![Methyl 3-chloro-6-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 7H66-D-00 |
| CAS | 438194-62-8 |
| MDL Number | MFCD02609616 |
| Molecular Formula | C10H6BrClO2S |
| Molecular Weight | 305.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H66-D-00
CAS: 438194-62-8
Molecule Weight: 305.57
Formula: C10H6BrClO2S
![3-Chloro-6-bromobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H66-D-03
CAS: 438613-29-7
Molecule Weight: 291.54
Formula: C9H4BrClO2S
![Methyl 3-chloro-4-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 7H66-D-07
CAS: 725226-80-2
Molecule Weight: 305.57
Formula: C10H6BrClO2S
![Methyl 3-chlorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-5-05
CAS: 21211-07-4
Molecule Weight: 226.67
Formula: C10H7ClO2S
![Methyl 3-chloro-5-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABO5AAATuQGq8dqSAAACRXpUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi179GuKUbGUwaBksHezbUGwlNdhWsd28/Pud7CSNk87BNnfS3aOT706aPezLArambnJbJURQTsBUqc3yapOQ3y/fJxF5mM9SdELHqknIa9u+TRnb7XY0fTWl3tuKprYkvX26b/KBz05RW2+Y5FywP89Py46Z5FXT6io1SDX5tOkmn2yq224X/wnBSl1v84r17qyst/1qfyV3L6f7JiMf//INbQtEYZ0XBta2LnULW8kpvvwLbExlat2aDFYHnFbUw3+fz54fbfpemqpF1a2Qp7pYtvV7ihOlLUz6jouh8uMxIaVAQLe2XNS1PoDT3LQWoCVoBdoD7YMOQIegI9AxaMHxQ7tAB4EeAl2EjzkvjAv6cngzuHP4Cf23xK9/vtYntcCkyYRMJA1kHMAEaxY5yakSF2NBpeQeSCqkH4CifswleDSWKoaASj8MTiJEG+7laDt6HjlBAy8OCRwwIqZN8RiOAuMoLiNw+1CB/zFGux/ETvoKx5hvFcrzEN152MvIG8rTvO9FIUywHEIpTDA7Z3g+W9kqu1AhzxKyEqRL/S+zbuQx+wRsnZkaG9ot4FwvATkEXK3GATUEXGXPgPwM8G4AfzyCPwRc15yBxWdAMARcj40D4RBwHTkOREPA9e84EA+BrtvHCWcflK47HeOZEtfldoy8E+eq4v3pu8Oom4TdRa7K3h/wO8xt5e8iV7U/3SG3WWMX54Wdbi9Ub242dnHtMbzs5/8AeZnGVccDZZQAADKzSURBVHhe7d0HnFTV/f5xNBZUVLBgDRI7auw99obYYo2KvRcsCP4g8MeCokajCEQlYsNgQcRKVIxEYy8oqIiKiAVsKMauKOL5z3PGM5k57E75zuzu3JnP29d9IXvuzM4dZu5z76mtHAAABq3iHwAAUAwCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYFKxAGnVqpXfGlOoPJ9ffvnFjR492u2zzz5u+eWXdwsttJBbbrnl3CabbOJ69OjhXn755fgh1SX1+t2oUc7tsYdz7ds7t+CC6T+7dHFu5Mh0OVAnRowY4VZffXV38cUXx0VIGNsZvQGFAqJQeWO+/vprt/vuu2ce39hWtb75Jh0ceo2NbQoS7QfUsKlTp/qLwOzv7bbbbusmTJgQ74qEqNiZt9CJvFB5Y8IHrl27du7yyy/3H8Iff/zRffbZZ/6DN2jQILfBBhvED6seBxyQDom2bV3qxTo3fbpzP/3k3IwZzg0e7FIHli7XfkAN+uqrr1yvXr18zYG+y61bt3a77LKLW2KJJfzf559/fnf88ce7mTNnxg9FlSv9jN6IQgFRqLwhDz30kH/Mkksu6d544424uPo98kg6HBZbzLlJk+LSNP1c5dpv3Li4FM1g1qx33YgRJ7q+fVd1p566kDvrrKXdRRdt4u66q5f74INX491RpLlz57obbrjBVzeH7/+BBx7o3nnnHV/+6aef+uD4zW9+k/me//Wvf01dX/0UPROqVWln9DwKBUSh8oYccsgh/jGJrSvt2jUdDOefH5fkUrn2O+ywuARNbPr0ie7MM5d0J57YqtENpXvqqad8G2X43quW4LHHHot381STsN1222X2XWONNdyYMWPi3VCFKvbtKBQQhcobssoqq/jHJPLuQzp2TAfDa6/FJbl0F6L9Vl01LkETGzhwJx8SF1ywvps8+WH37befu9mzv3EzZrycuoEcmPp5FVePVqHp06e7Qw89NPN9X2aZZdzf//539/PPP8e7zmPkyJGZ77y2zp07J/e7XydKO6PnEf7RC22lUF2pHvPDDz/ERQXNmDHDvfvuu6bts9T2S2pzpW5z5uhX/0/q9ftgKPT6v/8+vd8ii8QlaGLdui3iA2TmzLfiIpTg+9Rn+PzUnfSiiy7qv7MLLrig6969u/viiy/iXfPS8/Tv3z/nec4880z33//+N94VVaC0M3oecVA0tpXCGiD9+vWb5/eWsh2r35naXKlb6jY8R6kBkvrSoHn16rWiD5AZM16Ji1Ck22+/3XXo0CHz/VGvyTfffDPerSS6ADzssMMyz6k7maFDhxZ1J4PmU9oZPY/wD92YQuUNsVZh6ZZ5scUWy/zOUjdTgPzmN84de2zuC6EKq+rdeuspPkBOP72NGz78GPfMM8N9w/ncuZyoCnnppZfcNttsk/nerLnmmu6BBx6IdyvL008/7TbddNPM7/j973/vHn300Xg3tJDSzuh5hH/gxhQqb0hoRL/kkkviomQ49NB0MKRuyfOiEb3FqL3jmmv2nafh/IwzlkgFytG+hxZyqbvtcccd57vf6vvZtm1bd8UVVzRZ7ykNJL7pppv8IOJwHtl///0zvbnQcko7o+dRKCDi8meeecYdfPDBbuWVV/b1nbp66dOnj/vyyy8z+4RuvPqATpkyJfPzxHj44XQwtGlDN94q9+GHr7mxY//ihg7dP/U57JgJku7d29KV91caf3XZZZf57rb6Xqr77QknnOC74zYHDSru3bt3ZjzJwgsv7Pr27eu+YRBui2n8jF+iOCBicfnWW2+dusIb7oNh9uzZvvH65JNPdjvttFPWo/43kHCppZZyAwcOdNOmTfMf5FmzZrmJEye6wYMHuw033DDnMVXlj39Mh4MGDGrgoAYQ6krtgw+cGzKEgYRV6pNPprgrr9zFh8jgwbvHxXXn/vvv991rw/dY3W71/WsJb7/9dupr9cfMa1lxxRXdzTff7O9U0LwaP+OXKA6IWKFyUY+NRaKeSImfyiT1+l3nzumQaGxLHR9TmVSfr776+Nf2kcVyfq5qr08+Ka+ROClef/11t+uuu2a+Zx07dnR33HFHvFuLGJe6Y1933XUzr22LLbZwzz77bLwbmlDFzryFTuT5yjViVf3HzzjjDD9SNaYrizvvvNPtvffevh5UXfvat2/vByr17NnTvfJKlfeg0ZWRJk1UUCy7rHMLLJD+U3+//XYmU6xSH330ug+Q007L7R03ZEgX//M+fVZxo0ad5aZOfTKnvBao26y+j/qu6XurTikXXHBByT0im9qcOXPcVVdd5Wso9Drnm28+d8QRR6Ru8D+Id0UTaPiM3oyy7yLWXntt9/nnn8e7AE3mvPM6ufvuO8e99dYTqZPm9NQJ6cfUTeOnbuLEe9y5567tg+KKK3bMecxjj13lundvl9Poru7At912qnvzzUcT3YNL3WSvueYat/TSS2e+l4cffrjvVlvNdN447bTTUtdmC/jX3KZNG3fhhRf66nE0nRYPEFHvjUmTJvlbZV09AM0l7n0Vb2pEnz593tlif/75J/f664+4ESNOSN0Ft895TM+ey7qbbz7OvfbaWL9fUvz73/926623XiY4NttsM9/ZJUkmT57sJ2oMx6AqN9VeoGlURYAEH330kVt88cXjHwNNRtVUDz54kbv88u1d796/daecsqBv8+jf//e+ekp3JYX88stcN2XKY+72209L3YmsNE8A3Xjjke7ll+9LXShVV/VPoI4p++23X+aku8IKK/hus0lulL7vvvv8miPhmHbYYYfqXzcogaoqQNQTS7fOQJK9/fZTbvTos3O6A2vTYMXrrjvEjR9/h/vxx+/ihzU7dX9V13l1h9VJVn/q7+q4UkkKKHXJV6/Lq6++2k95Ejb9XT9XufarJPXWvPTSSzPTxqvb8YknnuiXgkBltFiA6DbzkUce8f+Y+iDrVllde//85z/Hu9YXemPVlPfee9Hde+//c/36rZETJpqDa+jQ/dxzz41wP/zwVfywJqU7C520dacRrtD33XffipzA1b3+rrvu8g3w6l4fxmwUu2l/PU6P1/Po+cr1ySefuGOOOSZn4KOGBDTVwMd60mIBovrW3Xbbzf9jqgfF5ptv7q6//vpE3zaX7fnn01OinHRSXIIK+uKLlumh8+GHk9yYMef76rHsMDnhhIXdWWd1cbfccmNFTpj56EJN37Vwwlabh76L5dCCUaryUhtmWNsje9N3XNORaJbeo48+2o/30t2H/tTf9XOVa7/4sXo+Pa+eX7+nHC+++KL7wx/+kHnutdZay9/5wK7FAgQNeOutdICkrpTc+PFxKSpAdwM6aT/xxLC4qFnNnDnVt71cdNGm7oADWrl11tHKfK18L6Kdd97Zz+f28ccfxw8zU7dW9aZSN1edPFVVrOqjciYn1B2Lej5p7FY4KesqX+MxtALhP//5z5JHqWt/PU6P1/OEuwZt+j36feXeKd16663ut7/9beZ599hjj2TOdFEFCJBqk7oqS32qNVSf8SEV9sYb41I3d/Ontvl8t91qMXPme+7aay/PuToOJ2ON+NZsCxonZaFxGxq/ESYXVUCdfvrpZU2PrrbKrl275txtqMfWlVde6TvCVJKeT8+r5w+/S79Xv1+vw+q7775z5513Xib8NN6lR48eOVMpoTACpNqogU/rpytEUldKqAyN7QhTt48a1SMurhoffvihHxinXkNxddCWW27pG4WLvQIfNWqU78YaHq+qII0st9JJ99xzz82cdPX6DjjgAPfCCy/EuzYJ/R79vvC+6HXo9eh1Wb3//vuZSVu1Lbvssm7YsGF+cDMKI0CqUeqKywdI6jbblfHlQJra1f72tz19eAwYsLEfLJgEqs657rrrfFthGBEeto022sgPlGtoqQPNUbX99ttn9tUcVprLqhzPPfecW2211TLPqVkhWqraR79Xvz+8Fr0uvb5yPPHEE27jjTfOPKca8v/zn//EuyFCgFQj9Q5Ze+10iKSusFCeceMGZbrRapLEcqjHoNbw1nxQWuAou0uqRnBrWVatk1HprrCaJ049p3TiDAutha1Tp07+SlwnPM2OG67Q1X1Vs+eqO6uVrsQHDBiQGeGtMHpYs0xXAb2OMMGjXp9eZzl3DnqsOvJomqTw3h500EFlVZXVOgKkWql3iAJEk0umbrNhM336RHfqqQv7ANFiUaVSI7NOVFpWdf311885cRfaNNFft27d/KC2Sk6poRBTQ7DmjQtLv2Zvajs59thjfffVcqhqSN17w/NqDEU51UVNQa9Hryu8Rr3ecl+jenudffbZOV2Q77nnnng3OAKkuu25ZzpE/vSnuARFmD3728x8Vtdf3zUuzuu9995zZ511Vs4iRmHTSpmdO3f2XVBPOukkf/ehP/V3zRz9u9/9bp7HqIuqFmGq9GhorSGu8RJaBkG/R1Vd6q5aLi0apV5Qek7NKzV69Oh4l6qi16fXqder163XX6633nrLLbfccv451ZCPeREg1UzrSqeugtx886mSNi5FAZqPSuHRt++qRQ/WU6OqgiC7zUFdPhUm6l5abNWU7hLGjh3rR3Znr6OhTeFT6TmmnnrqKf/cWvK1XGp7UbWYnk+DDVUllwR6nWFwpF5/qV2IG7Jn6iJOz6d13zEvAqTa9eiRvgvZaCNV0salaMT48SN9eGhuq3fffT4unodGJV988cWZ7q4aL6FFizTIrhKDW8ePH+/bJ8K0Ido0LkO9riqhUgGithY10Ou5NJeUAjVJ9HrDHFg6Dh1POQiQ/AiQaqd+6e3bp0PkuuviUjRA65hrEkMFiJapLUSNpNnjDLp06eJnh24KGhyYvc5Gu3btfHfbclUiQBSi2267rX+eDh06+Gq8JNLr1uvXceh4ypmyhADJjwBJgmHD0gGiIClzOodaN3fuHPeXv2zlw0NL0mqm3HzUQB6m0FB7x9133x3v0iTU/Ta7q+3xxx9f1omuEgGiAYZ6Do2FUP1/kun16zh0PDouKwIkPwIkCVR1pXXfFSI9e8alyBKmKtGaHF9+mX9UtHoyhTsBTe5Zbq+lUqnbqAYGhteghnBrlUu5AaL3Qo9XF+By58aqFjqO0KVZx2dBgORHgCTF44+nA0SN6i00gKvaaTXAMFXJpEkPxMU5dEIJ8yypG2g5c0KV6/HUv21YklWD2SwhUk6AaLqQJZdc0j/+kksuiYsTTcej49LxWaZZIUDyI0CS5KCD0iGy115xSd375pvPMos53XFH97g4h6qtQh//3r17x8Ut4s0338zU22vKEvXiKkU5AaLxJHqspk+pRIeBaqLj0XHp+HScpSJA8iNAkkSNmhpYqBAZOzYurWt9++7tDjuslbvwwo3cnDmND9p75513Mm0e6hVVTVRvH8adaIXAUk7m1gBR12Q9Tr3DWmpqkqam4wq933S8pSBA8iNAkuacc3yATOvUyc2dMycurUtDhgxxK63Uym2//WLugw/ejIsz1Egd1sJQm0dLVls15pVXXsl0Jb7ooovi4kZZAkQBpTmf9DjNTFvLdHw6Th1vKcFMgORHgCTML99+6x5YeWXXXR/qQYPi4rqjE26YG0oLMuWjcR7aT1f5zd1gXgqdrPQ6Nb9TsYP4LAGiHmd6jNYGKXaAZFLp+HScOt5SetoRIPkRIAk07pZbXOtW6TEE9by+s+Y8CiOmNSV3PhpgFq7sSzmBtBTNZaXXqsFwc4q407QESJh9VsFaD8IFhI67WARIfgRIAukWXOvH64N9yimnxMV1Q20Yeg8091ShhYA0PYn21SDBJNCCT2FaDs36W0ipAaI7G+2/+OKL1/zdR6Dj1PHquIu9syNA8iNAEkqL66gbqvq5qxqn3mj0tr7YGkPx7LPPxsU5NDJZ+2l6kqYaYd4UbrjhBn+MK6+8sl9ZMJ9SA0RLw2r/Y445Ji6qaTpeHbeOvxgESH4ESIKFq+odd9wxLqppCoTQk6qY6hctVap9NbdVkqjqKkzEqDXS8yklQPS8oT1ACynVEx2vjlvHX0zVIAGSHwGSYBoYFW7JNaV3PVDPqbB2uEZuF1pASPuHrrGPPvpoXFz1FBx67ZtssklclKOUAHn66af9vrqzqUc6bh2/3odCCJD8CJCECyNt1Q5QyUWLqtU555zjj3eZZZYpaibbhx56yO+vKdkLhU010uJGofE/31oipQRI//79/b5HHXVUXFQXdNw6fr0PhRAg+REgCafQCGtVF1Odk2RaslVtPmrLGDNmTFzcIK0kqPdG63kkVdeuXf0xaA30xpQSINttt53fd8SIEXFRXdBx6/j1PhRCgORHgNQALbepD7lWZCvmqjyJZs2alal60HToxdpggw38Y0odgVxN/vGPf/hj0NTkjSklQMK8V9OmTYuL6oKOW8ev96EQAiQ/AqRGqCFdH/RNN900LqoJagDX8SkQiq2q03xS6qmmTVVBSaW2Lh275u9qbMr3YgMkPNciiyySyCq9StBx6/j1PhSaYJEAyY8AqRGqotEHXdvzzxdegS9JrrrqKn9cagvQOhrFmjBhgn+c1jBPurA29+TJk+Mir9gA0RTnIYjrWbgzLTR1PQGSHwFSA7TKXeiNpU2zuZYy3081e/XVVzNTlVx//fVxcV4jR470j9ttt93iosQJd5ijR4+Oi7xiA+Tmm2/2++27775xUV3R8et90PuRDwGSHwFSA8LgKHVvDetK1EID6ffff+/WWWcdfzx/+tOf4uKCNMmiHqvxMkl35JFH+mO5+uqr4yKv2AAJd3P12gMrCD2x9H7kQ4DkR4Ak3Pjx43NGpIeTpoLk2muvdcOHD/ebRjX36dMn52fVvqk9R8fSsWPHglOVNCTMfVTsqONq1q1bN38sjS34VGyA1NJ7Uo4wEr9Qz0UCJD8CJMGy58Q6+eST/c80ulZjJPSzWtm0AJRFv379/ON79eoVFyWOjkHHonEwDSk2QGrpPSlHeD/1fuRDgORHgCRYWMc6npX3lltu8QPn1Bai1dj0Z1i+VY2H+lm1b+qyGtYK33///bOOuni1dLXNHUhlcQdSGQRIQmkq8zAuYlCBdUEOOuggv99eCVsKVz2OQnfLQnNBNYQ2kHnRBpJGG0hlECAJFab00HoYjY0NEI3e1n4aQ6AlU5MmzAWlIGmsC2tj6IU1L3phpdELqzIIkATSbLThylxzPTVGA6bCkqVnn312XJwYqsIKJ8dC05pnYxzIvMI4EH0u6ln4XjAOpDwESAKpS6s+1Ppw56MeV9pPJ58kj8TW4kodOnTwx3LqqafGxY1iJPq8NNWN9lt00UXreiS6jl/vQ6GpfwiQ/AiQhNF6BppMUCeTKVOmxMUZ6va67LLL+g9/qQPwqtGTTz7puyrreO699964uFHMhTWvJZZYwu/77rvvxkV1Qcet49f7UAgBkh8BkiC6ctIa2fpA9+zZMy7OERZR0vrPtXKlef755/tj0mJAM2bMiIsbxGy889pmm23q+qSo49bx630ohADJjwBJkGHDhvkPc/v27fMOrHvzzTf9HYruVGppxTktDqWrcL0H22+/fVHByHog8wodMI4//vi4qC7ouHX8jY2pyUaA5EeAJIQCQ8GhD7OCJJ899tjD73fwwQfHRYk3ffr0zHQtF1xwQVw8D1YknFfomadFyOqRjlvHr/ehEAIkPwIkIVRlpQ+yqrDyXUk/+OCDfj81Er7//vtxcU24++67/TEusMAC/sRZCGui5/rxxx8zk2++9NJLcXFN0/HquHX8eh8KIUDyI0ASQI3loUrq8ccfj4sz1ENn7bXX9h/48847Ly6uKZq6RcepLrpffPFFXJxD3Z41ql3v36RJk+LiqqX5y3SMGjBaqPtyKQEixx57rN+/lMW5aoGOV8et4y8GAZIfAZIA4UNcaEbaK6+80u+n+n6NVK9lmql33XXX9cd74IEHxsXz0Gh07dulS5e4qCqp6/IKK6zgX/PQoUPj4nmUGiChGks99Yq5Eq8FOs7QM7GY6ishQPIjQKrcE782AmvgoK6kG/Ppp5+6tm3b+n1vu+22uLgm6W4iDKgs1C6k6rzQGK0qsGoX7hBUZamqrEJKDRBNxLnaaqv5x9RCN+9i6Dh1vDruYtfLIUDyI0Cq2C8//eRu7tTJHZD6AF9aoMfISSed5D/oWhOknlxzzTX+uNXm8/rrr8fFOcJEgmpU/+STT+LiqhG6maqNp9g2ilIDREID/eqrr+47G9QyHZ+OU8dbqD0pGwGSHwFSzQYNct+lPrxPrLyy+ylPlZS6d2qQnUZcv/jii3FxzQvzGq2//vp52wrURrT55pv7fXfZZZeqPGlqTZdwp3TRRRfFxY2yBIiqdMKEnIXmhEq6MAeYjreUKjsCJD8CpFppevZ27VL/Qq00b3tcmkPTn+tDXmzDYK35/PPPfbuP3oNC05S/8847maq+E044IS5uUZrsMnQ53m+//YquZhFLgEiYnVftLUme7iUfHVdoTyo0+26MAMmPAKlWWiBK4bH11qqwjksz7rzzTv8B17QMWhu9Xql3mu7C1NPqvvvui4tzaIEq9WrT+9a7d++4uEVo8GeY70vrt2ger1JYA0TtK2G6l1rtkRV6Xuk4i2lPykaA5EeAVKNXXnGps6Fz88/v3AsvxKUZc374wZ3QsaNbJvUBv/TSS+PiunPuuef6L7tWZPzggw/i4hxajCsssnXiiSe2aHWWwi8MjtTUM4W6JTfEGiDy9NNPZ5ZFLmZcTZLoeEL1ro6zVARIfgRINdpxx/TdR4GFkGYPGOAeTO13xeqru59KqNetVQqBMM+T1s/IN+BSFCJh1UO1iTR3w7pen4I/vIaddtrJFB5SToCIZjnW41UVOGvWrLg4kXQcoWqzlFmcsxEg+REg1eauu9LhsfjizuWrktIVdps2ft/vC1TZ1BN119USv/rSD0gFbCGqzgptImp/aK4uvm+88Yafz0u/V5vmZ2psqvZilBsg6nwQqrI0VqZQ+FY7vX4dh45Hx5Wvc0U+BEh+BEg1mT1bE/WkA+Qvf4lLcx1+eHq/XXeNS+qeVu3Tl17dYJ955pm4eB6a3nuzzTbLnMx14mmqEetqp1KdfLjrUNiNGjUq3q1k5QaIqBE/TPV+yimnxMWJotev49DxlLMSJwGSHwFSTdRtU6Gw2mrpMGnMs886N998LnWGdO611+JSpKhdQ1/8jh075p25ONDVv8aJhC60aozX3Flasa6U3lCNGT9+vO/1tfDCC2eC6vDURUChBY2KVYkAkQceeCATbpo+P4nCtP86Dh1POQiQ/AiQaqETya9VUu6ee+LS/9HJbIst0vsV6LJazzTVyTrrrOO//IWmgMmmKjBNexJOotpUj671RLQo1ddffx0/pEHqRTV27FjXp0+fzISIYevcuXNRd0alqFSAiBawUoAmMURCeOj16zjKRYDkR4BUiyOPTIfCzjvHJbk04Ev7Lb20BkDEpcjy6quvutatW/sTQKnTdWjaGIVGGJeRvWkCR4WAgkYzAOikpT/199133z0zXXj2pnaW4447Lu+aHlYaGKfGeP0ezfVUiR5lgwcPzoSIqoOqvU1Ery9UW+l16/VXwpprrumfs5RBnfWEAKkGzz2X7rKrKql8de8aG7DiiukAKXFAVL0KA+VUNaWG61LpZKyGdq1sqJHucTDk2zTZY7du3fy4lNn5qiQNdId1T+pO9Ygjjsi0W4RNdyGVWPtEV/BqR9Jzql2oWntn6XWFBnO93krceWgKmdCjT5u6AuuCwtpLrlYRIC1NVVJbbpkOhdTJJq8+fdL7rbeeRoDFpWiE2jJ0Ethwww3LPpGramrChAnujjvu8LPk6u4jbJqXa+TIkf7kU2xVVym+/fZbX5WiKrnQVhO2VVdd1XcE0HK/4Wf777+/H3lfDrUhhLVDVJVXbeNE9HpCV129znLbPGbOnOnvFMMYIT1n9h2lxhhde+21FbnLqwUESEvT1ZJCYamldCkVl/6PTgStW6f3feSRuBR56Ao1zPmUtNHW6gCgeZwUgqE6LmxrrbWW69evnw+0QMGl0fWhsV5/9u3bt+SR7dnUi0nhq+fTlbjew5ae9kS/X69Dr0evS6+vnN5Wqga87LLLMndzel51etAs1/Lkk0/6VSHDe6+uwY899ljuk9QhAqQlpa4o3UorpUNhyJC4NFfqatLvl7BV9aqFvuxhqpMxY8bExVXls88+8202amcJU65kn7j69+9fcObht99+O3PnpW3FFVf0QWTtUaZxFBqMF9pFNLeUnq+5r8T1+/R7w9xWej16XdZxHnL//ffndHTYbrvt3MSJE+PdfDuLFvlabrnlMvtqLRp1A69XBEhLUj21QmHddfNXSYX9UleTqTNDXIoi6WpdX3o1NFeq+2ylfPTRR74KTKPRw1V12DSD8CWXXOJDoVTjxo3LLLylbYsttnDPqhu4kaYDCQMOtWmKdIVdOYMgi6Hn1+8JU7Jr0+uwTE8SKIR33XXXzPOpy7eqJgvR3U+vXr0y4a47Q322VMVYbwiQlqQv3XXXOTd1alzyP7rCW3/9dIBUycR/SaWJ9Lbeemv/pd95551bvGeRugwPHDjQbbvttpkre236f/1MK0xWYl17Hbc6E4T5tvT8anwvNF9YY8LzrZS6ew6vWaGsKqVi1y8plp5PzxtWEtSm36vfX+rEiIFWe8wezKn2pAsuuKDku5ipqe/t3nvvnfO6KtGAnyQESLVLXZX68Fh+eVVwx6UokbrnhqlLNHCwuekuQncTYV2SsKn3kO4+dBeiu5GmoGnvNd196FnVpk0bd+GFF5o7FqjdQIszhZUNw6ZGZ03NopUxS63e0f56nB4fd4fW79HvK2U9j2yq/tL7m93RQIM5Z8yYEe9akn/961+ZMUfaNJvy888/H+9WkwiQapa6UnLLLJMOkBtvjEthpKlD9EXXFWg51TnFmjx5sm+3yK760aYqEI0bUb262j2ai16PJo8Mr0NVN1oWoBxaY1zr0SiUso9Rm1aLVCO32gs0VkazBKjXmv7U3/VzlWu/+LF6Pj1vsWuYN0YzCqy33nqZ51WPtUoO5tTd0JAhQ3Lu8o488sgmuxioFgRINUtdHaY+jc5tumneNUFQOl3h6ouuq9xipjoplXpGqV5cPaWyT4haw12N22oIborfWwqNT8luU9DCZOUOdNTdgU72mlpfyyvHY1QKbdpfj9Pj9TzWu41g2rRpfnGu8PxqfL/pppvMnQkKUY8/Nepn3+UNHTiwZmfLJkCq2fDhzq2xRt41QWDz3XffuU6dOvkv+SGHHBIXm+iKVo2rcdWL6tgPPvhgP4aj2hpawyj27O6rujOo5B2RJpB85JFHUh/n4X4MRfbYGf1dP1d5JRdEU3dmTSOT3Z1Zf2+K8TkN0WScamdbJnVXtX3qDq/vPvu4Cam7oFpDgKBu6Wo7jK240VBFqKtYLQalBtkwmC37SloN1RotrlHj1U5roRxzzDGZAXRqJ1IDf1P3rqo0/ZsokEI3X2377ruvvxNpCf9+8EF3Zpcu7sRNNvHbFSed5D7I12kmYQiQ5qDbZU3ZvccezrVv79yCC6b/TH2w3MiRVE+1INVbh6oGLStbiOq61TVWc1/F82SpcVb19Q+mThrlVr20lBdffNFXIYVjUhWcjicJdAeY3TlBbR5q+2hpc1Ih/NBNN7kztt3Wh8jJm23mbrn4YvdtC1dhVgIB0tQ0AljBkfpAN7opSMoYKYzyhK6YG220UYM9khQGmiJDV+jZPXi0KUROPvlkf6KydiutRlqtMfuuao/UZ3jKlCnxblVB3ZHVmyp0hda/0dVXX93sgxwL+WrWLDdcE2+mAkRB0n3HHd24225zc6vsdZaCAGlqBxyQDom2bZ0bNMi56dPT4z/UdVAzhrZrly7XfmgRqu8PYxq6d+/uf6ZqJ61OqBNT3BCsE6smV3ziiSearDG2Gqid6LzzzvMN/zpu9Vrr0aNHizf+Bxq3ofEbYV4wNVyffvrpfpxHNXt38mR3aepiJFRrnZv67r9WwR5hzYkAaUqas0rhkPqANzrLrn6ucu03blxcimai2WtV/6+rWM151NBkhZpj6jnNnFxnNJhRHQ3Ce6FBfcOGDWvRgZjqiq3ux+E1aUR5oeldqs1zDz7oeme1j1yVuniZWYGBo82JAGlKXbumg6HQojwq136HHRaXoBl1Tf17ZYfG2muv7c4555wG50WqR7rj2njjjTPvj8ZulDs+o1T6t8heS15zWGkuq6SanbrTvW/oUNdtq618iJy65ZZu9KBB7vuEVGkTIE0pdYXkg6HQsrO6C9F+qatctBzdYYS7jaRdzTYX3XVoTqr27dtnTuIHHXRQySPOS6VqRs2OG+YJU7WiZs9NameF2KyPPnLD/vznzN1Iz9Qd1aQy5vlqLgRIUwrTrxeaY0fdPLXfIovEJWhGYfU5DbBDfppQ8Oyzz86ZUFB3a5Ue56JuxFdccUVm+hlVM6qnm7od16K3XnrJXXjooT5EbujXLy6uOgRIUyo1QBZdNC5BM9HytzpBaQGhUifVq2dag2OvvfbK3I2oM8KIESPi3UzU8y17JL9WCFQ341r3S+oub0rqOL+KlqwOdydhU28utaEMOeMM93aZMwhYESBNiSqsxFBvI52kKjUqvd5o2d8wsl/bVlttZZ5QUONxwhK12jp06OAnWKx3cYDkhMmmm7qXWmDMCwHSlFK3oj4Y+vePS3LRiN7itI64TlblTipYzzQOZvDgwa5du3b+vVSPtqOOOqroCQW13rjWHQ/TrGtyRU13koSR/M0hhEWg9qhPZ8xwQ//v//zP+x98cNbezYMAaUqpqzIfDG3a0I23immAXDhhVboOvx5pQsFTTjklM6GgqgU1dX5jDd4a8Kc5sbTeeLjrODR18TVdY6aQEQdIoKou/Vw9uJobAdLUtAStwkEDBjVwUAMINZBQi/loGVsGErY4ndx00tKsragctStpjZMQCurdpsGZ2bTUcPY09xqDo/XHMa/GAuTrXwOk1+67x0WZx/w0e7a7/dJLfe+ukzffPN7NjABpapr9s3PndEg0tukfPiH9vmuRTlo6ed1yyy1xESpAoaHwCCGhUFGbidYBCT/TOuNaF6UlBydWuzhA9F599uGH7trevf3P77j88qy908Jj/v5rNZc2tZdUCgHSHDTdhSZNVFAsu6xL3dun/9Tfb7+dyRRbkMYvqK5e031XyxQdtUhzjOlOT9VZITS0qRuwpsBXt2DkFwIg3jRJ412DB/tJG2Nhn15durhJTz3lBy5WEgGCunZ56qpNJ7I999wzLkITUIP6brvt5t9zjWTXuuIoThwc2ds5++/vnn/oofghmfIJjz4aF1UEAYK6pu6mOplZ1gMBmlMIg2zfpe7cNPjw0mOP9WVP3XtvTnl4jPZrCgQI6pamAdfIZvUWUs8hoJo1FCDB5x9/7Mv6RR1B8j2mEggQ1K2//e1v/u5DM7kC1S5fGIQA0aSM2fI9phIIENStHXbYwQfI0KFD4yKg6jQUBt99/bV7a8KETBXWxUcemVPe0GMqiQBBXZo5c6af2VVbrU7Mh9oSwqCxrdvWW7up0dIDBAjQBDTyWXcf2223XVwEVKU4MHxobLWV67fvvm7EgAHuk/feix9CgABNYbcjdnOtFmnl524CYEOAoO789/v/ugVPXtDN98f53IyZM+JiAEUiQFB3hk8Z7lpd28pteWfzTz4H1BICBHVn77F7+wC57OXL4iIAJSBAUFe+/ulr1/r61j5Apn01LS4GUAICBHXltqm3+fDY6K6N4iIAJSJAUFcO+NcBPkAGTBgQFwEoEQGCuvHdnO/cYjcs5gPkjS/eiIsBlIgAQd246527fHisO2rduAiAAQGCutH13119gJw7/ty4CIABAYK6MPvn2W6Jm5bwAfLyrJfjYgAGBAjqwpj3x/jwWP321eMiAEYECOrC0Y8d7QOk9/O94yIARgQIat5Pc39ySw1fygfIC5++EBcDMCJAUPMenvGwD49Vbl3F/ZL6D0BlECCoeSc+caIPkLOeOSsuAlAGAgQ1b7l/LOcD5KmPn4qLAJSBAEHN63BrB9fpjk5u7i9z4yIAZSBAUPPmzJ0T/whABRAgAAATAgQAYEKAAABMCBAAgAkBgkTTwMDR74x2+4zdxy0/Ynm30HUL+W67m9y1ievxbI95Jk5Ud15tAMrHNwmJpfXNd39w90woNLZla+hnAGz4JiGxdNehMGg3vJ27/JXL3dSvprof5/7oPvvhMzfhswlu0KRBboPRG+Q8hgABKodvEhLpoekP+SBY8qYlS1qelgABKodvEhLpkHGH+CC4eOLFcVFeBAhQOXyTkEiaWVdBUMrdhxAgQOXwTUIitb6+tQ+CH37+IS7KiwABKodvEhKJAAFaHt8kJBJVWEDL45uERAqN6JdMvCQuyosAASqHbxISKXTjbXtTWzflyylxcaMIEKBy+CYhscJAwqWGL+UGvjrQTftqmh9IOOuHWW7irIlu8KTBbsPRG+Y8hgABKodvEhKLqUyAlsU3CYmmyRTvnHan23vs3n4yxQWvW9C1/0d7P5liz2d7ulc+fyVnfwIEqBy+SQAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADD5/0AEy7IO3TXOAAAAAElFTkSuQmCC)
PN: 7H66-D-06
CAS: 1980075-14-6
Molecule Weight: 305.57
Formula: C10H6BrClO2S
![Methyl 3-chloro-7-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H66-D-00
CAS: 1980038-66-1
Molecule Weight: 305.57
Formula: C10H6BrClO2S
![3-Chloro-4-bromobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABs3AAAbNwEWtwUgAAACNnpUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi179GuKUrGUwaBksHezbUGwlNdhWsd28/PudHCeLk87BFnc63aOz706aPezLArambnJbJURQTsBUqc3yapOQX6/fJhF5mM9SdELHqknIW9u+Txnb7XY0fTOl3tuKprYkx/XpvskHPjtFbb1hknPBfr88LztmkldNq6vUINXk06YzPttUt91X/CcEK3W9zSt2dGdlvT3u9kdy93K6bzLy718ecW2BKKzzwsDa1qVuYSs5xZd/gY2pTK1bk8HqgGZFPfz3+ezlyaYfpalaVN0OeaqLZVt/pGgobWHSD9wMle9PCSkFArq15aKu9QGc5sxagJagFWgPtA86AB2CjkDHoAXHgesCHQR6CA/zXRgX8PXwbhLyAx7BjSWO0/O1PioFpksmZIJViuIAJpwq4WQ/F1RK7oGkQvoBKOrHXIJHY6liCKj0w+AkemMves+eEzTw4pDAwUWSNFCB7yIoLiPAxCken6f4AdwPYid91S1LFcrzFGkeHmXkOelRFQ3tvheFzs6FUphLdk7mfLayVXahQp4lZCVIl+WfZt3IPtEEbJ2ZGnvXbeBcLwE5BFxZzoD8DFA3gDcewRsCruRnYPEZ4A8B1yDjQDAEXDuNA+EQcM03DkRDwLXqOBAPga6xxwm3PihddxDGUyuuy+0YeSeOvMnWXeSq5sezeYe5Lftd5Krwp+N/mwF20fvsdOmgenMhsYvbiuEdPf8LLQuy7fI69EAAAD+gSURBVHhe7d0J3FVz4sfxZIzGXkNDiTRTMsMwlkGikpnILsWMfStbTdSoVCQtqMRMM1ooS5aQtUa2JNLfGiJJUVISylokfv/7PY9znnN/z723e3/3nue5957Pe17n9TKd393Ofe7ve875bbUMAAAOatn/AABANggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADgpPQC5IcfjJk40ZhOnYxp0sSYzTev2PTfHTsac/vtxqxbZz8KQAx99dVXiaqik6lVq5bZbLPNzOOPP24XQR5KK0BmzjRm110T77pW5q1Zs4qyAGLpp59+MhMmTDA77LCDFx7h7dhjjzULFy60HwIHpRMgDzxgzKabVgRE7drGdO5szOzZxnz5pU4zjHnpJWMuvLBin8qo7IMP2s8CoMy98MILZr/99ksKjY022ijp///yl780vXr18q5Q4K40AuSdd0zi+rMyGB57zC5R6cknjalTp6Ksbm3Nn2+XAFCGli5dak499dQqVxxt27Y1r7/+uvn3v/9t6tWrl7Rv++23N+PHj/euWJC70giQVq0qb0+NGmXvreqmmyrLt25t70VMrVu31syaNSHxJ3R04uyzkbnool95W58+O5shQ/Yzt956ZuLs9Vbz2WeL7YeiiK1du9YMHDgwcb64eVI4/Pa3vzUPWnchPv/888R3fpH5xS9+kVR23333TfxtzEoqiw0r/gB5+eXkto0ff7RLVKUy4bYSPQdibenS102/fk1N5861stpQGiZNmmQaN26cFAZbbrmlGTp0qPn+++/t4oG33nrLHHbYYUmP03bKKad4VzLITvH/Unr1qgyCQYPsvemprP+43r3tvYiR1as/MpdcUi8Ih5EjDzNvvjklcTa6xPzww3fmiy+Wm9dem2zGju1kzj9/YwKkBMyZM8cccsghSZV/7dq1zZlnnmk+/vhju3haDz30kHelEn4e9da66qqrzJo1a+zisBT/L+WggyqDYMYMe296Kus/7uCD7b2IkYkTuwThof/OZOXKhWbUqKPsf0aRWLlypTnvvPPMxhtvnFTpt2jRwrykjjQOdKVyzTXXmK222irpOXfeeWdzzz332MURUvwB0qBBZRB88om9N70VKyof17ChvRcxovYOP0Bo3yhN69atMyNGjDBbb711UiW/4447Jk4KJtrFnejK5ayzzvKuZMKvcXDiBPS1116zi8OUQoD4Paq0ffedvTc9lfUf96tf2XsRIxdcsEkQIN9997W9G0Vu6tSpplmzZkmVep1EvdC/f3/zzTff2MXz9vLLL5uDDjoo6fUUKueee27iHDaHk9gYIEBQ9nr0qB8EiHphoTS888475vDDD0+qyLVpZPnixdFfSd55552mUaNGSa+tK6Bhw4Z5V0QohQDZYQduYSEv48adHATIhRduaiZN+odZuHCW14CO4rN69WrTvXt3s8kmmyRV3nvttZd59tln7eKR+vbbb80VV1yROAf9VdJ70RXRo48+ahePneIPkEI0ordsae9FjHz88TumW7ctk7rpVoTJL83VV//Ja1h/5ZV7E2eV9LqpSevXrzejR4822267bVJlvd1225mxY8eaH7Ppwh8RXfGcdNJJSe9LW7t27bwrpbgq/gBx7cY7eHDl4+jGG3tLlrxqBg78Y5UQCW/du29jHn98mPnpp5qrqOLqmWeeMX/84x+TKmddgVx66aXmiy++sIvXmJkzZ5o//elPVd7nP/7xD7Nq1Sq7eNkr/gB58cXKINDgwGzOQjQtQfPmlY9jICFMxQR7b7/9uLnjjvNM//67mi5dNqoSItrGjj2JqS2qyfvvv286dOiQVCFra9++vXn33Xft4kVBV0Ljxo0z9evXT3rPunK66aabvCupuCj+ABHdgvLDQNOUbMiYMZXlNQ0KkMLatV+a+fOnm8mTLzM9emyXFCKzZ99mF0cBff3116Zv375eb6pwJdw8ceL3WKa57oqIrox69uzpTcwY/gx77LGHmT59ul28LJVGgLz9dkVPKgWCemU98YRdopK+OL+sJmCM8f1JZG/Nmi+8+bD8ABk2jMGnUbn99ttNw4YNkyrdbbbZxowcObIkezctWLDAHHXUUUmfR9sJJ5zgXWGVs9IIELnvPpOI+opg0JTt559fcXtL0zEnzma821QXX2zMxhtXlNGsvZoCHsjSokUvBAHyj39snbRv4cLnzYABfzD/+tcRZtas8eabbz5L2o8N+7//+z9zwAEHJFWyGlHepUsX8+mnn9rFS860adO8K6jw59s0UQ9dfvnl3hVXOSqdAJEZM4xp2rTy9lS6TWWqubsfSt/3338bBIgGH4bdfPPfk25xnX/+L8z117dN/JmNNl9+mf3cS3G0bNkyc/rpp1dZk6N169bmjTfesIuXtB9++MHccMMNpm7dukmftUGDBua2224ru7a10goQ0SWulq098URjdtml4jaVtsaNjenQgSVt4ezTTxcFAaHpT8LmzXuySjuJv3XpUtsMG3aIefrpG82qVR8mPS7OvvvuOzNo0CCzxRZbJFWmuyR+t/fff79dvKx89tlniZOM86vM2bX//vub2VoIr0yUXoAAORo58i/mww8zz2WkM8Px408PQuG22862i5gff/zBvPPOU964kZ49t68SJP52zTUHmGnTrvUCKa4UEAqKcOWpIFGgKFji4s033zRt2rRJOg66EjvttNPMRx99ZBcvOQQIyp5fsV977UHmmWdGmaVL3/AazX/8cb358ssV5vXXHzbXX39oUK5r1y0SlX/mxk8FzoIFz5p77umWNFmjvWmg4tSpV3uDGeNAt6TSVZi6lRVXkydPNk2aNKkSqFdffXVJB2p8A0QN7J06VTTEo6zZlXqmrU+fxub99//PfooNWrRottcd+PLLm1R5Tn+78srdzCOPXOEtblVuMt2yUeM5Km7pDR48OOUtvfvUSagExTdAttmmosF9xx2NiWBGTxQPtUu8/PI93tWCuuf279/MdO9e11s8SlOcaFDhmDEdzezZtxdkfizdLnvooX7e89oh4m99+/42cQ7T23zwQWmfwBRDo7GWtNWVj26bDRkyxFtUSg302vbcc09vxUJ/0//396mcyutxeryepzosX748bacCrd1eSuIbIIcdVtlrq18/ey9QEMuXv20effQqM3DgnlVCxN96997JTJrU3SxYMLNaKtxCSddtVQMEo+y2quf+3//+5w3i23vvvatUxK6bnkfPp+fV80f5GeTFF19M2a25c+fOJdOtOb4BMmdO5ZgRDTz84AO7BFBQWu3wsceGJs56/1wlRPztn//cwdx55wVm3rynvTaaYqQpRo488sgqFbCmJIlq4NxXX31lbrnlFu8s/Re/+EWV197QpoWn7H/b0KbX0evpdfX6UUk3sPL6668v+oGV8Q0QSSR94tuq2Dp2tPeiBKmx+pNPFtj/XHS0HvuTT17v3VJLNSfXSSfVMkccsa3p0eNsb2oPLbta0zR1R48ePapM3aFJEDUZYhR0lfO3v/2tynTq4e13v/udOf74402vXr3MhAkTvDaXDxInhGqXSUX/rv0qp/J6nB6v57Gf29/0+nofej9R0MJY/fr1qzK1y6677lrUU7vEO0BWrqxsC9E2Y4ZdAiXk9dcf8to1NMhv8eJX7N1F64svlif+9P7r9QTTe1eAHH201r+oZerVq6hItJCR7ps/9NBD1Xav3udPHqhp1cOVW1STB+o2nhqVtf6HXZFr09m6jsWtt95qlixZYj88L3o+Pa+e374q8De9L72/KG43KthOPPHEKq9ZrJNLlleAfPmlMQMGqM+cvSe9ESMqAyTxh5HVbL8oOqtWLTWXXFIvOIOfO3eqXaQkfP31p2bmzFtM797tzB/+8MvEmW/VCmzzzTc3J598srnnnnsiWdI1TAs4pZu+XAs/Fdodd9xhdttttyqfWT2X1Oj99NNPR1Jxp6LX0evpde2eU9r0PvV+o6ArOjX428e92Ka3L68A0bofiQNtNtpIE/fbe1PTPUZNE6/HadNMvigpWr9DI8H98Ljhhr9WWyUTpa+++sLryXTsscdWubXhb7q1ctxxx3n30b/UCVSBaAElLR1rv15UCyipF5S9DrlfSes2k1YGrEl6fb2PVOGm9x3FlCy6shuTqI+KcYEtX3kFyH/+UxkEibOmrK8mpk6tfFziyzFFlPDYMPVy8sOjZ8/flOXcVLrSuPvuu71KXVcgdiWmTW0TRxxxhNfom+7+/4ZkWsJ1ypQpdvG8qXH6kksuqdIwrqseda8tthMBvR+9L/uqTO9fnyOKxnZd6em5Uy3xO6OGb7uXV4CooTHxh544uhXbuHF2ifQSP7zgcYnLRJSG9957zmv3UHioMfqtt4q3wbFQ1qxZYx588EFvdPdWW22VVKmEK7RDDz3Ua6P4+OPsAnXixIlVeiup7WX48OGR9AZSN1aNzQi/3k477VQy82Tpfer9ht+/Po8+VxTmz59vDj/88CrfdceOHb22k5pQXgEiWui+1s9BUL9+RbtINnRZnkh473GaNj7xZaG4ffvtKm8MhX/1cd99PewiZU+9szRm4eyzzza//vWvq1Qu2jS+4ZBDDvEG/H34YdXJHl9++WXTokWLpMdoPMK5555rVqqjSQRGjBiRdEat/1ZvqKjbdApN71fv2/4s+nxRmTp1qtc7K/x96RZn//79q/34lV+ASLt2lSHSI4dKpXv3yse1b2/vRZEZPbpDEB6DB+9jfvih8F1ddeb90ksveY2lvXv39hYJ0tgA3T5INcLZ706qtgudiVbnPEcaFa5GX00psv322ydVMOFN04tcc801XjdWNRDXrl07ab/C5rXXMk8+6UrtNMccc0zS6+lYvq1F40qY3r/da0yfs5DtUmH6u1RIabxI+DV1BRlVw34q5Rkg8+YlX00syHJcgHqVqA1Ej9OWOLNDcZo5c0wQHpqOpJBjP7TCnG7bqD0hXXtDtttmm21m/vKXv5ihQ4dG0tCaju7VqweVeks1atSoyvtKte28885m0qRJ9lMVjG6l2T2LLrjggmoN2Sjpc+jzhD+fPm+2txBdaMT6eeedV2UOMjW0V8dxLc8AkcQPJ3EkK7ajjrL3pjd6dOXjmjdnbZEipOlBLr54syBAXnjhVrtIztQ1Uj1eDjzwwKQf4oa2dGMF0m0adKdwirJSSUVrUOjKyJ4RVptuf1x11VWRji957733kl5bbTdRhlVN0ucKt03pc+vzR2nOnDmmVatWSd9rFJ0ebOUbIKtWGbPttpVhkO0IUg2KSpw1BI8bOdIugRq0bt3aRGW3RxAet9xyil0kJ+qt1KdPH7PllltWqVi1qRFZ3WhVwd57773eZHfp5inSv+sqQ4PMtO6FbnfVq1evynNqU4+pc845J/KKJRVVNr/97W+D9/LEE0/YRQpKr/eb3/wmeD3dXtO/lTN9vvBtRH3+6vjMuv3ov+Yrr0Q/mLZ8A0T++9/KINhtN90ktkukpmkZ/MdppHpEDYnI3V13XRSEh2a0XbvW7R6zuqtq0r9UA8Q0vfaAAQO8NoJC9LVXe4JuYe2+++5VXku9pU499dSUjdtR0rQc/nuI8taaArJ+/frBa2m6kEWL4rHQlj5neHoUHYeoTxjUM89/vVdffdXeXXDlHSC6mvjjHyvD4IYb7BLpaclc/3Fduth7UQM0VYk/b5TWLHedCl29luzuo7qHrEo16n71+lF37dq1yjgLBdl1110XSXfZVKojQHSbLnzbSo3MK1assIuVNX3ecOO6jkeUty8JkEKbPr0yCOrW1X0Gu0Rq6lddp07F4zRrb4nN019uVq/+yFxyya+Dq49p066xi2yQpufW2X644tYVgH501T3PkLrHqk3CvnWmqxQtgxq1qANEbUrhilNn4p988oldLBb0ucNXIjouUU1HQoBE4YQTKkPkggvsven17Vv5uNat7b2oJpqqZPjw1kF4aI1z/VsuNP3G73//+6TK+s9//nO13JfORJWLJu4Lvy9dnWjywihFGSDqARbuqqu2gLjctkpHnz/cJqLjE8UoewIkClqjIHw1ke0PRoNyGjasDJESGSFbbrSmuB8ePXrU92avzcWjjz6adKavrrU33nhjQdo3CkVdbu3BYQqWqKZxjzJAtI6F/9zqjVTTIV0sdBzCvbN0nAqNAIlKnz6VQdCmjb03PQ3K8R/XuLHWz7RLIEILF84KpjhX+0eus+xq/qjwPEvqfVSsy4amusWmMSRRrIwXVYCo40F4vZBy7arrSsfDPzY6ToVeL54AiYp+hA0aVIZBtlO+6zLzgAO8xyxLbO8PGmSXQES+/XZ1IvcbB1cf9957iV0kI90GCg+w0sDAqO49F5Led7gS3m+//dJ2HXYVRYBoIsFw5wQNqkNV4cGGOl6FnICRAInSbbdVBkiTJho6apdIaf2LL5pZtWubsYnHXbbFFubTjz6yiyACY8Z0DMJj0KC9c5qqRBPdhafo0PoZmuqjVGhsRriLsUKkkFciUQSIZoz1n1MNxdUxEroU6biEOxjouBUKARIlXU3sv39liAwZYpdI6/7TTzfHJR7TNLHpNgOi9dxz44Lw6Np1C7NiRfa9pF544YWkbrKaFLCY2juypTm4wmtB6HZWodpECh0geg7/VqGunkp9bquo6fj4V5k6boX4DoQAidrs2RULTilAEmd4Ztkyu0RKKxPl6v58RqjZTTU1BKLx4YfzEpV+5VQls2aNt4ukpQF54UpXo8FLMTx8CpHwlYga1guhkAGi3kThxaAuu+wyuwhS0HHyj5mOXyF6ZREg1UFXEAoQbTn8IIckrlj8L0czmhbiC0ey77//znTsuKc59NBaplOnWmbcuL/ZRdJSUITnAzrggAO8tTNK3eOPP57UJlKILr6FDBCtI+I/l9bHqO4pxUuVjlN4PREdx3wRINVBbRi6+lCA1K6tlW3sEinp3qWmufC/IE3ZjcLq1q1r4gqilmneXAvlNDHffvulXSStwYMHB9+N5h4qp4FrCg3/s+n2XL6DDQsVIArt8DKvpbIYVLHQ8fKPnY5jvlfLBEh1UW8qBUhiW6ReVlleTUyePDn4gho0aFDQhs24e+SRR7zbgzq29eptYubMyb6L49y5c4NFffQcjz1WfisThrv4asR6PtOeFCpANHGk/zxa5hW5Cy+Pq+OZDwKkuqxda5Y2bmymJA70tYltVg6LsLRp0yb4kjSTK/K3bNmypLYL3S7MRdu2bYPHduvWzd5dFnSyEh5sqLmzXBUqQMKVH1cfbsJXIfmGMAFSjRYm0v7CxIFuldj2aNgw63u3+sH54wu0lsL7GukOZ7psD4eywiCXS/kHHnggeGy5XxVqskf/Kk2N666z+BYiQNQ24z+Hbr/QJuhGxy18G1DH1RUBUs1Oat06OOCa3jtb4cFA6ukDd+G2C62kpquRbClomjVrFjz+9ttvt4uUnfDcWa5dygsRIOHnmDBhgr0bOdDx84+ljqsrAqSaaVqL8NXEB5qFNwsaGVy3bt3gy5quWX+RM43Z8McP6Mw611XUwpf/GmwXh7NgdQ7w5/bSsXNZYyLfANFa3/5YG70Xra8Cdzp+/neq4+q6ljoBUgO6dOkSHPQTtQ5Ilm644YbgcVqqdL3WH0HWNK1IuFeb1u/OlbpT+49XB4e46N27d/C5tbJhrvINkFtuuSV4/JlnnmnvhgMdR/+Y6vi6IEBqgNZm2GabbYID/4xWJMyCpsYI37v8r1ZARNZOOumk4Ni5TH2hqxf/8U2bNs2p3aTU6SpEswrrs2uMSK6LFOUbIK1Dt36ffvppezcc6Dj6x1TH1wUBUkNGjhwZHPg999wz68po2rRpwePUi2iV1mLHBoXPYDfffHNvvY5cXXjhhcFzjBo1yt5d9i6++OLg8w8fPtzenVE+AaLJ//wu0w0bNsz6t4LMdBx1PHVcdXxdJlkkQGqI+tQ3b948OPijR4+2i6R11FFHBY9zuQ0TN/Pnz/dCwz9mN998s11kg3T1pwZ3/8dW6NlqS4EqCP8Y6hZqLvIJkKlTpwaPLdTUKqgQ7iCh45wrAqQGaa1s/+Crclq9erVdJCUth+pPNaHKbN68eXYR/MyeiVS3sVyEr/zat29v744NDSj0j0Mu65zkEyA9e/YMHnvrrbfau5EHHU//2Oo454oAqWGqjPwvIJdplnv06BE8rl27dvZu/ExXaP5x0loIrutzhI93nCuxa665JjgOQ4cOtXenlU+A7L333sFjXcehIDUdT//Y6jjnigCpYbq9Er6ayPbevLrd1a9fP/jytIwqkqmLrj8ITt1P1Qjuat9996USS3jttdeC46Dp3rPlGiBr164Nur1rdUcUno6rjq+Os453LgiQInDppZcGX4JWsctWeMI7DW4r1NoN5WD58uVBm4W2QXms7Kiw9seONNHCYDGmhtdf//rX3rFQr6xse7K5BogmcfQfd/zxx9u7UQA6rv4xznXSTAKkCOi2Sriyy7YxSz/m8NxAufaMKVc6LuG5qjRtST49dzRo03+uM844w94dOx06dAiOR7ZrbLsGSHjyRI1FQeGFx/jkOrkiAVIkxowZE3wRmsAu25lPZ86cGdym2XrrrctqSnFXujfvH0t1df4ozyWB1UPOf75hw4bZu2Nn4MCBwfHItj3INUB05eg/julLohGe1iTXK3UCpEjoDDncW2jEiBF2kbQ6deoUPE7LqcaZzojD06xryvZ8hRvQH374YXt37Nx7773B8ch2dmjXAAl3M82nDQvphQfI5tpNmgApIpr51P8yNFJdI9azsWTJkmCeoNq1a3sNnXGktgq1UfjHsGvXrnYRJ8cee2zwnKy9XTE7tH88sp3Y0zVA1CboP05/5yg8HVf/GOfSBisESJHp2LFj8IV07tzZ3p3WFVdcETzu4IMPtnfHQriS0uj+bBt4NyS8/rZrN+By8vnnn+f8t+YaIC1btgwex6wL0dBx9Y+xjncuCJAio9l5/asJdaubM2eOXSQlza7ZqFGj4MucNGmSXaSshe/jqndQIQdXatS1nle3xJjAsmJUvn+sdds1G64BohMB/3F6XRRe+PvU8c4FAVKE+vXrF3wprVq1snd7leWmm27qTc+hwXH+Fu7JpW6nO++8c9L+ct122GGH4HNrGzt2rH3I8uLfFlMwoYJ/kpPt2AzXAPHHKOj1EJ1cv08fAVKEtFLhjjvuGHwxarT06WwhvC4IW/KmEC00P6A0/gEV6tWr5x0THZtsuAYIx756+GN7sv0+fQRIkZo4cWLwxegs2x8h+q9//Sv4d41gt8/GNbum/l1ny3G5Atl+++2TQsRlssRMuAKpKtczVtcA4QqkeuT6ffoIkCKlle4OPPDA4Mu5+uqrzWeffRac+Wl76qmn7IfFViGma0+HNpBktIGUF9pAytSLL77odcv1K0WNgva/rOOOO84uHnsnn3xyUsVGL6xo0AurvNALq4yFQ8Mfca4G9EWLFtlFY89esrZbt252ESeMA0nGOJDywjiQMqZJAbfccsvgS9LGnEDpzZ49O2kkeiFmKWYkejJGopcXRqKXufCXpIZcl6Un42Tw4MHB8VKvrGXLltlFcsJcWMmYC6u8MBdWGdN9/PD0HN27d7eLwKJ5xQ499NDgmOm/mY23cJiNt7wwG28ZC88su99++3m9s7BhuurQTLz+sRsyZIhdJGusB1KJ9UDKD+uBlKlw+4fu58+aNcsuggzU/uF3PFC7iNpHXLEiYQVWJCw/rEhYps4888zgyznllFPs3ciCemL5x1A9tFy74bImegXWRC8vrIlepl566aWkMSBLly61iyALusUSHoymsSIupk2bFjxH+/bt7d2xsfvuuwfH4fXXX7d3p5VPgPTs2TN4bJzDOwo6nv6x1XHOFQFShNTO0aJFi+CLUa8XuNOodIWwfzzHjx9vF9kgjdb1J6vU7bBPP/3ULlL2VEH4x1Cj83ORT4BoiWf/sbl2M0Vm4W7S2S6lHUaAFKHwPFiaz2rNmjV2EeRo3LhxwTHdYostzPz58+0iG3ThhRcGzzFq1Ch7d9m7+OKLg88/fPhwe3dG+QSIuq37Y3s011s+PepQScdRx1PHVcfXZXgAAVJkMs3Ei/yEl/7905/+lHUPIl94wFXTpk1jVZF98sknXq8rfXZN1vnxxx/bRTLKJ0CkdevWweOffvppezcc6Dj6x1TH1wUBUmT69+8ffCGHHHKIvRt5WL16tTd7r398XcbU7L///sHjJ0+ebO8uW+GxAuecc469e4PyDZDwZJnqXIL8hTvp6Pi6IECKyOLFi5PWNs92NUJkT12h/TEd6uKb633f+++/P/jBxGVcjq4+/O7kOnbvvfeeXWSD8g0QjcXxfxt6L1qBE+50/PzvVMdVx9cFAVJEwuuhn3feefZuFIimxvePc/369b3xNtnSbatmzZoFj7/99tvtImUn3NB66qmn2ruzkm+ASPg5mNYkP+HpS3RcXREgReLZZ58Nvoitt97arFy50i6CAlEIhO+pH3bYYTm1ZzzwwAPBYxs0aGC+/vpru0jZmDFjRjAYU50PXMdhFCJAHn/88eA5dtttt1hc/UVBx03Hzz+WOq6uCJAi8FOi8rpwr71Mw5+/iBEjRthFUGAfffRRMCWHNg2Qy0Xbtm2DxxZq2vhio2Dcddddg8953XXX2UWyVogAEXV+8J9HtxORu/BtWB3PfBAgRWD52LFmVOILOD+x/S3xg123bp1dBBHQ1OzhqU60gFe25s6dmzRt/GOPPWYXKXm6XeVXDhpAmM/fZaECJDy5Yr6VX1yFQzjXyRNtBEhN09Qa9eubxYkvYEpiWzhlil0CEQqPbdCcQLk0Joanjf/Nb37jNTaXi/C4GTWy5jrJnq1QAaJbjeHbL1yF5CZ89aHjmMut21QIkJp26aWJo1KrYjv8cHsvIqbJ4/w1z7X9/e9/t4ukpR9fq1atgscecMABZTHoU/fENdbD/1wKk3wVKkAkPNB2p5128sZOYcN0nHS8/GOn45gvAqQmaTR04ofqhccmm2jODbsEqoGWqfUHyWnLZb4lNSqHp43XEq/5ntXVJM3BpsZy//MUauqQQgaIGoHD69RfdtlldhGkoOPkHzMdv0J0QiBAatKRR1ZefTgMakPhjBkzJvghqAJdsGCBXSQtjVD3xyhoO/fcc0syRBQe4TDUdO3ff/+9XcxJIQNE9Bz+eB5dLbFWfWY6Pv5VpY5bIb4DIUBqihpd/fDYbjsNk7ZLoJqdeOKJwY9hn332yany1L1lf/ZkbZr1VxMwloonnngi6cpDgyQL2T250AEil1xySfCce+21V85T08SFjouOj3+sdNwKhQCpCerN0rx5ZYDcdJNdAjVAU51o8kr/B3Gp2qdyoLYCf/EjbUcccYTz+iPVSe873Oah8Cj0bMNRBIgm/wtPTXPBBRfYRZCg4+IfIx0vl0kT0yFAasLIkZXhseeexqxfb5dADXn++eeTpjrJtXvu3XffHTxem3p25bJuRnXSFUa4q6423bYq5JWHL4oAEa3JHg6/SZMm2UViTcfDPzY6TtmuYZ8tAqS66cxum20qA+SZZ+wSqGFXXXVV8KNQ99xcZ57VUrr+PEPa1EB/4403FlW7iGY+CA8S1KYG81xu2+UiqgCR66+/PnjurbbaijnkfqbjoOPhHxsdp0IjQKrb+edXhkeHDvZeFAG7e+5f//rXnHusaBGr3//+90kV9J///Ocar9w0ViU8t5U2dQAoRFfdTKIMEH03xxxzTPD822+/vVm0aJFdLFb0+XUc/GOi45Pr33A2CJDqpB/OxhtXhEedOsa8/75dAkVCSwjXq1cv+HG4TOOR6haRbm/pR/fuu+/axSOludV69eqVdGWkTSPM8x0kmI0oA0TU1hRuKP7d735XVgM7c6HPrc/vHwsdl6ja4giQ6qRFW2r9fPVx+eX2XhSZBx98MPhx6P6xurm6+N///pfU2KtNje2qVDVZYZT0o+7atWtSN2Nt6nGlUMxnepJcRB0goluNTZo0Sao4V6xYYRcra/q84SDV8cj1FmwuCJDqoikXav0cHg0b6vTULoEiFF7GVmd1rj1YtP5C3759k7rK+tsuu+xiBgwY4DVwFqKd5LXXXjNDhw71ri7s19IVkK6KXGfVdVUdASJaq0RT9Ie/s7jcztLnDF956Di4rN2SCwKkOqxdaxK1RGWAxGANiXKhqU7CFbHrehi+zz77zPTp06fKrSR/01T+xx57rNeQr+WM1YMrXZda/bsqY02IN2jQIG8UfPi2W3jTFZRWEoy6QklF7zFcsT355JN2kYJSO5M6P/ivp7aAmm57ipo+X7jNQ5+/Oj5zuK3wlVdesXcXXDwDZPDgyvDYf3+1+tklUMTeeuutpFtAhVhESvekNfr9wAMPrFLZZ9oaJq5e7X/LtGmer+HDh0d6GyMV3e5TUIaDw990LLWol8I5KgrK8O0s9UYq1y6++lzh3lb63FGfKOikILymjrYp1TARbPwCZNkyY7bYoiI8atdWx3W7BErATTfdFPxQdPVQyB+opk1RJa+Bh5tvvnmVCjeXTV2GNZZDt7CivFWUynPPPecNvgwPxsy0qV0o3+nEM1Fo7rnnnkmvqUF15TJiXZ8jPEhQmz5vlCcLuurt0qVL0oBZbVpbpzqOa/wC5LTTKq8+CjQxHWqGbhH5P5h99903kjETatTW2fsdd9xhevfu7b2mzvTUMKoK199UUejfjz/+eK931W233eatZ1IdP2Lf+vXrzfTp0712Iq3MaAeEv2lk+5AhQ7w5w84444xgDRZ/0+eIarClpucPd/HVpmNZ6nNn6f2HG8u16XPmshxBLvR3OXLkSFO3bt2k19T3rr+9KLoIpxKvANHVRuLHkjjSFVchuhpByVq1apVp1KhR8OPp2bOnXaTsqSLRdO9qT9luu+2SKhN/U0C0bNnSW1lz8eLF9lN4Qaep78OP0Rlt586d07b35EvvxV8ATJv+W8FbalPB6/3qfdufJcpVTKdNm2aaN2+e9H1tuummXqeQKGYtyCQ+AaJEVntHrZ+vPtQOgpI3c+bM4PJdkyfms550qVBbhVZv1NXDNttsk1SRhAOgTZs25j//+U/iPCm7EyW1JdltOnp+jZiOonuxgsvuTq31MUplUSq9z/B6Htr0eXJZSTMXGqt05JFHVvmuO3ToYN6voTFs8QkQNbTW+jk81AMrwgZDVK8rr7wy+DGp50s5jjVQt2P1AlP321Rdj7WpZ5dG6d98883eQEUXOqPu16+fqVOnTtJza5oVjZ8pNHXD1my04fnKtGmZV1XQ1XUrJlt6P3pf4WVoten963O4divPRB08evTokTTHmDZ1yHimhqdeikeA6LKuQYPKAJk82S6BEqZ7/wcffHDwwzr88MOLruJxofvnantRu4o98NDfVNHrXrsW3dLsxYXywQcfJE2n72/t27c387XwWoGpg0F4USp/0zKvEyZM8AK0Jun19T7Cy/f6m953FB0kNAZJU9rYtya1Rszo0aO9v/uaFo8AGTKkMjwSl/UoPxqIF25QVC+qUqRxKePHj/cqat3XtisrbeoZ1rFjR3PXXXdFfs9bI/PtnlO6x6/eXVFMx6HATFVJ66rrzDPPNE8//XS1nRzodfR6et1UV316n3q/UdDkmvZVjo579+7dC3qikK94BEivXhXhoWVqIzhTQHGYnLiy9H9sutyvjoFUhaBbbjqjbNu2bZVbOf6mcQUaNKnPWN3rvOtMV2NkwqsjatOZ8dixYwsyWj9MFbe6E9u9mvxN7TSagFJXXUuWLLEfnhc9n55Xz2+3B/mb3pfeXxRBpk4OnTp1qvKa7dq18yYELTbxCBBd/mrNj+nT7T0oM+oT7//omjZtGvkZuitNDqkp5Q855JCklRPDm/ryn3XWWWbq1KnV2h04HZ356j5/uMeRX6FGNYeYehyp3SfdLTxtGhzpd5/WbSZNQaNbcLqaS0X/rv0qp/J6nB6fapClv+n19T70fqKgW2RXXHFFlc/ZrFmzahkQ6CoeAYLY0Nn5H/7wh+AHqDPJYqGeMtdee23G0e6a8kLdZ5966qmiXYJXbSAaZGm/d91WU8UcBTVO33LLLd4YlXRXaZm2HXfcscq/bWjT6+j19LpRNI77Jk6cWOX9aQod3YaNovdbIREgKDtz585NOpPTD7SmqLLVNCH2/ezwpsqjW7du3n3vQt8OipJ6ZdmLYKlRv3///pGO59BVpV5b43723nvvKgMhXTc9j55Pz6vnj/rqVQNUW7RokfQe1P363HPPde5FV90IEJQljX/wf5RqP1i4cKFdJDIaxa3bEfYCVuFNM/7+85//9EaDlzKdIWvQnD0eRe0HUTUw2zQuRr2g1L1WI+zV6K0rB23qAJBqxgBtKqfyepweH+VcYGGa2kSvbd+61O1MzdxcSggQlK3jjjsu+HFq9cEobwdo8JimOtGa63ZY+JvO1jXGotQqiWxoxPp5551XZU4m3a6LamBdqdFUO5oTzZ75WXOVlerEkgQIytbnn3+edG/5sssus4s4Uw8cjYJXo7I9Gjm8abCXpoIv9bmesqUpy8NTimvTrSGNml++fLldPDa0GJp9cqHu2AMHDqy2K58oVF+A1Pp5HIa2bORSXo2Nus/dqZMxTZqYxDdTsem/O3asGIUe4dknipd6B4WnOnniiSfsIlnzJyvUjKs77LBDUmUQ3nS1ozPN6rxtVmw0at6epkRn3rplFMWkl8VKSw+oe7b9N3LKKad4PfFKXRa1c4H4YaAtG9mWT5wFml13TS6famvWrKIsYkeNuv4PVxV/Lmtzq7JT101NVmiPg/A3nWFrJLzmjCr0uIRSpjNrdSCwp8TX+hgPPPCAXbys6OpXsyLbPcY0E/KsWbPs4iVrA7VzAYUr82xkU15/hJtuWlFGa3t07mzM7NmaA0L9/tTNQWugVuxTGZVNXEoiXnTlEJ4mQ6O8Mw0CU8X30EMPeV2A1Z3SDgxt/mSF//3vf2N9ayYbH330kTcI0u4tdeihh5o333zTLl7S1PX63//+d5WVKDVHm8acZPq7K0UZaucCUwXub9nYUHmNytxss8pgeOwxu0QlLdlZp05FWd3aimAuHxQ3jfANT3Wiq4UwdTtVQ+bJJ59c5YzZ3zS6XSOCNVlhVNOclzP1ONPtvfAx1Rm6bgmmG/RXSrQ0sN3zTtPRqHNFlONIalKa2jkCqrz9LRsbKt+qVeX+UaPsvVXddFNl+dat7b2IAU0/Ef5hqxFcU5irt5Y9AtjfNK5Ba6JrkZ4o5n6KG52Ba6oQuw1J4a6R+cU6eDITrYZpL5KlTX9X5d4OlqZ2joBfeWvLRqbyL79cuU9tG9kMvlKZcFuJngOxo66m9g/d3nQFovmI7r777kgHxMWZBulpjXZ7wkhNUFgqa7potmT17LOnWd999929mQTiIEXtHBG/4taWjUzl/ckRtQ0aZO9NT2X9xyUuKxE/mnNIAwvt0NC/nXbaaV7jbnVPVhhnixYt8uahsr+Po48+2lubvhhptgBNb6JpZ8LvWXOXaQBrMUyzXl1S1M4R8StubdnIVP6ggyr35TKJm8r6jzv4YHsvYiLcH19zOmnaijh1LS1GmjZ9jz32SKqQdWav0fpRrSvu4vnnnzf77LNP0vtUO07Xrl29nldxk6J2jkg4EHLdbOHFoXLokmm0Up3/uIYN7b2IAZ3x+j98rSuN4qEzd/Vq05l8uIKuX7++13GhJucJ03ozmo03/L60/eUvf4nNINFUUtTOEQkHQq6bze9RpS2Xaa5V1n/cr35l70UMDBs2zPg//r59+9q7UQRWrVrlTS5pTxuviQ6fe+45u3ikdDtzwIABZrPNNkt6L5r6XevSx12K2jkimQIhlUzlCRA4OuCAA4JK4NVXX7V3o4jMmzfPW+PdPutXV+vqGLCpThT2NDVqK9OU/NzyrJCido5IpkBIJVP5HXao3MctLGRJU0f4g9k0Ghql4dFHH/UWBwtX5Op2feWVV0ayVrpOLFq2bJn0epoG5+yzz/ZWj0SlFLVzRDIFQiqZyheiET3xB4J40TgDv0LQmg8oHTrjv+6666rMDNCoUSNz55132sWdaIobTVljT7OuMCmV5ZGrW4raOSKZAiGVTOVdu/EOHlz5OLrxxo7WW/Arhdma8gYlJ10lr6lqXCt5P5zs7t0Kp7vuussujpAUtXNEMgVCKpnKa30Bf58GB2bTO0Nz0KjXjf84BhLGim49+LPyaor3cpuTKG50m0kTWIYrfJfbTI888ki13h4rNylq54hkCoRUNlRet6D8/ZqmZEPGjKksr2lQECs3Jf5G/ApCPXxQHlwbutVAry644cdpq64G+nKRpnaOwIYCwbah8up7rZ5U2q9eWZnWeZg+vbKsJmDURIyIlXBlobXHUT5y6WqrLsIa9FcMXYTLQZraOQIbCgRbNuXvu8+YX/6yooymbD///IrbW5r58uuvK25TXXyxMRtvXFFGs/aW+ToEqEozvfrrMmj6iZockIboaLDf3//+96Rg0HbYYYd508anGqSov4eaHqRYyjLUzgWWTSCEZVtePauaNk0un2pTGc48Y2n8+PFBhdGlSxd7N8pMqulG7K0Yp0kpRRuonQsoXJlnI5fyWq5Wy9aeeKIxu+xScZtKW+PGxnTowJK2MXfkkUcGFUc+S9qidKSb8FBbMU/UWGqyqJ2B0qUzTH/KcN2+KMX1JuBO33+4kX1UNmsHIWsECMraxIkTg8rjrLPOsncjBk455ZTgb2DOnDn2buSBAEFZO+GEE4LKY8qUKfZuxAABEh0CBGVLqwn6XTs1BcZ3uUy8ibJBgESHAEHZCq+BrkoE8USARIcAQdnSqGK/4pg8ebK9GzFBgESHAEFZWrt2rdlyyy29SmPzzTdnXqMYI0CiQ4CgLGkKC7/SOFHjgxBbBEh0CBCUpTPOOCOoNDThHuKLAIkOAYKys27dOlO3fl2vwqhTp475SnOjIbYIkOgQICg7016ZZmrtn6gwdq1ljjn9GHs3YoYAiQ4BgrJz3gPnmVoXJCqMv9Uytz55q70bMUOARIcAQVlZ/9N6s91t25laY2qZTYZvYlatWWUXQcwQINEhQFBWpi+b7oWHtnZT29m7EUMESHQIEJSVi56/KAiQse+MtXcjhgiQ6BAgKBs/Jf7X4I4GXnhsPHZjs3LtSrsIYogAiQ4BgrLx/MfPB1cfbR5tY+9GTBEg0SFAUDYunX1pECCj3mLhIFQgQKJDgKBsNL6rsRcetcfWNsu+XWbvRkwRINEhQFAWXl75cnD10eKhFvZuxBgBEh0CBGWh94u9gwAZ8cYIezdijACJDgGCstD0nqZeeGw0ZiPzwVcf2LsRYwRIdAgQlLw3Pn8juPrY94F97d2IOQIkOgQISt6Vr1wZBMjQOUPt3Yg5AiQ6BAhK3u737R4EyIIvFti7EXMESHQIEJS0+avnB+Gxx3172LsBc/E555gGW27pbW+98Ya9G3kgQFDSBr82OAiQAa8MsHcDZmC3bqblTjt524K337Z3Iw8ECEra3pP3DgJk7udz7d2AualPH3P6nnt625L58+3dyAMBgpL1/lfve912FR67TtrV3g14bunXz3TeZx9v+/Ddd+3dyAMBgpI17I1hwdXH5S9dbu8GPARIdAgQlKwDHzowCJBXP33V3g14CJDoECAoSUu/WRrcvtrlrl3s3UCAAIkOAYKS9J+3/xNcffSY3cPeDQQIkOgQIChJN8690QsPXYW88ukr9m4gQIBEhwBBSfrhxx+8q5ApS6bYu4AkBEh0CBAAZY0AiQ4BAqCsESDRIUAAlDUCJDoECICyRoBEhwABUNYIkOgQICh5/ngQbYCNAIkOvzgUjec/ft4bFLjP5H3M9ndsbzYZt4nZesLWpvmk5ubMZ840D37woFn/03r7YQQIMiJAosMvDjVu4ZcLTdspbZOCIN3W+K7G5uHFDyc9ngBBJgRIdPjFoUbpqqPerfWCAGj5cEtz+4LbzQdffWDW/LDGrPpulTfSXLPt1r+9fsqgIECQCQESHX5xqDFLvl5itr1tW6/irz22tjeyPBOFyenPnF4lKAgQZEKARIdfHGpM+8faBxX/oNcG2bvT6vNin6T/T4AgEwIkOvziUCNe/+z1oNJXu0aqxvFsESDIhACJDr841Ii+L/UNKv2Brw60d+eEAEEmBEh0+MWhRhz88MFBpT9j+Qx7d04IEGRCgESHXxxqRMOJDYNKf8WaFfbunBAgyOSW/v2DAFlKgBQUvzjUiDo31wkq/e/Wf2fvzgkBgkyee/BBLzx6HXGE+W7NGns38sAvDjWCAEF1WrFkifnu22/tf0ae+MWhRnALCyh9/OJQI2hEB0ofvzjUCLrxAqWPXxxqxJzP5gSVfpO7mzCQEChB/OJQY4743xFBxT90zlB7d1qaWDGMAAFqBr841JjFXy8OZuLdeOzGZvS80XaRJKu/X23OeOaMKkFBgMSTP7Yj1da1ZUvT//jjzfgrrjALXn3VfigKhF8catSzy581dW+tGwTAIY8cYia+N9ELl7Xr13qh8eqnr5r+L/f3FplKFRQESDzZoZFpmzhkiPnpxx/tp0Ce+MWhxi34YoFp/WjrpCBIt6m95JHFjyQ9ngCJp3BAhP2YCIrPli83z0yaZP7RqlVQZnri/6Ow+MWhaDz38XPmkhcuMXtP3ttbPEpL2m41YSuz26TdvCVtFRypGtsJkHhKFyBhs6dMCcpcddJJ9m7kiV8cgJKUTYB8tWpVUOaiAw+0dyNPBAiAkpRNgHy9enVQ5rIjjrB3e+znWfvNN+bRMWPMlR07motatMj4/HFHgAAoSXbFn8rsqVODMmN69bJ3e8LP8+Xnn5sBnTol/Vum5487AgRASUpXwasRfdWKFebZ++833du08fb3OOwwb0LFVMLPc1PPnqbP0UebV596ynz71Vd2UVgIEAAlyb5KSLX9s107c++IEWb1ypX2wwPh8t1btzarPvnELoI0CBAAJckOi1Rbl/32MyO6dDFvzJxpPzwQLv/ImDH2bmRAgAAoSeGK36aFo96fO9eMu/zyynAYnXqmg/DzLH77bXs3MiBAAJSkTAESFl7S9vUZM+zdSc+jHljIHgECoCRlGyBL3nknKHf9BRfYu5Oe56effrJ3IwMCBEBJyjZA1n3/fVBOU5vYsn0eVEWAAChJ2Vb84QC5MMVo9GyfB1URIABKUrYV/+J584JyfY891t6d9fOgKgIEQEnKtuIP98S6+9pr7d1ZPw+qIkAAlKRMFf/3a9d63XjH9ukTlNGo9FQDCjM9DzIjQACUpHDFv6Gtz1FHpR3jQYC4I0AAlCQ7JMKbGssvO/xw86+uXc2M++7zBhamQ4C4I0AAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE7+H8RJ5WA6oE86AAAAAElFTkSuQmCC)
PN: 6H66-D-04
CAS: 926257-36-5
Molecule Weight: 291.54
Formula: C9H4BrClO2S
![Methyl 6-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H66-9-Y0
CAS: 360576-01-8
Molecule Weight: 271.13
Formula: C10H7BrO2S
TSCA: Not listed on TSCA inventory