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acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABs3AAAbNwEWtwUgAAACEXpUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPiyRLfg1xSmgZDNoNlg72bSi2khpiqcjO27/fyXlpvGQuttDp7p6TdXfy5GFfr2GrXVNZk5OAcgLaFLaszConv16/jlLyMJ0U6ISOpsnJW9u+jxnb7Xa0eNO12ltDC1uTo328b6qez05S61ZMcB6w3y/P844ZVaZplSk0Uk01bjrlsy1U233Ff7ZgtXLbyrCjO6vd9hjtj+D+5XTflOTjLI9omyEKy2qtYWldrVrYCk7x5V9gpY12qtUlLA6oljTEs08nL0+22NTatCj6CFWh1vPWbQpU1Hatiw0GQ+HbU07qAAHV2nrmnDqAl7xaBaAEKAkqBBWBikEloFJQGaiA40B7IDDPa+03ej2865z8gEfw4+P5jmOOCRI5GWFd0iyGEacy8PNpHVAheAiCBiKKQdIo4wJCmgmZQUxFlMTn6aQ8uRwBAgcfW9BYxpGPKblIAZMjeXZZ4pY8ijM/R7IzC5mIyxJpnhznNOyvozBNMD/skqDpZGFNeSVCVeZkEZAucz/1shGn5BGwrtQO+9EH8K7XgOgDPtUXQNwD5A0QDu8Q9gFfxgswuwdEfcAXfRiI+4BvkWEg6QO+oYaBtA/49hsGsj7QNesw4e290nXN/QkT3Jz8U+Sfgp/vzyAjb0p4H2FXPcnOFxzFm8vPrv4MDP+H079rM4tIrE5iwwAAOg5JREFUeF7t3Qe4FNX9/3ESo2KLYotYohgLmsTeG1iiYoJKBGP+MRFRERE7ViRGihoVbCiiooJYULGBIqII9t4VBGOJiKBRsfff+e9nrjM7e7bc3e/d2bvl/XqeeWKYs+3s3fnMzGltHAAABm38fwAAoBgECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmtRcg33/v3Lhxzu2/v3Nrr+3cUks1bfrvHj2cGzvWue++8x8FoAF9++23rnfv3u7nP/+5W2GFFdwTTzzhF0EL1FaAPPSQc+uvn3rXbQpv663XVBZAw7rjjjvcOuuskzoktIk2BUnPnj3d+++/7xeHQe0EyG23Obf44k0BkfojSJ1WOPf44859+qlzn33m3FNPOde3b9M+lVHZ22/3nwVAnXv11VfdbrvtlhEc/rbMMsu4s88+O7hCgV1tBMjMmc4tuWQ6GCZP9kukTZ3qXNu2TWV1a2vWLL8EgDr00UcfuX79+rlf/OIXGWGxxRZbuGnTprlBgwalDglLZez7zW9+kzrP5ETTqjYCpFOn9O2pESP8vdlGjkyX79zZ3wugjnz//fepw8IIt/zyy2eEwyqrrOKuvvpq93//939R2Xfffdf97W9/yyinbdddd3WvvPJK7FlRjOoPkKefzmzb+PFHv0Q2lYm3leg5ANSd+++/3/32t7/NCIPFFlvMnXzyye4z3drO49FHH3VbbrllxuN05dK3b9/gSgbFqf4ASf0hREEwZIi/Nz+VDR93yin+XgA17I033nD77LNPRgBo079pXzF0ZXLNNdcEVyrx59CVzCWXXBJc2aCw6g+Q7bdPB8H06f7e/FQ2fNyOO/p7AdQgXVXo6kJXGfGDvq5Cpqr900DPeUrqJHPxxRfPeM4NN9zQ/JyNovoDZNVV00GwYIG/N7/589OPW201fy+AGqKrBbVnJHm1oCuXfffdN+P5te29995uzpw5fnG4WgiQsEeVtm++8ffmp7Lh45ZYwt8LoEaovUI9qeIHdbVXHHnkkYm0V6hd5Xe/+13G6+mK56STTnKfatgAIgQIgKrUmj2mdEVz6aWXBqPX46/9q1/9yo0ePdr9WExnngZQ/QHSvj23sIAG8tVXX7kzzzzTLbnkkhkHb43Z0OjySso3tmTzzTd3jzzyiF+84VR/gJSjEX2HHfy9AKrQTTfd5NZcc82Mg/Uvf/lLd84557TqqPF8o9v/+te/uv/+979+8YZR/QFi7cY7dGj6cXTjRczDDz8c3NNeYoklgrPLxzUlDlrVc88953bccceMg7PmrTr44IOrat6qO++8M2t+LV0p/etf/wqunBpN9QfIk0+mg0CDA4u596iRpx07ph/HQEL8RGex/hmutjXWWMMdc8wxbsaMGRkjl5GsBQsWuEMPPTQIi/j3sd1226V+ttX5u9Xf0L///e/gyij+nn/961+7G2+80S9e16o/QES3oMIw0DQlzRk1Kl1e06AAPznhhBOywsPf1FX08MMPD3rjlKN7KLJ999137rzzznPLLrtsRt0ryK+//nq/eFWaP3++69WrV1b47ZA6Xj377LN+8bpUGwHy6qtNPakUCOqVdd99fom0adPSZTUBoyZiBFLuvffe6Me+yCKLuAkTJrgLL7zQ7bTTTlkHgXBTLxwdJO65555WvQdfTyZNmuTWW2+9jHrW7cR//vOf7ssvv/SLV71nnnnGbb/99hmfR39PhxxySHCFVc9qI0DkllucW2yxpmDQlO19+jTd3tJ8N59/3nSbql8/lzoyNJXRrL2aAh5wTWeL6oIZ/sB1zzpO99lHpq5u1UXU73ETbrpl8fe//z31Z3VbQ97vbqmZqZO5PfbYI6te//KXv7i3337bL15zbrjhhuAKyv+bOffcc+v25KN2AkTUs2rdddO3p/JtKjNjhv9oNCi1acQPXGqs/eGHH/xikf/9739BX/8uXbpkTZkRbpoWfP/99w/ueX/xxRf+UyDm448/DtqXFl100Yw63HTTTd1Ddbbwm66gzjjjjOCKKv5Z100dk+666y6/eM2rrQARLVerZWu7d3euQ4em21Ta1lrLuf32Y0lbZNG99vCHrKkvSul2qZHHY1N/U5riwj8ohFvbtm2DSfzGjBnjFi5c6D9Fw1JI66puxRVXzKivlVde2V155ZV1PRjvnXfecQcccEDW38of/vAH99prr/nFa1btBQhQAvXkiV9F6PaTla40xo8fHxwY/IWJwk2vpaudq666yn344Yf+UzQMLeD0+9//Pqtu+vfv31Ahqy7jm222WUY96Ers6KOPDq7Mah0BgrqlWVZ16yD84fZRu1mZfP3118Go6H/84x9ZPYnCTQ31O++8s7vsssvcvHnz/KeoS2+++ab785//nFUXf/zjH93s2bP94g1BV1o6odCVV7xO1EFDfxuFbqdWu8YNkPvvd+6ww5x7+WV/D+qEDu7hj1XTfSfV8K0GUvXwUq8b/3ZNuP3sZz8L2l6GDx8e3N6oN59//rk77bTTsqZE79ixY1A3aLodeuKJJ2a1q2nixgceeMAvXhMaN0BSP/TUt+fc2muXNkkjasJ1110X/UDVdvFyhU4UdDap2zdHHHGEa9++fVaQhNtWW23lzj777KIXP6pW6qCgtp9VV1014/O1a9cu6CJdiXE0uhp88cUX3a233urOOuss17NnT9e5c+dg23jjjd1aa60Vbfr/4T6VU3k9To/X81SCrsS6du2a9TfRrVs395///McvXtUaN0DigxNTf0SoHzoox0cJ6zZBa9DBVb2MjjvuuGCUsn/ACLeNNtoomDxQ8y3VEk0Bs/XWW2d8Ft22061C9WRLiq52NC5H7SlqX9DVnV+nlk3Po+fT8+r59TpJuu+++9wGG2yQ8R50BXfqqacm/trl0rgBovmPUn8wqW/NuaWXdq5B7lHXO41wjq91rd5T1eLJJ58MVr7TrLL+wSvc1l9/fXf66acHc0NVq7lz5wbjYfwDt9p7XnrpJb94Wag9S12rdeWQb5xOoW311VfP+rfmNr2OXk+vW2h99ZbQFdpFF10UXLHFX1tXr9dee23VT6vTuAEiBx6Yvgo56CB/L2qQFv0Jf4Qa1JXEgkPl8MILLwQjr7Vsqn/gCrcOHToE98wfe+wx/+Gt4ptvvnGDBw9OnW8tnfE+11577WBUfxLUfqIZb/N1odamyQ11+0dL3WqN8yeeeMK99dZbea+C9O/ar3Iqr8fp8f4kifFNr6/3kVR7jt6Tbnv64ahbndXy/efS2AGSOpMKrj5SX1Qwul0j21GzdEsgPlWJJkasBbNmzQoOzBpY5x+4wk1n0Or6qc/UGuMnbrnlliDQ4u9JQTJ06NAgWMpJZ916vU022SSrHrStttpqQQcJnaGXu0OCnk/Pq+fX6/ivrU3vS+8viasDtdXtsssuGa+nK70DUye7uvKrNvUVIOplc8EFzk2Z4u/JL/XDTX1LTds22zTN5IuaozmH4utl6+y+FqkbrGZ63XbbbbMOXOGmKVl69+5dkckedaWk2zj+AU0H2Pfee88v3mLq/OC3C2hTWKnRW72Vkjhw56LX0evpdf2rLm16n3q/SdB4JV3ZxV9PY48GDRpUscb+YtRXgAwc2BQEmg+r2Kmg9WVoFLsepy2hPwgkRz90TTsS/tA0G2ot960PaUlX3R8vNNmjRtZrzYy77767rFcCGgSpkNKVXPz1tkmdZOnWT7mpF5Q/IaE2HaR1m6m1J1nU6+t95Ao3vW+9/3JT93D1EltmmWUyXk+9yW6++Wa/eKuorwAZNiwdBNttV/zVhCZqDB+n5W+Z26imDEt97+GPS42R5b6tUQ00GeTll1/e7GSPutWh9gjrmBd1QrggdRW/3HLLZTy3budoSpdyU+O0eqn5n0m389S9tlJXG8XS+9H78m836v3rcyTR2K5BqAcddFBWp4VOnTq5559/3i9eUfUVIPrRrLlmOgxKWVdA64aEjzv9dH8vqpTWXYgPXtOPu96pY8DVV1/t9tprr6yBe+Gm2x09evQIZogttkvo5MmTg15g8efRPF/qFZbEhJHqlaaz6fjrqbtzrXyHep9+92x9Hn2uJOh5/VubukI87LDDWm3anPoKEBk/Ph0Eq6+ua0+/RG4vvJCeCl7ribz1ll8CVUYHxvi6Errl0mg0uln34dWLKF9PJYXA3nvvHTQOf/LJJ/5TuNdffz0II/9x3bt3D3orJUFXjfHZefXf6g2VRFAlSe9X79v/LPp8SdH37XdL1hWjXlNXkJVUfwEiO+2UDhG1ixTr8MPTj9Nsv6hqatwMf0DqDmu9bVOIfpBPPfVU8KPVGA7N86RGZfXEyTXCOexOqtHZOmMsZ7tEc3SfXvfG1d00V6OvNk2jsfvuuwdzM2nA5fHHH581zbo+y4MPPug/fVko8BRm8ddTXdbaIEqf3r/fa0yfU583CQqugaljm04O4q+pK0i1h1VKfQaIBmGpW26bn64mil2s5oMPXCrK0yGi9UdQlbTsafij0Y+onAPYNNXE+eefHzTM55t1t9htySWXDKbw1rQlSTS05qOeOnfeeWdw79xvz8i3aR6vUaNGJdYBQYt2KZzir6mxD5UM2STpc+jzxD+fPq8+d1J0hahblf53qVtrSX2PcfUZIKKJEtv8FAT77+/vzW/48PTjUl++a4U+9yhM8wXFpyoZMWKEX6RkmmJcB0//HnNzW76xAvk2TVuicEryoOLTVdSUKVOCyR5XWmmlrPek++hqAM51e6tc5syZk9EtVd+fpsavR/pc8b9PfW59/iRNT53s+ldAlbgSqd8A0VrEyy7bFASasqTYQWW6h5i6DAwepy11UEH10MEwPv+SFnJqCY0A1txDflfJcNNU7XoNzVWl20MaF5GvwVL/rqsMDTIbMmRIcLtL3Wz959SmW0k6oCd9YPGFkz3Gl17VtPRJUk+h+HLCGq/T2r2HkqbPFx+XpM+f9GfWAFN1sw5fU2vhJK1+A0RSZ3qpmmzaNt20+KuJe+5JPy51xuYSPDNDadQOEf5A1JCYb7qK5qi9YMCAATnbCjTiWmuma7xDOUZ9a14r3cLStN3+a6n7p7relrJKYjmonSR8D0neWlNAxtfB0HQhtTbjrJU+Z3x6FNVD0icMmqMsfD31UExafQeIribWWy8dBldc4ZfIb6+90o9LXd6j9U2dOjVjqhJrQ69mWvW7j+r5dFDVrYAk6Ud91FFHZfWYUpCde+65FetFU4kA0W26+G0r3WLReJZGos8bv7Wk+kjy9iUBUm6TJqWDIHUG4IpdTnPWLOcWXbTpcfpf/X+0mg8++CBjfQ2NTSiVuv3qbD9+4NYVgH506spaSfo86q3l3zrTVUo5OwTkk3SAqE0pfuDUmbimm2lE+tzxKxHVS1LL+hIgSdhzz3SInHCCvzc/XXmEj+vSxd+LCtHoXy2JGv4wtttuu5LngJo5c2bWzLea6TTp+9LN0cElvnKiNl2dXHnllX7RskoyQPR9xbvqqi2gUW5b5aPPH28TUf0kMcqeAElC6uARXU0stphGTvklclPbh9pA9DhtFejVgGyaWiP8UahL6tvFdsv+ycSJEzPO9NW1VnNMlaN9o1w0y64/ClzBovmQkpBkgGjZ3vC51RuptUO6Wqge4r2zVE/lRoAk5Zhj0kGQOpstmnphhY9T76wK3aNGEzVAx6frKHUSuRtvvDFjniUt5qSeVNUo1y02jSEpdiqSUiQVIOp4EF/zu1676lqpPsK6UT2Ve2JKAiQpupoI10HXNnmyXyI3naVqPEjqMR+ktncTOGtAbhptGz8rP/TQQ/0iBek2UHw2WQ0MTOrecznpfccPwlphMV/XYaskAkQTCcY7J2hQHbLFBxuqvso5ASMBkqSRI9MBssEGRV9N/Dh9unsq9ZhrUtvA5ZZzCzViHYnr1atX9GPQNNqlTOmtie7iU6AfcMABJbebtCYtjhXvYqwQKeeVSBIBosGI4XOqobheRpiXm+ol3sFA9VYuBEiSNLR/o43SIXLhhX6JvG7u3t31SD1mwzaNOWlfpenWU/hD0FQlpdx20hKg8W6yunKppvaOYmkOLk0vEn4O3c4qV5tIuQNEzxHeKtTVU63PbZU01U94lal6K8d3IARI0qZNSwdIu3YaPuyXyGneW2+5FX46KOm2SCkHNJRGq/JpBHj4Q7j44ov9InlpQF78oKvR4LUYHiGFSPxKRA3r5VDOAFFvovhiUFqXHs1TPYV1pvorR68sAqQSUgeVIEC09enj781LYw/CL0eLuaD8dJspPh1D165d/SJ5KSj0vYSP1fMkMUNvpWkeq3ibSDm6+JYzQMaNGxc9lybxq7Up2VuL6im+nojqsaUIkEpIneG6tm2bAkRrgBT5A9IXHp88T3MeobxOO+20qH5V16U0Hg8dOjR6rOYeqqeBawqN8LPp9lxLBxuWK0AU2vFlXmtlMahqofoK60712NKrZQKkUlIHqlQtB9u7O+/s781L60KEX5B6UFTTAve17oEHHogavvW/mvSvWC+//HK0roWW/tTqevUm3sVXI9ZbMu1JuQJEJ1Hh82iZV5QuvjxuS09KCZBK+fxz9/6qq7opqYoersqeMMEvkZPuU8an/B48eLBfBAa60lg19X2E9aorkVJorfDwsUcffbS/uy6oF1a8W7PmzrIqV4DED35cfdjEr0JaGsIESAXNHjPGHZOq6N1S29YdOhR9NaGV5sIzZS04NHfuXL8ISvSnP/0p+sNXQJfS5fa2226LHqsQKmd312qjyR51haXPqsZ16yy+5QgQtc2Ez6HbL+VoBG5Eqrf4bUDVqxUBUkH64vaLrS2he+jF0kpv4eN0awF2mlYkrEv1viplHW7dM46viz527Fi/SN2Jz51l/dsrR4DEn+Oaa67xd6MEqr+wLlWvVgRIhWkqgfgZ3XvvvecXyWnevHlR90o9XmMPUDp1h46v63zTTTf5RQqKX/5rsF0jnAWrc0A4t5fGEFjWmGhpgGit73Csjd5LKYM8kU31F36nqlfrWuoESCuIV3op/ezPOuus6HGa2bURDl7lpB9Nx44dozrUyPNSxVcnnFBkO1Y9iC+spZUNS9XSABk9enT0+J49e/q7YaB6DOtU9WtBgLQCXXWEVxNq2yh2gjNNSRBfMOfaa6/1i6AAjRAP605BUur4AV31hY9fd911W9wFspboKkSzCuuza4xIqYsUtTRAOnfuHD1evefQcqrHsE5VvxYESCuJjyHQWW2xVxON1IBbTvFZSTXbrmXK7759+0bPMWLECH933evXr1/0+c/X8s0laEmAaPK/sMu0xuo0UnAnSfUYjjNT/VomWSRAWol6YGkt7LDyS2mM3WWXXaLHnXrqqf5ueNRIrnU9wjq7sIQ5yULqpbXSSitFP7ZSBhzWCx0gwjrcSHO8laAlAXL33XdHjy3lli+aF+8goXouFQHSiuINsjoTKPZqQqOCw2nDdTbd6KuvFaIDv1YUDOtZKw0We7UXd++990bPsZfWr29QGlAY1kMp87O1JED69+8fPZbbtuWl+gzrVvVcKgKklcXv7Q4YMMDfnVd8jv9u3br5u/GT+HxiuuWntcEtTjjhBA5iKeecc05UD2effba/O6+WBMhmm20WPdY6DgW5qT7DulU9l4oAaWX6MYVXE+peqplhi/G///3PtWvXLvryaFjM9uCDD0Z1q84K999/v1+kaFtssQUHMde0YmNYD5ruvVjWANGt3vA71OqOKD/Vq+pX9Vzs4OYQAVIF+vTpE30J++23n787r/iAuN///vfuB60/goACNj4RpbqhWqmPfLj2hHrBNTI1vK6wwgpBXahXVrGLOFkDRLdrw8dxpZ0M1WtYx6VOmkmAVAE1yMYbeXXmXAzd399www2jx1122WV+kYa19957R/WiXm4tmQhQkyyGz6UZARqdTnLC+ii2C7o1QOKTJ7bkJAD5xcf4lDq5IgFSJS644ILoi9h4442LvpqIN+5qYaOPP/7YL9JwLrnkkqhONFVJSzsZXH755dHznXfeef7uhjNo0KCoPoptD7IGyJAhQ6LHMX1JMuLTmqi+S0GAVAmdIcdHSY/UeupFik8MWK8zwxZLB6f4VCU33HCDX6Rk8Qb0O++809/dcG6++eaoPortRm4NkHg3U6bvSUZ8gGyp3aQJkCqiNSXCL0NjDj755BO/SE6zZ8+OVpDTGIVGXR9aU5XEb+mVa8qLffbZJ3rORq3bOAVAWB9awrcY1gDp0qVL9Lh33nnH340yUL2Gdaz6LgUBUmU0TiH8Qo499lh/d17xvvJ77LGHv7sh9O7dO6oDzZhb7Lia5sTX3164cKG/u+F89NFHUX3suOOO/u6crAGyww47RI/j9mwyVK9hHau+S0GAVJlZs2ZlXE3MnDnTL5KTegppWdXwy5w4caJfpK7FG1s1uLKcf8wada3n1SzIxbZN1TN13gjrepNNNvF352QNELUHho8rZc0WFC/+faq+S0GAVKHjjz8++lL23HNPf3cwH5amYv7lL38ZLHMbbmpEDx+n8FlzzTUz9tfr1r59+2iKfG3Dhw/3q6xFwgks1W0VTcKp1Ysdm2ENkHCMgl4PySn1+wwRIFVIt0lWXnnl6IuZNGlStE/98MM5mdiyN4WoZaqSQhRQem6Nf0CT5ZdfPqgT1U0xrAFC3VdGOLan2O8zRIBUqSuuuCL6YrQudTiO4aqrrso6aLJlbqUuEtUcrkCylXrGag0QrkAqo9TvM0SAVCldaej+cvjlDBs2LKud46677vIf1rDio/I1KLOUZWqbQxtIJtpA6gttIHVqxowZ0ZejAXHx9Sh23313v3jDi4+H2Xbbbct2wKEXViZ6YdUXemHVsR49ekRfkCYE1P828liPQjQljGbcDeurlNmNC2EcSCbGgdQXxoHUsbfffju6PxlujT7avBDNShwGrf5X81i1FCPRMzESvb4wEr3O/e1vf4u+JE3TwaV8YTqohfWlGXlbunogc2FlYi6s+sJcWHVM9/Hjc2T16tXLLwKP6mybbbaJ6qxr165+kZIwG28mZuOtL8zGW8fivYs0zxO9gIqjhbnU8SCsu4svvtgvUjTWA0ljPZD6w3ogdUqLIoUDtrSx6mBpbrzxxqjudOuvlAOXjxUJm7AiYf1hRcI6Fe+2y9mXzcEHHxzV4QYbbBDM2GvBmuhNWBO9vrAmep3SpWR420STA7Z0UaRG9cUXXwQj+cM/8sMOO8wvUpT4wl177bWXv7th/O53v4vq4YUXXvB359WSAInPNN3I4Z0E1WdYt6rnUhEgVWqXXXaJvhgaD1tGt10UwmF9qhtqqdQwH85BpnE4Le3ZVYt0gAjrUKPzS9GSALn77rujx5bazRSFxbtJq55LRYBUIc22G34pmtysXOtaNLL4ksGa6kTja0oVv6U4YsQIf3fd69evX/T5zz//fH93QS0JkM8++ywIbT1W3bLVkI+WUz2qPlWvql/Vc6kIkCqjXi3h5H3auGQvD83Qq1tPYb1qepJSe7TFB1ytu+66DXUgW7BgQdDrSp9d69W8//77fpGCWhIg0rlz5+jxdCYpD9VjWKeqXwsCpMqoYTL8QrbaaquyT03eyD744INoenBtAwcO9Is0a+utt44eP2HCBH933YqPFTjkkEP83c1qaYCMHj06eny5lipudKrHsE5VvxYESBWZN29esFCUvgzN/MrUDeU3derUaKoTdVucPn26X6SgW2+9NfrBbLnllg0R8Lr6CP8u1bFjzpw5fpFmtTRANBYnnNJH78Xamw5NVH/hd6p6Vf1aECBVRKOcwy9D05cgGSeffHJUz6uvvnow3qZYum2l9dbDx48dO9YvUnfiDa0HHnigv7soLQ0QiT8H05q0THz6EtWrFQFSJZ588snozHippZZyc+fO9YugTLQ4l24Phn/4mm23FPFODpr9t547OegKLVwueOmllzaPwyhHgEyZMiV6Do3paYSrvySo3lR/YV2qXq0IkCqgL7Tfttu6lX/6IgYPHuwXQZlpXI3WlA//+EvtVbXrrrtGj63X2ZEVjPExNOeee65fpGjlCBDZdNNNo+fR7USULn4bVvXZEgRIFXh/3Dh3QeoL6JXa9llrrZKnE4DN9ddfH/3xa6qTUuYBevnll6OupTpDnzx5sl+k5ul2VVg/GkAYLqtsUa4AiU+u2NKDX6OKh3Cpkyf6CJDW9sUXzq2+upuT+gJuT22vGQa5wS5sd2rbto3beecN3TfffOUXyWvo0KHRj0dLDauxuV5ceeWV0WdTI2sp4ZpLuQJEbVDx2y9chZQmfvWhemxpV3QCpLWdfnqqVtoE24+dOvl7kTDdptl88/Xcb36jbtNt3CWXHO4XyUs/vk6p7yz8AWkK+a++Kj6AqpXuiWusR/i5FCYtVa4AkXGpK/bwuX79618H09Wgeaon1VdYd6rHliJAWtNbb7nU6V1TgCyyiHPPP++XQAW88sozbtddF3PdurVxhx6qH0LxZ7VqVF5xxRWjH5GWeG3pWV1reuqpp4LG8vDzlGvqkHIGiNoM4+vUn3TSSX4R5KB6CutM9VeOTggESGvq0SO6+nC9e/t7UUGTJg1LfQVtgu3YY9u5jz4qfv1tjdeJLzt86KGH1mSIKDziYajp2r/99lu/mEk5A0T0HOFko7paYq36wlQ/4VWl6q0c34EQIK1FA9jC8FhuOQ2T9kuggnQ2dtFFe0Yhcu65O6RCoPipTnRvOeyGre2AAw4IJmCsFffdd1/GlYcGSZaze3K5A0SOO+646Dk32WSTohe3ajSqF9VPWFeqt3IhQFqDzk5TX2gUIMOG+SXQCj77bIHr33+VKETuuusMv0hBaisIFz/S1qVLF7dw4UK/WNXR+463eSg8yj3bcBIBosn/1lprreh5jzjiCL8IUlQvYR2pviyTJuZDgLSGUaPS4bH++hrZ5pdAK3n11Snu8MN/HgRInz6LuNmzH/KLFKRVEMNbK9q02lsp62ZUkq4w4l11tem2VTmvPEJJBIhoTfZ4+I0fP94v0tBUH2HdqJ6KXcO+WARIpemMdKWV0gFimIMfybr11hOjq5CTT17Dffnlx36RgiZOnBjNM6RNs9hqbftqaheZMWNGxiBBbWowL1ebhy+pAJHhw4dHz63Boc/TGSWgeogPllU9lRsBUmnHH58Ojy5d/L2oAj/88J0766wtoxAZObKbX6RZM2fOdBtuuGHGAVrTp7T2wU1jVeJzW2lTB4BydNUtJMkAUfvV3nvvHT3/Kqus0vAreOrzqx7COlH9lKPXlY8AqaRZs1zqOrIpPBZdVEcZvwSqxIIFc9zRRy8ThciMGSP9Is3KdYtIt7f0o3v99df94onSVPaaRDJ+ZaRNI8xbOkiwGEkGiKitKd5QvM4669TVwM5S6HPr84d1oXpJqi2OAKkkraWt8NBWxp4QSMYTT1wXBciRRy7h3nvvFb9IUe65556Mxl5tamzXQbXU6eRLpR/1UUcdldHNWJt6XGluq5ZMT1KKpANEtMhVfDE2HTjnz5/vF6tr+rzxIFV9lLr4VykIkEpJHUSi8FAbyCef+CVQha6++u9RiPzrX5oPyjZPmdZfGDBgQEZX2XDr0KFD6rn/FTRwlqOdRGvAa2EyXV34r6UrIF0VWWfVtapEgIjWKll55ZWj19KZeKPcztLnjF95qB4sa7eUggCpBJ3ldeyYDpDLL/dLoEp9/fVn7vTT14lC5PrrW9ZVVGuPnHrqqVm3ksJt2WWXDaaXP/PMM93NN98c9ODK16VW/66DsSbEGzJkSDAKfvnll896Tm3qgaOVBJM+oOSisPrtb38bvZeHH37YL1JWamfS3GTh66ktoLXbnpKmzxdv89Dnr8RnVq+98DUJkKRccEE6PDbeWK20fglUsbffftr17btYFCLPP3+7X6Rkuic9atQot+2222Yd7Attq622Wta/Fdo22mgjd/755yd6GyMXnQ2fc845GUsAh5t6Bl166aUlr0lfCgVl/HaWXrNeu/jqc8V7W+lzJ32i8OabbwYnLPHvddKkSX6xsmu8ANEIc400b/NTgDz4oF8CNWDKlPOiADnuuOXdxx+/6xcxmz17dnCQ18BDLSbmH3BL2dRlWGeFuoWV5K2iXF577TU3aNCgjHvwhTbdYnvggQf8pykbhebGqRO2+GtqUF29jFjX54gPEtSmz5vkyYI6hpx22mlu8cUXz3hd/d1WYlLLxguQww9Ph0f37v5e1Ah1gbzwwt2jEDnvvJ1S/9by9gqfGrU1J9V1113nTjnllOAsr3PnzsFBWQ3x4aYDhf69W7duQe+qMWPGBKtaVvrgqNskAwcOdB07dswKiHDTGbHeo6Z76dq1a9Z+fYak2im01ne8i6821WWtz52l9+8HtT6ndW3z5ujvX39jWoEz/prt2rVL/S4urNi0PY0VIBqBrFl2UxXt2rZtmn0XNevTT+e7/v1/FYXIxIln+kUawuOPPx4EQvwWkb8pUBQsue7Da96t+Joe2nRGq7ahck6zETds2LBoATBt+m99hkqcNZeT3q/et/9Z9PmSou87vgS0NvUi7NOnT9CmV0mNFSCpM8RUbTdtAwb4e1GDXnllcuqi8mdBgGiqkzlzkm0QrgY6+9TI9WOOOcatscYaWWERbjoj1i0s3cpqjs5YL7744qxG//bt27trr702kUFvukLzu1NrfYxaWZRK7zO+noc2fR59riTMnTs36GWlFTfjr7nzzjtXZOxQLo0TIFoqss1P4bHaak0rD6Iu3HLLCdFVyCmn/LrkqU5qgQ7wap/QWWa8d4+/qZFcjeXWW1A6g+3bt2/G/GHaNKGjpskvN13haDZa//W0zKsO0EkEV0vo/eh9xZeh1ab3r8+RxBWbltQePHhwVpdzXXFOmDDBL15RjREgWtM8dWaQqvWm7brr/BKoYd9//60bOnTzKEQuv3w/v0hN0jxYGvTYq1cvt8IKK2QcPMJNZ6M77bRTcN+7nGNJtMb8LrvskvV6GrPy7rvl67AQUgeD+KJU4aZba9dcc00wbqc16fX1Pvxbfdr0vpPqIKEu4f5VmoJEyzdXun0tl8YIEN2PbPNTeGyzjU4j/BKocQsWzM6Y6qQcXXtbg9aAv/fe24NbFfGuoPFNZ7s6uI8cOTLRHj5y2223ZbWtqIePbo3pzLjc1Fkh10FaB82ePXsGV2GVuirR6+j19Lr+2b82vU+93yRovJE6ZcRfTycLBx10kJs3b55fvNU0RoCEEyb+/Oe68ervRZ14/PExUYA8+ujV/u6q9c03X7innrrRXXbZ/u6Pf1zKrbtuG9e2bebBSgMP1a149OjRFW8o1ZXQWWedlTXYUmfGGlxZbjpw68zb79UUbhp7owko1TbzzjvFr1RZDD2fnlfPn2+Mj96X3l8SQabBqL17985Yx0bbNqkT36TaVlqiMQJE05QMGeLcnXf6e1Bnnntugnv44SsT6dJbTl99tTAIvEsv3ccdeWTbKPi6dtXYAXXHbJqVd99993Vjx45NrDtoKXTmq7NxvxG3U6dOOXt3lcO9994bTLvizx0W3zRdSNh9WreZNAXNW2+9lTdo9e/ar3Iqr8fp8fFpR/xNr6/3ofeTBHUX1/Tuyy23XMbrKsT0/VerxggQoAp8/vmH7pFHrnIXXbRHxkj6+Pb3vy/lBg48IHWuc1PVdmnVuBh/xL7OmA877LBgluEkqHFaV1+6reM3uBezrb766ln/1tym19Hr6XWTaBwPqZ3LXwumbdu27vTTT6/av4EQAYKGoYkXH330GjdiRNdgYSrN6Kvt1FPXDNYbufbanu6xx65NnaG+7T/UbOHCeW769MtSZ5e7uD59fpEVGNqOOWZZd/XV/3AvvHCHeXLI1qD7//6BWWfQGgPx3XfJDWTT6GsddPv37+8222yzrCsi66bn0fPpefX8SawEGTdr1iy31157Zb2P7t27B1dItYAAQUN4990XUmd062YdvPNtLfHRR++4qVOHu/PO2zEao+Jvxx+/ohsz5pBgHIt6kdUqnSFrgKLOmMMD4CKLLOm23PLPbtq0yiwdrMZ89YJS91q11eg2m64ctGmGgFwzBmhTOZXX4/T4JDoF5PLpp1+4U04ZnDH4UJve24M1NrVSy34pQA345JO5wXxZ4cH7ggt2cy+9NCk40H///TfBVYLaTq64Yv9gMKIlQD744A03efLZqQPSVllhEW4nntg+mD145swH3I8/JjdxYWvQGXOPHj2CA+FSS63t2rf/k1t//RPdUUfd495+m6US5McfNYbkxdRVztFu+eW3cr/4RVPPrhVXXDGYyDPJySyTUvovBagx48YdHh3E9d+FKAhGjPiT/885zZv3ajB9yqBBG2eFRbhpYOP48ce62bMfSqTXTrWZMeMR16nTQa5Dh0NTZ9TD3Oabj3Jbb32lGzbsMffZZ7V7pdVSzz47z/31r7cG9dGx46lu1VX3ce3abRAMPvykhtciqlyAtPlpHIa2YpRSXhOHjRvn3P77O7f22i51CtS06b9TZ0VOvRgqtNIbqo/aO8IDekvbN/773+fcHXec7gYOXD8rLMJtwIDfuNtuOyV1Vl593S4rQWfaN9/8tNtttzHBATPcdt11jJsw4bVgf6N4773PUn9/UzPqYZNNLnIHH3yJmzOnvF2QW0MRR+cyKSUQpNjyDz3kUtfKmeVzbeut11QWDeeIIxaNDu7ffGNrGFW34GHDds4Ki3A744wN3F13/TNoa0GTzz//1g0f/nhwBRI/gOpM/Jln3vOL15WvvvrejRz5tNt226syPvuf/zzePfpo+WYMaG3NHJ3LqNhACBVT/rbbnFt88aYyGiTYu7dGk6mVSv3+1N/Qub59m/apjMreXpsjlGF3wgkrRwd69cKy+OST97JCY/DgTd3ddw928+fP8osj5p13Frqjj56ccSDVdtJJU4Mz9Hpz992zXZcu4zI+a+fO17hx4150339f3eOTSlXg6FxmxQRCXHPlZ850bskl08EwebJfIm3q1Kbp21VWt7Zm8YNvJFdeeUB00O/bd3E3fvwx7o03Hg0a0EsxadKgYA2Se+/9t/vwQ9tkhY1MZ9777Tc+48CqM/TLLns6OGOvda+8ssAdfPAdGZ9vyy2vcEOGzEidgFSmh1el5Tk6J6C5QPA1V75Tp/T+ESP8vdlGjkyX17TuaBjvvz8zY56sdJgsFlxFqGH9mWdudt9995X/UJSZzsCvv/6l4Iw8fqDVGbvO3GvRhx9+6c4440G3xRaZV1iHHXaXe/313KPh60Weo3MCmgsEX6HyTz+d3qe2jR+LuCxUmXhbiZ4DDeOdd551gwZtlBUi8e3YY5cLlsqt9mlQ6oHOyIcOfSg4Q48fdHv2vN29/PICv3hV+u67H93VVz/vdtzx6ozP0LXrDW7q1Ma4Qs1xdE5IoUDIpVD5k09O79McV8VS2fBxp5zi70WdUzfaV1+d4q677rCgF1W+QX5XXPGXhuhyWw10ht6798SMA7DO5P/5zwfdBx+07hTuhUyb9pbbe+8bM973DjuMdldd9az79tvaG89hlePonJBCgZBLofLbb5/eN326vzc/lQ0ft+OO/l40mK+//tTNmjXNTZhwkjvhhJUyQkQTHaJy7r//P8GZe/yArDP70aOfq6oD8htvfOT69MkOvIEDp7kFC6p73qok5Dg6JyQeCKVuvlVXTe9bUMLl7vz56cdpVULgJ5odV/NhhQGiaUhQWQoKBYZ/S0hn+g888KZfvKIWLvzanX32w26rrTK7JP/jH7e7F1+c7xdvGDmOzgnxQ6GUzRf2qNJWyqpcKhs+bokl/L1ocP/5z2NRgGiCQ7QO3brSGb3fKH344RPdnDkf+cUz+FcGs2Z96BfJEC+fyw8//OhuvPFlt/PO12aU3WOP69zEia83/Np0OY7OCSkUCLkUKk+AIAHffvtlFCAafIjW9dJLC9xBB92eceBWo/tZZz0cXBHkEi+rrW/fu/0iGQoFiK4sunfP7nY8YsST7ssvmdlCchydE1IoEHIpVL59+/Q+bmGhTDS2IwwQTX+C1qcz/EmTXnd77nldxoFc7SXqBeXzA0Tbk0/O9YtFCgXIXntdn7G/f/8pbu7c1l/Yq5rkODonpFAg5FKofDka0XfYwd+LOnXBBX8I5rAqRL2utCZHGCBjxvTyi6AV6Yz/0ku1kFXT1CCaHkVTpfj88NB24IET8t5qKhQgunrRv//lL7e4p56q76lXrHIcnRNSKBByKVTe2o136ND04+jG2zDCUPj3v7d3Dz44wr377otBo7mmVP/00/nuhRfuDBZ8CssdddTSqauR1m20RW6a+uTyy5/OO59UPBC222509N9TprzhFw0UChANepw588OGmvyxVDmOzgkpFAi5FCqvxeXDfRocWMxAQp2CdOyYfhwDCRtGGAzFbKeeupZ7880n/KdAjYgHwoUXPh7997773phzHqpCAYLm5Tg6J6RQIOTSXHndggr3a5qS5owalS6vaVDQMD7++L+p84Wb3E03HR10zx04cD137LHtgsWjNMWJBhWOGtXDPf742JLnx0J1iQeCGtp32ik9Zcr48a/4xQmQFspzdE5Ac4Hga678q6829aTSfvXKuu8+v0TatGnpspqAURMxAqg7fiBcccWz0f//wx/GZk3a6JdHafIcnRPQXCD4iil/yy3OLbZYUxlN2d6nT9PtLU3l/vnnTbep+vVzbpFFmspo1l5NAQ+gLvmBoMb3+MJWCpRC5VGaAkfnMismEOKKLT99unPrrptZPtemMjNm+I8GUEdyBYJm/w3/TaPcP/44PYYkV3kUr5mjcxkVGwihUspruVotW9u9u3MdOjTdptK21lrO7bcfS9oCDSJXIGiKlPiYjvPOe7RgeRSviKMzANSGfIFw++0zo3/fZpsro5UQ85VHcQgQAHUjXyBoLEe3bjdF+wYMeKBgeRSHAAFQNwoFggYThvs00aLWIilUHs0jQADUjUKBoLHE/+//TYj29+vXNFVJvvJoHgECoG40FwiPPPJORpnmyqMwAgRA3SgmEA455M6s8ChUHvkRIADqRjGB8Pzz72eFR6HyyI8AAVA3ig2Eo466hwApAwIEQN0oNhDUA8tfMhelI0AAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/H8/OCOH8yTVHgAAAABJRU5ErkJggg==)
| Product Number | 8H21-1-64 |
| Synonyms | 2-Carboxythieno[2,3-b]pyridine |
| CAS | 59944-76-2 |
| MDL Number | MFCD07371381 |
| Molecular Formula | C8H5NO2S |
| Molecular Weight | 179.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 293-294 ℃
TSCA: Not listed on TSCA inventory