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)
| Product Number | 6H21-5-X0 |
| Synonyms | 2-Carboxy-7-chlorobenzo[b]thiophene; 2-Carboxy-7-chloro-1-benzothiophene; 2-Carboxy-7-chlorothianaphthene |
| CAS | 90407-16-2 |
| MDL Number | MFCD07377072 |
| Molecular Formula | C9H5ClO2S |
| Molecular Weight | 212.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H21-5-X0
CAS: 90407-16-2
Molecule Weight: 212.65
Formula: C9H5ClO2S
![Methyl 7-chlorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-5-02
CAS: 550998-56-6
Molecule Weight: 226.67
Formula: C10H7ClO2S
PN: 6H60-5-00
CAS: 90407-15-1
Molecule Weight: 240.7
Formula: C11H9ClO2S
![5-Chlorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-5-X2
CAS: 13771-75-0
Molecule Weight: 212.65
Formula: C9H5ClO2S
![(7-Chlorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABs3AAAbNwEWtwUgAAACDHpUWHRtb2xTb3VyY2UAAHichZTbbtswDIZfhdD1oqOPQZwiaDFgQIsBSwvsblBsJTVgS4XtnN5+VE6Nk85DnJCm+FHxT8qTh11dwcY0belsRgTlBIzNXVHaVUbeXr+PEvIwneSYhIm2zch7132MGdtutzR/N7XeOUtzV5Pj+njXlr2craKuWTHJuWC/X57nB2ZU2rbTNjdIteW4PQSfXa67w7/4xxas1s2mtOyYzupmc6z2R3J/cbprC/L5LI+4NkMUlmVlYOmaWnewkZzixb/ByljT6M4UsNhjWNEAn306eXly+bo2tkPXVyhzXc27Zp1joHaVyddYDJ0fTxmpBQK6c/WsafQevOfDWoCWoBXoAHQIOgIdg05Ap6AFxy+uC4k6V8Zv9Lr/MBn5CY+3nwp/5qiQzMgIG5OkEYw4VQKtoFLyACQVMoxA0TDlEgKaSpVCRGUYR2dzCp7MKfPIEdj70pJGKgoBt1BcJp8WVQqj1NtQ4T3qpmJ5uUWMx0ebBN4GVCX9eBgkMQrELgpNJwtniysXyiIjC0EO0v0yy1ae1CPgmsI0OJC+gE+9BmQf8FoPA6oP+M5cgNlXQNAHfB+HgbAP+K4PA1Ef8DMyDMR9wE/UMJD0AT9/w0DaBw7TOqyrX79FxPAmQtwp9V/kpt/n8zPI3Lf8a4RdjSQ7H3B07w4/u3ozMHwfTv8CAUaLg9ajW3IAADakSURBVHhe7d0HuBTV/cZx1FgCClbsXWxo7C2R2GPEWKNoorEFFUVsWEBFRBELxPIXCyBgwS4SsBeKKKJGwaiUABYsgFLUqNjQ8993yAyz5+69d/e3O/fuzn4/zzPPo8zZdvbuvDNzWhMHAIBBE/8fAADIBwECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAUu2rr75y55xzjrvvvvv8XSgSAQIgtR588EHXokUL16RJk2A78sgj3UcffeQXgxEBAiB1JkyY4Nq0aRMFR3xr2rSpu+KKK9zChQv9h6FABAiA1Pj8889d+/bt3dJLL50VGhtuuKFr1qxZ1r9tsMEG7oEHHvCfAgUgQABUvB9//NH16dMn63aVtvXXX98NGTIkKDNnzhx3yimn1AiXPffc07355pveMyIfBAiAivbEE0+4zTffPCsUfv3rX7vLL7/cffvtt35x98Ybb7jf/e53WeUVKn//+9/dZ5995hdHHQgQABVpypQp7sADD8wKAm3HHHOM+/DDD/3iNdx///3BFUr8sbqCuf76690PP/zgF0cOBAiAirJgwYKgW+6yyy6bdfDfYYcd3NixY/3iddIVSvfu3YMrlvhztWrVyo0YMcIvDg8BAqAiLFq0yN1+++1u9dVXzzrYt2zZ0g0YMMD9/PPP/kPyNnPmTHfsscfWuJr5wx/+4CZPnuwXx/8QIADK3qhRo9xvfvObrIP7csst5zp37uy+/PJLv7jZSy+95Hbccces19GVztlnnx1c+SAbAQKgbL3//vvB4D//yuDggw9206ZN84uXhK5k7rzzzuDKJv6aq622mrvtttuCKyEsRoAAKDtff/21u+SSS9zyyy+fdRDfcsst3TPPPOMXT4SmQLnwwguDK534e9h2223dyJEj/eJViQABUDZ++eUXd/fdd7t11lkn66C9yiqruJtuusn99NNP/kMSpyudQw45pMZV0BFHHOHee+89v3hVIUBQla6++upgYzqL8jF+/Hi32267ZR2kl1lmGdehQwc3b948v3iDe/bZZ91WW22V9f50hdS1a9fgiqkaESCoOqeffnp0AFhhhRVcu3btgjEB33zzjV8UDeCTTz5xf/vb39xSSy2VdXDeZ5993Ntvv+0Xb1S6Arr55puDK6L4e1177bXdXXfdFVxBVRMCBFXl3//+d4172vEwOfTQQ4NbKF988YX/UJTY999/73r27OlWXHHFrO9hk002cUOHDvWLlxVdEZ1xxhnuV7/6VdZ733XXXd0rr7ziF08tAgRVQ4PGtt566+jHvvHGG9c4eIWbQkajnNUbRxP0obQeeeSRoP7jda7vQrcVFSyV4p133nH77rtv1ufQldTxxx8fXFmlHQGCqnHqqadGP3LNnaT71t99950bPny4O+GEE9zKK69cI0i06T68bqfceuut7tNPP/WfFgV466233N57713jgKv6r+S6feyxx4Irp/jn0uy/V111VfA3llYECKqCznjDH7YaPnPNvqoZXdVFVJPqrbHGGjWCJDzYafbWG264Ia/5lrDY3Llzg7YnhXG8PnfffXf36quv+sUrkubP6tWrl1tppZWyPuNGG23kHn74Yb94KhAgSD0d6OONnjr410eDxTT6+cwzz6zRpTS+7bLLLsFBY8aMGf5TwC0O5RtvvLHG1d26667r7rnnHr94KsyaNcudeOKJNToF7LXXXm7ixIl+8YpGgCDVFATxqbvbtm1r6imjKS7OO++8YGEiP0TCTVNt9OjRw02aNMl/eFV6+umng4F/8TpSR4XLLrusKnq8vfbaa26PPfbI+vy6AtOtVF2RpQEBglTr1q1b9ONVV8tSrPegA4P6/m+66aY1QiTc1MaiA2WuW2Vp95///CcIar9OjjrqKPfBBx/4xVPv3nvvDa644nWhK7J//OMfwRVaJSNAkFpjxoyJ7rlrwaDnnnvOL1I0dQvWwkXx3l3+pt5GmhIj7d07Nanh+eefX2Oa9e22286NHj3aL15VdMWlkxldgcXrZosttnBPPvmkX7xiECBIpfnz57v11lsv+qFedNFFfpGSmzp1atDrxp/NNb7pPXXq1CkIt2KmHy8n+hz9+/ev0fFA067369ePyQdjdAV29NFH1/i7OOigg4K/n0pDgCCVDj/88OjHqcFdDX2rQLPIamU7/x54fFtzzTXdaaed5p5//vlGmeOpFBSE22+/fdbn0hXIueee22CDMdVNVleCjz76aNCh4aSTTgq6CmvT1Y96QYWb/j/cp3Iqr8fp8Q3Z3ba2elM7W0PVWykQIEgdjdcIf5TNmzdv9B5SH3/8cTD9hXrh6FaaHyTaVl11VXfyyScH63tXwkC62s6k//jHPyZ+Jq3xO0899ZS74IILgqs9v7eTddPz6Pn0vHr+pOe3SsOVGwGCVNHI4PjypEOGDPGLNKo5c+YEB4f999+/xjQY4aZxBBrJrOk8ym2yx8a6l//f//7XDRw4MLhyqK3e6tritzPz3fQ6ej29rl4/KZXcdkSAIDV0sG3dunX0A9To5nKmdppBgwYFPZb8dS/CrWnTpsGZviZ7TPqMuD7qTeQfiJPuTaSBnX/5y19qrFke3zbbbLNgavWLL77YDR48OBiYqCuk2mbw1b9rv8qpvB6nx+t5/OcON72+3keSa5Hoyq3Seq8RIEiN+Cy7rVq1avQDbiF0hqsDtFbfq+1gqbN+rUuhWV8b8j7566+/XqMtJxzPkMQ8YRqno5kD/DaCcFOXWJ0cqB60lnkp6fn0vHp+v+ttuOl96f1ZxhPlQ7fPdEXnf/flOH6GAEEq6HZP+GPTRIhvvPGGX6RiaNJHTX2hM97aJnvU7Y4//OEPbsCAAYkcxEUjqtXQ7LcxJDmiWiHqr7mhTfWg96KVAJM6cPv0Ono9vW6u70HvU+83Cbqi04wJ5T6CnwBBxfvoo4+ypirp06ePX6RiqWfQiBEjgqkx/INJuOlqQPfq+/btW5IJCRtjTif1gorPGBBuOkjrNpNCtTHp9fU+coWb3rfefxI0Yl099XLNIaYBrY2NAEFFU0+VNm3aRD8s9QJqqDPUhqazUq2K1759+xo9d+KbJntUu4RlssfaZpW98sorE+nmqlt36rrqN4zvsMMOQffacvsu9X70vvT+4u9X71+fI6nG9tpmMdaJha4UGwsBgorWvXv36Ae11lprBb2cqoGCUz10OnbsWOdkjzvvvHOwxsb06dP9p8iSa10LbeoNpm7ISdAZtK5q4q+3wQYbBAfoSqD3qfcbf//6PEleGajtxa+zxlxHhQBBxRo7dmzWVCU6O69WmuxRXUHrmuxx2223dVdccYV79913o8epR5JmHPavADTLcJJTr+gKKd5tVf+t3lDl1khcH71fvW//s+jzJUVBoRkP/HaZxljJkQBBRVqwYIFbf/31ox+PBn8lQbeN1AtJjaVdunQJeknpVoJ64uQa4Rx2J9WyuDoTbYyzQr1fTfZYV7dU9VLTbRi/nSPptb2/+uqrYNng+GuqLit9BmO9f7/XmD6nPm9SaltLXrNCJ9ndOI4AQUXSgTr8weg2jRp+S2XatGlBQ7zmJ9L9//iPs9BN4zgOOOAAd8011yTW0FqXt99+O7jNFx8fk2vTOBSFTlL38GX27NlB0MZfV+uKN0bIJkGfQ58n/vn0efW5kzR+/Phgup746ypUGmIGBgIEFef222+Pfig6g67v/n4+NBpYI8T98Q71bbWNFaht09mhwinpg0oumma9Z8+ebqeddsp6T+qE8N577/nFS0rfUbxxXlPMPPTQQ36xVNDn0ucLP6s+dyn+RuuiK0Zd9cbHEGmOtaQRIKgoun8f/5EU2ydebQA68/Zv5YRbixYt3GGHHRYsFKUurOoNU9tiQPp3XWWooVMHat3u0hxX/nNq01gVLZ2b9IGlNgcffHD0XpK+MtKYEU0cGb6eOjskNY6kXOjz6XOGn1mfvyE+s8YOha/ZEGvRECCoGOpGus0220Q/EPUQslK//ksvvbRGQ6Q2rd+hxmZNdVGKKdcnTJgQ3MKKv/dwU+O1PofGsjSk+IEmyQBRQLZs2TJ6LbXLJH21Uy70OePtUKqHpE8Y1CYSvh4BAsTE7y/rh2m9X6+pIvyukOrNpYOqptlOkn7UWg/En65EQabp35OaU8rXEAGi23Tx21ZqZK6WbtYhfd5447rqI8nblwQIkMOwYcOiH4Zu/6inUaE0N5bO9uMHbl0B6Een9oGGpOlH1FvLv3WmqxQ1fCct6QBRm1L8wKnAL8VywpVInzt+JaJ6Uf0kgQABPBrIFm9L0Jl6oaZMmVJj2Vn1XGmI+9J10cFFE/fF35euTjTHVZKSDBA16Ma76qotoFpuW9VGnz/eJqL6SaKrNAECxKgN4ve//330o9AEgoX+8B5//PGsM311rdUCT6Vo3yiVF198scYMrAqWUnZPjksyQDQJYPjc6o3U2CFdLlQP8d5ZqqdSI0CAGPV+Cn8Q6slS6P3jBx54IGuU9aabbhr0pCpHuW6xaQxJEtPSJxUg6nigW4zhc6e1q66V6iOsG9WT6quUCBDgf15++eXo4K+BUU8//bRfpE66DRSfxVQDA5O691xKet/xg7CmFamt67BVEgGiTg3xzgnq9ICa4p1BVF/WziC5ECBAhhZMik9Up3meCqGJ7uLrjx977LHup59+8ouVreeeey6ri7FCpJRXIkkEiGajDZ9TDcVpGWFeaqqXeAcD1VupECBAxp///Ofoh6CR04W0BWgSwHg3WU1/Xk7tHflST7PVV189+hy6nVVIPdSl1AGi5wivFnX1VOlzWyVN9RNeZareSvEdCAGCqqcpRcIfgc7CNTdVvjQgL37Q1WjwSgyPkEIkfiVSqnXeSxkg6tQQXwzqoosu8osgB9VTWGeqv0I7h+RCgKCq6cxMvaTCH4Fmhs2XgkLLrYaP1aptCxcu9ItVHE1TH28TKUUX31IGyJAhQ6Ln0m3HSpuSvbGonuK3aVWPxSJAULU0VYkmGwx/AH/961/9InXSojrhY9VjK00D1xQa4WfT7bliBxuWKkAU2vFlXitlMahyofoK6071WOzVMgGCqqXV9cI/fnW3LWQtBa2oFy7qY+mxVQniXXw1Yr2YaU9KFSCaODJ8Hq0vgsLFl8dVfRaDAEFVGj58eLQwjoKg0GVB99tvv+iHc/bZZ/u7U0G9sOKDDS0j8kOlCpD4wY+rD5v4VUixIUyAoOpoZbXVVlst+sO/9tpr/SJ1euyxx6LHan3wUnZ3LTea7DEMWjWuW2fxLUWAqG0mfA7dfilFI3A1Ur3FbwMWszQzAYKqonu+Wgo2/KPff//9C7oPrLKbb7559Phi1wepBPG5s6xT2pciQOLPMXjwYH83CqD6C+tS9WpFgKCqXHXVVdEfvNZLmDVrll+kTvHLfw22q4azYHUOCOf20hgCyxoTxQaI2qfCsTZ6L1pfBXaqv/A7Vb0W0v4XR4CgaowbNy5rqpInn3zSL1Kv3XbbLfrBDB061N+dWl26dIk+t1Y2LFSxATJw4MDo8SeddJK/Gwaqx7BOVb8WBAiqgqYqic+bdO655/pF6qUR5+HjW7VqVdCtr0qnq5BwvIzGiBQ6yWSxARK/7Thy5Eh/NwxUj2Gdqn4tCBBUhXbt2kV/6Op5Ypk36cwzz4yeo2/fvv7u1DvrrLOiz9+nTx9/d52KCRBN/hd2mV533XWrKriTpHpUfapeVb+WSRYJEKRefFCcehJNnTrVL1IvTYy4xhprRD+2Us9WWwl0gAjrUQMwC1FMgOhWY/jYUk2tgsXiHSQst3QJEKSaVgZs1qxZ9Ec+aNAgv0hennnmmeg52rZt6++uGhpQGNZDIeucFBMgF1xwQfTYQqaaQf1Un2Hdqp4LRYAgtXSbarvttov+wDXFulXnzp05iGVozExYD9dcc42/u1bFBMiOO+4YPdY6DgW5qT7DulU9F4oAQWpphHj4x73xxhsXtbjTzjvvzEEsY8KECVE9aLr3fFkDRPOVhYt0aboZlJ7qVfWrelZ9F4IAQSppXfL4VCXjx4/3i+RNfeTD7r+bbLKJv7uqqOE1HMWvXln5dkawBogmcQwfd8QRR/i7UQKq17COC500kwBB6nz66adZa3T06tXLL1KQUaNGRc914okn+rurTnzxrXzX2LYGSHzyRI1FQenFx/gUOrkiAYJU0RnyvvvuG/1R67+L7fZ5xx13RM/Xu3dvf3fVufLKK6P6yLc9yBogPXv2jB7H9CXJiE9rovouBAGCVImv0aFut7oaKVa8AV2z+Fa7hx9+OKqPrl27+rtzsgZIvJupBnKi9OIDZAvtJk2AIDXUzhFfo0PtIKVw2GGHRT8S1t5evB55WB9awjcf1gA56KCDosfNnDnT340SUL2Gdaz6LgQBglRQDyv1tAr/mEu5Rkd8/e1ienKlxfz586P6aNOmjb87J2uA7LnnntHjFixY4O9GCahewzpWfReCAKlQum+pmWFHjx7Nltnikxxuv/32efcOyke47K2uahYtWuTvrjoalR+v63xYAyQ+jkevi9KLf5+q70IQIBXokEMOib40tuxt+eWXD0afl5K67uq51W0Vi4VTq+c7NsMaIOEYBb0eklPo9xkiQCqMBrGF9/nZam4tWrQIZt4tpbXXXjt4bo1/wGKrrrpqUCeqm3xYA4S6bxjh2J58v88QAVJh4j9EzSp7xRVXVP126aWXBsER1stRRx3lV1tRwisQzoKXKPSM1RogXIE0jEK/zxABUkFefvnlaHR18+bNC16TIc3+85//BDPthn/M/fv394uY0QaS7ccff4zqmTaQykcbSBXQYLj4fEzXXXedX6TqxQdEqb1i8uTJfhETemFloxdWutALqwpoGvLwi9pss83cDz/84BeByz5Q6cqh0MnhcmEcSDZN4x7Wh6Y1yYc1QBgHkjzGgaScVgpba621oi/qn//8p18E/6OJD8M2C21aRa9Y8fUohg0b5u+uOg8++GBUH5dccom/OydrgDASPXmMRE+5iy66KPqS9t9/f383PJrgLz4ifcSIEX6Rgqg9Jaz/66+/3t9ddXr06BHVx9133+3vzskaIMyFlTzmwkqx6dOnB2Mb9AVpSvF3333XL4IctNhR+IetmXk/+eQTv0jexowZEz3X8ccf7++uOocffnhUH6+//rq/OydrgDAbb/KYjTfF4vffS3E7plqo08F+++0X1d0+++xjnpX366+/jq5o1l9/fX93VVEvtJVXXjmoC/V6U4+sfFgDhPVAksd6ICn1/PPPR1+OBvqo9wvyN2vWrGBG3rAOC708j9t9992j53nvvff83VXjtddei+qhkAZXa4CwImHyWJEwhdQ3u3Xr1tGX07dvX78I8vDEE09EY2d0C9DaEBu/zNf6INWqe/fuUT306dPH310ra4AIa6InhzXRU+qWW26JvphtttmGQVRFOOecc6K63GijjUxjOeLtIHvttZe/uyr88ssvUQ83hfLUqVP9IrUqJkDiveDyXcAK+VF9hnWrei4UAVKGdKsqnGtIm25lwU4z82rEdFif7dq184vUSwdPtX/o8UsvvXRVngnHQ3SPPfbwd9epmAB58skno8cW2s0UdYt3k1Y9F4oAKUNqLA+/FDWio3g6W27WrFlUr3feeadfpF7x7tRXXXWVvzv14iHQr18/f3edigkQjYMKOzGsu+665s4QyKZ6VH2qXlW/qudCESBlRt10da9eX4i6786YMcMvAqOBAwdGf+wKk0Knfdd3E7antGzZ0i1cuNAvklqaayxszF5ppZUKvg1YTIDI3nvvHT1+5MiR/m4YqB7DOlX9WhAgZUYDBcMv5OKLL/Z3o0jHHHNMVL+WhacOPvjg6PFqp6oW8QNFvuugxxUbIPHwP+mkk/zdMFA9hnWq+rUgQMqIpigJvwxNXWK5pETd/KVv1cBeCM2IHD5WbSLffPONXyR1Jk6cGF0Va+zHvHnz/CL1KjZANEVNOOW4roC+/fZbvwgKoPpTPao+Va+qXwsCpExocsSwP7Y2TZ6IZKgrb3hA1C0pdfUtRPx2iuVsvJLoPvkuu+wSfd58577yFRsgEn8OpjUpTnz6EtWrFQFSJm659troi9C07er1g+RcffXVUX1rsOGnn37qF6mVZqONt1OpfSCtbr755qiedOVmveIqRYA8++yz0XNstdVW/EaMVG+qv7AuVa9WBEgZ+Hb2bNcpczm5e+ZLWClzRjxu3Di/CEpMZ9aa3iT849e0J4X07unUqVP02N122y3vKT0qiYIyvG2k7amnnvKL5K0UASJahTN8nkcffdTfjTyo3sI6VH0WgwApA3NPPtkNz3wBV2e2vn/9q78bCdFVhyZaDH8Affr08ovUSm0pYRdIbZZBWOVM68pr3Znw8xU7iWSpAiQ+uWKxB79qFQ/hQidP9BEgje1f/3Ju6aXdL5kv4N1mzdy3VThArTFpqvell14qEyQa8b+smzTpVb9IrV588cWoa6vaUoYOHeoXqUia9SC+kNPWW28dTChZjFIFiK4S47dfuAopTPzqQ/VYyFV3LgRIY9I93N/+NlMrTRZvPXr4JdAAunXr5Lbbronbd98mrlOnTdx33+XfI+XKK6+MfkC63TN27Fi/SEXRASV+sFdPnULHy+RSqgCRIUOGRM+1wQYbmNtlqo3qSfUV1p3qsVgESGO6774l4bHhhs5V0cC0cvLDD9+7jh23y/wYmrjTTmviBgzIv1eKDrjx9TE01bnaDiqRPkv79u2jz6LRyY8//rhfzKSUAaJG4Pg69ZohAPWLz6Sg+itFJwQCpLGoH7vWlggD5KGH/BJoQLNmTXZnndU0CBBt48bl341aU2C3adMmK0R0e6uSaFT9kUceGX0G3Zq7//77/WJmpQwQ0XOEPeGWW2451qqvh+pH9aT6Ur2V4jsQAqSxXH75kvDIHHzQ+F56aUAUIJ06rejmzMm/e64anbfbbrvox7TCCitUTJvInDlzstY70WSRAwYM8IsVpdQBIuedd170nJZZBaqFP5mo6q1UCJDGMHOmc7/+9eLwyPxY3YQJfgk0kn79jo5CpGfPHd1PP/3gF6mVQiR+JaKG9c6dO5d1F9+nn346mPUgfM9qx0miYTqJANFMDZqeP3zeM844wy+CDNVLWEeqr1LOcEGANAZNJ67w0Na+vb8Xjejbb79wXbtuFIXIww8Xdram21nxNhFtu+66a9kNNlSvKk3jEk4OqU0DKq0LbtUniQCRV199Nbo1o+0hbgVnUX2EdaN6Un2VEgHS0NRLJ/OjDcKjRQvnPvvML4FGNmPGONehw6+CADn99KXcO+8Utk6CGqPVOyu8Rx/+eDXtSTn0GLr77rvdOuuskxVyWiQryTVOkgoQueGGG6Lnbt68eTB3FxbPYab6COtG9VRqBEhDUp9rDX5SeGgrYElQNKwnn7wqugrp3Lml+/LLWX6Reqkhfb311ss6UOv/NYtvoWtPF0uhpjYZTZMTfz/qaaVpXYodD1CfJANEvYkOPfTQ6Pl1S66a160Xff74rUnVTyl6XfkIkIakhskwPDbfXP1H/RIoE7/88nMm3/eOQuTGGw8I/q1QahfRtCfxqxFtWk9Ei1IledYvc+fOdX379nWtWrXKen1t++67b7DGSUNIMkBEMwPEG4o1iv6zKr261+eOzyKgeil0/ZZ8ESANRdMlZw4aQXhoK1H/eiTniy8+ceedt1oUIs88c61fJG8aGxKfxTfc1Aahf9cKf6U6a1Yoaa1rjSYPV/KLb5tnTl4ee+wx/2GJSjpAZPbs2dGa7eGBUz3Mqok+bzxIVR+ql6QQIA2lc+cl4XHggf5elKm33vpn0A6iADnjjGXdBx+85hcpiNYT+dOf/lTjoB5uGimsH2Xv3r3dsGHDgiuE2tZq0L+rf7/WkenTp0+wQFD8AOpvaszXbaykb1fl0hABItOnTw+u7sLX0pl4qYK53Olzxq88VA+qjyQRIA1BPXCWW25xeGTOCN3kyX4JlLH77+8YXYVceummBU11UhsFg1ac1KJU/oG+rq3Q8jqInHnmmYn1rqqL7rmrHUi9veI9pfT/SXZtVuPxmmuuGb2e2gLS3rCuzxdv89DnT/ozq2dhfELRl156yS9SctUZIJkzzkwNL94KXAEPje/HH79zPXpsG4XIwIHH+UXMdJAdPXq069KlSzCYz28rKXTTCHI1lJ9//vnuueeeCyZGbEh6vRdeeCFz1XZ61gHN37bYYgv35JOF9W4rhM6841dj6o2U1i6++lzx3lb63Eleeag9RX9f/u3R8ePH+0VLrvoC5JlnloTH6qs7t2CBXwIVYNasSVlTnbzyyl1+kZJQN1+dtd9xxx3BIMTDDjssaCPZZpttgkFg4da6devg37Vf5W6//fYgiEo5SCxfWk1Ta4WcfPLJbrXVVqsRFto0ur1p06Y1/v2Pf/yjmzp1qv+UJaF7//HZAbRpUF1aRqzrc8QHCWrT502qzUO3Pvv37x+MF4q/pgafqqNIQ6iuANHZ31ZbLQmQ227zS6CCjB3bLwqQs89eyX322TS/SNXQ3FlqiNc98PjZb3zT1ZQW6lK4hQe1MWPGZDXyatOZrKbXUI+1UlM7UbyLrza9fqXPnaX379ejPmdt7WXFaujvrTbVFSA33bQkPH7zG+cWLfJLoMLcccefoxC5+uqdCprqpNLp6uiBBx5w7dq1c82aNcs6mISblvhV769Bgwa5efPm+U8RqO1MVot7qTfaogR+J//4xz+ybrnov9UGVQ4DOwuh96v37X8Wfb4kfPDBB+7oo4+u8T3rO07qyrEu1RMgc+c6t8oqSwJk1Ci/BCrQt98ucF26bBCFyCOPdPaLpIrud2vkum6VaYJI/0CiTbcwjjjiCHfPPfcUdAZc27103YbR7bhSe+2117LmztKmXm9JzP2VBL3P+Hoe2vR59LlKTUHVrVu3Gt950m1X9ameANHEbk3+Fx5HHunvRQWbPv0l16HDMkGAqIvvu+8+7RepaBp8eOedd7oDDzwwq/dUfNMVyLHHHhs04BZ7Fq/ePG3btq3xGkcddVRwBlxKaiPSbRe/s4KWedUBOonR2sXQ+9H7ii9Dq03vX58jiTave++9N6t3lTYtUaCrnCR7z+WjOgJE/dyXWWZxeGQS3L3/vl8CFe7xx3tEVyEXXLBm5odc2aOeZ82a5W699Va3zz77RMv0+luLFi3cCSecEIw7SWIqFs0MrDPc+GvqDPiyyy4rOqR8GosSX5Qq3LTM6+DBgzNXmt/6D2lQen29j/jyveGm953EWBpdyeyxxx5Zr6W/hVNPPTU4qSgH1REgHTsuufro2tXfixTQtCa9e/8+CpEXXrjRL1L25s2bmbmCuMEdfXSbzIFiyay88U3tEn//+9/dM888E/S2SprOcG+88cbgjDf+PnRGrFtkpaaz7VwH6RVXXDEYmDly5MgGuyrR6+j19Lp6ff896X3q/ZaaTh5OPPHErJmZtWmCzaTHkhSqOgJE/c21zkfr1po329+LlFiw4OPM2fFmwXQnn3zytr+7LH3++YzMmf41rlevXTNnlupG28RtvbUOmEsOHGuvvXbQPXTUqFGJNGjnQ2e8p512Wo2rIY2VKfWU5DpwP/LIIzV6GYWbwktXXpoeZqbW8ikhPZ+eV8/v3zYKN70vvb9SB5lOCHr16hWsex9/PbWrPPzww37xslAdASLz5+t0yv9XoMFpDItuuV155W+iK6ZwO+KIJm6nndQGsEFwT33s2LElP1AVI9ccYjpT1gH3008/9YsXTVdamnZFHQP8A3m4aboQdRpQbyjdZlKgqa2mtl5n+nftVzmV1+P0+Pi0I/6m19f70PtJgrpg+9PeqF1LyxAkcXuyVKonQIBGNHPmm+6f/7zMdeu2RY3QCDdNy/Lgg13c5Mml78VTajoD33jjjbMOeLrNo6nokxgYqMbpgQMHBuHlN7jns/nT+Oez6XX0enrdJBrH5Z133glmYY6/rgL5+OOPz1xFf+IXLzsECKqGpkAZN26w69v3kMxZ5/quY8dfB1vXrhu6Xr12cXfddVIwon3evA/9h5q8994r7tFHL3SXXLJxjbAIt+7dt3YjRlzuPv74Lf/hZU9BoSnw/fYBnUknuf68Vm/USPsLLrjA7bjjjjXaCqybnkfPp+fV8+t1kqKrIN2W9MNQE2w2xjxpVgQIqoIO0Jdd1qrGAby2zUIN+dOmvZi5ijg7E1Dr1XjOcLvqqh2CBbLmzGn4gV9J0JmyRsD7B3L1IHv77eTbonSLR72g1L1WbQhq9NaVgzaNYYlPOaP/D/epnMrrcXp8Q9wq0txkN998s1tllVWy6krtXGp7Kafblfmw/VKACrJ4HZFVowP4jTfunzmwPeHmz5+Z+UF/H6xuOGHCUNe/f7toPEm+fv75Jzdlygvu3ntPC7oP+2ERbtdeu4d79tnr3dy56e1Crsn7dtttt6wDoxrdO3ToUGt7RDXRZJp+DzPNFKCllZO82klS/r8UoEINGXJ6dCDXf9dFvaL69v2T/89ZFDpal/2uu07OCqb4dvrpSwfdikeOvDnoHVYtdAada413nXHfdNNNDT4bcTmYNm2aO+SQQ7LqQ5sa7it9bZSGC5Am/xuHoS0fhZTXH+WQIc61a+fcJps416zZ4k3/ffTRzqm/Oj2wqpbaO8IDezHtGzNmvOwGDjw+mLjRDwxtHTr8yt1ww37uxRfvcF99VV0r7/l0Rn3JJZcEZ9jxg+aWW26ZWE+mcqNpZC688MIaswdoJmeNL0mDPI7OJVJIIEi+5ceOdW6LLbLL59q05rnKoupo5cLwIP/997ZbBZpzq2PHFWqExplnLu/+7//aunHjBrlvvpnvP6zqvf/+++7II4+MDp7hdvDBBwdn5mmkySk19Ux8JUZtmlr/tttua7SxPEmo5+hcQvGDeT7yKa91pDNnOEEZDRQ87TTdiF283rm63b3+usv8whfvUxmVHTbMfxakXOfOLaMDvnphWXz//Tfu/PNXD55DPbduv/1I9+qr97rvvkume2faaBDktttum3VA1Zm5ejxpEse00CqA6skV/5yanPLss892C1K49lAdR+cSyycQ4uorP2WKc02bLgmGp+uYQO/55xfPgaWyurXVCNMeo/EMGHBs1hXDQw+d42bMGBe0ZRRCbRmTJz/nfvihcedlqlQ689ZaJJqOJX6A1Zn6gAEDGmVt+FLRCHZNZulfaR1wwAGZv5n0Lpldy9E5AfUFgq++8nvttWR/377+3poyf7hR+b339vcixWbPnpKz3eLMM5cLutSqYf2NNx52P/640H8oEqAzca3D7k8brxluNfK+kmiSxe7du9cYKd+qVSs3YsQIv3jq1HJ0TkB9geCrq/y//rVkn9o28jlzUZl4W4meA1VDI8FzTR0S3849d2X37LO9g/EcSN6UKVOCKer9s/ZjjjnGffjhh37xsnP//fe79ddfP+u9a4bk66+/vkEmuiwHOY7OCakrEHKpq/zFFy/Z17Onv7d2Khs+rksXfy9STl1MJ0161t1776nBlCJaO8QPEW39+x9TcQO6KtkTTzyROQ/cPOtArDP6yy+/vNGncc/ljTfeqDH1vNaY1yzJn31W2csIFCrH0TkhdQVCLnWVz3x50b4xY/y9tVPZ8HFt2vh7UWW+++4rN3XqKDd06EWuc+c1skJk/Pi7/eJIkKaN7927d3AGHz8w6wz/vvvu84s3ijlz5rhTTjklCIv4e9xzzz3dm2++6RevCjmOzgmJB0Khm2+ddZbsKyTxM38A0ePWXdffiyq2cOGXwXxYYYD07s0JRmPQGXz79u1rHKR/+9vfun810m1n3Y667rrrXPPmzbPek5az1Zr01SzH0TkhfigUsvnCHlXaCpn5U2XDx2UukYE4TX4YBsg557Twd6MBTZgwwbVp08b5t4lOPvlkN3v2bL94YoYPH15jmvemTZu6K664InPSQaeLHEfnhNQVCLnUVZ4AQQLUPTcMEA0+RON78MEH3YYbbph1ANeVwLXXXptoQ/WkSZPc/vvvn/W62rQmyEcffeQXr1o5js4JqSsQcqmr/NprL9nHLSyUyNy570UBoulPUB50pt+jR4/gzD9+MN90002D9eBLaf78+e6ss86qMc36Tjvt5F5++WW/eNXLcXROSF2BkEtd5UvRiL7nnv5epNSNNx6QOWuc4P9zFvW6GjTohChA7r77FL8IGtnHH3/sjjvuuKwDu7b99tvPvfvuu37xgmiSx1tvvTWYbiT+3GuuuWawoFQlD3JMUo6jc0LqCoRc6ipv7cZ79dVLHkc33qoRhsJ11/3OjR7dN3Mg+nfQaP7zz4uCSQ/femu4u+GGfaNynTqtmOpp1yvduHHj3M4775x1oNcVQ8eOHYMriEK98MILwQSH8efTNCsXXXRRMCEiapfj6JyQugIhl7rKv/bakn0aHJjP2YH69W+55ZLHNVKPDjS8MBjy2bp23ci9//6r/lOgzCy+Yhzk1lprrawD/6qrrupuueWWvKaNnzFjhjv88MOzHq/t0EMPddOnT/eLI4ccR+eE1BUIudRXXregwv2apqQ+/fotKa9pUFA1Fiz4KHO+8GCwUqC653brtrk799xVgsWjNMWJBhX263e0Gz/+noLnx0Lj0lrlF198cY0p01u3bu2e1xx4OegxXbp0qTHV/NZbb13rY5BbLUfnBNQXCL76yk+atLgnlfarV9Zzz/kllhg1aklZTcCoiRgBpIauJg477LCsQNCmfwuvJnTVMnjw4KKuWpCtlqNzAuoLBF8+5R95xGVOPRaX0ZTtHTosvr2lqdy1RKRuU511lnPLLLO4jGbt1RTwAFJJ7Rm6+ogHhK5OjjrqKLf99ttn/Xsx7SZYrI6jc4nlEwhx+ZYfM8a5Vq2yy+faVObFF/1HA0gZXUn07ds3uLLwr0jCrRQ9t5CGABEtV6tlazNnGW7jjRffptK20UbO/fnPLGkLVKFwTMdSSy0VBYfWah/GonIlk8fRGQAqV3xE+etapRQlQ4AASLX44MOJEyf6u1EEAgRAqhEgySFAAKQaAZIcAgRAqhEgySFAAKQaAZIcAgRAqhEgySFAAKQaAZIcAgRAqhEgySFAAKQaAZIcAgRAqhEgySFAAKQaAZIcAgRAqhEgySFAAKQaAZIcAgRAqhEgySFAAKQaAZIcAgRAqhEgySFAAKQaAZIcAgRAqhEgySFAAKQaAZIcAgRAqhEgySFAAKQaAZIcAgRAqhEgySFAAKQaAZIcAgRAqh13RiZAWjYJtonvECClRIAASLXjemcCpG2TYJv4HgFSSgQIgFQ77pFMgHRrEmwTZxMgpUSAAEi140ZmAqRfk2CbOI8AKSUCBECqESDJIUAApBoBkhwCBECqESDJIUAApBoBkhwCBECqESDJIUAApBoBkhwCBECqESDJIUAApBoBkhwCBECqESDJIUAApBoBkhwCBECqESDJIUAApBoBkhwCBECqESDJIUAApBoBkhwCBECqESDJIUAApBoBkhwCBECqESDJIUAApBoBkhwCBECqESDJIUAApBoBkhwCBECqxQPkrXlv+btRBAIEQKrd8u4tQXi0vKel+++P//V3owgECIDUe3Pum+7z7z73/xlFIkAAACYECADAhAABAJgQIAAAEwIEAGBCgACoeuE4EW3IH7UFIDVenv2y6zy+s9tp6E5urXvXcssOWNa1GNzCbfnQlu6k0Se5YR8Mc4t+WeQ/jAAxorYAVLwZX81w+z2xX1YQ1LZtdP9GbviHw7MeT4DYUFsAKpquOla9a9UoAPYcvqe7Z9o97oP/fuAW/rTQLfh+gXtj7hvuktcvCUaj5woKAsSG2gJQsWZ+PdOtfvfqwYF/6f5Lu1sn3eoXyaIwOWH0CTWCggCxobYAVKy2T7eNDvw9J/T0d9eq62tds/6fALGhtgBUJM2sGx701a6Rq3E8XwSIDbUFoCJd+vql0UH/yjev9HcXhACxobYAVKQ2w9tEB/0xs8b4uwtCgNhQWwAq0rpD1o0O+nMWzvF3F4QAsaG2AFSkFe5cITrof7/oe393QQgQG2oLQEUiQBoftQWgInELq/FRWwAqEo3ojY/aAlCR6Mbb+KgtABVp4ryJ0UF/kwc2YSBhI6C2AFSsg546KDrwXzPxGn93rTSxYhwBYkNtAahYH379YTQT7zL9l3F3TL7DL5Llix++cCeOPrFGUBAgNtQWgIr24qwX3Sp3rRIFwO9H/N4NmT4kCJfvFn0XhMabc9903f7VLVhkKldQECA21BaAijfty2lu78f3zgqC2ja1l4z4cETW4wkQG2oLQGq8NPsld94r57kdh+4YLB6lJW2bD27utnpoq2BJWwVHrsZ2AsSG2gIAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAACT/weIaxCVa1T82QAAAABJRU5ErkJggg==)
PN: 6H01-5-00
CAS: 1171926-62-7
Molecule Weight: 198.66
Formula: C9H7ClOS
![3-Chlorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-5-02
CAS: 21211-22-3
Molecule Weight: 212.65
Formula: C9H5ClO2S
![6-Chlorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-5-X1
CAS: 26018-73-5
Molecule Weight: 212.65
Formula: C9H5ClO2S
![Benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-1-Y8
CAS: 6314-28-9
Molecule Weight: 178.21
Formula: C9H6O2S
Melting Point: 289-291 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900