| Product Number | 2H17-5-0C |
| Purity | 98 % |
| CAS | 37674-72-9 |
| MDL Number | MFCD00024070 |
| Molecular Formula | C9H7ClO2 |
| Molecular Weight | 182.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![7-Chloro-3,4-dihydro-2H-benzo[b]oxepin-5-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABwGAAAcBgHfJP6RAAACKHpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXP15AEAqEqnapNJ5206aTbJt23UwpphwRkAvr278+ha9esPU6AbGw/DrFNZnf7uoKtabvSNhnhlBEwTW6Lslln5PXl+0SRu/ksxyAMbLqMvPX9+zQIdrsdzd9Mrfe2obmtydE/3XelF7MLqW3XgWCMB7+fHp8HZlI2Xa+b3CDVldNuMD7aXPfDV/xjiaDW7bZsgmN4ULfbY7Y/grmb0X1XkM+93KNvgSisysrAyra17mErGMWbfYO1aUyre1PA8oDmkEa49/ns6cHmm9o0PaouQ5nr6rlvNzkaaluZfIPJUPnxkJGaI6B7Wy/aVh/Aac6sOWgBOgQdgZagY9AJaAU6Bc0ZPujnGMBDrHVl3GIvh3eDX1zB/cf109ewTiIjE0YjLlNgNOWJOglBheQSQiqVFBDRRKUCYipSFqNIpVKntw9fRKMoPgNHnMDBLRDSWKQcJoIq6SSnIXeSURn576FUqZMJ47GLZ8rZsYpJHDupOK40kTQULP7Md8yPVQvOZZvPlrYpLlQoi4wsORnq+cusOvFRUgK2LUyLU+oSuNBLQPiAa8AZWNwCQh9w7RoHIh9wzR0HpA+4URjfQ+wDbnDGgcQH3JiNA8oH3FCOA6kPDCM8Tji/17ph5M+MuMl8bbdj/tNwLq7Ke4HcbAj/0vPTXzjKRFeDdRsJLuY4OB0VqF4dI8HFGRPgyTr/C8OLnvlEvY+5AAA5fUlEQVR4Xu3dCbxV4+L/cRTKRVSSEpW5iDL8EaEMuTKEDHXNumZycyllpnTdyHQNoShDroQypWggQkKGKxGiDKFBs3r+57vPb6299rP3OZ3z7LX22sPn/Xqt1+/+PGvt4Tmr9d1rPdM6BgAAB+vY/wEAgKogQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEQPVNmmRMjx7G7LGHMQ0aGLP++sZssYUxu+9uzGWXGTNxon0EihABAqDqvv7amEMPLbtyrLP2rUOH8v1RtAgQAFXzzjvldxnBgHjmGWPmzjVmxQpj5s0zZuTI1IDR/lOn2q+EIkGAAFg7hcSWW5aHwrrrGjNokL1HqjvvLN9P+zdsWB4uKDoECIC169w5eVfRq5ddmpn28445/ni7FEWAAAFQuU8/Td5NNGpkzPLl9h6ZaT/t79216HVQVAgQAJW79trkncTVV9ulldP+3rHXXWeXosARIAAq165dMgRee80urdzYscljDz7YLkWBI0AAVK5x42QIVLcxXI3v3rFNmtilKHAECIDK1aqVDIGqtn94li1LHlu7tl2KAkeAAKhcNgGi/b1jN9rILkWBI0AAVI5HWKgAAQKgcsFG9HHj7NLKqdHdO7aiRvQffzRm1Sr7v6IAECAAKnfNNckQ6NPHLq3c2rrx3npr8vGWAqZ3b2NGjzbm99/tPZGHCBAAlZsxIzmQUI+zNO9VVWi/tQ0kbN8+GTD21qKFMeeea8wjjxjz+ef2kcgDBAiAtTvmmOrfhQTvPiqaymTKFGPatjVmgw3SA8Te6tYt/xy6a9F08kuX2q+GHCNAAKzd998nZ+LV3cQ999h7pFK5d9eiSRjVmF4ZdfedPNmYAQOMOfZYY+rVSw8Qe1Po7LOPMZdfXj4L8NreA6EjQABUje4Wghd2Tdv+7LPlPbNWrixvDB81ypjDDkvuU79++TTwLv73v/LHV927G9OyZXqAZNqaNTOmW7fyAJs+3Zg1a+xXRYgIEOTU/PnzTbt27cr+ra9jmjZtar744gt7F+SzWbOMOeSQ9At3pk3tG199Zb+COzWsjxlT/mhMDe5/+Uv6e9rbJpuUB5oa8F991ZhFi+xXRRbWsf8DEIVVq1aZQYMGmc0339woPLxtgw02MD179jQLFiywD0E+05K1l15avoSt7jJq1iz/v61aGXPJJcZMmGAfET51/X3//fK1SU46yZitt04PEGtbuu66ZmzZZ370wgvNiGHDyvItxIArQQQIIvfKK6+YXXbZJSU47G2LLbYwgwcPNqtXr7YPR66oDUJdaAvZt98a89RT5eHWurUxNWqkBMgPZdv9ZVunwLnXsGFD07lzZ3P77bebd955x6yoai8zECCIzsyZM02nTp3SwmL//fcvu06NNqecckpaWeuyf/QT9esWufPnn8ZccUXyQvvww/YeheuPP4wZP96Ym24y5sgjzWd16pj+Zd+xrXXeBbfatWubAw44wFx55ZXmueeeSzx2RWYECEKnx1FXlF2Q9Hgq+A9z6623NsOHD0/Zd9KkSaZNmzZp/4hPOukk880336Tsiwj88kv52uYKDm+7+257r6Iy7+OPzYj77zdnnHGG2WGHHdLOvUzbTjvtZM466yzz4IMPmk8++cR+yZJFgCA0evz00EMPmQYNGqT849MvumuvvdYsWbLEPiShsuOuueaaCo9Dlj74wJhtt00NjwsvLL8jKSE///yzGTVqVOJHj+6Oa9WqlRYg9rbZZpuZo446ytxyyy3mjTfeKNlzlABBKHQnocdP9j+0k08+ucp3EgsXLqzynQuyNGxY+fQhCg1tmnFXXWZhli9fbqZMmWL+/e9/J9pG7B82mbaaNWuaPffc01x22WVmxIgRZs6cOfbLFiUCBFlROCgk7H9Q2bRlVNZ28u6779q7ozrUc6lHj9S7DvVeol4r9eWXX5rHHnvMnH/++aZVq1Zp52amrZnGpBQ5AgROdMuux1J6zBT8RxNmb6pXX301rffWeuutZ84880wzr7rTikPPasrHTyg0vO2gg4z56Sd7T6yF7pZffvnlxCPWDh06mI033jgtQLSNq+7sxQWGAEG1Pf7446ZJkyYp/1CiGs+h8SN33nln2viRTTbZxPTv358ul1Wl8RLbbJMaHhqvwTTqodAPpunTp5u77rrL7Lbbbv55qnApZgQIquy9994zbdu2TfuVpcbEqEeUqyvlBRdckHjWHHzv7bbbLtEAikoMHVq+nKwXHPrfjz5q74WQ/Pbbb2bTTTf1z9G3337b3qVoECBYKz0uUhdGPT4KXrx33nnnxCDBXPr4449N+/bt00JMv/RmaNpxJOnu4uKLU+86dBcybZq9J0J21VVX+eem2vOKFQGCCunx0K233prya0qbHidpWhI9XorLs88+a5o3b57yuXR3cuGFF5pff/3V3r30aGLD4EqC2jSHldpBELkfy+p/o402SpyX6667rvnwww/tXYoCAYKMNAJ3++23T7lA16hRI9ELJV9G5qq7pfrhqz0k+Dnr1q2beBYdZ8DFSj2q7HmhNOV5qdZHTC699FL/nNTA2GJEgCCFRtkeeuihKRdkbYeU/Xr96KOP7N3zwty5cxOjivVLL/iZW7RoYcaOHWvvXtw0DYnGdHjBobEejKGJxXfffeePadLj3/9pevoiQ4AgQY99LrroorRGavVlf+aZZ+zd89LUqVPNfvvtlxZ+xxxzTKIff1HTehwXXJB619G0afmaGIjNueee65+H+pFTbAiQEqfHPPfcc0/isU/woqt+7TfffHPiMVGhGTZsmGncuHHK99EvQU2Op/77RUdjYrQsbDA81H00Tx41lrJZs2b5P8rWX399M3v2bHuXgkaAlLDXXnvNtGzZMuVCq8dAp59+uvnhhx/s3QvKH3/8Yfr27Zs2r9GWW25pHn744VAGOuaDFeoi2qhRanhoZt0Sm88qn3Xr1s0//9QVvZgQICVIv4qOPfbYlAurtn333TexHkIx0S++Ll26pH1XzVs0WetfFLApDz5oXii7s1rgBYdW6HvySXs3xEztil4XeP2gKfQfZ0EESAlZtGhRon+6PVmhHvdonp9iNmHCBLP77runBcmpp56aaOwsJOpe/fe//90cWPb5rynbxpdtq5s3NyZPOznAJCZl9M65f/zjH3ZxwSJASsCaNWvMI488klh5LXjx1K+hPn36JB73lII///zTPPDAA4n5uoL1oP76119/vVm6dKl9SN7Rr1evo8Bfyra/lm1PH364WcXYl7z2/vvv+70E/1J2p/iL1mEpAgRIkXvzzTfNXnvtlfbL+8QTTzRff/21vXtJ+P33383ll1+eaNQM1sk222xjnszjR0BvvfWW2WqrrVI+8829epnVtHcUhI4dO/p/N7XPFQMCpEjpsUzXrl3TgkOPcbQADkyiX/6RRx6ZVkdaznRank33cd9996UEnnrJPf300/ZuyGNqc/P+flqQKuyJR+NAgBQZPYa54YYb/GkUvK1+/frm/vvvTzzGQaqXXnopsWRpsL7U6HnOOeeYn2Ke6lzdqPU5gp9NMwQw71dhOuigg/y/o2ZRKHQESBF56qmnzLbbbptysdGv1h49eiQe2+SKLrpaoVDtDZriXQP5Dj744ETPp6ZNmyY2NeR7/1v/XeXaT/vrOB2fy4v3ypUrze233574ZRisP80D9q9//SuWaeO///57s88++6R8Hj0GyeXfEuHSGjfe31JtcYW+FC4BUgQ++OADc+CBB6ZcaLyLTS6mT1C3YC0ipUdmjRo1Svsc2Wx6Pb2uXl/vEzU1bqqHk+b9Cn6OHXbYwbzwwgv27pFRgGrMivf+aoBVh4diGb9Syvbee2//76ofLYWMAClg+oWuxxv2NOs77rijefHFF+3dQ6VHKBrZbd/xRL3p/fS+UT/C0eypwccN3nbYYYeZzz77zN49VJoZINjeockiR44cae+GAqWJSr2/rbrQF+JsDx4CpADpccttt91m6tSpk3Jx0+OXgQMHJsqjoFl49fp77LFH2oU1uGmRp6OPPjrR313tLhqDoQF92hYvXpzymvr/vTLtp/11nI7X69ivHdz0OfR5opwdWA3VeswWfF9NTXHJJZckFg4K07JlyxLL9QbfSz8GPv30U3tXFDB1qw+uWqhzvlARIAVm9OjRiccpwYuMHrd0797d/BzRWg+a7VYXdfVfty/i2rQuh+6Ehg8fHvooW72eXlevb6//4W36XPp8+pxR0IX9pptuSvv+9erVM/fee28oHRPUa87ubq2VHouhpw7SPfHEE/7fWROWFurSAwRIgfj888/N4YcfnnbxbNeuXWIt5ih8++23ifU/Ntxww7T31aBENc7nurur3k/vaw+K1KbPqc+rzx0FNWqfdtppadPG77rrrmb8+PH27lWmO68GDRr4r6fXv/baa2nvKGL60RH8IfhogS4xTIDkOT0m0cI09qA3PVYZMWKEvXso9AisX79+ab+4talhXt1ew/jVnQ29vz5HcHCWt+lz6/NH9ShPa1zbvaO0abqKr776yt69UlrZMTiFvnp96Rk5ip8m9fT+7loeuhB/MBAgeUoXSA0e02MS++J44403Jh6rREG/pDONiTj++OMTvb3ykT6XPp/dmUDfI5s7g8roOfbQoUPTRobrLqh3796Jeccqo/E6upsJHquLiO40URr0A0ezH3h//0IcGEqA5KHXX389pZHN2/72t7+ZOXPm2LuHQhc0dV+13/OII46IvNdRWPQ59Xnt76DvFdU8V+oEcPXVV6c95lOwKGAUNDY9YmvTpk3K/hoDU5RrlaBS6nHnnQPqFFJoCJA8oscf+iVtXwDVb3zKlCn27qHRr95WrVqlvGeTJk0KZiVCmz63Pn/w++j7Rfnrvqp/O90RaVYAr1x3TZrIMVPQoPjpSUKwPW/MmDH2LnmNAMkDlf2KHTJkSKQXF63ep3mVvPdUA656NBX6DL36/PoewQZvfU993yhVdveohvFge4e6YatXHUqbZjrwzgnNtFxICJCY6bmn3UBe1efo2dIv3+D76pexGqaLib5P8Be/Nn3vKKn96j//+U9a+1Vwa9Gihfniiy/sQ1GC9AMyeK5E1W4XBQIkZvYiR8cdd1y1e/JUl3p7aGnN4PtqKhR1Uy1G+l72VC/6/lH3eqmoB516a0X94wCFRROgeudH+/bt7eK8RYDETI2n3omjwWpR07QJWgskeEE7++yzY++WGzV9P33P4PdWPeRiGglNn++9p2YLiPKRJAqTfmyoC7d3nqireCEgQGJ27rnn+ifN888/bxeHSr+47fDQo7JSou9rh0jUdyK6A/LerxB72iA3evXq5Z8nnTp1sovzEgESs1wGiEZpe++l3j8axFaK9L2DY0ZUL1EiQFAVmhzVW8dHnT+immEiTARIzHIVIHaDeamGh0ffP1gfUTasEyCoKrWZeedKly5d7OK8Q4DELBcBoq6rwYtlqT22qoj9OCuqLr4ECKpKA4W12JrOFd0lRzl2KQwESMyiDhCdgMFxHmpIRlKwYV31FMU/WAIE1aGZtb3z5YwzzrCL8woBErMoA0SjXIOD2tSVtdh7W1WX6iPYxVf1FfY8YwQIqkMrb3oDTtUFXGvl5CsCJGZRBkhwbisNpivWcR7ZUr0EBxuq3sJEgKC6unXr5p8zUXfyyAYBErOoAmTcuHH+6+pZatRL3BY61U+wZ5bqLywECKpLq1B656Nmpgh7obawECAxiyJAVqxYkZga3HtdzQmFtVM9eXWm+lM9hoEAgYvg5JyXX365XZwXCJCYRREg/fv3919Ts9IW+sSIuaJ6Cs7iq3oMAwECF++//74/GajWAfrll1/sXWJHgMQs7ADRWhPBlQQLdUr2uKi+vLpTPYaxPC4BAldHHnmkf+706dPHLo4dARKzsAPkvPPO819Piyuh+oKLUqk+s0WAwNXkyZP9c0fT/y9YsMDeJVYESMzCDBA1tHlriqgBrlBWEsw3qrcwGzAJEGTjoIMO8s+fm2++2S6OFQESszADJNgIfMIJJ9jFqAbVn1eX2XZCIECQjbFjx/rnj7qb51ObJgESs7ACZP78+X7bhxrepk2bZu+CalD9BRswVb+uCBBka5999vHPodtvv90ujg0BErOwAmTgwIH+63Ts2NEuhgPVo1enql9XBAiypWuDdw41atQoJ+vYVAUBErOwAkQXJu91im1Z2rioHsO48BMgyJYWIWvVqpV/Ht133332LrEgQGIWRoDMmDHDf42GDRuaVatW2bvAgepR9enVrerZBQGCMDz55JP+edSsWbO8+HdOgMQsjAC58sor/dfo0aOHXYwsqD69ulU9uyBAEAZN/Lnjjjv659LQoUPtXXKOAIlZGAHStGlT/zVoPA+X6tOrW9WzCwIEYXnkkUf8c0nT7US9HPPaECAxyzZANPWzd7xuaxE+1atXx6rv6iJAEJaVK1eabbfd1j+fnn76aXuXnCJAYpZtgAwePNg//pxzzrGLEQLVq1fHqu/qIkAQpnvuuSflfFIDe1wIkJhlGyBdu3b1jx8+fLhdjBCoXr06Vn1XFwGCMGnBs6222so/p0aPHm3vkjMESMyyDRD1CfeO14UK4QsGgOq7uggQhO22227zz6l9993XLs4ZAiRm2QTIjz/+6B+73Xbb2cUIkerXq2vVe3UQIAjb4sWLTb169fzzavz48fYuOUGAxCybAJk4caJ/bKdOnexihEj169W16r06CBBE4cYbb/TPq/bt29vFOUGAxCybAAk2oPfs2dMuRohUv15dV7chnQBBFH777Tez6aab+ufWlClT7F0iR4DELJsAueKKK/xjH3jgAbsYIVL9enWteq8OAgRR6dWrl39uHXXUUXZx5AiQmGUTIMcdd5x/7IQJE+xihEj169W16r06CBBE5aeffjIbbbRR4tzS7NHTp0+3d4kUARKzbAKkXbt2/rGff/65XYwQqX69ula9VwcBgihddtll/vnVpUsXuzhSBEjMsgmQ1q1b+8fShTdawRBQvVcHAYIozZkzx2ywwQaJ80sraebyxyQBErNsAmT77bf3j124cKFdjBCpfr26Vr1XBwGCqHXv3t0/x04//XS7ODIESMyyCRBvqnE9+4x7UrVip/r1VihUvVcHAYKoffXVV6ZmzZr+9eC9996zd4kEARKzbALE68JXq1YtuwgRUD2rvlXv1UGAIBdatmzpn2edO3e2iyNBgMQsmwDhDiR3uANBPtOYkL/85S/+eabFp3KBAIlZNgFCG0ju0AaCfHb99df751iHDh3s4sgQIDHLJkDohZU79MJCvlq0aJGpW7euf469/vrr9i6RIUBilk2AMA4kdxgHgnw1YMAA//zaf//97eJIESAxyyZAGImeO4xERz5aunSp3xaq7cUXX7R3iRQBErNsAoS5sHKHubCQj+6++27/3Kruo9UwECAxyyZAmI03d5iNF/lG66Nvs802/rn13//+194lcgRIzLIJENYDyR3WA0G+eeihh/zzapdddomlKz8BErNsAoQVCXOHFQmRT/7880+zww47+OfVY489Zu+SEwRIzLIJEGFN9OgFA4A10ZEPnnjiCf+cat68uVm1apW9S04QIDHLNkC6du3qHz98+HC7GCFQvXp1rPquLgIEYVqzZo3Zdddd/XMqzg40BEjMsg2QYEP6OeecYxcjBKpXr46r24AuBAjCNGrUKP98aty4sVm+fLm9S84QIDHLNkBmzZrlH9+sWTO7GCFQvXp1rPquLgIEYdprr7388+mOO+6wi3OKAIlZtgEiTZs29V9j2rRpdjGyoPr06lb17IIAQVheeeUV/1zaYostzJIlS+xdcooAiVkYAXLllVf6r9GjRw+7GFlQfXp1q3p2QYAgLMHpi/r162cX5xwBErMwAmTGjBn+a2hag7h6ZBQb1WNwmgjVswsCBGGYNGmSfx5tttlmeTEDNwESszACRHRh8l7npZdesovhQPUYxoWfAEEYjjjiCP886tu3r10cCwIkZmEFyMCBA/3X6dixo10MB6pHr05Vv64IEGRLS9R659DGG29s5s+fb+8SCwIkZmEFiE4ob0UyrZxHY3p2VH/eCoSq12z+wRIgyFZw5u18mveOAIlZWAEi//jHP/zXOuGEE+xiVIPqz6tL1Ws2CBBkQ21v6623XuL8qVWrlpk7d669S2wIkJiFGSA//PCD2XDDDROvpRPus88+s3dBFajevH+wqk/VazYIEGQjONvEhRdeaBfHigCJWZgBIuedd57/emp0Q/UFGytVn9kiQODqyy+/NDVq1EicO+uvv76ZPXu2vUusCJCYhR0g3377rd8Wou2ZZ56xd0ElVF9e3akeVZ/ZIkDgKjiNzplnnmkXx44AiVnYASL9+/f3X7NJkybmjz/+sHdBBqon1ZdXd6rHMBAgcPHdd9+ZDTbYIHHe6C7kiy++sHeJHQESsygCZMWKFWbnnXf2XzfbRuBSEeyEoPpTPYaBAIGLSy65xD9vTj75ZLs4LxAgMYsiQGTcuHH+66pB+MUXX7R3QYDqx2s416b6CwsBgurSomW1a9dOnDPqTv7RRx/Zu+QFAiRmUQWI/P3vf/dfu379+okLGdKpXlQ/Xl2p3sJEgKC6gvPbHX300XZx3iBAYhZlgCxbtszstttu/usfeOCBiaUwkaT6UL14daT6Ur2FiQBBdfz6669mk0028c+Zd955x94lbxAgMYsyQOTzzz9PTH3gvcfZZ59t71LSVB9e3aieVF9hI0BQHddff71/vhx66KF2cV4hQGIWdYDIsGHD/PfQ1rt3b3uXkqR6CNaL6ikKBAiqatGiRaZu3br++fLGG2/Yu+QVAiRmuQgQCf6q0TZo0CB7l5Ki7x+sD9VPVAgQVNWAAQP8c6Vt27Z2cd4hQGKWqwCR888/338v9Tgq1RDR9w72uFK9RIkAQVUsXbrUbLnllv65Ugg9JwmQmOUyQFavXm1OPPFE//20ldrjLPuxlepD9RIlAgRVcdddd/nnSZs2bezivESAxOywww7zT5ohQ4bYxaFbvnx5WoioIbnYe2fp+wUbzL3wUH1ETfMZee/ZuHFjuxgwK1euTJkFoVCmICJAYqJfpX/7299SLmia+VXTZ4Q1Aroi+sV9wQUXpLy3urIW6zgRfa9gV11t+v5R33nI448/brbaaquU9w5rihQUj4ceesg/P1q0aGHWrFlj75KXCJAc0xiDG2+8MWXCQ3vbbrvtzKhRo+xDQ2c3rGswXbEth6vvExwkqC3KBnOPVpBTI6j9t/W2Ll26mMWLF9uHoQTp7nj77bf3z43HHnvM3iVvESA59PTTT5umTZumXEg0RbMuJpkuNh06dDCffPKJ/TKhUtfV4DgRTZugOaEKfQJGfX59D29VQW36nlF11fVoCoqzzjorpZFe24477mj23XfflP+26667Jh5vobTpLtU7J5o3b25WrVpl75K3CJAcmD59ujnooIPSAuLwww9PWfRp5MiRiRMouE/NmjUTi8hodGpUNHiuVatWKe+r57GF8hzWps8dfJ6sTd8vikGCHj12vPXWW82mm26a8r6bb755oteXd1FQN01vfQdtm222WdHd9aHq9KhKPyS88+GBBx6wd8lrBEiEfv75Z9O9e/eUC4a2HXbYwYwePdrePUGNurfcckvKVAbaNLjo7rvvjuzXiboQBufO8jYtrlQoKxvqcwYXg/I2fS99v6g899xzKY8gtOlvru7Bv/zyi727GTt2rKlXr56/r+5Wbr755oJ57o3wPPvss/55sPXWW0fe/hk2AiQC6lExcODAxK/L4EWlTp065rbbbkuUr43WPT7jjDNSHsFoUwPba6+9Zu8emvHjx5uddtop5T11gTv++OPNBx98YO+eF/S59Pnsx0b6Hvo+UdHjRU01EXxPbYcccshaZ0/9+uuvze67755ynL6DRiKjdOy1117+378Qx2URICHT4J9MF2CtLPbTTz/Zu6/V1KlT056dazvmmGMie36ugOvXr1/Ghv6OHTsmHrnE3e1X76/Poc9jf0Z9bn3+qgS1Cz1OvPjiixOPF4Pv26xZs2o99luyZIk59dRTU15DPxDyceEghO+VV17x/+4NGjRInA+FhgAJyf/+97+MFzN1H502bZq9e7Wp8VdjCIKvrdXKNO3zwoUL7d1DoeVc9RhG3Yvt79WwYUPTo0ePUL5bdej99L56f/sz6XPq84axDG0menx4zz33pMxVpE2N83oE5Tqm5N///ndKGOlOdcyYMfZuKDLBruX6wVOICJAs/f777+byyy9P9KYKXlS22WYb8+STT9q7Z0U9i/r27Wtq1aqV8l6a/uDhhx+ObFyDHqepR1OmOxJtavjXHdbw4cPNDz/8YB+eFb2eXlevb3cw8DZ9Ln0+fc6oaIGpli1bpryvHi+efvrpoXxnPWoLdjfWXesNN9xAu0iRmjhxov+3VkeLqH4ERo0AcaRHKOoxYY8x2GijjRLjDKJstJ09e3baaHJte+65p3nzzTft3UMzf/78RNuOpuOw3zu4aRyLFsHRRf3+++83EyZMSHxmbfbYB/3/Xpn20/46TsfrdezXDm76HPo8+lxRmTVrljn22GPT3luPFcNep+Gbb74xrVu3TnkfvXehXlxQMfXA9P7G11xzjV1cMAgQB5pi2W4A1da1a1fz3Xff2btHRhfcTJ9Dz9Wj/hwzZsxIPD7bdttt094/yk3vp/fV+0dJjdlXXXVV4jFh8P0bNWqUGOgV1Z2BfnjYMxRoffYouyAjt959913/b6vHn1H+AIoaAVINs38t++V/fdkv/y1TL2rqSRHlL//KxHkn5NGv9MGDBycCVBfY4OfIdtPr6XX1+nqfqCkYHnnkkbQ2FrWv9OnTJ+0OKirqkRNsF9H4kqgn20RuHHfccf7f9YorrrCLCwoBUgV/rPrD9H2vr6l1Wy2zTreyP/weZVvN8oZkXWyi+jVaHblsi1kb9TabNGlSIth69uyZ6DF28MEHJx6xaSS+Nv2y9/63/rvKtZ/213E63qXXWjbeeuutlG6V3nbCCSckut3mmu501TvH+xxqc7n22msja+tC9HTn7HU3V1tmlO12uUCArMVjMx8zjYc3Nus8sE75dsU6ZoOjNzBX9bsqL59NqzfYkUcemXYRPOCAA3LeY6pQzJkzJ3GXY9eZRq/HvSKcHkXaodapUyezYMECe1cUgGC3bc0wUegIkAq889M7Zt9R+yaD4/+2Y54/xnz5UzTjL8KkMRJhjkcpRnq8p55OetwXrCc9DlRjftxjXTyagFODSoOfUXNrffrpp/auyGMzZ870Z6XQkwJ1mih0BIjlhyU/mNPfON2s+8C6KcHR4ukW5rXvoxsBHgUNpLv99tvTRsTrefq//vWvgps2IUxPPfVUWgcA/aPWGBM9DsxHmsom+IhS091oKgwUBv148/52mnCzGBAg/2f5n8vNLR/cYjZ+ZOOU4Kg7tK65+5O7zarV0cxBlQuaj0nzQWWak+uFF16wdy9qmvbEXhtEmwaBFkJPJ7UNBZc9VbuIGvdpF8lvGtzq9ejTv8NimW2AACkz8uuRpvmTzVOCo+bgmuaiNy8yvy6PbhbcXPvwww8zzgqsVRELZcJEV3psp+WD7fmy9CioENaeDtICWfvss0/K91C7V77eOcEkpr7x/lYnn3yyXVywSjpAPv71Y3PI6EPS2jk6jOlgPvkt2nU44lTRuiSXXnqp+e233+zdC5oe42kCS00PEvy++v81CDGq+bKipmlT7CV6NSNw1ONjUH3z5s0ztWvXTvyNdMe4tok2C0lJBsj8ZfPN+ZPPNzUerJESHNs9uZ15bvZz9u5FSQ2zN910U9r0JJpm/D//+U/eNCBnQ1Pm6zFd8Pvp8YGm2NdU+8XgvvvuS2kX0cA0/UBA/vjnP//p/33UVb2YlFSAqB1j0IxBZvOhm6cExyaPbGJunX6rWbG69BqVvbXZ7WnjtchNlFOhR0ltGZnWBWnXrl1ica9io0Gs9rrrvXr1KoofAYVOMzcH1/bR7NrFpGQC5JU5r5idR+ycEhzrPbieOWvCWWbeknn27iVnypQpac/VtXXu3Nl89dVX9u55SY/fLrvssrTBlOptNWLECHv3oqIJHffbb7+U760QjXIlS6zddddd5/891NZYbIo+QGYumGmOevmotHaO/Z/b37z383v27iVNI+qHDh2a9mtW03j07t07bxc70i9tPcqxp3PR47kbb7wx8biuFKhbth7PBetAMxgX0zP3QqJ/L5pp1/tbxD0oNQpFGyALViwwV7x9hdlg8AYpwdHk8SZm+JfD7d0RoPmeFBj2OiAKFgVMPkzd4nn99dfNbrvtlvI5tXXr1i0xwrwUPfjggymTQCpIcz2dDYy59dZb/b9B27Zt7eKiULABEgwF25AvhpgGjzVI2af2w7XNte9da5asKrxVv+KiR1d6hGVfnPWoS4+84qS5qbQErP3Z9t5779g/Wz54++230ya2VGMu7SK5oVkOguN1NDNEMUq/+ubIm/PeND3f7mn2HLmnaTisoVl/8PqmzpA6iXaKM98404yaPcr8uabik72iABnz7Zi0x1UnjzvZfLO48KcNiIsa0+1f+Wp0V+O7GuFzSXdHV199dca7oyFDhuTV3VHc1H1Uv3yD9aQ13At5+vBCcdddd/l13qZNG7u4aOQ8QGYtnJUYZ2Ff5DNtTZ9oap7/JvMU1hUFyMvfvez/99YjW5tJ8yallMONfrmqe6+6+QYvSLlqZ1AwPProo2m/qhUk6nGUr+0zcdM4Fy3zG6wzjQEqxt5o+UJtUU2aNPHre+TIkfYuRSOnAaK7Dk0N4l3gD3j+gMRst7MXzTZLVy01vy3/zbz/y/vm6nevTnkElUlFASLqcfXCNy+Y1WuY3iFs6umkAYd2TyddlKIaf6DHMf/v//2/lPfTpnUVcrFGSDHQksfBuzZNIKmlghGeVatWmffff9+ccsopfj23aNGiqO+K06++Efl28bem/qP1Exd8dZ+999N77V1SKEw0qWGmgJDKAgTR09QnwWU5vU1TpYT161aPx0477bSiGqMSJ41B2HrrrVPqUmvI6MKH6tPUMWPGjEk8UtV6NvagXG1avbKY5ezq+9eX/+pf8G/+4Ga7uEK9p/a2/1MCAZIfKhvtrUkcXWiaDo2S16jq4Ovq8dm9995LQ3AWfvzxx8SAymC9HnLIIUUzMj9KWmtHC8jp3G7ZsmVaWNibpi8p1KlyqionV98P53/oX+zVrlFZ43hVESD5o6L5pjSNfHXnm/rvf/+bNk+Xlna95JJLim6errjojiM4uZ82rVzJgmNJatObPHmyGTBggDn22GPT2v4ybeo6rR6KGszar1+/kgjlnFx9+7zbx7/Y3zjtRrvYCQGSfzTjrdY8sGe81cJWa5vxVjMF6zGA/Y9So3dZOCkaGtOjZVW9utYvZnVUKEXqsaa1VfRIT+1twXE0FW1169ZNzG2l8R6aZl9dd0tNTq6+Bz5/oH+xnzB3gl3shADJX/olm2nNDU05rscAQRWtVaKZZUttrZI4qNE32GNImzpJFHO7iBq19YNFj0PVFV2j9e1zNdOmBnEtCaAOCYWwdkwu5OTqG1xT/MelP9rFTgiQ/KfRz3o0EvxHqN5b+pWn2/uKVkvUY4NSXi0x1/S3sO/+1BmiWJY+VhfvsWPHmuuvvz7R8UPnmB0O9qZeaqoDzcigdj7WWsksJ1ffWg/V8i/2WvkvDARIYdBtvf7h2uuO23cceuyl9S3UyIvc0x2Hnt0H/ya6M3n33XftXfOeZilQF+WLLrrI7LHHHmm9+DJtjRs3Nl26dDGDBg0y7733XlHfgYUpJ1dfAgTfffed6dq1a9o/XG0HHHBA4lEK4jds2DB/8SNtaiNRz6N8pQ4a6p58xx13JKa2sScCzbTpx0vr1q0THTN0l/zNN9/YL4sqysnVl0dY8GjtigYNGiT+Iauh8oknnrB3Qcy0brymwA9edC+88MJq9aaLiqanf/75581VV12VaGcLhl1Fm3oHas17zZgwbty4xHQ4CEdOrr40osOmBnL+IecvdW7o0KFDyoVYd4rqrZRL6oE3ePDgxOPNnXfeOS0cMm3qgHH66acnpvhnKvto5eTqSzdeoPBowGbPnj1TLs7quhrV4lxLliwxEyZMSIyh6NSpU8paGhVtmp5FC2npc44aNapoGv4LRU6uvtPnT/cv9s2fbM5AQqCA6DGj3QnizjvvtHerNk1Vo/nTevToYfbaa6/EgFE7IOxtiy22SMyBpoGrb731VmLWAsQnZ1ffI1860r/g95/e3y6ukCZWzIQAAXJH4ybsC/x5551X5XaR1atXJ9pWNM25Jhu021gq2rSMgN5HAxxnzpxpvyxilrOrr9bj8GbirfFgDXP/Z/fbu6T4fcXv5ow3zqgwIAgQIHe05rp9cde2//77m7lz59q7m4ULFyYWUdK4C7VJ2POaZdq0T/v27U3fvn0Txy5YsMB+WeSZnF59J86daDYfurl/4W/3QrvE8rIKl2V/LkuExrRfpplr3rsmschUZQFBgAC5oznKvAv9LrvsknLh1xotahfRXYLWHmnVqlVaOGTaNMhUdyN6HKa7EybJLDw5v/rOXDDTHDz64JQAqGhTe4nW9ciEAAFyR+0U3oVfj6EUGJmmL69o00DRPffcMzFYUe0epbpefbGJ7eo7ed5kc/mUy02bkW0Si0dpSdtNh2xqdhmxS2JJWwVHZY3tBAiQO5pl1gsDb9Dnxx9/nLa+iLdpippNNtnE///VhoLiw9UXQKU0HY23AqXuOoLTfGi8iKbf14h1TXuuMRuffPJJYsCfNytz/fr1i3pVvlJGgACo1MSJE/07CS0+VRWavt875uijj7aLUSQIEACV6t+/vx8Gffr0sYsz0jKv3jFaLwPFiQABUCmNCvfCQN1rqyI4PbwWW0JxIkAAVEhtF95yrmrTqMqywmoj8XpoacLMUlypr1QQIAAqpJX3vDuJli1b2sUZaT0N7xgtD4viRYAAqJCWb/XCoHv37nZxRlqUyTtGq0+ieBEgACqkadS9MBgyZIhdnNFJJ53kH/PMM8/YxSgiBAiACgXX4KjqZIbBwYWZ5slC8SBAAGQ0f/58fz1xTaNeFd9++60fHs2aNbOLUWQIEAAZjR492g8DjTKvCq0x7h3TrVs3uxhFhgABkFHv3r39MBgwYIBdnNHFF1/sH3PvvffaxSgyBAiAjA466CA/DCZPnmwXZ9SmTRv/GCZQLH4ECIA0WmnQW8ZW644vW7bM3iXN4sWL/VULN910U9b3KAEECIA0U6dO9e8k9ttvP7s4o/Hjx/vHHHbYYXYxihABAiDNHXfc4YdBz5497eKMbrrpJv+Y6667zi5GESJAAKTp0qWLHwYjR460izPq2LGjf8yrr75qF6MIESAA0jRu3NgPg3nz5tnFaVavXp1YhVD716hRwyxcuNDeBUWIAAGQYvbs2X54bLfddnZxRjNmzPCP2X333e1iFCkCBECKxx9/3A+D0047zS7O6IEHHvCPueCCC+xiFCkCBECKiy66yA+D++67zy7O6IwzzvCPGTZsmF2MIkWAAEjRunVrPww++ugjuzij7bff3j/m66+/totRpAgQAL7FixYlGsEVBHXq1Ek0jq/NTz/95E+6uNVWW9nFKGIECADfp6+9Zo4uC4K2Zdu5RxxhF2c0atQo/+7jhBNOsItRxAgQAL7/3XCDeaQsCP5dto0v+99V8c9//tMPkIEDB9rFKGIECICksruOBWVB8FXZtrDsbqQqOrZt6wfI22+/bRejiBEgAMqpvaNOnbKrQtlloUYNYxYtsvdIs2r5cnNerVrmuLJjDq1d26xcscLeBUWMAAFQ7uOPy8ND2x572KUZLXrrLTOmbP9Hy7YRBx5oF6PIESAAymnMhxcgF11kl2Z2222J/ReVbb9ddZVdiiJHgAAop1HnXoA8/rhdmlnnzsljnn/eLkWRI0AAlNO8V14YzJ5tl2a25Zbl+6+7rjG//GKXosgRIACM0Yy7Xng0amSXZjZrVvKYHXe0S1ECCBAAxjz7bDIMTjzRLs3s0UeTx5x1ll2KEkCAADBGqw56YXDHHXZpZuedlzxm8GC7FCWAAAFgjNY998Jg6lS7NLPddkse8+mndilKAAEClLply4zZcMPyIKhd25iVK+090i1YYMx665UfU7euMWvW2HugBBAgQKl7883knUS7dnZpZi+/nDzmr3+1S1EiCBCg1A0YkAyDXr3s0syuuSZ5zC232KUoEQQIUOqOPTYZBqNH26WZdeiQPOaNN+xSlAgCBCh1DRqUB4EGA86fb5em+/NPYzbeuPyY9dc3ZskSew+UCAIEKGUzZybvJHbe2S7N7IMPksfstZddihJCgAClbOjQZBicfbZdmtnddyePufRSuxQlhAABSln37skweOghuzSzU09NHjNihF2KEkKAAKWsZctkGHz+uV2a2bbbJo+ZM8cuRQkhQIBS9dtvycGA9epVbTDg998nw2ObbexSlBgCBChVL72UDINOnezSzJ5+OnnMKafYpSgxBAhQqvr2TYZBv352aWaXXZY85q677FKUGAIEKFWagsQLgwkT7NLM9t47ecy0aXYpSgwBApSqm28uD4KddjJmxQq7NJ0GDGrgoI7RQMJVq+w9UGIIEKCUqVFcs/FWhe5SvLuP9u3tUpQgAgRA1dx3XzJANJkiSh4BAqBqvvnGmGbNjGna1Jivv7ZLUYIIEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBChVkyYZ06OHMXvsUb4qoQYJbrGFMbvvXj5lycSJ9hFACgIEKDXqgnvoockxHZVtWvucLruoAAEClJJ33im/ywgGxDPPGDN3bvl0JvPmGTNyZGrAaP+pU+1XAggQoGQoJLbcsjwU1l3XmEGD7D1S3Xln+X7av2HD8nABAggQoFR07py8q+jVyy7NTPt5xxx/vF2KEkeAAKXg00+TdxONGhmzfLm9R2baT/t7dy16HeD/ECBAKbj22uSdxNVX26WV0/7esdddZ5eihBEgQClo1y4ZAq+9ZpdWbuzY5LEHH2yXooQRIEApaNw4GQLVbQxX47t3bJMmdilKGAEClIJatZIhUNX2D48WnPKOrV3bLkUJI0CAUpBNgGh/79iNNrJLUcIIEKAU8AgLESBAgFIQbEQfN84urZwa3b1jaURHAAEClAKtYe6FQJ8+dmnl6MaLChAgQCmYMSM5kFCPszTvVVVoPwYSogIECFAqjjmm+nchwbsPpjKBhQABSsX33ydn4tXdxD332HukUrl316JJGNWYDgQQIEApmTLFmHr1kncVmrb92WfLe2atXGnMjz8aM2qUMYcdltynfv3yaeABCwEClJpZs4w55JBkQFS2tW9vzFdf2a8AJBAgQKnSkrWXXlq+hK3uMmrWLP+/rVoZc8klxkyYYB8BpCBAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAk/8PDAs/RB1F88gAAAAASUVORK5CYII=)
PN: 2H17-5-01
CAS: 55579-90-3
Molecule Weight: 196.63
Formula: C10H9ClO2
PN: 2H17-7-03
CAS: 1092349-40-0
Molecule Weight: 200.59
Formula: C9H6ClFO2
PN: 2617-1-1V
CAS: 42327-52-6
Molecule Weight: 178.187
Formula: C10H10O3
TSCA: Not listed on TSCA inventory
