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9l9991dxaldd6dPn+7vVhRmzJgh++23n/s96OW9ZUX0zfX3ATF//q/SqNEAWbJk46WsQAWIDmo94ACJ/bFEVq70S+MN65UqidSpk5UBtUCuhTZAEho2bOguaWnX3T/84Q9yyy23xCqQJf5ukbR06VJp06aNe93bbrutu4ynIfLHP/5Revfu7UI26vyAeOmlL+TOOzdO1OmXF9Lnfe+T/+5YrvTJEps1izesj9uygbRAvoQ6QF5//XVXYd5+++3y7bffllzKqlKlijz11FPy22/5mzY+n7THWc+ePUvOvho1aiTffBOflFJ/JzVq1HDba9euLWNL6+UTEX5AaGZef/0r8s473yUtL5QlS+bJjTfuKI/fd5JfFDd5crxh/fLL/RIgsEIbINpYro3m+q1bG9ET3nnnHTn88MNdBXrEEUfImIj1ZHnvvffkqKOOcq/v0EMPlbfe2nxafP3daJvIrrvu6va7PFYpzUnWYBsByQJizpxf5Lzz+sfeF6uTlhdC795XxU4wtpbZsyf5RXF/+YtIxYoihtkXgEIJbYB0797dVY69kkwwp2ceTz75pDsT0X0uuugid4YSZt9//71ccskl7vVUrlxZHn/88ZQ9zhYtWiTNmzd3XZ+1jahjx46yMtm19xD56KO5ct11w1OeYfTrN0XuvvvtTconTpwn11wzNPal4ruNO+bBt99+6MLjuef+7hc5K0YMjjecd+rkFwGBFsoA0YGC+u36mGOOcZdzSrN48WK5+eabXRtBhQoVYhXK3fLrr7/6uwXa8uXLpX379rLddtu5dp4bbrhB/vvfzJYGnjJlitSvX9+Fj47qH1jaNfgA07OK1q1fd4Fw+unPyeTJ8YF2pQXI+vUb5Oqrh25SPmPGz3L22S+4bS1ajJRvvsns92ih7VAPPnic3HTTzrJs2eYrDa5du0ruvPNP8toF+ydvWAcCLJQB0qJFC9dw/sEHH/hFSWnvrDPPPNNVoHvttZfrvRWGBubnn39e9tlnH3fcp512mnzxxRf+LhkZPHhwyaj+k046qdRR/UGyfPkaeeyxj+S44552t27dJsS+BKzxd0vbqlXrpEePT+SEE3pJ3bpPxyr3D9ylrlyZMOE5aaqLp43u4hc5r756ryufODH1VD1A0IQuQKZOneouyTRu3NgvSmnkyJFu3IhWoDqO5MMPP/R3CYSPP/5Yjj/+eHecBx54oAwfPtzfxUxH9d97771uVP/WW28t1113nSwoaw3uAtF8Hz78KznjjH7ujOHmm0fJ7NlL/d3MfvrpV9dbSx+7fv0+sbOyafLbb6WfzVqsXr1c7rhj79gZ5MGybt3mobdkyVzXsN6ly8l+ERAKoQuQU0891V3P12nbLXTkepcuXdxIdj2Lueqqq2TevHn+bgWhS+9ec8017rh23nlneeihh2TNms0rnmzQ16yvPTGqX38n+rsJAr081aTJEFe5X3TRIBk/PncNy59++pNcccXL7rn+9rcXXRtLtgwbdrc7u5gyZYRf5PTu3cS1jcyZ85lfBIRCqAJkyJAh7lt5hw4d/KKM6bduHXSn38L127h+Ky/U6oUaEvfff79bv12P59prr5X58+f7u+WEnoUdd9xx7vd60EEHyYgRySu7fNCBgImGbz0r6N8/+2cFyWh7ybBh013bij63trVom8uWWL36V2nVajvp3v1Mv8iZNWtCLDy2kn79WKIW4RWaANHKvVq1am7EtS5Zmy3aDqDtAVqBavuAthPkk66aqEvv6vPXq1dPPvnkE3+XnNP2oOeee861D+lxnHHGGXkd1b9q1VrXLlGvXi+pU6dnLEw/kKVLN58YMde0veXRRye4tpaGDVvJyy+3jR2bLUg2bFgvb7zxiCxevPnZk/6+H3jgWLn55l2SNqwDYRGaANFv6Fq5DRgwwC/KCu2ZpD2U9Dl0HRLtuZRLuuCVXo7T59P121944QV/l7zTHmraU017rGnPtZtuusn1ZMulgQMHSd26Td03/2bNRsjXX+e+Z1Qqc+YskYceauUuP9122x4ydmwvFwjZMmFCX/fYGjBAmIUiQLRtQC8znXjiiX5RVukYCR0roW0s2lDfrFkzN5Yim7QLsi54pV1yt99+e7d++5acUf30009u8S0dMJm46f91u5WOmdGxM4kxJzqmJtuj+idNmlRy5nf44afJ6NG5DWyLL74YHfv71HSV/X33HSPffLPlo/rXrFkhd9yxl2tY/+23YLQ5AVahCJBuHa6W6n/cOm+Xd3Qtdl2TXSs3HW/SrVu3LW5g1kF/ulaJLnilj6u9yDLtCKBjQl555RVp3bq1m6ZEG9r1sUq7abnup/vr/fT+mdAw0tH88Ur+cDfKf0tp25P2/Eq0Pd13330Fa3tKx/r16+Ttt7vLLbfs6oLk6acvi52V2Uf1L136o7Rtu698+eXmU88DYRP4AFnw3UfSs9nW0v/R6/yinBs3bpyrgLUC1fmlRulCPwY6zbxOu6KPo6smpjt+JeHNN990gaZnRolwOProo+Wyyy5zC2316dPH3bTCT/ys27Vc90vcR++vj6OPly4989B5xRKj+nW+sVmzkq/+V5Yg935Lx/LlP8sLL7SQ5s11MOcOMmJEh9hr2jjwTy9x6aWuhx8+UW69taq0aqVnlzVdI/n33+fniw+Qb8EOkA0bZNiDx8uzN+0sK3/JT68knzZ46sy2OsOtVqDnnHOOmz49Hbo2x3nnnefuV7VqVXnmmWfKHDnv015nGjh6fx2JrlOZvPjiixm3S+j+ej+9vz5OIsj08dOlMxzrTMeJUf133XVX2qP6tWeX9vDS59UeX0Edf5OOuXOnSteu9d3ZyIABN5Zs79+/ZewM8yzXu0ob3rUX1g8/TI6F9b+kU6cjf/cIQHQEOkBmfthPesQ+qJNHP+wX5Z2usdG2bVs3bbrebr31VjedejI6uaPOEJzYV3/+/YSPqeiI81NOOcVVuDpZ5MMPP1zqc2VKH0cfLzH1uz5PJiPctXeWTqGv99VeW3q2U9qo/i+//NL16NJ99957b9fTKyq0fWTBgpkl/7/xxoruLAUoJoENkHWrl8vzd+wtA9sdJOuTjOItFJ02XadP10pRp1PXtdgTZxX6r07umKiczz33XJk5c2Mlk4pWxFq567d8vdykY1NWrcpNd1Z9XH18fR59Pn3e0oIgmVdffbVkVH/dunXdKpEJesajPbj0cfWMp127dhm3v4RNu9j7dMqUV/zNQKQFNkAmDmvnzj6+D+iHUqdR1+nUE+0R2tCukzvq/2vWrCmjR4/271ImPUPRy2N6f5348LvvvvN3yQl9nsREi/r8mZwpabtG165dS9o1rrzySunUqZPruaWPd/HFF+ftdRTa9OlvuS6/Dz1UT4YOvdPNgfXzz9/7uxWVTN5LCKdABsiyn7+TXq22l1cfPcMvChTtWaXTqmtvIq0w9V+dZj7VNOs+7XKra3xoz6R//vOfWe8ym4o+nz6vPr8eR6ZdgBcuXCjXX3+9CxH9PRx55JGuQb/YaBfdadNelVde+ac89dRF0rr1bvJo7D38yy+Z/T7DTt8/iaUHdHBsJmfhCJdABsibT10sTzffRhb/mP61+ULSwY36YbFc49cPm06YqJd7Cj2YUJ9fj0OPJ9MQUXoGoyGU7wAMKp2qvV+/pvLEE438okjSKXkefPDBkil5tAu4tR0Q4RC4APlxxrvu0tW43/VwCbrE0ro6228m9AOl3/j1A6ZtCkGgx6HHo8eV6QdeF6/SAZLYaMUKbQ/ayd8cOcOGDSuZkueEE06QiRMnuu1b2hMRwRaoANG+9IM7HSl9W1eW1Ssy66paSJYA0QbrxDf2Qp95+PR49Lj0+DJpWC/mANEuvevXb37mNW/e527keVR9/vnn0qBBA/f+1yl5dA2bZHQslLYN6n6WsVAIpkAFyJfv93BnH1+MecIvCjRLgGivJ72Ptj0EkR6XHp8eZ7qKOUB0XEjnzkfLZ58NlZUrl7qxINOnvy2dOh0ho0Y9ULLf/ffXkQ4dDnNlYaarYrZq1apkSh59v6SakicbszEgWAITIGtWLJG+t+4uL3U8XDYk+SYXZJkGiI670LYGnbQxqKfzelx6fHqc6Y4TKeYA0dHmzz/fLFaR1pCWLSu4y1YPPni8jBvXe5P9Jk4cKG3aVHGB8+STf5VFizIf1V9IGgL//ve/S0Lg0ksvjb32zHqbZXs+OBROYAJEzzr07GPu9Lf8osDLNEC0YtbxF0Hv4qrHp8epx5uOYgmQefOmycyZ7/ub07Yi9mXpxRdbS4sWf3Bho91+V61a5u8WODoFTmJKHu26/v779t+B8mek7t+/v78LAi4wAbLq10Xyw+ev+5tDIZMAefnll92+OolgGOhx6vHqcadSDAGi81/deeef5P776/pFGZs//ys3/Ymejdx++54yfnzpo/oLSRvCzz///JKG8N8Pns0GnVKn0GviwCYwARJmmQSIDjbUebV06vgw0OPU49XjTqUYAmTkyE6uwp806SW/yGzatNekffs/u8fVYJo1a7y/S0FoL7w77rgjrel7tlQhV+WEXV4DRC9RJbuFXboBopcAdD9d6zxM9Hj1uFPN4hv1ANHVBXXOq0ceOcUv2mK6NohOvHjLLZXcUre9el0pS5Zkb332TOjZhU4gmpiSR3vj5WswoK79c80117hBqbocgb73NFwQTHmtvaMQFsmkGyA6lbrODaUz24aJHq8etx5/WaIeIL16XRF7jeXdLLvJdO/eUHr2vNTfnJFff13kBh/q82hY6RmPDkjMl7Fjx26yhIG+twvh448/luOPP94dhw5sHT58uL8LAiCvNXoxB4hOfa4N0jrFQxjpcevxlzWFe5QDRC8r6ZmB9rRKZuLEQe4S1Guv3e8XmWhI6ZmOPqa2uXzyyYv+Llk1Z84cufzyy937WBdRe/TRRzOekicX+vXrJ/vss487rtNOOy3tHoHIj7zW6MUcILoioO4zePBgvygU9Lj1+PV1lCaqAaIN2zp+Qy8vLVu20C/+X8P6/nLXXQdk/WxBg0MD5IILysVC/BT57LPP/F22iLZxdejQoWQZZ/0bajdbq1wssawzObdv396dBev764YbbnDjUFB4ea3RizlAdDEmbRwM6xtfj1uPX19HaaIaIOPGPevOBLSNIpkRIzr+r2E9N18ONJSeeaaz7LRTRVfJ68SVOoHlltI53Pbbbz/33tUZmadOnervUqZ8L7Gs400SkzTqjM86kWkQzpKKWV5rdL/xvJga0XXNDJ2lNsz0+PV1lCaKAaLjM7SLrfaS0oZu38aG9fTGymyJuXPnuinztYG5UqVKbip9nVI/U5MmTZKTTjrJvWerVauWVhft3yvkEsvqvffec3O16WPokgq6tAIKI6+1dxTCIpl0AkS/faVqhA46PX59HaWJYoAs6fwP6dmgnOtqm8wzz1z+v4b1KX5RzowfP94Fub7n/vznP6c9EeeCBQvkuuuuc2eSuvSAjvFZvXq1v1upgrTEsvYU69mzp1vUTe9/wQUXuMXekF95rdGLNUC0a6KW62JLYabHr69DX08ykQuQWbNEKlQQOftsv8T55ptx/2tYb+4X5Zy2y+g3+z333NP9TXSZ4a+++srfzdGzlC5dupQs/HXVVVfJvHnz/N1KFeQllvX+bdq0cVPuVIj9rf7xj3+45aeRH3mt0Ys1QLThU8t1Kusw0+PX11FaQ27kAiT2rTZWM4kkqZi1Ar/vvtquYV273haK9oq78847XeWplai2Uf2+m/iIESPkoIMOcn+34447Tj788MPf3btsYVpiecaMGbGcP9u9Th34+uyzz2Z0f9jktUYv1gDRqau1fNCgQX5RqOjx6+sobSruSAWIXlePvVZp3dovcb4d2ds1nL/1Vje/qCBmxc6W/vrXv7q/T5UqVVyonH766e7/e++9d8aLnYVxiWU1atQoN35F71+nTh03jTxyJ681erEGiK6PruX6bTDM9Pj1dZS23ntkAkRXVDz8cJHdd9drJH6piF4iiX3LnXNSTVm/LvNG7Fx6++235bDDDnN/J+2x1a5du4x7O4V9iWW9ZNetWzepWLGi+z0kFrdC9kWzRs+zVAHCGUjIPPFE/OyjRw+/JK5t23h57NtuEOk4Dv07aXffTEVpiWWddp4AyS0CJAtSBQhtICGiPYoqV5bYV1/t6uOXast5vGH9nHP8ksDQNhD9O+ngu0xEbYllbQfR3wOz++YOAZIFqQKEXlghcued8bOLd9/1S+IaNZJYjaattn5JYFgCJIpLLBMguUeAZEGqAFGMAwkJnWqmtGV8dcCbhkubNn5JoFgCJIpLLBMguUeAZEE6AcJI9JDTKTMOO0ykatXkDesBkmmARHWJZQIk9wiQLEgnQJgLK+Qefzx+9tGzp18SOJkGSFSXWCZAco8AyYJ0AoTZeENOp+E/9tjkDesBk0mARHmJZQIk9wiQLEgnQFgPJOT0ElaORmFnWyYBEuUllgmQ3CNAsiCdAFGsSBhAffrEzywqVozf9OdYxRNm6QZI1JdYJkByjwDJgnQDJOof2NAFSOx4RTs26IBAPbPSEds6yl7HgGhZSKUbIFH/QkOA5B4BkgXpBoiK8iWDUAXIsGEiNWvGg8On22rUEAnpOtzpBEgxXFIlQHKPAMmCTAIkyo2WoQqQhg1FBg70t240YIDIWWf5W0MhnQAphk4dBEjuESBZkEmAqKh2mwxVgOh0JQsW+Fs30rmXqlTxt4ZCOgFSDN3KCZDcI0CyINMAierArVAFSPny8Z5VpdGlYsPyWjzpBEgxDGwlQHKPAMmCTANERXHqiFAFSKozkPnzI30GUgxT6xAguUeAZIElQKI4eV2oAuTMM1O3gWg7SQilCpBimdyTAMk9AiQLLAGiojZ9dqgCZMgQkUMOiXfd9ek2LRs61C8JhVQBUizLCxAguUeAZIE1QFSUFvDRBYxCEyBKF1yqVSs+9kNDY8WK+Iy7us2wGFNQpAqQYlngjADJPQIkCxJv1KOPPlqmTp3qF6cU9iVElX6Y9Xq0Pkao9O6tLcoiO+wQv+nPvXr5e4VKqgApliWWCZDcI0CyQCvgK6+80nV51W/gLVq0cMuKZkIvF2mbg77h69evn7cuvvo8+nz6vPr8mV620ssHJ598srv/vvvuK4888oi/C/IsVYBwBoJsIUCyaPbs2XLZZZe5N+2uu+4q3bt3l3VldRX1aIO19nrSy0gaRvfee6+sytEEfvq4+vj6PPp8+ryZNJgvXLjQXbIqX768VKxYUTp37pyzY0VmUgUIbSDIFgIkB/QbkU79oW/emjVrlnqKXRodd3HKKae4+++xxx6ucl+apUWM9HH08fRx9fH1edId56HWrl0rXbt2lV122UW22moradKkicydO9ffDQWUKkDohYVsIUByRAfi9erVq6SiPu+882TmzJn+bmUaMmSI1KpVy91fJ4/T+X9efPFFWbx4sb9rmXR/vZ/eXx9HH08fVx8/E9pD6+CDD3b31wFcEyZM8HdBAKQKEMU4EGQDAZJj2qZw++23u66xetOfM21n0Flw9cOil5v0A6E3bbDXy2V66ahPnz7uNmbMmJKfdbuW636J++j99XFSzarrmz59ujRs2NA9xl577eUeP5PLXcivdAKEkejIBgIkT77++mt3FqJv6KpVq7rrt5lOY7J8+XI3eVzr1q2ldu3a7ttXIhyS3bRc99P99X56/0xoRaRzDWkbSYUKFeSuu+4qc/ZTBEM6AcJcWMgGAiTP3njjDdcuom9svYxUWg+SdGmX28mTJ7uzj8RN/2/pipugvcqeeuopqVKlijvOCy+8UGbNmuXvhoBKJ0CYjRfZQIAUgPbMeuyxx2S33XZzb/DGjRu7HlxBoAF0xBFHuOM6/PDD5Z133vF3QcClEyCsB4JsIEAKSMeKtGzZ0o0d2X777eWee+6RFToaugC+/fZbueiii9wHrnLlyvLkk0/mfUAjsiOdAFGsSIgtRYAEwLRp0+TUU091b3YdjJfPKU30G9zdd9/tPpDa1nHTTTdl3MsLwZJugER9iWUCJPcIkAAZOnSoVK9e3b3p69Wrl/M3/nPPPSd77723e74zzjjD9bZC+KUbICrKSywTILlHgATMmjVr5P7775eddtrJ9TK59tprZb6uTZFFH374oRx33HHuw3XQQQeFfk4kbCqTAInyEssESO4RIAGlo2uvueYaN9pbu+PqabuGy5aYN2+eXHXVVe4xdSR5ly5d3MhyREsmAaKiusQyAZJ7BEjAffzxx3L88ce7D4JOsz58+HB/l5RWr17t5r3acccd3VnNddddJwvKWo0PoZZpgER1iWUCJPcIkJDo16+f7LPPPu4Dcdppp6X9IdL+8gcccIC730knnSSffvqpvwsiJtMAUVFcYpkAyT0CJER0JLlWCtpjSrv+3nDDDaWOJJ4yZUrJNO3777+/DCxr+VZEiiVAorjEMgGSewRICH3//fduIJV+OHTMxuOPP14ybbyOLdGlZXWadb1e3LFjx9D0sEF2WAJERW2JZQIk9wiQEHvvvffcB0s/JIcccoi0atXKrUOi/7/88stlzpw5/l1QBBIBonOXZSpKSyzrbNgESG4RICGnjYs9e/YsmVhRZ98dO3asvxuKiF7q1PeCfpmwzHUVhSWW33333ZKlFOrUqSNffvmlvwuygACJCF0hUIMkk2vEiC7toq2zGmgFqr2XtE0sE2FdYlnvf/HFF7v761xzOt6JWRZyhwABIkrbvrQNTJcc1jaxZs2ayaJFi/zdShWmJZb1rKtdu3YlHUxuvPHGkrD4fahom+F//vOfvJ9VRRUBAkTcDz/84CYe1Aq0UqVK0q1bt4wGkAZ5iWWlXdwTU/KcfvrppV6u0pmmdREq3Y+ZprODAAGKxLhx49wCY1qB1qhRQ0aNGuXvUqagLbH80UcfbTIlT1lrgySw1k12ESBAEdHLQtq9VSck1Ar07LPPlhkzZvi7lanQSyzrND9XX311yTQ/egaT6TQ/rLaZHQQIUISWLVsmbdu2dZWnVqJt2rTJ+LJUvpdY1il5dDLFxESj2ZiS56uvvpKGDRu649tzzz1d2GXS9lLsCBCgiH3zzTfSqFEjV4HuvvvurifflsyHlYsllpXOvlutWjV3nCeeeKJMmjTJ32WL6IDFgw8+2D1+/bp15ccJE/xdkAQBAkDeeustOfTQQ10FqmMvdJBqEEydOrWkW+9+++0nAwYM8HfJGu1Y0LVrV7m2UiWZsdVWIk2aiMyd6++G3yFAADg6HY5Oi6PjJ7TC1kZunTanEHRKnhYtWrguudpW0qFDh7xNybNq4UKR668XKV9epGJFkc6dtZ+xvxuEAAHg0Qk6daJOrby1l5TOqZVpe4WVhlj37t1LpuTRhveCTcnz2Wcip5wSqyVj1eSf/iTy0kv+HkWPAAGQlI7H0KUDtCLXpQSef/55f5esGj16tNSsWdM9ny5Z+8EHH/i7FMagQfEA0SDRQJk82d+jaBEgAMqki5jphIZasZ9wwglukbNsmjlzppx77rnu8XVAoU6CuCUN+Tmhl7A6dYpf0tJLW02bimQwqj+qCBAAKek4C11WWbviahdaXW55S3tW6TxXt912m5uuXW933HFHxnNf5d0PP4hceWX8bKRSJZF//Utb3/29igYBAiBt8+fPl//7v/9zIaLjMR544IGMB/Hp2cUzzzwjVatWdWcd559/vnz99df+bsE2frxInTrxIKlXzy8V6dNH5Nhj42csetOfn33W3yv0CBAAGdM1NurFKk4NgOrVq8vQoUP9XZJ6//33S6ZD0TVsMh2FHig64LBvX4ml6KbbmzcXOfJIEZ0qRke3aweE0aNFjjoqXhYhBAgAM130KTFtfIMGDWTatGn+Ls7s2bOlcePGbj/tJvzYY4+VrKIZKcOGidSsGQ8On26rUUMblfyS0CJAAGyRFStWyD333CPbb7+96/rbsmVLN46jtDLtJhxZDRuKDBzob91IB0KedZa/NbQIEABZ4Z9laEN7OmcnkVK5skhZ83Npx4MqVfytoUWAAMgqbec47LDDXHDstddeabePRIJ28S3r0pz22IqdiUUFAQIg67SnVe/evXO2gmFgpToDmT+fMxAAQBJnnpm6DUTbSSKCAAGAbNFVFQ85JN5116fbtCxCl/QIEADIJp3Jt1at+NgPDY0VK3QZx/g2LYsQAgQAsq13b5G6dUV22CF+05979fL3Cj0CBABgQoAAAEwIEACACQECADAhQAAgV7TLbv368Zl7I4gAAYBcadtW3JohycaFRAABAgC5QoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAYlIsQPrGAmQdAQIAyMTdsQCpEAuQ5QQIACATbWMBUo4AAQBkigABAJgQIAAAEwIEAGBCgABAQPVoWi7pLSiCFiD+72lLf1/2ewJAgW1J5ZcPQQyQbMruowFAHmW7Qsw2AgQAAirbFWK2ESAAEFDZrhCzjQABgIDyG4OTNQr/8OUbMmN8H9Ptiw/6yKihfaRPH9utQYMGLkB69OixWVm6twEv9JFxozc/trRuE/rKyl/ml/wu/N9Tst9XJuz3BIACS1X5rV6xWHo022qzCjPdW9eryslJNcq5ECjUrcpO5eTvDTY/tnRv4wbeVPL70P9nU3YfDQDyKJ0KcclP02XejDGm25zpY+TTj8bImDG22yWXXOJCYNSoUZuVpXsb+/4Y+Wry5seWzu3HGe/KurUrS34X6fy+MpHdRwOAPMp2hZhttIEAQEBlu0LMNgIEAAIq2xVithEgAACToAVIthEgAJAjBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCk77/bSqPa5WTVSgIEAJCBj15u6+afWreaAAEAZIAAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYDJldBd59qadZf36dX5RJBAgAJBDa1Ys8TdFBgECADAhQAAAJgQIAGSZNpwnu0VN9F4RABRYFMMimeJ4lQCQRwQIAMCEAAEAmBAgAAATv/GcRnQAQFqiGBbJFMerBIA8IkAAACYECADAhAABAJgQIAAAlIEAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMPl/67LJW5CTnlUAAAAASUVORK5CYII=)
| Product Number | 8869-3-31 |
| CAS | 2197063-25-3 |
| MDL Number | MFCD31380627 |
| Molecular Formula | C15H11F6NO3S |
| Molecular Weight | 399.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory