![2,3-Dihydrobenzo[b]furan-7-carboxylic acid](data:image/png;base64,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)
| Product Number | 2H21-1-W6 |
| Synonyms | 2,3-Dihydro-1-benzofuran-7-carboxylic acid; 7-Carboxy-2,3-dihydrobenzo[b]furan |
| Purity | 97 % |
| CAS | 35700-40-4 |
| MDL Number | MFCD00671526 |
| Molecular Formula | C9H8O3 |
| Molecular Weight | 164.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H21-1-W6
CAS: 35700-40-4
Molecule Weight: 164.16
Formula: C9H8O3
![5-Amino-2,3-dihydrobenzo[b]furan-7-carboxylic acid](data:image/png;base64,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)
PN: 4H57-1-95
CAS: 920739-80-6
Molecule Weight: 179.175
Formula: C9H9NO3
![2,3-Dihydrobenzo[b]furan-5-carboxylic acid](data:image/png;base64,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)
PN: 2H21-1-W1
CAS: 76429-73-7
Molecule Weight: 164.16
Formula: C9H8O3
![2,3-Dihydrobenzo[b]furan-7-carboxaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACeOAAAnjgFcx4G+AAAB+npUWHRtb2xTb3VyY2UAAHicfZTrb5swEMD/lZM/L34BIYlCqqjVpEmtJq2dtG+VA06KBHZlyOu/35k8hpcUAjr77n4H93DmD4e6gp12TWlNRgTlBLTJbVGaTUZ+v30fTcjDYp6jEzqaJiMfbfs5Y2y/39P8Q9fqYA3NbU1O9tmhKQOffUSt2zDJuWB/Xp5fO2ZUmqZVJtdINeWs6ZTPNldt9xVfvILVyu1Kw07urHa7U7R3yf3N6aEpyL9cHtG2RBTWZaVhbV2tWthJTvHm32CjjXaq1QWsjqiOaIy5L+YvTzbf1tq0uPQRylxVr63b5qiobaXzLQbDxY+njNQCAdXaeumcOoJfebUSoCSoCFQMKgE1BpWCmoCaghIcH4E1rrR/ydvxU2fkJzz+90MNlkZmJKbpJOUwpkLy9CJSGidxdBFn5dkzopGUMUgai1RedicbgWMXcYzNQMskQSFpJFAImsQosDB4wYjTNA22cZpM4ayVlAvcnRAsALtWYDFfWVP0llAWGVlhut7ll1438lwdAtYV2mVE+gDetQ/IEPC1vALiHhCFgK/8FVjeA+IQ8H0aBpIQ8F0dBsYh4GdgGEhDwE/McNKTEPDzNQxMQ6CbxmHC24PWnad3kBE3zeghd1MX8ib3+wjrzRe7nEZc3pxU1jvGDP+8Fn8B6991cTzB1jYAAEJBSURBVHhe7d0J/FVz/sdxu1FGKFL/VJYWS3YltCAtdmWJMiOFpqEIobIPSilGtpiULJVdSUPKvpWGUJqxphBlixoyvv/7Pj9n5p7v+d1fv/s9dzn3ntfz8fg+HjM/33t+t3vv77zvOd/v9/NdxwAA4GAd+wcAAFQHAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoCgvK1ZY8zs2cacf74xrVsbs/32xtSsWdG2286Y/fYzZuBAY555xpiff7YfDaAKBAjK06+/GnPPPcY0bJj6lK9TvbbttsZMnFjxWABrRYCg/CxfbkybNuGAqG478MCKYwCoEgGC8vLJJ8Y0bx4OhU6djBk3zphFi4z5/ntjVq6s+N8TJhhz2GHh/jrGxx/bRweQhgBB+Vi92phddw0GQYMGxsyYYfcMe/rp8O0uHUvHBFApAgTlo2/fcHh88IHdKzNdcdgh0q+f3QvAbwgQlIc33gie+Ndfv+Jn2XrzTWM22CB4rHnz7F4ADAGCcnHyycGTvqbmutKU3/Rj9exp9wBgCBCUg2XLjNlww+DVx9Kldq/q++yzimP4x9Ox9TsABBAgKH2TJgWvGDSrKqrDDw8ec/JkuweQeAQISt9ZZwVP9iNG2D2yp2OkH/Pss+0eQOIRICh9KkeSfrJX6ZKodIz0Y6oMCoAAAgSlT/Wt0k/2WkwYlab0ph9zxx3tHkDiESAofVtsETzZf/ut3SN733wTPOaWW9o9gMQjQFD67HUbv/xi98ieqvimH1O/A0AAAYLSt/nmwZP9d9/ZPbKnq5j0Y+oqB0AAAYLSxxgIUBQECEpfq1bBk/2zz9o9sqdjpB9TM70ABBAgKH0qeJh+sh850u6RPR0j/ZhaawIggABB6bv//uDJXqvIozriiOAxWYkOhBAgKH2ffx6ciaU6Vqpn5co+nv73F1/YvYDEI0BQHrp3D14xXHCB3aP6Bg0KHqtHD7sHAEOAoFzMmRM86euqQXt7ZGv+/GBlXzWXfUWABCBAUD5OPz144m/UKLt9zRcvNqZx4+Ax/vQnuxeA3xAgKB8//mjMTjsFA0Bb1Gq/87WZNSscHuyJDlSJAEF5+fBDY5o0CQaBWufOxowfb8w//2nMypXG/PCDMf/6lzETJ4b3/lBr1iy7qxcggQgQlJ+vvjJm//3DoVDdduCBxixfbh+1ahonOeooY046qWI8BkgAAgTl6ddfjZkwwZhttw0HRKamvnffXfHYbKjw4jbb/O84661nTK9eFdOBgTJGgKC8/fyzMc88Y8zAgRXlSDTOUaNGRdP/1s/OPdeYmTMr+rpYsSIcRmqbbWbMsGHG/PST/QigLBAgQC707BkOEL+pEOOjj9qPAEoeAQLkwn/+Y8zYscZstVU4QPzWoYMx77xjPxIoWQQIkEvaR0S3y+zFiH7TAsc//7nithdQ4ggQIB8WLTLmsMPCAeI3bZE7ZkzFADxQoggQIJ+efNKY5s3DAeK3XXap3kJHIIYIECDfNLtr9Ojw1rvp7eijjXn/ffuRQKwRIEChaIHjmWdWlJu3A0Rto42MufBCY77/3n4kEEsECFBoqhLcvn04QPymRYnjxmW/oBEoMAIEKJYHHjBmu+3CAeK3ffYx5sUX7UcBsUGAAMX0738b85e/GLPppuEA8dvJJ1eUmgdihgAB4mDpUmNOOcWYddcNB4iaSq9ccYUxq1bZjwSKhgAB4uSVV4xp1SocIH7TJlmTJtmPAoqCAAGq47XXKjadUsmSfPMrCdevHw4Qv7VpY8y8efYjgYIiQIC1Oeus/52499rLmBdesHvkhza+GjLEmI03DgeImsrG9+5tzLJl9iOBgiBAgKroaqCyE3j37sZ88ondOz+0y2LXruHn4LdatYwZMcK9HD3giAAB1kZ7o9snbbVNNjHmsssq9mIvBN1C22238PPwm7bynTrVfhSQNwQIsDbaO7116/AJ22/ayfDee+1H5ccvvxhz663G1KkTfh6/tSUdO5rvFy60HwnkHAECVNfEicb83/+FTtj/bQccYMzcufaj8uPrr40ZMCBUNv6bVJuVaqNSP5/Qv7/5Tv2APCFAgGz88IMxQ4ca87vfhQNETQPbp51mzBdf2I/MD11pdOr0398/P9UmpNqAVGubag1r105dsNyaunD5xX4kEBkBArj46CNjjj8+HCB+037ow4cXbj/0adPMV02bmump3/2XVOuWatul2jq/tRYtWphZGkMBcogAAaJ49lljdt89HCB+037ojz1mPyovfv35Z/PWyJHm3Fq1TMvU794gLUD81rVrV/PBBx/YDwWcECBAVLo9dPvta98P/d137UfmxbdffmnO69PHrL/++qEAUdt4443N4MGDzUqtMwEiIECAXPnmG2POPTc0sP3fpv3QtSixQPuhz5s3z7Rt2zYUIH6rX7++GT9+vPmVsvFwRIAAufbee8Z06RIOEL/Vrl3Q/dAnTZpkGjVqFAoQv7Vs2dK8ohpcQJYIECBfpk83plmzcID4Tfuhz5xpPyovVq1aZa644gpTo0aNUICorbvuuuaUU04xS5YssR8KZESAAPmk8iKjRlW9H/oxxxRsP/RPP/3U9OjRIxQgfqtZs6a56qqrzOrVq+2HAiEECFAI2g/9jDMy74euelsXXVSw/dBfeukls88++4QCxG+NGzc2D2jHRKAKBAhQSNoPvV27cID4Tfuh33VXQfZD1+D5uHHjUr9ym1CA+K19+/app/ym/VDAQ4AAxTBlikl9zQ8HiN/23VeXCfaj8uL71FXPhRdeaDbaaKNQgKhpOvAZqaunr3QVBaQhQIBi0TjDVVcZU7NmOED81qOHBi7sR+bF+++/b44++uhQgPht8803N6NGjTI/UzYevyFAgGLTzKeePTPvh66A0X7oBRrYnjlzptlll11CAeK3Zs2amemaYYbEI0CAuNBajJYtwwHit0aNzL8nT7YflRdr1qwxY8aMMVtuuWUoQPzWpUsX857WvCCxCBAgTjR4Pn68MfXqhQMk1eal2hNt25pPC7Qf+ooVK8xZZ51lNthgg1CAqG244YZm4MCB5hutwkfiECBAHKlO1eDBge10P021x1Pt8lQ7dv31zaA+fcyXX35pPzIv3n33XdOhQ4dQgPhtq622MmPHjjX/+c9/7IeijBEgQJypcm7XrubfqZP0K6l2c6r1TrW9fjtx16pVy4wcObJgA9uPPfaY2XHHHUMB4rfatWub++67z34YyhQBApSAVbNmmb+3aGEuSp2kO+kbv3Xibtq0qZk2bZr9sLz46aefzPDhw81mm20WChA1lUWhJEoyECBAifj1l1/MzFtuMfunvuXbJ22/derUySws0H7oX3zxhenVq5dZb731Qs9jorb/RdkjQIAS883XX5v+/ft7A9j2iVtNPx8wYEDBBrbnzp3r7TGS/hyee+45uxvKEAEClKgFCxaYjh07hgLEb3Xq1CnYfuh2ufgXXnjB7oIyRIAAJW7q1KmmSZMmoQDx22677WZmz55tPyynCJBkIkCAMqBZWCNGjPBmZdkB4rdu3bqZDz/80H5oThAgyUSAAGVk2bJlpnfv3pUObKtprGLIkCE53w+dAEkmAgQoQ2+88YZp06ZNKED8pv3QJ0yYkLP90AmQZCJAgDJ2//33m4YNG4YCxG+tWrUyr732mv2wrBEgyUSAAGVO+6FffvnlGfdD17TfqNNuCZBkIkCAhFi8eLE5+eSTQwGi1q9fP7t7VgiQZCJAgIR58cUXQ/uhj1cF4AgIkGQiQIAE0uD5vffea0499VRvsWFUBEgyESAAIiNAkokAARAZAZJMBAiAyAiQZCJAAERGgCQTAQIgMgIkmQgQAJERIMlEgACIjABJJgIEQGQESDIRIAAiI0CSiQABEBkBkkwECIDICJBkIkAAREaAJBMBAiAyAiSZCBAAkREgyUSAAIiMAEkmAgRAZARIMhEgACIjQJKJAAEQGQGSTAQIgMgIkGQiQABERoAkEwECIDICJJkIEACRESDJRIAAiIwASSYCBEBkBEgyESAAIiNAkokAARAZAZJMBAiAyAiQZCJAAERGgCQTAQIgMgIkmQgQAJERIMlEgACIjABJJgIEQGQESDIRIAAiI0CSiQABEBkBkkwECIDICJBkIkAAREaAJBMBAiAyAiSZCBAAkREgyUSAAIiMAEkmAgRAZARIMhEgACIjQJKJAAEQGQGSTAQIgMgIkGQiQABERoAkEwECIDICJJkIEACRESDJRIAAiIwASSYCBEBkBEgyESAAIiNAkokAARAZAZJMBAiAyAiQZCJAAERGgCQTAQIgMgIkmQgQAJERIMlEgACIjABJJgIEQGQESDIRIAAiI0CSiQABEBkBkkwECIDICJBkIkAAREaAJBMBAiAyAiSZCBAAkREgyUSAAIiMAEkmAgRAZARIMhEgACIjQJKJAAEQGQGSTAQIgMgIkGQiQABERoAkEwECIDICJJkIEACRESDJRIAAiIwASSYCBEBkBEgyESAAIiNAkokAARAZAZJMBAiAyAiQZCJAAERGgCQTAQIgMgIkmQgQAJERIMlEgACIjABJJgIEQGQESDIRIAAiI0CSiQABEBkBkkwECIDICJBkIkAAREaAJBMBAiAyAiSZCBAAkTVo0IAASSACBICzn3/+2Vx//fVm3XXXDQTIwQcfbBYvXmx3R5khQAA4eeKJJ0yzZs0CwZHeatSoYS6//HKzatUq+6EoEwQIgKy89957pnPnzqHAyNQaNmxo7r//fvswKAMECIBq+eabb8w555xjNtxww1BIqK233npm4403Dv3cb23atDFvvPGGfViUMAIEQJV++eUXc/vtt5s6deqEQsFvhx56qFmwYIFZuXKlGTJkSMYgUcj07t3bLFu2zP41KEEESKGsWWPM7NnGnH++Ma1bG7P99sbUrFnRttvOmP32M2bgQGOeeUYjk/ajgaKYnfrM7r777qEg8FuTJk3M448/bj/MfPjhh6Zbt26h/n6rVauWGTFihDcIj9JFgOTbr78ac889xjRsmHq116le23ZbYyZOrHgsUAQfffSROe6440Infr9tttlm5rrrrjM//fST/dAABdBuu+0WerzfFEBTp061H4YSQYDk0/LlxrRpEw6I6rYDD6w4BlAgP/zwgxk6dKj53e9+99+TfHrTLajTTjvNfPHFF/ZDM9ItsNtuu63KW2AdO3b0boGhtBAg+fLJJ8Y0bx4OhU6djBk3zphFi4z5/ntjVq6s+N8TJhhz2GHh/jrGxx/bRwdy7u677zb/93//Fzq5++3A1BeauXPn2g+rNg3CDxgwIOMgvH7ev39/8/XXX9sPRUwRIPmwerUxu+4aDIIGDYyZMcPuGfb00+HbXTqWjgnkwauvvmr222+/0Andb5qGe99999kPc7Zw4cLU96hOod/jt9q1a5tbbrnFu3JBvBEg+dC3bzg8PvjA7pWZrjjsEOnXz+4FRLJ06VLzhz/8IbSK3G/5Xgg4bdo007Rp09Dv9VuLFi3MM5pUgtgiQHJN89zTT/zrr1/xs2y9+aYxG2wQPNa8eXYvIGv//ve/zdVXX2023XTT0EnbbyeddJL5RLdh80yzsEaOHOnNyrKfg9+OPfbY1PevLL6AoWAIkFw7+eTgSV9Tc11pym/6sXr2tHsAWXnooYfM9ttvHzpJ+23vvfcuSiHEL7/80vTp0yf1fWv90HNS07qSwYMHe+tMEB8ESC5pcdSGGwavPpYutXtV32efVRzDP56OzQIsOJg/f7456KCDQidmv9WtW9f87W9/M//5z3/shxbUvNRVdtu2bUPPz2/16tUz48ePN78yxT0WCJBcmjQpeMWgWVVRHX548JiTJ9s9gIyWL19u+vbtm/Gb/UYbbWQuuOAC891339kPLarJqc+5vcdIemvZsqV5+eWX7YehwAiQXDrrrODJfsQIu0f2dIz0Y559tt0DCFmzZo254YYbzBZbbBE6+frtyCOPNP/617/sh8bG6tWrzRVXXGFq1qwZeu5qGvzv2bOnWbJkif1QFAgBkksqR5J+slfpkqh0jPRjqgwKUIUZM2aY5s2bh064ftt5553NU089ZT8stj799FPTo0eP0L/DbwqYq666ygscFBYBkkuqb5V+ss/FLBZN6U0/5o472j0Azz//+U9z+OGHh06wfttyyy3NX//6V+/qpBS99NJLZt999w39u/zWuHFjM2XKFPthyCMCJJe22CJ4sv/2W7tH9r75JnjM1EkASPdt6nN2/vnne+MZ9klVbYMNNjD9+vXzxkNKnQbP77rrLrPNNtuE/p1+a9eunXlT0+CRdwRILtnrNnKxklbfFtOPqd8BpGjG1B133GG23nrr0EnUb9pa9u2337YfWvK+//57c9FFF2UsG69JA2eccYb56quv7IcihwiQXNp88+DJPhczW3QVk35MXeUg8Z5//nmz5557hk6cftthhx3MI488Yj+s7Lz//vvmmGOOCf37/bZ56m9y1KhRlI3PEwIklxgDQZ59nPo8nHjiiaETpd9+//vfm2uuuWatZdbLzcyZM82uu+4aej38pr3bp0+fbj8MEREgudSqVfBk/+yzdo/s6Rjpx9RMLyTOjz/+aC699FKzySabhE6OaprSeuqpp5rPtPg0oTQ5YMyYMV4xRvv18VuXLl28Pd2RGwRILqngYfrJfuRIu0f2dIz0Y2qtCRLl3nvvNdtuu23oZOi31q1bm9dff91+WGKtWLEi9Wdyljd5wH6t1FQ2/txzz/XKyyMaAiSX7r8/eLLXKvKojjgieExWoifGnDlzzP777x86AfqtQYMG5h7tdolKvfvuu6ZDhw6h181vW221lbfXO2Xj3REgufT558GZWKpjFeWWgn08/e+17QSnwUKtXu/f35iHHzYmT6W4kT+fp973Xr16ebv/2Sc9Ne0WeMkll3i7B2LtHnvsMbPjjjuGXke/ac/3Z3NxuzmBCJBc6949eMVwwQV2j+obNCh4rB497B5hKnWS/piaNY054YSKqyNOOLGmge9hw4Z5+43bJzm/nZB6LzWQjuzotR0+fHiVr632gNde8Kg+AiTX5swJnsB11eCyqGn+/GBlX7Xq7Cuyzz7Bx6S31DdXc/TRFdvn5mKRI3Lm0Ucf9abe2ic1v+2xxx7mueeesx+GLGkvd+3pXtXVnfaE5+quegiQfDj99OCJu1Gj7PY1X7zYmMaNg8f405/sXpX7y1/CwVFZ22ijiv3Z77zTGBZbFc0777xjDjnkEO/kVVnTffqxY8cWvcx6udHe7gcccEDo9fab9oafOHGi/TBY1rF/gBz48UdjdtopeMLWFrXa73xtZs0Kh0e2e6I/9JAxxx5rzCabhIOjsqaxmoMOMuaWW6KN2aDaNFPoz3/+c5UzhQYOHOiVKUH+aK/3qma4aa/41157zX4YfrOO/QPkyIcfGtOkSfhk3bmzMePHq/KdMdpdTZfKKqmtbzv23h9qzZpld/WSTsfWrC2Ny2y6afjYlbV11zWmTRtjRo3KzUJIBGitwk033eQVNrRPVn477LDDzKJFi+yHIk+0xuayyy6rco3NH//4x0SvsclkHfsHyCHdGtp///BJurrtwAO1I5B9VDe6gnn0UWP+8IdwyZWqWsuWxlx7rWpG2EdElp5OXYHusssuxj5B+U0l2J988kn7YSgQ7QHfPfVly35f/KZV/tpLXnvKo8I69g+QY9p6U4PWqcvk0Mk5U1Pfu++ueGw+qMzFjBnG9O5tTJ064d+fqe22mzFXXKEJ9vYRUQVt2nT00Ucb+4TkN9VrGj16NPWaYkJ7wu+1116h98lv2lNee8vDECAFo5PDM88YM3BgRTkSjXPUqFHR9L/1s3PPVVGfir6FokVUGnfRIH29euHQyNR0a23oUG1ibR8Rv1HF2AsvvDBjmXVVjD3zzDNLqmLsypUrzRtvvGFmz55tHn/8cW9/cjVt6HT55Zf/t+n/+/9t6tSpXn/td67HlwJNWrjzzjurrHSsPea113ySESD4H13xpL59eUGmQX87NDK17barWO/CHtUe7Vkxbty4KvesaN++vXnrrbfsh8bG0qVLvRO/Ktn+KfXlQifLeqkvGPa/w6XpOJp5pj1KdOU1bdo0b/FkHGmveO0Zn+lLgCZB6PUph71WXBAgyEyzTy66yJgddgiHRqbWoEHFKnitWUjg1NMXX3zR7LPPPqETjd+2S4Xtgw8+aD+s6LQ+4v777/euiJo2bRp63oVoO+20kxcqDzzwQOxOyNrtUXvI28/Zb9p7/sYbbyzZ3R5dESCoHn1bvvRSY3beORwamVrdusaccUbFbbky/8NavHixOfnkk0MnFr9tuumm5i9/+UusBmB1r19FB3Xitp9vHNpuu+3m7bSoNRtx8fe//73K10v/TX2SggBB9lQO+6qrjNlzz3BoZGq1a5vPevUyS554wqyJ0Uk0qlWrVnn3/GvUqBE6mahpCugpp5zi3RKKA5Uy10pr7R9uP9fqNoWhHq8rLd2K0+0olZJX0y6A/v/Wz/Xf1U/9a9asGTpWddvOqS8u2udEQV1susrQ1YauOuzn6bcjjjjCu2opdwQIotF6l+uuM6Z163BopLWfU+2lVLsh1Xpvtpk5v2dPbyaLTsClSrd8GjZsGDp5+K1Vq1bmlVdesR9WcFqMeMMNN1R5a62ypgV2hx9+uDnnnHPMLbfc4m3aFHUthIL0qaeeMjfffLMZMGCAt+alfv36od+dqSmQNR6jwflib5ql22wa/8i0GFTjJrqC0jhKuSJAkDuffmpSX82MadfOmPXWCwTIslSbmmqXplqXVKvz2x+ZvpUef/zx3orgUpmho1lIbdq0CZ0w/KYT4oQJE7zB9GJatmyZt294rVq1Qs+xsqbyHT1Twa7ZRx988IF9uLzSwsnbbrvN222xqplP6U2vswb5tRCwmLTnvPaet5+f3/Tv0WtajuVoCBBXuqd/770VVW6L/AGOJZWdv/12Yw45xCsouTD1h3R3qp2davul2nqV/KGpkN1RRx3lfbuM42Y/OiH37t07YyG+jTfe2AwZMqToQaiKshrb0OtpP0e7qR6UdvGL2+0W1QgbMWKEV0TSfs52q1Onjje+VOzPzMMPP+ytEbGfn9+0tkR72ZcTAsRV6ltz6lNR0Tp0sP8r0q1YYZaNG2ceO+wwc2rqJNu0kj8uu+nyv2PHjt43ty+//NI+YkFpgZ9OZlV9k+/WrZv5ULfzikjjA3/4wx+8Olr280tvmmV1xRVXFP35Vpe+4Q8aNMi7QrL/LelN70+xK+nqtprGarRq3X5+ftNqd616LwcEiIubbgrd4zdff233QiVWff+9eWDiRNO1a9eMtYfspgV3uu+t++aFHozWWogmTZqEnpPfNFNolhZiFpFOWiqxUdUgta6ONMBdyoUBdQtI4zD67GS6ClTTuFSxV4prrEj1szRmYz8/NX32VX+r2LffoiJAsqXprNpXY5208GjePJFrHqLSH8+UKVPMSSed5M3ssf/IKmv6gzzwwAPN9ddfn9eNlRYsWOBdAdm/32+6bXLrrbcWfTtU1c6qKuD0TVgDuXFdqOdK749mt2UawFbr3LmzV0ammBTY2rPefm5+00QF7XlfqgiQbOjbgr0OQhtGsQI7stWrV3tbj+pbm2pD2X9omdq+++7r3TLI1Yni69SVZP/+/TPeBtLPNXuo2PfbNc5xzDHHhJ6f3xRwV155pffvKWe6Dde3b1/vCst+DdT0c33TL/b6G+0tUtUtOI1FzdFmdCWGAMmGFsWtY9260gZOyCmNOWgxlgastaGS/ceWqbVo0cJbk6EB2GzpSkJTVWvXrh06rt86depkFi5caD+04CZNmpRxPEYnzGKPAxSDxn80m89+PfymwfhiTxTQe6K97DNNbtBtuV69enlVAUoFAVJdDzwQDo/27bl1lWc6sWuMQSUuslkvoIFinUg15XZtdHyFj32M9GOpXlOx6ZafQtV+fn7TmopcXYmVKq0xyVSKRbfzNF282HT1WFXYad/2YcOGFX2dS3UQINWhGRNbbBEMj9Q3VbNkid0TeabyG9qpr1GjRqE/vExN9ac0DvDSSy8FjqW1DhqQtfv7Td/yR44cGYsy66r6qtXY9nNU09RR3f5DBZ14Na03U3WA008/PRYLWJ999tkqpynvuOOOsX9fCZC10SDpAQcEw0O79sX8jU2C119/3Vx88cXeH5r9x5epNWjQwCsYeOyxx2a8b65ZX3369Cn69GHf7bffXumMNU0oUJhq/Ahh+qafaQBbs+eKfUtLNLNMe95Xdau2Xbt2sZ09R4CsjQoIrmPdujrrLLsXikzf0DVYWtWOf9Vpbdu29fatiAOtZFcpcfs5qumEM336dPshsKhulV7DyqbT6jXUl5A4ULkZfRnINHlDTV9q4oYAqYpKkqe+jabevf817crHN75YU1kM3cKoalc5u+mW2GTtHx8Tug2TqbqvymZErUmVNE888YQ3M81+LTV9XOMmcaHPrsay7OeppkH2uCFAMlmxomJvi3XSwkO7By5YYPdEjGmap1aR77///qE/SDWtI9Cq7DjdBlLxPVWyrey5KhjLsaZSIXz66afeGiL7dVXVgzgMrqfT1WVlZVHiJn7PKC6OOSZ862rsWLsXSohOIHZFWg2ux4lW2u++++6hE4cGhLWFLKLRlZ0KNtqvr77dq2JxnGiMxn6OcUOAVObmm8Phcdxxdi+UINWKSv+j1Df6uFCxxspWlevWSxzKwpcLXcGp2KT9OqvFKUR09Zz+3DS5I24IENvbbxuzySbB8GjUyJgirzxGbsQ1QDSIWtmUTt3G0H1x5J7ee/v11rf8uNzOIkBKjeaG77JLMDxUquTFF+2eKFFxDBCtSahsf5G99967pFYll6I77rjDOzGnv+4aE4nDtrQESKnp2zd86+rKK+1eKGFxCxAtUqxs1o3GQYpdbyspFCL266/ZWcWuTUWAlBKVf/ZDw2/aWY8ZL2UlTgGidR6VTdXVwkiuPArrqquuCr0PWidSzMWGBEipWLw4XKpkyy0rtmhFWYlTgAwfPjx00lLFVq2gRuFVNrCuFevFmuJNgJQClSpp0yZ89fHII3ZPlIG4BIi2NrX3slAlYJdKwsgNzc6qbIqvNuIqBgKkFFx+eTg8+vWze6FMxCFAdHvKriysulxM1S0+rROpbLFhMWZmESBx98IL4VIlu+5KqZIyVuwAUXl6bc9rn6DGjBljd0WRaMGpXfZEpeALPR5CgMSZdmrbdttgeGj9B7cQylqxA2TIkCGh8OjevbvdDUWm2ll2AUat0ynkzoYESJx17Rq+dXXbbXYvlJliBogqv9prDpo3b25Wrlxpd0UMVFYJ+VJV5y4QAiSuFBTpwaGmQEHZK1aA6NaVXR24Zs2aDJrHmErB2/uJaDvaQu36SIDEkf5g7VIlupWlW1ooe8UKkNGjRwd+r9ptXPHGnk7i9s6GnTt3trvlBQESNxoc1yB5enjoTdFgOhKhGAGiQVkNwqb/XpWX10JCxF9lNbMe0sLjPCNA4kbTc9PDQ03TeJEYxQgQbZ+b/ju165x2UERp0NTepk2bBt7Dhg0bmh9++MHumlMESIwsfeQR82bqTViZHh5aQKiFhEiMQgfIk08+Gfh9aoMGDbK7Iea0a6H9Pg4dOtTullMESEys+PRTc82WW5rxqTfhhVT7LNW80iUqYYJEKXSAtGzZMvD7GjdubH788Ue7G0rA8ccfH3gva9WqldeClwRIDKg8wR/btTNHpt6Ac1LtplSbnmorH37Y7ooEKGSAzJgxI/C71B6hRE7J0liWZmGlv58qwpgvBEgMXHnlld6Lv22qtU+13qn2pMq2I5EKGSD2Pux77rknA+clrm/q3JH+nmrFer7GQgiQInvxxRcDBes2T7Xjd9nF/KSNo5BIhQqQp59+OvB71B7mqrfk6aRuF8EcNWqU3S0nCJAi0r3JRo0aBd6ATTbZxLyjLWuRWIUKkLZt2wZ+j8qCc/VRHk455ZTAe6sS/PkocUKAFNFxxx0XePHVbrnlFrsbEqYQAaKquvZnb8qUKXY3lKgFCxZ4e6env7933XWX3S0yAqRIxo4dG/oDPuaYY+xuSKBCBIj2j0j/HTvvvLM3mQPlo1u3boH3WBWWc40AKQJ9O7BLDzRo0MCsWLHC7ooEyneArFq1ypvemf47uPItPzNnzgy8x7oiWZzjZQEESIFp60nda7Zf9Oeee87uioTKd4Bo46H042ujKL68lB9dUeqLafp7fe2119rdIiFACqyyPY0LWX4Z8ZfvAOnYsWPg+Fp8hvKkigLp77VuVeYSAVJAjz32WGgDmAMOOMArow348hkgWmimP/L042tjIpSnt99+O/Beq82dO9fu5owAKZAlS5aY2rVrB17sLbbYwnzyySd2VyRcPgPkuuuuCxy7Xr16fIEpc1ocmv6en3feeXYXZwRIAeheZPv27QMvtNqDDz5odwXyGiAdOnQIHPv888+3u6DMjBw5MvCe77777nYXZwRIAVRWq1/TKIHK5CtANIFDC1XTjz1r1iy7G8qMdpRMf881G+urr76yuzkhQPLs5ZdfDpUV0ECWplIClclXgDzzzDOB4ypM8rE6GfGi6gJ169YNvPe5uvtBgOTRt99+65XGTn+BVSnzrbfesrsC/5WvABk8eHDguIceeqjdBWXqxBNPDLz3/bRxXQ4QIHl0wgknBF5ctZtuusnuBgTkK0BatWoVOO6wYcPsLihT2ts+/b3faaed7C5OCJA8ufPOO0PhcdRRR9ndgJB8BIiuhu3pu3PmzLG7oUwtWrQo8N5rOcHnn39ud8saAZIHCxcuNDVr1gy8sKqGuXz5crsrEJKPAHn22WcDx9QUcmpfJYvOQemfgenTp9tdskaA5JgGJTVNzn5RZ8+ebXcFKpWPALFvYbRr187ugjLXpUuXwGdg9OjRdpesESA51r9//8ALqpbvje1RXvIRIOecc07gmEwjT54BAwYEPgPauTAqAiSHpk6dGipVoi1D16xZY3cFMspHgHTu3DlwzHztUIf4UsXl9M/AwQcfbHfJGgGSI0uXLvX2Hk5/MTfffHPz0Ucf2V2BKuUjQLbbbrvAMXNx/xulxS7vrjGRqAiQHNBgpNI8/YVUmzx5st0VWKtcB4gWrdq70+kPH8miQprpnwHdLVm5cqXdLSsESA5cc801ofDo06eP3Q2ollwHyPz58wPH0wp0ZmAlj1ak27ND//GPf9jdskKARKS9pTfccMPAi9i8eXPz448/2l2Basl1gNhTeLfffnu7CxKiSZMmgc9C1FpoBEgEWpxl31tWqZI333zT7gpUW64DRJM70o+Xy2qsKC12aXftURQFARJB9+7dAy+e2o033mh3A7KS6wCxt7Bt06aN3QUJ0bZt28Bn4Z577rG7ZIUAcTRu3LhQeBxxxBF2NyBruQ6Q22+/PXA8LShDMh1++OGBz8Ktt95qd8kKAeLg1VdfDY171K9fP2c19pFsuQ6QESNGBI6nyqxIJvuuiXaojIIAcaA6QukvmqZIaq8FIBdyHSCXXnpp4HjMEEwuvffpnwV9NqIgQBykv2BquSqNDEiuA0Tb1qYfT+V2kEx2qaWoWxoTIA522GGHUIjccccddjfASa4DhCsQ+LgCiYEvvvjC1K5dO/DC1ahRwyxYsMDuCmQt1wHCGAh8jIHEhBZn6cVKf/E0v549phFVrgOEWVjwMQsrRi655JLAi6d29tln292ArOQ6QFgHAh/rQGLkl19+MQcccEDgBVSBsscff9zuClRbrgOElejwsRI9Zj7++GOvbHv6i6iy7irvDrjIdYBQCws+amHF0AMPPBB4EdUOOuggKp7CSa4DhGq8EKrxxtjpp58eCpGrr77a7gasVa4DhP1AIOwHEmMq364Fhekv5gYbbGBefvlluytQpVwHiNhVo9mRMHnYkTDm3nrrLa+ce/oL2rhxY6/sO1Bd+QgQ9kQHe6KXgJtuuinwgqqxcAvZyEeAnHPOOYFjnnHGGXYXlLkBAwYEPgN9+/a1u2SNAMmDI488MhQif/vb3+xuQKXyESC33XZb4Jjt2rWzu6DMaQFp+mdg9OjRdpesESB5sHz5cu/+YvoLq9kP7733nt0VCMlHgNhTeVVRmplYyWKfk3IxDkaA5InmV9szX/bYYw9KnWCt8hEgGoezS+/MmTPH7oYytWjRosB7rxlYn3/+ud0tawRIHg0ZMiTw4qrpPiRQlXwEiLRq1Spw3GHDhtldUKbsW5i52oKCAMmjNWvWmNatWwdeYCX/tGnT7K7Af+UrQAYPHhw47qGHHmp3QZnSRJ70975fv352FycESJ599NFHoVInW221lfnss8/sroAnXwGiXTPTj6sV6dxSLX9agV63bt3Ae//ggw/a3ZwQIAUwefLkwIusdsghhzCIiUrlK0BWr17thUb6saPWQkL8vfPOO4H3XGOzX331ld3NCQFSIL179w6FyLXXXmt3A/IWINKhQ4fAsaNuaYr4GzlyZOA9z2U1ZgKkQH744QfTvHnzwIu94YYbmldffdXuioTLZ4BoB7r0Y9erV8/blgDlyy7hft5559ldnBEgBaTKlxtvvHHgBVdp7e+++87uigTLZ4CooJ49nfeJJ56wu6FMvP3224H3Wm3u3Ll2N2cESIHdeOONoTf0pJNOsrshwfIZINKxY8fA8Y8//ni7C8rEoEGDAu/1zjvvbHeJhAApgiOOOCIUInfddZfdDQmV7wCxt7jVVfGKFSvsbihxmqTToEGDwHud63FXAqQINAOifv36gRd+00039VaLAvkOEO0PUqtWrcDvUKVWlBe7fLtmXy1evNjuFgkBUiR6c+1SJ3vttZf56aef7K5ImHwHiKgab/rv0K0NppWXl27dugXeY+2SmmsESBFdfPHFgRdf7dxzz7W7IWEKESCvvPJK6LM3ZcoUuxtK1IIFC0JfUPNxm5wAKSKVOtlvv/0Cb4BKneSiSiZKVyECRNq2bRv4Pbvttpu3ahml75RTTgm8t6rEm4+qAwRIkekNsO9Hb7311jmplInSVKgAefrppwO/R+3hhx+2u6HE6Jyi7bTT39d87UBJgMSAPStGTYXu+DaYTIUKENl///0Dv0uLzvjclTbtNJj+ntapU8dbyJwPBEhM9OrVKxQiw4cPt7shAQoZIDNmzAh97h555BG7G0qEFor+7ne/C7yfV111ld0tZwiQmNA3hGbNmgXeDJU6ee211+yuKHOFDBBp2bJl4Pc1btzY/Pjjj3Y3lAAtCk1/L3V7/JtvvrG75QwBEiPz5s0LlTrZYYcdKHWSMIUOkCeffDLw+9S0ghml5amnngq9j0OHDrW75RQBEjMa7LI/BD169LC7oYwVOkDk2GOPDfxOXf3Onz/f7oaY0vqxpk2bBt7Dhg0b5m3sw0eAxIwGMA877LBQiEyYMMHuijJVjADRvfPf//73gd+rAXYG1EuDPiP2OeOhhx6yu+UcARJDy5Yt88psp78x+uP+5z//aXdFGSpGgMjo0aNDJyHtpY1400m8Ro0agfetc+fOdre8IEBiSnP07ZWke++9N6VOEqBYAaJ9QVROJ/1316xZ09vRDvGkxcitW7cOvGeahfWvf/3L7poXBEiMXXjhhYE3Ry2Xm8EgnooVIPL66697J4H036+N0FauXGl3RQxccMEFoXPEpZdeanfLGwIkxn7++efQFEuVOtGsGZSvYgaIDBkyJHRS6t69u90NRaaNwHQ+SH+f9thjj7yULMmEAIm5999/32y22WaBN6lu3brmiy++sLuiTBQ7QHQrS5Vb7RAZM2aM3RVFokkPWmGe/v4UY5yUACkB99xzT+iPWbvKMUOmPBU7QERfUOw9a7RGSVV8UVwaBz3wwAND5wSVRCo0AqRE/PGPfwx9YEaMGGF3QxmIQ4DI888/HyrKV7t2bQbVi0h7tpx44omhc4H2dykGAqREaBCzSZMmgTdro402MnPmzLG7osTFJUBE9djsk5VKg3/00Ud2VxTAWWedFXo/VIZ/9erVdteCIEBKyNy5c73QSH/DdtxxR/P999/bXVHC4hQguk168sknh05a+twxDldYKopovw9bbbVVwcc90hEgJWbkyJGhD5E2j0H5iFOAiGYDVlYdYffdd89roT78zx133BF6/TfddNOi34EgQEqMvhFqlan9YZo4caLdFSUqbgEiq1atMm3atAl97rS4lSuR/FJ42GtzdCfi73//u9214AiQEqQ/2G222SbwxmkKX6FWnyK/4hgg8u2333rrDOwQ2X777c2iRYvs7siBympcqUJFMWZcVYYAKVH69mGXOtl333292w0obXENEFGdNnsyh5rWJDDFN3c026qyAXO1G264we5eNARICausjIF+htKkFcSPP/64adSoUeA9jdsY19KlS73xD/uzp4J+ev6IRus8Kpuqqy+McQoPefnll0PPMW4IkAx0taGrDvsNjMO9UVSPdv574IEHvJlOGhS1Txp+O/roo72qBHGhTc4OOeSQ0PPUuhFdMekbNLKnFeaVLRLUmEdcbluJpg1rVphdBVgtbuL3jGJE4x72Pg4aH9GtBsSTpl2rukC3bt0q/QPM1HQSUYHNuEzb1jflyqb4qh188MHms88+sx+CKqi2lV2eRE1fLLTbYFxMmTLF2/bYfp7+ZzRuCJC1uPvuu0NvpGZqUeokPlasWGHuuusuc/jhh4e2Lc626QvCuHHjYvH+6jlUditVTWsUpk+fbj8EFpVk12toF0b0X0NVSI6DN99807Rr1y70HP2mq8+bb77ZfljRESDVoPvk9ht6/fXX291QQJotN3bsWNOhQwdvi1j7/amsaS+HI4880owfP95r2223XaiP3/bZZx/z4osv2r+2KG6//XazySabhJ6jTooDBw4s2krpuNOKfns/D79phXkxFwn6vvrqK69Uij2V2G/6QnTRRRfF5srYRoBUg948rQ5Of2N1OanV6ygc3cP+61//6n1Ts2fJZWq6jXXccceZe++9N7TvhgbWda+5qvER3UZavHhx4HHFoD3Ud95559DzU9NU38cee8x+SGLp9p/GijLdwjz99NO9tTfFpDHWUaNGmc033zz0/Px2zDHHxGpsrjIESDVpVapd6qRp06ahkxJyS98iVdhSe4jbf2CZmsatevToYR588MFqnSiWLFniXWVWdptDTSeiK664olrHyidNCujdu3fo+flNK9qTvl5J4xn6u7RfG/9zEYfBct16bNasWej5+W3XXXc1M2fOtB8WSwRIFq677rrQm61KvsgtLZzTN0h7C9iq2pZbbmlOPfVUM23aNOdNf7TWolWrVqFj+01TgCdNmmQ/rOD0HGrVqhV6fmq65TF06FDzww8/2A8ra7pKPP7440Ovh9+0SLPYt6zee+8906VLl9Bz85uqMWucQ+M2pYIAyYIGNbVXiP3G6/YIotEtmssuu8zssssuodc3U9PmX7odoT3uc/VHp/d4woQJof060pvKjsybN89+aEHpyky3OOzn5jfNOLryyivN119/bT+0rGixXd++fTNOntDP9bly/VKRC6ppdu6552Ycq9MAuRY2ajJIqSFAsvT55597J670D4B2Nfzggw/srlgLzYC5+OKLQ+NLVbUGDRqYs88+2zz77LN5XQ+hW5ODBw/OeGLSGEyfPn2KPqVbWzBXtnrdb7ptc/7553uf23KyYMEC77ajvadKetNsyWLe0tPuk5oAUdn0Yb9pEsi7775rP7RkECAO9Edr3y/X/uqUOlm7F154wZs5ZK8Ir6pptpROgi+99JJ9uLzTN9yuXbuGnpPfdCtJYzTFfO81aHz11VebmjVrhp6f3xSEmu3z2muv2Q8vGfrCoLEBvR9VTaJo2LCheeihh+yHF5S+4FRWUcBv+tJUDhMfCBBH5513XuhDoYVoCNK3sFmzZpl+/fpVeVvIbhoIHTJkiHnjjTfsQxaF/g2a+mk/T7/pKmDq1Kn2wwpK4wCq9ZXpVkn6a6tJAQrHUvD222+bQYMGeZtt2f+W9KYwL/b4j24tataf/dz8prsV2khMoV8OCBBH+gCo3Hb6h0PfinQ/Pun0bVwlX3SLR4u17D+iTK1Fixbm8ssvj+22rgrDW2+9tcpbEhojW7hwof3QgtJJTPfUte7Ffn52O+CAA8yYMWOKPsBs02dAV3aVVSi2m94PTboo5v4pCi2FV6bXXOeG0047rezK8xMgEeiPzi51Uq9ePfPll1/aXcueFrPpklyz0qqa22431Ru75pprinqvOlsamB4wYEDGb/r6uf57sQewNT6jRWiZZmzZTd/we/bsae68886Cj+lp5t1tt93mFTrceuutQ8+tsqYrWq2l0PTmYlK1iqqujhTS5bpmjACJSCua7Q+M5uPHoRRGvukPV7V7TjrppCoX46U3jR2poJ1W8n/88cf2IUuKrjQ6deoU+jf6TdMydcWiK5di0l4jqjSr1fX2c6yqbbvttl55mHPOOcfccsst3vhD1BpcqjastRqarqqQ1d9KNrc29fk56KCDvL+7Yt8G0njSfvvtF3qO6a9fHNad5BMBkgNatGZ/eEaPHm13Kwtala8dGjWQWVl5jcqayjToj14nDZ1Ayo3WnmRavKamW3MaQ4kDrUXQrZZMBfuq0/RlQY9XILVv396rHKw1OGoaqPf/t36u/65+6l/VIP/amlbh60o1DlUBFKK60rYn0vhNfxeaOlzsK6NCIEByQOW3d9hhh8CHSLNeir1WIFc0P10FBvVtMdO0Vrtp1b7GA3Q7JAm39DTuo3v2Vd0uUujGaeBaM+I0VrLTTjuFnmscmiYtaPZdXG7/aC2JZrvZt63TW/fu3c0nn3xiP7RsESA5ostZ+564yhUUc0ZIFBrs0xx2fYusaq59etMA4lFHHeXdXijmgGYxadxBkwcyTTNVAGt9SdxK4Oj9vv/++82ZZ55Z5dVUPpuCTLP1tIfL8uXL7adYVJoWrJpj9nP2m6omKJCThgDJoWHDhoU+WL169bK7xZaKFd54441ZFSvUbQmVkNC93ridFItJV59asW6/Xn7TfX+teI/rWJluNWpasgap//SnP3m3IDVBxP53uDQdR19MFBa61atbgHFd6KgKCfq32/8Gv2nAX1fZ+VzUGmcESA7pQ3TooYeGPmT6ZhdXuqWiGl+Zyl5X1nQJr9k6+lZW7AKDcae6VVUtmtQC1FLa71xfErQ2Z/bs2d4Wu35pfFU11hRsv+n/+/9NQaT+CtVS+ZKhKyAFZ6arb92i1T4jun2dZARIjmmAzZ6GqPvicbr3rYFU/YHvueeeoT+MTE3FCnU1pZ3dillXqBQpZLVwL1N5cQ3GqiyHqgKjuFRTTVfhW2yxReh98pv2lInbupliIUDyQCdZe4aGpvvlquCfi7feestceumlGfeUqKyp5pdm1Wj6ZjGfe7nQLcLKZuz5TbObFOwEdHFo8WtVEwr03+K0/W0cECB5ouqb9gdQhQMLSQP7WkhmzxCrqqlYYf/+/c1zzz2X2Pu6+aaaXlWtydCUVw0kozB0NXHEEUeE3ge/6WpEVyV8iQojQPJEi5zs/Sw0MP3MM8/YXXNGA7KaCaLwUkE5+w8hU1OxQt3Pffnll+1DIk/0XmlqtPZgt98Pv2kNhfbKRn5o/ELThO2N4vym8Q+Ng8RtRlicECB5pPIM9gptzb7RPsi54hcr1Ac9m1kymmKsBWXlslalVGlhpopwZjqJaRGmbiPm8jOTdLqy1swpe6wyvR188MFeEUdUjQDJM33LtD+culyOQlc3M2bM8LY3zaZYoRZmaTC3lPcfKFfa+/roo48OvWd+U30xTaktZtn4cvD888+H7gykN631ePjhh+2HIQMCpAC0OtX+oOqeajZUrPDRRx/1ynVnU6xQ00SvvfZa7wSF+NOEhap2ZdSVo/bURna0Oryyv0O/aWq6SqUUu75WqSFACkDF7DTOkP6B1Yrkf/zjH3bXAK1inzx5svfBt2+FZWqa/aUFbPq2mqSSCuVEg7Uqsa6p0/b76zeVldEtUlRN9ahUlypT3Tb9vaiuVdQikUlFgBSIFovZpU6aN28eKnWigT2Vhz722GMzfujt5hcrVMVU/hDKh2qQqVZVpsVs+jxpd0d9QUHYvffe61XEtV83v2nxbCnv0BgHBEgB6RLZ/hBrHEOzPDRW0qVLl6yKFaqUuAYDGWAtbxqz0t7Z9mfAbxoHGzt2LNOufzNnzhxvDw77dfKbpqqrojSiI0AKSH/gqgFkf6B1BWH/rLKmYoUaaFUNJb51Jo827NJe2vbnwm/avU97cSeVCkKqWkKmOm76+7nkkktCV/1wR4AUmIrUZTNzSsUKTzjhBK+eFh98aJBXRTu1t7b9WfGbiltqW9uk4DUpHgKkCFRczv6Apzf9Iag2kqYTUqwQleHbdgXNTOSqrHgIkCKx79H6xQo1RZOphKiutd3v117d5Xi/n3GheCBAikQfbG3eoxWvGtOgzg6iSMqMI2amxQsBApSJcl7zwNqYeCJAgDJTbquuq7M6/8knn7QfhgIgQIAyVep1n6gPFn8ECFDGSrHyLBWKSwcBAiRAKex9wR4ppYcAARIkrrvvsUtjaSJAgASqzv7f6pNv7BNf2ggQIKF0laGrDV112Cduvx155JHeVUuuqcKCNjerUaNG6HeqacqxqjEsWbLEfihihAABEk7jHhr/yLQ4T+MmF1xwgTeOkguTJk0yjRo1Cv0ev7Vq1crb/gDxR4AA8MyfP9/bV8Y+oftNM7k0o8u1PMi8efO8zc7s4/qtfv36XlUGDaajNBAgAAIeeughb42IfYL3m9aWvPDCC/bDMlq2bJnp06dPxsKP2gNn8ODBZuXKlfZDEXMECIAQDVpfffXV3qp1+4TvN612r2rbZC3wGzFihKlVq1bosX7r2rWr+fDDD+2HokQQIAAyUt0s1c/SoLZ98ldT3S3V31IdrnTasqBp06ah/n5r0aKFmTVrVuAxKD0ECIC1UiVfVfS1g8BvqgR83333mYULF3pbLdv/3W916tQxt956q/nll1/sX4ESRIAAqDbtLaI9Ruxg8FumKxWVWR8wYID5+uuv7UOihBEgALKiXQ6HDh3q7XpoB0VlTVckujJB+SFAADjRHuPHHXdcKDD81qRJE28sBOWLAAEQifYcr1u37n+DQ9N1hw8fTpn1BCBAAESmsBgyZIjp2bMnuwImCAECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMDJ/wO2KktG3oCrfwAAAABJRU5ErkJggg==)
PN: 2H15-1-X5
CAS: 196799-45-8
Molecule Weight: 148.161
Formula: C9H8O2
![2,3-Dihydrobenzo[b]furan-7-methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACeOAAAnjgFcx4G+AAAB93pUWHRtb2xTb3VyY2UAAHicfZRtb9owEID/ysmfh9+SEECECrWaNKnVpLWT9m0yjqGRErtywtu/3zlAhwdLSHT23T2X3IuZPxyaGnbGt5WzBRGUEzBWu7Kym4L8fPs6mpCHxVyjEzratiDvXfcxY2y/31P9bhp1cJZq15CTfXZoq8hnn1DnN0xyLtivl+fXnhlVtu2U1Qaptpq1vfLZadX1X/GfV7BG+V1l2cmdNX53ivZb8nBzemhL8jeXR7QtEYV1VRtYO9+oDnaSU7z5F9gYa7zqTAmrI6oTmmLui/nLk9PbxtgOlyFCpVX92vmtRkXjaqO3GAwX354K0ggEVOeapffqCGEV1EqAkqASUCmoDNQYVA5qAmoKSnB8BNa4NuElb8cPU5Dv8PjPDzVYGlmQlOaTnMOYCsnzi8hpmqXJRZyVZ8+EJlKmIGkqcnnZnWwEjn3EMTYDLZMMhaSJQCFolqLAwuAFI07zPNqmeTaFs1ZSLnB3QrAA7LMCi/nK2fJqCVVZkBWmG1x+mHUrz9Uh4HxpPA5cCBBcrwEZA6GWw0ASA6Hyn8DyHpDGQOjTMJDFQOjqMDCOgTADw0AeA2FihpOexECYr2FgGgP9NA4TwR617jy9g4y4acYVcjd1IW9yv4+wq/lil9OIy5uTyq6OMcM/r8Uf6Xd1cBM2OsAAAEAfSURBVHhe7d0J/FVz/sdxW4xqhCL1T4U2O2PJ1oJQisgWxUxTSEMlZFQaMdYiRraYLFmy72ns+xYNoWSXQipLqYaM7/++z2/OzD3fc++ve7/nLufe83o+Ht/HYybfe7rd5bzvOd/v9/NdzQAA4GA1+w8AAMgFAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAgmVauNOaZZ4w5/XRjdt/dmM03N6ZevZq22WbG7LabMcOGGfPUU8b8/LP9aACGAEGprbZasLlyPc6vvxpz663GNG8ePka2tummxkyeXPNYAP+VxzcPKAD75OzK5TiLFhnToUP4sbm2vfaqOQYAT47fPKBA7JOyq3yP8/nnxrRrF37cAQcYM2mSMXPmGLNkiTFLl9b875tvNubAA8P9dYzPPrOPDiRSDt88oIDsE7KrfI6zYoUx22wT7N+smTHTptk9w554Iny7S8fSMYGEW8U3DyiwfE78tcnnOAMHhsPj44/tXtnpisMOkUGD7F5A4qzimwcUWD4n/trkepw33wz2W3PNmj/L11tvGbPWWsFjzZhh9wISpZZvHlAEuZ74VyXX4xxzTLCfpua60pTf9GP17Wv3ABKllm8eUAS5nvhXJZfjLFhgTJ06/+ujq4/58+1eufvyy5pj+MfTsfV3AAmV5ZsHFEkuJ/5c5HKcKVOCfTSrKqru3YPHvPNOuweQGFm+eUCR5HLiz0Uuxzn55GCfsWPtHvnTMdKPecopdg8gMbJ884AiyeXEn4tcjqNyJOl9VLokKh0j/ZgqgwIkVJZvHlAk9om/UC0T1bdK76PFhFFpSm/6MVu1snsAiZHlmwcUiX3iL1TLZIMNgn2+/97ukb/vvgsec8MN7R5AYmT55gFFYp/4C9Uysddt/PKL3SN/quKbfkz9HUBCZfnmAUWSy4k/F7kcZ/31g31++MHukT9dxaQfU1c5QEJl+eYBRZLLiT8XuRyHMRCgqLJ884AiyeXEn4tcjtO+fbDPs8/aPfKnY6QfUzO9gITK8s0DiiSXE38ucjmOCh6m9xk3zu6RPx0j/ZhaawIkVJZvHlAkuZz4c5HLce64I9hHq8ij6tEjeExWoiPBsnzzgCLJ5cSfi1yO89VXwZlYqmOlelau7OPpf3/9td0LSIws3zygSHI58eci1+P07h3sd8YZdo/cDR8ePFafPnYPIFFq+eYBRZDriX9Vcj3O9OnBfrpq0N4e+Zo5M1jZV81lXxGgitTyzQOKINcT/6rkc5zjjw/2bdEiv33N5841pmXL4DFOOsnuBSTOKr55QIHlc+KvTT7HWbbMmC23DPbXFrXa73xVnn46HB7siQ54VvHNAwosnxN/bfI9ziefGNO6dfhxXbsac9NNxnzwgTFLlxrz44/GfPihMZMnh/f+UGvbNr+rF6CK5fDNAwrIPiG7cjnOwoXG7LFH+LG5tr32MmbRIvuoQGLl+M0DCsQ+KbtyPc6vvxpz883GbLpp+BjZmvreckvNYwH8Vx7fPKAA7JOzq6jH+flnY556yphhw2rKkWico27dmqb/rT879VRjnnyypi+AEIdvHoCc6EqnTZuamlwPPGD/V6DiESBAMXzzTXg/ki5djHn3XbsnULEIEKAY7LLvflOo/OlPxixebD8CqDgECFAsdjXg9KatcCdMqNnhEKhQBAhQTI89Zky7duEA8dvWW+e2oBGIIQIEKDbN4ho/PrzFbnrr2dOYjz6yHwnEGgEClIoWMp54Yk1ZeTtA1NZe25gzzzRmyRL7kUAsESBAqakacOfO4QDx2yabGDNpEgsXEXsECFAud99tzGabhQPEbzvvbMyLL9qPAmKDAAHK6V//MuavfzWmfv1wgPjtmGNqSsoDMUOAAHEwf74xxx5rzOqrhwNETSVWxowxZvly+5FA2RAgQJy88kpN6RM7QPymzbCmTLEfBZQFAQLEjV8xuGnTcID4rUMHY2bMsB8JlBQBAsSVNrgaOdKYddYJB4jaGmsY07+/MQsW2I8ESoIAAeJOuyn26hUOEL81aGDM2LGUnUfJESBApdD+7NttFw4Qv2nL3ocfth8FFA0BAlSSX34x5pprjGnUKBwgftt/f2Nmz7YfCRQcAQJUom+/NWbIEGPq1AkHiJr+fPBg84v6AUVCgACVTFcaBxwQDpBU+zzVHmrY0LySumL5t65cgAIjQIBq8MgjNdvn/ic8/pVqz6fauFQ7KtW6bruteVpjKEABESBAtdAsrHHjvFlZc1KhMTnVTkm13VJtjVRbLdV69eplPv74Y/uRgBMCBKgyv37zjXlvwABz/pprmoNTodHkP+Hht3XWWceMGDHCLNU6EyACAgSoUp/PmGH+2LFjIDzSW9OmTc1NN91kfqVsPBwRIECVmzJlimnRokUoQPy26667mldUgwvIEwECJMDy5cvNmDFjTN26dUMBorb66qubY4891sybN89+KJAVAQIkyBdffGH69OkTChC/1atXz5x33nlmxYoV9kOBEAIESKCXXnrJ7LzzzqEA8VvLli3N3doxEagFAQIklAbPJ02aZDbZZJNQgPitc+fO5i3t4Q5kQIAACbdkyRJz5plnmrXXXjsUIGprrrmmOeGEE8zChQvthyLhCBAAno8++sj07NkzFCB+W3/99c1ll11mfqZsPP6DAAEQ8OSTT5qtt946FCB+a9u2rZk6dar9MCQQAQIgZOXKlWbChAlmww03DAWI37p162bef/99+6FIEAIEQFaLFy82J598sllrrbVCAaJWp04dM2zYMPPdd9/ZD0UCECAAVum9994zXbp0CQWI3zbaaCMzceJE8+9//9t+KKoYAQIgZw8++KBp1apVKED81rBhQ3P77bfbD0OVIkAA5OWnn34yF198sVlvvfVCAaKmsiiUREkGAgSAk6+//tr069fPrLHGGqEQmTx5st0dVYgAARDJG2+84e0xkh4gzz33nN0NVYgAARCZXS7+hRdesLugChEgACIjQJKJAAEQGQGSTAQIgMgIkGQiQABERoAkEwECIDICJJkIEACRESDJRIAAiIwASSYCBEBkBEgyESAAIiNAkokAARAZAZJMBAiAyAiQZCJAAERGgCQTAQIgMgIkmQgQAJERIMlEgACIjABJJgIEQGQESDIRIAAiI0CSiQABEBkBkkwECIDICJBkIkAAREaAJBMBAiAyAiSZCBAAkREgyUSAAIiMAEkmAgRAZARIMhEgACIjQJKJAAEQGQGSTAQIgMgIkGQiQABERoAkEwECIDICJJkIEACRESDJRIAAiIwASSYCBEBkBEgyESAAIiNAkokAARAZAZJMBAiAyAiQZCJAAERGgCQTAQIgMgIkmQgQAJERIMlEgACIjABJJgIEQGQESDIRIAAiI0CSiQABEBkBkkwECIDICJBkIkAAREaAJBMBAiAyAiSZCBAAkREgyUSAAIiMAEkmAgRAZARIMhEgACIjQJKJAAEQGQGSTAQIgMgIkGQiQABERoAkEwECIDICJJkIEACRESDJRIAAiIwASSYCBEBkBEgyESAAIiNAkokAARAZAZJMBAiAyAiQZCJAAERGgCQTAQIgMgIkmQgQAJERIMlEgACIjABJJgIEQGQESDIRIAAiI0CSiQABEBkBkkwECIDICJBkIkAAREaAJBMBAiAyAiSZCBAAkREgyUSAAIiMAEkmAgRAZARIMhEgACIjQJKJAAEQGQGSTAQIgMgIkGQiQABERoAkEwECIDICJJkIEACRESDJRIAAiIwASSYCBEBkBEgyESAAIiNAkokAARAZAZJMBAiAyAiQZCJAAERGgCQTAQIgMgIkmQgQAJERIMlEgACIjABJJgIEQGQESDIRIAAiI0CSiQABEBkBkkwECIDICJBkIkAAREaAJBMBAiAyAiSZCBAAkREgyUSAAIisWbNmBEgCESAAnP3888/m0ksvNauvvnogQPbZZx8zd+5cuzuqDAECwMmjjz5q2rZtGwiO9Fa3bl1zzjnnmOXLl9sPRZUgQADk5f333zddu3YNBUa21rx5c3PHHXfYh0EVIEAA5OS7774zQ4cONXXq1AmFhNoaa6xh1llnndCf+61Dhw7mzTfftA+LCkaAAKjVL7/8Yq677jrTqFGjUCj4bb/99jOzZs0yS5cuNSNHjswaJAqZ/v37mwULFth/DSoQAVIqK1ca88wzxpx+ujG7727M5psbU69eTdtsM2N2282YYcOMeeopjUzajwbK4pnUZ3b77bcPBYHfWrdubR566CH7YeaTTz4xhx12WKi/3xo0aGDGjh3rDcKjchEgxfbrr8bceqsxzZunXu3VcmubbmrM5Mk1jwXK4NNPPzWHH3546MTvt/XWW89ccskl5qeffrIfGqAA2m677UKP95sC6OGHH7YfhgpBgBTTokXGdOgQDohc21571RwDKJEff/zRjBo1yvzmN7/570k+vekW1B//+Efz9ddf2w/NSrfArr322lpvge2///7eLTBUFgKkWD7/3Jh27cKhcMABxkyaZMycOcYsWWLM0qU1//vmm4058MBwfx3js8/sowMFd8stt5j/+7//C53c/bZX6gfNG2+8YT8sZxqEHzJkSNZBeP354MGDzbfffms/FDFFgBTDihXGbLNNMAiaNTNm2jS7Z9gTT4Rvd+lYOiZQBK+++qrZbbfdQid0v2ka7u23324/zNns2bNTv6MOCP09fmvYsKG5+uqrvSsXxBsBUgwDB4bD4+OP7V7Z6YrDDpFBg+xeQCTz5883xx13XGgVud+KvRDwkUceMW3atAn9vX7bdtttzVOaVILYIkAKTfPc00/8a65Z82f5eustY9ZaK3isGTPsXkDe/vWvf5nzzz/f1K9fP3TS9tvRRx9tPtdt2CLTLKxx48Z5s7Ls5+C3Qw89NPX7K48fYCgZAqTQjjkmeNLX1FxXmvKbfqy+fe0eQF7uvfdes/nmm4dO0n7baaedylII8ZtvvjEDBgxI/d5aM/Sc1LSuZMSIEd46E8QHAVJIWhxVp07w6mP+fLtX7r78suYY/vF0bBZgwcHMmTPN3nvvHTox+61x48bm73//u/n3v/9tP7SkZqSusjt27Bh6fn5r0qSJuemmm8yvTHGPBQKkkKZMCV4xaFZVVN27B4955512DyCrRYsWmYEDB2b9Zb/22mubM844w/zwww/2Q8vqztTn3N5jJL3tuuuu5uWXX7YfhhIjQArp5JODJ/uxY+0e+dMx0o95yil2DyBk5cqV5vLLLzcbbLBB6OTrt4MOOsh8+OGH9kNjY8WKFWbMmDGmXr16oeeupsH/vn37mnnz5tkPRYkQIIWkciTpJ3uVLolKx0g/psqgALWYNm2aadeuXeiE67etttrKPP744/bDYuuLL74wffr0Cf07/KaAOe+887zAQWkRIIWk+lbpJ/tCzGLRlN70Y7ZqZfcAPB988IHp3r176ATrtw033ND87W9/865OKtFLL71kdtlll9C/y28tW7Y0d911l/0wFBEBUkgbbBA82X//vd0jf999Fzxm6iQApPs+9Tk7/fTTvfEM+6SqttZaa5lBgwZ54yGVToPnN954o9lkk01C/06/derUybylafAoOgKkkOx1G4VYSatfi+nH1N8BpGjG1PXXX2823njj0EnUb9pa9p133rEfWvGWLFli/vznP2ctG69JAyeccIJZuHCh/VAUEAFSSOuvHzzZF2Jmi65i0o+pqxwk3vPPP2923HHH0InTb1tssYW5//777YdVnY8++sgccsghoX+/39ZPfScvu+wyysYXCQFSSIyBoMg+S30ejjrqqNCJ0m+//e1vzQUXXLDKMuvV5sknnzTbbLNN6PXwm/Zunzp1qv0wRESAFFL79sGT/bPP2j3yp2OkH1MzvZA4y5YtM6NHjzbrrrtu6OSopimtf/jDH8yXWnyaUJocMGHCBK8Yo/36+K1bt27enu4oDAKkkFTwMP1kP26c3SN/Okb6MbXWBIly2223mU033TR0MvTb7rvvbl5//XX7YYm1ePHi1NfkZG/ygP1aqals/KmnnuqVl0c0BEgh3XFH8GSvVeRR9egRPCYr0RNj+vTpZo899gidAP3WrFkzc6t2u0RG7733nunSpUvodfPbRhtt5O31Ttl4dwRIIX31VXAmlupYRbmlYB9P/3tVO8FpsFCr1wcPNua++4wpUiluFM9Xqfe9X79+3u5/9klPTbsFnn322d7ugVi1Bx980LRq1Sr0OvpNe74/W4jbzQlEgBRa797BK4YzzrB75G748OCx+vSxe4Sp1En6Y+rVM+bII2uujjjhxJoGvi+66CJvv3H7JOe3I1PvpQbSkR+9thdffHGtr632gNde8MgdAVJo06cHT+C6anBZ1DRzZrCyr1ou+4rsvHPwMekt9cvV9OxZs31uIRY5omAeeOABb+qtfVLz2w477GCee+45+2HIk/Zy157utV3daU94ru5yQ4AUw/HHB0/cLVrkt6/53LnGtGwZPMZJJ9m9MvvrX8PBkamtvXbN/uw33GAMi63K5t133zX77ruvd/LK1HSffuLEiWUvs15ttLf7nnvuGXq9/aa94SdPnmw/DJbV7D9AASxbZsyWWwZP2NqiVvudr8rTT4fDI9890e+915hDDzVm3XXDwZGpaaxm772NufrqaGM2yJlmCv3pT3+qdabQsGHDvDIlKB7t9V7bDDftFf/aa6/ZD8N/rGb/AQrkk0+Mad06fLLu2tWYm25S5TtjtLuaLpVVUlu/duy9P9Tats3v6iWdjq1ZWxqXqV8/fOxMbfXVjenQwZjLLivMQkgEaK3ClVde6RU2tE9WfjvwwAPNnDlz7IeiSLTG5i9/+Uuta2x+//vfJ3qNTTar2X+AAtKtoT32CJ+kc2177aUdgeyjutEVzAMPGHPcceGSK7W1XXc15sILVTPCPiLy9ETqCnTrrbc29gnKbyrB/thjj9kPQ4loD/jeqR9b9vviN63y117y2lMeNVaz/wAFpq03NWidukwOnZyzNfW95ZaaxxaDylxMm2ZM//7GNGoU/vuzte22M2bMGE2wt4+IWmjTpp49exr7hOQ31WsaP3489ZpiQnvC/+53vwu9T37TnvLaWx6GACkZnRyeesqYYcNqypFonKNu3Zqm/60/O/VUFfWp6VsqWkSlcRcN0jdpEg6NbE231kaN0ibW9hHxH6oYe+aZZ2Yts66KsSeeeGJFVYxdunSpefPNN80zzzxjHnroIW9/cjVt6HTOOef8t+n/+//t4Ycf9vprv3M9vhJo0sINN9xQa6Vj7TGvveaTjADB/+iKJ/XrywsyDfrboZGtbbZZzXoX9qj2aM+KSZMm1bpnRefOnc3bb79tPzQ25s+f7534Vcn2pNSPC50sm6R+YNj/Dpem42jmmfYo0ZXXI4884i2ejCPtFa8947P9CNAkCL0+1bDXigsCBNlp9smf/2zMFluEQyNba9asZhW81iwkcOrpiy++aHbeeefQicZvm6XC9p577rEfVnZaH3HHHXd4V0Rt2rQJPe9StC233NILlbvvvjt2J2Tt9qg95O3n7DftPX/FFVdU7G6PrggQ5Ea/lkePNmarrcKhka01bmzMCSfU3Jar8i/W3LlzzTHHHBM6sfitfv365q9//WusBmB1r19FB3Xitp9vHNp2223n7bSoNRtx8Y9//KPW10v/TX2SggBB/lQO+7zzjNlxx3BoZGsNG5ov+/Uz8x591KyM0Uk0quXLl3v3/OvWrRs6mahpCuixxx7r3RKKA5Uy10pr7R9uP9dcm8JQj9eVlm7F6XaUSsmraRdA/3/rz/Xf1U/969WrFzpWrm2r1A8X7XOioC43XWXoakNXHfbz9FuPHj28q5ZqR4AgGq13ueQSY3bfPRwaae3nVHsp1S5Ptf7rrWdO79vXm8miE3Cl0i2f5s2bh04efmvfvr155ZVX7IeVnBYjXn755bXeWsvUtMCue/fuZujQoebqq6/2Nm2KuhZCQfr444+bq666ygwZMsRb89K0adPQ352tKZA1HqPB+XJvmqXbbBr/yLYYVOMmuoLSOEq1IkBQOF98YVI/zYzp1MmYNdYIBMiCVHs41UanWrdUa/SfL5l+lR5xxBHeiuBKmaGjWUgdOnQInTD8phPizTff7A2ml9OCBQu8fcMbNGgQeo6Zmsp39E0Fu2Yfffzxx/bhikoLJ6+99lpvt8XaZj6lN73OGuTXQsBy0p7z2nvefn5+079Hr2k1lqMhQFzpnv5tt9VUuS3zBziWVHb+uuuM2Xdfr6Dk7NQX6ZZUOyXVdku1NTJ80VTI7uCDD/Z+XcZxsx+dkPv375+1EN8666xjRo4cWfYgVEVZjW3o9bSfo91UD0q7+MXtdotqhI0dO9YrImk/Z7s1atTIG18q92fmvvvu89aI2M/Pb1pbor3sqwkB4ir1qzn1qahpXbrY/xXpFi82CyZNMg8eeKD5Q+ok2ybDl8tuuvzff//9vV9u33zzjX3EktICP53Mavslf9hhh5lPdDuvjDQ+cNxxx3l1tOznl940y2rMmDFlf7650i/84cOHe1dI9r8lven9KXclXd1W01iNVq3bz89vWu2uVe/VgABxceWVoXv85ttv7V7IYPmSJebuyZNNr169stYespsW3Om+t+6bl3owWmshWrduHXpOftNMoae1ELOMdNJSiY3aBql1daQB7kouDKhbQBqH0Wcn21Wgmsalyr1SXGNFqp+lMRv7+anps6/6W+W+/RYVAZIvTWfVvhqrpYVHu3aJXPMQlb48d911lzn66KO9mT32lyxT0xdyr732MpdeemlRN1aaNWuWdwVk//1+022Ta665puzboap2Vm0Bp1/CGsiN60I9V3p/NLst2wC2WteuXb0yMuWkwNae9fZz85smKmjP+0pFgORDvxbsdRDaMIoV2JGtWLHC23pUv9pUG8r+omVru+yyi3fLoFAnim9TV5KDBw/OehtIf67ZQ+W+365xjkMOOST0/PymgDv33HO9f0810224gQMHeldY9mugpj/XL/1yr7/R3iK13YLTWNR0bUZXYQiQfGhR3GrWrStt4ISC0piDFmNpwFobKtlftmxt22239dZkaAA2X7qS0FTVhg0bho7rtwMOOMDMnj3bfmjJTZkyJet4jE6Y5R4HKAeN/2g2n/16+E2D8eWeKKD3RHvZZ5vcoNty/fr186oCVAoCJFd33x0Oj86duXVVZDqxa4xBJS7yWS+ggWKdSDXldlV0fIWPfYz0Y6leU7nplp9C1X5+ftOaikJdiVUqrTHJVopFt/M0XbzcdPVYW9hp3/aLLrqo7OtcckGA5EIzJjbYIBgeqV+qZt48uyeKTOU3tFNfixYtQl+8bE31pzQO8NJLLwWOpbUOGpC1+/tNv/LHjRsXizLrqvqq1dj2c1TT1FHd/kMNnXg1rTdbdYDjjz8+FgtYn3322VqnKbdq1Sr27ysBsioaJN1zz2B4aNe+mL+xSfD666+bs846y/ui2V++bK1Zs2ZewcBDDz00631zzfoaMGBA2acP+6677rqMM9Y0oUBhqvEjhOmXfrYBbM2eK/ctLdHMMu15X9ut2k6dOsV29hwBsioqILiadevq5JPtXigz/ULXYGltO/7l0jp27OjtWxEHWsmuUuL2c1TTCWfq1Kn2Q2BR3Sq9hpmm0+o11I+QOFC5Gf0YyDZ5Q00/auKGAKmNSpKnfo2m3r3/Ne3Kxy++WFNZDN3CqG1XObvpltid2j8+JnQbJlt1X5XNiFqTKmkeffRRb2aa/Vpq+rjGTeJCn12NZdnPU02D7HFDgGSzeHHN3harpYWHdg+cNcvuiRjTNE+tIt9jjz1CX0g1rSPQquw43QZS8T1Vss30XBWM1VhTqRS++OILbw2R/bqq6kEcBtfT6eoyU1mUuInfM4qLQw4J37qaONHuhQqiE4hdkVaD63Gilfbbb7996MShAWFtIYtodGWngo3266tf96pYHCcao7GfY9wQIJlcdVU4PA4/3O6FCqRaUelfSv2ijwsVa8y0qly3XuJQFr5a6ApOxSbt11ktTiGiq+f056bJHXFDgNjeeceYddcNhkeLFsaUeeUxCiOuAaJB1ExTOnUbQ/fFUXh67+3XW7/y43I7iwCpNJobvvXWwfBQqZIXX7R7okLFMUC0JiHT/iI77bRTRa1KrkTXX3+9d2JOf901JhKHbWkJkEozcGD41tW559q9UMHiFiBapJhp1o3GQcpdbyspFCL266/ZWeWuTUWAVBKVf/ZDw2/aWY8ZL1UlTgGidR6ZpupqYSRXHqV13nnnhd4HrRMp52JDAqRSzJ0bLlWy4YY1W7SiqsQpQC6++OLQSUsVW7WCGqWXaWBdK9bLNcWbAKkEKlXSoUP46uP+++2eqAJxCRBtbWrvZaFKwC6VhFEYmp2VaYqvNuIqBwKkEpxzTjg8Bg2ye6FKxCFAdHvKriysulxM1S0/rRPJtNiwHDOzCJC4e+GFcKmSbbahVEkVK3eAqDy9tue1T1ATJkywu6JMtODULnuiUvClHg8hQOJMO7VtumkwPLT+g1sIVa3cATJy5MhQePTu3dvuhjJT7Sy7AKPW6ZRyZ0MCJM569Qrfurr2WrsXqkw5A0SVX+01B+3atTNLly61uyIGMlVCHq3q3CVCgMSVgiI9ONQUKKh65QoQ3bqyqwPXq1ePQfMYUyl4ez8RbUdbql0fCZA40hfWLlWiW1m6pYWqV64AGT9+fODvVbuWK97Y00nc3tmwa9eudreiIEDiRoPjGiRPDw+9KRpMRyKUI0A0KKtB2PS/V+XltZAQ8ZepZta9WnhcZARI3Gh6bnp4qGkaLxKjHAGi7XPT/07tOqcdFFEZNLW3TZs2gfewefPm5scff7S7FhQBEiPz77/fvJV6E5amh4cWEGohIRKj1AHy2GOPBf4+teHDh9vdEHPatdB+H0eNGmV3KygCJCYWf/GFuWDDDc1NqTfhhVT7MtW80iUqYYJEKXWA7LrrroG/r2XLlmbZsmV2N1SAI444IvBeNmjQoKgFLwmQGFB5gt936mQOSr0BQ1PtylSbmmpL77vP7ooEKGWATJs2LfB3qd1PiZyKpbEszcJKfz9VhLFYCJAYOPfcc70Xf9NU65xq/VPtMZVtRyKVMkDsfdh33HFHBs4r3MDUuSP9PdWK9WKNhRAgZfbiiy8GCtatn2pHbL21+UkbRyGRShUgTzzxRODvUbuPq96Kp5O6XQTzsssus7sVBAFSRro32aJFi8AbsO6665p3tWUtEqtUAdKxY8fA36Oy4Fx9VIdjjz028N6qBH8xSpwQIGV0+OGHB158tauvvtruhoQpRYCoqq792bvrrrvsbqhQs2bN8vZOT39/b7zxRrtbZARImUycODH0BT7kkEPsbkigUgSI9o9I/zu22morbzIHqsdhhx0WeI9VYbnQCJAy0K8Du/RAs2bNzOLFi+2uSKBiB8jy5cu96Z3pfwdXvtXnySefDLzHuiKZW+BlAQRIiWnrSd1rtl/05557zu6KhCp2gGjjofTja6MofrxUH11R6odp+nt94YUX2t0iIUBKLNOexqUsv4z4K3aA7L///oHja/EZqpMqCqS/17pVWUgESAk9+OCDoQ1g9txzT6+MNuArZoBooZm+5OnH18ZEqE7vvPNO4L1We+ONN+xuzgiQEpk3b55p2LBh4MXeYIMNzOeff253RcIVM0AuueSSwLGbNGnCD5gqp8Wh6e/5aaedZndxRoCUgO5Fdu7cOfBCq91zzz12V6CoAdKlS5fAsU8//XS7C6rMuHHjAu/59ttvb3dxRoCUQKZa/ZpGCWRSrADRBA4tVE0/9tNPP213Q5XRjpLp77lmYy1cuNDu5oQAKbKXX345VFZAA1maSglkUqwAeeqppwLHVZgUY3Uy4kXVBRo3bhx47wt194MAKaLvv//eK42d/gKrUubbb79tdwX+q1gBMmLEiMBx99tvP7sLqtRRRx0VeO8HaeO6AiBAiujII48MvLhqV155pd0NCChWgLRv3z5w3Isuusjugiqlve3T3/stt9zS7uKEACmSG264IRQeBx98sN0NCClGgOhq2J6+O336dLsbqtScOXMC772WE3z11Vd2t7wRIEUwe/ZsU69evcALq2qYixYtsrsCIcUIkGeffTZwTE0hp/ZVsugclP4ZmDp1qt0lbwRIgWlQUtPk7Bf1mWeesbsCGRUjQOxbGJ06dbK7oMp169Yt8BkYP3683SVvBEiBDR48OPCCqhV7Y3tUl2IEyNChQwPHZBp58gwZMiTwGdDOhVERIAX08MMPh0qVaMvQlStX2l2BrIoRIF27dg0cs1g71CG+VHE5/TOwzz772F3yRoAUyPz58729h9NfzPXXX998+umndlegVsUIkM022yxwzELc/0Zlscu7a0wkKgKkADQYqTRPfyHV7rzzTrsrsEqFDhAtWrV3p9MXH8miQprpnwHdLVm6dKndLS8ESAFccMEFofAYMGCA3Q3ISaEDZObMmYHjaQU6M7CSRyvS7dmh//znP+1ueSFAItLe0nXq1Am8iO3atTPLli2zuwI5KXSA2FN4N998c7sLEqJ169aBz0LUWmgESARanGXfW1apkrfeesvuCuSs0AGiyR3pxytkNVZUFru0u/YoioIAiaB3796BF0/tiiuusLsBeSl0gNhb2Hbo0MHugoTo2LFj4LNw66232l3yQoA4mjRpUig8evToYXcD8lboALnuuusCx9OCMiRT9+7dA5+Fa665xu6SFwLEwauvvhoa92jatGnBauwj2QodIGPHjg0cT5VZkUz2XRPtUBkFAeJAdYTSXzRNkdReC0AhFDpARo8eHTgeMwSTS+99+mdBn40oCBAH6S+YWqFKIwNS6ADRtrXpx1O5HSSTXWop6pbGBIiDLbbYIhQi119/vd0NcFLoAOEKBD6uQGLg66+/Ng0bNgy8cHXr1jWzZs2yuwJ5K3SAMAYCH2MgMaHFWXqx0l88za9nj2lEVegAYRYWfMzCipGzzz478OKpnXLKKXY3IC+FDhDWgcDHOpAY+eWXX8yee+4ZeAFVoOyhhx6yuwI5K3SAsBIdPlaix8xnn33mlW1PfxFV1l3l3QEXhQ4QamHBRy2sGLr77rsDL6La3nvvTcVTOCl0gFCNF0I13hg7/vjjQyFy/vnn292AVSp0gLAfCIT9QGJM5du1oDD9xVxrrbXMyy+/bHcFalXoABG7ajQ7EiYPOxLG3Ntvv+2Vc09/QVu2bOmVfQdyVYwAYU90sCd6BbjyyisDL6gaC7eQj2IEyNChQwPHPOGEE+wuqHJDhgwJfAYGDhxod8kbAVIEBx10UChE/v73v9vdgIyKESDXXntt4JidOnWyu6DKaQFp+mdg/Pjxdpe8ESBFsGjRIu/+YvoLq9kP77//vt0VCClGgNhTeVVRmplYyWKfkwoxDkaAFInmV9szX3bYYQdKnWCVihEgGoezS+9Mnz7d7oYqNWfOnMB7rxlYX331ld0tbwRIEY0cOTLw4qrpPiRQm2IEiLRv3z5w3Isuusjugipl38Is1BYUBEgRrVy50uy+++6BF1jJ/8gjj9hdgf8qVoCMGDEicNz99tvP7oIqpYk86e/9oEGD7C5OCJAi+/TTT0OlTjbaaCPz5Zdf2l0BT7ECRLtmph9XK9K5pVr9tAK9cePGgff+nnvusbs5IUBK4M477wy8yGr77rsvg5jIqFgBsmLFCi800o8dtRYS4u/dd98NvOcam124cKHdzQkBUiL9+/cPhciFF15odwOKFiDSpUuXwLGjbmmK+Bs3blzgPS9kNWYCpER+/PFH065du8CLXadOHfPqq6/aXZFwxQwQ7UCXfuwmTZp42xKgetkl3E877TS7izMCpIRU+XKdddYJvOAqrf3DDz/YXZFgxQwQFdSzp/M++uijdjdUiXfeeSfwXqu98cYbdjdnBEiJXXHFFaE39Oijj7a7IcGKGSCy//77B45/xBFH2F1QJYYPHx54r7faaiu7SyQESBn06NEjFCI33nij3Q0JVewAsbe41VXx4sWL7W6ocJqk06xZs8B7XehxVwKkDDQDomnTpoEXvn79+t5qUaDYAaL9QRo0aBD4O1SpFdXFLt+u2Vdz5861u0VCgJSJ3ly71Mnvfvc789NPP9ldkTDFDhBRNd70v0O3NphWXl0OO+ywwHusXVILjQApo7POOivw4qudeuqpdjckTCkC5JVXXgl99u666y67GyrUrFmzQj9Qi3GbnAApI5U62W233QJvgEqdFKJKJipXKQJEOnbsGPh7tttuO2/VMirfscceG3hvVYm3GFUHCJAy0xtg34/eeOONC1IpE5WpVAHyxBNPBP4etfvuu8/uhgqjc4q2005/X4u1AyUBEgP2rBg1Fbrj12AylSpAZI899gj8XVp0xueusmmnwfT3tFGjRt5C5mIgQGKiX79+oRC5+OKL7W5IgFIGyLRp00Kfu/vvv9/uhgqhhaK/+c1vAu/neeedZ3crGAIkJvQLoW3btoE3Q6VOXnvtNbsrqlwpA0R23XXXwN/XsmVLs2zZMrsbKoAWhaa/l7o9/t1339ndCoYAiZEZM2aESp1sscUWlDpJmFIHyGOPPRb4+9S0ghmV5fHHHw+9j6NGjbK7FRQBEjMa7LI/BH369LG7oYqVOkDk0EMPDfyduvqdOXOm3Q0xpfVjbdq0CbyHzZs3L9rYh48AiRkNYB544IGhELn55pvtrqhS5QgQ3Tv/7W9/G/h7NcDOgHpl0GfEPmfce++9dreCI0BiaMGCBV6Z7fQ3Rl/uDz74wO6KKlSOAJHx48eHTkLaSxvxppN43bp1A+9b165d7W5FQYDElObo2ytJd9ppJ0qdJEC5AkT7gqicTvrfXa9ePW9HO8STFiPvvvvugfdMs7A+/PBDu2tRECAxduaZZwbeHLVCbgaDeCpXgMjrr7/unQTS/35thLZ06VK7K2LgjDPOCJ0jRo8ebXcrGgIkxn7++efQFEuVOtGsGVSvcgaIjBw5MnRS6t27t90NZaaNwHQ+SH+fdthhh6KULMmGAIm5jz76yKy33nqBN6lx48bm66+/truiSpQ7QHQrS5Vb7RCZMGGC3RVlokkPWmGe/v6UY5yUAKkAt956a+jLrF3lmCFTncodIKIfKPaeNVqjpCq+KC+Ng+61116hc4JKIpUaAVIhfv/734c+MGPHjrW7oQrEIUDk+eefDxXla9iwIYPqZaQ9W4466qjQuUD7u5QDAVIhNIjZunXrwJu19tprm+nTp9tdUeHiEiCiemz2yUqlwT/99FO7K0rg5JNPDr0fKsO/YsUKu2tJECAV5I033vBCI/0Na9WqlVmyZIndFRUsTgGi26THHHNM6KSlzx3jcKWlooj2+7DRRhuVfNwjHQFSYcaNGxf6EGnzGFSPOAWIaDZgpuoI22+/fVEL9eF/rr/++tDrX79+/bLfgSBAKox+EWqVqf1hmjx5st0VFSpuASLLly83HTp0CH3utLiVK5HiUnjYa3N0J+If//iH3bXkCJAKpC/sJptsEnjjNIWvVKtPUVxxDBD5/vvvvXUGdohsvvnmZs6cOXZ3FECmGleqUFGOGVeZECAVSr8+7FInu+yyi3e7AZUtrgEiqtNmT+ZQ05oEpvgWjmZbZRowV7v88svt7mVDgFSwTGUM9GeoTFpB/NBDD5kWLVoE3tO4jXHNnz/fG/+wP3sq6Kfnj2i0ziPTVF39YIxTeMjLL78ceo5xQ4BkoasNXXXYb2Ac7o0iN9r57+677/ZmOmlQ1D5p+K1nz55eVYK40CZn++67b+h5at2Irpj0Cxr50wrzTIsENeYRl9tWomnDmhVmVwFWi5v4PaMY0biHvY+Dxkd0qwHxpGnXqi5w2GGHZfwCZms6iajAZlymbeuXcqYpvmr77LOP+fLLL+2HoBaqbWWXJ1HTDwvtNhgXd911l7ftsf08/c9o3BAgq3DLLbeE3kjN1KLUSXwsXrzY3HjjjaZ79+6hbYvzbfqBMGnSpFi8v3oOmW6lqmmNwtSpU+2HwKKS7HoN7cKI/muoCslx8NZbb5lOnTqFnqPfdPV51VVX2Q8rOwIkB7pPbr+hl156qd0NJaTZchMnTjRdunTxtoi1359MTXs5HHTQQeamm27y2mabbRbq47edd97ZvPjii/ZfWxbXXXedWXfddUPPUSfFYcOGlW2ldNxpRb+9n4fftMK8nIsEfQsXLvRKpdhTif2mH0R//vOfY3NlbCNAcqA3T6uD099YXU5q9TpKR/ew//a3v3m/1OxZctmabmMdfvjh5rbbbgvtu6GBdd1rrm18RLeR5s6dG3hcOWgP9a222ir0/NQ01ffBBx+0H5JYuv2nsaJstzCPP/54b+1NOWmM9bLLLjPrr79+6Pn57ZBDDonV2FwmBEiOtCrVLnXSpk2b0EkJhaVfkSpsqT3E7S9YtqZxqz59+ph77rknpxPFvHnzvKvMTLc51HQiGjNmTE7HKiZNCujfv3/o+flNK9qTvl5J4xn6Xtqvjf+5iMNguW49tm3bNvT8/LbNNtuYJ5980n5YLBEgebjkkktCb7Yq+aKwtHBOvyDtLWBraxtuuKH5wx/+YB555BHnTX+01qJ9+/ahY/tNU4CnTJliP6zk9BwaNGgQen5quuUxatQo8+OPP9oPq2q6SjziiCNCr4fftEiz3Les3n//fdOtW7fQc/ObqjFrnEPjNpWCAMmDBjW1V4j9xuv2CKLRLZq//OUvZuuttw69vtmaNv/S7QjtcV+oL53e45tvvjm0X0d6U9mRGTNm2A8tKV2Z6RaH/dz8phlH5557rvn222/th1YVLbYbOHBg1skT+nN9rlx/VBSCapqdeuqpWcfqNECuhY2aDFJpCJA8ffXVV96JK/0DoF0NP/74Y7srVkEzYM4666zQ+FJtrVmzZuaUU04xzz77bFHXQ+jW5IgRI7KemDQGM2DAgLJP6dYWzJlWr/tNt21OP/1073NbTWbNmuXddrT3VElvmi1Zzlt62n1SEyAyTR/2myaBvPfee/ZDKwYB4kBfWvt+ufZXp9TJqr3wwgvezCF7RXhtTbOldBJ86aWX7MMVnX7h9urVK/Sc/KZbSRqjKed7r0Hj888/39SrVy/0/PymINRsn9dee81+eMXQDwaNDej9qG0SRfPmzc29995rP7yk9AMnU0UBv+lHUzVMfCBAHJ122mmhD4UWoiFIv8KefvppM2jQoFpvC9lNA6EjR440b775pn3IstC/QVM/7efpN10FPPzww/bDSkrjAKr1le1WSfprq0kBCsdK8M4775jhw4d7m23Z/5b0pjAv9/iPbi1q1p/93PymuxXaSEyhXw0IEEf6AKjcdvqHQ7+KdD8+6fRrXCVfdItHi7XsL1G2tu2225pzzjknttu6KgyvueaaWm9JaIxs9uzZ9kNLSicx3VPXuhf7+dltzz33NBMmTCj7ALNNnwFd2WWqUGw3vR+adFHO/VMUWgqvbK+5zg1//OMfq648PwESgb50dqmTJk2amG+++cbuWvW0mE2X5JqVVtvcdrup3tgFF1xQ1nvV+dLA9JAhQ7L+0tef67+XewBb4zNahJZtxpbd9Au/b9++5oYbbij5mJ5m3l177bVeocONN9449NwyNV3Rai2FpjeXk6pV1HZ1pJCu1jVjBEhEWtFsf2A0Hz8OpTCKTV9c1e45+uija12Ml940dqSCdlrJ/9lnn9mHrCi60jjggANC/0a/aVqmrlh05VJO2mtElWa1ut5+jrW1TTfd1CsPM3ToUHP11Vd74w9Ra3Cp2rDWami6qkJW35V8bm3q87P33nt737ty3wbSeNJuu+0Weo7pr18c1p0UEwFSAFq0Zn94xo8fb3erClqVrx0aNZCZqbxGpqYyDfrS66ShE0i10dqTbIvX1HRrTmMocaC1CLrVkq1gXy5NPxb0eAVS586dvcrBWoOjpoF6/3/rz/Xf1U/9axvkX1XTKnxdqcahKoBCVFfa9kQav+l7oanD5b4yKgUCpABUfnuLLbYIfIg066XcawUKRfPTVWBQvxazTWu1m1btazxAt0OScEtP4z66Z1/b7SKFbpwGrjUjTmMlW265Zei5xqFp0oJm38Xl9o/Wkmi2m33bOr317t3bfP755/ZDqxYBUiC6nLXviatcQTlnhEShwT7NYdevyNrm2qc3DSAefPDB3u2Fcg5olpPGHTR5INs0UwWw1pfErQSO3u877rjDnHjiibVeTRWzKcg0W097uCxatMh+imWlacGqOWY/Z7+paoICOWkIkAK66KKLQh+sfv362d1iS8UKr7jiiryKFeq2hEpI6F5v3E6K5aSrT61Yt18vv+m+v1a8x3WsTLcaNS1Zg9QnnXSSdwtSE0Tsf4dL03H0w0RhoVu9ugUY14WOqpCgf7v9b/CbBvx1lV3MRa1xRoAUkD5E++23X+hDpl92caVbKqrxla3sdaamS3jN1tGvsnIXGIw71a2qbdGkFqBW0n7n+pGgtTnPPPOMt8WuXxpfVY01Bdtv+v/+f1MQqb9CtVJ+ZOgKSMGZ7epbt2i1z4huXycZAVJgGmCzpyHqvnic7n1rIFVf8B133DH0xcjWVKxQV1Pa2a2cdYUqkUJWC/eylRfXYKzKcqgqMMpLNdV0Fb7BBhuE3ie/aU+ZuK2bKRcCpAh0krVnaGi6X6EK/rl4++23zejRo7PuKZGpqeaXZtVo+mY5n3u10C3CTDP2/KbZTQp2Aro8tPi1tgkF+m9x2v42DgiQIlH1TfsDqMKBpaSBfS0ks2eI1dZUrHDw4MHmueeeS+x93WJTTa/a1mRoyqsGklEaupro0aNH6H3wm65GdFXCj6gwAqRItMjJ3s9CA9NPPfWU3bVgNCCrmSAKLxWUs78I2ZqKFep+7ssvv2wfEkWi90pTo7UHu/1++E1rKLRXNopD4xeaJmxvFOc3jX9oHCRuM8LihAApIpVnsFdoa/aN9kEuFL9YoT7o+cyS0RRjLSirlrUqlUoLM1WEM9tJTIswdRuxkJ+ZpNOVtWZO2WOV6W2fffbxijiidgRIkelXpv3h1OVyFLq6mTZtmre9aT7FCrUwS4O5lbz/QLXS3tc9e/YMvWd+U30xTaktZ9n4avD888+H7gykN631uO++++yHIQsCpAS0OtX+oOqeaj5UrPCBBx7wynXnU6xQ00QvvPBC7wSF+NOEhdp2ZdSVo/bURn60OjzT99BvmpquUinlrq9VaQiQElAxO40zpH9gtSL5n//8p901QKvY77zzTu+Db98Ky9Y0+0sL2PRrNUklFaqJBmtVYl1Tp+33128qK6NbpKid6lGpLlW2um36vqiuVdQikUlFgJSIFovZpU7atWsXKnWigT2Vhz700EOzfujt5hcrVMVUvgjVQzXIVKsq22I2fZ60u6N+oCDstttu8yri2q+b37R4tpJ3aIwDAqSEdIlsf4g1jqFZHhor6datW17FClVKXIOBDLBWN41Zae9s+zPgN42DTZw4kWnX/zF9+nRvDw77dfKbpqqrojSiI0BKSF9w1QCyP9C6grD/LFNTsUINtKqGEr86k0cbdmkvbftz4Tft3qe9uJNKBSFVLSFbHTd9f84+++zQVT/cESAlpiJ1+cycUrHCI4880qunxQcfGuRV0U7trW1/Vvym4pba1jYpeE3KhwApAxWXsz/g6U1fBNVG0nRCihUiE35t19DMRK7KyocAKRP7Hq1frFBTNJlKiFyt6n6/9uquxvv9jAvFAwFSJvpga/MerXjVmAZ1dhBFUmYcMTMtXggQoEpU85oH1sbEEwECVJlqW3Wdy+r8xx57zH4YSoAAAapUpdd9oj5Y/BEgQBWrxMqzVCiuHAQIkACVsPcFe6RUHgIESJC47r7HLo2ViQABEiiX/b/Vp9jYJ76yESBAQukqQ1cbuuqwT9x+O+igg7yrlkJThQVtbla3bt3Q36mmKceqxjBv3jz7oYgRAgRIOI17aPwj2+I8jZucccYZ3jhKIUyZMsW0aNEi9Pf4rX379t72B4g/AgSAZ+bMmd6+MvYJ3W+ayaUZXa7lQWbMmOFtdmYf129Nmzb1qjJoMB2VgQABEHDvvfd6a0TsE7zftLbkhRdesB+W1YIFC8yAAQOyFn7UHjgjRowwS5cutR+KmCNAAIRo0Pr888/3Vq3bJ3y/abV7bdsma4Hf2LFjTYMGDUKP9VuvXr3MJ598Yj8UFYIAAZCV6mapfpYGte2Tv5rqbqn+lupwpdOWBW3atAn199u2225rnn766cBjUHkIEACrpEq+quhrB4HfVAn49ttvN7Nnz/a2Wrb/u98aNWpkrrnmGvPLL7/YfwUqEAECIGfaW0R7jNjB4LdsVyoqsz5kyBDz7bff2odEBSNAAORFuxyOGjXK2/XQDopMTVckujJB9SFAADjRHuOHH354KDD81rp1a28sBNWLAAEQifYcb9y48X+DQ9N1L774YsqsJwABAiAyhcXIkSNN37592RUwQQgQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABO/h+K8OpjQkuyhAAAAABJRU5ErkJggg==)
PN: 2H01-1-0J
CAS: 151155-53-2
Molecule Weight: 150.177
Formula: C9H10O2
PN: 2H21-9-0H
CAS: 41177-72-4
Molecule Weight: 243.056
Formula: C9H7BrO3
PN: 2H23-1-0N
CAS: 103204-80-4
Molecule Weight: 178.187
Formula: C10H10O3
PN: 2H23-1-0P
CAS: 83751-12-6
Molecule Weight: 192.214
Formula: C11H12O3
Melting Point: 169-171 ℃
TSCA: Not listed on TSCA inventory
HTN: 2932.19.5000