| Product Number | 3H31-7-75 |
| CAS | 1185315-66-5 |
| MDL Number | MFCD10698911 |
| Molecular Formula | C11H14Cl2F3N3 |
| Molecular Weight | 316.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-75
CAS: 1185315-66-5
Molecule Weight: 316.15
Formula: C11H14Cl2F3N3
PN: 3H31-7-2K
CAS: 1036594-37-2
Molecule Weight: 252.67
Formula: C10H12ClF3N2
PN: 3H31-7-Y2
CAS: 1031619-96-1
Molecule Weight: 236.62
Formula: C9H8ClF3N2
PN: 3H31-7-00
CAS: 1041535-26-5
Molecule Weight: 252.67
Formula: C10H12ClF3N2
PN: 3H31-7-2L
CAS: 1041557-60-1
Molecule Weight: 238.64
Formula: C9H10ClF3N2
![2-[(1-Benzylpiperidin-4-yl)amino]-3-chloro-5-(trifluoromethyl)pyridine](data:image/png;base64,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)
PN: 3H31-7-48
CAS: 1242267-94-2
Molecule Weight: 369.82
Formula: C18H19ClF3N3
PN: 3H31-7-2M
CAS: 1042499-48-8
Molecule Weight: 224.61
Formula: C8H8ClF3N2
![4-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]butyric acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABBIAAAQSAFKNmQWAAACY3pUWHRtb2xTb3VyY2UAAHicjZVZb9swDID/CqHnRYclX0GcImhRYEC7AWsL7G1QbCU14KOw3Rz/fpRzNE48e5Ad0SQ/XSSV2d0uz2Bjqjoti4gIygmYIi6TtFhH5O31cRKQu/ksRid0LOqIvDfNx5Sx7XZL43eT611Z0LjMycE+3dVpx2craVmtmcO5YL+fn15aZpIWdaOL2CBVp9O6VT6VsW7aVfxjCpbrapMW7ODO8mpzGO2Pw+3D6a5OyNde7tG2QBRWaWZgVVa5bmDjcIoP/wZrU5hKNyaB5R7Vkirc+3z2/FDGn7kpGhTtCGmss5em+oxRkZeZiT9xMBS+P0QkFwjopswXVaX3YCWr1gK0A1qCVqBd0B5oH3QAOgQtOL5oF+gg0EOgi0AfgU4CvUSA558Zu4DX/YeJyE+4B/va9uP4HluGP4+24Sk6EXGo5/kKcBscZzl2LpVS+eChLVAQoNIREKLSDUBw1IYKhINqKUBI1HvBV3/SH/1OmKKez10QHppVi4XcfrtUKe4S2ONiJj71Oecw8WgobY8LCW1/rf/f75A6yva4GNxXn+JS8INWEFQq6cMkwBV7EoPFztGaz5ZlkVyIkCYRWQrShvGXWdXOMZIEyioxFRaHHcC6XgJOF7BxPwNOHyBvADU8g+oCNqeGAbcL2AwcBrwuYPN1GPC7gM3uYSDoArYWzsCiDwi7QFs5w4S1d0LXVtoIcx3utjJHmKuIHyp5hJE3+x9FrsJ+uCyGT1m4PdsZSRZxFfzDZTTC+D3MSMqIoIfpzRp2UZjsdOWieHMds4u7muE/1PwvHd/zE+aczgsAACfLSURBVHhe7d0HmCVlmehxFJGgSE6LukgSCSuCJBEVAZewkkQBARWRpIQFF7gqKGFJ3oVBXGCHJBkHJKOALDlngSFLzmHIcYbhu/3W3G56yu7pc97pcE737/c8/cCcqj7T59DU/1TV91VNUwAgYZr6AwDQCAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIGVkBuTOO0vZdNNS5puvlOmmm/TPTTYp5W9/q68JQC9GXkDGjCll7rlLOeywUp54opTx40t58slSfve7UuaZZ9JyAPo0sgLy0EOlzDVXKXffXV8ySTw+55yT1gNgikZWQH7601L23rv+6ORieawHwBSNrIAsumgpY8fWH51c7IXEegBM0cgKyAwzlPLOO/VHJ/f226XMOGP9UQBqBKROQAAaMrIC4hAWQL8ZWQHZfvtS9tmn/ujknEQHaMjICsgDD0waptvXMN4HH6wvAaBmZAUknHbapImEMXEwJhDGRMKnnirl8MMnPR7LAejTyAtIuOOOUjbeuJR55510KZOYgR5/vv32+poA9GJkBgSAqSYgAKQICAApAgJAysgKyAcflHLiiaW8/HJ9ySRXX13KrbfWHwWgByMrILfd1vGKO17yqFH1JZMsvHApK61UfxSAHoysgFx33aSAHHRQfckkn/50KcssU38UgB4ISHcCAtAwAelOQAAaJiDdCQhAwwSkOwEBaJiAdCcgAA0TkO4EhB4su+zo+kP/oJF1YLgRkO4EhB40EodG1oHhRkC6ExB60EgcGlkHhhsB6U5A6EEjcWhkHRhuBKQ7AaEHjcShkXVguBGQ7gSEHkQcGvmCkUZAuhMQetBIHBpZB4abERWQtzsCcn9HQMb1EpC/dwTkMQGhppE4NLIODDcjKiD3dARkzY6AnNFLQDbvCMgOAkJNI3FoZB0YbkZUQK7rCMg0HQE5qJeAfLojIMsICDWNxKGRdWC4EZBuBISeNBKHRtaB4UZAuhEQetJIHBpZB4YbAelGQAAaJyDdCAhA4wSkGwEBaJyAdCMgAI0TkG4EBKBxAtKNgNCTGGG1+uonlkceeaW+qMtIHIXlfUFAuhEQehIbwbPPvq9stdV55YMP6ksnGYkbSu8LAtKNgNCTzo3gdttdUG0wezISN5TeFwSkGwGhJ50bwSeffK2stdYpZdy4t2trjMwNpfcFAelGQOhJ943gKafcWX75y8u6LZ1kJG4ovS+M2IC89957ZZtttin/9E//VK6++upquYBM8sADD5TFFlusrLnmmuXll1+uLx5xum8EJ078oPzwh+eU669/stsaI3ND6X1hRAZkiy22KAsttFD17x/5yEeqf2622WZlvvnmG9EBefXVV8vPf/7z8vGPf7x6T+JrzjnnLEcddVR5//3366uPGPWN4N//Pq5suOGY8s47E7oeq68zEtRfs/dl5BlRATnllFO6Noyf+MQnyr777ltuv/32svrqq3fFJCLy9tv/eCx3OJs4cWI55phjylxzzVW9D1/84hfL5ZdfXo499tgyzzzzVI8ttdRS1WMjUU8bwdGjby2/+92NXX/uaZ3hrqfX7H0ZWUZEQMaNG1d+9rOflY997GPVxnDVVVctTz311GTrnHfeeVVUYvk///M/lz/+8Y+TLR+urrrqqvKlL32pa29j9OjRk+1tvPbaa2W33Xbr2ivZcMMNyyOPPNLtGYa/njaC48dPLJtu+qfy4IPjqj/3tM5w19Nr9r6MLMM6IBMmTCi///3vy+yzz15t/JZffvly/fXX11frEudFDj744PKpT32qWn+VVVap9lCGo8cee6x873vfq17ndNNNV3bZZZfyyiu9Twh78MEHy7e//e1q/emnn7788pe/LG+88UZ9tWFh7NjnO34XPoxobxvBWG/LLc+tjv93rvP22xPKffe9WFtz+IjX2qmZ9yU8/virPY7Uon0N24BceumlZfHFF682eHFY6oQTTigf9Dbbqea5554rP/7xj8tHP/rRMu2005af/OQn5YUXXqiv1pbeeuut8utf/7rMOOOM1Xuz1lprlfvvv7++Wq/++te/li984QvV98YAhBNPPLHh97XVxafmbbe9oNroxaiiTr1tKMMhh1xfxowZ27XOUUfdUv37TjtdVG0wh4MIwVln3VtWW+3Ess8+V3Y93sz7EuL7V1nl+HL88XdUeyq0v2EXkMcfeqisu+66XZ+Uf/GLX6Q/Kd96661l5ZVXrp5rlllmKf/1X//V8Ys/vr5a24hzQDHSLF7P5z//+fLnP/+5vkpDYs/ud7/7XZltttmq51phhRXKDTfcUF+tbbz66jvlgAOuKcstd3T58pdHdwT2ivL66+91LZ/ShjJOGH//+2d1rROfsPfY49LqzyuscEw59NAbOn7/PnyudnPrrU9Xh6Ti9ayxxknl2msf71rWzPsSrrnm8Y692NOqx9Zd9/Ry+eWPdi2jPQ2fgLz2Whm/++5lj/9/rH6DDTYoDz/8cH2tlNNOO6185jOfqZ530UUXLRdeeGF9lZZ2yy23lK985SvVzz/rrLN2fDo8pF9C+NJLL5Xtt9++OrcUAxBidFv93FIre//9iR3/be8uq656QrVR+9GPzil33/18fbWU2257pmvDG9eLipna3Q//tLqnn3697L77pBCuuOIxZdSo/glhHBo87rjbqz2ReO6YxR6jt2hP7R+QiR27wscdV8o883S8mmnKTUstVW677B8nNE2tOPTzm9/8puvQz7/+67+W++7r+fINreLZZ5/t2Cj+qOtQ3NZbb11efLH/j8/ffffd5Zvf/Gb1vnzyk58s++23X3n33Xfrq7WUmK/wne+MqTZiMYv6z39+sL7KVItgRDgiIPH3RFAiLK0szuEceeQtZaWVjq1+5p13HphDcS+88FbZa6/Lqz2+5Zc/phx44DXVniDtpb0Dcu21sR9dhaPMMUfp+M2Pj5X1tfrV448/XjbZZJOuk88777xzy022i8EABx54YJl55pmrn/PrX/96ueOOO+qr9buzzz67LLjggtXf+bnPfa6ceeaZ9VWGXGwMY6MYG8fYSMbGMjaaAyk+ucehrDikFX9vHOKKT/itJiIaMY2fMeJanxQ4EO666/lqAmL8nbEnePrpd1d7hrSH9gzIE0+Ujo9zk8LRsREvO+1UyiBvxK+55ppq0mFsLFtpst0555zTNUlygQUWKGeccUZ9lQEV8TrggAO64vWNb3yj/O1vf6uvNuhiIx6HYeJwTGys4vDMYG/EI15xcr0zXnHCfaDj1Yg4bBeH7zo34nFYbzA34jEG48ILHyhrrnly9TNstNGYcsMNAx8vpl57BSQm+O29dykzzTQpHt/6Vin33ltfa9DEBLyYbDf33HNXG8t/+Zd/GbLJdmPHji2rrbZa9XN0TpJ8552hOyTwzDPPdHyy/GF1biQOn8VlYwbi8Flf4jDSOedMfhgpTgwPpeuue6KasT2Qh88aEYeRYsBAHEaKAQQxkGAoDyO99db4csQRN3cdPttll4sH5PAZ/ad9AnL66aV89rOTwrHIIqWcf359jSEzlJPtuk+SjI315ptv3lInsm+66aaODcJK1fsSJ/BHjRrVLyfwG3HNNdd3bKB/UW2MYghpDEVtlRPZEyZMLKeeelfHHtofqp8v5k3E/InBEOenDjvslLLCCodWf3cMXe6c+NcKYs9wt93+Wv1ssccYM9vffHPqT+DT/1o/ILfdVspXvzopHLPMUspvfxvHSeprtYTBnGzX7CTJoXbyySdPNoT4oosuqq/Sb2KS5MYbb1z9XXPNtVzHJ+sLJhuW20peeeWdsv/+V1d7AMss899l550P69h7e7a+Wr8566yzqvNTM8wwX1lllf8ol102dR90Yi/3rrvuKldccUU1RyjmW8U/48/x+NQMprjllqfLJpucWYVk5ZX3KyeddE6110/raN2AdGwgy9Zbl/LRj0762mqrUp4fnE9oU+uSSy4Z0Ml2UzNJcii9+eabZa+99urYeM1Q/exrr712deXf/lKfJBlXE77//v57/oH0wAMvlc02O6zMPPOi1fmjOI8U55P6y5133lldwifelxgpt//++3ds3JvfE4xJp0ceeWTZaKONugZM9PW18MILV0E/+uijm94zjz3GM8+8uyy55BZl2mlnrM47xvlHWkM+INM08K09rdPxi1ydAO/Y8FUnwOOfm2xSSv1EawyRnXbaSXsfsRfSZgZist1DPUySfP31wT0R3B8effTR8t3vfrd6HTGSbdddd62uBDw1+muS5FCLkWuxhxCvIzbQMbJtasRcne222646DxWHOH/wgx+Up59u7hzQ8x0f3GISbVxks3sY4kPS+uuvX3bffffqEkDxQabzK26ZEId111tvvWruVPfvi0Oacc21Zn53X3nltWrEY/y+xHPESMgYEcnQ6mEL36Ce4lBXX2fMmFLmnruUww6bNJIqjoU/+WTp2NJOmscRy7trkz2OKelpsl2z/wPHOZb4n7TzHEt/TpIcSldeeWVZeumlq9cUVwKOT6jNHqIYqEmSQykO+8RcmthTiNcVc2xirk0z4gPMYR3/n3V+gFlxxRXLjTd+eJXcRjzR8f/oDjvs0LXHGHtGW265ZTWyL36vmxGXBzr11FOrDX/n88Xh1//8z/+sfr8bFXOvYg5WfH/sacbcrNjzZGg0UIFe1OPQk+7rdHx67thKxJjBDx/rLh6fc85J6w1D9cl28T9OX8eHY2N63HHHdV1SfckllyyXDcAkyaEUrzHC0Xkp+QhKhKUvPU2SHC7XK+sUgyHiA0d88IgPIPFBpJEN98UXX1zdECzez/nnn7+cdNJJ9VWmKG5nsOeee3Z9YIk9j9jD66/bHMRFO+P8XefVHWIUY8SlGXE1iM49m3ieZr+f/tFABXrRbEB++tNJQ3CnJJbHesNYo5Ptrr322rLssstW680xxxzVcedWmGcyUOIQVhzK6jxEEYe44lBX3VBNkhxKcegzDoHG6409ijg0GnsYdXE+aZ111qnWi0/5EYE479SMiHfnIbQ4z3b+AI52jP+WRxxxRNdAkLiwZxwua1TsacahtbhOXXx/XLcurl/H4GmgAr1oNiAdnxbK2LEf/rknsRcS6w1zU5psF4cNNt100+rx2JjuuOOOLTfTfSDFRjBOrnduBOOke+dG8Nxzzx3SSZJDKQZJxGCMGJQRrz/OP8Rop1C/k2Sc4O4pvlMSe4Jx2Cz25maaaabqnMZgHQqMaHRe3SHOYzV7qC32POOK2fGzxx5pXEk7Dpkx8BqoQC8iDo18derYGJS+JrbFLvKMM9YfHbbqk+2WW2656n/e+B9pjTXWKPcO4STJoRbDfONkeLwX8847bzVJM/69FSZJDqUYFh7Dw2MQRbwfiyyySNcn+DjUFMNnmxWHUr/zne9UzxF7HTEpdSjEXTHjQ0N8xQ3emhX37vna175WvY74cBZRYWBNXUD6IiANicl2nSeTY1juQB42aCfxCfjQQw/t2li22iTJoRTDYTvnHMX5kf/5n/9JHeKMkVCxBxzPExNgmz3k1d/i/4U4ZBt732Pqg2oaFHcT7Rw80Mj5NPIaqEAvmg2IQ1h9ikMyfZ1YH4mefPLJau4Lk4tDN51hzYjftc54bLvttqkADYQYcBJ7nRGR7H/3mA8Ur8s5kYHVQAV60WxAtt++lH32+fDPPRkBJ9Ghv3QGJHOoJs55dB62iuuUtZqYxR63lo6h2ffcc099cZ/iMKeADLwGKtCLZgMSM45jmG5fw3gfHJoLy0G7mZqAxAnzzsNWzc69GSxxRYc4PLfEEks0fc5LQAZHAxXoRbMBCaedNmkiYUwcjAmEMcojjmkffvikx2M50JBsQOK8QAzaiBPmQ33Ooy9777139Rp3ils2NEFABkcDFehFPQ496WmdGLO/8calzDvvpEuZxAz0+PPtt9fXBKYgE5CYDBjzPGK031CNtmpGnJeJWfQxPPfmm2+uL+6VgAyOHrbwQDvIBORXv/pV9T0xz6NdxIUgY48pLlnTKAEZHAICbarZgMQk1RgSHYeuBmuSYH+JE/3xWuOOm40QkMEhINCmmg1IXBgx1r/gggvqi1pezP+JmfZxuZJGCMjgEBBoU80EJC7tEVevjQmr7XDvmJ7Epejj9TZyqRMBGRwCAm2qmYDERQdj3biqbruKS/fHa/hpA3PFBGRwCAi0qWYCEtfJiol57X7vjLj2V1z+va9Z8wIyOAQE2lSjAYnb0MZ6cTOodhcXkozXcvXVV9cXTUZABoeAQJtqNCBxz41Yr7d7z7STyy+/vHotcUO2KRGQwSEg0KYaDUhc8yom4r344ov1RW0nJkLGaKy4re2UCMjgEBBoU40GJGaexy1uh4tlllmmulrvlAjI4BAQaFONBCQuQhh7H+uvv359UdvaeOONq5uwxb1MeiMgg0NAoE01EpC43lWss8cee9QXta3Oy7F03ga6JwIyOAQE2lQjAbnqqquqdQ455JD6orY1atSo6jVN6fa9AjI4BATaVCMBufDCC6t1jj766PqithX3To/XNKVLsgjI4BAQaFONBCRukxzrtPMM9Lp4LfGa4rX1ZrgGZPQ20/T6NRSG5m8FplojAbEHMvwC0kpa66cBGtZIQJwDEZCB1Fo/DdCwRgJiFJaADKTW+mmAhjUSEPNABGQgtdZPAzSskYAEM9GHj/qJ86E8gR6G7m8GpkqjAXEtrOFjKGPRk9b6aYCGNRoQV+MdPgQE6BeNBsT9QIYPAQH6RaMBCe5IODwICNAvmgmIe6IPDwIC9ItmAvLcc8+VGWecsSy99NLlgw8+qC9uCz/4wQ+q13vjjTfWF/0DARkcrfXTAA1rJiBhhx12qNaf0iVAWtVTTz1Vjb5aeeWV64t6NFwD0moEBNpUswF54oknyvTTT18WX3zxMn78+PrilrbNNttUr/Wcc86pL+rRcArIBx9MrD/UMgQE2lSzAQmdlwE5+OCD64ta1p133lmmnXba8pWvfKW+qFfDKSCXjv5uOXOfpeoPtwQBgTaVCUhMxIuZ6TPNNFN1naxWF6OtVlxxxWoi5M0331xf3KvhEpAnxl5UnfeIiLQiAYE2lQlIuPLKK6tP9HEo680336wvbil777139Rp32mmn+qIpGg4Bmfj++DLmN18ox/5shvL6S4/WF7cEAYE2lQ1I2G+//arv3XDDDcvEia15jP2SSy4pH/vYx8oSSyxRXRSyGcMhIHf/72HV3sfN5/6qvqhlCAi0qakJSEQjrpEV3x8nqFvNXXfdVU18nHXWWcs999xTX9yndg/IO2+8WE7499nKKbvPXya827p7iQICbWpqAhLefffd8o1vfKN6jm233bbP2d2D5e67766utjvddNOVSy+9tL64Ie0ekGtO2a7a+3jwxpPri1qKgECbitFJsZGMy5tnJwfGPTU6IxKHs4b6nMhNN91U5phjjioeY8aMqS9u2Lrrrlu9pql5jqEy7sk7y9HbTVvOOWjFGMNbX9xSBATaTJwPiHMYn/jEJ6qNZHytsMIKDc3Q7knsiXQezooT60M1OivudT7DDDNUX+edd159cUPuvffe8q1vfavrfYkQ/fznPy+vvvpqfdWWdcEhq5ajt/1oef7Rm+qLWo6AQBs544wzygILLFBtHBdaaKFy0kknle2337462Rx36YvLfTz99NP1b+tTnBOJKMXorBjiG/NEBmuy4fPPP1822WST6jV9+tOfToXw5ZdfrkZqRTDieTbddNNq7yMuIhl/nmuuuapAteqAgU6P3H5WdejqiuN/UF/UkgQE2kDc//vrX/96tTGceeaZy4EHHljee++9ruVx0nnVVVetln/yk5+s7pcRexbNiiG+MU+kc2/k/PPPr6/Sb+Lnj3uVzD777NXft9Zaa1UxaUactznyyCOrw17xHMsuu2y55pprJls+evToKiCxPK4FdtVVV3V7htbx/vh3ymm//Fw5fsdPlrdeaf5DwFAQEGhhcRfBGCUVewYxme5HP/pRefbZZ+urdTnrrLPKggsuWG0sIwR/+tOf6qv0KSYb7rnnntW1p+J54lN8XMU3Hu8Pr7zySvn9739fPvOZz1TPH5dnP/XUU+ur9SluLrXUUktVzzHPPPOU4447rtc9jPg7d9lll649lO9973vlscceq682pG7/y/7V3scdfzmgvqhlCQi0oDh8dOihh1bDWGODF5fxaHQmdux57L///tWeSHxvnCSPE+7NimtnxQUY45xE555P3JQqDqO99NJL9dWnKK4GHJGIQ1Wdzxd7HrGn9Nprr9VXn6KHH364OuEfzxGR22233Rp+jri5VuzpxPfG1Yn32muvIR84EGKPI/Y8Yg/k/QnN7zkOFQGBFvOXv/ylfP7zn682cnFOIHsPj2eeeab88Ic/rM6NxB5MDNXN3Bc9DivF/UQ6zyd0fn3hC18o66+/ftl9992rcyYnnHBC19dBBx1UbdjXW2+9suiii072fSuttFJ1WClGgDXjjTfeqO5IGBeEjOf59re/XR566KH6ag3pr/e4v8Q5j9j7iHMg7URAoEXc/9CHn47jU3p/fTqOobFxPal43tlmm62MGjUqfYI8PsHHOYeNNtqo61BZX18LL7xw2XjjjcvRRx9dHnnkkfpT9imGKEeU5ptvvur5Ilx//etf66s1bWr28vrT3XfcWLb4+kfLKfutWl/U8gQEhtgr771Sdrl8lzLdGgN7fD5GbM0///zV37HYYouViy66qL5K02JIcZzAv+KKK6qNemzo45/x53g8cyK/uxtuuKEsv/zy1c8ch7wOP/zwMmHChPpqU6XZ80z9KeIYQ7DnmW3a8vf7mz/MONQEBIbI+x+8X0bfO7rMdeJcZZrR05SlD1q6XHXTwI4Qij2aOEHeeR5inXXWKQ888EB9tSEXN5DaYostqsNvMUQ5bmPb7HmXZvU10m0gRNTj74uh2O1IQGAIXPnMleWLf/piFY4IyNH3HV0mDuKNgx599NHqMFRsvOJEdKtMtqtPkvzmN79ZXdpkMNXn2jR6E6tmxTmd2COMw4qZc1OtQEBgED36+qPlu5d+twrHdMdMV3a9Ydfy6ntDt+GOeR+tMtnuzDPPHJQNdyPqIVtttdX6PWSdN/c67LDD6ovahoDAIHhzwptlz1v2LDMcO0MVj7UvWrs88GprHDrqnGw355xzVhu0L33pS4M62a5+6OiAAw4Y8ENHjYpDaZtvvvlkh9LGjRtXX61pMZggDiPGgID+PqczmAQEBtjJD55c5j9l/ioci41ZrFz0xNSfvB4Igz3ZrvvJ69hAx8nrGHrciq6//vp+PZnfee2xiy++uL6orQgIDJCbnr+prHTuSlU4Zv3DrGXUXaPK+Im54bODqafJdm+99VZ9tbT68NmYFzIUw2ebVR9OHJd6yQwnjhFq8f3/9m//Vl/UdgQE+nD9c9eXDS7ZoMx90txl+mOnLwudvlDZ5H83qR7vFJHobt/b9i0fGf2RMu3R05Ztr962vPhO+50kHYjJdvXnPPnk1r7fRU/qExrj0vGNTmiMw4VxzikGLrTi6LdmCQhMQQyzXfSPi5YzHj6jjHt3XHl7wttVONa7ZL3JolEPyB437VHWuWidcue49hvb3119byE72a77Xk1/TpIcSnFJlQ022KB6TRGEmJHf1yVVjjrqqGr9GPU2HAgI9OKucXeVBU5boNe9h31u26fr3+sBGW7ifMXWW2/d9GS7wT6vMhQuu+yyhi7qGO9FjHSLi0f2FZp2Mbx/62Eq/OSqn5T/Hvvf9Yd7NNwD0qk+Yqq3yXZxqCYuXdIOl1HvD31dVj78+7//e7UshkoPFyPjtx4S4lzHQ681dmx7pASk05Qm28XckghGLIuAREh6+kQ+HPV0Y6u4qvF9991XPRZDpIfTezGyfuuhCTFn4933G7uW00gLSKhPtlt55ZXLmmuuWf17bCx33XXXlpjdPhS631o37vA477zzVkOVr7766vqqbW3k/dZDgwSkMZ2T7WJjGV9rr732sBhh1B8uuOCCrsN4MRHxtNNOq6/S1kbubz30wSGs5px99tnl2GOPrT88osUotrgfSgw86NxT++pXv1puu+22+qptyW899CJOoh9xzxH1h3skIPTkkEMOqaLx61//urox11ZbbVXFJL5+/OMfN30P+Fbjtx56EcN4Fzx9wfLSOz1fRjwmC3YSEOpeeOGFMssss1T3fu8+kz/2PlZZZZUqLJ/61KfKb3/72x5HsrUDv/UwBTGRMK5fdebDZ5aX3325mkh4w/M39DmREGLeTEQi7gXfk9NPP7189rOfrdZZZJFFyvnnn19fpeX5rYc+XPfcdWX9S9av7tvx8WM+Xp0b2fSyTauQdBIQurvjjjuqw1Qxcz+uodWbt99+u+y9997VSK0IyRprrFGN4GoXfusB+tnXvva1KiC33HJLfVGPYq7I97///a7RWjvuuGM1p6TVCQhAP4pJlhGCLbfcsr6oT9dee2358pe/XH1/zGo/4ogjqlnurUpAAPpJHJKKGfpxmZdGrhXWkzjkdfzxx1fX1YqQLLnkkuX2Gy+rr9YSBASgn+y7777VRv/ggw+uL2paXHAxrvC7+Gc+XrZdY5pyyVEblNdefLi+2pASEIB+8OSTT1aTBePaYP05LPeZJx4q541at4zeZppy7E+nLzed84sy/p3X66sNCQEB6AebbbZZtfdx7rnn1hf1i6fuvbSc8ZvFq5CcvNt85YHrT4jjXfXVBpWAAEyl6667rrpY4uqrr15f1K8mTpxQxl7++3LCLrNXITn7gOXKcw9/eGfMwSYgAFMhTnovt9xy1fDbsWPH1hcPiHffHFeuPe1n5ZjtPlaF5PLjNi9vvvxkfbUBJyAAU+GGS/5QVl1imvKL3XaoLxpwLz89tlx46GpVRI7b8RPltgv3Le+Pf6e+WiXW6e0rK/+dACNcnMyO8xGHbTN7efO1cfXFg+bRv51bTv/VQlUMTvvFAuXhW8+orzJVoehN/z8jwAhx09n/p9owx3mJoTZxwnvljosPKsfvNHP1M/3l8LXKBx98ePdDAQFoETEnI4bVnrH3EtXJ7Vbx1mvPlqtO3Kqc939XmWyUloAAtIhLjly/2ijH8Np2ICAALeCp+/632iBfcsR69UUtq37ifGpPoIep+26AEeaDie+XM/desjp89drzjd3yuBVMbSx60v/PCDCM3XPFEdXG+Mazdq8vamkCAjCEYgLfibvMUU7+j3lb5npUjRIQgCF03ek7Vhvi+687vr6o5QkIwBB5+Zl7qkuHnL3/lyebX9EuBARgiPz5sG+V0dt+pDz792vri9qCgAAMgcfuPL/aAF92zKb1RSOagAD04boxO5c/7PSp8sbLT9QXjWgCAtCHCePfLu+88WL94RFPQABK7zO1B+LcwXDhnQEoA3OSebjzjgEUAcnwjgEUAcnwjgEUAcnwjgGU3k+i0zvvDkCxB5LhHQMoApLhHQMoApLhHQMoApLhHQMoApLhHQMoApLhHQMgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBICU/wetq0FFRiKyxgAAAABJRU5ErkJggg==)
PN: 4H57-7-05
CAS: 338770-18-6
Molecule Weight: 282.65
Formula: C10H10ClF3N2O2
TSCA: Not listed on TSCA inventory