![Methyl diexo-3-Amino-7-oxabicyclo[2.2.1]heptane-2-carboxylate hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABVzAAAVcwFMypEMAAACKHpUWHRtb2xTb3VyY2UAAHicnVRrb5swFP0rV/68+AUBEoVUVappk9pVajpp3yYHnBQJcGVoHv9+10AejC7byiPXXJ9zrn1y5dnNvshhq22VmTImgnICukxMmpWbmHx//jyKyM18liAIgWUVk5e6fp0yttvtaPKiC7U3JU1MQdr56b7KepidR43dMMm5YD8e7pcNZ5SVVa3KRCOryqZVk7w3iaqbVfyhBCuU3WYla+GssNtW7afk7uF0X6XkvJcFzt0iFdZZrmFtbKFq2EpO8eGfYKNLbVWtU1gdMO1RH/c+nz3cmeSt0GWNQ6eQJSpf1vYtwURhcp28oRgOvt7FpBAE1Kpa1tpqExNEaVRQtSlurVUHcCOHUwKUBOWB8kGNQQWgQlARqAkowfHFeYEA4aH5uXbVnw+vGreQwwIeu3cB35pfdz+icTImuBG8wKe+C2Mael54DF0ypDwI/WPo5iKcw8IT/PLDY+iSEeUiwC44nPU9tCzyQFLfw8BpNGmCkOcwEtQXIoSRpCK6jF3+hG64I04DX4RoFju5NZ+tTJleDCFLY7JyFiPkSa8rXFBjIwFjU22xW52Ag14SZJ/gTL9O8PoE9xedCPI9gt8nBL9XcMi2J+ZfWnb3NZQaD6TC64sN+gTXRh+tHQ6kJtdrR31C07zXGZM+o+316xQn2ePIf+CIgY1C/oUi3ynjfdRK4Q2t+U8xdtH97HjQ4HBwCLGLE4rhuTz/Bch9uiVDRddGAAAqaklEQVR4Xu3dCZQU5fX3cWUNoKCAS1wgUcEF0SOBqCAmRoz+BXcNREgMgiJRI0aiLAZkMQciRlDcAgExbKJRUGNARQU3DAqooBEwskUWRfZ9ue/c6rdqep7pYYpLd09VzfdzTp1AP7cabDLPr6uepQ4SAAAMDnJfAAAgDAIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEkXPQQQd5R2nC1mXy5Zdfyp133ilnnHGGHHbYYVK1alWpX7++NG/eXPr06SPz5893TwHgsP30ATkUNhjC1rkefPBBqVSpUnB+SQeAfeOnBJETtgMPW5fuoYce8s45+OCD5YYbbpAZM2bIunXrZPv27bJkyRJ57733pH///tKoUSP3VACO/fvpA/IgbDCErfMtXbpUKleu7J0zduxYtxnAfgr/0wfkSdhgCFvn69Gjh1ffvn17twmAQfifPiBPwgZD2Dpfs2bNvPrp06e7TQAMwv/0AXniB0PYI6zatWt79WvXrnWbABiE/+kD8sQNiNKOsPyZV7t27XKbABiE/+kD8iRsMISt83EFAmRX+J8+IE/CBkPYOh9jIEB2hf/pA/IkbDCk13300UfStWtXOfXUU6VatWry/e9/Xy688EJ57rnngnp/FlaHDh2C1wDYlf5TCuSZJUD06mL48OEyb9482bx5s3ebatq0aXLmmWd6W5Mofx2ILiKcMGFC+lsBMCj9pxTIM0uAlGTx4sXeXle+IUOGeOdoiHTs2FFmzpwpGzZskB07dngBoyvRBwwYIKeffnrauwDIZN8/fUAZCBMMKkydhkKdOnWKvDZo0CCpWLFicH5JR7pt27ZJgwYNpGnTpt6VDQACBBGUqQPPZF9169ev9/a5Ouecc+Tee+91m2XRokXSrVs3ady4sdSsWdPbjbdevXrSokUL6du3ryxYsKBIvd4Sq169evBntmnTRhYuXFikBihvMv/0ATHlXkW0atVKdu/e7ZaZfP7553LxxRcH712lShXp3r27dwsMKI8IECTS6tWrZfz48XLMMcdIv3793OYD8vLLL0vDhg2DIDnyyCNl5MiRsmfPHrcUSDQCBIn2xhtvyPHHH+++fMB27tzpDcjXqlUrCJImTZp4g/JAeUGAINE2btzojW/kypo1a6Rz585FBuXbtWvnDd4DSUeAINGmTp3qrQXJtTlz5kjLli2DENHFjDoYv2XLFrcUSAwCBImgzzKfNGmS96xzfbrgihUrZNSoUXLsscfKK6+84pbnzMSJE71nq/tBorfPpo4b55YBiUCAIBF0AWDbtm29Dlt33dWtTK655hqZNWuWW5pzW7du9Qbu/Wm//QoOadFCZPZstxSINQIEyJHly5fLA+3by4caIHpUqCDSsaPIqlVuKRBLBAiQa+++K9K0aSpE9KhZU5fDi+zY4VYCsUKAAPmwd6/IqFEiRx9dGCQnnSQyebJbCcQGAQLk08aNIvfcI1KlSmGQtGol4mydAsQBAQKUhcWLRa64ojBEKlUSue023XTLrQQiiwABytLrr4s0alQYJLVr6/J5tyrls89EunYVOflkkRo1RKpXF2nYUOSWW1JtQJ4RIEBZ27VLZPjwVHhoiPzxj25FatC9YsXCoHEPbRs82D0LyCkCBIgKvX31/PMi7u6+Q4emQuLgg0U6dRL54AORTZtEdJX7v/8t0rlzqk1rhg0rei6QQwQIEGXLlhUOuOssrpJom9Zo7fLlbiuQEwQIEGW9eqWC4dpr3ZbirrkmVdu7t9sC5AQBAkRZs2apUAjzGN2pU1O1Z5/ttgA5QYAAUXb44alQCDO995tvUrXOM+CBXCFAgCjT9SEaCjpTqzQ7d6Zq9RwgDwgQIMq4AkGEESBAlPljIK++6rYUp+MkWvvjH7stQE4QIECU9eyZCoXrrnNbitOZWlqrM7eAPCBAgCjTZ6tXrpwKhqefdlsLjRmTqtF1ILp2BMgDAgSIuiFDUuGgq81vuim1+lxXoW/dmnrK4c03F65E/8tf3LOBnCFAgDgYODD1REMNiUyHtt1/v3sWkFMECBAX8+endt5t0CC1E2+1aqlfd+mSagPyjAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAgDjavFmkfXuRhx92W4C8IUCAOPI3TmTnXZQhAgSIo1deSQVIrVpuC5A3BAgQRwQIIoAAAeKIAEEEECBAHBEgiAACBIgjAgQRQIAAcUSAIAIIECCOCBBEAAECxBEBggggQIA4IkAQAQQIEEcECCKAAAHiiABBBBAgQBwRIIgAAgSIIwIEEUCAAHFEgCACCBAgjggQRAABAsQRAYIIIECAOCJAEAEECBBHBAgigAAB4ogAQQQQIEAMbSgIkLkFAfIJAYIyRIAAMfRJQYB0KgiQ2wgQlCECBIihVwoC5KCCAKlFgKAMESBADBEgiAICBIghAgRRQIAAMUSAIAoIECCGCBBEAQECxBABgiggQIAYIkAQBQQIEEMECKKAAAFiaMyYMQQIyhwBAsRQ//79vQA55JBD3CYgbwgQIIb8ANFjwIABsmfPHrcEyDkCBIiZtWvXyo9//OMgQPT4yU9+IsuXL3dLgZwiQICY2LVrlzzyyCNSu3btIuHhH/r6Cy+84J4G5AwBAsTAa6+9JqeddloQFtWrVy8WIHr8/Oc/d08FcoYAASJs0aJFcvnllwcBUalSJbn99tulZ8+excKjcuXKsmDBAvctgJwhQIAI2rBhg9x9991SpUqVICAuuuiiICDSB9H943e/+53zLkBuESBAhOhsqlGjRslRRx0VBMNJJ50kL774YpE6N0Dq1Kkj3333XZEapUF04403egPvODBr1qyRNm3ayB/+8AfZu3ev21wuESBARLzzzjvyox/9KAiFmjVryuDBg2XHjh1uqdx///1FAuTRRx91Szzdu3f32nX8hE7PRicvDB8+3Pv38D/vZs2aybvvvuuWljsECFDGli1bJtdff33QOVWoUMG7ali1apVbGtArEr++cePGsnv3brdEFi5cGNwCe+CBB9xmhPD6669Lo0aNgs9aP8+DDz44+H379u3L9fRpAgQoI1u3bpX77ruvyIyq8847Tz788EO3tBh/Lyw9pk+f7r02ZcoUad26tUyYMMH7/WWXXea1N2zYMONVDEq2ePFiueKKK4LPuGLFisGvL7jgAmnevHnw+xo1ani3FLdt2+a+TeIRIEAZ0E6+Xr16QSekvx4/frxbViI/QK666ipvYL1Vq1bBe11zzTUybdq04PcvvfSSe7pn1qxZ7kvl3saNG+Wee+4pMnlBP9uBAwfKEUcc4f3+l7/8pVc7duxYOf7444O6+vXryzPPPOO8Y7IRIEAeffTRR9KyZcug09Grj759+3pXI/tDA6Rq1ary61//2pva67+ffmv+8ssvgzUjF198sXuqZ+bMmd6tGL1VtnPnTre53NHxIZ28cPTRRwefpU5emDx5cpG6+fPny7///e/g91u2bJE+ffpItWrVgvPOP/98mTNnTtpZyUWAAHmwdfVqub9TJ298w+9o9Jvs0qVL3dJS6aDub3/72yKdlt6n18WGatiwYd5rui7ks88+c85OzfQ666yzgs6uvNPB8KZNmwafpQ6WDxo0aL9u+y1ZskTatm0bvIfe8urcubM3cyvJCBAgl7QTeuABmV2rltxe0LHULjh0ptXbb7/tVobiDurq9iW6vYmGivr222/l8MMP99ruuOMO5+yUESNGeO0aZuXlm3ImOvitg+D+Z6mfR8eOHfc5eaE0emXnh7Meut3+kCFDEnuVR4AAuaJjDw0aFPyUHSR7Co5JRx0lU//2N9POuTqoe+WVVwYdk962uvXWW4ut79ArE22vW7duietCjjzySK/mpptucpvLBb1d2K9fvyKTF1q0aCGzZ892S03031dD2v+c9dCJDC+//LJbGnsECJBtettI96Qq6Di8o0oVkT/8QfYUdN77Swd1e/To4Y13+J2RDurqvXjXJ598EoyHPPbYY26z56677gq+Ga9evdpt9u7p6+0cHYRPookTJ3qD3f5nqYPg48aNc8sCkyZNkrlz57ovh7J+/Xrv804fkL/kkkvk888/d0tjiwABskW/8et2IpUrF4bHZZfphlZuZal0UHf06NFFBnVPPPHEYoO66X72s595dWHWhehtlUz++Mc/eu2HHnqod7WSFHqrLn3ygo4f6eQFDcyS6PocP5APO+ww7wrwoYce2u8rSP3cdXq1/2fr2FS3bt1k3bp1bmnsECDAgdLOWr/x16lTGBynniry6qtuZSg6qKsrnf0OJ8ygrnZqug5E98t644033GaPbsOh76e3UzLdk9eBYH9gXtc1JIFeZelgdvrkhXbt2oWavKDTn3Umln+eHnolaF3RP3XqVDnllFOC99LbjE888UTGsI8LAgQ4ELqIr+AbfxActWuLPPywTpVyK0tV0qDuypUr3dL9pp2X/74l3Yv/xS9+4bX/4Ac/2O9pxVGjAamr7/VWnf/f3aRJE2+Qe3/pv8vf//536dSpk3eVdyB0ssPQoUODiQ56nHHGGfLmm2+6pbFAgAAWX34pctVVhcFRqZKOYOs0KLeyVLqCWQd1dUWz36lkc1BXO61TC66I9H31HnwmM2bMCLbo0Pv+megttTjc1tKA1Kss/7PUweyRI0fu962nXNLZcrfcckuRFe66APS///2vWxppBAiwPzZtEunZU6Rq1cLw0G+ln37qVoYy+Zln9mtQ10JvuWineumll5rXhejiOb0iOuGEE7JyRZQLOjitCyf9z1LHe3QzySiHnk580K1R/L+z3iLr3bt3wf/NNrmlkUSAAGHofe+nnhL5/vcLg6OgM5Xnn3crw5kzR14v6Kwv/f8dh4496IrmfQ3q5spf//pX7++g34YzzTjSADr33HO9Gn0Wu3UMIFd0urKuedHBab8j1vEeHbyOi3/84x9eOPt//2OOOUbGjBkTuc/aRYAApVm8WAp6zsLgOPRQkT/9KbVIcH/pyuTOnaWgt5aFBe/Vt+C4o21bbwC7LOhU09LWheieT9qut7jee+89t7nM6ODz448/7g1G+x2v3qo70CnIzxd8KXjrrbdk+/btblNO6Z+n2/QfcsghwX/P2WefHek9ywgQoDT33ZcKjoIOVH7zG5Gvv3YrSqeznnTqbK1ahUF01lmy1jCom23/+te/5Nprr8247cbmzZvluOOO8zqzDh06uM2eTAsWc01nmungs9/R6qC0buHir8i30ttdfgf+ve99T3760596OybnM1D+97//eXuc+WNS+r/6e309aggQoDTLlqVCJG0Tvf2is54aNiwMjoJv/DJihA4+uJWRc++993qdmA7wr1ixwm32OlW99aKP081HB6uDzFdffXUQHLpOo2vXrt6gdDbot33daib9mR/+oYGiQZIv+nc555xzgj9fg013Bc7H5xwWAQLkiq441t1w/eDQFendu+t9I7cyknQhnb8uZMCAAW6z509/+lPQueZyBpEOKvfq1avIinwdfNZB6FzQKxF9aNfvf//7IoGSvhNvvjz99NNy7LHHBv/dP/zhD+W5555zy8oEAQJkm64w1o0M01ekt2mjS5LdysjTHX51y/dMD0v6+uuvg9s9PXVmWg7oILIOJuugst+B6hWPDjrnkx8oZbV6XG8l6tWgBrX/OejttY8//tgtzSsCBOWPTmXt2lXk5JNFatQQqV49dYvplltSbVa6oviJJ0Tq1i0MjlNO0VV8bmUi3HDDDV5Hpp17Lqadvv/++94gst9h6vYqOsgcpVs4+fbVV19541X+Z6Iz57p06SLffPONW5oXBAjKl0GDvBlQQQfvHto2eLB7Vul0JfEZZxS+z+GHiwwdalqRHgfz5s0LtgfRK4RMdDsUy7b1Otbyq1/9qsggsoaVXvEgRVeun3nmmUGQ6CQC3acr0xY1uUSAoPzQDl07d51N1amTyAcfpBYG6toLvbet02u1TWuGDXPPzkzv+19zTdEA0iuZLA3qRpkOKOtCvUxrFfTWin471kFuvZIIQ68sdKwlfRqrDiJ/oP9Oufbii/pQ+diMTymdxqx7aaVPY9a9tnRWXb4kJkAOevIg7wAy0plUOoitnfyoUW5rIW3TGq1dvtxtLbR5s0jv3kVXpF9wgS4tdivLJX91tU61DbNZ4LPPPusNDvsdoQ4a6/5TeaHf2v0FovoFokkTkTvvjE2g6LiM7u6bvpBSd//94osv3NKsy2qPG7YTL63uyw1fyp3v3SlnPHuGHDb6MKk6sqrUH1dfmk9uLn1m95H53xV/FkJp74lyrlevVAdx7bVuS3H+FYUGREk6diwMDl2RnudB3SjThXx+R1baJoF6K0wHg/16HSTWwWIdNM4bndyg29FUq1b4b+of6YFSBjOw9sd//vMfb68z/7PUrVz0eSS6WDRXstrjhu3E91X34McPSqURlYKakg5XSa8DnmbNUh1CmFXKOuittWef7bYU0tthJ54ocv/9eu/FbS333nnnHfnzn//svuzRh2HpFGEd/E3fTFAHh3WQuMzov+OMGSL9+mUOlHvucc+IpH/+859y8sknB5/rEUcc4T0hMRebSWa1xw3biZdU99AnD3mvH/zkwXLDmzfIjK9nyLod62T77u2yZNMSeW/Ve9L/o/7SaFIj99QS3xPw6KC2dgLOI2Az0hktWqvP90BW6SBvnYLPNf35HDoYnM8FeqG5gaIz7GJCP+cHH3zQexCW/znr1vbZHk/Kao8bthPPVLd001KpPKKy9/rYRWOLtIWR6T2BgG63rqEQZlaU3hPXWj0HWaU7Dfsdmq5uf/LJJ0ONkcBGt6fRPc78GW26JUo2ZbXHDduJZ6rr8UEP77X209sXeT2sTO8JBLgCiQz/WR26ih35oY851s+8pNuKVlntccN24pnqmj3fzHtt+v+mF3k9rEzvCQT8MZAwj5nVcRKt1R14kXW6Jbx2ZrpuoUzp/xeefjo1Qy/h/AWZf/nLX9ymA5LVHtfvxMMe6Wo/Vdt7be32EN8QM8j0nkBAt9rQULjuOrelOJ2ppbU6cwtZF5kAadQo9e+sh06IuPHGxAZK4gPEn3m1a0+Ie9QZZHpPILB0aeHeVNpJlERXVWuNrgNJYEcSBZEIEL2VqY8k9m9tukfCAiVWAVKaTHVcgSDn9Hkc2jno3H59eJLO69dV6Fu3iujzx2++uXAlepZ/0FAoEgGSbt681LTsfQXKT37inhUriQ8QxkCQFwMHilSoULyD8A9t07UdyJnIBYgrU6Ccd55bFSuJDxB/FlaHNzI/9aw0md4TyGj+/NR+VQ0apHbi1QVj+usuXVJtyKnIB4hLAyXmOyonPkD8dSC6iHDC4glF2sLI9J4Aoid2AZIAiQ8QNeTjId7rGiId3+ooM1fOlA07NsiOPTu8gNGV6AM+GiCnP3u6e2qJ7wkgWso0QHTF+yOPiHz6qduSaOUiQNSguYOk4l8rBjUlHa6SXgcQLWUaILpjsj/epQtFdePMchAo5SZA1KINi6Tbe92k8bONpebomt5uvPXG1ZMWU1pI3w/7yoLvFrinlPqeAKKhzAJEH8v7m9+I/OAHhSGSfiQ4UGIRIABQmjILkHS66+/o0eEDRad6xxgBAiARIhEgrtICZdUq94xYIUAAJEIkA8SVHignnSSSg2dp5BMBAiARYhEgCUOAAEgEAiT/CBAAiUCA5B8BAiARCJD8I0AAJAIBkn8ECIBEKLMA+ewzka5dRU4+WaRGjdRGmg0bpjbW1LYEI0AAJEKZBMigQSIVKxZf3+Ef2jZ4sHtWYhAgABIh7wGiz/bQkNCHhXXqJPLBByKbNqUeJqYPFevcufBBYsOGuWcnAgECIBHyGiD6OFp9PLGGw6hRbmshbdMarV2+3G2NPQIEQCLkNUB69UoFw7XXui3F6b5XWtu7t9sSewQIgETIa4A0a5YKhWnT3Jbi9KmDWlvQ2SYNAQIgEfIaIP4zzdeudVuK++abVK3uwpswBAiARMhrgFSqlAqFXbvcluJ27kzV6jkJQ4AASIS8BghXIB4CBEAi5DVA/DGQV191W4rTcRKtLfj7JQ0BAiAR8hogPXumQuG669yW4nSmltbqzK2EIUAAJEJeA2TpUpHKlVPB8PTTbmuhMWNSNboORNeOJAwBAiAR8hogasiQVDjoavObbkqtPtdV6Pqc89mzRW6+uXAlepY72KggQAAkQt4DRA0cKFKhQiokMh3adv/97lmJQYAASIQyCRA1f35q590GDVI78Varlvp1ly6ptgQjQAAkQpkFSDlGgABIBAIk/wgQAIlAgOQfAQIgEQiQ/CNAACRC7ALk889F9uxxX40VAgRAIkQ+QDQwnnhCpF07kaOPTk3zXbXKrYoVAgRAIkQuQDIFhnvMm+eeFSsECIBEKPMACRMYxx4r0r69yIgRIosWue8QOwQIgEQoswDZu1fktNOKh0UCA8NFgABIhDILEHXXXeUiMFwECIBEKNMA+fbbchEYLgIEQCKUaYCUUwQIgESITYDs3i0ya5bI4MGpB1PFGAECIBEiGyDpgfF//ydy6KGFg+wNG7rVsUKAAEiEyATIvgIj/dCZW927u2fHCgECIBEiESD6RMK6dYuHhR8Yv/2tyKRJImvWuGfGEgECIBEiESDq179ObGC4CBAAiRCZAFm5MrGB4SJAAMTaFr1tVOCYY47xOrMLLrhA1q9f71Qh2z7++GOpVauW95l369bNbT4gBAiAnNq6dat07txZatSoIS+99JKcdNJJXmemx5FHHikjR46UPVHfLn3z5tQVS4x8++23csstt0jFihWDz3vgwIFu2QEhQADk3GWXXeZ1YA0aNJB169ZJnz59gm/FejRp0kRmzpzpnlZ2NDCmTRPp1UukeXORypVFevd2qyJp165dMnToUDn88MODz7dx48by3HPPuaUHjAABkDXvvvuu7NbpsY6FCxdKlSpVvKuPFStWeK+tWbPGuzJJ/4bctm1bWbp0qXN2HmQKjIOc2VmdOrlnRc7UqVPllFNOCT7PunXryhNPPJHx3yQbCBAAB2zTpk3et1zttB599FG32TN+/Hjv6sM1Z84cOf/884NOr1q1atK3b99gzCTnvv5apGrV4oGhIXLuualV6BouGjIR9cUXX0jr1q2Dz7Bywd9dxzsyfd7ZRIAAyIpbb73V67zq1Kkj3333ndtcqokTJ0r9+vWDTvD444+XcePGuWW5oQsJYxQYPp2EcNddd3lXd/7ndskll8jn+syTPCBAAIS2atUqeeCBB2Tjxo1ukzdoW7t2ba8Tu/32293mUHTAvV+/flK9evWgQ2zRooXMnj3bLc0uHSCPQWD4dNLBiBEjvEkI/ufUsGFDefnll93SnCJAAISit6n8gLjnnnvcZs/DDz8c3EJZsGCB2xza8uXLpX379kHnWKFCBenYsaMXYOWdTjY466yzgs9GJyMMGTJEdu7c6ZbmHAECILRBgwZ5nVbVqlVl8eLFbrM3A6hRo0Zy9dVXZ7xK2V86KN+0adOgs6xZs6b3d9ixY4dbmnhLlizxJhn4n4VOPtBJCDoZoawQIAACe/bslRkzlkj37tMKvu1vcpu9jvvEE0/0OrArr7zSbfYsW7bMfemA7N27V0aPHi1HH3100HnqbK7Jkye7pTmhHfSkSZO8MR6dTZZvOplApz3r5AL/v18nHcydO9ctzTsCBEBg27Zdcuml4+RHP3pSevee7jZ7tOP2O7LXX3/dbc4ZvaLRW2fpA8atWrWS+fPnu6UHJD0w9GrK/7P00Gmy+TR27Fg57rjjgj9fJxk888wzblmZIUCAcqrgi31GU6cu8gKkadMn5eOPM485aMetHdrpp5+eszUGJdFbZ1dccUXQqVaqVEluu+02Wbt2rVu63z799NMigeEfhxxyiDe7KV/f+nXSQPPmzYM/X1fx9+/fvyDgt7mlZYoAAcqZLVt2yrBhs+Tii/8un3/+jdvsufHGKV6I/OpXz2cMGv3Wrx23dm4vvvii25wXevWTfoWgA/zDhw/3xmEORLNmzYLA0PGWWbNm5S0kV65c6U0W0EkD/n+XTibQSQVRRIAA5YyOc3To8A8vIDp3nuI2ez777JuCjvSvXs2UKf9xmz133HFHme+oq2GhoeHPDtNDQ+VAbq2tXr06b4Hh07ElDatDDz00+O/QINNJBFFGgAAJtmLFBvclz9y5K71bVBoQ06YVn02l+vV7y2v/+c//7l21RJnevtLbWP5VkR56myvTTLGo0TElf2KCHjpZQCcN6OSBqCNAgATasGF7cBtKZ1Vl0rPn615769bjZPv24rd9vv12i5x//miv5uGHP3CbI0nXnvjjM3rogLsOvGdjSnG26W3ACy+8MPi76tToHj16RPLvWhICBEioO++c6nX+V101UXbuLL5d+sqVm6RFi795NU8++aHb7BkzZp7Xfu65I2X58sxXM1E0ZcqUItvG67f6UaNGHfC3+mxMUdarJZ3hlX61pFOi43C15CJAgIRatmyD1/FrAGgQZKLBoe0aJJnWfWjwXHnlBDnnnBElXslElY4rDB482Ft86HfUuihxf8YVFi1a5G0Z0qFDB286rb6XlY7XPPLII0XGa3QW24GM15Q1AgRIMJ1tpQGht6LWrt3qNnvrPvQWltb06pV53cesWctLnM4bB7r9iTuz6frrry91ZtOrr74a1Kcfll2CX3vtNTnttNOC99ANJ3XX4nwP1mcbAQIkmA5+X3TR015A9O8/w2326CC6tuug+rx58Xrq3v748MMPvY0Z/U5cN2zUjRt1A8dMdMPCE044wbv9pVuIPP744/u9y61ewVx++eXBn6m3rXSjSctuxVFEgABZpp2xHqUJW6f8Wr2VpLemSpLpPXUarr6m03J1em4mnTqlBtx1eq9O800y3SJet4r3O3Vd3a1byWdifZ7Ghg0b5O677y6yav6iiy46oA0mo4gAAbIsUyeeSdg65dfqoYPjJcn0nunrPjQoMgmz7iNJ9DaUPrQqfX+pli1beg+3OhB61aKD9UcddVTwvjqYr4P6SUSAAFmWqRPPJGyd8mtbthzl/a+OS2RS0nvqrakw6z50PKSk1elJpI/PbdeuXdDZ6ziJ7nCriwn31zvvvFNs52AdxE/yzsEECJBlJXXirrB1yq8dPXqu97/XXTdJdu8uPjV3X++pg+TapiGhg+eu777bJuvWRWuvpXzRZ2w0adIk6Pz1GRv64Kwwz9jQqb06KJ8eQjfeeGO5eHYJAQJk2b468XRh65Rfu2PHbrn88gnerydO/NQt2+d76jTd0tZ9lGd6+2nkyJFFnvLXoEEDeemll7z1IzoIrw9ueuyxx7x6HXy/7777ijw98bzzzvPqygsCBMiyfXXi6cLWqfTaN974yvv1BRc85a04L6kuk/R1H7qQEMXpAHj37t2LDIA3btw4+HXr1q1lwoQJUq9eveA1/fX48ePdt0o8AgTIMr8TD3uE4dZ27fqy9/vBg99Jqype59ItS/x1H+65KEofHtWmTZsgJPTQcY30GVx69aGD8SVNBU46AgTIMjcgSjvCcGsXL17rzZrSQ39dUl0mOoh+++2vyMaNO9wmZDBt2jQ59dRTiwSJHjr4roPw5RkBAmRZmE5cha1TmWoHDXrbe02vRnyZ6jJJ+lqPbNNtSAYOHOg9h7xu3bry9ttvuyXlEgECZFnYTjxsncpUu379Nm8cRF9/882vSqwDcoUAAbIsbCfu13366Wq5997p3rPIdc+qG254IQgEt9Y1YcKn3utXXDHB2/iwpDogFwgQIMvCduJ+nR5durzkLfbT9RkLFqyRX/7yOXnhhcJ9l0p6T10LomtCtO2pp1JrRDLVAblAgABZFrYT9+uGDn2/2HPHFy5c611V+Pb1nu+/v9xr81epl1QHZBsBAmRZ2E58X3V6JaIbJ/r2Vav8h0eVVgdkEwECZFnYTnxfddOn/1fatn02+P2+apXu0KuBU1odkE0ECBAxurpcb1+9++6BPz4VyCUCBIgQfWpgx46T5a23vnKbgMghQICIWL16s3fbKm7PHkf5RYAAEbBmzRb5xS+e9WZUAXFBgABlTG9b6ZXH22+X732VED8ECFDGrr/+HyU+JRCIMgIEKGPp6zfcgx1zEWUECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGDy/wDh9c9jw7DhxAAAAABJRU5ErkJggg==)
| Product Number | 4H58-5-1W |
| CAS | 4505-16-2 |
| MDL Number | MFCD09997948 |
| Molecular Formula | C8H14ClNO3 |
| Molecular Weight | 207.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory