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mll14qY8aMMasCQFR8GyCqU6epzr/btZuUYR1ERof36jBfd1mU0047zawCAFHJtgDJTEZ1zMc3bNgj118/0OkP0X6R9OogOv369XMCpGzZsmYRAETF1wGiunef4Tz23HPfZFgHkfv888+dALnyyivNIgCIiu8DRGeaV6s22Hl83ryN6dZB5AgQAPHi+wBRffrMch5/6qmxGdZBZAgQAPGSEAGya9cBuemmoV55enUQGQIEQLwkRICoDz74hQCJAwIEQLwkTIDo6rxp720OOwQIgHiJe4DA3wgQAPFCgAQMAQIgXgiQgCFAAMQLARIwBAiAeCFAAoYAARAvvgqQSZOWy8iRv5sPI44IEADx4qsAqV49tGTJmjUpZhHihAABEC++ChC994cGyPLlO8wixAkBAiBeCJCAIUAAxAsBEjAECIB4IUAChgABEC8ESMAQIADihQAJmHHjpkqpUlWlevVHzSIAiAoBEjATJy6SK654WWrX7mMWAUBUCJCAmTJlpfMZP/TQaLMIAKJCgAQMAQIgXgiQgCFAAMQLARIwBAiAeCFAAoYAARAvBEjAECAA4oUACRgCBEC8ECABQ4AAiBcCJGAIEADxQoAEDAECIF58FSAVK7aXyy9vJ8uWbTKLECcECIB48VWAnHXWDVKqVBVZvHi5WYQ4IUAAxIuvAqRAgQLOUuMLFy40ixAnBAiAeCFAAoYAARAvBEjAECAA4oUACRgCBEC8ECAB88MPq50Aeeyx/zWLACAqBEjAHD58TAYP/lV+/XWjWQQAUSFAAABWCBAAgBUCBABghQABAFghQJKcjrjS7dZbh8vevYfMYodbBwCiQYAkOTccdOvff45Z7CBAANggQJJc2gC58cYhsnPnAbMKAQLACgGS5NxwaNXqG+fPXr1+MqsQIACsECBJzg2HJUu2yXXXfSA33DBINm/em24dAIgGAZLk0oZD27YTnb937jwtwzoAECkCJMmlDYdVq3ZK5coDnFsHr169K906ABApXwVIvnz5nACZOnWqWQRLZjh06jTV+Xe7dpMyrIPYvfnmm1K+fHn59NNPzSIgafgyQE499VTnF/DQofTnLSByZjhs2LBHrr9+oNMfov0i6dWBvXnz5slNN93k/By728MPP5x6xrfarAokPF8FyPvvvy/nn3++94t38cUXy+eff25WQxTSC4fu3Wc4jz333DcZ1kF0tmzZIo0bN5b8+fM7P7sFCxaUSy+91PtZPuWUU6RDhw6yb98+86lAwvJVgKgjR45Inz595PTTT/d++W699Vb5/fffzaqIQHrhsHXrPqlWbbDz+Lx5G9Otg8gcPnxYevbsKaeddpr383rHHXfIH3/84ZR///33cs0113hl+gVp5MiRxqsAicl3AeLatm2bNG/e3OtY1z/13/o4IpdROPTpM8t5/KmnxmZYB5kbP36808/hhkO5cuXkyy+/NKvJsWPHZMCAAXLmmWd6datXry5z5qS/MgCQKHwbIC4989AzEPcXT89M9AxFz1SQtYzCYdeuA3LTTUO98vTqIH2LFy+Wu+++2/uZLFGihPTo0SPLPrtdu3bJ888/71ze0udpn1/Dhg1l40Zu7oXE5PsAcWlfiPaJuL+0V1xxhUyYMMGsFkjHj4uMG7dEHn/8C/nkk/Ah0JmFwwcf/JJhgOzefSi1cRvjjNrauHFPWFlQ7dy5U1q1ahUWAI0aNZLNmzebVTO1ZMkSqVmzZlgAdevWLcsAAvwmYQJEHTx40BmdVbx4ce+Xr1atWrJ06VKzamAsWLBZGjT4wguB9u0nh5WnFw4uXZ1XV+lNr47OE9E5I/q49pdo2Bw4EMyzvqNHj0r//v3ljDPO8H7uatSoIXPnzjWrRuWbb76Ryy67zHtN7XQfM2aMWQ3wrYQKENeGDRtSG80GkjdvXucXr1ChQvLiiy9KSkqKWTVpbdmyTzp0mOoMx9VGXofmar/Gvn2HzarW5s7dIHXrfuYFTM2aI1MbvWVmtaSmc5IqVarkNfJly5aVUaNGmdWsaSd87969pWTJkt573H777UymRUJIyABx/fzzz3LDDTd4v3hnnXWWDBo0yOm0TFaHDh2VwYN/dVbWdRv21q2/lTVrsic8jx07Lp9/vji1UTtxpvLkk2Nl0aItZtWksmLFCqlTp473s1W0aFHp1KmT7N+/36waF1u3bpUmTZp4w4B10EiLFi1k+/btZlXANxI6QFwfffSRnHfeed4v+z/+8Q+ZPn26WS3hTZ68Qv71r/96DfmDD36aGqLrzGrZYs+eQ6nflGdK1aoDnffWy1uvvfZ9agOXPQ1qbtmzZ4+0b99eChcu7P081a1bNzWg15hVs8X8+fPl5ptv9t67VKlS0q9fPwaNwJeSIkDU3r175ZVXXpEiRYp4v3yPPPJIUswAXrp0e+q306+84LjllmFOZ/nRozl/pqXraT377NfevuhIrmHD5snhwzm/L/F0/Phx+fDDD+Xcc8/1fn6uvfZamTFjhlk1R4wePVouvPBCb18qVqwoEydONKsBuSppAsS1cuXK1G/mD3q/eDoDuGPHjgk5A1hv/vTGG9O9zmxdBFFnkaekHDSr5rgff1wj99//iRck/+//jZJp01aZ1RLCrFmzUs+sqno/M2effbYMHjw41y+F6qCRzp07S7Fixbx9u+++++Svv/4yqwK5IukCxKUzgK+++mrvFy+RZgAfOXIsdV9/d8403Aa6efNxsnz5DrNqrnL38+abT8wn8eN+ZmT9+vXy+OOPhw3GaNOmje8GY6xbt07q168ftp8vvfSS7N6926wK5KikDRClwy8/+OCDk2YA//LLL2ZV39Bv9nXqnPhmf999o2Tq1JVmNV/x85lSevSbfZcuXcK+2deuXVuWLfP3CLOZM7UP6sSZ0jnnnCNDhgxxLr8BuSGpA8SlE8Bat2590gzgTZs2mVVzjc67aNkydNtZ3XSU1dChidW3oKv7+qWvJiOfffaZXHTRRV4jXKFChYTqW9CwGD58eFhfzXXXXZdrfTUItkAEiOvPP/+Ue+65x/vF0xnA3bt3z9UZwCkpu1O/DY9K/Wb5vtPo6rd4nf29bVvi9dm4Jk1aftJosZkzc/e6/W+//XbS6Ka+ffsm7OgmHS328ssvh40We/TRR3NstBigAhUgrq+//vqkGcBjx441q2Ur7aAdOHCgnHNOGTnzzH+m7k8bZ+mQZJlfofNVBg2aKzVqDJa///1dKVu2njz8cNMc7wDW+RVNmzYNm1/x9NNPx3V+hV4qXbRokbPcjna+63wR3XTZE/fv+riWaz2tHy86X+X+++/3fpZ1vsprr72WbfNVgLQCGSAqoxnA+gue3aZNm5baqP7de99y5a5PbVx+MKslhc2b98p//jMyNSRrSN68BXKsA1jPLN55552w2wLcdtttsmDBArNq1HTfdckRDaIrr7zSWzE60k3r6/P0+fo68fgspkyZIldddZX3HhdccIF8/PHHZjUgrgIbIK6cnAG8atUqeeihh7xf8iDdZOjnn+dKlSpVvGPPzg7gb7/9Vi6//HLvvS655BL54osvzGpR0cuc2n+iiyBmFBh6VquXyXQG+xNPPOFt+m99PO1Zb9pNX09fV18/lsupemajN2VLu2bXjTfeKL/++qtZFYiLwAeIS2cA//Of//R+8eI5A1gD4tVXX3UCw319DRINlCDRsBg2bNhJHcA//vijWdWKrnJ77733eq+ti2527do1pkZZv0hoX0PakXy66bI59erVk6FDhzr9KzqyKxJaT+vr8/T5+jppX1ffR98vli8wO3bskJYtW4YNGnnqqaeiXjUYyAoBYkhvBvCkSZPMahEbMWKElClTxns9vXSll7CCLL0OYG1M165da1aNiN5n44UXXnAuj7kNpn7zj+U+GzpyT1c20IEW7j7qXQebNWvmDKeNJ309fd20dzXU99X31/2wpfctueuuu8L2/6233nIu3wLxQICk48CBA84M4FNPPdX75Yt2BvDs2bOlWrVq3vP1m6V2muf27GY/Wb58eUwdwO5AhLRnB/qZ62cfC+070Nno7mvqfWj0fSLdL1v6+vo+ae97o/sRa1/GV199ddKdE/UxIFYESCbMGcD6jTmrDmD91qvffvVbsD5HvxXrt2P9loz02XQAmwMR9CxPz/Ziof/faS+B6eoF2qDn9Dd2fT99X31/d190v3T/bOlr6tlH2rOcO++80zlLAWwRIBHQSwxmB7Bew07bAazX2fV6e9qbXekvvV6XR9bcDuDSpUt7n196HcDZNRBBQ8ztj9ABFc8991ymXxRygr6/7oc7wEP3T/czFtoPov0h7hcc7SfR/hLtNwGiRYBEyO0A/tvf/uY1Xm4HsI7w0ZE+7uM6AkhHAiF62pBpo2l2AGtwaFBkx0AEvZ+5O7JK/x91cUU/0f1xf750P3V/Y6XBrAHtfpY6cksDPJ5zVJD8CJAopdcB7G4650DnHsRj5FbQ6aUVvcTifrbuZUTd4jUQQb8UPPvss97r6u2R/XqpUfdL98/dV93veAyB1kuFesnQfV3tvOeyFiJFgFjSDmBdgM/9xdNRNNu2bTOrIUba2esueqiXcuI1EEG/aWtflfv/p8Os49EgZyfdP91Pd591/+NxxqCd9zp4wb2s1bNnT7MKkC4CJEa6PIXeNxvZRy9dacOmgR0vDRo0cF5Tz2zefvtts9jXdH/dMzI9jnhxJ1/qzzQQCQIEvvf66687DdvDDz9sFllxA0kbYT2jSUS6326I6PHEgy6vQoAgGgQIfC+eAaIDIdxLQDpqLpHp/rvHoscVKwIE0SJA4HvxChBdSLFIkSLOa+kKvclAj0OPR48r1oUiCRBEiwCB78UjQHR1AbeB1LtSxqPz2Q/0OPR49Lj0+PQ4bREgiBYBAt+LR4Do3BJ9DV2+f+XKlWZxQtPjcW9LoMdpiwBBtAgQ+F6sATJv3jxvNveoUaPM4qSgx6XHp8epx2uDAEG0CBD4XqwB4s641omJycydeKnHa4MAQbQIEPheLAGiM631ubqoZbLPsNbjc5e0z2oxyvQQIIgWAQLfsw0QnbldqVIl57l6f/Ig0OPU49XjjnZmPQGCaBEg8D3bABk/frzzPF23LJal0BOJHqe7TpsefzQIEESLAIHv2QaIe4viRo0amUVJTY9Xj1uPPxoECKJFgMD3bAJE7x6pS33olux9HyY9XvfYo7mLJgGCaBEg8D2bAHGfozcCCyL3Bmj6OUSKAEG0CBD4nk2AXHbZZc5z+vTpYxYFgh63Hr9+DpEiQBAtAgS+F22ALF261Kmv97fYtGmTWRwIetzu/T3084gEAYJoESDwvWgDZMCAAU79q6++2iwKFD1+/Rz084gEAYJoESDwvWgD5NFHH3Xqt2zZ0iwKFD1+/Rz084gEAYJoESDwvWgDxL3H9xdffGEWBYoev34O+nlEggBBtAgQ+F40AbJv3z7vTn163/og0+PXz0E/D/1cskKAIFoECHwvmgDRlWi1rs7GTpZ7ftjS43dnpUeyQi8BgmgRIPC9aALk008/depWqFDBLAok/Rz089DPJSsECKJFgMD3ogmQvn37OnWTfen2SLlLvOvnkhUCBNEiQOB70QTIm2++6dStU6eOWRRI+jno56GfS1YIEESLAIHvRRMg7dq1c+o+8cQTZlEg6eegn4d+LlkhQAx//CHSvLkuayBy6qkiRYuKlC8v0qxZqAwECPwvmgBx74fRXH/x4XwO+nlEcj8UAiSNbt1E8udPbSHzpL9pWffu5rMChwCB70UTIJyBhOMMxMI774RCIm9eXRtf5OefRfbs0THiIrNnizz1VKhM6wR0rTUXAQLfiyZA6AMJRx9IlNasESlUKBQOQ4aYpSdomdbRumvXmqWBQYDA96IJEEZhhWMUVpRefjkUDA88YJacTL+kaN327c2SwCBA4HvRBIg7D+SKK64wiwJJPwf9PJgHEqHKlUOhMGGCWXKyb78N1a1a1SwJDAIEvhdNgMyfP9+pW6hQIWaipx6/fg76eejnkhUCJNXpp4dCYft2s+RkW7eG6pYubZYEBgEC34smQHTNJ/c+GMuWLTOLA0WPXz8H/TxYCytCBQqEQuHIEbPkZIcPh+rqcwKKAIHvRRMg6sILL3Tqjx492iwKFD1+/Rz084gEASKcgUSJAIHvRRsg9evXd+o/88wzZlGg6PHr56CfRyQIEDnRB/Ldd2bJybSfROtWqWKWBAYBAt+LNkCGDBni1A/6goruQor6eUSCABGdSBQKhQcfNEtOpiO1tK6O3AooAgS+F22ArFy50qmv98FYvXq1WRwIetzufVH084gEASL6wYkULBgKhg8/NEtPGD48VEfngejckYAiQOB70QaIuuaaa5znRDKBLhm5Eyr1c4gUAfJ/evYMhYPONm/cODT7XAch7N8vMmeOSJMmJ2ai9+5tPjtQCBD4nk2A9OrVy3lOUOeDuPM/9HOIFAGSRpcuIvnyhUIivU3L3njDfFbgECDwPZsA2bBhgxQoUMB53o8//mgWJzU9Xj1uPX79HCJFgBgWLgytvFuuXGgl3lNOCf29adNQGQgQ+J9NgKh///vfzvP+9a9/mUVJTY9Xj1uPPxoECKJFgMD3bANkzpw5zvO0M/m3334zi5OSHqfbea7HHw0CBNEiQOB7tgGi3MUEa9eubRYlJT1OPV6bxSQDFSC6gu4jj4iMHWuWIAoECHwvlgCZNWuWt7TJV199ZRYnFT0+PU49Xj3uaAUqQO6/P9QZXq+eWYIoECDwvVgCRD311FPO8y+++GLZr0Mxk5Aelx6fHqcer43ABMiUKSeG6c6YYZYiCgQIfC/WANm6dauULl3aeY2nn37aLE4Kelx6fHqcerw2AhEgukJzpUqhAKlb1yxFlAgQ+F6sAaJGjRrlvIZuybbIortoom56nLYCESDvvx8KDx2WG+AZ5PFCgMD34hEgqkmTJs7rnHbaabJ48WKzOCHpcejx6HHp8cUi6QNk506RM84IBUinTmZpuJkzRYoUEXnySbMEaRAg8L14BciBAwekUqVKzmuVLVtW1q1bZ1ZJKLr/ehx6PHpcenyxSPoAadkyFB6pn5mzLElGjh0Tue66UN2GDc1SpEGAwPfiFSBqzZo1cv755zuvpw3m9kju++BDut9ug6/Ho8cVq6QOkD/+OLFI4scfm6XhdPViradnICtWmKVIgwCB78UzQNSiRYukVKlSzmtWrFgx4c5EdH91v3X/9Tj0eOIhqQPk7rtDoXDjjWZJuN27Rc45J1Q3wMu0R4oAga9t27ZNLrvsMqdhK1mypPz1119mFSs6T8INEb0MlCh9Irqf7mUr3X+b+R7p+fnnn1O/oBd0XleXQon1cpivjBsXCgRdAHHuXLM0XJs2obrnniuyZ49ZCgMBAl86cuSI9OnTR04//XSnUXO3woULS9u2bVO/KO42nxI1/eZepkwZ53W1I/rTTz81q/iK7p/bYa77HY8zD11ssUGDBt7yJ+52wQUXyCeffGJWTzjHjxwWKV8+FApZzY/RLyepP19OXb3fB7JEgMB3JkyY4C1HrptOkHvttdekSpUq3mN/+9vfZOjQoXL8+HHz6VHRvgO3Y103nU/ht2/fuj/uPA/ddH9j7fM4ePCgvPHGG1K8eHHvde+99155+eWXvTkzut10000yb9488+kJY+o3PWVEjTyyrHwJkc2bzeJw990XCo+qVVOTJ7afq6AgQOAbS5culVq1anmNlzZuemOkQ4cOOeUaFsOGDXPCw61TuXJl+emnn4xXio7O4m7cuLH3mhpY4/Syhw/ofrgzzHXT/Yx1Nr32caR9TQ1rDW3Xjh075LnnnvMuaeXPn9+Z3b5ly5Y0r+J/u3dvlpYtT5MmTfLIjC/fMovDTZwYCg+dna5DeBERAgS5bteuXfLiiy9KoUKFnAZLL6foZZWM7mWhl6/atWvnXM5yG8F69erJWl0gLwY6CS/tt2/tC8itVXz1fd1l2XXT/YplkqD6/fff5dZbb/VeUy8P6mVCvVyYnj/++MNbjFI3vXzWs2dPOXz4sFnVlz76qLETHq+8Ui71GENfQtKlx1+xYihA6tc3S5EJAgS55tixYzJo0CA566yzvEbqhhtucDp0I7F8+XLvnh+6nXrqqc6IrVguQWmnfaNGjbwFGN0gifUsJ1L6PmmDQ/dD90f3y5Y+t3nz5t4NtvRP/Xekr/nll19KuXLlvH0qX768b87QMrJmza/StGk+J0B++y2LRTT79g2FR7FiOsTNLEUmCBDkiunTp8s//vEPr1E677zzUr8xfmRWi8jkyZO9Iai6xaMDWEc33XXXXd5r6qaXevSSWqz9DyZ9PX3dtP0+uun7xzLKKr2BCHoGomci0dLLiD169PA68XW7++67fTt67a23bnLCo0+fu8yiMIdStsvK8qVCAaK3sUVUCBDkqNWrVzvzOdxGqEiRIvLqq6/K3r17zapROXr0qLz33ntx7wD+5ZdfnLMc7Qcww0Q7tj/77DNZsmSJ+bRMaX19nj7fDA19H30/fd9YpDcQIR7zOzZv3hx2hqb9JK1atZKdukyIT8yZ84kTHs2bF5QNGzIfqTZqVAt5/YE8MrXmhXI8hjPXoCJAkCP27dsnHTt2lFNOOcVr1B588EFZuXKlWTUm2gH87LPPepdrtEHWjudYO4A3btwovXr1kmuuuSaswXc3bUh1ct/NN98sjzzyiDzxxBPepv/Wx7Xc7Zg2N31dfX19n1hkNRAhXubOnSs1atTw3ueMM86Q/v37O0Gemw4f3i/t2l3gBMjHHz9nFodZv36hNGtWwKk7d+5nZjEiQIAg242cPFLOLxdaPsRtLL///nuzWlxpB/Add9zhvadeetEGOh4dwBp6Q4YMkfr164eNZopm0+fp8/V14hGiKSkpUQ1EiBft2HcnNuqmQ4ynTp1qVssx48a97gTC88+fkfqlZYdZHObtt2936vbsebNZhAgRIMg2c7bMkepjq0uepqmNS8U8cuaZZ8qAAQOczvOckl4H8Pjx481qMdFhtfPnz3eWVX///felU6dOztayZUvv7/q4lmu9WIfhphXrQIR40OPRYyxatKi3D3Xq1JE1a3J2HakdO9amnn2e6oTC99//j1kcZv78MU69Zs3yy9q1881iRIgAQdxt2r9JGn7fUPINyCd5PsgjBd8qKM8Pfl52pewyq+YItwO4RIkSXgPn5w7gSMVzIEI86GCAunXrOvtSunQeqVGjsHz6aXs5eDBnlgQZNOhRJxRee+2q1GDN+FKaDult3/4Sp+6IEU3NYkSBAEHcHDp2SLrN6yYlhpZwgkO3mt/UlCW7outkzi6J0AEcCR2IoP0qbnDoQIRXXnkl5oEI8fLjjzNSz0CulVq19B4leaRNm3Nl5szhMa8akJmVK2dL06Z5nfdbvHiyWRzm22+7O/VatSopu3fH1jcWdAQI4mLMyjFy6ahLveC47JPL5Os1X5vVfMGvHcBZyamBCPGgl9amTx8sL754ttNY69a1a1VZscJ+WHJmZs36yHmP/v3rmEVhUlI2ynPPFXfqTpr0tlmMKBEgiMnCHQvl9nG3e8FRcmhJ6f17bzl8LPbO6uzmtw7gzIwcOdK7j4luOTEQIR4OHEiR//3fNvL004WcRlvPEoYMeTz1rG+9WTUmenaj4aSjsDIzbFhDZz86dLg89QuD/39G/Y4AgZXtB7dLixktpMDAAk5w5B+QX5pMbyJbD2w1q/paRh3AK3xyI6E5c+ZI9erVvX3LjYEI8bB58zJ5773a3tnIs88Wk/Hju8iRIwfNqtlm1ao53uz0BQv8eXacaAgQROXIsSPSb2E/KTWslHfWcfNXN8v8bYk9kiVtB7Buus5W+/btZU8u3RNi06ZN0rBhw7D+mueffz7h+mtMf/wxUTp2rOAFycsvX5QjczD0DKV792rOe777bk2zGJYIEERs0rpJUvHTil5wXPjfC2X08tFmtYT2ww8/yLXXXusFybnnnisffvhhtnYAp6Ujxrp16xY2Yuyee+6RP//806yasI6lfgmZMqWvtG5dygsSnYuxdm32LVz5559TnPfRS2mbNiXPZ5nbCBBkae3etXLfhPu84Cg2pJh0nttZDh7NucsPOUkvDw0ePFjOPvtsrxG//vrrY1qXKhJjx46VSy+91HtPvRPj118n76WWvXu3y3//+4w3G1znZOiw2j174n8ZVMPplVcuTf083zSLEAMCJMktT1kurX9qLZVGV3I6uAsPKiwXjLxAqo2pJh3mdHA6wdNyQyKtptObOo/l/SCv1J9SX9btDcaKpTq7u02bNmGzux9//HFZvz6+HcB6Z8Hbb7/dCw69dW/v3r3jMms+EeiSIr173+adjbRqdbozQiqjTu6UlE3OMiUaCHpG0bp1aXnjjWudzvp166JfKBL2CJAk1uu3Xl4nd2ZbWuk9NmPjDKeDfObmYN5oZ9myZVK7dm2vgS9WrJh06dLFuatfLLZv3y4tWrQIW7erSZMmsnVr/L+BJ4J5877wJvi5I6U2b14aVmfr1hXy4ovneHXS25Bz+LST1Nu/v+2dNTSY2kCmbZgmOw/tdC47rdqzSn7a9JO8Pvd1p08jrfQCBCETJ06UChUqeEFy0UUXOavqRkuXWe/Xr5+UKlXKey1dbFGXOQk6nSX+zTddvbka06b1Dyv/4IMHncf1JlF6n4+9e7c5M911OZKJE3vL669fHVYf2YuWIgmt3rNaCg4s6ATBiGUjzOJMESCZ08b/3XffDWv8b7nllojvXDhp0iRnVV73uRdeeKGzRhbC6WWquXNHnzSvQ2ePa4CsXj037HHkDlqKJNT257ZOCNSbXM8syhIBEhm9/KT380h7+alZs2YZXn7666+/5L777vOCQ++e2Llz55junhhE7pnJvn2JPZw