![6-Bromo-4-methoxypyrazolo[1,5-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB9sAAAfbAHa9/VEAAACCXpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRZftyAniFFmLAQPaDWg7oG+DYiupgVgqZOf696Oco/HSur4okfx0kJQnN7tqBRvj69LZjAjKCRibu6K0y4z8ef4xSMnNdJKjEzraOiOvTfM2Zmy73dL81VR65yzNXUUO9vGuLjs+24g6v2SSc8FeHu6fWmZQ2rrRNjdI1eW4bpX3LtdNu4pPpmCV9pvSsoM7q/zmMNpfycPD6a4uyPtebtE2QxQW5crAwvlKN7CRnOLDv8HSWON1YwqY71Ed0Rj3Pp083Ll8XRnbYDOMUOZ69dT4dY6Kyq1MvsbBsPHzLiOVQEA3rpp5r/cQWkGtBWgJOgIdg05AD0Er0CnoEWjB8UW7kBjnlQkTPe/fDK4WfsNte3/3+PmFd9vFCMmMxFSlisOQCsnVSSgaJ3F0Eim6pGeXIxDRSMoYJI2FkqfewUZg3w48xNSgJU1QSBoJFIImMQoME14w4FSpC/mujlUygqNWUi6wd0AxLOwcl+lk7mxx0YSyyMhckDZgj2ZRy2PMCDhfGI9lGAYIrpeA7AIhwv1A1AVCPs7A7CMg7gIhe/1A0gVCrvuXNLwCVP8MqguEOuoH0i4Qqq4fGHWBtkb7iWDvpK6t6S+Y/9N9PAO9jLxK4JdIdLX9jxF2UZPsdK6xeXXm2cUPgeFvcPoPn1eJkDe6WUoAAEJzSURBVHhe7d0JuBPV4f7xqlUsKpYqWkRRq1hXWhcU0bogbrhvVFwopSLUat2KYvmhVC2olaIgFgW0KIq0WEBFKoKIWsUFERFkEWRTtgIqCijS87/v+E84Ocm9NzmZTJLJ9/M856klM5PJmdx5MzNn+Z4BAMDD99x/AAAgGwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ESJn63ve+lyy58F0vWy+//LK5+eabTfPmzc0ee+xhtt12W1O3bl3TqFEj07JlS3PLLbeYKVOmuKsBKEOFOYug4HyDwHe92rzyyivmqKOOStl+TeXwww8348aNczcDoIyEexZBZHyDwHe9mvTr189stdVWaSGRTQFQvvgLLlO+J2Hf9arz4IMPpmyzTp06pmPHjmbUqFFm0aJFZt26dUH59NNPzcSJE81dd91ljjjiiFD3AUBx8BdcpnyDwHe9TKZOnRoERmJ7eu6xePFid7GM3n33XXPyySe7/wygjOR/FkFR+AaB73qZnH766clt6apiw4YN7iIAYiz/swiKwjcIfNdzzZgxI7kdPf+YM2eOuwiAmMvvLIKi8Q0C3/VcepaR2M6FF17ovgygAuR3FkHR+AaB73quM844I7mdxx57zH0ZQAXI7yyCovENAt/1XPvss09yO7NmzXJfBlAB8juLoGjsIPAt+ahfv35yO2vWrHFfBlAB8juLoGjcMPAp+fj+97+f3M7GjRvdlwFUgPzOIigaNwx8Sj64AgGQ31kEReMbBL7ruXgGAiC/swiKxjcIalrvww8/NL169TInnHCCady4sdl6663NTjvtZE455RQzfPjwlGVphQUg/SyCslBTENSkpvXs1zKVtm3bmk2bNgXL0g8EQPpZBGWhpiCoSU3r/fznPzd33323eeONN8zy5cvNl19+aaZPn26uv/765EPz+++/P1jW7Yk+d+5cZ2sA4i79LIKyUFMQ1MR3vcQVR9OmTZP/Zo+F1axZM8bCAipMbmcRlAzfIPBdb8mSJcE6mmEwQSPq2qPxHn300TmNxqtnKwDKV25nEZQM3yDwXU+3tLTOLrvskvLvmeYDufLKK83o0aODMFm/fn1QNB+IprvVLTJdrdS2D7qaoXkwUNqq/wtGSfMNAt/1+vfvH6xz7rnnui+Zvn37hjojoSai2n333YPnLh06dDDLli1zFwFQAjL/BaPk1XYSrk4u6+nKYfbs2aZHjx7BravtttsuuPWUyaRJk3KaE13zh7z44ovuZgIPPfRQyrL16tUz99xzj/n666/dRQEUUe1nEZSkXILAls167sle5bjjjjNvvfWWu2gaTVvbpUsXc+SRR5pGjRoFwfODH/wg+O+TTjrJdOvWrdoQSvj444/NrrvumrYPTZo0Mc8884y7OIAiqf4sgorlnrhVNHRJlLeTVq1aZa666qqUMbcSRVPhzpw5010FQMQIEFRLgyQuXbrUPPfcc+acc84JTt56iK4e61FRPxRdubghomC55pprzOrVq91VAESEAEHWdPtJJ28NYxK1kSNHpoy/lSgaakUP+L/99lt3FQAFRoAga/q1r5O2HqYXgx6ia6yuHXbYIS1IDj74YDNhwgR3FQAFRIAgaytWrAhO1moVVUy6rda+fXuz5ZZbpgWJmhnPmzfPXQVAARAgyFrXrl2Dk7SeSZQCtQpr0aJFWoioM6P29YsvvnBXARAiAgSB/fff3/zxj38MeotrYMS1a9cmH6KPGTMm+GWvk/MWW2xhxo8f765eVEOHDg06HrpB0rBhQ/Poo4+a//3vf+4qAEJAgCDgnnwzle23375k5/7QyMHdu3cP+py4+62hU955/XV3FQB5IkAQUI/ze++9N+hjse+++5q6desGt4L0K75ly5bBw+uo+oDkY8GCBaZNmzZpIXJmVfnPZZcZk+VgjwBqR4AgljS0iuY3UXj8tKrcVlVmVRWjFmS3365xWtxVAOSIAEFsafbEgQMHms4NGphnFR522WsvY5xpegHkhgBB7G347DPz+Q03GLPNNqkhonLcccZMnequAiALBAgqx+zZxrRunR4iW21lTMeO6ujirgGgBgQIKs/YsWq3nB4kO+5oTO/exnzzjbsGgAwIEFQmhUSfPsb88IfpQbLffsaMGeOuAcBBgKCyrVxpTKdO393GcoPktNOMiXDkYaDcECCATJtmzAknpIfI1lsbc911xvjMz75pkzHPPWdM587GNG1qjOaT1/YaNDDmkEO+Cy5NkKXlgDJEgAC2ESOM2Xvv9CDZeWdjBgxwl66eputVSLjbyVQOPtiYcePcLQAljwABXBs2GHPnncZsv336yf4vf3GXTqdnK1tumb5uTUXLaz2gjBAgQHU++cSYdu2M2WKLzSd6NfetSf/+qcGw7bbGXHONMS+9ZIyGgtHD++XLjXn55e9ujdWtm7r8gw+6WwRKFgEC1Gby5O8eqLdqZUxNc43oOUqdOpvD4LDDjFm40F0qlcbmOuKI1MDRdoAyQIAAYdFUv4kgOOAAY7Kdj2TtWmMOOmjzumed5S4BlCQCBAiDmvsmbnXpf6dMcZeo2bvvpq5P82GUAQIECMPdd2++gtDtLh+nn755G9k8rAeKjAABwmDfvho82H01O4MGcRsLZYUAAcKw776bT/4zZrivZueDDzZvo0kT91Wg5BAgQBjq19988vfptS6rVm3exo9+5L4KlBwCBAjD97+/+eS/caP7ana0XmIb2h5Q4ggQIAz2qL5cgaBCECBAGPbZZ/PJn2cgqBAECBAGe6ZDWmGhQhAgQBjuumvzyV/9OXzQDwRlhgABwjBzZmpPcvUsz8XUqfRER9khQICw2FcQuY6FpTlBuH2FMkOAAGHRVcQ222wOAo3Gu2iRu1SqJUuMadZs8zoazZfReFEmCBAgTH37bg4DlR/8wJjf/96YiRO/mwdE84GsWGHMpEnGXH8984GgrBEgQNj0ANyehCqbwoyEKEMECFAI//536hwfNRXmREeZIkCAQtm0yZhnnjHmyiu/C4kGDYzZemtjdt75u/+vf9frWg4oQwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAkRhwwZjRoww5qOP3FeAskWAAFG44ILvxr3S6Lzz57uvAmWJAAGisMsumwdPfOop91WgLBEgQBQ0gGIiQIYNc18FyhIBAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBAFAgQxBABAkSBAEEMESBABN6rCpB3qsJDZRUBgpggQIAI3FsVILdXhYfKBwQIYoIAASJwWlWANK8KD5VxBAhiggABIrBzVYB8ryo8VIYRIIgJAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAgQIIgjAgSIAAGCOCJAgAL76KOPzFZbbZUMkCuuuMJdBChLBAhQIF988YXp2rWrqVOnTjI8EqVFixbm7bffdlcBygoBAoTsf//7n3n00UdNw4YN04LDLltuuaVp3769Wbp0qbsJoCwQIECIXn/9ddOsWbO0sPjBD35gLrroInPggQemvbbDDjuYXr16ma+//trdHFDSCBAgBIsXLzaXXnppWjiotGnTxixYsCBYbuPGjaZ///5mp512Sltun332MSNHjnS2DJQuAgTIw/r1683tt99utttuu7RA+PnPf24mTZrkrhJYtWqVufrqq833v//9tPVOOukk88EHH7irACWHAAE8DR8+3Oy1115pAdCgQQMzcOBAs2nTJneVNDNmzDCtWrVK24aC5Xe/+10QNECpIkCAHE2dOtUcd9xxaSf9bbbZxtx4443ms88+c1ep1ejRo82+++6bts0f/ehHpl+/fsGtL6DUECBAllasWGE6duyY0qcjUVq3bm1mz57trpITPUS/++67Tb169dK2r4fvL774orsKUFQECFCLb775xvTu3dvsuOOOaSf2/fff34wdO9ZdJS/Lli0zHTp0CJr5uu939tlnm7lz57qrAEVBgAA1GDNmjNlvv/3STuT169c3ffr0CcKlUN555x1zzDHHpL23bpXddNNN5vPPP3dXASJFgAAZfPjhh+a0005LO3nr9lWnTp3MypUr3VUK5sknnzR77LFH2r7suuuuZvDgwVk9rAcKgQABLGvWrDHXXXed2XrrrdNO2CeccIKZNm2au0okvvrqK3PbbbcFHRLd/Tr88MPNa6+95q4CFBwBAlT59ttvzYABA1JGzU2Uvffe24wYMcJdpSgWLlxoLr744rR9VLnkkkvMokWL3FWAgiFAcvTxxx8X9L43ojdx4kTTtGnTtBPy9ttvb+68806zYcMGd5Wie/XVV81hhx2Wts9169Y1PXr0MOvWrXNXAUJHgOTgwgsvDP5I1TpG4xqNGjUq6ImM8jR//nxzwQUXpJ2Et9hiC9OuXTvzySefuKuUFD37GDRokNlll13SPkPjxo2ZdwQFR4BkSb/4dGJx/1A1hIVuKTz11FPmyy+/dFdDCVq7dq3p1q1bxmHWjzrqKDN58mR3lZKm1lhdunQJWme5n+cXv/iFmTJlirsKEAoCJAurV68OftG5f5xu0QPOc8891zz22GM0sSxBGmZdx2a33XZLO3b6tyFDhgTLlKs5c+aYs846K+2z6Yr5N7/5jVm+fLm7CpAXAiQL7m0O3co64ogj0v5Q7aJfg6effnrQzPK///2vu0lETFcVzZs3TztOugrR1YiuSuLihRdeMAcccEDaZ1VHyHvuuYdh4xEaAqQWDz30UMof4WWXXZZ8TQ/U77333oydveyigfFatmxp/va3vzF5UMT0HEPPMzLdftQPAz0HiSONnXX//fcHHR7dz92kSRPz7LPPuqsAOSNAaqCRUtWqJfGHp8HuNE1pJkuWLAkGvVNfgUxjJSWKTmQaiO++++6jyWUBqeWUWlCpJZV7DNTiSi2vKoGufn/7299mHDb+lFNOMTNnznRXAbJGgFRDrasOOeSQ5B+bbkm99dZb7mIZ6V6zhvM++eSTM3ZIs4se2t51111m3rx57mbgSX021HfDrWv18VBfD/X5qDTTp08ProLdOtH38/e//33wnA/IFQFSDc3FYP+h6d6xD/1h/v3vfzdnnnmm2XbbbdP+gO2iCYg0OZGG0UDu1Ev8xBNPTKtXnSTVu1y9zCvdv/71L/OTn/wkrY40Q+KDDz5YkeEKfwRIBurfYf9x6VI/jNY5elD7xBNPBA/h7VtjmYpGee3evXsw9wRqpnGpOnfunPHW4amnnkogO/QQvWfPnsFc7G596ap7woQJ7ipARgSIQ88y7PmqNWBdIR58q6ewbrVoHu1Mf8h20S/Gm2++uez6JxSaHhTrWVKmB8UaQfe5555zV4Hl008/Nb/61a8yNjA477zzuK2KWhEgFvXs1UPwxB+R/rDCnushEz3wVauY9u3bBzPQuX/MdtGorNdee6155ZVXQrkqKlf//ve/g6s0t37UVFUt4xhuJntvvvmmOfroo9PqUk2cb7nlllg1cUa4CBDLHXfckfIHdMMNN7iLFJxOfJp5TjPf6erH/aO2S8OGDYNbN7rlUClTnmrWvzPOOCOtLnT76oorrghmDSxFanGnZt+l3PLu8ccfN40aNUqrW33P9Byvkn+wIDMC5P/7z3/+k9LUUUNkF7vDla6IXn75ZXPNNdeY3XffPe0P2y5qYaRZ7J5//vmi73chaJ5xzTeeabgONYt+99133VUiocD/4IMPgofTmo5WV5HqsLjXXntlHNnXPWZaTstrPa2v7Wh7xbqC0nA8evaWqcHHkUceaV5//XV3FVQwAsR8NwfEnnvumfxDUd8BDQtRahRyf/jDH4KTjvvHbRfdxrn88svNyJEjy35UVoWomkQ3aNAg7XPqmA0fPtxdpaDUSknPovQQulWrVrU2hvAt2q62r/fR+0XdOkpXSxow1N0v3dZVZ1o9KwQIkCruH4ou10udpjvVEBzqVez+kdtFgz3+8pe/DEZmLbfBHidNmmQOPfTQjJ9JzZ2jGglZz6jU4OH888+vtcFDoYreV++v/YhyeHldAat5ubs/Oga65RvVMUBpqvgA0a9b+w9Dk/KUG93y0BwQdsfHTEWDPZ5zzjnBgIK6JVSqFixYYNq0aZO2/ypqtbZ48WJ3lYLQFZ+eMWVq5eUW3Vo7+OCDg5O8WsxpDDT9EFGPdxX1UdGvev1v4t/0upbT8lpP62e6RecW7Y/2S/sXBV0FPvzwwxmvAnU1/I9//MNdBRWiogNEwzjYtyD22Wefsh9Fd+7cuebPf/5zVoM9as5vncCinN+7Jpq29dZbb804bWuzZs0iOWGqMYIeJh944IFp+2AXPWzWrZxHHnkk9H4m2p62q+1neqhtF+2n9jeKRhT60aGGJZlGVzj++OPps1SBKjZAdBvgZz/7WfIPQH8Uas4YJ/ol37t3b3Psscem/cHbJTHYo3oiq29AMQwdOjRjQ4Ef//jH5tFHHy14CyA1PNCvbP2IcPchUTTsTN++fc2sWbPc1QtK76f31fu7+5Qo2m/tfxQNKNQSrnXr1mn7oJZwaj1YKj9IUHgVGyBq2WR/+TUeVZxpVNoHHnggq8EeNQlRnz59gvm3C03ji7Vo0SJtP9QHoWvXrtUOXhkm3UrKFF4qelCvZ006aZYC7Yf2x270YRd9jqie4anF309/+tO0ffjhD38Y/HApVksyRKciA+SZZ55J6X2r1i66z1sp1FdCz340REum2xF2UdPNXr16mY8++sjdTF7Uu19NVzXZkfuempQr7PfLRAMMKizd91dR01p9T0qZ9i/THCcq+lz6fIWmkPjrX/8ahIa7DwoXhQziq+ICRL/E7fb5mk+6WLdtSoGaMOsXq2ayy9T23y665fenP/0pryHAdYtFgZSpNZMeIo8fP95dJXTqWa0+JZnCU4MxRrEPYdL+VjeIpD5nFD3JddvqyiuvzHh1q4nVor7th2hUVIDoKsP+Q9NVyJgxY9zFKpZONE8++WTQrLm2/g2JwR5z6cCnfimZnjFo7LH+/ftH8iBYt8wy9aNRCzY1Gy5n2v9MLfH0ebOdiiBf7733XspwQImiMLv++usZETlmKipA1DrJ/lJriG9kpg6ITz/9dNASKNPVgl002ONNN91k3njjDXczATUzPumkk9LW08P7q6++2qxatcpdpSD0XMe96tBn0/36KMIrCvoc+jzuMdPn1uePyj//+c+MQa2rf83yGXXHSBRGxQSIhmCwhypRB7UoO2RVRw+q1T8gigfWvlRPGtn217/+dVaDPWqCIv0a1mx4mlcl02x4eu6kGR+joDlZ1P/F3QcNqx/XHtX6XPp87mdWPUQ1eZS+N+psmGlWSN0OVSdFlLeKCBC1X7dnqNMXOqp7suqXoV7gut2jznEKrtpOwnpdy2l5raf1tZ1SoF+4GuxR97trG+wx0zDhmhZ49OjR7mYLRvXm3jZTPxM1IqgE+pxuvxrVR5TfJ4WZhtbJ9H3QvkQVaAhfRQSIhvKwv7TqpFUo+tWth9KaZ0G/xt0/mHyKtqftavt6n2LLZbDHevXqBYMFRtFPIWHKlClpIadnN++//767aKzp87pD36teVD9R0i3OTH1Z1BoP5Sn2AaKe1vaX9eKLL3YXyVtirCTdHshmKIowit5H7xf12Eg10W3CLl26pN37VnPhZcuWuYsX1EsvvZT2HKBt27aRtEgqRfrc+vx2fah+VE9RUofQIUOGpDyL0jD8KE+xDhDdptKgb4kvqm5jhTkGlK4CdIuptltSumWmoUX0B6x7wvoDqmmMJL2u5bS81st0D9kuen/tRylclYgGbbT3L4ohSGwaEl0dEe19ULAVujd7qdPnVz3Y9aJ6Un1FzR4kM+6deOMstgGiX+X2KKL6xVNdK6Fc6de02tdXd2LX1YGGBrnzzjuDk2e+PXK1vraj7Wm71V3laH+0X1H/2ncVM0A0uZYdHrrvrhkKsZnqw34eofqKeh50zbeTeH8CpHzFNkA07at9EtO8Cvmqrolkouj+roYLKfRYQNq+3ifT/WSVYjdNLVaA6J6+nrUk3letvzTyMNKpXuzWcaq3KJ+JECDxEMsAUZNT+xeW+iDkO1SJ5iDP1ElLf4Tt2rWLrEmqS++r98/UVFb7q/2OWjECREOf2A/MdfwJj5qpfuy/E9VfFEPICAESD7ELEA1LYs9boP/W8CW+9Cte8zW4YzbpllinTp3M/Pnz3VWKQvuh/XE7ymm/tf9RXo1EHSBqBuo21eW2VXZUT3a9RdWslgCJh1gFiK4y7B7P+nX17LPPuotlbdGiReaYY45J+QNTiWqgOh/VDRCoz6HPE4WoA8TtJKgHxcie+2Bd9VloBEg8xCpANEif/YegHtG+1JNaYzTZ21Nrp6iGys6X9tNtHabPE8V4T1EGiIbnsN9LLdcqvbVVrlRfbhPfQg97QoDEQ2wCZPLkySm3b9QCy7d/hJo1uiPTHn300SU93Egm2l/tt/059LkK3WwzqgDRBGB2izR1liu3ed9LherN7myoei3kBGsESDzEIkA0Da0G9Et8IdX3w3eaUQ30Zg9JrdtgusSP8hlCmLTf2n/7Yak+nz5noUQRIOoYZw9Po+E6Kq2HedhUf/awJ6rfQnW8JEDiIRYB4l5+Dxo0yF0kK5oS1N6OWjYVctiTKOlzuC219HkLIYoAUX8X+z0qZWyrQlM92vWqei4EAiQeyj5ANF+2/YXXAIQ+dFvHvvLQfBilPiNdrvR57Hk+9HkLcTur0AGiX8r27UqNOovw2KP4qp4LcWVHgMRDWQeI5oe2e4NrDCafoUo0IKD9zEOX8VE8bC4GfS77NoU+d9jDahcyQPTA125lpk6TcR2SvVhUn3ZnWdV32A0TCJB4KNsA0aiuhx12WPJLqNszGswvV2raare20nbyafpbDvT57NtZ+vxhNvEtZICodZm9bfW4R/hUr3Y9h936kACJh7INEE2PaX/BNU5UrvSA2e7noQfNcXnmURt9TvvBuuohrIYChQoQ/Wiwh41XT/uw9hmpVK/2yAuq9zCH4idA4qEsA+T5559POflpnnOfoUrUQ9s+0VVaBzS3A5nqIwyFChC3kUPYt96QSvVr13eYjS4IkHgouwBZunSp2WWXXZJfPs2x7HMPXGNE2cOTqL9Epf2a1ee1+4moPsIYO6sQAaJ9tYcr0Y8GFJ7qOVHnqv+w/kYIkHgoqwDRg7yTTz45+cXTVYjP9Kju5bl6bJdbJ8Gw6HPbPdbDuC1UiAB5/PHHU7Y5fvx4dxEUgOrZrncdhzAQIPFQVgGiKVHtL/PVV1/tLpIV9wGhJnCqZPr8dn3k+2C6EAFy4IEHJrfXvHlz92UUkOo7Ufc6DmEgQOKhbAJEwyrYbf+bNm1q1q9f7y5WK90CK3QTxXKTqWms6slX2AGi9e3txb2VXKlRfYd5PIUAiYeyCBANVWLf/1ZnuJkzZ7qLZcXuwVyoTlLlyO2cl08P5LADpHPnzslt7bnnnhUf+FFTfaveE8dAxyNfBEg8lEWAXHrppSknJN/WIJoz3O54qPkzsJnqI1E3qiffOdbDDBANiFm/fv3ktrp16+Yuggio3hPHQMfDd6DSBAIkHko+QNz78/kMW9G9e/fkdtSRrlQmgyoVqg+7g6Hqy0eYATJixIiUbc2aNctdBBFQvdvHQcclHwRIPJR0gMyZMyfleYUuo9esWeMulhX9YrJbG2kaWKRTvSTqSPXl80szzAA577zzktvRHPAoHtV/4ljouOSDAImHkg0Q9Xq1v2T6Zfzaa6+5i2XN/SVbrDnMS53qxa4nn1+aYQXIt99+a+rVq5fcTt++fd1FECHVf+JY6Ljo+PgiQOKhZAPEHa779ttvdxfJiT3tKb9ka2b/0vSZ3jSsANEkYfZ2uH1VXO5tLB0fXwRIPJRkgIwdOzall/jxxx/vNVRJgh4G2zPXPfDAA+4isKh+EnWlesv1YboCZIsttkwW3wDp2bNncj8aNWrkvowi0HFIHBMdH18ESDyUXIAsW7bM7Lrrrskvl0aKXbx4sbtYTuwRXHVCXLlypbsILKofO3BzHYn1q6/WmR13bJoskydPdRfJSqtWrZL7cNlll7kvowh0HBLHRMfHFwESDyUVIGpvfuqppya/WCqjRo1yF8uZ/WC4ZcuW7svIQPWUqLNcGxx89dUG07jxJcnyzjuz3UVqpWdg9uRXlTJKcqnTcUgcEx0f3xF6CZB4KKkA+ctf/pISHldddZW7iJc99tgjuU2fYd8rkeopUWeqv1ysW/eNOeSQnskydWruV5Duw3y1yEPx6TjYx8W3MQoBEg8lEyBvv/12ym0TDernM1SJa+7cuSlfeN/78ZXGHT5E9Zitdes2Vp0gHkqWadOWuYvUSlPtJt67Tp06ebX4QXh0HHQ8EsfGd0pkAiQeSiJAvvjiC7Pvvvsmv1CactX3l43riSeeSG53u+22M9988427CDJQPam+EnWnesxWGAHSq1ev5HsfdNBB7ssoIh2PxLHRcfJBgMRDSQTI5ZdfnvwyqQwYMMBdxNutt96a3O4RRxzhvowaqL4Sdad6zFYYAdK+ffvke59//vnuyygiHY/EsdFx8kGAxEPRA8Sd5yHsk8XFF1+c3LbG1EL27DHIVI/ZCiNA7ImubrnlFvdlFJGOR+LY6Dj5IEDioagBovvq9lAljRs3NqtXr3YXy8uhhx6a3H6+nRErjeorUXeqx2yFESD26K8DBw50X0YR6Xgkjo2Okw8CJB6KFiC6x96sWbPkl2irrbYyr776qrtY3uzxr5588kn3ZdRA9ZWoO9VjtsIIEPu4DR8+3H0ZRaTj4fO9sBEg8VC0AOnSpUvyC6TSo0cPd5FQ2KPLqoc7sqf6StSd6jFbYQSIPTfJ888/776MItLxSBwbHScfBEg8FCVA9NxD85knvkCaDa8QzTTVDNgOqUJc4cSZ6suuv2ybVecbIBy30ub7vbARIPEQeYCo56p9VfDDH/7QLFq0yF0sFCtWrEj5or/33nvuIqiB6suuP9VnNvINEI5bafP9XtgIkHiIPEA0n4f95WvSpEnB+mYsWLAg5b3ozZwbt9ex6jMb+QYIx620+X4vbARIPEQeIKJZBe0v4E033eQuEgp+yebH95dmvgHCcSttvt8LGwESD0UJED3v0HOPxBdIQ7ePGzfOXSxv3EvPj++97nwDhONW2ny/FzYCJB6KEiCi5x7169dPfokaNmxoli9f7i6WN1ph+aMVFjKhFRYSihYg8vTTTye/RCqnn356MKR7mOgH4o9+IMiEfiBIKGqASKdOnVJC5K9//au7SF7oie6PnujIhJ7oSCh6gKxbty5ldE8NFT1lyhR3MW+MheWPsbCQCWNhIaHoASLTp08PhnBPfKH2228/s3btWncxL4zG64/ReJEJo/EioSQCRPr375/8QuXzxXQxH4gf5gNBdZgPBAklEyBy7rnnpoRIGA+9mZHQDzMSIhNmJIStpAJk1apVZvfdd09+sXbccUczb948d7GcMSd67vKbEz3/AGFO9NLk9kL3nTmUAImHkgoQefnll4Oh3RNfrqOOOirv207t2rVLbq9ly5buy8hA9ZSoM9VfLsIIEI2ZVrdu3eQ+PPLII+4iKAIdh8Qx0fHRcfJBgMRDyQWIdO/ePfnlUunatau7SE7+/ve/J7e1zTbbmJUrV7qLwKL6UT0l6kz1l4swAkRatWqV3IfLLrvMfRlFoOOQOCY6Pr4IkHgoyQDRfdZjjjkm+QXTUCfjx493F8vaf//735QT4gMPPOAuAovqxw5c1V8uwgqQnj17JvejUaNG7ssoAh2HxDHR8fFFgMRDSQaIaIRPDfWe+JLttttuXoO2JZxzzjnJbem2GKqn+knUleotV2EFyOTJk5P7oTJr1ix3EURI9W8fDx0fXwRIPJRsgMg///nPlC/sGWec4T3UyYgRI1K25fvwL+7ch9eqt1yFFSC6Eq1Xr15yX/r27esuggip/hPHQscln5ZxBEg8lHSASMeOHVNOaPfdd5+7SFY2bNiQMr5Srg+GK4Xd4ED1pXrLVVgBIuedd15yf7hyLC77ylTHJR8ESDyUfIB89dVX5oADDkh+2dQGferUqe5iWbEfzmt02fnz57uLVDTVhz16serLR5gB4l45churONzbVz5XpjYCJB5KPkBk2rRpZtttt01+4fbff3/z5ZdfuovVSg+Dt99+++R2NJAjNrMHtlQ95frwPGH9+vACRFdA9rD/3bp1cxdBBFTviWOg4+FzZWojQOKhLAJE+vXrl/zCqXTo0MFdJCs33nhjchuay+D99993F6lIqgd7Dg7VUz7OPntYEB4tWgw2q1atc1/OSefOnZP7pdFffZ+DwY/q2x4dWccjXwRIPJRNgMjZZ5+dEiJPPfWUu0itli5danbYYYfkNjQzYqWfkPT57RkiVT+qp3wsWfK5GTz4XTNjhn/LuQR3WJVnn33WXQQFpPq26z+M4YAIkHgoqwDRLRW7HXr9+jubBQsWu4vVqnfv3il/EEOGDHEXqSj6/HZ9qH5KzYEHHpjcv+bNm7svo4BU34m613EIAwESD2UVIPLSSy8FQ51svfWOpl69A0zr1lebjRtza064ceNGc8ghhyS/wGpttHDhQnexiqDPbbdOU72ofkrN448/nhJy+XQsRfZUz3a96ziEgQCJh7ILELnttruqrj4OMw0bnml+8pOO5r77cj+ZvPLKK0EP98SXWBPjlOKJs5D0ee2Jm1QfqpdSpH3dZ599kvt64oknuougAFTPiTpX/Yf1N0KAxENZBoiuOM45p5tp0uRa07Tp3aZZs4fN229/4i5Wq5tvvjnl11WXLl3cRWJNn9f+/KqPUvbwww+n7K8G3kThqH7t+lb9h4UAiYeyDBBZsmS1Oe64zU1FTz99qFmzZr27WI30a8oec2uLLbaomFFf9Tn1eROfXfUQ1q/LQtHIr/Zw/6V6uy0O3Nu8qnffkXczIUDioWwDRMaNm5fS3+D66//tLlKrRYsWmZ122in5ZVZHuri38tHnszsM6vOrHsqBPbKySik+8I8Dt6FJriMy14YAiYeyDhC5/fZJKSHy1FPT3UVqpUt1u6Oi5mefNGmSu1gs6HPZ88/rc/veCrLrXWXUqA/dRTKy18lVpibHS5YscRdDHlSfhW7qToDEQ9kHiIbNuOCC4ckT0tFHDzKzZ+feg1pTc9oTWWmynGeeecZdrKzp89iTNOnz+k5JKm6AtG79hPn669pbxOUTIOJ2erzwwgvdRZAH1WeibgvV2ZYAiYeyDxBRYCg4EielCy8cHgynkSv3Ia1u88TlmYg+h33bSiXfh6JugKg8/vg0d7E0+QaI2CMKqAwcONBdBB5Uj3a95jsiQXUIkHiIRYDIsGHTU05Md9zhdwvqoYceSrkS0YNmtVYq14e12m/tv/3AXJ9PnzNfbniotGw5xHz5Zc0PW8MIkLVr15q99947+Zl0W64Qv5QrierPvr2p+lU9FwIBEg+xCRC57rqxKSenF1+c5y6SFd3WsZ+JqKi/RLl1NtT+2v08VPS58rltZbPr+qyznkz+99/+9ra7aIowAkTefPPNlJkmfQfZhAnqTfWXqEvVq+q3UAiQeIhVgKgZ72mnPZ48OZ1wwqPm00/9fkHpYbPdOktFPbbDbo1SKNpPu4e5ij5PmI0D7CAYM2ZO8r9/8YtHahxAMawAkT59+qR8xrZt24b+wDfuVF+qN7seVa+FRIDEQ6wCRN5665OgY2HiBPXrX48y3367yV0sK2raavcTSRS1Spk+PffWXlHQftmtlBJFnyPsprp2EGza9D/Tps0/k///nnuqH3AvzAARe7pilUrrEJovt0OpzzTGuSJA4iF2ASIPPPBmyknqwQdrvqVSEz1DUA9te9gTFbVO0fwZpTIplfZD+2O3TlLRfmv/C/EMxw2Cl1/+OPn/mzcfaD755Atnje+46+Vr9erVKcOcqNx7773uYshA9WTXm+pR9VloBEg8xDJAdMXRvv3I5ElKVyTvvJP7UCc2jRFl98xNFLVs0jSwxZpjXe+r93dbWKlofws5tlWmILDr/dZbJ25e2JJpvXx99NFHZtddd01+djUaeOyxx9zFYFH92I0rVH+qxygQIPEQywAR/fo9/vhHkycqDXXy2We5DXXi0q949dC1O1nZRXNGP/DAA2blypXuqqHS9vU+9hzVdtH+aT8LcdVhyxQEGpPMDu5589J/zWZaLwxTpkwx9erVS9aDQpUQyUz1Yv/oUL2p/qJCgMRDbANEXnjho5ST1Q03vOAu4mXZsmVB+3h7ely7qAVLy5YtzZ133hlMvvPNN9+4m8iJ1td2tD1t1255ZBftj/ZL+xeF6oLgqqvGJP890/Ay1a0XhgkTJpg6deok60S/sLmdlUr1YV95qL5Ub1EiQOIh1gEif/rTyyknrOHDP3AX8aYJrrp3757W2sktOrEfccQRQUuXO+64I5jAaeLEiUHRfO8ff/xx8L+Jf9PrWk7La73qgipR9P7aD985zH1VFwQzZ66s2u/Nr73//vKU16tbLyxqpmyHiIoeFFd66yx9fveBueoprGbd2fr0009TvtMnnXRSwa+WURixDxANdXL++alDncydu8pdLC8bNmwwI0aMCFqvVHd1EHbR++j99L56/2KoKQhuuunF5GsdO6YOCVPTemHRxGPurUYFcqE6xpU6fW63qa7qR/UUFY3m27Nnz7TjonLAAQeYF14I5w4BohP7AJFZs1amDHVy0UX/qDrpFuYXj64C1AfjV7/6ldljjz3S/lDyKdqetqvtR321kUlNQfDxx2tSmlP/5z+bmxDXtF6YdE/ffrCuos5yldZjXZ/X7iSoonqJ8pmHrnLclnKZyplnnmnmzJnjro4SVREBIk888X7KievPfy5c6yTb3LlzzbBhw4JbTG3atDGHHnporbe89LqW0/JaT+trO6WmtiCwbx9ecsnTJnEHqbb1wqR6c09cGq6jUsbO0ue0hydRUX1E9X1SvyQ9t3O/43qAf8EFF6TMt54ourr+wx/+YD777DN3cygxFRMgOnn9/vepQ51MmFD8PhwabkTPQMptmBSpLQiWLVubcuWnRg1S23phU78Gt7OhikadjetQ8Ppc9qi6iaJ6iKKfh66Qr7rqqozNy08++WQzc+bM5LJPPfWU2XPPPdOW22WXXcygQYPMpk1+HYFReBUTILJ69Xpz6qmbhzo58cS/m6VLK/OeeHW++uobM3bs3OAZxrHHDjbt2o00n3+e+RlLNkHQu/fryWXOO++poI9ONusVgobncDtaRtXkOSrVNTXX5y708CSi9+/bt2/Gq+wmTZpUO0XCunXrqq5Y/5Qy3UCiHHbYYQXtzwR/FRUg8uabS1Luzf/mN6ODYTgqmQLi2WdnB4NR2lcMifLMM7PdVQLZBIHGJ9PYWInlnn56ZlbrFcpbb71l9tprr7STlDpdhjlOWDFo/zN1dtXn1ecutHHjxgUPw933Vx+Te+65J6spcRcvXmwuueSStG2o/PKXvyzLK/U4q7gAkb59U4c6GTDAf6iTcqXBDkeO/DDos3HUUQPTQiNRdPJfuDDzvehsg+Chh95JLmcPdlnbeoWiFknqL+NejaiceOKJZvz48e4qJU37q/12P4s+nz5noVue6XnKWWedlfb+GkanQ4cOZvny1Gbc2VC/JzVhd7ep5zm33npr1ZXyV+4qKIKKDJCNGzcFt2YSJzFdkUybFk3nu2JavvzLoB/MlVc+m3IV5hb14VDT2yefnG7++9/q/1CzDQLdFjvppCFp71Pdegq3f/xjRtB6rpCqG3hSRQ93q7vdUiq0f5keQqtEMeDn559/HvQrydR0/dhjj827lZf6rWgitB//+Mdp21eLxCeeeMJdBRGryACRJUs+N8cd92jyRNajx0R3kVjQkC6aJbBDh9FpJ2+7HHnkQNO587NmxIgZNYaGrbYgsA0dOi3tPatbr23bEcFrCjKNp7ViRXb740vNonffffe0k5SKHu5269bNzJ6d+TZe1LQf2p9MD51V9DkKPeWAHmoPHjw4rYm0SuPGjYNWg2H64osvggFBMwWVRpl+++3Ku4NQKio2QGTcuHnJX+KazyIudMtp8OB3zeWX/yvthG0XjZh7zTXPm9GjZ3mNE1ZbENg0V7rGI3P3IRM1brCX0W00fZ5s5lv3pfvzmuLXbfJrF409pgfEs2bNclcvKL2f3re6sc9UtN/a/2yeM+Tj1VdfNfYwJImih989evQIHoYXigZ6zNSaTrfKfv3rX5ulS5e6q6DAKjpAZNGiz838+Wvcfy47H320KnjWYM/Jkam0aDHY3HjjC0Fg1jb1bG1qCwKXnrm4+5OJhoXPdMtLsx4Wuum1WhE9/vjj5sADD0w7UdmlUaNG5rLLLgtusXz44YfuZvKi7Wm72r7ex31vu2g/tb+FbkWmh9duT/ZE0b+HPddMTfTM56CDDkrbDz2s17hahQ5RbFbxAVLOZsxYYfr3fytoHuuebO2i5ri33DI+6IehoV3KwRdffG3uvfc/GR/wd+r0rJkzJ9zhaDLRg9zOnTub+vXrp52s3KLbKwcffLA5//zzg9stusWjW0k1jXmm17Wcltd6Wj/TbRq3aH+0X9q/QtMVxW233Zaxea2uRHRFUgwKTI1Inam58L777mtGjRrlroICIEAc7slq1Kjsfl3a6xTSe+8tNX36vJEyB3mmoqHs9fxAv+YLeeun0DQkytVXbx7dN1F067Fnz1e9br3lKjHWmU7ybv+KqIreV+8f5dhnTz75ZPBMw90XPftQ8JVCB79Vq1ZVfT+uzthhsVWrVuaDD8IbPBXpCBCHe6Jq3fqJrE7A9jphUh8VTYZ1992vZXyGYBfd9tHwIRp36ptviv/HHaZXX12Y8UpLz0vUWsx32uJcffvtt2by5MnBoIA6QWX6ZR5G0Xa1fb2P3k/vG5V33nknaEXl7pOujm666aag9VWpUVCovtx93mHbbc2ftM9ryv82dSkiQBzuCUpFrZhqYy+fLzUznjx5sbnjjknm5JMfS9sfu6hnfa9erwZzwce9Q6TqRcfCnigsUS64YLh5/fXF7ioFp7ladPLSYIF33323ad++fdC0Vp33dt5557QTml30upbT8lpP62s72l6+c8j40Dwy6rfhTt+scvbZZ0c2flY+dOtKt7AS+/3j7bc3h++2m7nkyCPNxOHDzaYIg7gSECAO98Sk0rLlkFofONvL+9BVziuvLAyaE7utkNxyxhlPBEOEvPvu0uQAhZVEQ9IoXDP1Zbn22rHVdnwsJj1k1jOQKB82Z0sPnRVe9myOiaKH9OphXk70efQwfbcGDcz+VSF90t57m3Y/+5m58vDDTY+LLjIz33zTXQWeCBCHfTKynzP87W81tzW318vW+vUbzfjx80y3bhNShvvIVM45Z5jp1+/Nql+nuffqjSt1NFSHR7eu1DxZz4nWrq059PFdZ0T7F3ui6OG0mg4XunVXIa1cvtzcccMN5oKDDgrCwy79q/59xeLor1jjhgBx2CciNXVN/LdO8OohXR17vZqoV/bzz881XbqMM8ccMzjt5GeXCy8cHgyzMnt28ef+KGXqz3PmmU+k1V+rVkOCpsNxv7XnY8aMGcGouG5w6GG0RtHVw+m4+Ljqs97doUNaiFzVvLl5uiok1zMsijcCxGGfgHTisftV3HNP9c0m7fWq88gjUzMOVmgXzZsxaNCUoPURsqdbgA8/PCVospypTqdM+dRdpSJpKPdrrrkmY6slTS1b6OFPiunNsWPNza1bpwXJH045xfxn9OiKn/LYBwHicINAzWAT/1+3RjQ0SCbuei61EsrUp0GlffuRZsiQ94LhVZAfjff1f/83Ia2OVbp2fdF8+mlhBxYsVWrF1b9/f7PTTjulBYd6sY8cOdJdJZa+Xr/ePDNggPldixZpQfLnyy83H733nrsKakCAODIFgU7wiX9T34pMMq3nStyv18Nf/fewYdODSZcQPg2OmWkoF/XE121BPX+qFBMmTAg6KbrBob4lvXr1qsie26uWLjUP33JLWoioDOrWzaxeFv/BVcNAgDgyBcHbb3+S/Ded/OfNS5/RLdN6Lt1mUcupbAcrRH50R0JzmZxySuoQ8irqU6NnUXGmsaPOPffctOBQM101G2bsKGPmvPuuufPSS9NC5OpjjjHPPvyw+SaiTpvligBxVBcEmjcj8e/XX//vlNekuvVQfGq4oBZsmZ4/tW37oHnvvXgFiUav7dq1q6lTp05aeLRo0SKSyaXKyf82bTKvjRplbjz55LQgueXMM83bL7zgroL/jwBxVBcEM2euDIYXT7z2/vupzWmrWw+lY/Hiz4OBJBPH6ZBDepq99+5gdt31BHPlldeV/S9yPQR+9NFHTcOGDdOCQ8O8Dx061F0FlnVr15oR990XtM5yg+QvV1xhFkU8CnM5IEAcNQWB5glPvKZnGLaa1kNp0bTGF100zOy33/Vmt93OMvXqHWC23HLrsn4m8Prrr5tmzZqlBYdm8OvevTsz+OVg+cKF5oHrrksLkU5V9Tvk9tvNFzFq4pwvAsRRUxCoaa3d+1ljTiXUtB5Kj1rFPfbYi6ZJk1NNnTqpQ46UU6skzSF+6aWXpgWHSps2bcyCBQvcVZClGW+8YW678MK0ILn2+OPNC489Zr4t406WYSFAHLUFgQYrTLyu/gWJpuO1rYfStHr1Z9WO5qp+EaU6muv69evN7VW/hrfbbru0/T700EPNpEmT3FXgQWNnTRg2zFx34olpQfJ/551nPppW+zh5cUaAOGoLAjW7tR/Gao4NqW09lDb1zM40mquC5Xe/+11J9cwePnx4xiltGzRoYAYOHFgSw6zHzZeffWaG9uxpOh95ZEqIdD3jDHfRgBs2brnm2GPNH886ywzo0iV4SF+uVzMEiCObINBAhollNMS4bodksx5K3+jRo6sdG6pfv35FHRtq6tSp5rjjjkvbNw2zfuONN5rPPiu9QSTjZsncuaZ3p07JILjtoovcRQJuYNRWbm/b1iwvwYE2a0OAOLIJgjVr1qcMfvj00zOzWg/lobbRaV988UV3lYJasWKF6dixo9lqq63S9qd169Zm9uzZ7ioosGmvvGKeq7raW7lkiftSwA2IbIqaDK//8kt3UyWNAHFkGwSafzyx3GmnpXZUQzwUe34MzQnSu3dvs+OOO6a9//7772/Gjh3rroISYQeDS82t1WRYnRjV691e9pmHyuv8QYA4sg0CdU7TDID28tmsh/KjGfqOOeaYtJN4IWfoGzNmjNlvv/3S3lPzoffp06coE04hezUFiGtY1dVuYlndyionBIgjlyAYOnRaWnhksx7Kk+YI32OPPdJO6mHOEf7hhx9WXdGelvYeun3VqVMns3LlSncVlKBcAkS3wRLLXvOLX7gvlzQCxJFLEGhsq0zzlCO+1CHvtttuCzrouSf5w6tOAK+99pq7SlbWrFljrrvuOrP11lunbfeEE04w0yq8uWi5ySVA1AIrsezvawiQTNt858UXTb9rrw2GqVcLsc7NmllrFB4B4sg1CDRhEQFSeRYuXGguvvjitJO9Stu2bbOeulbDrA8YMCDj/Ol77723GTFihLsKykCmk311Vn7ySXJZTblbHXubGpb+geuvT/k3FfWWjxIBAuTh1VdfNYcddljayb9u3bqmR48eZt266mexnDhxomnatGnauttvv7258847zQZGgi1buQTI8HvvTS477J573JeT7G0+WnUV7IZHtu8XJgIEyJOefQwaNMjssssuaWHQuHFjM2zYsJTl58+fby644IK0ZbfYYgvTrl0780nVL1KUt5pO6GqFpea6mrzqkVtvTS6n5x+6GqmOGxRa/vnBg82yqqvhjUVqVEGAACFRa6wuXboErbPccPhF1R+7rla6deuWcZj1o446ykyePNndJMqUe7KvrfzfuecGc7fXxF5eMyou/PBDd5HIESBAyObMmWPOOuustJDIVHbbbTczZMgQ5uOOGTcgaip/vuwyM3fq1Fq/A/Y6/+rXz325KAgQoEDGjRtnDjjggLTQUNFViK5G1q5lSuM4ckMim6IhUtauWeNuKslethSuPoQAAQpIY2fdf//9Kc1zTznllOA5COLLPtlnsvHrr4N519996SXT57e/TS6rEX7XVzN3i73NDdUsEzUCBIiAAuOKK64wjzzyiPsSYqi2AHHZraqeGTDAfTmQ6zajQIAAQMhyPdlrFsTE8tX1Bcl1m1EgQAAgZLme7NUMN7H8744+2n05kOs2o0CAAEDIcj3Zqy9HYvnqhjPJdZtRIEAAIGS5nOzVfNfuUPjnyy93Fwnkss2oECAAELLaTvYaQHHN8uVm6sSJKa2wVF4cOtRdPFDbNouBAAGAkNkn+1yKOhVWNyyJvVypIEAAIGRuMGRTHrzxRvNVDZOTESAAUAHccHDLb486ylzfsqXp2a6deeovfzHzp093N5GGAAEAxAYBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC//D3KOv1/Wj8JrAAAAAElFTkSuQmCC)
| Product Number | 4H07-9-0P |
| CAS | 1207557-36-5 |
| MDL Number | MFCD17926335 |
| Molecular Formula | C8H7BrN2O |
| Molecular Weight | 227.061 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory