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coMqgHkXxTgmqtlxIgRJc4amd+HH34Y3h8588wz3WYAGUaAmETF3eCylA5ovhQQGpCoeyfqFuweGHWWo7Ip6nK6ceNG9+E5T5eWVJAyGHuTf9GZXKdOncyoUaNKnKOlOOpiHTynemoBKDuxDxBd+tBcHzrg6MC2YsUKdxVvCib17KpTp06BA6aqAF9wwQVmzJgxpTpgZjP1cNP9pWuvvdbsueeeBbaBztg0wv+tt94qtiJyOhTirVq1ss+/3XbbmW+//dZdBUCGxD5AgrEduvn60Ucfuc0Z8+mnn9raW/vvv3+BA6nGnJx33nnmxRdfNGvXrnUfGik6s9IZ1mWXXWZq1qxZ4L3qzEzVjXWmVlaX9H766Sez00472d93+OGH52xAAxUt1gHSt2/f8MCmnj/l5auvvjJ33HGHOfjggwscYHXTWD2KhgwZYlatWuU+NCupt5rOpHRGFRy48y86A9OZmM7IysvLL78c/n6dAQHIvNgGiMZuBGM7jj322DL7NlwSTa+rsQv5b+IHS5UqVUy7du3MoEGD7KW2bKIzpZEjR5qOHTuGXZ/zLzrT+ve//20mT57sPrTcBPO4aAzJq6++6jYDKKVYBohKlQRT2qpMu0Y5Z4O5c+eaBx54wDRv3rzAAXnrrbc2bdq0MU899ZRZvHix+9BysXr1ajN06FBzxhln2PsL7musX7++uf322+0ZVjbQ5xyc5WXT5wzkilgGSBS+meo6/mOPPWZvCLsDF/Xvv/3tb7a9rOs/6czn6aeftmdCOiNyQ6NBgwbm7rvvNjNmzHAfmhWy5UwTyEWxC5BXXnklLIsRlWvjixYtMv369TOtW7e2N/vzH8CDYo8q56EzmEzQGY7OdI4//nh75uOGhs6QevbsaebMmeM+NCv16dMnfO3lea8LyHWxCpCff54f3uRVRd0o9s5ZtmyZvSfStm3bQs8IGjVqZO699157byUdurzz+OOP2zObws54dCb06KOP2jOjKCqv3nZAnMQmQH7//Y+8g0hXs/32+9vr95rvI+rUS2vw4MHmH//4R6HFHnX9X729pk2b5j7UUrFClanXGUxhxQp1xqNihToDijoFb1mN9wHiKjYB8tRTU8xBB92RdxA5xzz77Mtuc+SpV5SKPZ577rnhXCb5l7p169pxKLoJrjOUxo0bF1hHxQpPPvlkW8pFB9xcM2HChPDs6uyzz3abAaQpFgHyxRcL8w6Y/UyDBn3NjTeOcZtzji7NqXOAij1qxLsbFPkXnbno8o6KFUZl3Elp6IwseO/PPDPMbQaQhpwPkJUr15u2bYfY8NB/V63aXKI9DjQyXMUeVYMruAGvy1U6U9EZSzrFCnPBpk2bTKtWx+SdpR1g9tvvH2bOnIrpEg3kgpwPkJtuGmvDQ2cgOhOJsyuuuMIGSMuWLd2mWPnpp4XmkEMuNfXq/ScvSF80GzbQtRfwkdMB8tJL39jw0NK//1S3OXaC8S/qaRV377wzI9w3evVi3hbAR84GyJw5y02LFv3tAeKyy0bbXlhxR4Aku+++CXb/aNiwr/nwwx/cZgAlyMkAWb9+kzn77BfsweHYY582ixatdleJJQIkmfaTM84YYfeT1q2fMb/8Eq/7QUBp5WSA3H//h+E3y/HjMzM6OxcQIAXNnr3MHHlk4kz1iivGmD84UQVSlnMBosBQcOiAoCDBZgRI4UaMmB7eD3n66c/dZgBFyKkAWbx4jb1kpQOBLmHpEgU2I0CKdsMNb9r9pmnTfmb6dLr2AqnImQDRTfLOnUfbg0Dz5v3N999n1/wZ2YAAKdqKFevM3/8+2O4/7dsPNWvWZGaKXSCX5UyAqJtucBli5Mjo17kqCwRI8aZMmW8aNfqv3YduvfUdtxmAIycC5MsvF5kmTRKlSjRwEIUjQErWt++n4ReRV1/9zm0GkE/kA0SlSYJSJSefPNiWLkHhCJCS6VLoRRe9Yveno44aYObN+9VdBcD/RD5AunZ92/6xU6qkZARIahYsWJW3jQbZ/apjx5GUOgGKEOkAGTXqu/ByQ79+U9xmOAiQ1L3zzvfhvtW79yS3GYCJeIAElxouuWQUpUpSQICk55573rf7l26sT5z4o9sMxF6kA0S9Zrp3n2CWLl3rNqEQBEh61q3baE4/fbgNEZU6YT8DkkU6QJAeAiR9M2cuNc2aPWVDZOjQr9xmINYIkBghQPyMGzfHdOv2nq10AGAzAiRGCBAAmUSAxAgBAiCTMh4gQdfHkhS3XtCma8/z569ym0PFPQcKIkAyg/0TSMjqANFy223vus2h4p4DBREgmcH+CSRkdYDoG5764M+YsdRdxSruOVAQAZIZ7J9AQlYHSK9eE+1/r776NXcVq7jnQEEESGawfwIJWR0gv/76m2nZcqD9fw0adBX3HCiIAMkM9k8gIasDRIJ5Pjp1eslZq/jnQEEESGawfwIJWR8gv/220Rx//LP23ypwV9R6KBkBkhml3T9//nllmS0//bTc/PDDQjN37jwzZ86cjC3Tp0933wZQdgGS6lIYt+3FF7+2/+7QYZjZtGlzaW13PRSPAMkMd79LZ/9U7Tb3byCTS716t5uaNY83lStXt591Jpf69esnvRcgEgGiP8pTT33e/kx/rEWth+IRIJnh7nfp7J933TW+wN9AJpeyDBAtEydOTHo/iLcyC5CSFLdeYW1vvz3b/uyEE561lw2KWg9FI0Ayo7D9LtX9U9MOuJedMrmUxSWsGTNmmNq1a9t9p3HjxuaPP/5Iek+Ir8gEiOhGpX6uG5dS1HooHAGSGUXtd7m8f7788svhWcigQYPcZsRUpALk009/tj8/+uiBtgtlUeuhcARIZhS13+X6/nncccfZ/adWrVpm1aqiS7ggPiIVIKJBW2p78MFJxa6HggiQzChuv8vl/XPatGmmUqVKdh/q2rWr24wYilyAqGyEykcEk/wUtR4KIkAyo7j9Ltf3z2Af2mabbczs2bPdZsRM5AJEVMAuWKe49ZCMAMmMkva7XN4/ly5danbccUe7H5166qluM2ImkgGi3iZNm/YrcT0kI0Ayo6T9Ltf3z0cffTS8of7OO++4zYiRjAcIshcBgkzYuHGjOeigg+y+dPDBB5tNmza5qyAmCJAYIUCQKWPHjg3PQp544gm3GTFBgMQIAeJn4sQfzb33TjBLl651m2KtXbt2dn+qUaOGWbZsmduMGCBAYoQASd+cOctNixb97b2MoUO/cptjbebMmbY3lvapa665xm1GDEQ6QL76apHtb69BWygZAZKe9es3mbPPfsGGxzHHPG0WL17jrhJ7N954o92nKleuTMXeGIp0gFx00Sv2j/vKK8cYyvOUjABJT8+eH9r9q2HDvmb8+LluM/KsXLnS1KxZ0+5Xxx9/vNuMHBfpAAnKaGt5+unP3WY4CJDUvf/+PBsc2rd69PjAbUY+AwYMCG+ojx492m1GDot0gMj1179p/8jV73769MVuM/IhQFKjS1XHHfe03a/OOmuEvZSFov3+++9526qB3bf233//vO213l0FOSryAbJixTpz4onP2T/2U04Zatas2eCugv8hQEqmcuudO4+2+1Pz5v3N998vd1dBIT744AOzxRZb2P2rZ8+ebjNyVOQDRKZMmW/rD+mPXmUkUDgCpGQDBnwWXhYdOfIbtxnFOPvss+3+Vb16dbNo0SK3GTkoJwJE+vSZHP7hjxkzw22GIUBK8uWXi0yTJokSJDfeONZtRgl++OEHU7VqVbuPXXzxxW4zclDOBIguPVx4YaJX1lFHDcjbmVe4q8QeAVK0VavWm7Zth9j95+STB5uVK7mO76Nbt252H9tyyy3NlClT3GbkmJwJEFmwYFXewXGQPQh07DjSbNjwu7tKrBEgReva9W273zRu3M98/vkCtxkpWrt2rdlrr73sfnbUUUe5zcgxORUg8s4734eXsh56aJLbHGsESOFeeeXbcJ/p149vzaX1/PPPh9169f/IXTkXIHLPPe/bg4FurE+a9KPbHFsESEFz5y63lzy1v1xyySh7KRSlp7MP7Ws6G9FZCXJTTgbIunUbzemnD7cHhTZtnqUI3v8QIMk0vuOcc160+4kufS5atNpdBZ50/0P3QbS/3XHHHW4zckROBojMnLk0nFZU81RT6oQAcfXqNTG8dDVu3By3GaWknlja39QzSz20kHtyNkBk2LBp4QHi2We/cJtjhwDZ7IMPNpcq6d59gtuMDNBYEI0J0T6nMSLIPTkdINKlyxv2IKFSJ19/vcRtjpUgQFq1auU2xcqSJWtM69bP2P3ijDMoVVKWNCpd+5xGqWu0OnJLzgeISr0HpU5OPfX5WJY6mTBhgvm///s/U6VKlbCP/kUXXWTeeOON2NUt0k3yyy9/1e4PRx7Z38yezURIZUn7l+pjab9TvSzVzULuyPkAkU8//dn2yKpf/568A+l/3eacozmq3333XXPFFVeY3XbbLexSWdjy5z//2fzzn/80L7/8svntt9yfV+XRR4eb/fa72hx22MO2mjPKnir0Bvtb//793WZEWCwCRB566E2z++6nmOrV65nnnhvsNkfehg0b7BmFzix23nnnAkGh7pTXXXed6d27t/nPf/5j6tWrV2Cd7bbbzpx11llm2LBhZvXq3OuR9PHHH5tq1fY0NWq0MJ07P+I2owxprhDtY5o7RHOIIDfEJkA2btxk/va3U+xOrBt7s2bNcleJHJ0xvPLKK6ZTp07mL3/5S4FA2Hfffc1NN91kPvroI/eh1rfffmvuuusuc/jhhxd47LbbbmtOPfVU88wzz5gVK6JfFkbvQdtD761Onbpm+fLov6co+frrr+2shdr+msUQuSE2ASJz584ND7SNGze239qjZs2aNWb48OG2V8v2229f4MB/4IEHmttuu818/nl6E2x9//33pkePHqZp06YFnlPzXp944ol24qBffvnFfWgknHPOOfa9bLXVVvaeEMqf5k0P9ifNp47oi1WAiA6+wYExKt+E9O352WeftWcEOjNwD/CHHXaYufPOO80332Sm/Lj67D/88MOmZcuW4WCwYKlUqZI59thjzZNPPmkWLIhGzahBgwaFr59BbRVn2bJlpkaNGvZzaNeunduMCIpdgEgwwEkHx7feesttzgr6pq9v/H//+9/tNzY3NHSm0L17dzN79mz3oRmlkOjTp48NDYVH/teg7aeQeeihh7J2oNiMGTPCMzWV11AHA1ScJ554Itx/svVvD6mLZYDoMpAu9WgnrlWrVtZMfrNw4cKsPlinEmq6DFbWoZYqdSENplrdYYcdKmy7YTMF+MEHH2w/k4MOOshs3LjRXQUREssAEd0jCMZF6ID4RwXVOvnxxx8jebmovC+r+dDYl+D1jBw50m1GBXnnnXfCz+XRRx91mxEhsQ0QeeSRR8Id+cEHH3Sby0xww7pZs2YFDrxbb721vWGt/vJRuWGtMzp1/c30jf3SeP3118M5ujt37uw2o4Lpi4c+mx133NEsXbrUbUZExDpApG3btnZH1iWZspxBraQus6ecckpOdJkNuhZrcKJP1+JM0Nnarrvuan+fLpNQTjz76EtUcBlUJXYQTbEPkCVLloSjtevWrWtWrVrlruJN37jjOmhPUh3c+P7772fsEqKep02bNmEwf/XVV+4qyBJdu3a1n5Mu1fI5RVPsA0R0TTa4/3DooYe6zWnRaOebb745HLSWf4lb2ZD8Siqvos4MutSkz6I0PaXuv//+8DnV4wfZS1/Wgn3huOOOc5sRAQTI/wS9dbQMGTLEbS6SvvHqG3SXLl3CuaDzL+r3HtfChcXRYD5ts9q1axe6zS688EJ7HyOdbfbJJ5/Ye0h6Dl0SRPbLP0ZHX6wQLQSIUYXW35O+FetMobiuqMG36csvv9x+c3YPgPqZ2rROab5Nx4UO/Lqcsd9++xXYlvosOnbsaF566aViz9pUXyl4/B577MGN2YjQFzBVhdDnprP2dL4woOIRIEaTC30QHrCCXkRNmjRJKnWiHVtnEc2bNw+/5eZfdPahb9SZvJ4fR1988YW5/fbb7c1vdxvrvtGZZ55pnn/++QL3jc477zy7jkqVjB8/PqkN2W3SpElhjzkNjkV0ECBGk051CUNg6NCh4QHrhhtusKfVum+hb8LuAU3fmHS/Q/c9kHnfffed7bl2xBFHFNj2+XuuafBl8HN1WkD0BF8AqlWrlnVjnlA0AiRPcB1ePYJE19/dA5a7qKsqyo+6feoGeWFjZ4JFZ4dcMoymn376KTz7v+CCC9xmZKnYB4iuvwcHoKBKqy6P5B8Qp7Eb+ibcoUMH+2+VYkDF0eh9DQI9+uijw0sf6kU3b948d1VEiP7Ggs9y8uTJbjOyUOwDRJegtNPqxnf+6TYVLOpWqnkMRDV7dtppJ7suFV2zhy536MxRN9kRbeokUadOHfs3duSRR3IvMQJiHyDBfM3qNVWcsWPHhmckDHoCysaIESPCv7O9997btGrVKueWhg0b2vutgwdHf2bUWAeIevwEO+vbb7/tNifR2YjW02h1AGVDZx2F9XLMxUUdc6I4qV1+sQ4Q9djRB6mBa8WVldalraC2ksYrACgb+QcWanzI+eefn3OLiqUG77E8i7iWhVgHSDDWQCPFi6NxBcEH/umnn7rNADIgTqVNNJ5J71MFRxcvXuw2R0ZsA0TzVASh8Nprr7nNSYK5nHVNFkDZyF9ccdq0aW5zTlGPwWAenUsvvdRtjozYBsjdd98dfgMornyCrsmqNIbWvf76691mABmg0kFxK+8eXEJX9YTPPvvMbY6E2AZIMLpZdZaKozILwZnKxIkT3WYAGRDHCaY0Eduee+5p37fGNEVRLANE33aCAWgljR/417/+Zdfbfffd6ZcOlIE4T3Gryt/Bex8+fLjbnPViGSA9e/a0H5hGm5c0W90+++xj17366qvdJgClpNIzquygvzF1aimuN2Qu0pdSleDR+9cgyuIqTmejWAZI06ZN7Qd2xhlnuE1Jpk6dGn47GDdunNsMoJQ06VfwN/bWW2+5zbGgsi3BhHYq5xIlsQsQ1VEKLl9pOtni3HLLLXa9XXbZhSJ9QIYtW7bMjsHS31i7du3c5lhRAUltB01ZoMKSURG7AHn44YftB6UudCXNf37AAQfYdaPczQ7IVkH3ePW+mjlzpttcJjRFwOjRo02vXr1sTTtN5ZB/kJ/+rZ+rXetp/fKgmm4qZa/tce6557rNWSt2AaLeDvqQSpryVP3Qg1PrN998020GUArTp083lStXtn9fN954o9ucEaqqrWmR1RFGU1YHvy/dRY/T4/U8ej53MrNM6dGjh/19ukISlR6fsQqQhQsX2j7X+pA0EVFxunXrZtdTt8Ko16sBss3xxx9v/75q1qxppyPOlHXr1tmCjG3bti02MPR7Dz300LDAoc4+gv/Xz9XuPiZ/oOj59Xv0+zJF49GCaZlVxiUKvT5jFSBD+/QxW+d9OCrWtnz5crc5ySGHHGI/SO1YADJHl4aCg/GAAQPcZi8//PCD7Sm5ww47FDjgq+L2ZZddZr806ob1ihUr3IcXSutpfT1Ojw8qd+df9Pv0e/X7M0EzoAbPrbpg2S5WAfJ869amc94Hc+uJJ7pNSXQ9NvgQtbMDyAx9yw4OxLoslH8OHh/6W1UtO7eCr2aufPLJJ22nmUzS8+l53Zkx9fv1OjJxL0d1wPScmqOopPu0FS0+AbJ0qVmSd+o5Oe+D+f6pp9zWJN27d7cfYPXq1TN6igrEXTAGS9f5P/jgA7c5ZTqw6p5E/stUKo+uCeIycRBPhX6Pfp9+b/Aa9Hr0ukpz4Nf9V9UD0/Pp+bNZfAJEp8p5H0jeJ2PMkiVua5KjGzWyH97ZZ5/tNgHwtGjRIvulrLR/Wy+++GJYAkSLugKrtt2vv/7qrlou9Hv1+4MuyVr0+vQ6fV111VX2edRDTZUzslV8AuSkkxIBcuyxbkuSlXPnmi55345OyVv37RdecJsBeLr44ovtQbFq1ape9wxUOyoYL6FF39KvvfbalO9plDW9Dr2e4OxBi16vXne6VA8smEJbdcKyVTwCRDtYXpLbAHniCbc1yYYHHzRf5a03Jm8n3+jxwQMoaMqUKeFoa/VwTJe6/Qbz92hp0qRJ1law1evS6wteq163Xn+6VBcseA7VC8tG8QgQzT2s8Mjbgc38+W5rsubNE+uedprbAsDTUUcdZQ+Emgu8pPpzrjfeeMPWrdPjFUK6L5DtNbP0+vQ6g9DU69f7SIeeo379+vbxqheWjdUw4hEgHTokQqFFC7clmcJFIaN1hwxxWwF4eP7558Nv0vr/dAzO+/IX3CjXPQYN5IsSvd7g3ojeh95POsaOHRtuu8cff9xtrnC5HyAaNVq1aiIUevd2W5PpA9J6utyVJddVgSjT2YbOOnQA1FlIOnTADL7BazbQGTNmuKtEgl63Xn9wBpVuELRv3z4MUNUPyya5HyAjRiRCYYstNI+k25rsmGMS6558stsCwIPqSgUHTt0HSZW+qQfhoUG980u69Jzl9PqDwcl6X+mcicyaNSucrVH1w7JJ7gfIWWclQqFxY7clmSa2VxdfrTtwoNsKIE3qaaUeVzrwqQdWqnSvIBgYqINuSVUjokLvIwgRvb907omoXlhwGcznhnxZye0A0SDAatUSodCjh9uarF+/xHp5H5AGHQIoHY310EFPYz80BiQVOjgGN8x12SfqZx4uvZ/gcpbeZ6phoHphQX2uNm3auM0VJrcDZNSoRChoyTsNLNYJJyTWy6IPB4gqjTIP5t3R6PNUaLxE0FVX1/ujes+jJHpfwY11vd9Ux4mobpgeo2WUjm1ZILcDpFOnRCgceqjbkkynyHmnlHbdvn3dVgBpUH0r1bnSgU51r1T/KhXBIEHdI4hab6t06f0F93j0vlOh7dqwYcO0t2tZyt0AUQn2HXZIhMKdd7qtyVTaXetttZXqLbitANLQv3//8JtyqsVIVfYjeEy213/KFL3P4D2nWvbkww8/TPvMrizlboDoBpVCQUtJ1xnbt0+sd/TRbguANOS/Vq85P1KhwoNBbSuN4M72QYKZovcZjFjX+0+1AGP+e0ua46gi5W6AXHJJIhQOPNBtSaYPrUqVxLqPPOK2AkiDT28hVa/VY1RDKlvLk5QVvd+gdpa2QyrUu01zp+sxKiFfkXIzQDTkf5ddEqFw661uazKNjNV6GicSocnsgWyj8ubpjlfQY4KR5ipEGEd630HoplqKPpgxNd3xNZmWmwEybtzmy1clfaM5/fTEes2auS0A0tCuXTt7UEtnxLS+QQePyZaquuVN7zvolZXqGYVG+NeuXds+Jt0R/pmUmwFy1VWJUNh3X7clmYq6bb99Yt0HHnBbAaTorbfesgczLU+UUPE6oEsxwYBBzacRZ3r/2g7aHqmWui9NjbFMyb0A0UT0u+2WCIWSrimOHLn58tX337utAFKgm8HB+I10qsbqMpceoxn9KmoyqGyh9x/MbJjq5T8pTZXjTMi9ANGNO4WClo8+cluTnXdeYr0GDdwWACnymbdCU0XvsMMO9jFx6bZbkqBbr7ZLqlNpT506NRxPorpj5S33AkQbXtNlXnaZ25JMg3DyEt8GyD33uK0AUqCZ83bccUd7AEtn5rwRI0bYx2hMQ66OOE+XtkMwxkPbJ1WlnemxNHIvQFI1ZszmM5Vvv3VbAaTgyiuvtAcv9b76Po3LwG3btrWPa0bnlSTaHtou2j6pUp2x4PJXaeaa9xHfAAlutNev77YASMFXX30VjmHo2rWr21wkDZgLbp4/+eSTbnOsaXtou2j7pDqwUB544IHwjE51yMpLfAPkpZeM2WcfY4YOdVsApOC4446zB63ddtstrYPda6+9Zh+n5ccff3SbY03bI9g22k6pUl2sunXr2sepDpnqZpWH+AYIAG8vv/xyeKAbNGiQ21ysYOS5CgKiIG0XbZ9UR6YHVHcs+ExUj6w8ECAA0qJvu/vuu689UDVu3Nj8oa7zaQgq9V5WUkeXmNJ2Cc4k0qX6Y3rsrrvuauuSlTUCBEBaunfvbg9Sut4+adIkt7lYGiMS3P94RlWwUYC2i7aPtlOqY2oCX3/9dVgaRnXJylruBIiuwWo0uSrqqg6WZhbceWdjWrY0RmWP07hGC6BwCxYsMNWqVbMHqPM0jipNqvUUXGb55JNP3Gbk0XYJtlGqtbHyC2prqWecz+PTkRsB8v77Ju+cbXO33MIWhcr48e4jAaQhmPRJ07H+5FF89NVXX7WP19lLXGtflUTbJRgPou2VLtUhC2prqT5ZWYp+gEycuHk2QV0zHDZMX5MSE0qpVr4G5DRqlGjXemmecgNImDx5cjjq+a677nKbU9K7d2/7+Fq1arlNyEfbR9tJ28uH6pEFZzGqU1ZWoh0gGk1eu3YiHDR9bVHXC/XzYHrbOnUSjwOQMt0oP/LII+0BqU7e39Bvv/3mrpKS2267zT7HYYcd5jYhH20fbSdtLx+6d3LIIYfY51CdsrKapCvaATJgQCIU6tUrORTUrsmltP7AgW4rgGIMHjw4/EabTpkN13XXXWefoyJLkEdBUCRR28vXu+++G35mj5TRZHnRDpBgKtq+fd2WwvXpk1g/jZo9QNytWbMmnKb26FJO+xzM/3HiiSe6TchH20fbKdX5QYrSoUMH+zwqdaKSJ5kW7QDZY49EIKTa00BF27T+Xnu5LQCKEMzBrRu7n3/+uducluC5TjvtNLcJ+Wj7aDuVtraV6pNttdVW9rlat27tNpdatAMkmMs81euxqpev9bfd1m0BUIQuXbqEl0Jef/11tzktnIGkJlNnIB999FHYo+vcc891m0uNAAFQLNVVCm7qHnjggWaDejh64h5IajJxD0QdH5o2bWqfZ5999kl5jpF0RDtAgktYs2a5LYXjEhbg5b333gvPQh566CG3OWX0wkpNaXthSTCiXctIzb5aBqIdINxEB8rN6aefbg9GmjFvyZIlbnNKGAeSmtKOA1m9erXZfffd7XMcc8wxbnPGRDtA6MYLlJs5c+aYbbfd1h6UOnfu7DanhJHoJSvtSHS55ZZb7ON1A/3LL790mzMm2gGSzkDC889PrKf1SwobAIW69dZbwwPTF1984TaXiFpYJSttLSwFfZUqVezjL7/8crc5o6IdIJK/lEnDhsYMH54oYaIbfer3/MILxjRunGjXelofgBddGtljjz3swalVq1Zuc4moxluy0lTjlaALsC41/vLLL25zRkU/QERFElUsUSFR1KL2995zHwkgTc8991z4DfnFF190m0vEfCDFK818IOPGjQs/m4cffthtzrjcCBAJyrmrfHuNGsZUqpT4b4sWxtx/vzHlMLkKEAfqHtqsWTN7kNp7773TrovFjITF852RUGcrhx56qH1svXr1yqz+VX65EyAAys3HH38cVua955573OZiMSd60XznRJc+ffqEj33jjTfc5jJBgADw0qlTJ3uw0twgP//8s9tcpFWrVoX3QZ588km3Oda0PbRdtH20nVK1fPlys/POO9vHnnzyyW5zmSFAAHiZP39+ODthx44d3eZitW3b1j5Ol8KwWXBpUNsnHcEIfwXPDA2YLicECABv9913nz1w6XKW6i6lSiXh9TiNdyjPA14203YIxn+kUzL/m2++CedBv+GGG9zmMkWAAPCm+kqqs6SDV5MmTewN9lTocepmqsfdfPPNbnMsaTtoe2i7pFO3Kii8uOuuu5b74EwCBECpqM6SDmBa0hnbcc0119jHaK6KX3/91W2OFb1/bQdtD22XVI0ZMybc9k899ZTbXOYIEAClpnpLOoip/lKqN39/+OGH8Gb63Xff7TbHit6/toO2h7ZLKlQV+a9//at93BFHHGGrJpc3AgRAqaneUqVKlezB7N///rfbXKRgfpAaNWqU++WXbKH3rfev7ZDO/B+9evWyj9F9k/fff99tLhcECICMuOKKK+wBTXWYNBNeKlTrKbgBfO2117rNsaD3rfev7ZBq7avFixeHl7zOPPNMt7ncECAAMkJ1l4Ib4+lMWRuMTNcZzGeffeY25zS93+DMLZ2R55deeql9TNWqVc28efPc5nJDgADIGNVf0oFNi+oypUL3TPbcc0/7GPXkKo8SHNlA71PvV+9b7z/Ve0cKnWCe89tvv91tLlcECICM0UFRdZh0cFNdplSryaooYxA8cenWG3Tb1ZJOUcqWLVuGobNmzRq3uVwRIAAy6s033wwPjOmUKrngggvsYzQo8fXXX3ebc4reX1BLTO87VcOHDw+37ZAhQ9zmckeAAMi4oFSJ6jOpTlMq9G36oIMOso9Tr6RcHaGu9xX0utL7TfUsYu3ataZOnTr2cc2bN3ebKwQBAiDjdJAMxnioTlOqpk+fbosz6nEqFa96W7lE70fvS+9P71PvN1V33XVXeIb26aefus0VggABUCZUl0kHPHVPVb2mVKkUeRA+hxxySMpnMNlO70PvR+9L7y+dkusq877ddtvZx1544YVuc4UhQACUCQ2QU30mHfROOOEEt7lYgwcPDu8R6KAb9TMRvf4gPPS+9P7Sce6559rHVq9e3SxYsMBtrjAECIAyo/pMOvBpefXVV93mYj3++ONhiOiyT1Tvieh1B5et9H70vtIxceLEsEpvjx493OYKRYAAKDOqz6Q6TTr4qW6T6jelQ9/Ug5HquvEctd5Zer3BDXO9j3TPPFTduFGjRvbx++23n1m/fr27SoUiQACUqQkTJoTfoFW/KV26VxDcWNc3eI2fyPbBhnp9ep3BGZRefzr3PAIDBw4Mz+BeeeUVt7nCESAAypzqNekgqPpNquOULvVWCrr4atEI7mwte6LXFYww16LXnU5vq8DKlStNrVq17HO0bt3abc4KBAiAMqd6TarbpIPhJZdc4janROMlgsGGWlRDSoUIs6WKr16HXk9Q20qLXm+q4zxcwUh1Pd+0adPc5qxAgAAoF6rbFFyGKs3Zg8p+BLWztOgeg+bTqKhJqfR79fuDex1a9PrSKU/imj17ttlmm23sc1111VVuc9YgQACUC30TDw78qudUGio8qOq1wQ12Lbo8pm/tqZZELy39Hv2+oKy6Fr0eva5UCyMW5ZRTTrHPt9NOO5mlS5e6zVmDAAFQblS/KTjYqq5TaekgrkmYgoGHwdKsWTNbh0sD8DJJz6fn1fPn/336/XodmQivt99+O3zexx57zG3OKgQIgHKlOk46ONauXdvWd8oETQN79dVXh/OR5F/2339/c9lll9n52idPnpzyPROtp/X1OD1ez+M+t36ffm+q09CWRNWLDz74YPvc9evXz/reZgQIgHKlOk5B99Y777zTbS6VdevWmREjRthijvkvb7lLzZo1bbn5Vq1a2eX8888P/18/V7v7mGDR8+r59Xv0+zJJgwyD3zN27Fi3OesQIADKneo56SCp+k6ZvswUWL16tR3Ip3sSDRo0KDZQilv0OD1ez6Pn0/OWhWXLltl7Hvqd7du3d5uzEgECoNwtXLjQ1nXSwVJ1nsrLd999Z0aPHm0HNN5xxx2mS5cu9uwjWPRv/VztWk/rlxddCtP2UO+rWbNmuc1ZiQABUCHuv/9+e8DUKPUPP/zQbY4VDTQMxo/cdNNNbnPWIkAAVAjVdVJ9Jx00Ve9JdZ/iqk2bNnY76N6LRqBHBQECoMKovlNwr0F1n+Jo1KhR4TYYMGCA25zVCBAAFUp1nnTwVN2nKH37zgSdhQXdgxs2bBi5szACBECFUp2n4Pq/RnbHSdTvAxEgACpc/h5IqgMVB/l7op1zzjlucyQQIAAqnOo9BWMgVAcqDlT6RO+3LMfClDUCBEBWUN2n4Gay6kHlsvyj8bt16+Y2RwYBAiArqA6U6j/poKr/6t+5qkWLFvZ9ZrIeWEUgQABkjfyVaOvWrRvWp8qlJf/MisOGDXM3QaQQIACyioIjOMDm8qJuy1FHgADIKjNmzDDt2rUz1113na1LlWvL9ddfb6v5Tp061X3rkUOAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPDy/7cFkz7AYTbOAAAAAElFTkSuQmCC)
| Product Number | 4H48-1-MG |
| CAS | 848591-86-6 |
| MDL Number | MFCD09025774 |
| Molecular Formula | C13H14N2O2 |
| Molecular Weight | 230.267 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 135-137 ℃
TSCA: Not listed on TSCA inventory