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)
| Product Number | 3H30-3-X7 |
| Purity | 97 % |
| CAS | 27429-68-1 |
| MDL Number | MFCD00042161 |
| Molecular Formula | C12H15F3N2 |
| Molecular Weight | 244.261 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-X7
CAS: 27429-68-1
Molecule Weight: 244.261
Formula: C12H15F3N2
![N-[2-Amino-4-(trifluoromethyl)phenyl]pyrrolidine](data:image/png;base64,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)
PN: 3H30-3-X8
CAS: 133184-80-2
Molecule Weight: 230.234
Formula: C11H13F3N2
![1-[2-Nitro-4-(trifluoromethyl)phenyl]piperidine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABcwAAAXMAGKSTBPAAACcHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrxdiGQIhCqihVpZV6kLZdae9WDjgJEocKaA5vv2MgKRAWApHt8f8NtmdsLx/OSQxHlRdRlvqEU0ZApUEWRuneJ78/now5eVgtAxShMC18cijLz4Vpnk4nGhxUIs9ZSoMsIXX/4lxEHc3Jolm+NwVj3Pzz8vxeMUaUFqVMA4VUES2KyvicBbKsRvGfT5iJzI9RatZyM8mPtbe/gumX0XMRku+5bLBvjSjsoljBLssTWcJRMIov+wF7lapcliqE7QXNFrVx7qvly2MWfCUqLbGqPUSBjN/L/CtAQ5LFKvhCZ1j5+eiThCMgyyxZ57m8gK5ps+QgBUgLpA1yBtIB6YKcg/RAcoZ/7Oco4KjgKOGo4SjiqOIo4x7GIFZ6EB+XT+WTN3iFN9i0ntdO60k/pJ5ivDnIfI+QwYEDm3owAMInuCD4A04ty3JBUMdx7V6ra2yApjAaq9GIDFxKhjO9lVd7o2vMM2zZLlhUWNiyqetyHM/lezwGQ1vrM4KiEEuLsjmr3DtCl+jIa7ev/X39td1z2zRvbhzKnbp0hZ4VDnfmWBhq8xbr1XKbpWGrClHoky0nVRL8UrtCNHlAIMtDlePW0g60tA2ILqCz5gaIIcC6A+zxL9hdQGfkDVgPAbMuoPN3HHC6gM72ccDtAnpvjAPzLqB30jjg3U16AtCJ1yaqnTq+sLwf7GpnTzC9eNcnwQTTC3l9ckwwvajXJ80E0wt8fTJNMM7AGkwx7l2+cGcC6SVAfVhOMN4AM5/YjWyA8YYYs7X9zeu1gNW7K8Ns3Scm3qKrf4N2HZ2edmalAAA480lEQVR4Xu3dCdxVc+LH8UImIluIsRSyZCdRmCwZkyhM+Vti7CFlyihLlibL2MYQUmlTWoQkEZVq0koKpUVJ0ULSrr3f//meZ87p3l/P8/Tc33Pvc+855/N+vc5rzHN+99x7zu3+vmf5LWUMAAAOyth/AACgOAgQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBDkviFDjGnSxJgjjjCmQgVjdt89/7/1N61D6eM7gSFAkMuWLDGmTp28f6Vlil7OO8+YX37Z9rpRo4ypUqXo5ffft5VH8bl+J4ikMvYfgJywdKkxVavmV0b77mvM448b8/XXxqxZY8zatcZMm2bMk08as99++WWOPNKYZcvyX6v/HTmy6GXLlvyyKL6SfCeIJAIEual+/fxK6MQTjVm40F67zeLFxpx8cn7Zhg3ttUgnvhNYCBDkngkT8iufPfc0Zt48e+32fvghv6xeM2mSvRbpwHeCAhAgyD3NmuVXPPfea68p3D/+kf+a5s3tNUgHvhMUgABB7jnppPyKZ8wYe03h/vvf/Neccoq9BunAd4ICECBF+P33303nzp3NYt3TRenZZ5/8iieVB7Aqq9foAS7Sj+8EBSBACjF06FCz//775/37L2PKly9vXn/9dbOFljulY5dd8iueTZvsNYXbuDH/NXot0o/vBAUgQCyzZs0y9evX94LDXk477bS8q/L/2i9BunG2m3v4TlAAAuR/VqxYYe69916z6667BoFx2GGHmUceecSceuqpSUFy9dVXm/nz59ubQLr499tTCWvut7tTX47u3Y1Zv95esw3fCQoQ+wDRbakuXboEt6u07L777ubRRx/1noH4ZXQL64ADDgjK7Lbbbl6ZtepAhfTyW/y0amWvKZxaB+k1tPgpPnUMvO02Y3beOf/YvfiiXWIbvhMUINYBMnr06JSuLnSV8o9//CPpKuXQQw81b775pl0UJTFuXH7FQ5+DzNCzieefN2bvvfOPmZa99srv61EYvhMUIJYB8kPeP+6rrroqKTj0fGNMMZsozp4921x66aVJrz/77LPN559/bheFq3r18iuf4vR61i0SlaXX845poMNjjtkWHDvtZMyttxrz8892ye3xncASqwDR7SY909DtJ7/iP/DAA03Xrl2dWlippdaxxx4bbGunvB/jTTfdZJZowDmUjCq0ww/Pr4T8cZe++SZ/zCV/3KWnnjKmUqX8Mhp36ddf7a3k062auJs5c1sA+Mu55xrz5Zd2ycKl8ztBJMQmQHr37m0OOeSQoLLXbaj77rvPrFy50i6akk2bNpn//Oc/Zp999gm2XbFiRfOvf/3LbNiwwS6OVCxaZMw55yRXegUtGvm1sDPovJMDr0ytWvG8lbJ8uTEtWxpTrty246UQ6NfPLlk86fhOEBll7D9EzaS8SqN27dom8XbTZZddZr777ju7aIn8mnemdccdd5idd945eJ+jjjrKDBo0yC6KVA0ebMy11+aPBKt5J7Tov6+7zpgPPrBLJ9NZsl+plS1rzI035leCUbd5szGdOm27GtCi49auXXqGsi/Jd4LIiGyAqPf4jXmVhW4r+RX6cccdZz755BO7aFp9/fXX5vzzz08KrLp165rp06fbRVEaVJG+9FL+LRe/ItXDXQ07HtErxF8/m7xtNFx/UcX+4492UaBEIhcgum301FNP5dURewYVuG4vvZRXieh2U2l55513zBFHHBF8hl122cXcfffdZlkqHbGQPjrud921rUe1Ft2jHzjQLpk155zT1UyZ4j5szsKFq0zr1sPMw1VvNvPKV87fxxo1jBk71i4KpEWkAmRgXmVwZF6lkFhp35VXaej2UjasX7/ePPHEE2aPPfYIPtO+eWfCL7/8cqmGGRLooe+FFyafnV9wQf7fs8w1QH7/fZN59dXPTa1ar5vTT+9kLjr5OfPuCY2N6dbNmK1b7eLFo8BV83ROeFCESATItGnT8uqEC4NKWssFeZXCNzlQKciiRYvMDTfcYMqWLRt8vuOPP94MHz7cLorSoisPXYH4IaIrE12hZOlkQ1wCZMiQ2aZevd5ecGg566wueVfbE836NUX0Ki+KTmzyTnCCW3669QUUItQBottBusLQlYZfMeu20bvvvmsXzQkTJ07M+4GflRR0DRs2NHPmzLGLojToGYianfod3rSo4tQzk1K4QpwxY6kZPHhWsOgK4pVXJgX/f/ToH+yXBKZN+9nceOPAIDi0tGr1sfnxxxK0KtQJTd6JTXAs1OhAxwIoRCgDRLd/OnTo4N0O8itiPfN48sknQ9F09o033jB//OMfg8+uJsVt2rQxq1atsouiNKjjm1pnqVOdX3lWr25MhhtcDBw4w9x+++BgOeOMzubaa98J/v/jj4+2X2KWLl1rHn10pKlRY1twNG78Vt7JyU920eLTCYw6/Pn7riXvRKfInumACWGADBs2LO+3XT2ofHVbSK2tdJsoTNasWWPatm3rDRXv70vlypVNt27dzFbX+9YoGfUTqV07qSIdeX1bs3DBcrtkRhR1C2vDhs2ma9cvzbnndguC4/zze5j+/aeZzZtT7wTr0QlL3olL3hnMtn3OO7HJO8OxSwIFCk2AqN9GgwYNgspWS61atbx+HmE2b94806hRo6T9qlGjhhlLy5ns6d3bmEMOMV/sebRpXq2F91zhxRcn5IV+Zq9uCwuQESO+z/u33zcIjpo1u5inn/7MrFzp+JxDJyh6wF75fy21tOSdyOSd0ejMxi4NFCrnA0Q9xVu3bp00gKF6lPfq1csuGmojR440J598clKQXHfddeZH2u5nR15FOvHZPuacWl2Civuii94wgwbNNFu2ZOYK0Q6QH35Ybpo2HZz0nOPOOz8wc+f+lvCqFOnERE17/eDQkncCU6wBEgFLzgaIxqbSGFUaq8qvUHW75+GHH/Zu/0TR5s2bTadOnUylSpWCfdbQ8u3atQuGlkfpWrRotbn//mFJlXiTJu8UeKVQUh9++J1Ztmzb96znIf57Xn55XzNq1LxthVO0dtHS/BZVicGhzoZ5Jy6Aq5wMkM8++yzvR3N60tl448aNvds9cbB8+XLTsmVLU65cuWD/Dz/8cNPPdfwilNjkyYvMNde8nRQkDz44wixevNoumjYvvzzRa6Lbo8cUs3Gj23OO9es3mc6dJ5t7Tmrt3ZLzgkPDm2iYE/XSB0ogpwJkwYIFeT/Sa5KC45RTTsk78xplF42FmTNn5lUg9ZKOx7nnnmu+TGUEVaSNbl2p5VTduj2DEDn77K55dfEXXkWdaz7+eI659NI3g8/6yuGNzIZW9+UPsAikQU4EiG7PPPbYY97tGr+i1AyBnTt3dhpmPWqGDBlijjnmmODYaHyvW2+91fzMaKdZsXr1BvPCC+O9h+t+5Vy//ptm6NCCB+j0y6jp7fTpv9irk/hlS2LmzKXmttveT7paat78Q7Poe4a1R3plPUD69u3rzT3uV466bdOqVStv9j9ss3HjRvP888+bvffeOzhWe+21l3n22We9dSh98+evMC1afJRUUd9yyyDz66/J0xwnrlfFXpSSBMhvv60z7duP9vqT+Nu58sr+5rPPCp5hEyiprAXI5MmTzTnnnJN0e+aSSy4xs2bNsosiwdKlOru8LWnY+KOPPtp8wBDaWTN27ALz17/2DyrtPn2Sh9Dx/+7f+irqYbhLgGzatMX06vWVqVOne/D6887rbnr3/spbB2RKqQeIbrvccsstScOsa1a/jz76yC6KIkyZMiWvwqiTFMAXX3yxmTFjhl0UpUAVdb9+35h27UYVegWiTn/+VUFhnf9SDZAxY+abK67oF7xOVx/qwa6rESDTSi1ANMTIM888483W51d4uh3zwgsvcAumBN566y1TpUqVpFuA99xzT14FUoK+Akgrv3JXaCg8/DApSHEDZN685ebuu4cE5bXo9tisWdkbDBLxUyoB8v7775tq1aoFlZxuvzRt2tS7HYOSW7dunfnnP/9pKlSoEBxj9SXp2LGj17cE2ZUYCrp9pf/W7ayCerbvKEDWrt1onnturDnzzG0P8C+7rI8ZNmyuXRTIuIwGyLfffmsuuuiipNss5513npk6dapdFGnw008/mSZNmiQNG3/SSSeZTz/91C6KUmSHgt9CqkOHiQml8tllbc88MzYoo57rXbpM9sbJArIhIwEyf/58r+NfYke4qlWrmgEDBthFkQHjxo0zNWvWTApuTas7fvx4uyhKgR0KasqrJr0avn3JkuSOiHZZm+b/qF27q3n44U/Nzz9Hc0QGhEdGAkRTyPoVl2bja9++vTc7H0qPRvTt0aOHOeigg4LvQg0XGBKl9BUUCg89NML7m4IgUUFlgVyVkQDxOwSecMIJ3m0VZI/mGLn88suDEKHzYekrKBQ0BIquQHQloomlfAWVBXJVRgLk0EMP9SqrBx54wF6FLOjfv38QINmaHz7OCgsFTT2rv2vEXV9hZYFcRIDEAAGSXYWFglphXXhhfudCf/rawsoCuYgAiQECJLuKCgW/c2GjRvmdC4sqC+QaAiQGCJDsKioUFBp+T/IBA6YXWRbINQRIDBAg2bWjUBg5cp63XjMe7qgskEsIkBggQLKrOKFgD78OhAEBEgMESHYVJxT8zoXFKQvkCgIkBggQAJlAgMQAAQIgEwiQGCBAAGQCARIDBAiATCBAYoAAAZAJBEgMECAAMoEAiQECJPf06vWVNw6WPwYWEEYESAwQILnnb38b6PX3aNdulL0KCA0CJAYIkNxzww0ECMKPAIkBAiT3ECCIAgIkBgiQ3EOAIAoIkBggQHIPAYIoIEBiYODAT8w++5zmLcuWrbBXIwsIEEQBARIDQ4Z8aapVa+Ety5evsVcjCwgQRAEBEgOffDI3GCZ8xYp19mpkAQGCKCBAYoAAyT0ECKKAAIkBAiT3ECCIAgIkBgiQ3EOAIAoIkBggQHIPAYIoIEBigADJPQQIooAAiQECJPcQIIgCAiQGCJDcQ4AgCgiQGCBAcg8BgiggQGKAAMk9BAiigACJAQIk9xAgiAICJAYIkNxDgCAKCJAYIEByDwGCKCBAYoAAyT0ECKKAAIkBAiT3ECCIAgIkBgiQ3HPllf8yRx55h2nTpqe9CggNAiQGCJDcc8EF15i99jrB3HVXW3sVEBoESAwQILmnZs2a3m/kpptuslcBoUGAxAABknsIEEQBARIDBEjuIUAQBQRIDAwfvi1AVq3aYK9GFhAgiAICJAZ++22dufnmQTQZzSEECKKAAAGygABBFBAgQBYQIIgCAgTIAgIEUUCAAFlAgCAKCBAgCwgQRAEBEkF+k90aNTqZ6dN/sVcn8cuidBEgiAICJIL8UNBy223v26uTECDZQYAgCgiQCPJDoW7dnt7/jho1zy4SIECygwBBFBAgEeSHQv/+07z/vfLK/mbz5i12MQ8Bkh0ECKKAAIkgPxQUGgoPP0wKQoBkBwGCKCBAIigxFHT7yr+dtWbNBqskAZItBAiigACJIDsU9CBd/79Dh4kJpfLZZVE6CBBEQUYC5JBDDiFAssgOBTXlVZPeWrVeN0uWrE4ouX1ZlI4aNWoQIAi9jARI+fLlvR9HlSpVzLRpBd97R+YUFAoPPTTC+9vDD3+a9PeCyiKz3nvvPbPzzjt7v5E99tjDTJgwwS4ChEJGAuTAAw/0fhxadtllF9OsWTOzbNkyuxgypKBQWLx4tXcFoiuRGTOWBn8vqCwyY/r06aZu3brBb8NfypYta2644QazcOFC+yVATstIgKxatcrcf//9Zs899wx+JPvuu6/p0KGD2bRpk10caVZYKLz00kTv702bDg7+VlhZpI9Onu6++27vZMr/PVStWtVce+21Zr/99gv+pquRxx9/3Kxfv97eBJCTMhIgvkWLFpm//e1v3hmW/yM5/vjjzbBhw+yiSKPCQkGtsC68ML9z4ejRP3h/K6wsSk4nSy+//LJ38pQYEk888UQQEr/99ptp3rz5duHy9ttvW1sDck9GA8Q3ceJEU6tWraTL9oYNG5rvvvvOLoo0KCoU/M6FjRrldy4sqizcDR8+3DtZ8v+96yRKJ1M6qSqIbm9ddNFFSb+R8847z3z11Vd2USBnlEqA+Hr16mX++Mc/Bj+QXXfd1bRp08a75YX0KSoUFBpXXNHPWz9gwPQiyyJ1c+bM8U6OEoPgrLPO8k6iimPQoEHmqKOOCl6rh+1NmzY1S5due24F5IpSDRBZs2aNadu2bdBSS0vlypVNt27dzNatW+3iKMSECT+ae+/92PTt+429aoehMHLkPG/9RRe9sV1ZBYzmTm/bdoSZP39FwqtQFJ0E6WRIJ0X+v2udLL3xxht20R3asGGDefrpp03FihWDbe2zzz7mhRdeMBs3brSLA1lT6gHimzdvnmncuHHSmZraxn/22Wd2USRYsGCladlyaFDxa6gSmx0KBfE7F9plFRr+3846q4t58cUJBfZgRz6d9OjkRydB/r9jnRzpJEknSyWxZMkSc/PNN5uddtop2Paxxx5rhg4dahcFsiJrAeIbNWqUOfnkk5OCRK1TFixYYBeNNVXiqsxVqfsVfL16vc2YMfPtotuFQkH8zoUFle3a9UtTu3bXYJ2uVN57b4bZsoUrxERjx44NOgT6S6NGjbyTo3T64osvzDnnnJP0PvXr1zezZs2yiwKlKusBIps3bzadOnUy+++/f/AD2X333c1jjz1mfv/9d7t4rKjSHjRoZtLtJlXuHTt+btaty1yT6EWLVpsHHhiedJVy3XXvmClTFttFY+fHH3/MOxbXJVXoOgkaOXKkXTSt+vTpYw477LDgPXW77N577zUrVnCrEdmREwHiW758uWnZsqUpV65c8CPRD6Zv37520VhQZd2kyTtJlfj99w/zKvfSMnnyorwrwuTPoGBRx8S40clMu3btvJMb/99npUqVvJMfnQSVBn2GRx99NOkz6MSrS5cueScbBQ/ZD2RKTgWIb+bMmaZevXpJZ3jnnntuXmU22S4aSaqcH3wwf+gRf1Elrso8G3QVNHDgjGCCKv8qqFOnLzJ6FZRL+vXrZw4//PDg36NOcnSyo5OebJg/f7655pprkn4jp556qhk9erRdFMiYnAwQ34cffmiOOeaY4Aeih4m33HKL+fnnn+2ikbB+/SavUj777G3PH1Rpq/LOhecPq1dvMC+8MD7pOcwll7xphg6Nbn+eL7/80jt5SayodXKjk5xcMGbMmLzv4fSkz3fVVVeZH37I7ygKZFJOB4io2eK///1vs/feewc/kL322ss8++yzkWrSqEq4fv03g4pZlbQqa1XauUYtte6556OkK6Sbbx5kvv02On0VdJJy6623JrWA0snMkCFD7KJZp1tXXbt2TRqDbrfddjOPPPKIWbt2rV0cSJucDxCfOlLdfvvtwSimWqpVq2YGD942rlMYqdK95ZZBSZWxKucw9MEYN+5H89e/5s94qOWMMzp7fUiWLQtvwwedlOjkRCcp/r8znbw8//zzOX/CsnLlSnPfffcl9UXR1Aq9e/e2iwJpEZoA8U2dOtXUqVMn6ZL9z3/+c15F/K1dNKepklVlq0rXr4BVGY8dG67my+p42KfPN+b883sE+/GnP3U3PXtOzatww/VQVycjRx99dPDvSicrt912W+h6gWuIoMsuuyzpN1K7dm0zadIkuyhQIqELEN9bb73lzTfi/0D0ULNFixbe4HS5TJWqKldVsn6Fq8r3zTe/Nps2havCTbRixTrz5JNjkgLx8sv7BoM25rIZM2aYiy++OKnC1UnKlClT7KKh8sknn5jjjjsu2CfdjrvxxhvN4sU0xUZ6hDZAZN26daZ9+/amQoUKwY9Ew2O/+uqrpdasMhWffvqtV6km3vJ54on/muXL19lFQ2v27GXecPH+Pp522qvm+uv/bWbO/N4umnU62bjnnnuSmo3rpEQnJ1GhEYFfeumlpBGBNc3CU0895Q2ZApREqAPE99NPP+VVUtcnDRt/4okn5lXYybPvZYtGWm3Y8FZz2GHXmZNPfs6rWG+/fbBX2UbViBHfm8su65N3BvygqVy5ntljj0O8OTFyYWIxnVx07NjR68Ph/3vRScg///lP76Qkin799Vdz1113JQ0bf+SRR5qBAwfaRYFii0SA+MaPH29q1qwZ/EC0XHnllWbu3Ll20VKRONdDuXIVzf77/8mcf357r3KNgw0bNpsOHQaZgw8+M+kKUXNkZGtiMZ1U6OTC/zw66WjSpIl3EpIJCiQ9t9NVja6WNdGabiNpUXNg/7/1d61XOZXPVJB988035oILLkj6jVx44YXe34FURSpARIPb9ejRwxx00EHBD+QPf/iDefDBB83q1aXTe1pnuK+88sp2s809/fTLeZVqbrfkyYRFixZ7U7baE4tpzozS8v3333snE4kVp042xo0bZxctEXUsHDBggDcEuwY+THy/VBe9XtvR9tLdYfHdd981RxxxRPBeOsnRFUouXCEiPCIXID6FhUJD4eH/SBQqCpdMDhs/YsQIc8IJJwTvyXzX20yYoMEgz0qqJC+//HJvDo1MKY1/Bxp1VyPy/ulPf0rqN2Ivag6sZyzqMa7JovxF/19/T+zrZC/arrav9ynpKL8+PQN58sknt5t6Ws9MsnWFiHCJbID4dPuqoDNP3e5KJ1WCqgwT3+fMM8/0Kk0k0xwZiROLqXLXLZx0TiymcOjZs6c5+OCDk97ngQceSNuV6LRp07zh1hMbcfiL3lcnDrpdp5MKDc1eHCqn8nqdXp/4+f1F76f31fung2ZJ1G20xCvE6tWrM/U0dijyAeIr6N63HryX9N63Kj1VfolnuPrRq/JK1xluFOks+qGHHtpuYrHu3buX+Ljp5EDhnVjpXnHFFWl7FqZGERouxL7a0Ii86oSo9emk7Wm79rQHen99jnS9n/qJ2FNPN2jQgKmnUajYBIjo2YSa+CY+m9DZnB5epvrQUpWcKjv7WYsqxXSd4caBnk1oDo3ESuuMM87w5tpIVWGt8XRGnw5qyaR5zRODQ8+2mjVr5s3ZURr0Pno/vW9ikOhz6fOlg6aeVg92f/vq2d66dWuvpzuQKFYB4lPrKHU6tNv/62FlcejBqyq5xErvr3/9q1cZwo3m0rDPsDXnhube2JH169d7JwGJlWq6+wPpitJu9qspbLPVS13vq/dPvH2mz6fPmQ66Qnz44YeTrhA11pbG3GLYePhiGSA+DX+iYVASKy31QFYzyoIUNJHQSSedlPGJhOJClf1rr722XUWtOTgKu0JU6FetWjUon+4RCVRR/+Uvfwm2r7P9O++8M2vBYdPn0OdJvCrS503X59OovvbU0xr9l6mnIbEOEJ/GQNLAjP4PRGMgaeBG/0eoykudzOyzPVV26TrDxTZqsvr3v/896QpRc3H0779t/neFvFowJVZs6R4TbeLEiebQQw8Ntq+mxy631kqDPpc+n/9Z9bn1+dNFU0+fcsopScdb85Ew9XS8ESD/U9gorGoJkziNqCo1VW7pbpeP7WnOjcSzfy1qQXfJJZdsNyrz+++/b7+8RDTDnz+qrZ6p6BlAro/Gq8+nz+k/A9Ln136ki25dde7cebupp/k9xBcBYtE8EJq0ym5ho0UD7mngPZQuzcGROEquvyjsn3nmmbSP6aRxohLfI2zDfejzJp4IaX/SSXOwt2rVKukKUVfkiB8CpBCaPveoo47yfhwVK1Y0H3zwgV0EpUhn148//nhQYakRQyZmplSTbP899P3Pnj3bLhIK+tz+v18t2q90mzVrVvAeetiO+CFAdkAPyNN9hgs3ejDuV4h9+/a1V5eYbv/429doAmEf9lyfP3FUBO1furVt29bbtvo+IX4IEIRGJgNEPb/9bes5S1TGhNJ+JA4wqv1MJz9ANLIA4ocAQWhkKkAGDRoUPJTXBEzpagKcK7Q//sRS2k/tb7oQIPFGgCA0MhEgaunlN8/WUCrz5s2zi0SC9kv7p/3U/mq/04EAiTcCBKGR7gDRsy2NhKvt7bbbbl7DiSjT/mk/tb/a73Q82yNA4o0AQWikO0BatmwZbE/DnsSB9tPfZ+1/SREg8UaAIDTSGSCjR48OOtw1bNjQXh1p2l/tt/Zfx6EkCJB4I0AQGukKEA0/4w/cqAEC0zWKbVhof7Xf2n8dh5IMx0OAxBsBgtBIV4BoumF/OxqSP4603/4x0PFwRYDEGwGC0EhHgGgYDk3bqm1oet2STl4VVtpvf3phHQ8dFxcESLwRIAiNdASI5gDX63X/P52j1YaR9t9/DqTj4oIAiTcCBKFR0gDRsPz+vX+N8gsTjHas41LYnCtFIUDijQBBaJQ0QDp27Bi8XvNbIH+eD/+Y6PikigCJNwIEoVHSANH86Hqt7v1jG/9ZiI5PqgiQeCNAEBolCZCvv/46eG1cW14VJrFFlo5TKgiQeCNAEBolCZA2bdp4r9NQHitXrrRXx5qOhz/EiY5TKgiQeCNAEBolCRB/WuKrrrrKXoU8Oi46PjpOqSBA4o0AQWi4Bsj06dOD1w0YMMBejTw6Lv4x0vEqLgIk3ggQhIZrgPgDCGqe+7gNW1JcOi46PjpOqQwsSYDEGwGC0HANEP/2zEknnWSvQgIdHx2nVG7zESDxRoAgNFwD5KCDDvJe06JFC3sVEuj46DjpeBUXARJvBAhCwyVAli9fHrymZ8+e9mok0PHxj5WOW3EQIPFGgCA0XAJE4z35rxk/fry9Ggl0fPxjVdxxwgiQeCNAEBouAdKrV6/gNcuWLbNXI4GOj3+sdNyKgwCJNwIEoeESII899phXfr/99rNXoQA6TjpeOm7FQYDEGwGC0HAJEH/e82rVqtmrUAAdJx2v4s6XToDEGwGC0HAJkFtvvdUrf9ppp9mrUAAdJx0vHbfiIEDijQBBaLgEyNVXX+2Vr1Onjr0KBdBx0vHScSsOAiR1nW4vU6wlDMLxKQHjFiANGjTwyjOBVPH4E0zpuBUHAZI6OygKW8IgHJ8SMG4BwhVIargCybwwBcSORGMvEAsuAcIzkNTwDCTzCBAgC1wChFZYqaEVVuYRIEAWuASI3w9k3333tVehADpOOl70A8kcAgTIApcASeyJzlDuRdPx8Y8VPdEzhwABssAlQCZNmhS8ZuzYsfZqJNDx8Y+VjltxECCps1tbFbSERXg+KWLPJUBWrFgRvKZ79+72aiTQ8fGPlY5bcRAgqbPDoqAlLMLzSRF7LgEiqtz0mmbNmtmrkEDHJ9UwIEBSF7aQKEo09gKx4Bog11xzjfea6tWr26uQQMdHx0nHq7gIkNQRIEAWuAZI586dvdeULVvWLFmyxF6NPDouOj46TjpexUWApI4AAbLANUC+++674HW9e/e2VyOPjot/jHS8iosASR0BAmSBa4CI30Gufv369irk0XHR8Um1wyUBkjoCBMiCkgRIu3btvNeVK1fO/PLLL/bqWNPx0HHR8dFxSgUBkjoCBMiCkgTI3Llzg3v8L774or061nQ8dFx0fHScUkGApI4AAbKgJAEiZ599tvfao48+2mzZssVeHUs6DjoeOi46PqkiQFJHgABZUNIAGTBgQPD6fv362atjScfBPyY6PqkiQOKNAEFolDRAdLZ97LHHeq8/+eSTzdatW+0isaL913HQ8dBxcbkqI0DijQBBaJQ0QKRHjx4l3kZUaP/9Y6Hj4oIA2bFVS783q5fNt/8cCQQIQiMdAbJx48bgKuTggw82q1atsovEgvZb++9ffei4uCBAivbbwmnm9WblTdfmFcy61Uvt1aFHgCA00hEgMnz48GA7rVq1slfHgvbbPwY6Hq4IkKJ98EJd74F5t+Z7mA1rl9urQ48AQWikK0Dk//7v/7zt7LLLLmbcuHH26kjT/mq/tf86DiVBgBRu3tT3ghZXUz580l4dCQQIQiOdAbJw4UKzzz77eNs67LDDvG3HgfZT+6v91v7rOJQEAVKwLZs2mL5tj/LCo++DR5jNm9bbRSKBAEFopDNA5L333gs6FzZo0MBeHUnaT+2v9lv7X1IESMGmDn06uPr4/st37NWRQYAgNNIdIPL3v/892OYDDzxgr44U7Z+/r9rvdCBAtrd25WLTvUVFLzwGP3++vTpSCBCERiYCZMOGDaZ27drBdv/zn//YRSJB++Xvo/ZX+50OBMj2RvW4yQuPznfsbJb99LW9OlIIEIRGJgJEli1bZo477jhvuzvttJN544037CKhpv3Rfmn/tJ/a33QhQJL98sPnpnPTnbwAGfPmnfbqyCFAEBqZChBZsGCBOfTQQ4MQicqViPbDDw/tn/YznQiQBFu3mkFPn+2FR4+/7xPJfh82AgSh8euvvwYBovkrVqxYYRcpkRkzZphDDjkkeI/777/fLhIq+vz+vmi/tH/ppDDyW3TpofyQIUPsIrHy3aQ+wYPzb4ZH4wRkRwgQhIbu2/tn01r2339/b/pVlzGcCqNK0b+dpUWtlsLWxFef129tpUX7k84rj99//9089thjZvfddw/ew1/+8pe/mJkzZ9ovibxNG9aaN9sc6oVH/0ePy/s3uckuEkkECEJlypQpwex5/nLKKaeY0aNH20Wd6RlB4oN1nWWHpbOhPqd/VaBF+5HOZx66dZi4fU1Edc455yRduelvauW1fHn0el4X5vP3HwmuPn6cNtReHVkECEJpzJgx5vTTT08KksaNG5sffvjBLupEY0MlNvFVpajhP3J17Cx9Ln0+f2ZBLfr8rmNc2SZPnmzOPffcpONdr1694Gpj3bp13myGFSpUCNZXqlTJvPbaa2bz5s3W1qJFAyV2bbabFx4fvXypvTrSCBCElm5dde3a1Rx44IFBpVW+fHnz8MMPmzVr1tjFnaiznd9jXYsGIOzTp49dLKv0efyBEbXo86ajk6D8/PPP5pZbbkm6dXjMMceYDz/80C7q+fHHH811112XFDQaMn7kyJF20cgY3vn/vPDocteuZsXPs+3VkUaAIPRWrlxpWrdubXbdddeg0tItlV69etlFnfz000/B2FmJlWL//v3T+vwlFXpfvb8/n4e/6HPq85aUrlyeffZZs9deewXb3nvvvc2///3vYl3VjB071pxxxhlJn61Ro0Zm3rx5dtFQWzz7v6ZT07JegIx/+x/26sgjQBAZ3333XdLDYy21atUykyZNsos6GTFihHf2nbh9TQf70ksveWfqpUHvo/fzp6H1F30ufb50GDx4sKlWrVqw7Z133tncfvvtZunS1JqlasKq7t27m8qVKwfb0hXiQw89lLYrxGzaunWLeefx07zweOPeA8yGdSvtIpFHgCByhg0bZqpXrx5UWmpieuONN5pFixbZRVOms29NvuTPKeIvevagh/u9e/c2S5YssV9WItqetqvtJz7j0KLPoc9TnKuCHfn222/Nn//856Tt16lTx0ydOtUumhI9n1GT4j/84Q/BdtVvJOwdNmeM6RI8ONd/xxEBgkjatGmTd6a+7777BpXWnnvuaZ588sm0DOOhW0iaQ/zss89OqnD9RQHWrFkz7wx8/PjxXh+W4lA5ldfr9PrEIExc9L56/3TcQlOz3xYtWiSFU5UqVZzmSC/KnDlzzOWXX560H2eddZaZMGGCXTTnbfh9pXfVofB4p/2p3tVIHBEgiDQ1Yb3rrruC+S+0HHHEEebdd9+1izr7/vvvvX4RRx111HYVfeKy3377eRWzng2cd955waL/r79rvf2axEXb1/vo/dJBraNeffXVpPdVK6r27dt7raoyRRNYHX/88cF76grxhhtuKPHQ8qWpf8d/mEcbl/Gef+g5SFwRIIiFb775xlx44YVJFfIFF1zg/T2d9BxGnRuvueYa7zaNHQKpLHq9tqPtabvp9Omnn5oTTzwxeC9V4tdff31aHsAXh64QX3755aTw2mOPPcwTTzxh1q/P7bkz5s6Zbc6otqu57PQypusTJZuQK+wIEMTKwIEDzZFHHhlUWroy0RVKcW8xpUrDrXz++efmzTff9K4e7r33Xu95jBb12vb/W3/XepVT+XQP0+KbO3euueKKK5KCqmbNmt5ts2zQFeLdd9+ddIVYtWpV8847uTuHxqWXXup9ziMP3s0sWTjfXh0rBAhiR89AnnrqKe+ZiF9p6VmJnpnozDiKVq9ebR588MGkB9kHHXSQ9wBeraWybfr06aZu3bpJwXb++eebr776yi6aVUOHDg0+3yOPPGKvjh0CBLG1ePFi7+w/sZOcxo365JNP7KKhpXBQSCgs/H1UiChMFCq5ZtCgQUnPktSE+I477sjYFWIqdHLhj5OmkY3Xrl1rF4kdAgSxp34iiWNfabnsssvS/tyhtOm2lG5PJe7XlVde6d3GymW6Qnz66adNxYoVg8+t3vUamj6bV4gvvvhi8HlybTSCbCFAgP9RX4vEQQHVs/2+++7zerqHiR6EN2nSJJjvXYsemOvBeZio/8vNN9+cdIWofi+6jVTa1InSH9JGTahz4bZfLiBAgAS6LaGxtHbbbbeg0tJYWxpzKx19LjJJTW/VBDdxQEO1clJT3TAPaPjFF19s199GnSpnzZplF82YO++803tfhZkaOSAfAQIUQKP6XnXVVUmVlkb/1SjAueitt97y+pL4n1WdAtU5MGxzmRRFLdT8WSO16ApRrdcy1WLN9/XXX3vPYvSeN910k7061ggQoAiaZ+TUU09NChL1zZg/Pzeab2qYEQ03kvj5NByJhiWJIl0hPvroo0lXiAcccIDp0qVLxq4Q1RpM76NWe2p4gW0IEGAHVDGpgtIMiH6lpdn4VJFpdr5s0D15DXDonxlr0QCIGggxDhTgV199dVJwKujTObGYaMQCf/t6sI9kBAhQTLpVolsmicPGa3a+0myRo0ETNaS6hlb3P4OGXNfQ6+kYUDFsdEvxtNNOSwoSDWmfjonF1CNew95om+p8mo4x1KKGAAFSpIe39rS6mtZVD3szSZM4JQ4nrwe6muyptIaSz1W6Qnz99de9W1n+sdEtLnX0K0lfDQ286W8vXRN0RQ0BAjj66KOPkoZ1V4WuZqfpHs5d08Zq+tjEwNL0sppmFtuoubWaXdsTi6l5dqo09L/G5tI21EMeBSNAgBLQbaMXXnghadpbdYDT/fKS3vJYvny5admyZdIw67pl1q9fP7soEsyePdvrCJoYuOoomkrzW40OrNdpjK5p06bZq/E/BAiQBnqo3bRp06SH2hqS4/3337eL7pD6bHTq1Gm7h/bt2rXL2kP7MPr444+DoUe06ApRzXB31JJq4sSJQedFDfSIwhEgQBpp8D/N8ZF49nvRRRd5gwUWx6hRo7ab5/zaa681CxYssIuiGDT0iYYgSbxCVHNcDaZZ0BWiephrkiuV0wCbGi0YhSNAgAx4++23vWHJ/UpLt0KaN29eaMe+efPmmcaNGycFR40aNcxnn31mF4UDDcao3uSJw8arZZX9cLxXr17B+g4dOiStw/YIECBD1Az08ccfDx7GatHQIq+88kowtMiaNWtM27ZtTfny5YMylStXNt26dWO8pQxQr3JNJJYY1JpoTM859F34k4CdcMIJWR24MSwIECDDNFWrHsomDm6oCur+++9PmrVQrYfatGljVq1aZW8CaaYOgn4fDy26Mkm8dThs2DD7JSgAAQKUkgkTJpgzzzwz6ezXXxo2bGjmzJljvwQZpGcg6uuROLGYFj145+qjeAgQoBTptlTPnj29VlWqrNT5jbPd7FKfD902TAyR6tWr870UAwECZIFa9+g5h56TILvU8s0PjkqVKiUFSYMGDUI/sVgmESAAYkvDoPjPPnQVoudPaollP5tq3bp16CYWKw0ECIDYeu2114Kg0BWhTy2yNLFYYus4TSymMpkaNj6MCBAAsaShYvze/upzU1AwFNQ/RxOL0T8nHwECIJY0zpgCQc2rx44da69Oouckp5xySlKQMEIAAQIghjTCsT9IpWaYLA5doXTu3Hm7Mcoee+yx2I5RRoAAiB1/ePwKFSqkfBWhicVatWq13SjJffv2tYtGHgECIFaGDBkSVPwa4dgV87QQIABiRPO3+LM6Hn744Wm59RTnmSIJEACxofnk/Yo+nRNzxXWuegIEQCz88ssvQQWvW02ZoInFbr/99qSJxerWrma+GDPYLhoJBAiAWFDF7t9i+vLLL+3VaTV16lRvYrG9K5QxdaqXMS3qlTFD/vNns3zRt3bRUCNAAETelClTgquCW2+91V6dMR8PGWDuaVTFPN2kjOl0exnT5c5yZmy/Fmb92oInFgsbAgRA5NWpUyd4LlHaD7c3bVhnJg9pb7o2r+CFiJaeLfcz00e9arZuyZ9YLKwIEACRNmDAgOB5xHPPPWevLjVrlv9kPu12venUtGwQJAPanWgWzhhhFw0NAgRAZK1bt85UqVLFC4+jjz7am0Qq236eO94MfLJmECJaPu54hVm5dK5dNOcRIAAiq3379sHVx+DBOdQSautWM2tcD9Or9cFBiLx+1x/MxIEPmI3rV9ulcxYBAiCSFi/6yRuqROFx8cUX26tzgsJi0sAHvfDwg6TXfQd54aKQyXUECIBIerZtE3PSYWXMAXuXM99+m9vNZ3X76pOOVybd1tJtriVzx9lFcwoBAiByVPE+0qis+dt5Zcwr/7rHXp2zFs781HuwHgRJ07Lm065NvAfwRUkMnqKWdEv/FgEgm7ZuDR5Sd2leyfy+Olx9LtS0d/rojl5TX7/iVxNgNQXevHGdXdxjB0VhS7qlf4sAkEV6fuBXmOprEVbqbKhOh+p86O9PnweqeFcptkwFxI6U/jsCQIboobQeQqsyHfDPk0LfUU+WL57hDYPih4SurmwECACUkJrB+pVpQWfqYTb/q8Hmw5fqmblfvGWvIkAAoCTUkslvDqsWTXFCgABACag3tyrR15uVN6uWfm+vjjQCBAAcaTwpvxLVbay48fe9qCUTMrNVACglelDu953Q0CBhGgokXeywKGjJhMxsFQBKiZrq+pXkrPE97dWxkMmQKErpvyMApIn6SvRsVcmrPL3mrSEYPyoTCBAASJE62nmVZ9Oy3jDpcUWAAEAKfls0PeilrfGi4owAAYAU+L2zuzXfY4eDDUYdAQIAxfTDV+8HleaXQx63V8cOAQIAxbBl0wbTr201r8LU4IKFjVAbJwQIABTDVx8/G1SYcycPsFfHEgECADuwfs0y071FRa+yHPzcefZqlDICBEBoLFv4jRceXe7Yxfz641R7NUoZAQIgVH6aMdwsmTPW/jOygAABADghQADkBP9B8I4W5A6+DQA5wQ6KwhbkDr4NADmBgAgfvi0AOYEACR++LQA5gQAJH74tADmBAAkfvi0AOYEACR++LQA5wW5tVdCC3MI3AiAn2GFR0ILcwjcCICcQEuHDtwUgJxAg4cO3BSAnECDhw7cFICcQIOHDtwUgJxAg4cO3BSAnECDhw7cFICcQIOHDtwUgJxAg4cO3BQBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADAyf8DZB2aGBeZptEAAAAASUVORK5CYII=)
PN: 4H54-3-Y2
CAS: 1692-79-1
Molecule Weight: 274.243
Formula: C12H13F3N2O2
![4-Chloro-N-[2-piperidin-1-yl-5-(trifluoromethyl)phenyl]butanamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABRkAAAUZAHwL0Y6AAAConpUWHRtb2xTb3VyY2UAAHichZbbbuIwEIZfZeTrxYntHBGhQlRIK7W70rYr7d3KBEMjkaRKwuntdxwnLAk0aaE+/d/4MDN2Z0/ndA9HVZRJnkWEUZuAyuJ8k2S7iPx+X00C8jSfxShCYVZG5KOqPqeWdTqdaPyhUnnOMxrnKTHj03OZdDQnQfNiZ3HbZtaf15e3mpkkWVnJLFZIlcm0rDtf8lhW9Sq+mMJKZXFMMsvIrbQ4Gmt/ua0/Nj2XG/J/L0scWyAK22SvYJsXqazgyG2KH/sb7FSmClmpDawv2C2og3ufz16f8/iQqqzCqraQxHL/VhWHGDvSfK/iAxrDyvfniKQMAVnl6aIo5AV0TXdLBpKDFCAdkC5ID6QPMgAZgmQ2fnGcoYChgqGEoYahiKGKoYyhjqOOazuo4wJ9sld6Ue+XTxWRFSxhBfqv+f1xrbWtn21rD0s8Yx6RgNo2GvSo5wUO+NQRWLg0COtCCMcHPAAb18dR4jttwXBM+IBHhj8waZqTbnfTagw0RWO1KZqJm2WE2OkGbWEkBC64zolP/Xomj4ZCly51Q0/AJKDc0zN7lHm3423boR7XpaCB+6jNqWBmB65z2/5ivN3wGGamwTiwroEwn63zbHNThWQTkTUjdYT8UtuSN0FCIC82qsC80wa09BbgXUCH1DAg7gBnGHDuAHcYcLuADu4rsHgEeF1Ap8Iw4HcBnTjDQNAFdJoN7yHsAnVSDhN6vOO6OolHmL6766QfYXoeN5fECNNzurlURhjn/gjGEPfumJk77BjW87255kam6bnfXIsjTC8CzDV6ZfhDJnzAjMQN70dBfU2PML0oMNf6CNPP+/oZGGH6UeCaZ2PIP9y5S+bHiHVznVntG4jVu/fRunk8LfyXYf4PVNJgDRS/zP0AADgJSURBVHhe7d0HuBNVwsZxBRUVe1t774iuCqgotl1dLKt+K2vvoGBjUVBBrGABBRUrSFNWLFgWVERERASxAsIiCIg06dJ7Pd99h50hOeRyk5PMzUzy/z1PHjHnJDczd+68mdNmMwMAgIPN7CcAAEgHAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAcTJ6tDG33mrMEUcYU7myMdtua8zhhxvToMH6MqAcESBAXLRqZUzFiiV/tZulfqisdWv7VUBoCBAgDp57bn1IbL65MXXrGvPdd8YsXmzM0qXGfP+9MfXqrS9TnXbt7FcDoSBAgKibMsWYrbZaHw5dutilG6hMdVR36lS7FMg5AgSIuvvvXx8MderYJRu79NL1dZs3t0uAnCNAgKirXn19KPTta5ds7NNP19c96SS7BMg5AgSIup13Xh8Kc+faJRubM2d93V13tUuAnCNAgKjbYov1obB6tV2ysVWr1tfVa4CQESBA1HEFgogiQICo8/tAPvvMLtmY+klUt0YNuwTIOQIEiLpmzdaHwj//aZdsTCO1VFcjt4CQESBA1E2ebMyWW64Phm7d7NINXn99fR3NA9HcESBkBAgQB23arA8HzTa/+eb1s881C33ZMmN++MGYW27ZMBP9mWfsVwOhIECAuHjsMWMqVFgfEqkeKnv8cftVQGgIECBORo1av/LuYYetX4l3m23W/7t+/fVlQDkiQAAATggQAIATAgQA4IQAAQA4IUAAAE4IECAu1q0zZuVK+9mNrVhhPwOEggAB4kLrW+211/pb2ZZGEwo1tJchvSgHBAgQF/5yJuPH2yUb+AsvvveeXQLkHAECxAUBgoghQIC4IEAQMQQIEBcECCKGAAHiggBBxBAgQFwQIIgYAgSICwIEEUOAAHFBgCBiCBAgLggQRAwBAsQFAYKIIUCAuCBAEDEECBAXBAgihgAB4oIAQcQQIEBcECCIGAIEiAsCBBFDgABxQYAgYggQIC4IEEQMAQLExKSSAJlYEg6rNhEg00sCRHWWEiAoBwQIEBP/KgmQO0rCYfYmAuTpkgBRneEECMoBAQLExJYlAbJZSTiM30SAVC8JENV5jwBBOSBAgJggQBA1BAgQEwQIooYAAWKCAEHUECBATBAgiBoCBIgJAgRRQ4AAMUGAIGoIECAmCBBEDQECxAQBgqghQICYIEAQNQQIEBMECKKGAAFiggBB1BAgQEwQIIgaAgSICQIEUUOAADFBgCBqCBAgJggQRA0BAsQEAYKoKdoA6d27t9lll13MscceayZPnmwXA5FjB8izzz5rtt9+e1O7dm0zf/587zkCJHe0nw8//HCzxx57mEGDBtnFMEUYIL/++qu55JJLvD8y/7Htttuahx9+2CxbtsyuDkSGHyDvv/++OeWUU5KO4d122820b9/eVKtWjQDJ0sKFC80999xjttpqq6R9fPXVV5upU6fa1Yta0QTIokWLTNOmTU2lSpW8g6FChQrmoosuMieccEJwgOy///7mzTfftF8KRIIfIJtvvrn336233tpcfvnl5uCDD076MkSAuFm7dq3p3Lmz+dOf/hTsTwX1BRdcEPx/5cqVzaOPPmqWL19uv7woFXyArFu3znTt2tXsueeewUFQq1YtM2zYsKD89ddfN3vvvXdQftppp5kff/zReicgP1auXGmeeOKJ4PjU47LLLjOTJk0Kylu1amV22GGHpBPfxIkTk98IpVIT1YknnhjsvwMPPNC8++67QfnXX38dXN3pccABB5h33nkn4R2KU0EHiH7pfpuw/0t/++237WqexYsXm/vvvz/pCuWmm24yM2fOtKsC5eaDDz5IusLYbrvtTP/+/e1qnhkzZiSd5HSF0rx5c7NkyRK7Kv5H/Z9XXnllsM90hdGyZcuUVxipvoyefvrpwZfRYlSQAaJ2SrVX+r9kXdbrsjOdPo7ffvvN/OMf/wheq291rVu39r7lAeVl5MiR5uyzzw6Ow9133928+uqrXjNLWX744QdTs2bN4LX77LOP6datm12tqOlc8MgjjwRNfmoWvPbaa83vv/9uV92I3RxesWJFU69ePTN79my7asErqADRt4YWLVp43yL8Px7Xjq8vvvjCVK1aNXifQw891PTq1cuuBuTUH3/8YW699VazxRZbeMed+j3uvvtus2DBArtqmbp3727222+/4Bg++eSTzbfffmtXKzrq51R/p79fatSoYb755hu7Wpk0IOfiiy8O3mfHHXc0bdq0MatWrbKrFqyCCRC1R6qJyv9l6lJeTVjZWLNmjXnllVe8ES7++55zzjnm559/tqsCWVm9erVp166d2XnnnYNj7fzzzzdjx461q2Zk6dKl5qGHHjLbbLON9576pn3dddeZadOm2VULnvo11b/p71/1e7722mte01Q2Pv/8c1OlSpXgfTX09+OPP7arFaTYB4jaH9UO6f/y1D7ZpUuXrA+KRPPmzTP/+te/glEw+nZ45513es8D2frii2/MUUcdFRzDRx55pOnTp49dLSvqcNeILf9nqC/l8ccfNytWrLCrFhz1Y6o/U/2a2nY1Pam/U/2euaIvAC+++KI3t8zfx3/729/MmDFj7KoFJbYBovZGtTuq/VG/LI3Zvu+++7z2ybDoYNBB4R8gu+66q3nppZe8KxUgU5MnLzANG35k9tvvMrP11nuZnXbayZscGGYTyFdffWWOP/744Bg+6KCDvHklhUj9lk899VTS6DT1b06YMMGumjNz5841d9xxR1ITpL58+hM9C03sAkR/XGpnVHujf1CoHVLtkeXlo48+Mocddljw84855hjvMhZIx5IlK027dt+ak0/uaE48sYOpUqW5adz4aTNnzhy7aijUEd+xY0dvhrV/DJ911llmxIgRdtXY+vDDD5P+RtWfqX7N8qJm7r/+9a/Bz1czuJrDC+3LZqwCRO2Kal/0fylqd8zXiVtB9vTTTycFmWa4l2eQIV7Wrl1nevYcY845p5sXHHrccstHZty4uXbVcqGO+SZNmgQzrnU136BBA68jP65Gjx7t9VP6f5NqJXj55ZfzduLWwBsNwPE/j5ZOGjBggF0ttmIRIGo60no//i9B7Yxqb1S7Y77NmjXLa0pLbF/VEL8wm9IQP8OGzTBXX/1+EBx///ubpn//3+xqeTFu3Lik2dbqyH/uueci8feVLvVHql8ysemoYcOGkeinVFOapgIkNqVdeuml3pSBuIt0gKjdsFGjRkmd12pfVDtj1KgzXzPc/QNEnfmadJTLznzEz4wZi02zZp8HwVGrVhfTufOwkpNKfr4Rb8qnn37qdeD7x7D+reeiTFcW6ofUlYb/uc8991zvSiRqUnXma6JnLjvzy1skA0QHhRaGSxw+q/bEOAyf1Uz3xOHEmgmf7XBixM/y5atNhw4/mpo1O3vBUa1aB/Pgg1+Y2bOX2lUjRVcduvpIHE6sq5NshxOHQTPy1f/of071eah/Muo0nPjUU08NPreGE2s5pTh+2YxcgKh9UO2E/s5V+2HPnj3tapGmWa6a+e7PctXDdUIj4qdPn/Hm/PO7B1cd11//HzNy5Cy7WqSpH0T9IYmjHBs3buw0oTHXNIoqcUVt9UOqPzLM0WthsCd6nnTSSbGb6BmZAFF7oNoF/Z2p9kItEBfnJUQUGFdddVWwTZohr5nyqdbZQfyNHj3H3HRTryA4atf+t/n447Emhl8sA1pSRSO0/GNYI7c0giudJVVyzV5CRE1BdevW9foh40oTPXUricSJnlpSJS4TPfMeIGr/Uztg4kFx4403FtQihqzkWdjmztUV55emevVXveA45ZRO5qWXvi85OcTrG/GmaK5I4qKOmksycOBAu1oo/EUM99prr+Dnq79x6NChdtXY0qKOV1xxRbB9muj52GOPRX6iZ94CJNUy6moX1EJwhUjbqxny9kqew4cPt6siRr78cmLJ77FrcNVxzz2flXx7LMwReDqZafa6Tm7+MazZ7f6y8mEYMmRI2itqFwJN9Ey8R5Emekb53i55CRC186m9z99JagdUe2Ax0GW4Zswnjr0v1pU8w+CfyDeltDr+82ef/bo32S8V+7Vt2nzt/f8VV7xb8uUnHs0O2VLzitbT8m9speYXrbel5phcUfPvNddcE5wjMllRO+7UPNipU6ekiZ5nnnlmJCd6lmuApDrw1P6XywMvLljJMxz2CT6V0ur4z+vRvn3qK2H7tWqmGjFipjdJsNjoi6BW+PWP4X333de88cYbdrWMpFpRW/2IU6ZMsasWPN1a157oWb9+/XJbsSAd5RIguvRVe17ipa/a+9TuV+yKeSXPMNgn+FRKq5MYIJqvMX/+xoMdSnttMdO9RnTPEf8Y1r1IXJqi1S+oOwH676N+w8GDB9vVio4mel544YXBfimPNdPSFXqAqP1O7Xj+xqt9T+182CDVSp6aeV/oK3mGIZ0TfGl1/OcbNerj/bdt2yF2lVJfW+x018MHHnjAuwuijl9/MIzuklgW9QOGvaJ2Iejbt2/oqzZnKrQAUXud2u38jVV7ntr18jH8Ly5SreSpmfiFupJnGNI5wZdWx39+7Ng/vIl/Gk01a1by7WBLey3W033Y69SpE/zdb7/99ubJJ59MORxf/X4333xzua6oHXdh3TfGVc4DRO1zaqdLPCjUjqf2PKRn1KhRG63kqZn5+VoQLk7SOcGXVifx+aZN+3n/btkyeahqaa9FMk0IPu6444Jj+JBDDgkmBKvppW3btl5TjF9e3itqx10u71yZjZwFiJJRwZF4UKjdTu13cKM/uMSVPI844gjvKg6l80/w6Txsic9PmjTfm9dRo0ZH774dqepg0/SFp0OHDklLEv35z39O6udQ/1+/fv3slyJNmuh59tlnB/tTa4Kp1aK85CxAdNMUfyPUTqf2OmRPl/6akZ+4kidDfktnh8SmHjb7+UceGeD9vxZDLK0OyqYm2LvuuitYFFUP9fe98MILsVrxN8o++OCDpImeOmeUh5wFiMZo64NrHSsOitzTEGj/4GBNrdKlc4IvrY79/PTpi72bPqk/RP0iqeogfVoMVQseqm80iitqx52+bPoDlnQPlPKQswB5/vnnvQ+utkzknpoDCJCypXOCL61Oqudbtx7sPdew4frRLqnqAFHh31Ii2/k46SJAYoIASU86J/jS6qR6fs6cpcGS7MOHz0hZB4gKAgQpESDpSecEX1qd0p7X/cv1fL16G1baBaKIAEFKBEh60jnBl1antOcXLFietGBiqjpAFBAgSIkASU86J/jS6pT2vOjuggQIoo4AQUoESHrSOcGXVqe050Wr82qV3k3VAfKNAEFKBAiAshAgSIkAAVAWAgQpESAAykKAICUCBEBZCBCkRIAAKAsBgpQIkPD16TPem+8xeDB3ykQ8ESBIiQAJ3xNPDPKG6L744nd2ERALBAhSIkDCR4Ag7ggQpESAhI8AQdwRIEiJAAkfAYK4I0CQkgKkUqU9vMfvv0+zi5EDBAjijgBBSmvWrDX773+V95g+nbu5hYEAQdzVOqMkQCqUBEh3AgQJ1q5dFyzkN2vWErsYOUCAIO5q3V0SIOeWBEh/AgQJCJDwESCIu1pvlQTI0yUBMpoAQQICJHwECOKuVq+SAOlQEiDjCRAkIEDCR4Ag7ggQpESAhI8AQdwRIEiJAAkfAYK4I0CQEgESPgIEcUeAICUCJHwECOKOAEFKBEj4CBDEHQGClAiQ8BEgiDsCBCkRIOEjQBB3BAhSIkDCR4Ag7ggQpESAhK9Zs05mv/0uN61avWUXAbFAgCAlAiR8d9zR2Gy11a7mgQda2kVALBAgSIkACV+DBg28Y7hZs2Z2ERALBAhSIkDCR4Ag7ggQpESAhI8AQdwRIEiJAAkfAYK4I0CQ0rp1xtSs2dlUr/6qWbhwhV2MHCBAEHf3fnuvqdy5shkxd4RdFAoCJEaGDp1uBg2abD+NHCFAgMwQIMD/ECBAZggQ4H8IECAzBAjwPwQIkBkCBPgfAgTIDAESYf6w3bPPft0sWbLSLvb4dZA9AgRxM2HhBHPXkLvMse8ea3bqupOp1KmSOaD7AaZmz5rmoR8eMqPmjUqqryG+euRKzt6JAMk9Pxz0aN/+B7vYQ4DkDgGCOGk7oq3ZouMWQSiU9kiU6rls5OydCJDcSwyQWrW6mPnzl9tVCJAcIkAQF8+OfNYLgs07bG6uH3C9GTh9oJm/cr5ZsWaFmbR4khkyc4hpMbSFqdKjStLrCJAi4odDo0Z9vP+2bTvErkKA5BABgjiYvHiy2bLjlk4zzgmQIuKHw9ixf5hq1TqYU07ptNEyJgRI7hAgiIOm3zX1QuDq/lfbRWUiQIpIYjg0bdrP+3fLlgNLrYPsECCIg+ofVPdCoP+0/nZRmSIbIO3atfP++C688EK7CI4Sw2HSpPneOlg1anQ0kycvSFkH2albt653DN9zzz12ERAZu7y2ixcCc1fMtYvKFNkAqV+/vvfHV6lSJdO5c2ezdu1auwoyZIfDI48M8P6/WbPPS60DNz169PCOXR3DlStXNr1797arAJHgj7xavXa1XVSmyAZIv379zNZbb+39Aepx4oknmkGDBtnVkAE7HKZPX2xOPrmj1x+ifpFUdZCZn376yZxxxhnBcZv4qF27tvnll1/slwB5VZBXILJ8+XLTsmVL7xuc/0d45ZVXmilTpthVkYZU4dC69WDvuYYN+5RaB2WbM2eOufnmm03FihW943SrrbYy9957r5k0aZK5/fbbzRZbbOE9v+WWW5q77rrLzJ8/334LIC8Ksg8k0e+//26uvfZas/nmm3t/hNtuu6155JFHzLJly+yq2IRU4TBnzlLvviB6fvjwGSnroHSrVq0yzzzzjNlpp52CLzkXXXSRGT9+fFK9UaNGmb/85S9Bnd1228106NDBrFmzJqkeUN78UVjXfHGNXVSmWASI75tvvjE1atQI/gj3339/8+abb9rVUIrSwqFdu2+95+vV61VqHWzsk08+MUcccURwPB599NFe0+um9OzZ0xxyyCHBa4477jgzYMAAuxpQbvx5IJpE+Navb9nFmxSrAJF169aZ1157zey1117BH+Fpp51mfvzxR7tqUdKdBnv3Hmcef/wrs2BB8kzz0sJB9U4/vWtQnlhnxYrV5qmnvjbvvvtzybdlBjKI+jHOO++84PjbZZddzAsvvGBWr06vE3LlypXmySefNNtvv33wHnXq1DETJ060qwLlos2INl4QKERu/PJG89WMr8zClQvNyrUrvYDRTPSWQ1uaY949Jul1sQsQ3+LFi839998fjHSpUKGCuemmm8zMmTPtqkVjxIiZ5tprPwhCwL7boB0OiTp0+DFlgIwZMyd4rk6dd0quAqcmvKq4qN9C/Rfqx9Axp36N2267zcydm3nno8yYMcPccMMN3rGr99OgkQceeMAsWcI96lH+Wg1vZSq+WjEIhdIeiVI9l43cvVOaJkyYYP7xj38E3+R22GGHkm/MT3nf8oqFZpM/+OAXwYn+1FM7m44dh5q1a9cl1bPDIZFW59UqvanqvPXWf82ZZ264QtFSKIlzRwqd+inUX6F+C/84U3+G+jVy4YcffjA1a9YM3nufffYx3bp1s6sBoRu/cLxpNKSRqfpuVbND1x281Xj3776/ObXXqebhHx82P8/7Oal+7APE98UXX5iqVasGf4SHHXaY+fDDD+1qBWXlyjVeUJx22vpOcD2aN+9fchW22K6aNS28qGYxTT7Uz9HwX/WdlLYsfKH48ssvvX4K/7hS/8V//vMfu1pOvPHGG2bfffcNftbJJ59svvvuO7saULDyFiCib4ovv/yy2XXXXYM/wnPOOceMHj3arhp7n302wfz9728GwaGmq59+mmFXy7lx4+aaW275KPi555zTzfTsOWajq524U3+E+iX840j9Feq3CPvKdunSpeahhx4y22yzjfdzNfLwuuuuM9OnT7erAgUnrwHimzdvnmnYsGFSW/Wdd97pPR93mvB3880fBifwc8/9t+nV6xev87w89e//W1KAXX31+2bYsPADLGzqf1A/hD+JVf0T6qdQf0V50vyRyy+/PAiw7bbbruQK8HGzYsUKuypQMCIRID5deZx77rnBH6GuTF566aVYjr2fN2+5eeyxgUlNSM8//13JN9ZVdtVyoya0zp2HefcW8YNEy6LMmJH7JrTyoH4H9T/4x4v6Jb7//nu7WrkaOHCgOf7444PPdPDBB5v333/frgYUhEgFiO+jjz7y+kT8P8Jjjjmm5Bt05rMu82H16rXmjTdGmDPO2NCJfffdfc3UqQvtqnkze/ZSrxNfS6Lo82liokZ1LV+e3rDWfFM/g/ob/OND/RDqj4gKrQPXsWNHs/vuuwef8ayzzjIjR460qwKxFskAEc0Yfvrpp82OO+4Y/BFecskl3iiuqBo8eLL5v/97OwiOf/6zR8nJ7ne7WmSMHDnLXH/9f4LPe/753U2fPskzsqNE/QrXX399sMKB+h3U/6B+iChasGCBady4sbdMij6vlk3RkvF//LF+HTMg7iIbIL5Zs2Z5y2z7Y+81j0T3a1i0aJFdNW8mTpxv7rzzk+BEfNZZr5l33hkVi4l86ov5+OOxpnbtfwef/6abepnRo+fYVfNG/QjqT1C/gv9l4rLLLvP6HeJg7Nix5oILLgg++84772yee+65tCcyAlEV+QDxDR061NSqVSv4I9TM9q5du3oz3fNlwYJFJSe2D8xJJ3X0Try6V4cWO1y4MH4dp+qbeeml7727HmpbqlR50DRq1MbMnDnLrlqu1H+gfgT/967+BfUzxNGnn35qjjzyyGBb9G89B8RVbALE9/bbb5sDDjgg+COsXr26GTJk43uFh0md+u3btzf77HOU2Xvvi0zVqk+YW2/92EyYEP9RY9OmLTJNmnxSso+vKfnGf5g30bN169ahD4e1qb9A/Qb+71n9CepXiPt9ZnTVoasPXYX426absI0bN86uCkRe7AJEtKrvo48+6q3y6/8RXnPNNWbq1PCX7dBCescee2zCN+ILTb9+w+1qsTdo0FBz3HEbRhMdeuihplevXna1nFP/gPoJ/OXU1X+gfgT1J+SSjqERI0Z4VzhdunTxVou2H3pe5aqX65Wk/e1MXE6+SZMmOd9OIEyxDBCf7jNy1VVXBSc53YekRYsW3n1Jcu23334zl156afCz9M28VatW5f7NvDzpSuuVV15JWhLkr3/9q/n55+TlEXJB38x1W+TEb+bqN1D/QS7ofV599VXvi8ZBBx0U/IxMHnqdXq/3ydXnUjglXmntscceBXGlheIQ6wDxDR482FSrVi34IzzwwAPNO++8Y1dzokUgmzdvnjRR7cYbbyz3iWr5pEUJ//WvfyVN9LzjjjucFyW09e3b1xx11FHB7y9XfQMasacvFInvnfjQFw4te6JQ1ORDPbTAp/9vPa/yxBukJT70vnr/XIwMfO+995KCTX09X331lV0NiJSCCBBRZ7qaHPbcc8/gj/D00083w4e7Ny/ZE9VOPfVUbyG9YjVmzBjzt7/9Ldgfmuj54osvOo8mUru/2v/99/NHJ2kIdzb69OmTdDMoPRR6J510knfXwY8//thMmzbNftkmqb5ep9frffwmNv+hn6efmw2NNnvssceSRptpdntcRpuh+BRMgPg0vPe+++5LGnuvW5fOnj3brlqqb7/9Nmmi2n777We6d+9uVytaOpEefvjhwf6pUqWK+fzzz+1qpVI7v9r7E39H9evX924zmw3d/ClxIUXNF9H9zrUyb67nXuj99L56f39eih76+foc2VBYaT2tuMx3QfEquADx/frrr+biiy8O/rB1C9O2bdtu8tstf7jp035s06ZN0kRP7W/t99KoXb9Tp05eO7//mjPPPNPrB8iG+mTU3OS/p5obdd+PTX2WXNLP0c/zmzn1yEVfEV9kEHUFGyA+3bJU35D9P0J9c+7du3dSHZoO3OnKrl69esFoIk30bNq06UYTPdWef8IJJwT7V+39avfPhjr5H3744aA5SX00d999d0ZXm7mkn6ufn9hXpM+X7VpuNKUiqgo+QERt9LqFqW5l6v8R1q5d27vVKZ2XuTFs2DCvz8nfj+qL0kTPVKvUKqyzXaVWy7cn3tTJ/31GgT6HPo//2fQ5s739rVYdLvbBHIieoggQn0YN3X777cE31sS2azWrqHmF4ZPZ0ei3xIme/j7275ORaed1KroZmZok/UDq3LmzXSUS9Ln8q1p9Xn3ubGk4eeJ9T3Qsa54MkA9FFSA+3drUXxZFJzYmcOWW5uFooqcfHvvvv7/Xnp8Las7xO9/VJBb1Gdz6fH7TnT53rm59qwmt6hPR+6p5C8iHogwQn5YA/+abb+ynkSP+/IsPPvjALnKiIb5+KKnDPi6DG/Q5/QEd+vzajlzQhEO9p0aCAflQ1AGCcPnfvHNxT3KdLP3wUDNkth3T5U2fV5/bDxFtT7bURKb304gvIB8IEIQmVwHSo0ePYJSXTsJx5oeItkfblQ0CBPlGgCA0uQgQrcrrL5qpm0nlc/n+XNDn13Zoe7Rd2dylkABBvhEgCE22AaKBDVoF2G/nd10yJWq0HdoebZe2z3UABwGCfCNAEJpsA+SKK67wXr/33nubmTNn2sWxpu3Rdmn7tJ0uCBDkGwGC0GQTIFotQK/VhLlCndip7fJv1WyvjpAOAgT5RoAgNK4BolnX/mRErTFVyLR92k5tr7Y7EwQI8o0AQWhcA0STEP2mq4ULF9rFBUXb5zdlabszQYAg3wgQhMYlQNSh7N+VUGtpFQNtp7ZX251JhzoBgnwjQBAalwDxrz40OqlQRl2VRdvpjzbL5CqEAEG+ESAITaYBonuM7L777kV19eHzr0K0/Zu6Z00iAgT5RoAgNJkGiNbMUv3ddtvNrFy50i4uaNpebbe2P921wwgQ5BsBgtBkGiAXXXSRV//OO++0i4qCtlvbr/2QDgIE+UaAIDSZBIhGI/l38hs6dKhdXBS03dp+7Yd0Rp8RIMg3AgShySRAevXq5dXVPS6KmX+PD+2PshAgyDcCBKHJJEAaNmzo1b3hhhvsoqKi7dd+0P4oCwGCfCNAEJpMAqRq1apeXd3kq5hp+7UftD/KQoAg3wgQhCbdANE8CP82tWPHjrWLi4q2X/tB+6OseTAECPKNAEFo0g2QTE6ahS6TMCVAkG8ECEKTboD4HehHH320XVSUtB+0P8rqSCdAkG8ECEKTboC0b9/eq1e7dm27qChpP2h/aL9sCgGCfCNAEJp0A+Tpp5/26l122WV2UVHSftD+0H7ZFAIE+UaAIDTpBsiDDz7o1atbt65dVJS0H7Q/tF82hQBBvhEgCE26AdKkSROvXrEuYWLzlzTRftkUAmSDDrdstskHwsGeRWjSDRCuQJJxBZI5OzDsB8LBnkVo0g0Q+kCS0QeSOYIiP9jjCE26AeKPwjrvvPPsoqKk/aD9wSis9BEg+cEeR2jSDZCePXt69apUqWIXFSXtB+0P7ZdNIUA2IEDygz2O0KQbIL/88otXTzOw16xZYxcXFW2/PxNd+2VTCJANCJD8YI8jNOkGiJbv8O8FMm7cOLu4qGj7tR+0P8pa1oUA2cDuNKcDvXywdxGadANE/Gabt956yy4qKtr+dJvzCJAN7NAgQMoHexehySRAbrvtNq/uzTffbBcVFW2/9oP2R1kIkA0Ii/xgjyM0mQTIe++959U95JBD7KKiou3XftD+KAsBsgEBkh/scYQmkwCZO3euqVixold/zJgxdnFR0HZr+7UftD/KQoBsQIDkB3scockkQEQnQtVv1qyZXVQUtN2ZBAIBsgEBkh/scYQm0wDp1q2bV3+//fYza9eutYsLmrZX263t135IBwGyAQGSH+xxhCbTAFmyZInZfvvtvdd89NFHdnFB0/Zqu7X92g/pIEA2IEDygz2O0GQaIOKvRHvyySfbRQVN26vtzmRFYgJkAwIkP9jjCI1LgEyZMiWYid2vXz+7uCBpO7W92m5tf7oIEOQbAYLQuASI+HMhqlevXvB9Ido+bae2N9M5MAQI8o0AQWhcA0TfwrfbbjvvtS+//LJdXFC0fdpObW8mVx9S7AEyZnAn0+fFC83ShTPsIpQTAgShcQ0Qad26tffanXfe2cycOdMuLgjaLm2ftlPbm6liDpDFf0wynW/fxuv3mPnr13YxygkBgtBkEyCrVq0K1seqXbu2WbdunV0l1rQ92i5tn7ZT25upYg6Qfq9e5oXHf1qdrJ1pF6OcECAITTYBIj/++KOpVKmS9x5PPPGEXRxr2h5tl7ZP2+miWANkxrivTIf6m5tX61cwsyZ+ZxejHBEgCE22ASIvvvii9x5bbLGF+eyzz+ziWNJ2aHu0Xdo+V8UYIOvWrTXvtzzeu/oY0OU6uxjljABBaHIRIPLPf/7Tex9Nsvvhhx/s4ljR5/cnS2q7slGMATJmUEcvPLrcuZ1ZOn+aXYxyRoAgNLkKkGXLlpnTTjvNe6/dd9+9zDv1RZU+tz6/tkPbo+3KRrEFyMplC0y3xnt4ATL8k8Jq0owrAgShyVWAyLx580zVqlW999tjjz1idyWiz6vPrc+v7dD2ZKvYAuSbdxt74fHm/QeZNatX2MXIAwIEoTnooIO8E9yzzz5rFzmZPn26OeaYY4LmrLj0iehz+s1W+vzajlxo1KiR955ahLHQ7yW/YOZY0/G2rbwA+W3Y+3Yx8oQAQWh23XVX7wRXoUIFb5b1nDlz7CoZmz9/ftCcpY5ojWaK6hBffS59Pr/DXJ9bnz9bv//+u7n22mvN5ptv7r2vH0z9+/e3qxaMPi9c4IXHR23PsouQRwQIQvP111+bGjVqBCe5nXbayTzzzDNOcx4Sqe/A71jXQ/MpojbZUJ/Hn+ehhz5vtn0ey5cvNy1btjSVK1cO3ldXef7VjR6XXHKJmTBhgv3SWJsyqo8XHq82qGjmTh1hFyOPCBCETosFHn300cFJ7ogjjjCffPKJXS1jL7zwQjBPRDO6X3nllbyvnaWfr8/hzzDX59PnzFaPHj3MgQceGOzDE0880QwaNMgrmzVrlqlbt653pef/zKZNm5pFixZZ7xI/a9esMu88fJQXIIO632oXI88IEJSL1atXeyfSXXbZJTgJnnfeeVmPqNIkPH/Guh664snXKr76uYlXXPpcrpMEfT/99JM544wzgvf805/+5HWepwrKYcOGmVq1agV199prL9O1a9fINvGl47+fP+eFx2uNdjbLF2ffBIrcIkBQrnSv79tuuy3oF9hyyy3NXXfdlVXfgJrEtJZUYtOO7q+hmzSFffLU++vn+Pfz0EOfQ58nm6Y69RfdcsstwX3itdT7vffeaxYuXGhX3cjbb79tDjjggODzaLXfIUOG2NUiT4Gh4FCAKEgQPQQI8mLUqFHmL3/5S3CS22233UyHDh2yGk2k1WzVWe/fT0QPjVDSvcazvdKx6f30vv5taP2TvH5+pqvqJlLoqJ9I/UX++1500UVm/PjxdtVNUn/Lo48+arbddtvgfa655hozdepUu2pkDXqjgRceasJau3a1XYwIIECQV5ojcsghhwQnueOOO858+eWXdrWM6CSpO/v5S8L7j4MPPtg7wb/11lteAKR7daJ6qq/X6fV6n8T31c/Rz8v25Kx+IfUP+e+rfqNshyorzK666qrgPXV11KJFC69DPsrUWa5OcwXI1FGf2sWICAIEebdy5Urz5JNPJo0mqlOnjpk4caJdNSNLly413bp18yba+R3MiQ81n6mf4swzzzTXX3+9ueGGG8xNN93k/Vf/r+dVrnr2a/V+el+9v35ONhRO6g/y31v9RM8//7zXb5QrgwcPNtWqVQt+hjrk33nnHbtaZHR+6CwvPHS/D0QXAYLImDFjhnfy9k/2W2+9tXnggQfMkiVL7KoZ08zv9957z+t/0ZwJv28h3Yfq63V6vd4nFzPJ1e+j/h8/oNQvpPdXP1EYdCXVpUsXs+eeewbbdfrpp5vhw4fbVfPq04/fN2cfs5m55dytzNzpY+1iRAgBgsj5/vvvTc2aNYOT3D777ON9088l9bWMHj3a9OzZ07z22mve/IpHHnkkeOj/9bzKVS+bvhmb3kv9Pf66WHqoP+i///2vXTUUGt573333BX1FCkc1zc2ePduuWu5WrFjhzW3ZZqvNzFMtGtvFiBgCBJH1xhtvmH333Tc4yWqk03ffxfv+D+rfUT+Pv03q/8nFWmEufv31V3PxxRcHn2XHHXc0bdu2zWr0WLYef/xx77No3bB0RpwhvwgQRJr6Fx566CGzzTbbeCcWLd+h/olcrSdVXtSfkzh7Xv096vdR/0++af5K4lyaww8/3PTu3duuFrpp06YFAx86duxoFyOCCBDEwqRJk8xll10WnOR0otG3VTV5RJn6b9SPo/4cfW7176ifR/09UZJqoqeWYsn18OdNue6667yfe/zxx6ecKInoIUAQKwMHDvROMP5JTkNq338/mquz/vvf//b6b/zPqn4d9e9EmTrwb7/99qSJnlr1N5uJnun49ttvvXDVFeZXX31lFyOiCBDEjr6dqokjsRP6rLPOMiNHjrSr5oX6aU455ZTgs6kfR/05caKJnhqm7G+DJnq2b98+p4MJfBod5s/k11Um4oMAQWwtWLDANG7cOBhNpG/Nt956q/njjz/squVC/TLqn/GXWVe/zYMPPpiTYcj5olFohx56aBAkxx57rBkwYIBdLSsaYefvr8mTJ9vFiDACBLE3duxYc8EFFwQnOa2E265du5xOxNsU9cPovh+JEyH1TVr9NoVAHf2tWrUyO+ywQ7B9l156qfntt9/sqhlTuPrNfBosgXghQFAwPv30U3PkkUcGJ7mjjjrK9O3b166WUx988EHS0iZ//vOfvX6aQqSO/xtvvDFpomfz5s3N4sWL7app0+v1XlpTLNsZ/Sh/BAgKiuYwPPfcc8H9OPS48MILzbhx4+yqWVF/y9lnnx38DPXHqF+mGEYP6f7up556arDtrhM9NbTZH53WvXt3uxgxQICgIGk59Pr16ycth96kSROv3yQb6l9RP4s/Sknve/fdd2f9vnGkk37iasTqCNdoqnSpGUyv0+i0dBe2RLQQIChoI0aM8BZF9E9ymuHcqVOnjK8U1J+ifpXEK5vzzz/f638pZqkmemo+hyYFboo64lVfzWG6okE8ESAoCloAUWss+Sf/E044Ie35BupHUX+K/1r1s/Tp08euVtQ0YODyyy8P9pEmej722GMpJ3pqKLC/nIv6VBBfBAiKhk5mOqkl3idEJ73Sho6q30T9J35d3eTp2WefzetaUVGnUE6c6KnQVngn0nwSlWnUWtRm5CMzBAiKjppX1MySOF/j4YcfDkYBaRE/9Zckrlar/hT1q6Bsah5UM6GaC/0g0URPNSdqRrs/AVRDgxFvBAiKljp8TzrppOAkpw5hLWueeOJT/4lOfMicBhbYQezfcVGrEEdhIUlkhwBBUdPoHw1B3XvvvYPQKK3pBW7spkA96tatW24TPREeAgQooclw6g/RvIR69eql7PxFdhL7RvTQYARN/kR8ESAAQqf7iyg0NH+madOmScOhtQxNsQ+HjisCBECoNGrN7/vQUvGiCZkNGjRImuiphTGLcUJmnBEgAEKl2+QqJHSzKt1vJJGWhNEILf9qpJiWhCkEBAiA0MyePdu717rCQXc8LI1uCpa4KKX6Swp1UcpCQoAACM0tt9ziBYLuuV7WqCsNXNBtiu2JnoWyLH4hIkAAhGL48OFBH0e/fv3s4lKlujGX1ttiuffoIUAAhOL000/3AuDiiy+2i9KiWwP7t7rVI463Bi50BAiAnOvRo4d30q9UqZIZP368XZwRTfT071qoh5Z/Hz6UFXyjgAABkFPLli0zBx54oHeyv/fee+1iJ7r17QMPPBDcgOrEgyuY1566wSxdyGKM+USAAMipFi1aeCf5Pffc0yxatMguzoruYnjzDXXMJdU3M49fuZnp0nB7M7zPk2btatbVygcCBEDOTJ061VSuXNkLkC5dutjFOTN+5ADzXovjTIdbNvMebzU/xEwc/h+7GkJGgADImauvvtoLj2rVqoU+GXDd2jVm9FcdzOt37xYEycfP/MXMmzbKroqQECAAcmLIkCHe0Fs9Bg8ebBeHZuXS+WZIj7tMx1u39EKkY4MtzOA3bzcrliTPekfuESAAsqZl8atXr+5dfVx55ZV2cbmYP/MX88nz5wVXI6/dtYsZ9cULJVdCm57ACHcECICsde3a1QuPbbfd1kyZMsUuLleT/9vbvPPgEUGQ9Hj4aPP76PQnMiJ9BAiArCxdssj8+ai9vAB59NFH7eK8WLtmlRnRr63p2minIEg+fekis3BWdnNSkIwAAZCV3q83NZeevJm54LT9zfJly+zivFq+eI4Z+O+bzasNKq7vH7ltK/Pt+/ealcsX2lUDfuCU9sAG7A0AzhbOmWA63VbJtLluMzN04Nt2cWT8MWW4+bDNGUEIdGvyJ/PL113MunUbjxSzA8N+YAP2BgBnfV++xDup9nq6ll0USRN+7GHebHZgEAbvP36i+WPqT0l1CIr0sZcAOPl9zOfeifbV+hXMnMlD7eLIWrNquRn6cQvT+c7K3ufv175OUjkBkj72EoCMaRLfu49W9U60A7vVs4tjYcn8382w3o+ZWb99m/Q8AZI+9hKAjP084CXvJNu14Q5m2aJZdnGsESDpYy8ByMiKpfPM63ft6p1kR/R92i6OPT9AUj2QjD0CICNfv3WndzJ9+8HDC3IVXDs0CJDSsUcApG3e9J+9taZ0Mp084iO7uCAQFuljLwFIW+/nzvVOrr3b/c0uKhgESPrYSwDSMmnEh96JVavezp8+2i4uGARI+thLAMqkvo63HzjMO7F+/XZDu7igECDpYy8BKNNPfZ/yTqq6eZNGYRUyAiR97CUAm7Rs4UxvvodOqj9/+bJdXHAIkPSxlwBs0sDX63onVM081wz0QkeApI+9BKBUWuNKa13phDptTH+7GEWOAAFQKi06qPDo+8r/2UUAAQKgdEsXzjD//eJ5s3zRbLsIIEAAAG4IEKBI+Z3FpT2AsnCUAEXKDgz7AZSFowQoUgQFssXRAxQpAgTZ4ugBihQBgmxx9ABFigBBtjh6gCJld5rTgY5McaQARcoODQIEmeJIAYoUYYFscfQARYoAQbY4eoAiRYAgWxw9QJEiQJAtjh6gSBEgyBZHD1CkCBBki6MHKFIECLLF0QMAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMDJ/wPiYLZ54KcUPAAAAABJRU5ErkJggg==)
PN: 4H48-7-0P
CAS: 1858255-70-5
Molecule Weight: 348.79
Formula: C16H20ClF3N2O
![N-[4-Amino-3-(trifluoromethyl)phenyl]piperidine](data:image/png;base64,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)
PN: 3H30-3-37
CAS: 954260-57-2
Molecule Weight: 244.261
Formula: C12H15F3N2
PN: 3832-3-X1
CAS: 175277-91-5
Molecule Weight: 218.223
Formula: C10H13F3N2
![Methyl 4-[2-amino-4-(trifluoromethyl)anilino]butyrate](data:image/png;base64,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)
PN: 4858-3-00
CAS: 339101-34-7
Molecule Weight: 276.259
Formula: C12H15F3N2O2
PN: 3832-3-03
CAS: 183251-95-8
Molecule Weight: 204.196
Formula: C9H11F3N2
Melting Point: 41-43 ℃
TSCA: Not listed on TSCA inventory