![3-(2,3-Dihydrobenzo[b]furan-5-yl)propanoic acid](data:image/png;base64,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)
| Product Number | 2H21-1-X9 |
| Synonyms | 5-(2-Carboxyethyl)-2,3-dihydro-1-benzofuran; 3-(2,3-Dihydrobenzo[b]furan-5-yl)propionic acid |
| CAS | 215057-28-6 |
| MDL Number | MFCD03102298 |
| Molecular Formula | C11H12O3 |
| Molecular Weight | 192.214 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H21-1-X9
CAS: 215057-28-6
Molecule Weight: 192.214
Formula: C11H12O3
PN: 2H21-9-0B
CAS: 196597-68-9
Molecule Weight: 271.11
Formula: C11H11BrO3
![2,3-Dihydro-5-(2-hydroxyethyl)benzo[b]furan](data:image/png;base64,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)
PN: 2H01-1-00
CAS: 87776-76-9
Molecule Weight: 164.204
Formula: C10H12O2
![2,3-Dihydrobenzo[b]furan-5-acetic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABnvAAAZ7wE1IBEyAAACGnpUWHRtb2xTb3VyY2UAAHichZTra+MwDMD/FeHPN7/yLk1H2Tg42Di47eC+HW7idoHGHk7Wx39/cvpY0vYymiDJ0k+uJcXT+129ho12TWVNTgTlBLQpbFmZVU5+v36/S8n9bFpgEAaaJidvbfs+YWy73dLiTddqZw0tbE0O/smuqQYx24Bat2KSc8H+PD+9dMxdZZpWmUIj1VSTplt8soVqu3/xny1YrdymMuwQzmq3OWT7K7l/ON01Jfk8ywP65ojCslprWFpXqxY2klN8+DdYaaOdanUJiz0uBzTEs8+mz4+2+Ki1aVH1GapCrV9a91HgQm3XuvjAZKj8eMxJLRBQra3nzqk9eM0vKwFKggpAhaAiUDGoBFQKKgMlOL7oFxggAqz1WvvNXvfvOic/4QH8e/qddSyTzElKMxlxSGiUiQBiKqMkvrCOIsTIIIMAfVyCpEJGMQgqJQ9P1tF3iCSwx/wxjTOZQoRLKI5WSIMURUBjgUJSnqAQNOB9K8riDK007ACepskJOOBYJnau02y6sKbsqVCVOVkI0hXwl1428lhDAtaV2uFY+gQ+tA/IIeArfgbkLSC4AsLxHcIh4Ls5DkRDwPf+DMxvAfEQ8JMyDiRDwM/VOJAOAT+F42fIhkA3s+OE9w9a1834F8xlu7tv4gtGXp2lh9w8vbjo+emzG2XCqy7eRlhvjtnpbkD16t5gvUuF4VU6+wfj+Jw+gmB7AgAAM+NJREFUeF7t3QmYFNW5xvEAosgiaBAjGJEgSoyiRBSCCULcUNRrItGgYtTIksWI4gKiRjaJRgPGqxBxA00U96siGBU1XuMaEDUuXNcg7oqKCyrx3H6rU031GQamvq6aqer5/56nHpc63T1TPV1vV51zvvM1BwCAwdf8/wEAQF0QIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQICse+kl58aNc27XXZ3r0MG55s2d23TT4n+fdppzL77oPwJZksT797WvFbe6itveKP1XAGDz7387N3Zs8YQTnhDWtGn/mDHF9siOJN+/uIEQt71R+q8AIL6vvnLu4IOLJ4EmTZwbMsS5O+5w7q23nPviC+feftu5efOcO+yw4n61U3s9Dg0v6fcvbiDEbW+U/isAiG/y5OIJoG1b5+66y99b7u67ndtoo2J7PQ4NL+n3L24gxG1vlP4rAIjnnXeca9myeAK47TZ/75qpndrrcXo8Gk4a71/cQIjb3ij9VwAQz7nnFj/8++7r71m7gQOLj9Pj0XDSeP/iBkLc9kbpvwKAePbZp/jhv/Zaf8/aXXNN8XE6EaHhpPH+xQ2EuO2N0n8FAPFssUXxw//KK/6etXv55eLj9Hg0nDTevzAQ4m4pS/8VAMTTokXxw//pp/6etVN7PW7DDf09qE9pvH9+MNR1S1n6rwAgnjROQKg/abx/cQMhbnuj9F8BQDydOhU//EneAolascK5q6927vnn/T1IQhrvX9xAiNveKP1XABDP3nsXP/xxO2HVXo9TJ+7ajBxZbKcZ0Mcf79zy5X4LVCKN9y9uIMRtb5T+KwCI55xzih/+/fbz96ydho3qcWsaBhp1+umrTzDa2rd3bvp051at8lvCIo33L24gxG1vlP4rAIhHZS50H1wlLlT+oi7mzi2eMPQ4PX5tVHNp5sxiQb9okPTo4dyCBX5rxJXG+xc3EOK2N0r/FQDEN3588QTQrt26T+r33ltsp/YTJ/p7a/fBB86NHu3c+uuXB4lqMqmCLOySfv/iBkLc9kbpvwKA+HSVcNBBxZNA06bOHX64c/PnF7+dqhifyl3ceadzQ4cW96ud2q+tomtt1Jk+aFB5iGywQbEEuTrcUdPSpc5NmFD7FUbS71/cQIjb3ij9VwBgoz6Jk09edznw9dYrtqu0D0MnuO7dy5+7Y0fnZs2qvUpsY/PZZ8XgaNWqeHx09fbJJ36roiTfv7BtXcVtb5T+KwCozAsvFNeV2GWXYoe3Tjj6Z69exXUktD8pX37p3LRpzm28cflJrndv5x56yG/duMyZ49xWW5Ufl513rv2qIZTE+xc3EOK2N0r/FQDkj26xaLhvs2arT0bqFNYtl2XL/NbVbdEi53bfvTw42rRx7uyznfv8c791o0KAAKjd4sXODRhQfvJs3dq5SZOcW7nSb11d1F8xbFjNED3qKOdef91v3SgRIEA1e+SRYodvpW64wbkuXcqDRP+t/19t1Ml9/vmrR0aF2/e+59yjj/qtGzUCBKhWl11WPPGpo/fUU5376CO/RTy64tCVh65AoifW/v2LVyrVQPMxttmm/PdTaZGrrvJbwhEgQPW66KLyE+E3vuHcFVdUPqJKfSBHHrl6Le/CtrJZM7dwxAi3Yk2r6eXBc8+tXtAp3FQU8YwznPv4Y781/oMAAaqVguLCC53bZJPyE6NG/zz4oN86vocfdq5Pn+A5Hy9sZxW2Ae3aualTp7ovdBsoD1QHbNSomkNtf/KT+MUQGyECBKh2773n3K9+VRw+Gj1JanJbpf0jhZBaOXu2u65jRze48JwtCtvXClv37t3dvHnz/NbZoTkXM2YUh9NGj8lOOzl3331+a9SCAAEai6efdm6PPcpPmC1bFstuxF27wrNyxQo3bdw4t8EGGwQBEm777befez5rZeNVOmTHHcuPg+qCXXLJuud0oAwBAjQ2t9ziXNeu5SfQzp3jlx9fg5deeskdfPDBZSHSvHlzd+KJJ7oPVHurIWm9jcGDy39v3boq/GxBXTDERoAAjZEmwE2ZUpwQFz2h9uvn3MKFfuvY7i18y+/Ro0dZkGxa+JZ/SeFb/r/r+Vv+lx9/7Faprle4UmC4qdx61q6OcoYAARqzN95w7uijVxf006aJc8ceu+ay4jGsWrXKzZgxw7Vv374sSHbaaSd3//33+81Tccfs2W5qp07uH9HgUL2vLPfP5AgBAsC5xx5zrm/f8m/obds6d955xYl1FVi+fLkbNWpUcCsrGiSHHHKIeyWlkU4PP/yw69Onj2ul1ylsswvb+5oYOHVqxb8PViNAAKymtdI1cS4aJJpYd/vtfsvYnn32WTdw4MCyEGnRooU744wz3McJzbVYtmyZO/LII12TJk1Kr7FD4YrqxhEj3Bd5naOSYQQIgHIqT37mmcXV8aJBorW6CyFQqblz5xYyaZuyINmiEFpXK7yMVq5c6SZPnuxat25d9rz9+/d3TzzxhN8cCSFAAKyZbi8demh5iDRv7pYcf7z79P33/daxaKLh+eef79q2bVt2wu/bt697NGa9qRtvvNF16dKl7Hn039dff73fFAkjQACsnTq8e/YMAuTFwnZBYRvcvr2bPn160FFeibffftsNGzbMNWvWrHTyb9q0qTvqqKPcG+rgX4vFixe7AQMGlAWHrkAmTZoUXJEgfQQIgHXT0NuZM938Dh3csMKJevP/nLA1VHfButb8roNFixa5fv36lYVBmzZt3JQpU9zn3pob7777rhs5cmRZ6KjPY+jQoUEfCOoPAQKgzlZ+8IH74+jRbv311y872f/4xz8OJhFWas6cOa5z585lz921a1d38803uy+//NJNmzbNbbzxxmX7e/fu7R5q7KslNhACBEBsKk8yaNCgshO5ypiMGzfOrVixwm8ey2effeYmTJjgWrVqVfb8LVu2LPvvjh07ulmzZrmvKq0uDDMCBIDZ/Pnzg8KJaZzYly5d6g444ICy5w6D6rTTTqs4qFA5AgRARdK4taS6WaPXcKtMfS5J3CpDMggQAIlIonNbo7p0+6pDhw41guMWFYFEphAgABJVyfDaHXfcsexxqqOVxHBhpIMAAZAKywS/du3ala5cjj/+ePd+hRMWkS4CBEBqdMWhK4+6lhgJr0BU+h3ZR4AASN2aihyqr2TEiBHunUiRw169egX7Nt9888ijkVUECIB6E5ZZj16N6LbV1KlTg/pYBEi+ECAA6t3s2bNdp06dyoJE80m6detGgOQIAQKgQWgNEM1c15og0SDRpmG8yD4CBECDevnll93gwYPLAkSrFyL7CBAAmXDvvfeW6l3pqgTZR4AAyAw60fOFAAGQGQRIvhAgADKDAMkXAgRAZhAg+UKAAMgMAiRfCBAAmUGA5AsBAiAzCJB8IUAAZAYBki8ECIDMIEDyhQABkBkESL4QIAAygwDJFwIEQGYQIPlCgADIDAIkXwgQAJlBgOQLAQIgMwiQfCFAAGQGAZIvBAiAzCBA8oUAAZAZBEi+ECAAMoMAyRcCBEBmECD5QoAAyAwCJF8IEACZQYDkCwECIDMIkHwhQABkBgGSLwQIgMwgQPKFAAGQGQRIvhAgADKDAMkXAgRAZhAg+UKAAMgMAiRfCBAAmUGA5AsBAiAzCJB8IUAAZAYBki8ECIDMIEDyhQABkBkESL4QIAAygwDJFwIEQGYQIPlCgADIDAIkXwgQAJlBgOQLAQIgMwiQfCFAAGQGAZIvBAiAzCBA8oUAAZAZBEi+ECAAMoMAyRcCBEBmECD5QoAAyAwCJF8IEACZQYDkCwECIDMIkHwhQABkBgGSLwQIgMwgQPKFAAGQGQRIvhAgADKDAMkXAgRAZhAg+UKAAMgMAiRfCBAAmUGA5AsBAiAzCJB8IUBQVR544AF3ww03+P8bObHzzjsHAfKNb3zD34UMIkBQFd577z139NFHBycfbb1793ZLlizxmyHDbrrpJrfBBhsE75/+iewjQJBrX375pfvv//5vt8kmm5TCI9zWX399d/LJJ7sPP/zQfxgy5Mknn3Q//OEPy967jTbayG+GDCJAkFt33323+853vlN24lGQbLHFFmX/r0OHDu7SSy91//73v/2nQAN699133S9+8Qu33nrrld6rJk2auN12283985//9JsjgwgQ5M4LL7zg/uu//qvG1capp57qPvroI7dq1Sp38cUXu69//etlbb773e8GfSRoWLpqvOCCC9zGG29c9v7suuuu7u9//7vfHBlGgCA3FA4KCYVF9MRz4IEHuv/7v//zm7v333/f/eY3v3HNmzcva//Tn/7Uvfrqq35z1IM777zTffvb3y57PzTi6sorr3RfffWV3xwZR4Ag83Riufzyy4OROdETz3bbbefuuusuv3kNzzzzjNt7773LHrvhhhu63/72t+6TTz7xmyMFGtCw//77l70H6igfO3asW7Fihd8cOUGAINMefPDB0tyAcFM/x4UXXhjcConj1ltvdd26dSt7rm9+85vuz3/+s98UCdEAhpNOOqnGVeOPfvQj9+KLL/rNkTMECDJp6dKl7vDDDy876aiz9Ve/+lUwZNfq888/d+eee65r27Zt2XOr4/bxxx/3m8NIAxY0cEEDGKLHeYcddnD33HOP3xw5RYAgUz799FM3fvx417Jly7ITzx577OGefvppv7nZW2+95X7+85+7pk2bll5D/37MMce4N99802+OGP72t78FAxai758GNGhggwY4oHoQIMiMa6+91nXu3LnsxNO1a1d3yy23+E0T849//MN9//vfL3tNzUE455xzgqsV1J0GJmiAQvRYagCDBjJoQAOqDwGCBrdw4UL3gx/8oOzE06ZNG/e73/2u3k7i11xzjdtyyy3Lfoatt97a/c///I/fFB4NRNCABA1MiB4/DVzQAAZULwIEDUa3kY499tgat5FUkuSNN97wm6dOt8/OOuusGrfP9txzTya21UIDEDQQIXq8NFDhtttu85uiCjXKANE3Js1W1jcmdcrSeVq/vvjiC/f73/++Rkd237593WOPPeY3r3f/+te/3JAhQ8p+NnXg//rXv66oA7+a6DOjgQfRY6T3U++r3l80Do0yQI488siyP3xtW221lRs9erT73//9X785EnT77be7bbbZpuzY6xvs1Vdf7TdtcPpbCKvDhps6g1V7K+4Q4mqhAQa6QvSvGjUgQVeUaFwaXYDMnTs3qLejP/zwn/7WqVOn4NvmvffeS/2khDz77LNun332KTvOugI888wzMz2ZT+//ZZdd5jbbbLOyn101uFSLq7FQX5QGFmiAQfQ4qO9KAxHQODWqAHn99dfdpptuWvrjnzNnTjDCR1ck/u2UcNM49mHDhgUznrk0j0+jb44//vga5UQOPfRQ98orr/jNM0sT4k455ZQaE+IOOuigoDZXNdNAAg0oiP7eGnCggQdo3BpNgOibpDpDww/AyJEjy/brG9a8efOCeQDt27evESTaVPztqKOOCjoIV65cWfZ4lNN4/+nTp9c4lj179gzmCeSVam6p9lb0d1JJjjFjxgS1uqqJBg5EPzPaNMBAAw004ABoNAGiIaHhh0C3H9b2AdDJT7NlVWpahd78INHWunXrYKa0Vr/L8i2YhrBgwYJgxnH0eOlKbubMmVVzS1BXpKrFFf0dVavriiuuyH1RQA0U0C3caJl1bYcddlgwwAAINYoAeeSRR0q3UHTf/amnnvKb1EonA31jHjVqVI15AuGmb2UHH3xw0BHcmAvDvfTSS+7HP/5x2bHRLR8NTvjggw/85rmnjnTV5PIXs9pll12CGl55U9viXBpIwOASrEnVB4juXX/rW98qfRhUTqESDz/8cHC7QjOk/SDRptsZqjqqb6KNZfatQvO0004rLUcaboMGDWoUy8rqG7uGg/vf2HWFqppeebCmxbk0cEBVkKvlqhHJq/oA0WV3+IFQh2eSnnjiiWAUkb++QbjpqmevvfZyl1xySVUOcdTV2axZs1zHjh3Lfu/u3bu7+fPn+82rnmp1qWZX9Fi0atUqqO312Wef+c0zobbFuTRggKWAsS5VHSBapCb8UGiuQZqTwDRMdcKECUEnsR8k2jRWvn///sEtj9dee81/eO489NBDrnfv3mW/owYZTJs2rdHOkQjdfPPNNa5QVeNLo/6yIu7iXMCaVG2APP/880FHtz4UzZo1c/fff7/fJDVa50Bj5vv06VMjSMJNs641a/fll1/2H55pCr+hQ4eWzaHR8dWoNq1xXR9UtE8r21100UVB35RGxulKTwGtY65Jofqn/lv/X/tPOOGE4PblX//613q5raRRfVOmTAlqekXf9379+gW1vxqKrhp1e9W6OBcQVZUBog9vtJy0bjM1FI1a0bdynTiis3ejmzopJ02alOn+Ag1bnjhxYimUw23AgAHuySef9JsnRnNvtE62TsYDBw6scUK2bpoQpz4ahbjKp6R1n181vRRg0fdegasaYG+//bbfPFVJLs4FSFUGyIknnlj6gKhUd1bWINDJZMaMGcF9cr/DNdy23377oLJpmifluK6//nrXpUuXsp9TAxNuvPFGv2kidDK744473BFHHBH0IfjHqLZNbXX1EW5xHtuuXbvgpH7ffff5P04iHn300eCqM/qamrx63nnnpT5BNa3FuYCqCxCdeMLbK7onr9sdWaTbPRrhsu+++9YYvRRumv2r0U0NVWBQgwR0Gyj6M+kKZPLkyalMpHzuueeCk1q0WkB00/uqPqYRI0YEJ15VEdBkt3WVfNd+dXCrb0JXHAoKf55KdFN/mY57GhWBNdRbhTyjr6faYKoRlrT6WpwLjVdVBYg+8NElNDXJLw802uWqq64K1on211QIt/os9vjOO++44cOHB7dawtfXyVslX5YtW+Y3r5g65PW7r+kWnzqj9XtrPfOk55Lo27euojRpzj+pa1Owq28n6bW7NfFUt1X991q1wjQYIwkNsTgXGp+qCRB1DmoBm/DDohNgHunkotE6WtnN728INxV71Df1pIs96lbK1KlTg9s50ddTh7TmvyRNncn+FY42zf5X/SxNAK0v+vvRDHqVsvHroul2j/oxkl7qVrXADjnkkLLX0tBv/e7Lly/3m9eJjqn626LPqX4j9SGt60oNiKtqAuTcc88tfWA0omRtpUryQnMHVMhO3/z9k3q46YpLt2Q0uqiSe+mqA7btttuWPbeCavbs2X7Tiun2nX+Fo23HHXcMFihq6A5dhbiC1L8qUbBccMEFif98GiHoD/9WDTHVEqtr/5065PV3ED2mDbk4FxqHqggQdVCG49lbtGiRqQ7opCgcNDlP6y7U1kegPp+f/exnwe2euvZRaLjzfvvtV/Y8Ooann366+/jjj/3mFbv00kuDnzP6elqYSH1XWaNv7CrlrtuH0Z+3R48eQf9QknQlqVph/nur19KVUW30d6H+IP+qKSuLc6G65T5ANCEqWmpatXyqnb6V6qTyy1/+ssYs8HDT7S/NwtcIqjUVe1R/gkar+WXWBw8enMrcFN2S0XNHX0vf8HXFkXW6mlWfRXSwg0K20rI4a6L3RX0+/gQ/1VpTrbGoNS3OpWOaxcW5UJ1yHyAa6hl+eFSSobHRvfsHHnggmCjnd5qGm0bhqMihTiw6Qam0iv9NV7eP1KeSBhWjjBaiVJ+CRjmlcYWTJpX9iPazaVMoJt25L7oy1DyV6GspwMaNGxcs4JTHxblQfXIdILo/H36A9M2rvmZCZ5k6nseOHVujlEZtm+61/+lPf6rzvfa4VE4mepWj+SQadZVXCmz1t0V/J83dSWN0mui2pWqL+e9bdMvb4lyoHrkNENXrCWclq+MwrW/PebZ48eLgW6m/bkV4zFQGxDrapy40ByH6mkOGDKmaAn0alRa94tO/ax5LGtRpr2oGft+ROt7rs0QP4MtlgKhzM1qSQR2+WDud3HbffffSMUvzPrk6hNXZH76WRgNpAl+10cgnrf0R/p66mkuz41pLMoevpb6PJIdwAxa5DJCTTjqp9EHSaJOkh1VWKxV4DI9bmhMSNUQ3fB11NmepCm3StBZKtF9EIZLUZECfRlyFr6M+LaCh5S5AdE84nLGsuRHc+627+giQk08+ufQaKliY5/XP60on9uiEQN3OSqNkPwGCrMlVgGgmsFZJCz9E1113nd8Ea5F2gJx99tml59eooLQKE2aRTu7RkVHqWE96dBYBgqzJTYBo9Ev0A6pZt4gnzQCZO3du6cpQI5TSKA6YdRqWHO0T0RDfJBEgyJrcBIhm24YfHi0hy3j3+NIKEE081LoS4XOnUf4kL1SIMjpzPcnJhgQIsiYXAfL444+XlSpJuoxEY5FGgKhkSnREnCrbNnaa5xLOE0ny75UAQdZkPkA0yqVbt26lD84f//hHvwnqKI0AGTNmTOk5tUY6FV+LosU9Vc8qiZGCBAiyJvMBokq04YfmgAMO8HcjhqQD5Kmnnip909YkNy3fiyJ/eQFV8a0UAYKsyXSAaLJb+IFRaXHdX4ZdkgGiE6Sq6IbPp3IoKKfaWbqFpeOjarmVridCgCBrMhsg+vBpHoE+LBrdc8899/hNEFOSAaLS4+FzKUgUKKhJpWTC46RFqSpBgCBrMhkg+qDsuuuupQ+LKreickkFiPo5tG64nke3sKpx/ZWkqBR8OCpLVYgrWR6XAEHWZDJATjnllNIHRcupJtEBieQCRLerwucZNmyYvxseLUoVHq8RI0b4u+uMAEHWZC5AtDRrOCFN9439RXRgl0SA6CQWfqPW1Qfvz7rpmIXL46pPREURLQgQZE2mAuStt95ym2++eelDcu211/pNUIEkAmTWrFml59B626gbrbEeHjfrLVkCBFmTmQBRJ+y+++5b+oAcc8wxfhNUKIkACUvCN2nSxC1ZssTfjVqozImKf+rYaXVGy6ADAgRZk5kA+cMf/lD6cGy77ba5W+40DyoNEN2uUnDo8QoSxBNdI8VSaJIAQdZkIkC0xrPWe9YHQ/9ctGiR3wQJqDRAzjrrrNLjr7jiCn831mHBggWl42cZfECAIGsaPEBUqkSrq4UfDC3diXRUGiBhSZlWrVq5jz76yN+NddAKgmFnumbux12HngBB1jR4gGhyVfihGDRokOneMOqmkgBRxd3wsVo8CTbHHXdc6Tg++uij/u61IkCQNQ0aIH/5y19KHwiNvtIa00hPJQFy6aWXlh57ySWX+LtRRzfddFPpOMZdJ54AQdY0WIBoRq7meejDoHkfd999t98ECaskQIYMGVJ6rMrMwEb13MKBCLrijoMAQdY0SIDog6DS3+GHQSXBkb5KAiScn6NJhKjMDjvsEBxLfYGKc8uWAEHWNEiA+GtI6IOB9FkDRN+aw8cddthh/m7EpOWYw+MZpwQ+AYKsqfcA0a2qsFSJqu1WUlwO8VgDRG3Dx40fP97fjZiii03FuXVLgCBr6jVA1EnesWPH0odAneioP9YAiXagz5kzx9+NmG6++ebS8Zw+fbq/u1YECLKm3gJE93rVaRh+ACpdGwHxWQPkpJNOKj0uqfW9G7N//vOfpeN5wgkn+LtrRYAga+otQDRBMPzj18RBTSBE/bIGyOGHH1563IcffujvRkwq0xMez5/+9Kf+7loRIMiaegkQlSaJlipR6RLUP2uAHHjggcFj1Hel2dSojK7GmzVrFhzT/fff399dKwIEWZN6gOjbVvfu3Ut/+CqaiIZhDZABAwYEj2nTpo2/C0bhcs39+/f3d9WKAEHWpB4g0X4PlWuPM+4dybIGSK9evYLHaAAEktGpU6fgmO68887+rloRIMiaVANkxowZpT94FY/TglFoONYA2W677YLHbL311v4uGOlY6pjq2NYVAYKsSTVALr/88tIfvGbdvvbaa34T1CNrgHAFkjyuQFANUg0Q0czl8I9e99LphG041gChDyR59IGgGqQeIJ999pnr0aNH6Q9/0qRJfhPUE2uAREdh0YdVOUZhoVqkHiDyzDPPuJYtWwZ/+Outt577+9//7jdBPbAGCPNAksU8EFSLegkQ0RoS4R+/Krp+8MEHfhOkzBog0Znoixcv9ncjJn2hCo/nqFGj/N21IkCQNfUWIDJ48ODSB4BV7eqfNUBmzpxZetx1113n70ZMt9xyS+l4Xnzxxf7uWhEgyJp6DZDly5e7zp07lz4EKtKH+mMNkL/97W+lx02cONHfjZi0EmF4PO+66y5/d60IEGRNvQaI6MSlfhB9CFq1auWeffZZvwlSYg0QVVEOH6f+EFRm+PDhpeP5yiuv+LtrRYAga+o9QGTChAmlD8JOO+3kVq5c6TdBCqwBIh06dAge17VrV38XYurZs2dwLDUsOs6wdgIEWdMgAaIPze677176MPzmN7/xmyAFlQSI+qzCx7766qv+btSRbuOGC6oNHDjQ371WBAiypkECRJYuXeo22WST4MPQpEkTd9ttt/lNkLBKAiRaluaKK67wd6OObr311tJxnDJlir97rQgQZE2DBYhEV2bbdNNN3bJly/wmSFAlAbJkyZLSY4cOHervRh2NHj26dBzjzociQJA1DRog8stf/rL0odhjjz1i3RNGPJUEiGy55ZbBY1UYk34rm7CIovo/FAhxECDImgYPEJU62X777UsfjLPPPttvgoRUGiCnnHJK6fHMB4nvkUceKR2/I444wt+9TgQIsqbBA0Sefvppt+GGGwYfjObNm7uHHnrIb4IEVBogep/Cx8ep4YQizToPj9/cuXP93etEgCBrMhEgMn369NKHo0uXLpQ6SUGlASIqPx4G/ZtvvunvRi2+/PJLt/nmmwfHrn379sF/x0WAIGsyEyCiD0X4AYlTZA51k0SAXHDBBaXnGDNmjL8btbj66qtLx039fhYECLImUwHy/vvvu29+85vBB6RNYZt3+eV+E1QgiQBZsWJFafi11rTQe4Z123HHHYNjpjkgzz33nL+7TggQZE2mAkRUd2nrZs3cIYUPybTWrd0nxg8bakoiQGT8+PGl5znrrLP83fDMmzevdLx+9KMf+bvrjABB1mQuQOT2wknp8sKH5KnC5nr2dI4ho4lIKkB01RGuqKchve+8847fBBG77bZb6bhXMkCEAEHWZDJAvlq1yr33gx8UfrqvFbcYayagdkkFiIwbN670XD//+c/93fiPv/zlL6XjFGf52jUhQJA1mQyQwL/+5Qpfb4sB0qSJc4ZhjyiXZIBoVb2wv0r39R988EG/SaOnY7TFFlsEx0hL2C5cuNBvEgsBgqzJboDIjTeuvgrp0MG511/3WyCGJANEbiy8P+HzqZM47szqajd27NjS8RkxYoS/OzYCBFmT7QCRkSNXh8iee6qUr98CdZR0gMi+++5bek4tfYsi1bkK171Jqp+IAEHWZD9APv3Uue98Z3WI/O53fgvUURoB8vLLL7t27doFz0lV5aIPP/wwmAwbHuukVt4kQJA12Q8Qeeop5zbcsBggzZurqJDfAnWQRoDIDTfcUHrer3/96+5f6r9qxIYMGVI6HoMHD/Z3mxEgyJp8BIhcdNHqqxCtilf4lod40goQOe6440rPrf6QxlqKJrreuaoXJznRkgBB1uQnQOSgg1aHyGGH+XuxDmkGyOeff+523XXX0vNrxUlVWm5M5syZU1ptULXCNCk2SQQIsiZfAfLee85tscXqELnySr8F1iLNAJG33nqrtN6FtoMKgb9q1Sq/WVVSWLRo0aL0u6exaiMBgqzJV4DI/fc716xZMUBat9ZSeX4L1CLtAJGXXnqpVHVWm0p3VPuVyH333RcsEBX+zir1kgYCBFmTvwCRM89cfRWy8866f+K3wBrUR4DIE088URqZpa1fv35V2yeiUWfhWjba0pyVT4Aga/IZILotsttuq0PkxBP9FvBoNbw+ffqUTkCXXHKJ3yRRCpHolUiPHj2qbnTW7Nmzg76O8HccPnx4qksya8h0+Frf//73/d1AvctngMirr5aXOpk3z2/RqH311VfBffkTTjihtJZ5dFNnr74tq98iLbqd1a1bt9JraohvNcwT0ZXAr3/967LjefLJJ/vNEqNbgBMmTHCtWrUqvd63vvUtvxlQ7/IbIHL99auvQjbbzLk33vBbNCrqsF6wYIH7xS9+UfbtP7ppsl/0v1VV99xzzw1GUaVBAbXLLruUvb5mrFtW5MsCXUX17t279PsoiKdMmeI3S4xGdm211VZl71nLli2D/w80tHwHiAwfvjpE9t5bX739FlVNJ/758+cHVxNaKtUPDG0qpXHUUUcF3/5XrlwZVIgNCyGGm64Ubr31Vv/pE6GfMTpPRJvmiuSpAKOu6P70pz8FxzL8HbSwlmVt87pYtGhR0HcUPWbqqD/77LNTC3sgrvwHyCefOLfddqtDpPBtutrplsYtt9zijjzySNe2bduyk0y4dejQwR177LHur3/96xqLHH5SOG6//e1vyzqAte21117umWee8ZsnQsUXoz+vrkaOOeYY9+677/pNM+Wpp55yffv2LTtOWhv+lVde8ZtW7O2333bDhg0LqvdGj5O+ALxOMVFkTP4DRBYvdq5Fi2KArL++c48+6rfIPZUG120LrRUfvRce3Tp16hTcm7/33nvr3Jn76quvBs8ZfR4VAdQVQ5KzqEPqCI4WYNSmb/Va2TCN16uE+nB0Mo92lOvftRa8ruSSpJA///zza3wh+N73vlf4c66+v2dUh+oIELnwwtVXId26OZfTe+xRKsqnkT6akOdfKYSb7o+PHj264mG5DzzwgPvud79b9tzq9L744otTmQyoqxH/Npr6Y0499VT35ptv+s3r1ZIlS9zRRx9dFhzadBWiq5Gk6TbYNttsU/ZaWkfkqquu8psCmVI9ASIHHlgMkKZNi7PWc+ijd991l112WfAtff3C1ZQfGNrUX6EVAR977DH/4RXRVYsqx2622WZlr7f99tu7e+65x29eMV1V6fcIl8cNN524999/f3fdddcl/k2/NvpZLr/88qAEi3+8FXQ6LuoHSdJzzz3nBg4cWPZams1+xhlnBD8PkHXVFSAqsHjKKcXRWXmi0WPTp7uFe+zhjltvPdfRO4GFJ3Hd5knjG7BPVz4aluoHmGaVv/jii37ziunWlWZvq1Pa/701IXHo0KFBaRDdbkvSCy+8EMyHOfTQQ4ORTf5r6+puxowZiXdaL1++3I0aNarGFc4hhxySSr8KkJbqCpA80aS6adOc69evOI+lcAJ5prBNLmy9/nNC6dWrl5s0aVJwS6Uh6HUPOOCAspPcBhtsEKy099FHH/nNK7ZixQp3wQUXBB3U/sk83Lp27RqUS588eXLhe8L1bvHixe5TrRmzFhowoImNuqLRfAr1+fhDY6ObrkJ063BNgw8qoVuBCiR/tNxOO+3k7leJHiBnCJD6pG/vWhCrT5/V/TWR7cPCdsduu7lbzjsv6GzOCo3k+va3v1120tM8kyuvvDLx2zqhp59+unAxecoaJ0HWtun2j4Ih3KLFDde1qQikrvDSOu4a2KDZ+NHX3HTTTYMroLoOeACyhgBJ27PPusLXXlf4mlkjMIJNhSH79y8OAnjtNf/RmaGJf7o6iM6D0KYS7lq+NU26EtI3d93i8b+9Wzf18xx22GFB30ZaoSEayXXwwQeXvbZuXZ144olVWx8MjUfjCZDCB9mNG+cKZzznOnQormxY+AYY/PdppxWvDpKyaJFzZ5zhCl/bawaGNr32Xns5N3Ompmr7j840zdnQTPdwvW9tmqdwxBFHFPKvfgJQ64tr1Jkm9mkEmuZI7LfffoUc7h8Me9XVh/6p/x40aFCwX7Pf9W1fYVcf8050O04DBPyrIP2czz//vN8cyKXqDxDdHhg7tnjS9k/k/kl9zJhie4uHH3bu1FOdU40i/7m1aZ7K/vsX1zDJ2HwHC3Xm//CHPyw7OWp+ivoYqr18+7qo/0RzcqLHpnv37m4e9dpQZao7QHR//uCDiydwdVQPGeLcHXcUv/Wrg/Ttt4tFGLW64X86soP2dbmvrzZacW7UKOe23LJmYGhr2dI5rYn95z/rK6n/DFXhpptuCgr7RU+WugJQh3Vj83DhS0S04rE2jSKbOnVq4h3yQBZUd4BMnlw8kbdt69xdd/l7y919t3MbbVRsr8fV5oUXnBs50rnNN68ZGNratHHu8MOdu+EG59YxOqhaaJirajRFF1XSptFMqulU7ZYtWxaUlYkWqlQpkhEjRgS324BqVb0Bog+urgB0Uq9rCXG1U3s9rrYPvvpM/NDYZBPnjjrKudtvd66eJr5lkWo1/exnP6txIlU5ENV4qjaa5Khh1q1bty4LTvW9aHgxUO2qN0BUVFEn93339fes3cCBxcfVVpRRVxfar/LxhRNjcGVTBWVTkqTFq9SJ7d/KUa2narmVc0PhCrNLly5lv6P+W3NTgMaiegNkn32KJ/prr/X3rN011xQfpyBZE3Wya9intbO9EVEtJ9V0ip5kt91229RKoNcHXVkMGDCg7HfSFYiuROqr7AqQFdUbIIUTVxAEcUtDKBz0OD0eFVNNJ9V28oezqgaUakHlhYb+jhw5skaZdZVZUR8I0BhVb4CE5d3jdmSrvR634Yb+HlRAk/V+8pOflIWIJtRpyV3VhsoqTaCcNm1ajQmUWpXwoYce8psDjQoB4iNAUnXfffcFtZ+iJ2PNLtekwDTKxldCKz1q/kb0Z+3YsaObNWtWaiVcgDyp3gDp1IlbWBml2k+aFa5aUNGTs5a5Vc2ohqaZ4prBHv3ZVERSM8s1wxxAUfUGiNZHVxDE7URXez1OnfBIlWpBqSaUX9Z88ODBqdanqo1+HpVG8cvYq5aValoBKFe9AXLOOcUg2G8/f8/aadivHlfbMF4kTt/4VSMqetJWp/vpp59eLwsr6Ypo5syZNa6IVD13wYIFfnMA/1G9AaKJa+rHUIkSlS+pCw0vVXjocVU48S3rVCtKw3yjJ3HVlFJtqbRoHY6ePXuWvab6ZKZPn565Phkga6o3QGT8+GIgtGvn3Lq+Sereu9qp/cSJ/l7UE000/MMf/hBMPIye1FVjSrWmkqKV/7QSYfQ1dCvt+OOPz/SoMCBLqjtANNnvoIOKoaB10jWLfP784tWFZkSrXMmddzo3dGhxv9qpPZMEG5xqSA0fPrzGvAvVnKpk3oVWJzzzzDMLF5kbloXHPvvs457V2i0A6qy6A0R0G+Lkk9ddzn299YrtuG2RKVqKVrWloid7zfzWkrZxZ35fffXVNWbGb7PNNu521TADEFv1B0hIVXS1LsguuzjXvn0xMPTPXr2K64BoPzJLNab8dcxVRv7GG2/0m9bw2GOPub59+5Y9tm3btu68886rmtpcQENoPAGC3NMVx8SJE2tUv1VtqieffNJv7t54441gNcKmTZuW2uqW2LHHHluV1YGB+kaAIHe0dK5qUPll41WrSjWrtD7JlClTaqxP0q9fP7dw4UL/6QAYESDILdWiUk2qaEjo6kTDcKP/r3Pnzu7auBNKAawTAYJcU00q1aZSjapoaGjTGu3jx49v9Gu0A2khQFAVVKNKczjC8Nhzzz3d0qVL/WYAEkSAoKpo2O+dmtsDIHUECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAAJP/BwFs0fD4omcVAAAAAElFTkSuQmCC)
PN: 2H21-1-Z4
CAS: 69999-16-2
Molecule Weight: 178.187
Formula: C10H10O3
PN: 2H23-1-76
CAS: 155852-41-8
Molecule Weight: 192.214
Formula: C11H12O3
PN: 2H23-1-74
CAS: 69999-18-4
Molecule Weight: 206.241
Formula: C12H14O3
![1-(2,3-Dihydrobenzo[b]furan-5-yl)ethan-1-one](data:image/png;base64,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)
PN: 2H17-1-47
CAS: 90843-31-5
Molecule Weight: 162.188
Formula: C10H10O2
![5-(2-Bromoethyl)-2,3-dihydrobenzo[b]furan](data:image/png;base64,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)
PN: 2H10-9-00
CAS: 127264-14-6
Molecule Weight: 227.101
Formula: C10H11BrO
Melting Point: 144-148 ℃
TSCA: Not listed on TSCA inventory