![Spiro[indoline-3,3'-pyrrolidin]-2-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABzCAAAcwgH6y7B5AAACUnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF2Mbv0AUUkWtJk1qN2ntpH2bHHBSpAAV0Lz8+52hzUKSEQGyOd9z57vzeXa3LzawdXWTV2VCOGUEXJlWWV6uE/Lr5eskInfzWYpKqFg2CXlt27dpEOx2O5q+usLuq5KmVUH69em+yQc6u5BW9ToQjPHg99Pjc8dM8rJpbZk6pJp82nTCxyq1bbeL/7gICltv8zLo1YOi3vbW/gjmX0b3TUb+xXKPawtEYZVvHKyqurAtbAWj+LIvsHalq23rMlgeUBxSibHPZ08PVfpeuLLFqbeQp3bz3NbvKQqKauPSdzSGk28PCSk4AratikVd2wP4mRdbDlaADcFKsAqsBmvARmBjsJzhh+scFThqcIn53jjv8OXw5hLyA+7hO37nD8owWSIhijIuDGgqRCTAUMOMgYgqwxVwjCzWsR+10RHE1IToKcKQVYS6WqgYSW6MN4BmBEiqJf6F1ERhjH9GxIrAAR0JKrW3SRVHitNYhgrQsI40DlIZCRNG0Z2AiaA8kgYmqGVC7eVKGuZHJsLQyxX67tZj1slxuxzNKMYkJjE4ZnE+W1ZldjKFPEvIkpMuvT/dqhEfGSZQ1ZmrcaPegFc9BcQQ8PU4AvwaEA4BX71xQA4BX+sjsLgGqCHgT8Y4oIeAP0fjgBkC/tSNA9EQ8Gd0HIgvgr4BcDYkuh4YTyznF7W7iZyVu2+zG8xZxfu2vMGcFb1v4xvMWd0/236U0VfiucoEJ+0SfF5QOL24vIKTmy3A+3z+FzhPwD18u5qVAAA/TklEQVR4Xu3dCfxU8/7H8b89203KGopwLTdrJa6ytch21SVucilLluz7lixliWt3VSSRhKQorQqJXEWISossWSoq7eL7731yTme+v99vfjPfOTNzZub1fDzOA7/znfn9nJlz3mf5fj/f/zMAADj4P/sHAACkggABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUDi7u23jbn8cmMOOMCYbbc1ZqONjNlmG2P239+Yyy4z5q237FcAQE4QIHE1a5YxTZqs+YT+r/LlmGPWtgeAHCJA4uj999deZYQD4uWXjZk715iVK435/ntjBgxIDBi1nzDBficAyBoCJG4UEttttzYU1lvPmAcftFskeuihte3Ufvvt14YLAOQAARI3LVuuu6q4/np7bfnUzn9Nq1b2WgDICgIkTqZMWXc1seOOxqxYYbcon9qpvX/VovcBgCwjQOKkU6d1VxI33mivTU7t/dfeequ9FgAiR4DESePG60Jg5Eh7bXIjRqx77ZFH2msBIHIESJzUrLkuBNJ9GK6H7/5rd97ZXgsAkSNA4qRKlXUhkOrzD9/y5eteu+mm9loAiBwBEieZBIja+6/dbDN7LQBEjgCJE25hASggBEichB+ijxplr01OD9391/IQHUAOECBxcsst60LgppvstcnRjRdAjhEgcfLpp+sGEup2lupepULtGEgIIMcIkLg56aT0r0LCVx+plDJZuNCY++4z5r337DUAkDICJG6+/XZdJV5dTTz6qN0ikdb7Vy0qwqiH6ZU57bS17TfYwJg77zTmjz/sFgBQKQIkjsaPN6Z69XVXFSrb/sora3tmrVplzA8/GDNwoDFNm65rU6PG2jLwqWjdet3rtJxwgjG//GK3AoCkCJC4mjHDmKOOSjzQV7QcfbQxM2fa71Cx+fPXzjESfo86dYz5+GO7JQBUiACJO01Ze+mla6ew1VXGhhuu/ed++xlzySXGjB1rvyI1q1cbc8MN625/adEAxN697ZYAUC4CpNQNGmRM1aqJVyMdOqTeAwxAySJAYMyXX669ogmHSP36xnz9td0SAAIECNZautSYtm0TQ0S3ylQmHgDKQYAg0WOPGbPxxutChK6+ACpAgKAsdQfeaafEqxG6+mbdwQd3D5Z69bqbqVPn2U0ShNtXJJU2NpfXoDQRIMXqf/9b213X1U8/0dU3x8IHbi0XXTTEbpIglQN9Km1sLq9BaSJAilHnzmsP+NWqGfP66/ba1NHVN6fsANEyYcK3drNAKgf6VNrYXF6D0kSAFKOTT153wF9//bVVfn//3W6VuldfLdvV94IL6OobMTs8tLRtO6DCx0+pHOhTaWNzeQ1KEwFSjD7/3JjatRMP+M2aZXZLS11969ZNfM8GDejqG6Hwgfuww54K/n348Bl2U08qB/pU2thcXoPSRIAUqwULjGnRIvGAv8sua5+NuKKrb1aFD9wPPvhe8O8nn9zP/PZb2SvIVA70qbSxubwGpYkAKWa6baXnIbqN5R/wN9nEmO4ZHhjo6psV4QP3woXLTePGTwf/3b//Z3bzlA70qbSxubwGpYkAKQVvvGHM1lsnXjmcfbYxy5bZLVOnuUTsrr4nnrh2rhE4sQ/cPXpMDP67adM+az6u35K2L08qbWwur0FpIkBKxezZxhx0UOIB/4ADjJk1y26ZunK6+i6pU8csoquvE/vAvXTpKtOkyTPBzxQoydqXJ9zGZQGSIUBKyfLlxpxzTmKIRNHV9/rrg66+Y9csXTfbzAx/5hm7JSpR3oG7b99Pgp81atTL/Pzz8qTtbXYgpLsAyRAgpejJJ42pUmVdiETU1Xdy1armgTXv9481y1ZrlgsuuMCspKtvyso7cK9cudocd1zf4Ofdur2btL0tlTY2l9egNBEgpWrixLJdfZs3z6ir76Lp082NdeuaXda81//9uTRo0MB8TVfflFR04B448Ivg5w0b9jTffbc4afuwVNrYXF6D0kSAlLLyuvrWqpVRV9/lS5eatm3bBgGipUaNGmbkyJF2U1gqOnD//vsfpmXLF4J1N900Omn7sFTa2Fxeg9JEgJQ63ba69dayXX179LBbpuWxxx4zG2+8cRAiG2ywgenSpYv5o8S6+v7ww6/mlVe+MFdeOdyceuqL5q23vrKbBJIduDWY0F+nQovTps1P2t6XShuby2tQmggQrDV0aNmuvu3aZdTV97333jM77bRTwtXIiSeeaBYWcVff1at/NxMnzjWPPDLBnHbaSwkHYy0qTVKRZAdu5W6bNgOC9R07Dkna3pdKG5vLa1CaCBCsU15X3wMPzKir748//miOPvrohBCpU6eO+biIuvrOn7/UDB48zdxww6iEwX/lLU89Ncl+eaCyA/e4cXPKvF+y9pJKG5vLa1CaCBAkqqir75DkpcWTWb16tbn++uvNeuutF4TIZpttZp4p0K6+uhqYPPkH88QT/zNnnvlKmYN5eFFNq0suGeqNJP/220X2WyVI5cB9zjmDyvyOZO1TaWNzeQ1KEwGC8mWhq++rr75qqlatmnA1UihdfRctWmGGDv1yzSZ40xxzzLrBfeUtJ574vLn77nfMu+9+bVasSBw9nkwqB+6PPvq+zO9L1j6VNjaX16A0ESCoWAVdfVdl0NV3+vTppm7dugkhEteuvp9/Pm9Njk407dq9aurX71HmoO0v6lp74YWvm2efnWy++sp91sZUD9y6orH/hoqk0sbm8hqUJgIEyamr77HHBgEyac3yVK1aZsaHH9otU7Z06VJzxhlnJITINttsk/euviodMmLETHPbbWPX5OSzZQ7S4aVFi+fMHXe8ZcaMme29LgqpHrjVA0s9sVJpn0obm8trUJoIEFTuz66+M9Zf3zy15mB/5ppl9002MT0y7Or76KOP5r2r79Sps80TTww355030BxySM8yQeEvDRr0XNNmsOnV66M1V1EL7LcBShIBgpR9P3SouWbrrc3fQlcO7dq1M8sKqKvvkiVLzKBBg8z5559vdt11D1Ot2kGmVq1/m7p17y4TGqqA27nzGG8Mxq+/xv85DZBrBAjSMnf2bHPQQQclHPAPPPBAMysLXX0nT55sN3Uybdo088ADD5gmTZqYTdZcOYV/z5Zb7mlq1mxp9t77Zu+2kJ53qOrtlCk/2W8DwEKAIG3Lly837du3TzgQV6tWzQyJSVdf/X3Dhg0zHTt29IIo/Hfay4477mMuvPAu8+qr/zO//LKu0i2AyhEgcPbkk0+aKlWqBAfj9ddf33Tq1Mn8nkFX34EDBzp19Z295sro8ccfNy1atPCCxw6K8KIrqJtvvtmMGzcuo78VKHUECDIyceJEU7t27YQDdPPmzc38LHf1VaCMHj3aXH311WavvfYqExLhZcsttzSnnnqq6dWrl5k7d27oNwHIBAGCjC1YsMAce+yxCQftWrVqmQ8j7upbvXp1c+WVV5qWLVuaLbbYokxQhJd99tnHXHfddWbMmDFm1apoutkCSESAIBK6FXTrrbd6t7H8g7hub2XS1VfPRa644oqE96xo2Xzzzb3eW927dzdz5syx3wpAFhAgiNTQoUPN1ltvnXBwV1dfPdhOhXpk9e7d25x++ulmq622KhMU4WWPPfYwl19+uRkxYoRZsWKF/VYl6557xnnlVF5+eYq9CogUAYLI6YG2S1ff3XffvUxIhBcNNNx+++1N165dzYwZM+yXw6wdTe+PY9HAyC++mGc3ASJDgCAr0u3qO2nSpDKBoUUP6NULS6/TcxFUTnW5/BDRJFaaVx3IBgIEWdWzZ8+Uuvp+9tlnQRs9IL/33nvXnD1/kdAGqdGc6Y0a9QpC5OGHJ9hNgEgQIMg69cZSr6zwlYXd1Vdt/HXqsovMDBjweRAgqiSs+UuAqBEgyInKuvq+8847wc8bN25svRouwtPetmz5glm+PPW5SYBUECDImYq6+uo2l0q5+z9r1qyZ/VI4+PHHJebII9dNsdut27t2EyAjBAhyTl199UA9fDWiQof+v5900kn2S+Do9denJdzK+vDD7+wmgDMCBHmhrr7q2hsOEX857bTT7ObIwJVXDg9CRONDopoACyBAkDfldfXVohHliM6CBcsS5nHv0uVtuwnghABB3ukZyEYbbRQEyP777283QYZGjpwZBIjmPRk//hu7CZA2AgSxoKq6foC0adPGXo0I3HDDqCBENKf74sXJS+QDlSFAEAv33HNPECCaWArRW7hwuWnW7NkgRDp1GmM3AdJCgCAWOnfuHATIbbfdZq9GRN5666sgQLSMHTvbbgKkjABBLOiqww8QXY0gezp3HhMESNOmfZjKF84IEMTCZZddFgTIww8/bK9GhH79daU57ri+QYhcd91IuwmQEgIEsdChQ4cgQDKZhAqpef/9b7zeWH6IDB9OeXykjwBBLJx11llBgPTp08dejSzo2vWdIECOPvoZM38+5fKRHgIEsdC6desgQF566SV7NbJAI9JPOqlfECJXXDHMbgIkRYAgFlT/yg+Q1157zV6NLJk4ca5XI8sPkcGDp9lNgAoRIIiFpk2bBgEyatQoezWy6P77xwcBcsQRT5sffvjVbgKUiwBBLGgOED9Axo0bZ69GFq1Y8Ztp1ap/ECIdOrxo/vjjD7sZUAYBglioX79+ECD+JFPInU8//dG7lbXPPreY2rXPMr17D7abAGUQIIiFunXrBgEyZcoUezVy4L77XjM1a7YyW29d39SosZuZOXOm3QRIQIAgFnbfffcgQDhw5ceqVb+Zhg1PMBtssJn3Oei2omaRBCpCgCAWdtpppyBAvvuOWfPyZdKkSQml9R944AG7CRAgQBALNWrUCA5aP//8s70aOaRilv5nsemmm5qpU6faTQAPAYJY2HzzzYOD1rJly+zVyKHffvvNHHzwwcHnccghh5jVq1fbzQACBPGwwQYbeAer9dZbjy6kMaCODFWqVAlCpGvXrnYTgABB/q1cuTI4UOmghXi49957g89lk002MZ988ondBCWOAEHeLVq0KDhQbbXVVvZq5Il6YB122GHBZ3PggQeaVatW2c1QwggQ5N2PP/4YHKR22GEHezXyaPr06WazzdZ269XSqVMnuwlKGAGCvPvqq6+CA9Suu+5qr0aeaYIv//NRF18qBcBHgCDv1E3UP0Dts88+9mrkmTo1HHXUUcFntO+++5oVK1bYzVCCCBDk3ccffxwcnA466CB7NWJg9uzZZssttww+p2uvvdZughJEgCDv3nvvveDApIe2iCdNNex/Tup2/e6779pNUGIIEOTdmDFjggPT0Ucfba9GjLRo0SL4rPbYYw+zdCnT4JYyAgR5N3To0OCgdPzxx9urESPffvutqVatWvB5XXLJJXYTlBACBHn3yiuvBAekf/7zn/ZqxEyfPn2Cz2v99dc3b775pt0EJYIAQd49//zzwQHpjDPOsFcjhk4++eTgM6tdu7ZZvHix3QQlgABB3j311FPBwejcc8+1VyOGNPhzm222CT63hg0bevWz6N5bWggQ5N1jjz0WHIg6duxor0ZMvfTSS8HnFl40t4vGjZx33nnm7rvv9tppnhGVrEFxIUCQd/fdd19w8Ln66qvt1Yip119/vUx4VLboqkVXK7pVqbIozz33nNeN+6effrLfHgWAAEHe3XnnncEB5pZbbrFXI4ZmzZqV0Btriy22MHvuuWdQlt9l0UDFAw44wOtIoYGK3bt3N6NGjTJff/21/esREwQI8u7mm28ODiJdunSxVyNmli9f7lXm9T8zPURfsGBBsH7GjBlm+PDh5vHHHzdXXXWV98C9bt26CUUZ01023nhjs/fee5sTTjjBXHbZZV59riFDhnhlcDQBFvKDAEHe6SDjHyj+85//2KsRM+3atQs+L83fkk5xxblz55p33nnH9OrVy9x4443mtNNOM/Xq1Uu4mnFZVISzadOm5oILLjDdunXzuoZPnjzZLFmyxP4TECECBHl38cUXBwcCnbUivsLlTLT07NnTbuJMVzEffPCB6devn3db8+yzzzZ///vfzfbbb18mMNJZ9Hq9z1lnneW9r95fvyd81QQ3BAjyrn379sHOrjNTxNP//ve/hGluzznnHLtJ1qhkimZEHDhwoNfp4sILLzTNmjUzu+22W5nASGfRlY+ugHQlpCsidSnXFZKulFA5AiQPnnjiCXPccceZ8ePH26tKUps2bYIdWmeHiJ/58+ebWrVqBZ+TqibrWUgcrF692kybNs0rifPII4+Yyy+/3Jx44one1ACaitcOjVSXTTfd1Pztb38z//jHP8yVV17pdTcfNmyY+fLLL70S9yBAcm7w4MEJX1I9jLz//vtL+oynVatWwfbQGSbiRVPbNm/ePPiMtt56a6+8e6H45ptvzOjRo73bb9ddd5055ZRTvP3uL3/5S5nQSHVRCRcVkzz22GO9W7B6djdo0CDz2WefxSZYc4EAyaHvv//ebLfddmW+jFrU/VGX5KozVGoVTsMVXnWGh3hR1+rwgVNn+sVC4080DkXjUTp37uyNT9E4lfAoe5elZs2a5ogjjvDuNKhbcrGOcyFAckRdDRs3bhx8wXQvWZfI9hdPy+abb27OPPNMryukLs+LXXi2u7Fjx9qrkUcaLKjQ8D+fW2+91W5StDRyXiPoNZJeI+o1sl7TDWikvb3PVrboVlgxIkByRPdQ/S/Thhtu6M2B8euvv5revXubY445JmEnDS877LCD91p9kYvVoYceGvz/vv/++/Zq5Ik9WFBXirqdBWNWrlxpPv/8c/Paa6+ZBx980Ctrr6uNv/71r97+be/H+tnPP/9sv03BI0BywK4ZdO+999pNvHkW9PP99tuvzJfPXzQX9V133VV0I3PDg9LUdx/5p/v4GhXufy72YEEkN3PmTDNixIiEjgcKmmJDgGTZF198kTCXtB4YV0YH0Wuuuca7j2qHiJb11lvPu+2jLq/FUKBur732Cv7f1JsG+acxGP5notutEydOtJsgBU8++WSwHTWSvtgQIFmkW1T60vhfIF3epnPA1+0C1QLSzqxaQ3aQaNFzFPVh16X0qlWr7LcoCDq79f9/iu3qqhCpBlX4O6aDINyoQ8xWW20VbMtie8ZHgGRR69atgy+OHoyri5+rZcuWeRMv6T50efdYtajniMqhF9pzhPBI42LtrVIo8jlYsFjp+Yi/PU8//XR7dUEjQLJE/cLDB/coB8j98MMP3v1UjaC1Q8Rf1Ef9tttuK4j++lWrVg3+bma2yx97sODBBx9cUmMaskUTbem2s7apBjZqMq5iQYBkwdtvv2022mijYEe89NJL7SaR0TOWm266KWHHt5fDDz/cG/0e14eg4dHCVFbND90u1Tgk/3MotMGCcRfuwq8uwcWCAImYBguq663/ZVERt1w9m3jrrbe8vurhe67hRQfqli1bmgEDBsRm6lEduPyzM92aQ34U82DBOOjbt2+wfVW/q1i6QxMgEbIHC2rU+XfffWc3yzqFw8svv+zV8NE8CnaQaFH//vPPP9+7WsonPWT0/yZ1FEDu2YMFNSI7H7T/aGyFSoKoYGKHDh28gXsaJ6SOFlr8OUX0T/9nWq+xVCrlrrJAKhekK/M4HaS1T4ZHt7/xxht2k4JEgESovMGC+ab72iqRfthhh5UJEX/RTqgz0Hx0odVtNf/v0A6G3NJ4hXwNFtRBVVfNelanbukVVWZwXRQyTZo08SYpe/fdd/N+e1Rd8/2/TSd3xYAAiciLL76Y8OUtb7BgvulgobPL3XffvczO5i8NGjTwZnvL1YM+DaD0f/fOO+9sr0YWqWdfrgcL6neqQ4lmFow6MCpbdIV76qmnelc4ubqtHKaZGv0rPZ1gqshjoSNAIqDL7nQHC+abCshddNFFpkaNGmV2NC3qBHD88cd7O7t2+mzRTuX/Ts2pjdzJ5WBBjcr+97//7XVnt79r4UXPB1QSRNPWPvroo149OM14qAf6WvyrCP3T/5nWqwinSrmrw4quopJ1KtGi772+/5pYKpc0a6L/NxRDXTECJEOZDhbMN52J6YxMZ2bh/v/hReGog82bb74Z+TwIn376afB7VMYFuZGLwYI6yKvKreZDt79T/qI5O3Qg1xV81GOANEWCxk6pY4m6tdu/2190+0wBlwvqwOL/XhVlzPdttUwRIBkKDxbUJXImgwXzbeHChd6B5Mgjjwx6RtmLvvSaU0EH/iho4Jr/3rp9huzTWXe463TUgwVVaFBXA+EKA+FFgZKPmm7Tp083nTp18uZPt/8mLfXr1zevvvqq/bJIKTB23HHH4HcW+vw3BEgGsjlYMN/mzJljunbt6p0h2juav+j+uXrLZNLTTNOH+u+n+ROQXepUscsuuwTbPOrBgurRVd4zNg0Wveqqq7xpaeNg3Lhxpl27duX2UlTPL/XiypZwl2lN1FXICBBH48dPNJtttq5bXjYHC+ab7o1rmtBwyZHwosmwdG/3mWeeMUuWLLFfnpRuHRTLzhR32RwsqGle9czM/m6oK7uuNnR1G0d6kK3nLX73YH/RM0Bdaaf7fU6Frry0z+j36KG6OrcUKgLEwbx5i9ecuXUw1as3NFWq7JDTwYL5pMmt1H9ds7bZO5y/6Odar4eaqUyGFZ7it1i6NsbVzTffHGxrHbiiGIugZ2LqcWjPPa6H1HoIHpcBq5XR85err746oYKEFl2t6So5apqz3f8dCqpCRYCkafXq38255w4y++xzq6ld+2yz776tzNy5P9jNip7OzHTFoSsP/2zKXnTFcsUVVyTt3dO/f/+gvaoKIztUrTnqwYKquhDuVaRF3VM1R3ihTp6kHpV6Bmj/P2ksSZTjY4YMGRK8/7bbbus9NypEBEia7r9//Jqrj+7ecsAB95oJE6bbTUqOnoHoWUh4TIG96FmKnqnYD04VQn4b9fRC9LIxWFClTnTgC3/GGqz68ccf200LkkqP2P9/usUa1fgobf9wJ4NCfX5KgKRh5MiZQXho6dOH2fNs6p117bXXVjhvtHp36Qzvqaee8ro7h7uTqhQFomUPFlQPpEwHC3br1i3hakZXoBrTkMoty0KiEyP7akTjS6ZOnWo3daKrGv999XsKEQGSolmzfjGNGvUKwuOaa3LTb7xQ6d746NGjvauK8CDL8KJxJ+HpbHW7C9GKcrCgzprDc1toUfWAfNdTyyaFosIxfJtWz3cmTJhgN02bpmXwn7noxEq3zwoNAZKCpUtXmVNO6R+ER6tW/c2SJYV5zzIf/PIV6qVjP6QMLxrspRHyiEaUgwX1GaqSc/j91N21UJ91pEu9BcMnQhrzpY4imQqPI1NvsEJDgKTguutGBuGhq5CZM0tjp8kG3UNWrS0NGrQDxF80jkAPeQu5e2O+2YMFzz33XLtJytSTStVuw59R27ZtS6LnYZiu3tQt2d8GGkOSaYiouoP/fnpOlc2yQdlAgFSib99PEp57DB8+w24CR7qXnKzMhRY9mP3vf/+b8X37UhLlYEHdwlH36vBncsMNN0Re0qZQaLyL6nX520K1vTKpp6XtqPJH/vs9/fTTdpNYI0CSmDTpe3PIIT2D8LjvvnftJsiQLtvDYRHuLRRedLZ38skne/OcFMrYgnyIcrCgDm4qgBj+HOJYZTrXVGMrHCJ6JpLJg/VwRYuGDRvaq2ONAKnAvHlLTfPmzwbh0b79IPPbb5l1fURZmtTK33l69uzphYMKzul+uz04zV8046IK5GkuCSSKcrCgOjWEt7veG2upinS4m696Z7l28dXVdbi0/UcffWQ3iS0CpBz+YEE/PJo1e9b89NNSuxkiED7DffbZZxPWacfS7SuN9LdDJLzjak74bNYuKhRRDhZUFdvwdtbgQCTSM5Hwg3Vd+bmOrwnvBzqpKhQESDnCgwUbNOi55osy126CiIR7obz00kv26sCsWbO8meuSleWuV6+eeeihh5zPBAtZlIMFp0yZ4vUy8t9Ln1GpPvOojOYrCXfx1dgOF+PHjw/eQ9t+8eLFdpNYIkAsDBbMrXBNIFVyTcX7779vOnbsmDDHdHhR6QlNSqSz6ELr1eKivMGCrt1r7fltVEFAP0PFNE4k/N1zrZ21//77B++jaagLAQESwmDB3AvXUho1apS9Oil1I9VtG9XQqmh6VJ3NaTCd3tv1jDzuohws2L59+4RtV4iD23JN36vwiHX1gHOp4qvQ8N9DYVIICJA/lTdYUD9DdjVq1CjYaTRHgyuVRVF5lGSTYdWsWdMrsxKXOSmi8MQTTyT8P2obuBo7dmzCtivU+kz5oJ5Z4YfqLhV2ddsqfOtQt7XijgD5E4MF80OzwPk7TCZnzmEq2Kg5KPbdd98yIeIvOsNTTadMJsPKtygHC6oa7F577RW81+mnn243QSXCHQ/U7dzl6i3cK1EP1uOOAFnjuecmJzz3YLBg7vztb38Ldhg9vI3apEmTzJVXXml22GGHMiGiRb2WmjRpYnr37u102yFfohwsKOqg4L+XukmrVDvSp/nV/e2oUi/p0vfVf71uy8Z9AG3JBwiDBfMrPP2pelpli0ZUq8fMmWee6Y0etoNEiybDatOmjVeqXHNXx5U9WLB69erOgwVFV2x6duK/n26LwY1OgsL13lzmWD/kkEOC12uQYZyVdIDYgwXPOYfBgrmm5xL+zqL7yLmwdOlS06dPH+8gXNFkWKp5pGl8P/zwQ/vleRflYEG56KKLgvfTSGi67GZGMxv621O3aNPVq1ev4PUqcxLnz6NkA4TBgvGgs2d/Z3HtepoJhdb999+fUFbeXtStVf3758yZY78856IcLCjffvttwnMUleBHZjQ9bnjK55EjR9pNklK3bN1G9F+vgotxVbIB8vDDE4LwYLBg/oRvJ2VyDz8Kn332mbn++uu9OS7sEPGXI444wiu5snDhQvvlWWcPFtRYl0y7Jofn9zj88MPt1XAUrvGm5yLpuvTSS4PXayBnXJVsgJxwQt8gQBgsmD/+2bS6j8blUl1/h8762rVrZ/7yl7+UCREtemZwyimnePe4czGfdZSDBX06Uw4/+0j3TBkV++abb7yeWP62Tbdir56l+F2q9T6afCqOSjZAVKa9ceOnzd13u40aReZ04PV3MPU4iSNdFb3wwgtrTjhOqHAyLN2G03OEbPbbP+ussxLCS711MhWuAnvooYfaq5Gh8KBMfT/Spatd//Vdu3a1V8dCyQYI8k+3gfwdRLdm4k5n7I888khCLxl7qVOnjvdcQtVaoxLlYMGw/fbbL3hPdWNGtDQw1t++Kvme7gRc4XEluuLM9HZlNhAgyBtdlvs7iMZpFJLp06ebTp06eTu2HSL+orP6xx57zBuz4SrKwYJhGrTpv6dGP1PvKnq6FRqeN2TQoEF2k6R0hR4e3a7u5XFDgCBvvvrqq2Dn0I5WqFQ8r0OHDt7kTXaIaNE97JNOOsm8+OKLaXUUmDdvXpnBglFNphV+SKtaWsiOW265JdjOp556qr26UiqJ4r9e36G4IUCQN5rDw985VPW10OmM8ZVXXjGtWrWqcDKsqlWrelcRqjuVjG5XhAtN6jmLAjcq4Z5mY8aMsVcjItOmTQu2s6700r2NpZ53fkcTVfrVoM84IUCQN5p5zd+5dHZdTNRDqnt31VVbVyzSXnR1ceONN5ZbM0mTZPntohgsGBY+qOmqKY731otJeA6bd99Nv9JF8+bNg9frtmmc5DRAwvWmUlXZa8Lr69XrbqZOnWc3SVDZ+yF33nvvvWDH0KyDxUplRm6//Xaz5557lgkRf1GAPvDAA95zIXuwoOpURSlcNlxXS8guTb/sb2+XCacGDhwYvH7HHXeMVZmdogoQLRddNMRukqCy90PuaKyFv2Mcc8wx9uqiNGHCBG/wXvjhaHhRaZVweZUoBgvaFBr++xfKxEWFLNybSoU706XA2GmnnYL3GDBggN0kb4ouQLRMmPCt3SxQ2fshd9SrxN8pjj/+eHt1UdNBQTMwqmx6RZNh6Wwz08GCNvUMCj/s1+0sZJfK5fiDAlXixOUKIjzroZ6NxUVRBkjbtgNMRYOaK3s/5I7OpPydQqO6S5UmEnr66acTSoFrycacHBoh7b+/roKQG7Vr184otPW56SG6Xq/bm1GOM8pEUQXIYYc9Ffx7RXN6VPZ+yJ2+ffsGO1Xbtm3t1SWpR48ewTbRnO9Rl0kZMWJE8P4a6YzcCD8I1zMuF//4xz+C97jmmmvs1XlRVAHy4IPvBf9+8sn9yi3NXtn7IXc0otrfIaIaIFfo9LwjPDhR98+j9PDDDwfvrdnvkBvhopWq/uxCPfHCJxdRjQnKRFEFyMKFy736Vv5/9+//md280vdD7jz66KPBDqEdDGup7pG/XaK+SgjP/RH3yYqKSfi