![3-Chlorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 6H21-5-02 |
| Synonyms | 2-Carboxy-3-chlorobenzo[b]thiophene; 2-Carboxy-3-chloro-1-benzothiophene; 2-Carboxy-3-chlorothianaphthene |
| CAS | 21211-22-3 |
| MDL Number | MFCD00014579 |
| Molecular Formula | C9H5ClO2S |
| Molecular Weight | 212.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H21-5-02
CAS: 21211-22-3
Molecule Weight: 212.65
Formula: C9H5ClO2S
![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
![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
![3-Chloro-6-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-7-04
CAS: 34576-92-6
Molecule Weight: 230.64
Formula: C9H4ClFO2S
![3-Chloro-5-bromobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 7H66-D-09
CAS: 1936159-64-6
Molecule Weight: 291.54
Formula: C9H4BrClO2S
PN: 6H15-5-07
CAS: 14006-54-3
Molecule Weight: 196.65
Formula: C9H5ClOS
![6-Chlorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABc+AAAXPgEuwHyxAAACHnpUWHRtb2xTb3VyY2UAAHichZRZa+NADID/ipjnzZw+Q5wSWgqFloVNF/ZtmdiT1GB7iu1c/341ztE4ybrYRpqRPsmW5Jk87MoCNqZuclslRFBOwFSpzfJqlZDf78+jiDxMJyk6oWPVJOSjbT/HjG23W5p+mFLvbEVTW5KDfbxr8p7PVlFbr5jkXLA/b6/zjhnlVdPqKjVINfm46TZfbarb7i3+k4KVut7kFTu4s7LeHKL9ldzdnO6ajHx9yyPaZojCMi8MLG1d6hY2klO8+Q9YmcrUujUZLPa4raiH3z6dvD3ZdF2aqkXVRchTXczbep3iRmkLk64xGCovTwkpBQK6teWsrvUenOa2tQAtQSvQHmgfdAA6BB2BjkELjg/aBToIhbUujEv2vv80CfkJj+Cei6voxBzrJBMywvZEcQAjTpVw8rgWVErugaRC+gEo6sdcgkdjqWIIqPTD4CRCtAl1sh09DxyBPabA0igeu8iKywhGkgYq8L/WaPeD2Elf4RqLqUJ5XqI7Dw8y8vrytO97UYhVY+eyTScLW2UXKuRZQhaCdPX8ZZaNPJaUgK0zU+OUugDO9RKQfcA14AzIe4C6AbzhDF4fcM09A7N7gN8H3CgMA0EfcIMzDIR9wI3ZMBD1ATeUw0DcB7oRHi6Ts18jYjiJuO5294d8w8ibYn2LXLX89BMOMrddv4+wizFmp5MC1ZtThF0cMQwP1uk/Be+e7nwXfTMAADZOSURBVHhe7d0JmBTVucZxTEhUCFFE1EASxSUaEUG9YGLccIuGm7jFqKAmCqKiEAX0GnBBRcWQKO4LskWjEdwVFdwRNxCjokGiIgEXBCPuKC7n9lvtKapreqarv6mB7ur/L089wanqnq6e7nqr6pzznWYOAACDZvEfAACQBAECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmTRcgzZrllySSbDt5snOHHebcxhs717Klcy1a5P+tn2kdgCY1b94898tf/tKdffbZ8VWoUSWO2o2QJBS8hrZdtMi5XXZZsU19y667Ord4cfzRABrp888/dyNGjHBrrLFG7qvWLFh2zX3fnnvuufimqDH1HLVT0FAoxNW37ZIlznXokF+3zjrODR/u3AsvOPfxx8598olzL77o3HnnOdemTX6bTTZx7r//jT8LAKPbb78997XaJAyO6PLtb3/b9e3bN/c1XRJ/GGpEkaN2SuoLhWLq27ZHj/zPO3Vy7s0342tXePtt5zp3zm+7777xtQDK9GLu5Gz33XcvCAxddTzzzDPuggsucN///vfDn6+99truwgsvdMuXL48/DTKuyFE7JfWFQjHFtn3qqfzPWrVy7vXXC9cVM39+fls9ZsaM+FoACfw3dwV//PHHu+bNm4cB0aFDB3fzzTcXbLdo0SJ35JFHum9961vhdptvvrm75557CrZDtiU8whsUC4X6FNs29yEOfjZoUOHPGzJ4cP4x/fvH1wBowBdffOEuvfRSt84664SB8L3vfc8NHz7cffbZZ/HNQ7oi+cUvfhE+RsuvfvUrN3fu3PimyKCER3iDYqFQn2Lbbr11/mePPVb484ZMm5Z/TJcu8TUA6nH//fe7LbfcMgyA1VZbzR1xxBHuzYZuG8f8/e9/dz/60Y/C5/jOd77jBg4c6N5///34psiQhEd4Ax8K5SxRrVvnf1ZOo7i21WPUqA6gQa+88or7zW9+Exzw/bL99tu7p3T72OCTTz5xZ555pltzzTXD52vbtq275ppr3FdffRXfHBlQuQHSvHn+Z7lL68TUiKfH6LEAivrggw/c//3f/7nvfve7wUFeS7t27dyECRPc119/Hd+8bP/5z3/cIYccEj63li5durhHHnkkvimqXOyonaJioVCfYttyBQKkSuEwduxYt8EGG4QH9tVXX90NHTrUffTRR/HNG23atGlu2223LQiSgw46yL2epFMMqkLCI7xBsVCoT7FtfRuI2jWSog0EKGr69Onuf/7nfwoO5gceeGAwurwp6dbVtdde69Zbb73w92pA4umnn+4+1nguVLWER3iDYqFQn2Lb+l5YAwcW/rwh6rGlx9ALq+qoPMbJJ5/sli5dGl+FRliwYIHr2bNnQXBsnTs5e/jhh+ObNindNhs8eHDBbbP27du76667Lr4pqkjCI7xBsVCoT7Ftn3gi/zPGgWTeuHHjwoOKxh/stddebvTo0W4xpWnMPv30Uzds2DDXokWL8L1dd9113VVXXeW+/PLL+OYrzb///W/3v//7vwWB9vOf/9w9/fTT8U1RBRIe4Q2KhUJ96tt2n33yP08yEl23rbQtI9GrirqK6sAWPaD4RaUyunfv7i677LKyupTWuhtvvNH9+Mc/Dt9Hdak98cQTK+rqbsqUKe6nP/1p+BrVdfj3v/+9e+utt+KbooIVOWqnpL5QKKa+bd95x7kNN8yv87WwZs/O18HytbDOP9/ljkD5bVQL691348+CCqX7475chsJCVyI6a9YtlniYaNlxxx3dX//619zF5vz4UyFn1qxZbqeddip4z/bee283Z86c+KYVQYMXL774Yte6devw9bZq1cqdd955QQFHVL4iR+2U1BcKxTS0rc5IcgeOcJv6FlXjVeCgauhA4Q8cp512WsE6jVHQ+q5du4bbRBc1CJ977rnBdrXundznvnfv3gVlRX7yk5+4u+++O75pRXo3d9J33HHHFZRP2Xjjjd2tt94a3xQVpp6jdgr8gT2JJNvedZdzPXvmq/NqLhAt+nevXs5VyRcFKzz55JPBrRUdLHbYYYfgbLQ+uuLQlYeuQHSrIx4mnTp1Cq5cVACwlqh44ciRI91aa60Vvhf691/+8peqLGz4wgsvuN12263gb6v/nq27DqhIJY7aQPpU3kIF+nSAUCXXcm5JqS3k8ssvD9pGdNsrHiY689a4BtVoyrK7cidUm222Wbjfei/69OmTiY4HuvLQFYjfN12Z6ApFVyqoLAQIVrroKOWJEyfGVyemg6XGGKjXVrR7qF822mijoOvo448/Hn9o1frXv/4V7G90P3feeWf3z3/+M75pVVMBR93CVJuI30+1lajNpKGrVaxcBAhWKo2E9gcEnTGnRT2MVIpDtZ2iM+f55Yc//KHr379/UE6jGusyvffee27AgAHhbT8tG264obvpppvim2aKemWpd1b01qV6b02dOjW+KVYBAgQrzcsvvxyUCPcHARXfawoa4XzDDTcEZTNatmxZJ0zWX399d/TRRwdVaCv9bFZjNq644grXpk2b8PVrnzTwctmyZfHNU6Ew1rgMDfJT29JJJ53k/vCHPwTLHnvsEf5bP9f6v/3tb0EBRs0l0lT0ejReJPp3/PWvfx2MK8GqQ4BgpdAtiW222Sb44usKYWXNp60BdbqnfthhhxXMoucXzX+hg6F6LDU078Wq8NBDDwUdBKKvt1evXm7hwoXxTRtFwa4BhgcffHBBnSzLouq7v/3tb4O5RZqi8VuhphHs/vfp1qUqGGikO1Y+AgQrhQay+S/9JZdcEl+9UmhsweTJk4OZ9KJn9H7R/XYdoDX7noJnVXnttdfc/vvvX/Da1J05zbYcnbmfccYZYWeG+hYFrNqStttuu2BKW7/ov/XzYu9jdNHBftCgQe7ZZ5+NvwQzXWGq23f0VqVqbak9rBpvT1azbATIHXc416+fc0uWxNegAuig7e9h67ZDJdCtqwceeMAdc8wxRc+6VQJEZ9KaKKkpKtUWo98zZMiQoEKufx16bRpgmUaZdd0O0609zfkR318tHTt2DKaz1e9TN+ukvZ5060q3sHQr649//KPr3LlznefWotuWagRPK5xV1Ve3KaO/Q9V/HytnEjo0SjYC5Cc/yY8j0ZgQVBQ1gvpKrDobXVKBIa+z1kcffTRopI7OqucXnemqftP48eODxuy0KRz03D/4wQ/C36kQOfXUU92HH34Y37xsuvLSpE6bbrppwX6pQV6BrpDUYMQ0qR1l0qRJQY+7aD0uLSpdc9ZZZyUOqFLUMSIeWvq9mpcETSsbAZI768l9alzuNDdfhBEVQQdmNbrqC61R0rqnXw2eyH2GTjnllKK3d3TQ3XPPPYNij2kcdPW7unXrVvA79ttvP/fqq6/GNzW555573CabbFLw/LoSUH2xlRXmuuWkHnLxudM16PHCCy9MpSODrq6uvvrqoA3GP79mRtQMiU3VWQNZCRCdFWoSqdyHxnXtqlO6+BZYBUaMGBF+mXVrphrp3r3ut2+++eYFBz8tGryn9gA1GL/xxhvxhzZI26thP9o9dauttgpuq6VBgzMVRNHXq9s7t9xySyq3w6w0L4mueqKvS4GW1n7ryke9w6LdnXVVqVt3SF82AkQuv3xFSZRx4+JrsZKp26X/Eqv7ZRpnmavaSy+9FNx6qa/Yo86wVUakoRn31PX2nHPOKeherIZoja5Pq8z6P/7xj4IeZ6rMq44BlUTBrNI00fdPo83Tah9Rz7J99tmnzt8n6xUKVrbsBIi+fCr7nvuguB/8wLkU7h3DRl0q/W0T3aZo6IBarXSL6fzzz69z+8kvKvY4fPjwgnEKGnWvnkt+G5Xo0ODGtNpVFE7qFOCfX11c1Y5SyTP/XX/99QXdctWQr5pYadEtvOjVo26lHnXUUW7RokXxTWGQnQCRBx9ccRWS++Jg1YjOgKez4TSp+q7GbIwaNSpo9PaD2lQW3v9bP9d6bbcyqvWqsVb38lVKvVixR4WGusNGf6Z2FF3RpEUHRHWt9c+vWlIzZ86Mb1aRdNsp2ptKnRbSHGGvwpL6+6jumv8dugJUQzvdfhsnWwEi+++fD5DVV1eH+vhaNDH1JvJfUp3pNZamZNW4EY2LKDXmoL5Fj9Pj9Tx6vqakXmcaOa4qssWKPaon1B3qdp4ijRuJ9rBS92MVrKw2Gsfhb+3pSkGVhtOkTgN9+/Yt+LvoKhJ22QsQhYbCI/fhcPvtF1+LJqTbNb5UyRZbbGG+daL74BoZrSKB8QOwX3SmrzN7DbCLDnDTf+vnxa4E/KLn1fOndb+9Pjpg6aDoCz1qVHnaEyU9//zzBeNYVFqkmun2leqW+f054YQTUm/0V5dt//z6HMAuewEiun3V7JtbWSn17kDDdGD0t1A0hsFSHVYHXI2Ojk9xqzBQDyKNZr/tttuCBtJSDc5ar+20vR6nx8dDRb9Hv6+pu7OqxLx+nwbZpUlXHj48dFadlYOheqhFS7jolmSaNP7EP3fat1hrTTYDRCOH1ZCuAFHDeomDDRpv4MCB4ZdS7Q/l0D1qTRgVvUetRQ3Runed1nzoeh49n543+nv0e/X7m2oSpqYIEI1B8betFB5pthlUAnXEiI4bOf300+ObmBEg6clmgMj48SuuQtTFF03m3nvvDc/ue/ToUdYtB5XAiPeS0fiFNOs+FaPn1++JTgOr16HXk7a0A0S9raIN5lm58ohTO46uHP1+plVDjQBJT3YDRAexbt3yAaJBhil1lUSht99+OyiPri9ju3btEs+Ip1tMKkkenQdbvZjSLLqXhH6ffq9/DXo9el2lbpGVI+0AiXbVrfY2j1L0edJAQ+2rxhVNmzYtvknZCJD0ZDdARGVNVN5EIdK/f3wtGklXGn52PJ3JJx1NrPpO6sbqv8SaaU71mFYl/X69Dv+a9PrSqEMlaQaIDnj+Naq3VS2YN29e+LdRvTCdtDQGAZKebAeIqMCiAiR3ZulS7HcP5/785z+HX0QNWEtCc1lEG0jVc6qpu9Ympdeh1+Nfm15nGnNvpBUgKk/iR5hrnEc1dtW1UkVnf7uxe/fuZd0mjSNA0pP9AFGNopYt8yGSO1tGOmbMmBF2T1V58CQN0DoYR0di9+vXL9VbRWnQ69Hr8q9Rr7exIZJWgPjaVnrfq2WQYJrUkO7/LqoubEWApCf7ASLnnLOiQf3OO+NrUSbd2vE9gFSqRN1JS1GvId9YrgZ31YyqZHp9vmOAXndjKu+mESA6A/cHvaRXe1mjempdunQJ3gPd0rKWIyFA0lMbAaK5o3NnkkGAbLaZBi3Et0AZVEXWfwGTVDnVVLEa4Ocfoy6z1UCv079mvX7rlLeNDRCNsfG1xVQY0TpAMwt05etHkh966KHx1YkQIOmpjQCRiRNXXIX8+c/xtUhIs875L5/qTiVx9NFHh4/R/AzVRK/Xv3bth0VjA0S3a/xrqLSququCBhbqvdAVomXAKgGSntoJENllF/dl7kMz8/vfd58YL39rmQoTat5wffF0UEwy1et1110XflkPOOCA+OqqoNft90H7U67GBIjaZPztQo39QH4KXd+ZQDXOykWApKemAmRZ7mzlutzl74DcB+e83r3jq9EA3UbxI7hVqmTWrFnxTepQH35flkQHUY0urkZ63T4EtD9Jx7p4jQkQ3SL0BzuuPlYYOnRo8J5YrkIIkPTUVIDIxX37unWb5cctMLlMcoMHDw6/dCoHkoRvK9F73dQjy5uaXr/vRqr9KkdjAkQ93PRYDaaj9PgK0auQww8/PL66QQRIemouQHT26GsuaUY0lDZlypTw4KlZ3pL0wdcViu/FpJnmskD74c96k1yBedYAmTt3bnig0xzmKOTbQlq0aFHW1S0Bkp6aCxCJ9q658cYb46sRoa6SvuKrRgEn7c76m9/8JniMuvmmNePeqqb90P5ov7R/SVkDxI97UAmPpq4YXI1068p/j8sZF0KApKcmA0SD3vyYBHWL/OSTT+KbwOVLley9997B+6QrkKlTp8Y3KUpfbH/1oXLpWaL90X6Vc+/dGiAaba7H/frXv46vwje22Wab4D3aYYcd4qvqRYCkpyYDRKIDs7JekM5Kg+n8e3TKKafEV9fLj+TW5FJZufrwtD9+0iztZxKWANFcJv69TzLWplapPU7vkU5wkl6lESDpqdkAEd3P14dI91A1rzVWUAcDX6qkW7duiUqViEqN+/m/k44TqTbaL+2f9lP7W4olQFSiXY/RlU7S24a1SPPK+zBIOicKAZKemg6QOXPmBPeX9UE65JBD4qtrlsZ3bLbZZsH7op4ur776anyTet16663hl1NTh2ZRdEpU7W8plgA5+OCDg8d07Ngxvgox7du3D96rpAM9CZD01HSAiKY79Wd6jz32WHx1TTriiCPCL9j1118fX92gY489NnicGt6T9NaqRtov37FA+1uKJUDUYUGP0ZzgaJj/vGrAZRIESHpqPkCWLl3q2rZtG3yYNNK31vvaKzD8l0tfzHL5K5deKqOfYdo/7af2t5RyA0TtLP5vMF4za6JBl19+efBeqR0kSYcYAiQ9NR8g4u83axkyZEh8dc3QrSo/OEsHxiSlSqI00Y9/H8eOHRtfnSnaP7+vpSY4KjdANK2uf+4nNCkaGvTQQw+F71eSnnEESHoIEJevN+R71qjhuJxBSVmhRnI1lvv3wDJKv9wvcjWLjkHQfjek3ACJFqzUwQ4Ne+utt8L3K8m4LgIkPQRIzu233x5+oLScfPLJ8U0yT910/f5b5+q44oorgscnvZVQzbR/fnS+9rsh5QaIupVre/XyQjJ+gKfmsy+FAElPzQeI5njwcy20bNky+H+dgavybK3QAEF/MNTAQWvj96BBg4Ln0ODMWqD91P5qvxtSboD4jh1J2leQ5wddDhw4ML6qDgIkPTUfICNGjAg/TFdeeaVbY401gn+XU6qimmmMge/xo55F1lnexM/7oVnjaoGfHa9U99FyA6RPnz7B9hpljWSS/i2EAElPTQeIGj/9/Bbdu3cPfubLRGvRrSz1gvHLmDFjgjOcUaNGFfy8Wpdx48aFc5TrCuS+++6LvUPl0VgaPddOO+0UX5VJ2k/tb6kxROUGiB8DsvPOO8dXoR5J/xZCgKSnpgPEjyjWFJnPP/988DNNF+p7ItXSorPexvIFFH/5y1/GV2WS9lP7W+pqtdwAUe2rWnof05D0byEESHpqNkBmzpwZ3vePDwY77bTT6hxgs75osqik5UrqwxVIceUGCFcg5Uv6txACJD01GSBqJFb1Tn2AWrdunagIm6bO1Paaje+1116Lr65a0dL25RRMLIY2kOLKDRDaQMqX9G8hBEh6ajJA/v73v4cfILVnlPLggw+G25966qnx1VXNWrK9GHphFVdugNALq3y+JyW9sFaumgsQ9d//4Q9/GHx4NE1oqds2GmTYqVOnYHv1Vvrwww/jm1Q99cTytZ30/9bqr9GSEp9++ml8daZo//wtUO13Q8oNkDPPPDPYnnEgyTEOZNWouQDxs7xpuffee+Or6/AHRS3qtZRVlmlr46JXar5TQlZp//y+ar8bUm6ATJgwIXxuzf2NhkVL6CSZO4UASU9NBcj8+fPdmmuuGXxwevToEV9dh4ratWnTJti+a9eupoNqNVG3Zf/F0kQ95XrzzTfDx+sgmGXRg7z2uyHlBsiTTz4ZPrf+jYY9/PDD4fv17LPPxlfXQYCkp6YC5He/+13wodFI87lz58ZX1zFgwIBge5V6r4Widrqdp6DUPquzwKxZs+KblNShQ4fg8VmdTMrzXcC1v6WUGyC66vAHuKwHcRo0AFjvla6g1Q2/FAIkPTUTIJoEyM/TXarRUzTTmZ9sKuulyaNUwsUPrtSBr9yKvL4H0Y9+9KP4qkzR/mk/k4yfKTdAZP311y/7MbXqqKOOCt4rlTNJggBJT00EiOb4UJdIfWDWW2899/7778c3qWOvvfYKtld9rIULF8ZXZ9p1110XfsHKvZJQNVT/WI21ySLtl9/HJNVfLQHy29/+NnhM586d46sQs+GGGwbvlYIkCQIkPTURINdcc034gdG/S7nzzjvD7ZP06siiww8/PHwPkjRMerpi8aXx+/fvH1+dCdov7Z/2M8kVmiVALrvssuAxui1DQ3r9dMXsP6fqnp8EAZKezAeIrjZ01aEPi65CSs04+Pnnn4ez6qlOVNa7o9ZH3ZU1RajeB5V2KWfwpJ9idN111w2qHWeJ9kf7pf1LOmOjJUBmz54dHuRuueWW+Gp8w08hoNvTpSb28giQ9GQ+QPzgNn3A1A5SysiRI8MP18SJE+Ora4pu1ajDgd6L7bffvuSYGS/aK6bUGIlqE+3Wrf1MwhIg6vHXvn374HFJynPUqh133DF4j7bddtv4qnoRIOnJdICop5U/AKoHVikqZe4LKVKHKC8aqOWMwlfg6DG6P500eCqd9sPfb9f+JWUJEPEnPy1atMjkANbG0u0r3zEmSUUJjwBJT6YDRGM99CHR2A+NASmld+/ewfaqzpv1KVmT0pmw71Cg+/EPPPBAfJOi7rrrrvBLevHFF8dXVyXth98n7V9S1gDRmAb/+zTNLQr5QcHqLVlO9QQCJD2ZDRCNMvcfEn3QStGYBz8SO0lBtlqiKzPfrVTlXBYvXhzfpKif//znwWN0Vad5q6uZXr+/OtV+lcMaIKJyO3rsL37xi/iqmrZs2bJwIrQkJdyjCJD0ZDJAvly+3P0h98VbK/cBUd2rJPNz+3upqqmT9ABZSxTI/naBruySjMrXVVzz5s2Dx6hbajXz3Wq1P+VenTYmQC655JLwYDd9+vT46pp16aWXhu9L0qtijwBJTyYDZNGoUe6q3Iejb265N0HXPn2I/AdK5c1RnL8nryXpPWdfWVbL1VdfHV9dFfS6/T5of8rVmADRyY/v9aWJppDvKekHcpZ7NSgESHqyFyCa26N1a7c09+F4ZocddBM/vkUBfUF9We7NN988Mw2+TUFf3O222y54r1q1Wt29+GLpM3F1g95qq62Cx2i++XLP3lc1vV69br1+7YelW3djAkTOOuus4PG6AkxS6ynroldl99xzT3x1SQRIerIXIJpdMPfBcN/6lvqhxtfWMWzYsPDDNHny5PhqxPz73/927du3yh0Um7mePTd3n31WuvbQv/71r3BwYbt27dzrr78e36Qi6XXq9ep16/VrPywaGyAaSOjLletWay1Te9zaa68dvBc/+9nP4qsTIUDSk60AUQnxb387HyAJSnAsWLAg6CKpD5JKmCOZO++c4Pbcs5k77DAV+0tWPmLSpElhJwUdUMvpNbMq6PX5A79et16/VWMDRFQd2R/0ko64zqKePXsG74F6SlqKfQoBkp5sBUj37vnwaNVKkwTE19Zx6qGHBh8idQOcM2dOfDUaMHp0L9e3b7NgmTkz2ZfQl+fwIVKpVyJ6Xf6gr0WvuzHSCBDdWt1yyy2D59EAw6VLl8Y3ybz77rsv/Js0pkwOAZKe7ASIyj0oPLSMGBFfW8fS6dPd+aut5g7KbT/c0DBa65Yt+8ANHbpJECB//ONabsmSefFNijrnnHPCL69uD1Vam4hej79tpUWvt7HSCBC5//77w9eVZGBslmjOFV+SSN13P/jgg/gmiREg6clGgKjekuZlUHhsskn+vxuieljbbefm5ba/q21bt6wGz+bS8PrrT7vjjvtOECIjRvws97Z+Ed+kKJ3R+9tZaqC+6qqr4pusEnodvsFcr6+xVx5eWgEixx13XHjwu/baa+OrM0nTSu+yyy7BPuvWVbndduMIkPRkI0DOPXfF1cdtt8XX1jVmzIrtK+TgVa3uu29EeCvrttuGxFfXS3XGfMO6Fo2zWFWDDfV7/TgPLXpdadZBSzNA1AusY8eOwfNpqoGsTx0s0e7jmi++sQiQ9FR/gGg60dwXPgiD3XePr61LNYXWXz+/veZayJ3dwO7rr79yF120ZxAgxxzzLTdnTsPzg0epV5Pv4qtFI71VLmRldaXW79Hv8yPMtej1WHtb1SfNAJEXXnghvFLSQNksz1cT7Tyw2267laymnQQBkp7qDxCV1FYYNG+uGtjxtXWdfPKKq4+E1VTRsPfffyt3lrheECKnnNLOffTRkvgm9dI4HA3O8yPWtahgoareNlUpeD2vnt8XRtSi36/XkaRqQbnSDhC56aabwtuAW2+9daPaBCqVJjbz+6gOBGnNi0KApKe6A+Spp/LjPRQGxx8fX1vXK684t/rq+e0PPDC+Fo0we/bk3BXIakGIXHZZ+SOm1Xjta2f5RSOw1dsmrZkN9Tx6Pj+y2y/6vU3ZmN8UASLRSsmqlZVkps1qofDwJxUada4u92khQNJTvQGiEeYqqa0wWGcdfSriW9SlomvaPnf57+Yl6zWE5CZOPClsD3nooUviqxNRlVtfCj666CCi6XVVlfa5554rOSJc67WdttfjfOmL6KLfU05VXasOHToEv2/AgAHxVY12wgknhPujOTGyUMdNt6183TWFfdq3FAmQ9FRvgKi8tcJAy6WXxtfWNXXqiu2HDo2vRQq++OJzN3z4tkGAHH/8Gm7hwufimyT2yCOPBDP+qaE4fuD3i0rQdOnSxe26667hov/2pWmKLXo+Pa+evynpjFntK5pXJvq7k05ClZSKWiqY/O9Q9d5KHV9TinpbDR48ONwXhX7a4aFbff369St4v1RdATbVGSCah7p9+3wYdOyoI1d8i0Jar+20vR73cenyG7BZtGiu69//e0GInHnmT93nnzeuTUFtEpqTvU+fPuGZfLmLHqfH63maoo3Dm5e7qr3ggguCEhvx1xBd1OMr7YO8nxtDS+vWrauuLI/GefiuulrU5pFm5wA1vo8ZMyacliC6aNK5k08+OZPtSE2tOgNEVxDNvrma0JVFKZdcsmJ7JuZpco8/Pja8lfW3v/WJr24UzXutAXUao6EvvW5Padlzzz3Df+vnWq/tks6TbfXyyy8Hgw232WabOgcmLWpfUaio5lr04KVeVKeddlruXCa9kxkVGfTtBmp8Vqh8UerkqgJohLkfJKhFva3SajCXxx57LCwC6pd9993XHXvssWFvNi16DRpbk0ZPr1pRfQGitgu1YSgMkkwko7YRtZFoexVfK1GdF+kYPfrQMESeeSa9MRWVQG0rZ5xxRjjZU3TRgVu3rXT7Kn4GrTPcU045JZxmWYvKkqQ52+C0adPCiZa06JbejBkz4ptVBBVG7NWrV/haNUhQ4zzSOoD/5z//cYd+U67IL507dy64fakrwYMOOqhgG7UlKXRQWvUFiHpP5f7IQW8q9aoqRb2ztL16a6nXFlYKlToZMmTjIEBOPHHtXI7Pj29SVZ5++ulgTvhNNtmk4GCjRWf9u+++ezCSXQfFUjSXt2bRiz6Hbns9ldLnU1dd3bt3D59bB2a1k6R5Vt8YmhZAV0u+qq4WlY9p7AhzTx0oFES+UKoWNcZrXhe1sxSjUFHYRv8mhxxySBBCqF91BchLL624FZU7kytJ40I0PkTba7wIVqp5854KS51ccMEOiUudVAI1TutsXmNDijXKr547gfnVr37lxo4daz4wT506NSyQqEU9j9TAr/aAxtLrv+aaa4L2EP/8GjA5dOhQ8+ttLI2/0UyCGvzoX5PCTV2r0+qCrHau6N9LhVJPOumkRMUndeWj96xt27bh49dcc80gjJqy7ayaVVeAvPiiy13/u9wnJD+ivBSNTFd4aKR6Cl9KlO+ee84Lb2XdfffZ8dUVRWenDz/8YFBvKnobKHowOeCAA4IxCh8m+fwloDYKnY2vs8464e9RKZVzzz03lYGUuiLyJdD90qpVq+CKpCnHvkS9+uqrQXvMBhtsUPA6dNX1zDPPxDc30fP4aan9oika1EZVLoXZwIEDg/Dxz6UeYbVcRr8+1RUgop4SSRoeVROr2TdXK6qVhVVCpU4uvHD3IEAuumiP+OpVTl2PX3zxXnfVVb3dHnusmztjLwwNHcx1H121sZryLFRXBepeGh2Rv/HGG7tbVGU6BWq32X///Qv2TYsa/zWNc9rdZXWb7sorr6xzUNeijgWWmQSLUUAeddRR4Yh1LZpZNI3nV/joKjP62jVgM63Qy4LqC5AkdOamqry5P3hQpTeFMznYffLJe27KlJFuyZLX4qtWieXLl+UOqLe7sWOPCErRK9yOOqqZ23VX1ZZqFtyb//3vf+/uuOMOt2zZsvjDm9Ts2bOD9pToQUvtGap/lQYFyeGHHx5cTcUP7GrQ1y009WB78MEHE7XniCbf0viWK664IjiYR0vE+EVn82r3SaudQ+0o6t0WrWOmv5sGIaZdS01hpFDyv0dhpf1M+v5kWTYDRPOBNPvm6iOlMzhUN029O3PmTW706ENc//4tw9tqfhk0qK27+OLebvr0KakfgCxuy11BRxvs1VagbqcaRZ0G9QjT/f5iVwjRRQfljTbaKOi9FB+wqZ9HG8KLLeo+e9FFF6U6A6WCfdNNNy14b/r27Zs7QUleg61c+kwonKL7q/BSiCnMalX2AkSNZZqRMPcHDmYoREWbM+eB3IHsYPenP20YjF4fMKCVO/30zd0ll+yTO1sdlTvw2EcJqyfYk0/+LXdmvF/uudesExoq/HjDDf3cyy8/5L76qnjvnFVJB6bzzz8/aLPwBy01io8aNSrV8R0KJRVnPProowtmYrQsCj2dnV9//fWpj8F56aWXgvE+0d+nwYe6qlpZFFIKK4WWfw0KszvuviO+aU3IXoBoatrcHzXofVUDcyVUK7WNXH/9MXUO6sWWcnz88bu5q4gxQQD16/fdOs+loJo4caB75ZXq6eevA7EGSEbv82+xxRbBALymoG6wamBXnaizzz47GLviB2nutdde4b/1c63Xds8++2yTtRG99957QU+taPuQrn7SnLOlXAotXYmFYbZFM7fH+Xu4l/77UnzTTCvv21ktpk1z7okn4j9FBXn44cuCA7quDG677U9u4cLncwegpe6zzz5yixa9HFT3/cc/BrjTTts0/tA6Pvjgbffoo1e6Cy/czR17bPM6oaHn0O94/fXKHFCXlAYE7rDDDgVn4D169MhsLSf1ilPZ/TZt2oT7q3piGvm/stum6jNp0iS3UZeNXLO9cq9vSDPXfHRzd8L0E9x/P1s1XaVXtsoNENXyOeww5zbe2OU+Nc61aJH/t35WZXV+UNdZZ3UKDu7WUervvbcguMU1cuTOYRn56DJsWEd3551nBsGUNbo9FB1LoZHtmrUvrbEUlUCN7dHJxjRG5rDcd/+NN96Ib7rKLft8mTvn7nPc98Z8zzW7ulmwtJnQxl324mXuiyoa+2RReQGing277LKiEby+JXf56DJQurpW9eu3enCgV4+oct1666l1AkOLKgFPnjw8KOiYdbpdpLEV0d5UquU0evTo1EqBrAoaM7LffvuF+6SlW7du7okquKPwxsdvuMMfOtytdvVqYZB0nNjRPfBGOj3PKlFlBYh6UajbrQJC9auGD9f8nflxH7q/qoGE553ncte0+W3UVXcVjapF46i8iQ76b71V/viDkSN3CkNDI9zzXYRrc36X+fPnu9/97ncFB1yN7dAo+mqigZkqFaMR/n4/NJhz/Pjxwaj6avLkO0+6brd1C0NEy75T9nWvfvBqfNOqV1kB0qNHPhg6dWp45Lh6d2g+c227777xtagCV155QBgAixeX98V6772F7qmnrg/+H3mPPvponYrABx98cBAwlUzhMG7cuIJR6gqRP/3pT+4jTdtQpb7O/W/83PGu3XXtwhBZ/drV3alPn+o+XJ5OFYNKUDkBokJyCgR1wU0yV4K+GL67boVWG0X91D134MB1gxBRG8a5527nbryxv3vssdFuwYJ/Br20UB7dutItrHgtJ1UObqoeUo3x+OOPu65duxaEnkbLv/ZaZQw4TcNHyz9yQ2YMCcLDB8kG123gxs0dF4RMtaucAPFVcwcNiq+p3+DB+cf07x9fgyqgK4jx4490J5zQok57xuDBG7jbbz/NLVuWnbO1lUWN6WpUj5aNVy0nNb5XApW5j5Zx19KpU6dg9HtWvfbBa+6AqQcU3NbqemtX9/iix+ObVpXKCZCtt86HQTl1+HWfV4/p0iW+BlVEsxZqQOF9913gxow5LOh264PkjDO2cB9+SGcJi7lz5wbdfKMHanUDnjlzZnzTlUJdbzVuJDpNsbroqgRKfWXWs+ahNx9ynSZ1KgiSXg/2cgs/rs7bsZUTIK1b58OgnEZxbavHqFEdmaIxGxqRrhBJe1bDWnPvvfcGAw/9QVsDEo888sjUR4o3RCPdozWyVBtLFYE1SLDWfPn1l+7Kl64Muvr6EGk5pqU7a9ZZbtmX5fdKXJUqJ0D8vB3llGhQzSI9Ro9F5syf/0wQIIMGrRdfhTKplpNqUkXnB1GJlBEjRjRpLSeNaNcMjdGrII1mT7v6bzV677P33IDHB7jvjP5OGCQ737lzfLMCMxbPCB7T5eYuQQDpsW0ntHW73bWbu+iFi4o20PvnbgpN86wWXIEgZvnyT4MAUY0spEO1nI455piCWk6qX3X77bfHN22UxYsXuz59+hT8ns0228zddddd8U1r3pylc9xek/cKDvIKhmLe//x9d+DUAwtufRVbWo9v7W545YaCx9ZGgPg2kHL6r9MGkmkzZtwQBMiwYVvFV6GRnn/++cJaTrlFZeRf1FirRtCVzl/+8he31lprhc+rf48cObJJr3Sy4Ll3n3NLP687c6LCY8uJWwYhsM74ddwZM89wT7/zdHAFs/yr5W7Rp4vcfQvvc8dPPz64FRYPi9oIEN8La+DA+Jr6qceWHkMvrKozZEiHoG1DIbFgwbNu6dI3g8mdVAxx/vyZbtKkQeFodZUsQdO4+eabXYcOHcKDvQoWHp/7LlqmvZ08eXJBNV+1tfTu3TvVUu61yPfeUq8thUVDlixb4g5+4OCCn9VGgKhUgcKAcSA1Id5tt75F3XwrsdR6lmjq3OHDhwezL/qDv6bY1fzlScrGz5kzx+29994FVzM77bSTmzVrVnxTlGnm4pnhlcfbn9g6PdRGgMg+++QDIclIdN220raMRK9Kmp1w2rSrg7lAzj67c9BQrkq6mg/kzDO3dBMmHOXmzn0k/jA0oTdz3znNSKjChT4IttxyS3f//ffHNw0sXbrUnXjiiQVzh//4xz92N954Y3xTGPV/vH9w8B86Y2h8VWK1EyC61N1ww3ww+FpYs2fn62D5Wljnn+/cuuvmt1EtrJRmaAOQ99RTT7ntt9++4IpC09FqnnPRmI2rrroq9zVcN1zfokULN2zYsGAuEaSn882dg4O/6mtZ1U6AyFtvObfjjvmAaGhRNV7urQJNQjWqJkyY4Nq1axeGhEa2H3rooQVl1rX07NnTLViwIP4USIFuXengrwZzq9oKEE/d/XIfzKA6r+YC0aJ/9+rl3N13x7cG0ARU0HDo0KEFVXL9ovnOp0+fHn8IUqQJqnTwb8y8IrUZIAAqxrx588IBgWrzGDt2bFXPO1ItuAIBkBlqH1HjOVYO2kAAACb0wgIAmKj2lQ7+jAMBAJRtvyn7BQGgaXJLjUR/d9m77pAHDin4GQECADVK9bG2uGmLIARUgVe1sHRlohpZ6p31zqfvuCkLp7gTpp9Qw7WwAABFKUT8lUhDiwLmxlcLKwEQIACAoAqvrjS2nrR10C4SnQ9k1OxRwRzscQQIAKDiECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMPl/VDdBYuU3Fh8AAAAASUVORK5CYII=)
PN: 6H21-5-X1
CAS: 26018-73-5
Molecule Weight: 212.65
Formula: C9H5ClO2S
![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
TSCA: Not listed on TSCA inventory