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KBxxwQEM0+sZ73/ve8Oc//zneDZomIFAxc+fODe9///sbgtE3/u7v/i7ceeed8W6QmYBARaxatSqcc845Ydttt22IRjJ22WWX8O1vfzts2LAh3hVyERDocskL31dffXXYY489GqKRjK233jp86lOfCsuXL493hZYICHSxmTNnhre85S0N0egbxx57bHjwwQfj3aAQAgJd6Iknnginnnpq7dPicTSSse+++4abb7453g0KJSDQRdasWRO+8pWvhJe//OUN0UjGDjvsEC688MLaZUqg3QQEusQNN9zQcLXcvpFcCPEjH/lIWLJkSbwbtI2AQIf7/e9/H4488siGaPSNww47LMyaNSveDdpOQKBDLVu2IkyadHrYaqutGqKRjLFjx4Zp06bFu0FpBAQ6zIYNG8MVV9we9t33uPDyl+8dttii/ns6tt9++3D++eeH1atXx7tCqQQEOsiMGQvCCSd874V4fDrsued7w047vSGMHv3SdazGjx8fHn/88Xg3GBECAh3gsceeCZ/+9E/Cm950eW28/vXnhb33/nDYffdjwitesV8YN+6t4b//+7/j3WBECQiMoJUr14Wvf31mOOSQqWk8knHwwd8I++9/5gv//3+Fa6+9OWzatCneFUacgMAI2LRpc/jRj/4Yjjnmmrpw9I23vnVquPjiO8KqVWviXaFjCAiUbPbsJ8MHP/jDhmj0jTPOuD08/vhf4t2g4wgIPSH5NdF73nNduPfehfFNpVm0aGX4whfuaAhG3zj55Onh178eufsHWQkIPeHcc39eO0nffff8+Ka2e/75DeE735kV/v7vr2iIRjLe/varw/XX3x82bvQ6B91FQOgJIxWQ2257JLzrXd9viEYy3vKWqWHKlF+Fv/zF6xx0JwGhJ5QdkAceWBo+/OGbGqLRNyZNujU8+qjv56C7CQg9oayAPP306nD++b8I48Y1RiMZJ5xwffj5z+fHu0FXEhB6QrsDsm7dxvC97/0uvO1tVzZEIxnJnye3J9tBVQgIlTJ16uyGk3czY+7cFfFUTbvrrnm1nyziOZOR/CSS/ESS/GQCVSMgVErybqbk7brx6PvJ4B/+4b8abktGns9dJK9hfPzjtzZEo2985CM/rr0WAlUlIPSEIn+FlbxrKnn3VPIuqjgayUjedZW8+wqqTkDoCUUEJPmcRvITTvK5jTgayUg+55F83iP53Af0AgGhJ7QakOQT4sknxeNo9I2zz76j9klz6CUCQio+KeZRxBwDiedNxpe//Mt4s0H1BSTrfUteG0muTRXv2zeSa1ol17aCXiQgpOKTYx5FzDGQeN5kvPnN3w3z5z8TbzqgrAF57rl14Zvf/HXtqrjxfsk49thralfTTa6qC71KQEjFJ8k8iphjIPG8fePzn/9pvOmAks9gxPsOJnkBPHm3Vrx9MpLv7UguzJh8jwf0OgEhFZ8s8yhijoHE8/Yff/hDc2+VjfcbyB13zG3Yrm8k3xiYfHMg8CIBIRWfMPMoYo6BxPP2HxMn3hJvPqB4v4Ekv7aKtzvxxOm17yoH6gkIqfjEmUcRcwwknjce99zzeLxLg3ifgTz44FPpZdePOuqqMG3aH8KGDS6zDgMREFLNnGCHU8QcA4nn/dSnbqv77+PH3zjsC9rxHINZvHhV7fIkzz67Nr4J6EdASDV7gh1KEXMMJJ73oYeebrji7XCf/o7nAFojIKSKOMEWMcdABpr3X/+1/uthk2tarV8/+K+bBpoDyE9ASBVxgi1ijoEMNG/yIb/4elTXXXd/tOdLBpoDyE9ASBVxgi1ijoEMNu/kyb+s+/Njjrmm9iHAgQw2B5CPgJAq4gRbxBwDGWzepUufS9811Tf+8z9n9dvzJYPNAeQjIKTiE2wRoyhDzfuNb9R/duPww78Xli9/vm6bxFBzANkJCKn4BFvEKMpQ8ybfz3HEEVfV3X7hhb+q2yYx1BxAdgJCKj7BFjGKMty88VfZJtesWrjw2bpthpsDyEZASBVxgi1ijoEMN+/q1esbLoB4zjl31m0z3BxANgJCqogTbBFzDKSZeZNvC+y/TfJBw+QDh32amQNonoCQKuIEW8QcA2lm3uRDhMcfP61uu09+8rb09mbmAJonIKSKOMEONEfyVtvk2lLJlW4/9rFbw7vfPS0cdtj3ah8CTL5f/J//+f/UvmPj4YeXRbO9ZKB5B3LrrQ83bPub3zxRuy3+c6A1AkKqiBPsQHPEfzbUuOCCX4Q1azZEszbOMZjkgoqnnHJD3bZJoDZvbn4OoDkCQqqIE+xAc8R/Ntz4+MdvbbiybrzNUH7xi/kN2//sZ41fFAW0RkBIFXGCHWiOd73r++Gss34Wrr32f8KsWYvCvHnPhGeeWVP7no2nn14dbr/90XDyydPr9ps+/YFh5x3KhAk31W3//vf/IPMcwNAEhFQRJ9i8cyS/tvrIR36c7nfaaTfV3Z513iRU8T7xAFojIKSKOMG2Msf99y9N93vb266suy3PvMk7sOL9ss4BDE5ASBVxgm1ljnXrNqb7Jdez6i/PvH/8Y+OXTmWdAxicgJAq4gTbyhwLFjyb7vfBD/6w7ra8837hC/VfOpVnDmBgAkKqiBNsK3Ncdtl96X6XX/7butvyzvvYY8+EN7/5uw37Z5kDGJiAkCriBJt3juRDhG9964vfLphcWTe5wm5/eedNfPnL9V86lWcOoJGAMOKWLFlVe6tv34n9xz9+KN4E6EACwohKPgdy0kkvfQbki1+8K94E6FACwoh58slV4X3vuz6Nx8SJt9TeiQV0BwFhRMydu6Lu11bJ9atWrlwXbwZ0MAGhdMkHBpOr8PbF4z3vuS489dTqeDOgwwkIpbr33oW1Dwn2xSO5tPuiRSvjzYAuICCU5o475qZv1U1G8uVP4gHdS0AoxY9+9Me6D/QlL54vXrwq3gzoIgJC21199Zw0HH0vmCdv3wW6m4DQdv3jkWX49RZ0NgGh7eIwNDuyBCT5TMk559wZPv/5n4ZHH10e3wy0gYDQdnEYmh1ZAjJp0q3pfsm3DwLtJyBUwrHHXlMXH59oh/YTECrhmGPqA7J27YZ4E6BgAkIlCAiUT0CoBAGB8gkIlSAgUD4BoRIEBMonIFSCgED5BIRKEBAon4BQCQIC5RMQKkFAoHwCQiUICJRPQKgEAYHyCQiVICBQPgGhEgQEyicgVIKAQPkEhEoQECifgFAJAgLlExAqQUCgfAJCJQgIlE9AqAQBgfIJCJUgIFA+AaESBATKJyBUgoBA+QSEShAQKJ+AUAkCAuUTECpBQKB8AkIlCAiUT0CoBAGB8gkIlSAgUD4BoRIEBMonIFSCgED5BIRKEBAon4BQCUce+Z1w0EFfT4eAQPsJCJUwbtznwz77TErHmjXr402AggkIlfC3f3tSGDPm2HSsWbM23gQomIBQCXvt9Ybw8pfvnY7nn18TbwIUTECohFe+8pVh1KhR6Xj++efjTYCCCQiVICBQPgGhEgQEyicgVIKAQPkEhEoQECifgFAJAgLlExAqQUCgfAJCJQgIlE9AqAQBgfIJCJUgIFA+AaESBATKJyBUgoBA+QSEShAQKJ+AUAkCAuUTECpBQKB8AkIlCAiUT0CoBAGB8gkIlSAgUD4BoRIEBMrXMQHpf/AnI48i5shq48aNYebMmeG8884LRx11VHjta18bdtlllzB69OgwZsyYcOCBB4aPfvSjYdq0aWHlypXx7hREQMpl3ZMo5yzbhCJO/kXM0azNmzeH6dOnh3333bfh7x1s7LjjjuFzn/tcePrpp+PpaJGAlKPd6z7eN48i5qA5HfPoFvGkFzFHM5YtWxaOOOKIhr+v2bHbbruFG264IZ6WFghI+5Wx7uN98ihiDprTMY9uEU96EXMMZ+7cuWH//fdv+LsOPfTQcPHFF4fZs2eHxYsXh3Xr1oVFixaF++67L1x44YXh4IMPbtiH4ghIe5W17rNsO5gi5qA5HfPoFvGkFzHHUJ577rnwute9ru7vGDt2bLjlllviTQd09913hwMOOKBt96+XCUj7lLnu+/8dw207mCLmoDkd8+gW8aQXMcdQJkyYUDd/8i+yBQsWxJsNKfkX2qRJk9py/3qZgLRPmeu+iGO4iDloTsc8ukU86UXMMZh77723bu7tttsuPPzww/FmTTv//PPjP6IFAtIeZa/7Io7hIuagOR3z6BbxpBcxx2BOPvnkurknT54cb8IIEpD2KHvdF3EMFzEHzemYR7eIJ72IOQaSvCi41VZbpfNuu+22Yfny5fFmjCABKd5IrPsijuEi5qA5HfPoFvGkFzHHQJIPQ/Wf95RTTok3YYQJSPFGYt0XcQwXMQfN6ZhHt4gnvYg5BvKJT3yibt5LL7003oQRJiDFG4l1X8QxXMQcNKdjHt0invQi5hjIIYccUjfvjBkz4k0YYQJSvJFY90Ucw0XMQXM65tGNn/QiRlH22WefunmzvoWR9hOQ4o3Eui/iGC5iDprTMY9u/KQXMYqy884718377LPPxpsU7re//W1497vfXbtQnTH82Hrrreueo+SSG/E2RuP4x3/8x3DnnXfGy69mJNZ9fAwXMWifjnl04ye9iFGU+OSUXIm03V796lc3/O8xjHaMv/qrvwqrV6+Ol+CIrPv4vhUxaJ+OeXSLeNKLmGMgO+20U9287f6XWHKgJh/Yiv/3GEa7xpIlS+JlWPq6T8T3q4hB+3TMo1vEk17EHAN5zWteUzdvGb8L/trXvha23HLLhv9NhlH0OPPMM+PlVzMS6z6+b3kUMQfN6ZhHt4gnvYg5BhK/GyX5Ip0yPPPMM2H+/PlGEyP+ff1DDz3UsI3ROIb6jo6RWPdFHMNFzEFzOubRLeJJH2qOefPmhalTp4bx48eHgw46KOy+++5hm222qb17J3nB9aKLLqqdsAfSdxG4vvGtb30r3oQR5l1YxRuJdT/UMdysoeZo5TxAo3zPUBsM9aQ3a6g54tsGGnvssUe455576vZLxJ/I/cAHPhBvwggTkOKNxLqPj8k8hpojvm2gMdh5gEb5nqE2iJ/EPIaaI75tsLHDDjuExx57rG7f5JpA/V+PSF7g9q+UziIgxRuJdR8fj3kMNUd822BjoPMAjfI9Q20QP4F5DDVH8h0Gn/3sZ8NNN90U7r///rBixYraF+Uk/zl5EbH/WxYnTpxYt2/ipJNOqpt7ypQp8SaMIAFpj7LX/VDHcLOGmqPV8wD18j1DbTDUk96sVuZIvn6zb7+99torvrn2AmL/ubfffvvwyCOPxJs17YILLoj/iBYISHuUve5bOYb7tDLHcOcB6mV7dNuolSe9TytzPPHEE+l+o0ePjm+uOe200+rmT77mM9kvi2a/mY1sBKR9ylz3/f+e4bYdTCtzNHMe4CXZHt02auVJ79PKHEuXLk33GzNmTHxzzapVq2o/Avf/O5JPjN92223xpgNKXphL3vmR5/4xNAFpnzLXff+/Y7htB9PKHM2cB3hJtke3jVp50vu0Msdll12W7nfqqafGN6ceffTRhovMJePwww8Pl1xySZgzZ07tU73r168PixcvDrNmzaq9NXDcuHEN+1AcAWmvstZ9lm0H08oczZ4HeFG2R7eNWnnS+2SdY82aNbXvd05+L9t36ZBdd901zJ07N960zlNPPRUOO+ywhr+v2ZG89/zGG2+Mp6UFAtJ+Zaz7eJ88ss6R9zxAjwYk3q5vJP9aavYFws2bN4frrrtuwH+VDTaSawudddZZYdmyZfF0tEhAytHudR/vm0ezc8Tb9Y0s54FeN/ijW2HxgknGcccdFx544IF402ElFz5Mfsf7pS99KRx55JG13xUnB0zy6dbkd6gHHnhg7e2AyUGXvF2Q9hCQcrVr3cfHZR7NzhFv18p5oFcN/uhWWLxo+o8TTjghLF++PN6FDicgZBUf+84D2fVkQPokL/gtXLgwTJ8+ve7CcclVSC2e7iIg5OU8kF9PB6S/5EfyE088MV08Z5xxRrwJHUxAKILzQDYC0s+f/vSndOEk73OnewgIRXEeaJ6A9LN27dp04fgUancREIriPNA8Aekn+TBU38JJ3rNO9xAQiuI80DwB+f+SE87RRx+dLpzjjz8+3oQOJiAUwXkgm54IyH777Rc+85nP1K7dk1y2ObnezYYNG2rvT3/wwQdrly+Ir/Vz8803x9PQwQSE4TgPFK8nAtJ/QTQzJkyYEE9BhxMQhhMf58MN54HhCUi/kbxgdu6554ZNmzbFU9DhBIThxMf7YMN5oHk9EZB58+aFK664InzoQx8Kb3zjG8Oee+5Zu+TCy172sjB27Njwzne+s/ZNa8mHiehOAsJwnAeK1xMBofoEBMonIFSCgED5BIRKEBAon4BQCQIC5RMQKkFAoHwCQiUICJRPQKgEAYHyCQiVICBQPgGhEgQEyicgVIKAQPkEhEoQECifgFAJAgLlExAqQUCgfAJCJQgIlE9AqAQBgfIJCJUgIFA+AaESBATKJyBUgoBA+QSEShAQKJ+AUAkCAuUTECpBQKB8AkIlCAiUT0CoBAGB8gkIlSAgUD4BoRIEBMonIFSCgED5BIRKEBAon4BQCQIC5RMQKkFAoHwCQiUICJRPQKgEAYHyCQiVICBQPgGhEgQEyicgVIKAQPkEhEoQECifgFAJAgLlExAqQUCgfAJCJQgIlE9AqAQBgfIJCJUgIFA+AaESBATKJyBUgoBA+QSEShAQKJ+AUAkCAuUTECpht912qwvI2rVr402AggkIlfCOd7wjjcfrX//6+GagDQSESli4cGH48Ic/HMaPHx8eeuih+GagDQQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBISutXHjxjBz5sxw3nnnhaOOOiq89rWvDbvssksYPXp0GDNmTDjwwAPDRz/60TBt2rSwcuXKeHegRQJC19m8eXOYPn162HfffeuufzXU2HHHHcPnPve58PTTT8fTNYj3zaOIOaDTWdl0lWXLloUjjjii4QTd7EguunjDDTfE09aJ98mjiDmg01nZdI25c+eG/fffv+HkfOihh4aLL744zJ49OyxevDisW7cuLFq0KNx3333hwgsvDAcffHDDPkPJsu1gipgDOp2VTVd47rnnwute97q6k/LYsWPDLbfcEm86oLvvvjsccMABTZ3Qizj5FzEHdDorm64wYcKEuhNy8pPIggUL4s2GlPxkMmnSpGFP6EWc/IuYAzqdlU3Hu/fee+tOxtttt114+OGH482adv7558d/VKeIk38Rc0Cns7LpeCeffHLdyXjy5MnxJoUq4uRfxBzQ6axsOlryYvhWW22Vnoi33XbbsHz58nizQhVx8i9iDuh0VjYdLfkQYP8T8SmnnBJvUrgiTv5FzAGdzsqmo33iE5+oOxFfeuml8SaFK+LkX8Qc0OmsbDraIYccUncinjFjRrxJ4Yo4+RcxB3Q6K5uOts8++9SdiLO+dTePIk7+RcwBnc7KpqPtvPPOdSfiZ599Nt6kcPHJv4gBVWRl09G23nrruhNxcgXedotP/kUMqCIrm46200471Z2I/QQCncPKpqO95jWvqTsRew0EOoeVTUeL34WVfIFUuxVx8i9iDuh0VjYdre/ih33jW9/6VrxJ4Yo4+Q81x7x588LUqVPD+PHjw0EHHRR23333sM0224RXvvKVte86ueiii8IzzzxTtw90onxHB5Qk/iT6Bz7wgXiTwg118m/WUHPEtw009thjj3DPPffU7QedJt/RASVJroW15ZZbpifW5Eq87f7XeXwyz2OoOeLbBhs77LBDeOyxx+r2hU6S7+iAEp100kl1J9YpU6bEmxQqPpHnMdQcyXeZfPaznw033XRTuP/++8OKFStqX5iV/Oczzzyz7q3LEydOrNsXOkm+owNKlLxw3v9kvP3224dHHnkk3qxpF1xwQfxHdYY6+TerlTmSr+Ht22+vvfaKb4aOkW1lwwg57bTT6k7IydfbPvHEE/FmQ+qWbyRM/nf17Td69Oj4ZugY2VY2jJBVq1bVfvXT/6T86le/Otx2223xpgNKXpBO3vHUzAm9lZN/n1bmWLp0abrfmDFj4puhY2Rb2TCCHn300YaLKybj8MMPD5dcckmYM2dOWLJkSVi/fn1YvHhxmDVrVu0tsePGjWvYZyhZth1MK3Ncdtll6X6nnnpqfDN0jGwrG0bYU089FQ477LCGE3SzI/nMxY033hhPWyfeJ4+sc6xZs6b2Pe/J6zPJO82SfXbdddcwd+7ceFPoGMOvbOgwmzdvDtddd92AP40MNpJrap111llh2bJl8XQN4n3zaHaOeLu+kfzU1MobBaAMg69s6HDJlXmT1za+9KUvhSOPPLL2GkkSiuRT3clrBwceeGDtbbBJbJK3yTYrPpnn0ewc8XbJOO6448IDDzwQbwodZ/CVDbRdHI/+44QTTgjLly+Pd4GOISDQAZIX/hcuXBimT59edwHJ5GrEIkKnEhDoMMmv5k488cQ0ImeccUa8CXQEAYEO9Kc//SkNSPJ5F+hEAgIdaO3atWlAfBqdTiUg0IGSD0X2BST57Ap0IgGBDvP888+Ho48+Og3I8ccfH28CHUFAoET77bdf+MxnPlO7hldy+fbkulcbNmyofU7lwQcfrF3GJL7m18033xxPAx1BQKBE/cPQzJgwYUI8BXQMAYESxYEYbCQvnJ977rlh06ZN8RTQMQQESjRv3rxwxRVXhA996EPhjW98Y9hzzz1rl1552cteFsaOHRve+c531r5xMflQIXQ6AQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASAXAQEgFwEBIBcBASCX/wf/LIf8OhVHSAAAAABJRU5ErkJggg==)
| Product Number | 7160-3-02 |
| Synonyms | [(tert-Butylazaniumyl)methyl]trifluoroborate |
| Purity | 95.0 % |
| CAS | 1402852-15-6 |
| MDL Number | MFCD18785647 |
| Molecular Formula | C5H13BF3N |
| Molecular Weight | 154.97 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory