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)
| Product Number | 6H21-9-04 |
| Synonyms | 5-Bromo-1-benzothiophene-3-carboxylic acid; 5-Bromo-3-carboxybenzo[b]thiophene |
| Purity | 97.0 % |
| CAS | 7312-24-5 |
| MDL Number | MFCD06797473 |
| Molecular Formula | C9H5BrO2S |
| Molecular Weight | 257.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H21-9-04
CAS: 7312-24-5
Molecule Weight: 257.1
Formula: C9H5BrO2S
![(5-Bromo-3-benzo[b]thienyl)methanol](data:image/png;base64,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)
PN: 6H01-9-03
CAS: 852180-52-0
Molecule Weight: 243.12
Formula: C9H7BrOS
![5-Bromobenzo[b]thiophene-3-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-9-01
CAS: 16296-72-3
Molecule Weight: 241.1
Formula: C9H5BrOS
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acid](data:image/png;base64,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)
PN: 6H21-1-21
CAS: 5381-25-9
Molecule Weight: 178.21
Formula: C9H6O2S
PN: 6H23-1-0G
CAS: 22913-25-3
Molecule Weight: 192.23
Formula: C10H8O2S
![3-Acetyl-5-bromobenzo[b]thiophene](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABl4AAAZeAELQysUAAACLnpUWHRtb2xTb3VyY2UAAHichZRtb5swEMe/ysmvh/ETT1FIlbWaNKnVpKWT9m5ywEmRAq4MzcO335k0WWgyqhDOvrufDf87PL3b1xvYGtdWtskJp4yAaQpbVs06J7+evwUpuZtNC0zCxKbNyUvXvU7CcLfb0eLF1HpvG1rYmhzjk31bDXJ2klq3DgVjPPz99LjomaBq2k43hUGqrSZt73y0he76p/jPFmGt3bZqwmN6WLvtcbU/gvmL0X1bkn/vco+xOaKwqjYGVtbVuoOtYBQv9gXWpjFOd6aE5QHdkip899n06cEWb7VpOhz6FapCbxadeyvQUduNKd5wMRx8f8hJzRHQna3nzukD+JF3aw5agJagFegIdAw6AZ2CzkBzhn+Mc0zgErXeGL/Z8+HV4BPDPfwAf1/0d//76rxBnUROGOVKKuA0VlkCgsYpE2i4iGJ0CsHUaSZplGFM0UzIDGIqoiQ+mQRjXJ5ix0wCB1w/UFRKGQFaxqWEIKI8SlIIBI1UmkDAqWQC5yhgFGfeRhLnKKlMxHmK6Sw52lQNrfejZuFZtNl0aZvyYghVmZMlJ72aP82qFe+CErCuNA571C/gUy8BMQS8/GdA3ALkFaDGd1BDwJf2DMxvAdEQ8I0wDsRDwLfNOJAMAd9k40A6BHxLjgPZEOgbeJzw8UHp+oYfl5Z/LLdnxCf7fKj46YMaZeRVDT9F1JXGt5Hwoo/D00GBw6tDJLw4YUI8V2d/AeCLnrOCTrxlAAA9X0lEQVR4Xu3dCdxV0/7HccQlIqIoUa4QClFkyHgNETdDMtyKKw0kJaRIlJAiQ7qElCKlRMncRDRIZSaVKXMjZahY/+e7++/dPut5zvOcs84+pzN83q/XfqG9zrRz9vfsvdb6rc0MAAAONrP/AACARBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAFZvr06ebMM880b7/9tr0LSAoBAhSIVatWma5du5otttjCbLbZZt4/u3XrZn755Re7KZAQAgTIc3///bcZMmSI2W233bzgsLeqVauaoUOHeu2AZBAgQB7T7ar69evHBEa1atVMmzZtvOAI//nhhx/ObS0khQAB8tDXX39tLrroopiA2Hrrrc2NN95ofv31V6+Nbl3pFpb+3G+z+eabm//85z9myZIl1jMCxREgKNG3335oRo262vTuXc9cfXVF067dlqZLlyqmV6+DzEMPnWemTXvI/PzzIvth2MR+++03c8stt5htt902JjzOPfdcs3jxYru5Z9GiRebss8+Oab/ddtsV/V33Mr///rvdHAgQIChmwoRbiwKjnGnTZrMyN2SPkSNHmj333DMmCA466CAzZcoUu2mJJk2aZOrUqRPz+Jo1a5rRo0fbTQEPZwDEmDFjmBcMuuJ48sn25vPP3zSrVn1v1q370/vn11/PNbNnjzRPPNHadO++l/1wbALvvvuuadSoUcyJf5dddim6UnzIrF+/3m5eKrV/8MEHzc477xzzfMcdd5yZN2+e3RwFjgBBjN69D/ECZMaMJ+xdyDI//vijueyyy4Jhudq22mor06lTJ7NixQq7eVKWL19urrrqKrPlllsGz12uXDlz+eWXm59//tlujgJFgCDGFVds7QXI2rW/2buQJdauXWv69etnKlasGHOVcNppp5lPPvnEbp6Sjz/+2Jx88skxr7Pjjjuau+++23sfKGwECGJ06rSTFyC6VYXsM2HCBLPPPvvEnND33Xdf88ILL9hNIzV+/Phir7vffvuZiRMn2k1RQAgQxHjkkQu8ALnllgPNF1/MsndjE9GVwCmnnBJzAtcVSP/+/TN2JfDnn3+au+66y+ywww7Frnw+/fRTuzkKAAGCGMuWfWW6dt0jGGXVrVtN89hjF5uXXrrDzJ071qxY8a39EKSR+iI6duzo9W34J2z1RbRu3dr89NNPdvOMUN/Lf//732J9L507d0657wW5hQBBMatXLzNjxlxrunSpXGzYrrY+feqbmTNH2A9DhDQaatCgQcVGQx177LFZMxpKo7+OOeaYmPen0V8PP/xw0qO/kJsIEMT111/rzVdfvWvefPMR88wzXcyAAf8yHTpsGwTJww8389ogWpMnTzZ169aNOTHXqFHDjBo1ym6aFUqaf3LwwQcnPP8EuYsAQVI0Omvq1EFBkLzySj+7CRzl8ozweDPgzzvvPPPFF1/YzZEnCBA4mT79MS9AevY8wN7lVXV9773xjORKkGpTde/ePaYmlbaLL77YfPPNN3bzrKYaXBdeeGHM59hmm23MTTfdZFavXm03R44jQOBE/SQKEM0bsU2ZMjCmE179KQsXvmU3K3gKWpVRt6viNmjQwLz1Vm4frzfffNMcdthhMZ9r9913N088wQTVfEKAwMnKld95AdG5cyV7V9HJb0ixjndtXbtWNyNHXmU++2xq0cnzL/thBWXGjBle+fTwCVbrdTz++ON5sy7HX3/9ZR577DGz6667xnzOhg0bmpkzZ9rNkYMIEMQYMODkhG49KQgUCvfff7q9y7NgwTQzYkQ7c911VYsFibZrr93VDB9+ufn449fM+vWZmceQDVQmXeXSVTbdP6Hq1tUNN9yQtysDaiXE66+/3vzjH/8IPrM+f8uWLc13331nN0cOIUAQwz/B9+17tHcr6ptv3jO//bbSG231yy8/mg8+eNE88MAZXpu2bTf3riZKo1/TCxa8YUaN6lR0ktyzWJBo01XM0KGXmPfem2DWrfvDfoq8oE7w3r17e53i4V/jTZs2NQsXLrSb56XPP//cnHXWWTGfv0KFCqZPnz7mjz/y8+893xEgiGGf3ONtGoX19ttD7YeXafHimWbs2K7mxhv3Lvac2jp23N6buPjuu2PMn3+usR+ek1QOXWXRwydOlU1//fXX7aYF4dVXXzUHHHBAzPH45z//WfT/xVi7KbIcAYIYS5d+6ZV0HzbsMnP77Yebbt1qmCuv3MbrLL/22t1M//7Hm4kTe5sVK1Jfse6bb+ab55/vYXr23L9YkPghpcWrZs16sugX6oZV9HLJ/PnzvTLo4ROlJgaqXHq6J9qtXLnSzJ4924wYMcIb4XXJJZd4o6OOP/54bzvkkEOCf9efa7/aqb0ep8en07p168z9999vKlWqFHN8TjjhBPP+++/bzZGlCBBkhe+//8S88EKvoJy8vSnEBg5s4l31rFmz3H54VlG5c605rpIj/olRZdFVHl2lSdJBw32HDRvmBYEmHYZPyq6bnkfPp+dN13DiZcuWFf04uaJY2fh27doV/ZhZajdHliFAkHW0VO7LL/c1d97ZsFiQaGvffiuvs18z5Fes+NF++Cajoob33HOPV+48fCJWOfSPPvrIbp6yr776yus/sG8HlbZppJdup/mb/ttuE2/T6+j19LpR++CDD8xJJ50U83o77bSTuffee72rFWQnAqTA6df88uVf23+cNfTeXn/9XtOv37GmbdstYoKkZUvd8ihnmjc/3jzwwAPeCKdN5cUXX/TKm4dPgLVq1TLPP/+83TQlOpnqNpNuPYVHcoU3lXfXlYMq544bN84Lr7JOwtqvdmqvx+nxeh77ubXpdfX6eh9lPW+y9Pp77713zOvVrl276AfFy3ZTZAECpICpv0MFE3Vi/uyzKfburKMldadNe6joV/5J3pK75523malffzNTufLGk83RRx/tlTjPVPkMlTFv3LhxzAlP5c779u3rlT+PikYp/e9//zN77bVXsRO6yrq3atXKm6QX9a0mPZ+eV89vL2ClTe9H7yvKUVQ6bnfccYfZfvvtY16rSZMmZsGCBXZzbEIESIH66691RSe5o4Jf81rnPJesXr3UvPrqkKLwa2x22im2BIi/1a9f39x2221pOemobLnKl4fLrKu8ucqc//DDD3ZzZ5qMp+q29mx1ve4ZZ5zhFVjMVJ0svY5eT68b/tza9P70PvV+o/L99997V0LhsvGaS3LttdemvZMfiSFACtRzz90UhIdGVuXyzHBNVNOvZBUiLF++fLEg0aZhsyr2p3vtqdDoKZ0oK1euHPP8Kms+Z84cu3lK9Hz2bHV9vquvvjryK41k6fX1Puzjrfcb9XHQqLCjjjoq5nWqVKliHnnkkUgDC8kjQAqQble1a1fOC4/OnXeOZEhutlDBPv1KvuCCC7xJanaQaNPSrBqy+s4779gPL9XUqVO9MuXh51IZ86eeespumpI1a9aYK6+8MmYUl6rcara6FnPKJno/el/hKrx633r/+hxRUp9L9erVY45/vXr1zBtvvGE3RYYQIAVGt36uv353Lzw0k3z+/Gg7ebOJbrk899xzXskMe2SUv2kkUpcuXcz06dPthwfUn9KsWbOYx+mE2bNnT6+MeZTUkX3ggQfGvNa///1v8+WXX9pNs4ren95n+H3rc0Q9+kyh1KNHj2JXPs2bN8/6Y5SPCJAC8+CDZwW3rkaO7GDvzlvqmNVInssuu8xbNc8OEm2qFtuhQwdvISTdGtHVjMqQqxx5uJ0m3qVjKKsKKYZLnWgexoQJE+xmWU3vNzwPRZ9HnytqCovzzz8/5u9FoXLzzTdHfuWD+AiQAhIus96r10Fm7droO191b1xDWu+77z5v4py+5CXNftafa79mI7/00kvm228zt9a6+jG06l/79u2LdU6HT3x2R7HKk6tMedRUL6xTp04xr6UaWbm6vrjet95/+PPo86WjyvC0adO821jh19LorVtvvdVuijQgQArEkiXve7O5FR4qEfLdd9HcWtDJQmtaaLRMSUNMk9k0b6J169Zen0KmfkXqpKZQ0Igqe1lWf1M5cpUlT0eHrSYfXnTRRcFraZSRwjcf6HOEK/Dqc+rzRk1/L+pQtwc2pLtcDAiQgqBlaLVyoH/18cYbD9tNkqLJY88884z3K9NeRa+krVq1ajGzn/Xfdht70xWAyp6/8sor9sun1axZs8w111wTvA8V+dMor3TQLbJTTz01eC3NvE7HFc6mpM+jz+V/Rn3edK1MqKG9Gm3nv1amhjcXMgKkAAwf3iYIDxUndKUv/oABA+L+UtfM5csvv9wMHjzYGxlT1nwIjfPXyKaHHnrIXHrppXGvYDTy6emnn87YL0otMeu/tmpapYN+iYfDQ/0vH374od0sL+hz6fP5n1WfOx1XIqJ5OP7rECDpR4DkOZVF98NDlXXXrEn+vrpO3AMHDvQqydon90aNGplBgwZFtjCQOkf79evn9ZfYr6VSISoFnm7pDhDdNtN65/5rKHjzfQSRPl+4NIo+fzr6RAiQzCJA8tiyZV+ZTp128sJDpT8WLow/VDUeXSGEbwtoUyelbvOkYyRSmMp6t2jRolhn9nnnnZfWulfpDpBwh7l+med7ePj0OcNXIjoOUSNAMosAyVNaQVCrCvpXHxMmJDcqRcNeNT8iXEZCwaFV9TI9OkjzMHRiCBcP1NXQCy+8YDeNRDoDRENa/edW30CqM+NzjT5vuE8k6iG+BEhmESB5avz4m4PwUCXbZEqVqHZUeGikTty6EsjkUNuSzJgxwxx66KEx70t1kaLuG0lXgGhSnT/PQ4MP8q3DPFH63P7gCx2PKCcbEiCZRYDkoQULpoVKlVQyy5cnXjdJM7LDE+00TyLTI6FKo7C48cYbY66MVAMrypNFOgJEw5LDM8zzZaiuK31+/1jouEQ1bJsAySwCJM+sXr3MdO1aPbj6mDdvnN0kLq3dHZ51ffrpp5uffvrJbpYVXnvttZhx/8cee2xkFVrTESCa4R4OPBjvOPjHRMcnCgRIZhEgeWbQoKZBeDz5ZHt7d1xjxoyJKd6nSqvpmDgXJd1qCw/9VYhEcdKIOkBUndY/tirzkek+pGyl4+CXPdHxiaKKLwGSWQRIHpk6dVAQHrfcUifhUiUqPeLPGFa/guZ65AoNHw6PEtPkxlT7RKIMEIVwuCR7rtW2SjcdD//Y6Dil+qOFAMksAiRPLF78gbnggvJeeFx5ZXnz7beJTUqbN29eTClurUGdaxQi4SsRdaynIsoA0doh/nOpWi2KC1fx1fFKBQGSWQRIHlBJ8VNOOdA0aKB+i83M5Mn/s5uUaPny5V6pDv8LpyG6uUq3s/w+EV1FpfJLP6oA0TKvftkWhXShzPdIlo6L/yNGxyuV5XEJkMwiQPJAu3btTLlym5nddtPkrMQ7aLU0qf9l08zgXKeOdX90luaJuE42jCpAtFa4/zxadAnx6fj4x0rHzRUBklkESI579tlngy/MHnvsYVasWG43KVF4QlvdunUjG0a5qWmIr/+5NGPdRRQBooKT/m01/brOtpUEs42Oj38VouOm4+eCAMksAiSHff3118GsXo1iSXRpT31Z/bpWmtD1ySef2E1yljrQw5MNXWpnRREgw4cPD55DI9pQNh0n/5jp+LkgQDKLAMlROlGqkKH/ZdHyqonS2h3+43r16mXvznmase7fyqpdu3bSo7KiCBAtmqXHb7nllt4iWyibjpOOl46bjp8LAiSzCJAcdcsttwRfFAVJoifJTz/9NJiTsP/++3s1r/KRysP7x2fkyJH27lKlGiAqMukHWJMmTezdKIWOl46bjp9LsU4CJLMIkBykWkJ+COgWlm5lJSpcRnzs2LH27ryhAox+FV+tJ5JM6fBUA6RPnz7B40eNGmXvRil0vPxjp+OYLAIkswiQHKOht+osdwmBxYsXB8GT7Ek1F6kApH+ckqnnlWqAHHDAAd5jK1asyEksSTpeOm46fjqOySJAMosAyTHnnHNO8AVp27atvbtUPXr0CB5bCL+M33vvveDzanncRKUSILqP7z+2VatW9m4kQMfNP4bJ9h8RIJlFgOQQLf3qfzlUwVQTCBOlEhH+UrSqtpuvfR82f2XDChUqJLwWdyoBMmzYsOCxTzzxhL0bCdBx84+hjmcyCJDMIkByhNaVLl++vPfF0D+TXYhoypQpwRerkIaV9u/fP/jciXampxIg4RFurhMZC52Om38MdTyTQYBkFgGSA/RFCBcMfPDBB+0mZeratWvw+FmzZtm785Y60/3P3bp1a3t3iVIJkJo1a3qP0/rfcOevn67jmQwCJLMIkBxwxRVXBF8KVZt1Ub9+fe/xlSpVSrniaa7xZ4TXqlXL3lUi1wDReiT+4zSMGO7Cw7CTWeeFAMksAiTLjRs3LvhCVK9e3SxbtsxuUiY9xp+XcO6559q78174ZJTIbSXXANGVnf+4vn372ruRBB0//1gmc8VMgGQWAZLFNAJFVwz6Mmj47dSpU+0mCZk2bVrwpcqltT6iMnjw4ODzv/zyy/buYlwDJNz5q+CHu/APp2QGIxAgmUWAZCndZjruuOOCL4OG4LoKr0mRyAk03yh4/c9///3327uLcQ2Qm266KXjcxx9/bO9GEnT8/GOp45ooAiSzCJAspRpV/hfh6KOPTrhUSUk6deoUPJdLeYhcpwWn/M9/1VVX2buLcQ2Q8AgsTl6p0fHzj2UyI7EIkMwiQLLQ9OnTg6JyKlWS6kJEzZo1855LpT3yffZ5PKo6rGOgiZhlcQ0Q9S/pMVoeGKnzl1lOpt+OAMksAiTLrFixwtSoUSP4EjzzzDN2k6Sdeuqp3nOpP6VQafKkjsEpp5xi7yrGNUD846xS+Uidv+SAjmuiCJDMIkCyjBZ38r8Al19+ub3byVFHHeU9X7Jj6vOJPz/jyCOPtHcV4xogHOdo+X9nOq6JIkAyiwDJInPnzg3+599uu+0SLr1RFr+ch0txunzhFzjUsSiLa4BwnKOVzN+ZjwDJLAIki2jklX/Zri2quQT8Mt44mZArkNzBFUj2I0CyzMKFC80OO+zgfQHU6Z3MJKp46AOhDyQX0QeS/QiQLDRixIjgS7D33nubVatW2U2SwigsRmHlIkZhZT8CJEu1bNky+CJoFcFUhOeBJLN6Yb74/vvvg8/foUMHe3cxrgHCPJDoMA8kNxAgWUonsX322Sf4MiS7LkJYeB2RZFbmyxfhUi733XefvbsY1wBhJnp0mImeGwiQLDZnzpzgMn777bc3CxYssJskJFzKI5ETaL555JFHgs//0ksv2buLcQ0QamFFh1pYuYEAyXLhBZEOO+wwp5UEly5dGlTjbd68ub0772k+jX8ME7mF5xogVOONDtV4cwMBkuXU6X3aaacFX4ouXbrYTRLiz1GoXLlywXWk+4sTaShvIlwDhPVAosN6ILmBAMkBP/zwg9ltt928L4WuJBK5DWNT8PhfrPnz59u785YKKW6++ebe5060M9Y1QIQVCaPBioS5gQDJESrD7t+G2nXXXb1QSYYe73+xunfvbu/OW4MGDQo+d6IDEVIJENZETx1roucOAiSHXHvttcGXQ5OrkrkVtW7dOi949Ng99tijYJa1bdSokfeZNQ9EhSoTkUqAKKT8xybT+YuNwoMREg19HwGSWQRIDlEHur+2ubZ+/frZTUrVuXPn4LGvvvqqvTvvqAy+f/sqmbXkUwkQrSLpP7ZVq1b2biRAx80/hjqeySBAMosAyTGff/65N6RXXxAN8X3nnXfsJnG99957wZfr5JNPtnfnnXC/TzJl8VMJEPGLAFasWJGTWJJ0vHTcdPxcilISIJlFgOSg8CW+Jhv+8ssvdpO4VAvKf+zMmTPt3XlDt6v8oN1zzz29W3iJSjVA+vTpEzx+1KhR9m6UQsfLP3Y6jskiQDKLAMlR//nPf4IvSosWLezdcb3xxhvB45IpUpdrevfuHXzOAQMG2LtLlWqAaNlgf8BDkyZN7N0ohY6XjpuOn8vyywRIZhEgOUpXHbVq1Qq+LMOHD7ebxHX88ccHjxs7dqy9O+d9++23pkKFCt7nU0VXBUIyUg0Q8Y+xliZO9j5+odJx8pdy1vFzQYBkFgGSw2bPnh2UOlEJeJWCT4TmgfhfVI3ISvYEm+10ReafRAYOHGjvLlMUAaJA95/j6quvtnejBDpO/jFL5gdRGAGSWQRIjrvrrruCL0yDBg3M2rVr7SYlCo/Iimrp3GygYpH+yCstD7x+/Xq7SZmiCBD1ufiLWG277bbmxx9/tJsgRMdHx0nHS8ctmT6rMAIkswiQHKe5IOGO8euuu85uUiLdAqtRo0bwuCeffNJuknN++uknU7VqVe/z6B76lClT7CYJiSJA5H//+1/wPDfccIO9GyE6Pv6x0nFzRYBkFgGSB7TehT9JUCfOREu2v/32294iU3qcRix98MEHdpOcoYmRp59+enDycK0ZJlEFyB9//GGqVavmPY9+XWteCorTcfGvPnS8dNxcESCZRYDkCdXH8m/dqG5WordMwtV+q1ev7jTyJRuE75/Xq1fPqWqxL6oAkYcffjh4rn//+9/2bhTRcfGPkY5XKgiQzCJA8sg111wTfHkaN26cUKkTtbnooouCx9WuXdv8/PPPdrOspmG6/vvXqCtNtkxFlAGiK6PDDz88eL4JEybYTQqajod/bHScUi2xQ4BkFgGSR/SrW2uG+F+gu+++225SInW8h/tRFCK5ciVy7733Blde22yzjZk+fbrdJGlRBohoYbBy5cp5z6d+p0RrcuU7HQe/H07HR8cpVQRIZhEgeUarFvpzIFRA8N1337WblGj16tWmYcOGwZdv9913Nx9++KHdLKuEJwvqBDR69Gi7iZOoA0S0Frv/nGeffba9uyDpOPjHJJG16hNBgGQWAZKHhg4dGnyJtK5CovM8FCLhKxEF0YgRI+xmm9yaNWvMxRdfHLxPzYUZM2aM3cxZOgJE7/nAAw8MnrcQlxYO0+f3j4WOi45PFAiQzCJA8lS4XyOZqrC6nXXhhRcGj9WmeSKJhlC6ffLJJ978Dv+9afTOiy++aDdLSToCRD766COz3Xbbec+rq8M333zTblIQ9Ln1+XUcdDx0XKJCgGQWAZKnVq1aZfbee+/gy5TsPA+NzvKH+GrTjPVNWfZEwdarV6/gxKPtn//8p5k3b57dNGXpChB5/PHHg+feaaedcnrotAt9Xn1u/xjoeESJAMksAiSPzZo1KwgBlTpZtGiR3aRUM2bM8CrZ+l9IbSrAmOkqvgqu/fffP+Z9nHHGGWb58uV200ikM0CkU6dOwfOrr6lQ5ofoc+rz+p9dxyFqBEhmESB57s477wy+UEcccUTCpU58mrGusid+7Sx/03oimrCYyFBhFxpRpk7xgw46KOZ1K1WqZIYMGWI3j1S6A0THLNyHo36qfA8RfT5/nXNt+vzp+H+HAMksAiTPaVz9v/71r+BL1bVrV7tJQlSAMVzF1990a0trrEdxK0knFF3daFLgLrvsEvM6GmWlvhyVK0m3dAeIKMh1Nee/Ti6MenOlzxW+8tDnTvaHTKIIkMwiQArAd999ZypXrux9qVTq5LXXXrObJEzriYRHaoU3vUbz5s29ETYvv/xymWXMNddEHeCay3HeeeeZHXfcsdhzKjj0a/XTTz+1H54WGokW7qfQ5LZ00WuFQ0R9A/nWsa7PE+7z0OfV506XQw89NHitJUuW2LsRMQKkQEycODGYcKeCg6n+ktcViW5t+TW4StuqVKliatasGWx+mJW2qe+lR48eZvHixfZLR27lypVm2LBhXkkNTUa038vRRx+d1NLBydAv8fCIOQ1Jzpchvvoc/nID2vQ503Xlof6+I488MubvTT9I7rnnnrS9JgiQghLuvFXhwSjuQavstvpCVLzwkEMOKXbyTXRTuNWvX9+ryjp58uRI3ltpVK7l0Ucf9X4Rh09y8TZduV166aXmhx9+sJ8qZfqs4b8bbU2bNs3ZGet633r/4c+jz5eOv1NdXevWpv/jqKRtv/32i3yoNzYgQAqIqpyq0KD/xUp2qddEaGTU1KlTzaBBg7yThm4/qe9Em17b/3ctyav9Kt2t22KZOFnqZKP3deKJJwalRcKbTkLHHHOM96tVnb6fffZZTIVfbRrNpoEJqRRrjEe3zvx5ItpU5iPXamfp/YaXCdDniXqoruj433777cG69/6mJXE1r6Rv377e31V4n/4uM3UrtFAQIAVGX6DwZLa5c+faTfKK+lkUCI0aNSrxV6qC5IQTTjAPPvigtxRuSVTpWPXBwo/TcsLPPfec3TRlOvmFZ6xr0621bB+lpfcXrqqrTZ8jykmCvmeffdabAxR+LQ3ztpcx0NWiOtX99em1aVi7io7qtiVSR4AUIA2D9b9QurxPZ6fmpqClfe+4446YKrjhTbesNBBAt7AS7QvSfXRdsdkd/RrhFvVJUmU9rrzyypirJM241+29RMv0Z4rej96Xv56HNr1vvf+oypP4NAlRV4/h468OevW1lLaCoYo0qh8r/Dj1ww0ePDjl6r+FjgApUBdccEHwZdK9/Vynk/itt95qDj744JgThb+pc/yss87yOstTuV2mvpO2bdvGnNw1R0bFAJctW2Y3T4lOfHYIli9f3hvmXNYIt3TT6+t96P2E35/ebxRVdcOWLl1q2rdvHzMXSf+uP9O+RKkag4adh9+v+u10yxVuCJACpUt4f81ubSNHjrSbZD3dfrvpppu8q6jwScHfdKuuWbNm5qmnnor8KqukeTGa5Dhw4MBSfw0nS7+QtciSv1Svv+lWjGbjjxo1KmPzHfQ6ej29brjMjTa9P73PKH/R6zjq6iI8DFibrkLef/99u3lCdFXUs2fPYsGn/0+++OILuznKQIAUMJUq8U8EFStWzMiQ2VRpGd7rr78+JvzCmzpO1UGv++S//fab/fDIPfPMM8Xei+79v/7663bTlGgAhAYc2K/l/91pJNITTzwR+ZWJnk/Pq+fX69ivrfej95XKMrQlUX+GXb5G/R76e42C+sbCV+HadJWqoeNR/9jIZwRIgdNIFv8LpPVAovz1HAUN/Zw2bZrp2LFjsdsP/qZVCHUbTnNd0jE6qiw6ed52223BOiz+pk5l9cdESX8/KrGvq5+SBgVoU8mQSy65xNx1111m3Lhx3u29sv5etV/t1F6P0+PDpUfCm15Xr6/3UdbzJkvr2Zx55pkxr6eRVvr/NB1/t5roGJ58qE2z5ocPH243RQkIkAKnWw7hjslu3brZTTJOJyX9gldfg9Z3t09g2vTn2q92UZ/EXGkUV4sWLWJO7OqwV/kY1RSLmn5F9+nTxxxwwAHFjk+8TcctPKkz3vEtadPr6PXSsVqlqkdfd911MXNydBx15aPh1+mk74AGVGjCa/jzamKiJigiPgIE3onPrz2lIY+TJk2ym6Sdfl3qCkJXErqisE9e2nQFoisRXZGkY1JaVHRrUIUrw+9dJ2qNfkvX+9atJg0Q0JVDeB5GKpueR8+n54361pgvm07epYXYj2mYQJoPCBB4NAHM/+VcrVo1b7RRuqmPQve01WdhT/ryN933Vp+HTsq5REGhE6+OZfjzaLb9W2+9ZTePnAZJzJ4927vNpGKXCgItFOZP5NToI//f9efar3Zqr8dlYp5Ett4+sm+j7bzttua4ffc14wYPNusoixKDAEFAv+79L41m9KaDOig1KkqjXsKzrsObRlVpdFU+THJUZd8bb7wxZiEsbZqhn65f9dkuVzqw1ZFft04ds1/RFfFptWqZNocdZrqfdZaZO3my3bRgESAIqDM4PI8iqqJ+mnehX+Oah1FSsUJtel3N44h6Ul620Ai3c845J+Yza/KdPnMmRotlg1wcQqv+tdFDhpi2xxzjBYi/3dOunfk24gESuYgAQQytOe5fGehkr/kOLjTDW/e2NeM7XrFCTTrTjPGoRyplMxWKtBfJUl/D008/bTfNK7rqtEfR5dIkvtUrV5oni/5fbVf0/6wfIvp3/Zn2FSoCBMXoxO9/yVUDKtGSFOqMV00p1ZaKV6xQNalUmyodI3lyxfr16725E/aiWTo2+XDbLizfyogs+fxz7+ojfDXSqej/90kjR5q/iv5eCw0BghKdf/75wRf+sssus3cHVETv7rvv9qrYljQvQSUnNExYVXDTPRwz1+jWnsqBhGd1axRc69ats67mVbJKK2SYSimZbKF+EPWHhIOk53nnmY9ybLBHqggQlEijcDRPwP/yq4SF7/OiX2Ga2NWgQYNigaFNt6y0zsZjjz2WkdFcuU63DcMrE2rTrO9+/frl3GJIGo5dUin1xo0b510pdY3IenHIENOx6MoxHCQDO3c2PxbIFTYBgrhUNsQvYKdZ1vq1bN+/9zf1l2jmtTrLMzEENB+98MILxWZ/67/157ng+eef98rch99/ISzmtLLoR9LjPXuatvXrByFyRcOGZsx995nfs2hUWToQICiVSnTYYeFv6mzXrS4VYsym4Ze5TFcc/fv3L1Z3SlcoulLJRho5p7L24fdbiMvJfvHhh+bOSy+NuRrpcvLJZvpzz5m/c7C/JxEECEqljs5wGW3dmlC5DtVMKpThp5uCRrGpLyQ8GEF9CLoK1KqP2UDl61XGPvz/h95vmzZtCvrW5cyJE831jRvHBMltF19sPp83z26a8wgQlOq9994LTg7qKE9HQTvEp1FZxx57bMyve43e0igujebaFDQ3QqPt7JIzmtXuOuw73/xR9OPq+aK/oyuPPDImSHRbK58QICiVJn75J4iXX37Z3o0M0TwRu8ZV3bp1vXklmaTilXXq1Il5HxpsobL2KG7pt9+ah7t2DQLkmpNOspvkNAIEpfJPFlrUp5DuZ2cj3TLUzPXw8rHaNMM93Wu5aLJn06ZNY15XfWC9e/fO2IJWueyzd981Q26+2cx57TV7V8wVSnjTREUFTv82bczkUaPMuiy8+idAEJeGXfoni5YtW9q7sYmohpZqaYVP5qq1pWKIqr0VJZWh15rn4Vpemu+jfrAlS5bYzeHADo54W68LLjC/ZtkcGgIEcWntB/+koSGayC6q6qvqvuEgUfVfDaVOtWy8Hv/4448XWy9E5WdyrTJytvMDwqaZ7cu+/968OW6c6XzCCV6bYUVXoNmEAEFcfqltrQjHbYrsFO9Er/VIXE/0CiZ7kqiCaejQoSkHE4qLFyBhHxT9nahNtvWhECAoke6p+6VJVHob2U23mrTyYSq3mjJ5awwbJRIgmpCoNlcedZS9yxN+jk/feccMvuEG07VxY29CY7uiHwPpQoCgRCqj4Z9EGGGTO9TZrYoA4RBQFQF1dqtcf0l0danOeXt9FnXOL1q0yG6OiCUSIB++/bbX5tbmze1dHv85nhs0KPh3f9MM+XQhQFAiLSmqk4hG/DDLPPdouO2BBx4YEwh77bVXsR8DqnGWDcODC1m8AFEfyPIffzRvPf+86XziiV6baWPH2s084cC4o1Ur8/HMmeb3BKtop4IAQTG6leHfvjr77LPt3cgRmvA3cOBAU6lSpZiA0IQ/zSuxJyhqYuCmnKBYqOwrhpK2G4uuKt949ln7oQG/Xe+LLsrocF8CBMXcf//9wUlFa2Qjt5VUciS8qUSKljPOlhIphcYOi5I29WU80r27+SXO35HfLtPL7RIgKOa4447zTizqQKWybv4oqeihVozM1iKNhcI/+dtUgHH1qlUbOsW7dfPa9DjnHPNbCQMa/OeIFzDpQoAghhYC8gv4nXHGGfZu5AFV+91nn33MgAED7F3YBOIFiG1k375eu/EPPWTvCp4j01V/CRDEeKjof07/1+mQIUPs3QAilmiA/LxkidfulvPPt3cl/BxRI0AQQ7c0FB66X7506VJ7N4CIJXry1wqIatfh6KPtXQk/R9QIEATU2eqvz6175QDSL9GTv38F0umEE+xdCT9H1AgQBFQSw799peGcANIv0ZP/U3fe6bW798or7V0JP0fUCBAEmjRp4oWHOtHVmQ4g/eKd/NUhvsYahaXtoxJqnMV7jnQjQOBZVfQ/ql9HSRPMAGSGf/Iva9P6IJNGjrQf7iFAsEk9+eSTwe2r+/Js2U0gm9lB4W+qYdWxUSNvHZBR/fub70pZNIwAwSalwnkKD5UwUSkTACgLAQKzZs2aYJnUhg0b2rsBoEQECMyYMWOC21d33XWXvRsASkSAwFx44YVBgLD+A4BEESAFTosM7bDDDl541KtXz94NAHERIAVu/PjxwdXHbbfdZu8GgLgIkALXqlWrIEAo6w0gGQRIAVu7dm2wWp2WPwWAZBAgBeyVV14Jrj5uvvlmezcAlIoAKWBt2rQJAmT+/Pn2bgAoFQFSoNavX2+qVKnihUetWrXs3QBQJgKkQE2ZMiW4+ujatau9GwDKRIAUqA4dOgQBMnv2bHs3AJSJAClAf//9t9l999298KhRo4b33wCQLAKkAL311lvB1Ufnzp3t3QCQEAKkAHXp0iUIkDfffNPeDQAJIUAKUM2aNb3wqFq1qvnrr7/s3QCQEAKkwMyZMye4+rjiiivs3QCQMAKkwHTr1i0IkEmTJtm7ASBhBEiB2Xfffb3wqFy5sjeZEABcESAF5P333w+uPlq3bm3vBoCkECAFpGfPnkGAvPTSS/ZuAEgKAVJA6tat64XHjjvuaP788097NwAkhQApEJ999llw9dGiRQt7NwAkjQApELfffnsQIM8995y9GwCSRoAUiMMOO8wLjwoVKpjff//d3g0ASSNACsAXX3xhNt98cy9Amjdvbu8GACcESAHo379/cPtq9OjR9m4AcEKAFIAjjzzSC4/y5cub1atX27sBwAkBkueWLFlitthiCy9Azj77bHs3ADgjQPLcAw88ENy+Gj58uL0bAJwRIHnu+OOP98LjH//4h1m5cqW9GwCcESB57MsvvwxGX51yyin2bgBICQGSx6666qrg9tX+++9P+RIAkSJA8thJJ50UBIi2Cy64gBUIAUSGAMlTy5cvN1tttZUXHNtss00QIldffbXdFACcECB5aujQoUFo9OjRw1SqVCn47759+9rNASBpBEieOvPMM72w0ByQ77//3kyfPt2bSKg/U8f6sGHD7IcAQFIIkDyzZs0a88orr5gtt9zSC4tGjRoF+1SFt1y5ct6f6/YWi0oBSAUBksP+/vtvM2nSJPPoo4+atm3bmkMOOSQICH/r2rVrzGMGDx4c7Ntuu+3M7NmzY/YDQKIIkBzyzTffmGeffdZcd9113gRBv5M83qbbVx999JH9NOaWW24J2lSuXNksWLDAbgIAZSJAstSqVavM66+/bu644w7TtGlTU7Vq1WIBYW/VqlXz6l3deeedZvz48Wbp0qX20wZ0xeI/bq+99vL6SQAgGQRIFli3bp2ZO3euefDBB80ll1xi6tSpUywc7G377bc3DRo08EqU+H+muleJWr9+vRdM/mN1+0uhBQCJIkA2gYULF5qRI0eaTp06eaXW/dFR8Tb1a9SrV8+0a9fOPPbYY+b9998PnktXKVtvvbXXTresklnvQysTqpPdf50TTzzR/PHHH3YzAChR2gLEPyklKtn2pVHRwPvuu88bylqjRg2vs1iT6fbcc09z7rnnenMkMnWi1IS+iRMnev0OTZo0iZmPEW/TLaXzzz/f3HPPPd7wW42sKo3CyC/ZrjCZPHmy3SQuvb/wFY9WLGS2OoBERHPGLkGygZBs+3juv/9+U7FixWInZXtTn8KYMWPsh6dEv+hnzpxp7r33XnPhhReaWrVqFXtde9tpp53Maaed5k32U7/Fzz//bD9tQvSa/nPq88+fP99uEpc65/fYY4/g8R07drSbAEAxqZ+x4/BPRolKtn1J2rRp4z2Hfo03a9bMjB071js56mpDv7TnzJljunfvbqpUqRLJ62mEk65mOnToYA499NAyR0Xp6kD9FjpBjxgxwnz22Wf2U6bk+uuvD15LAam10BOlzxK+OlJHPACUJrUzaCmSPUEn2942YMAA7/G77LKLmTZtmr07hsKkZcuWSb3eDz/84E3E69atm/nXv/6V0FVO7dq1TYsWLbyronfeeSft1XA1L8T/XNr222+/pK5o7NnqCkcAiCfxM2iSkg2EZNuHLVu2zBuVpCuPqVOn2rvjUhiU5Ndff/Wep3///uacc86Jub0Tb9N8irPOOsvcdttt3kzwTbV409q1a71bYv77OuKII8rsQwl7/vnnY2arv/jii3YTAPC4nbETkGwgJNs+7O677/Yeqw7yVGmiXrh6bUmbOuU1eumaa64xzzzzjLdwUzZZvXq1d6vMf7+nn366N1Q4UY888kjMZ501a5bdBADyI0D8X9zq80iVyp2Hw0K3cg466CDTunVr8/DDD3ud07kwSumnn34y++yzT/A5NL8kGbfeemvwWN0WjLq/BkDucztjJyB8Ek5mc1G9enXvsV9//bW9K2nq61CI9OvXz7uNpdtZuWrx4sVmt912C47tDTfcYDcplead+I+tWbOm+e677+wmAAqY2xk7AXYwJLq58Dt+NYwWsebNm2d22GGH4PiqQz9RutJSaRT/sZqt/guz1QH8P7czdgKSDYRk24cRIKVTxd7wbPVRo0bZTeIKz1bfuWjrccIJZn2GJmECyG5uZ+wEJBsIybYPi/IWVr56+umnnWerr1ixwpxYp45pXvTYB4q2L88/X5cndjMABcbtjJ2AZAMh2fZhUXai5zOVd/GPs+ax6PZWopYvWWKe2nNP87H+jrRddZXdBECBcTtjJyDZQAi3/+CDD7w5GvXr1/dmR+sXs8qCtG/f3nz11VfWI6MdxpvvtMCUf6yTna2+9uOPTdFfyIYA0Xb77XYTAAUk8TN8klIJEP/fS9r0y/ndd9+NeazrREKVNSk0mq3eqlWr4Hjuu+++Sc1WN2+9Zcy2224IkM03N+bxx+0WAApE4mf4JKUSIJoEN3DgQG/OhSbFKSA0u/vggw/22oTX+fb5VyGas/DGG2/Yu2Ponr5/Ei1EmlTYuHHj4Jgffvjh3nFO2PjxxpQrtyFEttzSmIkT7RYACkDazqCpBEg8WkdDbTTqqiT//e9/vf26ElE59HHjxpklS5Z4xRQVGrpyUdXb8NyIQqXAUHD4x0GBksxsdfPooxtvZW23nTEzZ9otAOS5tJ1Bkz1BJ9Je/R9qo0lt8aioYnjeQ7xNy78Weqe7bl3pFpZ/TC4ruirTLa6E9eq1MUSKrvzMp5/aLQDksdLP2ClIJBDCSmuvwoSqsNuwYUOvTVmT4VRtV0FyxhlneIUQt91222BBKRVHHDZsWNor4+YKdaKrM71C0XFtXLRN7trVblK69u03hoiCndnqQMEo+YydJeyrBv1aHjJkiN0MKfpg3jxzUcWKpn/RMZ6lILjvPrtJfJoPUhTKQYgcfLAS324FIA/lVIBUqFDBW0ecq4fofTN5spm/9dYbQmCLLTTz0G4SnyoAHHvsxhA5/nhjmK0O5L2sDhCfPwqrXr16XpCojDrSQCVOFB4KAYXJpEl2i/hWrDCmbt2NIdKsGbPVgTyXEwHi0/16BYhGUSFN1L/kh8AOO6gao90iviVLjKlRY+PjO3SwWwDIIzkVIFqTQgGiRY6QRir77oeAwnrxYrtFfJqtvvPOGx/fp4/dAkCeyMoAOeqoo8zo0aPNokWLvP4OLY40YcIEU6dOHS9ATj31VPshiJoWoPJDYJ99tEKV3SK+t9+Ona3OwAcgL2VlgNid5+Ft56Jftx999JH9EERNkwpPP31jiDRooNmHdqv4igLfm6Wux+qfL7xgtwCQ47IyQObMmWPatGljateu7c3f0C2runXrmmuvvZZV8TJpzRpjjjhiY4icdtqGYEnUY49tfKyuSGbMsFsAyGFZGSDIIiq0uN9+G4OgZUtVZLRbxde798bHFv0gAJA/CBCUTSXfq1bdGATXX2+3KF3Hjhsep1tiAPIGAYLEzJ9vTMWKG0Pk3nvtFqXTOi7J3P4CkPUIECROy+CGZ6uPHGm3AFBACBAkZ/To2Nnqr79utwBQIAgQJO+BBzbeytJs9blz7RYACgABAjfdum0MkWRnqwPICwQI3Nmz1VVQEUDBIEDgzp6tPmyY3aJkulq58UZjDj/cmCpVjNlqK2MqV97w3927G7Nokf0IAFmIAEFqNFu9efMNa4D88IO9N5bKu+vWlwLDD52SNu1XQUfKwQNZjQBBZmj2+rnnbggIFVi88EJjXnzRmB9/NGbt2g3FGl96yZiLLtqwX+3UPplZ7wAyigBBZqisu0JBkxFfe83eG0tDgzW6S+0pBw9kLQIE6ad6Wn55d1XpTYTaqb0ep8cDyDoECNLvrrs2hEHjxvae0qn6rx6nxwPIOgQI0k8LgCkInn7a3lM6lUrR4xQkALIOAYL0q159QxB8+aW9p3SqAqzH6fEAsg4BgvTbZpsNQfDbb/ae0qm9Hle+vL0HQBYgQJB+BAiQlwgQpN/uu3MLC8hDBAjS75RT3DrR1V6PUyc8gKxDgCD9+vbdEATJLmmrYb8M4wWyFgGC9FOZEvVjqESJypckYuLEjf0fejyArEOAIDNuvXVDIOy444alcUszZcqGdmrfu7e9F0CWIECQGaqs27TphlDQkrgXX2zMyy9vuLpQMUWVK3nlFWNatNi4ZK7aU5EXyFoECDJn/Xpjrruu7HLuW265oZ3aA8haBAgyb+HCDeuCNGhgzC67bAgM/bN+/Q3rgGg/gKxHgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJz8H4LzhFpRBAf9AAAAAElFTkSuQmCC)
PN: 6H17-9-06
CAS: 1423-63-8
Molecule Weight: 255.13
Formula: C10H7BrOS
PN: 6H21-3-04
CAS: 40740-57-6
Molecule Weight: 196.2
Formula: C9H5FO2S
![5-Chlorobenzo[b]thiophene-3-carboxylic acid](data:image/png;base64,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)
PN: 6H66-5-21
CAS: 16361-24-3
Molecule Weight: 212.65
Formula: C9H5ClO2S
Melting Point: 292-293 ℃
TSCA: Not listed on TSCA inventory