![tert-Butyl 2-(difluoromethyl)-6,7-dihydro-4H-thieno[3,2-c]pyridine-5-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABCOAAAQjgEQJ+l3AAACfXpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/yhGfF2MbDKZKUlWtKk1qN2ntpH2bXOK2SAEqoLn8+71ckgaSgQAd2+d9fDs+Zn69S9e0sUWZ5NnCEYw7ZLM4XyXZ28L5/Xw/0871ch5DBGFWLpz3qvq4ct3tdsvid5uaXZ6xOE+d1n+1K5OeZuuxvHhzJefC/fP48NQwsyQrK5PFFlSZXJVN40Mem6qZxX+GcFNTbJLMbeVuWmza3v5KXr+c7cqV87WWW/hugNJrsrb0mhepqWgjOcPLv9GbzWxhKruilz2aPeZj7cv5410ef6Y2q1Cse0his36qis8YDWm+tvEnOkPh+93CSQUAU+XpTVGYPdWlutkIMpKMR8Yno8gEZEIymkxERnB88AsIBBQCEgGNgEhAJSATEWKwtvUknvcfFiuh9vnZfD+62hPdHp97usdWSgRQMBVJjwSWqXRAEfM1DJq5hNUskopTCBFG70wAaRgcjA+JF5EHH5ckmZAKPJOS+4da5+uUM848EQU0wxj6yzq0x3wUE0pqSD0No1goAgWe+5GACcSpL5IwXaNkPIQRzOOnNRUFEWrabziudTjopfNByTGCz0QYKATJPUZpOX/Js9VJkZLVwnkRThO+X/a1lF0EHcqLlS2wp3UHtfQUkH2gjvc44J0B/jjgnwFqHFB9oD5540DQB+pzegTkJSA8A/T4CLoP1DkwDkR9oMmYcaL290LXZNgEMwx3k5FH5uYiM4h4m8ETzCDobcZPMIO4tzfEBKMurGeKGUS/vYUm9i08i+ckoi9sQTjBDE5BezFO5OPwGITtRXrOuCcXgHu40lE8u+7dk3+Biz/g8h8FyhEjWsjprQAAK5JJREFUeF7t3Quc1mP+/3HrsM4bu+Sw1tkua9eZLLtCrOOSdSpyaKkoh7DO5+TPoiW0K0lIUckh5RCWVEIbqUgl2UpJUWx0ks//fl/zu2dnvu655zufe+7T9349H4950H1dM3Pf98x839/v97quz7WKAQDgsEr0AQAA4iBAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUCAJHvvPbPWrc0228xsjTWq/tuqldn48dGeQIMRIEBSDRhg1rSp2V13mc2cabZ8udmsWWbdu5ttsklVO5ADAgRIomnTzDbe2GzixGhLFT2+0UZV/QAnAgRIoo4dzW64IfpobWpXP8CJAAGS6Je/NJs0KfpobboKUT/AiQABkmittcyWLIk+Wtu335qtvXb0USA2AgRIohIJkFVWqf8QE6dPTW+88YYdd9xx1rRpU1tzzTVtu+22s1atWoXHUVgN+8kBKA8lcgsrTjjE6ZPWs2fP1FP+pQ0cONC++OKLVAZ+G4Lj2GOPbdDXQePgHQeS6NxzzW68MfpobQUYRI9zUI/TRyZMmGBbb721zZ8/P9oU3Fjf60Wji/eTA1BepkypmqZb3zTeqVOjLY0qTjjE6SNnn3223XvvvdGHUUTxfnIAyk///lULCbVwUAsItZBw9myzu++uelzteRYnHOL0EY11TGPdSkmJ95MDUJ7efdfs5JPNNt20qpSJVqDr3++8E+2ZFwqHOB9xrLXWWrZ06dLowyiieD85AHCIEw5x+ggBUnri/eQAwCFOOMTpI9zCKj3xfnIA4BAnHNJ9Xn75ZWvRooWtv/76ttlmm9kZZ5xhn332WXU/DaL36NGj+t8ovvp/ugDg1JAAOeigg2zw4MH26aef2tdffx2m5R588MHV/TSNd9ttt7UFCxZUP1ZTly5dog8hz+r/6QKAU0MCJOq///2vrbPOOrUe00LCHXfc0QYNGmRffvllWEg4ZswYFhIWCe84kFSauvv3v5t99120pcpDD+V9Nlacg3qmPosXL7ZbbrnFjjrqqGiTjR492lq2bGkbb7yx/fjHPw5jI61btw5BgsL64U8OQDJ07aqjs9nYsdEWM81mWnVVs5NOirYUXXpqr2pdMWhe2ggQIKlUqkQBkqnI4DffVLUdd1y0pSR89dVXdv3119sf/vCHaBNKCAECJFUZB4goRNZdd93owyghBAiQVGUWICrR/s4779iSJUts5syZdt5552UcA6nL999/b23atLFHHnkk2lRW4pSrzzRuFBWnT67y/x0AFEeZBciQIUNs7733trXXXtt+8YtfWIcOHULJ9obYaqutbL311gtTgctR3HL1ccIhTp9c5f87ACiOMguQxtCvX79w4DzttNOiTSWvIeXq44RDnD65yv93AFAcFRgguo2133772Y9+9CN78803o80lrSHl6uOEQ5w+ucr/dwBQHBUYIDJ27FhbddVVrVmzZiFQykVDan3FCYc4fXKV/+8AoDgqNECkbdu24QBaTgPqDak2nF4rU99HvuX/OwAojgoOkLlz54aijJtvvnkoiVIOGhog9YnTJ1f5/w4AiqOCA0RuvfXWcBC96qqrok0liVtYAEpHhQfIsmXLwkFZZ/Yff/xxtLnkNKRcfZxwqNmnvlL5XvU/CwDlqcIDRJ5++ulwID3++OOjTSWnIeXqGxog9ZXK96r/WQAoTwRIcMghh4SD6auvvhptKhpVFO7WrZutWLGi1uNxy9U3NECiMpXK96j7OwAoawtSAfJh6iDybYYAWZkKELXNroAAmThxoq2++uq2yy672Hd1lbYvkFmzZtmpp54aDu4qU5LpNlKccvXZwiGtrj7ZSuU3VObvAKDs9UsFyJGpg8jkDAGyNBUgarupAgJEOnXqFA6o//znP6NNBaErCd020lm/noeqDKvuV6Hpe+ujsUrlEyBAQt2QChAdLGoW4Uv7JhUgalPRvkqgulI//elPbaONNrKFCxdGm/Pq8ccfDzW69H7rv/p3MTVmqXwCBEgoAqS2e+65J7zmzp07R5vyQlcYOkjre+rKQ1cguhIpBY1VKp8AARKKAKlNA9Y777yzrbHGGjZ58uRoc6OZN29emJKrcip6jzXmobGPYsq1VH5dCBAgoQiQHxo+fHh43Ycffni0KWfLly+322+/3Zo0aRK+x1577RUGxEtBY5TKz4QAARKKAMnsmGOOCa996NCh0Sa3Z599Nuzjoa+76aab2oMPPlhWhRy9CBAgoQiQzDT7SFNodcDXVUMudCvssMMOC++lptxefvnlYaFepSBAgIQiQOp22WWXhdevxXweWuR34YUXhvEUfR0t9Pvoo4+i3RKPAAESigCpm64SdKtJ4xUa9I5LCxG1lkTTgfX+aVBedaYqFQECJBQBkl3v3r3De9CuXbtoU0b/+te/7Le//W34HK0p0e6B0VIklYYAARKKAMlu5cqVtueee4bptu+++260uZoq+f75z38O75dKomgKbGPMYEoCAgRIKAKkfqNGjQr7px9wwAHRplBwUHuJaMBd75WKMr7//vvRbhWNAAESigCJR4UK9V4MGDAg/FvTbx9++OGwm6Ee33777UNZePwQAQIkFAESj1Zmq9SI6lS99tpr1qxZs/De/OQnPwm7GmpjKmSWU4D0bL9KnR9AIems8brrrrPf/OY3Nm7cuGhzRaoZIAqMk08+2Zo3bx5KiBMgtV188cXh/dDtLI2JtG3bNmOpddSW05GeoEApULkIlY3QASA90HnuuefWubNbpUgHiCqvbrHFFtXvj86su3btSoCkLF261G666SZbb731qt+fYcOGRbuhDjklAAGCYqq5OY/OGlXA7qmnnrLddtstPLbhhhta9+7dK3aqpaanpg+KOkDqQPnAAw+EPbHTj//ud7+LflrF0K5/22yzTXgfVB/q/PPPD/9/yimnRLuiDjklAAGCYqhvcx5Nz7z//vvDjm5q32mnnezFF1+s8RWSbe7cuXbmmWeG2zF6/ZqCqr2w0zS76IorrqhuP/TQQytqdtH48ePtwAMPDK9dxQV1haZbeqLfJb0vpVIEsdTllAAECAqtIZvzLFq0KNzbTpebOProo23q1KnRbomhwV5tVbr++uuH17vvvvvaK6+8Eu1WbcKECeEWlvrqtp/OwFWiI6nmz59v7du3t9VWWy285latWtl//vOfWn00fqarWVWurYRiiLnKKQGiA+cMoCNfctmcZ8qUKXbkkUeGz1XBu7/+9a9hQ50k0a077Z2t16jpp4888ki0S50UMukV1j/72c+sR48eRd87vDGpYOKdd95pG2ywQXiNe+yxh73++uvRbtXOOuus0K9Pnz7RJkTkdLQnLJBvjbk5z/PPP2+/+tWvwtfRntAaD9DtrnI2adIka9GiRXhNWvB29dVXh1tUDaXA+Mc//hECRF9Ls9myXb2UC8/PXL9zmmigsaJKqqzrkVMCECDIl3xtztPQs9FSpVIanTp1Cree9DqOP/74UHIjV7qFdcEFF1Tf9mvZsqXNKMMqs7ledep3T5+r8uyoW04JQIDk30EHHRQqfuqWhO7pV4JCbM4TvR/evn1XmzMn/gGmWL77bqX16jU4FPPT895ll13s1VdfjXbL2QcffGB//OMfw/c4PXVlM+eKK1TCNtqt9KT+RkZffLFtl+O4l8aTdthhh3BVV4ll2uPKKQEIkPx66KGHwh9B+kNnUtqKU1VEdQBMmmJszqMZOUce2ca2376T7bdfb+vZ89+2ZElpTvt9663ZduKJA23bbdvZllvubvfdd1/exypeGTLEBqUOpKkfitlmm5lpXKCRw7xR6LbU/febbbyxTU0912sbYeadTmTSV2HILKcEIEDyR2dNmruvfQfefPPNsPHN73//++qpl7p1cfDBB4e9CebMmRP99LJSCpvzvPTSNPvTn/rbnnv2TAVKP3v++WnRLkUzc+ZXdtFFL4Tn1qxZL7vttlftq68WR7vlzfcq5XHbbWZNmlQFyd57m2Uoj1I0r71mtttuVc9tww3Nune37xtp7U/6hKaS9/zIJqcEIEDyQ5fPKjOtsBiSOgOsSfP5tQ+Bbm2lb7+on2Yo6d5+dFpiKSu1zXmWLfvOHnhgXOq9fDAcrP/yl2fs/fc/j3YrmMWLl6WOhW/avvv2Cs/n/POfsxkzFka7FY42XjrrLLNVV606WJ96qlZzRnsVzowZlrokq3ouqRMqO/dcs0auPqD1MTqx0aSCfF/tlSMSoASl6/Jo34FsPv/8c+vVq1e4V50+e9eHisGpCFyhz+IbopQ355k3b7Fde+2/bK+9eqZOtu+3G298zb74It6U4cawcuX39swzH9qhhz4SguO44x63UaNK6MRAtcZSJyzhwL3uumZdupgtWRLtlT+LU1df115rttZaVc8hdTJlEyZEezUaTSrQ76l+R1EbAVJiNO1QVxQaHF3SgD/KhQsXhjGTP/3pT6m/q7Wqw2TXXXdN/X13CYOipaCcNueZMGGenXHGU+EgfsABfVLv77u2fHn2KaC5Gj9+rrVpMzh8z+bN+9ijj76XCtb8fk+3xx4z23LLqoP4VluZ/V859Lzq29dsiy2qvue225oNHhzt0eh0i1VXyZriXKq/q8WS1wCZ9/GbqbOp0jirLAcqQbHJJpuEhXK5HPC1DqB///6pq/sTq8t96GPHHXdMnbhdm3X3tXwp1815NF48dOgUO/zwvuGg3rLlY/baazOi3XL22Wd6f14J30NXPV27jkgduOKfQBSNFnPecIOlftGqDuramCkfv19vv22mul36Huuvb3bzzaqEGO2VN1ojo99brdbH/+QtQBbO+SCMkYwecGG0CRlommp62qTqODUWrdYenDpLa9OmTXWJC31smzp7u+yyy2zMmDHRT2lUSdmc55tvlluPHm+njmEPhIP8uecOtenTa5f90OOHHPJw6iqr7nEK9alp6dIVYebX/vv3Dm3t2g2xKVMa9z5+QcycqZ2Zqg7wq62mSo6aKx3tZfbee1X9NKNrjTWq/tuqlS69oj2rpE6qUpeBlrosr/rQ/xdh0ojGP3TLVVfNWryJKnkLkO9XfmeDbviN9Tp3DftyTumfaRbbbbfdFg6wJ5xwQrSp0ah0tUpVa6+D9DoCfagSqWZBjRgxolHXWyickrY5z6effm2XXjo8HOz32adXOPin6bEnn5xsZ531TJ0zXWsGyOTJ8+2oo/qFxzQDbPjw6TV6lqlRo/Qiq4LkqKNqt+kWV9OmZnfdVRU4y5dXDcJ3726pS+/Mt8A0vqGvte++msccbS0orczX77KKT6JK3gJEZk9+OVyFDLvrj9Em1PB26vJc6x5UHFBjGYWgAWvNeNJiOt02S4eJFu516NAhtHkHtWfPnm2nnXZaojfnGTv209SJ86DUa/vf1VQ6HM4559kQJJnUDJBnn50SZnz16jUuzABLDK3JUBhoem3atGlhjYZNnPi/x2rS4xttVNWvppdeKsg4R1zp4pPPPPNMtKki5TVA5MV/tAwh8sl7taejoooWyum2ji6NR+nsrQhUG0hbeWq2Sc2NhzRo+Je//MWee+65WFcO0c159t9//9SBdmy0W2Klw2HWrK/siCMezThzK3oLq2J07Fg1VpKN2tWvhE2fPj2M4+lvNs7fRNLlPUC+mj/dHui4pj1+zQ62cgVveJTGJnSw1UypUqEtUC+99NLqzXbSt6B0VfHkk09mrIIb3ZynX79+0S6JVzMcNHtKg+JRFRsgv/ylKj9GH61NVyHqV+KuvPLK8Huu286VLu8BIm89eUW4CnnvxdujTRVN9a30i6h9quurEFqXaalLftVC0sC0pvHqv/q3p/5PJtof4ZprrqmuaKqPdddd10466SR77LHHwjhHXZvzVJqa4aC1HJoC/MYbtRfaVWyAaM1GfdPSdWKS+h0qdZpRqEq9OqlK2q3ZhipIgCxf8rX1vXQz63PBT+zbr+dFmyuSDvyaFaXbRA0pT66yJirZvd9++4Vxk/RBPdOHFhfus88+4WpCoZLrALmm3WofDq1RiX6vTJvzVJpoOHz00Rf25z8PqFVbK9qnYiQoQCRdp063eCtZQQJEpozuE65CRjx8VrSp4ujeqcqT6xcwzpRW3TK66667qivU6kOLBRUiGvDWQV2/0OkP/fucc84J5U1qrgPR+IauJrTfQa60yl21uPR1Ne6BzOGgWVoqR5KWqU9FSNAtLNHJmE7ONEnk3//+30y8SlOwANG8xif/3952f4dVbf5/xkVbK4r2JtCBt2M9A4a6raVaUem9vXXJrDMeTSeMu0pd+19ovwsNkGuGVTp8VC4l1xlfCjV9Pa2eR+Zw0Mr11q2fsKlTq1YwZ+pTEVSnKnVik1UZDKLXpLFCzTRUkdNKVbgASfnso9HWs8OP7Jnb/xBtqhgqMa2zFi1KyhYCGsPQvsw6QKuMgva6bsiGOJkoTHSFstNOO1V/XY1jeBEgtdUVDpMmzQvTfTUuUlefxJsypWqabn3TeBtp7K5Q0pNgcvk7KmcFDRB5pfep4VbWR2MfjzYlngbcdBWgweZsZTwGDhxYvWpc6zQau/6O1nfcc8891bvy6Y/AM/BNgNSWLRy6dXvDBgyYlLVP4vXvX7WQUAsHNe6nhYSzZ5vdfXfV42ovM1rzpEklmnno+RsqdwUPkMVfzrLe569r/a7Y0lYs/+F00KTSPVNtBqUDrjYCqkv31B+XrlC0Ujzfi5VmzpxZPYNKYzIN3VeEAKktWzhoIP2UU6qKJFY01ck6+WRLnUlVlTLRCnT9+513oj3LhsYA9XegGYiVpuABIuOGdglXIf9+tp6FRQlyxx13hF8yVaKti8JDfbbeemv78MMPo815oRo/6XLVWhyl/UbiIkAAnRwsse222y5MWqk0RQkQXXn0u3Iru+rEdWz+ZzOjzYmjWRqacrvllluG0tCZ6LaVrjxUzqQh03obi+pUKQxUsTfuLTMCBKiiv5lFixZFH068ogSIjHlloO2yle6/t442JYoWHe2www5h98CRI0dGm4MpU6aEMQ/dtirUlUcmugRXIKhYXJzd1wgQoLIVLUDkgAMOCNPgilUDqhBOP/30cJC9oY46QJqqq9lWeh/yPeYRx8knn5z1+dZEgACVragBoo2NdNtG+397S3mUskcffTQcYHVvtK4z+vRGNZptVQoWL14c7ufqltuEerYJJUCAzLRGRJV7mzZtGoov6m9K1Rr0eJr+duoTp08xFf3ZtWvXLrxJvXv3jjaVNa3U1sI/3ZbSbKdMNO1PiwS1HiPuuEMhqOyJrogO0l4MWRAg2b3yysd2/fWvRh9GwvXs2TNUjdC4pv6uVUlCwXHsscfWCoQ44RCnTzEV/dl9/vnn1qRJk7AnhUqbJ4EW7KnMgX74ql5bl/QBWIsES83xxx8fnpv2BakLAZLdlVe+HKbtfv31smgTEkpX7ZpFOT/Tboymxfj/W40fJxzi9Cmmknh23bp1C2+UtlhNAr0OvR7Vo8pGZym6Ssl1hXk+aNtOXYUcccQR0aZqBEh2BEjlOfvss+3ee++NPpxRnHCI06eYSuLZ6Yxd5cJ1r1BVasvZ8OHDw7jOzjvvnHHfjDRV1dUvRylX81SxRM0eq6vKLgGSHQFSeTTWEfcYFicc4vQpppJ5dkOHDg1v1jHHHBNtKhuqcqt9AlSqZGJdNX/+z1VXXRVe70vasrNE9e3bNzzHv//979GmgADJjgCpPCpUqp0549DfTpyPUlZSzy5d6kNn8eVGpUqOPPLI8Pw1s6o+KsWuX7ZsBRWLTfdxdQVy2GGHRZsCAiQ7AqTyNDRA6hOnTzGV1LObPHly2ARJt39U8K+c6CxdP2xN3auPpvTqdl05lD7YY489wjhNJgRIdgRI5eEWVpF17tw5vGmqFlsutO2rAkEVOeNMx50+fXp4jZrCXOrOOOOM8FwzTUUmQLIjQCqPBtF79OgRfTijOOFQs49mRLZo0SJUrdCtcv1tFntL3fpfQYFpkyOtjdD6iQULFkSbS45KlWg2lW71jBgxItqckTaE0i9GKU7fjeratWt4rq+99lq0iQCpBwFSeTSNd9ttt63z2NWlS5fq/29ogGhd1uDBg0PBUy150JRgTXQppvpfQRFoFz69cYccckhY1FbKH7oNped63XXXRV9GnbSNrT4nzlhJselsSs81U5kVAiQ7AqQyaSGhipIOGjQoFE/VbMwxY8Y0+kJCnbxqy+piqvvZFZHGCFRKQ29eOXyst956dZYqyaR///7h87Q7YKnTc9RzzbTjGgGSHQFSuUaPHm0tW7YMd1N0LNPYSOvWrUOQpOlvpz519VHJId3BOOqoo6JNBZX52RVZ+gxdpc1V1K9UP1S9Vvci9VwbUoqFK5DKQIAgH9InrqqzFXfAPl9KLkCWLVsWNjbSdLiPP/442lxytIufzjK0rWXcUuyMgVQGAgT5ouoVOoEt9kzOkguQv/3tb+GgpIV25UKLIFX2Y/fdd481B5xZWJWBAEE+KUR04lpMJRUgc+fODVPUNt988zBAVE4uvPDCcDDVNOT6sA6kMhAgaExaY/bOO++Excc6oTvvvPMYA6mpbdu24YD08MMPR5tKnq48dtttt3AloiuS+rASPfkIEDSmIUOGhM3nVCpJa846dOgQa91ZPpVMgIwdOzYUIWzWrFkoC1KONAaiS0qNiWhsJBtqYSXf5ZcPS51U3JkKkPpvawLlqCQCRIGx//77h7P3mtPcypFmY+mgqjUs2XZZpBpv8p199nW20Ub726JF5XU7FoirJAIkvS7itNNOizaVpfS+4rfeemu0qRb2A0m29O+BqisASVT0ANG2rrqfp8V4s2fPjjaXpUWLFtk222wTCkO+9dZb0eZq6QNwKU7nZUfC3BEgSLqiB4hKgOiPTOsNkkR7IK+++uqhLk5dVxjsiZ5sBAiSrqgBonvrmlGgs/VSno3kdfPNN4cDyCmnnBJtqqbV6OrTvn37aFNRqESCyi6o/IIKw2VDgGRHgCDpihog6T+wJ554ItqUCBpE11n8uuuuYk8/nbnulfpoap7O+DOVCym09M9EpVrqQ4BkR4Ag6YoWICNHvh4OmgceeGC0KVHmzv3UDjtsIzvzzPXss8+mRJuDKVOmhAWUKmEftxxKPqg0gg54hx56aKzikARIdgQIkq4oAfL99yvtgta72w6br2bjx4+PNifO+PFDrEOHH1nXrnvYihWZF5UNHDgwrINRAclZs2ZFm/NOM8Z0sFMZ6rjjMQRIdgQIkq4oATJ5ZC+7u+0q1r97h2hTYj322PnWvv0qqaC4ONpUrXv37uGAs/XWWxfsSkRXGhdccEH4vipiqc1q4iJAsiNAkHQFD5BlS76yRy5pan06b2BL/js/2pxYK1YstS5ddg1XIhMnPhdtrqYQ0ZWIbmfle0xE9XR0C1EHub322qve1fNRBEh2BAiSruABMuaJv1rP1Jn4hJfvjDYl3pw5H9h5561jl6QC9Kuv5kabq+l2lsZEdPDR7Ky4t5TiWrFiRdhzfoMNNgjfo02bNmFKcUMRINkRIEi6ggbIonlTrVfHH9uA63a0ld8tjzZXhJEje4VbWXfd9cesNb+mTp0aZmfpAKR1IlpsWNd6kriWL18edhjcaaedqr9upp0G4yJAsiNAkHQFDZDn7z06XH3MzHILpxL07HliCJEXX7wt2lSLpvhqf3gtNtSBSGVPVDtLG1LFXTej0Hj99dfDOMemm24avo6qAF988cU5H9gIkOwIECRdwQJk1qQXQng8f/eR0aaK8803C+3KK7eyjqmrsRkz3o42/8C3334bDtaqnaUDUjoEVBJeJZ1vvPHGcGWhD23IddFFF4XFi2pfZ511qj9niy22sGuuucbmzZsX/RYNpvL1ql2mr9unT59oM1KaN29OgCDRChIgK1eusAHX7xRuXy38rDCzi0rdRx+NtnPOWT11QN8+dTXxdbS5Tqrie/XVV4dw0GrxdDhk+lAtrn322ccuvfTSUJ4k2y2zODROokWfp556aqhdlv4+2hyrS5cusa+Kkk7rerTRj94brXWKs0slUI4KEiATX+kerj7GZJnCWomGDbsp3Mrq3btNtCm2adOmhXB4+umnwxWI/qt/awylMWhnyEcffTQUV6x5NaNxFNUxU3BsueWW4TGtYRkwYED0S1QMFdG85JJLqoNdITJu3LhoNyAx8h4gmqr7UOcNw9TdZd8uijZXNC2ovOOOA0OIjBnzSLS5aL788stwW+roo48OVxfp0NCe7zfddJNNnjy5Vn/dYlPpk3TAHHDAAWHrzUqhsapevXpVj1VpMeYLL7wQ7QYkTt4DZGS/c8PVxwev94w2IWXhwtl20UU/swsuWN/mzZsWbS4YjYvcf//9oYyJbn2lQ2PfffcN4yrTp0+PfsoPaF2Jxl70edqI6uyzz7bPP/882i1RRowYEYJVr3nDDTcMY1WaJg1UgrwGyBezJ9j956xmT9y0WzjbRmbjxz8drkL69Dkj2pRXX3wx2/r2vScsJtQBXwdBLWLUFYQWNCoQPEaNGhUWJurrNWnSJHWVdUeYDZYkn3zyiZ100knVYXnOOefYggULot2ARMtrgDzb7aBw9TFn6ohoEyLGjRtks2blvy7YggUz7MUXb09dVewfQmvvvTWja3Vr0aKF3XfffTZ3bt0LHBtCt3UefPBB22STTcJBVjPIhg4dGu1WdjSR4Nprrw3bEOh1qdrye++9F+0GVIS8BciXn04K4fFSzxOjTSiwefOm2rBhXe3mm/cMoaGPjh3XtLvvPsJeeOHB1JVI/s6ctfjxsssuqx5YPvzww38whlIuNJlAU6H1OrSHzeDBg6NdgIqStwDRLaspo/vY0m++jDYhhtGp907Ve88/fz27/PItUlcHJ9hHH42KdqvTp59OtCFDrrcbbvhNdWh06rS2/fOfx9mbb/a1JUtyW9XeUJotdswxx4SDr8ZYOnfuXDbrI95+++0wbVrPXdOXtVEYU3OBPAYI/J577ma75ZZmNmPGW7Zs2TepMJiUCpDjQwhk88knY+2pp66ya67ZoTo0FEC9erWysWMHhK9VbC+99JL9+te/DgdjlVLRbbM4e48Ug27nnXnmmWFcSOs5Tj/99AZVKwaSLvsRqR66RVXXB/wuu2zzjJtP6Yoi6uuv59mgQZfYlVduXR0anTtvYA8+eLqNH/+MLV9eeov70sUcVXFYQbLLLruEtSulYtmyZaH2WLqgpWaiaQEngNpyOtITFPmhir1Ll/43+nBG6cWIl1yysT388Fk2adILqTP68pjxpCrDnTp1stVXXz0cqLVY8eOPP452K6innnoq7Amv5/Pzn//cHnmkdNbnAKUmpwQgQPLjjjua28sv3xV9OKOlSxenDrpv2sqVpXkbKI5JkyaFWWA6aGvhokq1aAV8IU2cOLH6OajOmGqGLV68ONoNQA05JQABkh9z5rxv1177K7vppt1t8ODLwyr1BQs+iXZLHJVhSZ/9b7755qkrqodzrt9VH10FdezYsfoq6IQTTrAZM2ZEuwHIIKcEIEDyRwUoJ09+2YYMuS4MoF900U/DHiLZNqJKAo0/aH/29PhDs2bN8jL+oHGYu+++u3ocZtdddy2pcRigHOSUANGBcwbQ80eD4X37trcePY6NNiWSZkC1bds2LzOghg8fXjYzwYBSltPRnrAorG+++TLUzKokY8eOrbUGo2vXru41GOW8FgUoRTklAAGSH489dn7GQXGtB9EU30oUXQWufUniyrQa/sMP2ZcGyFVOCUCA5Iem5WoA/d13n7Jvv10UVo1PnvyKdemyiz3//C3R7hVDdai0B0m6DpWKQGarQ6V6XL17965Vj2vYsGHRbgCcckoAAiQ/Pvnk36kz7g6pg+WOoWaVblvdeuvvbPToB6NdK5Iq4ab3G1clXG3rO3/+/Fp9Ro4caXvuuWfos8EGG1i3bt0SVxEYKLacEoAAQTG9/vrrtfbiuPPOO8NCxNatW1eHS7t27RK/JwlQLDklAAGCYkvvBti0adMQGpq1pf82b97c3n333Wh3AI2IBEAiaD9yLQLU+hHKjwCFQYAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIDL/wfuP9UHJlqTGAAAAABJRU5ErkJggg==)
| Product Number | 8H66-3-1L |
| CAS | 2149589-70-6 |
| MDL Number | MFCD29767712 |
| Molecular Formula | C13H17F2NO2S |
| Molecular Weight | 289.34 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory