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mnnBKMGzcu+OijZFfjrUA10nbYYYfoPS+++OLBP/7xD/+wihS4//Vf/1XyHOecc074nasHPa+eXz/H/Uz9fL2OJKZMeTFYaaXCHZe29ddfP3j11fwN91VFin/+85/BoEGDgl133bXkc/M3XUSoooUmJrtziy66brvtNv9pc6f62bqB3C+kmjjH/etf/wqP0QnNV1zKRH8A1113XXh1oXD57LPPwjuaM844o0OXMtFJYbHFFgvf/8ILLxw8//zz0T6F7pQpU4LLL788vJJdc801S66i/U0z/3fffffwiv2hhx4Kvvwym3Mh4rjrrrtK+ii23Xbb4P333/cPa5fe+/777x89XicfNRE26jPRz9HPc3dO2vR6kvx8hdF+++0XPf4Xv/hFWA6oVekuSn/zQ4YMCd+XWjL873DxttJKKwX77LNPcPHFF4d3eCqB5HzwwQfBcsstFx6n1hB93/MsU2dH9wuqJs5x+qPWMWqXLOfRRx+N2izb23T1rTubjsb/I3jwwQf9Q9rQSeXee+8Nzj333KBnz55hdWP/83Sbrs7UhKg7wKFDhwbPPpv9irA6yQwYMCDqp/jJT34SXtF/l2BY0rvvvhuGrfsc1PynPotm0M/Vz3evRa9Lry8J3b2oerV7DvWPzZqV/Q72adOmhf1ERx55ZLDhhhtGIzPLbbpLU7XugQMHBhMnTgz+/e9/+0/Xhi6+3MWnmg5feOEF/5DcqHwWbjD3S6um0nG6OlZT1k477RSe/G655Rb/kIiuHK644opgxx13DH75y1+GdyW6mlI5dzV9dcRy7joB6P3r89WJ/tZbb/UPiU0hrsefeOKJYZ9U8cnG3/S5b7nllsHxxx8f/s7eeecd/+maRiP2unTpEr3WFVZYIWzeS0L9Q655Q9tRRx3V9P4D/Xy9Dvea9PqS9mOl8dnU0yeffBKMHz8+/HtWs6Pupv3vntvUNKvm8KOPPjoYNWpUMH36dP/pYitu/tWFqlpE8qj8WbhFFX8ZVKr9/vvv9w9BBWrCc31H2hSuaVNTmEbAqWNXQaUref8P2W1qKtKoucGDBweTJk1qytWtrlRrvcrWSdldkc4333zBNddc4x/SVHo9el16fXqdSUOk3N2Z7kST3J2lQf2fDz/8cHDhhRcGe+65Z3QX3d62xhprhM13f/vb38LRdJX6Qy3uuOOO6Pu92mqrxbp7aTW5ChDRSVDNU6uvvnp4a6rbTlSnP/a99tor+uPSzOZG0IRO/b70R9+7d+9g+eWXb/OHXrzp9/qHP/whuPTSS8M/+jlz4o96SiKtdn7dSbk7D13hTpgwwT8kE/S63OAIvV7LHaA6nWvpH0pKg2U0qlIz8ddZZ50oBMttSy65ZDi89uyzzw7uueeexBcBVvrOuP5BDUDJ2wTm3AWIo1tI/dJWXXVVfxfK0G27+2P7n//5H393Q6nZQSe0008/PWxeLB6C6m9qpuzatWvYFDNy5MhUJohqPZgVV1wx+hnWkUa6InZ9Hjq53X777f4hmaLX507Cet16/UmlMUKtHPXPqDn0hBNOCLbaaquqzaE6RndFekzSvp20qa/MvTbdUad9p9NMuQ0QzQ7WL0z9GmnQyalXr16mK7Osa4UvuE7gN9xwQ9jxudFGG1Xt+FQfmEbS6aQYt+lAd2Hnn39+ydyOWuY6uNFWep6sNVu1R6/TXTHr9VuVnyMT73PU3YHuEvS91F2D+if937HbFHi6+9A8MN2NZHVARpYu0NKU2wB54IEHwl/WWmut5e8yURumnk8dhsXD9lqdf4ttuepsBjf08q9//Wu46Jf7/bS36Y5CTXQXXXRROIzbb0rQyDPNX3HHL7HEEmEbtpVGKLnn0t1RKynuWE86T6RY8Sx9bZoroRFQxdyQ8MsuuywMrOJRauU29WtoNr2aPNXf0Srf12Y1EddbLgJEHb8an69Ja5oApH4PtaXr6iStPhAN53W//LxcQeStk09zePQ9+Mtf/hLeSSkE/BOQ2/S+1Yl/2GGHhXNZNFHS7VOQKFCsNMPbPZ8uOFqt5IterxtZpfeRZMa6Ty0B6rNyn636WRQAuiL/7W9/W3FSqkZMbb/99sGpp54aTkqt5XVkQSMGqTRaLgLkkUceCUddaLicQkMdeWpu0pVmmjTT1P3ydbvcyjrKMMO33347LD+hpqjNN988es/lNjW5nHfeeTWPHlIguedr1jyPWul1uyYovZ9aqfmxUr+FmpoVWmqi1Mg3DcXPI3+YfKvPVs9FgDSKmq7clZk6b3WL3oo60kQnn8JBxQSvuuqq8E6yeNSX2u1rped2w1k147uVuSKaej9JCzCWo1Fa7rNWlYN99903LMypQQutdpdWC8tE3awiQBLSFa07+araqUYMtRL/y5v3UgtxuHb6NOqeqXlGz6XmsyTlQbJIr981A+p91erMM88Mn0ujpPw+qI6mUqmgVkKAGGhSm6tQqzZalXVuBbp91ogVve483D6n5eSTTw4/E92NxR0pVI4m4Lm7D40gygM3Qk/vK+kEQ5/77qm5GW2bkXVx2moIEKOzzjor/MVr8yv+ZpGaCFROxL3mjlJuOg41RbrPReXrrVTm2wVRvarqNpreh5uHo/dnpfk57jO+6aab/N0No2ZoTUBUuRxNKtRoKNVkK14iWP+tf9d+zSPR3UG9mtj0fWvlgSwEiJHa0t3iVLo6y+oMY9Fr1Sxv9wes+REo5Zr1rCPsNBzVzcJWmZY80fvR+9L7s84RcncyajbVyKxG0Uz4G2+8MRwAo0nF7m/AsqkKgma9jx49OtURYaoG7obSa2RaqwxNFgKkBho2qtLO+sWrHTONWdD1UDyuX39IaEtFHPX5qF3acpLUlaT7jNNaDCor9H7ce7PeoanqrR7fiNX61M+n+T7FRR7LberfUai4ZYFVRdr9f5V0r7QGiDaN6tNgDE0dqJVqh7nn1fojlu9gMxAgNdLtrVuZTCXKs3b1oNtw98XUH2+rfDEbTUO+3eeksvRJueYrrX2SR3pfen+WZiy17bsr7FomJlajvkn1SZZbQVMTFLVypu5GNAE1bi0sXSRqlJhet+7Eyt3FqCqCJgnWOlJNs/Xdc2rxtlZAgKRAX0r3i1cBvqwonmW+6aabdviRL5Womc+tD6PJhUnp4kGPTWPORBa5uS16n0npbkCP1VyPNK7Wi+n3pqWrVa+s+KSuOSy77LJLOP8k7X4F3eGoorTqbfnr2GvtEBUHtdB72XvvvaPnUi24rCNAUqIJUO4Xr/LQzaYCdq5zTm23af8R5ZGuUPV5qfZSksmEOim6E4lOWHmk96X3p/eZNAS0frgeq8KYadJdo99MpSHZ+vtr1PB61cZT5QO/uUt3JJYijuqs79atW/Q8WvUzywiQlGj4p2pJ6ZeuK620Z8En8cQTT0TNaloXJa+zzNOm9WPcH66qG8SlK073uFqHumaV3pd7j0musNWJ7ZqUhg0b5u82UcVfjZYqXkZZqytqZFWS4E+T7u5Vl6140TDNvNfk1KTNxmpeU90wPUeti7rVGwGSovfeey8aiaMlXZuxoqGK1XXUWea10nweN3EuSVu/q5OmO756rU/SbHpf7o42yTLPKpKox6jEUBojl1S/rbjGmU7YGhWVFbqD+POf/1xS40srberckMSMGTOiKgkauabisFlEgKRMv2j3h6Y20qRXH7XQ1Z5mx7svnaqVIhnNAdDnp88xLhX702M0Ii/P3IhDvd+4XPFA/W8tdIevTmZ316E+Ds2/ytqgFeeNN94IlxRwIaImLpVySeK1114rma2u+StZQ4DUgUpNuy+OFrVpBI0WKZ5lPnbsWP8QxKBqvu53p9E3cbi+Ey1slWd6f3qfer9x6I7DLVClOxEr9d+5fhQX1BpJ1QqGDBkSNmm7v8uk/aP6Dqr0ix6vVo2szVYnQOpE5Rr0S9cVk6rB1pM/y1xj02GjphotSKXPMW4xRLXH63gt4Zpnen96n3FrhqnPw504rUvb6kpeczLcd1ul4Rs5ETENCrviop1JR1fpzsVVRtYw4kYNEIiDAKkTfcndIkfqTKtX56ra7V1YaRs4cKB/CBJyKwnGbZJyn78qE+SZq7wQt5aVRl3peN09WGiOlevv0OgvldpvVeoPLR5qnHSouOahuJF+WZqtToDUkdY0cGsgKEzqUR+pePiw2u9ROy2D6z7TOO3O3IG0paG+rulG80CSUvu/G5CiiXrNrJ+VFv39Fw/RTVpDTwHqHqs5Lo3sX20PAVJnGlroOv7iXrnFNXjw4OgLpTIMrVIVOOvUJLjQQguFn2ucpUfpA2nLLemr737SdnsNO3cz3xVC6pfKC3+eR9I+EVfxQNuBBx7o7244AqQBTjjhhOiXnsaiRXLNNddEwaQmAmaZp2ufffYJP9s11ljD39UGo7DaUtkcHasaWEloDRJ95nqsOuDzuOSA7kRcc5b6h5KMztI8F/fd1Jb0LiZtBEgD6FZTQ3r1C9cQX01Yq0XxLHP9sX366af+IaiR7hzdH2m15VWZB1JK/X8aRq5jk66L4k6OujhSKZ68Up+IqwCtIb5J5oloSLNrTtRWywi3WhEgDaIvjKu1pI5BS5kD8WeZq5QC0qdOSvc5q1RFJcxEL6X+CndskgrVGvLqHpdkImer0ugs10+kyYZJmqB1F1M8W10XPM1AgDSQypu4L4xGUiRd/U5Xwm6WuYaavvjii/4hSNHuu+8eftb6Q62EWlil3Kg0zUuKS99l97ehMul5vZPzFYdm0ubt4tnqGmjQjNnqBEiDudIO2g4//HB/d7uKZ5mrTAKzzOtv5MiR4eet5hTNR6iEarwF6otzE9+0Bnocatd3deQ6d+5snjPSqtyMdY3YTNoyodFqrpBjM2arEyBN0Ldv3yhERowY4e9uQ7PM3QlKHYvjxo3zD0EdqJlAV3b63M8//3x/dwnWAylQBQT33Y57h6yKs+4x1fpX8kgXJ652lqr4JqWmsOLZ6m+99ZZ/SN0QIE2g9nUXCGpnf/bZZ/1DIlrD2XXAaxs6dKh/COpI4+31uW+88cb+rhKsSFig9XB0nGZMx6EBILpy1mNUTaGjUgFG9xlX62Mqp3i2umbuN2q2OgHSJNOnT4/+cFZcccWy7crqVNtjjz2iL1bcJgGkR8Ol9dmr7b/SgAXWRC+MDnLf6ThDfUXzbHS87qyrjXbLM80PcaXg1aRlodYM1xenC55GzFYnQJpIM57dL1zrIPtrGbgJatr69+9fsg+NoStkd2WnDs9KXDOWyujXo+pAM+h96P3ofVVrvtLwcvd9feaZZ/zdbeiz7dSpU3h8nNnteaf1RPRZqM8tzudXjppa3e9AqyNWCvw0ECBNpsJq7hc+aNCg6N/POuus6N979eqVaIgf0tW9e/fw97DFFlv4u0poqKu7IEg6/yGr9D70fvS+qg1R1sxoHbvCCiv4u8pS3TYdr7sPdQZ3dBqA4Gp/aWlbq+OOOy46d9R7UAcB0mQKhu233z78ZbtZqepIZJZ5dqi6sfv9aOhkJa7JUScCzapuZXr97oSm91WJrnTdEHNVXqhG33vNY9Lx++67r7+7w9JFpD4TDd4o16wdh1oy+vTpE4VI3OZECwIkA7TegRuiq6F8bg0FZplngyaBut/JlVde6e8uMXXq1OguJG45+KzS69f70PvR+6rknnvuiU5YmuxaTfGgg2bMX8gq1QFz359almXwZ6snrbkVFwGSEZrX4daO1qYOtUqdtmgszRTW72W77bbzd7Xh5kyo7+Sll17yd7cEvW7X9xOnGcR1tOuuwu/LK6d3797h8RpAglJubR9rGXynuOaWtmp9eBYESJPpSuHSSy+NJgO5LY9F5FqZ6+BUPSjdMVailfg0IU7Hd+nSJRxh00r0evW69fr1PqqtZa7mqCWXXDI8/qijjvJ3t6Gh6W7eQ3G/HwqGDx8efja6E/noo4/83Ym8+uqrUXO4FuNKGwHSJLpKU8nr4pXK9IVxTSXNrrKJUpoh7JoW4kx2c+XM455Us0Sv1712vY9qHnrooej4Bx980N/dRnFzV6NnTreCDz74IDrpjx492t+diApS6nn0fPVo0SBAmmDixInBmmuuGf0Radthhx3CdmZ1KOq/tQAVskX1y/S70fDIONzKhvrj1XySVlC8TIBefxxHH310eLzmicQZLfjHP/4xOh7laSKmPqNDDjnE35WIpgfoeeq1Vg0B0kDq51C7ZnFw6KRU3Imopiu3r1Xbz/NKxe70e9EImVmzZvm729BELnehoDtLzfvJMr0+dwes1x13IpqbABf3ZOeaxxh91T7XpxR3Rn856gNxZfXrtRwwAdIAWttZV63FwbH66quXrWmlIbsLLrhgeIzKGyA73nzzzejqPG7VXTUbuBOs2v0nTJjgH5IJel2uXyLJAA6NuHLf6bvvvtvf3YbuUFx9sSuuuMLfjf/nmkA1sEZ9RhbFxUBV+aIeCJA6UpE01QYqHl2lonRql6x0q28ph43G2GCDDcLfze9+9zt/V7s0Ac/NkdAVftaas/R63J2HXme1CYPFTjzxxPBx6myPM+tZEwbd30Kc/pKOavLkydHn9MILL/i7Y3FzkqotR1ALAqQONG9AZUjcMEhtiy22WHDJJZfEGpEzatSo6MohyYI8qD9XIUBFMJNMFNRJ2d2JaFNHddL1YNKmn1/cYa7XlyQ8RMNw9dg4Q31l/Pjx0c+rdYRRnqkCt7vbtSwWpeZH15JRz5FuBEiK9EvX6ClXWlmbJgaeccYZiWojFbddnnvuuf5uNNG0adOi3+2YMWP83RVpJFfx4AndzTSrn0s/191NadPrSroWhQZ9uMdrYEgcrh9JdzqozFUBsJTFufXWW6PfTdKLgiQIkBSojVJ/GG7svzatrqbRKdarrN122y18no022sjfhSZzIWCpV6S7Fjc6S5vuUjXjO8ndTC30c/Tziu+O9XosP18XS3q8CiLGubOWU045JXwMowyrUyUKfVYatZaUK2WivtZ6IkBqoDZfTfpxNX20qb9DE3ZqXdTluuuuC59Pt7Eqb4Ds0B2lfje6u7R2cKqTVMsSu++NJpLqSjPJnWoSel49f/GEVf38OPM82qMQ0PMkGU3lKkzXa1hpnqgkuz6rJCuXisJ8oYUWCh+rYq31RIAY6RbRjdV2W48ePWKvwlaNCqm5q8SLL77Y340m0qg69ztXm76VZnir78C1dWtT6XQN4UxrUSo9j57PlWTXpp+nn1tthnklagJzz5ekaoIurvQY1WlCZSqbo88qaal7Dcd2v5tKi9WlgQBJ6N577w2blYqDQ2W+H3vsMf/QmmlyoZ6/1po4SN/KK69s+uMuR30JGjHjZrq7TQU2daLXQkE6YVcb5aT9Ok7H63GuQKfb9Pz6OdUKI8bhVtBTR22SatFuhKGaaFGZa8bWZ5aEayJdaaWV/F2pI0Bievrpp6MrArdpmG21JT5rMWzYsPDnqFlM5Q2QHSeffHL4u9GV/Zw5c/zdJurs1KJNbmVDf9P34De/+U14waJNd7zu/+vfi4eLF296Pj1vmp2p6667bvjcSU9u3IHEZ7kD0XfR9cU2oho0AVKFipGpcmhxM4OGLt54442xqo7WQk0Mbnz+5Zdf7u9GEz311FPR90FruKRJdxK6MNFJf+21124TCHE2PU6P1/NUu3NJSkPL3d+DhpwnQR9IfJY+kEmTJkXfAc0lqTcCpB3vvfdecNBBB4XVV90vRBVHdSJP64ozDlfauVu3bv4uNNlyyy0X/m70PaknrQmjvgwVcdQa4ioZoqtSt+m/9e/ar+PqvYaMhpbrfWuoedJOf0ZhxedG+yW5k9DS13qMJiw3AgHi0R+fZte6sg7aFl544XACWdzaQGnSQjB6DQqyTz75xN+NJnJLh2pkU9pX+Vnm+gAt/RhuzW7mgVTnmjLjzgNRdQs3d+SYY47xd9cFAfL/FA6DBw8Ow8IFh66wFCbV1n+op/fffz/qXL366qv93WiiRx99NPqu3Hffff7uXNKQctd8paHmSRXPROeCqH0q1pl0JrqKsrrPVoVbG6HDB4iao1TUzS2Io01X+2qWSDozt1423XTT8HXtuOOO/i40kfrAllpqqfB3k6SdupVpSLner4aYW9bsVp+i+zvTOiIo78knn4w+Jw0bj+PII48Mj//lL39Z9/5ZJ/UAcW+6mrjHVaOJXFqnWtVu9cesSp+a4KVRIlpMXnWp2qNqla6WjzYlvjrMVa4iSy666KLw9Wl2u8qlIDtcp7C+e436o20mtxyBhphbqKlP32M9x9ChQ/3d+H+q9qzPSCPr4gyT1nfvV7/6VfiYww47zN9dN7WfwT1xgyHucZVo7kXxLPBym4reabZ4MQ3JdcMQ3aZhhRpZk0Vvv/12dDurMf7IDjVdue+QmrTyTEPJ3VBhDTG3cut012OJ1bxwdxOabxSHzoXue6i5ao1S2xm8DPcmqol7XHv0gbkrGZUrVol0rdegOxLdWusWUCNTXBntYrvvvnv08zfccMNwic2sc4vw9OzZ09+FJlLHpSsPok71PNMIRL1PDS2vZRb7gAEDwufRFTPKcyOw4o7wc5+pqn43ckCH/QzejrjBEPe4clTrRcPU3Adc6QPTMMO+ffuW/JvG7evf4nZOZcHZZ58dvl+NDvviiy/83WgifQf1u9HM7zzTUHK9Tw0tr4Xmpri//1deecXf3eEpnN3AGc03i2P55ZcPj+/Xr5+/q65sZ/AK4gZD3OPK0WgkPVaTpSqFR54UL8QzevRofzeaSBck7nejMhK6883bdvzxx0cnNQ0tr4VGPLrWA1WxRimFhj4bNVtrPlo1U6ZMib5/d9xxh7+7rmxn8AriBkPc48pxNWL8vo28c7OS1dGP7CgeMdMRtloq+Dq77rpr+Fz6TqPULrvsEn42araOw03O1BSERi9SZjuDV+C+ZNXEPa4cN9qgo63Wd+aZZ4bvWwtWxRmZgfrTWtNu8pauGNdaa62oPlWeNvUVug50NaPWWjy0eMEjXUGjQM1Xrgq3Rl/Gscoqq4TH+031jWA7g1fgvhRxNwsN1dVjO9pJVKXi3ec2duxYfzcaTEPE3TBwfScbOfqlGVSM0a1hooJ9tRRn1JWyK/qnodAocJUnNFAhTgFVrZfuzgnjxo3zd9ed7QxegR8Q1TaLjhog0syrDXxPAxnckrC6Mu8o/VIaquzK/GggSy2Tbd167CoJb125M080ok9VlfWZbL/99v7usgYOHBger1YJ6+JmtbCdwSuIGwxxjyunozZhSTPbO1Ggz7179+7Rd/ivf/2rf0iuTZgwIaoSreGmlhnpovlNrrnGsmxr3owZMyb6TqmqbhyuX3SvvfbydzWE7QxeQdxgiHtcOR21E12aOeIChRm/++23X/Q70LogHZFGQrrJreojsV79uiHQqh7RzJpzWeDuaPW/cWRhZKbtDF5B3GDwj9MscJUiVhONihiqEqXGm998881FjyroiMN4izVrzDe+n7ClraPPpB40aFD0Wfzud78Lm2CSeuONN6IlE7T0bkelAEgaBlmYG1b9TJ+QHwzt8Y/T4ilaz0ATizRO/Lnnngu22Wab8JjTTjut6JGFiYTLLLNMuO/ggw+uGCKaSJhkRa9W4E5immVf6b0jXRdeeGH0vVVhSz77IKy75D4TawCo9Lger3kmjVgEKWu+/PLL6Hymu4+4NdWyUJ2i+pk+IT8Y2hPnOJWO1jGdOnXyd5WUMlFtHZWWfuutt8JwUcFB3dGcccYZZUuZtDotGuQ+v1Yow5IHmtzlJtJpPQz90aPQ8VtcGkh3JUnpIs9VNVZZoo4WzLpAdgEad3i0znVZqI+X+pk1TjBInOO0FoaOaa9mjkaEuA719jaN8NCdTZ7oCsUVkbRe9SE+dWi6zl4Vt6ulDlQeqf9D/SD6fHRSs6xbo6Zq9zfrtzjkmS503YVwkpYSdzfc7Ardlc/gBu5LUE2l43QFoqasnXbaKewPqVSzSl9ereehJgXVwdcHqiFtqrarL2Klcu6tzA2B1DomcW95kZwqN6uDV5+1vl8q2Im2NBJLkyj1OWmElkZqJeXuZHQlnvY681mkfgs3bFeTUWfMmOEf0i63RpDOkc1U/gzeRC5YtOkq+/777/cPQdCc1cc6Gg0Td7PM1Yz67LPP+oegiOo2uSKn6thNWt5eIbTCCiuEj1dV2Xfeecc/JFc0CMMFZpIRlVlapTRzASLqx9CXb/XVVw8nDU6cONE/pMNrxvrHHYnuXN3JTN/BjrJkba00O93NMNes9Zdeesk/pCI16biJwppj8umnn/qH5MJ5550XXQAee+yx/u6K3Gx1jV5r9rLAmQwQRyMy9EGtuuqq/i7Mo2HP+nx01Yf0qGnBLXqkWeblhpKjfeoI1kJu+vw0uijpbHX1WboOYjXVaFRmntx0003RHYRWeNQFcxKa3qDHqrx+s2U6QPSHrA9K/RpoS5277iqmIw5/rAfNMt9uu+2iz/XSSy/1D0EMt99+uzdbPVlHr5vjoE39m3kJkbvuuiu6w9Kct6STJ1XyxX2uWuCr2TIdIK6dX51zaGvOnDlRc8GJJ57o70ZCGoyw7777RiculY2BnSpF6E5igQUWD3bd9Yh5V9pz/EMqcvNDtOlOpNWbs1SB2I24UvOzJlEmpXXk9XjdGccptlhvmQkQTRpUOith1Zmmfg/NuFba0gfSvgMOOCD8QqkqLGqjRZPcCUsLQ6F255wzJFh88W2CFVY4LDjuuH8Ec+fGHzGoQC8OkTXWWKNlO9Y1T83dOajKxvPPP+8fEouKLOo5Nt98c39XU2QmQB555JFgzz33DOd16IPWh9yrV6/YE2s6KoWr+wNjlJCdVsZzn6OGRna0yWz1NHDgmGC99S6ft10RDB78oL+7KjVnuT4Rjc5qpSG+aiU47rjjou+W+itVw8pCd2BuPtLFF1/s726KzAQIbNQBpyGm+lKdfvrp/m7EcMMNN0Sdml27dmWWecp013HCCXeFAaJt2LCn/UOqUse6a/7R70pzvLIe8hpuqzuF4jsoVdew0l2MnkdhWsvzpIkAyYE+ffqEXywNe0YyajZ1V3Xq1Gz2sMi8+vrrb4ODDhofhcjYsckXo9KkTldIVJvKnjzxxBP+YZmgwHOLb2nbZ599ai546KqQq5ROVhAgOVC8PGgtq8R1NJpzoKoF+tw0y1z1hVA/n3/+dbDXXjeHAdKly1XBAw8k/7xVtkOVf933XZ3JKueTdDRTvaiCxlZbbRW9Pl2cpLFejOqFqSqHnvPcc8/1dzcNAZIDGuKoml/6clmK2XVEmmW++OKLh58Zs8wb56OPvgx23vmGMER++9thwdSptpFEmpvjCjBqU7kZLUrVrJUN1a+hWlauo1zbJptsEi5DnYZRo0aFz6nmq+nTp/u7m4YAyYk99tgj/IKpBhgq82eZUy6nsd56a2aw9dbXhCGy1VbXBG+8YRueq6tyjdJy64lo04XUkUceGTzzzDP+4XWhqQZqQi4ODq0Wqjkaadaoy+rfNwGSE1m9QskanXSKZ5lrGVE03vPPz5h3hT4sDJGddhoRzJhh7x/QfAqtbOj6stymBec0uk7NSmnSENw///nP4dD54p+nO9k//elPqc9XmT17dmZbGAiQnChuI1WdHbSlWebbbrtt9AevmkJonocffjvsC1GI7Lnn6GDWrGQlPXwamaQq1W5ybfGmwqwqXnjllVeGdfbiDpZQ6X4VK9UdhSaZanqB/9yaejBw4MDUg8O57bbbop+VtT5OAiRHdt111/BLpqGoKKXmBDdaTdupp57qH4ImGD/+lXl3hIWRWf36jQtHa9VKQ9u1BIT+HtzQ33KbFpvTXYTWMtHWo0eP6P+ribNcELlN1YZ79+4d3Hnnnak2VZXjqiOsttpq/q6mI0By5Nprrw2/aGrGatUZu/VSPJlLs/eRHcOHT4mG9x5//D8TzVavRgNMdJLXMtAa9lspUCpt6ivTErLqqNcqoFqHqBGK53llcaEtAiRHimeqXnLJJf7uDuv888+PTgQ777xz5iegdUTnnvtwFCJnnZV8tnoS6hMZN25c2NSrPgut664RVG7Tf+vftX/8+PHBtGnT/KdomOJKE1OnTvV3Nx0BkjNZq5XTbFov2s0y33jjjXNT1TVvdNdx4onfz1YfOvQp/5AOKeu17giQnHHVOnXSzFqHW6OpZhKzzFuH+j8OPvj72eq33ZZsMaq80eTIhRZaKPz+ZrXaNgGSM5pI5QrPafv1r38djiHXcEaNJukoV+DFs8w14YxZ5q3hiy9KZ6vff/+b/iG5pBGC+s4OGTIk6Nu3b7iInvsb1pbV9X4IkBxaeeWVS758xZsmPK2zzjrhaobDhg3L5QxszQp2s8w1qeu5557zD0GGffxx6Wz111/PRpmSNL366qthEU9NelRtK7fIVLlNnehZRYDk1HvvvRfWyDrhhBPC2jwq9eB/Md2mK/Utt9wyHKmi4Y9JlyDNkhkzZkQF9/RHqZnCaD2arb7NNoXZ6nfd9bq/u6Wo6XTChAlhtewddtghWGSRRdr8DbpNc7nUV6f5LCNHjgxL7mQZAdKB6Er86quvDg455JDwLqS4/IK/LbnkkuG4eK3FcPfddwezZs3yny5zNJlSQzX1+jXLXGGI1vXuu7OCe+99I9VhvfWmWeNa2+jCCy8M54kUVw8ut6mCtiY4aulkVRvW+iGthADpwNQf4r7sWsxrueWWa/MFL960noG+7JrBnbUvuz/L/LLLLvMPQQ64DvauXYfOu8v+3N8dccfVm5rXbrll8ry79wuC9dffqKQul79pFrtKsg8ePLhlLsqqIUBQQrfbGvuuSUu63VYfgv+H4DbNxtXt9tFHHx3W4mrW7bZmAmu9Bfe6sjjhCulwwaDt1FPv8XdH6hEgqiSsO6IhQx4P+vefEGy22fDwZ6y22sB54bBD8NOfft805ZqFtUyy7oTzOrGXAEFVmkjlOvw23HDDih1+WkRHk/VUG0iToBqxTsOxxx4b/fwDDzzQ340cKb4D2WCDK+d9N8sPza41QL788pvgySffDa69dmo4O3777a8vCa/ibZ11Lgy6dx8QHHHEH3M7MKU9BAgSKx5yuN9++7UZcuhvK620UrD33nuH6zg//vjjqZaB2GuvvaKfs8suuzDLPOfcSfv88x8J//fwwyf6h4SSBIj6WF555eNgzJgX51343B/07j06qs9VbtMIMS3RO2LEs8Ezz7wfzJ6dnabcRiNAkIqZM2eGE/f+8pe/hEXs3DDacpsm96mz+/DDDw/rd1kX3bn++uujOS9qMugoc1w6MncSnzlzdtSE9NRT7/mHVQwQdc5PmvR6cMEFjwYHHDA2HCrsh4TbtthieBhSl102OZyT8umns/2n69AIENSNJu9pvQ01MW222WbRmgblNs24VSe4itWNHTs2HI5bSfEsc20KEpXzRr4VB8OwYU+H/79v31u9o8oHiIrmHnjg2DYh4TY1i+277y1hXa6JE18N3nyzPuXZ84QAQcPMnTs3XClOazL069cvWGuttaI6VeU2ddJr5JeKIWo+xxdfFBYdevLJJ6NZ5hpu7Ea+qIkM+VYcDGo62m6768L/vvvu0kXUygXIt9/ODbbc8u/Rvl69RoUd8SNHPhe88MKHwTffzC05HtURIGgqhYKWlFVI9OrVK1z4xw8StylsVNPKLZzlZplrtJj+mwKS+ecHg/ot9N89e44KA6K94xw1Xz399Ps1L16FAgIEmaPmq2uuuSbq33CBUbxpoqCbZe4KSOrfPvjgA+/ZkCd+MCg0evQYGf6bwqS941AfBAgyS3cUCgaVqFdHu0Jl9913D0tBnHXWWdFxKiDpZtVr6VHkV7lgUIe4/q179+uiEVHljkP6CBBklhbFUiios7zaetNbb711eGy3bt38XciR9oJBHen6d3WsS3vHIV0ECDJLs3ddM5aG+1ai8io6Th3qrPuRX+0Fgyb96d8333x4OMS3veOQLgIEmda1a9cwGDS3pJL3338/GtGlgpHIp0rBoPka2qf5HZWOQ3oIEGSa1qV2HemqtlvJpptuGh670047+buQE5WCQWVNVN5E8zkqHYf0ECDItOnTp0fNWCrYWImqCuu4+eefP/jss8/83ciBasGgeR3umErHIR0ECDJv3XXXDYNBS/NWopnvLmxGjBjh70YOVAsGzfPYaKOrqh6HdBAgyLxBgwaFoaBSKNXqXXXp0iU8tmfPnv4uACkjQJB5L7/8chgK2rRMbyVaQVHHqQyKK30CoD4IELQELf2pYOjTp4+/q8Rrr70Whc3o0aP93QBSRICgJZx++ulhKHTq1Cn4+uuv/d0l1l577fBYrUkNoH4IELQErfLm7iy00mElWg1Rx6lib5qLVwEoRYCgZay44ophMBxwwAH+rhIvvPBCFDbjxo3zdwNICQGClnHiiSeGodC5c+dgzpzKy4iq7LuO7du3r78LQEoIELSMyZMnR3cWkyZN8neXOOWUU8LjtGaI1nAHkD4CBC1l2WWXDYOhf//+/q4SU6ZMicLmjjvu8HcDSAEBgpZyzDHHhKGwxBJLhEvkVrL88suHx2r5XADpI0DQUh5++OHozsKtSNieAQMGhMctvthiwbfffuvvBlAjAgQt5bvvvguWXHLJMBiOOuoof3eJqY8/Hmwz77gD521v3nuvvxtAjQgQtJxDDz00DJCll146DJR2zdt327xjHpl37GeHHebvBVAjAgQt55577omasSbPu8uo6Mgj533L533N5921KFAApIcAQctRf8Ymiy4a7DgvGG4dMMDfXUr9JAoQbQ8/7O8FUAMCBC3prn79glvmhcILyy/v7yqlkVpLLFEIkGOO8fcCqAEBgpY0R3M73J3FlCn+7lKaM6Ljll3W3wOgBgQIWpNmly+8cCEYTjnF31tKs9Zd2Eye7O8FYESAoHWpzpVCYZVV/D2lVDerc+fCsSed5O8FYESAoHWNHfv9ncWLL/p7S+2/f+G4lVby9wAwIkDQumbPDoJf/KIQDGee6e8tdfvt34fNs8/6ewEYECBobVp1UKGw9tr+nlJaxbBTp8Kxp5/u7wVgQICgtWndc3dn8dpr/t5SWk9dx62+ur8HgAEBgtb2xRdB8POfF4Lh7LP9vaVuvfX7sHn5ZX8vgIQIELS+nj0LodCli7+n1FdfBcGCCxaOHTTI3wsgIQIErW/EiEIo/PCHQfD22/7eUnvsUTh2vfX8PQASIkDQ+j77LAjmn78QDBdd5O8tNXLk92Ezfbq/F0ACBAjyYccdC8Gw6ab+nlKffx4EP/tZ4djzzvP3AkiAAEE+XH11IRR+9KMgeP99f2+pXXctHNu1q78HQAIECPLhk0+C4Cc/KQTD3/7m7y117bXfN2NVCxsA7SJAkB/duhWCYeut/T2lZs4MgsUWK0ws/PBDfy+AmAgQ5MfllxcCZL75guDjj/29pWbNKgQJADMCBPnxwQdB8OMfF0JEfSIA6ooAQb5st10hQC691N8DIGUECPJFzVJa+1xL2QKoKwIEAGBCgAAATAgQAIAJAYKOQ2VMVL5k880L80A08XDRRYNgs82C4NxzC/sBxEaAoGN44IEgWHzxwgit9jaFyv33+48E0A4CBPn3yCNB8NOfFkJCZdxHjSqUMPnmm8LcEa1quMEGhf067tFH/WcAUAYBgnzTWujLLFMIh759g+Dbb/0jCvTv2q/jll228DgAFREgyDdXpXfVVauHgvavskrh+OHD/b0APAQI8s2Vbr/iCn9Pea6eVo8e/h4AHgIE+bbUUoVAePVVf09506YVjl96aX8PAA8BgnxbYIFCIMye7e8p76uvCsdr1UIAFREgyDcCBKgbAgT55pqwXnvN31MeTVhAbAQI8o1OdKBuCBDkG8N4gbohQJBvSSYS/v73heN0fLWwAUCAoAMoLmWy/vpBcNNNhRImKmUyY0YQ3HxzEHTpUtiv43Q8gKoIEHQMKpKoYokKifY27b/vPv+RANpBgKDjcOXcVb69c+cgmG++wv9uskkQnHNOEMya5T8CQAUECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgMn/AXwokkdLrZ9QAAAAAElFTkSuQmCC)
| Product Number | 4H17-1-1R |
| CAS | 1595028-26-4 |
| MDL Number | MFCD30490125 |
| Molecular Formula | C13H14N2O |
| Molecular Weight | 214.268 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory