| Product Number | 2717-1-33 |
| Synonyms | 1-(2,3-Dihydro-1H-inden-2-yl)ethanone |
| CAS | 33982-85-3 |
| MDL Number | MFCD08543446 |
| Molecular Formula | C11H12O |
| Molecular Weight | 160.216 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2618-1-0G
CAS: 17190-77-1
Molecule Weight: 174.199
Formula: C11H10O2
![6,7,8,9-Tetrahydro-5H-benzo[7]annulen-7-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABuGAAAbhgE6/1oJAAACDHpUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPq95sOXKIU0LLYNAyWDvYt6HYSmqIpWI7b/9+J+dlcZq6WOZOp3vO1t1Jk/tdtYKNrZvSu4wIyglYl/uidMuM/H79fqfJ/XSSoxM6uiYjb237PmZsu93S/M1WZucdzX1FDuvjXVP2fLYR9fWSSc4F+/P89NIxd6VrWuNyi1RTjpvO+ORz03Z/8cknWGXqTenYwZ1V9eYQ7a/kYXC6awryfy8PuDZDFBblysLC15VpYSM5xcG/wdI6W5vWFjDfozmiMe59Onl+9Pm6sq5FNUQoc7N6aet1jobKr2y+xmCo/HjMSCUQMK2vZnVt9hC0YDYCjAQTgYnBKDAJmBEYDSYFIzi+uC4k5nllw4de9+82Iz/h4daDCZIZ0TROtYaEpqoTMuUJxHSkUwkRVVpJkFQqoYDTVIz0SRyNR5cjcMAJ7DFwRBOZCjgKdI9FAoLqVKc406ozct2JbhbTKEWhqEguZ5HCwIpykSSYEnbOyXQy9664UKEsMjIXpEvWL7to5DFfBHxd2DojMgQIrpeA7AMhu2dA3AKiPhBqMQzEfSBUbhhQfSDU+QzMbgFJHwhdMQyM+kDooWFA94HQccNA2ge6/hwmwvrVtr9ErqvdHYHh5Iqrgp+OzCATfWiS2wi76El2OtOofjjv7OIyYHgFTv8B9oaJBNm3EaQAAC+SSURBVHhe7d0JuFXz/sfx7t883esaQ2RKkSh6EIkiIo8hUkSEa54pc1dXIhmSkMgURSIpxSUyFxGRInOZkqHoGi5+/z6ru1Zr//bpdM737LXPWnu/X8+zHve21jmn1l5nfdb6Dd9fHQcAgEEd/w8AAKgKAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAlTghhtucKuuuqrbcsstXZ8+fdzEiRPdwoUL/cOAskaAAJ7evXu7v/zlL65OnTo52/LLL++aN2/uzj77bDdixAg3Z84c/0uBskKAAP/z448/ug4dOuQFR2Vb/fr1XefOnd2AAQPcG2+84f744w//2wIliwABFnnvvffcNttskxMOJ554onvuuedcv3793MEHH+zWXXfdvADxt9VXX93ttdde7rLLLnPjx4938+fP938UUDIIEJS9sWPHur/97W9RCKy88spuyJAh/mGB999/3919993upJNOck2aNMkLkIq27bbbzp188snunnvucbNmzfK/JZBZBAjK1p9//ul69erl/u///i+62derV8+9+uqr/qFL9cMPP7hx48a5Sy+91LVp0yZ4A/EDxN/WW2+94I3m2muvdS+//LL75Zdf/G8LZAIBgrK0YMECd9BBB+Xc2Fu1auW++uor/9Bq+f3334O+kBtvvNF16tTJbbLJJnkB4m8rrbSS23XXXd3555/vRo0a5ebOnet/WyCVCBCUnRkzZrhGjRrl3MTPOOMM99///tc/tCBmz57tHnzwQXfWWWe5HXfcMRjN5YeIvzVo0MB17drVDRo0yE2bNs3/lkAqECAJmDBhguvfv3/QRIJ0GT16tPvrX/8a3ahXWWWVoE+jmDSf5Nlnn3VXXnmla9++vVtzzTXzAsTf1Eez3377uSuuuCK4vn766Sf/2wJFR4AU0DfffOO6dOkS/dJvttlmbtKkSf5hqAUaXtuzZ8+c+R1qXpoyZYp/aK1455133ODBg123bt1cw4YN8wLE35ZbbjnXrFkzd+aZZ7rhw4e7Tz/91P+WQOIIkAL47bff3PXXX1/hk6RuWGqK+Pzzz/0vQ5Goo/uAAw7I+Vxat26d6r6GefPmuUcffdT16NHDtWzZMnhT8q8tf9MAgI4dOwZvvwrGpJrkgBABUkMageM/Merp0B+No/+vGc6MuCmu6dOnu6222irns9BM8qzdXH/99dfgbVYPKocccoirW7duXoD4m0qx7Lnnnu7iiy92Y8aMcd9//73/bYEaIUCMZs6cGbRJ+7+0+++/fzApTW3UGtqpOQXx/WrWGjlypP/tkIBHHnnErbHGGjk31KFDh/qHZdaHH34Y/HtOPfVUt/3221dYfsXfGjdu7E444QR35513BtcwUBMESDXpKe6cc85xK6ywQs4vpkb1aOax7+OPP3aHHXZY3i+yngzfeust/3AUgPo7Lrnkkpwb6qabbhoMry1lGpr85JNPun/+85+ubdu2OeG5tG2ttdYKhjP37dvXPf/88+7nn3/2vy2wVARIFWl8vzo5/XIW6vdQ5Vb1g1RG1Vz1lBj/WjV1aUazOt9RGAp4/81QpUXK8RxrFODUqVPdwIEDg8Edevv1A8TfVlxxRbfzzjsHD0kPP/yw+/LLL/1vC0QIkCrQzb9p06Y1vvkrhG677TZzCKFyb7/9dlB+PX5uNTlP5x2LffHFF0EwKCB22mmnIDD8EPE3BY+O7d69u//tUOYIkEqo+UmjWvxfqJo2P1W3GQzL9tBDD+UMXFhttdXcsGHD/MPg+c9//hM0XV199dXuwAMPDJq0/Os9vt10003+t0AZI0AqUFkHuG5UhbKsjngsm94uLrzwwrzP6c033/QPRRVppr462dXZ7lco1kx6IESAeDSqZaONNsr5pUl6CG5FQ4HVtHDeeecFcxhQsW+//dbtu+++Oedtn332Cf4chaP6YPE3E5W4B4QA+Z/Jkye7Fi1a5NyMNIrn6KOPLsokwKVNRlR/ye23385CRR41IW6++eY55+qCCy6gvyMhqhwcD2lAyj5A1Kl4zDHH5I2h10iUV155xT88ceqU10JG6qSP/33Uic+T32IPPPBA0McRnhu9IapYIZKjZt111lknOufVKXmP0lW2AaKZvX369MkbK7/hhhsGC//UdiFEteHvscceOX83bYcffrj75JNP/MPLgt4uNBIofj406opqtcWhQo7hedfcEaAsA0QzlP3mD63JoMlnWhc7TUaMGBFMgov/XVUXSUumllNFVtWG2nvvvXPOQ7t27dx3333nH4qEaPRguHKj3tgJbpRVgOiC16px8ZuQtkMPPdR99NFH/uGpodnBevqLN9toU/G8++67zz+85GgyXDxEdfNSfSf6hYpP5z38HI444gh/N8pMWQSInl5POeWUvIV8tFb1M8884x+eWnPmzHFHHXVUXn+NVrMr1Tbp+++/P6hhFf5b1eSoiXCoHapgHD7IqJ9Oa8SjfJV0gKjiqpYW/fvf/55zw1Vn4K233prZETtaR1szg+P/Jq3rfeyxx5ZM6Ql9dppsGf83qqqu1s1A7VI14/AzOe644/zdKCMlGyAqKrf11lvn3IA081vLipZCWWt18mslvQ022CDn36gn9KuuuioYJJBVesr1mxq1ch9zYtJBb8LqMwx/p1jMqnyVXIDoldpfPEibJpxphm2pUae/2qXDX+hw22KLLdyoUaP8w1Pv9ddfD1YKDP8daq7TgAH6O9JFdeDCz+i0007zd6NMlEyAzJ8/Pyic5xeHU7PH2LFj/cNLjtaG0EJDfnCqEq2KDGaBhk/HV97T2uValQ/po+st7FPUZ1YqTaeonswHiJ5M77jjDrfeeuvl3Dg13FCzZ8utwu2ECRNckyZNcs6FftG16FBaS3yov0Nre8f/zios+e677/qHIkVUpSH8vKjUW54yHSCqIrrDDjvk3Hg0MkRF4NK83nXSNDjglltucWuvvXbOuVE9owEDBqRqOdevv/46b8KkqsLqjRLppoDX4A19ZqoGkNYHFCQnkwGiTrvOnTvn3HS0tWrVquRXnasOTbLTk71fNl4VVv/973/7hxfda6+95jbeeOPo76Wb0eWXX17rVQBQdfHVNnv27OnvRonLVIAsXLgwWK4z3k6urX79+kF9pGLRGgoqNaJZ4r169QomVGmNEG3qc9Gkt3DT/w/36bh//etfwdepGGCxlg/Vk6IK4PmBqyf9WbNm+YcXxV133ZVTLl9NjmPGjPEPQ8rpgS2cl6Th8rw5lpfMBIgmlMWfVrVpQpNu4EnfiDXSSR3xmpegyYf+jbgmm5rg1H78xBNPBAGZJN2gGzRokPPzNeigR48eRfvFV5+U+mPifwe9EbH+SXZp/Zrws9QQcpSP1AfIlClT3G677ZZ349Uaz7Nnz/YPLxjNFdHys7vvvnveDPaqbP6w2qps+hrVe7r33nuDt5wk6Aber1+/qKZRuK2//vpuyJAhiQ6X1Ugdnc/4z9XIsQULFviHIkNeeuml6PPUYJakrl2kT2oDRIvYdOvWLeqkC7fmzZsHF2wS1Pb++OOPu06dOuWtRhjf9CakuSbnnnuuGzRokHvhhReC5W+XViVXf6796vTXDHi9yeipTZV//e8dbpoQePzxxyf2b1Xntb6/f3614pz+PYU2adKknIW69HNV34v+jtLQunXr6LNV9QeUh9QFiGZQ9+3bN5gDEL+x1a1bN2g3T+KGo1FLKkroL98ZblrUSaEyePBg98EHH/hfXiNqurn55ptdhw4d8t4Kwk1P7U8//bT/pQWhiXv+W4E29dd89tln/uEmWhAr/kamRbMU1Cgduj7Dz1dFPrNcCQFVl6oAGT16dLC+Q/xGphuP1rxOoplDw1m19rPfL6BNHfVHHnlkUBIlyWadODUvqdS8Orf9kVPa1JT31FNP+V9WEMOHD8+ZAa5NRQw1KsraJKF/T3zGsrZtt9221jrukaxddtkl+pz1sIXSl4oAmT59et5aD9q0aE2hn/hDKki4/fbb5/1MTWDTxZ9EYFWHmvDUV6E3L//vqH4D1SMqNAWFAiNe/VabgmXYsGH+4ZXSSo+qEhz/Phrymbb1VlA4jz32WPRZq5ROVouVoupqNUA08ej000/P66Ru3LhxYk02+pmaaOiXRNfoKi2LWqy3jarSCLP+/fvnFU1UE58mBSbx91XTld6+4j9PW8uWLYMmr2VRv028f0eTO7X6I0qbmpfjD2XlsFZNuauVAFHT0cCBA4OZ0fEblGZO68+TmimtJ6T4us7aNttsMzdy5Ej/0NT55ZdfgjcSzfiN//3VbJBUNdQXX3wxGLQQ/3nq/FYJb3XCV0SDCuL1yDQ3QEOUUR70EBZ+9noQTKLPEulR9ADRm4UurPhNSW8gehNJqhSCAum8887LeevQTU5VbK3t+7VFYaE+kvj5U/COHz/eP7Qg9IajfiIN843/TL0BXXPNNVFnqf6rN7v4MXqrU9E9lA9dLw0bNoyuARb/Km1FCxD1ZahPI36D0aa+D/WBJEU33BYtWuT8THVGz5w50z80U/SLqdFh4b9JbwaapZ9Ek5ZooqEmHPrVjjUAQaPj4h2o2jRqrZzWbMcSWqcmvA40LBylqygBovZ0v89Bo6006ipJaq+PPznrJnvRRReVTOeeJlL64dixY8dEKxBrBJX/BhTf1N+hYdgoX3rjj69hP27cOP8QlIiiBIhuKuHFpKYP3WCSHieusuaajBf+XD2tJ9XMU5sUFn4p9Hbt2iVeFkXDif15Myotk9QwY2SLqkGH14UGX6A0FSVAwlnd+q+GpyZNxQrjE9fU51KoSXFppWak+Gg2/dImvQSsnjSbNWsW/UyVQgFEgz7iI/EmTpzoH4ISUJQACWdYawRU0hQe8TcezUVIqnM+bTQJMR6cat5KepDAKaecEv28NJSIR3pcd9110bXRtm1bfzdKQEkFiJqt4jfQ9u3bJ96UkzZqQlJTUngONOkwqY51IUCwNBpEER82P3nyZP8QZFzJBIg6zOP1sxQeSc0nSTsFaXy0lIZIJ4UAQWVUMDO8PjT4AqWlJAJEQ3Xja6Kr2arc3jx8mgUcH/mm2exJIEBQGS2LEP7+63qcNm2afwgyLPMBolFI8aGs6jAvlz6PZdHiPuF50RuJ1lYpNAIEy6IJu+E1oqWoUToyHyDnn39+dHFqqG6pj7aqrq5du0bnR5P+Cl3MkADBssydOzfql9MAF1afLB2ZDhDVtgqbaTRJsBTnedSUAiNerv6YY47xD6kRAgRVoUXUwutEC8WhNGQ2QObNm5czwkMzzFExNV3FO9UVvIVCgKAqtPxAOEJSa90sbfVOZEtmAyReuE+T5kqlPElSVPgwPF9aq0ETvQqBAEFVxRcXO+200/zdyKBMBogWgwrX8taT9YwZM/xD4FHAqjpu+Avcu3dv/xATAgRV9dFHH0XVElSV4ssvv/QPQcZkLkA0tyO+aI1GeKBqVE4i7DNSp2YhBhwQIKiO+KAODYBBtmUuQLQ2RXgBajGopEt1lBoNowzPn5oBa4oAQXWotSBsPdDiaOrLRHZlKkDUDBMfUcRiNdWnt46wQ12dmlq7vCYIEFSXlhwIr5mePXv6u5EhmQoQza4OLzy157Ncpo2WpA3PY/fu3f3d1UKAoLqmTp0aNaVqyWMtVoZsykyAKCzi609o7WXYaDXGsBlB9cNUbsKKAIGFatWF140qJiCbMhMgWtUsvOAaNWqUaIXZctChQ4fofN5www3+7iojQGChkZThdaM6duVeuy6rMhMgWmM7vOBuv/12fzeq6fnnn4/OZ/Pmzf3dVUaAwKpNmzbRtZNUsU8kKxMBoiaWcFXDVVddlTbTAlCTYHzdajVrWRAgsNKyA+G1U69evcSXuUbhZSJABg0aFF1oRx55pL8bRir/Ep5X62gYAgQ1scsuu0TXz+DBg/3dSLlMBEirVq2ii+zJJ5/0d8PonXfeic7rVltt5e+uEgIENTFmzJjo+lGJnXJdBC6rUh8gCxYsCIqv6etVrp2aV4UVH9mmhbmqiwBBTagptWnTptE1NHToUP8QpFjqA2Ts2LHRxaWOdBSWitqF5/fee+/1dy8TAYKaGjFiRHQN6YGG+V3ZkfoAia8jQBtp4T300EPR+dUEw+oiQFBTGpKvofnhdTRy5Ej/EKRU6gMkXkH2gw8+8Hejhr7++utoVvDmm2/u714mAgSFcPfdd0fX0Q477ODvLm/qF7rvPucOP9w5/Y6uttriTf+7Y0fn1HLw22/+VxVFqgNEhRLDGdObbLKJvxsFsvXWW0e/vNVdT54AQSGo81zFUcNrSROH4TRhy7mGDRfdqetUvmkQjI4tslQHyJtvvhldUPvvv7+/GwVy2GGHRef5lVde8XdXigBBodx6663RtaTZ6ccee2xRtuMWbTct2l5ctP1n0eaKsakS9ssv+6cg1yOPOLfSSosDYtGDtDvxROf0+6l5cAsWOPfqq86deurifTpGx44a5X+XRNXx/yAJ1gB54IEHogvq3HPP9XejQLSmSnieq9uRToCgULRKpkq8h9dTsbblFm0dFm33LNp+WLS5Ym2bbuqfgiW0SN6qqy4+TsEwfrx/xBJPPeXcyisvPlZNW8ZJwRZ1/D9IgjVALr/88uDrtNGBnpx4+/Oll17q764UAYJCOuKII6LrqVhbrQVI+/b+P3+JPfZYctzAgf7efIve3qLj99zT35uYOv4fJMEaIJp1Hn7Iqt2EZLz00kvRea7uUGkCBIX0008/BSXew2tKzVrPPvtsotvERds7i7YvF23/XbS5YmyTJi294/u115aEgfo2/vjDPyKfjon3leh7FEGqA2SfffaJLiRGYCVHa1WH53nvvff2d1eKAEGh9e7dO7qmDjzwQH936bvggiVBsOhcVJmODb/uwgv9vYlIdYC0aNEiupA03BTJ+Oabb6LzvPPOO/u7K0WAoNB++OGH6J6hIeZvvfWWf0hp2223JUEwcaK/d+l0bPh1u+/u701EqgNk2223jW5OrH2eHHVehue5cePG/u5KESBIwiWXXBJdV2qJKCsbbrgkCKrz4PzVV0u+bqON/L2JSHWA1K9fP/g61cJCssJ6Y9Wdb0OAIAl6Kw6vSW2vv/66f0jpCkdUaVv0cFdlOjb8ulVW8fcmItUBouKJ+jotu4pkhZ+Rznl1ECBIAgFCgESsAcIbSPHwBoI0KesmrA02WBIENGHZA4Q+kOKgDwRpQid6ATrRW7b09yYi1QHCKKziYBQW0oRhvMZhvFdeueTrGMbLPJBiYR4I0oKJhItMnrwkCDQ58I8//CPyaQ2VRo2WfB0TCZ3r0qVLdCE999xz/m4UCDPRkRaUMvkfNUGFx6lMybLcdtuS41UGpUjq+H+QBGuA9OrVK/g6bbfpBCERd911V3SeqYWF2kIxxZjp0xePpNJxGpVV2e/WM88sOVYFGFWIsUjq+H+QBGuAPPjgg8HXadPKhEjGRRddFJ1nqvGitlDO3fPQQ86tuOLiYFDJ9pNPXty8pVLuP/64uJnq9NOdW265xceoaq9KwBdRHf8PkmANEI2+CC+o/fbbz9+NAunQoUN0nifrAq0GAgSFwIJSS6GRVQ0a5L+9+JuOqYVm/lQHyM8//xytSLhRkcY1l6OGDRtGv7jff/+9v7tSBAgKgSVtK6HOdrUMHHaYW5Syi5uptKkJ7NBDWdK2Ms2aNYsurJlFXCilXHzxxRfRmugN9BRTTQQIauqPP/5wjRo1iq6jkSNH+ocgpVIfIN27d48urJtvvtnfjRoaNmxYdH5P1JKZ1USAoKZGjBgRXUPbbLON+1NDUpEJqQ+QJ554Irq4DjnkEH83akihEZ5fhUl1ESCoCYVF06ZNo2to6NCh/iFIsdQHyMKFC91KK60UfL0mGP1WS219pWqLLbYIzq2asdScVV0ECGpizJgx0fWja1Gd6ciO1AeIaHZ0eJE9UuRhaqXs1Vdfjc5rkyZN/N1VQoCgJnbZZZfo+hk8eLC/GymXiQDR3ITwIivL2jgJOfPMM6PzetVVV/m7q4QAgdWECROia6devXru119/9Q9BymUiQNSMpTVB9D1UdvwrlS1GjaipQJO1dE41VPqzzz7zD6kSAgRWbdq0ia6d/v37+7uRAZkIEDnhhBOii+2aa67xd6OaHnvsseh87rnnnv7uKiNAYPHyyy9H140eZPSQiOzJTIDEC/5tsMEGrA9SQ7vvvnt0Pu+8805/d5URILBo3759dN1Ym09R+zITIBK/6fHKa/f888/nhLGK2FkRIKiuqVOnRpNXNbJy/vz5/iHIiEwFyNNPPx3drDbccMOg1AmqT3XFwvPYr18/f3e1ECCoro4dO0bXTM+ePf3dyJBMBYjstttu0cV37bXX+ruxDJMmTYqe/tZaay33o6p61gABguqYMWNGVN9OpdvnzZvnH4IMyVyA6CYV3rB0AX766af+IVgK1Rzacccdo/On9VZqigBBdXTt2jW6Xs4//3x/NzImcwEiKmkSXoTMC6m6W265JTpvm2yySbB8aE0RIKgqLZ28/PLLB9fKyiuv7L788kv/EGRMJgNkzpw50bwQbQ8//LB/CDxz587NWWu6UBVPCRBU1UknnRRdK6eddpq/GxmUyQCRAQMGRBejxpHPnj3bPwQxBx10UHS+9t13X3+3GQGCqtBDX1jTTpOBP/nkE/8QZFBmA0Tt+fE6OrvuuiuFFpdCQ57D87Tqqqu6999/3z/EjABBVWhJ6vA66datm78bGZXZABF1oK+99trRhanaTsj12muvuRVXXDE6R0OGDPEPqRECBMui5tPVVlstuEaWW24599577/mHIKMyHSAyfvz4aFigtrvuuss/pGypZlh8nemjjjrKP6TGCBAsy8UXXxxdI507d/Z3I8MyHyDyz3/+M7pA9YRDyXcXzO6NLwesdc9rOuejIgQIKvP9999Hv/+afzRt2jT/EGRYSQSI+kMOP/zw6EamzrqnnnrKP6xsqDRJvNKpmvneffdd/7CCIEBQmSuuuCK6PhhyX3pKIkBEHejt2rWLLla1uWq9gXKj8IjPk1GnuSqfJoUAwdJonpF+58PrY/Lkyf4hyLiSCRBRSeiWLVtGF6w6j++77z7/sJK1YMEC17p16+jfr0lbjz/+uH9YQREgWJrrrrsuujbatm3r70YJKEqAaNapLiL9N+nFoH744QfXokWL6MJVu2s5lIvWeY33eSg87r//fv+wgtKiVE2bNo1+ZqFHeCG79CasgqfhtTFx4kT/EJSAogSIOrbDC0kzyPv27Zvo8pVaKyTejKNNNXiS6EROAw3VjY+2UrPV2LFj/cMKSn1M22yzTc45VrNhOfc9YYl42Ry1CqA0FSVAjjzyyKgCbLhtueWWbvTo0f6hBaOO9dNPPz3nZzZo0MBNmTLFPzTTNEkwPs9DHeZJ9nnMmjUr6AyNn9f4pocFPSCgfOnNdNNNN42uiXHjxvmHoEQUJUDkgw8+yCmnEW577723mz59un94wdx44405N1j9b62B8fvvv/uHZso333yTdz41VDep0VYaFtyjR4+cc6lNoay5N/GqANo6depUkGKNyJ677747ug5U/Rmlq2gBEtKiUI0bN8652ai9Xm8L3377rX94QeitQze6+M9s0qRJJttl9Wal5oF4YURtRx99dCJNdPp5WvJ2/fXXz/l5aorU2vRhU6T+G1+3Xtt2223nPvzwQ+87opTpetGDTHgNUOi0tBU9QESvuAMHDgwWNIrfcNT8oj/X/kLTzfWYY47J+XnajjjiCPfZZ5/5h6eSFoOKr+ehTf0dSXVev/jii6558+Y5P0+z/o877jj39ddf+4cHBg0alPOWoqB74okn/MNQoh588MHos9eD4p9//ukfghJSKwES0huH3jzCNQLiF57eVJLw2GOPuS222CLn5+mGd/zxx7uZM2f6h6fCCy+8kLMMbbipqq76JApNgap+K//nqTP09ddf9w/P89JLL+WMwFG/SJ8+ffzDUGIUFttvv330uZfTEPpyVasBElIfiPpC/BuW2vjVd1Joam7RDNmwwFu46em6Q4cO7rnnnvO/pOj0Fqaw23333fPOixaDKtR6HnEavXb55ZcHbzX+zxs2bJh/eKW++OKLoEJy/PscdthhiTSzIR10vYaftR7Sst7PiGVLRYCENCpLo7PiNx2VJbnwwguDSXKFpiftf/zjH9E6BfGtfv36QRG4d955x/+yRL366qtBVWGtceL/ndTEp2Vok+icHj58eBAU8Z+nIFGgKFgsVB0gvoiQtm233TaRtybUvvhAisGDB/u7UYJSFSCitwMNA42vOKitbt26wWifJNpU9bSs9Zn9nxluW2+9dbCC2kMPPRSMfiokLeupp/sTTzwxr2kt3DbYYAN37bXXJvL0riapit5yCtk3dPvtt+eE9Jprrpn4DHkUl5qcw8+3Xr16ic7zQnqkLkBCmlmthWfipdq1qVNXbexJUOXQG264Ia/j2N/0FH3ooYcGb0YasvjKK6+4jz/+OFh1rSL6c+3XcRrRdMEFFwRNZY0aNcr73uGmeTN77rlncLxm9RaaOsHV7+OfX3XSq8+l0DQAYKONNop+jn6umhGTeCBA8cVL6GjoPMpDagMkpCG4u+22W94NtkuXLokuY6tFb3r27Jk3/LeqW0XNYlXZNLxYpVcK9fTvU7OS5sGE9cnCTcN0NZpLwzCTorct/21HFQOSaJ5E8eiBLvw81fRqbfJE9qQ+QEKq67Txxhvn3HzUCa4+gZ9//tk/vKB0M7/33nuD4aubb7553k2/JpsCSv0wasbSDTZJY8aMyQtEjUDTBEFNFCwGBdipp56a83dQSRRWqcuu/fffP/osy6HuHJbITICIqu1q8ahVVlkl5wakDu8HHnjAPzwx3333XVCaeujQoUFHe8eOHYPmJm3qx1AZh3DT/w/36Tgdr+GN6ixXk1kxaHb6PvvskxdeKklSWx3a6s8Ki2xq0xuRAg7Z8sYbb0RlijTnp1gPIkiHTAVISGuha2lM/4bYqlWr4ILGYgo6jehaYYUVcs6TnvjTUHpdRSDjb5XqF9GoL/pFskNDs8PPT02+KC+ZDJDQ888/73bYYYecm6Mmramkxty5c/3Dy4bG36vciYb9xs+NZv4PGDAgkZn+VurM32OPPXL+nnoz4kk2/fRmGw7CWH311RMrRYT0ynSAiDp977jjjrx5E2oS0dBXtbmXE63CqI74+LnQTH/1O6T1F1yBpjel+N9ZI9SSKgyJwlD9tfDz6t69u78bZSDzARLSE6vmcvjVYrfaaqvE18ZIAxUt9NdA0bbXXnu5t99+2z88le65556c/i3Ny3n00Uf9w5ACut7CEkT6zJIeAIJ0KpkACb3//vvugAMOyLuRqm7UjBkz/MMzT5ML1THvDxtW5/2oUaP8w1NPExvjM+LVQXvZZZclOrwY1RevMKBJtihPJRcgoSeffDKYQR6/qaoz+ayzzira6KckqaNZkxg1Sz3+b1xjjTWCoZRZngms/qs2bdrk/Lvat28fLFeM2qeJseEDi36nNKgF5alkA0TUtq5Zsf7aGeuss4679dZbM1vsTSsO7rTTTjn/JnVmHnvssSXTlKDP7pxzzsn5N6o5sti1yZDv7LPPjj4TzY1C+SrpAAnNmzfPnXLKKXll47Xg0TPPPOMfnlp68jvqqKPylgdW1VvNKylFmkAarw6sNywWKao9ejsMq1hrxKOajFG+yiJAQtOmTctrGtGmulYfffSRf3hqaKZ9ReXnVbSuHNZcmDp1as4a2wpQ9fvQL1J8Ou/h56CCmyhvZRUgoUceeSSvJInadC+55JJEKt7WxIgRI3Junto06kUdy0mUdU8rvUX6a8a0a9cumCyJ4lDfYVhDTSGuBzKUt7IMEFEns1bJU5NI/KaklfQ0nLS2Z0O/+eabeRPstB1++OHuk08+8Q8vC+qz0nyD+PnQ+jHcyIpDb8Hheddib0DZBkhIa4ForXS/X2HnnXcOyq8Xm9Yb0dogal+O/32aNm2aipUS00B1z+LNeZoFrbW4kRy97WrwSXjOS7XPDdVT9gESUnHEFi1a5Ny0FSqabfv555/7hxecZsxff/31wWJL8b/DuuuuGyzIRHt/rrfeeiuvGVLrrGR1ZF3aqapDeJ5VmBMQAsSjCrvxhY/CJ9zevXsnsrCTjBs3zjVs2DDnZ2pG/Xnnncfch0qoNIsmiMbPm25uaS3ZklVa3E111MJzzJswQgRIBfS6fumll+aUG9e22WabBcvaFsrMmTPdfvvtl/MztGl9BdbHqBq9cWhlSP9zUh8SbFSxQSthqiipKjfHz61WrARCBEgltAyt1vDwb/Ba20NNKFYazaJJcn6ZdRUQHD9+vH84qkDBrjfF8Fyqj0SLdKFyWj1QVa2vvvrqoApy/E2jou2mm27yvwXKGAFSBRMnTgw6seO/SOrkVj0gdXpXlZ6Wb7vttqBfI/691O+htdjLrXJwoalopEZlxc+tCmzSL7KEBo1oIqYeYFTNwC8+WtGmNzodS8Vd+AiQKtJNaPDgweabv0Jo++23z/laSwihcnq785sFVZG4HM+xhqJrEubAgQNdly5dgiDww8HfFCgagaiAUdCUSmkcJIMAqabqNj+pGSy+alu41bQZDEunEWuaFBofmq3JmKW+WuWCBQuCIqJa9rlt27Z5c5wq2tRkpTkdffv2DZqyVPUAqCoCxGhZHeCVdcSPHDnS/3ZIgCoOxG+iqqmlUXalQmty6N+jxcL0duvPZapoa9y4cdA5rk5yXcNATRAgNVTREFw1TcU7dLUlPRQYFZs+fXpQxTf+WaiabJqW9a0KVU6YNGlSMFdIC4fVrVs3Lxz8TYGpN13VrxozZkxJLGOAdCFACmBpkwC16amwa9euRZmMiIppLo2/yFjr1q2DyrJppdpfWo2xR48ermXLljkrNS5tU3FNjRrs37+/mzJlSuZCEtlDgBSQOmrVWRn+Qqu5Sk+NqH3qF+nZs2dOM49WPtSNNg20zokGaXTr1i3vjbaiTW+5zZo1C9aSHz58OIs6oVYQIAmYMGFC8BRY2wUZkW/06NHBWuvhjVhP9lrZsZgWLlzonn32WXfllVcGKy1W9Obqb6qCqz43FTTU9VVOlZiRXgQIyo5mWmvUXPwGfcYZZyTW5DN79uyg2KOWU9ZMbn9hs4q2Bg0aBE2fgwYNotowUosAQVnSkFcNX43ftFu1ahXUfaoJzRfScGEtpdypU6egmcwPB3/TWjRaVVKTHkeNGpXqvhkgjgBB2VITY69evYL15MObuTqiq1OqXB30GomnIdta7dIffVfRtt5667mDDz44qHCr9e0ZmYesIkBQ9saOHRuttKdNc3eGDBniHxbQGuDqM1EFgSZNmuSFQ0Xbdttt504++eRgobJZs2b53xLILAIEWESTP/3Ks1rYS6XL+/XrF7wx+GVsKtr0BqLSKVpyWJUJ5s+f7/8ooGQQIMD//Pjjj65Dhw55oVDZVr9+fde5c2c3YMCAoO+Dhb9QTggQwKOKARWVBdHoqebNmwcz2UeMGOHmzJnjfylQVggQoAKqsKxSICoP36dPn6CasuZvAFiCAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgMn/A9645H455U1KAAAAAElFTkSuQmCC)
PN: 2617-1-40
CAS: 37949-03-4
Molecule Weight: 160.216
Formula: C11H12O
TSCA: Not listed on TSCA inventory
