| Product Number | 3H30-3-48 |
| Purity | 98 % |
| CAS | 243977-15-3 |
| MDL Number | MFCD00269346 |
| Molecular Formula | C10H7F3N2 |
| Molecular Weight | 212.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 300 mg | 102.00000000000001 | In Stock | |
| 1 g | 295 | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-48
CAS: 243977-15-3
Molecule Weight: 212.175
Formula: C10H7F3N2
PN: 3H39-3-X2
CAS: 57369-92-3
Molecule Weight: 227.19
Formula: C10H8F3N3
PN: 3H39-7-12
CAS: 1171001-63-0
Molecule Weight: 263.65
Formula: C10H9ClF3N3
PN: 3H30-3-46
CAS: 247113-89-9
Molecule Weight: 212.175
Formula: C10H7F3N2
PN: 3H30-3-2Y
CAS: 147147-73-7
Molecule Weight: 226.202
Formula: C11H9F3N2
![4-[(2-Hydroxyethyl)amino]-8-(trifluoromethyl)quinoline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABxvAAAcbwFE4HDtAAACUHpUWHRtb2xTb3VyY2UAAHichZVtb6owFMe/yklfX1sKSMGIi9myZMl2b3K3JffdTYXqSKRdAJ++/U5BnSgDAU85/f9q23NOnd7t8zVsVVFmRseEU4eA0olJM72Kyfvb4ygkd7NpgiIU6jImH1X1OWFst9vR5EPlcm80TUxOmv7Jvsxamp1HTbFiruNw9u/l+bVmRpkuK6kThVSZTcra+WwSWdWz+OEnWC6LbaZZI2d5sW1G++869nbovkzJ91rusW+OKCyztYKlKXJZwdZ1KN7OL1gprQpZqRQWB3R71Me1z6YvDybZ5EpX2LQjZIlcv1bFJkFHbtYq2eBg2Hh6iEnOEZCVyedFIQ9gW9YtOUgXpAfSBzkGGYAUIEOQEUju4IP9HAUcFRwlHDUcRRxVPMT9Xys7gbfDp4rJH7jH63f9/W1P16O9cBPdmOCi8AOcep4nTsalQSD8k+nsw2U7OKsxOn0BATpD/2SOzrbkrAwFGo+KyBcEDjiFkaDCzmEU0MizFqWRtT4NXGs96oTWutTj1jpUIADHqf/welZf0ZyOfTRH7/GtMRgWdo7LbLowOr1oQpbGZMFJHbC/alm6x5gRMEWqCiwDO4CVXgJuG7AR7ge8NmDzoR/w24DNnn5g3AZsrp2BeRcQtAGbmf2AaAM2j/uBsA3YrO8HojZQ10g/YftboatraoC5DnddgwPMVcSbmh1groLe1PgA49+EcRAZ3+7aEBJ07NpAfvGr8Dcn1QATdjBigIk6mLCLYRe1zE7nMTZvzmp2cZAz/PuafQFnof361sxE8QAAO8VJREFUeF7t3QfYFMXhx3EQIfYoWLEGE7FFBWxYECyxxEYsWEFjbBhUFGOMPZh/YkElagxgIohEDRJLlAiavGIFFQWNiBVUBBVUUBRpzp/fkTv25t733nt3d3Zn776f59lHeXfubm/nffe3szsz28wAABBCM/sHAABUggABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgSANwad0axJC9JFDQDwhh0QjS1IFzUAwBuEQ7ZQSwC8QYBkC7UEwBsESLZQSwC8QYBkC7UEwBsESLZQSwC8QYBkC7UEwBvBAGlsQfqoBQDesEOi3IL0UQsAvEFAZAu1BMAbBEi2UEsAvEGAZAu1BMAbBEi2UEsAvEGAZAu1BMAbBEi2UEsAvEGAZAu1BMAbBEi2UEsAvEGAZAu1BMAbBEi2UEsAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAHhrwfw55tNpL9g/hicIEABeWrhgnrmr3wa5QYUv/fMqezU8QIAA8JJaHvlR6f+8cV97NTxAgADw0ifTJqwIkAHd7NXwAAECwEsEiP8IEABeIkD8R4AA8BIB4j8CBICXCBD/ESAAvESA+I8AAeAlAsR/BAgALxEg/iNAAHiJAPEfAQLASwSI/wgQAF4iQPxHgADwEgHiPwIEgJcIEP8RIAC8RID4jwAB4CUCxH8ECAAvESD+I0AAeIkA8R8BAsBLBIj/CBAAXiJA/EeAAPASAeI/AgSAlwgQ/xEgALxEgPiPAAHgJQLEfwQIAC99/O4EM/CUZrll1LUEiI8IEABeeveNCeaUrs1yy7V9CRAfESAAvPTapAlmxy2a5ZZfHE+A+IgAAeClCRMmmGbNmuWWbt0IEB8RIAC8RID4jwAB4CUCxH8ECAAvESD+I0AAeIkA8R8BAsBLBIj/CBAAXiJA/EeAAPASAeI/AgSAlwgQ/xEgALxEgPiPAAHgJQLEfwQIAC8RIP4jQAB4iQDxHwECwEsEiP8IEABeIkD8R4AACcs/prXSpVYRIKXs343GFtfcfwKAIvYfeWNLrSJAStm/G40trrn/BABFkvwDzzICpJRvvzt+bAVQQ3w7CPiKACnl2++OH1sB1BDfDgK+IkBK+fa748dWADXEt4OArwiQUr797vixFUAN8e0g4CsCpJRvvzt+bAVQQ3w7CPiKACnl2++OH1sB1JDgQaCxpZYRIKXs349ySxKS+RQABfYfernF9vUXH5nHBx1j/nlD18SWv/Xvan53bldz+vFdzQH7dTVduyazdOzYsRAga6yxRsl618vRh3U1/X7e1dz269J94nL5b92tdrUX2L8f5ZYkJPMpAAqi/JGPv/+ikgOF6+UPJzQzJ3VpZjr+oJn53srLD+i1sGzcupn5yQ7NTN+flu4Tp8uZzc2Cr2bbVZ8TLOcDP7YCqCFRDgLTXv6HGXxWi9KDjsOFACndJy6XkVf/2Cxdutiu+pxgOR/4sRVADYl6EJj/+YfmozfrElven1JnprxSZ156vs6Me7LO1NUls9x+++2Fg3mHDh1K1rtennumzkx+sc68/WrpPnG1fDJtglmyaIFd5QVRf3fi5sdWADXEt4OAr7iJXsq33x0/tgKoIb4dBHxFgJTy7XfHj60AaohvBwFfESClfPvd8WMrgBri20HAVwRIKd9+d/zYCqCG+HYQ8BUBUsq33x0/tgKoIb4dBHxFgJTy7XfHj60AaohvBwFfESClfPvd8WMrAMBCgPiPAAHgJQLEfwQIAC8RIP4jQAB4iQDxHwECwEsEiP8IEABeIkD8R4AA8BIB4j8CBICXCBD/ESAAvESA+I8AAeAlAsR/BAgALxEg/iNAAHiJAPEfAQLASwSI/wgQAF4iQPxHgADwEgHiPwIEgJcIEP8RIAC8RID4jwAB4CUCxH8ECAAvESD+I0AAeIkA8R8BAsBLBIj/CBAAXiJA/EeAAPASAeI/AgSAlwgQ/xEgALxEgPiPAAHgJQLEfwQIAC8RIP4jQAB4iQDxHwECwEsEiP8IEABeIkD8R4AA8BIB4j8CBICXCBD/ESAAvESA+I8AAeAlAsR/BAgALxEg/iNAAHiJAPEfAQLASwSI/wgQAF4iQPxHgADwEgHiPwIEgJcIEP8RIAC8RID4jwAB4CUCxH8ECAAvESD+I0AAeIkA8R8BAsBLBIj/CBAAXiJA/EeAAPASAeI/AgSAlwgQ/xEgALxEgPiPAAHgJQLEfwQIAC8RIP4jQOClTp0GFZaddx5kpk6dbRcpEiyP6kCA+I8AgZeCgaCld+9H7SJFCJDqQ4D4jwCBl+wA0TJhwgy7WAEBUn0IEP8RIPCSHR5aTjpplPnuO7vkcgRI9SFA/EeAwEvBQNhjj78U/n/MmHfsojkESPUhQPxHgMBLwUC4+ebnC/9/5JH3mMWLl9rFCZAqRID4jwCBl4KBMHfuAtOly52Ff99333/t4gRIFSJA/EeAwEt2IAwePLHw7wMOuMt8883isuWRfQSI/wgQeMkOhK+/XmT2339Y4WcKlHLlkX0EiP8IEHipvkAYMeLVws/23vuv5vPPF5Qtj2wbP358IUB23nlnezU8QIDAS/UFwsKFS8whh4wo/Pz6658tWx7Z9fzzz5utttqqECDNmzc3l156qfnqq6/sokgRAQIvNRQIDzzwRuHnu+8+xHz00ZdlyyNbZsyYYU4++eRcYOTDI7i0bdvWDBs2zHzX0IAgJIoAgZcaCoSlS78z3bvfW1h36aX/Llse2fDtt9+a/v37mzXWWKMoMFZbbTWz4YYblgTJbrvtlmulIF0ECLxULhA0mDC/ThMtvvnmnLLl4beRI0eaLbbYoiggVlppJXPKKaeYWbNm5co88MADZssttywqo1aKWisfffSR9Y5ICgECL5ULBF29OOGEUYX1v/zlo2XLw0+TJk0yXbt2LWld7LHHHubFF1+0i5uFCxea3//+92bNNdcsKq9WyzXXXJNrxSBZBAi81FggPPPM+0VlGisPf8yePducccYZpkWLFkVBsMkmm5i7777bLl5CrRK1TtRKCb7+Bz/4Qa41g+QQIPBSJYFw2mkPlYRHufJI16JFi8yNN95o1l577aID/6qrrmquuOIK8/XXX9svKeuFF17ItVbsFoxaNWrdwD0CBKnQfFZ1ddPMtGlf2KtyKgmEV16ZVRIeDZV/6aWPzLnn/is3DcqSJaVzacGt0aNHm/bt25cc7Hv06GGmT59uF28StVrUegm+r1o3Z555Zq61A3cIECTuqafeL/Sk2muvv5jPPvvGLtJoIOT16TO6ogA5+uj7Cuv1/+PHf2gXgQNTp041hxxySElwdOjQwYwbN84uHppaL5dffnmuNRP8HLV2brrpplzrB/EjQJAYtTbsG97qRfXhh/Psoo0GQp56YOk9Git/5ZV1JUHTt+9j5v3359pFEYO5c+eaCy64wLRs2bLogL7eeuuZIUOGmKVL3bQC1Zo59thjSwJr6623Nv/617/s4oiIAIFz8+Z9a2644Vmz225Dig7gmhSxoed7xE3jR0aNmmL222/FfFpaNBhx4MDxZv78hfZLEIKCYfDgwbmgCB7AW7VqZS688MJcsCRBrRu1cuwgUWvozTfftIsjJAIEzuigff/9r3t10P7yy4VmwIDn6g2zhx6amttmhPPkk0+anXbaqeSg/dOf/jSVg7bCTK0dO8zUKlLrKKkwq2YECJx48cWPTI8eI+u9bPTBB6WXrJKmy2n13T858cRRuZvzqNy0adPMMcccUxIcumz02GOP2cUTp6BQ60etoOD2KVjUWnJ1Oa0WECCIleamuuiisSUH5mOO+buZMGGGXTx1Gk8SnBolv1xyyRNm1iwm7itn/vz5uRvXq6yyStGBeZ111jE333yzWby4+JktaVMrSK0hO+jUaorzhn4tIUAQCz2v47bbXjCdO99RdCDu1m2o911n1aV4+PDJZp997izadj2LfdCgl8yCBX4dCH0wfPhws/HGGxcdiNV19qyzzjJz5syxi3tFN9PVOrKDRK2oqF2Kaw0Bgkg0rcgjj7xpDjpoeNHBd9ddh5hrr30mdwM9K/R8kWuuGWd22WVw0XfRFPKPPfa2Xbwm6SFPnTt3Ljn46oFPkydPtot7S9161b1XraXg91BrSq0qta7QOAIEob366iemV68HSi7/nH32I+bddz+3i2eGugaffvrDJd9LI9+nTKnNgWkzZ85cVte9SqZZ1/Qh999/v108MzTQUAMO65tWRa0slEeAoMk++UTXvv9TMv7iiCPuyY0urxZjx75rDj10xQOstKh1cvXVT9Y7+LEaaQLD//u//6v6CQzVeqpvYke1tjRlCupHgKBieiLgHXdMzD1ONnhQ1b/vvPMVs2iRv/c5wtJ3HjJkYm7EfPA7d+lypxk2bFJVfue8f/zjH6Zdu3ZFB1S1QHr27Fm1U6irNaVWlf2dNXmjWmEoRoCgIk888a457LC/lZyNX3VVnZkzp2mT4GWRWl2XXfbvou+v5cgj7zHjxlXXjdfXXnvN7LvvviVn47vvvnvuOeXVTq0qta7sh1upFabWmFplWI4AQVmvvz592dnX0JID56mnPrhs3ad28ao3efLH5uST/1GyP3r3fjTT931EvafOPvtss/LKKxcdONXb6q677rKLVz21stTasu/7qFWm1hkIEDRANxfPOecis9FG+5ktt+xtOnT4Y+5AefDBd5vRo2u7R5J6nj388JvmwANLe55dd91TZu7cbLXINF5j4MCB9fZIuvTSS2u+R5JaXXqErt0iUytNrbVaRoCgSL574/JnNjQ3a6217bIz0J8tC5ArzZ///CJjIgI09uWWW9StdcXYl223vcLssMNpZsiQe82SJUvsl3hnzJgxZptttik5OB511FHmvffes4vXrO+WnTUMGzbMtG3btmg/qbXWu3dv78e+uEKAoEADrOxnNrRq1cacdtrlZsaM2vwDqYRmE77wwjFmp51uMu3anWnWW2+fZWfvG5jtt9/ePPHEE3ZxL7z11lvmsMMOKwmOHXbYwdTV1dnF8T9fffVVrlX2ve99r2i/tW7d2vzxj3/0bvS9awQIclM8JPHMhkqop4sOurfddps577zzzMEHH5zrXqlg22KLLcz666+f2zb9V//Wz7Ve5c4991xz6623mrFjx6bSS+j55982++57rllzTY1yXnHd/MgjjzTvvJPMrMONmTdvnrnoootK5oVad911l7Uw/5x4q0n1pPpSvan+slLfap2plWb/zag1p+2pFQRIDUvrmQ1Bb7/9thk0aFDuyXQ6iNl/kFEWnRXqj1xhNGXKFPujndCULbfffodp06ZN0bbojPXXv/61+fLLL+2XJEJ1eccddxQOyPlFdX/++eebL76o/8mQcVM9qD5UL6ofu86iLGnUt1prarXZ26LWnX63qx0BUoPSfmbDq6++avr162c233zzkj88l8tGG22Uu16dRFfUzz//3PTp06ekR9OGG25o7rzzztw19aQ8/fTTpmPHjiX746CDDso9MdA17W/td+1/extcLknVt1ptar3ZJ0D6e1JrT62+akWA1Ji0ntnw2Wef5Xr61Hcgs//oDzzwwNzB95ZbbslNB66eLpoyfMaM4tl89W/9XOt1M1jldVlDB0b7Gdn2stVWW5n+/fubDz90+2jb119/3RxwwAEln7/LLruYZ5991i4eq/fff98cd9xxJZ+t7/7oo4/axWOl/ar9q8+yPz+4qJ5UX6o31Z/qMav1rVacWnN2i36DDTYwf/nLXxJp0SeNAKkRaT2z4dNPPzW/+tWvSgZlBf+4jj/++Nwls7h7/egAOnTo0Fxf/k033bTks7Xoj/3UU091Gp7y8MMPmx/+8Icln3/iiSfGflDT88GvvPLKkueDf//73zcDBgxw+nxw7UftT/sgml9UD6oP1YvqJ06+1Pcbb7yRCzX7szt16pRrDVYTAqTKNfbMBlcHk48//jh3f2W11VYr+UNaa621zC9+8YvE/5gmTpyYuzGv0LK3SZPp6T6My379GsF87bXX5r5/8LNXX31189vf/tYsWLDAfkmT/e1vfys5eOq7nX766bkwd0X7TfvPnpRQi/a39rv2f5LSru9HHnmk3haYTpjiDs+0ECBVTLOJ2k17/eFo9lENFHRBzXRdWrAPklo0Md2IESPMN9+kOxGhulrqj/vwww8v2Ubtn3POOcfpTWWF689//nOz0korFX227gndd999dvGKvPTSS2bPPfcs+T5dunQxr7zyil08NtpP2l/1BYf2r/Zz2l1b06xvnaDdcMMNudZf8HN1YqVWYtp/C1ERIFVIs4fW98wGdX90+cwGnfHp2r79uTqIPf7443ZxL2h/1HfmrLNW19N36KC/11571bu/Xn75Zbt4vRoKI3V5DRtGldL+sc/u82f2Ln/PokirvtX6U6vb/tzNNtss12rMKgKkiqT1zAb1QrnkkktKehzpmm9WBqXpmvixxx5btP1aNF2FfTM3bjqA6EAS/FwdaHTAaeiyUxKXwxqi/VHfZIvafy7vLcQprfrWiYFOEOzP1YmETiiyhgCpAmk+s2HWrFklz1HQQU33V5IelBYHtZTs69bq7uyyo4HoUoYuadj3jHTpQ5dAgveqHnrooXpvyJ900kmx35C3aT/Y3b+1v3xtYTYmrfpW69Duxq5WpFqTalVmBQGScWk+s0Fdgu2+/Rp17fIMLgkKZHX5DE5XoT9utbJcX8/XzVXdZA3uUy06yP3pT38y+++/f8k6XTZ87rnn7LeKlb63vn/wUpn2j/ZT1qc3T6u+1UpUa1GtxmB96gRMrcss7FcCJKM0EM2+7KFFs4a6Hjgl6i4ZvGSlQVO6eV5NdE9nyy23LNq/GtOh+ZBcUw81XQK06ze4KLyTGJSo72uPZdF+SbpXlWtp1bdajerObdevek76fkmQAMkoXS8N/rJpllDdBHR9MBFdngreZ1GQJRFaadAoYnv8jM74G7o3ESf1aNMANPtGtcI6qWlR9D3tjhHaH9U6ujrN+tbAUntfq4eYzwiQjNI8O/lfMh1gXJ8l5V111VVFv+C6+VcLU1lrivvg5RtdUtLgzCTooBa8zOH6clWevl/w/oC+v/ZDLUirvnUCGGztaYZfnxEgGRUMkB133NFe7cRll11WFB4abatRz7VCNz6Ds9jqSX1JHFTkRz/6UeFzXd/bEn0vfb/8Z+p7u+4W7Ju06lvTs+Q/Uy1QnxEgGZV0gGjG3GB4qJnvahS7zzTVfLC3m85Mk7i8kWSA6PsEWx76vr4+18S1NOqbAIFzSQaIRvEGb5irl1A1TgxXKQ3UDB5UdN3a9SXEpAJE3yN4HV7fU9+3liVd3wQInEsqQNQzJXj9XWM+stC90DWdmQa7feq6tctxL0kEiLY/eP1d369WWx62JOubAIFzSQSIevkEB6xtt912zuYMyiJdIw/eaNW4AVeSCBBtf/4z9L1q7Z5HY5KqbwIEziURICeffHLhM/Qku2qZQTRO6q0TPOi6GsHsOkC03cGDY630tmqqJOqbAIFzrgNEM/nm319jPkaPHm0Xwf8Exw1oGgwXI/FdBoi2Nzg9ib4PGua6vgkQOOcyQD744IOiSfr0lDU0TOM0gpf6NCFf3FwGSHBiRH2Pah0kGBfX9U2AwDmXARJ8DKoef+tyMsZqoZkBgjdZ454a3FWAaDvz76vtz+KMsGlwWd8ECJxzFSDjxo0rTFOiKcVdPoyo2mhCvnydaHaAODscuAgQbV9wmhRtPyrnqr4JEDjnIkDULVHvlX/fs846yy6CMtS9OTgAL855jFwEiLYv/57abrpnN42r+iZA4JyLABkyZEjhPVu3bl0Tc1zFbezYsYV9qBZcXM/cjjtAtF3Bp+Npu9F0LuqbAIFzcQeIRpYHbwxW29TsSQo+6U73k+IQd4AE73NpexFe3PVNgMC5uANk5MiRhffT1PBczghPz3DIn93rv3E80yHOAHGxfbUs7v1JgMC5uANk5513LrzfddddZ69GE/Xo0aOwP0899VR7dZPFGSDanvx7aTsRXZz1TYDAuTgDpK6urvBea6+9NuMAYjB58uRCb7aWLVvmxtZEEVeAaDu0PXofbZ+2E9HFWd8ECJyLM0B69epVeK+LL77YXo2QDjvssMJ+veaaa+zVTRJXgGg78u+j7UN84qpvAgTOxRUgCxYsKBp1HvX6LVbQNPj5/dq+fXt7dZPEFSDajvz7aPsQn7jqmwCBc3EFSPDmeadOnezViGDx4sW5SSjz+zfKc+PjCBB9fv49tF3aPsQnrvomQOBcXAHSvXv3wvsMGDDAXo2IzjvvvML+jTLQLI4ACQ4c1HYhfnHUNwEC5+IIEM1xteqqq+beQ1NTxz2rKJY/kCtfTxtttJG9umJxBIg+P/8e2i7EL476JkDgXBwB8tRTTxXeo2PHjvZqxGTTTTct7OcpU6bYqysSNUD0ufnXa3vgTtT6JkDgXBwBEuyR07dvX3s1YtKzZ8/Cfr711lvt1RWJGiD63PzrtT1wJ2p9EyBwLo4ACT7/+sEHH7RXIyZDhw4t7OejjjrKXl2RqAGiz82/XtsDd6LWNwEC56IGiHqMrL766rnX6/7HZ599ZhdBTPQo4HxdtWnTxnz33Xd2kUZFCRB9nj43/3oeTexW1PomQOBc1ADReI/867fZZht7NWK22WabFfb3hx9+aK9uVJQA0eflX6vtgHtR6psAgXNRAyQ46OmII46wVyNmP/nJTwr7+4knnrBXNypKgOjz8q/VdsC9KPVNgMC5qAFy0003FV7fr18/ezVi1qdPn8L+vu222+zVjYoSIPq8/Gu1HXAvSn0TIHAuaoD07t278PrBgwfbqxGzYC8oHSCaKkqABA9IYXoFoemi1DcBAueiBsiBBx5YeL1m44Vbjz/+eGF/H3LIIfbqRkUJEH1e/rXaDrgXpb4JEDgXNUB22223wuvjeAwnytN03/n93blzZ3t1o6IEiD4v/1qmb09GlPomQOBc1ADZbrvtCq+fPn26vRoxe++99wr7e/vtt7dXNypKgOjz8q/VdsC9KPVNgMC5qAES7GY4Z84cezViNnv27ML+3nzzze3VjYoSIPq8/Gu1HXAvSn0TIHAuaoC0bt268HpNqgi3tI/z+1v7vqmiBAh1nbwo9U2AwLmoAZKfhbdFixb2KjiiEf/a59r3TRUlQIIzLiM5YeubAIFzUQOEs9JkRTkjlSgBQl0nL0p9EyBwLmqAcA8kWVGuiUuUAOEeSPKi1DcBAueiBgi9sJIVpVeORAkQemElL0p9EyBwLmqAMA4kWVHGBUiUAGEcSPKi1DcBAueiBggj0ZMVZWSyRAkQRqInL0p9EyBwLmqAMBdWsqLMjSRRAoS5sJIXpb4JEDgXNUCYjTdZUWZnlSgBwmy8yYtS3wQInIsaIDwPJFlRng8hUQKE54EkL0p9EyBwLmqA8ETCZEV5Qp1ECRCeSJi8KPVNgMC5qAHCM9GTE/UZ2RIlQHgmerKi1jcBAueiBogccMABhfd48MEH7dWIydChQwv7+aijjrJXVyRKgIg+N/96bQ/ciVrfBAiciyNArrnmmsJ79O3b116NmPTs2bOwn8P2gooaIMFeQdoeuBO1vgkQOBdHgDz11FOF9+jYsaO9GjHZdNNNC/t5ypQp9uqKRA0QfW7+9doeuBO1vgkQOBdHgGjCt+BMrTNmzLCLIKKJEycW6mmjjTayV1csaoCIPj//HtouxC+O+iZA4FwcASLdu3cvvM+AAQPs1YjovPPOK+zfc845x15dsTgCRJ+ffw9tF+IXR30TIHAurgAZOXJk4X06depkr0YE6um2/vrrF/bv+PHj7SIViyNA9Pn599B2afsQn7jqmwCBc3EFyIIFC8xaa61VeC+ND0E8goM127dvb69ukjgCRLQd+ffR9iE+cdU3AQLn4goQ6dWrV+G9Lr74Yns1QjrssMMK+1U93qKIK0CCPe+0fYhPXPVNgMC5OANEs/Hm32vttdc28+bNs4ugiTSdd/PmzXP7tGXLluaDDz6wizRJXAGi7dD26H20fUzvHo8465sAgXNxBojsvPPOhfe77rrr7NVooh49ehT256mnnmqvbrK4AkS0Pfn30nYiujjrmwCBc3EHSPBmetu2bc3ChQvtIqiQ7iO1aNEity/13zjuK8UZIC62r5bFvT8JEDgXd4AsXbrU/PCHPyy85y233GIXQYWOPfbYwn487rjj7NWhxBkgou3Kv5+2F+HFXd8ECJyLO0BkyJAhhfds3bq1mTNnjl0EjRg7dmxhH+psNK7HBccdINqu/FmzFm03ms5FfRMgcM5FgCxZsiT3Xvn3Peuss+wiKEOX/bbaaqvC/gs7kKw+cQeIBAcWaru5bNk0ruqbAIFzLgJExo0bV+hNojOqV155xS6CBvTv379QJxtssIH54osv7CKhuQgQbZ+2M/++2n5UzlV9EyBwzlWASPD6+E477ZSbMwvlvfTSS+Z73/teYb/ddddddpFIXASIaDvz76vt1/dA41zWNwEC51wGiPqwB0enn3/++XYRBGjcTLADwr777msXicxVgIi2N//e+h6MAyrPdX0TIHDOZYDI8OHDC++vS1qjR4+2i+B/jjnmmMK+Wm+99ZzMauwyQLS92u78++v7oGGu65sAgXOuA0ROPvnkwmdokjgehVrqpptuKuwjTYn/2GOP2UVi4TJARNut7c9/hr4XSiVR3wQInEsiQL788suipvp2220X243CanDfffcVHXQvueQSu0hsXAeIaPuDB0d9P6yQVH0TIHAuiQARPSBn9dVXL3xW165d6e65zBNPPFF0E1XPl1c3aFeSCBBtv75H/nP0/fQ9kWx9EyBwLqkAEU1TvfLKKxc+7/jjj8+NXK9VL7zwgllzzTUL+2OXXXYxX331lV0sVkkEiOh76PvkP0vfU9+3liVd3wQInEsyQGTQoEGFz9OiG4mLFi2yi1U9nYkGDyYaSPbpp5/axWKXVICIvk9wgJy+b622RNKobwIEzgUDZNNNNzXfffedXSR2l112WVGIHHTQQebrr7+2i1UtXQNv1apV4ftvvPHGZtq0aXax2Km1p2n28587depUu0js9L30/fKfqe9da/dE0qrvYC+v22+/3V7tFQIkozSQKXgw33XXXc1zzz1nF4vdVVddVfS5e+21V03MmaXeN8EbqDoTTeJgopkBOnToULTP1113XfPXv/7V+WVEfb9gS0Tfv1Z6Z6VR3xp/pcvDwbqOa3oUVwiQjNKN7ODNbS0ar3HSSSfF3i/ddvPNNxemO9Gy2WabhX7+s+80aCx4RqhF18BdX8aYPn160Syv9S16hsszzzxjvzRW+p7BeyJatD+qdbBhGvX9zTff5E7MVltttaLPVYA99dRTdnGvECAZpilGdFkpOGpci4JF8/ToeeeuDB06tOjGupr61TYFvHqgbbnllkX7Vr1vXN5A1SXBK664wqy66qpFn6tLWCeeeGJRt+r8csIJJ0R6Al5j9H2DvbO0aL9o/1STNOr7nnvuyZ2ABT9TwdGzZ89MjLsiQKrAxx9/nHsKWrDJrWWLLbYwf//73+3isXnyySfNRhttVPSZRx55pPMWkGtq3SmAg902tW/V73/x4sV28djcfffdZpNNNinan5rQ8owzzjCzZ8/OlVHHheuvv958//vfLyqns1edxeps1gV9b33/4O+Y9o/2U9a7dadR3worXf4N1qGWvffe27z88st2cW8RIFXkxRdfNHvuuWfJL+U+++zjbFbdWbNm5caGBD9PLSJd5nLVT96lxx9/vOi6vxZNV+FixHGe6m2PPfYoqTft10mTJtnFcz755BNz2mmnlZw06GxWZ7WuaD8Epz3Rov2l/ZZFSdd3Q/W2+eabm3vvvdcu7j0CpAqNGDEi1zMr+AuqM9nTTz+9cCYbJwWFztaCl7S0dOrUydTV1dnFvaTHkNZ3z0ET5blqUSl8TznllJKDiVqOesRwJXS2qrNWe7v1M1eXmLQ/ghMw5hftv6iPc01K0vWtVs51111XcrlZLcerr77aWcvRNQKkSpW7lj5gwAAnYzh0wLJvuGrp0qWLt2eokydPNj169Ch6Op8WPd8hzim6g3Qw+f3vf180vkDLGmuskbuUEmb6fJ296iw2+H4KJp3t6qzXBe2f4PNEtGg/an9qv/oojfp++OGHi8bx5Bfd0/rwww/t4plCgFQ53YjTH4z9y9u+fXsnM+yqa6lupttnWlo6d+6cax2lfbal69oaXX/44YeXbKMOLOo66WrOrwceeKDkRq16tGniyqhnvtqvOpu1e/Pofonum7g4adB+0v6yD8hatH+1n13dR6hUWvU9ZcqUks4HWtR77tlnn7WLZxIBUiPUHbBjx44lv8wHH3ywk4FpurF/wQUXlBzMtChcfvGLX5inn37afplTaiGdd955JWfN+QOJgjaOZ1rX57///a/Zb7/9Sj53t912M88//7xdPBL1yFLPLPuzdBb8z3/+0y4eC+23+s7stWh/a7+7uqTWkLTq+/PPPzd9+vQxLVu2LPrMDTfcMDd+J4lBv0khQGqIWgd33HFHbmr24C+2ftH79u3r5CxM/ed/9atf5S7P2H/E+YOLBk8NGTLEvPfee/bLI1HrS92N1SXSvicU/O7qwebq2v1nn32WO8O17w+1bdvWDBs2zOnBRGNEdLZrf+ef/OQnubNjF7QftT/tg2d+UT2oPlQvcXdTTbu+dS/wT3/6k2nTpk3RZ6qL+8UXX5yb3braECA1aO7cuaZfv35F0zRo0QhnzXnloveUDqQDBw6stxUUXNQt+MADD8ydwelSmHrD6CxRo4DtSzz6t36u9WPGjMmV1zxCmmLF7g5rL+p5o/sNrq5B67KJtqd169ZFn6uuor/5zW+cji0IUkDprFdnv8Ht0IFU+0pnyy5ov2r/2j2c7EX1pPrStmh/qR6zWN///ve/zfbbb1/yuUcccYR555137OJVgwCpYW+99ZY59NBDS37pNTmjxni48uqrr+YCzL7p63pROPXu3dv5qHl1GNh2221LPv9nP/tZ7K2sSunsV2fB9kmDzpZ11uzipCFP+1v73R4z5HpJor7fffdd071795LP1rNzamECSgIEubO5bbbZpuSP4Oijj3Y+/48mhVSrR9ej1QKytyHKorP/o446ytx2223OLtkE6bvUd6P2xz/+sfnPf/5jF0+FzoZ1VlzfNuos2jXVg+pD9WK3zqIuSda3Alld14ODD/PbcOutt6becSApBAhy9AuvS0zrrLNO0R/EKquskpsuZf78+fZLnJg5c2buzE0HAd0A1U1+DahTrzGNj8jfv9F/9W/9XOtVTpcz9Mc7duxY51OeB2n+JN3nsc/uFYiaTdXl2X1YaiXpLNk+COtsWmfVSVE9qb5Ub6o/3+tblwR1n8VuTeke1y9/+cvcpdpaQoCgiGbWPeuss0pu+moqa1f95LNKnRL0vAa7l4/uLyj8XN1fiEu5+zQ6u07qPk1WaLZrzXod3Fda9t9/f/P666/bxWsCAYJ66T5Ft27dSv5Ydt99dzNhwgS7eM1RDyeNtLf3jzoAvPHGG3ZxrzXUU0xn2TrbdtlTLAt0816zXAdnoNaiiS0feughu3hNIUBQ1qhRo0y7du2K/nD0h9SrV6/c5aZak8YYi6RorIrOpu3vltSzZnyj2ax/+9vfljw2QeOY/vCHP2R+Esk4ECBolKbW+N3vflcylkP/1s/DTL2RNQ09s8HlKO+0PPjggyXTxif1rBlfaBZr3XMJ7gNNDaMxJBoki+UIEFRMLQ61POymvFooaqlUq4ae2aDR9K7mmUqbzq51lm1PSZPEs2bSpFmrNXt18Dtr0SzXmjUZxQgQNJnugeheiP1HpnsmundSLTQVRkMz3WbpmQ1RaMbgNJ41kzTNUq3Zqu2pWDSiXfO3oX4ECEJTryz1zgr+wekPUL24svyc9Gp7ZkMcyj1rpqFnlmSBLj1qdmrNUh38XprF+sorr8zNao2GESCIRONDNE5E40WCf4AaT6KHSmVpQFX+mQ31Pe0vy89siFNDz5oJPjUxKx599NHcuBI7FI877rjY5+mqVgQIYqER6xq5bv8xaoS7Rrr7Tj2o6ntmg3pcuZo/KavKPWvmxhtv9L5DgWaf1kBEu641T5tmrUblCBDESnNoaS4t+49Tc25p7i3faMoLzU5rb281PbPBlenTpyf6rJmoNNu0Zp22ZwrWKHfNUq2BoWgaAgSx09Qdmt/KnttKU31oEkXNBpw2jRLXVBj2waQan9ngms7aO3ToUBIkrp4101SN/T5qKhqEQ4DAGR/P+GrxmQ1JSONZM5Woq6vLVIs4awgQOOfLNWfNNqtZZ+3tqPZnNiQpjWfN1Cfr9+SyggBBYnRdvL5eL7qO7rLXS60/syENaT1rplyvQM02naVegVlAgCBR6qGjnjr19btXz544+91rNlme2ZAuPVEyqWfN1DcuSRNEnn322Zkel+QzAgSpcDnyl2c2+EVBrTFBrp41UyszI/iIAEGq4p57qNwzGzTbLNKTf9aMfdKgVsPw4cPt4o3S3Gw9e/asubnZfEKAwAvlZj/VfEyNKffMBs0uC39EfdZMQ7NDr7nmmjUzO7QvCBB4QzO8aqbXpjx/Icxr4Icwz5oJ8xq4Q4DAO5W2Jsq1WnhmQzZU2ppoqNXSuXPnilotcIMAgbcaup+h8SP1DQ4Le98E6WvoWTOaAVmPCY7rvgniRYDAaw31qAoucfTcgh8a6lGVX+LquYV4ECDIhPyYjuAzOnRWGvfYEfhBYzo22GCDovBwMXYE0RAgyJTevXsXDigXXXSRvRpVRK0MTYHTtm3bXKDAPwQIMuWqq64qBIge/gQgPQQIMoUAAfxBgCBTCBDAHwQIMoUAAfxBgCBTCBDAHwQIMoUAAfxBgCBTCBDAHwQIMoUAAfxBgCBTCBDAHwQIMoUAAfxBgCBTCBDAHwQIMoUAAfxBgCBTCBDAHwQIMoUAAfxBgCBTCBDAHwQIMoUAAfxBgCBTCBDAHwQIMoUAAfxBgCBTCBDAHwQIMoUAAfxBgCBTCBDAHwQIMoUAAfxBgCBTrr66v1lppVa55frrB9irASSIAEGmXHvtENO69W655Y9/HG6vBpAgAgSZMnDgP027dmfmlsGDx9irASSIAEGmDBr0kunU6c+5ZdiwSfZqAAkiQJApywNkUG4hQIB0ESDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwhQAB/ECDIFAIE8AcBgkwZPHhiIUDuumuyvRpAgggQZMrEiTPNrrsOMbvvPsS89ton9moACSJAkDkzZ35lPvlkvv1jAAkjQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAgbfyAwa17LzzIDN16my7SJFg+YZUUsYW5jVALSBA4K3ggVtL796P2kWKVHKgr6SMLcxrgFpAgMBbdoBomTBhhl2soJIDfSVlbGFeA9QCAgTessNDy0knjTLffWeXXK6SA30lZWxhXgPUAgIE3goeuPfY4y+F/x8z5h27aE4lB/pKytjCvAaoBQQIvBU8cN988/OF/z/yyHvM4sVL7eIVHegrKWML8xqgFhAg8FbwwD137gLTpcudhX/fd99/7eIVHegrKWML8xqgFhAg8JZ94A4+C+SAA+4y33yzuGz5+lRSxhbmNUAtIEDgLfvA/fXXi8z++w8r/EyBUq58fYJlwiwAViBA4K36DtwjRrxa+Nnee//VfP75grLlbXYgNHUBsAIBAm/Vd+BeuHCJOeSQEYWfX3/9s2XL2yopYwvzGqAWECDwVkMH7gceeKPwcz3a9qOPvixbPqiSMrYwrwFqAQECbzV04F669DvTvfu9hXWXXvrvsuWDKiljC/MaoBYQIPBWuQO3BhPm12mixTffnFO2fF4lZWxhXgPUAgIE3ip34NZ0JiecMKqw/pe/fLRs+bxKytjCvAaoBQQIvNXYgfuZZ94vKtNYeamkjC3Ma4BaQIAgNZqOJH8DvD6VHLhPO+2hkvAoV76SMrYwrwFqAQGCVOgexqGHLu+Oe911K7riBlVy4H7llVkl4VGufCVlbGFeA9QCAgSJ0lMFTz/94aKD8oknjrKL5VR64O7TZzQBAqSAAEEiNGK8f/9xZpddBhcdkH/60xFm4sSZdvGcSg/c6oGlnliVlK+kjC3Ma4BaQIDAKd3nGD58stlnnzuLDsR77vkXM2jQS+bbb4snRASQHQQInHn66feLBvzll9/85t/m44+/sosDyBgCBLGbNu2LknEZWvQ4Wt30BlAdCBDE5ssvF5obbnjW7LbbkKLg0LM7Hnpoam4KEgDVgwBBZAqG++9/3ey334pndWjRRIcDB4438+cvtF8CoAoQIIjkxRc/MscdN7LkclXfvo+ZDz6YZxcHUEUIEISiEeQXXTS2JDiOOebvZvz4D+3iAKoQAYIm0WNlb7vtBdO58x1FwdGt21Bz772vmSVLltovAVClCBBURLPfPvLIm+agg4YXBceuuw4xf/jD02bevG/tlwCocgQIGjVp0gemV68HSi5XnX32I+addz6ziwOoEQQIGjRz5izTu3d/067d6WbHHW8oBMcRR9xj6uqm2cUB1BgCBCW+/fZbc80115g11lhj2fIj07btYaZ9+35m773/au688xWzaBH3OQAQILCMHDnS/OAHPzDNmjXLLS1brmXWXXd3c+GFQ8zs2fPt4gBqGAGCnMmTJ5uuXbsWgiO/7LHHHuallybZxQGAAKl1s2fPNmeeeaZp0aJFUXBssskm5u6777aLA0ABAVKjFi1aZG666Saz9tprFwXHqquuai6//HIzfz6XqwCUR4DUoH/9619m6623Lrlcdeyxx5rp06fbxQGgXgRIDXnzzTfNIYccUhIcO+20kxk3bpxdHADKIkBqwNy5c80FF1xgWrZsWRQc6623nhkyZIhZupRuuQCajgCpYgqGwYMH54IiGBytWrUyF154YS5YACAsAqRK6ZKULk3Zl6t0CUuXsgAgKgKkyugmuG6G28Ghm+a6eQ4AcSFAqoS63ar77SqrrFIUHOqmq+666rYLAHEiQKrA8OHDcwP/gsGhgYEaIKiBggDgAgGSYZq3assttyy5XKUpSTQ1CQC4RIBk1CeffGKaN29eFByaBPH++++3iwKAEwRIRk2aNKkQHCuttFJu+nVNww4ASSFAMurtt98uBMi2225rrwYA5wiQjAoGyI477mivBgDnCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AySgCBEDaCJCMIkAApI0AyaBFixaZSy65pBAg6667rl0EAJwjQDLm0UcfNe3bty+Eh5Z11lnHLgYAzhEgGTF16lRz8MEHFwWHljZt2piHH37YLg4AzhEgnvviiy9M3759TcuWLYuCY/311zd33HGHWbp0qf0SAEgEAeKpJUuWmEGDBuXubwSDo1WrVqZfv35m3rx59ksAIFEEiIfq6upyPavsy1WHHnqoeeutt+ziAJAKAsQj06ZNM0cffXRJcGyzzTZmzJgxdnEASBUB4oH58+ebyy67zKyyyipFwaHeVQMHDjSLFy+2XwIAqSNAUnbXXXeZjTfeuCg4Vl55ZXP22WebOXPm2MUBwBsESEomTJhgdt9995LLVd26dTOvvvqqXRwAvEOAJGzmzJmmZ8+epnnz5kXB0a5dOzNq1Ci7OAB4iwBJyJJvvzWjfvc7s94aaxQFx5prrml+t+zn3y5bDwBZQoAkYVnL4uVlLYzLlwVGp/8Fh1ogvXr1yrVIACCLCBCXdC+jW7dle7mZ+XLZcu+ypeey5eDOnXP3QAAgywgQF9R76qyzjGnRIhce+WXqxhub/w4fbpcGgEwiQOKk8Ro332yMZscNBIdZZRVjLrtMAz7sVwBAZhEgcXnsMWO23ro4OLQcfbSGmNulASDzCJCoNDfVoYeWBoeeEvjkk3ZpAKgaBEhYc+ca06+fMa1aFQfHeusZM2iQptO1XwEAVYUAaSo9f2PIEGPWX784OFq2NKZvXz3Aw34FAFQlAqQpnnrKmA4dSi9XHXywHhlolwaAqkaAVGL6dGN69CgNjvbtjRk92i4NADWBACnn66+NueIKY1ZdtTg41l7bmBtvNGbRIvsVAFAzCJCGjBhhzKabFgeHBgaecYYxs2fbpQGg5hAgtokTjdlzz9LLVfvsY8ykSXZpAKhZBEiQ7nVo1HgwOLbYwpi//90uCQA1L9kACR6YK9XU16in1PnnG7PTTsu72qp7rcZmaGDfeecZM26c/YoVNPlh/rNWX92Y/v2NWbDALgUAMNUUIO+9Z8z++xeXb2jZb7/l5etz333GXHWVMTNm2GsAAAGNHJVjVmkYBFXymvHjl7cyggFx//16/J8xCxcaM2tW7pkcRQGj8kypDgChlTkqO1BJGNgae41CYoMNlq9v3nz5bLjlDBy4vJzKb7jh8nABADRZA0dlRxoLg/o09pru3Ves//Wv7bX1U7n8a372M3stAKACDRyVHWksDOpT7jWvv76iNdG2rTGVPldc5VRer9Pr9T4AgCap56jsULkwaEi512iUeH7db35jry1P5fOvvfJKey0AoBH1HJUdKhcGDSn3mi5dVqx7/HF7bXljx654bdeu9loAQCPqOSo7FAyDMItt441XrGvqzXDdfM+/VlOWAACapJ6jskN2IDR1sQVHjVd6/yNPAwTzr9VkiQCAJqnnqOxQuTBoSLnXRAkQlc+/drXV7LUAgEbUc1R2qFwYNKTca7iEBQCpqeeo7FC5MGhIudcEb6I/8YS9tjzddM+/lpvoANBk9RyVHSoXBg0p95rLL1+x7tJL7bXl0Y0XACKp56jsULkwaEi517z22oqBhLqcpXmvKqFyDCQEgEjqOSo7VC4MGtLYaw4/fMX6SlshwdYHU5kAQCgNHJUdaSwM6tPYazTten4mXrUmbr3VLlFM6/OtFk3CqJvpAIAma+Co7EhjYVCfSl7z3HPGtGmzopymbf/HP5b3zFq0yJiPPzbmgQeMOeCAFWXWXXf5NPAAgFDKHJUdqCQMbJW+5p13jOnWrbh8Q8u++xrz7rv2OwAAmqCRo3LMKg2DoKa+Ro+sPffc5Y+wVStj5ZWX/3eHHYzp08eYJ5+0XwEACKHCozIAAMUIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKP8PFGz99jmpJLUAAAAASUVORK5CYII=)
PN: 4H31-3-22
CAS: 1065076-23-4
Molecule Weight: 256.228
Formula: C12H11F3N2O
TSCA: Not listed on TSCA inventory
