| Product Number | 3H32-3-1T |
| CAS | 30563-77-0 |
| MDL Number | MFCD00044158 |
| Molecular Formula | C11H11F3N2 |
| Molecular Weight | 228.218 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-3-1T
CAS: 30563-77-0
Molecule Weight: 228.218
Formula: C11H11F3N2
![[1-Methyl-5-(trifluoromethyl)-1H-1,3-benzodiazol-2-yl]methanamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABR0AAAUdAG5O1bwAAACWHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrxfgABqIkVdSq0krtXmxbae9WDjgpUsAV0BzefseQJqHJgiCMGf+fx8zYzvRuX2xga6o6t+WMcMoImDK1WV6uZ+Tt9dGLyd18mqIIhWU9I+9N8zHx/d1uR9N3U+i9LWlqC9L1T/Z13tPsJLXV2heMcf/P89NLy3h5WTe6TA1SdT6pW+eTTXXTzuI/IfxCV9u89Du5X1TbbrS/grmb0X2dkfO33GPfAlFY5RsDK1sVuoGtYBRv9gPWpjSVbkwGywO6JQ3w2+fT5webfhambLDpRshTvXlpqs8UHYXdmPQTB8PGz4cZKTgCurHFoqr0AVzLuTUHLUBL0AHoELQCHYGOQSegOcMf9nMUcFRwlHDUcIV53xgX+PXwYXD28AvuwT07e74e3YWJE65cKkgiEJSLUAGnQrAAPEYlTxR4WMwY7bFX0jBhAgKaCJmAoiKM1Jc5Oo+SCA3OLUZnyNBIhW+KxoJLAgcM62GquJTgCRoGceQiSSbisxVUSRW6mbBQJc6GEv2YehmJ0yvKWNTZOLh4P8pw+syp0SY4GKdhxBJMuH/K+Hy6tGV20YQ8m5ElJ20pfptVLY7VIGCrzFSYMTeAk14Cog+42p2AxS1A9gFX6eEIQR9w62IYCK8iqOEpqT7g1twwEPUBt0KHgbgPuPU8DCR9oF39w4Tr75Wu3S0jzPdyt7trhLmu+Cgir/I1igTXCZDDZeff6t4dESOMusGMLC8e3WDULca/2GL+1wGIzavD0b84OX38v5j/A2qh2CiejEetAAAz8klEQVR4Xu3dB5QUVdrGcbOuoqvi6upiWj9zwFUwAOaIOa971FV0zVlEEVdBWFRUXBNKNBDEhDkDYkQUMKwgkgRkARFJkkG83zyXraLnMtPT/XbPTFf3/3dOHWXu7e6qGrhPV9UNqzkAAAxWC38AAEAmCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAiCRulyyWtoN1Y+zDCCRwsAIN1Q/zjKARCIoah9nH0AiESC1j7MPIJEIkNrH2QeQSARI7ePsA0ik8KE5D9BrHmcaQCKFoUGA1DzONIBEIixqH2cfQCIRILWPsw8gkQiQ2sfZB5BIBEjt4+wDSCQCpPZx9gEkEgFS+zj7ABKJAKl9nH0AgAkBAgAwIUAAFK3lvy51U0e/75YvWxIWIQ8IEABF6z/97/fPST7sfWlYhDwgQAAUrSmjBvoA6XrpGu7nH74Mi4tS1Lmgsi2f8vtuAFBg3n7kRN9wvnrvwWFRUQoDI9zyKb/vBgAFZs70Ma7bFev4xnP8sOfC4qJTHUFRmZr5FACoRZ++cKNvVPvcsq1btnRhWFxUCBAAyKMli+a6njdu4RvW4a+3DYuLCgECAHk26uPuvmHtcfUGbv6syWFx0SBAACDPfvttuev3r3184zqwxzlhcdFIfWAebvmW/3cEgAI1bexHrsulq/vtx3GfhMVFIQwNAgQA8mRAt7N9Y/rinQ11WRIWJ151hUVFauZTAKBAzJs5yfW4an3fyI7+5ImwOPEIEACoRsNebe0b2V4ttnRLF/0SFicaAQIA1WjZkgWuz81b+4b2sxdbhsWJoelZ5v40rtzPCBAAqGbjPu/rG9ruV6zr5s4YHxYXtLnTx7q3O53k9//pVtuXKyNAAKAGvNKhsW9s33n0lLCoIGlA5JB+N8VTs2iSyM/63VyuDgECADVgxsRhvhFWg/vfUQPC4oKhMSzffdwjHk2v7ZV7D3IzfvgirEqAAEBNef+pC32D+/D1e7jly38Ni2vdtHEfu37t942DQfN5jRv6TFitVhAgAEra/Dk/uqtP3MgdsedqrvcTncLiWjNv1g9uYLe/xcGhrsfDX7ujoCaDJEAAlLzHH7vHbbDuaq5u3bpu5syZYXGNUkAMe61NPFZFm6ZeKcT5uwgQACVvyZIl7v/+7//caqut5q6++uqwuMaoZ1ifltvEwfFi+wYFPeUKAQIAZV555RUfIGuttZYbOXJkWFytZkwa7l65p0kcHL1u/KP77pPHC36qFQIEAP7nqKOO8iGi/9aEhb9Mdx88dVHcE0zdc9UtNymj4wkQAPifESNG+CsQhcirr74aFufN0qVL3OtP3+Meu2Kj+KrjnU4nrzKqvNARIACQQs9AFCB6JqJnI/mmYNpj1x3dQbuu5pqfsJp7rs3uBT0GJR0CBABSqBeWemMpRO65556w2Ozbb7+Nb5Fpq7/jpu6t5x9xy39dFlZNDAIEAAKPPPKIb+Q32mgj9+OPP4bFWZk1a5a75ppr3Nprrx0/pL/qqqtqvbtwPhAgABD49ddf3R577OEb/AsvvDAszoje49FHH42vZrQdeeSRNd7DqzoRIABQgQEDBvhGf4011nDDhg0Li9MaOHBgHEDR8xR1Ey42BAgAVOKUU07xAdCkSZOwqELjx493p556ahwcugV29913V8vD+EJAgABAJcaNG+fWXXddHwZ9+/YNi2O//PKLu+WWW+K6umpp1qxZzs9PCh0BAgBp3HzzzT4UttlmG7dgwYJyZb/99pt78skn3ZZbbhlfdTRu3NgNHTq0XL1iRYAAQBq6uogConXr1vHPBw8e7Pbbb784OLbeemvXp0+flS8sAQQIAFThiSee8CGx/vrru88++8yde+65bvXVV/c/+93vfueDJbw6KQUECFAk7r33Xt9N9LvvvguLkCPdqtp33319YETBoe3ss892kyZNCquXDAIESDiNK0gd4awHuXfccYdbuLBwFh5Kuueee67cc46ddtrJffjhh2G1kkOAAAmlEc6atyma/G/NNdd0m2++edzIbbvttu6ZZwpj6dOk+vLLL90hhxwSn1OdY/1XVyPLly8Pq5ccAgR5se++Xfx2+OFPufnzK+7zHtVBbjTCuVOnTuVGOOsKRFciatQef/xxt8UWW8RlBx10kPviiy/Ct0EaM2bMcBdffHEcGOuss4678cYb3ahRo9wGG2zgf9a9e/fwZSWHAEFeROGgrXPnirswEiC5y3SE89y5c91NN93kGz7V07iEiy66yE2fPj2sihRLly51HTt2dBtvvHF8jk844QQ3ZsyYuE7btm39zxXSOs+ljABBXqQGyEEHPe5mz14UViFAcqABbdGoaG0a4dyhQ4cqRziPHTvWnXTSSfHrfv/73/uH7WooUd4bb7zhdt555/hc7brrru6dd94Jq/lnS7o9qDotWrQIi0sKAYK8iMLhuuve8v/t2HFwWIUAMdAYhJYtW5Yb4azJ/bId4dy/f3+32267xY3jjjvu6F577bWwWklSr7WmTZvG52aTTTZxDz74oFu2rPJp1p999llfV1d4CulSRYAgL6JwGD36Z9egQRd34IHd3fTp8yusg6qp26jGHqT2/NF8TNlO6pdKDeLDDz/sNt100/g9jz76aL9ORSmaPXu2u/7668tNs3755Ze7n3/+OaxaoYMPPti/7sQTTwyLSgYBgrxIDYeWLfv7/2/X7oNK66Byn3zyiWvYsGHcyGuE89NPPx1WM9M6FFdeeWXce0sNqNarUK+uUqBOCF26dHGbbbZZfI4PO+ww95///CesmpZ6aOmKUK+v6FZXKSBAkBep4TBx4uyyBrCr22+/bm7SpDkV1sGqJk+e7M4555y4UavuEc5a//uII46IP0+9uh577DHfwBarQYMGufr168fH/Oc//9n169cvrJYx9dTS++j2YLpbXsWKAEFehOHQps0g/+dbblm51nNYByssWrTI9+yJuodqq8kRzi+//LLbYYcd4s/ec8893XvvvRdWS7QJEya4M844Iz7GDTfc0LVv394tXrw4rJoV9WpTxwS950MPPRQWFz0CBHkRhsPUqfPcAQd0889D9FykojpY8TA26tGjbZ999nEfffRRWK3aqTeX1q1Qwxrty2mnnebXt0iy+fPnu3/+859uvfXW88ekaUjOP//8sr+fU8OqZvfdd59/bz1byvT5SbEgQJAXFYVDhw4f+59dc81bldYpVbp/Hj2E1aYxBT169Kj10c3Tpk3z61hE9/bV+6tVq1Zu3rx5YdWC17NnT/enP/0pPscHHnignwgx39QlWlOb6DOuuOKKsLioESDIi4rCYcaMBa5Rox7+519+Oa3COh9+OKms4fzCffXVtHI/L1Y//fTTKiOcNZag0AakaT2LRo0axY3vVltt5de9UO+wQqeQOOCAA+J9V4j06tUrrJZXr7/+uv8sdUzI9mF8khEgyIuKwkEefHCI//k//vFKhXX++tfn4583bdrbX7UMGzal7Jt44TdU2dC3VN3qiO6Xa1P3z9QRzoWod+/erl69evE+a/2LTz/9NKxWEHRb6u9//3s8W65uW+n2lW5j1YRjjz3Wf646JpQKAgR5UVE4yJw5i9zBBz8Rl4d1hg+f6po3fye+Uom2o47q6bsBDxky2S1bVru3dXKlEc7RLQ5tGuH87rvvhtUKlnqB3X777b5XmPZfDfR5553n/vvf/4ZVa4UehOuBeJ06deJzrAfmenBekzRPVjSm5KWXXgqLixIBgryoKBwiXboMqzRAIgsXLitrVMf7XltNmpQPk8MOe9L36tLtriVLktPFVA1K9K1Um0Y4q6dOUrt7Tpw4seyK8a/x8ajXWLt27XwvstqiLrjqihvtk7rovv/++2G1GnPdddf5/dA+5drDKwkIEORFunDQ7LyapTddnVQKifffn1D2rXeQO+SQ8lcvmmfr1lsHugEDxpc1XIXZEGuEsxoS6wjnTCiENPuuvunq2YTW/2jTpo2/UtB/9Wf9XOWql8/Q0joYf/nLX+JGe7vttnPPP/98WK1a6TmDBv9F+/CHP/zBDw6s7TEs+t1HAxTvuuuusLjoECAoaEuXLneDB092bdt+4I44YmUIaWvcuIdr0eJd9+abY92CBbU/OaAar86dO5cb4Xz44Ye7b775JqyaNU0vri6/l156qdt9993jXlKZbqqv1+n1eh+9Xy7UW6xbt27l1h859NBD3VdffRVWzSuF8GWXXRZ3QlBIazoSNdyFQoMxtW/1ttjQzZiev+7ChYgAQWLowfrQoVPKvtl95I45ple5MNHcW5rI8dVXR7u5c2v+lopGOO+1115xY6pbGC+++GJYLSvqOqu1PdQwh4EQNZ4KBZXrmcQFF1wQb/qzfq7y6Eoo3FSu98+li+6cOXNc8+bN42nj1bBfcsklOQdUSFdQDzzwgL8NGO2/JkAsxOV79UXi5CP3ck33Xs31vO+CsLioECAwUW9OPeCeO7d27vPq87/4Ypqf9ff44/uUC5Pdd7/ZnXba1a5r167Vvv7F999/704//fS4UdNAvDvvvLPKadbT0XvqSmH99dcv1+Br7Q81zlplUA1npl1qVU/19Tq9Xu+T+r76HH2ePtdq9OjRZb+H4+P31Hoa999/f16mjX/77bfdLrvsEr+3plx/8803w2oFZdSXg1zbs1ZzXS9dw/004fOwuGgQIDDRolFqrFu3HhQW1YoRI6a7hx/+zJ18cl+33XbNXJ06O/rGRrdutCSpHl7ns9eQvrXfeuut8TTr+RjhrFHf6oaaesWgUerqiprv7r56P71v6ih4fa4+P5fR5/ls7LWPWsypOkKpJrzb+XTX5ZLV3Mt3H7jiG08RIkCQNXW91WSJCpDXXx8dFte6kSO/d3fccVe59S+iTYPjtKCStYunvs1rhLMG1kXvqRHOn39u/5apqxU99I6m29CmZWitDW+29Dn6vOiztR/aH+tVVK63m3RbTMvHVvdtser2y4zvXfcr1/MhMnZI77C4KBAgyIpuWWnAn8Lj5pv7h8UFR42Wupqm9hqKtn333df961//8rdfMjFkyJByI5w1wC7XEc6aul2LO0Xv2bhx41rrhqrP1edH+6L90v5ZVfTA+4Ybbqj0gbcezGud8dQH87p6rO4H89Xp85da+QDpfXM9t2xxzQxorEkECLKiQX8KjxNO6ON++cX2DbW26B6/loHVFUMYJnrYrKnTK5qGYsqUKauMcL7ttttyGuGsKxntS7Qmh6ZS11xYmT7XqC76fO2H9kf7pf3TfuayX19//fUqXW71fCp13q+KugY/99xzKe+STEsXz3O9btrKh8jQV24LixOPAEHGnn9+pA8PrfPx9dfZLalaEc0L9fHHH/uV9zR2IXUcgzb9XOWql28//PCDX7ZUExqGXWL1kFkTCOqzdYWSOsL5zDPPNN/+iuj5Seq9fa1Zns8xIvmg/UldS137m0tvLdGgv+233z5+z7333tt3KS60wYn5NubTnj5Aelz5Ozfv54lhcaIRIMjIuHEz4+lGunUbHhZnROt76/mBHjZvs8025RrtqjbV1+v0er1PPmkGWo3f0BxG0RVBuKmxy8etJYVhtNqgbunooXAh0/5FD/W137mGeUXTjmjT1d25556b144OBaPs6u2lu/b3IdK/y5lhaaIRIKjS4sXLyr55P+fD4+KLX816okPdnvjb3/4Wz6WUuul+t9b6VjikjmPQn/Xz1Pvh0ab30fvpffNN37w1NkIDAKPP08CwfEyzrgWiojmx1KPogw/KL/lbqLSf2l/tt/Y/Hwtd6bZg1MlBtwQHDx4cVikq078f4rpcuroPkaljkvF7zwQBgirdeedHPjw0Hcn06Znf9x84cGC5NS+0qduo1t/WKnjqbZMJ1VN9vS6126k2vb8+J9/0TTj6jHx0G9U39yg8ttxyS/9cIEm0v9rvKERyvRKRRx55xL+fbo+VgvceP88HyAvt9i67KMn9C0khIECQ1nvvTYgH6Gl+qkyo8T3rrLPiBli3hbTWdz5uAYneR++XertJn5fP2x/5DBA9O2jQoEEcHrmMs6hN2u8oRHQ8uT4TKbUAWTB7inv86jo+REZ92DUsTiQCBJX68cd5fiZchYfW6ciEHoputNFGvmHQw+kLL7yw2hpMva/eP3oIrs/V5+dDvgJEvZeiB+a6DZS0K4+Q9j+6naXjyqV3VqkFiHzxZnsfID2bb+6WLMzsCryQESCokJ5zRItAadGnqqZR1+AxLecZNbp66FxTCw/pc/R50WdrP3KdfTZfAXLPPff499CguKQ886iKjiMa5KfjsyrFAPl16SL3dKvtfYh8+twNYXHiECCoULSGh2a8HT9+VlhcjhYcSp0HSc8qrKOYrfR5+txoH7Q/2i+rfASIBuFFPZgKvbdVtnQ8Oi4dn3WwYSkGiHw//AUfIN2uWMfN/jGz0fmFigDBKrR+eTRVSb9+34bF5aiRVm+p6Ft23759wyo1Sp8ffTvWfllDJNcAUXfVaIT5ySefHBYXBR2Xjk/HaVk8qVQDRF6771AfIm89dFxYlCgECMrRVCXHHbdidluttZGObhNFVx7q1z9gwICwSq3QfkTjDLR/lttZuQaI5pLSa7U2SKENEswXHVe09omON1ulHCAzJ3/tul62pg+RKaPy34uwphAgKOeaa57x4aEp0quaqj165qEZaQslPCLan2imXO1ntnIJED3cj8a8aFqQYqbj03HqeLPtLFHKASIfP33lih5ZH3cPixKDAEGse/en3R//2NTtsssN/jZWOurtpH/8GkFc27etKqP9iuavyrZ3Vi4Bonmz9DrN/JtLL6Uk0PHpOHW8Ou5slHqALF++zM2eNirRU70TIPBGjBjhv0Wus05d16FD+m/NkydPjrvq6sF1IYserGt/td+ZsgaIJmyMxqfka9xLodNx6nh13NksSlXqAVIMCBD4iev22GMP/49ZI7u1JGc6mlBQddV1tqZ7W2VL+xd18dV+Z8oaIFrZT6/R+hqlJFpPRMefKQJkJd3KSrcVqsLdM9SY6FnGpptu6mepTUfThqiuBu/V1DiPXGk/o8GGmU57YgkQTfIYLUP71ltvhcVFTcer49bxZzrZJQGyUhgY4VaoCnfPUCNeeumluKF88cUXw+JVRHNbNWvWLCwqaNpf7bf2PxOWANEkjKqv+bqK/dlHSMcbzVOm85AJAmSlQg+KyiRvj5E3eiagqw79I7788svD4lVo9lvV1b3ubHvc1Dbtb/RsIpNZfC0Bcuihh/r6Wmu8FOm4dfw6D5kgQFYiQJAomp5cy4XqH7BW48tkAR9Noa76msgwibTf2n8dR1WyDRDNThvdJst0idxio+PW8es8ZDJbLwGyEgGCRGnbtq3/x6ueV998801YvIrU+/tJndNJ+639z+Q+fbYBEnVr1mqGpUzHr/OQSbdpAmQlAgSJoaVao9s5jz76aFhcoV69evn6Wqs6qff3td/afx2HjiedbAMk6n11ySWXhEUlRcev85BJbywCZKXwoXkSHqBLYe8d8m727Nnxw85TTz01LK7U+eef719z7bXXhkWJov3Xceh40sk2QHbddVdf95lnngmLSoqOX+dB56MqBMhKYWgQIChIZ5xxhv9Hu/XWW7uZM2eGxZWK1jDXyoBJpv3Xceh40skmQFQeXdGNHTs2LC4pOn6dB52Pqs4bAbJSEsKiIsnbY5h17drV/4Ndc801s3qO8eOPP8aNaTahU4i0/9Gx6Lgqk02AfPvtt76eZgGuahBmsdPxR7Mh67ykQ4CsRICgoOkfc/QQ/Pbbbw+L04q6726xxRZhUSLpOHQ86brzZhMg0Via3XbbLSwqSToPOh86L+kQICsRIChY6qK71157+X+sWiMj22/J3bt396/NdBBeoYsGQ+q4KpNNgDz22GO+3rHHHhsWlSSdB50PnZd0CJCVCBAUrKuuusr/Q91kk03cpEmTwuIqdejQwb/+rLPOCosSSceh49FxVSabAImWrc1mrq1iFs2VVtVytwTISgRIEenUqZNr3769e/LJJxO/XXDBBfGU5i+88EJ4qBmJRhhfdNFFYVEi6Th0POlGjGcTILfddpuvd+GFF4ZFJUnnQedD5yUdAmQlAqRIaOK9qOEopm3//fcPDzVjzZs39++hK5liEF2R6bgqk02AFNv5yVUm51cIkJUIkCIRzWdUt25d//9J33QcOh6thzFu3LjwcDPCFUj6AOEKpDyuQEoHAZJCt3j0F1rdEL/77ruwOJHU+DVs2NAfl/5bVWNYEZ6BpD9nPAMpj2cgpYMA+R/1VNp+++39X+gbbrghLE40De7acMMN/bG1aNEiLK4SvbDSBwi9sMqjF1bpIED+Rw/N9Zd58803d3PmzAmLEy+ay0ozpb7zzjthcVqMA0kfIIwDKY9xIKWDACkzZcoUV6dOHf+XuUuXLmFx0TjvvPP8Mf7xj39006dPD4srxUj09AHCSPSVGIleWggQt7Jh1drZWiejWGkK82i67aZNm2Y1qy5zYVWOubBWYi6s0lLyATJkyJB4nMT7778fFhedoUOHxt8QO3bsGBZX6vzzmY03HWbjXYHZeEtLSQeIvoFrfIT+EpdSD5p7773XH/O6667rhg8fHhZXiPVA0mM9kBVYD6S0lHSA9OzZ0/8F1qp8EydODIuLlhrSY445xh/7Tjvt5ObNmxdWWQUrEqbHioQrsCJhaSnZAFGj+ac//cn/BU43oKxY6QFy1Bupqts5EdZErxxrorMmeikq2QBp1aqV/8tbr149N3/+/LC4JLz11ltxo9enT5+weBVRd149IB0/fnxYXNC0v9GD7nTddyPZBoho5H+pfiGRaMYCnYdMECDJV5IB8v3337v11lvP/+Xt3bt3WFxSonmcNNVJJqEQDcJr1qxZWFTQtL/a70wHQ1oC5PHHH/f1tWRwUp8TWel4o6WSdR4yQYAkX0kGyOmnn+7/4h544IEl9w89tGTJErfvvvv686EOBVU1lgMHDvR1deWiiSeTQPsZXWlp/zNhCZDU50S6uislOl4ddybPlyIESPKVXIAMGjQobgA///zzsLgkjRkzJp7q5Oabbw6LVxHNdaRxMwqgQqb9035qf7PpaWcJEIl6Yx100EFhUVHT8eq4M+l9FSFAkq+kAkSjZOvXr+//0mb64LhUPPXUU26ttTZwdes2cB999E1YXM7kyZP9LS+dx2uuuSYsLijaP+2n9lf7nSlrgOj2aPSspRTGFYmOU8er49bxZ4oASb6SCpDHHuvs/8Lq2/bUqVPD4pJ3+eXt3Q47XOaOPLKrmzVrUVhcTtRtVYMw+/btGxYXBO1XNEg0k26lqawBIn//+9/96xo1alT0t0h1fDpOHa+OOxsESPKVTIDMnbvA7bTTce53v9vK3XXXXWExnLo2L3Ynn9zX7btvl7Jv7m+5qtq+K664wjcAGpA4YMCAsLhWaX+0X9o/7We2cgkQdUbQ2CK9tkePHmFxUdHx6Th1vJl0wkhFgCRfyQTIffd94nbe+aayb0tXusWLC/u+fW0aMWK623//bj5E+vT5T1hczrJly9zxxx/vGwFNRlkoIaL9iCbH1P5pP7OVS4DIHXfc4V+72WabuZ9//jksLgo6Lh2fjlPHmy0CJPlKIkAmTJgdN4rvvWdbla+UPPXUV/5cHXhgd/fddzPC4nIWLFjgmjRp4hsCzbFV27ez9PnRXF/aL+2fRa4BsnjxYrfjjjv615988slhcVHQcen4dJw63mwRIMlXEgFy9dVv+gbxssteC4tQAd26uuKKN/w5O+20Z93Chem/wauRjq5EtOnBdU33ztLnRQ/MoysPa3hIrgEin3zyiVt77bX9e9x///1hcaLpeHRcOj4dpwUBknxFHyAffTTJN4T77dfNjR2b7LUsatLPPy9wRx3V05+7O+6oujeRbhNFz0S0qetsTY0T0edEXXW1aT8st61S5SNAJFruVldFSZ1DLKTjiK7yqlq2Nh0CJPmKOkCWLVvuTj31Gd8I3n33R2ExqvDJJz+4Bg26+PP3zjuZ3fpTb6eoi6/G2lx44YVZP1zNlN5X7x8NEtTnZtvbqjL5ChD1UlIDqffZeOON3ddffx1WSRTtv44javhz6WVGgCRfUQdI795f+8bvsMOedHPmpO+Wiop17DjYn8NDDnnCTZmS2QhjNb5nnXVW3ABrfIAmMszXuAi9j94vGm+hTZ+nz82XfAWIaOLOBg0a+Pfacsstqy1Qq5v2W/uv49DxZDKLczoESPIVbYDMnLnQN3pq/J55Jv3AOFRu6dLlZY11P38eL7jgJffrr5mv2KhpQ6K5s6JN8yXpWYVWBsx07XnVU329LppvKdr0/plOT5KNfAaIaHZaTZ0fhUjSrkS0v1F46DgymW23KgRI8hVtgPzrXx/4Ru/MM5/LqtHDqiZNmuMOOuhxfz4feeSzsLhKmv1WU6hHYyNSt80339z3ltLMABdccEG86c/6ucrD1+h99H6ZzKproXXTo4fE2rIZXZ3OpEmT4hDRbaCkPBPRfka3rbT/Oo58iKZ90dUMkqkoA2T06J9dw4ZdfYP36aeZT1+Byr366mh/PnVeP/98SlicEU2yp0W8FA7RGuuZbqqv1+n1mU7Wlw2tj9KlSxd35JFHxj2nok0TBGqcw8KFC8OXZU3f3Bs2bOjfV59T6L2ztH/R+dB+5+PKY+TIke6oo46Kz+/OO+8cVkFCFGWAXHzxq76xu/76t8Mi5KBVq4H+vB57bC83e3buz5TUGH388cfuiSeecG3atPHb7bffHv+/fq7yfDRaFdHcWA8++KA75JBD4gfx0aaV9U466aT4ikGbbp/lY81zPTuIHqxr0+cU2mBD7Y/2K9pH7W+uzzxmzZrlrr766vjZlf572mmnuR9++CGsioQougDp33+8b+QOOKCbv/WC/Jk/f0lZo7JiqpPrrkvmdOW6HaWup5rKPzUwtO2+++6udevW5Z5PLF++3K9vEa3eqE0zz37xxRcp75o99V7q0KFD3JjWrVvXTwuSS6+mfNDnaz+0P1Ejr/3MZb80iWmnTp3i99SmKxBdiSDZiipAFi9eVvZNqY9v4B58cEhYjDz45puVU5307ZuMzglaarVdu3Zun332WSU09DOVVbUM7dy5c91NN90Uj3/QFctFF13kpk+fHlbNigbhRSPWtTVu3DhvvdWypc/V50f7ov2yDhKMqIPDHnvsEb+nruxeeeWVsBoSqqgCpFu34b5h0wA4fVtG9XjiiS/9edZUJ3reVIh0FaHbYbvtttsqoaGrD12FWB6Ojx07ttytnd///vfu3nvvzamnlkbR6xlLtEqmNl3lvPnmm2HVaqHPidbz0Kb90P7kMpvAuHHj3CmnnBK/p8bo6Eoml/dE4SmaAJk+fb5r0qSHb9hefnlUWIw8Wr78N3f55a/7c9269aCwuNaMHPmTe+CBgWUB0cyvbRI1Xrpa0HOOhx56KKs1QdLp379/uXDSt/XXXsttqhyNs9CU6KkP8fXcRWuNa9GvfNL76X1Tu0Xrc/X5uYxTUQeHli1bxjMhR4NJ1UkBxadoAuSf/1zxgFdjFtTAoXppnE379h+64cNrd12VL7+c5gc7Rrcu99nnUbfNNueUXRns4HtUqWdVdTVemi7l4YcfdptuumncCB999NFu1KjcvsDoykhdXKPlcaNNt38uueQS/yD/u+++y/i5hOqpvl6n1+t9Ut9Xn6PPs1yRRfQZ6vQQjRXRpm7Yw4YNC6uiiBRFgGjeJk25oU0NCoqXvhwMHTrFT02j3mAKjWjTLbVrr33L9es3xM2aNTd8abXRuJErr7wyfiCub/Ia9KheR7lQryc9wD/00EPLNfjRps/Rg3+Vn3feeeXG0ejP+rnKw27J0aZyvX+uvasGDx4cd03WtvXWW7unn346rIYiVBQBsmjRMnfjje+4zp2HhkWoIVEjfvjhT1X6/Cmqky3NaTZ48GTXtu0HZVcVT5ULjcaNe7gWLd51b7wxxi1YYH8OkQ8jRoxwRxxxRNyQqtfRY4895nsh5WrGjBl+ni9dKSgUwm7HVW2qr9fp9XofvV+udDtQU8pEn6EBnurFlsssyEiWoggQ1L7URr2yIM8mQJYs+dV98MFEd/vtg8q+Ka+YkibaNCr+1lsH+i7b+vJQaDTtyg477BA3rHvuuad77733wmo50e0zdYN96aWX3JNPPukfeqeOo9Gf9XOVq16usxOnWrRoUVmYt3UbbLDyOdPZZ5+dtxHqSA4CBHkRNvAVDTSsKkAUBu++O97dcsuAeOqUaNOEmHpgr1BRuBQ69TbS0skbbrhh3Mhq0FwuD6gLga5eUh+8qxv0Rx8x03WpyluAVNU4SCZ1UkX1q+O2CPIr+j1ogKH+qwfboYp+V1qsSrefdAuyUaMVveiiTd2x27X7wE9Ho9tYSTRt2jTXrFmz+JaTeie1atUq5+cONe3LL78sNzGmBlZ2797dD7RE6UpEgGjLx20RVJ/o96BxIerMoAfa6lpdUZ1Ul1zyWrnfsx6Md+jwsRs2bEpR9aYbOnRoWUA2ihvgrbbayt9iyrQnVW3RNDIXX3yxW3PNNf1+ayBlixYt/MBKIDEBYr0tgpqR+nto2bK//39dPVRWJ3LXXR/5GZPvv/9T99VXxd+Drnfv3q5evXpxkOy33341tnJjNjQwsmPHjn6gZLSvJ554Yt7HoyDZEhEg2d4WQc1L/T1MnDjbz9qrZYRT5yPjd7WCeinpYXc0vf3qq6/uu93mc0GsXLzxxhvlJpHcdddd3bvvvhtWA5IRINneFkHNC38PbdoM8n/WA/HK6pS6iRMnur/+9a9xQ61eTZqXS72caoMGQB577LHx/myyySZ+9H4+e3ChuCQiQCSb2yKoeeHvYerUeX5GZAV/NF9WWAcraMGmv/zlL3HDvd1227nnn38+rFZtZs+eXXaVf1084FADIi+//PKCm2IehSfvAZLJlqnU+twWKWwV/R70MFw/u+aaFVO/V1QHK6g3U7du3cqtwKiR4l999VVYNW80wLFz585us802iz/z8MMPd998k4xZllH7EhMgwm2RwlXR72HGjAVx11xNMVNRHZSn9d+bN28eTxuv3k+avyofI8dTDRo0yO21115xcPz5z392L774YlgNSCvvAZJOJnVShfW5LVK4Kvs9aF0W/fwf/3il0jpYldYnOf744+MGXmuSa3nZXKaNF02YePrpp8fvq4GOd955J9OswyRRASLcFilMlf0e5sxZ5A4++Im4vKI6qNzbb7/tdtlll7jB1/rhlnVCNHDx1ltvjadZV88vrTE/dWrtzqaMZKu1ANHKdpqC/bjj+vgxHpqG/ZVXNEV1xfUj3BYpTOl+D126DCNAcqBeUA888IDvFRUFSdOmTf0U7VXRQMWePXv6gYvRa7Wg1ueffx5WBbJWawGi/1566Wt+8JiWotUtqWbNXnZduw6vsH4qbosUnnS/B01Do+lo0tVB1dQr6rLLLotHhavX1A033OCfm1RkyJAh7oADDoiDQwMYe/XqFVYDzGotQB544NNyVxsyZcovfv6jSGXvyW0RlDIt13vYYYfFwfCHP/yh7ItX13heqilTpviVBXWbSuVaova2224rC/LyY6iAXNVagFRk1qxFfn2HSLr63BZBqevXr5/bfvvt4yCpX7++u+iii1ydOnXin5155pluwoQJ4UuBvCioAHnooc/8gMFIuvrcFgGcW7x4sWvfvn250NC29957u/fffz+sDuRV3gIkV2+9NdYdc0yvVaYqAVA13bbS8w71stI6JEyzjppQEAGi8NA03uPGzQyLkBBjxsx0Awd+H/4YQBGr9QB58cVR7vjj+/ipSpBM6gxxwgl9/K3E8eNnhcUAilStBkifPv9xJ53U1/e+QnJpTI/CQ7MlL1iQ20hpAMlRawHSo8cX7tRTn3E//pispT2xqmhczvXXvx0WAShitRYgqV1ww+2XX5aE1VHATj65r/+9vfba6LAIQBGrtQBBcdAMAgqP/ffv5ubOXRwWAyhiBAhy8uijQ32AXHXVG2ERgCJHgCAnZ5zxrA8Q9aYDUFoIEJipy67CQytFahoaAKWFAIFZt27DfYBoVmUApYcAgdnf/vaCD5Bnnx0RFgEoAQQITCZPnhvfvvrppwVhMYASQIDApGvXAa5+/fv9ImAAShMBApMDDzzEbbTR7q5z55fCIgAlggBB1iZNmuRXu9PGYkVA6SJAkLV///vfftGiBg0ahEUASggBgqw1adLEB4gWLgJQuggQZGXq1KlujTXW8AEyZsyYsBhACSFAkJVOnTr58Nhzzz3DIgAlhgBBVo444ggfIG3atAmLAJQYAgQZmzFjhltrrbV8gHzzzTdhMYASQ4AgY927d/fhsfPOO4dFAEoQAYKMNW3a1AdIq1atwiIAJYgAQUZmz57t1llnHR8gw4cPD4sBlCACBBnp27evD4/tt98+LAJQoggQZOTtt9/24z8YPAggQoAAAEwIEACACQECADAhQAAAJgRIAqk3lLZ0MqlTmfHjx7vrr7/e7bXXXm7jjTd26667rtt2221do0aN3O233+5GjGANdAAESCJlEg6Z1KlIx44d4+lK0m0AQEuQQJk04pnUCUULRWmlwfPPP9998MEHfgDh4sWL3cSJE93gwYNd27Zt3e677x6+FEAJyq6FQUHIJBwyqZNKy9Suvfba/jW9e/cOiwFgFZm3MCgYmYRDJnVStWzZ0tc/55xzwiIAqFDmLQwKRibhkEmdVA0bNvT1Bw4cGBYBQIUyb2FQMKJwyGTL1Kabburrz5w5MywCgApl3sKgYIQhkW7LVNTzatmyZWERAFQo8xYGBSOTcMikTiquQABkK/MWBgUjk3BIrfPyyy+7008/3dWrV8/VqVPH1a9f3z388MPu119/jevzDARAttK3QihI2QbIcccd55566ik3evRot3DhQr+e+ZFHHumuvfbauH7UC+vcc8+NfwYA6aRvhVCQsg2QikyePNlttNFG8Z+jcSAaRKjFowCgKpW3MChYVYWDVFVn2rRp/rlHqvvuu8+/RiHSrFkz9+GHH7q5c+e6JUuW+IDRSPR27dq5PfbYo9zrAJSmylsYFKyqwkEqq6PnHrqVdcIJJ7jmzZuHxe7uu+92a665Zvz6yjYAoCVIoEwa8YrqpAbAnnvu6a8uKjJ27Fh33XXX+Tq6zaXZeLfZZhvXuHFj17p1azdy5MjwJQBKUPpWCEVn6dKl/iH6UUcd5c4777ywGAAyRoCUqKlTp7oNN9ww/DEAZIwAKVETJkxwdevWDX8MABkjQEqAxnz079/fzZgxw82bN8/3ptLqghr7AQBWBEgJ0Ojyo48+2i9Pq667++23n+vevbv77bffwqoAkDECBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPw/Wry0fueoTbYAAAAASUVORK5CYII=)
PN: 3H30-3-70
CAS: 828241-99-2
Molecule Weight: 229.206
Formula: C10H10F3N3
PN: 3H32-7-CM
CAS: 942034-99-3
Molecule Weight: 248.63
Formula: C10H8ClF3N2
PN: 3H32-3-6U
CAS: 53483-66-2
Molecule Weight: 200.164
Formula: C9H7F3N2
PN: 3H37-1-A2
CAS: 62306-08-5
Molecule Weight: 185.23
Formula: C11H11N3
PN: 3H32-3-6T
CAS: 397869-98-6
Molecule Weight: 200.164
Formula: C9H7F3N2
PN: 4H56-3-EJ
CAS: 6758-34-5
Molecule Weight: 216.163
Formula: C9H7F3N2O
PN: 4H15-3-33
CAS: 944903-91-7
Molecule Weight: 214.147
Formula: C9H5F3N2O
TSCA: Listed on TSCA inventory
EINECS: 250-243-3