| Product Number | 4H58-1-NC |
| Purity | 97 % |
| CAS | 57805-85-3 |
| MDL Number | MFCD00466275 |
| Molecular Formula | C10H9NO3 |
| Molecular Weight | 191.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-NC
CAS: 57805-85-3
Molecule Weight: 191.186
Formula: C10H9NO3
PN: 4H58-9-5T
CAS: 887250-14-8
Molecule Weight: 284.109
Formula: C11H10BrNO3
PN: 4H58-5-8R
CAS: 329210-07-3
Molecule Weight: 239.66
Formula: C11H10ClNO3
![Methyl 3-[(E)-[(dimethylamino)methylidene]amino]-1-benzofuran-2-carboxylate](data:image/png;base64,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)
PN: 4H41-1-E2
CAS: 866039-69-2
Molecule Weight: 246.266
Formula: C13H14N2O3
![Ethyl 5-aminobenzo[b]furan-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABG6AAARugGTUz64AAACQXpUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi179GuKU0DIYtCusHezbUGwlNcRWsZ23f7+TnaRxkjnY5qS7e3Ty3UmTh12xgo2p6tyWCRGUEzBlarO8XCbk9/v3UUQeppMUndCxrBPy0TSfY8a22y1NP0yhd7akqS1IZx/v6rzns1XUVksmORfsz8vzW8uM8rJudJkapOp8XLfKZ5vqpt3Ff0KwQlebvGSdOyuqTbfaX8ndy+muzsjXvzyibYYoLPKVgYWtCt3ARnKKL/8GS1OaSjcmg/ke1Yp6+O/TycuTTdeFKRscuhXyVK/emmqdoqKwK5OucTEc/HhKSCEQ0I0tZlWl9+BGTq0FaAlagfZA+6AD0CHoCHQMWnD80C7QQaCHQBfhY85XxgV9338a3Dk8wuvhOz4/D/IVUyYTMlJUxXEAI0kD6SRWLnKSUyXO5oJKyT2QVEg/AEX9mEvwaCxVDAGVfhhAiErcymF2sB08O47AvgsZh6hzIVXgf0lBFZcRYFYVj09T3An3g9hJX7VmqUJ5NZWUh85b0sjr5HHue1GI+WWnBE8nc1tmZ0PIs4TMBWkz/8ssanlIPgFbZabCfnYLONdzQPYBV6phQPUBV9hhwOsDrg1OgLwF+FdAMBwh6AOuxU7A7BYQ9gHXkMNA1Adc+w4DcR9om32YcPZe6drDMfzj4rLcjpF34lxUvDt8d5iLoneH9Q7jXeXsLnJR+eN9MMhcF/82ws7OCzteXji8utjY2a3H8K6f/gMOh8W9Qdnc9gAALUJJREFUeF7t3QeYVNX9xnE1yV/BigUFEWwRscUCGo0QKXYjSoKAiopigaBExZKIQYnGWLBijcaoWMBgwWCPkahYQUFRkVhQCTYsiIgaPf95z+SOu4eduzO/vTt75+738zzzoHPuLjO7zH3vueec31nGAQBgsEz4BAAApSBAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAmtB2213tHxMnvhw2FdpCxZ6XuLakESAA0ISiE/6ee45zX3313zrbQsWel7i2pBEgANCEohO+HjfdNKPOtlCx5yWuLWkECAA0oeiE36fPeNez5w3uiy++XqotVOx5iWtLGgECoFHcfvvt7s033wyfRiA64T/66Jv+z6uvfm6ptlCx5yWuLWkECIBEvfLKK7kr6Z5umWWWcf/3f//nLrjgAvf1199fVaO2mif8I4+c5Lp2/Yv79NMvl2qrKXo+7lEJBEiazZjh3IABzrVp49yPfpT/s39/5154ITwSaHKffPKJ+81vfpP7p/ojHx5rr722DxD99yabbOL+/ve/h18CVzskXn75Q9e589XuooueXKqtpmLPS1xb0giQtBo/Ph8auSs5HyRLluT/1P/rebUDKfDf//7XXXXVVW7NNdf0YbHGGmu4K6+80j//xhtvuD59+vjn9dh99919DwXfC0/4I0f+w+2447Xu/fcXLdUWKfa8xLUljQBJozlznGvRwrmNNnLuy3xXtkD/r+fVruOAJvTPf/7TbbXVVj4c1PM47rjj3Mcffxwe5h555JFaxw0fPtz3WLD0CX/+/M99gJx99r+WaosUe17CtmefneeGDZvsunW7PhfgN7nRo6cUbpE1FAGSRkOH5n4zuV/NZZeFLXmXXppv13FAE1DP4pe//GWhZ7Hbbru5l19eeiFcTeqRqGcS9VT0p3ouer45mDv3Ux8OofCEL5de+rTbfvs/19kmxZ6XsG3w4LvdlClv5QL7S7dgwWIfTMOH31fjK+wIkDTaZJN8QMyaFbbkvfRSvl3HARX0+eefu9NOO80tv/zyPgR+/OMfu3vuuSc8LJZ6KOqBRGMl6pmoJ5NVOnGfddYU16XLNa5v3wlh81InfFm06CvXq9cNdbZJseclrk00TVi9kSQQIGm0wgr5gPjss7AlT8+rXbexgAq58cYbXdu2bf1Jf9VVV3Xnn39+g2ZXaSxEYyJRL0Y9GvVssuKbb75148bNcLvscr0/oev2kXoCoWIn/PHjXyraVux5iWsTTRdWryQJBEgaESBIkaeeesr99Kc/9Sf55ZZbzh1xxBHu/fffDw8z0+wszdLS91fPRj0c9XSq2eOPz/ULA3Ui13jG2LFP11og2FReffVDXzJl9uyPwiYTAiSNuIXV5Hr37u3atWvnLrroIvf222+Hzc3CvHnz3CGHHOKWXXZZf3Lv2rWrmz59enhYItST0XoR9Wz0d6mnc8MNN7jvvvsuPDTV3nrrE3fssfcWegEjRjzg3n23yIVghT333DwfHtOm/SdsMiNA0mjIEAbRm9CkSZMKt1Wih67Azz33XPf666+Hh2fOkiVL3FlnneVWWmkl/947dOjgbrvttvCwRvHBBx+4wYMHux/84Af+795hhx18DyjtFi78yo0ZMzX3evMD3/363e6eeWZeeFiTeeCBf7s99rgpd+2ZXM9RCJA0mj07fxsrbhqv2l97rXYbGuzdd9/1s4N0q+baa691o0aNcptvvnmtMNl6663d6NGjM7me4W9/+5vbYIMN/Pts2bKlO/PMM93ixYvDwxqdejrdunXzr0M9oIEDB/oeUdp8++13vgy7algpOHr0uMHdfvss/3xaaBxm771vdm+8kfy0aQIkrW65xbkf/tC5Xr2cmznTua++yv+p/9dCQrUjUd9++63r3r27P2n97ne/q9X2Wi6sdVW+3Xbb1QqTTp06ud///vfuhSqvDjBjxozCe9fjwAMPTMWtO/V81APSa1KPSL8D9ZDSQLeEBgz4mw8O9TzOP/8J99ln6XhtNUW308JHEmMyBEiaPf+8y/WFnVtnnXxorL12/v8b6T50c6eTU3S76ptvvgmbC1QgUDOQdtppp1phslGuZ3jKKadUxS2XyEcffeSOOeaYwi2jzp07u8cffzw8rEmpB6SekHpEeo3qIamn1FTeeecjd/LJDxVOxEOHTm6Uq/tqQIAAOVOnTs11+H7oB3HLmUqqW16XXXaZ22WXXfxtryhM2rdv7+tC/etf/0rlQLAC8uKLL3atWrXyr3ed3EXKX/7yl1S+1sg777zjDjrooMLPWD9z9ZwqZdGiRW7kyJGuXbtd3WabjXL7739bndNymxMCJEt05XjNNeGzqMenn37q1l9/fX9Sashgsaa2XpP7+ffq1auwSE6PNm3a+Kv8f/zjH6lYdX3//fe7TTfd1L82FTtUr2nhwoXhYWX797//7RcEjh8/3v31r38tPPQz1fNzEiq988QTT/iekl6/ek5HH320+/DDD8PDEqU1MOuuu67/O9deu6O76qp73Ndffxse1uwQIFlywAH52VlN2L2vRgfkfm46MRx++OFhk5lWW19//fVun332Kaza1kMD9Pp77rvvPveVxrUqaPbs2W7vvfcuvBZNVdZJ30K3viZMmOCGDh3qttxyy1rvMe6hwNKkhKOOOsrdcsst7j//sU0pVU9JPSb1nPR9V1ttNT/luiELG+vy9NNPN+oamGpHgGRJ7srMLbuscxtssPTsLdRJM610cujYsaO/RdEYtChu3LhxfqV1dB9fD90u0+yiO++8M/frarzfl3pYJ554YqG0uk7gDz30UHhYvTQWcfPNN7s999zT3+6rGQy6ZadV5b/+9a/dGWec4R9jx44t/LeeV3vU04semmGlW1HqudVVhLE+6jmpBxW9N/WsFM4NpWA79NBDC2tgdt55Zzdt2rTwsGaPAMmaAw/M90LOPjtsQUDTcFdccUV/9dxYC+RCX3zxhd+pT/fyo3UWeuh19OvXz9/uSSrINKvsz3/+s1trrbX837H66qv78Zq4CQJ1UQCdnfv3FH2fKDBUeVfhp/ZyfPbZZ371+YgRI3xw1/wZqEbW3Llzwy+pl3pS6lFF32uvvfbyPa5yaYaX3mv0u9H7vPXWW8PD8D8ESLXRie7ii3V2CFvyNPUy90HMfQK0lDhsxf/oRKH1HDpJ6NZHU9BrUCHCww47rDCYrUeLFi3cfvvt5++7l3tyjkyZMsVts802/vupt6AewIIFC8LDYilo9LPR7SF9H13l67U++uij4aEN8txzz7njjz++sApd40dDhgwp+/XKww8/XFi3o9d7wgknlPwznDhxottwww3916qnqJ5TU6yBqSYESLUZNizfw7jiirDle2eemT9m4MCwBf+jq2edKDQmkIaZR7p3/+CDD7ojjzzStW7duhAmOgnuscce7rrrritpoPitt94qjOnooQH9l1T6pkyaihzt37HCCiv4GWWacdaY1DM577zz/E6G+nvVY7oi7t95EQo+3T7T1+v7qOeknph6ZHWZOXNmrTUwAwYMSMUamGpAgFQbrX7WmpA119RIbdiap6umDh3y4yFVtCahUnTVr3vbmh2l0hlpoxOdZi0Ny10sRDN/op5Ejx49/J4a4eCzbo1pQaN6Lzp24403dnfddVetY0qhMNVJPJpFpltB1oF2KwXJSSedVBjX0JjLe++9Fx5WL/Vg9DOMxmvU41TPLBKugdEi0bStgUk7AqQa5a4Gc//inRs+PGz5nra81TE77KCzQtjabKkchq5INaPGMpAc0clHV+maSVRzyqoGmZ988smSegul0klNg+A1B6AVgCpuqFtMKkKowo96fpVVVnF/+tOfTDO8FEL77rtv4fvovTUljVFtu+22/vWoV6I1NRazZs3yPbHoZ9e3b19faSC6bajvrR5esR4KiiNAqpG2AlUPRD2RuF3gcicYHyI33hi2NEs6QfTs2dOfNE499dSwOZauZnUbpH///r7nEp2M4h66FaWZV5dffvlSPQYrjReo3Lk2cqr5dykQBw0a5ObPnx9+SUkUiNF0VV2pJ7Vmo6F0a0+D7QpM3UpryID23Xff7Xtm0c9MPZyTTz7Z93hgQ4BUqyuvzIfD7ruHLd/TgHvuxOLattVc0rC12fnjH//oTxyq8FrqeoHHHnvMD2hHt1P00G2i7bff3teLUrFFDbYqJPSn/l8zrPR3aFZRzRO87rPfcccdiV3pvvjii4UB44ZMBFB4RN9HV+pp3Ivjpptu8r8DBYnGN6zUM4tuC+o2IRqGAKlWWtG81Vb5EInbUnTw4PwxQXHA5ka3lXRfX7dmSinJXrMarB466eg2km6jlFrMTyGlv1djEzV7DLoK1mrtJGh2lb6nVrlb6LZV1PNQb8ly66tSdMJfeeWVfYhoEaFVtAuiJhygYQiQaqYrKIWDNpYq9sHXqtlVV82Xfy+jxlOWaBpnVKJcYxRxFA5aixANrOoevAr3JdFr0ACuxhhqbtDU0FtFDQkQDZhHYx677rprqsMjohBRD1C/H8skASFAkkOAVLvcVaMPkQsuCFu+pzYdo2ObIY1b6IShNQxxNNsoWhuiEhnaEa8xaPB9xx139H+PFqxpNbxVQwJEs630tXrPabxtVcy9997rA0S9yVdffTVsrhcBkhwCpNqpV6HehXoZxWr06Moy2ia3md331a0OnSy053bcSVKD09H6C60N0bhAY9LV/4UXXlioIaVej6XQojVAFGLRLT3tdVJttDuk3vdmm23mb8OVgwBJDgGSBRrfUDhovKOYe+5x/80dM3Wrrdy3hhNVNdLVqa7wdZKOq2Ok8NC9dZ1Uwo2kGpvGWqJBXZUyKTdELAGihXbRIsH6bumlWZ8+ffx70NhUOQiQ5BAgWaAra8200oyrmJpOE3IfnN1zH5yrNYMr43Q/PyrlMWbMmLC5QLetop5H3HGNSSu8tbOhXoMK+JWzMt4SIJqxpa/RIsFqprU2qm6s21m6CCgVAZIcAiQrtNZDvZBu3cKWgtdeftnfttCH7hOtJckw1VbSSUKrmIudkGvWw6p0zyOkdSLRGgVNNy5VuQGiCQWqbaU1FZVeYd4YNL1X719jSqUiQJJDgGSFTpJada4QiZkiqnvt+vCotlFWTZ482c900kB43N4N0c9Ce3YUC5lK0liETu66oi41EMoNEFWazdrvP5qGrMH1UhAgySFAskR1r3Inzic7dHBfF6kiqj0X1ANRT0SlIrJGV/K6JaWFeypOWIzGHnSiVsg09oB5ObRaWic3TTsuZXC4nABRZVmVcdGCPG0PmxUPPPCA/xl06dIlbKoTAZIcAiRj7hs40O2d+3CcrYq8RajCqT5AqvKaJVqrofUMem8qUREnWiSokulpc/DBB/vXVkq5lXICRLWtdGx905mrUdQL0Q6C9SFAkkOAZMx78+b5mUcqo1GsJLVm+kSzcLSxT1aoiGB0JRpXqkTlSXScqq+m4dZVSIPDml6r32F9VWjLCRCNB+nYpPfzSANtH6z3pv3R60OAJIcAyaDoPrdqNRXzyCOP+GO0PiLuZFstdOUZrWuob3BYta303rUzYFqNHDnSv0Zt1xqn1ABRKKmseYcOHVIZmg2lXRw1FVubUtVXaoYASQ4BkkHaX1v30DWQ/IT2SS8imkffVNNXk6JqqhtttJF/L5qVE0dVdTUGoLUXSZQnaSwal9H6FZUaj9uCttQAmTBhgj9OEweyShtB6T3q4igOAZIcAiSjVL9JH5LOnTsXveJ84403/HROXbXFzVZKO1W/1Xs95JBDwqalqCS7ji138VlTiHYW1AZYxZQaIEOHDvXHaQ/zrIqqDtQ3dkSAJIcAybBddtnFf1DiKpf+9re/9cdoK9VqpE2c9PpV7XbhwoVh81KiuljWzYkqKboI0Mm/mFIDZMstt/Qz0yz7jFcLjfnpZ6EB9TgESHIIkAybMWNGYapqsZOr6kO1bdvWn1yef/75sDnVtG5C9711S+rZZ58Nm+uk96pqrvXdJ08DTbnW70/jVMWUEiC6VaeepsY/sk5TuPVvIg4BkhwCJOO057M+LHGDsao6q2M0tbVaqFSJZlHpdZ9//vlhc500rqDjtdlTtVDPQWNZxQpBlhIgulWpYzTFOet+/vOf+/cat86FAEkOAZJxmn2jvZ81IFtsdpLGSHRS1YdKg63VQGMYer06GRQb4wlpcyd9jdZZVItoHKRYradSAuThhx/2xwwZMiRsypyjjjrKv9e43QYJkOQQIM1AVDyvd+/eYVOBTq660tVtDq1YTrP77rvPv1bNUKpvnURN0ZhCU9e9KocGhPWatRVuXUoJkIkTJ1bd+7aKxvTiJgsQIMkhQJoBrfOIqr0+9NBDYXNBtAJ69OjRYVNqzJ8/3weHxmzuv//+sDlWNOCuBYfVItrHvdjmVqUESPS+zznnnLApc+r7eQkBkhwCpJnQVbs+NFtssUVhXYHqQWlAWfWR1l9/fbfeeuv5E7Ou7tu3b++fS9tDiwX1PlRtt1xXXnml/9pLLrkkbEqtiy++2L9mvfa6lBIg0fvW98q6+n5eQoAkhwBpRrTTnj44Y8eOrfX/a6yxRuEErUKLGi9Je4Ace+yxwburHz0QeiBCgCSHAGlGZs+e7ae8KjDuuusu/yHq2LFjVZUy0YJHTUtWL0ll28sRjYGcdtppYVNqMQZSHsZAKosAaWZOOOGEQq9Df5Z7Ek4DlWnXrTbN+Vf59lJNnTrVv+eBAweGTamlbW71moutcyklQDTupWPiFiRmRTQLK66cCQGSHAKkmdGOdNH+31qpXq1Url3voVevXiXXtNKUZn1NfSuV00RVk9XbKrYQtJQAef311/0xu+22W9iUOVH1hWKVqIUASQ4B0sxodbMq1uqkVA3lPIrRbTeVbdeJoJwxDc3gUpn0arhtpyKRqqCrQpHFlBIgKt+vcS2NIWWdfr+6QIpbG0SAJIcAaWaOO+44/+GxzGJKGy2MVBhqYL2UjYTkV7/6lX//WveSdpMmTfKvNa5OWSkBIpp9p9t+6oFmlW5n6mex/fbbh021ECDJIUCakVmzZvmTrabtfvLJJ2FzVRo3bpw/GegqXVfs9dEMNB1/+umnh02pM2jQIP9a4/YtKTVAorGBLG0gFlIpf73Hk046KWyqhQBJDgHSjOgeuD44V111VdhU1VTGXe8rbgOtyLx58+otUJgG0QZJq622mt/fpZhSAyTaznbEiBFhU2Yceuih/j1qj/Q4BEhyCJBmIrod8pOf/MTfE88SFRpUOXe9P615qE/37t39sVOmTAmbUuOyyy7zr7G+LVpLDRDd3tEtrE033TRsygQV19TMwpYtW7ovvvgibK6FAEkOAdIM6MMVnWDjisxVMxUb1BoX7QevMu9xonUR++67b9iUCvp9qSqAekpauxOn1ACRqFLttGnTwqaqF63xKaVQJgGSHAKkGVC5c31gNICcZRdccIF/nyrzrpNwMZr2u/HGG/uZaE899VTY3OS0Ylzvo5RbcuUEyNVXX+2PzcIEitBee+3l35sqD9eHAEkOAZJxWrmtmUraUOjNN98MmzNFUzejk4MWTMYZP368P27HHXeMnfJZadq7Q7dhNNV47ty5YfNSygkQTeHW99UWxqVMOKgWL7zwgr8YUC+7lN8lAZIcAiTjTj3iCP9hqabyHQ2h8u5aC6ATigpIxunatav/2Vx44YVhU5PQ2hQtctRrOu+888LmOpUTIDJ8+PCyvn81iKZmx23dXBMBkhwCJMO+nDbNXbHccu7Iddd1XyxaFDZnlsq8a8D44FyQfDF/fthcoLESjZmod5aGcYFhw4b5E1uPHj1KXl1fboDopKmp3HHbHFcTrf/R73qDDTYoVJmuDwGSHAIky3JX2LlPivvgppvClsybOGKEuy/33p3Kd8Tc1rj22mv9yWTdXMi+++67YXPFROMeeh3a86RU5QaIqCaWvqa+9RJpp9mE22yzjX8vt912W9hcFAGSHAIkq/SB0glUdZ9iTqBZ9Z0G0Tt3zv8M6rldE93W0aZb5RRnTIpKseiWm7YenjlzZtgcyxIg2ht+9dVX97PWXnnllbC5akSTJsqt8UWAJIcAySJtSdu+vcv17dXHD1ubjzlznFt5ZZc7Uzr3zDNha4FuF0VVbzU7q75pwEnRmEd020rhoWrB5bIEiFxxxRX+67bddtvYGWtp9Uzu96n6XpoUMEe/5zIQIMkhQLLojDPyV96HHBK2ND833pj/WeSCwcXc89ftkGgls2Yp3X333eEhidKMuGjAvG3btu7FF18MDymJNUA0W2nPPff0X1ttq9M1m0xjHnrtcRtHFUOAJIcAyRqVsW7Z0rmVVlLdjrC1edLiMoVICYvMtKOdFvDpBKNFaSoBnyRd7Wu8Q1N19XdowLycMY+QNUCk5ow11ZGqBotzveto9tzhhx8eNpeEAEkOAZI1AwbkT5a5EyH+Rz0P9UD0c1GPpB46GUdXuFpDM3LkSD9u0BAqr6HyJFphru+rWy+aSlvqbKtiGhIgopL+moWm8ZC0VylQL1HVA/R+tao+rkZYHAIkOQRIljz+uMtdTrrc2c+5JUvC1uZNYyAaC9GYSAn3zHXC1/aoUU9B99sPOOAAXxm31JLomiZ7zz33+Kq6mi6s76PejVaYl7JIsBQNDRC59dZbfS9ExRsfffTRsDkV1POIwmPrrbcu+XdQFwIkOQRIVuhKdrvt8lfZEyeGrRDNxtLPR7OzShw41kp+7X6oWz066eihdQfaKbBv375+geYZZ5zhexf6U70VBY2KVmozqOhrNK5yzDHH1FvbqhzTp0/3M8f0/TUjqSFU5l4h0qJFC3fvvfeGzU1KYx7RbSuFh269WS3JXVipErO+V9YrM1QCAZIV112XPzl27x62IKLpzJryqZ9TmQPHmjGl3sSQIUMKJ6D6HtqjRJtBqddivd0S0kwtBVp0iy166OSvvd4bspZFK7nVQ1LwnXvuuWFzk9Be8NpJUe9Rt60aUoJFBRejn5suAhYsWBAegjIRIFmge/y5K+Tcp9+5GTPCVtSkAevWrfNTnOvZNyKOSsirArAq+6qEfPTQSUrPJ7XKW2MkKjuvnSSj8RM9dKJXWXr1HPTo0KGDf163yv7whz/4K22Lu+66y4/76Hv16dMn8UkEpdJ4x5gxY/zYjF6LBsytITwj95mI9krX46CDDvI1x9BwBEgW5K5Ic58Ml7s8DltQF92i0VjROutoKlLY2uRUkkNVZbUXiEqORCc+nUy1aE6r5z/44INaX6OT6+jRo/3gvI7VVXvcToZxXn31VbfZZpv577PmmmtWfIaWypNEK8z1fixTdUXhp59hNKuuc+fO7oknnggPQwMQINVOA8LLL+9cq1b6xIStKEbVehW6ffuGLU1C03snT57sB9y1MVIUGpohpcFj9W5K2Yb4nXfe8VfY0dfrylvVasulSQQnnnhiYRxHa1bq2+mvodRTUGFE3Y7T36mw1L735dLtxosuusjv5qjvoxC+/vrrS6rUi/IQINVOmyLpRHjxxWEL4mgQvVcv5/r3D1sqZ/Fi99odd7ghBx9cuG0UXXVrgF7b0OpWmYWutLt06eK/n67AtSe65XaUbsep5H302nbYYQc/VlLfrn+lUnDqtl+0n4ceGqcop7ZVTarArF0X9X00c+6UU05J7HYilkaAVLPnn8+HR6dOuu8RtiKNVBU5Fwy+55MLikm539/Pcg9NodXCRY2paMpqEnTFrSvv6DaYrshVul5X6OXSzKwokPTQ6x0wYIAPE/V6yqF6Y7otppX/NXtbKiOj71dqVd2aNLutZgj17t3b1HtBeQiQavb++87tv39snSekgG496T6+eosrrJAPfT1WX93NHzTIzZg82TzoXQpdgZ966qn+ilwn144dO9a7V0oxGp/QuELNHpMea621luvWrZsbPHiwn86sx6WXXlr4bz2v22mtW7eu9XWaNqzg1JiP5RaT1oNo8zCVqNf323zzzUvalRDJIECAxqBB7muvzU8b1gLGKDQ0W+6oo5zTSc5wpd0QuiLfb7/9CidvXbFb16Uo8B555BG/2FK3tcJAKfZQz0U9GZWS15iK9VaYZqddc801Prj0fVVdWLPRLL0X2BEgQE2aBq1yMG3auNxlbf5PjZOUMhCt2mOXX55fi6Mp1VFotGvn3HHHOTdlSn7BZxPTFfoWW2zhT7y6ctcVfENWdkfm5d6/yqHccccdtaY267acni/3VlcxmtasBYV6/RrkV0Vj1nQ0DQIEiIwfnw+Nnj3zQaLbSvpT/6/n1R7SiXfMGOd23jk/NTgKDZWT0YZNhhLtlaB1Fpfnwi4ag9CVvK7oG1qbqzGp9IhW+Ue9mV69erlZs2aFh6GCCJA0a8jVMMqj6dAtWji30UZaVFG7Tf+v59Ue1tEaNOj70OjY0bmRI51Lwfa4pVKZkGOPPbYwXVdX9mmrh7Vo0SJ3+umn+ynNeo0abG/scvsoDQGSVparYdgNHZoPgcsuC1vyLr00367jatJMONXYqvIrYV3J77rrroWre00jTkOtqHHjxrl27dr516RxFpVYqcYNsLKKAEkj69Uw7DbZJB8QxYLgpZfy7Touw3Rlryt8nbB1xa8rf/UAKk07Du60007+dahulRZYNqSIIhoHAZJG1qth2EXTa4sV69PzaldwZ5yu8HWlH82sUg+gUuVMtLnWYYcd5kNDf/fPfvYzv5gR6USApBFXw5VHgCxFV/wqYhidzLUiXT2DxhDt1Khpvvq7VDjy5ptvDg9DyjTLANF9VS1eihY5NeRxf+6xOPdw1sdZZzkXVgblZFZ5hHZR6gHsvPPO/sSuOlVaQa7V5Em58847fel7fX8tLBw1apR5fQgqa5nwiazTfPGoRHQSj+Nzj49yD9eQR7g3BQFSeapkrJ8ptw2LUm2u9u3bO/27V09B+8c3ZED7xRdf9HvCR5+l/v37J7ZTIypjmfCJrNOiI/1j3WOPPWotdrI+nsk9luQezvpQXaRwERdXw5WnFdkK7riJC2p/7bXabc2MegbqIainoM/Rhhtu6BcOlkP7yw/NBXE0dXjbbbf1e7Oj+iwTPpFlL+VOvPpHq3o8Say8bTRcDTcNhXnu34ev0jtzZr5ir/7U/2vqtNrhqaegHkPUe1BPQj2KOCozovpYKjuir9HnUHubpHnxIuI1qwCJ5rlrxW2qcTXcdLSuo1+//GZTCg3VrtL/T58eHomcxx57zPcg9LnSxZm2/FUPI/Tggw8WNqnSLeQRI0Y0aHtapEOzCRDNb9c/Xq20rYorHq6GUSX0ebruuutyWbu2/4y1atXK9zTU45gzZ477xS9+Ueip7LPPPrnrHi58sqJZBIgG+qLFUSrEVjW4GkYVUY9CVXajSSraDjcqs96pU6dG39EQldcsAkSLovSPWOUZADQu9TA0SUWfOe1Bcskll1BmPaMyHyBaDKUVtZo1omqeACpDt42TXC+C9Ml8gGglra6EVNMHAJCcTAeIVtCqDINq+TRFQTgAyLJMB4gKsan3odIlAIBkZTZAVHZB4aECcN99913YDABooEwGiMotqJqnbl81VvVQAGjuMhkgqtWj3of2FQAANI7MBYhq9LRs2dJXC2UKIQA0nswFSL9+/XzvQ5vTAAAaT6YCRCWhteGNSkwvWbIkbAYAJCgzAaKCblFVUO1wBgBoXJkJEO0roPDo2bNn2AQAaASZCBBVAVUpae1HMFMlzwEAjS4TAaLNadT70DaZAIDKqPoAUelo7T+gbTLr2gkNANA4qj5Aot3OtAMaAKByqjpAtMOZwkN7LbNhDQBUVtUGiAJDwaEAYatMAKi8qg0QbZOp8NAtLABA5VVlgGiwvFWrVn7wfM6cOWEzAKACqjJANF1XvY+TTjopbAIAVEjVBYhKlqjnoYWDWkAIAGgaVRcgMmHCBDdt2rTwaQBABVVlgAAAmh4BAgAwIUAAACYNDhDNhtKjLnFtcd5++213/PHH+4WCK664ot+edosttnCDBw92zz77bHg4AKAJlH92D8SFRFxbMVpVvsoqq7iNN97YD5YvWLDALV682E2dOtX17t277O8HAGgcDT4bx4VEXFtd5s6d63sb6667rvvwww/DZu/MM88MnwIANIHSz+5FxIVEXFtdhg8f7o8fO3Zs2AQASJnSz+5FxIVEXFtdOnbs6I+nPAkApF/pZ/ciopCIe5RqhRVW8McvWbIkbAIApEzpZ/ci4kIirq0uBAgAVI/Sz+5FxIVEXFtduIUFANWj9LN7EXEhEbY9/PDDrmfPnn6mVZs2bdyhhx7q3nvvvUJ7NIh++eWXF54DAKRT3Wf+MoQhUVPY1r17dzdx4kQ3b948t3DhQj8lt0ePHoX2t956y4fLeuut5/f8qMvo0aPDpwAATaDuM38ZwpCoKa5NPv/8c9eyZctaz0ULCTfZZBN3++23u48//tgvJHzyySdZSAgAKdLgs3FcSMS1LVq0yJ1zzjlu7733Dpv8gkKVMunUqZNr0aKF75Vsvvnm7sgjj3TPPfdceDgAoAnUfXZvZFGwtG7dmgFzAKhSTRIgot0ER40a5bp27Ro2AQCqQJMFiChEVG0XAFB9Khog+++/v5s+fbr78ssvfcn2YcOG1TkGAgBIv4oGyKRJk1yXLl38wLim6h599NG+XDsAoPpUNEAAANlBgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAACT/wfgny222A3SgwAAAABJRU5ErkJggg==)
PN: 4H56-1-XF
CAS: 174775-48-5
Molecule Weight: 205.213
Formula: C11H11NO3
![Methyl benzo[b]furan-2-carboxylate](data:image/png;base64,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)
PN: 2H23-1-13
CAS: 1646-27-1
Molecule Weight: 176.171
Formula: C10H8O3
PN: 4H58-1-00D
CAS: 1351479-14-5
Molecule Weight: 235.239
Formula: C12H13NO4
PN: 4H57-5-26
CAS: 894796-29-3
Molecule Weight: 211.6
Formula: C9H6ClNO3
TSCA: Not listed on TSCA inventory