| Product Number | 4H07-9-Z0 |
| Synonyms | 7-Bromo-5-methoxybenzo[d]oxazole |
| CAS | 937601-57-5 |
| MDL Number | MFCD08689669 |
| Molecular Formula | C8H6BrNO2 |
| Molecular Weight | 228.045 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-9-Z0
CAS: 937601-57-5
Molecule Weight: 228.045
Formula: C8H6BrNO2
PN: 4H56-B-40
CAS: 1823505-81-2
Molecule Weight: 278.053
Formula: C9H6BrF2NO2
PN: 4H56-B-39
CAS: 1823625-08-6
Molecule Weight: 296.043
Formula: C9H5BrF3NO2
PN: 4H56-B-51
CAS: 1980062-63-2
Molecule Weight: 282.016
Formula: C8H3BrF3NO2
PN: 4H56-9-91
CAS: 1823927-53-2
Molecule Weight: 228.045
Formula: C8H6BrNO2
PN: 4H56-3-CW
CAS: 1520948-24-6
Molecule Weight: 203.12
Formula: C8H4F3NO2
Melting Point: 107-109 ℃
TSCA: Not listed on TSCA inventory
![Benzo[d]oxazol-5-ol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB4gAAAeIAFZFF7ZAAAB6XpUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfV738DnFKaCkM2g3WDvZtKLaSGmypyM7rv98pTlqbdC4W6F6/s+908vz20NSw066trMmJoJyANoUtK7PJye+Xh5uU3C7mBQZhoGlz8tp1bzPG9vs9LV51ow7W0MI2pPfPDm01itkH1LoNk5wL9ufp8fnE3FSm7ZQpNFJtNWtPxkdbqO70Ff95BWuU21WG9eGscbs+21/J/eL00Jbko5Y79C0RhXVVa1hb16gOdpJTXPwbbLTRTnW6hNURzQENsfbF/OneFttGmw5Fn6EqVP3cuW2BhsbWuthiMhS+3+ekEQiozjZL59QRvOTNSoCSoAJQIagIVAwqAZWCykAJ399a+xe8HN90Tn7C3fnx0g8vYVNkThIaZSKAmMooiS9bSDMZZBCgj0uQVMgoBkGl5OFFO/v6SAJHTBXSIJUpemKBm6Q8wU3QgA+1KIsz1NIQNWxFmiYXoMexVPZe62K+sqYciFCVOVkJcmrCL71u5bkPBKwrtcPR8gl86BCQY8B37R1YfgYEY8D3eBoIx4A/kWkgGgP+/KaBeAz4054GkjHgZ2MaSMeAn6RpILuq4QvAj+WQOE/qJCKuzu5zhA1GhV2uEIpX14sN7h7DP87iH1KEYow4aV7ZAAA6JklEQVR4Xu3dB9gTVdrGcde2iooNFUFswKpYV4HPXlGKyiJ2xcYiiogr+lnwW8XCWrAiYkERFV1ULKigYkFdFhGx0qyrYlkERFkLuqvu+XLnZfJOTvKWPEkmZf6/65rrUjIzSU7yzp2ZOec5yzkAAAyW8/8BAIDGIEAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECABYLFrk3E03Odetm3Obbebcaqs516RJzX937erc8OHOLVzob1W35ZarXXJh3a4Aon9GAKhkv/7q3BVXONe0afrBO9uidS6/vGabhliDwLpdAUT/jABQqX780blDDskMioYWbaNt62MNAut2BRD9MwJApTr66PQD9uabOzdsmHNz5zr33XfOff+9c+++W3P5qk2b9HWPPdbfWzprEFi3K4DonxEAKtE996QfrPv2de7f//bXqqXHTjklfZsxY/y1almDwLpdAUT/jABQaXQPo3Xr2gO1zkQaK3zWorOSuu6HWIPAul0BRP+MAFBpnnii9iC95prOLVnir1G3b76p2SbYfsIEf40a1iCwblcA0T8jAFSaP/2p9iCt/85VePszz/QfrWENAut2BRD9MwJApenQofYg/eST/qMNmzixdvuOHf1Ha1iDwLpdAUT/jABQaVq0qD1If/GF/2jDPv+8dvuWLf1Ha4SDwLpELPpnBKrI54kDw9Zbb+1WXnlld/TRR7t/19crB5VrlVVqD9INjefIZunS2u1XXdV/tIYfBpYlYtE/I1AFfkwcRC677DLXpEmTxN/tcqll8803d4888oi/OipdvgGibYLtCRAgvsaNG+c23XRTFw4Of9l3333drFmz/E1RqTbcsPYgHcUlrFxYtyuA6J8RqFBvvfWW23vvvTPColmzZsnAWGmlldL+fcUVV3SnnXaa++qrr/xdodK0b197kOYmekr0z1imdtrptrTl4Yfn+qtkFd4G1WnRokWub9++boUVVkgLCAXGwIED3Tfq5+9UzWKuO+CAA9LW0bL22mu7G2+80f3888/enlExzjij9iBdVzfc+tCNt7r5AbL//ve4H374j79aBgKkev3nP/9x1113nVtrrbUyQqFr167uXdU8yuKJJ55wbdu2zdhmq622cs8884y/OirB44/XHqQT3wf3r3/5a9RNgw7DAwk1KDEbaxBYtyuA6J+xTPkBouXmm2f4q2UgQKrTk08+6bbYYouMENC/6bGGqDfW0KFDE8eNNTP2cfDBB7sPPvjA3wTl7Jdfaub5CA7UvXr5a9RNRRSD7VQOhVIm1ccPDy277jrKLVjwvb9qGgKkuuisolu3bhkHfZ2F6GxEZyW5WLBggfvjH//oll9++bT9qdvvOeeck/ghm8MvWZTW6NHpB+t+/XSa6q9VS4+ddlr6NirIWBdrEFi3K4Don7FMhYOgV6+HU/89ePAL/qppCJDqsGTJEnfWWWdl3AjXfQ/d/9B9kHy8/vrrbo899kjbt5YNNtjAjRo1KvGjtI5fpSgvRxyRfsBWcUSVbtflTJVy/+EH5957z7kRI5xr2zZ93SOP9PeWzhoE1u0KIPpnLFPhIHjttS9S/92hw8jEd6PugwcBUtl04B45cqRbb731Mg7ue+21V7LnVSGNHTvWbbzxxhnPteOOO7opU6b4qyNK8+c7N3RoTY+puiggundPP2g3ZtE22rY+4fVzYd2uAKJ/xjLlB8HAgU+n/v/UU+u46eUyt0PlePHFF90OO+zg/IO5xng8+OCD/uoFs3TpUnfxxRdnDELUctRRR7l58+b5m6CYVD3gyiudW2ONmoPw8surz7a/Vi3dDxkypHb9+hatc9llNds0JLxdLqzbFUD0z1im/CD4+ONvXMeOt6f+bcqU7H/U/nYofx9//LE7/PDDkwfs8LLaaqslR5drlHkUPv30U3fMMcdkvA4Fy+DBgxM/WBv4xYr8jR+fPs9HsLz6qr9mpoULnbvxRue6dHGJXx0u8cHVLJts4lznzjUzFS5Y4G9VN2sQWLcrgOifsUxlC4LLL5+S+rfDDnvA/frrf0Nb1Mi2HcrT999/7y688EK3yiqrpB2wf/Ob37jjjjsuWdeqFP7+978nvj87pb0mLbrU9de//tVfHYUwe7Zz++2XGRzrruvcqFH+2qgDAbJMtiBYvHip22OPO1P//tBDc0Jb1Mi2HcrPmDFjXMuWLTMO0h07dnTTpk3zV4+c7sXceeedyZvq/mvcfffd3WuvveZvAovFi53r39+5FVdMDw79/+mn1zyORiNAlqkrCO644/XUv2cbXFjXdigP06dPd7vsskvGQXnDDTd0d911l/vvfzPPKktJ3XrPPffcZDff8OtVN+DevXu7L7/80t8EjaEqAOottc46mWcdnTo5NyfzxyEaRoAsU1cQ/Pjjz65r13tTj40YkX5ttK7tUFr//Oc/3QknnJC8PBU+EP/2t791F1xwgfvuu+/8TcqKBhp27949I/iaNm3qrrrqKsrG5+LZZ51r1y4zONQF97HH/LWRAwJkmfqC4LHH3k09psGFX35Ze/CpbztETwfWyy+/3K2xxhoZB9+ePXu6f/zjH/4mZe3ZxMGvXeLg57+XNomD32Mc/Oqn0f7ZutwmQjiRwjW9r5AXAmSZ+oJAN8+POmpc6vELL5yceqy+7RAtzcOh+Tj8g+22227rJk+u/cwqjYowDh8+3K2zzjoZ723//fd3c7j8kk6j+88917mVV04PDnXP7d3bOS4DFgwBskxDQfDKK5+lHm/f/jb3zjs1gwsb2g7Fp3k3VE7dP7iuu+667uabb3a/NKYPfgVYvHix69+/f7JMfPh96v8HDBjgvv76a3+TeNH9rDvvdK5588yzjt12c46OCAVHgCzTmCA4/fSJqXX69q0ZXFjXdj/99LO7/vppya7AL7zwceJsuToOYuVE82z069cv44CqciRnnHFG1R5QZ8+e7fbbb7+sgTlixIiqCcyc/P3v6XN2BEurVs7RFbpoCJBl6gqCsA8+WJwsbRKs99JLn9S53QMPzE57bPfdR7lBg55zkyZ96JYuZV6IfOiSzrBhw5LzbPgHUc3HoXk54uDRRx91rVu3zmiDbbbZxj333HP+6tXp00+dO+aYzODQtLGDBzdcPgR5IUCWqSsIfJdc8mJqvUMPfaDO7Z5//qO0x8KLbsSfffYkN3Hi++6777iRl4tJkyYl59XwD5qaf0PzcMSNOg1cccUVWTsN9OjRw3344Yf+JtVh6VLnLr64ZuS3Hx5HHeUc5WAiQYAsU1cQ+BYu/MHtttuojFDItp3Kn1xwwfNpgxH9Zeedb3cDBjyZ7On1zTfRlNCoRO+//35yHg3/IKn5Nq6++uqcy6xXm/nz57sTTzwxo2y8ui2ff/757ttvv/U3qVxjxzq38caZwbHjjvqj89dGEREgy9QXBL5bbpmREQT1baf7H7rcddFFL7i99x6dsV2wqPaWCjdqxPuiRZx6iwbWad6MbAPrNM+G5ttArRkzZiTOcHfNCNrmzZu70aNHl93AyVz89PrrLvFrLDM41l9fI37rnqgJRUOALNOYIAhoNLpGpfsB0Bg///yre/nlz9yll77kOnW6O2MfwaKeXn36PObuu29m2riTuFBpjzsSB4X1EwcH/2CoeTU0vwbqdu+997qNNtooo+06dOjgpk6d6q9e1hYnfiQ8kPixMDHxo+H7cHCom27ix0VO08uioAiQZXINgocfnptx0M+VxpfMmPGFu/LKKa5LlzEZ+wsvJ5zwqLvrrjfd559X/x+L5sXQ/Bj+wU/FBTWfRjkqx0toquZ70UUXuVVXXTWjLY899lj32Wef+ZuUFbWpLk+2WHNNd3DiNV+XWN4MwuPgg3Vd098EESNAysibb8531177sjvooPsyAiS8HH30Q+722193H330jb+LiqZ5MDQfhn+wU3lzzZ+heTSipq7Ar7zySvLyj2pUHXLIIck5RDRnyCabbJLxWrXo3/W41tP62k7baz+l6Fr8ySefuCOPPDLjdap8/aWXXhpZ+fpcqEOEOkYEr3XLxNIvsTy91Vbu388846+OEiFAytScOQvdTTdNdz16jM0IkPCinmC6J/Pee1/5u6gY+qWs+S+y/VLWfBmaNyMqGqw3bty45PiSLbbYIuP1FGLRfrV/PY+eLyovvfSS+/3vf5/xehR4DzzwgL96SagLtrpi+69x3bXXdo8MG+Z+VVFElA0CpAK8//5id9ttr7nDD38wI0DCS/fuY92wYa+4t9/+wt9F2dJ8F61atco4YLRv3z45T0YUFFCqn5XtslkUi55Xzx9FUOre0u233551Ct8999wzcRb8pr9JJHRmpsGf/pz0GiSqsNWgUZQfAqTCzJu3JFli/thjH84IkGDZaqs/u44dT3HnnXdF4lfn38qy543mt9htt90yDmLqLaR5MYr9mjW5lMq5qwSKX7HXX9RVWDefdd9AB3pNd/vCCy8kF1XN1QyHwaL/Dx7Telpf22l77cffd3jR69Dr0evS6yumJUuWuLPPPjujd9sKK6zg+vTp4xZqtr0IaNS8ys1oFL3fHmoLlalB+YpdgHzxxbfuj398LLlUeu8mvZe7737LnXTS+FCA3Oratv1T4kDc2TVpsnHyD1EH5VNPPdU9//zzyVHcpaT5LDSvhT9eQQey8847r+jjFRYtWpQs517fwVxzheigP2rUqGQoFJL2p/1q/3oe/7mDRa9Pr1Ovt5jee+89d+CBB2Z9/muuuaaonQNU4FKFLv3nVkFMFcZE+YtVgKgL7XHHPZI62N566wx/lYq1YMH37v77ZyUOzve71q3/mPhFt2vioJxZ6kO/9HQAf/LJJyOdU0LPpXksNJ+F/5o074V+uReT5gcZOHBg8oa8//xaVB79kksuibwMip5Pz6vn91+TFr1evW69/mJ6+umn3ZZbbpnx/L/73e/chAkT/NXzopL66lzgP5dG0+uMLcrvJfITqwDR/YHwpZ6pU4t/zbkUFi1a4kaPHuf2379zxjXl8KKDueYCV02lYvZw0rwV2Q6QmudC810Uk27QDxo0KDki23/+tdZay51yyillMy5Cr0OvR6/Lf616/Xofej/ForPTG264IWuNsS5durh33nnH3yQnmsRLZ1X+Z6FLd5r8q9ghicKLTYBMm/ZZWiHEIUNe8lepSurloy6kukzh/+GGF3XpPOKII5LjLAp1/V3zVHTq1CnjuTSvhea3KPbltPHjx2ftaqsbyKofpVHu5UivS68v241uvR+9r2LSDWtd8tT9kPBz68fImWee6b75Jrfu47qfpfs62S7ZabphTTuMyhSLAFm8eKk74IDagXqHHfZAcqrauNH9BY1Q1sx8dV3K0bLKKqu4P/zhD+7uu+9O3mzNlULr9NNPzyizrv/XfBbF7rqq8STZ6ma1aNHCXX/99UU92yokvU69Xr1u/73o/el9FtPbb7/t9tlnn4znbtasmbv11lsbVTb+5Zdfdh07dszYR8uWLd2YMWP81VFhqj5A1JlHxQqD8NhllzuS3WLjTpdC1EtI4yxWX331jD/wYNHN7c6dOyfLijR0Q1dnFDfddFPWHjWav0LzWBSbfp37l2D0Hop9+aeYgstwfo8pvc9in43IQw895DbbbLOMz3S77bZL9jbL5vPPP3e9evXK6OGmHycXXnhhwc5yUVpVHyD33vt22n0PzdNRasXs2WKhkciPP/548jq0f/ANL7qkoa6V6nbpX6/W/BNbb711xjaaryKKg5zaVJdX/Offe++98752Xy70PvR+/Peo913s79RPP/3khgwZkvXHxqGHHuo++uij5Hr6Ll122WXJS6L+eocffnjBe7WhtKo6QObOXZQslx6Ex8CBT/urFJz+0HQz9JZbbkn2nunWrVvyBrJKW/h/UFr073pc9yi0vi4NTJs2rWQ9UXQg0pwbGguQrZBhsOiXpYoaaixBtulk1aPmyiuvjOR96FKOxln4z6/r7tVI78uf/0Pvv9iXtOSLL75wxx9/fMaZhe6v6Ua76pX53wWVdHnxxRf9XaEKVG2AqGLuIYfcnwqPrl3vdUuWFKfmj0bv6qanbhhnK8dhWfQLTn+Q6otfql/QusatSxS6b6Fr1v5rzLZofMdJJ52UnJ8iCjNnzsy4R7D99tsnxzdUM70/vc/w+1Y7qD2ioLpeO++8c8bnH17UCWDkyJHJ0e+oTlUbIIMHv5AKD/W+UtXbQtIlnKFDh2a9bFOMRb8wdemoFMX4AiotctZZZ2Xt2aRF81BoPoqo/O1vf8vo8tq3b9+yLA5YDHqfer/h96/2ULtE5Z577sn4caFLnfqeWDpgoLJUZYA89dQHafc9Rox41V/FTGcb6sXkd3EMLzp7UPdE/XHrDEKVRfVLXrPqhcte6P/177r/oPV02Ui/6uo7i9FNSO1XFVZLSUERvmyk/46SxpaE20mfh2o8xZHed/j7qHZR+0RFN8T1vQyeX/XNEA9VFyCaL2PPPWtn/VOZj19+yf8UWn3VDzrooIwDerAoMFRRVhVP873ur1+WKjuinje6fuw/lxb1yDn55JNLGiT/93//l3o9mh0wKjo4hrsI64AZxY36cqb3Hw5UtU+UIRIe4xFVEUyUXlUFiEqVHH/8o6nw0PSxqheVDxWVU+8k/wCuRZdyNGGPSjMUk/rj6wZ7tpvaOmio/EOxe+FkU4oA0eWZ8IEy6ks25cy/pKd2iqptCJB4qqoAufHG6WmXrp55xn5g140/9YjK1q1V5bdV/iNqOrPRa8p2D2KbbbZJDtqKUtQBohvE4c9DB8tSlR8vV2qPcIiovaK4sU6AxFPVBMj06Z+nlSrRnONWOuvINqmNJuOZOHGiv3rkdLZx2223Javshl+froP/5S9/KXop9ECUAaIuquHeVlH+uq40/lma2q3YXXwJkHiqigD5+usfXefOtaVKNEvf0qW2UiW6h+H3KlFp6xtvvLFRpRuipJpEKr7n98nXvZpc6xVZRBUgOvMKl8NQUMb9nkdD1D7hG+tqv3zvzdWHAImnig8Q/dg+44ynUuGhUiXW6V1V4M+v39SjR4+MUdflRn+wmkMh/Lo1AvzDDz/0Vy2oqALEH2Ee195WuVI7hdtN7VgsBEg8VXyA3HffzLT7HmPH2mYwCx8MtaiX07Bhw/zVypbOOPxeYvqjLmb9qSgCRL+kw2dY6sKMxguPE1E7FuvMjQCJp4oOkHffXZQ84wjC48wzn/JXaZAuS6k7bPjAq3IMUQ6IKxTd+1AdovABV4UNX321cONgwoodILpuH75prpHXcRkkWChqr/CIdbVnMe6HECDxVLEBonscPXs+kAqPLl3GJH6F535w8cNDvZlU76eSaU7x8PVvzb9RjHIoxQ6QcEl21X6q9vIkxaJ2C9fOUrsWGgESTxUbIJdc8mIqPNT76tVXcz/o+5etdtttt5KWCikklWoPl/9WOW7NR15IxQwQDYILfzbVWhgxKmq/cHsWepAhARJPFRkgTz01N+2+x0035T6jmW6Y++FRqfNF1GXcuHHJ4obBe9xpp50K+h6LFSB6jeHqxZrUCPkLTw6l9i3kd4EAiaeKC5B58+a77bYb4Nq1uyhxQLzVnXjiozmXKlFX3XBvK122qpYzD59mtAsHZe/evf1VzIoVICrhEuxXZ1Fz5871V4GB2jF8Vqp2LhQCJJ4qKkA0490++xzm1ltvT7fxxke79u3/nKx9lQsNEgyP89Cobs2eVs3OOOOMtBB54IEH/FVMihEguv8ULsx3/vnn+6sgD2rPoG3VzoW630eAxFNFBUjwy3TVVVu4ddbp4MaPz20kssqTaHrW4IuuX2PF6qFUThS84bkbVOqiEEUYixEgKgMe7FNBX8jLLKi5PBj+AaX2LgQCJJ4qJkBUnTZ8Pb9Pn/7+Kg1SHalgey2VNM4jXyr42LRp09R71wyI+Sp0gGjO9fBUqLr8hsILX9ZUezc0131jECDxVBEBoi94uA7SFltskZyDIBcLFixIG1NwyCGH+KtUvTFjxqTev5YJEyb4q+Sk0AFywQUXpPanysOcfRSH2jVc2Vntni8CJJ4qIkDCI6w19/Ibb7zhr9IgzeMc7EO1rcq9PEmxhHvitG3bNq/6SIUMkO+++y75uQT70xTBKB61b/jvQe2fDwIknso+QHSZKfhiarFc1tD8zeHR2SqMGFezZs1K64Fmac9AIQMkPE5B92j+9a/cOkcgN2rfcNn3fMfZECDxVNYBorkNdMYRfDG7detmKlUePoPRXB7lVlU3agMGDEi1R6tWrcyTURUyQPbdd9/UvlRhGMWndg7aXO2fDwIknso2QHSPY8stt0x9KfUFVRfcXOlyV/jsoxzm8yg1dd0MB7P112ehAuTTTz9N6yAxdepUfxUUgdo5aHO1vz4HKwIknso2QHRACn+5n332WX+VRunZs2dqPxqJjRp9+vRJtUu7du1MZ3aFChBNyRvsp02bNv7DKCK1d9D2+hysCJB4KssA0UC34Muo5bzzzvNXaRT90g4XFSzFNLTlSgX2wr/6LX/0hQoQzfQY7OfSSy/1H0YRqb2DttfnYEWAxFPZBcjHH3+cdnNPM6lZr9EPHTo0tR/V/rH8yq5m+++/f6p9TjvtNP/hBhUiQNRFOxxkc+bM8VdBEam9g7bX52AdE0KAxFNZBYhGTO+yyy6pL6IGvmkAnNXWW2+d2tdFF13kPxx7o0ePTrVPs2bNcg7qQgSICj4G+9BBCNELH/z1eVgQIPFUVgESPiBpue+++/xVGk03z4P96CZ6sad3rUTqyrnqqqum2umpp3KbkKsQAdKvX7/UPo499lj/YURA7R58Bvo8LAiQeCqbAJk8eXLa/YoTTjjBXyUn4YFSOqtBdprzPWins88+23+4XoUIEFUVCPYxatQo/2FEQO0efAb6PCwIkHgqiwD56quv0gq8/e53v8t7ZGz4+v7gwYP9h7FMeF6U9u3b+w/XK98AUQn9YHstH330kb8KIqB2D38OlqkNCJB4KosA6d69e+rLpwq5r732mr9KTn766ae0SzOa/wPZzZw5M9VOOgNcsmSJv0qd8g2Ql19+ObW9ymmgdMJlZPS55IoAiaeSB4g/M+C1117rr5KzKVOmpPanaqP51HuqduqZphvoQXs9/fTT/ip1yjdAwjfx1dsOpaP2Dz4LfS65IkDiqaQB8vbbb6dNHtSlS5eCdLW97bbbUvvcfffd/YfhOeCAA1LtdcMNN/gP1ynfAAlPbnTcccf5DyNCav/gs7BM4kWAxFPJAkQlpbfaaqvUl6558+bJkuuFMHDgwLwObHHTv3//VHvlMh4k3wBRSf1g+yFDhvgPI0Jq/+CzsEx1QIDEU8kC5OSTT0594TSAadKkSf4qZl27dk3t++qrr/Yfhidc8VidDxor3wAJj0Av1DS7sAlXf7CMSCdA4qkkARIePKblnHPO8VfJi3pxBft+/PHH/YfhefLJJ1Pt1bp1a//hOuUbIHquYPtnnnnGfxgRUvtbvgMBAiSeIg8QzcUdLlXSoUOHnEdAN2SDDTZI7d/SoyRupk+fnmqv9dZbz3+4TvkGSHhWvGnTpvkPI0Jq/+Cz0OeSKwIkniINEJUqCZ8drLHGGu6DDz7wV8tbkyZNUs8xe/Zs/2F4wvWQ1KmhsfINkHBXaz6n0lL7B5+FPpdcESDxFGmA9OrVK/Ul06I5ugtNIRV+jnnz5vmrwKN5IMJtpjZsjHwChM+pvKj9Ld+BAAEST5EGiGYUDL5kqk9VjAF+3377bdofgrW6aJyojcJt1tjpZPMJED6n8uJ/B/T55IIAiadIA0QzCq699tqpL5qmU128eLG/Wl74ZZs7zkDAGQgsIg0QefXVV5PlSoIvm6XPeUO4B5Ib7oGAeyCwiDxAJDzRk5abb77ZXyUv9MLKDb2wQC8sWJQkQFSuJFw+Q794Zs2a5a9mxjiQ3EycODHVXrmMAcg3QBgHUj4YBwKLkgSIzJ8/P+0XqGYPXLp0qb+aSXgkus52UD/Vvwrai5Ho8cRIdFiULEBEI6DVGyv44p166qn+KiZnnXVWap+9e/f2H4ZH9a+C9lJdrMbKN0DCtbAuu+wy/2FESO0ffBaW+5IESDyVNEAkfLDX8sgjj/ir5GzkyJGp/e26667+w/B06tQp1V6qi9VY+QbIoEGDUttrjBBKJzxGS59LrgiQeCp5gGiujh133DH15VtnnXWS3UrzMXXq1NT+dH9FE0whu19//TWta3Uu9yLyDZC77rortb1K2qB01P7BZ6HPJVcESDyVPEDkvffec6uvvnrqC7jHHnu4X375xV+t0RRKmkgq2N/zzz/vr4JlXn/99VQ7rbjiijkNIMs3QF555ZXU9iprg9JR+wefhT6XXBEg8VQWASLh2em0XHzxxf4qOQnfSLecksfFddddl2qnnXfe2X+4XvkGyDfffJN2D6wYddHQMLV78Bno89DnkisCJJ7KJkDkmGOOSX0JNT+3pqa10tS4wb522GEH/2EsEw7aXGeiyzdApF27dql9aCZJRC88g6c+DwsCJJ7KKkBUg2nzzTdPfRE33nhj9/XXX/urNcrcuXNT+9Gi6XORTqVlVlpppVQbTZ482V+lXoUIkAEDBqT2ccQRR/gPIwJq9+Az0OdhQYDEU1kFiOj6a/ig1rNnT3+VRgvfGNQ0t0g3fPjwVPtstNFGyRvquShEgIwfPz61D42C1yBTREftrXYPPgN9HhYESDyVXYDIFVdckfoyarn11lv9VRpFJVLCByfdXEetjh07ptrHMitkIQJE19t1uTLYz5tvvumvgiJSewdtr8/Bcv9DCJB4KssA0S/h8NgEdcVVwb9c6fKXigMG++Eae61wV2ctlkt8hQgQ+Z//+Z/UfnK9D4P8qL2DttfnYEWAxFNZBoj885//TDu13nbbbd2PP/7or9agvn37pvaxySabFHz63Ep10EEHpdpl99139x9ulEIFyPXXX5/aT8uWLfPqwo3GUzurvYO21+dgRYDEU9kGiEyYMCGtm6dKbuRKc7CHy8dzFuKSZxvhdlVJGYtCBciCBQvS7ntNmjTJXwVFoHYO2lztr8/BigCJp7IOEDnzzDNTX0wtlpt8J598cmr75s2bm6/zVosuXbqk2sNSOC9QqACRP/zhD6l9HX300f7DKAK1c9Dmav98ECDxVPYBojIk4aqt6667rvvss8/81eqls5Dw5EWnnHKKv0psPPzww6l20JJP7bFCBoheR7Av3bf64osv/FVQQGrf8P3BfL4HQoDEU9kHiLz77rup0iSrJ5b+e+3l/ptjl9PLL7889QVffvnlY/kl/+GHH5Jja4J2yKV0ezaFDBD1kGvRokVqfzrzRPGEz+zV7vn2UCRA4qkiAkRGjRrlWiW+nAcmlvMTy6xLL/VXqZdunutGfPAl14BF6yDFSqUzr+D9676QgjkfhQwQCd9M17TEX375pb8KCkDtGp72OZ+b5wECJJ4qJkDkpqOOclclvqBPJpbPV1zRuRy/qJreNjzmQD2R4jJw7f7770+9by0XXHCBv0rOCh0gmlAsPB3x//7v//qroADUrkEbq70LMZEbARJPFRUg/16yxL2x2Wbuh8SX1GnZZBONRPNXq9df/vKXtANpHCYyev/9913Tpk1T71kj9PO9ZCGFDhC5+uqrU/vUZct8S/sjndozXKla7V0IBEg8VVSAJE2b5txKK9UEiJbDDvPXqJfOOA4++ODUl13dWXV5rFqpa2abNm1S73ettdZyH330kb+aSTEC5Pvvv0+b6rhHjx7+KsiD2jNoW7Wz2rsQCJB4qrwAkcRZRCpAtIwc6a9RL3Xjbd26deoLr8taDz74oL9axdPcHjvttFPqfSosH3roIX81s2IEiNx5552p/WqxdN1GpnDdMS1q50IhQOKpMgNEPbD23bc2QJo0Ufldf616ffjhh2m9fnRTedy4cf5qFUvhsffee6cdMK688kp/tbwUK0B0lrjXXnul9q2eY999952/GnKg9gv3wFP7FvL+HwEST5UZIKJxAs2a1YbIdts5l2Opk9mzZyfHlQRffHXvLUSPlFLTZavwmYeWYnSLLVaAiMrxhysIqCQN7MIlfdSuat9CIkDiqXIDRJ54wrnf/KY2RE4/3V+jQTNmzEjOwx4+2J5xxhnu559/9letCJpdLnzPQ8sJJ5xQ0F+bgWIGiPz5z39Oex/33HOPvwoaQe0Wbke1a6ERIPFU2QEiiYN94ltbsyhMHn/cX6NB77zzjttss83S/shUmbRQN5ujoq664d5WWjQPSjHCQ4odIOopFi45r7ELs2bN8ldDPdRe4TEfas9C9MDzESDxVPkB8tNPzm2/fW2I6LLW55/7azVIg6vat2+fdvDVwXjMmDH+qmVHI8zDgwS16Ib5VVdd5a9aUMUOEJk3b17aZcYtttgiOXMlGqZ2UnsFbad2VHsWAwEST5UfIJI4g3CrrVYbIvvsU3OjPUfq0ti7d++0A7GWfRL7K9dfvqptpTL14de75pprFrS3VV2iCBBRtWDdnwp/HpbS/nGi9lE7BW2m9rNWXW4MAiSeqiNA5PbbawNEy5Ah/hqNpi69Gi8RPiivuOKK7vTTT0/OU1IOVJI9XFU3WDRIMKpLb1EFiFx44YVp77N79+4Ve5+q2NQuap9we6n9iokAiafqCRA54ojaAFGpk5df9tdoNFXw7datW8YB+re//a3r06dP3nWkrFSOJTwQMljUs0blSaKcMCvKANF9nOOPPz7tPR933HFFu79TqdQeapdwO6ndit1OBEg8VVeAqKzJppvWhoj+e8kSf62cTJw40bVt2zbjgK1LApp2d/To0ckxF8W0cOFCN3z48LQbyuFFr+O9997zNyu6KANENINeeN4QLephxplIDbWD2iPcPmqvKGZ4JEDiqboCRKZOrTn7WG5ZiOisJE/qtXLDDTe4jTbaKOPgrUXzKqhEhA7yM2fO9Dc3eeONN9y1116bvEwVnq0vvOywww55z+OQj6gDRDQ/zL777pvWDp07d479QEO9f7VDuF3UTmqvKBAg8VR9ASIqkLhc6H7IHXf4a5jo8tBdd93l2rVrl/aH6i/q7aI/Zt0zGTZsWPLm5QsvvJC8N/Hxxx+nFv2//l1nOQqo/v37uwMOOCDj/ou/aA5zbVNKOmCF51XX5b6o6Ln33HPPtDbRpGPz58/3V40Fve/wpGta1D5Rhmr4O0uAxEd1Boh6YO29d22AqIeWemoV0JQpU1y/fv1cs2bNMg7wxVhatmzpzjnnnOTN81LR/CkKUAVHeDa7YNFo50WLFvmbFYV+WR955JFpz69SHVN1Bhojer/hEiVa1C5RnXm8/vrrbo899kh7/rFjx/qroUpVZ4CIxoIkzgQS3+iaZYcdasaMFJjOSp5++ml39tlnJ8eRhLub5rOo19fOO+/szj//fPf8888nMjH3bsmFoLIot99+e3L2wroupYUX/RK97rrrIrmZrxvDane/3VSiv1TtFRW9P71Pvd/w+1d7FPuGueh7ocuW/vdd44/+8Y9/+KujSlVvgMhjj6WXOtGo9SLT4K2nnnoq7ZKURrnXdf9E/67ZEcOXvCZNmhTp5Qff54nw1f0cFWMMT8DlLyoBoxH74fLrwaIBbGqHKNx4440Z4abX/tlnn/mrVgW9L79Qpt6/2qHY9MNAc4horJH/mesHFJev4qW6A0RUH2u5ZQGiMFH9rBIrRimJfOmezDXXXON22223jANDeNEMdrpU9eyzz6Z6P+mgorOObPdudG8kih5ir7zySkY5GlUS0HuK4mwoCnofej9+uRq9b73/Ynsi8beTrUfiVlttlfzRg/ip/gDRiGVV6l1uWYist15NJV8kZyocMmRIRgkXf9FZ0oABA9yLL75Y76Uh3f9QuPhnLfp1fNZZZ7kleXapbojO/o466qiM17/lllu6Z555xl+9ouj16334703vt9ilXVS5V2fS/nOvvfbayTNmulHHV/UHiMyZUzNnyHLLQmS//UylTqqBSrJcfPHFbptttsk4IIQX/arVTXsNXMzVW2+9lTafR7CslwjvkSNH1htChaAb/eH6WcFy4IEHmt5PKen16nX770XvT++zmNRpQpWp/cuDuu+iDiRfffWVvwliJh4BIrfdVhsgWopcaLCcqGS9xmxku/wQXnTfQqW+1bOmEFQSZtNNN814Ho1f0dlMMS1evDh5kPPPhrSoi+uECRP8TcqKXp/fVVmL3o/el95fsWjg4c0335w1hDW2pFBjnVD54hMgovnTl1sWIBqlXsV0M1M9crIdwMPLdttt5y655JLESdocfxcFoaJ+6i202mqrZTz34Ycfnrz3UkxvvvlmctyM/9xadBamewrqNFAO9Dr0euo6O9T70PsppsmTJ7ttt90247nV0aOUg1ZRnuIVICp1suWWNQGS+BVXVX791X39wgvu0dNPd/u3bJlxAAgvKrh4+eWXJ6f1jYoOjr169Up28wy/Fo0nUaE/VUIuJv2i98crBIu6oqpy7ahRoyK/LKPn0/Pq+f0uscGi113sMyZ1ve3Zs2fGc6+xxhrJ70o5dvxA6cUrQER/CJ9+6v9rZVLvIt0c7tPHufXXdzMTf/DXJJYDvIOADtr69aqeUioSWUq6pp+tppdu1Ecx94qeX/Wh/CALL/oFri7V48aNK/jASO1P+9X+s/3SD39mep3Fvmej7uIqwqkiof7zq65WuVSfRnmKX4BUOg2GVFfkE090bu210+7rLEgsYxLLcYmlxQorJH/Vjhgxwn1RZr3ONNBNN4DD9ZOCZZdddnHTp0/3Nyk4dS3WmY/f9Tfboq7LCuCTTz7ZDR061D366KPJEjRawqVpgiV4TOtpfW2n7bUff9/+otej11Xsrs/BZ9CiRYuM1xDVZ4DKR4BUgh9+cImfrc4dc4xzq6+e3hkgvKy8snutc2c3/Y473NcLF/p7KTv69Tto0KCS//rVr3ydEWQ7mEax6Hn1/MU+2whMmzYt61mgyuVEcRaI6kGA+HTJ4qabnFNxwMSvwWQdLXUB1n937erc8OGqr+5vVXgqEX/vvc4demh6F2R/WWUV57p3d+7uu2vu8VQgXX8/5JBDMg5opbj+rl/+6mp8TCKsdUD1X1MhFu1X+9fzFPtMI0z3oTRXiH/5Tveh1Puu2PehUH0IkIDGJlxxhXNNm2YepP1F6yQObAUfS6KumaNHO3fggS7xszzzeYNFoaYy9X/9q+bh9fdSsVTzK9t9gVL2ANLlv+eee87dcsstycGQmsxLI6/Vu62ugNG/63Gtp/W1nbbXfkpxObHUPeFQvQgQ0Wj1xC/gtIN0YxZtk+/c3AsWuMRPUec6dXJupZUynyNYFFq9ejmnA+nSpf5eqkZDYxDKdW76KM+ScqEb9tm6ckcxFgfVbzn/H2Lp6KPTD9aJX7xu2DDVcNCF+ppf+ZrCVpev2rRJX/fYY/29NUzjDlT4bq+9nFt++cywCBZVEz7pJE2LWNN7LEYYBZ0fVQPwCy5qCaoBRDFLIaofAXLPPekH7b596z9Y67FTTknfpjE3HnWZ4Oqrndt118ygCC/Nm9fs/7nnNEepv5fYoQ5TbuqrRzZw4ED3TYXeJ0N5ineA6B5G69a1B2+diTRW+KxFZyV13Q/R2cv++2cGRXhp1aqm1PxLL6l/pb8HuPorwVZ6ocRCqK8icteuXRMn0O/6mwB5i3eAaDxFcBBfc03ncqkWq19y2ibYvq6RwpqTxA8MLbpMdu656lPpb4E61DcXhW5Wq7pwHGnKZNUx89tE/6bHgGKJd4D86U+1B3T9d67C2595pv9oDY1l2GCDmnVURuXCC5174w1/LeSgrtnwVl555WQF4WKXNy8XOqvQ2YUfHFHOCol4i3eAdOhQGwCWX2q6uR1s37Gj/2gtDQQsQffNapdtPm4tGvF9xx13FL1sfKnoPobuZ/gdDHTfI8p56YF4B0iLFrUBYDnAqzdVsH3Llv6jiMjYsWPdxhtvnBEkO+64o5syZYq/esVSIKoHlXpS+e9V86+o5xUQpXgHiEZxBwFgGc+h8RjB9quu6j+KCC1NfBaaKKtJkyYZB1fN2jdv3jx/k4qiMRsau+G/N43x0FgPoBQIkHwCRNsQIGXl008/TZYJ8Q+0qyY+n8GDB7sfdDmxgmiUuEaL++9Ho8o1ulyjzIFSiXeAbLghl7CqlCbUyjbXe6tWrdxfVQKmzKkulepTqU5V+PWrjpXqWZXLJFiIt3gHSOIAkwqAYt5ER0nonsGdd96ZtYy6yqu/9tpr/iZlQRVxs9XZUgVdVdIFykW8A0SD94IAqKsbbn0a040XJaduveeee26ym2/4gKxuwL1793Zffvmlv0lJaA4OzcXhB4fmTdHcHZrDAygn8Q6Qxx+vDYC11tKRxl+jbhp0GB5IqEGJKGsffPCB6969e8YBumnTpu6qq64qWUFEzXui+U/8MuuaJ0WzBWreFKAcxTtAVFBO83wEIaBqt42lIorBdiqHUqVjDqrRs88+69q1a5cRJG3atHGPqXJARBRYmu9E8574r0Xzk2ueFKCcxTtARPNvBEGgpV+/mrnG66LHTjstfRsVZERFURHG4cOHu3XWWSfj4N2pUyc3Z84cf5OC0vwmmufEf27NhzJ58mR/daAsESCiyZnCgaDiiCrdrgJ0Koaorp+aOW7ECOfatk1f98gj/b2hgixevNj1798/WSY+fCDX/w8YMCD5eCHNnDkzOa+JHxya/0TzoFBmHZWEABEFhKaFDQdDYxZtU2HjCpDd7Nmz3X777Zf1wD4i8cMh3wO75i/RPCZ+UKkcieY90fwnQKUhQAI6QAwZ4twaa2QGhb9oncsuq9kGVWX8+PGudevWGUGyzTbbJKekzZUulWneEs1f4u9T85xovhOgUhEgvoULa2YL7NLFuU03da5Jk5plk02c69y5ZqZCTUOLqqWb21deeWXWm9s9evRwH374ob9JVpMmTUrOV+LvQ/OaaH4ToNIRIEAd5s+f70466aSMsvHqXnv++ee7b7/91t8kSfOSHHTQQRnBoXlMNJ8JZdZRLQgQoAEzZsxwu+66a0YgNG/e3I0ePTo1wE8DFjUfSbYBi5q/RPOYANWEAAEa6d5773UbbbRRRpB06NDBDRo0yK2//voZj2m+Es1bAlQjAgTIgar5XnTRRcnqvn5YhBfNT3L//ff7mwNVhQABDD755BN35JFHZgSH5iO55JJLkvOTANWOAAHyoImegt5a22+/fXI+EiAuCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgMn/A0YzLkR6ZrIDAAAAAElFTkSuQmCC)