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)
| Product Number | 2720-5-01 |
| CAS | 40786-20-7 |
| MDL Number | MFCD00100400 |
| Molecular Formula | C14H19BrO3 |
| Molecular Weight | 315.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2720-5-01
CAS: 40786-20-7
Molecule Weight: 315.207
Formula: C14H19BrO3
![1-[2-Hydroxy-6-(2-hydroxypropoxy)-3-propylphenyl]ethan-1-one](data:image/png;base64,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)
PN: 2729-1-48
CAS: 58974-96-2
Molecule Weight: 252.31
Formula: C14H20O4
![1-[2-Hydroxy-4-(oxiran-2-ylmethoxy)-3-propylphenyl]ethan-1-one](data:image/png;base64,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)
PN: 2720-1-29
CAS: 57161-85-0
Molecule Weight: 250.294
Formula: C14H18O4
![5-Acetyl-2,3-dihydro-2-methylbenzo[b]furan](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABWWAAAVlgEpShyUAAACFnpUWHRtb2xTb3VyY2UAAHichZTbauMwEIZfZdD1RkcfQ5wStiwstCxsW9i7RbGV1BBbRXZOb7+jOCc3XYc4GWk038j6Z6LJw65awca4prR1RgTlBEyd26Kslxl5e/0xSsjDdJJjEAbWTUbe2/ZjzNh2u6X5u6n0ztY0txXp1se7puzFbBW1bskk54L9eX56OTCjsm5aXecGqaYcNwfnk811e3iL/2zBKu02Zc26cFa5TZftr+T+4XTXFORylu+4NkMUFuXKwMK6SrewkZziw7/B0tTG6dYUMN+jW9EAzz6dPD/afF2ZusWhz1DmevXSunWOjsquTL7GZDj4+ZiRSiCgW1vNnNN78CPv1gK0BK1AB6BD0BHoGHQCOgUtOH5xXWCAUKj1yvjNXvcfBt8YPn9+db8ok8zIiFMl0ggElZIHIKmQYQSKhimXENBUqhQiKsM4Opmj8xhyBGKcCXUyCYaEWPS930BQxWUCZ4tChVHqbahwjtKpWJ6nI0l53Nkk6M/DIIlP4YLG8YVCxdhZsulkbuviaghlkZG5IActf5tFI49yErCuMA471CfwodeA7ANe/GFA9QFfqmEg6AO+sGdg9hUQ9gHfBsNA1Ad80wwDcR/wLTYMJH3AN+QwkN4c+g4geJ84NPywsELc1O4uIm+k8lkGkU8F7/6Cd5jgC+bSV/LCsKsuZqdLAoc3Fwi7ul0Y3qnTf2m+nXYhn5hbAAAtR0lEQVR4Xu3dCbzVc/7HcetQCFkrKsYWZSfJNoSxLzFZImEmWbNERJFlQosl+5olWxrGVk1CyE4ziShkZBt7jGXw//7P+3d8T7/zvfd2f+dzzr33nPN7PR+P3wP9vud37/npfN/n910XcgAAGCwU/gEAAEkQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECIDUe+edd9zJJ5/sNtxwQ7fccsu5JZZYwrVr185tvfXWbtCgQe71118PX+IWWmih6KhP0nKVqDrfFQAkNHz4cLfYYovlKvq6jlBdfx5KWq4SVee7AoAERo4cGVXuCy+8sOvVq5d76qmn3FdffeV+/PFHN2fOHDd16lQ3ZMgQt8EGG4QvTRwMSctVoup8VwBQj/fff98tvvjiUeV+xx13hKfrlTQYkparRNX5rgCgHgMGDIgq9kMPPTQ8lUjSYEharhJV57sCgHpsscUWUcX++OOPh6cSSRoMSctVoup8VwBQj5YtW0YV+xdffBGeSsQHQ9KjGlXnuwKAeviRVz///HN4KpEwIOo7qlF1visAqEepnkDqk7RcJarOdwUA9WjKPpBXXnnF9e3b13Xo0ME1a9bMtWrVyu20005u7NixeeXKXf3vHgCqkB+F1bNnz/BUIrUFQ21qK6fwGjVqlJs2bZr77rvvoqegCRMmuI022iia+V4p6n/3AFCF/DwQTSK86667wtP1qi0YapO0nMyePTtaSqVSJHtXAFCFhg0bFlXuCpHevXu7KVOmuG+++cb99NNPUcBoJvr555/vOnbsGL40cTAkLSf6mSussEL4x2Ur2bsCgCo1dOhQt+iii+Yq+rqOUF1/HkpS7uuvv46WUdlqq63c2WefHZ4uWwt+VwCQArNmzXL9+vVznTp1ci1atIhW423btq3r2rWrGzx4sJsxY0b4kkTBIAsqF4ZUt27d3C+//BIWK1u1vysAQKP59NNP3ZgxY1zr1q3deeedF54uWwQIAJSJyZMnu9VXXz3847JFgABAmZg3b17UfFYpCBAAKBPjx4+P5oJUCgIEABqZtsq99957o610tXnV3Llz3c033+zatGnjHn300bB42SJAAKCRaX5Jjx49ov4OLeqopUy6d+/unn/++bBoWSNAACBm0qRJ0TpVn332WXgKAQIEAGK6dOkSzcm48sorw1MIECAAELPZZptFATJixIjwFAIECADEECDJESAAEEOAJEeAAEAMAZIcAQIAMQRIcgQIAMQQIMkRIAAQQ4AkR4AAQAwBkhwBAgAxBEhyBAgAxBAgyREgABBDgCRHgABADAGSHAECADEESHIECADEECDJESAAEEOAJEeAAEAMAZIcAQIAMQRIcgQIAMQQIMkRIAAQQ4AkR4AAQAwBkhwBAgAxBEhyBAgAxBAgyREgABBDgCRHgABADAGSHAECADEESHIECADEECDJESAAEEOAJEeAAEAMAZIcAQIAMQRIcgQIAMQQIMkRIAAQQ4AkR4AAQMzGG29MgCREgABATMuWLaMAWWONNdzLL78cnkYMAQIAMa1bt44CRMciiyzievfu7T755JOwGBwBAgB5fB9ImzZtckHSokULd/HFF7uffvopLJ5qBAgAxPgAGT58uLvhhhvcSiutlAuStdZayz344IPhS1KLAAGAmHAU1tdff+1OOeUU97vf/S4XJN26dXMzZswIXpk+BAhQpl566SW3ySabuFNPPdX9+uuv4Wk0EHWeKyTOP//8vD9/66233O67754LkcUWW8wdf/zx7osvvsgrlyYECFBm/DfeRRddNFdZ6Vvx008/HRZFCb3wwguuS5cuuXuuzvPaPPbYY2699dbLldOorVGjRrmff/45LFr1CBCgTOgp4/rrr89rc1fn7cILL5z774MPPtj9+9//Dl+KInz00UeuV69eefe5Y8eObu7cuWHRnP/9739u5MiRbrnllsu9ZoMNNnCTJk0Ki1Y1AgQoA0899VRuApsPDj/qJ/xm3Lx5c3fuuee677//PrwMCvDjjz+6ww8/vKgnvc8++8z16dMn7xr77LOPmz17dli0KhEgQBOaM2eO+9Of/pSrfDTv4Mgjj6x13sHtt9+eN7S0bdu2bsyYMWExJDBu3Di35ppr5u6lDs3/mDhxYlg0kX/+859uhx12yF1riSWWcGeccYabN29eWLSqECBAE/juu+/cOeec45ZccslcpdO1a9d6Zz7rdWeffXbe67bZZhv3yiuvhEVRi3/9619uxx13zN07jazSk586xP2f7b333m7WrFnhSxMZO3ZsrhNex6qrrupuueUW93//939h0apAgACN7I477nCrrbZarpJZffXV3Z133hkWW6D33nvPHXjggblr+CeXTz/9NCyKjM8//9z17du3zqBQsPzhD3/IC5bTTz/dffPNN8GV6qemsQsuuMAtvfTSuettvvnmbtqzz4ZFKx4BAjSSF198Ma8vo1mzZm7w4MHuv//9b1g0sSeffNJttNFGuWuq7+SSSy5hxvRvNDLq8ssvd8svv3zuHq2//vp1NlXdf//9eU1bq6yyirvppptMw6g//PDDqI9FnfNLZ67VJ3PMPPRQ5z74ICxasQgQoIFplM8RRxyRN8rnoIMOcu+//35Y1OSXX35x1113Xd7orbXXXtv9/e9/D4umyoQJE1yHDh1y90TDba+44op6h9vqCeLCCy/Me4JQ5/ozzzwTFk3k+eefd8d27uxuzFznx8zhmjd37rzznKuCQRAECNBA9BRw0UUXuWWWWSZXEW266aYFjfIpxFdffeVOPvlkt/jii+d+3s477+zeeOONsGhVe/vtt92ee+6Zuwdqtjr22GMLnvBX2/Be6zBq9YF8OXq0VmrM1LoLZY927Zy7++6waEUhQFCDRo6oDVcjhGDzt7/9zf3+97/PVTwrr7yyu/HGG01NIYWaOXOm22233fIq0BNOOMF9+eWXYdGqov6K0047LW/JkZ122slNnz49LFoQDaPeaqutctcsahj1t986N3Cgc0ssMT9IttvOuVdfDUtWBAIENWy44YbRB0XfvLbffvuoDfmDKmq3bUiqrMJRPv379zd1xhbr0Ucfdeuuu27ud1lhhRXcVVddFTV5VROFssJZIe3fq8JbIV5Kt912W41h1HfddVdYLJl333Wue/f5IbLoos4dfbRz//lPWLKsESDIow5D/wEJD3UAq4P2Xf3lRx6N8lEzSXyUj5pR1JzSlDRjWosCxmdMa5b1448/HhatSFOmTImaBf17U3PhX//61wYbRFDyYdRPPKFvbPODZNllnRs2TP/jwpJliQBBjpo+llpqqehDccABB0QjVY7OfCuKf7Pzhxb502Jzek2aqUNWHbN+Fzsd6rhVB2450Yzpv/zlL3kzpvfbbz/3zjvvhEUrggYgaCCCfy8axqyBCh9//HFYtEFoGLU+I/Gff9RRR9mGUeuJ8NprnVtxxflBss46zj38cFiy7BAgiGjkiUJBH4b27dtHHbKemgieyHxTOu644/Ie4f2hYZGDBg2KZuOmiQJW793fBw0VVXNffaN8mtK0adOiZkn/O2vG9JlnnlkxM6Y15FlDnzUE2r+HrbfeOhoi3RRKOoxan7mTTnJu8cXnB8muuzr35pthybJBgCByUuYvrj4AaoJ5tp4JTxrOqCXGFTRhmKjtecCAAVHHY7XS5LO99tor9551zzRJTc1YleLee+/N+//XqlUrd+utt5b1jGlNttSkS/87azKmJmU2NT+MesXME4T/3Xqtvbb7t3UYtQJDweFDRIGiYIl9qSsXBAgyT8oP54Yqhnsg1Ed7Vpx11lnRTm1hmKiTUcNKNWy1nCumpNQRrg7x+CgfdZhrFnMl+uGHH6L/377ZUscWW2zhpk6dGhZtUlreRcu8+N9RTx9aBkb9EeXED6NeM1Phn5n5PWeo8t95Z+esw6jVhKWmLB8kauL6xz/CUk2KAEk5jXX3E9C0GFwxw0xVkap5QZ20YZjoG66+pU+ePLniRgHpnmhwgWYl+/ej2cpakK8aaNnyww47LG++Q8+ePZt85J0WlNSeHOpf8L+XFp4s9+HlH86c6Z7dbbf8J4gTT3TOMoxanenqVFfnuq517LFhiSZFgKSYKkaNk9cHU0M8F7T/QaE0+khzSfz2oPFDj/rqcBw/frytrbgR6ekp/h40ykeTA0v9e6v5S9/8FVSaY6BDo7rUMax/+j/TcFU1IapTvNSee+45t+WWW+beq55MhgwZEj2pNCbdWy1lr/4E/7towUMteV9RHn3UuXXXnR8kmc+Yu/rqbKd5oTS899Zb9Y0vPNOkCJAU03BHfTj1zfPBBx8MT5eMRqxceumlUWdnGCbLZr5Zab2gBx54oNErqgXRKB/NOva/p+6RZiXria0UXn/9dXfZZZdFQ30V3uF9SXJo5JcmDA7LfEN9tUQT0dTUqL4QPTH6n6O+EvWZNAb9PYw3h+rp+IYbbijqybhJ6QlCe6svt9z8IMk8obsqGUZNgKSU1ufxS15oX+fGoqecK6+8MmouizdN6NDaQxqaec899zRZ+7ZmF+ubvmYb+99L819KMShAmwwNHDgwryM4PNRvpHujQ/dCTyD6p/+zdu3a1XiNP9TEpjZ4jbQq1rfffhv1bWmUlr++Rm+99tprYdGSmDFjhuvWrVvuZ6mfSQM1tL1vVdAT45//nJ0wuNBvQbLffs5V6DBqjwBJIXUG+xVHNeu8qb75a8y8tnDVek3x9Zt0qKNU8xQ0+7exZnFrcyZV4P530JBlbeJUrEceecRtt912NSp8BYkCQu9RTxBJV+VVyKki16gkzdMJN0bSoaGlepIodkix5onsv//+uetqHsmfMxXhf0o0Y1rrU+kLTHwC5u677+7eeuutsGh1ULhngjjzRrOHljQ580ytHxSWTE6d9H37ZpvLlloqu1ijOt+POcbegZ8QAZJCvmlG37L1za8caJ0mbbyjJp34t14d+m811dx8880NMlRWo3w0m9j/PM0y1mzjYp+CNLpNo5ri70VPEJozU+oKUs2E6jeIz0vRoc2Nrr322qL7bDT4oVOnTrnramb78OHDo5nuFgq2UaNG5U3AXG+99dxjjz0WFq1OahJs335+kLRqle3jKHS04tCh+U814aFzmb8XDYUASRlV0v4Dq7Hr5UjNJxrf371797ymJB36pqqOf1WKxc461igfbcIUb0rTJk2qjIuhpV7++Mc/5v3e+u9JkyY1ynBmDa1Wv1L8W73WxFIIFEOj566++uq8Ppt1Mt909YRVCN2HDTbYIHcNhdHIkSPNYVSx9OSvYfN6aljotwp/yy2dSzqM+rLLsq9ZeGHnjjpKqz5mF2vUk6wmVmptLZ1TmcsvD19dEgRIiuhbr9/jQMswVAI162ib0EMPPTRvfwYdqvjVNKTO6EKW2Na3cc0WDkf5aFZxMdTRq+vGQ0/Bof6mpqDmJzU3xZsHdR9Ny23E6GnxxBNPzLuu3md9y9qoD2ifffbJvUbNYX369GmQEWUVRaMfe/acX9nrn/rvBX1B0t/33/0uWz7zZF4nnVMZlW2AYdkESEqo0vSLzqkZJb5USaXQcisPPfRQ1G8Q32HOH1pyW804C1rfSZssabMl/xqN8lE/TLGjfFQJqi/HX1f9Gw05sq0QaqaM98FohJWWpimW9hnZZZddctdVoPTr16/G3y0tk3LGGWfkTcDUgIC0LX1TLz156AlEFb6OPfYIS8x31lnZMkm+CPpVf7WMfIkRICmh0Tn64KpZw7qzWjlRc8c//vGP6Bt2bYs96olCcxje/G0dIVV28Qpeld0pp5xSo7Kz0Ait+Mgq7b2hZrhyo051vyqvvv3r/hQbnKJQj4ey5vmoiVH9HOq3WnXVVXPn1CejJ0rUQU2c6gvp3Nm5kSPDs/NtsUU2FJIs2jl+fLasrlliBEgKaF8IP8v4PG2lWWX8Yo8azVPbYo8a0RWfZa0O+fqaW5JS+79f2E+TDMu9clT/Trxjv0ePHkV3sIsCXXN9NK/HXzveB6PmR00s1VMkSiDzBB6FQpJdFtVEqLKayFhiBEiVU0ez/4aucfyl+MZZ7upa7FEdvgrTUtHkOt8so07qUoVSQ1Nlr5WV/X3R/ItSPTGpf0WrDMTvuzr0P/zww7AoipEJ5ygUkgzT1uAEldVrSowAqWIa8eObbTRcsqnXNmoKmmPhK7JSNFd5d999d25vDTWXlWpeRGPSE4N/MuvcuXPJQkT8KLRtt902PIVS4AkEDU0dyr7yLPX2npVCQ1r9PSh2XoenNZn8XBUtz1LKYGpso0ePzjU16ctGKZqzRJtX6Zoa9YUG4PtAJk4Mz9SkfhKVVQd9iREgVUob7PjmFS3Gl1alDhB1yvvJb1p1uBqW2lDnun8S0bIppWjmJEAamGavKxQOPDA8U5NGaqmsRm6VGAFShTRsUhs7+UquqZYqKQelDBDNSdF2tbpW69atowUXq4Xmr/j7VOieMLUhQBqY/u75nQtvuy08O1/mCTMqo3kgBcyVSooAqUL60OrDq9FBWvU1zUoZIJr0puuo+UrLn1QbjWLT+1PfTrGTKgmQRqB9QhQOmniohRo1+1yz0L//Xn/x9T9h/uRErQjcAAiQKqM2bV9hXnPNNeHp1ClVgKgPyV9nRAN9GJua+j/8fiCabFjMjHUCpJFccIFziyySDYnaDp278MLwVSVDgFQRbeKkuQj64GoFVZQmQDQ6yc8v0eiixljPqqlonoif5X/IIYeEpxMjQBqRWhm08u7aa2dX4m3WLPvvmSfm6FwDIkCqhL49br755tGHVrOitV4RShMgZ555ZvR67dCXhqHQ6lT39+xx48ZHBEg6ECBV4rTTTos+sGq/njJlSng6tYoNEK2r5YfsaiZ1GugJy6+dpSXWLUN7CZB0IECqgPYW90uSazc9zFdsgPTu3Tt6rdZwStNoNg2+8Kvtal2rQhEg6UCAVDjtaaGtTPVh1axf7dmA+YoJEG2/6+fS3HTTTeHpqqeFKn14FrqzIQGSDgRIBVNTw6677hp9UNXxWcieGGlRTID0798/ep3mfFiacSqdmu/8LHX1ixSCAEkHAqSCaS0jXznef//94Wk4e4Bo1Vi/9LmWhEkrLYSoe6A91gtBgKQDAVKhVDH65pVjNIQPtbIGyLhx46LXqB8gzTvmxe/fa6+9Fp6uEwGSDgRIBdJSJX4DH+0t/b1mnqJW1gDR3uh6zR4L2hUuJdZff/3oXmhTsqQIkHQgQCqQb1bQUiXTp08PTyPGEiAq5zeJuuOOO8LTqeNXddbOgkknURIg6UCAVJjbb789VyFeddVV4WkELAGirXJVXh3I33zzTXg6dd59993cPUzajEWApAMBUkFmz57tWrRoEX0w99133/A0amEJkLPPPjsqr61fkbXmmmtG92SYFvBLgABJBwKkQmgbUr+X9Wqrrea+SLITGUwBovk0Kq/Z/cjyc0K0n3wSBEg6lDRA/Ae1PknL1UXj09Wht+GGG0ZDLbXURLt27aLd4QYNGlSVS5iffvrp0T3TUiXaEQ/JFBogauNv3rx5VD6tuzjWRn1BuicrJNwWlQBJB3stXoukwZC0XG2GDx+em9y0oKOaTJw4MbdUiQISyRUaIJqM6cvPnDkzPJ1a6vvw9yXJ/u8ESDqUtKZNWnknLRcaOXJk9Dptv9mrV6/om7j2o9akrzlz5ripU6e6IUOGRENbq4X2ZNDoF73vrl27slRJgQoNEK0+q7L6kqJmQ2RpN0b/Jebpp58OT9dAgKRD4bX4AiQNhqTl4rR9qF/cLS1DK9WcojZnvWctVVJNW6g2lkID5LrrrovKrrXWWuGp1Gvfvn10b2688cbwVA0ESDoUVovXI2kwJC0XN2DAgNT9hVRznb9X9913X3gaCRQaIBdeeGFUdptttglPpV6XLl2iezN06NDwVA0ESDoUVovXI2kwJC0X50cgWTe4qTSvvPJKbh8KjYCBTaEB4jeP0s6DyLfLLrtE92bgwIHhqRoIkHQorBavh/+gJj0K0bJly+g11uGr2qHvpJNOckcccUTZHwcddFAuPLSMhNqfYVNogJxwwglR2QMOOCA8lXrdu3eP7s2JJ54YnqqBAEmHwmrxeoQBUd9RCD/yqtB9CTy124Y/vxKOsWPHhm8FBSg0QI466qio7GGHHRaeSj3dE92bo48+OjxVAwGSDoXV4vXwH9T6JC0Xl7YnEL/Srp5AWCzRrtAA4QmkbjyBIFRYLV6PpMEQllN7f9++fV2HDh2iRexatWrldtppp7xv32nrA3n55ZdzIaIPI2wKDRD6QOpGHwhC9df2BQiDoS5hOYXDqFGj3LRp06IPuZ4yJkyYEG1i4yfO+VFYPXv2zL2u2sVHYdGUZVNogDAKq26MwkKo/tq+AGEw1CVpOS0eqKVKxM8D0STCu+66KyhZnTQPRN+Eda+YB2JTaIAwD6RuzANBqP5avABJgyFpOVWY8bV3tBKoXqcQ6d27t5syZUq03Lb2q1ZZzUQ///zzXceOHWNXqWzMRC9OoQHCTPTaMRMdtam/Fi9A0mCor9zXX38dLVOy1VZbRUtrx+nxWQsK+mvUdVQTNeexFpZNoQHCWli1Yy0s1KakNW3SyruucmEIdOvWrdZv3LNmzXL9+vVznTp1ivbH0JyJtm3bRt/QBw8e7GbMmBG+pOL1798/uiesxluYQgOE1Xhrx2q8qE3NWrwMqNlmzJgxrnXr1u68884LT6cS+4HYFBogwn4gNbEfCGpTlgHiTZ482a2++urhH6eWnryWWWaZ6IPJjoTJWAKEHQlrYkdC1KasA2TevHlR8xTmi++JfvXVV4enEbAECHui52NPdNSlrANk/Pjx0VwQ5PNLSmjS5fTp08PTiLEEiMrp3uo1adk6YEEuvvji6F5oNKD6iJIgQNKhLAJEW9Hee++90Va12hxq7ty57uabb3Zt2rRxjz76aFg89fRkpnkK+oBq8yyWOqmbJUDkwAMPjF6zxx57hKdSR8vp6F5oG+mkCJB0KIsA0fyNHj16RP0dajbQUiZad+f5558Pi+I3qhj9UifHHHNMeBq/sQbIuHHjotdo8upnn30Wnk6N+P1L2nwlBEg6lEWAwObSSy/NfbhV4aEma4DoSVirIOh1asJJq8MPPzy6B4U2JRMg6UCAVDC1R++6667RB1VLnWgSHPJZA0T83BsNJ9dqB2mjJmW/jcKtt94anl4gAiQdCJAK98knn7hVVlkl+rAes+227tdaJl6mWTEBor4430x40003haernp/7scYaaxS8Dw8Bkg4ESBWY9Nhjbr9FFnEjMx/Yj889NzydasUEiGjNNV+J/vDDD+HpqvX6669H/T9679dee214ul4ESDoQIFXitVNPdR9nPrBu0UWdS7DYXVoUGyBqxvHbC19wwQXh6aqkptHtttsues/rrbeeqfmOAEkHAqRa6EO+2WZaUMw5zd7/8suwRCoVGyDiN5laaqml3AcffBCerjrq7/D3zLqBGwGSDgRINXn7beeWWSYbIvvvH55NpVIEyLfffhvNSdI1tD9L0sl0lei9996LBmTovR5yyCHh6cQIkHQgQKrN6NHZANFhaLuuNqUIENHKvP46I0aMCE9XBTVVbbnlltF71FwsLWpqRYCkAwFSjfShVYA0a6be0PBsqpQqQKRPnz7RddQnoj3rq83xxx8fvT9tGfDkk0+GpwtCgKQDAVKNtADg73+fDZFOnZxL0eihUCkDRLvydejQIbqW5oZU0xbDl1xySe4+aVfPYhEg6UCAVKsXXnBu8cWzIXLsseHZ1ChlgMibb77pWrZsGV1PWydr98xKp05zbROt93TQQQe5X3/9NSxSMAIkHQiQaqYlOBQgOh54IDybCqUOENGOkH5orxYC/eqrr8IiFWP06NG52eY777yzachubQiQdCBAqplGC2UqhShAtBVpCoaghm677bZcgJSyor/77rujvgJdd+ONN060T3i50Vpq/smjc+fO0WizUtl///2j6+69997hKVQRAqTaffyxcyuvnA2R7bd3rgTNE+Xu2Wefjbaj1exxHx461l13XffYY4+Fxc20BYFf6kTXnjlzZlikLGl75OOOOy53X7p161ay8NDIraOPPjoXTNpuANWLAEkD7amS+UBHITJkSHi24qnNXqOGTjjhhGi/+Hho6NDmUL5C07H77ru7t956K7yMySOPPJLbfErbDY8dOzYsUlY0z0Nb9fp7oW0UStFspVDSE82yyy6bu7b6ih5IadNpWhAgaaHNgBQgiy3m3DPPhGcrjhb309azWvDPLyYZP9SsNCQTlm+88UZUfsaMGdE3bX9e6zydcsopJekEf+GFF6K9bPy1FWSl+kZfSuos90vUq/lN96cUHeYPPfSQW2eddXLvf8UVV4zWz/qFhT2rHgGSFvqWuemm2RBp1865EvYHNBbt0fHwww+7I444IjcSKn6oHX/o0KHR+lV1efDBB3O7OepYaaWV3PXXX190RapNp9QJ7a+rQNHPKgcKT7+2lQ5NEnziiSfCYgXTiDS/nYAOhXK/fv1K2teE8kaApImabZZeOhsimUq4Emi7XjULaTSPmojigaFmqW233daNHDmyoL1Q1GSjTaJatGiRu5aeWDS6qhgKIc2naN68ee66WvqkqXbWVJDqCc2vqqtD97GYGeby5ZdfupNOOinvunqfChSkCwGSNtoYSAGiCYZl6sdvv3V33XmnO+CAA/IqYx0acrrjjju6a665xn2sAQJF0F4qRx55pFtkkUVy19de6HPmzAmLFuTdd9+NKtT4763/njRpUqOso6Why9pJ0A/P1aFO/smTJ4dFC6ImKd13NVH566rpSk+FSCcCJI2mTs2OzionWj04E25f7bmnu2TJJd3ascpXI5122223aFOnzz//PHxl0bQsSdeuXXM/b8nMzz/nnHOKnjeiijXeYa2jXbt2btCgQSXrxPfUOa6nqvXXXz/v52kkmvojiu0oV/h0ynzp8NdVZ/mwYcOiznOkFwGCpqOmlBtuyM5V8bPmM8eYzLFHs2Zu3333jeZxfKOlWRrBmDFj8jrDNaLr9ttvD4sVTCO14n0Q/tDPUn+O3uOrr74aLZWShJr1XnvtNXdn5ilNQ2bXXHPNGtfWHubqNC90J8GQnqb8nA4d6nzXz6zEeS8oPQIEjWvuXOdGjXJuhx2ym1/9FhrRsdRSzvXo4T6/+273Y5Hf/q1UiQ8ePDg3NFdHly5d3IsvvhgWLdjs2bPdwIED80IqPNq2bZu5NTtEh5YVUcDon/7P9AQTvsYfGo128sknu2nTpoU/umAaRXbWWWflZtzrUAgquACPAEHDe+8954YNc65r1/zA0LHsss4dfnh2qZUyWvRRCyWq4vaVpzrsVZl/9NFHYVETbRl72WWXuT333NOtsMIKNcIgyaGRaGraU1OSnmBKQX00Wt5Ei0X6n6PQuueee8KiAAGC32i+RN++zq27bvZJoHlz59ZZx7ljjsmeK5Q2t7rwQuc237xmaKy4onNHHumcZoUX2Tbf0J5++mm36aab5ipTjQS76KKLiu5TCKlvZ+rUqVE/z7nnnhsdxx57bBRa+qf/sxtvvNE988wz0bDhUnvuueeiodD+vWoHRs0VSdNe8CgMAQLnhg6t2ZwUP3ROCzPWZ/p0l6nlnOvYseY1WrXKBpS2SK2wCWYanquKe+WVV85Vrup3GDduXFi0Is2dO9cddthhebP1Ndw3Ddv3ojgESNpddlm2gtdSJ0cdlV0GXrOo1aGrdv+jj56/DMrll4evztLmSuutVzM02rZ1rl8/56ZMyS7sWOHUmd+/f//c+lc6NKR4uoKzAmlipvb+WHrppXPvR6PGtJYYkAQBkmaafJepDKPK/uabw7Pz6ZzKqGxt30rVv+FDQxtZDRjgXBNNnmsMb7/9tttrr71yla7mW6iZqSGGGDeU++67z7Vv3z73HlZddVV3yy23NMo8FVQPAiTNzjorW+kfcEB4pqbu3bNlBw4MzzinEVMa7lqC0T+VZMKECbkdCnWoU/uKK64oeuhsQ9IILY3m8r+zRlkNyAT+vHnzwqJAvQiQNNtii2woZCrCeo0fny3buXN4JtUUFpdffrlbfvnlc5WyQmXixIlh0SalTndt8uT3MNGheTYaWgxYESBplqn0olD44ovwTE0a9aOy2pgKNaj5qm/fvnnLh6iZa9asWWHRRqWZ4iNGjMitwqtDW/FqWRWgWARImmlpd4VCkiYXLVmhsnoN6qQOdXWs+8paHe7qeG+s2fRx2jxLa2D530XzTa666iqWWUfJECBpxhNIg9EQ3/gSI5olrjkexS4bn4TW2dKmWf5n66lIe5RoFV2glAiQNPN9IEna69VPorJbbhmeQR002VCTDuPL0G+22WbR5MSGoM2xtElWfJl17VGi/UCAhkCApNmZZ2ZD4cADwzM1aaSWymrkFgqi5U969eqVN1Hv4IMPjpZLKQU91WhTLG2O5a+vTbPKZUMrVC8CJM1UgflVcG+7LTw73+jR2TKaB1LAxk3Ip61vtTCjr+S114kWbtTqulbaC16bYflrapMsLete6qVWgNoQIGnnJwFqtvmf/5ydfa5Z6KrUXnrJub/8Zf5M9BEjwlfDQEvEt2nTJlfpawVeLSVfCO3/oc2v/DW0KZY2x9ImWUBjIUDg3AUXuEwNlA2J2g6d08KIKBltVqVNq7R5lQ+BbbbZJtrcakGsrwMaAgGCrNdfz668u/ba2ZV4mzXL/nufPtlzaBCFPEnoyUWbXBXz5AKUEgEClIEF9WVoM6va+k6S7mAINBQCBCgTtY2mUpDER29pk6tSjd4CikWAAGXGz+eIr1ulTa0aav4IYEWAAGXqpZdecptssok79dRTG2UGO1AoAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJv8PoN6sL3yVbeMAAAAASUVORK5CYII=)
PN: 2H17-1-X2
CAS: 58621-51-5
Molecule Weight: 176.215
Formula: C11H12O2
PN: 2620-1-08
CAS: 248595-17-7
Molecule Weight: 208.213
Formula: C11H12O4
![8-Methoxy-3,4-dihydrobenzo[b]oxepin-5(2H)-one](data:image/png;base64,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)
PN: 2H17-1-0T
CAS: 98232-51-0
Molecule Weight: 192.214
Formula: C11H12O3
TSCA: Not listed on TSCA inventory
