| Product Number | 2H10-9-22 |
| Purity | 95 % |
| CAS | 499770-95-5 |
| MDL Number | MFCD05664646 |
| Molecular Formula | C8H7BrO2 |
| Molecular Weight | 215.046 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-9-22
CAS: 499770-95-5
Molecule Weight: 215.046
Formula: C8H7BrO2
![7-Bromo-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,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)
PN: 2H25-9-20
CAS: 1591954-06-1
Molecule Weight: 229.029
Formula: C8H5BrO3
![5-Bromo-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACTGAAAkxgG0wmh2AAACAXpUWHRtb2xTb3VyY2UAAHicfZRtb5swEMe/ysmvF9sYAmkUUmWtJk1qNWltpb2bHHBSJLArQ56+/c48FZYUATpzvt8Z/+/M6v5c5HBUtsyMjolHOQGlE5Nmeh+Tt9cfswW5X68SDMJAXcbkvao+loydTieavKtCno2miSlIM788l9ko5uRTY/dMcO6xP89PLzUzy3RZSZ0opMpsWdbOJ5PIqv6KL5ZghbTHTLMmnBX22GT7K7i7OT2XKfncywPObRCFXZYr2BlbyAqOglO8+TfYK62srFQK2wu6fRrg3ter50eTHAqlKxy6DFki85fKHhJ0FCZXyQGT4eDnY0wKDwFZmWJjrbyAGzm39EAKkD7IAOQcZAgyArkAeQfS4/jgvCdQ51y5hV4vHyom3y089NevzwcVEjERNAyjAFrjUd/3o860Tvx8jtnn6AwiCNG5CDrTOlvTRBK4YOJZQEOsDcx8yhfOCup7znIaRWhRKv71ax/d0V22xo/qsF6e9WprdDoYQpbGZOuRWrffaleKVjoCxqbKYje6BC50CIgx4ITugc0twB8DrizTQDAGXBGngfkYcCWfBsIx4BpketPRGHDtNA0sxoBrvmngbgzUrTpNuPlR6erW7hlxk/m/3Lw5CpPrXFd8gNzU1/OvBL6NsEFPsu544/Dq6LPBf4Hh33D9D0IAimlH63SMAAA+2klEQVR4Xu3dB7gU1f3GcSPRYAsae0dFUUFRsVASUWzEaAQbgqggFgIWJKLIHzWCioJEBUER7L0bxZIAGkQIgqhgQdTEAkpRExtgCZ7/vHuzuHPm7t69Z2d2Zme/n+c5Twycmbvc3Z13yjm/s5oBAMDBavYfAABQDAIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAANTPjz8aM22aMYMGGdO2rTHbbWfMOusYs/baxjRubEybNsYMHGjM1Kk1fZFaBAiA4k2ebMzee3tHjtWKay1bGjNpkr0XpAQBAqBuupLo3z8YEMW288/naiSFCBAAhenA36VLMBT22suY0aONefttY776ypivvzZm/nxjbryx9qsU7YMQSRUCBEBhw4b5g6BBA2Ouv96YlSvtnj9RUIwaVdM3d9vhw+2eqGAECID85s415uc/94fAXXfZvfJT39xt11jDmNdft3uhQhEgAPKzb12dfLLdo27duvn30bWr3QMVigABULsFC/xXH/rvRYvsXnX75JPgfrRvVDwCBEDtxo/3Xzl06mT3KF7Hjv593XKL3QMViAABUDvdrso96N90k92jeGPG+Pd1yil2D1QgAgRA7Xbf3X/Qf/llu0fxZs3y72uPPeweqEAESEpMmTLF3HvvvfYfA+623NJ/0F+82O5RPD0Hyd3XVlvZPVCBCJAK94n3xdx///297+Rqmbb55pt7J4olnCkCWQ0b+g/6335r9yje8uX+faluFioeAVKhvvW+zFdccYVZd911V4VHtq2++uqmR48e3gljCWeMQJgBom1z97XWWnYPVCACpAI98sgjZvvttw8Eh91++ctfmquvvtp899139i6Aum2xhf+gv2SJ3aN4Gv6buy9uYaUCAVJB5s6daw488MBAUKj97Gc/Mz//+c8Df67WpEkT85e//MXeHVCY/RB99my7R/F0WzV3Xy1a2D1QgQiQCvDZZ5+ZXr16mQYNGgTCQa1Vq1ZmxowZZsGCBebEE08M/H22HXzwwebNN9+0dw/Uzp5BXsowXhVYzN2Xy4x2JA4BkmA//PCDue6668wGG2wQCAO1Lbfc0tx55532ZmbatGlmn332CfRX01XKWWedZT7//HN7M8Bv3Dj/Qb+UiYTaNndfmqSIikeAJNSzzz5rdtlll0AAqDVs2NAMGjTIfPPNN/Zmq/z444/mtttuM5tttllge7Vf/epX5oYbbsiEFFCrjz7yV9NVIUSXUibahlImqUSAJMw777xjjjjiiMABP9uOPfZY8/7779ub5fXVV1+ZAQMGmF/84heBfak1a9bMTGLFOOTTuXPpt55OOsm/D4oppgYBkhBffPGFOf/8882aa64ZOMirtWjRwjz//PP2ZkV77733TMeOHQP7zbajjjoq0wfwefXVcMu5a18qEY9UIEBitnLlSjN+/HizySabBA7qahtttJEZO3as+e9//2tv6kRXG82bNw/8HDVdpehqRVctwCpDh/pDgAWl8D8ESIxeeOEFs+eeewYO5GprrLGG6du3r/nPf/5jb1YyhdHo0aPNhhtuGPi5anpuoucneo4CZMLg+OP9QaCmJW1VJFHL2Go5Wz2T039rtBZL2lYFAiQGH3zwgencuXPgwJ1tHTp0MG9rnemI/fvf/zZnn3123vkje3sHAY3oQoroqkGl1A87zJiLLy58FZFL/c47LxgKxbZ+/YoPD++K27Rvb8zVVxuzYoX9t0gQAqSMli1bZi655BKz1lprrTpI57amTZuap556yt4scpobcsghhwReT7ZpbonmmKDCTZlSUwU398Cuobr1MXGiMS1bBgMiX9NVirYp1tSp/u0bNzbmwQftXkiI1ew/QDTuueces/XWWxv74Ky2/vrrmxEjRpjvv//e3qysNFtds9bt16e2zjrrmMsuu8wsV1E8VBbvirfWW1BqV15p966briR0oB840Jg2bYzZdtua4ohq+u/WrY0ZMKCmT7FXHVmPPhp8jWrt2tU80EeiECARmzVrlmnbtm3ggKymmeWnn366Wbp0qb1ZbFQ3S/WzVEfLfr1q23oHiPvvv9/eDEmkZxK6TaXChfYBWU2lSkqpbxUF1W079NDga1XTA3nv+2IS9H2pdgRIRBYtWpSpiKvKuPZBWK2dd0b1aoLPqFTJ99RTT837+lVC/pVXXrE3Q1LcfXdNwUL7IKzmXfGaP//ZmJiveAvyrti9S/bga8++fu+KPdGvv0oQICHTGfxVV12V9wy+cePG5sEKuqertUV+/etfB/4darqCOu200xJ1BVX1Zs6sua1kH3TVdAZ/xhnGfPqpvVUyLVtmzCWX5L+CatrUmBieGeInBEiIHn/8cbPDDjsEDrRqeoYwePBgs6JCR5VotcNtttkm8O9Sa9Sokbnmmmtif4ZT1VQupHt3410yBg+0agccYMxrr9lbVYYPPwzOiM9tHToYU4ZRiwgiQELwxhtvZCrd2gdWNZVZ79atm1m4cKG9WcXRA/RLL73UrL322oF/p9pOO+1kJkyYYG+GKOmZgSb6rbde8MCqplFMDz1kb1WZXnjBmD33DP4b1VSnq29fYyKYN4X8CJASqKJtnz598s6j2Hfffc306dPtzSreh94ZYZcuXQL/3mw77LDDzLx58+zNELbHHjPeJW/wYKq27rrGDBlS2iqCSaT5KKrku8kmwX+z2kYb1UxkDKlyAwojQByogu2oUaMyFW3tg6ea1iW//fbbUz+Te+rUqWavvfYK/PvVNJP+3HPPjWQmfdV7/XVjDjooePBU8654M8ULU3DFW9AXXxhz/vnGrLlm8HegpgWrSqgdh+IQIPU0ceLETAVb+4CpplpSF110UVXVklItr1tuucVsuummgd+Hmmp53XjjjaHV8qpqWsOld+9gccNs228/Y/7xD3urdHvnHWOOOCL4u8i2Y481ph7Vq1E/BEiRVKlWFWvtA2S2derUyfzzn/+0N6saX375penfv3/easK77767ee655+zNUAyt2TJypPEueYMHSDWtXX7HHfWftJcmf/2rMbvsEvzdqDVsaMygQTXzYhAqAqQOupq48MIL8x4YVdl28uTJ9mZV69133zVHHnlk4PeUbcccc4z517/+ZW+GfP72N2N23TV4UFTzrngzs8FVyBA1QXvddcZssEHwd6W25ZbG1LKCJ9wRIHno+cWtt96ad0U/VbJVRVtuzdTub96BL9+KirrV93//93/ecY8DX15eEHtJHDwIZtvRRxtDENfus8+M6dUrWEo+21q1MmbGDHsrOCBAavHiiy9mKtHaBz41jbhSBVtVskVhGmwwcuTIvIMNtthiC3PHHXekfrBBvXz5pTEXXJD/4fBuuxnDrcDiaOGqAw8M/g7VNNhAqyt+/LG9FeqBAMnx0Ucfma5duwYOdNmmirVvvfWWvRnq8Jl3Rti7d++8w533228/849qe/hry5ZZ33TT4MFOTcNTb7yR4akuHnnEmO23D/5O1TTc+Yor0jfcuUwIEFMzQU6VZvNNkNtxxx3NE088YW+Genr99ddN+/btA79fNU24POmkk7wTwuo7I1wydar5V74S6Zogd+65WrzF3gz1oYBQUCgw7N+xmgJGQYN6qfoAUWVZVZi1D2hqqmc1bNiwTH0rhOfRRx/1vq/bB37faut6X/DLL7/c+76n/4zwY++Kd1iXLmaw9+9+xmuf2Qc1LfrEhMxwffKJMaecUnMLy/59q+mWF2u2F61qA0SVZH/zm98EDmBqqkDbs2dPsyRppa5TRKF85ZVXmvXWWy/w+1fbbrvtzENpKcFh0RXvn/70p8wV7+7ev7Wn127y2uzsQcy74jVPPmlvhjC99FLNw/Ts7zynfdiggXmlVy+zTA/jUVDVBYhCQeGQr0y5Ks/Onj3b3iwxNHHv/fffzzStqf78889nijhq5nu2aWEo/bn+PttX2yXRJ94ZYffu3TO3sOz3Qu2AAw4wc+bMsTerWHZRykZeO9hrF3ltQqNG5uvhwylTXk4a1qvhvavVhMcKr73gtRFe67nBBua2667LDAZB7aomQFQpdrj35VTlWPsgpaYv9X333WdvFhsNcdWDZc3y1gS9jh07ml133TXvg+i6mrbT9trPBRdcYG677TYzY8YM801CJlfNnDnTtG7dOvC61VQ2/swzzzSfVkoZ8lropCRfWfym3snMuNNOM8u44o2HvgOaaNiwoZnvvR93ee0cr7XW98ZrO++8s3n22WftrWCqJECefPLJzINw+4urptsIup0Q91KtKvOuCYmaH6EDqWtQ1LepZpUObKqyO2XKlNif99x1111mq622CrxONS39e+2111ZU2Xhd8RZamEu3UV9lYa5EWOldqc859lhzhfe+HOW1Laz36ne/+515R6VTsEqqA0RDbg899NDAlzbbVFFWQ3fjolULtRb6gQce6J38NAy8vjia1i1RNd0xY8bENtdFV0UXX3xx3t+JzgifeeYZe7NEURBrAEa+hcVYGji55j//vOncokXgPVNTRYo//vGP5gsVc0Q6A0QHvnPOOSdzdm1/ANRatmyZqSQbB11p6FbZb3/7W6erDI1e0nMBrTGiZwf6d+oKSk0z57P/rT/X36uf+uuhtL2vuppmjB/rnZHpCi6O+8B6dnPccccFXle2HX744Wb+/Pn2ZrHTkO9CV7waMh73FS8KU4WJsWPHZoqB2u+h2iabbGLGjRuX2GeL5ZKqANGbrsqvKjNiv+FqqhirZwpxvOlz587NLP+a74zUbnqtOnhrpNLDDz+ceZBc6mqG2l770eimIUOGZOpS5fuC2E2vp1+/fpm1QMrt73//u9ljjz0Cr0lNJwl6XUk4I9QVryab2q8x2zRJdcGCBfZmSDAtR3DeeeflPRndc889M4NVqlVqAkSVXnfbbbfAG6ymy049OFbF2HLTw+FCVXyzTQ/39YBbpT+0wmE5vfbaa5lbaTqj1zwM+7XZv0sFYbkrDyv0b775ZrPxxhsHXpOa/lx/H8fJga54Vd4m3xWlyuKoPA4q19tvv525a2C/t9nWuXNn88EHH9ibpV7FB4gOZEcffXTgDc223//+95kKseWmB9KFnr+o6WCt20wKv6TUg9KtKi1Lq1tHuoVlv+Zs08FSr73cDxV1paErjnxnhLpS0e++HHTFq4Ka+a54VYhTtxWT8t6idE899ZRp2rRp4L1WW2uttcwll1xili1bZm+WWhUbIBrmOnDgwLwHOQ1Z1eJP5abbGPnKdahpNI5uc2i0UdI/aDqz1sP0Vq1aBf4d2aYhtroi0fK+5aRnH7pisl9Pth1//PGRnhFqxJxK+ds/V01XaVoCoJoWFqsmGgWoK3aNCrTfe7Wtt97a3H333fZmqVRxAaKzOU2WUyVX+41TU+VX3QYq90NfhcGAAQPynhkr6FRQMMqDWpR0m0vPZPINR9UtJFXWLTeNxtKoLPv1qGkUl0ZzhTnXRVe8WjzM/lnZptuVWnwM6ad5SaeffnrmJMr+HKi1adPGzJo1y94sVSoqQDSxbt999w28UWq6paIDdLnPhOWxxx7LW09Lw2J1y0VDdtNAz2c0/Dnfl0YjvnS/uJx0Rqj5IfnOCDWvRFd8pdDVhJYrznfFq2WOJ02aZG+GKvDqq6+adu3aBT4Tajrh6tGjR2q+/7aKCJCFCxdmKrXmK3dx0EEHZSq9lpvOQPSMxX49atn10St59nQhCgk9OLT/3Wq6haPRY+W+96/ftWas5ws3TdDUoIb60L9Bs/Y333zzwP7UdMV7ww03lP2KF8nz4IMPmsaNGwc+I2qq+XbVVVfFPlE3bIkOEA071XBTncXbb4jaDjvskDn7j4OG7uWbMa2H53E8uI+DVh5s0qRJ4HegplErWguk3HS7TVdC9utR00mIHv6rBlddpk+fbvbZZ5/APtR0xXvWWWfFcsWL5CrmmKXadWmR2ADRXIVCaT506NBY0lxnpDq7rm3IpgJFZyHVRqXX9ayhtnXjVWNMNbfioM9QvgmU+gzpfaztM6S5GpqAaW+TbQcffHDZh1qjsuiuiT5Dhe6apOEzlLgAKXT2qPuJOnuM637i0qVLTYcOHQKvSx8Szfyu9lE3uq1V24gtBYsGNsRB4ab1RfLNb9EZodYnEZ09Dh48OO/Zo6600nT2iOjpKrbQc9s+ffpU9FVsYgJEo5M0Mzrf/WuNaKjv/eswab5DbWezG2ywQaZ8OmrogXbfvn0Dvye1Xr16xTLRT+p6jqbSI5q3Yf+5mqoHpPH+NcojO3I033M0HUM07LsSF1FLRIDoeUK+4aG6LRT3mOqXX345U/vGfm06246jtEclUPmV2sq2nHDCCbFW09VIPq3Bbr+u2lp2BM3ixYvt3QD1prlrhUbyaUCGJqdWkkQEiKq/2r9MzerUffW4J9tpMqK9ap7OYlWRM84DYSXQVVuLWqqa6uF6nO+rzgg1ZyXfXCK1tm3bpn4MP+JRaC5RXIOCXCUiQFRkLveXqPUpkjDhTuW27QfDum+pYZ0ojs669MDQ/qLoPVahujjptWmOTu7r0i3Ue+65x+4KhE7VDHTVkfv5U1mjSpKIANEiSrm/xCQ8U1B42LfVVIpbpc1RP7q3W1u9Mt1KivNKRBRiua9Jz9qAclEZoNzPn26xVhICpBa6bWXfp9SDLiqqutO9XT1PsEPkyCOPjPW+rx0gWiEQKBeVQiFASpSkANEDc/uZh+6Vp2HMdtz07EFrK9ghcsYZZ9hdy4YAQZwIkBAkJUD00NcebaUrD8IjXLVdiWj+RRwIEMSJAAlBEgJEkwTteR565sFtq/CpbpS9OI9GtpVa8NAFAYI4ESAhiDtAdGvFnmGu0VY8MI+OSqxrpb7c37lmgM+bN8/uGikCBHEiQEIQd4CoJlLuz9fZMEN1o6cJettvv73vd68VBcs5I5cAQZwIkBDEGSBTp04NFEbUJEGUh2qfaeGn3N+/1hcvFwIEcSJAQhBXgGj9CLsku8qTMMO8vEaNGuV7D3QFWK7PAAGCOBEgIYgrQOzFoDTiKgkz4KuR/V5suOGGmYENUSNAECcCJARxBIhqzuT+zHKe9SJIC0/ZV4M9e/a0u4WOAEGcCJAQlDtANALIXsNc63kgXqoDlFtuXaVkXnrpJbtbqAgQxIkACUG5A2TAgAG+n6cz32pfDCopTjzxRN97o8V4olxbnQBBnAiQEJQzQN56661Ahd1qXIY2qbRWuV1KZvz48Xa30BAgiBMBEoJyBohdWvzQQw+1uyBmw4YN871HG2+8cWRXiAQI4kSAhKBcATJlyhTfz1HF3XfffdfuhphpGPXOO+/se68UKlEgQBAnAiQE5QoQXW3k/hw9C0EyTZgwwfdeaT3pKGaoEyCIEwESgnIEyMyZM30/Q3WXNJEQyWUvhzt27Fi7S8kIEMSJAAlBOQLEnqimpUyRbPfee6/vPWvSpEnoi08RIIgTARKCqANkzpw5vvkFqr2k0T5INoWFXWzxgQcesLuVhABBnAiQEEQdIPa6w71797a7IKHGjBkT6QGeAEGcCJAQRBkgy5cvN40aNVq17wYNGlDvqoKsWLHCbLTRRqveP11Jhvn+ESCIEwESgigD5L777vPtm3kfladPnz6+93Do0KF2F2cECOJEgIQgygCxl06NY9lUlGb69Om+97B58+Z2F2cECOJEgIQgqgBZtGiRb7EolchYtmyZ3Q0VwH6YroWowkCAIE4ESAiiCpARI0b49tu9e3e7CyrExRdf7Hsv+/fvb3dxQoAgTgRICKIKkPbt2/v2q3LhqEzz5s3zvZfNmjWzuzghQBAnAiQEUQSIRu/krrWt1QZXrlxpd0MF0UTC7Pup0VhLliyxu9QbAYI4ESAhiCJAJk+e7Ntnx44d7S6oMPZ8noceesjuUm8ECOJEgIQgigCx9zly5Ei7CyrM3Xff7XtPNby3VAQI4kSAhMA+2IcRIK1bt/bt84033rC7oMIsXLjQ956G8RyEAEGcCJAQhB0gWnwod/juZpttZndBhdpxxx1Xva96DrJ06VK7S70QIIgTARKCsANk2rRpvv117tzZ7oIK1bNnT997O3HiRLtLvRAgiFN/L0C28D532TabAKm/sAPk1ltv9e1vyJAhdhdUKHtuz+jRo+0u9UKAIE7jvADp4n3usu1dAqT+wg6QCy+80Le/MEbrIBmefPJJ33t77rnn2l3qhQBBnKZ4AXKT97nLtsUESP2FHSBHHXWUb39z5861u6BCzZ8/3/feqtZZKQgQxGmRFyDzvM9dti0nQOov7ADZZZddVu1r9dVXz0wqRDp8//33Zo011lj1/mpyYSkIEMTKCxDvg/dTI0DqL8wA+eGHH3wHmO22287uggq30047rXp/Ndruu+++s7sUjQBBrAiQ0oUZIPZcgUMOOcTuggrXoUMH33v84Ycf2l2KRoAgVgRI6cIMELvo3nHHHWd3QYXTsOzc9/jNN9+0uxSNAEGsCJDShRkgM2fO9O3r1FNPtbugwtk1sWbMmGF3KRoBglgRIKULM0DsIoqlDvNE8vTt29f3Hk+aNMnuUjQCBLEiQEoXZoA8/vjjvn0NGjTI7oIKZy8u9dhjj9ldikaAIFYESOnCDBCteZ67r6uvvtruggqn9zT3Pb7zzjvtLkUjQBArAqR0YQbI2LFjffsaNWqU3QUVTu9p7nus99wVAYJYESClCzNAuAJJP65AkBoESOnCDBCegaQfz0CQGgRI6cIMEEZhpR+jsJAaBEjpwgwQ5oGkH/NAkBoESOnCDBBmoqcfM9GRGgRI6cIMEGphpR+1sJAaBEjpwgwQqvGmH9V4kRoESOnCDBBhPZD0Yj0QpAoBUrqwA4QVCdOLFQmRKgRI6cIOENZETy/WREeqECClCztAbr31Vt/+hgwZYndBhRoxYoTvvR09erTdpV4IEMSKACld2AEybdo03/407BPp0LNnT997O3HiRLtLvRAgiBUBUrqwA+Srr77KjM7J7m+zzTazu6BC7bjjjqve15/97Gdm6dKldpd6IUAQKwKkdGEHiLRu3dq3zzfeeMPuggpjz/Fp1qyZ3aXeCBDEigApXRQBYu9z5MiRdhdUmLvvvtv3nvbp08fuUm8ECGJFgJTOPtiHESB2UcWOHTvaXVBh7BpYYYyuI0AQKwKkdFEEiCYPNmzYcNU+N9hgA7Ny5Uq7GyqIJg1m3089/1iyZIndpd4IEMSKACldFAEi7du39+33ueees7ugQthFMsN4/iEECGJFgJQuqgCx5wx0797d7oIKYS8i1b9/f7uLEwIEsSJAShdVgCxatMg3nHe99dYzy5Yts7uhAmy//fa+z8hrr71md3FCgCBWBEjpogoQUa2k3H1rzXRUlunTp/vew+bNm9tdnBEgiJUdICUsjhaH1AfIfffd59v3oYceandBwmm4bu57OHToULuLMwIEsbruup/Co2FDYz791O6RaKkPkOXLl5tGjRqt2neDBg3MBx98YHdDQmk03UYbbbTq/dPoqzDfPwIEsdJaNt7xzxx+uDFPPWX/beKlPkDEnj/Qu3dvuwsSasyYMZEe4AkQwF1VBMicOXMyZ67Z/Wt+yCeffGJ3Q8L897//DTw8f+CBB+xuJSFAAHdVESDy+9//3vcz+vXrZ3dBwtx7772+90wTCRUqYSJAAHdVEyAzZ870/Yx11lnHfFphD6yqTYsWLXzv2dixY+0uJSNAAHdVEyCiEVi5P2fAgAF2FyTEhAkTfO/V5ptvbr799lu7W8kIEMBdVQXIlClTfD/nF7/4hXn33XftbojZ999/b3beeWffezVs2DC7WygIEMBdVQWIHHTQQb6fxbyQ5FFY5L5HG2+8cWaRsCgQIIC7qguQt956y6y55pq+n/fggw/a3RATjY5TyZnc92f8+PF2t9AQIIC7qgsQ0bOP3J+31VZbRXaGi/o58cQTfe/Nvvvua3788Ue7W2gIEMBdVQbIN998Y7bddlvfzzznnHPsbigzldvPna+z+uqrm5deesnuFioCBGWlk6Fp04wZNMiYtm2N2W47Y9ZZx5i11zamcWNj2rQxZuBAY6ZOrembcFUZIPLYY4/5fqYOXOX4uajdZ599lrkSzH1PevbsaXcLHQGCspk82Zi99/6p9lVdrWVLYyZNsveSKFUbIGJPLtSqhWHWWULx7Pdiww03NEuXLrW7hY4AQeR0JaH1a+yAKLadf35ir0aqOkA0kdA+623VqlVmGCnKZ9SoUb73oJxXgwQIIqUDf5cuwVDYay9jRo825u23jdHz16+/Nmb+fGNuvLH2qxTtI4EhUtUBIlOnTvUtOqX2xz/+0e6GiGhhqNy169XOPvtsu1tkCBBESvOXcoOgQQNjrr/emJUr7Z4/UVB4J1WZvrnbDh9u94xd1QeIXHnllb6frzPg2267ze6GkC1evDhQLHGPPfaIZMZ5PgQIIjN3rvHOTv0hUJ8F7dQ3d9s11jDm9dftXrEiQIwC/0fToUMH32vQVcmTTz5pd0VINBJub+9SPfd3rvpk8+bNs7tGigBBZOxbVyefbPeoW7du/n107Wr3iBUB8j96YLvddtv5Xsfaa69tXnzxRbsrSvTDDz8ElhrWVV8cyw0TIIjEggX+qw/996JFdq+6adkJez/ad0IQIDneeecds8kmm/hei0ZmvfHGG3ZXlKBHjx6+37Ha4MGD7W5lQYAgEqqekD3oq3XqZPcoXseO/n3dcovdIzYEiOXll18OlNLYYostCJEQ6Fbheeed5/vdqp1xxhl217IhQBAJ3a7KPejfdJPdo3hjxvj3dcopdo/YECC1mDhxYqZSb+5r0pUIt7PcaSGo2q48jjzyyNAXiaoPAgSR2H13/0HfOzF1NmuWf1977GH3iA0Bksf999+fKaWR+7r0TIQH6/WnUVVHH32073eptt9++5lly5bZ3cuKAEEkttzSf9BfvNjuUTw9B8nd11Zb2T1ik4gAUR2q3C/x5ZdfbneJhULErtyr0VkM8S3e119/HSihr/brX/86c/CO2+zZs32vS8/A9JqBkjRs6D/olzI0ffly/75UNyshEhEgBx98cOAAozPWf/7zn3bXstPtLPuZiEYMabIhM9YL06AEe1laNY3AivvK48svvzQXXHBB4ARBTc+87rjjjkirACPlwgwQbZu7r7XWsnvEJhEBMmjQoMCXWE3PIQYOHBj7GaEerNujs9RU9uTDDz+0u8Pz8MMPm1/+8peB39kJJ5wQa/CuXLnS3HLLLWbTTTcNvDa76RbbjBkz7F0AdfNOQrwP0U9tyRK7R/E0/Dd3X9zCClLlVfvBdbZpPezbb7891jNCnU3b80TU9HA9Cc9skkLh0Ldv38DvSa1Xr16ZA3hcNAiiZcuWgddVqOlq8+STTzYff/yxvTsgP/sh+uzZdo/i6QF87r68q/qkSEyAyOeff2569+4dqE2VbVpc6B//+Ie9WdlosqE9Yz17kNFznGpflOrtt9/OXJXZvx/dJho5cqTdvWw++ugj06VLl8DryjYta6yVKh999NFAaZVsW3fddTPP5spZZgUVzJ5BXsowXhVYzN2Xy4z2iCQqQLI056K2B69qOlifdNJJZuHChfZmZaGrINXOqi3kVNm3GpfH1UH14osvrvV5wjbbbBPbbaDly5ebP/3pT5nRc/brUttxxx0Do+q+++67zPtrP/fKNl2F6vYcUNC4cf6DfikTCbVt7r4iXOK5vhIZIFla9GmHHXYIfInVVDdpyJAhZsWKFfZmZfHCCy8ESsFnm85o3333XXuTVPrb3/5mmjRpEvgdqOlhuRaKisN9992XCS/7Nak1atTIDB8+vOCzGK3Nfsopp/hWSMxtBxxwgJkzZ469GVDDu+r1VdNVIUSXUibahlIm7nRGOHTo0LxnhI0bNzYPPfSQvVlZaD0ReyGkbNPznIsuuijTJ410u6pz586Bf7earkR0Fh/HMysNy9UQYfs1qWlej561LanHA00tqdu6devAvtQaeAeIM888M7XvMUrkfT+8D0ppt55OOsm/D4opulnkJXH37t0Dk/uyrV27dpm1JeKgKyV7jfVs05VSv379Mq8/DXR7Uc8TdPC0/61qOjNXuJSbQkHhkO/zoQmCChdXKvS45ZZbBvarpoEU1157bcErGlShV18Nt5y79qUS8QlSMQGSNXPmTNOmTZvAl1hNBzXVVYrjjFDzGgYMGOBdqa4ReF1quiLRAIFKXTJX4XzsscfmPUBvvPHGmbkT5aYr1GHDhtU6ZFhNt7F0OysMKkGvZz32AljZtvPOO5tnnnnG3gzVbOhQfwiwoFQy3H333XmfQay//vrmz3/+cyxnhBrN0759+8BryjYdgA855JDMGW3ck+nq8u9//9uMGTOm1pFV2abQPu200zIj6MrtiSeeyDwIt1+Tmh6c6wG6HqSH7f333zfHHXdc4Gdm2+GHH27ma3lSQGFw/PH+IFDTkrYqkqjPiea5eScnmf/WaC2WtC0PHYAvueQSs9ZaawW+xGpNmzY1Tz/9tL1ZWUyZMiXzMN1+TblNQ0N1W+65556L5XlBbbRWx4QJEzIHyHzzctQ0Ck2vXfNjyk0hrRC2X1O2de3aNTN0N2p///vfMyso2j9fTc+BVK3giy++sDdDJfOueDNXBz16GPP88/bf1k5XG+edFwyFYlu/fokMD6noAMnSbaHjvZS3v8TZptFAcdyXF91yO+qoowKvyW4aGdSxY8fMfIlyl47X7akRI0ZkzpwVavZry206MOqKI44yM7oi0nybfLcJtcJhuSsma2LkzTffnLmFZ78eNf35uHHjYp1AiZBownCTJj8d2L0TLFOf6QQTJxrTsmUwIPI1XaVomwRLRYBk6ax/zz33DHyJ1XTQ0VoUcRXwmzt3bubAm+9evd1UakPPHDSaSfMONGS01CHL2l770ag1DYE+5phjzEYbbRT42bU1vR4NBoijdIvKvetW2oYbbhh4XWqbbbaZufXWW2O9itOVhn4/+cJNn0t9PlGB3nxTBfuCB3i16dPt3oXpMzp1qjEDBxrTpo0x225bUxxRTf/durUxAwbU9Inx81ysVAWI6ExPZ3yFzgjHjh0b2xoUOojroa6uimqbjFhX00xpjXTq1q1b5haSzsh1r19NB9Hsf+vP9ffqp/61lWGpq+kWlkJMk+10aysOkydPNs2bNw+8NjVdDV144YWJqgCgK11dydmvNdt0pVypAymqjp7rnXVWcCRVth12WOGH4VUgdQGSpTNC3YOubXa0mu5d6x52nDS0V7eODjzwwLwje8rdNOz4MO+LoTN+3TKKi26RderUKfD6sk23BZM8WVPP3vQMzn7danpmp9FcSR9EUbV0snTDDca75A2Ghpp3xWu0pEMFXCFELbUBkqXRML/73e8CX+Js08NijaqJm65MdLatxbU0cc3l6sSl6ZaLJt5deumlmVssGhYbJ1Ve1gTMfA/wmzVrlimxXwk0ClCjATUq0P53qGkUoUYTIkEmTTLehywYGmp65qHbSwm64o1b6gMk69lnn82M07e/xGo6+1dJeY3zTwodSFU4UqXH+/fvn3nAvuuuuzoHi7bT9tqP1sHQoliqUZWUf7OeX6jisiov269d7Ve/+pUZNWpUbLfSSqF5SZqflG/ypeY1abAFYvTee8b7cgRDI9v0d+oDn6oJENEZ4XXXXZeZOWx/idU001jzM5JMz3h0xaSmelzPP/+8efzxxzMH32xTeXn9uf4+2zfJo4CmT5+eqbRsvx9qCr4+ffrEMs8kbBrtpudR9r9RTfOD9MwqLRULKoauJnRVoasLBYXdmjevuSpBraoqQLJ0RqgaRvnOCHULSTWQEC1VVNZD/nwFC1WRudxDmstBo+BUw83+96qp5ptqv8V9KzH19PxCzzH0PENBYTc9/xg9uuZ5CPKqygDJ0pDWfGeEOqipGquqsiJcet4zePDgzAN7+/eupgrMuqpKM/0ONJQ637wb/Q5UYw0RmDbNmH32CYaGmkZcaeRVCq54y6GqAyRL8yzyDXPVGaHmYnBGGA6tl5Lv7FtzZK666qqq+l3rKkzr2xS6Cnv99dftzeBCZdBPPDEYGtmmuR6a84GiESD/o0WRtOJcvjNCzb/QinVw8+qrr2YqJtu/VzXd/+/Ro0dV3//XgIlCz4FUiDMNz4FioQm4l11mvEveYGioaXY5y1I7IUAsWvtaa2DnOyNUoUTNKkdx9Lzp9NNPz/u8SSOQZs2aZW9WlTQSTRWNt9hii8DvSU0j0VTqphJHosXmgQdqZngrKOzmXfGaq6+uqW8FJwRIHhriut9++wW+xGo6I/zDH/4Q22p7lUAj3jRJMt8ciK233trcc8899mYwNUO4Bw4cmHcujIZjayVIFPDKK8bsv38wNNS8K15z6qnGLF5sb4V6IkAKqOuMUMOBr7/+es4ILU899VTBWdiqoMws7LppNv7RRx8d+B1mm1bDTPJs/FgsXWrMaacF19LItrZtjXn5ZXsrOCJAiqAzQs0Qz3dGuMsuu5i//vWv9mZVR3WgVOPL/v1km5bApQ5U/anc/2677Rb4faqpVI8mhn755Zf2ZtVFa/9cc40xjRoFQ0PNu+I1995rb4USESD18K9//StTwdb+EmfbEUccEcv6GHFThWNVOi5UiVaTGuFOxT9vvPHGvBWJVS1ZVQuSPGE0MhMmGLPTTsHQUPOueM2ll2rxIHsrhIAAcaBZ3rvvvnvgS6ymM8Lzzz+/Ks4IdVBTZeN8JeE32WQT1sIImQpcnnvuuXnDumXLlmaqSoFXgW/nzaupiKugqK2dcIIxMSw/UE0IEEc6eN50000FD57jx49P7cFTIdqiRYvAv1stG6Ksxheded7Bs9CKl126dCnLqoxx+Ma74n3GC9GnvRBdulotwaGFmKokRONGgJRIt2/69u2b94xwL+/DnKbbN6qrpTVC7H9ntqnycTXexouL1mqJY134OGRP2n7tnbT18P59Y7w2a7Wc4PBO2ryztqpfo6OcCJCQ6IywQ4cOgS9xtp3gXU7HsZpfWFS1VxWL861bokrHqniM8tOQ6eHDh2eWRbbfF7Vtttkms4hZJcu9bbye19p77UKvPey1Bd4Vr+nf35gquG2cNARIyCZMmGB22mmnwJdYTUNYte5GpQ1hvfPOOzOViu1/j5qGMqvCMUOZ47dkyRLTs2fPzMx++31S07ovs2fPtjdLtHwDV3bw2glee/zII81yrnhjQ4BEQGeE11xzTd4zwkqZRKeKxK1atQq8fjXNLO/VqxeTKRPolVdeMb/5zW8C75mawuXUU0/NhE2S1TV0vvkuu5iZTKaMHQESoaVLl5rTTjstbxmPtm3bmpcTOKlJFYgLlXPREryUc0m++++/32y77baB909NhSuHDRuWuMKVTN6tLARIGaiQ4P777x/4MqhlCwkuTkBZBRWUvOKKKwoWlHzkkUfszZBgeoB+2WWXZR6o2++nmh7AP/HEE/ZmsaB8UOUhQMrogQceKHhGePXVV8d2RqhgUEDYr0tNgaJgUcCgMmlIb9euXQPvbbYdcsgh5q233rI3K4tiCphS0j6ZCJAyq2sxpSZNmmSWpC0X3YrSLSn7dajpC60vtr7gSIcXX3zR7L333oH3Wk1n+WeffXZmsmI5sIRC5SNAYrJgwQJz4oknBr402XbwwQebNyNc3Ea3AvQQPN/zGT081y0FpI+eM9x6661ms802C7zvaiqXMnr06My8i6iwiFs6ECAxmzZtmtlnn30CXyI1nRGeddZZoS4kpIePGnarh5H2z1PTcF0N20X6ffXVV+bCCy/MVA6wPwdqzZs3N5MnT7Y3KwnLSKcLAZIAOiO87bbb8p4RaiGhG264oeSRJ5ropwl/9v7VNEFQEwU1YRDV5b333jNHHXVU4DORbZ06dcqUli+FFhY788wz817xtm7dOjNsHJWFAEkQnREOGDAg79j3Zs2amUmTJtmb1UmlRVQp2N5ftqk0iUqUoLpNnDgx8xmzPx9qujpQ7S19RutDc6I0uTFfcOiK96677rI3Q4UgQBJIZ4QdO3YMfNmyTWeL6lMXFTNUUcN8tyhUDFElIoAsXeXqaldXvfbnRU1FQm+//fbMVXNdnnnmmYJXvBdffDFXvBWOAEkwXW3oPrT95VPTVYruX9d2RqgKwKoErC+7vZ2aKgirDHuUD0lR2fTcrU+fPnnLoui53fTp0+3NMubPn28OP/zwwDbZdtxxx3HFmxIESMLpIK8RMfkWEtJzEz0/yZ4RqvKvFnCy+6mpYrAWflIFYaAYev5hf45yW7du3TIjCkVXvP369ct7xaumW2RIDwKkQmhsvsboa2SW/aVU05VKu3btAn+ebaoUrCVngfpQlQT7s2Q3zWnSbdV8a+PkNj0sR3oQIBVGc0M0a9j+YuZrTZs2NU899ZS9G6AodoBoWLmqJtifs9qarnjVP/fPCJB0IUAqlGara9a6/aXNtvXXX9+MGDEiMwoGcGUHyMyZM82iRYsyf57v+YianoHoWYie0eX+OQGSLgRIBdNMXdXPsmsI6cutSsBAqWoLkKxZs2ZlVtzM/futttrKPP3006v6ECDpRoCkgL02eVqWMEX8CgVI1sCBAzNVfVU3zb7iJUDSjQBJgX333ZcAQSSKCZBCCJB0I0BSgABBVAgQFEKApAABgqgQICiEAEkBAgRRIUBQCAGSAgQIokKAoBACJAUIEESFAEEhBEgKECCICgGCQgiQFCBAEBUCBIUQIClAgCAqBAgKIUBSgABBVAgQFEKApAABgqgQICiEAEkBAgRRIUBQCAGSAgQIokKAoBACJAUIEESFAEEhBEgKECCICgGCQgiQFCBAEBUCBIUQIClAgCAqBAgKIUBSgABBVAgQFEKApAABgqgQICiEAEkBAgRRIUBQCAGSAgQIokKAoBACJAUIEESFAEEhBEgKECCICgGCQgiQFCBAEBUCBIUQIClAgCAqBAgKIUBSgABBVAgQFEKApAABgqgQICiEAEkBAgRRIUBQCAGSAgQIokKAoBACJAUOa9fObLzOOqvaCgIEISFAUAgBkgJdO3Qwu2+66ar27YoVdhfACQGCQgiQFDj36KNNhyZNVrXvCBCE5GwvQDbyDvzZ9ko9A+RrL0Byt/8tAZIqBEgKDO7WzfTYY49V7btvv7W7AE5u8ALkGO/An23v1jNAlnsBkrv9RQRIqhAgKXDlySebM1q2XNW+J0AQkolegIz0DvzZtrieAfKdFyC52z9IgKQKAZICBAii8pEXIHO8A3+2LatngKz0AiR3+3cJkFQhQFKAAEFkvAAx3oF/VatngBgvQHzbEyCpQoCkAAGCyBAgKIAASQECBJEhQFAAAZICBAgiQ4CgAAIkBQgQRIYAQQEESAoQIIgMAYICCJAUIEAQGQIEBRAgKUCAIDIECAogQFKAAEFkCBAUQICkAAGCyBAgKIAASQECBJEhQFAAAZICBAgiQ4CgAAIkBQgQRIYAQQEESAoQIIgMAYICCJAUIEAQGQIEBRAgKUCAIDIECAogQFKAAEFkCBAUQICkAAGCyBAgKIAASQECBJEhQFAAAZICBAgiQ4CgAAIkBQgQRIYAQQEESAoQIIgMAYICCJAUIEAQGQIEBRAgKUCAIDIECAogQFKAAEFkCBAUQICkAAGCyBAgKIAASQECBJEhQFAAAZICBAgiQ4CgAAIkBQgQRIYAQQEESAoQIIgMAYICCJAU+HOvXqvCo7f3BV25cqXdBXBz+eU/HfzXWMOYJUvsHnXbdNOf9tGtm/23qGAESArMnjzZ/GG//TIB8tC119p/Dbj7+mtjunc3xvtsmbvusv+2OM8/b0yrVsYcdZQxCxfaf4sKRoCkxJeffWYWf/CB/ccAEBkCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIkIXJrWeVrvfbZx/Q98EBzyTHHmJsHDDAv/uUvZsU339i7AqL144/GTJtmzKBBxrRta8x22xmzzjrGrL22MY0bG9OmjTEDBxozdWpNX6QWAZIQdlgU2/oecICZ8vDD9u6AaEyebMzee/9U26qu5n1GzaRJ9l6QEgRIQtjBUN/22OjR9i6B8OhKon//YEAU284/n6uRFCJAEsIOhNr88P335vNFi8yMp582g7t08fU/0zsrfOeVV+xNgNLpwO993gKhsNdexujE5e23a8q2q/Di/PnG3Hhj7Vcp2gchkioESEIUEyC5fvjuOzOsZ0/fNjdfdJHdDSjdsGH+IGjQwJjrrzem0LIBCopRo2r65m47fLjdExWMAEmI+gaIvDN7tm+bC3/7W7sLUJq5c435+c/9IVCfsu7qm7ut1hR5/XW7FyoUAZIQLgHy3YoVvm16a82FAvL9jG+XLTN/f+ghM/y008wFXgiduc8+mRFfQODW1ckn2z3qpkWkcvfRtavdAxWKAEmIfAf3QuwA0YisQmr7GR+8+WYmNOy/U4igyi1Y4L/60H8vWmT3qtsnnwT3o32j4hEgCWEfwIuhh+a52ww//XS7i4/9Mz77+OPMvBL7z+vzGpBi48f7rxw6dbJ7FK9jR/++brnF7oEKRIAkRH0P3hqRdY0XGLnbvPj443Y3H/tnXH/WWZn//dPxx5uZzz6bWdXwx0IPRlFddLsq96B/0012j+KNGePf1ymn2D1QgQiQhLAP7rX57w8/mH8vXpw52A/p2tXX/7o+feo8+Ns/Q23k2WdnwggI2H13/0H/5ZftHsWbNcu/rz32sHugAhEgCWEf2Itt57ZrZx674YbMsN662Nue1769+eaLL+xuQI0tt/Qf9L2TF2d6DpK7r622snugAhEgCWEf3Itplx53nJn517+alXVceWTZ2z983XV2F+AnDRv6D/rffmv3KN7y5f59qW4WKh4BkhD2wb0+beCRR5q3Zsywdxlgbzdv5ky7C/CTMANE2+bua6217B6oQARIQtgH99roGcfyr782H7z1lnlq/HhzXs4IKs3beOmZZ+xNfOyf8eXnn9tdgJ9ssYX/oL9kid2jeBr+m7svbmGlAgGSEPbBvRj/8b7QFx5++Kpt+rRpYz5duNDutor9M4p5boIqZj9Enz3b7lE8PYDP3VeLFnYPVCACJCHsg3uxpj/5pG+7e6++2u6yiuvPQJWyZ5CXMoxXBRZz9+Uyox2JQ4AkhOvBXXM3cre7uMBkL9efgSo1bpz/oF/gs1UnbZu7L01SRMUjQBLC9eCuuSG52/Vp3drusorrz0CV+ugjfzVdFUJ0KWWibShlkkoESEK4Hty/+PRT33bn7L+/3WUV15+BKta5c+m3nk46yb8PiimmBgGSEK4H92l/+Ytvu8EnnGB3WcX1Z6CKvfpquOXctS+ViEcqECAJ4XJwV1kTu5JuoaVtXX4GYIYO9YcAC0rhfwiQhCjm4P6j96VcsWxZZh7IhHHjApV09f+/KjC3o5ifAQQoDI4/3h8EalrSVkUStYytlrP95pua/9ZoLZa0rQoESELYB/f6Ns0BeWP6dHu3PvY2QNF0tXHeecFQKLb160d4pBABkhD2wb0+7cqTTzYfzptn7zLA3g6ot4kTjdFnxw6IfE1XKdoGqUSAJIR9cM/Xzmrb1lzQoUNmLZCHrr3W/HPOHHtXedn7ApzoSmLqVGMGDjTGu/I1225bUxxRTf+toeQDBtT04aoj1QgQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAODk/wH4bjT8+9aZVQAAAABJRU5ErkJggg==)
PN: 2H25-9-27
CAS: 1934463-42-9
Molecule Weight: 229.029
Formula: C8H5BrO3
Melting Point: 49-51 ℃
TSCA: Not listed on TSCA inventory