![3-(Thien-2-yl)-3-[(2,2,2-trifluoroacetyl)amino]propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABYgAAAWIAFk6EEGAAACU3pUWHRtb2xTb3VyY2UAAHichZVtj6IwEMe/yqSvz9IHoGDEjXGzySW7d8m5l9y7S8XqkgjdAD59+5uCuqIeBkin7f8303baMnra52vYmrLKbJEQThkBU6R2kRWrhPx+fxlE5Gk8SlGEwqJKyEddfw49b7fb0fTD5HpvC5ranLT9w32VdTQ7SW258gRj3Pvz9jprmEFWVLUuUoNUlQ2rpvHVprpuRvGfEF6uy21WeK3cy8tt6+2vYO5ldF8tyNdcptg3QRSW2drA0pa5rmErGMWXfYOVKUypa7OA+QGbJfVx7uPR27NNN7kpajSdhyzV61ldblJsyO3apBt0hsb354TkHAFd23xSlvoAznLNmoMWoCVoH3QAOgStQEegY9Cc4Yf9HAUcFRwlHDUcRVzh2q+NC/5++DQJ+QlTcN8Ufhytl+aZHp8ZLp9IyEDQ2EeHA05DpoKvEqeqZAyY1CCOQFAZywAkVUKJUxFQFrIYQuzzA6xFEms+FTG75FigsBYJrKHPCAv0zaOQEzjgAHykGUOXIaYZ9SzCotvYJwkoD5s+FoQSa0pIdZJwypXfhDuFbcq2GVffOy//eDS3xeLChGyRkDkO0Ul+mWUljqkhYMuFKXG3OwdOegmILuASeQbEPUDeAH5/BL8LuE3SDwRdwG2pfiDsAm4D9gOqC7jt2j/p6AaI+yPEXaA5Cv2E679G+AOE3yIP0s3FzeJy+QC5ynh7js/M5C5zlfT23D9grvLe3hMPmKvUn+6VXkbdmc9dxrs4Yt7pNkTz5qb0Lq5RD38e4397h9qvRzautgAAMqxJREFUeF7t3Qm8VeP+x/FmhXRNJWNyDbkUUnQlc/V3DS/E5dLANSQqQ1JXZLglUuarpEkqma/MokKKEhFNhtJc0jyX33//1r5rdc7TGfb57eGsvdfn/XqtF53n2XuvdfY+z3ev9QyrjAAAYFDG/QEAAIkgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAARBK/a8vU+yG0sU7ACCU3LAoaEPp4h0AEEqERPjx7gAIJQIk/Hh3AIQSARJ+vDsAQokACT/eHQChRICEH+8OgFByR1y5G0of7wKAUHIDw91Q+ngXAIQSQRF+vDsAQokACT/eHQChRICEH+8OgFAiQMKPdwdAKBEg4ce7AyCUCJDw490BEEoESPjx7gAATAgQAIAJAQIgq23dskEWzR4v27dtcYuQZgQIgKz22YibvL6Sz0be7BYhzQgQAFlt2vu9vQB5tm15WbHgW7c4MvxBB0VtqZb6ZwSADNJLWMO7HuI1kKP7nukWR4YbFgVtqZb6ZwSADPtp8qigkfxl6mtucSSkKySKktlXA4A0ebN3E68BHfmv2rJt6ya3OOcRIABg9NuvX8uzN5TzGtGv3+npFuc8AgQAkjB+2HVeIzqo/e6yftUitzinESBABNWv39/bipNovSjbsGapDO5YzWtIxw5q5RbnNAIEiKBEgyHRelE37YNHvIZUL2ct/eULtzhn+QFS2JYO6XlWAAlLNBgSrRd1OiP9xbuP8BrN13udLPLHH26VnOQGhrulQ3qeFUDCEg2GROtBZN63bwUN5+xJw9zinJTOoChMZl8NwE4SDYZE6yHuncebew3qC50PkK2b1rnFOYcAASIo0WBItB7iVi6eIQNurOg1ql++cZdbnHMIECCCEg2GROthhwmjOnqN6sCbqsia335xi7PS2hXzZPGcT90fEyBAFPnBkOiGxG1ev1KG3raP17B+2K+FW5xVtmxcI1+81kWea7eLdzwLZ36cr5wAASLIDYjiNpTM9+OfCRrXRbPGucXh98cfMmvCYBnWab/gOPT/Vy+dk68aAQJEUKLBkGg95PfH9m3y8v11vcb1lfvrxdrj7W6V0Fry4wR5rWeDIBwGtKskE1/pJJs3rnarEiBAFCUaDInWw84WzhobNLBTPuznFofOut/ny0cDrwz2Wbd3nzpPVi2d7VYtVQQIUMoSDYZE66Fgrz92idzUrIxcefa+smb1Src4FLZt2Shfjb5PBrbfLQiOUd3ryPzv33erhgIBApSyRIMh0Xoo2NKFP0vjv1SW/f5URm699Va3uNTpPU38G2PpNuSWPeW7jx6X7du3ulVDgwABSlmiwZBoPRTurrv+JWXKlJGKFSvKzJkz3eJSsfzXqcG9TLx+jrYV5NPhN8rGdb+5VUOHAAFKWaLBkGg9FG7t2rWy//77eyHyf//3f25xRm1cs0zGP3+tdy93Pzz0lrzZdF93AgQoZYkGQ6L1ULTnn3/eCxDd3n77bbc47XSxR10x2F92Xje9i2I23oqXAAEQKX/88YecdNJJXoAceeSRsmXLFrdK2ugij/5KwboN6lBVpr7TI2tvwUuAAIicSZMmSdmyZb0Q6du3r1uccj/NmSEP3tZMerf837DcG8rK2MGts/6uiQQIgEhq2bKlFyB/+tOfZNmyZW5xSqxcuVI6duwoe1atKKfWKSMdzi0jb/RqlDM3uiJAAETSwoULZffdd/dC5Prrr3eLk7Jt2zZ55plnZJ999gn6WxrVO0DGv5tb9yYhQABEVo8ePbzGvXz58vL111+7xSYff/yx1K1bNwiOypUrS7du3WTduty7JwkBAiCyNm7cKIceeqjX0J922mlucYn8/PPPcskllwTBodull14qv/zyi1s1Z6Q+QGK/NG8rTiL11q4VeeQREX1jq1cXqVhRZN99RZo0EendO14OZDl/eG6jRs/JokWFf6YZxpser7zyStDgv/zyy25xsXRuyV133SW77LJL8Dz16tWTcePGuVVzTjEtuEEiwaCKq/fJJyI1auyoV9CmoTJ+vPtIIKv4waDb3Xfnv8dDXgRI+px++ulew1+rVi3vrCQROhx46NChwcRE3faNfcHt37+/1wcSBUW04EbFBYOvqHqffy5SqVK8vH59kVGjRBYvFtHx2kuWiOi3hAYN4uVab+JE9xmArJH3DKRBg2dl9uwVbhUPAZI+06ZN8/pBNAQeeOABt3gnE2Ntjj+XRDddGkXX19JRV1FSSAuehKKCIa/C6m3eLHLIIfGy1q11OINbI05/ruVaL/atwXsckIX8YOjT53Pvv+3bv+NW8RAg6dW2bVsvDHbbbTdZsGCBW+zRkVs6/NefQ6KbLokSlnW1Mq2AFjxJhQWDq7B6gwbFf3700cWHgpbXqROvP3iwWwpkBT8YVq3aKE2aDPb+/6uvdp5gRoCk1/Lly705IRoKV111Vb6yTZs2yb///e9g2K9uOov9nXcKDvuoKKAFT1JhweAqrN6FF8Z/3j/BP5R+/eL1L7rILQGyQt5gGDhwqvf/rVu/7tQiQDLh0Ucf9cJBzzA+10vpEu9k90dq6aYho7PXM7kESlgV0IInqbBgcBVW78AD4z+fk/9+v4WaPTte/+CD3RIgK+QNho0bt0qzZsO8f3/00c+F1kN6aCjUqVPHC4pjjjkm6FzXTftIdMKhnqkgroAWPEl+MCS6uSpXjv88wZEQsmFDvH6VKm4JjHRY4j/+8Q+pUKGCNGnSJG3LPCDODYZXX/3B+/fFF4+Sbdt23L/brYf0GDVqVBAa/qZzRL755hu3auQV0IInyQ2I4jYXAVKqdKnrAw44IPjD0a1atWrSp08fTtnTxA0GDY2LLnrR+5mGSWH1kFr6+dZLWH4/iH8pS/8mULACWvAkFRYMrsLq+ZewfvzRLSkYl7BSQlcnPfnkk4M/HB2W+Ne//tUbkeL/7IgjjiiV+yfkuoKCYcyYn7yfNW8+zLusVVg9pMa7774rRx11VPBZrxL7QuqPtOratatbHf9TQAuepMKCwVVYPTrRM0qHJbZq1SrfsMTmzZsHwxILK58xY4bzTLAqLBi0I11/rh3rqrB6sJs1a5ace+65wWdbP+c6AkuH8d52223ez3SG+U8//eQ+FBLGAGEYb0YUNiyxsDOMgs5QbrnllshNnEqHwoJhypSF3s9PO22wN8S3sHoouVWrVnkBoZ9j/zPdsGFDb4Jg3jrVq1f3yi7iC2qBCmjBk1RYMLgKq1eSiYRt2sTraf3iwgaBgoYlJtrH4faR6HLV/WJngVFZuiEdigoGnVSoZX37TiyyHhKzfft2efbZZ70lR/zPcM2aNWXIkCHe0iQurevX++ijj9ziyCugBU9SYcHgKqpe3qVMTjxR5KWX4kuYaAO3dKm2gBL7uhAv13r/G6+NoulyDWeccUbwB6HDEq+77roSj7LSZal1eWpdptp/Ll2+euzYsW5V5DF9+lK5444P5Mkn899MqKhg0GVNdHkTXeaksHpPP/2ldOr0vnz77VK3CHmMHz9ejjvuuOAzq5em/vWvf3mjDgujgeM/5thjj+WLkqOQFjwJRQVDXsXV00USdbFEv15Bm5ZHYMXLZP3222/eMg3+Wj+66bDEZO9/oMtUt2jRInhO3XQ5a13WGjssX75euncfG/suFA+AM88cmq+8sGDw6QKLfp2C6p1zzvPez/X5te7Spbl334lkzJ07Vy677LJ8n1O9JJVov4YGj/+4//znP25xpBXRghv5jXtxEqnnL+euy7fvs49IhQrx/zZuLPLwwyJr1riPiIt9a5AvvtCvym5JpGzdulUee+wx2XPPPYM/AF1t9CU9o0shPfPQ5av919AzE13euqhvdlGwefM2rwP81FMHBY2/Ds/94ov86ywVFgy+hQvXyMknDyi03uTJC705I365vt5zz33lvX6U6Zny3Xffne9MWc8i9IZPJaX39dDH6yXb33//3S2OrGJa8Cw1bFg8nPTeITqaK4Knne+9916+YYk6HPf+++9PeKnqktJTe13GOu8tPLWvJKpj6D/++Be54IKRQaOuHeHDhk2LhfqOiYGppM87fPi3cvrpg4PXPP/8Ed5w4Ch64YUX5MADDww+i3vvvbd39mC9BKVnMTq0V5+rQ4cObnFk5WaA6LV4f0KibrFvx1G51KXDEv/2t78Ffzi66bDE+fPnu1XTQkdl6eisvKNbdPSWjuKKgjlzVkjbtqODRlz7Lx54YHzsW2t6gtu1cuVG6dHjE+91/X24/vrRsc/Fb27VnPTll19Ko0aNgs+efg61wU/FWYOezfjP+f3337vFkZSbAaL0Ovwll+TvM4mdhkqO3l5ShxzefvvtUqlSpeCPp0GDBsGCcJmm80h0voi/Lzq+XueT6LySXKTDbB988FNp2HDHpabrrnsz9nsonXWTNDA0OPIGmQaLBkwuWrx4sbRp00bKlSsXfOaaNm0qP/ywYyZ/svSSmH9Wo8+NXA4Qn17vrFt3R4jomUm3bjnTP6KjRAYMGJDwsMRM03klOr/E3zedd6LzT3QeSi7QZUdGjvxOzjhjSNBYn3fecPngg3BcOtJLWHopy983vcSll7rSdSkt0zZv3hwL7gelatWqwWfs8MMPl9GjR7tVU0Ivjfmv8+abb7rFkZP7AaL0uuczz8Q74P0gOeCAeF9JFtPRIccff3zwgdZhibrswprCBheUEp1fovNM8q4xpPNQdD5KNps4cb60aLGj87px44Hy7LPh67zW/dFO9byd+ZdcMkomTPjVrZpVXn/9dTnssMOCz5Su2da7d++E5jNZ6ZcyXeLHDyoNsCiLRoD4dNZ0x44iFSvuCJJGjeIjtrKIduj9/e9/D/5wdCvJsMTSovNNdN5J3uHEOi9F56dkk3nzVsktt7wbNMa6dev2UeiHz+r+6TBffzixbh06vOsdTzb57rvv5Mwzzww+Q3rZ6p///Gfs+DIzD0b7WfxLZRpYURatAPHpOk7Nmu0IkbJl47PeF+18F7gwWb9+vdxzzz3BaBDd9J4F2TZDVuef6DwU/xg0UHSeis5XCbN16zbLY49NzDektmXL12IBuMStGmo64bBVq/g6W7qddNIAb6b72rXh/jatn4927dp5txnwPzunnnqqfPXVV27VtNP+Fn39PfbYI2PBFUbRDBDfW2+JHHHEjiCpWlWkRw9dKMqtWeoKGpb49NNPm4clhoHOR9F5Kf4x6XwVnbei81fCRPuZRoz4INZY9Q4a3aZNh8mbb86SEHQzmeh+jx49y1vt1z+ms88eKq+9NiN2vOE6KP08PPHEE7LXXnsFn5WDDz5YRo4c6VbNmEWxL5t+v4ue/URVtANE6fVSnaxYrdqOIKldW2J/SW7NUjF58uTgmqtu+u2rffv2KRmWGAY6L0Xnp+RdNl7nr+g8ljD45JNP5IQTTpA//ameHHroNbGzj/7eUiTr16fvOnsm6XHoUih5l0q54oqXZdKkWW7VUvHBBx/I0UcfHXw2dt11V7n33ntlg94HqJRp573uk17OKo2zoDAgQHy6HtS114qUL78jSM48UzZ8+61bMyMKGpZ4zjnnpHRYYpjo8tk6X8U/Vt10PovOaykN8+bNk8svvzzYl0qV9oq9H91jPw/3ZTarBQtWe+t0aYAcdVRXqVGjaSxIrvGWqykNc+bMkfPPPz/f50Hvkvnrr+Hp+NeRhH4nvl5KiyICxDV1anzplNiHYn1s+0/sG3+vG2/M2PX5woYlRmXIoM5b0fkrOxruSt78Fp3nkgnaz9S9e/d8/Ux/+ctfZMyYMW7VnPTll79Ks2ZdY5+/+CoGugyITqDTORCZsHq1Btkd+eYznXjiifLZZ5+5VUNBR4LpPu5SsYy8/d8X3eKcR4AUZtQomXDIIdLyfx9ivT7/+OOPp/X6vDssUTvoHn744cgNFdShkjqPReez+L8Lneei8120PyJdhg8fLgcddFDwmtrP9NRTT6X1PQ8jndvSv/8A7/j934X2vw1L47B3fV8HDhwYO/OpEbzmfvvtJ4MGDQrFfKaiXH7xWdL4qDLS/pKDZcvm0r+0lkkESBG2btwoT953X77r83Xq1JH333/frZqU6dOny1lnnRW8hl62uuaaayI9ukPpfBad16LzW/zfjc570fkvqaT9TKecckrwGtrPdPPNN8uKFSvcqpGi/Wy6DEjeZWl0mRAdxppKn376qdSvXz94DT37uPPOO72zkWww78fv5LYLKsijrcvIlNH3usU5jQBJgK4jdeWVVwYfcN3OO+88ma33Y0+CNlA33XRTvmGJjRs3jmyHXGF0fovOc8n7+9fluXU+TDKWLFkiV199db5+prPPPpt1jhx6+2JdusP/HemyNNo/pyORkqH9TFdccUW+9/WCCy7w+j+yzWcjbpL+15eRgTfvKmt/D08/TboRICUwYcKEna7Pd+rUqcTflPSSyJNPPhmqYYnZQOe76LwX/3em/RQ6L0b7LUpCLwn26tXLu0ToP9ef//xn+e9//+tWRR66PIj2x/m/M+2n69mzZ4kvseoIKh1JpSOq/OfSkVYffvihWzVrbFz3mwy5dS8vRD4acIVbnLMIkBLS67GDBw/2rs/6H369b7Iu1ZHInIwXX3wxtMMSs4H+jnX+i3t9XufJJEJDQsPCf6yGyEMPPVTiRjCqdJkQnX2ty4b4v8PatWvLc88951YtkL53+mXJf6x+idIvU7nQz/Tdx094AdL/hrKy+MdwdvqnGgFipNfnu3Tpku/6vHb06ryBguhped51q3TT0/cwDUvMJnp9XufD5L38p/NltD+jIHpZSi9P+XX9fia9jIWS0/45nUCX9/KfBrMuM1KQKVOm5AsOfd/08m0u9TNt375VXup+tBcir/aoH/uymb4BH2FBgCTpxx9/lCOOOCJfMOj8Ab2+q/TyVufOnfMNS9RTf+04RPJ0XozOj8kbDHp9XufRKG2gtEM8b9Boh7k2aEje1KlT860Erb9nXW7EH/auAa1BnTdo9t9/f2/gSC6a/8MH8bOQ2Dbzs4Fucc4hQFJAz0T0DyPvNV29Pn/hhRd6l7f8n/nluhAcUkvnybjX53VyV95+Jh2iq0N1kVr+wp55RyvqsHf9/OftZ/LLr9UJuznsvacv8AJkWKf9ZMvGcK2MnWoESAr4AaKXUHTeQN7r87rp2Yeeheg3M/23DtlF6mk/hs6bydto6aZhrpMDS9rZjsT4AaKXZO+77758X6R00zDXQQv+zPJcD5DVS+fIgHaVvBCZ9GpntzinECAp4AeIXhpRetlEhyPqcEedxewPS9RbvRIg6afX5/Uyif6u9R4k/uVEpIcfILoUjdJ+vZNOOsn7/Ouqy/7lRD0jiUKAqEmv3OEFyHPtdvECJVcRICngBkhhCJDM0Q5e/V1ro4X0cgOkMFEKkM0bV8vznWp4IaKXtHIVAZICBEj4ECCZQ4AUTDvR/Q517VzPRQRIChAg4UOAZA4BUjAdxqvDeTVAXrr3L94w31xDgKQAARI+BEjmECCFWzznU29ioYbI9I+fdIuzHgGSAgRI+BAgmUOAFG3MgMu9ANGlTnTJk1xCgKQAARI+BEjmECBF08UVdZFFDRFddDGXECApQICEDwGSOQRI8XSZdw2QAW0ryIqFBS/3ko0IkBQgQMKHAMkcAqR4Wzevl+FdDvZCJJfuGUKApAABEj4ESOYQIInRFXrHDblaVi6e4RZlLQIkBQiQ8CFAMocAiS4CJAUIkPAhQDKHAIkuAiQFCJDwIUAyhwCx8WepF7WFXfj3MAsQIOFDgGQOAWLjhkVBW9iFfw+zAAESPgRI5hAgNtkSEkXJ7r0PCQIkfAiQzCFAbAgQeAiQ8CFAMocAsSFA4CFAwocAyRwCxIYAgYcACR8CJHMIEBsCBB4CJHwIkMwhQGzcEVfulg2yYy9DrmcsQPbXxqqYAOkeCxCtdxkBknYESOa0jQWIfq7bFxMgV8feC63XiQDxuIHhbtkgO/Yy5D6KBcgDsT+MIcUEyPuxANF6LxAgaUeAZM6rsQDRz/UbxQTIqNh7ofXeIkA82RQUhcnuvQ+JdbEAWR77w1hVTICsiwWIV48ASTsCJHPWxAJEP9drigmQ1bH3QuutJUA8BAjiYgESa61EigkQiQWIV48ASTsCJINiAeJ9rosJENH3QusRIB4CBHEESOgQIBlEgJgQIIgjQEKHAMkgAsSEAEEcARI6BEgGESAmBAjiCJDQIUAyiAAxIUAQR4CEDgGSQQRIZBEgqUCAhA4BkkEESGQRIKlAgIQOAZJBBEhkESCpQICEDgGSQQRIZBEgqUCAhA4BkkEESGQRIKlAgIQOAZJBBEhkESCpQICEDgGSQQRIZBEgqUCAhA4BkkEESGQRIKlAgIQOAZJBBEhkESCpQICEDgGSQQRIZBEgqUCAhA4BkkEESGQRIKlAgIQOAZJBBEhkESCpcN998T+Ms892S/Lr2jVe77zz3BKkGAGSQW3axD/X113nluR3+eXxeu3buyXIUgRIKixfLtK9u8g337gl+S1ZInLPPSLTp7slSDECJIN+/lmkWzeRuXPdkvxmz47XW7DALUGWIkCQkwgQIP0IEOQkAgRIPwIEOYkAAdKPAEFOIkCA9CNAkJMIECD9CJBUWrtW5JFHRE47TaR6dZGKFUX23VekSROR3r3j5cgIAqQU8PmPHAIkVT75RKRGjfg498I2/aMaP959JNKAAMkwPv+RRICkwuefi1SqFP8jqV9fZNQokcWLRbZsic/9ePllkQYN4uVab+JE9xmQYgRIBvH5jywCJFmbN4scckj8j6N1a5Ft29wacfpzLdd6tWrFH4e0IUAyhM9/pBEgyRo0KP5HcfTRxf9RaHmdOvH6gwe7pUghAiRD+PxHGgGSLH+BuP793ZKC9esXr3/RRW4JUogAyRA+/5FGgCTrwAPjfxBz5rglBdP1gLT+wQe7JUghAiRD+PxHGgGSrMqV438QGze6JQXbsCFev0oVtwQpdMwxx3gBcnCsofrjjz/cYqQKn/9II0CSxR9QqKxatUouvfRSLzz8rVmzZrJERwMh9fj8RxoBkiz/FP7HH92SgnEKnzYTJkyQQw45JAiOatWqBf9fo0YNee+999yHIFl8/iONAEkWnYilbvv27fLAAw9IhQoVvLCoVKmS9OnTx7t0NWDAANltt928n5ctW1Y6deokW3R+AlKDz3+kESDJYhhjqZo/f76cfvrpwZnG4YcfLlOmTMlX54cffpB69eoFdU488USZk2inL4rG5z/SCJBklWQilX/rT61f3B8bivXGG2/I3nvvHQRDq1atZG0h6y1t2rRJOnToENStWrWqPP/88241lBSf/0gjQFIh71IOsW+38tJL8SUc9FLJ0qUir7wi0rBhvFzraX2Ybdy4UW666aYgDPbYYw954YUX3GoFGj16tOyzzz7BY6+66ipZs2aNWw0lwec/sgiQVNFF4nSxOP0jKWzT8nHj3EeiBL7//nupW7duEAANYw3TTz/95FYr0sKFC+XMM88MnuOwww6TL7/80q2GkuDzH0ll3B8gCf5y1rp8dexbrlSoEP9v48YiDz8swjfdpPTr10923XVXr9EvV66cdO7c2dwhrh3vPXr0CDreK1asGHuLHmbOSDL4/EcOAYLQW7lypVx88cXBGUPNmjXlww8/dKuZTJw4UWrVqhU8d9OmTWWxriQLoFgECELt008/9WaT+w38ueeeK8uWLXOrJUUnH/79738PXqN69eryzjvvuNUAOAgQhNK2bdvk3nvvzTe3o2/fvm61lBo4cGC+OSO33Xab+RIZEAUECEJn/vxfpUmTJsEZwZFHHilTp051q6XFzJkz5fjjjw9eu379+jJr1iy3GgAhQBAy48e/Jsceu1fQgF999dWybt06t1pabd68WTp27Oidheg+7L777jJkyBC3GhB5BAhCYcuWDTJ8+I3SooXOFC8jtWtXkxEjRrjVMurtt9+WfffdNwizf/zjH7J69Wq3GhBZBAhK3cKF38m99x4j119fxttuu+0kWbDgZ7daqVi0aJGcddZZQYjUrl1bvvjiC7caEEkECErVuHH/kZtuquIFxw03lJPXXusi27dvdauVKp0z8uCDD3pzRTRE9L+9evXyfg5EGQGCUrF+/e/yzDMXBWcdnTvvLzNmjHGrhYqeeegZiH82cvbZZ3tnKEBUESDIuNmzP5E77zwoCI+nnjpP1q5d7lYLJe0DueKKK4IQ0T4S7SsBoogAQcZs375N3nzzHmnbtrwXHO3a7SJjxjzmVisxXQxRl3AfOXKk3H///bFwulPatGkTbPpv/bmWa71ULJ44ePBgb3SWhoiO1rrlllu80VtAlBAgyIgVK+bJww83Ds467rnnKPn116/dagnR9arGjh3rBYMupli+fPngjCCRTevr4/Tx+jzW9a90fsgJJ5wQPK/OH9F5JEBUECBIu6lTX419Q98zCI+hQ/8pmzaVfG7HvHnzpGvXrnLQQQftFAq6ValSxVupV28w1bx5c+/sQ/+r/9afa7n7GN30+fR59flLSs86br311mDOiM5k1xntQBQQIEgbndvxwgs3BMHRsWM1mTx5lFutWLNnz/YmFPqjoPxNZ6jrfUFefvllmTt3rvuwAmk9ra+P08fnfT59fn0dfb2S0rWzdA0t/7kuv/xy5owg5xEgSIsFC76Ve+/9SxAevXo1kt9++8WtViSdga6XmXQdLL9h1jsQ6hpVqVraRJ9Hny/vnQ319fR1SzoDXlfxPeecc4LnOfTQQ2XSpEluNSBnECBIubFjn4p9w6/sBYd2mL/xxl0lntsxbty4fKvw7rffftKnT58SN+qJ0ufV59fX8V9TX1/3oyS0P+Whhx4KzpZ0MciePXsyZwQ5iQBBgbTBHzv2aend+1Sv/6Jdu0rSpcvBsX83kbff/rcsWvSD+xDZuHG1PP30hXnmdhwgM2d+7FYrkja0OmLK7xjXhrhTp04pGTmVCH0dfT0/AHQ/dH9KGgB6h0O906EfRnoHRL0TIpBLCBDsZNOmtbFv0X8NgqCwzfXuuw8GZU89dX7sW/1vbpUibdq0SVq0aBE0unXq1JFp06a51TJCX1df398X3S/dv5LQMLryyiuD59B7ses92YFcsXMrgMh7+eXbvRC4/fZ9Zfz4Z7whuFu3bpKVKxfInDmfyhtvdJPu3eu4D4t9w54ujz3W1DtzKSltbHW0lN/YtmzZMm2XqxKlr6/74e+T7p/lTGjo0KFStWrV4Hk6dOhQ4jACwogAwU78WeLff/++W5QW2pieccYZQQPbrVs3t0qp0v3x903309L4z5kzR0488cTgeY477jiZMWOGWw3IKgQIdtK2bQUvQPRSVrpp30Ley1aPPvqoWyUUdL/8fdT9LWmfiNK7G95+++355owMGDDArQZkDQIEO/HPQL766hW3KOXuu+++0J55uPKeieh+W7333ntSo0aN4LkuvfRS777sQLYhQLCT11//lxcgulbVsGHXybRpo2XNmmVutaTpEFl/tNVVV13lFoeS7qfur+53SYf45rVkyRJp1qxZECK1atWSzz//3K0GhBoBgp1s3bpZBg1qtdOoqzvvPFAGDrxKfvjhA/chJaYd1P48Dx3tVNod5onS/fRHZ+n+J7PfOmfkkUceyTdn5Nprr439/ks2ZwYoLQQICqWzyV9/vas89NAp0r797vnCpF+/S7ygsdKZ3tpoauNZWkN1rXR//UZfjyNZkydPlj//+c/B2UirVq3cKkAoESBIiH5b1tVzdVZ5+/a7eSGiw3ktdK0pf3kSnbSXjXS/df/1OCxrZ7l++umnoHM9mf4VIJMIEJTY1KmveQHSteshblFCdMFCbShr1qwpa9emf6RXOuh+6/7rcejxJKtfv37ec1WuXDlrfyeIHgIEJbZ583ovQG68saJbVCxdMt2//KNrT2Uz3X//MpxlKfi8mjZt6j3XhRde6BYBoUWAoMRmzPjof53qB7lFxerSpYvXUOrqt8l0QIeB7r+/iq8el9WKFSuCUH3++efdYiC0CBDspFu3w2XUqI7y3Xdvy+LFM2TDhlXevT2WLp0jH3zwiNx6695egLz00q3uQ4uk/Sj+yCtdQj0X6HHo8ehxWe9sqLfH9ftTVq5c6RYDoUWAYCfu8N2CNr2/h66+WxJ6+1htKHVL1f08Spseh39MenwW5513nvd4vXsikE0IEOxk6dLZMmbMo/LEE+fK3Xcf6Q3h1eXc77ijpjz+eHOZMGGQbN++zX1YsTp37uw1lHonwFzi39lQj6+k9K6Fu+yyi/d4ljVBtiFAkDENGzb0Gkq9nWwu0ePR49LjK6nhw4d7j9VJhMuXL3eLgVAjQJAROjRVG0ltLPWe5LlEj8cPgZIOwb344ou9x+oNp4BsQ4AgI6ZMmRL0FcydO9ctzmp6PP6x6XEmav369bLrrrt6j3v66ZLfQwUobQQIMsK/VFOlShXTUuhhpsejx6XHp8eZqFdeecV7TLly5WTRokVuMRB6BAgyQu8rro3lscce6xblBD0uPT49zkRdccUV3mNOOeUUtwjICgQITJYv/1m++eaNhOc+6I2UtLHU28LmIv92vHqcidC7Gu6xxx7eY/r27esWA1mBAIHJAw8c780HmTRpmFtUoOuvv95rLM8//3y3KCfocenx6XEm4s033/Tq6wKKudYnhOggQGCic0Q0QJ588m9uUYH8GzFddtllblFO0OPS40v0xlitW7f26jdo0MAtArIGAQKTzz57zgsQvWthIjPSOQPZQe+Nvtdee3n1e/Xq5RYDWYMAgcnatculbdsK/7uM9YJbvBP6QHZ4//33vbq6zZkzxy0GsgYBArO+fc/yAuSZZy52i3bCKKwd/LOxevXquUVAViFAYDZu3H+8ALn55l1l06ail2ZnHkjctm3bpHr16l5d7jyIbEeAwGzVqkVyww3lvBD56quilydhJnpc3hWJp0+f7hYDWYUAQVIefrixFyADBlzuFuXDWlhxN998s1f3qKOOcouArEOAICm67LsGSIcOVWXLlo1ucT5RX41XJ10ecMABXt277rrLLQayDgGCpKxYMU9uuKGsFyLffPNftzifqN8PZMKECcHlq1y5oRaijQBB0nr2bOgFyKBBrdyifKJ+R0J/KHPt2rXdIiArESBI2nvvPeQFyC237Cnbtm1xiwNRvyd6rVq1vLp33HGHWwRkJQIESVu27EcvQHSbPv09tzifLl26eI3o3nvvLevWFT30N+x0//U49Hj0uIqSdxTaxIkT3WIgKxEgSIn776/nBciwYde5RfnMmzdPKlas6DWkffr0cYuziu6/Hocejx5XUbp27erVPeigg4o9UwGyBQGClHjrrfu9ALn99n1l+/ZtbnE+V199tdeY1qxZs9hhr2Gl+637r8ehx1OcI444wqvboUMHtwjIWgQIUmLRou+Dy1gzZ37sFucze/ZsqVSpktegdurUyS3OCrrfuv96HHo8Rfn222+Dy1fjx493i4GsRYAgZbp3r+MFyIgRxc/zuPPOO4PLP9OmTXOLQ033178Mp8dRnO7du3t199tvv5xbxgXRRoAgZd54o5sXIJ0771/sdX7tgPZHZNWpUydrOtR1P3V/db91/xPZb3+hxbZt27pFQFYjQJAyv/76dXAZa/bsz9zinYwbN07Kly/vNa6J3oiptPk3xtL91v0vzqxZs4LLVx9++KFbDGQ1AgQp1a7dYXLOOWXk8ccTm+ehK9L6DWy3bt3c4lDR/fP3NdGVdHv27OnV1+G+W7dudYuBrEaAIKX69OksBx1URurWreUWFUj7BFq0aBE0zI8++qhbJRR0v/x91P1NtC+jfv363mMSGakFZBsCBCk1adKkoKGdPHmyW1ygTZs2yRlnnBHaM5G8Zx66n7q/ifjll1+kbNmy3uPeeusttxjIegQIUko7z3WynDaaxc3OzmvNmjXBbWF1a9myZUId1Omkr6/74e+T7p/uZ6IeeeQR73HVqlVLOHSAbEKAIOU6duzoNZyHH364W1QkbWTzXs7S0U6lNcRXX9cfbaWb7ldJQ6BRo0beY6+88kq3CMgJBAhS7pNPPgka3pIGgPYt6H3F/dFZOt9CJ+2V5Jt/MvR19PX8eR66H7o/ifZ5+BYsWCDlypXznuO1115zi4GcQIAg5bSx1Ulz2njqJDoLHSLrzxPRTZ9P155K12UtfV59fn+/ddPXT2SobkGefPJJ7zl222032bBhg1sM5AQCBGlx4403eg3oMccc4xYlTBt1nentL3uimw6H1SXUU3U/EX0efT5/VV3d9PX0dZMJK78/Ry99AbmKAEFajBkzJmiQZ86c6RaXiK41pcNg/ctK/qZ3AtTbyeo9yefOnes+rEBaT+vr4/w7CfqbPr++TnFrWxVn6dKlwSW4kSNHusVAziBAkBY6ac7/Vt+jRw+32ESXTNdl0f1RXu5WpUoVqVu3rvftv3nz5tKmTRvvv/pv/bmWu4/RTZ9Pn7e4JdkT1b9/f+95K1eunLG+G6A0ECBIm2uuucZrSE844QS3KCk6VFhvH6uXmRo2bBh820900/r6OH28Pk9x63aVVNOmTb3XueCCC9wiIKcQIEibt99+22tIdTLdzz//7BanjH7L1zv+6eUiHTGlwaBnH/6m/9afa7nWS+dZwe+//x5cahs6dKhbDOQUAgRps3nzZm8SnTamvXv3dotz0pAhQ7zj1Y54DRMglxEgSCt/9VqdVBcF559/vne82vcC5DoCBGn1+uuvB5ex5s+f7xbnFL00ph3nerzPPvusWwzkHAIEaaWT6HbffXevUX3iiSfc4pwyYsSIoJN+2bJlbjGQcwgQpN2ll17qNaynnXaaW5RTLrnkEu84dcVeIAoIEKTdiy++GHwzX7JkiVucE9avX+8tW6LH+dRTT7nFQE4iQJB2a9euDfoG+vXr5xbnhFdffdU7Pl1AceHChW4xkJMIEGSEPzpp//33zzdHI1e22rVre8d38sknu4cO5CwCBBmhS4VoA5vrW+vWrd1DB3IWAYKM0MtYDRo0kMaNG+/07T0XNu04P+6442Tx4sXuoQM5iwABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAACT/wcHLYjqs6sksQAAAABJRU5ErkJggg==)
| Product Number | 8H57-3-X0 |
| CAS | 115957-22-7 |
| MDL Number | MFCD03001310 |
| Molecular Formula | C9H8F3NO3S |
| Molecular Weight | 267.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 154-157 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.9000