| Product Number | 4H53-1-X8 |
| Synonyms | 1-(3-Chloro-4-methylphenyl)tetrahydro-2H-imidazol-2-one |
| CAS | 1031927-20-4 |
| MDL Number | MFCD09998747 |
| Molecular Formula | C10H11ClN2O |
| Molecular Weight | 210.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H53-1-X8
CAS: 1031927-20-4
Molecule Weight: 210.66
Formula: C10H11ClN2O
PN: 4H48-5-16
CAS: 52420-29-8
Molecule Weight: 231.08
Formula: C9H8Cl2N2O
PN: 4H53-1-Q7
CAS: 144655-81-2
Molecule Weight: 187.202
Formula: C10H9N3O
PN: 4H53-7-0C
CAS: 848759-04-6
Molecule Weight: 214.62
Formula: C9H8ClFN2O
![1-[4-(Trifluoromethyl)phenyl]imidazolidin-2-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB91AAAfdQFlLg8PAAACRHpUWHRtb2xTb3VyY2UAAHichZXbjpswEIZfZeTrxgcOhkQhq2hXkSrttlJ3K/WucsDJIgW8AnJ6+44hJ0gKCWHM+P/G2DN2pk+HbAM7XZSpySMiKCeg89gkab6OyO+PxSgkT7NpjCIU5mVEPqvqa8LYfr+n8afO1MHkNDYZafonhzJtafYuNcWaOZwL9uft9b1mRmleViqPNVJlOilr56uJVVW/xX+GYJkqdmnOGjnLil0T7a/D7cXpoUzIdS7P2DdHFFbpRsPKFJmqYOdwihf/Bmud60JVOoHlEd0u9XDus+nbi4m3mc4rbNoIaaw271WxjdGRmY2OtxgMG99fIpIJBFRlsnlRqCPYlnUrAcoB5YLyQPmgJKgAVAhqDEpw/GG/QIFAhUCJQI2QuO4bbQf+OH7piCzgGRZg79fvj8v9Jy6cY9Plum4AJzOyU5MuODQMrl6HShl4Z3Ny4grg52wuSj8YSzSC1xJfNsowCGGEmkCGBI52WI+KwHIY1H1ksYzG1nLqYuIhpEFYGy6uT+dOST0by8fhvBAwMufO2ZycknKPB7jW7LLYs+nS5MlNE9IkIktB6iz80qvSOSWCgCkSXeBb2wBWegs4bcCmrR9w7wCvH/DuAL8f8NuALaALMH8EyDZgy60fCNqALc5+IGwDtpT7gXEbqAu/n7D9nWkPIuLutayrb21FJ9/NVhxgOilvtu4A08l6s9UHmE7im6NhgJEP5jPEdNJ/Pn5OjHNl2M0eY+fDD5t3ByO7OTUZ/lfM/gFm+9bcpLwePAAAPjxJREFUeF7t3Qe4FEW6xnFQRBAJihlQwAAu4HoVVwVRFnAJLouLoggi4Qq4XsTdFXVXZBVFxCygqIAEBYRLMqGIgaAkkWBEMBAUBJGc43fPN9xpeqrP4QxzemaqZv6/56lnV7q6p6d6Tr8z3V1VhQQAgAQUMv8BAIB4ECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIIAFXupU6IgLkG58CgELmOEQTwHSjU8hYAEzHOIpQLrxKQQsQDDARXxaAQsQIHARn1bAAgQIXMSnFbAAAQIX8WkFLECAwEV8WgELECBwEZ9WwAIECFzEpxWwgD9A4imADfgkAhYwAyK/AtiATyJgATMg8iuADfgkAhYgHOAiPq2ABQgQuIhPK2ABAgQu4tMKWIAAgYv4tAIWIEDgIj6tgAUIELiITytgAQIELuLTCliAAIGL+LQCFiBA4CI+rYAFCBC4iE8rACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECGChAwf2y4/zx8nP37xvLgKsQYAAFpr35n+8nuk/fPa/5mLACgQIYKF3+jbyAmTOuLvNxYAVCBDAQpP6NvQCZPa4buZiwAoECGAhAgQuIEAACxEgcAEBAliIAIELCBDAQgQIXECAABYiQOACAgSwEAECFxAggIUIELiAAAEsRIDABQQIYCECBC4gQAALESBwAQECWIgAgQsIEMBCBAhcQIAAFiJA4AICBLAQAQIXECCAhQgQuIAAASxEgMAFBAhgIQIELiBAAAsRIHABAQJYiACBCwgQwEIECFxAgAAWIkDgAgIEsBABAhcQIICFCBC4gAABLESAwAUECGAhAgQuIEAACxEgcAEBAliIAIELCBDAQmMfayhP3FwoUqaNIkBgJwIEsNCT3RpK26sKRcroAQQI7ESAABb6n3YN5aLKhSLlmUcJENiJAAEs9OcmDeXYIoUi5V/3ECCwEwECWKhhw4ZSqFChSOnWjQCBnQgQwEIECFxAgAAWIkDgAgIEsBABAhcQIICFCBC4gAABLESAwAUECGAhAgQuIEAACxEgcAEBAliIAIELCBDAQgQIXECAABYiQOACAgSwEAECFxAggIUIELiAAEFoojPoHUlB7giQ+JmfqXgKwkFLIjTmH2k8BbkjQOJnfqbiKQgHLYnQmH+k8RTkjgCJn/mZiqcgHLQkQsMfaHgIkPjxuUsfWhyh4Q85PARI/PjcpQ8tjtDwhxweAiR+fO7ShxZHaPhDDg8BEj8+d+lDiyM0/CGHhwCJH5+79KHFERr+kMNDgMSPz1360OIIDX/I4SFA4sfnLn1ocYTG/4ccT8nLprVLZcmsYWkp33wyTGZPGSbvvT5M/ve1YTJsWHpKjRo1vABp3LhxYHkqy/gxw+T9N4fJpx8Mk29nBtss2eW7uSNl+8ZV5sfEY36u8isID62J0Jh/qPmV3Py2cqEM+tsxgbqpKs+2KyR/+1MhqVe9kJQ/8eAJPNtL5VNzQuy/CsnfmxSSF24NtlkqyvB/lJVd29abH5cIs25+BeGhNREa8w81v5Ib/cZp1ktlIUCCxYYA0bJu+WfmxyXCrJdfQXhoTYQmjD/SPbu2yrv9r5FR/66YljKkW0W5v01FafWninLZhRWlYsX0lKJFi3on8OOPPz6wPJXlypoVpd01FeWh9hVlxL3BNktFmTGis8iBA+bHJSKMzx0SQ4sjNPwhh4eb6PHjc5c+tDhCwx9yeAiQ+PG5Sx9aHKHhDzk8BEj8+NylDy2O0PCHHB4CJH587tKHFkdo+EMODwESPz536UOLIzT8IYeHAIkfn7v0ocURGv6Qw0OAxI/PXfrQ4ggNf8jhIUDix+cufWhxhIY/5PAQIPHjc5c+tDhgIQIELiBAAAsRIHABAQJYiACBCwgQwEIECFxAgAAWIkDgAgIEsBABAhcQIICFCBC4gAABLESAwAUECGAhAgQuIEAACxEgcAEBAliIAIELCBDAQgQIXECAABYiQOACAgSwEAECFxAggIUIELiAAAEsRIDABQQIYCECBC4gQAALESBwAQECWIgAgQsIEMBCBAhcQIAAFiJA4AICBLAQAQIXECCAhQgQuIAAASxEgMAFBAhgIQIELiBAAAsRIHABAQJYiACBCwgQwEIECFxAgAAWIkDgAgIEsBABAhcQIICFCBC4gAABLESAwAUECGAhAgQuIEAACxEgcAEBAliIAIELCBDAQgQIXECAABYiQOACAgSwEAECFxAggIUIELiAAAEsRIDABQQIYCECBC4gQAALESBwAQECWIgAgQsIEMBCBAhcQIAAFiJA4AICBLAQAQIXECCAhQgQuIAAASxEgMAFBAhgIQIELiBAAAsRIHABAQJYiACBCwgQwEIECFxAgAAWIkDgAgIEsBABAhcQIICFCBC4gAABLESAwAUECGAhAgQuIEAACxEgcAEBAliIAIELCBDAQgQIXECAABYiQOACAgSwEAECFxAggIUIELiAAAEsRIDABQQIYCECBC4gQAALESBwAQECWKhOnTpegHTt2tVcDFiBAAEssnv3bnnsscfkqKOO8gLk2GOPlVdffdWsCqQdAQJY4o033pBzzjnHCw6zXH755TJ37lxzNSBtCBAgzb7++mtp0KBBIDAKFy6c67+1bdtWVq9ebW4GSDkCBEiT9evXS5cuXaRIkSKBoKhXr558+eWX8uGHH0r16tUDy0uWLCmPPPKI7Nq1y9wskDIECJBie/fuleeee05OPPHEQDCcffbZMnHixJj6+/btk+eff17Kli0bqF+5cmUZP358TH0gVQgQIIU++OADqVatWiAI9BdF7969IzfR87Jhwwa544478vzF8sUXX5irAElFgAAp8P3330uzZs0CJ369p9GuXbsjuqfxzTffyNVXXx3YlgbL3/72N/ntt9/MVYCkIECAJNqyZYvce++9kUdxzRO+PlX16aefmqvE7c0335Rzzz03sN0TTjhB+vbtG7lUBiQTAQIkwYEDB2To0KFy2mmnBU7w5cuXlxEjRpirJEQveT3++ONSqlSpwOucf/758t5775mrAKEhQICQzZw5U2rWrBk4oRcrVkx69Ogh27ZtM1cpsDVr1kiHDh1iOiBGy5///GdZunSpuQpQYAQIEJKffvpJWrduHTiBa7nhhhtk+fLl5iqh++yzz+SKK64IvH7RokUjY2pt3rzZXAVIGAECFNCOHTukZ8+ectxxxwVO3BdeeKFMnz7dXCXpRo0aJWeeeWZgf0455RQZPHiw7N+/31wFOGIECFAAo0ePlrPOOitwoj755JNl4MCBaT1Ra7A9+OCDuQbbRRddJDNmzDBXAY4IAQIkYMGCBXLllVcGTszHHHOM/POf/5RNmzaZq6TNypUr5aabbgrsq5aWLVvKihUrzFWAuBAgwBH49ddf5dZbb5Wjjz46cDJu0qSJLFmyxFzFGh9//LFcfPHFgf0uXry4PPDAA7J9+3ZzFeCwCBAgDnv27JEnn3xSSpcuHTgBV61aVd59911zFSvpJbWXX35ZTj311MD7qFChgowcOdJcBcgTAQLk4+2335bzzjsvcMItU6aMPPPMM5FwcY0+jXXPPfdEns4y31ft2rVl3rx55ipAAAEC5GHx4sUxU8tGi16+6ty5s6xbt85cxTnfffedNG3aNPAetT9J+/btI/1LgLwQIIBh48aNcuedd0ZuiJsn1rp168rnn39uruK8KVOmyO9+97vA+9Ue7n369DnsII/IXgQI8P902PQXXnhBTjrppMCJtFKlSjJu3DhzlYyiY2f169cv12HmdaZEnTER8CNAgBwfffSRXHDBBYET5/HHHy+9evXKqombdKKr22+/Pddh43XmRJ1BEVAECLLajz/+KM2bNw+cKHWY9TZt2siqVavMVbKGzohYv379QNtosOhMiho0yG4ECLLS1q1bpXv37rkOs37ppZfK7NmzzVWyls6QqDMlmu2kl7p0ZkWGjc9eBAiyig6zPnz4cDnjjDMCJ0T9N12mdRBLb6I/+uijkZkTzXbTGRZ1pkVkHwIEWUN/VeivC/MEqL9C9NeI/irB4f3yyy+RGRRzGzZeZ1zUmReRPQgQZDy9j6H3M/S+hnnSu+666yL3QWyj41MtW7bM2nGqdCbFWrVqBdpTOybqDIw6EyMyHwGCjKVPTukTVPoklXmi0yeu9MmrVNNLQXpzesKECZH+FW3bto38KqpYsWKuj8/6iy7Xelpf19P1dTu6vXT109CZFXWGRXNfdSbGIUOGcDkwwxEgyEhjx46N9N0wT2zax0P7emifj1TQG8yzZs2KBJk+0aQDF5r7FEbR7er29XX09VJ5Y1tnWNSZFnXGRXO/dGZGnaERmYkAQUZZtGhRpLe4eSLTXuXau1x7mSfbzp07ZcyYMZF7ArnddE5F0dfV19f90P1JBZ1xUWdeNPdFi87UqDM2IrMQIMgIOi6Vjk+V2zDrOp6VjmuVbDpBU8eOHXMdsdcseq+gevXqkT4oes9AR8gdNmyYTJ06NVI0CPUeiP5v9N90udbT+rqerp/bYIhm0f3R/UrVBFI6A6POxGjuh05spTM36kRXyAwECJymI+HqiLg6Mq55wtIRdHUk3WTSS0VDhw6VKlWqBF7fX8qVKxe5ka/3Bb799ltzMwWi29Pt6vb1dczX9hfdT93fZF/i0mHjBw0aFJmZ0dwHncFRZ3KE+wgQOEvn4NC5OMwTlH7j1rk7kjnMut6gHzBgQOSmtvn60XL55ZdL//79Uz7JlL6evq6+vrlP0aL7rfuf7CFadGZGnaExt19KderUiczsCHcRIHCOniB19j/zhKSXr3S2QJ01MFn0qaLBgwfL6aefHnj96IlZbyjrMOk20P3Q/ckr6PR96PtJ9tNSeR0z7U+ix2zt2rXmKnAAAQJnRL/N5jbMus5PnuxvswsXLszzW732iUj25bKC0v3Lre+GFn1f+v6S7XC/Gp944omk/mpE+AgQWE+vpw8cODBt19M1uLp27Zrn6LR6g9slur+63+Z70fen71PfbzKl+74VwkOAwGp5PdFTokSJyBM9yX5EVfsw6Fzh5uvrPn3yySdmdafo/ufWtvp+U9F3w4Yn51AwBAislO4+BXpP4LHHHgv86tBLLX379k1ZR8Rk0/eh78d89Fjft77/ZN8bUTrD4+H67mzYsMFcBZYgQGCVw/VqvuSSS1L2zTi3G7433nijrF692qyeEfR96fsz37O2Q6rmftcZH20YPQDxI0BgDR0uPLd+DDqukvZdSMW3Ye1TofdV/K+vl8u0E1820Pep79f//rU9wu67kpfDjV+mc7br2FuwBwECK/z+978PnDB0mPV//etfKRvZde7cuYH50HWui2ybwlXfr75vfztou2j7pMrhRlC++eabzepIEwIEVjBvpKZ6bonJkycHvvXecsstsn37drNqVtD3re/f3x7aPtpOqTRnzpzAHC76NB7sQIDACv6Tt07ulEo64KDZt+S+++4zq2UlbQd/u2g7aXulkl66bNq0qbcP+msVdiBAYAX/paPXXnvNXJw0+o3aHx7aM1qfSsIh2h7+GQi1vVL9S8QfZH/84x/NxUgTAgRWSEeA6DV9/w1jHa8pVa/tGm0X/3hW2m6pvCdCgNiJAIEVUh0g+lSR/zX1G/aoUaPMavDR9vH/EtH2S9XTWQSInQgQWCGVAaL9GsxHdblsFR9tJ3+7aTumop8IAWInAgRWSFWA6A1Zs5MgN8yPjHljXdsz2X10CBA7ESCwQqoCRIfn8J/8tK8Bjpy2m78dtV2TiQCxEwECK6QiQHQYFP8TV9pZLlv7eRSUtpu/s6G2azKHmSFA7ESAwArJDpDNmzfHjKqrTxFlWw/zsGn7+Z9i0/bVdk4GAsROBAiskOwA0XkuotvXki1jWyWbtqO/XbWdk4EAsRMBAiskM0B0pj3/UCktW7Y0q6AAtD2jbavtnIyZDQkQOxEgsEKyAkSfDvJPQ6vzXmTqkOzpou3pn09E2zvsp7IIEDsRILBCsgJk0KBB3na10N8jOcz+IdruYSJA7ESAwArJCBCdW+KMM87wtqvTtzIpUXJou/qnx9V21/YPCwFiJwIEVkhGgAwYMCDmW7Hrc5jbTtvX397a/mEhQOxEgMAKYQfI3r17pWLFit42GzRoYFZBEmg7R9tc21+PQxgIEDsRILBC2AFiPl46depUswqSQNvZ3+5hPS5NgNiJAIEVwgwQfQKoatWq3vZq1aplVkESaXtH216PQxhPZBEgdiJAYIUwA2TGjBkx34InTZpkVkESaXv721+PR0ERIHYiQGCFMAOkY8eO3rYqVaoUyjdgxE/bW9s9egz0eBQUAWInAgRWCCtAdu7cKWXKlPG21aNHD7MKUkDbPXoM9HjocSkIAsROBAisEFaAjBkzxttO4cKFZenSpWYVpIC2u7Z/9FjocSkIAsROBAisEFaANGvWzNuODqmB9PEPIaPHpSAIEDsRILBCGAGifQ5Klizpbad///5mFaSQtn/0WOhxKUifEALETgQIrBBGgMyaNcvbhpYlS5aYVZBC2v7+46HHJ1EEiJ0IEFghjADp1auXt41y5cqZi5EGehyix0SPT6IIEDsRILBCGAFSv359bxvMdW4H/9zpenwSRYDYiQCBFQoaILt375bixYt72xgyZIhZBWmgxyF6TPT46HFKBAFiJwIEVihogHz11Vfe+lp4fNcOehz8x0WPUyIIEDsRILBCQQNk/Pjx3vrHHnss835YQo+DHo/osdHjlAgCxE4ECKxQ0ADp3bu3t361atXMxUgjPR7RY6PHKREEiJ0IEFihoAHStm1bb/3mzZubi5FGejyix0aPUyIIEDsRILBCQQPksssu89b/97//bS5GGunxiB4bPU6JIEDsRIDACgUNkDPPPNNbf+DAgeZipJEej+ix0eOUCALETgQIrFDQADnhhBO89Qs6cB/C5R/gUo9TIggQOxEgsEJBA6RIkSLe+u+88465GGmkxyN6bPQ4JYIAsRMBAisUJEB27Njhravl448/NqsgjfR4+I+PHq8jRYDYiQCBFQoSIGvXro05QS1atMisgjTS4+E/Pnq8jhQBYicCBFYoSIAsX7485gTFKLx2MUfl1eN1pAgQOxEgsEJBAoRfIHbjF0jmIkBghYIECPdA7MY9kMxFgMAKBQkQxVNY9uIprMxFgMAKBQ0Q+oHYi34gmYsAgRUKGiD0RLcXPdEzFwECKxQ0QBgLy16MhZW5CBBYoaABwmi89mI03sxFgMAKBQ0Q5gOxF/OBZC4CBFYoaIAwI6GdmJEwsxEgsEJBA4Q50e3EnOiZjQCBFQoaILt375bixYt72xgyZIhZBWmgxyF6TPT46HFKBAFiJwIEVihogKj69et722jTpo25GGmgxyF6TPT4JIoAsRMBAiuEESC9evXytlGuXDlzMdJAj0P0mOjxSRQBYicCBFYII0BmzZrlbUMLo/KmlzkKrx6fRBEgdiJAYIUwAmTv3r1SsmRJbzv9+/c3qyCFtP2jx0KPix6fRBEgdiJAYIUwAkQ1a9bM287ll19uLkYKaftHj4Uel4IgQOxEgMAKYQWIf+C+woUL8zhvmmi7a/tHj0VBB7gkQOxEgMAKYQXIzp07pUyZMt62evToYVZBCmi7R4+BHg89LgVBgNiJAIEVwgoQ1bFjR29blSpVkgMHDphVkETa3tru0WOgx6OgCBA7ESCwQpgBMmPGDG9bWiZNmmRWQRJpe/vbX49HQREgdiJAYIUwA0S/AVetWtXbXq1atcwqSCJt72jb63EI4xcgAWInAgRWCDNA1LBhw2K+BU+dOtWsgiTQdva3ux6HMBAgdiJAYIWwA0T7HFSsWNHbZoMGDcwqSAJt52iba/sXpO+HHwFiJwIEVgg7QNSAAQNivg1/8sknZhWESNvX397a/mEhQOxEgMAKyQiQXbt2yRlnnOFt98ILL2SekCTRdtX2jba1tru2f1gIEDsRILBCMgJEDRo0KOZbcd++fc0qCIG2q7+dtd3DRIDYiQCBFZIVIPoEkH9IjdKlS8vq1avNaigAbU9t12gba3uH8eSVHwFiJwIEVkhWgKiFCxfK0Ucf7W2/ZcuWZhUUgLZntG21nbW9w0aA2IkAgRWSGSCqa9eu3va1hPV4abYzH5fWdk4GAsROBAiskOwA2bx5s1SoUMF7jRIlSsjXX39tVsMR0PbTdoy2qbavtnMyECB2IkBghWQHiJo5c6Ycc8wx3utUq1ZNtm/fblZDHLTdtP2ibantqu2bLASInQgQWCEVAaIee+wx73W0MHd6YvxznWvRdk0mAsROBAiskKoA0aeDmjRpEnPy05MT4uc/mWvR9gz7qSsTAWInAgRWSFWAqHXr1slZZ50VcxKkf0h8zP4e2o7anslGgNiJAIEVUhkg6ttvv415zaOOOkpGjRplVoOPto+2U7TNtP20HVOBALETAQIrpDpA1Ny5c2OeIipatGjKXts12i7aPtG20nbT9ksVAsROBAiskI4AUZMnT455Mku/YXM5K5a2h/+Xh7aXtlsqESB2IkBghbJly6YlQNSYMWNiQkQLN9YPMm+Yaztpe6Wafz+uuuoqczHShACBFfwn8IsuukiWLl1qVkkq/UZ9/PHHx5wsb7nllqztJ6LvW9+/vz20fVL9y0Np/5LTTz/d2w/tsAg7ECCwwrHHHhtzstLr7XfffXfSejbnRq/p+y+ladHOctnWY13fr7+ToBZtl1Te81A//fSTtG7dOmY/CBC7ECCwQv/+/aVYsWKBk8Upp5wigwcPlv3795urJIU+VWQ+4qs3jLNl7Cx9n/4HC7Roe6TqaSu1c+dO6dmzZ2A/tOiovx988IG5CtKEAIE1duzYIQ888IAcd9xxgROHXtb6+OOPzVWSQvs1mJ0Ntdx4440ZOxS8vi99f+Z71nZIRT+PKL2/Yga4lpNPPlkGDhyYsi8SiA8BAuusWLFCbrrppsBJRIsOHa7Lk017VuvwHEWKFIl5ff0GrE8lZcrMhvo+9P345/PQou9b33+ye5hHLViwQK688srA8dZ7Y//85z9l06ZN5iqwAAECa+kvjosvvjhwUilevHjkl0oqbnDrDVz/KL7RotO3uj7Huu6/fxraaNH3m8yBEf1+/fVXufXWW2Pma4kW/fWzZMkScxVYhACB1fSSxcsvvyynnnpq4ASjJ7qRI0eaq4ROv/3qPBfmrxEtDRo0kKlTp5qrWE33V/fbfC/6/vR9puLb/p49e+TJJ58M/PLRUqVKFXn33XfNVWAhAgRO0Kex9Kksf2/oaKldu7Z89tln5iqh05n2/NPj+kutWrXk7bffNlexiu6f7qe571r0fSVjJsHc6H6cd955gX0oU6aMPPPMM5FwgRsIEDjlu+++k6ZNmwZOPtpTukOHDrJmzRpzlVDpPQF9KszfL8FfKlasKD169Ijspw10P3R/dL/MfdWi70PfTyrudSxevFgaNmwY2Ae9fNWpU6eU3qxHOAgQOGnKlCly/vnnB05GpUqVitz83b17t7lKqHbt2iUDBgzI88SsRb/V6+PJqb6Or6+nr5vXryUtut+6//o+km3jxo1y5513Bnr7a6lbt64sWrTIXAWOIEDgrL1790q/fv3kxBNPDJyYzjnnHHnjjTfMVUKn+zB06NDIdXtzH/ylXLlykUmYhgwZEnqfCt2eble3r69jvra/6H7q/up+J5s+4fXiiy8GOmdqqVSpkowdO9ZcBY4hQOC83377TW6//fY8b3Knqif5jBkzpGPHjrneGDaL3supXr26NG/eXO69997IgwLaiU9vcGvRb+XLli2L/G/033S51tP6up6un9s9IbPo/uh+6f6liu7vBRdcENgXHQ7l4YcfTskvHyQfAYKM8eWXX0q9evUCJy0Nli5dusj69evNVZJCe1Jrh7hmzZpJyZIlA/uTiqKvq6+v+6H7kyo//vijXHfddYH9KVy4cOQX0s8//2yuAocRIMg4EyZMkMqVKwdOYjri73PPPZeSyzdR+lqzZs2SXr16Sf369SN9WMz9CqPodnX7+jr6eql8j2rr1q3SvXv3wJhmWi699FKZPXu2uQoyAAGCjKQ30Xv37p3rLwAdKDBd4ynpfukvJQ25Pn36SNu2bSMnWL2pndu9HH/R5VpP6+t6ur5uR7eX7IcG8qJPbw0fPlzOOOOMwP7qv+myVDzhhfQgQJDRdIyndu3aRS6hmCe4a6+9Vr7//ntzFSvocC16DyQVw7Ykas6cOZEwM9tVf4Xo/B36qwSZjQBBVvj0009zfaxVT3b/+te/ZMuWLeYqyMOqVasic4XkFsp6c1/vgyA7ECDIKq+++qqUL18+cOI77bTTIo+3crklb/rklN5jMSfe0lKjRg356KOPzFWQ4QgQZJ1t27ZFemfnNv/IJZdckrKBBF0ybty4SN8Ns720j8cLL7yQMaMT48gQIMhay5cvlxYtWgROilp0JjydES/bff7555He4mb7aK9y7V2+YcMGcxVkEQIEWW/69Om5DmuuM+LpzHip7EdhCx2XqnPnzrkOs67jWem4VgABAsjBYeN1xjud+c48YeoMedohLxvoSLg6Iq6OjGu2g46ga/uIw0gtAgTw0bkwdAa83Ab+0xnzdOa8TKVzcFStWjXwvnUolCeeeIJh1hFAgAC50BFtc5sXXS/p6Ax6OpNepsjrveoQ+fpe165da64CRBAgwGEc7lu5zqjn8rdy/bV111135TogY506dTL61xbCQYAA+ci0+wJ6v2fQoEF53u8ZPXq0uQqQKwIEiFMmPJmU1xNnxx13XOSJsx07dpirAHkiQIAjpHN0HK5vhM7AZxvt83LDDTcE9lkLfV6QKAIESJDOqGd77+xor/vchpGvWbMmve5RIAQIUACHGx9KZ+TTmfnSZcSIEXmO+6VT4DLuFwqKAAFCoCPU6ox7uY1QqzP0pXKEWh15uFatWoH90KetdDpcRh5GWAgQIEQ6815ec2TojH3JnCPjl19+icx9ov03zNfX6W1tnfsE7iJAgJClepY+nY3w0UcftW72RWQ+AgRIEv21oTPzJXOe8IkTJ8rZZ58d2L5Of5vq+d+RfQgQIMn0/ofO1Gee5PV+id430fsnR0rnQa9fv35gm0WKFJEuXbrI+vXrzVWA0BEgQIrojH36ZJZ50tcnuPRJLn2iKz8aDLfffnskKMztNGjQQL7++mtzFSBpCBAghbRviPYR0b4iZgBonxKd+S83eimqX79+kUtT5nrnnHOOvP766+YqQNIRIEAa6Ex+2ms9t2HjtZe7zgQYNWXKFPnd734XqFeqVCnp06dP5CY6kA4ECJBGOn6WjqNlhoOOt6XT7ea2TB/Tbd++vaxZs8bcHJBSBAhgAR3RV0f2NcPCLLVr15Z58+aZqwNpQYAAltBh43WOEZ1rxAyOChUqyMiRI81VgLQiQADL6GyH/pvl+uTW9u3bzWpA2hEggIX89z66detmLgasQIAAFiJA4AICBLAQAQIXECCAhQgQuIAAASxEgMAFBAhgIQIELiBAAAsRIHABAQJYiACBCwgQwEIECFxAgAAWIkDgAgIEsBABAhcQIICFCBC4gAABLESAwAUECGAhAgQuIEAACxEgcAEBAliIAIELCBDAQgQIXECAABYiQOACAgSwEAECFxAggIUIELiAAAEsRIDABQQIYCECBC4gQAALESBwAQECWIgAgQsIEMBCBAhcQIAAFiJA4AICBLAQAQIXECCAhQgQuIAAASzUvHlnKV26eqTcf/+T5mLACgQIYKGbb+4tFSq0jJRevUaYiwErECCAhTp3HiXVqz8cKU8++b65GLACAQJYqEuXSXLxxS9FyrPPzjYXA1YgQAALESBwAQECWIgAgQsIEMBCBAhcQIAAFiJA4AICBLAQAQIXECCAhQgQuIAAASxEgMAFBAhgIQIELiBAAAsRIHABAQJYiACBCwgQwEIECFxAgAAWIkDgAgIEsBABAhcQIICFCBC4gAABLESAwAUECGAhAgQuIEAACxEgcAEBAliIAIELCBDAQgQIXECAABYiQOACAgSwEAECFxAggIUIELiAAAEsRIDABQQIYCECBC4gQAAL3Xnnu16A9Os311wMWIEAASw0ceLiSHhcdtkgWbDgF3MxYAUCBLDU8uUbZe3abeY/A9YgQAAACSFAAAAJIUAAAAkhQAAACSFAAAAJIUAAAAkhQIA0iXYUjJbXX19sVsmVfx0gnQgQIE3MAGnSZKTs3r3PrBZAgMAWBAiQJmaAaHn11c/NagEECGxBgABpYoaHlnr1hsu2bbvNqjEIENiCAAHSxB8ETZuO8v7/Cy/MM6vGIEBgCwIESBN/EEyatNT7/3XqDJH163eY1T0ECGxBgABp4g+C/fsPyA03jPX++/HHZ5rVPQQIbEGAAGliBsG0acu8/9Zh3Fet2mKscZC5HpAuBAiQJrkFQbt2E71/+89/ph6q7JPbekA6ECBAmuQWBPPmrfL+7ZJLBsoPP2zwrXFQbusB6UCAAGmSVxDcfvuh+dD/8Y/JMctUXusBqUaAAGmSVxB88806qVnz0LIvvlgbszyv9YBUI0CANDlcENxzz/veso4d34xZdrj1gFQiQIA0OVwQLFu2MXIPJLp85syV3rLDrQekEgECpEl+QdCz5zRveatW4+XAgYP/nt96QKoQIECa5BcEa9ZslcsvH+zVee+97yP/nt96QKoQIECaxBMETz01y6vz17+Oln379se1HpAKBAiQJvEEwcaNOyNjY0XrjR//TVzrAalAgABpEm8QvPTSZ169Ro1ejXs9INkIECBN4g2C7dv3SP36w2Pqx7MekGwECJAmRxIEI0Z8HgiPeNYDkokAAZJk7979MmDAPLnuujEyatSX5uIjCgKdK71x4xH5Bog+6vvkkzMjr6n3S4BkIkCSbf9+kbffFrntNpELLhA55RSRY44ROflkkRo1RDp3FnnzzYP1kDFWrtwsbdpM8E702ilw69bdMXUOFwS5mThxcb4BosOe+Jffddd7snnzLrMaEAoCJJnef/9gSBQqlH+pXl1kyhRzC3CQzi7of3JKy1/+8lrkEdxkW7t2W+C19ZfL/PmrzapAgREgyfLMMyJHHRUMisMVra/rwUl6s7tHj48CvxJuvfWNSKfAVFm8eF2kz4h/H/QX0IsvzovMfAiEhQBJhuefjw2GYsVE7rhD5KOPtHuxyJ49+lVRp6AT+fvfRY47Lrb+gAHmFmG5r7/+Va699rXASVsfwU3HSVvDTCekMsOsQ4c35JdfUhdmyGwESNg+/1zk2GMPhcFFF4msWGHWivXTTyI1a8YGjm4H1tOb1q+88rlceumgmBN1kyYjZcGCX8zqKffOO9/JlVcOjdm3unWHyocf/mhWBY4YARK2a645FATnny+yJfd5rQO25nwrrFbt0LpNm5o1YJn163dIly6HJn+Klm7d7Lpx/fPPm+WWWw5NlRstjzwyQ3bu3GtWB+JGgIRp8WKRwoUPBoD+7/z5Zo3DW7Agdn3dHqykw6tfffUrMSfkWrVelnHjvjarWkEfKe7bd07MEPFaWrT4X1m6dL1ZHYgLARKmxx479AuiUSNzaXwaNz60jSeeMJcizfRE/PTTs2NmDNRy441jc52/3DZz5/4sDRvGDoeiI/6OGfOVWRXIFwESJv/lq5dfNpfGZ/BgLmNZasWKTXLzzeMDl4L69Pk40tHPFRs27JSuXd8NvA+df33Tpp1mdSBPBEiYzjnn0Mn/6wQvZXz11aFtnHuuuTToxx+1h5meFcwlCNFbby0J9K/44x+HydSpy8yqzhg58gu57LLYm//aZ+Szz1aZVYFcESBhOuGEQyf/jRvNpfFZv/7QNk480Vwaa9myQ48Aa+/2Bg1EBg48+IgwQqGPw95//4eBb+s6T7l22nPdt9+uk+bNx8S8N71P8vzzn6ak4yPcRoCEqUiRQyf/vQk+3aLrRbeh2zucd989VNdftENi3boi/fvrIzjmWoiT9u1o1iy2b8cf/jAoJ6Pnp6VvR7Ls2LE3ZvrcaGnf/nVZvZo+I8gbARKmMmVS+wtEOyS2ahUbXLmVWrUO3pDXXyzIl/btGD58UaBvxzXXjJSFC9PftyNZJk/+Tq66KrbPiP73lCk/mFWBCAIkTGeffeiknap7IGrduoM37fXJr6JFgwHiLxdfLNKrl8jSpeZWkOO337bL7bcH+3bcffcU2bIldjDETLRq1RZp2zbYZ+Thh6fTZwQBBEiYmjQ5dKJO11NYmzZp12iRZs1EihcPBoi/aMfFBx7QIVzNrWSlTz5ZEejbUbv2y1k3LLre++jff26gz8j114+RJUt+M6sjixEgYerT59DJWftzJCLMfiDbtomMHi1y440iJUoEA8Rf9Amy++4TmTfP3ErG27Nnvzz11KxA346WLd3o25Es2mfEnEJX+4y89lpwbhNkJwIkTN98E9uTXHuWH4mFC5PXE33nzoOP+7ZpI1K6dDBA/KViRZG77tKv5OZWMo727WjdOti347HHPnGqb0eybNy4U/7+92CfEf03XYbsRoCEzf8L4kjHwtI5QaLrJnL5Kl67dx98gqtDB5GTTgoGiL+UKyfyP/8jMnWqXtswt+S0sWNn5Xyj7htzYqxXb7hMn77crJr1dEZF/fXhbyv9dTJ3Lm2VzQiQsOmvCP+NbB2Nd+VKs1YsfdT2kksOraOj+aZqNF4NhQ8/PDhj4umnBwPEX045Rdbdeqv89N57sk+fAHPU5s1bcrLz3pxsbC5VqnTLOUTPR06InTq9lRF9O5JF73/oVLnRALnwwmdy2u9O6d17uOzdm1lfLhAfAiQZ+vWLPfHqzeyuXQ9+i9dOfnry/fVXyfmqK/KPf9gzH4g+vzpjxsE5Ss48MxggOWVOTnkkp/zlhBOkbdu28uabb8quXfaMPJufOXPmSKVKlaRYsVOlbNnLc95ma6lR4wEZPDiz+nYki/YZeeih6ZEAqVr1XilfvoWccEJNqVPnalnGY+JZhwBJFr0BHr2fEW+xbUbCnJOt3Huv93jy9pzyZk65M6dUyymF/r8cf/zx0qpVKxk7dqxs377d3IoV9u/fL48++qgcc8wx3n6XKFEx59dHK5k//3uzOvIxefJXUr16ZznppDo534/KRdqzdOnS8tprr5lVkcEIkGSaPDl2jo/DFdvnRF+0SDb26CHjzj9fbsrZ31N8AeIvx+X8mmrevLmMGDFCtsR7/yfJVq1aJfXr1w/s6403topczkJiVq5cI/Xqtcj5nnRUTLu2b99etukTgMh4BEiy5XzzlTffFOnU6WBInHzywXGr9Oa1/rf+uy7Xeo5YuXixPPTQQ3LhhRcGTsr+cuyxx8o111wjQ4cOlfXawz4N3n777ZwmPzlmv0qUKCGDBg0yqyIBe/fule7du8vRRx8d08ZVqlSRBUf6FCKcQ4C45MsvRS69VOTKK0Weekpk+XKzRsr98MMP0qdPH7nssssCAeIveumoQYMG8tJLL8kanRc+yfS+zJ133pnz7bhwzH78/ve/l2/0cWuE6qOPPpJy5Q5eyooW/QLxjE2XZBE6AsQl2iGwkHHpS+dSf+QRke++M2un3MqVK+XZZ5/Nybcr5aijYi9r+Isuu+qqq6Rfv37yk84HH7LFOb+Qcvt11LVrV6du+Lvmt99+k6ZNmwbavUmTJvKrPjSCjEOAuOThh4MB4i81aog8+ODB8bTS7JdffpEXXnghcu+hSJEigZOKv9SqVUsef/xx+VHnNimgl19+OXKJyr/9k046Sd566y2zKpJEvxgUK1Ys5hicfvrp8v7775tV4TgCxCX6mO3YsSItWuQ/NMl554l07y7y2WfmVlJOv5kOGTJEGjduLEWLFo05sZjloosuysnJh2XJkiXmZg5r06ZNcsMNNwS2V69evchNdKTWokWL5Pzzz485FvrL8957743cN0FmIEBctWOHyIQJIjffLFKqVDBA/EWHJunWTWTmTHMrKbd582Z55ZVX5Nprr5XixYsHTvj+Uq1aNXnggQfk83w6Vc6ePTvnLVaMWVd/9fTu3Tvy+C7SQx/p7tixY+C4/uEPf4jcO4P7CJBMoEOTTJok0r69SNmywQDxl/LlRe64Q2TatLQ/+aWPeo4ZM0ZatmwZuOxklnPOOUf+/e9/y6effuqtr+HwyCOPBC6RaZhoqMAO2j+oTJkyMceoVM6XnpEjR5pV4RgCJNPo5YEPPhDp3FnktNOCAeIvp54qOV8RRfTadJovK+zcuVNef/11ueWWWyId0swA8ZezzjpLOnXqFLncZS678cYbI5ezYJfly5dH7nWZx0tHM9iq48DBSQRIJtN7Jjpcig6jUqFCMED8RWc/bNdOO07oM7DmllJqd84vqsmTJ8t///d/R26Amyed3Ir+gtEb6LDXvn37pEePHoE+I+edd57Mnz/frA4HECDZRC/r3HOPSKVKwQDxl5IlRVq3Fhk3TvbrvZY00pOO9jH429/+lvOD6rRAcGj5r//6L/n222/NVWGpadOmSfny5WOOoT5c8fTTT+d852E8MpcQINlKewnff79IlSrBAPn/si+nfHDccfLK9dfLuyNHpvVSg3b+006AZnhofxL9xQK36MgEzZo1CxzPRo0ayVodcBROIEBwcP72nj0l5wwdEyCrc8qrOaVdTimfU/TZ/j//+c8ybNgw2bAhdTP1DRw4MDLGlv9Eo8OTTNIHB+C05557LtBnRH9pTrF5XDh4CBDE+v57kUcfFfnDH2RRzh/zUzmlSU4p6vsD16JDk1x99dWRMaWS9Y1x48aNcn3Orx/zW6p2Tly9erVZHY764osvIo9s+4+x9hm5++67ZY/D885kAwIEedq5YoV8/PTT0rFOncCYUv6iN0Xr1q0r/fv3l591cqwQfPnllzFDr0dDS8fdom9H5tmxY4d07tw58NnSx38Z2ddeBAjiot/4BwwYEOnZbT5FY5batWvLk08+WaAJhtq1axezzcqVK8vcuXPNasgw48ePD/QZ0dGcYScCBEds3bp1MnjwYGnYsGG+Q5PUrFlTevXqJUuXLjU3c1h6IvFvh3GUsodO/BU97vrLl8uV9iJAUCDaaW/48OGRJ2rMm6FmqV69ujz44IORy1P50cc5/Y963nXXXWYVZKg//elP3nHXLymwFwGC0Oi1ap3SVAc1zG9oknPPPTcyEdG8efPMzXh0Po9ofZ3HHJlPH+/13/vSX7qwFwGCpNCbohMnTpQ2bdpExj0yA8RfdOwq/YXxySefxGxjxowZMfU+s2BkYSSX3u+IHm8d40wvl8JeBAiSTjv6vfPOO9KhQwcpW7ZsIED8RWe169Kli0ydOjUy7Le/97kOpojM5p+QSh/YgN0IEKSUhsKHH34ot912W55Dk0TLKaecEjOnhI6ZhMylQ/3rNLjR4/3888+bVWAZAgRpozfKp0+fHrnXUaFChUCA5Fa4jJW5Ro0a5R1n7UjI01f2I0BgDZ3DQ2es0z4fZnBEC0/lZK7rrrvOO85XXHGFuRgWIkBgpYULF0aG/q5atWpMgOijvcg8Onuhf7yzZ555xqwCCxEgsN6LL74YEyJHOl867Ddu3Djv+GrnwRUrVphVYCECBNbTp7j8sxTqXOfILK1atfKOr86ZDjcQIHDCzTff7J1gLr74YnMxHLZr166YvkI6YCbcQIDACRMmTIi5xFGQgRphl7feeivmEuV3331nVoGlCBA4QXu2H3/88d5J5qmnnjKrwFH+kZd11km4gwCBM1q0aOGdaGrVqmUuhoN0wqgTTzzRO64PPfSQWQUWI0DgjNGjR3snGu1oFtbkVUif9957L+by1dc6vTKcQYDAGVu3bo0ZMl5nQITbOnXq5B1PHbYGbiFA4BSddyR6wtFpdOGuffv2RcY7ix7P+++/36wCyxEgcMorr7zinXB0at21a9eaVeAIHXHZf/lqwYIFZhVYjgCBUzZu3Bgzje7AgQPNKnDEHXfc4R3Hs88+21wMBxAgcE6jRo28Ew+DK7pJR2LWuV+ix/Huu+82q8ABBAicM2jQIO/Eo9OfbtiwwawCy82aNSvm8tWcOXPMKnAAAQLn/Prrr5HpTqMnn2HDhplVYDmdwjh6/HQuGP1FAvcQIHCSTncaPQHpNKhwS6VKlbzjpxOKwU0ECJyk053qyadw4SJSqtRpsnXrNrMKLKWzSvovX+mslHATAQIn/fLLGilZsrKULn2BnHTSFTJx4jSzCix13333eeFx2mmnyf79+80qcAQBAmf95S93y5ln3iSVK3eWrl1fMRfDUlWqVPEC5LbbbjMXwyEECJw1dOgMqV79Ybnwwr5yxRUvy86de80qsMyXX34Zc/nq/fffN6vAIQQInLV69VapWfMlufjig+XDD380q8AyDz74oBceZcuWlb17CX2XESBwWps2E7wA6d79Q3MxLFOjRg0vQDp06GAuhmMIEDht2LCFXoBceeVQ2b17n1kFlliyZEnM5atJkyaZVeAYAgROW7lysxcgWmbMWGFWgSV69+7thUfp0qVzwn63WQWOIUDgvJYtx3oB8uCDU83FsETNmjW9AGndurW5GA4iQOC8gQPnewHyxz8Ok3376Fdgm2XLlknhwoW9AJkwYYJZBQ4iQOC8H37YEHMZa86cn8wqSLOnnnrKC48SJUrIjh07zCpwEAGCjHDddWO8AHnkkRnmYqRZrVq1vABp0aKFuRiOIkCQEZ5//lMvQK6++hXZv5/RXW2xatUqOeqoo7wAGT16tFkFjiJAkBG+/XZdzGWs+fNXm1WQJv379/fCo1ixYrJ161azChxFgCBj/OUvr3kB8vjjM83FSJO6det6AdKsWTNzMRxGgCBj9O07xwuQxo1HCHMUpZ9O/nX00Ud7ATJ8+HCzChxGgCBjfPHF2pjLWPrfSK+BAwd64VG0aFHZuHGjWQUOI0CQMfQXh/7yiAbIs8/ONqsgxRo2bOgFSKNGjczFcBwBgozyxBMzvQBp2nSUuRgptGHDBjnmmGO8ABk0aJBZBY4jQJBR9Okr/2WsxYvXmVWQIsOGDfPCo0iRIpH7IcgsBAgyivb/0H4g0QDR/iFIj6ZNm3oBUq9ePXMxMgABgozTu/fHXoA0bz7GXIwU2LJlS6TPRzRAnnvuObMKMgABgowzd+7PMZexvv9+vVkFSfbaa6954aG90FevpmNnJiJAkHF0NN569YZ7AaKj9SK1rr/+ei9AateubS5GhiBAkJF69pzmBYjOF4LU2b59e2TE3WiAPP3002YVZAgCBBnp449XxFzGWrFik1kFSTJ+/HgvPHQOkOXLl5tVkCEIEGQknRv9qquGegEydOhCswqSpFWrVl6AXHLJJeZiZBACBBnr/vs/9AKkTRtmwEuFXbt2SalSpbwA6dOnj1kFGYQAQcb66KNlXoDUrPmSrF7NMOLJ9vbbb3vhoWXp0qVmFWQQAgQZa9euvXLFFS97ITJ58ndmFYSsffv2XnhccMEF5mJkGAIEGS06xHvdukNl1aot5mKEaO/evXLiiSd6AdKzZ0+zCjIMAYKMp+Nhbd68y/xnhGzKlCkxl6+++uorswoyDAECIBSdO3f2wqNq1armYmQgAgRAge3fv19OPfVUL0C6d+9uVkEGIkAAFNi0adNiLl8tWLDArIIMRIAAKLCuXbt64VG5cmVzMTIUAQKgQA4cOCDly5f3AqRbt25mFWQoAgRAgcyePTvm8pX+N7IDAQJr+QdDPBLxrOevo+X11xebVXIVz7azjf7iiIaH/hLRXyTIDgQIrJXoyTqe9cwAadJkZGQAxvzEs+1sU6lSJS9A9F4IsgcBAmslerKOZz0zQLS8+urnZrWAeLadTebPnx9z+Wr69OlmFWQwAgTWSvRkHc96Znho0VkMt23bbVaNEc+2s8l9993nhYf2A9H+IMgeBAislejJOp71/HWaNh3l/f8XXphnVo0Rz7azSZUqVbwA0Z7oyC4ECKyV6Mk6nvX8dSZNWur9/zp1hsj69TvM6p54tp0tdKwr/+UrHQsL2YUAgbUSPVnHs56/zv79B+SGG8Z6//344zPN6p54tp0tdLTdaHiULVs2MhovsgsBAmslerKOZz2zzrRpy7z/vuyyQXkO/W6ul810vo9ogOg8IMg+BAislejJOp71cqvTrt1E79/+85+phyr75LZeNtKZBv2Xr3QmQmQfAgTWSvRkHc96udWZN2+V92+XXDJQfvhhg2+Ng3JbLxs9+uijXniULl06Mhc6sg8BAmv5T9aJlrzkVef22yd5//6Pf0yOWabyWi9q3779kctfqSo//7xRfvrpV1mx4mdZtmxZykqNGjW8AGndurXZDMgSBAisZYZBIiUvedX55pt1UrPmoWVffLE2Znle66k9e/bnnEzHB/YhmaVatQelfPkWUqrU+TGXlFJZxo8fbzYFsgQBAmuZJ8tESl4OV+eee973lnXs+GbMssOt9/336wOvn+yS7gApXLiwbN++3WwKZAkCBNbynyiPRDzrHa7OsmUbI/dAostnzlzpLTvcenr5qlOnt2LqJLukO0AaN25sNgOyCAECa/lPlEcinvXyq9Oz5zRveatW4+XAgYP/nt96at267YF7Fckq6boHouXnn3823zqyDAECa8Vzss5NPOvlV2fNmq1y+eWDvTrvvfd95N/zWw/IJgQIrJXoyTqe9eKp89RTs7w6f/3r6MglqnjWA7IFAQJrJXqyjme9eOps3LgzMjZWtN748d/EtR6QLQgQWCvRk3U868VTR7300mdevUaNXo17PSAbECCwVqIn63jWi6eO2r59j9SvPzymfjzrAdmAAIG1Ej1Zx7NePHWiRoz4PBAe8awHZDoCBNZK9GQdz3rx1InSudIbNx5BgAAGAgTWSvRkHc968dTxmzhxMQECGAgQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEIIEABAQggQAEBCCBAAQEL+DzNbOtez6N4IAAAAAElFTkSuQmCC)
PN: 4H53-3-1C
CAS: 162748-21-2
Molecule Weight: 230.19
Formula: C10H9F3N2O
PN: 4653-5-02
CAS: 937601-77-9
Molecule Weight: 247.12
Formula: C10H12Cl2N2O
PN: 4H53-1-0A
CAS: 167626-55-3
Molecule Weight: 206.201
Formula: C10H10N2O3
TSCA: Not listed on TSCA inventory
