![3-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanehydrazide](data:image/png;base64,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)
| Product Number | 4H56-3-J1 |
| CAS | 1001518-86-0 |
| MDL Number | MFCD03419696 |
| Molecular Formula | C8H11F3N4O |
| Molecular Weight | 236.198 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-J1
CAS: 1001518-86-0
Molecule Weight: 236.198
Formula: C8H11F3N4O
![3-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanehydrazide](data:image/png;base64,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)
PN: 4H56-3-HY
CAS: 1001518-97-3
Molecule Weight: 262.236
Formula: C10H13F3N4O
![2-Methyl-3-[5-methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propan-1-amine](data:image/png;base64,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)
PN: 3H30-3-8U
CAS: 1006342-58-0
Molecule Weight: 221.227
Formula: C9H14F3N3
![3-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]pentan-1-amine](data:image/png;base64,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)
PN: 3H30-3-8W
CAS: 1006340-62-0
Molecule Weight: 235.254
Formula: C10H16F3N3
![3-[4-Chloro-5-cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanehydrazide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABFYAAARWAGklxVfAAACpHpUWHRtb2xTb3VyY2UAAHichZVtb5swEID/yonPw/j8AnaVpKpaVZrUdtLaSfs2uYS2SAEqoHn59zvD0oYkAxlk+3zP+ew727PLbbGCdVY3eVXOA2Q8gKxMq2Vevs6DX0+3oQkuF7OUlEixbObBW9u+X0TRZrNh6VtWuG1VsrQqgn78YtvkA52NZFX9GgnOMfp9f/fYMWFeNq0r04yoJr9oOuFdlbq28+I/U0SFq9d5GfXqUVGve2t/BPcfZ9tmGXyt5ZrGrgiFl3yVwUtVF66FteCMPv4NXrMyq12bLeF5R2LJFK19Mbu/qdKPIitbanoLeepWj239kZKgqFZZ+kHGqPH9Zh4USIBrq+Kqrt0OfMuLHYIT4CQ4BU6Di8El4Aw4Cw45/TSOpICkgaSCpIOkhKSFpIaWYrDKvBNPu/dsHjzAA1zDD/qvoW9TWfVVV259ob0UPoJCawWCaWMRJLNCJPtK01isIGbacoSEhNKAZVLyGJAzGZNnlgapoq7ARINh3ChDiFVcUqVipciOkooDIjOWzCLtnVACUDCuZezlicQkgB35E0qWCC0hVExZX+/7gqE5J//qm9hYCDXjKBWEMZMqQQgTlmhpfZ+L2Po+1wnpG6aF4L4vE3Kc7BgtlK9jiz1vyGmyKwW3FLjoM3KL2XNVLg+akC/nwTMGXUh/Zi+N+BfVAKp6mdW0zd6AVz0ExBDwOTAOyCHgM+YTEOcAdQLo8Rn0EPDZOA7EQ8Dn7jiQDAGf6Z/A1TnADAF/LsYBOwS6UzRO+PFB6LpTN74OPA63Z8TEPOJk8ZPIUcz7i2DCtaOw9xfHBHMU+f6imWDiM/NMMclpdCZSDI8yoL/7Jhh7hjETx/E4C+L+bj1looPzH+1veWqevADRwfMQ0aO4+AuTGxTDClCqtQAALlVJREFUeF7t3Qm8zPX+x/G6UpabFkn7ohK5RYtKRYtKSEmpSMutFHIRuSXKcrXdUIlKrn09kqVItkTWa5d9CaGs2bOl7/98vuc/c4/vmTPO+ZyZOb/fb17Px2MenPn+ZuY32+89v+96ggEAQOEE9woAALKCAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFA/GjhQmNq1TLm3HONyZs37d/HHzdmwQJ3SwCIGwLEb1JS0kKjYsW0IDl4MO1f+Vuul3IASAACxE9WrTImf35jLrvMmAMHji2Tv+V6KZftACDOCBA/adAg9R1Lfcs+/tgtSdO5c1q5bAcAcUaA+Enx4mkBsWSJW5Jm8eK0ctkOAOKMAPGTfPnSAmL3brckjVwv5VKNBQBxRoD4CQECwEMIED+hCguAhxAgflK/Po3oADyDAPGTFSvSqrGideOV8pUrjy0DgDggQPxm4EBjTjrJmLvvNmbRImMOHUr7V/6WgYRSDgAJQID40fz5xjz2mDHnnJMWGkWLpv09b567JQDEDQECAFAhQAAAKgQIAECFAAEAqBAgAAAVAsRvKlUy5skn3WvTyFiQYsWMef99twQAYo4A8ZtChYy5/HL32jQ//ZQ2Ev3hh90SAIg5AsRvCBAAHkGA+A0BAsAjCBC/IUAAeAQB4jcECACPIED8hgAB4BEEiN8QIAA8ggDxGwIEgEcQIH5DgADwCALEbwgQAB5BgPgNAQLAIwgQvyFAAHgEAeI3BAgAjyBA/IYAAeARBIjfECBAwnV74YRML8ksuZ+9D32YGiDdMwmQXakB8u/UABlBgAAxRVhExiviM2emBsiVmQTI2tQAOSk1QB4lQICYIkAi4xXxmUKpAXJ5JgHyU2qAnJAaIA8TIEBMESCR8Yr4DAECJB4BEhmviM8QIEDiuQ3nBEoaXgGfIUCAxCMwIuMV8RkCBEg8AiQyXhGfIUCAxCNAIuMV8RkCBEg8AiQyXhGfIUCAxCNAIuMV8RkCBEg8AiSyHL8i11/fzV4iiVaWXmi7L79c6hZl+T6SBQECwCs8FSCVK/c3hw79EbEMaQgQAF7hqQCRS79+CyOWIQ0BAsArPBUgNWqkmIoV+5j9+w9nKEMaAgSAV3gqQL7/fq39t1u3ORnKkMYNkJSUFDNjxgz7fwIkuu+//94MHz7cvRqO0HeONsnItm9YYJZOSe7XICRmARLtcjzpt6tb9ytTvnxPs2vXgQxl+F+ArFixwlSpUsUGxl/+8hfTtGlTs3DhQgIkgu3bt5t69eqZE088Mfz6SNgistB3jjbJyL7r+aTtkbVnG5+hmAVIJNHK0ku/3dKl28wNN3QzH3yQ9qs6q/eRLE499VRz+umnm7x589qDoYRJkSJF7P/PPPNM+2+NGjXcmyWlI0eOmA8//NCcccYZ9nU599xzzaWXXmr/ny9fPtOyZUuzd+9e92ZJL/SdkwttkhlNS2lsA+SXFd+7RUnHcwEiWrWaaMqV+4/ZsmVfhrJkdfToUfP555+Hf0XLwbB3797mzz//tAfBFi1amJNPPtmWScBIdU0y+/bbb02JEiXs61GwYEHTtm1bc+DAAfPHH3+Yzz77zJx11lm27Pzzzzd9+/Z1b57UQt852iQjWzD23zZAVs0a4BYlnYQFyOzZm0zDhqNNhQq9TKVK/Uy7dpMzrab69de9NkDeemtKhrJkJGFQpkwZe8A76aSTzP333x/xl/OaNWvMFVdcYbeTS82aNc3atWvdzQJNqvaqVq0afg2eeOIJs2HDBnczs3PnTtOkSZPwmdzNN99sZs6c6W6WlELfOdokI1s1s78NEAmSZJewAHn++ZFm8uR1qV/cA2bHjt9tODRuPCbDdiGdO88yN97YPWLZ2LGrzejRK1N/lf95zPVBIwd/CYHQwfChhx6yIXE8EydONFdffXW4quaNN94w+/btczcLlF27dplmzZqFz8LKli1rpk2b5m6WwbJly1J/0FSyt5Gzu6eeesps2rTJ3SyppP/O0SaZ0aYVk2yATE9p4hYlnYQFiEtOi+VsRETabt++Q+buu/tELHvoocH2utq1vzTz5v16TFkQyMFeDvpy8JcDm4SBhEJ2SFXNJ598YgoXLhyuqunXr5+7me9J1V737t3N2WefbZ/nOeecY3r16mWr9rJj1KhRpnjx4vY+/vrXv5r27dubgwcPupslhfTfOdokM9q1ZaUNkPHdarpFSSfXAkROj+WsRGS2XUrK4ohlGzfuNk2bjg2XtWgxwfzyS8YqHT+Sg7wc7OVAJgd/CQEJA63ffvvNNGrUKFxVU65cOTNr1ix3M1+aMmWKufbaa+3zOuWUU8xrr71m9uzZ426WZYcPHzYdOnQwp512mr1PaXAfOnSou1ngud852iSPdeTQfhsgI967xS1KOjkOEI3ly7fZLoIrVmx3i7Jl1qyNpmbNIfYDfcstPcxnn802Bw4ccTfzhXnzltmDuxy45GAvB305+MfK0qVLzb333huuqnn66adTQ/cXdzNfWLdunXnsscfCVXvVq1c3q1evdjdT27p1a+qPm+dNnjx57P3feeedtot00OzZc8iMGbPK7N176Jjr3ZCgTTKj3k3OMANaXOxenXQSHiBz5myy4TF3bmwOXn/8cdSeqdx1V1p1V5UqA8w336xyN/Osbdv2m9atJ5nLLqtn/vrXK+xBXg728fL111+HG9qlS/Dbb79tDh069gDiVfv37zdvvvmmyZ8/v93/UqVKmQkTJribxcy8efNMhQoV7GNJmNSv3yA11He7m/mOnMF36DDNtm3Id6Z//+N31Y3WJpmMhrQpZbo3ONmYbFaVBk1CA0Qav++7r59ZvHiLW5Rju3cfNO+9NzX8If/730eYJUu2upt5xuHDR03PnvPDX+Jq1XqYceMSU7UkgfH++++Hq2qKFStmhg0b5m7mKf379zcXXnhhuGqvS5cudpxHIsho/4svvtgUKlQy9b1qbgYO/NH+cPGbhQs3m+bNx5myZT+3nznpotu1638znLVHColobZLJaPSH99pqrN/3xP5Y5icJCxD5lVO16gDz00873aKYWrPmt9RfiqPsh1y+KG3bfm+2b9/vbparvvturXnggUF2H2+/vZfp23ehDZRE27Jli3nuuefsSHY5MN91113mxx9/dDfLVbNnzza33HKL3T/pwtywYUOzY8cOd7O4kzEkH3yQYsqV+8S+bw8/nGKmT8/YPdhrJOjGjVtjnnpqePjgL+M7vvhiSYZR5iGZhURmbZLJ6Pvef7cBsu3neW5RUklYgIQ+eO4l/SClWJIuw9Wrpx2k5Vd+797zc+Ugnd7q1TtMvXpfh8NNxsJIl+bcNnfu3NTXqHz4IF2/fn07/Udu+vXXX1PPIv8eDre777479YxyibtZwklDsjQqhz6/0hV9/fpd7ma5Tto1Qj/aQvsqn70pU9bHrNZFXguZLyuzIAqy2SNa2QBZv/BrtyipJCxAcoMERp8+C2x3YfkCPfjgINv7K9GkD/077/wQrl6T3mfLlm1zN8t1gwYNMhdddJE9YMv0Hx999FHCqolCpHrt3Xffte0zsh8yVcvIkWm99bxEqoOefHKYfT9vvrm77ebqNkbnhk2b9piOHaeHq0Zl395447scd1iJZMCARfYxXn11fODHZLmWTP7UBsjSyZ+5RUkl0AESIr/ypSorVPcrVVxS1RVvUn0waNCP5s47e9vHlV+D0g7kZb///rtp06aNKVCggD2AlyxZ0owbN87dLC5GjBhhLrvsMvu4Mmnke++95+kGfvkl/9VXK8y99/az76+0EQwfvixXDqaLFm0x//zn+PBnXDqVdOkyy3bSiBepPahT50v7eNL+mEzWLRhpA2T2yDfcoqSSFAESIoOinn12pP3Ay9mAfOil8T0eZszYYB55JMU+1q239rDTQRw8mNhf8znx888/m9q1a4e7ylarVs2sXLnS3SwmFi9ebCpWrGgfR6qsnn32WbN582Z3M8+SA+nHH8+yXV3l/ZYBrrHqZRiNBNWECWvMM8/8r31DBtkOGbIkYZ81+XEmZ/by2D16JE97wLZ1c2yATO7znFuUVJIqQEKk77t095UPvZwdSONgrHrVSH34yy9/G/5Ct2w5MfVg6N9BjlOnTk19Htfbg7tME9K8efPU0I1NV1ZpDH/ppZdsu4vc/6233mrmzPnfvEt+s2HDbtOs2djwe//aa+PjMsBVAkuqj6pVGxh+rBde+Nq2+8WqfSM75Hnfc09fO2J95MjlbnEg7d/1q3mvzglmwNv3uUVJJSkDREjXRTkrkAGI8gWUAYlSr51e6MuZlYV15NfgRx/NtHXOcr2c2i9YEIxpVmS6kJ49e5qiRYvaA71MG/Kf//zHXq8h7Soff/xxePp56Z47YEBwZjaVAa6PPvqF/RzI50s+Z+kP7Nn5XKUnYdSp04xwm5581qRBXwbm5jZp05N2Fzmz/+GH9W5x4PyZ+tmvUCqvebTy1W5RUknaAAmRUbYyFYp8IaXqIb3QlzkrC+tMm/az/Vt+icmvsNyoB483OfP45z//GZ6w8Lrrrks9WPzgbhbV+PHjzVVXXWVvLwMCW7dubQcIBo28/1KVFBrgKm0UIdn5XAmpJpKG6lAnDDlrloF9W7fqXjd5vefPn2+++eYbuyRA6CJ/y/Xa92PmzA021KTKNv3zDSrpcCI/gpJZ0gdIyMqVOzI0rIe+zHI53sI6csCQEJEBV0G3atUq88ADD4TbRx5//HGzfn30X52a2wSBtLG540Wy87kSofEX0i1d/u8O/DsemRRSlvJ98cUXzZVXXhl+D6JdZDvZXm6XnUklpXpYGvJlkOK6dfEd85XbZAkAmRZIOp4kKwIkitCXmYV1IsvK2YSctbz66qs5OmsJmux+ruTHifyiz+5ZrSzbK21MoRUZ5SKTTt54442mTp06tredTGUjZx/yr/wt10u5bBe6jdxe7ierywDL+BN5DtJGoz1L8gNZGllen1jOw+Y3BEgUoS8zC+tkLlJ7xsCBA+106tJuItOry/U5bTcJknh/rmSGAenJFuqcIO+NnE3IvGFZ/bUs28n2crvQeyv3J/cr9388H344wz6Pxx//whPjY+JBJjyV12Xy5MluUdIgQKJI/2VmYZ3o3B5VsqaG/BvrnltBEM/PlYS0LGksr71MR//pp59mqwoqErm93E9oPXm5f3mcaKTTgAxglOciPcTctp4gkHFK8nrID6ZkRYBEkf7LzMI6WSNjOkLL78ocVvEaO+Jn8fhcyRLHtWrVsq+7DAJ96623Yj4IU+5P7jc0yFQeL9LSyiFHjhxN/VEx2j4fGeSY3So4r5MJPuV1kIlJvU7GrGR2yYmc3Trg3C8zC+tkXVbry5OR+9nJ6edK1i+RJXzlYFa6dGmzfHl8x2LI/cvjyOPJ48rjZ0bad0JTvgRttPp3331nX4MmTby/tG0swiKS2N9jgLhfZhbWQSy4n52cfK7k4F2iRAl7IJNGXZk1OBHkcUKNyPL40UJEuiGHJjbt1i04HShWrFhhn/+jjz7qFnkOAZILIn2ZWVgHORXps6P5XEn1UejMQ6blT3QHBXk8edzQmUi06ixZxKp8+ffMeedVNb17B2PQ6L59++xzlxkUvI4AyQWRvswsrIOcivTZ0XyuQm0eciaQ6PAIkccNnYnI/kSzaNFKc+aZF9iOFqNGjXKLfUk6FFxyySXu1Z5DgOSCzL7MLKyDnMjss5Odz5X0ggq1eSSq2ioz8vihNpHj9c6SsUPSM08a4mfMSOs44GeyrLI8H+m2npuOHNxndm9ZZTatmGTWLhiRGuzHDjZ1G85jFSg5vwcACSXjMOSXrxyE491gnlWyH7I/sl/HGyci3V5l1mVZmnjZsmVusa/cc889NjiP95xzYt/OjWbr2v/aYJB1SGQK+Um9nzGjOlU0Ka1Lml6NT8sQDGvnDz/mPmIVGK7Y3yOAuJLBfHLQktHjXiL7I/sl+3c8nTp1stvKWvObNm1yi33jmWeesc9D5hDLLmlDkW7ukyZNCs8G8PHbDc3wD2uYEe+WMwNaXJwhGNxL93onmYEtLjEj3y9vJnz+mJk+5GXz48SPzJFDx84AQIAAsN2jpQ1BBvXFepxHTsn+yH7J/mWlG7cMMJWD7zXXXGN27vTnvFktW7a0z8Ft09mwYYOZNWuWnUvsk08+Ma1atbJhc9ddd9lea7JgmtzOvdxW4gTT7rG0g32fpmeZL9pdY7756D67Bvucr9uYZT90N+t/HG22/zzf/L4n62c9BAgAO9pfDjSffebNpVRlv2T/ZD+PR9oNZO4t2f7222/P9bacrJCeZtJ9N3TWcN9999n9l1CQyRVDS0JHu0jASsN7hQoV7KSiTZs2NR06dLBVe3NmTjK/bVlrjh6J7Y8DAgQIsPnzf7XrmUcjU4rIxIYyN1VOpyeJF9kv2T/Zz6zs4+HDh02lSpXsgTU3e5MJWYVz5syZ9qyha9eu9uxCzhruvPNOOzvxqaeemiEM3EuRIkVsh4LKlSvbqjyZoFI6FshU+QsWLIg6XiaeCBAgoGSKDxlI2KDBaLfoGMOGDbMHqXr16rlFniL7J/sp+5sV8qv+hhtusLdp0KCBW5xje/bssY38MnJczhrat29vH+ehhx4yN910k50A1A0C95I3b1571iBnStJduVmzZqZjx472vqT8scces2HoVQRILojWpTJaGZBdt9/ey05/Ho3MjCsHK+kK62Wyf7Kfsr9ZJb/ML7/8cnu7f/3rX25xpmRNGekOLGHVpUsX8/rrr9uzhjvuuMMUL148PKlntIvMFC3zt8lZgwyMlLOGHj16mDFjxpiFCxeabdsyX/Hxl19+sfcht01GBEgU0UIiWhmQXY88kmLPQqINJ5BqFFmnI6tTsucW2T/ZT9nf7FizZk14+n9ZIkC6+E6cONGeNUio1K9f31SvXt2uV3LBBRdkCAL3IuMz5KxBwqR27drmlVdesb2/Bg0aZKdgX7t2rV2OICekyk3aNKQjQDIiQKKIFhLRyoDsql9/lP087dwZuSFZFuqS1e/k4OkHsp+yv+4CY8czb9688OJj0S5FixY11157ralSpYp5/vnn7VmDrD/z7bffmkWLFpnt27e7dx03UgUmY1qSEQESRbSQiFYGZFfr1pPs52nFisgHPhlnIAfOJ5980i3yJNlP2d/sjo+Q6qKCBQva8KlWrZrt6vvBBx+YwYMHmylTptizhj/+8NbaIqGlbf3QiyzWCJAoooVEtDIgu7p2/a/9PE2dGnmd+K+++soekN988023yJNkP2V/Zb+zI9QA365dO7fIs2rUqGH3ORmXtiVAogiFRLQLEAtDhiyxn6dhwyJP7TFgwAB7kJLxAn4g+yn7K/udVdJgnSdPHjs63evtPOn94x//sM9VzpCSDQESRbSQiFYGZNekSWvt5yn9+ujphSZPlPEJfiD7Kft7vMkV05PxFnKblJQUt8jT3n33Xbvf0jifbAiQKKKFRLQyILuWLNlqP0/t2092i6ygn4F8+eWXdnsZne03/fr189V7E0sESBTRQiJaGZBdW7fut5+nRo3GuEVWkNtAZMS6zKElM/RKLyy/CS1t+/LLL7tFgUeARBEtJKKVAdklo9FlRcJatYa6RVaQe2G99dZbdtu6deu6Rb4go9xl//2wtG2sESBRRAuJaGWARuXK/U3Fin3cq62gjgORqdxltPhpp50W1zU14kmmYpEAue2229yiwCNAoogWEtHKAI2nnhpubrihmzl0KPI4hyCORH/qqacC0X4gASjVcMmGAAE84pVXxtofJZnNyhu0ubBk5ltp95A5q7w8EWFWXHXVVTY0c3tp20QjQACPeO+9qTZAZGr3SII0G68caGUEt2znLsbkR6GlbXNruvbcQoAAHtGr13wbIGPHRh7RHKT1QPr27WsPuLIgUxCElrZdsOD4nQaChAABPGL06JU2QPr3X+gWhQVhRUJZC/z888+3a2wsXbrULfalnp1fN9WuP8HMmx59TZegIUAAj5g2bam56KLapm3bXm5RWBDWRA+tI964cWO3yLd+/K6rXbBp2ZTP3aJAI0AAj1i+fGXqwbegqVWrtlt0DFkqVQ7Ab7/9tluUq2R/ZL9k/zIjs+nmy5fPnHXWWWbnzp1usW+tXTDCBsicr1q7RYFGgAAeIUuvygG4fPnybtExZLzE6aefbgoUKGAHsXmB7Ifsj+xXtPEcsu65PMdPP/3ULfK1retm2wCZ3Pd5tyjQCBDAQwoVKmSKFSvmXp1BaHLF0qVL5/o6FPL4sh+yP9EmT5w0aZLdRlbv89qaHjm1f+cmGyDfdE6upW0JEMBDSpYsaat4sqJWrVr2gCy/6mVp1dwgjxs6q5D9yYwERihkZO6ooPnz6B+me72TzNB2pd2iQCNAAA+pWLGiPcjKynzHI1NolC1b1m7/3HPPJTxE5PHkceXxZT9kfzIT6p0liy8FVf9XLzB9mp7lXh1oBAjgIaGpPWRxpayQgWslSpQIn4kkqjpLHid05iGPH20AnTSWFylSxJ5ZReud5XfD37nJdHvxRPPH4cS8B15AgAAe0qJFC3tQ/uabb9yiTMnBO3QmItVE8W5Yl/sPVUfJ40YLD9GkSRO77euvv+4WBcq4T2vYdpDd29a4RYFFgAAe0qVLF3uw7d69u1sUlVQfhdpEpDeUTJEe63Eicn9yv3L/oTaPaNVWYtmyZXbA4HnnnXfcbf1u6qCGNkB+XZk8S9sSIICHDB8+3B6c27Rp4xZlifSCkq60ch8yqE+6y0abUiQr5PZyP3J/cr9y/9F6W6VXuXJle5s+fSJPUx8k88e8YwNk9ezBblFgESCAh8yaNcsecHOyuJKMw5DBfDIiXO5L5qaSmXEnTJiQ5angZTvZXm4nt5f7kfuT+402ziO90aNH29vddNNNSTFL7coZfW2ALBzf0S0KLAIE8JCNGzfag27VqlXdomyTBmuZk0omNpT7lItMOS6LPdWpU8ee5cjo8d69e9t/5W+5Xsplu9Bt5PZyP9lpAJfp2WU9EFlUSqZtTwablk20ATJjSFO3KLAIEMBDZLxEnjx5TJkyZdwiNamCkqoxOZuQg3ooGKJdZDvZXm6nqQLr2LGjvR+/LMEbCzs3L7cBMuHzx9yiwCJAAI+RmWql22u8yDKzsla59PSSs4/QRf6W64+3DO3xSK8sWaFPlqqVJWuTxeEDe2yAjPx38ixtS4AAHiPjKqTqZ9q0aTHvSZUIL7zwgj37kB5byWbQ68XMqA/udq8OLAIE8JCJEyfaZV7Tt1nIWItGjRqZfv36xX2MR07JGYxUwUmPrUQNavSSQ7/vMocPBru7cnoECOARgwcPtoEhB2Dp/iqj0mVuLLd9QrrRVqpUybRq1cqMHDkyS9OeJEqFChXsPg4dOtQtQgARIIAHfPTRR/bMI3/+/DYU0tu1a5cZN26crRJ68MEHTdGiRTOEyiWXXGJq1qxpOnXqZH744Ycct2NoDBkyxO7LHXfc4RYhoAgQIJe9+uqr9sAr4y2k3SMr1q9fb3/lN2vWzP7qL1iw4DGBEurJJT2pZNCfzK0Vz7EYMm5EQkweN6vzeMH/CBAglxw5csQ8/fTT9oB/4YUXmiVLlribZJnMjLtgwQLz+eef20GIMldV+rYUuUivKDk7aN68uRk2bJjZsGGDezdq7dq1s49Rr149twgBRoAAuWDfvn3haT5KlSplBxDGmjzG5MmTTYcOHezMuRdddFGGqq9zzz3XVK9e3bzzzjt25Pnu3bvduzkuCSI5A5K2GS+1xySadOHN7BJUwX1mgEfJQVam95ADuCxf+9tvv7mbxM3mzZvNiBEj7My499xzjx2v4YbK3/72N/PMM8+Yrl27mnnz5tkzpWieeOIJe7sPPvjALUoqQQ+LSJLr2QK5bO3ataZ48eL2gPvQQw95oqurVJ3JZIcNGzY0119/vTn55JOPCRRp2C9Xrpydll16iq1evTp82+nTp9sxKzJ2RaYvSWYECIC4kTYKqTKSg7I0bnt1XXAJNZm/6sMPPzS1a9c2V1xxRYazFGnwv//++8MTLY4ZM8a9m6RDgACIC1kHvFChQvZg27ZtW7fY86SaTWbXlX2X4ChcuHA4TKRxHgQIgDhISUkJDxCUXlJBIVVZMiZFenutWrXKLU46bsN5MgRKsJ8dkMs6d+4cHiAojddBIysnylmITPee7JIhMFzJ9WyBBHrttdfC7QVTp051iwNB2kvOPvts2403kb3JvIgAAZBj0u1VusFKeOR0gKAftG7d2j5XGUuSzAgQADkig/eqVKliD6gyQDCWo729Spa4zZcvn13HJJm78hIgANTSDxC87bbbkqpK57nnnrPPW6acT1YECAAVGSAYWi5WpgaRyQWTyeLFi+2AwmuvvdYtShoECIBsk9lnQwMEZTU+rw4QjDdZo0Reg0mTJrlFCCgCBMgBOViG5pOSxuRkNnbsWPs6VKtWzS1CQBEggJIsoBQaINitWze3OOnIeiMyEaOMe1mxYoVbjAAiQACFjz/+ODxAcPjw4W5x0urRo4c9C6lfv75bhAAiQIBsatGihT1InnHGGXb5WPzPwYMH7fQmBQoUMDt27HCLETAECJBF6QcIXnDBBbbnETJq06aNfY1kDXcEGwECZMH+/ftN1apV7YHxqquuMj///LO7Cf7f1q1bbdXeeeedZw4dOuQWI0AIEOA4tm/fbm6++WYbHrfeemtSDRDUqvuPuuaE0ieYPt/1cYsQIAQIEMW6devsansSHg8++GDSDRDUWrJxiTmx5YmmzNAybhEChAABMiEDBKUaRsKjbt26STtAUKvyN5XNCd1OMBM3TXSLEBAECBDB999/Hx4g+Oabb7rFyIJxG8bZAKk6pqpbhIAgQIB0ZE6rOnXqmJNPPtkOEPzss8/cTZANV39xtfnL538xy3cud4sQAAQIktbOnTvNt99+a9q3b28eeOABU6RIEXvGEboMGzbMvQmyqefynvYs5MUpL7pFCAACBElBupPOnj3bLjErZxihhvH0FxkYKLPJhhrMkXMH/zhozul3jinQo4DZfmC7WwyfI0AQSMuXLzf9+/c3jRo1MmXLlrVzVqUPC/n7xhtvNI0bNzYDBgwIz930+OOP2/LJkyc79witdnPb2bOQf839l1sEnyNA4HuykNNXX31lWrVqZe677z5z+umnZzi7KFmypHnyySftGcicOXMiDnCTaThOPfVUc84555ijR4+6xVDadmCbyd8jvzm337nm0NGMrzv8iwCBr8iI8KlTp5pOnTqZmjVrmksvvTRDWJx99tm2Ckqm0pApxnft2uXeTUQSQnL7evXquUXIoRemvGDPQnqt6OUWwccIEHjaokWL7AyvclAvU6aM7RmVPiwKFixoypcvb5o2bWqGDh1qB/5pPf300/Y+x48f7xYhh5btXGZO7HaiueaLa9wi+BgBAs/YuHGj7fnUvHlzc+edd9rqpPRhIdOnly5d2g7qk/U3FixYELOqpsOHD9tG9MKFC9tJExF7VcZUsWch4zcS0EFBgCBX7Nmzx0ycONG8++67dg3x0JKw6S8XXnihqVGjhunQoYMd2Ldv3z73bmJGuvPKYz777LNuEWJkwsYJNkAkSBAMBAgSQg7+TZo0sdVEsmqdGxYy6vuee+6xa22MGDHCbN682b2LuJKzGtmP0aNHu0WIodJDS9uqrHV79VWN8A4CBAnRrFmzcFjkzZvXXHfddaZhw4amd+/eZsmSJe7mCSVzXEnDu4RYpN5ZiB2ZF0vOQHYcZLGpICBAkBAyJXqox1SDBg3c4lw1adIku19PPPGEWwQgCgIECSPVUpdddpk9WL/99ttuca6RMyHZJ6YuAbKHAEFCrV692lYXnXjiiaZXr15uccL9+eefdsp26Q7MWh9A9hAgSDgZCS5ddE866aRcb7SeNm2aPfuQQYnwHum1JRd4E+8McoWMEJcp0+WX/8yZM93ihJEBiBIggwcPdosQJz/v/dm8PP1lc9WQq0zBHgXNqT1PNX/74m/m+cnPm9lbZx+zLQHibbwzyDUy2aEMDjzrrLPs5Ie54ZJLLjH58uUze/fudYsQB2M3jDWFehUylw+63AxZM8T2xvr9yO9m+ubp5sGxD2YICwLE23hnkKtkkKCcAciB/JdffnGL40qmd5fHlrVAEH/r9663Zxvn9z/fTrAYSdu5bY/5mwDxNt4Z5LrQGBGZpiSrEx/GggxalMft06ePW4Q4aDytsQ2DLou7uEWZIkC8jXcGuU56QskYDDmY33HHHXZa9UQoXry4bYeRlQkRf1emXGnDYNXuVW5RpggQb+OdgSfIZIYylUmoR1SsJknMjMzyK48l64cgMfL9J58NA1mlMKsIEG/jnYFnSEP29ddfbw/sMrgvnlq3bm0fp3v37m4R4oQACR7eGXjKli1bwqPVZUGoeJEJHWUcytatW90ixAlVWMHDOwPPkdHqRYsWtaPVe/bs6RbnmHQZloCSNUeQOKFG9K5LurpFmSJAvI13Bp40d+7c8Gj1UaNGucU5Imc2EiBdumS9NxByTqZwl268Fw640Gw/sN0tttrNbXfM3wSIt/HOwLPGjRtne0kVKFDAzJgxwy1Wk6nkZQDjpk2b3CLEWWggYfHBxc0Xa74wvx38zQ4knLFlBgMJfYh3Bp42YMCAmI5W/+mnn2zV2K233uoWIUFkQKFMZVIypaTJ3yO/PSspNaSUqTu5rpmzbc4x2xIg3sY7A8/r2LFjeLR6Ts8aQiPfO3Xq5BYByCYCBL7wyiuv2AP/Nddck6PR6uXKlbNnIOvWrXOLAGQTAQJfiMVo9Y0bN9rwKFu2rFsEQIEAgW/IaPV7773XhsgjjzyS7dHqnTt3trd955133CIACgQIfEVGq99www02CF566SW3OKrbb7/d3m7lypVuEQAFAgS+I6PVL7/8chsG7du3d4sjktvkyZPHtqEAiA0CBL60Zs2a8Gj1Hj16uMUZdOvWzQZO27bHrjcBQI8AgW9lZ7R6qO1k8eLFbhEAJQIEvjZ+/PjjjlbfsWOHyZs3rylRooRbBCAHCBD43sCBA+1o9cKFC5tly5a5xaZXr1727KNly5ZuEYAcIEAQCDKyXELi4osvzjBa/f7777dlUuUFIHYIEARG8+bNw6PVQ8vU7t6925xyyimmWLFiztYAcooAQWDIaPU6derYEJExHwcOHLDVW/K3TIUCILYIEASKjFavVKmSDY2HH37Y1KhRw/4/swZ2AHoECAIn/Wh16eJ7wQUX2LMTALFFgCCQZK3z8847z4bIAw884BYDiAECBIE1Z84cU6pUKTNz5ky3CEAMECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACr/B5fQx3XCmkR2AAAAAElFTkSuQmCC)
PN: 4H56-7-7D
CAS: 1001518-98-4
Molecule Weight: 296.68
Formula: C10H12ClF3N4O
![3-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanenitrile](data:image/png;base64,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)
PN: 3H37-3-1K
CAS: 1006343-68-5
Molecule Weight: 203.168
Formula: C8H8F3N3
![(1Z)-N'-Hydroxy-3-[5-methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanimidamide](data:image/png;base64,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)
PN: 4H47-3-0J
CAS: 1006353-07-6
Molecule Weight: 236.198
Formula: C8H11F3N4O
![2-Methyl-3-[3-methyl-5-(trifluoromethyl)-1H-pyrazol-1-yl]propan-1-amine](data:image/png;base64,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)
PN: 3H30-3-8S
CAS: 1006348-75-9
Molecule Weight: 221.227
Formula: C9H14F3N3
TSCA: Not listed on TSCA inventory