![Imidazo[2,1-b][1,3]benzothiazole-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABV/AAAVfwGXvR57AAACYnpUWHRtb2xTb3VyY2UAAHichZVta9swEID/yqHPi6w366XEKaVlMGg3WDvYt6E6SmqI7WK7efn3OzltFydZTCx0ku65k+50yvR6W65gHZq2qKuMcMoIhCqv50W1zMivp68TS65n0xyVULFqM/LSda9XSbLZbGj+Ekq/rSua1yXZr19t22Kgs5G0bpaJYIwnvx/uH3tmUlRt56s8INUWV20/eV/nvut38R8XSembdVEle/WkbNZ7a38Eix+j23ZO/p3lFtduEIVFsQqwqJvSd7AWjOLHvsAyVKHxXZjD8w6nJVV49tn04a7O38pQdShGC0XuV49d85bjRFmvQv6GxlD4dpeRkiPgu7q8aRq/gyjFac/BC/ASvAKfgtfgDXgL3oHnDBuuc1TgqMFRhacY81WITp92ryEjP+AWYruF73177OX3H4ZMZMRRZaUDSyV3CjvNnAVNrVYKUhwxB4pKIzl21pi4prhJQVKdMgaCSqtTYNRabWHCKNea41BYBDk1lmnUsVIqAjt0x6h2WsYVphgaEbwfceck6jHjTBylTERbkqnepjC4mQmnQsYe51PcMfaGSYO+lEB1Tq3DWUGFkr0N7iwGNfmM6mz6XFfzAxGKeUaeOenD/TMsWvEecQJ1Mw8NXuJoIKoeAmIIxPx8AuIcIE8AddmDGgIx95/AzTkgHQLxplwG9BCI9+oyYIZAvIWXAXtyhhHAnXhwlwHOhkRfEyPIcbL7GhphjvK9r7kR5ijl+xodYY6yvq/pEeYo8R9vwEXmNPejiDkTtrNMclBiyccjh+LJA5gcvI4J/ifM/gK2DNNF2C4ErwAAPiJJREFUeF7t3QeYVNXdx3FjN0YTe0nR2DXqa2xgL0Ffu0FEjTVRQZBgwwIqttiwd8GGohFUNIpYsGHjRUSxo8QIKholiA1BRc1553fGM8yenXLvf2d3p3w/z3MflHtn2J29e3/3nvI/8zgAAAzmif8CAIAkCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgACATJzrXs6dza67p3KKLOvfTnzq3xhrO9eiR3YdmCBAAOP985+abL3NFnKfwpn0DBsSvangECIDGdtll2ZD4yU+cO+ww58aNc27mTOdmzXLu+eedO/zw7D4dc/nl8asbGgECoHG9/75zCy6YDYebbor3zqV9OkbHTp0a721YBAiAxnXyydlg2HvveE9zXbpkjz3llHhPwyJAADSuTTbJhsKoUfGe5h5+OHtshw7xnoZFgABoXEsskQ2FGTPiPc1Nn549dqml4j0NiwAB0Ljmnz8bCt99F+9pbs6c7LF6DTwCBEDj4gmkRQgQAI0r9IE88ki8pzn1k+jYTTeN9zQsAgRA4+rXLxsKXbvGe5rTSC0dq5Fb8AgQAI3rvfecW2CBbDAMGRLvneuWW7LHaB6I5o7AI0AANLaLLsqGg2abd+uWnX2uWeizZzs3frxz3bvPnYl+ySXxqxsaAQIAZ5/t3LzzZkOi0KZ955wTv6rhESAAIK+/nq28u/rq2Uq8iyyS/e8jjsjuQzMECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAI1Hcz1+/nPn+veP9yAFAgRA4znppOz8jk6d4j1NffONc598Ev8tfkSAAGg8O+6YDZDjjov3NLXFFtlSJ2+8Ee+BI0AANKJll80GyK23xnvm+vzzuSVMxo6N98IRIAAazdSp2VDQVmqG+ZNPZo+Zb75sbSw0Q4AAaCwjRmSDQeVKvv8+3jvXpZdmj1t77XgPfkSAAGgsZ56ZDYYOHeI9TR1ySPa4/feP9+BHBAiAxtK5czYYVDixlPXXzx534YXxHvyIAAHQWFZeORsMgwbFe+b6+uu5C0099li8Fz8iQAA0jhkz5o6s0mTCYrSQlI7RsXoNCiJAADSOxx/PBsP882efMoq57rrscSutFO9BHgIEQOMIy9eut168p6mePbPH/fGP8R7kIUAANI4DDsgGw8EHx3ua6tgxe5xGbKEoAgRA41hnnWwwaI5HMZobojkiOk5zRlAUAQKgMWg2uWaVKxg0y7wY1b3SMdo0ax1FESAAGoPqWYWRVapzVcxtt2WPW2aZeA8iBAiAxnDNNdlgWHXVeE9Tffpkj1PFXpREgABoDN26ZYNh773jPU1tv332OK0ZgpIIEAANYfbGG2eD4Zxz4l1NLbFE9rhhw+I9iBAgAOreD9995y5aeGF3YyYYpj34YLx7rilT5nagT5oU70WEAKmwf//73+6uu+5yRx99tFtzzTUz5+E8/s/vS5WNBtCqXn3lFferzO/i7zPbpx99FO/O+fKee9wnCo/FFsukzg/xbkQIkBZ6/fXX3aBBg9zBBx/sVlllFR8YhbZDDz3U/fe//41fDqAN3Hzzzf73cIUVVoh3NTGyf393Rua4u7fcMt6FAgiQFL755hv37LPPugEDBrg99tjDLbHEEs2CQttimbuXHXbYwZ155pnuoIMOyv39ceXWXwbQKtQioN/BXXbZJd7VxG677eaWyhx3du/e8S4UQICU8Nlnn7kRI0a4E0880W2xxRZu4YUXbhYW2lZccUW3zz77uMsvv9xNmDAh8+Tb9NH3qKOOyh171llnNdkHoPVtvfXW/vfvlFNOiXc18ctf/tIfd9NNN8W7UAABkuedd95xQ4YMcd27d3e/+93vmgVF2NZbbz3Xo0cPd+utt7rJkyfHb9OMmq4OOeSQ3OuvuOKK+BAArUS/f4svvrj/3Rs+fHi8O2fatGm539GXXnop3o0CGjZA1Kn94osvussuu8ztvffevm00DgpteurYaqutXN++fd3999/vn0os9O/98Y9/9O8577zz+jZZNKZXX33VDR06NP5rtJK333479/usm8RiHn74YX/MQgst5L799tt4NwpomACZOXOme+SRR9zpp5/uOnXq5H72s581CwttSy65pNtzzz3dBRdc4MaMGVPRE0l9KPq39e/MP//87p577okPQZ278847/Q2EzgGdZ5+XKqmBitBnrs/7F7/4RcmBLOedd54/bsMNN4x3oYi6DRANp9WJo84znRDzzTdfs7DQttpqq/nmpeuuu869oSJqreyrr75yHTt2zN3pPProo/EhqEO6EfnrX//a7PxbaaWV3JOlCvuhxfr16+c/62233Tbe1YT6MXXcYYcdFu9CEXUTIK+99pobOHCgH/VUbDit7vo33nhjd8wxx/i20I8//jh+mzbx6aefuvXXX99/TYsuuqgbqyJvqFtTpkzx5104D3fddVffdBqegvVEcvzxx1f0aRdz7bTTTv5zPvbYY+NdTay++ur+uKuuuirehSJqMkC+/vpr98wzz7jzzz/f7b777v7RNA4LbRpOu+OOO/rhtI8//ri/+68WCq9wwmo48CuvvBIfgjpw33335c5P3cComSQ0o6g9frPNNsudr7qp4DyovOWWW85/vrfccku8K+fLL7/MNS2q6RrJ1ESA6I5dv4hhOK2afuKw0KYheGE4rUZRxMNpq43uTH/1q1/5r3355Zf3nX2oD999953r06eP+8lPfuJ/vhrq/fTTT8eH+cEVZ599tltggQX8cTq3L7rooqo/d2vFhx9+mLs+qJWiGP1sdIxCRP2lSKYqA+Rf//qXv1tIOpz2tttu8xfjWvTmm2+6ZZZZxn8/K6+8spvKAjY1Tz/DzTffPHeealKphoiW8sILL7i111479xq117/33nvxYUhp5MiR/vNcZJFFfKgXo5tOHbfWWmvFu1BCVQXIn/70J7fgggs2C4pwAmg4rTrEdFLU0+gVDSf++c9/njuBp0+fHh+CGvHQQw+5pZde2v8sNXDjjDPOSPw0MXv2bNe7d+/cU4vOCc01gt3f/vY3/1luuumm8a4m/vznP/vjdA1CclUTILo7UBtxCIwwnPbCCy90//d//1f3HYx6hP7pT3/qv/eNNtrIffHFF/EhqGJqijr55JNz7ehqd3/sscfiwxIZNWpUbka0Ns1TmjFjRnwYEthrr738Z6jWjFL+53/+xx+nMkVIrmoCZPTo0f4HqLuvQm3FjeDBBx/MPYGp9ILuSFH9NGRcTU7hgr/NNtv4v2sJ9ft17do1957qQ9FEN6Tz29/+1n9+1157bbwrR/OzQh+U5oohuaoJEBUa1A+wQ4cO8a6GMmzYsNyclZ133tnNmTMnPgRVRKP7wigfPX2oibWSpfvVhBWaN3VzpSYubiySUdWI0Bz43HPPxbtz1P8Ugprm43SqJkDCkNZzyq0W1oo++ugj/ySk8uxqu9bWq1cv3z6qSWDh7zTp8Kmnnmq1eSR6/3Di77vvvonb0NF29DNRYcwQ9ksttZR/gmwN6kzPf8JRP5kueijtiSee8J+XmsZLhe7111/vj/v1r38d70IZVREgGokUfjlUJ6gtaC6JwkKBsN122xUtbVJuU5E2lSfRUEyVeq/UE4P6fsK/0U1rOaNq/Oc///Hzi8LPR3M53n///fiwilJgXXzxxbkh7GpyUQdxJZ926o0+L31WGslZypFHHumP0xINSKcqAkQdV/oBqr2yNamjXneJBx54oJ8BHoeBNt35r7HGGv6OT5tmtusJRH+GvwtPS4U2TQrUBV9PKC2l0tPhfU844YR4N9rBc8+96lZaaa3cz0VNr6WGh1aabrBCh682hZeGvaO5sBaPft8DDad+66238o5yuSHXqpOHdKoiQLbcckv/A9S6Ga1Bd4ynnXZabr5F2NRmrRFPughooqKehJJeDPSkodpZKoiorzuUJsnfNK9D48tLPT6Xoya08H7t2bzX6DR5/OabJ7jVVuueuUnYKLMt6e699974sDahEYkqfRJGfOnpWc2eaGrdddf1n49uULXMdJcuXXKfmYqlip7sws1ke/08a1m7B4g6rUI7cqULC37wwQe+70JzSMJFWO2han5QOfVKzyVRUGm0h2bL5wfJsssu684991w3a9as+CVlqeyF7qDCe1199dXxIWhlX3zxjTvmmIcyNxuDMjcKF7hddunn3n23/Sd8qgijijGGc0NlfcpNWGwUGgYfriv5v//5m57wJ06cmPt/Jm6m1+4BEtYq1kiTSvUfaFie+iTym6l0EVebcWt1fMdU50hPJvknr37ZLSXc9VSk9lm9h+6gmFzWdl5/fZrbbbe/+/DQdv75z2TO0+rpd9CF8uCDD25ynutpuhHpZkuhesQRRzSrj6e+I80r0/VGxSzD34ebPU3+RHrtHiB6rNQPUKONKkGTt/Kr8arWlO7a1WneHvRUoglmYZKgNg3PVY2eNPT1b7/99v71eopq1ItEW7r99tdchw7X++DYaqub3KhR1dvXoOrSGgkWzrHDDz+8YWo6Pf/8874ZOn/ypTb1Z+r3X8vT5rc2aOCBhkPnH6u5O0ivXQNETwqqmKsfoOpZtYSeXtTRHNo4dcehR9RqqcD77rvv5lYk1KY7xbQTw3RBUEkGvV4rJWqYIirvq6++zZxLj+SeOvbb7y733nuVbe5sDbopCaXLtelGSlUc6pH6H/v37+9WXXXVJkGgTX2qV155ZdnWBpXUD8PlVfmCwQjptWuAqG6Qfni6o9bMWyu1XaozPJxAmsVdaunK9qRlcUNnvsJOIVdqlbSYSlqEzkGF77hx4+JD0AJvvTXd7bnn0Fx4nHXWU5kbnWQDK4rR06Mqwar5Up23+fOL9Kf+X3//j3/8w73++ustLtuji2d44lU/gM6xSjUPtycVTFVfYqEBKxtssIFf3iFtP4aatUMJJf1eUso9nXYNkDD+utxKYaWoEGFYz1wngiZ3VfvYeN0p6pE5nPwabph09JeoTEa481KzRaky1Uhu+PA33Gab3eCDY8stb3QjR06KD0lMM591h6ybGT0txhe8Upv6zdRcqXPZuj6IhqrmL2KlGyx1GNcanesayZi/bkrYNJxeQ281erIl1ASm5RTCZ6+VTJFMuwaIZn7qh6YJPxaa0xEmAKoTTItM1QqFnJbbDb8M6hdJM0pr8uTJuTZfBSiP33azZs1xJ5/8eO6po2vXOzNPsOmfiHWxU2gUWxFTHbubbLKJv2FSx7eeQPSn/l8X+1CyJN60bIHWCElbYFM3Jfp6wh22Lo5XXHFFfFjVUWvEDTfc4EM0NEmHTdcMDWGu9Ex8Pd2ss846/t/QvxmG+aK0dguQCRMm5E6Kf/7zn/HustR/EGblal1zy3tUAz12h3ZYhUiaJxG1A4fS4ZqEqWHLSOdf/5rhunS5Ixce/fs/4WbPTv4zEJ17f/nLX5otRfD73//e98tp+QENpkhCw3A1H0HLLq+55ppN3k8BpAEZaZt7tWSyfkfC+2gYe7WdK7p5Uj+ohiLHn6Oalnr27FmRybmlqHZWGKiiTaO5qr01o721W4BomVn9kLSITlr5pc/1S5r0l7Na5de+0h1pmj6R8ePH+3Iqeq1KNnzyySfxIShixIhJbostbvTBsfnmN7p77knXFKKRPbobzr/gqWqu+jQqdUOjGy2t5Z3/dKILqkYWpTlPNJhEF8TwHuo0bu+mGg2iUVjut99+TUYpatM5rSc0lbZPc1PVUuorOuSQQ3JfhwYlaLlbFNZuARLaZ7VMbRrqZMxffKnWwyPQWtnhpFWnZxoa+x7mm6iJhBO+tK+//i5zA/Nk7qmjc+dhbtKkdMGrJ+DQ96ZN5W8GDx7c4g7wYhRW6kBWqZzwb6qGW9rh4BrEEaoHa9Mk1UpPqC1Fd/SaMKwntniuhs5hlbC/++67223YfaAb3HBTp9Ix1fbEVi3aJUD0wwg/nDT9FmoDDo/19bj8a+gTURts2iG+aiYJaxqoTb29fwGrlYbj7rvvXbnwOOmkR/2w3aR0h6qfU/6qgeqfaKtRTrph0sU3/PsaDp52DQu9hybVhQv3b37zG19YtDXp91xVIfLDS5vO2V122cUNGTKkaobcB5qwG54u1d/48ssvx4c0vHYJkIEDB/ofih7F07QxhtXFdKdSjz9MfRZhdJYuDGnvLv/+97/nOh132223Nn30rxXduo3wwdGx4/Xujjtej3eXpDv1P/zhD7mLn9rL2+smRgNIwnBwdZLfcsst8SFlqaM6zMPSedOnTx/frFQpL730UiagT2pSbiX8W7rJUdNttTe56uk+PPX5YfMPPRQf0tDaJUBCKQG1NSalGlPhBFQ5gnql0AgXBnWqpxXCWZvWd67HtUTC04NC4P33i49MCsfl01Ddo49+yL3xRrqmT42wUh9TuACqVE57f7Y6V8LEUj2RaGJcWpovFarRatOIL+vQYVHfj/qA1LycHxra9LVecsklqW+M2puGCWuQyqaZ72FAJqw/y/yOIavNA0SPqWFcvMovJKFf3tDvceihh8a7686IESNyv3SW2lka2RVe36NHj3h3zQvBoO3YY4s39RUKEAsV/AzhUW3zBPT79L//+7+5ELE8iejJV/0roQlUzTZajyZpQGotFB2fP5k3bPrcNFmvWif2JjVj2jQ3sEMH92Lme3La1HebYhBDvWrzANFsW51YGoKbtFbP3nvv7V+jyT4aatcIQtkTPf6nmR8S9O3bN/dLrP+uJyEYVJ9Kfz73XOFmpEoEiC7QG264YS48qrF8jPpfQogoBKxVrTUpN8yF0KbmVJXgKUT9KNdcc42fKBmHhu7WNRCkrRaHays/aFmGvfbKBoi2rl01IiM+rKG0eYDoCUInmYbHJaHOvXBiar3wRqFf3DC0UXeHFnr6CJ+dnkrqRQiGwYNf8n9q4t/33ze/W65EgKgZUJ+f7sofeOCBeHfVUNCF5ixL/1mgwReqIp0/SCA81WgQi5qPFVZhcmLYNHxZgws056Su6ansuOPmhsjmmytN46MaRpsGiB6JdXLrhEu6rkXoVG5JuZNapUlj4YJgWZRKn3e4AGpT/0g9CMHw7bffuz32yNatGjaseTmXlgaISmjU0meX33+mIb5p5onENLIrv7qt5mXEJVk0l0RVf/VUlrS5q27o+jXffNkQWXVV5ybZy97UsjYNEFUG1Ymnu5ska0jnP31oNESjUTNBeAqxlqDQSCyNyNJ7qPNXI7VqXX4wPPHEFP/f2213s1/4qdhxaak0TPjsa6nfTaOzwki8G2+8Md6dima877PPPk1CQ2vsaO6I5pO01dDlqjVypHM/+1k2RJZaSjOc4yPqXpsGSL9+/fxJqNnjSajkgo7X3VSjUnOCPgPNe7HeUapZQk9weh+1kWvOiJVqBjXf3nUvvfSWe/75ye6FFz5ssj377HuZi82kgtugQS8U3AYMeNadccbo3DZ+fNPmmDgYevYc6f9fr8sXH5dGGK6r9vxqm59QjuaJ6GvX00jasicxdX6H8FC/huVJuK5NmODciitmQ2ShhbSITHxEXWvTAAkjWbQ+eTkqyxzupFT2vVHpFzi0R7ekFpBmp2uWut5H76dhluowVTDFW7x2fLlt3nkXcMsuu51be+1TcxftSm5/+UvTtarD3weqZ7XJJtf5Tf9d7LiktFhX+N5USqPW6Mk1zF1IW9UgpqHBeh81Z1lvYOqeWlPWWy8bIpnfLXf22fERdavNAiT/TiZJJU2VstaxWlGs4dpXI2HZzW7dusW7UtGkrTBUs5KbAmSZZbbNBMjJzS7+u+9+e8HtoIPucd27399sO+qoh5o8fajkyIQJHzX5PgoFg5aa1d/paSQodFw5ukjqCVnfl5YRrlUaeKHvQeVC0lbxzReexFRHCyXoM95hh7md62r2bICJvG0WIGnvZMJ6F+pIbnQaLqnPQneVLWl31hDoMHpG7dgaUVNoU99ToU3Vf5s3X01p83pkhYLh88+/9v0g+vvRo6cUPa4cte3r89FTmgoZ1irNmg9zp1RqxULnS7jhaEmzZ8NQYBx++NwQ6dQpGyx1rM0CJJRJTnIno8Vwwt2tiic2Ol2gQ3Pes882bedP4/bbb/fvoTVUarlWVrFgGDr0Nf/3WlFwzpwfih5Xip469BmpPlOtUxVffS9awc9i6NCh/vXqOK/l86XNadi9mrIUIuuuq/b4+Ii60SYBkn8nk2QsvYb4hqcVZIVlPFVCwyoM6e3cuXO8q6YUCwbNBdGcEO27+ebsHJFCxxXz0Ucf5Z7QLBUAqk3+mjuW8iT777+/f60mtSKlTPi6hRfOhsgKKziXoNm+FrVJgKS9k9EFTsenqZVV78JorE56LDZQ01con621JGpZqWAYO3aq3xdmqRc7rpBQb02DCFrSVFhNtN6Ovif1Kaah4d+hI76lw4EbliqNL710NkQy1z53//3xETWvTQIk3PkmvZMJ6xPXc9HEtFQ3TJ+JJnRZPP744/718803n1/1rpaVCwbVxwrHlDou1qVLF/8ZqX+oXmhlQ31PakJOQ5MD9To1nX788cfxbiSlhcVWWy0bIpp4WGdN8q0eIPl3MknufDVuXcdqq+VOzEpTRdDwuai4ZFrhQqLKq7WuXDCoQq8q9ZY7Lp9G+oXz1FKQsFppxT99T6rjlWaxq9B/stlmm8W7kNb06SqpkX0aqbP+kFYPkPw7mSR3vmG2uo6vtQlcrUm//KF93jIrf5VVVvGv1cqHaC5/mHmtV47Np36d8H1pFF1SYRSktQ4bGkOrB0i48016J6OnFB2vKrRoKvxSX3/99fGukjSSzXIRSUv9W6+99prvgL7gggv8uhC9evXya1vrT/2//l4VmfU1pbkjbm0a3KHPR+VL6m3eURjOq889CZ0j4XxhFGQbmDhR5RScW3PNbF9J5hx0a6yhaqjZfaXM8+OQ4XKSHpdS5d8xEi56Se98dYHR8fXQ1FJpW265ZarPMgjrretnUWnPPfec69+/vy/rHRfbK7epWUVt8+rgtYwSqiQtdKSvaYMNNoh31byNN97Yf29asyOJsJ6MnlrRylQlOxRlLLRp34AB8avmCseVk/S4lCr/jnksdzKnnnqqP14lo9GUVijUZ5O2PIWe/vQ6PQ1WgvpgFBqhWSzeNNpLZVNUf+vggw/2TyD6U/+vi1m4I443rYanSW8tmTltpe+nXs+7tOdNWKFQ5dnRirSCZOZz9nNGDjvMuXHjnNMaSVr/5/nns5MSw3ySyy+PX52lfdrKSXpcSpV/xzzhzjfNnYxOWr1Gi0ihqa5du/rPRkN6k1K/U5iE2NLFkLRcqQr1aW2M/Au/Sn+ccMIJfrZy0lnp+rrUwatQWzPz6J7/fgogVSBoaSFAFWF8551k71HP512a80Y/P43U0/EauYdWovpZmd8jf1EvNbhI+3SMjp1aYOE07dNWTtLjUqr8O+YJdzJp7nxV70mv0R0rmtJnos8mTU2s0KekEUYaEWehshjHH398k+DQAkLq01CoVIJG3GnkT/7TieZj6OtPUvom9tlnX/viiltueWOzMu+F1PN5l+a8GTx4sD9WIV4vc2Gqkko06YKe5IalS5fssYWeIJMGQ9LjUqr8O/5Id5iWO5l6vhNsqTR3kkFYGldzcSwefvhht8IKK+Qu6mussYa/yLRWB7jCSiN/wpBabSrnn3aFPS02tfXWg/0w3vvueyve3Uw9n3dpzpswiXe//faLd6GSNtkke0FPUu058zvoj+3QId6TPBiSHpdS5d/xR+HON+2dDH0gxaVty9aoKM3+12tUDSAN/cx0Uc1f2lT9E2l+li2hphQ1l4V/X6syapW8NE47bbQPkPwKvcXU83kXzptyhUm/+eYbXydNx9bDwmNVLXOD5C/oM+YuP1CU5pHoWC1aFQvBkHSrsMq/44/CnUzaO98BAwb41zEKq7m0o7DC0FTVIVM9sqT0FBDKeGvTSKmphdpf24BW2Avrk2geTJpJfmPGvO8DRE1ZM2aUXggpjMJKuthZLQnrwJQbhaXPOpwvLe1/QhmZc9lf0JM0K+umTcfqNbE4IMptFVb5d3TZO99wJ6MKsGmEJxctbISmVlttNf/ZJJ0HosrHIQCS0girsPCXOt9VvLG950Wo+WrTTTf1X5OeSLQ0QBIqrviHP9ziQ6TQmun5NABA7695IJY+l2oWaqCVKxDZu/dJmZ/5Qg29AmibqfQTSDlJj0up8u/o7He+MmbMmNzFa5aGs8FT01GYia61OcrRRVDVjHV80gvu9MyJGsJDczTuvPPO+JB2o6oEal4KIZL0SeTcc7MLTcWrGsa0BrreW5vWOKkX6osM35cmeRaj82XTTY90yy3XyV1zDc1XrS70gSRpllU/iY7N3EQ1kzQYkh6XUuXf0WkCZQ9/wqa58w1mZBI5nPAvvfRSvLth5a+RkqRDWas+huOTlObQBXrDDTf0xys8WjrktzUoREOI6Obk0UcfjQ9p5sUX/+0DZOONB2U+ty/j3Tnff/99bgRYPbX/hycrTfJUH0cxb745PfPzvzpzA3GWe++96fFuVFq/ftkLeteu8Z7mNLBDxxbqw0oaDEmPS6ni76g7GS1Dq5P20ksvjXcnog5Tvf7WW2+NdzUslaHQZ6KmwSS07ryO1xNFEqFisobqJlmzpb0o6EJzls6TcmH6ww//dTvvfJsPEa0RUkpYTOpQLUdaJzQ/R9+TKgWUMmjQC/4z0noqaAMqqpi5CfIX9SFD4r1z6Ulbx2geiOaOxJIGQ9LjUqr4O+bf+apZwCL8Ih+m2ZnwjjvuOP+ZJG2fDut699OdThmXX3557mc2cODAeHfVUWiEjnV9HuX6LC65ZKy/OP7pT8PjXU1cccUV/j3V9Nfe/T6VEp4qNdO+lAMOuNt/RldeOS7ehdaipYZ1Uddsc83R0exzNdvPnq1ZsM517z53Jvoll8SvzkoaDEmPS6ni73j66af7EzbpnW8hYf10OtLn2mijjfxnosl75byfuVMJw19V3bgUhbw6jmvtzlsjhsIM+3ILHr3xxn9ypd0nTy7eJ/de5q4wvGeS5rFqN2nSJP+9aFPNsmKmTfvKN/Hp83nlFdb+aFNaYTRzzuUu8PGmfeecE79qrnBcOUmPS6ni7xjuePr27RvvSkydfeHEtz7F1BMNRAiTMpN0oIclgZdbbrmyd9JhuO5vf/vbmiufr3ki+tr1NFJu2GnnzsP8BXLgwPHxribUb6f3POCAA+JdNUc3G/peyhXRHD78Df/Z7LDDEN/khzamOoGqvLv66tlKvIsskv3vI44ovwBV0mBIelxKFX1H3cGFO1+NpmqJ0I9yTqn0bRBamVGfhfo/kiwJvNNOO/njyz1R3HfffbmgHpVkRmyV0WTDMGO93OTKa68d7y+SCpJS1O+m91NfkM7nWqUBB2EUXrnmq969H/SfzRlnjI53ASVVNEC6d+/uT1jdLbd0GUw9wei9VGiv0YWRR0nuimfOnOkWWmghf3yp9R/UbxD6SdTnVKtU9kTfg+Y6lKriq6KKoRlr4sTio4x04dVaNHrPnlqjoUaFmlYKwlIDDWbNmuM22+wG/7k88cSUeDdQUkUDROt2hzZkXZw0o9lq4sSJubvjcu349UxBHOZ/JBkdFdZO17DNUk1S999/vz9OT4y1vHSwzrEw/FalVkpRJ7oulJdeOjbe1cS1117r309BXKlikW1JIaiaZfoe1MxXyuOPT/afiUJk9uwEs6KBPBUNEHnooYdyVVtVeqMlkwE7dOjg32ffffeNdzWMv/3tb/4zUDt/kmq6hxxyiD9+1113jXc1EUa67bLLLvGumhPW715//fXjXU0MHvySv1hqWG+pgVuaLxFm/Xfq1CneXfUuvvhi/7Xr97BcAKrZSp+JmrGAtCoeIKIZzKHTV+3x1sqtd9xxh38PvZcm0jWa2bNn5+bEaF5HOZoMF4a3lhqOq3Wyw1NNufIWtUBPUPpetJVa2VATCcNoI00wLEV9QuE91QdVKz744IPcE1mfPn3i3U2ow7xTp2ypF3WkA2m1SoDIDTfckOtQ32effcqOBipEr1lrrbX8e9TjOg3lXHPNNf571zDbJAs1PfPMM/54fe66kBQTmmgUNm1VXbe1rb322v570vK4paikiS6Y5533TLyrmTC5UoMX1KRa7fT7EkaRqQR/qT4hefnlj/xnoVDVUF4grVYLEAmP0toO1/KMBkOGDPGv11PIiy++GO+uW+q/CCPRevXqFe8u6MQTT/THa9nYUrp06eKPO/DAA+NdNUuLlul7Klc+Z+jQ1/xFU3feKrZYivpXwrK9mtfUkj69tqDCl+EGQuu4lHPFFeP8Z6FJhIBFqwaIhLWmtZV7pC5EzTJhtJBKWFieZGqRhqWGu9+kpdTDXfiZZ54Z78rR5xeGviYtSFgLtDyuvifV8SrVZPrJJ7N8eXddOFXuvRxVVgij2rbZZptEw6jbg5qNwwCWpCuAqmyJPgeVMQEsWj1A5K9//WsuRNQpnJZm0YZfDjXr1DsVP9QoKn2/SefBqLM0fMalRlXpvcNxSYos1gr164Tv6403Srfna4EpXThPPfWheFdB+X16u+++e9WFiApfKjj19WliaJJmyalTv8gNa1YhRcCiTQJEcw7CuszarrzyyviQssLaFrojf/PNN+PddUNPCFtttZX/XtV8UqqCar7QXPjrX/863tVEKLWvfpV6e5oLncel5r/I8OHjM59tN7fWWvtnPt/iTyv5Qn+UNj2JVEtzln6eITzSNLP9/e+vJhqRBpTSJgEiaooK63PraUJ9G2monIfKbej16623nh+hVI/UCRw+o8ceeyzeXdS2227rX3fkkUfGu5oIK+9tsMEG8a6ap74ffW/lVt777LMv3dJLr+8WXHApd/fdydv/VSImPInoYt3eHesaaReGzK+zzjp+MbCkjjji/sSDCYBi2ixARHfTofaShpGq3TqN559/PtcerfkO9UajqMLwWpXhTkp1oMLrNA+nlNAnVc9rf5crayJhHszeWmshBTVnhXNQT8PtMcRXAyxCHTBtqj+nxcCS+uKLb9ymm16fuB8IKKZNA0R08nfs2NGf+GrnT3OXLaHktrZyNX5qifowll56af99qfJuqY7g2G233eZft9hii5Vt8jr66KNNF85a0LVrV/+9HXXUUfGuZrTUso5V88+XXxZfaKoQdayH0VnaNNmw3IS9StHoqvAkrk1DjUtVHCgkVCfeZpvBmfPs+3g3kFibB4jojlnNUOEurlSp6UJCzS1tV111Vby75ujuURVT9f1o/P67774bH1KSZurrtRqeW063bt38sfU4ryb0s+l7LEcX3UUXXdQfn7Y5VdTXEOaJaNNTiZoPW6sAo1bnVAd++PfUh6V1XKz+8Y833YQJH8V/DaTSLgEiGjUTykUsueSS7tVXX40PKUqdv3vttZd/rfoKajlENEEwDFNWmKad66IRN6HzOElzCk8gc+23337++JaUc3nkkUdy57E29Unsv//+/u/LLXRVjn62qhSgsjTh/bWpGbieRtChdrVbgMiUKVNyk+WWX375VGt/5PenaKvF5izN7wgz7XXh0SJJaWnhI71enbtJ2sFPPfVUf3w994GcXGjt6ALC3BGtr/7JJ5/EuxNTc6NGaYUqvmFTOXX1VWiNdZ3rSeh3QPNzDjrooFxZmrBp4INK8APVol0DRDSSJbT9q223VAmOmEIkPIlo+/Of/1wzo7Nefvllv+Kivm41RySZOVyI7rb1HipcmUQYhaWnnnqzySab+O+t3CisQBf+MKmyVO2wpPTEoP4ozYYPZXzyN/2c9blrxJyeUnS+6k/9v8IhrAyZvync1OE/YsSI+J8D2l27B4ioU3LxxRf3vzCaTZ3kTjrQ8OAwR0Sb+laqfZ6ImprCxULf99NPPx0fkljoUB0wYEC8q6CRI0fmLmYtbWKpNloTRN9bmgKRWnRLr9FFvJLUF6L5Trr4h3M76aYmSTUxKtTU1AtUq6oIEHnqqadyE6I0CqlcIbiYRmeFMfHqS1CTQrVNlNNclvzhl1os6/VyS1aWoH6j8F5JQ1NNJOE1SZtVasG0adNy35eWRE4qNAGqLy3N029aGqWlNVi0ZomWmtWTo55A9Kf+XxNBFe5pmnGB9lY1ASKaVatHdv1Cb7311qmbo8aPH99kiKNqZ6XtlG4tw4YN8/084WtT01vakIypzInea3Wtn5yQnthCp7va5utFeLLS0PByQ5nz6fMIPxc179WDUKKkY8fr3fvvFz/HwnGAVVUFiAwdOjQ321ejY5LU9cmn4ZVq0gq1s/Re6pBsr/VEnnzySbfddtvlgkMXb5VTr4Sw4NZxxx0X7yopTKIrt2Z6LdHEy3DjkVbv3r39a9WHUg9CMGg79tjifWsECFqq6gJEBg0alOuE1FBLS1OU5paE4bHaFCiaL9EWy+Pq69WM8Pzg0KZ27TTlJkpR23gIydGjR8e7SwqTMTVKyPLZViPNxtb3ZBmNN2bMGP9anXP10IQUgmGrrW7yfz73XOFqzgQIWqoqA0QuuOCC3IVXEwct1DyhSWJhqGzYtF60mn8qfbFQFVgNIQ1Dk8Om4nuqmFpJWrBL7605NEmWus2nDt4QPuoDqHWTJk3KfdZpJ6WKBhOEEXGWatHVJgRDWMJXZdsLrX1CgKClqjZARBfjcGHQYklWusvW8rjqE8m/sGvTheOwww7zwy812zfpGu46TmXTNaJKdbl0N5//vrpAa65FpYMjCM1QBxxwQLwrkbBynfX11USd0PpeNJvf6qSTTvLvoSKJtS4Eg8qU7LHHUP/fw4Y1H1hAgKClqjpApGfPnrmL8rnnnhvvTk2jlfr27dvsKSEOFQ3r1KYLrEbL6M/wd/GEsfxNNZJUUff991uvSJ0GF4RhwOqct7j11lv96zVyrbXKb7QF9ZGF8LY0XwWalxN+hqXWVa8F+cHwxBNT/H9vt93NvohiseMAi6oPED096OIdfrkruaCUhtCqnpBqDMWzfpNuyy67rOvcubMv9a2mlLag4aD6t3XxT7r+Q0wX3hCECulaNXjw4Nxn8eGHH8a7UwkrOvbr1y/3d6oWoOHO8aanT/U9xduoUaP8U2mh7eKLB7srrxzlVwDM3y66aEzmKWp0s+2UUx533bvfX3Dr3HlY5ry93S+ONWtW04EmcTCEBbQGDHg276jmxwFpVX2AiNr4QyE5NQ211vDTGTNmuLFjx/pSEmoWKTReX8vFar/a2lUUsj2EgoiqAtsSGg2m91EhwLaqJltJCkH1Z+l70PyaltJovfgGoZLbkktumvl6j81duCu1vf32jCbfR/j74F//muGX8dWm/y52HJBWTQSIaBnRMKpJa180amkHfQ6h/IZGU7WE5kuEQoAtDaP2EFZh1NNHSwJQneiayR+Gj7dkU9OomkDjTSMCd9+9hzvwwKuaPEn06vVAsyePsF199fPNnla03X77a5mn0El+Gzeu+eTHQsFw/vnP+L/T00hQ6DggjZoJEJk5c2auI1wTxlqrg7qaaPa6mqzUb6N6V2G2vbak5UtKUZNLeL8k1XyrhWaNhwmRffr0iXcnpqfI3XbbLfcZqBnrpptu8s1R6guJm660VWoodmspFAyff64bsJv9348ePaXocUAaNRUgoqqpGimjX3YtoKRVCuvJ5MmTfQd3jx493LrrrtvsDjfe1P+SpnZYIWFdC5WAae9lWpNQv1gYRab1U6wz+seNG9dkQITW80gzi71aFQuGoUNf83+/555D3Zw5PxQ9Dkiq5gJE1FkaVoRbaqmlWlRPqj3pQqjOWHXkay2LFVdcsVlAaNPT1hZbbOGHmqrpTgtOqYpr2K9SHCrlYaWO+PB5KpytHfNt5eyzz/Zfqyb+WasY6zMPZXN0I2IdzVaNigWD5oJoToj23Xxzdo5IoeOApGoyQEQL6oQLrv6shQV2tAqelvBVZ/wOO+zgL1xxWGhTH4fmeaiJ6tlnny16V6y5LaE/RJueWtIubxqoInJY61sTH9XXUo20JnmYBHnMMcfEu8vS04pWbgyf2frrr99mo+faSqlgGDt2qt8XZqkXOw5IomYDRPTkoScQXQh0B93SYZyVpnIjw4cP9xc6VRgu1kmrCXBajlUlXNI+TakvQGEU3kuFFS2zsUUX5/A1atRbtYWI+rxCxWYtJpa2Tpqe9sLSwdo0gTRtwc5aUC4YVB8rHFPqOKCcmg4QUR9IuJNX80tLVpZrKZUyUQgoDPIvVPmbLtAKEy0te9ddd1WkQ1ajiC677LLcxVWj1E477bTUJU5E82zC16onkWppzlKl5vD9WZrZtLaGmgL1eq2FrqHY9apcMKhCryr1ljsOKKfmA0R0ZxouDqqo+uWXX8aHVJyaldS8pGYmNTflNyXlb+qY1hOCmq1Ud0ojyVqLAiwUFdSmEWuW5hlNigxPIrpYt3fHui7+YfTZOuuskyp09Xnn9xdplFXapzwAhdVFgIg6l3XnrYuEyo1UuvlFw2n1b6gjW8NpQ2DFm/pj1CGuJwI1mbR1tVs162gmdQgAlTxRIKSl5qzQJ6IQbI8hvurPyV+AS+GYZsSZFpbKL6R54IEHmvuIADRXNwEimqEeOljVhm9pwgnUKa9KvlpbpNRwWu3TMTpWQ3CrhUqU5y+utfPOO6e6cxd1rIfRWdo02bAlE/bS0Oiq/K9fQ43TXPxV4iTUC1PYX3fddfEhAFqorgJEQnkObaqhleQJQGXftXKhnhrKDafV00cYTqunkmqmpjx1FIevf+mll3Z33313fFhJ6msI80S06alE8yVaqwCjKiKHsjXaFAIacpuUqiTnP7Vopr3eE0Dl1V2AyHnnnZe7gBQqFKh2cfVHhOG0aqKJw0JbGE6rtUl0R19sOG21u/fee5sUi1T5+bST7x555JFc2RNt6pNQ34L+Xp34LaFmt3vuucftuuuuTT5/jbRKMzz7nXfecuutt17u9VrAK+33CSC5ugwQ0foh4UKiJUs14kkjn9SOXmo4rS6uau5Qh3Q9+fjjj6OSHStnnrqejg8r6dtvv/WjtOJy9iqnrrt+NSGq1EcSWsxLI6FUwDCuhLzBBhu4++67L35JSWPG3O62334xt9xy2XBraZ0wAOXVbYCIVjKMQyJs6nDXcFrN0dBcDc3ZaAQa0aQnrlVWmSfz9DVf5ns/0X3/fbr5FHpi0AJcKicSlh7O39TspOKBGsygpxRVM9af+n+FQ+ibyN80K1xPe2mLZH733TeZr6VH5metsi7zuF12WdlNmDA+PgxAK6jrAFH/R2jSUP/Fjjvu6MuxazZ4mg7ZejN58tvu8MM7Zi7qWi5Yy7hu4D78sPmKdUmoL+TKK6/0F//FF1+8WTCU2lQMUc1MCjVLgE+f/o47++wN/feg7eqr93AzZ7ZPiX2gEdV1gARa4yNJZ3oj+eGH793IkWe5nj0X8BffXr0Wdo8+ekmL+zM0SkvVgy+66KKC66moBLvqdrV0PfoJE+52Rx/9c/+163sYNerC+BAArawhAgTFTZnyvOvff83cXfwll2zvPv209ZbjbSk1t91xx9G5r/ekk36VCaOmK+0BaBsECNy3385yt9/eK3dRPuaYX7hx41pn1ceWmDHjPXfeeR1yX+fll+/kZs5MPrEQQGURIMh5/fWH3Iknrpi7QF933b5u1qzq6FN49dWR7thjl/RfV48e87kHHjjb/fe/NEsC7YkAQRNfffWJGziwS5MmookTH40PazM//PCdu/vuk9wRR/zEfz0nnLCCmzRpdHwYgHZAgKCgsWNvcUcdtbi/aOvirX6HOXMqW1+snM8++8BdeOFWuTC7+OLt3BdfpB+tBaB1ECAo6pNP3nUXXbRN7gJ++unruPfeezE+rFVMnPiI69Nn2R8DbF533339/cgxANWDAEFJ6mcYNeoCd+SRC/qLuYbMPvjgua12Mde/N2LEaT409O/16bOMe+ONUfFhAKoAAYJEpk592Z155nq5p5EBA7Zw06dXtvrwF1987C655A+5f+OCC7b0zVgAqhMBgsRUNuTOO4/LPR0cddRibsyYwfFhZgMGbJ7rcxk+/ATfgQ6gehEgSO2tt55wffv+Jvek8MEHrzbZP2fObD8z/PzzO/rZ4mr20vEXXri1H377738XXuHw9tuPdKecsqp75ZX7410AqhABApPZsz93Q4Yc7i69tJP75pu5y/R++eU0d8YZv8uFS7ENQO3jNxkVNXjwIT4gTjzxl75569NPp/qmL/VlvP32M+7ee091p5++dvwyADWIAEFFhdni77wzNt4FoM4QIKioI49cyAeIZrQDqG8ECCpKHecKkKuv3tNNm/Z2vBtAHSFAUFH//OfTfm2R0Fl+8smruGuv3ctPDnzzzcdabQIigLZHgKDiPvroTXfTTQf5eSLx6CsVZ3zxxeHxSwDUIAIErUZPG5rBrrVFVIzx1FNX9yGiiYIvv3xvfDiAGkOAoM2oztU99/T1IaK1zAHUNgIEbWrWrM98gGi0FoDaRoCgTb377ngfIMceu1S8C0CNIUBQUernUH/Ha6894DvTVfJEtbFUuXf06KtzS+beeOOB8UsB1BgCBBUVj7oqtKmUCSsLArWPAEFFTZv2T/fYY5e6K67YxfXvv6br3ftnvhrv8ccv79f6eOKJK9t8aVwArYMAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAm/w/xUzjVsBrzpQAAAABJRU5ErkJggg==)
| Product Number | 8H70-1-40 |
| CAS | 64951-09-3 |
| MDL Number | MFCD00203011 |
| Molecular Formula | C10H6N2O2S |
| Molecular Weight | 218.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 256-259 ℃
TSCA: Not listed on TSCA inventory