77hrc9smFruDzragCRHr0mBj8d9OmfcyyZYkPrOz2yJ/77rsv2BnickkeB+rK61dy1cPXKKf6Dc9kGMfSGMVKs2H62z2THod33XVX8D6NGze2V+dc3gLEZSmPvX7p0lWmSZNngp8pUJK1R/7ccccdwc6gkg9Y57TTTgu2jcqORKVBgwbB+8ZxtsViFZ7rvF69evbqlP34449ZO7lwUXQBIirV7v+sUaNe5uef19UfKq898iM82jqu5arzReVF/G2j2ek0H0gUNLui/74uvYHg5ssvvwy2u6apzUT45CLft37zFiCpquw15a1fuXK1Oe64dRNGdeu2rnxAee2RH1dddVWwI3A/vqy99tor2D6aJzsK4QFpuZqDHsZ8//33wXavWbOmvTot9snF0qX5m4q7KANEBg78Ivh5w4Y9zXffLU7aHrkXfqD73//+115d8lTaxN8+moMkCuEZFinhnjtLliwJtrs+g0yFTy6imh/GRdEGyO+//2FatnwhWHfTTaOTtkfuhWds00A6JNIo9PAo9ShmIQzPqhh1iRRUTNva3+4aEJip8MmFnmvlS9EGiGgwob9OhRanTZuftD1y61//+lewE/Tr189eDZM4la1r988wrkDyI+orEPvkQhOE5UNRB4jKmbRpMyBY37HjkKTtkVstW7YMdoBXX33VXg2TWLFY80ksWrTIbpIWnoHkR/gZiGqcRUETgfnvqYq/+VDUASLjxs1JaFNZe+ROixYtgh1g2LBh9mr86YADDgi2k6bIzQS9sPIjyl5Yvvfffz/SkwsXRR8gcs45g8qER7L2yI0jjzwy2AHeeustezX+pA4G/nbab7/97NVpYRxIfkQ1DsR24IEHRnZy4aIkAuSjj74vEx7J2iM3Dj300ODLr3kyUD5V691yyy2DbeUyq52Pkej5ES5imclIdNsTTzwR2cmFi5IIELnkkqEESMyEb81MnjzZXo2QDh06BNvqzDPPtFenLNx1Wj15kBtR1MIqjzpCRHVy4aJkAkQ9sNQTK9X2yL5wX/bp06fbqxESnj++SpUqZsGCBXaTlISr8SqUkBuXXXZZsN1VAy5KF1xwQfDeuZ4WIacBAoTVqlUr+OJ//fXX9mpYGjZsGGwv15Lg4aJ+egaF3Ah3GBk8eLC9OiMff/xxwsnF/Pnz7SZZQ4Agb7bbbrvgiz9v3jx7NSwabOlvL/Xk0fS06ZozZ07wHttvv729Glmy2267Bdt96tSp9uqMhZ8nXnzxxfbqrCFAkDdVq1YNvvQMaqucCipWq1Yt2GajR6+trpAOhY7qJ/nvMXPmTLsJIqYKuv6c6Br8t2rVKrtJxs4444zgM9XnmysECPLGL0ut5bffEudtQfnC99JPPfVUe3VKwlOjagpdZNeLL74YbG/Nex+1cePGJZSoadSokd0kawgQ5EW4NpC+/EjN559/HpzNartp8ql0PfTQQ8G2V2lwZFe459ttt91mr86IPn+NbPff/+CDDzYrV660m2UNAYK8CNcGUjdEpC48ALNLly726kp99tlnweu33XZbp2cpSN0+++wTbO+xY8faq53pql1THoc/y2+//dZullUECPJCPUXCX3ykToUn/W1Xu3Ztp6q6eoDuvweDOLNHnRbCzz9WrFhhN3F29dVXB5/hBhtsYN588027SdaVXICozPv994/3BhbOmOHWlx6Z05mS/+XfZZdd7NVIQrcowj3YhgwZYjeplIrv+a/PZa+dUnP33XcH2/mEE06wVzt7+eWXg2DSot+TDyUXIJMn/xAMJNR8IStW8PA2H8LF5fbcc097NSpx/fXXB9vvxBNPtFdX6p133gleX7169ZzeNy8ldevWDbZzVFMWqBtwuCz/ySefnLfbkCUXIIsWrTBHHvl0ECLh6W6RO59++mmwA+y///72alRi1qxZZv311/e2n25fpDsQUwecOnXqBJ/BgAED7CbIkMrz+NtXz/mimHpWzw733Xff4H118rVw4UK7Wc6UXIDI669PCwKkfv0e5sMPv7ObIMs++OCDYCeIarrWUnPssccG2/CWW26xV1dKPYL81x9//PH2amToqquuCrZvJvXLwk4//fTgPTfffHPvRCyfSjJA5MorhwchcuKJz685O4h+cA8q9vbbbwc7gnqSIH2ahMvfhurKme5YmtmzZ3tXL3q97qerJAaioauC8EBZVePN1IMPPhi8n5bnnnvObpJzJRsgCxYsM8cc80wQIl26vG03QRaFy1s3b97cXo0UrF69OmGGQT1YTVf4jNZ1YCLKuuuuu4LtqjLrmT6jsAcLduzY0W6SFyUbIDJy5MwgQFSpd/z4b+wmyJJBgwYFO4MeAsJN586dg+3YpEkTe3WlPvnkk+BZiv6pgYrIzPLlyxO6SWd6pWAPFlTdq7h0eijpAJEbbhgVhEiLFs+ZxYvj8cEUu/79+wc7hM6C4UbdoTfccENvO+o2lHq3pSs8N/2//vUvezXSFJ77Y9ddd0371mJYHAYLJlPyAbJw4XLTrNmzQYh06jTGboIs6N27d7BTnH322fZqpEFXcP621OCydGlqW39Mgf4Z5WjpUvPzzz+bGjVqBJ+HwiQTcRgsmEzJB4i89dZXQYBoGTt2tt0EEQtPxXnhhRfaq5GGYcOGBdtSBy+X0c7haq4qvZGNirGlQIMy/e24++67O30WvrgMFkyGAPlT585jggBp2rSP+eWX5XYTRCjco+SKK66wVyMNekAbnm/C5Z77999/n9BrKI4Hq7hTLza/V5uW119/3W6SMnuwoG4zZvogPhsIkD/9+utKc9xxfYMQue66kXYTRCjcS+XGG2+0VyNN4ZIZruW8H3nkkeA9NMZg2rRpdhNUQD3iDjvssGD7ZTKuRnPj2IMFFy1aZDeLBQIk5P33v0mYN3348Bl2E0Tk1ltvDXaQ22+/3V6NNGnSok022STYpqq4my4VZVQ5cP89VCFAPYpQufD3WZ+DS2cGn0rsh4M834MFkyFALF27vhMEyNFHP2Pmz8+8/ADKuu6664Kd5N5777VXw0F4TIfrOAEdrDbbbLPgfTp06GA3gUWDYsO3ru655x67ScrswYJ9+/a1m8QKAWLRiPSTTuoXhMgVVwyzmyACl156abCT6NYJMqfeU/421fMM19pLTz31VMJB7Pnnn7eb4E/qdbXzzjsH26pp06bOzyriOlgwGQKkHBMnzvVqZPkh8tpr3AuO2vnnnx/sKD179rRXw9Hee+8dbNcnn3zSXp0y1W7y30dXJOPHj7eblDwN5jvmmGOC7aQxGuqM4CLOgwWTIUAqoDlD/AA54oin13zAv9pNkIHwAcql1xDKF74FUr9+fXt1ylT1NRxGW2+9tZkyZYrdrGTpKqNt27bB9tEo/qFDh9rNUhL3wYLJECAV0DwhrVr1D0Lk4ouHGMcrU5RDdZf8HcalhhPKp1sq4WcYGiToSiXjd9hhh+C9dKsm3bLxxeqGG24ItouWbt262U1SFvfBgskQIEl8+umPCbeyXn6ZM7CoaBIkf6fJpL88ymrXrl2wbc8991x7dVo0tmGrrbYK3u+vf/1ryYeIwiIcHpdccondJGX2YMFMHsDnAwFSiUcfnRAESKNGvdZcWsazP3ahUeE/f6cZPXq0vRoZ0Bzn/rZVN9BMxxDo4XyVKlWC91QF4FK9nXXTTTclhIcG+LnMSS9ffPFFQQwWTIYAqcSqVb+b0057KQiR9u37e/OqIzOHH354sOO8+y6zQkbtoIMOCrZvpvWYZPDgwQkhomcipfRgXQf2cJkSLXqAvmzZMrtpSjRYUCVj/PeK82DBZAiQFEydOs8cckhPs+++nc2uu55revR4xW6CNNWrVy/YeSZOnGivRoa6d+8ebF/Nyx0FXYmEy53oWUspdPHVwb5169YJ4aEClpnUuSqkwYLJECApevTREWbnnVub6tUPW7Ps4dWqQXpU7uGdd97xbgOEz2ZL9XZINumgF749ojEGUdAzkfCDdS3qkl2sI9Y1P0r4SkGLehDqu+yq0AYLJkOApOi331abI45obTbaaO0DRc3jncmXqFT89NNP5plnnvHmmahWrVrCjuMvhXr2FXeqcuxvY3U5jYp6Z4W7+GpR2ZNiq53Vr18/s8UWWyT8f6rwZybPKXQCVWiDBZMhQNKg+kLhekNdu3a1m8Coptj73kx5CtlwDxN70Trdq0d2TJ48OdjWuuKbN2+e3cSZxomEx/Jo0a0YFcks9FLwGgwYLgujRUGS6e06vW94sKCKLxb6tiJA0qRudv4XQGGiKUFL3S+//OLtXP/+97+9QVB2UISXWrVqefWVXnvtNedSG0hduEJsJmMVKqLR7uFxJ1p0y6cQJ6XSlYXmqQl3W9aiq61Mb7MW8mDBZAiQNKnLXninPPDAAwv+LMLFRx99ZLp06eKVDg8XkrMXXa4fddRRXvBmuhMifbp96H8We+yxR0a3Xyqik6hwFV9/adOmTcHMsa6u5CofYv8/tG/f3nuelKmrrroqeE/tL2PGjLGbFCQCxMH06dMTzro6depkNyk62okGDBhgzjnnHFOzZs0yO1p40WW6dryXXnrJLF682H4r5JAebqvLrf/ZjByZnXlu9DxQRTHDvbS0qMSHqg7odlocaXuEu5T7iwZMRnUVVeiDBZMhQBw9/PDDwRdCZ9mZlIyIKw10Uqn1o48+2my88cZldjJ/0RnV3//+d3PnnXeaSZMm2W+DPNODX/+z+uc//2mvjpTu84enxw0vJ5xwgncSku8igbp1+vTTT3vP6Oy/Ubelb7vttsj+Ru1DW265ZfD+hThYMBkCxJG+BLo1438xNINYJv3C40A71pAhQ8wFF1xgateuXWbnCi/bbLON9xBVXRBVfwnxpS7n/hmwTnbmzp1rN4mcxvboYFleJ4rq1at7g/LU2SJXtL/qiuLss8/2Hvbbf5OCQ3/TN998Y7/UWbEMFkyGAMnA7NmzE84urr32WrtJ7M2YMcO7mmrevHnC2IzylgYNGngzr7333ntFdRZVCsInO3fccYe9OmvURVs9mip6TqYTEa3v0aOHmTlzpv3yjKhb8eOPP+5dddkPxv1F33nVssrGA+1iGSyYDAGSIX3x/S+JdpK4l+XQVdKIESPMZZdd5j1UtXeo8KKdTjt37969vSlTUbj69+8ffK7qCZfrMUw62dKtod12263M9yy8bLfddubII4/0xrA88MAD3hWxSqbo9Vr8W0v6p/8zrVc7tdfVc+PGjb1gst87vOy3337mP//5T9a+1/pbwr+vkAcLJkOARODYY48Nvig6KMete+qcOXO80haqgFve5Xt40YCwG2+80ZumM9cHGWSPegrq4Ox/zupGnS8aTKcqwdtvv32Z7182F5Wj10yY2S6dYw8WzKRab9wRIBHQ5W94lHW+vzA6WKiboOYdt8sw2IsGSOletWYFzMZlPOIjPIfF8ccfb6/OCw3O1S3Uk046KaH0ShSLrqB1+0q3sXI1Sr4YBwsmQ4BEpE+fPsGXRl0Xcz0pjB6M9urVy+syGX4uU96y1157eZPYqO97VL1NEH+63aPvpr4Dut361Vdf2U3yTnONvPHGG+ahhx7yHmprjnHdklKnDi1+aRH90/+Z1qudyoIojIYNG5aXkyF7sKCu+PLxd+QSARIhVej0vzz6YmdzDIQGNKpA3s0335xQuru8RWNWjjvuOO9MTAcRlK4WLVoE3wsVtUR0woMFN9xww6IZLJgMARKhH374IeHh3XnnnWc3yYhqGT377LPeCN/w4LDyljp16nhnZDobK9ZKqUjfoEGDgu+IquoW8+2VXNKg2WIdLJgMARIxfZH8L5G+ULocz8QHH3zg9V5RmYXy+tT7i/qxa5Y/9f7QSHmgPOoYscsuuwTfG31fkZnyBguWCgIkC8KVPFX2Q8UGU7Vw4ULzwgsvmLPOOiuh10x5iw4EmotBZ5Wqjgqk4vbbbw++Q5pVD+5KYbBgMgRIFixYsCBh0h2N2E5GdYJUGl4PA3Xv1A4Kf1HXQD2ku/vuu73eK4CL7777Luhmqqtarljd2YMFS22/JECyRP3swwf/gQMHBut01qL/Vl/4nXbaqUxQhBcFUbt27byBYNl8KI/S0qpVq+A7poe/SJ89WDDT+UIKEQGSRTrw+18u1f/RswzdMkhWmFDdLNV3XOUmirFAI+JB1Qj875yuenXbVZOAPffcc16pGs0kiYqV0mDBZAiQLNLzjPADy4qWGjVqeFOOaufV7S8g21TLrLLxQhrYp/luTjnlFG9Qqsr2aHxTlAUHC1GpDRZMhgDJsvCZXnipX7++N4+I6vhQmBD5oIF69vcy1UW9/vTwWOVxLr/8cm8ukKFDh3ojvou5BI4GC+pZpb8dSmGwYDIESA5oJ9PlrmZt0zwEOoMB4kAVcHVVoalpVeqkdevWpl69egmleVwWFU1s1qyZVxTxvvvu8575aebCuNWJS1cpDhZMhgABUC7dTtU4pH79+nmThalruSYOy7QIojqGaBZAzc2haZHVbV2/J+63b+3BgppsrdQRIADSpnFH6n7+yiuvmG7dunll1FWPatdddy0TGOksuvLRFZC6x6oqtOq76YF1LibBSsYeLKhebCBAAERMzwk0C6Lm6FBxQ809o+ls995776Q9ECtbVNOtbt26Xs053UpSbbfhw4d7k6Jlkz1YUPOll9JgwWQIEAA5pYq7o0aN8uao0SyeKrl+wAEHVNorLNmi6sIaBa5ikaoBpzEagwcPNlOmTMl4qmk9F/J/TykOFkyGAAEQG5ohUD0TVTRUvRTPOOMM07Bhw0pnGKxs0YBdTeurAqeq5KDnGZMmTar0SoLBgskRIAAKgg72Oujr4K8QUBho+tvKqjlUtiicFFIKK4WWwkshpisYBgsmR4AAKHi6TaXbVTro66pBt7F0O0u3tXR7yw6NdJdSHiyYDAECoOjpQbseuOvBux7A60G8HsjrwbwdFvaiNipAibIIEAAlTV2E1VVYXYbVdVhdiPVQX1cuqk2nEi4oHwECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwMn/A5Wu6plL64mzAAAAAElFTkSuQmCC)
| Product Number | 4H48-1-BU |
| Synonyms | 1H-Spiro[indole-3,3'-pyrrolidine]-2-one |
| CAS | 6786-41-0 |
| MDL Number | MFCD17019392 |
| Molecular Formula | C11H12N2O |
| Molecular Weight | 188.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-BU
CAS: 6786-41-0
Molecule Weight: 188.23
Formula: C11H12N2O
![Spiro[indoline-3,4'-piperidin]-2-one hydrochloride](data:image/png;base64,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)
PN: 4H48-5-BP
CAS: 356072-46-3
Molecule Weight: 238.72
Formula: C12H15ClN2O
PN: 4H48-5-0S
CAS: 1187931-73-2
Molecule Weight: 198.65
Formula: C9H11ClN2O
PN: 4H48-1-2S
CAS: 1071931-87-7
Molecule Weight: 176.219
Formula: C10H12N2O
![tert-Butyl 2-oxo-1,2-dihydro-1'H-spiro[indole-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-1-300
CAS: 252882-60-3
Molecule Weight: 302.374
Formula: C17H22N2O3
TSCA: Not listed on TSCA inventory
