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)
| Product Number | 6H15-1-X0 |
| Synonyms | 5-Formylbenzo[b]thiophene; 1-Benzothiophene-5-carboxaldehyde |
| CAS | 10133-30-9 |
| MDL Number | MFCD05663673 |
| Molecular Formula | C9H6OS |
| Molecular Weight | 162.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H15-1-X0
CAS: 10133-30-9
Molecule Weight: 162.21
Formula: C9H6OS
![Benzo[b]thiophene-5-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABsqAAAbKgFWk3h5AAACCHpUWHRtb2xTb3VyY2UAAHichZRta+MwDID/ivDnm9/yXpqOsnFwsHFw3eC+DTdxu0ATDyd9+/cnJ03XXLuMJkiW9Mi1JGd6fyg3sNO2LkyVEkE5AV1lJi+qdUpeX37exeR+Ns0wCAOrOiXvTfMxYWy/39PsXZfqYCqamZJ0/smhLgYxe48au2aSc8H+Pj8tWuauqOpGVZlGqi4mdWt8Mplq2n/xxRasVHZXVKwLZ6XdddneJHcPp4c6J59neUDfHFFYFRsNK2NL1cBOcooP/wFrXWmrGp3D8ohmj/p49tn0+dFk21JXDaouQ5GpzaKx2wwNpdnobIvJUPn1mJJSIKAaU86tVUdwmjMrAUqC8kD5oAJQIagIVAwqASU4vugXEuu80W6jl+OHTslveAD3dr9Fr2GBZEoiGiTCg5OIaSIDDiGVQRT2wkejl4CHIVyCpEIGIQgqJff71cnXRRI4YuIAdRmjyYtReDQUn0JSHqEQ1OOXqyAJE1zFfsvxOI56oMuCJWHnmsymS1PlFyoUeUqWgrTF+qNXtTzVi4CxubY4gi6BC70E5BBw1T0D8hbgXQH++A7+EHCdOwPzW0AwBFyfx4FwCLipGAeiIeBmaByIh4CbuHEgGQLtfI4Tzj9oXTvP3zDi6iDfIv81vL8yo4x31cLbCLuYSdbfaVSv7ju7+Bgw/ATO/gHVQYktgQzG/wAAOaNJREFUeF7t3Qe0FOX9xnGisWCJJTawYUEDxBL9WxF770REY5QYFUVU7CgKYmyIREBE7IhBVIIKalQQFSUxipioiL2DFXtHjL7/feae2Tv77r2X3d/O7O7sfj/nzDmJ+257uTvPzFtbOQAADFr5/wEAgEIQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABkD4//ujcLbc41727c+uu69zSSzcc+t8HH+zc3/7m3IIF/rPytWrVeBSi2PI1jloAkC7Tpzu34Ya5J/Omjg02aCjbkmIDodjyNY5aAJAed93l3BJLNJzAF1nEuWOPde6JJ5z78kvnvvrKuaeecq5374bHVEZlJ070X6VRsYFQbPkaRy0ASIeXXnJuqaUag+GBB/wSjaZOdW7JJRvKqmnr5Zf9Eg2KDYRiy9c4agFAOuywQ+PJe+RI/9F8V1/dWH7HHf1HGxQbCMWWr3HUAoDqN3Nm44lbfRs//eSXyKcy0b4SvYav2EAotnyNoxYAVL+zzmo8cV90kf9o81Q2fN7ZZ/uPFh8IxZavcdQCgOrXuXPjifvRR/1Hm6ey4fO6dPEfLT4Qii1f46gFANWvbdvGE/dHH/mPNu/DDxuft/rq/qO5gVDsAQIEQAqEI6p0zJ/vP9o8lQ2f17q1/2h+KBRzgAABkALlCJBCFFu+xlELAKpfmzaNJ+6kmrAKUWz5GkctAKh+cXSib7ed/2jxgVBs+RpHLQCoftZhvBdf3Pg8hvHGjloAUP1mzGg8cWtyYCETCX/+2bnf/KbxeUwkjB21ACAd1AQVnry1TMnCXHttY3ktg9KUYgOh2PI1jloAkA4vvNAwkkonb43KevBBv0SjRx5pLKsFGLUQY1OKDYRiy9c4agFAekyY4NziizecwLVke69eDc1bWsr9668bmqlOPNG5RRdtKKNVe7UEfHOKDYRiy9c4agFAumhkVfv2uSfzpg6Veewx/9m5ig2EYsvXOGoBQPpou1ptW9utm3PrrNPQTKWjXTvnDjqILW3LhFoAAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAiA9PviC+cmT3bu22/9R5AgAgRA+oULLe6/v/8IEkSAAEi/ZZdtCJC11/YfQYIIEADpR4BUBAECIP0IkIogQACkHwFSEQQIgPQjQCqCAAGQfgRIRRAgANKPAKkIAgRA+hEgFUGAAEg/AqQiCBAA6UeAVAQBAiD9CJCKIEAApB8BUhEECID0I0AqggABkH4ESEUQIADSjwCpCAIEQPoRIBVBgABIPwKkIggQAOlHgFQEAQIg/QiQiiBAAKQfAVIRBAiA9CNAKoIAAZB+BEhFECAA0o8AqQgCBED6ESAVQYAASD8CpCIIEACp93gmQKZnAmQGAVJWBAiA1Ds9EyAnZgLkPAKkrAgQAKm3biZAVskEyGYESFkRIABSb9lMgLTKBMjaBEhZESAAUo8AqQwCBEDqESCVQYAASD0CpDIIEACpR4BUBgECIPUIkMogQACkHgFSGQQIgNQjQCqDAAGQegRIZRAgAFKPAKkMAgRA6hEglUGAAEg9AqQyCBAAqUeAVAYBAiD1Fl988SBAlllmGffBBx/4DyMhBAiA1PvFL34RBIgO3Y0MGjTI/fDDD34xxIwAAZB6Sy65ZDZAwmO99dZzEydO9IsiRgQIgNQL+0CWXnrpnLsRHbvssoubPXu2/xTEgAABkHrRTvR///vfbsstt8wJkV/+8pfuhBNOcJ9++qn/VJSAAAGQev4orJ9//tmNGTPGtWnTJidIVlxxRXfllVe6H3/8MfcFYEKAAEg9P0BCX3/9tevXr59bYoklcoKkY8eOburUqTllUTwCBHVDo3L+9Kc/BUM+27dv7958802/CFLo448/dosttlgQDL/+9a/9hwNvvPGG69q1a06I6Nh///3da6+95hdHgQgQ1IW77rrLrbvuujknD12VnnvuucFVKtJnwYIFbtiwYW755ZfP/pvq4qAlDz/8sNtoo41y/g70nL59+7ovv/zSL46FIEBQ02bNmuV23nnnvCvP6NG2bVt38803B+3mSIcHHnjA/eY3v8n5d9Toq549e/pF8/zvf/9zo0aNCu5Wos9fddVV3ejRo91PP/3kPwXNIEBQkz755BN3/PHHB6NvoieJrbbayk2ZMqXZx5544gn/pVBFHnnkEfe73/0u7yKge/fu7u233/aLt+izzz5zffr0yTZ/hcfmm2/u/vWvf/nF0QQCBDVFo2uuuOIKt8IKK+ScFJq6y3j++efz7k50FXvEEUe49957L/KqqLQvvvjCnXrqqXnBsemmm7rHHnvML16UF1980e2+++55r33YYYe5OXPm+MURQYCgZujOokOHDjkngUL6OZrqH9GaShdddJGbP3++XxxlpOak6667zq288sp5J3gdmu+heR9xuPfee4PBFdHXX2qppdz555/vvvvuO784HAGCGvDqq6+6fffdN+/kctBBBxU80kojtC655JLscNDwWGedddwdd9zhF0cZPProo8EdRvTfQ82Oa621Vs5/013j4Ycf7t59913/JYqmv4MhQ4a45ZZbLuc99J633XabX7zuESBILY2aOfPMM7MrsYbHxhtv7KZNm+YXL8j7778fDPX1l8PYcccd3XPPPecXRwLeeustd/DBB+fUv469997bvfLKK0GZSZMmBWtdRR/XMiYXXHCB+/77771XLN5HH33kjj76aLfIIovkvEeXLl3cf/7zH7943SJAkDpq1rjhhhvcKquskvPjXmmlldw111wTjLIp1YwZM9w222yT8/qLLrqoO+6444J5B4jfN9984wYMGJC3MKJGW2nUlU93C5deeqn71a9+lVO+Xbt27u9//7tf3ERhodDI+TyZULk1Ey4/ZEKm3hEgSJV//vOfbrPNNsv5QWsUzSmnnOI+//xzv3jJxo4d69ZYY42c99O8A80/0DwExKOUetb+H3/+85/z7hZ22GEH98wzz/jFTdR8pWasJTKve0DmuCZzzFluOecuu0xJ5hevGwQIUuGdd95xhx56aM4JQscee+zhXnrpJb94rIq9Mkbhnnrqqdju9GbOnOm23XbbvNfS3JBiX6sp6ki/5vzz3XlLLeWmZ17bhUf79uqB94vXBQIEVe3bb791AwcOdK1bt845MWywwQbuH//4h188UYW0zaMw6ms68sgjE+lruuWWW9yaa66Z87q6m7n88ssXejdTiG/nzHFfHXZYY4CEx+67a0ywX7ymESCoWuPGjcs7EWh0zF//+tdYTgRWTY0OUjPaaaedFsxXQPNaGu02YcIEv7iZLjzOO++8vAuPDTfc0N13331+cRtNNtx889wQyfwduD59NEvRL12T6j5AdCWkSWeaL9CjR49gUhJLWlTW008/7Tp37pzzw1dTxDHHHOPmzZvnF6+I5uYn6P/rv7McRr5KzLfR7PRDDjkk5z117LXXXu7ll1/2ixdP/86jRzu36qq5QaJFHUeN0rop/jNqSt0HiG6Z/T+u1VZbLWiDfeihh9g3oIw+/PBDd9RRR+V1hm6//fbuv//9r1+8KuiOQ3ce/nIYccyQrhXVMON/+vTpeUug6N9Ms9tjGXyhhRj79nVOizm2igTJRhtpBUe/dM2o6wDRUFA/PPxDC65phMf9998f3H4jfqrXwYMH5w3H1N4O48eP94tXJfWBqC/E//uxrNFUK7QeWe/evatmzTHdFV5//fVNDv++9tprYxn+7bQ0/P7754aIjq5dtaa8Xzr16jZANHJHE4/CPyKtn6Q/ol133TXvajI8dILTVZNuxVnaIB533323W3/99XPqOc4JYeWmUVlqZ49+H43e0igujeaqB7prHzFiREHrkVWC7hpPP/30vAmom2yyiXkCah5tVtWxY26ILLGEc/36aZcrv3Rq1WWAqL1VfyzhH44WTYvSvsk33XST22efffJ2Moue5HR1qfHh9XJiiNMLL7wQhLVfr3/84x/d3Llz/eKpog7+oUOH5uxToUPzHDRCqJY9+OCDpvXIKkFL4Og37v8NduvWLRhxVzI1f195pXMrrpgbJG3aODdmjPbd9Z+ROnUZIFrCOfxjUadeSxvJfPXVV8GP/ve//32wsJr/x6ZDV5ja2UxXV7G0p9YwhfOJJ56Y16yxxRZbuMcff9wvnmqae3DssccGAwCi31VzFTT/oZboZLzffvvl/TaKWY+sUiZPnpy3t4h+04P693fz47g4zPzNuxNOcJk/+twg2XJL52JaCLJS6i5AtOJmOPZcTVVPPvmkX6RZGhqooYa6Y9HoEf/HokO3xZrcpv6VOCYv1Qo1a4wcOTJvEx8NWNDdXqWbNZL07LPP5g3W0EABzYPQLOo0a2k9Mu3dkRb6+xw+fHhOs9sOmWPk6qu7z/72N7+4zezZzu2yS26IZM5F7vDDnYthIchKqKsA0YgPdZiFfyCDBg3yixRMzWD33HNPsPCe39YbHrry3GmnndxVV10VDBeuVxrN1qlTp5y6UbPG2WefHdzh1QtdfGidpmg9aD6E/g7TNkBDHdI33nhjsItf9Pvo93X11VfH0yFdAer479Wrl1s/89s9PvN97s4cCzKH23prLZDmF7eZNMm59dbLDZKll3aZCvVLVr26CRD9wUeHEqr9Pa6x+mrzVtuv5in4IzzCQ3c92223XdA2rmU56sHrr7/uDjzwwLy60H/TY/VIFx4XXnhh3h2sVpadOHGiX7wqNbce2cknn1wzTbhvzZrlJmYu/l5r5d0tZC4YXRwXg7pg0AVs5gIi+/qaO5IydRMgmv0a/rFrsldSdwS68tJIjhNOOMGtnrn99U+e4aGNcPSZavFEqrsK3V34AxB++9vfBncjUIvFu8GIPn8pD13kaN5ENarkemQVc+edzq27bu7dQib83cUX62rAL108NWEeeWTD/JHTTvMfrXp1ESAacx4OzdUPtpxrKGlvZQ0Z9Jsuoofai//yl78EI5PSTP0Y6s9Qv0b0+6nfQ8145WjW0BW+TsB3Zn74ahrSHB6dlNUHoYlk+ncID/1//Xc9rnIqr+fp+UnNjPbpb1PzIqL1pQEGmj+h5pRqEK5H5g8iqcR6ZBWhvwUFhoKjVSRIFCwKmDpW8wGiMd9aZyf8o9ey35Wi1ULPOeecvHkP0UNzCPr375+6TWs0gkojqfwT4UknnRSMvEqKhlBrFE3fvn2D9/dnsVsPvY5eT6+r109yqLaCVyP4NE8i+hlWXHHFYD5FJVdDuPXWW/N2AKyG9cgqQrPme/RoaMpqFQmSnXZybtYsv3RdqPkAid5y64qzXFeWCzMr8wenqzo16/gnr/BQ8GmES1x7PidBczY0d8P/7Lvttltid1Q6mY8ZMya4c/BH/xRyaIa7/98Wduh99H5636TCRPMkdIHhN/117Ngx6GMrJ61Hpj676OeotvXIKkYjN9Wp3ioSIpm6cb16qRfeLx0PXURoDlH37g13Pup016H/ffDBzmmkWAUCvaYDZPTo0dk/fk38i2XxtARoDL0WlNt8883zTlzhoUlomr+ilWDj6vwvhWaJq9ktOptfh+6uNLs8CRoWqn4DvykleqgzumvXrsGdg5rTNExbk8KauwvSf9fjKqfyep6e72+XGj30/vocSQ1T1bwJzTvy31fzLF7TUhkJSuN6ZBWjk/bqq+cGyQorODd8eMMJPy7Tpzu34Ya579PUscEGDWXLqGYDRGERPblpyGEa6GQ2ZMiQvI1xooeGTmqCWqUWe9T6VP5VvJZ50XpWSQxH1f7XfvNYeLRp0yY4mevkH/foNr2eXlevr/fx31uHPpc+XxIUUBtttFHO++lOSHelLU1+tWhpPbLbb7/dL46Q7kb793duySVzT+YdOmiGol+6eHfd1bAEil4zE+qZH746zhoWb9QQeE1I7d274TGVUdkyjuaryQBRM1V05U01Y6WRRupceeWVQUevf0UYHmonVwew9jhIunlOV6C6Eo2+vz6Xrlh15Ro37Wvtn0B16MJAJ/WpU6eW7W5M76P30/v6d1069Dnj2oc7SgMPNK8iOn9Jhy4idFEUx/dvbj0y3WGy5luBtPRJt275dwX77qsmBr90YTSyLXO3G7yOgqGl3S+19lYYYmraKlNrS00GiDrKwx+C+hFqYZOfjz76KNhnQn0LzS32qElphx9+eDCSKM4fvtq81fbtL8mhNnK1lcdNQ0L9mds6NMBAq6lqVFAl6f31OfxFE3XocycxpPWzzz4L5ln4//Zq9tS8DAv1Uenvyf8OtbAeWcVoMcZNNskNEQ3RPeMMjejxS7dshx0aX2PkSP/RfJkLjWz5zN9hOdRcgOhKPLpUSSWWjU6aTiZqWtk3c3Xjd7iGh9rptf2qRtFYF7HTKBuNttGom+hra5dAvW7cdGLW/BG/Y1xX92pGieNqO076PPpc/l2SPr++RxJBp3DSvAv/3/sPf/iDmzNnjl+8Sfr70eg4fz2y//u//6u59cgqQsPVr73WZW4bc4NklVW0h0TDJlQLM3Nm4/PUt1HIc1Qm2lei10hYTQWIJgdGd4i7WGO3a5zCQYs9atG65jqXtTCcOmA1gqjQmcIa369x/tHX0fagGjmWxIlRzWPt27fPeT9NxNRqx2mgz+lPHNX3SarjWWu6+fWlf//zzz+/2btPNYdpPk49rkdWEfqtadqAtrltFQmS447zS+Y766zG8hdd5D/aPJUNn5e5iElazQSIrgajy4NryGW1XbEmTSf2O+64I2iC8JfKCA/dle2+++5BE0xTwzGbu8JVP1LcndShUaNGBSEXvpeujLVTXNrWydLn1eeOXtnre+n7JUF3iBpw4d8hat6Gf4eoARf+kHHdvZ6VOVGlrZ5TR/0Re+7ZeGLfdlu/RL7OnRvLP/qo/2jzVDZ8Xpcu/qOxq5kAufTSS7M/DHU4JrFVpn6wavMfN26c69evX3DVrzZvrQvU1AxnDcVUU8bYsWOD5buTGKHUHHWo6ypVK74ubLFHrZKr4GiqjV3fzdrGvjCaT6E9VaLvp5OcVq9NM31+/2St75nU/BH1j6mPyh9ooT4qjRBraj2yAw44oCaX0alq99/fMGJKq/IuTNu2jUGQ+fctmAazhM/TEOOE1USAzJgxI2epEp0446IfmRZA1MYzzV3VF3poZIuu7jVccnYhf0QxUfBpBFHPnj2bXezRPzTKR0vSJ3UXp6XutR5Y9D01miuJ5rFK0PfQ94l+P33fJJf4V3NZl8xVp/9vGT20KjLrkaVAdFhwMaMrVTZ8XuvW/qOxS32AaDy8NoUKfyCabFcq9Svo5OnPxF3Y4c+NWNihOxXtQaAryHJRIEybNi3Y1Mlvs9eh5pck5hlEaY/w6AgmBevf4tpzocroe0WH/ep7J71Hujr2/b9FDffWnWYl5g3BgAApD23uFP5ItE1tKXMhNDpFe1f7bcrhoUlWuvXX+HiN+VdTRXML3um/P/fcc8EeEJplruYs/Yj919ShtmjtQRDLNppF0mKP0VnX2u89SS+++GJOcGnQQ63tzufT94sO7tD3Vz0kSR3pGtat99NdeXMz8VGltO1tK5qwEqVRReGPUld51vH3WpZDo4uaCg71aegxLXURR3OOFknUMu7+Bks61AynSYFJ9N+0RJtihZ8hyUUcdeUdDQ/V7SuvvOIXq0n6ntEVmVUPSd+JhNu06q4SKRNHJ/p22/mPxi61AaIfZLRPQqOKLNQe7M/CVWekOj2TWusopNV5tW9IdASSDt3pDBs2rCzLn0s5AkRt/9FmKy0QWO6grDR9X33vsA5UH0n2iRAgKWYdxqupC+HzGMbbNI1miu6IppN9sdTJefTRR+ecuDUqSU1iSTcv+LQMyBlnnJHXSa8+knJ8lqQDRKOPoh3muhKvt/AI6XtH70RUL0mNziJAUkzb5yoEdGhyYCGtH5rHk/k3zz6PiYRNO+2003JORoVOjgtpRVNt4hQ9WSuQkliWoxgffPBBTp+ODjXNaa+IJCUdINGhuuoLqJdmq+bo+0f7RCwXQIUgQFJOTVAKAh1apmRhNPs9LK9lUMogdQFy//33Z5cq0Q+j2KUXpkyZktPXoeYjDdMtV3NRIdR05jeraQhuUiNokgwQTaILX1thWOsd5oVSPURHZyUx2ZAASTntp6ORVAoEjcpqaU8YNbeHZbUAo7E/uFipChBdoUfnMVx44YV+kRZpkcHoOku6e4n7hBkXzQ4+5JBDckJEc1GSmCeRVIBoXkK0f0cTKtFI9RHWjeop7mVPCJAaMGFCw2KMCgYt2a5Nq9S8pdUDtMadmqlOPLFhQyuV0aq9CY+kjEpNgGidHi3BEf7gNNO7mFFRGo8fXWJCq5Bq2G6105Vp9HNrn5C4P3cSAaKgi67VpEl1yBedbKj6ivMCgQCpERpZlfnbCAKipUNlHnvMf3aiUhMgl112WfaHpsXgtFdGoTQzPboUebdu3cq6rEiptMJwtLlDIRLniSaJANESLuFralmP5hb4q3eql+iyJ6q3uBAgNWTBgoYdELXnyDrrNDRT6WjXzrmDDmJL25aovThselL/RzFbpqpjPHry1cmymvo7CqV90aMTEdWcFVefSNwBopFj4b+XTl6aUInmqX7Cu0zVW1wj7wgQJK3qA0R9AdEOZc2bKJSWd9dS1eFztaR5GsMjpBCJLtmujvU4xB0gWqAxfD2tTouFUz2Fdab6iwMBgqRVfYBoh73wh6Wht5o1Xgj1mUSXd9dmOXE2+1SKmrOiK+bGsYZUnAGiJV7C19Jsa5YKL4zqKTpLP47tcQkQJK2qA0Qnx/AHpStvbcFZKO2TED5XY+51N1Ir/KGxpTZ5xBUgCu3o/Bot6ofCqb7CulM9lrrBEwGCpFVtgGiyX7gYnI5rNUmmQFoTK9pnEufy7tUiOsRXM9ZLaZqLK0C090ScJ8B64wew6rMUBAiSVpUBohFSanIKf0jauKkYe+65Z/a5vbWBSw3ScuvRviGtnWUVV4BsscUW2dfh7sMmehei+iwFAYKkVWWAaF2o8Eek7TmLWapEdxvhc9WBnuS+FpX28MMPZ7+rFmC0ri8VR4BEP4sWCSxmjg4aqd6ii06qXq0IECSt6gJk8uTJ2a059Yev/SoKpSaADh06ZH98o0eP9ovUnOjaWVoK3iKOADniiCOyr6HNuGCn+gvrUvVqRYAgaVUVIFqVNjrsVhs3FSPaBq/FEeuhDV7Lu4Sr+Gp0lmVTqlIDRDs4hnNt9Fn0/2Gn+gv/TVWv1vokQJC0qgkQneyjfRfbb7990c0gnTt3zj4/jmGQaaEtaMPvfdxxx/kPL1SpARLd2KuUK2Y0it7RqX4tCBAkrWoC5K9//Wv2B6MZ13PnzvWLtGjGjBnZ52uL1lJGJaWN7kJat24dfHdtj1vsHuulBkh0vs3UqVP9h2GgegzrVPVrQYAgaVURIFpuJLpK7sSJE/0iC9WnT5/s80eMGOE/XPM02iz8/sOHD/cfblEpAaLNkMJ/uzZt2hR914imqR5Vn6pX1a9l0ykCBEmreICofTe6auvxxx/vF1ko3W2EfSf6scybN88vUvO0PW5Yh5oXUoxSAkSDHsLn0nwVr2gzluq5WAQIklbxAOnRo0f2R6JVSQtdqiQqeruvfpR61alTp2w9PP/88/7DzSolQPr27Zt97k033eQ/jBKoPsO6VT0XiwBB0ioaILfcckv2B6I2/NmzZ/tFChLtRK7nk9igQYOy9TB48GD/4WaVEiDRCZ/vvPOO/zBKoPoM61b1XCwCBEmrWIC8/vrrweS38AdydSF7/jZjyy23zL7OnDlz/Ifrhna0C+thjz328B9uljVA5s+fn91nRQMXED/Vq+pX9az6LgYBgqRVJEAWLFiQc9Lv2rWrX6RgWsVUPxC9zjraaKWOqeNVm22pLjR/oNBNs6wBomayOP4N0TzVa1jHxTRLCgGCpFUkQKLt5muuuWZJW7ROmzYt+1o6EdY7rRsW1oc24iqENUDuuOOO7PPi3EkPjaI7O6q+i0GAIGllD5AHH3wwu1SJbsunT5/uFynKddddl/2BaS5Jvbvggguy9VHoXiHWALn44ouzz6vnvqckRTvSVd/FIECQtLIGiCa4hWPbdQwcONAvUrTowovFbHVbq6IbOp1zzjn+w02yBkj0edotEfFTvYZ1XOwdNgGCpJUtQLRUyV577ZX9MXTp0iWW2eIHHnhg9jVL3VipFmh/7bA+Cl0G3xoge++9d/Z59Tx4IUmq17COVd/FIECQtLIFyNChQ7M/hBVWWCG2E050/asvvvjCf7juqD8prA+tJ1YIa4DoIiB8XjFL7qNwqtewjlXfxSBAkLSyBIhOSlqjKfwh3HnnnX4Rs0022SR4Te08GMcdTdr9+OOP2XoudEa6NUA23XTT7PP0vohf9N9T9V0MAgRJSzxAdAUVLvWtw7JabEvCcfLaMx0NwoUVC52bYQ2QsO71fkhOsf+eIQIESUs8QDRBMDw56S7k448/9ouUpG3btsFra/4DGoRzQVQ3hbAGCHVfHsX+e4YIECQt8QDRRL9ll102e4Ky7prXHO5A8hV7xWoNEO5AyqPYf88QAYKkJR4gMmvWLLfkkktmT1K33XabX8SMPpBc9IHUFvpAUM3KEiAycuTI7A9hueWWc2+++aZfxIRRWLkYhVVbGIWFala2AJEDDjgg+2PYeuutY7lqZR5ILuaB1BbmgaCalTVAPvnkE7fGGmtkfxD9+vXzixSNmei5mIleW5iJjmpW1gARLX4YLgGuNbEefvhhv0hRWAsrF2th1RbWwkI1K3uASP/+/bM/Cg1NLGVoL6vx5mI13trCaryoZhUJEPV9bLvtttkfxr777usXKRj7gTRiP5Daw34gqGYVCRB5++233fLLL5/9cVxxxRV+kYKxI2EDdiSsPexIiGpWsQCRaIevZqk/88wzfpGCsCd6A/ZEry3siY5qV9EAkWOOOSb7I9Ef/LfffusXWaipU6dmX2PPPff0H64bnTp1ytZDMc0dpQRIdHfJeg7vJEQ70FXPxSJAkLSKB4gCo0OHDtkfytFHH+0XWSjNQF9ttdWyP5Z58+b5RWrezJkzs3VY6Az0UCkBMnny5OxzjzjiCP9hlED1Gdat6rlYBAiSVvEAkWeffTZnqZPx48f7RRaqT58+2eePGDHCf7jm9e7dO/v9hw8f7j/colIC5JtvvnGLL7548FztNqmOfJRO9Rju3qn6VT0XiwBB0qoiQEQn/fAkps71t956yy/SohkzZmSfr47HeloX64MPPsguuKe+JG0dXIxSAkR23XXX7PPVnIjSRZtlVb8WBAiSVjUBIvvtt1/2R6NhvsUudRJdF0sd9PUiOojAst9KqQEyZsyY7PNpxopHtPlK9WtBgCBpVRUgmlC4+uqrZ3845557rl+kRZMmTco+d7PNNgv2Ya91uvtYZpllgu+82GKLFX3nJqUGyNdff53dNEyfRf8fdqq/8N9U9WqtTwIESauqAJFHHnkkWOJEf/ga+66Z5oVSYEQ75EePHu0XqTmHHXZY9vta91opNUAkesV8ww03+A+jCKq/sC5LuaMjQJC0qgsQ0SKA4Q9IdyRahLFQ9957b/a5Gpn15Zdf+kVqhtYRC7/rr371K/fee+/5RQoSR4BEP8uGG25IZ7qR6k31F9ZlKWvFESBIWlUGiPo+ttlmm+CPf9FFW7kePfb3i7RIc0HCH6BGJ9UiBeP666+f/Z7Dhg3zixQsjgCRLbbYIvs6t99+u/8wCqB6C+tQ9VkKAgRJq8oAEbXlr7bacm6ttdSf0cpNmnSlX6RZL730UnZoqXYq1F1JrTnkkEOyJxrN+yhl1FlcARLtg9p4443rog8qTqov1VtYh6rPUhAgSFrVBojcd9/tmTsRLbbYyvXsuaSbO/c5v0izhgwZkv0hrrzyyu7999/3i6TWqFGjst9NnaylbqQVV4D4J0DuQooTvfuII4AJECStqgNERo06yh17bKvgGDiwo/vhh8KWOtGPLzo/QWsJWZZJqTb33XdfMNoq/F6F7vnRkrgCRKLrm6n/SqslY+FUT9ERiHEMQydAkLSqD5D5879x5533m2yIjB3b0y/SLN11hEuc6NA8k1KaeipNu9MttdRS2e/Ts2fhddGSOANEdtppp+zrnXrqqf7DaILqKawz1V8cCBAkreoDRObMecb17r1ENkT+858JfpFmPf3009k5Cjp0skxjiCg8Vlxxxez32GeffYqeaNmcuANETWphH5ROXtqnHc1T/aieVF+qt1KbJEMECJKWigCRhx4ang2QU05ZwX3yydt+kWapEz3ct0JHt27dCt5sqRqo2SoagpqlH2dzXNwBItGd9H7729+67777zi+CDNWL6iesqzh3diRAkLTUBIj6NK68cp9siAwe3Nn99FPhdxLqKwiv8nTstttu7rPPPvOLVR11mEc/t8Ij7s+dRIAo4Nq3b5993aOOOsovggzVS1hHqq84LwwIECQtNQEiX301z/Xt2zYbInffPcAv0qI777wz27Sio127drGdMOOmTtXoUF0daraK8wQTSiJARDskRldZHjt2rF+krqk+wrpRPam+4kSAIGmpChB56aWH3HHHLRIESK9ei7pXXnnUL9KiKVOmuOWWWy7nhzt06NCq6hfRci7RSYI61GEeV5+HL6kAEX/I8VNPPeUXqUuqh2izpOopbgQIkpa6AJG77jo7exdy1llruG+++dQv0qLXXnstZ76CDi2+qA73StLCiNG1rcKT7s033+wXjVWSASLdu3fPvr7m5Lzyyit+kbqi7696COtE9ZMEAgRJS2WA/O9/C9ygQVtlQ2TUqAP9IgulpiDtfhg9WaujXSfwuEbBFOrDDz90Z5xxRnYF1vDQDPNyfJakA0SbIW255ZbZ91DToXXdrrTT99b3D+tC9WLZLKoQBAiSlsoAkY8/fsOdfPJy2RCZNu0qv0hBHnroobzmIq0GrKtCNSUlSdvQnnDCCTn9BDq0MKLWtipXs1rSASJaqj+6SGDHjh3rLkT0ffW9wzpQfahekkKAIGmpDRB56qlbswFywgmtMz/Q5/0iBfn+++/dwIEDc/pGwkNXi3rsySefjGWFWZ2gL7nkEtepU6e899IMcy3JXu4TazkCRN5+++2c2daq23ppztL3jN55qB5UH0kiQJC0VAeIjBlzZDZEzj+/k1uwwD7fQMNjBwwY0GSQ6NCdwQEHHOD+8pe/BEtNaC/35paa13/XBLEJEya4iy66yP3+97/PmQgYPbQNba9evUybQZVCdzi6y1p77bWznyWOJTRaoia5aIioL6DWO9b1/aJ9Hvr+STdNahOqX//618H76Y4aSELqA2T+/K8zJ/0NsiFyyy3Fb+nq049Pm/pst912eSf7lo7oibiQQ30cw4cPL3oP81IsWLDATZ48Oej/iZ7UwkMnmxNPPNF9+mlxAxOKoSvvaHOWBgrEsaZXNdL3io620vdO8s5D86W0BW6bNm2y76kVqYEkpD5A5J13/pOz1Ml//3unX8Ts9ddfD4b5ag6G38ld7KETyR577OEGDx7sZs+e7b9VYtREd/fdd7sePXq45ZdfPu9zNXXobmnkyJGJDR1W23+0Y12HJtUlMc+lEvQ9opMEdej7JtnnoeVu/DpVeOy9995+USAWNREgMnXq0GyAaKmTzz6b4xcpma7eNdR33Lhxrl+/fu6ggw5yO+64YzAEWO3b4aE7C/13NVtpaQpNGFMzRjmXT9EJbPz48e7QQw9tNvg0qVKbb914441B85k+q5rTomXUV6OBBknQ6KPoEF8dWtZDTYNpps8fXZ5Eh75nUqOt3n33XXf44YcHYRF9z1122aWsFyqoPzUTILp1HzFir2yIDBnSpailTmqBdilUWHXt2tW1bt06LzB06L8feOCBQdPKF1984b9EcMelx/3nqe9HjyVBk+iiI9HU6avVadO2FLw+rz53dOkZfa8kJgmK7iwvvPDCnCYyHeutt56bOHGiXxyIXc0EiHz11UfuzDPbZEPknnsG+kVqjjrrR48e7fbaa6+8u4fw0AlGy6Jow6JCr4K1F7d/Fa07lrPOOiuRE7uW8YiunaVDnc233XabX7Qq6XNGBwfo0PeJe3mSkAY7REd16Vh22WXdoEGDynqni/pWUwEiL774YM5SJ6++Ot0vknqasX7NNdcETRTRq93ooZFkRxxxRHAlqitVC43Suuqqq7KjecJDe6wotErdMc+nZjc1o0XXK9Ox0UYbBeEXxzDqOOnz6HPp80U/rz6/vkcS/TlqHtthhx1y3k8DH4488sjg7wIop5oLELnzzr7Zu5Czzloz80OOd/XaSpgzZ04wYmv77bcPThh+YOhYaaWVgo7bBx54INarUA1vPumkk/LCSrs8Pv74437xkmlPe/Uh+d9PI5iuv/76RE7MxdD763NER5KFhz63Pn/c1Pl+7LHH5mxLoEOrM2tCKlAJNRkgWurkkku2zIaI1s5Ko/feeyNzpzE4c5LYOu9EFR4arnn88ccHTU5Jz1zX3AUtg+9/hj/+8Y9u7ty5fvGSqZnGv7rXoSY53V1NnTq1bHcleh+9n97X73PQoc+ZxBwaDdzQKEB/9Nwaa6zhbrnlFr84UFY1GSAyb97rwWgsBcjUqZf7D1etDz54yd1334Xuwgt/5/bYo5Xr0EEnzNyT1VprrZX5bqe46dOnx96MVIh77rknb/kXbbWrCZZJbBw1adIkt8UWW+SdtHUoQHVSv+mmm9w777zjP7Ukej29rl4/Oq8ieuhz6fMl4f7778+7y9EgiPPOO6/id2GA1GyAyOefv+veeOMJ/z9Xnblzn82clM9zAwd2yN416ejatZXbfHPN1m4YWaMObC2pUg3URHbZZZcFs/OjJzhNplS/QBI0a14n8+i+8P6hetIotL59+wYnf9WXhig3NzFS/12Pq5zK63l6vl7Hf+3w0PvrcyS1VtrLL78cDIrw31cDIZKchAgUq6YDpJq9+eaTQdPaueeulxMa0ePMMzu4G288z734YvXOi9BKwup38ftlunTpktgIJI0k02zrnXfeOa/DvZCj2BUDdOh99H5630JHshXr888/D4YBa0206HtrXtFjjz3mFwcqrm4DZMGC793jj9/kRo7cL+ho12KMOvr1W9tdcskWwRpb//73mKL2Xm+Jmpo0Imz8+FPc2WevlRcW4aGmq3/844KgKStNNMHSX/pFoXLMMcckulSLTuZamkV3DmpO8oPMeuh19Hp6Xb1+UqEh6ru69tprg0EQ0c+gpWbUWV+ufh6gWHUZIGoy6t+/fd7Ju7nDShMZX3rpYTdu3PE581P849JLt86cpAYHS9Sn3a233hr00URPhBpSPGTIkKBDOGnz5893zz//fLB9seZEaHVj3TlodJSu5JtaMUCPq5zK63l6vl6nHB599FG3ySab5NSX7nZOP/30Jid6AtXEfnZMKfWLnHrqitmT97Bhu7pZs/7hPv30Hffjj/MzP9r3g7W0rruuezCPpNgA+fHHH9zs2Q+4m28+yp122kp5YaFD81SGDNnePfTQ8ESWXKk0daSff/75eX0VG2ywgbv33nv94nVJ/S7dunXLu/PRmmv1ssQ90q+4s2MN0Gq94Yl8YSv3aiTXyJH7+v85j5rDnn12khs9ukfOJlfRo1evX7qhQ3dxjz12jfvyy/qY8KVRTH/4wx/yTpJaUDKJuRJpoKaw/v37520ipr071FQGpEndBYj6O8KTein9G7pbmTnz9sydyiHupJOWzgsMHVohWOtzPf746MyJo+l9Q+rBP//5T7f55pvnnDDVUXzyyScHkxTrhdYf85c7WWGFFYIJokmtegwkqe4C5PjjF8ue4LWXiNXgwdvmBYYOdcRffXVX9+STY93333/pP61uqSNYq/6uuuqqOSdQdRxfffXViU+CrKQZM2a4rbfOnQyqGeXaRKy5DcmANKi7ADn99FWyJ3uNwrKK9qOcdNIy7vrrD83ckYx3P/zABK+WaMXgM888M2/4rWZyJzWvolLef//9YLtgf5n1nXbaKditEki7ugsQneijTUzjx5/sXn/98aBJqhivvvqYu+OOM4O+D/WBoDivvfaa22+//XJOrDq0h8qbb77pF08VjeC6+OKL8/ZhWWeddTJ/M3f4xYHUqrsA0fyKPn2WzWt66t178WAOhjrWn3767yXtrY7CPfjgg65jx445J1otS3/OOecEWwunjYYBr7vuujnfR0Fy0UUXlW1oMFAudRcgoi1wL7hg47wQiR6nnLK8mzJliPv5ZyZxJU0dyCNGjAi20Y2eeNu2betuvvnmiqz3VaxZs2YFTVPRz6+mK20j/N577/nFgZpQlwEiOim98MIUN3ZsTzdgwIbuuON+kRciOjTKKg0nsFqgDuXevXvnLRu/1VZbuSeeqM41zfSZtRqy/5nVaV4t65YBSanbAPFpxNTLLz8S7CVy+ukr54TIE0/c7BdHgjQTXLPD/at5LWCo/b+rge6arrjiimAYbvRzapiuhusC9YAAacJ3330RrIcVBoj2V0f5aTdFf1Vc9SdoH/BK9idMmTLFdejQIedzaWLgueeem+iaWUC1IUCa8cYb/84GiGaXozK0bPwll1wS7PcdPWFrRNOECRP84ol69dVX3b777pvzOXQcdNBBqR85BlgQIM3QfI4wQDT5EJWlORXa99ufU6HFELVPeJI0d+WMM87Im7uy8cYbu2nTpvnFgbpBgDRDK+OGAaLlT1AdnnrqKbfNNtvknMg1q1v7hWvf8Dhp9vwNN9zgVllllZz30+z5a665pqZnzwOFqLsAGTZsNzdnTssbHWnUlRZGDANEK+uiuowdOzbYFzx6Yte+4cOGDYtl2XhtF7zZZpvlvL7W79JWwtr4CUAdBkgYCoMHd3bTpo10c+c+F3Saa++OL7/80D377N1u6NCds+W0TMnHH9O+XY3UYT1gwIC8lW21j/gDDzzgFy+IVhDW1rHR19Ox5557BlvNAmhUtwFSyNGvX7tg61lUN+0T3r1797yT/t57713w3hrffvutGzhwoGvdunXOa2gPk/vuu88vDsDVYYBoAyctw3777X2C4bkDBmzgTjllhWDzKC1xokmF1157sHviib8VvT4WKkv7hm+66aY5AaBmp9NOO63F3f3GjRvn1lxzzZznaRfFyy+/PJbmMKBW1V2AoLap4/u6664L9hOPBoL+v/57dH/xmTNnus6dO+eUU4d8z5493bx58yKvCqApBAhqku44dOehO5BoQOgORRMUtQf6IosskvPY9ttv75555hn/pQA0gwBBTVMfiPpCokHhH+3atXPjx4/3nwpgIQgQ1AWNytK+49HgWHrppd0FF1zgvv+e/VwACwIEdUMd4tpGVjPKO3Xq5ObOnesXAVAEAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPw/2MIC0a6lmYIAAAAASUVORK5CYII=)
PN: 6H21-1-0A
CAS: 2060-64-2
Molecule Weight: 178.21
Formula: C9H6O2S
![5-(Hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-1-0A
CAS: 20532-34-7
Molecule Weight: 164.22
Formula: C9H8OS
![Benzo[b]thiophene-4-carboxaldehyde](data:image/png;base64,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)
PN: 6H66-1-72
CAS: 10133-25-2
Molecule Weight: 162.21
Formula: C9H6OS
![Benzo[b]thiophene-7-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-1-X9
CAS: 10134-91-5
Molecule Weight: 162.21
Formula: C9H6OS
Melting Point: 56-57 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900
![5-Methylbenzo[b]thiophene](data:image/png;base64,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)
