![7-Nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 4H54-1-LK |
| Purity | 95 % |
| CAS | 1234615-93-0 |
| MDL Number | MFCD17016107 |
| Molecular Formula | C7H5N3O2 |
| Molecular Weight | 163.136 |
| Units | Price (USD) | Availability |
|---|
PN: 4H54-1-LK
CAS: 1234615-93-0
Molecule Weight: 163.136
Formula: C7H5N3O2
![7-Aminoimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB0rAAAdKwHjidMVAAAB6XpUWHRtb2xTb3VyY2UAAHichZRZa+MwEID/yqDnrS7fIU4JLYWFtg/bLuzbothKarClIjvXv9+Rk7Q26bpYWCPNfCPPIc9vD00NO+3aypqcCMoJaFPYsjKbnPx+fbhJye1iXqARGpo2J29d9z5jbL/f0+JNN+pgDS1sQ0762aGtRjb7gFq3YZJzwf48Pb70zE1l2k6ZQiPVVrO233y0her6r/jPEaxRblcZdjJnjdudvP2V3A9OD21JPmO5Q90SUVhXtYa1dY3qYCc5xcF/wEYb7VSnS1gdcTugIca+mD/d22LbaNOh6D1UhapfOrctcKOxtS626AyFn/c5aQQCqrPN0jl1BC/5bSVASVABqBBUBCoGlYBKQWWghM9vrf0Br8d3nZNnuOuf5883JkXmJKFRJgKIqYyS+DKFNJNBBgHquARJhYxiEFRKHl5WZ93JksARXYU0SGWKmljgJClPcBI04MNVlMUZrtIQV5iKNE0uwAnHUNlHrIv5yppyIEJV5mQlSJ+EX3rdynMeCFhXaoet5R140yEgx4DP2gew/AoIxoDP8TQQjgFfkWkgGgO+ftNAPAZ8taeBZAz43pgG0jHgO2kayK5i+AbwbTkkzp06iYir2n2NsEGrsMsVQvHqerHB3WP4x1n8A0xsYoovE3WVAAA3yUlEQVR4Xu3dB9gU1dnG8dgSNYmKwa4xYkGTWBJFsSEWwK5ojDViosSSGDRKrEFFLNh7REREAQEFgwULIAIioFjAAioqoCiggKiIon7n4x6ZyezZ3ffdfXZn6/93XXMlsrPtvLtz78w55zk/cgAAGPzI/wcAAHJBgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAiAurfjjj1SttGjZ/i7pInvn00u+/gs9ykXAgRA3fMD5KijBrnvv/8/f7cUuRzoc9nHZ7lPuRAgAOqeHyDahgyZ6u+WIpcDfS77+Cz3KRcCBEDd88NDW7t297slS771d43kcqDPZR+f5T7lQoAAqHt+cIT/v2fPl/xdI7kc6HPZx2e5T7kQIADqXvygPXjwm9H/33PPe9yCBUv83QO5HOhz2cdnuU+5ECAA6l78oP3dd9+7I44YGP139+7P+bsHcjnQ57KPz3KfciFAANQ9/6A9cuR70X/vsktPN3PmZ9490u+TSS77+Cz3KRcCBEDdy3TQPumkh6N/69z56djeP8h0H18u+/gs9ykXAgTIwYUXXuh+8YtfuL333tstWrTIvxlVLtNB+6WXPkr59ylT5sbukfk+vvg+lq3SESBAAyZOnOhatmzpfvSjH0Vb06ZN3d133+2+//57f3dUqWwH7U6dnoj+/eSTh6bclu0+cX4g5LtVOgIEyOCjjz5yHTp0cCussEJKeMS33//+927MmDH+XVGFsh20p0+f71q0uCu67dln349uy3afOD8Q8t0qHQECxHz99dfuiiuucD/72c9SwmKVVVZxbdq0ceuuu25akBxzzDFu5syZ/kOhijR00L700lHRbUceOTAqcdLQfUK57OOz3KdcCBBgucGDB7tmzZqlBUS7du3c1Kk/lLX4/PPP3Xnnned+/OMfp+yz2mqruUsuucQtXrzYe1RUg4YO2nPmfOF23fXu6HbNE5GG7hPKZR+ff58ZMxa6Pn1edaef/pg75JD+rmXLnm7vve91HTs+4h5+eGqjNbuSVNcBEv9DaStWBU5UlylTpgSd435wbLXVVu6xxx7zdw9Mnz7dHXbYYWn32WSTTVy/fv383VHhGvte33TT+Oj2tm3vd1999W2j95Fc9vH594n/d6ZNQaLXUw4ESGwrVgVOVIdPP/3UnXbaaW7llVdOCYE111zTXXfddW7p0qX+XdKMGDHC/eY3v0kLkt13391NmjTJ3x0VqrHv9aJFX7vWrXtH+/ToManR+0gu+/j8+7RvP8DdeON4N2HCB+6DDxa5b775zn388RfuvvsmL/uc9Qr2u/nmCd6jlAYB4m3FqMCJyvbtt98u+8Ld7Jo0aZJy0F9ppZXcKaec4ubNm+ffpUF6vNtuu82tvfbaKY+34ooruj//+c9uzpw5/l1QYXL5XusyUriPSpzkcp9c9vHlc5+hQ6cF+x14YHnOegkQbytGBU5Urqeeespts802aWcMrVq1ci+//LK/e17mz5/v/v73v6ed0ayxxhque/fuy345fuPfBSXy2WdL3C23THRXXz02Y22rXL7X+uV/wAF9044ZDd0nl318+dzn88+/CfZTv0g5ECDLt2JW4ETlefvtt93BBx+cFhybbrqpGzhwoL97Qd544w233377pT3XFltssewXY+pcAiRLda0GDHgt6HQOv7c33DDe3y3n73X4i9/fssllH18+95k1a1Gw3+GHP+DfVBIEyPKtmBU4UTk+++wzd+6556aNmvrpT3/qLrvssmVnm5n/zsWgsFBo+EGicFHIIFnqM1C/Zvw7q+2hh9LbPtfvtfpIMz1mNrns48vnPldcMSbY7447XvRvKgkCZPlWzAqcKD/NEtds8UzzNo4//nj3wQcf+HdJhC5bXX311cFlrPhr0GUuXe7SZS8Ul36Vn332kynfVW0HHdTPPfXUdH/3QD7fa43W9B87m1z28eV6H72XnXbqEVxW++KLb/ybS4IAif2hilWBE+Wl2eGaJe4HR4sWLdy4ceP83UtCHenqUFfHevw1qeNdHfDqiEdhvvzym2A0kvoD4t9TjVTSqKmvv66dNh43blbwPjU/5eWXP/ZvLhkCxAuDYlTgRHloNvjRRx+dFhzrr7++6927t/u//2t4iHYpvPjii8EQX/81aiiwhgQjf7qspL6JNm3uS/l+arvoopHBRMBaMmbMzCA4VGJlxIh3/ZtLigDxwqAYFThRWpr93aVLl2A2ePyg/JOf/MSdf/75wezxSqPJhpp06AeJJidqkiJy88orH7sTThicFhz6t1dfLd8v86QMH/5ucHVE77GxKQelQIBkCINCK3CidLIdiA8//PCKPxAr+FT+JFPwqVxKJQZfpdBZxYUXjkwLDp2F6GyksQnB1UjvKyzsOHDg6/7NZUGAZAiDQitwInm1dClIl95UkNF/L5V06a1SqB9D/RnhDOxwU3+A+j/UD1KLHnjgtaDDvJLCQwiQLGFQSAVOJCdbZ7QWe6r2zuhsnf877bRT2Tr/K8mTT74TjKSKfwe1acSVRl7Vql69Xg7epwIkLORYKQiQLGFgrcCp4XTvvrvA/2cUqF6Gw1bK8ONK8uabnwSXkv3g0HyMiRM/9HevOf77zrZ9+mnpK0ETIMu3TPKtwDl//lduv/36BLfpl9L11z8fDLHjCkRh/vvf/9bdhDwtm9vQBMivvvrKv0vN0ffpssueTbmcrE2zynUZR3O36oEfFNk2AqTE4o2fSb4VODUixP+jalOZlKuuGuteeGF2TXbuJeX111+v+5IgDZVgGTBggL97TVi69PugcGGrVv/77mnbeeeewQRffS9RGQiQLGEQyqcCp8LhuuvGpe0X3/bdt4/r2nV0MBFIXxSkoyhhuiSLQFYSzfJW+XL/e6PFlLg0XHkIkCxhELJU4NR99EW45JJRKWcw/rbXXr1dly6jglFeuk+9a6gs+l/+8pe6L4te7DL0lWT69DnujDMeT/uOHHbYA27UqPf93VEhCJBGwkDyrcAZ9+2337vx4z9wl18+OuofybTtsUcvd8EFI4L6NuVaXaychg8fzsJMOdJCWKeffnraGVo+C2FVigULFrrzzrvWbb55B/fb314efR90Ft+79yucpVc4AiSHMMi3Amc2epxJk2YH13H33/9/5eP9bbfderlzznnKPf742zU7rj3U0NKw/fv393dHjGUp3krx3Xffudtvvz0Yfr366pu69dZr67bY4sxln//bgyH05egQRv4IkBzDIJ8KnLlSp7vWJjj44PSx7eGmCVJnnjksOAvSoji1QrOsNdvaH2WkWdmana1Z2qWiPpXXXnvNDRkyJBgqfNJJJ7nWrVu7bbfd1v3qV79Km+mu/9a/63btp/11P91fj1PqPprBgwe7Zs2apQVJu3bt3NSp5S934Rs5cuSys43fRq9zpZVWdWuttb07/PCL3euv1/6w3FpS1wFSSd54Y96yX2QvBAvD+CESbhqFctppjwbrGVTrLzTNqr7nnnuCWdb+AU+zsTUrO2lff/21GzVqVFA/a88990wLsUI3PZ4eV4+v59HzJU3PccUVV7if//znKa9llVVWcZ06dXILFy7071Jy7777blBixm+vjTfe2D3wwGB/d1QBAqQCvfPO/GDIcKbLZuGmWakdOz7i+vd/rWqqjT733HPBrGr/AKLZ12PHjvV3LyrNm9AlsQMOOCCt9lTSm55Pz6vnT3r+xkcffeQ6dOjgVlhhhZTX0LRpU/ef//wnuHRUajrbvOCCC4IaX367KGRLebaJ4iJAKpzWJFEpg0wVR8Ntu+26L/tl19XddFMf995773uPUH6zZs1yxx13XNqBVbOtNetas6+TojMAXWLyf5n72wYbbOD22WefoHP6xhtvDPoQdF/10bz//vtBx7Xof/Xf+nfdrv20v+6n++tx/MeOb3odej26b5ImTpzodt1117Tn32677dwzzzzj754InW2qllemNlHZ/RkzZvh3QZWpmwBRZ7SGzGp9gGqdiDR79ufuvvsmuz//+b8pAbLNNhe7jTY6YtnBaevgy7nDDju4rl27lv36t35ta9b06quvnnLw0CWezp07B7Otk6BAGjRoUNAO/oEr3NSHoZpa9913X9HLg+jx9Lh6fD2P/9zhpten15lkgN5///3LPhsbpT33EUccsezHxnv+7kXz/PPPBwt4+c/7u9/9zo0ePdrfHVWqbgJEi0OFB1wND6x2c+d+6QYMeM117DjUNW/eya233n5utdXSDxRbb721+/e//+1eeaW071mzpDVb2n89hxxySDC7OgmaJ3HvvfcG79l/Xm06mKst3nrrLf+uidLz6XmzhYler153UoUgv/zyS3fxxRe7VVddNeV5dUnpoosucl98UbxLoArPE044Ie09rrPOOq5nz56JhiVKry4CRIUQ47/Yx45NvqO2lD79dJHr0+e/rl27Q4NOU//LG24aqaORTxMmTPAfomg0K1odyP5zaxa1ZlMnRb9qM80j0UHy5JNPrphfvXodej1+f4A2vf4kX6cuvf3hD39Ie94NN9xw2eenT0Fl45csWRKc9apWV/yxdbZ5zjnnuM8+S18eGtWv5gNE5Q/iaweoOFstW7BgQXDdWfWTMh2kwk1DUTU6RyXECzlwhObOnRvMhvbLrGvWtGZPJ/XrWrPT//SnP6W9v5/97GfBgevjjytzVTq9Lr0+vU7/tev9JDnr/tlnn3Xbb7992vPusssubvz48f7ujRo4cGDGs6uDDjqo5Gd7KK2aDhCVBzn66Aej8DjiiIF1Nctbo1/69u3rjjzyyLR+iPimTs7TTjstGJ+f74Fes56vvfbaYBZ0/DE1S1ody2HncxJ69erl1lprrZTn1fvU5aIkn7eY9Dr1ev2/j96X3l9SNBqrR48ewaWl+PNq9JYCbPbs2f5d0uiyqGpx+Z8nXZJ78skn/d1Rg2o6QDTjOwwPre0xbdon/i51Q0MlH3zwwWA0VKZfveGm4Z6qOzVs2LBGJ8Q9+uijbsstt0x7DI1G0oS6pOiafabr7IceemhwmaYa6XXr9fvvSe+zmH0UPs0POfvss9Mufeoz0q1bt4xzWFRzq2PHjkENrvh9dLZ500035f0jBNWrZgNEBQrj/R79+k3xd6lbOijo4K/hpH5hvvimswr9Gn344YdT5i9odFfbtm3T9lcfi2ZjJ2ny5MmuefPmKc+72WabBe+nFuh96P3E35/er953kqZNmxbMVfH/pnot+uEhOtu8/vrr0876FCQ6g62Wsz4UT00GiEYo7bPP/woX/uMfTyS6qJP6ENR5rCGTF154oTvqqKOCa8wNlcHQEE7tp/379etX8lFSIR0Unn766aD/ItMqeOGmzlH9Qm7ZsmXar1XNbbjyyisbPWMplK61+5MAdUalS3W1RO/Hnzej9633nzSdefoBrU1nmpmGA6sWV9LhhspVcwGigoWaoR2GhxZzWrCg+DWk1DmoX2Malupf/7duOhto3769u+WWW8oyyUpDLDXBTWtxZDpY+Juul2vWs2Y/J01l3uMd9DqgalhoLdP7iwem3r/aIWn6UXHDDTeknWnEN52ZPPTQQ/5dUWdqLkB69nwpCg8thVnMNZN1oNSs40zlOJLY9tprr+AgUq4hkCo9opFCmUbYaJazZjuXgjqZ48+tFQlVibYe6H36y/mqPUrhk08+cX/9619TyqLo7DNb3wjqT00FyOTJc4KCg2GA3HJLcQ5w6hBWZ6Z/6Sa+qfNZl3h0wL3zzjuDEU0qHpepDIb+XberNtE///nP4Cymob4IjdBRR2cuI2OSolE14evRhLRSOeOMM1LaQnWzkhziWon0fvW+4+2gdimV/fffP3pehQcQqpkA+fzzb1LKop944sPBYk6F0EJGmdaj1qYwOfDAA92tt95atBFH6kfRZTFdV/aL4WnTvA79IixHkGjeQvg6dGmjFPwzD43uqrX+jlzpfev9x9ujVGciKskSPucdd9zh34w6VjMBct55w6PwaNWqt/vwQ3udJZ26Z5oUp02TrbQQjvZJkkpCaI2JTB2aWhtcQVPK4ZKlDhBd64+/Z/UNJd1JX+n0/tUO8XYpRZ8IAYJsaiJAhgyZmjJk94kn3vF3yZkuP2W6nKTLTEmXHM9EI7y0YJB/CUObFjR68cUX/bskopQBotFG8fDWL2+uuf9A7RA/E1E7JT06iwBBNlUfIO+9tzClVMkll4zyd8mJ+icyLa263377VUyHreYI+B2qqjWkyVtJK1WAaEhofOSRgrNeL1tlo/aI/6BQeyU5lJYAQTZVHSAqVXLssQ9F4dG+/QC3ePFSf7dGqTaQP2xVI4+SnhRnoV+gKpHuz4fQSm9JlUeXUgSIZlzHL9ltvvnmQY0tpFO7qH3CtlK7JTVjnQBBNlUdINdcMy4KD60d/uab+fdLaN0Gf0nTU089teJXSdPMYS0OFH/dmryYVPHAUgRIvDyJArJSzvwqldon/kNC7ZcEAgTZVG2AjB49I1jWNQyQvn3zP4W//PLLU0Y7qe9D/Q3VQuVFNCorHiIqJ/LOO/Y+oGySDhAVDoy/j1qfJFgsaqd4uyVRgJEAQTZVGSAqVbLvvv8rVXLmmcPyLlVy1llnpXzxVEE0yRXakqT5JPHCduutt17RQyTJANE8h/hsfpXxQO7iZU/UjsWeJ0OAIJuqCxCVKjn11Eej8Gjb9n43f/7/Cv3lwp9foAWQ5s+f7+9WVVRWIr7inM5Eink5K8kAiV+6UokMOs3zo/aKF2As9qUsAgTZVF2A9Or1chQeKlUyfnx+61lfd911KeGh4bm1MkR0xIgRKSGigo3FKoOSVIBoAEP8MmKtVNUtNbVb2IZqT7VrsRAgyKaqAuSll6a77bbrGgXIzTfntzTrI488knKw0nh6LcVZS3QmEr+cpdFZxZBEgGgiZHwZWpWCgV18PRG1a7EmmhIgyKZqAmTRIo19/6P75S+Pc82b/8sdf/yAvEqVTJ8+PaW6qGaUJzXssdzUJxK+T23FmCeSRIDce++90WOq3le1LgZVKdR+8ZUN1b7FQIAgm6oJkKOPPtqtuuoGrkmTnZYFyLFuxox5/i5ZabRSfA1ozfkodkdjpYmPztIw5UJnrBc7QFQ6XgMXwse8+OKL/V1goHYM21Ttq3YuFAGCbKoiQOJDPFdZZQ33wAND/V0a1Llz59j9V3Hjxo3zd6k5ujQXnyeisieFXNIodoAMGjQoejwtn8pqdsWhdowvWax2LhQBgmwqPkA0YU6r4YUfYC2xmg+t9LfyyitH99dCOfVCS8/GJ5qpAKNVsQNEHfzh46kEPopH7Rm2rdq5UAQIsqnoANHoqPiBRnWg8hniqdP3+OJPWgSpGKf01aRr167R+9fSs9ZS8MUMkGeeeSZ6LI0aK8WKhvVE7Rkfjaf2LgQBgmwqOkA6deoUfXAt1/HvueeelPsXa92OaqIQjhdgVN+IRTEDJH5AOvnkk/2bUQRq17CN1d6FIECQTcUGyGOPPZYy5Paaa67xd2mQrvfHi82df/75/i51Q20ZtoMWpfrww/yX+S1WgKjGmNYzCR9rzJgx/i4oArVr2MZq70JquxEgyKYiA0Sn4Ouss070oW3btm2wLkY+4h3vKu+wYMECf5e6suOOO0btoeVx81WsAOnfv3/0OJo9ne/fFblRu8Znp6vdrQgQZFNxAaI+in333Tf6wKquU74lOfTliV+2KdXSn5VMRSLD9tCghIULF/q7NKhYAaJlgPm7lEa8ZI/a3YoAQTYVFyBXXXVV9GHVJawnnnjC36VRI0eOjB5DHcf1fvYhCtX4Whv5VrstRoCoPyY+Kkwj7JActW/Y1mp3a8keAgTZVFSATJgwIZinEX5YrcM748X5tLY5fqA11sN2adWqlX9zg4oRIKNGjYoeQwt2IXlq57DN1f4WBAiyqZgA0Wp6qiAbflB1zf6bb77xd2uUigfGyznUw6TBXM2aNStaa1xnd/mUDilGgHTp0iV6jJNOOsm/GQlQO4dtrva3IECQTcUEyLHHHht9SHXZ6e233/Z3ycmAAQOix1EpB6RSAcmwfW655Rb/5qzmzJnnVltto2Bbf/1t/JtzorL54XNrJUgkT+0ctrna34IAQTYVESC9e/eOPqDaCikCFx//Xs9Dd7PRTPywfdq3b+/fnNXcuQvcBhscGGzNmx/l39woXX+PLx38wQf5leGHjdo5bHO1v6UfhABBNmUPkLfeeiulds/xxx/v75KXTTfdNHosdaYj1csvvxy1z9prr53zzPxPPvncbbPNhcG2885d/Zsb9frrr0fPu+GGG/o3I0Fq77Dt9XfIFwGCbMoaIOrj+P3vfx99ODXxT30hVlrGNXws9YNYfm3VOgWGgiNsp1dffdXfJaNPP10crcPSunVv/+ZGDRkyJHrOvffe278ZCVJ7h22vv0O+CBBkU9YA0YS28IOp0VcTJ070d8mLFlMKH69169b+zVjuoIMOitrp/vvv92/OqNAAiQ/PPu200/ybkSC1d9j2+jvkiwBBNmULkGHDhqWUKtEQ00Jdfvnl0eOdccYZ/s1Y7p///GfUTrlO5is0QOKjgeqpInIliPd7WUa/ESDIpiwBoiGh6667bvShbNOmTc7X4hui/pPwMW+99Vb/ZizXo0ePqJ3++Mc/+jdnVGiAaN5J+JyqzYXSiddCy3f+jxAgyKbkAaIZ0QqM8AOpIClWOe8WLVpEjzt8+HD/ZiwXn9CnPqhcFBog8RUhNWEUpaP2Dttef4d8ESDIpuQB0r179+jDqEtYjz/+uL+LWbz+VT2Wbs/VG2+8EbWTJm/motAAiU8S1fOjdCx/7zgCBNmUNEDUSR4vVWKpCtsQFV4MH3vGjBn+zVhOM9LDdlLV41wUGiDx6sozZ870b0aC1N75/r3jCBBkU7IAmTt3bjDDPPwg6tKJpVRJQ+KF+ubPn+/fjOVUXDJsJ7VZLgoNkPjfhuKWpWX5e8cRIMimZAHSoUOH6EO40korBet1F5P6VsLH18YckOzUNvG2ymVNjkIChL9NeVn+3nEECLIpWYDEl5fV1q1bN3+XgnEGkpv4L1KtnZ2LQgJEOAMpH85AkJSSBYjEJzStvPLK7vnnn/d3KQh9ILmhD6S+0AeCpJQ0QJYuXZoy1FZrFaj8erEwCis3llE5hQYIo7DKx/L3jiNAkE1JA0SmT5/u1lhjjegDmetEtlzEw2nEiBH+zViOeSD1hXkgSErJA0RUfyn8QGq7++67/V1MjjvuuOgxb7vtNv9mLHfXXXdF7XTUUbmVZi80QJiJXj7MREdSyhIgcuKJJ0Yfyp/+9KdFGZXVtWvX6DH/9re/+TdjuXPPPTdqp4svvti/OaNCA4RaWOVDLSwkpWwB8vnnn7stt9wy+mDq1LrQ4Z0PPvhg9HhaeQ+ZHXLIIVE75boyYKEBQjXe8qEaL5JStgCRF198MWWVun/84x/+LnnR4lThY2mRKnXaI5XmAMRHRGmBqVwUGiCsB1I+rAeCpJQ1QOTaa6+NPpyqjfXoo4/6u+Rl4403jh5v9OjR/s11T6PTwvZZa621cq6CXGiAsCJh+bAiIZJS9gDRL+J27dpFH9CmTZu62bNn+7vlLD7jvUuXLv7NdU9l7sP20aWsXBUaIKyJXh6siY4klT1AZM6cOSmTANV/kesvY5+u6YePk+sQ1XoSX43w+uuv92/OqtAAkT333DN67lz7XlCY+PdB7W9BgCCbiggQefLJJ92KK64YfVCvvPJKf5ecfPLJJym/dCdPnuzvUrfUNvFqyNOmTfN3yaoYAaIzwvC5LaOBkL/46DfrGTkBgmwqJkAkPrxUB7rx48f7u+Skffv20eNo+Vb84Pbbb4/aZaeddvJvblAxAiQ+gVFVCJA8tXPY5mp/CwIE2VRUgKi8uw5s4Yd1s802M5U6GTp0aPQYujRmue5bi3bZZZeoXW688Ub/5gYVI0D0d4gXVcznDAj5U/uGba12t34PCBBkU1EBIm+//XbKuiHHHHOMv0ujNHw33qeiX971buzYsVF76Owu32WEixEgcuCBB0av49///rd/M4pI7Ru2tdrdigBBNhUXINKnT5/oA6tNpeDzdfXVV0f3/+Uvf1n0xauqzcEHHxy1xwknnODf3KhiBUj//v2j16EzzHzXpkBu1K5q37Ct1e5WBAiyqcgAER3kwg+tSp3ke7lDM91/8YtfRI9x5513+rvUjSlTpgRzbNQO+l/9d76KFSCLFy9OKaY5ZswYfxcUgdo1bGO1t9rdigBBNhUbIAqAzTffPPrg/u53v8v7Gu7ll18e3V+zr+t1kak2bdpE7aBhvBZLl34fBIcC5PjjB/s35yV+QDr55JP9m1EEatewjdXehSBAkE3FBoi88MILKUNyzzrrLH+XBimE4rNwO3bs6O9S8+IlRDRMetKkSf4uOZs69RN3990vudmzP/dvysszzzwTvSatiJhvfwwapvZUu4ZtrPYuBAGCbCo6QKR79+7Rh1eXXx5//HF/lwYNGDAg5QD63HPP+bvULF22iA/jrKQA3WGHHaLXdc455/g3owBqz7Bt1c6FIkCQTcUHiDoD45dgdCkq31+sbdu2je6vA2q9rMl96qmnRu+7SZMmbt68ef4uZTNo0KDotanw5aeffurvAgO1o9ozbFu1c6EIEGRT8QEiH3/8sVt33XWjD/F+++2XV6kTrYIYHxp82GGH1fzon8GDB0fvV1ulDSLQ32/rrbeOXl+u65KgYWrHsE3Vvvl8T7IhQJBNVQSIDBs2LBpJpE3DdPPxwAMPpBxQ871/NXn//feDM454YFaie++9N3qNq6++evC6Yaf2UzuGbar2LQYCBNlUTYDI2WefHX2QNRlu4sSJ/i4Nii+so/4QLa1bazTSLP7LfqONNqrYy0Pffvut+81vfhO91kMPPdTfBXlQ+4VtqXZV+xYDAYJsqipANBlQFXbDD7OG+S5atMjfLSsNA46X81AIPfHEE/5uVUvvL772uEawPfvss/5uFUWvL35mWeh6MPVK7Ra2odqzmH93AgTZVFWAiFYdjHcSHnfccf4uDVJF2vgvdE1S1OWxardkyZKUpWp1ELGUTA8nC4bb6NEz/F3SxPe3iE8a1expDb9G7tRe8VnnlkoDDSFAkE3VBYj07t07+kBry/da78yZM1NWLtSZSN++ff3dqsYXX3wRrKESbxNNorTwA+Soowa5779veMBBoQGi9WDWXHPN6LXn+6Og3qm9wrZTO6o9i4kAQTZVGSBy7LHHRh9qnZGoCGM+3nzzzaB/IHwM9YlUY8e6DhYtW7ZMCY98J1zG+QGibciQqf5uKQoNEOnVq1fKe+jZs6e/CzJQO8XbTe1YbAQIsqnaAFHfR7NmzaIP9o477ph3wUSdicQvZ2lTR+TChQv9XSvSuHHjUkJQW6EVbv3w0Nau3f1uyZLsHbLFCBCJX8pS+XFLza56ovaJl8cv9qWrEAGCbKo2QGTChAkpK+xZFo9Sn0i8Y12bJhvq4FypNLZf63nE37v6PK677jp/17z5wRH+/549X/J3jRQrQHQprnnz5tF70iCJuXPn+rthGbVLvFac2k3tlwQCBNlUdYDIVVddlXIQtYyq0uil+BBfbbqkpdIflTZr/bXXXnO77rprymtda6213COPPOLvahIPg8GD34z+/5573rOsLZb4uweKFSCiJYjjv6o16o5O9VRqj/hoRLVXkks3EyDIpuoDRL/G99133+gDroWkNHPdQpMN4zPWtal0So8ePfK+PFZsCrLzzz8/5axD2/bbbx/MtC+WeBh899337ogjBkb/3b175jpixQwQGThwYBDg4XvUAIF8KzHXKrVDfMCE2kntlSQCBNlUfYCIamPpQB9+yFX7ylqqRAfjeO2scNOiVFrZsNQHMgWH+jXio5S0rbzyyq5z587uq6++8u9SED8MRo58L/rvXXbp6WbOTF9i2L9PMdx2220p71fr3Jc7xMtN71/tEG8XtVPSCBBkUxMBIo899ljKhLRrrrnG3yUvquIbLwUfbjrDUV9LkpcM5Pnnn3ennHJK2hmRthYtWrhXXnnFv0tRZAqDk056OPq3zp2fju39g0z3KYb4kqza9Mu7Xi9n6X37Q7ULHTCRKwIE2dRMgEinTp2iD7pmYWs9kUJopJfmU8RXNoxvug7dpUsXN3r06GAd9kLozGbkyJHuggsuSBsZFm7qNNXyvt99951/96LJFAYvvfRRyr9PmZLasZ3pPsVyxhlnpLV5sec5VDq933ifhza1S6kQIMimpgJEB2GtXBh+2LfYYoui/GLVY2iOiM4+/IN6uGlGu34h/v3vf3e33nqre/rpp93UqVODAnca6SX6X/23/v2pp55yt9xyi/vb3/7m9tprr5QieP6m96Hx/cWqbdSQbGHQqdMT0b+ffPLQlNuy3adY/DMRtUe9DPHV+9T7jb//Up15yDvvvOM22WST6Lmpmoy4mgoQ0drpOpiHH/hijo3XWcbQoUOD69DxlRKT2DSyRq9dZyWllC0Mpk+f71q0uCu67dln349uy3afYtK1/njHutqn1icb6v3FR6Tp/Zeiz0N09v2vf/0r7XN+5pln+ruijtVcgIg/q9lSE6oxOpvQ43bo0CGlLEoh26abbhqsZa3RYPkUiSymhsLg0ktHRbcdeeTAqMRJQ/cpJo02ih9QtamMRzHOMiuJ3k+8PIk2ve+kR1uJRjXq+5PpbFtzTWqtrVGYmgwQOfroo6MPvjqidSqeJJ35PPTQQ65bt27umGOOcZoZrwmJ8SVltYX/ttNOOwXlWK688spg8ad8S7EkpaEwmDPnC7frrndHt2ueiDR0n2LT4IX4ZENtKiRYK1V89T7ihRHDA3fSgzZk7NixwefWDw79Wz0tBY3c1WyAfPbZZylfRB2w630YqLz77gI3YMBrburUH/plfI2FwU03jY9ub9v2fvfVV982ep9i04zreNmTcFMZmmpdlEqvO76eR7jpfSY1wzw0a9aslNpy4aazEA3aKMaqhqhNNRsgMn78+JSJd+eee66/S11QWNx++wuuffsB0YF+t916LQvZ9JnljYXBokVfu9ate0f79OgxqdH7JEWXWjQLP37Q02AEdTJX6iJaPr1OvV5/EIXeVxKFEeM0h+jSSy9Ne271e6j/o1yXUVE9ajpA5Iorroi+GOqEfPLJJ/1datLkyXOCs4VDDumfcoAPt5Ytey47eC3275ZTGPTp82q0j0qc5HKfpGiI65/+9KeUA6A2VWg+55xzzFUJkqbXpdcXX9sm3PR+kh6q3L9//2ByrP/cOgtK+nIvakfNB4hOv+MTsNZff/3Ev5zloA5tzde45ppx7oAD+qYFRripD+Pss590Eyd+6D9EIJcw+Oab77I+RyZ6beo/SZLm4sSXxw23n/zkJ8HABN1eCfQ69Hr0uvzXqtef9OucNGmS22OPPdKe+9e//rUbPny4vzvQoJoPEJk9e7Zr2rRp9GXZf//9zaVOKolqVSkIunUb7dq0uS/tYB5ue+zRy51//vBlZ1/vBH0WDWksDEJDh05Le55s9zn11EeD20488eHgzCgpmiejxcWyTcTU4AVdLtKqlqWk59Pz+gMqwk2vV687yXk++tH0l7/8JWUotLa11147mLeU5HOjdtVFgIiq1cZLnRSj9Hk56Nf/2LEzgyG1e+99b9oBPNxateq97KD1jHvmmffd11/nfnBoLAxCOqvQaoX+8/r03PH5Izvt1CN4XXPnfunvWjQ66xw0aJDbYYcd0g7W8TDRDGsNxf7ggw/8hyiIHk+Pq8fPFhra9Pr0OpPspNbAEZX1WWONNVKeW7XUNIl1/vz5/l2AnNVNgIgmQYVfIHUU6nS+GuggrKKGF188Mq3PIb7ts08fd9llz7rnnpvpli61HZQaCgOf1kv3X0Mm6jNRn0t8P50VaY0RBWKSRo0a5U466aSMNcXi2wYbbBBc6jz99NODtVZUW033VXFNjZAKO+X1v/pv/btu137aX/fT/fU4/mPHN70OvR7dN2n60bTlllumvQZVr3799df93YG81VWAqNSJyp+HXyR9uZIeImm1ePFS98QT77h//Wu42333XmkH6nDTUNorrhgTXMrSJa1KpSq+8XIo4aZO/uHD3/V3LzqNOFLH8QEHHJA2GTHpTc+n59XzF7t6ciZarrlNmzZpr0O11B5++GF/d8CsrgJEVIcqXurkxBNP9HcpGw2RffTRt9xZZz2RMmHP3w48sJ+79tpxQad5tXXljBs3K5jF7r+njh0fcW+9VZqht/ohoTMAFcLcc88908p1FLrp8fS4enw9T6mWAFDpf51l6/JU/PXorEcLrzEPCsVWdwEiqjEU/4L17dvX36VkPvlEE/tGu1NPfTBYb8M/sIbboYc+4G6+eUJaJdxq9O2337t+/aak9eGor0QDAhYuTJ+fkiQdWLXS45AhQ4KimbrE1Lp1a7ftttsGfRjxYoLa9N/6d92u/bS/7qf763FKfaBWdWatVeNXjVaHuV5bpQ5lRvWrywCRo446KvqiqYOxmKv6NebDDz8MiuLp4NOkybZu442Pcr/+9SVpoaHVAO+440U3bVrmWePVTkGhy2/xTnZtmqjYt+/kIGjQMBXb/O1vf5sSHNp222039+KLL/q7A0VVtwGycOHClBEyO++8c8FrejREHa8a+bX77runfNFXX30Tt/767dxWW50dHDyPPfYhd9ddL7n33lvoP0TNevvt+e6vf/1hqK8foBoQgHTvvvuuO/zww9OCQ4U9y3lGjfpStwEi48aNS7lerPINxaQCiZoJrzpc/hc93FZZZU3Xps3J7j//GeZmzaqf0MhEI80yzZw/88xhbsaM+m6bkKrhatExfyKiOurV57J4cXp1ASApdR0gohUHwy+hrhlrIahC6Bq46gtluqwQbpqPok5WDf+cOZNf2HEa1tur18tpw5XVP3T99c8vO4CWtn+hUmjia+/evTMOE1bl6RkzZvh3ARJX9wGiSVzqiwi/jPqCzp2bX0e15pNcdNFFGcfch5vOdDRPQEuCfvTRR/5DwDNv3uJlv6hHBRMP40Gy7759gjLy4Vok9eD55593LVq0SPtMafXNpEufAA2p+wARdWrHR7BozH5jpU60PoKK4TU001jDOVU2RVVVw2VtkZ/XXpvrOnR4OO2ylvqKJk2a7e9eUzSjPVPZ+nXWWScYSZjkDHYgFwTIclqqNl7q5IYbbki5XV9WjenXmucbbbRR2pc63HQt+rDDDnN9+vQJ1iRB4ZTljz321rIwvj8tSDTRcvbs2lolb8mSJa5r164p85XCHyT60cLnCpWCAIlRbaDwy6pOyokTJwZ9Iqeccopbd91108Ii3PRF13VoLUX75ZfJ1Xiqd5qdr3VN/EmW+u+bbx6+7PbSTNhLkpatzXRWe9BBB5W8CCTQGAIkRr/8tttuu+hLu9JKK6V9kcNtzTXXDNZtUGmIUpSnwP/ojKNz56ejANl+++tcs2Ydl/3tjnD9+g3yd68Kr7zyimvVqlXa50yVeutlDRtUHwLE88Ybb6SsYhjf1E+iktjDhg0r+WxjpFMfyDHHPOiaN+/sNtzwUPfzn6uM+wquZcuWwdljNZg3b57r2LFj2o+VJk2auJtuuoky66hoBEgG6ucIv8haL+G0004LZvzyZa48Go3Vr98zbqut9nc//nGT6O+m/qwOHTpU7Ig3TVq9/vrr05bkVZDo81YtS/KivhEgWahy6oABAxodjYXK8Nlni9xZZ52VdvaoJWM1mbNUBQ1z8fjjjy8LvK1SXqe2vffe202ePNnfHahYBAhqiqott2vXLu3g3KxZMzd48GB/95KaNm1aMKzbf22bbbaZe+ihh/zdgYpHgKAmaaGnbL/yp0yZ4u+eKNVdy3Z21K1bt4o6OwLyQYCgZqmfQQUsNWIufuAuVT+DyqzfeeedrmnTpinPr/4ZrUMze3ZtT4RE7SNAUPM00klzeUo50kmTTuOrX4abRohNmDDB3x2oSgQI6sbLL7+cca7FNttsU7S5Firb/4c//CHtOVS94L777vN3B6oaAYK6o9nem266adpB/uCDDw5K8FuoAoEKaq666qopj6n/1r9/8cUX/l2AqkeAoC41VG/q3HPPzavelM4sMtVHO/LII917773n7w7UDAIEdU0Vb48//vi0g79qn919990NVrxVX4b6NPz7qhyO+kCAWkeAAO6H1SmzrbkxZsyYlH01ekqjqOLVm7VptJVGXWn0FVAPCBBguXDVv/XXXz8tSFRtWf0jmreh+Rvx2zS/Q/M8NN8DqCcECODRuuPnn39+2rrj/hmHNs0s1wxzoB4RIEAW06dPd4cffnhaaGjTLHfVtALqGQECNGLEiBFBVWYFx4orrui6d+8ezHIH6h0BAuRAgXHXXXe5GTNm+DcBdYsAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABg8v+rLybCsLimLgAAAABJRU5ErkJggg==)
PN: 3H30-1-W0
CAS: 421595-81-5
Molecule Weight: 133.154
Formula: C7H7N3
![Imidazo[1,2-a]pyridin-7-amine hydrobromide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABODAAATgwEquSAgAAAB93pUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRZePWEGcImsxYEDbh7UD9jYotpIasKVCdq5/P8pZmhjpPF+iRH6USFGe3x2aGnbGt5WzORGUEzC2cGVlNzn5+fptkpG7xbxAIzS0bU7euu59xth+v6fFm2n0wVlauIac9LNDWw1s9hF1fsMk54L9enp86ZlJZdtO28Ig1Vazth98dIXu+lX8YwrWaL+rLDuZs8bvTt5+Sx4eTg9tSS6x3KNuiSisq9rA2vlGd7CTnOLDv8DGWON1Z0pYHXE4ojHGvpg/Pbhi2xjboRg8VIWuXzq/LXCgcbUptugMhe8POWkEArpzzdJ7fYQghWEtQEvQEegYdAI6BT0FnYFWoAXHV2COaxMmeT2+m5x89fAM9/39fPlibmROcK14gaKZ4goymiRTeW6mVMoogYRmmcogprFMJEQ0wWSfe391J0sCx4tHQaMs5cBpKrCZcKpkjK2gqYoH/UgpFfoiiQPFlVBn6uQDk8A+srCYr5wtr0SoypysMORg8sOsW1xCnx4CzpfGY9EFB8H0GpBDICTzA1h+BkRDIKR+HIiHQNiocSAZAmFbx4F0CIQiGAemQyCUzDiQDYG+wMYJdRPE/4igv0bOJTzKiJvt+xxhV9XCzucLxZuzx64OJsPf0eIPbaBoHCFv99MAACp1SURBVHhe7d0HuGRleQdwowgRMYIlioIIKkYJMYQibESkrCxEpAiokSZNEEERBKRJs2xQHkEjLfReF6QLoRfpICBd6tJhYekgntz3kDPce26bee+9c2d2f7/nmWd35zszOzP3zvmfr7+tAICEt9XvAIBmCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQADaZNFFDyxvq656XPHXv75RL26U1w12f2W48rEiQADapDrRx+20026vFw8aBIPdXxmufKwIEIA26R0gq6xybPH6631rIYMFwWD3V4YrHysCBKBNqhP9WmudWP55yil/HrC8brD7K8OVjxUBAtAm1Yn+vPPuKf9ceeVjildf/Wu/8rrB7q8MVz5WBAhAm1Qn+jfe+Fux5ponlH8/4YRb+5XXDXZ/ZbjysSJAgGFdc801xYc//OHiU5/6VHH77f07f2lO7xP9uefeXf590qSjGrWQwYKgun+4W7sJEGBQjzzySLHBBhsUf/d3f1e87W1vK2/vfOc7i+9///vFM888Uz+cYfQ+0Uct5Gtfe7MWcswxf+pX3ls9KAa7tZsAAfp59dVXi5/97GfFe97znkZobLLJJsV//ud/Fm9/+9vL+z7wgQ8U+++/f/HXv77Vhs/Q6if6s89+sxYyceKRxcsvv96vvDLY/ZXhyseKAKErVV+YVidkMbxTTz21WGCBBRo1jkmTJvVptormrAkTJjTKF1544eLCCy/s9QwMpv57GbWQ1Vc/vrzviCNu6ldeGez+Sr382munFt/73lnFF794WNlR/6tfXVm89NLrvR4xOgQIXan6wsStlQlZDO6WW24plltuuUYwLLjggsWZZ55ZP6zh6KOPLuaZZ57G8WussUbxl7/8pX4YvQz0e3nWWXeV9y2//BEDlofB7q/Uyzfe+PTikkvuL6ZNe7l48skXix//+IJi990v7vWI0SFA6Eq9A6SVCVn099RTTxXf/e53i1lmmaUMgve+973FL3/5y+K1116rH9rPiy++WOy6667Fu971rvKxs802W7HjjjsWzz//fP3Qmco99zxd3Htv/z6igX4ve9dCBioPg91fGa78uedeKZZd9vD63SMmQOhK1Rem1QlZvOX1118v9ttvv+J973tfefJ/xzve0XPlunHxxBNP1A8d1v3331+svfbajdrIRz7ykeKII44o/va3v9UPnaE9+ujz5dV+/O5FjaJusN/LM864c0wD5P77pxVf/epx9btHTIDQlaovTKsTsnjTH/7wh+Izn/lM44T/xS9+sbjxxhvrh7XskksuKRZZZJHG837+858vrrrqqvphM5zoAD/ggGuLCRMOKX/vllrqfxojq3ob7PcyaiGrrXbcoOWD3V8ZrjxC7ZBDbqjfPWIChK5UfWFanZA1s7v77ruLVVZZpXGCn2+++Xo+txPqh43IG2+8URx88MHFBz/4wfL/iCHA6667bvHwww/XD50hnHPO3eUFTPU7t+225/W81+fqh42bCLIttjhrwMEmIyVA6Eq9A6KVCVkzq+eee6740Y9+VMw666zlSf3d7353sccee/RcOb9cP3TUPPvss8U222zT+D/nmGOOYs899yxeeeWV+qFd6bbbnig23PD0xu/a179+UnHNNVPrh42ro466uexQjxrSWBAgdKXeAdHKhKyZTdQGDjnkkOJDH/pQo9bxrW99q3jooYfqh46ZO++8s/iP//iPxv//8Y9/vDjppJPqh3WNp556sRzRtPjiB5W/Y8std0TP+7mt/D3sJGeeeWexwQZTihdfHH4wRJYAoSvVA6LZCVkzk8suu6znM1i0ceJefPHFiyuuuKJ+WNuce+65xT/90z81Xs+XvvSl4qabbqof1rFee+2N4vDDbyznVsTv1uc/f3Cx995XlCOcOs3VVz9crLfelGL69FfrRaNKgNCV6gHR7ISs669/pJxk1WlXi6PpgQceKL75zW82TtSxhtVhhx3WESOiYuTXr3/962KuueYqX1uM/Np0002LJ598sn5oR7n44vv6dHJHn8Jf/jKtfljHWGaZN0OufhvtQBEgdKWBAmK4CVkxE7dqdlhhhSOKPfa4pLjyyof6zSHpVi+99FLxk5/8pJh99tnLk3PMydhhhx16ThrT64eOu5h7stlmm5UBEq91zjnnLPbZZ5+m5p60U8zl2HzzMxu/T3GRcumlD9QPm2kJELrSQAHRzISsgw66vpx42PuYL33psGLXXS8qZ+72HgrcTY499tjiYx/7WKPWsdpqqxX33HNP/bCOc/PNNxfLLrts43V/+tOfLs4+++z6YW0XzVKTJ19eLLHEweXvSFzRR802mrF4iwChKw0WEMNNyKrECJr//u9r+gXO0ksfWo6Z/8Mf7h2zkSuj6brrriu+8IUvNE7A//zP/1xccMEF9cM63sknn1zMP//8jfex8sorl53v7RZNbIceenoxYcLk8vchaqxRU3366Zfqh1IIELrUYAEx3ISsgcSyEwceeF2x9ton9QmTmBQWY/qjaeyFF0a37XikHnvssWLDDTdsrIz7/ve/vycQ/3vUVsaNZdz/93//tzj88MN7TqiHFrvttlvjFv+O+yOo4rjREsN799prr3K4b7ynWAH4hz/8YTkcuB3OP//8YqGFFur5/z9ZzDffeuXw19tv7+y+mfEmQKCXBx54tpyxu+66p/YJk5hZvOWWZxenn35Hzwlt7OZODCeWWZ88eXLxD//wD+VJNtav2nLLLUe0N0f0nURY7LzzzsW///u/N5Zwb/YWJ/wll1yy7G+JkVYjXQdr6tSpxXrrrdfYgyQmJB500EHlkOSxEE19q666auP9zDffx4tTT+2+Wtx4ECAwiKlTp5cTsXpPFotbtItHx2qsv/Xkk+3roD799NOLT37yk40T3cSJE4vbbrutflhT4mQcV9zrr79+OamwHgoRUIsttlg5mis2lNpqq63K2kdsJBX/jvujPBZerD/27//+74u11lqrmDJlShl4WX/84x/LYKqe91//9V+Liy8evRVlY3DB9ttv35joGIMP4j1GoNIcAULXuPvup8dkT4NmPP74C+VSKZtuekZjJFfc5p9//eLLX16rHJr64IMP1h82KiIkIiyqE2mESIRJRjQTRVNXTObrfdL/7Gc/W3zve9/rCcVTikcffbT+sCE9/vjj5evZeuut+6yDFbfYdCpOyjHqKuvII48sPvrRjzaeM8Lpvvvuqx/WtBjOHM1wMby5es7YKGusfn4zMgFCV6iWK9lll/HfuCg6VKdMub0nTI4v5p13lWKWWd66go8r5mhiuvfee+sPa1k0S0XzVLXMetQK4rkzV/XRN/Kb3/ymz0kzRm39+Mc/Lv78574rGY9UrMwbfRkRStX/FVf30Z8xbVpu7kQ0i+20005l7SaeL/7cZZddihdeeKF+6JAuv/zysuZUva6YaBn3kSNA6HixMF01+7e+bPt4mzZtetmh/JWvfKVxcqtucTUeaz/13s2vGXGyj1pCdIzH80RHeXSYR8d5Rsw+j+af6nXFSK1jjjlm1DrchxLNZCussELj/44ayUj6M2LDqq997WuN54uayVFHHVU/rJ+oXUQto3pcLO0StZDs6+BNAoSOFpP81l9/ShkeW299br24o8RVcpyY11xzzcZkvuoWS6fHxkvDLd0RI5viBF89LoboxlDdjJiUF4sZVp3RsXvg8ccfXz+sLa6++uo+2+DG30fSDHXRRRcV//Iv/9J4vqWWWqr8P+qiP2P33Xdv/Dyiv2O77bYrF5dk5AQIHW2//a4uw2OllY4ut+fsFnHiirkNsXBhfVTTJz7xiXLEUnQSV2IkUEz+q46J5qWYHJgVzUixF0c8V8z2jpV4Rzo6ajREf0bVjBYd8CN5j1GDOuCAA8paTTxfBGUMCqiGFkdYxnL11Wf61a9+tVzOntEjQOhYsSBcdFjHLdavGqmYTxBX87H/RTSj9J7bEPtXxP3XX3/9qF+dRsd17C0eo5eq3f+q27zzzltOoOs9EiiWI4mtYrOuueaaxl4c0cQzmiOXRkPseBhNftVnsO22245ona7oV/nBD35QzhuJ54vtdav3H7foi4mmNEafAKEjPfPMy8WKKx5V1j5ixnhGnITjKnSTTTbps/teM7doRop9wn//+9+nOq0HEzOd42QWr6n3Eutx+8Y3vlEuhDgSsdNgNRFvueWWS21P2y4xcq0aIBAjq0a6N0n0NU2aNKnxecbnEAMH4jNnbAgQOk5cjG611TlleHz726e1vJNaNA1Fh2l9fkNcoUaQxNVv1AZi2GnUPuLP+HfsWRHLjVcnteoWtYYIk7vuuqv+X41IdOBGe3z8H9HcNFLnnXdeoyYT+5OPZvCNlXPOOafRxBed7SMNkbDAAguUzxdDkhlbAoSOE5tCRXjEAnYxma9Z0VQTM6l7n/xjmGYMKY29MZrdCS/6Ly688MKy0zsW96ueK/oSvv71r5cjgUZL9AlUJ/yRiGarqubxne98p6tGF8Ve7FWTU2y3O9IaQ7U2WMyuZ2wJEDrKHXc8WS4bEgFy3nnNrSYbu+v1HtoZ8yVizsForUYb/SKxp3fVxh7DdaPmMtITXRiNAInRTNUJOAKum8KjcsMNN5RLusd7WGedderFLREg7SNA6Bgxy3yNNd7cmja2DG1G9HFUmxNF52lMLhvtTvBKnKijrb4Kqpg0GKOdRmKkARJDdavRVtHn0Q3NVoO58sorG8Nto38kS4C0jwChY0RoRHjE/ubDLVkSV9mxLlN1Ml9xxRVH3AHdrOio/shHPlL+vzGE9Kqrrqof0rSRBkjM84jHx2irTu4wb9bRRx9dvp+o7V166aX14qYIkPYRIHSEaK6qVr29886h102KjtYY01+daEZytZoVJ+tqhnV01kcHdsZIAiRmmMcs9eibueSSS+rFXSvW5IrPJOZwtLpUSRAg7SNAGHfRUV7t4XzssbfUi/uIJptqDkG0mY/n5knxWqrlMSJEek8MbFY2QGISXbU8SUwSnJFEM9zCCy9cvreY39EqAdI+AoRxFUN0N9jgzaVKvv/9c8ohvEOpTtjR7xEdr+MtJsDFbPN4TbF2Vat9ItkA2W+//crHxfIknTDDfLRFGFe1q1aXchEg7SNAGFd77rl/Mf/8GxYrrHBAOXlwKPvss8+IrvbHStREquasWJOpldFZmQCJJry55567fFzMnp9RbbHFFuV7/PKXv1wvGpIAaR8BwriJL3hcZc4550LFZZf9qV7cx7XXXtuY4DeS9ZPGSvSJVB3rsXhfszIBEiv1xmNitvxIlgDpdLHPSDUZtJUl1wVI+wgQxsWTTz7ZOOHGwoJDiSv6qr1/8803rxd3jBidFa8xhhM3O9mw1QCJ0WfVZlCx8u+Mrpqp30otRIC0jwBhXFQd4TGHIZqAhhKjrOLYWHgwtiHtZNU8kWYDodUAiXW04vhYrbcd+3mMt6jZxcTNWGm32U26BEj7jHqAbLroouVtMIOVV/dXt+8svnix/UorFftttVVxzzB7KNBd9t133/ILHjPGhzspxLIi1fLfJ554Yr2448RkwxhaHJ2/zayd1WqAxHLlcXzsJDiziNn18Z533nnnetGABEj7dGyA9AmTxRYrrvfLMEOIDZWqnfua6cuowiY2D+qW9v5Y9iReczPNba0ESHSeVwsPxj7pM4uYY1PVQJv5HRAg7dNxAVKJtt4nHnqo2P9HPyrv373nKoTuFsurx2q38eWO1W+bUe3O103t/bF2VrzmWMV3uKVFWgmQmPMSxy600EL1ohlanAv+8R//sXzvw+3oGARI+3RsgFSee/rp8v7vLrlkvYgus9FGG5Vf7AUXXLCpuQsx8iqOjzkfo7HMdztVQRn7iQyllQCJJpw4NmZqz2yq+T977713vagfAdI+HR8g0/8/QLabNKle1HjMa6+8Uhw3eXKxzcSJxWZLLFE/jA4Q8xXiSz3bbLOVV+jNiOXU4zGx+VK3iUUd47UP14x1zDEnF+961zzFOusMfVyolqqfGfe5OOyww8r3HmueDUeAtE/HBkhUW5+cOrU4cPvty/tP+OUvex39puoxB/x/M1fcor+EzhIdy9VS3TEZsFkTJkwoHxN7i3eb2E8kXvtwzU2nnnplMf/8G/XUKg6oF/VT9X9Ue37PTGJp/njvsWz9cARI+4xZgAx3q6uXV7etll66OGXffYvXBxjqWR2z3UorFbdcfnnxyksv1Q9hnMUcjioIVur5OTXTCRpi86cYzRQTDZ/uqYV2mxg9Fq8/hp8Otbz8WWfdVS7jssMOQ+/ZPbXnYio+wxi5NjOKC8qYXxOfQcwhGooAaZ+OD5C47bLGGsXV55xTf0ij/Iaeqz0600477VR+mWMobswsbtatt95aPi7mO3Sr6OuJ9zBUk12zAVLVaBabiWvYn/vc58rPYLhl3gVI+4xZgAxmsPKB7n+x58rtrp4v3+QNNyzLLj/ttD7l1WPiODrPRRddVM6HiFpEzNJuRTRbxUlg4sSJ9aKuEXusx3sYar2qZgOk6myPiYozqzV6LiTjMxhuRJ4AaZ+ODpDK048+WpbtvPrqfe4f6jGMr6eeeqrc5Ci+yLEcRat+97vflY/dsOfioVttvPHG5Xv47W9/Wy9qaDZAqvWvYiTbzOrb3/52+Rnsv//+9aI+BEj7dFWAbLHUUn3uH+oxjK9qw6fFF1982KVKBjJ58uTy8bHrYLeKvSziPfziF7+oFzU0GyAzwucxUltttVX5GfzXf/1XvagPAdI+HR0gL06fXtx1ww2NJqyfrbden/KBHsP423777csvcHR6xuiZjJ/85Cflc3Tzkh3x2uM9xHsZTLMBMiN8HiPVzOcZBEj7dFyADHbbYsKE4u4bbxzwMXSWHXfcsfwCx5yPP//5z/XipswIV9yjWQOJ5+j2z2OkqhpI/G4MRYC0T0cHSDRZ7bzaasVRe+1VPDbATm+DPRfjL2ZWx5c4Rs7EkNxW6QPpSx+IPpBONOoBAuHZZ59t7Fux5ZZb1ouHVY3CamUfiE5TjcI6/vjj60UNzQaIUVhGYXUiAcKYufLKK8tdBGMy3XBrQtXdcsst5UkgQqhbVethDbWnd7MBUs0DiUEJM6tqUzHzQDqHAGFM7bXXXuWX+QMf+EA5m7pZsXhihE/MIZk2bVq9uONFs92ss85ahmfUxgbTbIA8/PDD5ef43ve+t140U4iZ6LPPPnv5GcQmU0MRIO0jQBhT8cVfdtllyy90/Bn/blbsVhiPO/300+tFHS+ukuO1Ry1kKM0GSCwBM8ccc5TP+dhjj9WLZ3ixRXB1ITIcAdI+AoQxF1fP8cWPL/VPf/rTevGgqmGbmT6U8VbVvIZbSbjZAAlLLbVU1wbqSB111FHle19hhRXqRf0IkPYRILRF9IFEc040S0XfSDMuu+yy8kQQ62h12/7fiy66aPnah9uGt5UA2WGHHcrn3HrrretFM7xqK9+f//zn9aJ+BEj7CBDaJjZCii/2/PPPP2S/QCWabRZYYIHyMWeddVa9uGPdfffd5Wt+97vfXe7COJRWAuTcc88tn3eRRRapF83w5plnnvK9xyZjwxEg7SNAaJvoGI+9zePL/fUmtyjebbfdmm666BTbbLNN+ZpjF73htBIgsYtj7CcfNbnYY2Vmcfnll5efZ2xr20wfmgBpHwFCW8XM9Go0zSGHHFIv7if2fogr+Tj+j3/8Y72448TeHzFSKl7vVVddVS/up5UACWuuuWb53K30JXW7akJms013AqR9BAhtd9BBBzWaeO644456cT/VFX1s6drshlTjpdq3PF5rM6688qEyQCZPvrxeNKApU6aUz//Zz362XjRDeuGFF8pNtOI933zzzfXiAQmQ9hEgjIvqSjomhw231EnsSBhbmTZbaxkvDzzwQGPXvIsvvrhePKjbbnuiePXV5gYJxGdVjWg7//zmai3d7Fe/+lX5XluZQClA2keAMC5icuB8881XftGbWSDw0EMPLY+N5qF77723Xjzuoma04oorlq8xltwYS93YL5QR2wLPPffc5Xs95ZRT6sWDEiDtI0AYN9E5Wi11cuaZZ9aL+4gT9Fe+8pXyxBDbukaHfCf59a9/Xb62ueaaq3jooYfqxaMqNuuq+oWuvvrqevEMY5999inf48ILL9xS06UAaR8BwrjaY489yi97NFE98sgj9eI+4sQ577zzlsevvvrqHTM35IILLije+c53lq9rqIUTR9MPf/jD8v+bMGFCSyfXbhG/C9VghFZqH0GAtI8AYVzFsMxlllmm/MIvv/zyww7TvOGGGxqdqrG893iHSLyeOeecs3w9zTTFjZZoAqz6hWKW9owmhnnHe8usxixA2keAMO6iyef9739/+aVvZqZxrEwb8yGqmsh4NWfFsOJosorXEVv4Dhd+lRh1FbdVVz2uJwD7P6YqH041mi1m6g+3wGA3OfXUU8v3FT/jzI6WAqR9BAgd4bTTTiu/9NEU1Mx8j4suuqhRE4llQ9rdsX7sscc2+iGib6aVEKsCIm6nnXZ7vbjpAInAiias6jXMCOLnWNXohtv7fDACpH0ECB3ju9/9bvnFj+VLYkLecKL5qOoTifbyGKk11qZPn954nXGL2eavvfZa/bAh9Q6QVVY5tnj99b61kGYDJMSM9KqvIDryu1mMuooBEvFeYjOubN+OAGkfAULHiKv4GHETX/5vfvOb9eIBxRyRaue/uMUEvmZqMK2Kk9kJJ5zQCKwYPRZzFDKqgFhrrRPLP085pe++8a0ESIjaUPWazjnnnHpxV4i+rFVWWaV8Hx/72MfKARNZAqR9BAgd5bbbbmtMxjvssMPqxQOKk3vUPqoJdnGLORKxAONIO9kj1OIEXQVb3GLy4zXXXFM/tGlVQJx33j3lnyuvfEyfiYStBkjYdttty9f2nve8p7jxxhvrxR2v2u88mq+anXE+GAHSPgKEjnPAAQeUJ4DYQOnOO++sFw8qaiOx7EnVNxG36GDeYostyj00mmkWC88880xx0kknlXt5VJ3kcfvQhz5U7LvvvsXrr79ef0hLqoB4442/FWuueUL59xNOuLVfeSuiPyT2S4/XGaOzonmvG0TAV+ERFw6XXHJJ/ZCWCZD2ESB0pJjNHSeBf/u3f+u5On+1XjykWIAx5pfEfurVyb+6xez3SZMmFRtssEGx1VZblbO648/4d9xfNVH1vkXtI/oXoo1+NPQOiHPPvbv8+6RJRzVqIZkACVFbiqHQ8ZrjSr7ZfVfGS3yeMXqtCo8zzjijfkhKtRf9eeedVy9ilAkQOlLUAqItPE4Eza7COpDYWjZ2Noztcd/xjnf0C4eBbtGXEH0pu+66a1P7T7Sqd0BELeRrX3uzFnLMMX/qV96qCJGqLyFqYkcffXT9kI4QW9RWm25F2MXPaaSuv/76Yumll278HKPPirElQOhYsSNhnPRjqZOzzz67XtyyWIjwT3/6UzmzOfpXovZR3eLfcf8tt9zSco2nVfWAOPvsN2shEyce2RMAr/crb1U0sa2zzjqNE2ls5NXqSLGxFPM8qqG6UeMbaZ/H448/Xmy00UbF29/+9kYgbbbZZvXDGAMChI5WLRwYmwk9+uij9eKONX36q8V1103tCa3+/SX1gIhayOqrH1/ed8QRN/Urz4pmt2qJlWiGG4vRaa2I5Um+8Y1vNIJt5ZVXHtFoqwjFvffeuzGMOWqO0d8VfWG0hwCho0Una9UsMXHixPTcgHZ45pmXiylTbu85iZ1VfP7zB5ch8D//c339sAEDotpYavnljxiwPCtqcdWqx1GbixNsu2etR7NaDHmuTvQxwzwmCY7kZxn9JZ/61KcaYRR9P7fe+tZABNpDgNDxHnzwweJ973tfeaKYPHlyvXhcPfHEi+UIqk03PaNYfPGDGif/xRY7sNhkk98X9977TP0hAwZE71rIYOVZsSnTD37wg0YfUPSNbLfdduVgg7EU+8HHiroxEq460cfaVpnlSSqxo2U8R/V8n/jEJ8pVDBgfAoSuUK2PFE0y472E+SOPPF8cffTNxUYbnd7nhL/EEgcXm212RnHyybcVTz31Yv1hDQMFRDjjjDsHDZBddrmwmDDhkOKAA64t+0kyrrvuuj4n39lmm61ctDBGK42kNlAXy/THNrTVUjNxiya0VlfV7S0GVcRouapJLp77F7/4xZj3VzE0AULXiI7R6qqz2Tkdo+XBB58rDjnkhmLddU/tc5JfcsmDiy23PLs4/fQ7imefbW49rIECIkQtY7XVjhuwfL/9rm7cv9JKR5cd71lxgq82v6pu0ccUy7LEYIK77rqr/pAhxfpVsSLw+uuvX3z0ox/t87yxNEkERzagognzd7/7XWOxzegoj3kj3dQfNiMTIHSNmDew0EILlSeSb33rW/XiURfNTwceeF3PVfpJfUIjagLbbHNe2W/xwgvtuwK+9tqpfV7Lt799Wrkdblac+Hfaaadinnnm6XPSj1v0U3zuc58r1l577XKOTIzkigENW265ZfnvqLnEjPxq1YB6GMXQ65GOropVl3uvABALR47FsGryBAhdJYbZVietI444ol48YjfffFfP1f4l/fojvvCFQ4of//iCcvmRl17KNSGNhqilRBPZcsu92dke/S677XbRkE1mzYiTfXRsR82k95IwzdyidhBLx8RS/LHES7a2UYlgqyaSxi2G+h5zzDH1w+gAAoSuE00acWKJdZ9abW4ZyBVXXFGuJRUz1+eaa7FiwQW3KU/OyyxzWLHrrhcVF198X5+1qjrBc8+9Uuy99xWN0V5LL31ocdhhNxavvdZ/f5GMGF4bTV2HH354edt9993LGkj8Wd0XI7xGsyP++eefL3bccceybyZ+vnGhEJM5ozOeziRA6EqrrbZaeZKJ2cytdqTGulEXX3xx2RxTb76Zd95Fiu22O6QnVB4ctZPxWLrvvmnlsOGqphSbVEXgdZOosUQgzT333I2fQzSR3X///fVD6TAChK4Uk8WqdatiAcXhxKSz888/v1wgMRZF7B0aceLafPPNy8X3Rrp673i59NIH+jS7bb75mQMOIe40V111VbHEEks0fhaLLLLIqCxrQnsIELpWrNwacxtiZM5A+2DE0iUx4Sw6fat5JNUt1tmKuRFxshppm32niI2pjjzy5rLpLUIkhhVPnnx52dzVaR5++OFi3XXXLZepiZ9HdLwffPDBTW8LTGcQIHS1aCOPE1DUKh577LFypNbJJ59cjtKKPpLeoRHDf3fYYYdxn0cy1p5++qVijz0uaUxsXHbZw8vJjgPtv95uMSt9zz33bCy5P+uss5b9T88++2z9ULqAAKGrRZNTtf9DhMjss8/eJzQ+85nPlCFz00031R86w7vjjieLjTd+a7LjiivuXlx00VX1w9rmxBNP7LPEfuwkORqDIBg/AoSu98ADDzRmKMct2tHjKveOO+6oHzpTiqHHEyf+uvjwh1csZplljnIPjrvvzk9EbFWE9zLLLNP4+cR+Heeee279MLqQAGGGMGXKlHKGcuwzQX8vv/xq8fOf/6ZRQ4umo1gPayxn9McQ30033bSxBlfs7hgrBI90R0c6hwCBmUgsTBlLllS1gWj2i/3kR7PzOka8xSKK1Z4fESCxDM1Ilm6nMwkQmAnFJMFYp6oKkphPE/eNVGz89elPf7rxvMsuu2y5iRczJgECM6kYvhy1j97LrUftJGoprYr+ppVWWqnxPAsssMCIVt+lOwgQmMlNnz692H777ct+kTj5Rz9JLFsSQ6KHM23atHLhxGoQwxxzzFH89Kc/LefgMOMTIEApNnpaddVVG7WImGx53HHH1Q8rxfDpAw88sPjgBz9YHhsTAtdbb71i6tSp9UOZgQkQoI9Y8qVaNj9usaXw9de/tTVvrCMWS71X5UsuueS477fO+BAgQD8x1Pa3v/1tYwmYWC4mFjiMOSRVcMTmUUceeWT9ocxEBAgwqFi0costtihmmWWWRnDEZlM777xzudc6MzcBAgzr1ltvLdcSi6at++67r17MTEqAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAlP8D5vdbuxNcBDUAAAAASUVORK5CYII=)
PN: 3H30-9-0C
CAS: 1630906-80-7
Molecule Weight: 214.066
Formula: C7H8BrN3
TSCA: Not listed on TSCA inventory