5WdBSJKHKn1d2QmDy+szXBEoPARKdBQsWyG233eYFg97975133vHuM673b3/ppZfCOuJ1Gfd13DrVSo8eNZwA0Rnl2TFaC9GhpUhC7iQ/nS0eLQLEzhdffCGXXHKJFySXX365M/HvnHPO8R6rUqWKzJwZzIEI8bJ06fSwYb9vvllZ/vvfp2XWrBGyf3/urPYcZLQUScgdeaWzxqNFgNjTSYBdu3Z17gLohoZuOhlx2LBhOTYZMdmtXPmzvPvuPV6QuJveC2TixF5mdWQjWookxBlI7tLb0upqv9ovopercms5lGR34MBuZ+l2HbXVvXt1L0hmzBhsVkU2oaVIQvSBIIgmTOjhBIjeUAo5g5YiCbmjsB6b8phZlCUCBIlK+0A0QHR2OnIGLUUScueB6CTCUX+NMoszRYAgUen9QDRAdCkU5AxaiiTV87eeThBoiOj9yadvnC4ph1Kc285qwOhMdF0Q8crRV4Y9jwCBn3XseIWMHfuqMxprx441zsx1vcvg7Nn/lbZtyzoB0r//A2HP0cmIuoji/Pljwx5H7Ggpkpjen1xv9OSGQkZbWuk9BvhF2lFX6W16//WtW5eHPWfx4kleuS7auH79grBy2KOlSHLLUpZJq59ayVWjr5ISQ0s4q/GWHVlWqo+tLh1/6SiLdiwKq0+AwM82bPgj9WziDenZ85/y0kvnS/PmBZ3Z6Z07/13GjGnvrI1l0rsejhzZ3Jk3oiGiw3917oguJ4/Y0FIACAS9J0ivXrd4ZyN6Q6spU951bnAFOwQIAF/5/vv/kS5d/uHcJyQ76C109Va6bpDoLXb1VruIHgECwDe2b18tLVoUdRr2BQvGm8Vxo5e1xo/vIs8+W8wLkvfeqy2bNy8zqyITBAgA3xgw4GGnMdf7ehw/fswsjrudO9fLkCGPS9OmeZ331TkkemfDAwdSzKpIBwECwBd0aK7bkC9Z8r1ZnK10Dkm3btd7ZyMvvni2syRKToRYIiNAAOQ6bai130Mbb3Meh0nvlb5p0xLz4ZjpYpczZ37oDAV2g6Rhw2vlxx9nmFXxfwgQALluxoxBToP9zDOnyLZtK83iMMOHP+nUnTXrI7MoLvQWuTok+IEHCst554VWVK5bt66sWbPGrBp4BAiAXKX9DXrJSENhzJhXzOIwupR706b5nLpLl04zi+Nq3boVUqdOHW9Z/qJFi0qnTp1k//7w2+wGGQECIFd99tmLTiC0aXNe6rf/vWaxRy8xuf0U/fr9yyzONlOnTpVKlSp5QVK2bFkZNSq6NeaSFQECINds3rzUGfkUySUpLXdHSunzctLRo0elf//+csYZZ3hBovd8mTt3rlk1UAgQALlGzyQ0FPTMIrM7NuqZiZ6haN3PPvuPWZxjdu7cKa1atZKCBQs6IZIvXz5p1KhRaqBtNqsGAgECIFcsWjTBCQTt09C+jcxop7Y7vNYPczQWL14sd999t3c2UqJECenRo4ccOZLxsijLly+X1q1bO5fDSpYsKYULF5YLLrhAqlWrJh06dJCFC8Nn3ruvnZlI6mSn3HtnAIF1/OgRGfJ0BScUhg5tYBaH0VFZzzxTxKmro7X8ZPz48VK+fHmvIe/bt69ZxdGrVy8pUKCAVy+jLa30HjNFUic75d47AwiuPn1kQ8k88vVNxWT3zg1maRidF6LhofNE/Dix7/Dhw05A3HLLLTJ79myzWN5++22nkc+bN680aNBApk2b5lwKO3jwoKxatUp++uknef3116VixYphz4skHCKpk51y750BBNO2bSKnn66tn8ibb5qlYZYsmfp/l7nyyrJlP5jFvrd69Wqvv2TEiBFmcaYiCYdI6mSn3HtnAMH09NOh8Lj4Yu0dN0s9eraha2JpgAwc+IhZnBDatm3rNPD16tUzi7IUSThEUic75d47Awie338XKVAgFCCff26Whpk2rb8THro6r67Sm4gqV67sNPCTJ082i7IUSThEUic75d47AwieW28NhYf+mYlju3bK+LvOlHZ188iXX3Y0ixNGqVKlnAZ++/bo737ohkMkW27JvXcGECx6xqGNXf78oTORzLRu7dRdWuV8OXJgn1maMNyRV5kN782IGRKZbbkl994ZQHBoX4f2eWhj17y5WRpu8WKRggVDdRN8yZB4nIFkJpI62Sn33hlAcHTtGgoEHX2lo7Ayc889obo1apglCYc+EACIxYYNIsWLh0KhTx+zNNz48aF6+fKJ/PKLWZpw3FFYjz32mFmUpUjCwawzZswYZwXhMmXKSLFixeTqq692JjfqWl7ZIfO9A4BYPfNMKBQqVNCbkZulJxw+LHLZZaG6Tz5pliYkdx6ITiKMdgVfMxzSY9apWbOmDB8+XJYsWeIsO79gwQK5/fbbpWXLlmmeFT+Z7x0AxKpBg9AZxaRJZkm43r1D4VGihMimTWZpwurZs6fTyGuINGzYUKZPny4pKSly6NAhJ2B0Jnrnzp3lyiuvDHueGQ7piaTO2rVrnbW6skPm7wwA8ZBVJ/KWLSIlS4YCpEcPszThdevWTfLnz+81+BltaaX3mCmSOhs3bnQ687ND5u8MADmhSZNQeFx6qaR+NTdLk8KyZcucpeCvuuoq54xAV+PVm1NVr15dOnbsKIsWLQqrH0k4ZFZH+z30UlatWrXkhRdeMIvjIv13BoCcMm9eaG6INoRjx5qlsJD2rEYDSy+ZZQcCBEDuatQoFB533GGWIAa6SrB2ot+R+rnWr1/fLI4LAgRA7vr0U5E779RrPGYJ4mDDhg1SXIdRZwMCBACS2MqVK6V06dLmw3FBgACIjz/+CC1TonM5Tj1VpGhRkfLlRZo1C5Uh2+mcj4kTJ8rWrVtlz549zhBhvWWuTmjMDgQIgNh163aiIzy9Tcu6dzefhTjTJVPuvPNO557rOnS3SpUqMmjQIDl+/LhZNS4IEACxeeedUEjkzRvqEP/5Z0n9+iuyb5+I3uL1qadCZVonq6VMkFAIEAD21qwRKVQoFA5DhpilJ2iZ1tG6a9eapUhQBAgAey+/HAqGBx4wS05Wp06obvv2ZgkSFAECwF7lyqFQmDDBLDnZt9+G6latapYgQREgAOzp/T00FLJa60pt3Rqqm01DSpHzCBAA9goUCIVCZsu0u3S5dq2rz0FSIEAA2OMMJNAIEAD23D6Q774zS06m/SRat0oVswQJigABYK9du1AoPPigWXIyHamldXXkFpICAQLA3urVIgULhoLhww/N0hOGDw/V0XkgOncESYEAARCbnj1D4aCzzRs3Ds0+11no+/eLzJkTulmUOxNdb1uLpEGAAIhdly6h+55rSKS3adkbb5jPQoIjQADEx8KFoZV3y5ULrcR7yimhvzdtGipD0iFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAlf8PMzDosxCpOrYAAAAASUVORK5CYII=)
| Product Number | 8H63-5-17 |
| CAS | 942474-68-2 |
| MDL Number | MFCD09027732 |
| Molecular Formula | C12H17ClN2O2S |
| Molecular Weight | 288.79 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory