb3aOduqzLxzho0GDBt6ahkx2w6tsV72//e1v3uvmiqbI6s4m/Jp+vazvviuM8S0Fr9bDaE90+/tQscRcDnZPmjSpwt0c9TtQ3bs5EiCIBZVjD5cg0Qym77/Pz7z8uNKncs0c0p2HPUsnfKhcuu4qKltDoH299Rz247Sv94QJE+zmkdFFVV0x9teuRX1aVFeItKq8Q4cO3kJK+3vK5V2Uv5/8rrvumvC61b2fPAGCWHj66Q+D8FAXlkqt54o+tWutgbomtGdDw4YNg1XLfr+z/uv/m+4GtAPdPffc41VUnTdvnv2UOacZQxoLOfHEE5O6gcLHIYcc4o2tqA9fn+61+tq+gOtTdN++fXP6qVkzprT4L/y6Ku+uzaaKgd5f+y5Rq/W1Sj6X1BXYtWvXpKnW2267rff7nMup1hUhQFDtNDtJe5n7AaIChVHSoKNmt2g6qBbD2Rddl0M77l122WXeFqb6VJpPej3N0lLlW3v/ifBhD5AreP7+97+bFStW2E8ZKZUJUT99+LUVJlFPw61uKq2iO6zw3Yjec3Vp5dr8+fNNixYtkn7mmhKez73mCRBUKxUrDO9nftllL278w4zmk7H63rWOwZ7NEvWhi/g555xjRo4cmff6Slo3ogFVvX6qUh9aPJfLAV+f+utr1KgRvK7ufnSRzeXdTnXTzDF7C18tilTA5Nq4ceO8u87wa+tOKF8IEFSrHj3GB+HRuHF/8+WXP9hNMqILlT6BqUCdfRH1D81AUlE7zf7RwKjGAfxVy/4cf/3X/zdtx6qy3Pr0fuqpp3rdBfZz+ocW4/Xu3dusXr3a+spyT6+p9RUXXnhhwtf06quv2k1zQnuEhENM79PYsWPtZkVJd4Wach1+35s3b56XKbcKKk059l9Xd3/5QoCg2qhMuh8eOsaMyW5sQcHxl7/8JemirkPrLW699VavOF+2dwkKqcmTJ3vlPSpahKdDpSg0ZpKvAn1huqD4X4e6V/JBBQLDXTma9qrV1aVEv1caUwv/HmjNSz5+B1QKxn9NVR/OFwIE1UKlSho16h+Ex623vmU3SZvWUWgWjH0R1yKw9u3b53yqo2YU3XjjjUmlQHRozCVfdwC+fAeIuq3Cdx777bef10dfqm666aaE3wFVFsj2Q0tVCBCUDFWvvfjiEUF4nHXWELN6deZ/YLoT0IClPZCsjXo0Eynfg9uaAfP4449XuNZC1WXzNdUynwGiAfPwmIfCI1/fZ5zdf//9CT//888/P6fjQAQISkafPv8NwkOlSrSDYKY0RVVTWsN/pLpYqi8417OMqqJPm5pyG76w6tAcfu2VnWv5ChDNqgrPtlK3VSnfedhUdiT889f6kVwhQFAS/vvfxFIlgwdnXqpERf5U2C78x6mxCC2Yi5Nly5aZK664ImE6rT8rSQvDciUfAaJP0+F1Htttt13JjXmkQ+Xjw7+nquqbCwQIip5KlZx0Unmpko4dX/VWoGdC5b/D/e1aiavuqlx2D2RLUy3tFcQXXHBBzsqD5yNAFIL+aygUS2W2Vab0QUHdV/57pd/dXOzmSICgqNmlSk4++WmzfHlms1M0RVW1h/w/FHUR5XuA2pXGBeyV2SrGl4vihbkOEK2vCa9uV5igcprKG16roe1so95xkABBURs06KMgPNSFpS1gM6GNf8LTRFVSu9D623WXpJ30wiGiP/aoQySXAaJSGuHCiArFON/9xYVm6mlnR/99U2mcKBEgKFraUVCD5X6APPjgZLtJSlrIF55pddBBB+W0cF2uqXR7OER0JxJld1YuA+S6664LnluD5sVWniSXnn/++eC907iYujajQoCgKNmlSi65ZIQ3jTddKr8Rns2k7UULpQR4KloBHw4RjYlENbCeqwDRZlDhQo7FUhgxn8JVAtSVFdXuhgQIitJNN70ShIdKlSxenH7fr/qOwyvLtVAvjtt6urLvRKIaS8hVgIRLwqvrCpnTzpI77LBD8D726NHDbuKEAEHRGT78TbP33peZgw7qvjFAHjOvvZbZHtdXXnll8Eeh/uP333/fblLwwmMiGpiOYp1ILgJEExj859REhtmzZ9tNkCatEfLfS5Vlj2IzLwIERUUD3LvscrCpUaO+2XPPv5kuXZ61m6QUvmDpyOU+3dXJXk+h6b7ZruTORYBo0yr/ObWTINypq7J+/frB+6nKvdkiQFA0NCDsFxncfPMapnbt5uann9KfsqsSJOGtQ7UvdDFTYITXiajsSTaiDhCtvfGfT6Xxly7NvHIAEulO039PdReyaNEiu0lGCBAUjS5duiT8cbz/fmYrlDt16hQ8XnWlop4zH0eakaNFkf73nc36lqgDRBVl/edTCXxEo1GjRsH72q5dO/t0RggQFAWtSA5fCFVULhMqzhee6aOtZ0uFyp7437eq+LqWAY8yQMIXJn0YWLw4s/U7qJz+VsLvbTZdlwQICp727Q6XNG/WrFnGU1PPOOOM4PHaoKeUqGtIu8n537/2E3ERZYCof95/rtatW9unkaXwWMi9995rn04bAYKCpqDQbn3+L7H69DVlMRO6+/DvXjQjSesOSk3fvn2D91CbUrnsaBdVgKg8fXjKqbZuRbQGDhwYvL8qd+KKAEFB0zau/i+wQuD111+3m1Tp8ssvD54j24HkQqVS8OH9RPS+ZiqqAFH3of886lJD9FTGJlziZMqUKXaTtBAgKFgq460+XP8X2GWap/p/w8+hLWNLlTal8t+H3XffPePd7KIKEIW4/zxRLXhDsssuuyx4n7WDpgsCBAVJn6DCq8Xr1q3rVNcpfAej2SmlTF1HCg7//Rg5cqTdJKUoAkQ/Q03Z9Z9n7ty5dhNERNWN/fdZhSpdECAoSOFup2233dbMmzfPbpIWf92Ijv79+9unS472WPffj3POOcc+nVIUATJx4sTgOfbff3/7NCKkxaThsSZV7s0UAYKCo2J6/i+tDtfV4godf9c+Vd2t7i1p40AXEf991XuSyf7uUQTIHXfcETxHmzZt7NOIWLi78KGHHrJPV4kAQUFZsGCBt42p/0ubzf4GWiviP8+ZZ55pny5Z4buyTMI5igAJl1cZPHiwfRoRe+SRR4L3u2XLlvbpKpVEgPjfoI50uTwmHbpF194GqvGjfQ20eE0XRPXnX3rppd4MFP0hIpkGdevVqxf8XNTF8eOPP9rN0hZe+/Hkk0/ap0vW3XffHbwvGmhNV7YBovEPf9tg3Rl+9dVXdhNETNsW+D+z7bffPuP1UwRIJVwek4q6S+ytRSs79t57b/PSSy/ZT1Hywv3zqsw6depUu0na7P5f1zGUYqSZaP778uc//9k+XSkFyOabb+8dW2+9k326SuHuM00pRn5o3Y//vmdaG4sAqYTLYyqju47wxeqYY44xTz31lNcds3r1arN8+XLvYqgLZPiHiXJvvvlmQqmSbFbPyocffhg8l2YeoZyC4I9//GPw/qS7he8vv2zY+Pt7rHfstltT+3SVXn755eA1tVsi8iNccyzTdVQESCVcHlMRbUTkl4nQBfDhhx+2myRQmKhfP9vXLSbaCTA8vfTkk0/O+Fbbpr59//kynW1UCk455ZTg/VGJ+3QoQGrW7OwdBx54nX26SvpQ4L9mhw4d7NPIEU1W8N/3Bx54wD6dEgFSCZfHVCT8h6gZJunq2rWr/U8l6/TTTw/eQ40bZVP8zXfzzTcHz9mtWzf7dMkL70F+11132acrtGHDr8EukHXr9rNPVyl8IXOZEQQ34ckkmVbnJUAq4fIY2wcffBA8h8Y1GBzPnD4R+e+h7uC0R0QUtBe4/7wDBgywT5e8cG2sdGe6ZRsg4THCMWPG2KeRI6NHjw7e9xNPPNE+nRIBUgmXx9j0ydZ/jqj2nS4lCmCtRfDfw+uvv95u4iw8VZVifckmTJgQvD+q3JqObAMkvPtgMW4jHFeqg+W/76rokAkCpBIuj7E1bNgweA6VDUD6VA32wAMPDN6/2rVre6U2olKzZs3guT/9NLM900tBeHqnppinI9sAOeCAA4LXpIRJ/rj8rH0lFyAuh6vwwG8U/falJLzJkaqGRn2RD+8fsmTJEvt0ydMaDP/9SXeWWrYBws+kerj8rH0ESBqHq3D3y9q1a+3TGdNzXHPNNaZJkyZFfYTLiuvQlOeohUtZqzAjEmmBpv/+qNZYOrINEL2O/5rZLBBFZlx+1r6SC5B0uTzGFnWADBo0KOHrKoUjVxVytVLafw0tKkQivSf++5PuqvJsA4SfSfVw+Vn7CJBKuDzGFnUXlha/hUOpFI6ddtopJyUtuANJzeVTabYBEr4D4WeSPy4/ax8BUgmXx9hyMYiui+n48eOL+lAZF9Xl8d877VEe9SdS+ttTc+kXzzZA+JlUD5eftY8AqUT4MbNnz/YKzKl/fq+99vIKIKo0iQJCK8sr28iIabzuNI1U+5P7798999xjN8kKs7BSc5mZk22AMAurerj8rH0ESCXCj6nqqFOnToV7SWjLVb/NPvvsw0LCDGk7U//9U2hHud0s60BSYx1I6WAdSBX8b1BHusKP0XoEFTp89dVXvU9GKoD4zTffeBsb+eMclZUAaNasWfA8uotJl16v1ClwGzRoELx/++67r1m5cqXdzAkr0VOr7pXomRb1g7vwSnR1F2eCAKlEuo8ZO3as12bnnXe2T3kWLlwYVOJVl8xjjz1mN0mgHeAuueSSKl+3VKgYZXg85MILL7SbOKEWVmrVUQvryiuvDF6TWlj58+9//zt439u2bWufTokAqUS6j/FnMGgjnMqoOyB8EdTUVFWDVbisWbPGC41p06aZ7t27e8UC03ndUjJ06NCEn0cUdwxU403NpRpvtgHSq1ev4DU7duxon0aOXHXVVcH73qdPH/t0SgRIJdJ9zDvvvOO1qarvUF1fGoQPP29lh8ZLtDcCyoUrtWoKbraDrOwHUjnX/UCyDRDNvvNfU12/yI/wdSnTIpYESCWqesyyZcu8i7wu9qoSm+4FX4HTuXNnc8QRR3ibR2lwWHOvNc6iLW31PAy2J1NtrIMOOij4mWjANZvaWOxIWDnXHQmzDRDNdvRfV39XyI9wr4d6RTJREgESpXCw6NBFje1n88NeSKl++mywJ3rFXPdEzzZA9IHA//lqT3RNVEFu6e7S/1lvt912GW/URoBkyA4Q/cKrv1hTdpF7Dz74YPDe6yKjmXGuwhvpnHnmmfbpkhWe4qyxonRlGyAS7k7R2Bdyq1+/fsH73bx5c/t0lQgQR9p6VqGh6ba///3vva4oraJG7ukX3f+l1ew31zIx6rZSCPkfBCpay1NqPvnkk+C91XuiCR7piiJAbrnlluD1VTgUuXXeeecF73fv3r3t01UiQCLgz6PWgkLk3tKlSxPqjGkXtUxvvX3hT9v9+/e3T5ccfSDy349MZ6dFESD6EOa//sEHH2yfRoT0N6NxWP/9njFjht2kSgRIBDQVV29gqqm8iJYuNOFSJ5oC6kKfuvznyFXl30KhMYhwMI8cOdJuklIUAaK/pfA4yKJFi+wmiMj//ve/4GetO3mXD2EESARGjBjhvYHMHMmvcK2xzTff3CvJkCl1f22xxRbB80RZLqXQPP7448H7oCBZv3693SSlKAJETj311ODr6Nmzp30aEWnfvn3wPrdu3do+nRYCJA1//etfvV9kJfaXX37p/WFpAaHGQFSvaauttvLewDvuuMN+KHJIPwfVafJ/gffbbz/zww8/2M2qdPnllwfPcdZZZ9mnS4Ley/BGXi794VEFSHjfm1q1atmnEQHdbe64447B+6zFzi4IkDT4b1Cqo1WrVhl/YkP2FixYkLDo7aKLLrKbVOnjjz/21vLo8eoWmzlzpt2k6IVrX6lfXOtuMqUAqVOnrxcg9eo9YZ9Om/YC2WabbYKvx6VvHqkNHz48eH/Vc+LSfSUESBpmzZplbr31VnPMMcd4t/batUu/4Fr8p3nyzL6qXkOGDEkI86efftpuUqXwmpBMC8oVOk1KCH8azaZ0fo8e470Auf12t0+0Pn0g87+ef/zjH/ZpZOm0004L3l/VhXNFgKAoqA/X/0VWqZNM9/jQXYimYvvPoXGtUnHFFVcE37cqHmsgOxs//eReIcD32muvBV+TFrhFVYUZxnz00UfB9HXdeadbqqYiBAiKgrpctBmO/8usKdWVbfRVmU6dOgWP13hAKVy0xo0bF3Tf6chmYWaU1KVyyCGHBF8Xg+nROffcc4P3NdOp2jYCBEXjgw8+SCh1kmnXhxbNaQ92//HqRilmmoG26667Bt9v3CYQPPXUU8HXpq9z7dq1dhNkSAtF/envugvR30w2CBAUFZWj9n+h9ck60+qiKl3uP15HJqU8ComKSYY3cNIF2nVFf67oDlLFHP2v8ZFHHrGbIEPaT8d/P11Kl9gIEBSd8AChKo1mWpQvvLGRxlOKcXvVa6+9Nvge9Yk0rhNBwh8IdHeYSWkVJHr77beDsQ8dWpaQLQIERee7774zu+22W/CLffLJJ2c0TdEeT9FzaWfEYnHnnXcG35uO2267zW4SGxrQ1zRT/2vt0KGD3QRp0N1ceExJ4yBRIEBQlOzB4fvuu89uktKcOXNMjRo1gserLpOCqdA9+uijCeGhveEzCdfqEN5oSlPoNYsImfnXv/4VvIfaf+irr76ymzghQFC0unbtGvxyq9TJ1KlT7SYpafOv8KC89n5RJYJCZd95nHTSSRnPVPP5K8511K79uPnkk9ThGm7vQneR/tet9Vgaw0F6NKU9vDDTpcpAZQgQFC1VBtAvtf8Lvv/++3slaDKhPSn0qdd/DnWnZDNvvjroYhse8/D/2LXi21U4EHS0azfKbpIg2wDRHaE+BPhff5y73eJEM9e0+6n/vh122GGR7nhKgKCoffbZZ95CNP+X/JJLLrGbVEkzs8IXL3VtxWW9RFU0syo820qH7jyyCQ+xA0TH5MmL7WaBbANEwndQCvWJEyfaTWBp165d8J7pbjrbabs2AgRF79lnn024gKpYX6a0Mlrl+v3n0PiKNj+Kc1eKxoHC6zx0aMzDtdsqzA4PHa1aDTOVDadEESB6r4877rjge9EUX2ZlVe75559P+Nmr2nLUCBCUBNUs83/RNYjo0g2laY977bVXwh+lNqTSXu1xsmzZMq88SXjKpqbqqtsnqgHzcCDUr/9k8L/HjJlnN/VEESCiMahw3S7VLYsiEIuNtiXQTqn++3T++efbTSJBgKAkqMvmgAMOCH7Z69at63Th0Uws7YAYDhF1p2jVe3VviasxH+1xHZ49pkN3IVGv8wgHQu/e7wX/u0WLZzd+Hcl3ZVEFiLz88ssJ4ejSLVnMZs+enRCyNWvWdNrmIB0ECEqGFgSGN4/65z//aTdJi7pS7rrrroQZWjq23357r1sr390q2ttB3RPh/Tz8Q+VJcrHCPBwIK1asMY0a9Q/+/5AhyeXwowwQ0fsf/j5vuukmu0lJ+uKLLxLuklWaf968iu8Ko0CAoKT8+9//Dn7hNY7xxhtv2E3SpumR4T55/9D+JNrtLdNpw5lSXSPtYR5eNOkfqqqby4F+OxD69p0W/P8TTnjKrF6duDeO3T4KV199dcL3rJ9tKVu8eLG3xYT/fqirdtq0aXazSBEgKCkaAzjllFOCX3p173z77bd2s4wMHjw4YeV6+NBultpLRjOGst1wTHc+6tu+++67vbEX+7V06BOn9vPItiR7VexAWLVqnWnadGDwbwqUVO2joOmop59+esL3n83eFoVM3VbhOw/daWsSRa4RICg5Cozw7CQFSraDy7q4K0jCnwDtQ4u5tCCuc+fO3opwbSOqHRV1+JVm9V//37SQ8bHHHjN///vfvX3C9YnSfk7/0F2IFoitXr3a+spyo6JAGDToo+DfGjb8j1m+vDzEKmofBZWdady4ccJ70bFjx6x/noVEF/HwmIfCI1/72bz11lvB6x566KH26ZwhQFCt1HUVLnUSZfeH/qguvfTShFkwuTg0BqP9HEaOHJn13U2mKgqEn3/+ZWMYDwr+vVevd1O2j4pCM1xAU4dmHWW71qUQaDfO8O+Zin+++eabdrOc0HT4nXfeOXhtjQHmCwGCaqdBdP+XX5/aoq66q0/H+gNv06aNNyZhB4DLobUPmpKsbXvzPVgfVlkgjBgxO/j3o4/uZ778smz2T2Xto6IAVWiE3ysVD9Q4UTHSnWp4kaAOXcxzPeYhU6ZMMQ0aNEj63axfv77dNGcIEFQ7TeMNjyVomm8uP7WqW0pdC9pdT1NPGzZsaPbee2/v8D9F6r/+v6nm08UXX+yNaQwfPjyns2kyVVkgbNjwq2nZ8rngXLduZf3wlbWPkroRVa03fFHTJ3ItqCsmmrxx+OGHJ3yf+t3NdBvnTC1ZssT78BK+c/eDS2NP+ew2JEAQC1pQGB5b0B8IqpYqELSY0D+nQotz5ixN2T5q2snQ7j7URkqZ7gsTN7rLUlXdcGFEHbrzytU6D9E0cX2IscfgdNeugqWZ1peLAgGC2FBfbvgPQ6VPStG6dRvMpElfmNtum+CNZVxzzShvXKMiqQJBH0QvuGBYcL59+1Ep2+fCjBkzvAV04Z+r+uj79u2b10/KUdFmUOH9PHRoDCwX5UnCXnzxxQq7X1u2bOlUzSEqBAhiRV1K/h+Hii+qCGMpUEC89dYC06PHeNO4cfliQP+orEBiVYEwceLnSc+Vqn0u6FN5+OfqH+qrj3plfq5oDKdVq1YJK+91qKpu1IURw2bOnJlUhFOHpqXnY3pwVQgQxIpuw8OfWDWnPd8zm/JFi/xef32+6dp1rDnmmPI6Vvahuwit76hIOoHQuvVLSc+Zqn2u6IKnUv72xbBRo0Zm7NixdvNY0KZZ2jXQHm9QN5Kma0dZkj1MddSuueaahC0MdKg8jvakz9XrZooAQexoBku41In6d4vFTz/9bEaNmmuuu25MQvFD+2je/FnzwAOTzYwZqccL0gmE6dOXJD1/Ze0nTFhobr31LfPuu4vsU5HQrKXu3bsnlOX3j3r16pmBAwd6s+aqk8YaNFlCiyPtOw4d5513Xs42NNOHpQcffNDssMMOCa+52WabeXvJLF++3H5ItSJAEEva+tb/49GnvzjcrrtSjaqXXvrEdOgw2ptSa1/I/ePss4eYRx+d4g12p6uqQPDpte3Xs2nspV69J4LzeszChbmZoqy97VUCpaIg0eC0JlFoHU8+x0lUXUClb8KLAcPHGWec4VWCzhWtidKWzfbrqmjoxx9/bDePBQIEsaQLR7NmzYI/Iq3wLqS90JcuXWVeeGGWadv2FVO3buWhcf75L5h+/aaZBQvcLtSpAiFMoaSZWKnaa+rvOec8n9DmqKP6bQzzSeaHH362m0di0aJF3jqK8B1n+NCA+9lnn+1VDJg7d6798Kxo8FlVk3VHodIz9mvr0IcXLRLN5VYBmhaucLJfW919WpwaZwQIYkvTPXfZZZfgD0qrnOPs669/NIMHzzBXXvly0sU6fFxyyQgzYMB0s3jxSvspqt3KlWvN3Xe/kxR6xx8/0Awb9rEXMrmgSsX33ntv0gwn+9hpp528MRPdvahqwahRo8y7774blJ2pqBTNpEmTvHZq37ZtW9OkSZOEldsVHVr/ozUVuZzEockFWkRr34Vp8kivXr2ctjnINwIEsTZmzJiEAcw+ffrYTaqVQkBhcOmlI5KCwj8UJgoVhYtCphB8+ukyc9VVI5O+F90xTZ2am/5/n6onqytpjz32SLqw5/JQqLRu3dqrjZZLurv+z3/+k/DhSId+z/X6hbROhgBB7GmTKP+PTF0d06dPt5vk1fz533rdTrqY2hdY/9AneHVfqRtL3VmFaty4z7wBffv7u+GGN4LyKLmk6bMPP/ywOfPMM71P5vZFP5tDM6k0UK7ZVFqvkg+qBl27du2kr0XVEPJR/iRqBAhiT7fyderUCf7YVLI9l6VOKqLQuvXWe0yDBpea/fa7xhxxxKNJF1UNkGvgWQPmGjgvFlqj8uST73uVfcPfrwbcH3lkStKeI7mkjZpee+0188ADD3jTXLWVrrq0UpWi0cVZ7dRed7Dan0WD+PmksZ4LLrggKThU+r2QF8wSICgIGmgMl3DQrX6uqTy3+qj32Wcf7zV/97stzfbbH2n+/OeLTa1aPb2LqKbiakqupuZqim4x++67Vebmm8cnje80a/aM9/0jmSoUax+arbfeOiE49P+1a2a+yv7nCgGCgqHKt+E/QlXYjZL6plWqolOnTgmbAoWPbbbZ3+y//3kbQ+M5bxFgPj99x8XMmd9UOOajf6tq3Uopee655yr8PdKdiO5IigEBgoJy0UUXBX+I2rJWs2yyoRW9WmOiWT3hza3sQ/3vqsj78suvmrVri/tOI12669DdRzhEdHeicizfflu44z7Z0liGus3s3yGNfWgMpJgQICgomvoYLoeh1cuZljrRSmP1g19++eWVLhrToXPqKlOfux6DZLoD0zhIeAGiDo2XaNyksiKQxUizp/T7Ypc90ewuzbpSmftiQ4Cg4GgjnfDc+W7dutlNkmhvcu0BojuYVLN5dBeitQLaTS4u9YYKgWZkaWaW3a2lGVyayVXMNMlD6zbs3yv9jt5www1m5cr4rfeJCgGCgqQ/WP8PVZ/4Kto+VDO11A+tYnj2vhThQ/3UGvfQ+Ec+S2cUo2nTvqpwerPWlGhtSbHRSvGKCkQ2b9485xtLxQEBgoKkC/1JJ50U/MHuvvvuZunSpWbFihXeRkYqDbHVVlsl/WH7h/ZW6NKli1f/CNHSanWtWtfq9XCI1KnT19x11zvm++8Lf3xEtalUo8r+vTrooIO8mlalggBBwVL5i3BJCg2q22Uh7D/uHj165HT/BpRT/SzV0VI9LT9EDjnkdlOr1lXmsceezXjsKg5UDVdVcVUdN/y7peq5qqJbiN9TNggQFDQNhldUcts/tGf17bff7q1oRvVQRV8tsDz88IfMfvt12Bj6J5qtt97LWxCqCQqFQONh2odD+3GEf7+0X4cWKGr/jlJEgKDgqWJr+I9am1D17Nkzp4XwkLm3355rmjTptPFO8VDz29+WV99VkcyoK+1GSeNr2gHQ/nCinQK1Y2ApI0BQ0JYsWRJMm9SdSC7LbiN769atNw888LjX3Ri+GKvr8frrr/fGsOJC5d5Vg8sODo2faY9yECAocOpW8P+wmzZtap9GTGlvlzZt2pjf/e53CRdn7cuhPTqqc82EtlW+8cYbk/Yo+cMf/mDuuece1gSFECAoaOpG8P/AFSYoLJrQ0Lhx46RP+Rq70rTqfNLMvgEDBiRVJNAdrnZI1N0uEhEgKFiatqtBTP+PnD/wwvX88897lXPtINEanoULF9rNI/fee++ZunXrJr1+/fr1vYWrqBgBgoL1xBNPBH/oqj2EwqZqAZoxZy/61HoeTb9etSr69SOLFy/2qhPYM/m0mdUzzzxjN4eFAEHBOuWUU4I/eG0KhOKgi3qrVq2SLup77rmnGTRokN3cSXWEVTEiQFCQNFvHXzSoC02xlMdGOe1lXlG3UoMGDbLqVho6dGi1dpcVEwIEBSm8N8hRRx1ln0aRiHJgO04D9sWCAEFBatGiRXAB0KJBFDdNre3atWvS1FrtUlnV1No4TxkudAQICo4uJuFCidruFqVBi/tatmyZdBdR0eI+lVm///77K1y0eN1118Vq0WKhIkBQcLSVrX8xOOyww+zTKAHaRTJVeZHRo0ebAw44IOn8qaeeaubMmWM/HRwRICg4Guz0LwiaSYPSVFmBQ3v2lo5CKtxYSAgQFBRNv9xmm22CC4P2ZUBpq6zEug4V2tQU71Irs54vBAgKivq5/YuD9vcAfPowccghhwS/H7pTVbUC5A4BgoKiVcP+BaJ79+72acAri8K03PwgQFAwNFUzPKOGnQWB6kWAoGBoZo0fHpq2CaB6ESAoGK1btw4C5IYbbrBPA8gzAgQFQVM2d9xxxyBAJk+ebDcBkGcECAqCFo754bHXXnt5NZIAVC8CBAWhXbt2QYB06tTJPg2gGhAgiD0VuwtXY33nnXfsJgCqAQGC2FNg+OGhIKF6KhAPBAhiT11WfoC0bdvWPg2gmhAgiDUNlh94YGOzxRZ/Mr/97RZm7NixdhMA1YQAQax98MFnZvfdzzQ779zU7L//Cd50XgDxQIAg1vr0ecccfPAtpmbNzuaf/+xvnwZQjQgQxFqLFs+aI4983DsmTlxgnwZQjQgQxNacOUuD8GjSpL9Zt47ZV0CcECCIrUcfnRIESPfub9qnAVQzAgSxdc45zwcBMn78Avs0gGpGgCCWPvvs+yA8Gjb8j1m7li1JgbghQBBLTzwxLQiQLl3esE8DiAECBLF0wQXDggB5/fX59mkAMUCAIHYWL14ZhEf9+k+aVavW2U0AxAABgtgZOPCDIECuu26MfRpATBAgiJ1LLhkRBMioUXPt0wBiggBBrHz99Y+mdu2y8Dj66H7mhx9+tpsAiAkCBLEyePCM4O6jQ4fR9mkAMUKAIFauvPLlIEBefHG2fRpAjBAgiI2lS1eZOnX6euFRt24/8/33a+wmAGKEAEFsvPDCrODuo23bV+zTAGKGAEFsKDT8ABk6dJZ9GkDMECCIhRUr1njdVgoPdWN9990quwmAmCFAEAsvvfRJcPfRuvVL9mkAMUSAIBauvfbVIEAGDfrIPg0ghggQVLsff/zZ1Kv3hBceWkS4ZMmPdhMAMUSAoNqNHv1pcPdx8cUj7NMAYooAQbW7/voxQYCokCKAwkCAoNqdcMJTQYB88cVK+zSAmCJAUO169XrXC4+bbhpnnwIQYwQIYmHNGvY8BwoNAQIAcEKAAACcECAoCPfe+6655ppR9j8DqEYECApCt27jzN/+NtT+ZwDViABBQSBAgPghQBA5f02HX5rkk0++s5skCLevDAECxA8BgsiFA0FHu3apxy7sANGU3scfn5pwnHvuUG/Bof3vX375g/VsAPKFAEHk7ADRMXnyYrtZwA4QbWVrP76yY8qUL61nA5AvBAgiZ1/kdbRqNcz8+qvdsky4XWXowgLihwBB5MKBUL/+k8H/HjNmnt3UQ4AAhYkAQUa++eYn+5+ShAOhd+/3gv/dosWzZv36DXZzAgQoUAQIKrVs2Wrz1lsLzMMP/88bCG/cuL93kf/nP9+wmyYIB4L2Om/UqOxxOoYMmWk3J0CAAkWAwLN69XozbdpX5umnPzT/+Mfr5tRTByVc2MOHdg9MxQ6Evn2nBf9fM6n0WqnaV0Rfm8IMQHwQICVow4ZfzZw5S83w4bPNHXdMMOef/4KpU6dvUlBUdJx00tMV3kWE2YGwatU607TpwODfFCip2gMoDARICdAe4+PGfWbuv/89c+WVL5tjjikf2E51NGz4H6+9xjH0+K+/Tm+v8ooCYdCgjxKed/nyNSnbA4g/AqTYrFhhzOuvG3Pnnearcy43Dxx+lalz5GNJ4WAfugPRncidd75tRoyYbebOXVbptNuqVBQIP//8iznllPJuMW0ilao9gPgjQArZunXGTJ1qzAMPGHPxxcYceODGn+gmwbFss23N47ueZk6s1SspME47bZC54YY3zDPPfGjef39J0rhENioLBAWT/+9HH90vWEVeWXsA8UaAFJK5c9UXZEzHjsYcdZQxW26ZEBj28esmvzFDd2psLj/qTq8UumZTTZiw0JtdlUuVBYLGXlq2fC44p5lVqdoDiDcCJK6WLjXm5ZeN6dHDmGbNjNl++6SAqPDYfHNjatc2pkMHY556yqyau8B+5pxLFQhaTOifU6FFDeanag8gvgiQuOnVy5h99kkOhsqOmjWNufBCY/r0MWbyZGPWrrWfMe9SBYLGVS64YFhwvn37USnbA4gvAiQqb79tTKdOxhx2mDF/+pMxm21mzE47GXPooWVdThMm2I9I9u23xvzmN8kh4R81ahhz+unG3HabMa++qqqD9jPEQlWBMHHi5wltqmoPIJ4IkGx99pkxTZsmX+wrOo4/vqx9ZX75xZhatcrabr21MQ0aGNO5szFDhqR+XMykEwitW7+UFB6p2gOIHwIkG//9b9ldRjggXnjBmK++0rxVLcAwZtiwxIBRe3U1VUYzqxYsKAuTApVOIEyfviQpPFK1BxA/BIgrhcTOO5eFgrqdeve2WyTSGIXfPbXLLmXhUqBUUPHNNxd4A+Ja32FLNxA6dBhNgAAFjABx1bJl+V1Fly722Yqpnf+YM8+0z8bSTz/97G0G1b//dHPddWO8UibhC/59902yH5J2IGgGlmZipdseQLwQIC5mzSq/m9htt/RnPqmd2vt3LXqeGPnllw3e/uXPPz/L3HLLeK/6rX2HYB9auQ6gNBEgLrQ2w7+TuPFG+2xqau8/9uab7bN59cUXK71uKN1FXHbZiwmbP6U6VJ69bdtXvD3Jf/zxZ/tpAZQIAsRFo0blIfBG6r0xkqhOlf/YJk3sszmz7vsfzIdvzfYu+p06vWqOPXZAUjBUdBx1VD9z4YXDTM+eE83IkXPM/PnL7afOGZVvb9NmpPe6AOKHAHGx++7lIZDpYLgG3/3H7rmnfTYaa9aUzRDTwP755xuz337mvW0PMtfve3VSQNiHdg288cZxZvDgGeajj76pcJA8X04+uWy8ReMkr7xCiABxQ4C4CNegSnf8w6eLu//Yrbayz7rRWMqAAca0b2/MEUeULWL0X+P/H3O23tPctdeFCWGhu5COHV/17kreeedzs3Jlht9Ljmljq/Cd0LvvLrKbAKhGBIiLbAJE7f3HarFgpr7+2pgXXzSma9ey9SXbbZcUFhUd3227ixlx2vXm0X+N98Y9NP4Rd5oBFi57on1MZs361m4GoJoQIC7y1YW1apUGAoy5996yab9qX0E4VHgcfLAxl15qzEMPGfP++8asj65cez4tXbrKNG/+bBAi2tnw889X2M0AVINN7H9AGsKD6GPH2mdT06C7/9hUg+hz5pTVvrKDoaJDCxNbtDDm7rvLvp6V8b+7yIQCI7wl7umnD/aCBUD1IkBcdO9efvHu1s0+m1q603j79UsOCh3bbFMWPNdfb8zw4ZqLaz+yKKnrSlvh+iGi3RPVxQWg+hAgLmbMKF9IqO4s1b1Kh9qlu5Bw+XJNQyqr7nvVVcY88YQxH35YVg+9RE2a9IU3mO6HyNVXjzTr1m2wmwHIEwLEVfPmmd+FhO8+CqSUSdyMGjU3ofxJ165jvZ0OAeQfAeJq8eLySry6m9BgdSo679+1qAijBtPhZODAD4IA0dGr17t2EwB5QIBkY9KkxIFuTavVuIRmZqksu6bcjhhhzAknlLfZcceyRX7IisqvhENkwIDpdhMAOUaAZGvePGOOPbY8IFIdxx1nzPz59jPAgYaCtGLeDxB1a1HyBMgvAiQq2rL22mvLtrDVXcamm5b9VzsMduhQtp4DkdIAuoo6+iHCanUgvwgQFLRVq9Z5xR79ENFq9Zkzv7GbAcgBAgQFb9my1Qmr1a+uf6dZMX+x3QxAxAgQFIVFi1aaE054ylx+wA3mmZ2bmq9rHsFMNyDHCBAUjYUzFpkRe59slm22bdmkBS3CLLKyLkCcECAoKr+MeT2xnL1myGVaMRlAWggQFJ+nny5ftKnjb38zZgMlT4CoESAoTr16Ja7B0VRqAJEiQFC8OndODBGVuwcQGQIExUvL1S+4oDxA1K2lrX8BRIIAQXFTCX3VKPNDRBUCRo2yWwFwQICg+P3wgzFHHFEeIr//PQUtgQgQICgNqoy8777lIaI6Zdo2GIAzAgSlQ5WT//Sn8hDZe29WqwNZIEBQWqZOLdtX3g8RVU9es8ZuBSANBAhKz5gxxmy+eXmIvPaa3QJAGggQlKbnnjNmyy2NqVlT5XztswDSQICgdK1fb/8LgAwQIAAAJwQIAMAJAQJU5e23jenUqWx/EU0DVrn4nXYqm8HVsaMxEybYjygzfboxl16a3rFunf1oIPYIEKAyn32WWAYl1XH88WXtw8aOLVtrks7BVGIUoE3sfwBgykqd6C4jHBAvvFC28FD1tZYsMWbYsMSAUfvJk+1nAooWAQLYFBI771wWCqrg27u33SJRnz7lG1jtsktZuAAlgAABbC1blt9VdOlin62Y2vmPOfNM+yxQlAgQIGzWrPK7id12S38/dbVTe/+uRc8DFDkCBAjr0aP8TuLGG+2zqam9/9ibb7bPAkWHAAHCGjUqD4E33rDPpvb66+WPbdLEPgsUHQIECNt99/IQyHQwXIPv/mP33NM+CxQdAgQIU4FFPwTSHf/waS2H/9ittrLPAkWHAAHCsgkQtfcfu/XW9lmg6BAgQBhdWEDaCBAgLDyIrlIkmdCgu/9YBtFRAggQIKx79/IQ6NbNPpsa03hRYggQIGzGjPKFhOrOUt2rdKgdCwlRYggQwNa8eeZ3IeG7D0qZoEQQIIBt8eLySry6m3joIbtFIp3371pUhFGD6UAJIECAikyaZEyNGuV3FSrbPnx42cwsbf709dfGjBhhzAknlLfZcceyMvBAiSBAgMrMm2fMsceWB0Sq47jjjJk/334GoKgRIEBVtGXttdeWbWGru4xNNy37b61axnToYMxbb9mPAEoCAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACc/D/08mOBjsaHsQAAAABJRU5ErkJggg==)
PN: 4H55-1-2Y
CAS: 34165-09-8
Molecule Weight: 177.163
Formula: C8H7N3O2
![6-Bromo-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-9-0W
CAS: 64064-71-7
Molecule Weight: 242.032
Formula: C7H4BrN3O2
![8-Bromo-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACDxAAAg8QHO/HOYAAACPnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnWdblK4hTZCkGDOgBrB2wt0FxlMRAbBeym+Pfj7KbNG4yBz5IUfwoiaI0vtsXG9gaW+dVmRJOGQFTZtUiL1cp+f36w4vJ3WScoRM6lnVK1k3zNvL93W5Hs7Up9L4qaVYVpOsf7eu857OTtLIrXzDG/T+PDy8t4+Vl3egyM0jV+ahujQ9Vppt2Fv8Zwi+03eal37n7hd120f4K5l5G9/WCfK5lhn1TRGGZbwwsK1voBraCUXzZN1iZ0ljdmAXMD2iWVOHaJ+PH+yp7L0zZoOoi5JnevDT2PUNDUW1M9o7BUPl5n5KCI6Cbqphaqw/gNGfWHLQALUEr0AHoEHQEOgadgOYMP+zn6MAl5npj3GCvhzeTkmd4gmeY4fPU/r/bVmCTdPPfzNbartDT48CBXXswoyIljHIlFXAaqiQCQcOYCRRcBCEahWDq2JI0SLBP0UTI5ChCKoIoPIoPY+dJ4IDxPUWllAGgZFxK8ALKgygGT9BAxRF4nEomsI2pDsLEyUBiG5MvI4FTiCIURytSLOpkrD7bmFz/lN3JeF6VizMV8kVK5py0af9llrX4yDyByi6MxWJ2AZzrOSD6gNunEyCuAfICUMMjqD7gauAETK8BQR9wFTMMhH3A1dcwEPUBV43DQNwHXO0OLzq5ADgbHsL197auPRk3mK/b3Z6kG8yXHT+evEFGXuzhTURd5Pg64p/VsX+8UVC9uG38s6vIxwt48g9MlKgwotb9+AAASdJJREFUeF7t3Qm8VfP+//F7L79ryuwaLtd442e4uJeEBjImmSLSFRkis/ghl6uEzFe4SWhARRmKlEZEJY0oEpVCKho0F+r7P+/Vf6+z1nfvfc7e37323uuc/Xo+HuvxoP1d6+y9zjrrvdda3+/n+zsDAICD39n/AABAJggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEAB5d+URR1S4tK5Vy9x0/PGm/fnnm27//reZPHKkWb9+vb0ZxAwBAiDv7MDIZGnftKmZN3OmvSnECAECIO/scMh0adOggVm6cKG9OcQEAQIg74KhkMr6334zyxcvNl98/LHp/u9/h9q/dN99dnPEBAECIO8qCxDb4O7d/fa3N2pkv4yYIEAA5F22AbJq2TK//TXHHGO/7Eu13YnDh5unbrzRC57WRx3lPaBHfhAgAPIu1Ym+IquWL/fb33HGGfbLvuB2161ZY/7bpk3o37RcRYDkDQECIO+yDZAhPXv67bvefrv9si+43R7t2iWFRzY/E9kjQADkXWUnc435WL5kiZk+frzpec895qojj/Ta6hbUdzNm2M19dlBce8wx5s0uXcwPs2ebX9ets5sjYgQIgLyzT/SZLG1PP93MmDjR3lRIsL2edSiAUDgECIC8s8OhsqVjixZmxqRJ9maSBNd58d577ZeRZwQIgLyzAyLTpXObNmbNypX25nzBtl9OmGC/jDwjQADkXfBEn8qGDRvMmlWrzPdff21Gvvyy+dcZZ/jtH73ySrMhTV2s4HZXLltmv4w8I0AA5F1lAWJbWxYmuo2VWGfswIF2E09wu+lCBvlDgADIu2wDRPRAPLHOf1q3tl/2uGwX0SFAAOSdy4l+7erV/joqqpiKy3YRHQIEQN65nOiDAXJ17dr2yx6X7SI6BAiAvHM50U//+GN/ndsaNrRf9rhsF9EhQADkXbYnevXIuu+f//TXeebWW+0mnmy3i2gRIADyrrITvbrxqueVuvGO6NPHK6AYXOeLcePsVTyVbRf5RYAAyLvgiT7bpfcDD9ib8wXbofAIEAB5Z4dCJosKIw7q1s27OkmHACkuAgRA3tnhkGq5vm5dr4DikzfcYIa99JJZtmiRvZkkBEhxESAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIgFia9emn5t7mzU2na681yxYvtl9GDBAgAGLp4csv98uUDOjc2X4ZMUCAAIildk2b+gFSUUVeFA8BAiCWCJD4I0AAxBIBEn8ECIBYIkDijwABEEsESPwRIABiiQCJPwIEQCwRIPFHgACIJQIk/ggQALFEgMQfAQIglgiQ+CNAAMQSARJ/BAiAWCJA4o8AARBLBEj8ESAAYokAiT8CBEAsESDxR4AAiCUCJP4IEACxRIDEHwECIJYIkPgjQADEEgESfwQIgFgiQOKPAAEQSwRI/BEgAGKJAIk/AgRALBEg8UeAAIglAiT+CBAAsUSAxB8BAiCWCJD4I0AAxBIBEn8ECIBYIkDijwABEEtXN2pkGu+/v7c83a6d/TJigAABEEtN6tc3h++6q7fcf/vt9suIAQIEQCzV+cc/zE5bbuktt954o/0yYoAAARBLBx10kPnd737nLVdffbX9MmKAAAEQSwRI/BEgAGKJAIk/AgRALBEg8UeAAIglAiT+CBAAsUSAxB8BAiCWCJD4I0AAxBIBEn8ECIBYIkDijwABEEsESPwRIABiiQCJPwIEQCwRIPFHgACIJQIk/ggQALFEgMQfAQIglgiQ+CNAAMQSARJ/BAiAWCJA4o8AARBLBEj8ESAAYokAiT8CBEAsESDxR4AAiCUCJP4IEACxRIDEHwECIJYIkPgjQADEEgESfwQIgFgiQOKPAAEQSwRI/BEgAGKJAIk/AgRALBEg8UeAAIidsWPHmk033dQPkN13393MnTvXboYiI0AAxMZ3331nLrroIj84gsuWW25p2rdvb1avXm2vhiIhQAAU3Zo1a0yHDh3MVlttlRQc9rLnnnuaPn362JtAERAgAIqqb9++Zu+9904KCt3COv/8802DBg2SXtNSt25dM3HiRHtzKCACBEBRTJkyxdSvXz8pGLSceOKJZtq0aX7bgQMHmpo1aya1+8Mf/mAuu+wys2DBgsCWUSgECDJyxBFdQ8vTT0+wm6QVXA/48ccfTatWrcwmm2ySFAj77bef6d+/v72KZ926deaRRx4x2267bdJ622yzjXn44Ye9NigcAgQZsQPk2GO7lX3rW2E3S4kAgfzyyy/mscceSxkAW2+9tXnggQcyCoCFCxeayy+/3Lv6sLfz17/+1bz11lv2KsgTAgQZsQNEy113jbSbpUSAYNCgQWb//fdPOuErBFq2bGnmz59vr1KpSZMmmXr16iVtU8vJJ59sPv/8c3sVRIwAQUbs8NBy5JFdzbRpC+2mSQiQ0jV9+nTTsGHDpBO8lmOPPdZMmJD5rdB0Xn75Za9nlr19PYS//vrrzZIlS+xVEBECBBkJhsCttw7z//uyy960myYhQErP0qVLzU033WT+53/+J+nEvscee5hevXrZq+REY0M0RkRjReyft+OOO5rOnTub3377zV4NOSJAkJFgCHz33TJz9NHP+f8/bNgsu3kIAVI6dJJ+5plnzE477ZR0It9iiy3M3XffbVatWmWvFplvv/3WNG/ePOlnaznkkEPMyJGZ3XZFZggQZMQOgccf/8j//zPO6GPWrUv/7c5eF9XTe++9Zw499NCkE7eWCy64wMyZM8deJW9Gjx5ddrwdkfQ+tJx99tlm5syZ9ipwQIAgI3YIrFixzpx44gv+v/XsOcVao5y9LqqX2bNnm3PPPTfpRK3l73//uxk1apS9SkGsX7/edO/e3eyyyy5J72uzzTYzbdu2NcuXL7dXQxYIEGQkVQj07TvN/7f69XuYxYtT1yhKtS6qvhUrVpg777zTbL755kkn6D/96U/mueee807ixbZs2TJz2223mT/+8Y9J73O33XYzPXr0MBs2bLBXQwYIEGQkVQj89tt6c955ff1/v//+DwJrlEu1Lqq2F1980auQa5+QdZK+5ZZbzM8//2yvUnRff/21OfPMM5Pes5ZatWp5FYCRHQIEGUkXAqNHz/X/vVatZ83MmYtDr0u6dVH1jBs3zhx99NFJJ2Atp59+upkxY4a9SuwMHz48NNdIcFElYFUERmYIEGSkohC49tpB/mv6b1tF66JqmDdvnrn44ovN73//+6ST7v/+7/+aIUOG2KvE2q+//mqeeuops8MOOyR9HlUEVmVgVQhGxQgQZKSiENBVh64+Eq+PGfNt6PWK1kW8rV271tx3332mRo0aSSfa7bff3nTq1Mk7GVdVixcvLvvSc21o8qrEogrBqhSM9AgQZKSyENDzj8TrTZv2M+vXlz+UrGxdxNNrr71m9tlnn6QTq4ogtm7d2ixatMhepcpS5V9VALY/qxZVDFblYCQjQJCRykJAPbDUEyvRpl+/8jpEla2LePn000/TzsGhf9fr1dWAAQO8isD251ZoqoKwKgmjHAGCjGQSAj16TPHbaIyIxopIJut+++0yM3HiPLN2bdW9HVLV6YpCVxapyqzrSkRXJKVAFYFVGVgVgu39oErCqiisysIgQJChTEJAo9E1Kj3RrlOnj7x/r2zdTz6Zb2rX3lgapW7dbqZt2+Fm6NCZZvVqwqQQ9AxDzzL0TMM+YerZh56B6FlIqVGFYFUKTlU2XpWFVWG41BEgyEhlIZCgE3+ineplff/9skrXDV65BJdjjnne3HzzUPP22zP8qxlES72n1IvKPkGqt5V6Xan3ValTxWBVDrb3kRZVGlbF4VJFgCAjlYVA0KWXDvDbBiv3pltXIdOoUe+kAAkuCqPrrhtkBgyYbpYupXtlrjReQ+M27BOiFo3z0HgPhKmCsCoJ2/tLFYdVeVgViEsNAYKMVBYCQZojRHOF2CFQ0bq//LLe6/57zz3vh2pspVrUZbh164Hm1Vc/Nz/9lL/KrtWRRohrpHiqsh4aWa4R5khPlYRVUViVhe39pwrEqkRcSmXjCRBkJJMQCLrzzpFJJ/5M11UX4PHj55mOHT80p576UtI2gouC6oor3jS9e39m5s/PbIrdUqSaVKpNpRpV9olPtaxU02rlypX2akhDlYVVYdjel1pUkViViUsBAYKMZBsCmi9d86bbJ/xsqcbd5MnzzWOPjTWnn17xbS4tF1/c33umojlLsJGq4aoqrn2i03Leeed51XThpqJ9qwrF1X3fEiDIiEsIdO48PukEn6upUxeaJ5/82Jx11stJ27aXCy98zTz77CQza1ZpTmmqb8nnn39+0olNy2GHHRbbb8magvabb77xFr3HxH/HdWraTK7uVLm4OiJAUGXNmLHIdOkyIVQRON3SpElf8/TTE8yXX/5kb6baift9+lmzZnldYNV1+JprrjEnn3xyyjnNK1rU/qSTTvLWf/zxx83bb7/tVdstplJ8vkSAoFr45pulZd8CJ3lXHXZ42MuZZ75snnhinPnss4X2Zqq8OPYUUo8vhVazZs1STu4U5aKA1G25//73v155kmIopR5uBAiqHXULfuGFT0zLlv2TwsNe1H34kUfGmEmTfvCet1RVlY1V+PLLL+1V8krPBlT6I9WcIYVcdt55Z288y9ChQwt+1VUKY2wIEFRrepjfp8/UspPZW6GKwamWunU7mrZtu5r33x9XZSrMxmm0tELqrrvu8qrY2u8l3aK2Crjrr7/etG/f3vTs2dNb+vfv7z3/SCz6/8RranfDDTeY0047zey7775J20y37Lrrrt5VmMK2UKr7KH8CBEl+/HGVN8bi66+TJ4eqyhYtWmVee+1zc/XVb5ujjtpYOiWx/P3vT5q//vX6spNMw7I/7P3MjjvuaC699FLvBKzaSHFTUb2m7bbbrqD1mrSP6tWrl/Q+7EVhoX2qZwGfffZZZPNtaF9MnTrV9O7d27vqqVmzZtLPtpdDDjnEex+F+qJQXeuMESAI0SjvxKjwOnW6VduxFT//vMa8+eaXZd98B3slU/72t45lJ7hLzU471TGbbx6+T7/NNtt4M9W98cYbZvXq1PO+F5K+jRe7Yqx6Hr366qtpu7Bq2WyzzbyurN27d/d6URWSZhV86aWXTIsWLbwJouz3llj22msv8+STTxbs91rdKh0TIAi56aZ3Qt/M9Wygulu5cl1ZmEw2V1zxSNkVyFFm003Tn3B0MmratKnp06dPwQfexWXOCgVHqnv7iUVXI127di3KA/tU1CtNnQt0yyvVxFFa1AX3oYceKtjVZnWZa4UAge/ll6eGwuOSS/qHJoYqBatWrfZmoVOPoVSz8AUX9fE/88wzzQsvvJDXk2VcZs376quvvC639nvQon118803F/xKI1sLFy40Dz74YNreYHpu9M4779ir5UV1mO2RAIFHYyp0KycRHscd18PrzVTKdI9eEwypx4zmgbD/yIOL+v6fcsop5vnnn4/sFlJc5u3W7R09HE81vkEnOo05qSrfmBO03zp37pzyKkDLWWedVbBR5FV5vnkCBGV/TL+ac88ND8YbMqS4g7LiRrc29Id8+eWXe2MN7D/04KLbELqfrROUa1fN4cOHm4MOOihp21r0PEb3+Avho48+SnmS1bfm+++/3yxfvtxepUpRSOv2VqqeY7rC/M9//mOvkjcaH6JxIvb70KJxJRpfEjcECMq+yY4KhUf79u/ZTRCg8QTvvvuuufrqq81uu+2W9MceXPStsm7dut6JSKVFKqPR1LotZm9HS61atczYsWPtVfJiw4YN5uGHH/YGINrvQ8+AChVghaKrLF1JKTTsz9uoUaPIriozod5hqcbP6ApQI9014j0uCJASN2zYrFB4nHPOK2bVqsJ0/0xHzxNS1ULK53MGVzrRfvjhh6ZNmzYZleNQCHTs2DGp7MayZcvMbbfdlvI2kUKqR48e3s8qBN2O0knTfh96PjBs2DC7ebWi21a6fWV/dv0ORowYYTfPG3XQUA2tVIGmB/6qvaWecMVGgJSwefOWm+OP7+GHh56BTJ9emFpR+gPRw8pHH33UXHXVVV7PHY0atv9YUi1qp/ZaT+trO4XuEZXOxx9/bNq2bZuym629qOy3BsXpm2+qh7rqBqttFfI20aRJk1KWQtFAv0L1UIoD9TTTeJrgPtBgzXbt2tlN80qBptIs9u9Di7pQa4R9MREgJeq339aHZg7Uojk18kXfnt9//33vYWydOnVS3hrJZdH2tF1tXz+nUN/WK/LJJ5944ZDuWUZFy9lnn+0VHSwkfcO2BybqJPr666/bTUuCbjmmKg9zySWXFLx3lK7EVUHZfi9ajjvuOLt5wRAgJcouta4Bdfk4537xxRfmjjvuMH/5y1+SDvx8Lvp5+rn6+XGgMh/33ntvhQPvtGiE9MiRI+3V805dgXXFE3wvRx11VOy75eabguJf//pXUqkY9bgrdIl2PXtTUcpUnTiKpXg/GUUzceK8UF2oU055ySxeHN1IXH3716htnYDsA91e9JD5gAMOMI0bN/bGEXTp0qXCWkh6Xe3UXuul6vpoL3ofej9xuCoR3ZbQA2p7MJ4Cr9AF/0Rdhe0TpMbBlNItq8oMHDgwaUS7vgyoFlmh6VmgPZq9WM9DCJASoxIep53Wyw8PBcm4cdH0qEl0iazolo0eEqtXkm7tKBhyLSSn9bUdbU/bTfUQOrHofen9Ffr2Qzp638H3p3pOhabwsPeTChUW64QUZ3q+ZT+n05eYQvbQSlC5+uD7KNbviwApMW3aDAndutK8GFHQyfDAAw9MOhlp0VXC8ccfb7p165b3B8Lavn6Ofl66qxO9T73fYit2gOi2lX3loR5iSE+95/7617+G9pmuRArdtZYAQcH17TstFB4tWrxR9m08twPvhx9+MM2bN086SWvRA1jdP547d669WkHo5+rn271pEovet95/sRQzQPTAPPjMQ2Gr++uonK447Afa6hVYqIKMQoCgoL76anGoVEn9+j3Md9/lVqpEt4NSlfhQP3V9ky30t7J09D70flLNWa33r89RDMUKEHXVtXtbceWRnQULFiRdiWjsTKFK6BMgKBiVKmnatF/o6mPwYPdSJfqmpZIe9slYXWlvv/322IzJsOl96f2l6kKsz1PIb5BSjADRIEF7nIeeeSB76qFm70uNlykEAgQFc9994VIld9/9nt0kY+qOqq6m9glYzxzi0mW2Mnqfer/2Z9DnKuTUr4UOEPVCs+fqVm+rYp18qgMdS3a32kJURyZAUBAjRkRXqkSF9TRTX/DA1X10HcxVkd63PfZBn0+fsxAKHSDqOhz8eereTFfd3I0ePTp0Vavbg9OnT7ebRYoAQd798MMK06BBTz88jj76ubJvTG6lSjRtqd0PXveAJ0+ebDetUvT+7XvZ+pyFmEu8kAGiIozBk5w6FpT6IMEoqVhm8Hd58MEH5/VWLgGCvNJEUJdd9mbo6uOll9ymy9Tse/ZkRhrIpwKA1YE+hz5P8PPp8+pz51OhAkQz8tkl2Uu1PEk+afre4D5WrbZ8IUCQV126TAiFx3XXDXIqVTJ48OCkh84tW7aMzWC8qOjz6HMFP6c+tz5/vhQqQFTVNfhzCvWgt9Toi4gqFif2s8bY6PZWPhAgyBvNYx4sVXLyyS86lSrRs4Att9wydKCq5Hh1ps8X/Lz6/Pl6JlKIANEkRMHnPDrB5Tr6H+lNnDjRm1Assb/VMSMfXXsJEORFqlIlY8dmX6pEvZHsB+bqAlsK9DmDn1v7IR+9swoRICr6F/wZ1X0+jzi48cYbQ/v8gQcesJvkjABBXlxzTXdz6KEP+wHSqVP23541HsLuqqvbO6XEvp2l/RH1OJF8B4jmtAhuXzMJIv9UTic4PkRXsVHPr06AIHLdur1mdt/9bLPffq3NwQff45Uq+eWX7A8se5CgHjBXt2celdHntR+sa79EKZ8BohNKsNqv5jCvbtPQxpmqPwd/txdffLHdJCcECCKlk8922+1ptt32ULPrrqeWBchVZu7cRXazSqmsR/DAVBfX6tLbKlv63HYX3yjLnuQzQOyrD0qVFF5wWmD16rOnMc4FAYLI6NaK+p1vPFC3Lvu2WdP065f9VJcqLLjNNtv4B6UevqpuUinT5w8+hNb+iaoAYz4DJDhx1fbbb5/3KshINmHChFBF6EsvvdRu4owAQWTU3zx4MLVocYndJCN2Vd2qOsI8avYfq/ZTFPIVIOp6HNyu5kpBcQRLx6hbeFTPQuxjkgCBEw0ICx5IuuXi8m3z3XffDX1b0oxnKBecAU77SfsrV/kKEJUWT2xTzz5UQBHFoUmogr/jVq1a2U2cECDI2bfffuvdnkgcRJqNb/z48XazSumBcXAyKG3n888/t5uVNO2P4GyH2l+5dizIR4Cou3Fwm7fccovdBAXWsGFD//ehMjkuX/BsBAhyormzg980tahYnouXXnoptJ1SGe+RLXt8iPZbLvIRIHfddZe/PV0pRXXLBO6GDh0a+j13797dbpI1AgQ5adeuXegA0oAxlevOltYJzmGuSZfyWQSuKtN+CU5Kpf3mss8Tog4QvZe9997b356+YKD4dHIPjgupX7++3SRrBAicffDBB6FyCTvvvLOZP3++3Swj9jMUuntWTPsnuL9yKUoYdYDouAhur2vXrnYTFMkdd9zh/150ZThz5ky7SVYIEDhZsmSJ+ctf/hI6GHMp+Fe7dm1/WyrxHZdpaONK+yc4x7r2n6uoA0QPaBPbUtdjHSuIBz2bCnZSybVnHAECJ+ecc07owLn55pvtJhnTbGrBbalqKypnV7d1nYkx6gDZfffd/W2ptDji5dhjj/V/PxqnkwsCBFnr0qVL6KD5xz/+kdOMcm3btvW3pdLTc+bMsZsgBe0n7a/EvtN+dBFlgKjqbnBbUTyoRbQefPDB0N/bTz+5Te4mBAiyMm3aNLPFFlv4B4z69+uk4UoHXPBWmOYIR+aCc6prP7r8AUcZIM8880xoW8w2GD8amR78HeUydzoBgoytWbMmqTpuz5497WZZGTVqVGh73bp1s5ugAtpfwf2n/ZmtKAPkggsu8LejnliIH53kd9hhB//3dOWVV9pNMkaAIGNXX3116GCJopRGcLyABsiVasFEV9pfwYGF2p/ZijJAdtllF387UdZcQrSaNGni/572228/++WMESDISP/+/UMHyr777hvJyb5OnTr+NuvWrWu/jAxovyX2ofZntqIKkFmzZoW28+KLL9pNEBNPP/106Hfl2v2eAEGlNH9D8JJXxdhUWydXK1asCM1znmuXwlKl/Rb83Wi/ZmPUqLFmiy328JfPP3eb9dAunugaRMg/uzaWvkS4IEBQIR0QGrEaPEjUiyMKdmkF14O41NlXENqv2Rgz5lOzyy6n+Mv06d/YTTLSqVMn/z2od4+emSGeNI4oOB5EPStdECCo0D333BM6QE466aTIDpJHH33U364muuGE40b7TfsvsS+1X7MxbtzXpmbNm/xlxgy3eUaCz8h4gB5/f/7zn/3fl+ZPd0GAIK3Ro0eHTkyqvxTVJEYSHLGs8u9wF5yxMNtS3RMnzvPnrtcyc+Ziu0lGTjzxRP89nHrqqfbLiJng1ACuvy8CBCktXbrU7Lnnnv6BocvdQYMG2c1yErw1pglv4C44YVC2RfKiCpDgeJ7rr7/efhkxE8UVIwGClFSCInhg3HTTTXaTnAW7fOZSCgXG23+Jfan9mo2oAiQ4wPShhx6yX0bMPPDAA/7vSwOCXRAgSKLqqcGDQvVy1q5dazfLieYRCT7E04EId8E/ZO1X7d9MRREgmtQqeMyomyjizT5mXE7+BAhCNOPdlltu6R8QmrlMFTyjpltkwQOPMQO50f4L7k/t30xFESD27zPXSa6Qfy+88ELod+ZSAZsAgU+9eQ499NDQAZGvYniaBjf4czRQEe7sgZ7av5mKIkD4fVY9b7zxRuh3pvFe2SJA4DvuuONCB0OzZs3sJpGxS7iPGDHCboIsaP8F92c2pd2jCBBdufL7rFpyOWYSCBB47DLcO+64o9MlbaYmTpwY+nljx461myAL2n/B/an9m6koAoTfZ9WTyzGTQIDAozkBgg+1VaDvs88+s5tFhiuQaOXybTKKAOEKpOrJ5ZhJIEDgC3br03LQQQeZ1atX280iwT3zaPEMBNniGQgi16JFi9ABkctcARWxe+3QCys39MJCtuiFhcgtX748VBZDy2uvvWY3yxnjQKJl9+lnHAgqYx8zLid/AgRJNOVlcJKi7bff3sydO9duljNGokeHkejIVvCWtcZ7uSBAkNIjjzwSOjA0aVE232ozQS2s6MStFtYNN9xgv4yYueaaa/zfF7WwEKkNGzZ4FTqDB0fUEz5RjTc6cajGe8IJJ/jvoWHDhvbLiJng74tqvIjcggULQreZNtlkEzNq1Ci7mTPmA4lGrvOBRBUgwequ++yzj/0yYmb33Xf3f1+uV4wECCr0zjvveLPLJQ4Q3aZYvNjtBGNjRsJoaL8F92O2MxJGFSCPP/64/x70ZSPqApyIzrJly0KdWFw7PRAgqNQtt9wSOkjOPvtsu4kT5kSPRq5zokcVIJovJnicTJs2zW6CmBg/fnzod/Xuu+/aTTJCgKBS69atKzuxHBE6UFy/sdjq1Knjb1MP6pE97bfEPtT+zFZUAfL111+HjpHevXvbTRAT9pQNrjONEiDIyFdffWW23npr/0BRl82pU6fazbJ21113+dtU12FdWiNz2l/BLtfan9mKKkDU8ULTHifeS7YP81E4559/vv97cu2BJQQIMmaPXD344INzLnWih/LBbXbr1s1uggpofwX3n0snh6gCRM477zz/vdSsWdN+GTFgB/1ll11mN8kYAYKs/POf/wwdMK1bt7abZEUHXHD8wPHHH283QQW0vxL7TvvR5Q84ygCxTygu9ZWQX5988knod5TLrUb79+1y/EWBAKkidMtkv/32Cx00KsqWi7Zt2/rbUo+vOXPm2E2QgvZTsIec9qOLKANED86Dx0avXr3sJiiy//znP/7vRz2x5s+fbzfJGAGCrH388ceh3lM77LBDVtVfbXZp9zvvvNNughS0n4L7zaUct0QZILo9svPOO/vv6aKLLrKboMhOPPFE//ej29C5IEDgRLWOggdOvXr1cip1Urt2bX9b2223nVNl0FKi/aP9lNhn2n+uogwQufjii/33VaNGDbNy5Uq7CYpEX/SCV6233Xab3SQrBAic6JvmySefHDp42rdvbzfL2Ouvvx7aVseOHe0mCND+Ce4v7T9XUQfIkCFDQu8tl3vsiNb9998f+t3k2pOSAIEz3TsN3q7Q6OMPP/zQbpYRBZImsEpsS71E+OaamvZLsBeN9pv2n6uoA0RXorvuuqv//k477TS7CYrkgAMO8H8vGtuVKwIEORk8eHCoJMKee+5plixZYjfLiCYhCh6Mt99+u90EZbRfgvsp18mbpk//KRQgCxfmHtw33XST//5Up2vhwoV2ExTYRx99FDpunnjiCbtJ1ggQ5KxNmzahg6hJkyZ2k4xoUqIDDzzQ344GyGmubZTT/ggOHNT+0n7LVceOH5ZdKfQynTuPt19yojllgseE5p5AcQVnG1UnmB9//NFukjUCBDlTqZN//OMfoQPpmWeesZtlRDV5glc0DRo0sJuUNO2PxL7RfnKtYVQIhxxyiP9eVdWZasvFM3PmzFDFZg34jAIBgkjMmDHD63GTOJBU6sT16qF58+ahg1IHKZL/WLWf4syuXBBV/TRk74orrvB/D/riMXHiRLuJE/uYJEDgrEePHqGD6W9/+5vTt04Vdttmm2387Wy22WZm0qRJdrOSos+v/ZDYJ9o/rgXwCkW31vbaay//Pe+7776R3G5DdjQddfC2Z6NGjewmzggQROrCCy8MHVCaNtOFRjAHt6MZ90q10KI+d3DGQS1VZYT3k08+WSXfd3USnLpWy9ixY+0mzggQREonO33TDB5UAwYMsJtl5PLLLw9tp3HjxiX3DVafV587uB+0X6qKVatWhbocq/JrrgU4kbnPPvssVDVCo9CjRIAgcuPGjQsdtDvuuKNTUT2daIIPYrW0bNnSblat6fMGP7/2R1U7AdtVC5g4rDA0Nig4346efYwePdpulhMCBHmhbpvBA+u4445zOri+/PJLL4CC2yqV8SH2eA/tB+2Pqka99Pbff3//c2y++eZm9uzZdjNEzC71f8kll9hNckaAIC90IAWLtmnp0KGD3SwjGgC15ZZbhraVaw2fuNPnC35efX7th6rqnXfeCX2eM888026CCC1atMjstNNO/v5WwdMoxn3YCBDkjXoJBe9/qx+66yW0RrwHb4tp0e2d6vZMRJ/Hvm2lz63Pn4vgSHMtTz89wW6SVnC9XCg0gp+rX79+dhNEpFmzZqF97TouqzIECPLq7bffDg0MVLfOpUuX2s0y0qdPn9BgKC16wFxdemfpc9gPzPV59blzZQfIscd2MwsWrLCbpRRVgOi2lW5fJT6bqgkz90v0unTpEjqGVKk5Xyd2AgR5d+ONN4YOslxGwQ4aNMhstdVWoe2pi+vkyZPtplWK3r/dVVefU583CnaAaLnrrpF2s5SiChAJTmak5dhjj612V5HFNGXKlFBI6xhynScmEwQI8m7t2rXm8MMPDx1ozz77rN0sY3oWYD9Y1yC7qjpiXe87OEhQiz5flM887PDQcuSRXc20aZUXOYwyQNQzSAPZgp+VCcSioStYzUMf3LeqBpBPBAgKQr2HglcOeiicyzcjbc/u4qtFc4Tnst1C0vsMzmmeWPS5ou5tFQyBW28d5v/3ZZe9aTdNEmWAiB7m7rbbbv7n1QRHAwcOtJshCyqhf9ZZZ4WOo0svvdRuFjkCBAVjdys89NBDnUqdJGg8hD3YUIseOqsLbFznE9H70vuzOwVo0efJxziPYAh8990yc/TRz/n/P2zYLLt5SNQBIiNGjAjNjKcvF5oqGW6Cta60aKpaDeLMNwIEBXXBBReEDrjrrrvObpI1lcfYdtttk07G6gGmmfviMj2u3ofeT7BnWmLR+89nmQ87BB5//CP//884o49Zty79dMT2ulFp165d0u9LVWORHd0CDO7H7bff3kyfPt1ulhcECApKJ1GVs0gccOqh9dZbb9nNsqYuw3YV38Si3j7/+te/vKJyxaCfq58fnMM8uOh957swoh0CK1asMyee+IL/bz17TrHWKGevGyUNbgvuC3UkyMd4herKrjWmKtius4K6IEBQcCrmFuyOqwFP33//vd3MyXvvvRealCq4KKz0zEG30pYvX26vGiltXz9HPy/YjTm46H3q/RZCqhDo23ea/2/16/cwixenvnWWat2o/PLLL+bUU08N7ZfDDjvMLFiwwG4Ki8IjeBtQf1NRfBnLBgGCorj//vtDB54mSorq4FO3UN0OCs6xbi8qb123bl2vLpNO4uoplgutr+1oe9pusHy2veh96f0VsvtqqhD47bf15rzz+vr/fv/9HwTWKJdq3SgpbP/+97+H9pF6E33zzTd2U/x/9m0rfUnp3r273SzvCBAUhQ604Ox6Wu677z67WU7UZfSNN94wRx11VNJJ3F70B3jAAQd4A/luvvlmbzBWz549Tf/+/b1gSCz6f/27Xlc7tdd66a4ygoveh96P3lehpQuB0aPn+v9eq9azZubMxaHXJd26UZo/f763H4P7a/fdd68yPeoKRb2t7AfmOvYee+wxu2lB2LfQCBAUzLx580L1enQJHuVcBUE6Ed1xxx3mL3/5S9KJPZ+Lfp5+brFPhBWFwLXXDvJf03/bKlo3SgsXLky6EtHx4Vr+prrRlZrdVVd/M8W48pAhQ4Z4UxUH3w8BgoLSPdvgt3c9YM9nryl9+3///ffNXXfd5ZW6TtWVNpdF29N2tX39nGJcbaRSUQjoqkNXH4nXx4z5NvR6RetGTb/7evXqJe1TjWAvZRphbg8S1APzQj/zEE1fffrppycd+3oeUywESAm7/vrrQwfi+eefbzfJG43JUKXYRx991Fx11VXeyWvnnXdO+uNItaid2ms9ra/txHXsSWUhoOcfidebNu1X9k2yPPgqWzdqGgdjj1bXcu6551abumfZ0O3SYHkSLeqqW8jeVqJwv+WWW1I+31MlBc37UiwESAnTA2j1vAkekM8//7zdrOBU9FEPcrXo+Ufiv12LQRZTZSGgHljqiZVo06/f5/5rla2bD+pgYH+x0KJ5RSZOnGg3r5YWL16cNG5KiyoVFGqch+i21HPPPZdy/JKCTQ/0i/3FiQApcXpGEJzzQyOTC/lHUtV98cVPZvjwWWbNmtQ9uzIJgR49pvhtNEZEY0Ukk3Xz5ZVXXjFbb7116KS1ySabeAU6890Vu1h021NdwO16b1pUnqQQI8wTRo0alfRcKrGoKGpcJgYjQOB9ywkeoCrAmGv32upKj1amTJlvHntsrGncuLd/gr/66rftpp5MQkCj0TUqPdGuU6eNxRwzWTef9EVCpTnsE9gee+zh9WqrTjSHeXAa2sSiL1T5LowYpDL7upVsvw8tulugK/I4IUDgadq0aehgveGGG+wmJUvPJSZMmGcefPBD07DhS6ETe2KpW7ebvZon0xAYOnSm3071sr7/flnG6+aTbpHoWVOq7tKnnXZalb+tpWoF11xzTdJ8N1o0n8fnn5ffUswnXd1oLJMe0NvvQz3iNDGVuhLHDQECj54vaNKpxEGrE0YpV2r95Zf1ZuzY70yHDqPMSSeVlx5JtRx11HNpS5JkEwKXXjrAbxus3JvJuvmmLr2pqjBrUc+gqlaQUbW/NK4j1YNpPSjXCbtQXWM1uFVXdfb7UC+4m266KdbP/ggQ+MaMGRP6JqaHdxozUip0K2nUqDll3wTfM8cfX/5gO9WiqwSN3RgwYLpZsiR9ZeNsQkBzhGiuEPtnVbTuV18tNm+/PcMsWpT/+/Mqf/LAAw+k/JaspWHDhmVXUkMLduJ1obleWrRokfKKQ4tqhBWqJtj48eO9ib3s95DYl1FPLZAPBAhC7r333tCBfOKJJ8b6hJArPfxWWfU77hhh6tXrnnTiDi7HHPO8adNmiHfCXr5844PuymQSAkF33jky6eemW/fbb5d570mv67136za5wuq+UdED3IsvvjjtSVjfpjWIU+MW4uDbb7/1SvjYI+7t47xQ3XM1+r9ly5ahelqJRb3dopoNsxAIEIQoLOzJllQKvTpZuXJd2R/pV+b//m+oN0e5fbIOLnq2cfvtw82QIV+b1atT97SqSGUhYNN86aneUyrBciiJRQ/jR44sTA+dr7/+2uudVNGgUH3D1lWLvm0XcnDnJ5984pUZOeGEE1I+v0ksGveSryoMtnXr1nn7wu7dpkUVo/V+dZVXlRAgSKIKvcGujDpBRDnNazH8/PMa8+abX5rrrx/sf2tPt2hcxr///a53Il67NvvQCKosBFLp3Hl80ntK5ddf15sbb3wnqa2Wq64a6N3eKgRdkVx55ZWh7uCpFp0kNSjx6aef9gIlqsoHGuQ4YcIE07VrV2/8RrBMT6pFx7Pex6RJk+xN5Y1que23335J70Vdo1u1alWw22ZRI0CQ0oABA0IH+j777BPZH3yh6LnA669/4XWx1YNu+yQbXE444QVzzz3ve9/qC3EbKEoKumA34MSiMikdO35oli5N/4wmSitWrPDqQ9WvXz/pRJluUU0nXSWoJ1T79u3Ns88+6xXNfP311/1Cmlr0//p3va521157rXfbadddd03aZrrliCOOME888URBT9bTpk3z3qf9XrRoP6lUSlVGgCAt/ZEGD/hmzZrZTWJn/vxlpk+fqWXf6t4K1ZlKtZxyykteKZGPP/7eK7FelSn09Awk1XOcBg16evukkJ9x1qxZXrfUdIPhCrVoHIumMZ46dar9FvNKo9n195PqOZHqzvXt29depUoiQJCW5k3/29/+Fjr4i1WBtCK6hdKpU09z1ll3mgMP/FfSCTS4NGrU2zzyyBgzadIPobpT1cWPP2o8wXspe3Ode25fr2tyoS1atMg7Yeo2V6rbOFEuOjlfdtllpnfv3t7D6kJTKZinnnrK7LDDDknvTYMSO3To4P1dVRcECCqkgVTBe9s1atSIRfdCjZLWH2PiG26NGjXNbrs1MjVr3lD2b/8NnTh1e+eJJ8aZTz8tndn2pk5daFq27J8UIlr03GTu3OLdjlT5eN2W0rMQjXPQgEQFS0UP44OL2qm91lNplc6dO5uRI0cWJTCChg8fnnYytYsuush8913hwzvfCBBUSg8ng38MOmkXo9SJetbotkiqqXM333w386c/1Tf77HNZ2VXTg6ZJk75lJ6gJZWH3k72ZkqLeZqed1ispRDSO5fHHP/LrbsWJam2lKqYZ1xpc6o125plnJh2TWmrVqlWwXl7FQIAgI+q1EvzD0DfHQhg3bpxp27Ztpbc+Nt10a1OnzvllJ8VXzcyZC+3NlDR1P1bPrlS9zzTKvn//6dXydl6+qffXbbfdlnI0+2677WZ69OhR0K7LxUCAICNLliwxe+65p/8Hor71+RjwpD+4Dz74wAuo4M9Lt2i6WvWtV2kKVGzevOVlJ7zhSSGipXnz173nQqicxkqpaq89K6AWzc+hQZRxvVqKGgGCjGmkrvqtJ/5YNLHTDz/kftJRkTjdw7766qu9b272H2VwUXBpMinNlKdCeMjexInzzIUXvpYUIlrath1e9jtdYa+C/081wdQd2D4utZx99tle77NSQoAgK/fcc0/oj+akk05yKnWiUbmaSVA9Ziob+KXQatCggffQNYrAwsYKwxojo/lH7BDRSPhnnpmQdo6TUqRyKBdeeGHSsalFRSb1BagUESDIisLCHij24IMP2s1SUvdFDVBUMbttt9026Q8xuOi+8qmnnurNkPjTT6X9IDyfVNNLc5vUrp080FIP3wcP/tpepaRoml8NXEw1yl7VGtQDLI5l1guFAEHW1B0x2M9d3SrTlfPWfBKa3U4lJtQP3v4jDC6apvOss87yJvCpaqPeq7o5c5Z6ZV7sENGiMvOff1640dtx8fLLL6d8DqfBgZr2V88FSx0BAieq7RP8o1IvKfVKEZ38X3zxRe+ecLrS34lFoaIZ2PTHWuz5nbGxQOM557ySFCIa1d++/XtlV4PV//mIamTpOZt9rGo5+eSTvWmgsREBAmd66B384zryyCO9eQxSdWsMLttss413G0shpFsEiBcVaezV69OkOVEOP/xxc9hh/2eeeqqfWbeualWNzYQGOF5++eUpy6zXrFnTvPXWW/YqJY8AgTM900g3S5296H6xHpgPHjzYe4CO+NNEWffdN8qvKXbggXeZPfe80OywQ+2y/z7S+wJQHeh4fPjhh1M+l9OXHb3GMZsaAYKcqNpouvkWVClV82mPGDHCqxGEqmnGjEVl4f+K2W+/1maXXU4xNWpoUOfG37kqzeoYqKp0VaGrC/vY1VWIvvAsWFA65W9cECDIiS77gwGiB+GqTzRq1KhqPwq31Lz11hhz2GGNzf/8T/ibuh4qq/KsKtBWFXqOccoppyQFh5a6deuaiRMn2qsgBQIEObHrZGliH1Rfa9as9YpYpupRp555qkQb56tN9Zy64YYbUhZuVI+rPn362KugAgQIchL8FqdS2igN6sqtCrP2SViLKtKqMm2caKyGBqIGZ9pMLBrjobEedOjIHgECZ7plEfwmd/PNN9tNUM2p0qwqztonZS2qUKtKtcWmUeL2vDaJRaPLNcocbggQOFO10eAf45gxY+wmKAF61qVjIVUdM3XpVsXaxBihQlJdqnPOOSfpPWlRPSvVdkNuCBA4O+OMM/w/yN13352H5iVOFWhViVYVae0TtirXqoKtS920bGlu9ji8j1JAgMCJThbqcZX4w7zuuuvsJihRlX3zV0XbfNAXmJ49e8buSqg6I0DgRL1Vgn+gmjkOCNKzh3QDTaN+9qBnMZobxv45WnSlHIdnMdURAQInwRkKNS9IKVckRXo6LlSxNl+9n77//nuvN1iqwazqDTZs2DB7FUSIAEHWVq1aFRoH0KpVK7sJEKLxF6pgq0GH9ole4y9UTDMbKqNz7733ph2P8uSTT8Z6PEp1QYAga6+99lroD3bIkCF2EyAljQBXRVv7pK9FI8BVCbcy/fr188Yc2esrnK655hqzaNEiexXkCQGCrDVv3tz/o91+++3NL79Uv8qsyK+KalCpIq5K5NimTJlijjvuuKR1tKgm19SpU+1VkGcECLKydu1ar0Jp4g/3kksusZsAGUlUwQ0eT4lFlXETVXA1I6Vuk2pqY7ud5qGpLlWBqyICBFkZOHBg6A+YORKQK1W8VeXbVPNw7LTTTimfc2y99dbmgQceoMx6kREgyErLli1Df8S6IgGioAq4eg5ih0VwUcjoGJw/f769OoqAAEHG9KwjOBe6+vIDUdMYo1RzkR977LFm/PjxdnMUEQGCjA0dOjT0B/3qq6/aTYBIaGxIs2bNvPEdKtj52GOP2U0QAwQIMnbllVf64aFBYCtXrrSbACghBAgyohHFKkSXCJAmTZrYTQCUGAIEGXn//fdDt6969+5tNwFQYggQZERlKBLhoTLZVDUFQICgUiqTrfk+EgHSuHFjuwmAEkSAoFIqlR28fdW9e3e7CYASRICgUrfccosfHupSqbnQAYAAQaX22WcfP0BUSRUAhABBhSZPnhK6ffXMM8/YTQCUKAIEFerQ4SlTo8Z+ZrPNdjZ//GMNr/AdAAgBggodf/zNZrfdGpk//am+Of30K+yXAZQwAgRpff31T+agg9qZ/fe/2ey7byvTvTszDwIoR4Agra5dJ5ojjujqLYcf/phZsIDBgwDKESBI64ILXvUDpGVLZn0DEEaAIKW5c3/2w0PLiy9+ajcBUOIIEKTUvfsUPzyOPLKrmTdvud0EQIkjQJBSixZv+AHyz3++br8MAAQIkulqQ1cdiQDp1m2y3QQACBAk69Xr09DzjzlzltpNAIAAQbJLLx3gh0fTpv3slwHAQ4Ag5McfV5latZ71A+SZZybYTQDAQ4AgpG/faaHbV199Rel2AKkRIAi56qqBfnicc84r9ssA4CNA4FuyZE3o9tVTT31sNwEAHwEC3xtvTA/dvvr88x/tJgDgI0Dgu+66QX54NG7c234ZAEIIEHiWLVtratd+zg+Qxx4bazcBgBACBJ6BA2eEbl998sl8uwkAhBAg8LRpM8QPj4YNXzIbNtgtACCMAIFZteoXc8wxz/sB8tBDo+0mAJCEAIEZOnRm6PbVhAnz7CYAkIQAgbnttuF+eJx00gtm/XruXwGoHAFS4tas+dXUrdvND5B77x1lNwGAlAiQEjdy5OzQ7asxY761mwBASgRIibvzzpF+eDRo0NP8+ut6uwkApESAlLB1634z9ev38APk7rvfs5sAQFoESAn78MO5odtXo0bNsZsAQFoESAm75573/fCoV6+7d0UCAJkiQErUb7+tNyec8IIfIHfcMcJuAgAVIkBK1Lhx34VuX40YMctuAgAVIkBK1AsvfOKHR5063czq1b/aTQCgQgRIiZo5c7H33EMB8t//MvMggOwRICVsxYp1ZvbspfY/A0BGCBAAgBMCBADghABBpVQvi0GGAGwECCp1xhl9TLNmr9r/DKDEESCoFAECIBUCBJUiQACkQoBUccHR5FqefnqC3SSt4HoVIUAApEKAVHF2gBx7bDezYMEKu1lKqQLknXe+NgMHzggtmua2UaPeSf8+fDjlT4BSRoBUcXaAaLnrrpF2s5RSBchxx5XPD1LZctppvQJbA1BqCJAqzj6paznyyK5m2rSFdtMkwXUSuAIBkCkCpIoLhsCttw7z//uyy960myZJFSCp8AwEQCoESBUXDIHvvltmjj76Of//hw2r+AqBAAGQCwKkirND4PHHP/L/Xyf+imYZtNdNhwABkAoBUsXZIaAKuyeeWD7TYM+eU6w1ytnrpkOAAEiFAKniUoVA377T/H+rX7+HWbx4dWCNcqnWTYVaWABSIUCquFQhoPnOzzuvr//v99//QWCNcqnWBYBMESBVXLoQGD16rv/vtWo9681AaEu3LgBkggCp4ioKgWuvHeS/pv+2VbQuAFSGAKniKgoBXXXo6iPx+pgx34Zer2hdAKgMARJz33+/zHzyyXzz66/r7Zc8lYWAnn8kXm/atJ9Zv36D/1pl6wJARQiQGFm2bK13lfDss5NMmzZDzAknlHfHbd16oN3cU1kIqAeWemIl2vTr97n/WmXrAkBFCJAi0QA/1avq02equfPOkeacc14JndDtRfWtVq/+1d5MRiHQo8cUv43GiGisiGSyLgCkQ4AUyOzZS83bb88wDz88xlx00euhkiOZLO3avWdv0pNJCCisNBgw0a5Tp4+8f89kXQBIJ34BMmWKMR06GFO/vjF7723MVlsZs+WWxuy1lzH16hnTvr0xkyfba8WKbhu9//43pnPn8eaaawZlVSJdS+3az3kh89BDo73QmTv3Z/tH+DINgaFDZ/rtFF56tpLpugCQSnwC5IsvjDnzzLJ39LvMlsaNN66TysEHJ7dPt/z+9/ba2Vm50phRo8z8p3qY11o/Yc5r2D0pECpbdPtKt7F0O2vq1IUV1q+yZRMCl146wG8brNybyboAYPud/Q9F8dZbxtSokXxyr2zROlrX1rKlMccfn9nSoIG9dnrr1xvzySfGPPusMa1aGXPYYcb84Q/ee5mxxR7mqd3PMWf8rWNSQAQXPRi/6aZ3vAflGuynB+e5yCYE9MxFz1Ls95TJugBg+539DwX39tv+SdhfzjrLmF69jJk1a+M3/FWrjPnmG1P2Fd2UfV3feNWQaKt1tY18mDvXmNdfN+aWWzbeUqsg5Bb8cXvzwi6nmIsO/Jd/Utb0svrW/9hjY71bSLptFLVsQ0BXOnZ4ZLrup58uMPfc874ZMaLiMvEASkNxA0ShsP325SfiPfYw5qOND3gr9PHHG9sm1tM2tK1c/PyzMcOGGdOx48YA22WXpJCoaFnzhz+ad+u1MC+17eN1lf3yy5+8mlT5lm0IaL50BVu2AaLbasHuwG+8Md1uAqDEFDdALrqo/CS8224aNWe3SE9ttU5i/RYt7Bbp/fKLMZMmGfPUU8ZcfLExBx2UFAiVLvrZZ59tzIMPqlytMcuX2z+lILIJgQQ93M82QNSF+Jhjnvfba4S7OgoAKF2/s/+hYHTFsOmm5SfkESPsFpUbPrx8fW2roqsQ3ea68UZjatc2ZvPNkwOhomXrrTc+K7n1VlP21Tu7oKtGXnvt81Do6EpGo+QBlKbiBUinTuUnaHXPdVW3bvl2nnjCfnWj555LDoV0yyabGHP44ca0bm1Mt27GfPaZvbWS9vTTE0Ih0qBBTzNr1hK7GYASULwA0e2fxEm7Sxf71cx17ly+HT1gT+X665ODIrHss48xTZsa85//qAb6xgf2qFCHDqNCIdKoUW+zcOFKuxmAaq54AbL//uUn8Vy+5X/6afl2tM1UZsww5oADjNluO2MaNjTm3//e2P33p5/slsiACjKqVlcwRFSoMdcuyQCqluIFyA47lJ/4FydPdpSxRYvKt7PjjvaryJO1a38NDUzUcvnlb2Y1CBJA1Va8AAk+QP81uUhgxtSjKrEdbRMFoyuO4NS5Wm65ZWioZDyA6qt4AcIVSLUwf/4Kc9ppvUIhkm4OdgDVS/ECpGbN8hN/vp+BIK1Ro+Z4dbHefPNL+6WMaeZD9cYKhkjXrhPtZgCqmeIFiEZ7J078+e6FhZSWL18XGhzYt+80u0nGJk36IbQtLa+/nqbYJYBqoXgBUshxIEhJE0sFy5podPnw4e51rkaOnB2ag53R6kD1VrwAmT1746C9xMlf5UCylc1IdKSkW1fBqwZdRUyYMM9ulrFUo9WnTGG0OlAdFS9ApHnz8gD485+zKxGSSy0shHTrNjl00tcEWDNmLLKbZaxLF0arA6WguAGicu3bblseAqqwO26c3SpZPqrxlrgHH/wwdNI/9dSXzLx57gUi7703ebS6KgEDqD6KGyAyYEB4fg/9t8qcaO4PhYJKi6xebcycOca88ooxTZoUbj6QEqKxG/YshU2a9DVLl66xm2Yk1Wj185v2Nat+plQMUF0UP0BEFW4193kiFDJdNMHTm2/aW4MjjSJv1eqt0En/kkv6mzVr3AZ6BkerH/v3/5qb97vGvHv6dWbDardQAhAv8QgQmTbNmEaNkkMi3XL66ennRIcz9cxq1uzVUIjccMM7zpNjabR6yyYvmDv2bWUG7FTHm7nR68L9GyVPgKouPgGSMHmyMe3bb+zau+eexmyxxcZF/61/a9duYxvkzY8/rjKNG/cOhUj79u/ZzTL28w+LzbuHnGGWbLp1+RcAzSkPoEqLX4AgFr75Zqk54YQXQiHy1FMf280ytl5XmMHpi7XoywCAKosAQVqffbbQ1KkTnj/9lVem2s0y98EHG68mgyHyzDN2KwBVBAGCCn344Vxz1FHP+QGi0eXDhrmPVvc6TAQHkOq/+/e3WwGoAggQVEqj1Y88svwqJNfR6t5VR/AqRFclujoBUKUQIMhI1KPVzd13h0NEz0em5nB7DEDBESDI2EMPjQ6FSK6j1b2eWMEQUXWBb7+1WwGIKQIEGdPo8ttuGx4KkQvO7mVWLnEsUaKxIMGy/loOOii3CcYAFAwBgqxotPqVVw70wqPB4Y+btvu2MqNOaWU2rHQsUaIyNXXqhENE/69/BxBrBAiyptHqrZv2NHfvfakZvENts1gDBE87zX1ue11x6MojGCJnnslodSDmCBA4WbFgiRl9WGOzcpPNy0/6l1xizIYNdtPM6NlHsMKyliuusFsBiBECBM42fDnDmJ12Cp/0b7/dbpa5VKPV1VsLQCwRIMiN5m/ZcsvwST+XqYU//DB5tDoVl4FYIkCQu0GDNk4pnDjha44Wzd3iSiPTg6PVb73VbgEgBggQRKNHj/BEX5tt5jbPfULPnsZsvvnGaYt1awtA7BAgiE7HjuFbT9tsY8yUKXarzP3yi/0vAGKEAEG0rrsuHCK77mrM7Nl2KwDVAAGCaK1fb0zTpuEQqVlTs1TZLQFUcQQIord2rTENGoRDpFYtY1autFsCqMIIEOTHzz8bc9hh4RBp2JDnGkA1QoAgf374wZi99w6HyMUXu49WBxArBAjya0aK0eq33Wa3AlAFESDIv48/NmarrcIhMmCA3Soz6hbcoYMx9etvvLrRdjUSfq+9jKlXz5j27Y2ZPNleC0AeECAojMGDw6PVs61x9cUXGyv0BkOooqVx443rAMgbAgSFo/ImO+ywsXT73Ln2q+m99ZYxNWokh0Rli9bRugDyggBBvL399sbaWsFg0CyGvXoZM2vWxq7Bq1YZ8803xvTpY8w554RLqmhdbQNA5AgQxJdCIVjeXfOFfPSR3SqZnrkE5xbRNrQtAJEiQBBfF11UHgIqqvj993aL9NRW6yTWb9HCbgEgRwQI4klXDMGH7iNG2C0qN3x4+fraFlchQKQIEMRTp07lJ391z3VVt275dnKZ6ApAEgIE8XT22eUn/i5d7Fcz17lz+Xb0gB1AZAgQxNP++5ef+D/7zH41c59+Wr4dbRNAZAgQxJPGiyRO/IsX269mbtGi8u3suKP9KoAcECCIp+AD9F9/tV/NnKr/JrajbQKIDAGCeOIKBIg9AgTxpFkMeQYCxBoBgnhSuZLEiZ9eWEAsESCIJ8aBALFHgCCeZs82ZpNNyk/+I0faLSrHSHQgrwgQxFfz5uUB8Oc/UwsLiBkCBPGlcu3bblseAqqwO26c3SoZ1XiBgiBAEG+a+jY4v4f+W2VONPeHQkFzgaxebcycORsnrGrShPlAgAIhQBB/b7yRPKd6JotmJHzzTXtrACJCgKBqmDbNmEaNkkMi3XL66cyJDuQZAYKqZfJkY9q339i1d889jdlii42L/lv/1q7dxjYA8o4AAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADg5P8Blw5NM/Xhu38AAAAASUVORK5CYII=)
PN: 4H55-9-0B
CAS: 1289042-52-9
Molecule Weight: 242.032
Formula: C7H4BrN3O2
![6-Bromo-7-methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-9-88
CAS: 1072944-64-9
Molecule Weight: 256.059
Formula: C8H6BrN3O2
![8-Bromo-6-chloro-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H56-D-35
CAS: 1072944-56-9
Molecule Weight: 276.47
Formula: C7H3BrClN3O2
TSCA: Not listed on TSCA inventory