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LD12EVAMCJEJdQTB16nzXpk3ta5MmhYfirms9lD9VM7Rv3z7thKATc7du3cp6PCLR9qu6JGr7Vb1S7tsfF6q2VPWlv5+1dO7cOVHtWU0IkAj1BcHFF7+ceq1r1/DoqfWth/Kk+Th0Be8Ps65FV/AffPCBv0pZ0zwSdd1Bqbql3O6g4kINJdRgIqolnBpYqKFFNSJAItQXBDNmLEg8A0m+PmbMV6nX6lsP5UUn0htvvLEinyHoIbqqUaL6IKjaRdUvyIyaZquJdlRfHDXpfuihh6q6Lw4BEqGhIOjZc1Tq9U6dBrvk8dPQeigPzz77bGL+Df+EoBPutddeWzGtmFSdomoV/3tqKWUrsrh47bXXEp1D/X2n0QAuvfRSRgNwBEikhoJg7tyf3E47PZgq8+KLnyX+vaH1UFrV2o9C1Svbb7992vcudj+WuNAwNIcffnja/tKi4Ws0jA2WIEAiZBIEN988NlXmkEOeqLnVXdzger/9ttjdffc7iTuY55//1P3yC/XRxaB5Nerrya15OSqdqllU3RLVk17VM4XsSR8XGvhSA2BqIEx/H2nATA2ciTACJEJDQSALFixMjI2VLDd48NQG1/PL6C5GzYGfffZj98MP//GLI0eMJZVO1S6qfokaNl7VNaq2qUaPPPJIYuh9f59oiH4N1a8h+5GOAInQUBAk3Xffu6ly++47oMH1FBTBMsGlbdsHEv1MhgyZVu+AjciMRrOta5rQyy67LDH/RjVTNczf//73tP2jRdU3uY4mHBea5GvHHXdM2weaFEyTg2mSMNSNAInQUBAkqQpqjz36p4VBXevpYvexxyYnHrz75YOLWnl16/ase/LJD928ednNJ1HtNJ/GoYcemnZC0MJ8GunyPZ9JXGhaYU0vHDXMuqYjnjJlir8KIhAgERoKgqBHH52YFgCZrDdr1g+uf/8PQmNs1bV06TI0MSNiXYM4YsmMfrqziKqa0Z1InKYJLbbkjIqaQtffd6rWUfVOpfjPf/7jrr/+erfSSiulfdeWLVu6oUOH+qugHgRIhGyCQHOld+z4aNpJPxtq1fX445MTHRODfUyiluOOe9r17fu+++qrH/y3qUrMKZ4/9c3prmqeqDnd42Tw4MFuww03TPtujRs3dr179675W17kr4IGECARsg0CPbfwT/RW3377S+Jh++mnD3c77PBA2vsGF81Toucwn31WnfW0aj3Vtm3btBOCWlt179490fqq3Pzyyy+J5wvJRf9dblR9o2ocf7+quuf4449PVP/EyaRJk9xuu+2W9n00+sBJJ51UcwE3118FGSJAyti//72w5pb6o5qT4fOhfidRi5oSq4mwxuuqdOqvcdxxx0XWX++99941+2Cqv0pRaAA9DX2iXuwaVv3oo4922267baJne1TVWnDRMweVU3mtd91117lBgwa5iRMnlqxjo6pzVK3jb6uqf1QNpOqgcvbtt9+60047LXKgyZ133tm9++67/irIEgESEz//vCgxve6FF77o2rXrmxYgwUXzuN9667iak9kc/21iTScs9RSPqr9Wz3L1MC8mVXloCturrrrK7bLLLpH9TPKxKHw0LpdCSZ0Ci9mkVN9R1Tuq5vG3S9VBqhYqN9o/t912m1t11VXTtnm99dZzAwcO9FeBEQESQwsX/u5eemm669HjlVBflKhFz2d6936z5mprdmJ63rjS1Xhd04RqTKtiDRKoVknqkKc7naj5QoqxrLzyyu6ggw5KDJxYrLsAVfN06dIlctBJVQ+pmqgcvPjii27TTTdN28YVVljBXX311WVZZRhnBEjM6SH+6NFfJGZJ7NDhobQACS577fWIu/LKwTXlP6g54RbvKjYXqhLq0KFD2glBJ7KTTz45MZpuoS1evNi9/PLLiWqzTEJDVWsatPDAAw90F1xwQaKXtzotqkpIHfXeeOONxPMP/a/+W/+u11VO5bVe1IyDUYuuslVN89Zbb/mbXRCq9lH1j78dqibSdqjaqBQ++eQTd8ABB6RtlxZVCX755Zf+KsiDqg+Q339fnHgIHeer8yR9l7FjZ7prrhnt9twzvX/KNtvc4Vq2PNOtueZernnzLd2JJ56YqPYp1lVsNjR/hebhiKq/1rwd7733nr9K3umZhqpCVO3hb0NwWXPNNd0xxxzjHnjgAffhhx/m7W5I1UeTJ0929957rzviiCMSvaL9zw4u6s+h6plitDrT50TtFwWa9lmxqtn+/e9/uwsvvNAtt9xyadui50mvv/66vwryqKoDRB0Bjz56UOLkqo57lUSBqGl4e/V6I9VLvnXr693665/gmjbdseYPrvZkpGcKGrVV1USlvsXXyVcz/0VNE/qXv/zFPf744/4qeafhPnr16uXWWGONtG1ILmrWqu3UCb6YFJz/+te/InvZJxfdvahpc6FP4jpWVC2k6iF/GzbZZBP3wgvps3bmi+4KH3zwwcjfSP+m11QGhVXVAXLllSNDV+iVPB7VhAlzak48w13btqe6VVZp7ZZeOv2KTYuqaA477DD36KOPFn24j+effz5ymlBt0z/+8Y+CTxOqK361fqrrSl8Bdvnll7uPP/7YX7UkFCZqrhw11pcWtaAqRuCqekjVRP7na1G1kqqX8kl3Fdtss03aZ+kuRHcjP/xAH6liqdoAUYumYHioqWy1ePfdia5Hjx6RTTSDi1r/6ASgh8aF7FOhE/J+++2X9vlaOnXq5L76qnbSrkJ56aWXIucI0aKpYhVu5TrwooJPVUqbbbZZ2rZr0QP/YgxBrmc6qjbyPz95Yld1Uy4UVEcddVTa+2spRFChYVUZIDNn/lBzUqh94KyHy+rAV43Uz0DNUOs6+SQXNVFV57L7778/bw+udUI5//zzI5u/aprQN998018l72bPnl3nSUkn3tGjR/urlC1V2ahlVuvWrdO+i6qZdHeVr+czdSlE1ZKqynSMRlWVqcWVWl6hNKouQPSgWcOBJMOjTZvwtLTVTHcC6mcRdRUZXNQCSi2j7rzzTtMkTDqBKIiaNWuW9t6ar6Jfv35FudrXGE9R/RvUyijOw3Zo36kzo6rc/O+mcClGR0tVI1100UWRD7dV/ZTpw+36HtbffvvtBX/Og/pVXYDcfvtboaqrW26p/MmELDSq7Q033OB22mmntD9ef2nXrl2iL0YmQ4Cr493WW2+d9h460VxyySVFqb/WFa36NPjboGcJffv2LUp4FYOeYalZsD+2lRpNPPbYY37xglC1kpol+/tai+78vvjiC3+VhPHjx0c2F9Z3Of3000vWXBhhVRUg48bNDA1W2Lnz4MQsgaUUh7GRNLe2rvbUGzqqI1lw2W677RJVJX59tL6bmqL65bWoU9ynn34aKl8ouvr2q3j0nU455ZSKnfthwoQJkWOGnXHGGUUbQLC+Dn6qnkoe93PmzEmMTxV1nO2+++5l02ERS1RNgGiSpr33rp30ST24v/wyt4d6mdJJa8CAAYmZ4DRXhU5gDY2NpNdVTuW1ntYvRtVDQ9QjWR3e9Dwk6tlFcFG/BG27BuCLmiZUz13UQa9YNOyGPwyK6uWroQ5dfUM03L1/YlawfPPNN37xglB1ky5EooYYWXfddRPzjUdVKWrIlKefftp/O5SBqggQ1UicffZzoaorzQ5YKBqtVFUh6luhqVP9P4hcFr2f3lfvX+pRUXXFrhZa+++/f4OBGFzUTFbPT4pZf63OeH6nRLWu0kP0ajJ8+PC0ZspqOl2Mlm5Jqn5SNZRfteYvGrLln//8Z9HukpC9qggQf9Knyy9/1S+SM42Yqjb3HTt2TDtRFWrR5+jz9LmlGrE1SZ3vdJekO6ao1jJadMI488wzi15V1LNnz9B26Cpc/TmK0WO7HOm5g1q5BfeJHrgXu3+LqqNULeUfJxoKRrMFlvoCCQ2r+ACZNm1+aCj0gw56PDGybb6ozlZNUTWon/+HEFx0ha7ew+qkpz4YunKvb2wkva5yKq/1GrrC1+drO7Q9pab6bLUCCta766SgYT6KSa29VM8f3E96WF+MznXlTp0y/b43qs57//33/aIFp2cgwe149dX8X+ChMCo6QDRUiebJSIZH27Yaqyg/fRjUqUlX01F1+1p0ta3WSZpXWtOp5jrelNbX++j99L513f5re7Rd5TB4nPokJLdLAVhsfnjo+Yc6DGIJ9Qnxe5CrJVqx70R00RTchlw7HKJ4KjpArr76tVDV1cMPT/CLZE1Xbqr+iGrfrkVNVDVGUqFnOdP763OimsRq0fZpOws9/Ed9ShkgfrWV+py88847frGqp7s0jaIb3Fd6aF3o4zeIAImvig2Q55//NBQemiI21xF3NXLtBhtskHay1t3Asccemxh6vBT0ufr8qLsSbW+xJ1pKKlWA6IF5cB8oPKZNm+YXQ4DuWoP7TM9INPdJMRAg8VWRATJrVnioEg1tPn++vX+FHhBruG7/5KyrfPUfKMY4Q5nQdmh7ou6OtP36HsVUigBRU91gIwZVW6lTGuqnOxE1gAgeM2qgUYyGBgRIfFVcgGiokhNOGJIKDw1V8uab9ucB6oQVNcieZmEr16tabZe2z99mfQ99n2IpdoCon0yjRo1Sn6kg5ZlH5tSSz+/9rQfchUaAxFfFBcgdd7wdqrq6+eaxfpGMaYIg/yG5xmrSUOdxoO3U9ga3X99H36sYihkgetYT7GGuprq0tsqe+mgEh9TX3ZyGnykkAiS+KipA3n57Vmiokk6dBiemfLXwmxZq2WeffYrWazdftL3abv+7FOPKspgB4o9tpQYEsJkyZUpo6l71Ei9k3x0CJL4qJkC+/35hzYmydqiSXXbp6774YoFfrEGq8z311FNDB7QeTl9//fWxHWRP263t9x+y63sWso67WAGiUXWD30s9zAv5vaqBhqsJ7lMNM1IoBEh8VUSA6LyuCaGCVVdDh37kF2uQHiQeeeSRoYNZwym88sorftFY0vfQ9wl+P33fbOdnyFQxAkRDkQTHT1JnuGobnqRQDj/88NCxUqiqWwIkvioiQAYOnBQKjx49bCd8/85DJyNNG1pJ9H38yX70vQuhGAESnAxKzz2qYWDEYlmwYIFr0aJFav82b968INMcEyDxFfsA+eij8FAlBx74WM1Bnv1QJf4zj/XXX79oQ4wXm76Xvl/w+xbimUihA0QtrILfoWvXrn4R5GjYsGGhfaxJovKNAImvWAfIr78ucgcfXNvfQ0OVTJqU/VAlapUUPIB1hV6p4ZGk7+ffieS7dVYhA0RDuwSbV2sIDiYZKozgmFlqGv3RR9lXD9eHAImvWAfIBRfc5Vq2PNO1bn19IkD69cu+j4P6RQSb6uoZQaVVW9VF3zP4TET7IZ/9RAoZIGoUEDzpaHh7FIYmBwsO5qlAyScCJL5iGyBPPjnENWmylVtrrY5ugw26uBNP7Jf1UCXqmd2qVavUgas278Wc4Kgc6PsGe25rf+Srx3qhAkTbF5zTQp3f4tpCLi40MVjwJJ/PiywCJL5iGSCar1vDly+zzMo1V9Ct3MYbH+Tmzv3eL9Ygf3gSXdVWI/9qXvslHwoVIL169Qpt79tvv+0XQZ4ptIMzCWp64nwhQOIrdgGiWex23HHH1MG29NLLuOeey/6uQQMMBg9adbYrVHPWcqfv7Xc2zMcAjIUIEM01suaaa6bed++99/aLoEDUOTO533XX6s97b0WAxFfsAkTzOgcPtu7du/tFGqRhL4Kj6mq4j7j1MM83ff/gsCfaP7kOBV+IALnttttCv//o0aP9IiiQefPmhXqo56vVGwESX7EKEM1Uprb+yQNtq622Mk3UFLyS0lKoDlJxo/0Q3C+5DgeS7wDRnZKmXk2+p3qco7iCw77rN81HyzcCJL5iEyDz589PdGRKHmQaddUyGq5m6gsOd65Ra1ErOIqv9lMuMxvmO0D0wD94onnhhRf8IigwPX8MXsT16dPHL5I1AiS+YhMgBxxwQOgge/DBB/0iGQlOc6oTpCWEKpn2RzBgtb+s8h0gmjQr+X66E6HlVWkELzJ22WUX/+WsESDxFYsAuf3220MHmMZvsvj6669DfT5OPvlkvwhqaL8k95H2l/abRT4DRENoBOf60LMwlIYu3pK/w1JLLeVmzJjhF8kKARJfZR8gmq41eNLXEBzWA+z8889PvY9Gpi2XmQTLjfZLcORe7TeLfAbIQw89FDpp5bs3NDKnMbKCf5O5Nn8nQOKrrANETTY32WST0El/7FjbBFFqUaS+I8n3UnUI6hasLtJ+s7TIymeABJsZqxk3Suuwww5L/R7bbLON/3JWCJD4KusA0fzewQPruuuu84tkTLPTBd9Ldzaom/ZPcH9ZZvfLV4AsWrQo1Hz01ltv9YugyB577LHU76GH6rlMOEWAxFfZBkjw5KOlQ4cOOXX069ixY+q9tt56a/9lRNB+Su4z7b9s5StANKVq8FiYPHmyXwRFNmfOnERVYvI3GTJkiF8kYwRIfJVlgOihXJMmTVIHVNOmTd2sWbP8YhnTwR6s07/lllv8Ioig/ZTcZ9p/2o/ZeOqpQTVXp8snlhVWaOy/nLHgUPvqhU7rq/IQrF4+55xz/JczRoDEV9kFiIYqadeuXepg0lXO0KFD/WJZ0UitwRPh3Llz/SKIoP0UDN5sR7wdMuQlt+qq2yaWtdayP7dQU9HkNuRrnC7k7rTTTkv9LurUa0WAxFfZBcgVV1wROpjOOussv0jWOnfunHo/hRMyFwxz7cdsPPvs265Fi+MTy0YbdfFfzoge3gf7peR7zhLYPfHEE6nfRc9B1DrLggCJr7IKEB1IwaHFt9xyS7dw4UK/WNbWXnvt1HsqoJC5YKBrP2bjxRen1fyGvRNLmzY3+S9nxH+YP2XKFL8ISkRVzcHfZty4cX6RjBAg8VU2AaIxddZZZ53UQaRWN1OnTvWLZU0nnODBOXLkSL8I6qH9ZT2Bv/TS9NRskZp22CL4IF7VaWqRhfKgRi0rrLBC6vfp37+/XyQjBEh8lU2AHHTQQaGD6P777/eLmOigTr6nWgJZBl+sZtpfwdnosjlJ5CNAevbsmfpsTXaF8rLFFlukfh/r4JsESHyVRYDceeedoQPo8MMP94uYBYd/18GO7AVPEtkMIZKPAOnUqVPqszUeGsrLoYcemvp9rJNMESDxVfIAmThxYmhYhBYtWpgfxkUJHuD5DKZqov2W3Ifan5nKR4Bst912qc++8MIL/ZdRYj169Ej9PtaWWARIfJU0QDRUyWabbZY6cFTH/eabb/rFcrL55pun3t96i13tgvOnaH9mKh8BEhzC/+677/ZfRonde++9qd9HfXQsCJD4KmmAdOvWLXTgqL4731ZeeeXU+z/88MP+y8iA9ltyH2p/ZiofARL8/QYMGOC/jBIbOHBg6vdRwxcLAiS+ShYggwYNCh00u+66a05DlUTR+wWHW3jmmWf8IsiA9ltyH2p/Zvo75Rog/H7lb9iwYaFj47///a9fpEEESHyVJECmT58eurJcbbXV3MyZM/1iOfvhhx9CB6amxEX2tN+C+1H7NRO5Bgi/X/nzm3lbTv4ESHyVJEBWX3310AGTy0Bs9dH4WcHPeeedd/wiyID2W3A/ZjouWa4Bwu9X/saPH286NoIIkPgqSYAEDxb1brbc9mbi008/DX3Whx9+6BdBBrTfgvtR+zUTuQYIv1/584+NTz75xC/SIAIkvkoSIDvttFPogNFoq4XAFWx+cAeCunAHUt1KEiAa36p169apA0bjX40ePdovljPq0PODZyCoi/8MJNNjI4gAia+SBIjo1jc4js66666b06xmUWjFkx+0wkJdaIVV3UoWINKnT5/QgfP3v//dL5Iz+oHkjn4gqEuwH0ijRo38lzNCgMRXSQNEgkONaLnnnnv8IjmhJ3ru6ImOugQvAumJXn1KHiDff/+9W2+99VIHj6q18jnnNWNh5a5cxsK64IIL/JdRYpdeemnq92EsrOpT8gCR119/PTSRlK5yNRNdPjAab+7KZTTe/fff338ZJRa8QDvyyCP9lzNCgMRXWQSI/OMf/wgdRJpvOR+YDyQ3pZ4P5Jprrkl9dsuWLf2XUWLBKmLrbJ8ESHyVTYCo9Ub79u1DB9LTTz/tF8saMxLmxm+mWewZCZ966qnUZ2u0Zi4AyodayQWnYnjkkUf8IhkhQOKrbAJEvvrqK7fqqqumDiT9f/1brpgT3S6XOdHzESCTJk0KnVzy+XwMufn8889Dv81bb73lF8kIARJfZRUgMnjw4NDBpLsSS9vyoM6dO6fer127dv7LqIf2V3LfaT9mIx8Bok6nwSo0tfpBeQg24V166aXNJ34CJL7KLkBEzz+CB5Sej+Sib9++qfdSNcjcuXP9Ioig/aT9ldx32o/ZyEeAiIb6T24DLenKxymnnJL6Xbbddlv/5YwRIPFVlgGiFljBh3NqofXGG2/4xTI2Z86c0Inwlltu8YsggvZTMHi1H7ORrwAJPkhv2rRpxj3hUVhq1JD8Xc4//3z/5YwRIPFVlgEiqusODnWiviLqM2LVsWPH1HttvfXW/suIoP2U3Gfaf9nKV4CMGTMmdIJ57733/CIoMj2bDP4mzz77rF8kYwRIfJVtgIh6HgcPrGw6sfkef/zx0Ht98MEHfhEEaP8E95f2X7byFSC///67a9y4cWpbevXq5RdBkQWHt1ENQS4nfQIkvso6QETjYwUPrnvvvdcvkhFVi62yyiqp9zn22GP9IgjQ/knuK+03S8fOfAWIHHTQQantoUNo6e27776p36Nt27b+y1khQOKr7ANEI/RqpN7kwaVqLevEQqqnTb6P6vQ/++wzvwhqaL8EnxlZ67fzGSBPPvlk6CRDNVbp+I0rcn2mSIDEV9kHiGiukOBQJ5pLRM07s/X111+HOj6dfPLJfhHU0H5J7iPtL+03i3wGiH7vYB+h7t27+0VQJLfddlvqd7A0rvARIPEViwCRK6+8MnSQnXHGGX6RjGi95Hsst9xybtq0aX6Rqqb9of2S636WDz6YkwqQgw7K/hmKL9i8e/XVV3eLFi3yi6AI2rRpk/od9tlnH//lrBEg8RWbAFFnwp133jl0oA0ZMsQv1qAvv/wydILcbbfd/CJVTfsjGLDaX7kYOHCSu/jil93kyfP8l7I2bty40O+vjmworvfffz/0Gzz66KN+kawRIPEVmwCRL774IlSNsdpqq7mZM2f6xRoUnN8iX38ElUD7IbhfynH+lGD/oM0224w+IUWmEXeT+1+NK37++We/SNYIkPiKVYDIoEGDQgebeilnexJRi6INNtgg9R5rrbWW++abb/xiVUXfX/shuU+0fywtrwrNDzk9XEdxfPzxx6FnkT169PCLmBAg8RW7AJGuXbuGDjj1VM6WOj4F30N1udkGUaXQ99b3D+6PXDqGFZKqMlu1apXaTjXp/eOPP/xiKIAuXbqk9vuKK67o5s3LvVpSCJD4imWA/PLLL4nqi+QBp5Ygb775pl+sQcccc0zowL3++uv9IlVB3zu4H7RfyllwjhctuitFYan6OPjs8Oyzz/aLmBEg8RXLAJGJEyeGmuS2aNHCLViwwC9Wrx9//DF0Navb85dfftkvVtH0fYPVEtof2i/lTD3Tg+Mw/eUvf3E//fSTXwx5FJx5MB+NK4IIkPiKbYDInXfeGTrwLCO1TpgwIRREK6+8ctV0UtP31PdNfnftB+2POPCHpmG+9MJ54YUXQvv6zDPP9IvkhACJr1gHiASHuNBy//33+0Ua9MADD4TeY4011nCffvqpX6yi6Pvpewa/t/ZDnOy9996pbVc1ZlzCL040A+RGG20U+tvIZVDTKARIfMU+QL799lu3zjrrpA4+PdybOnWqX6xBV111VeggXn/99Ss2RPS99P2C31ff3yrZWTC5PPNMZp0zg+tYaMiV4IjNO+ywQ86TjyHs2muvDR0nDz30kF8kZwRIfMU+QEQHYLAef8sttzQNdXLqqaeGDmRdbVVadZa+j3/noe+dCz9A9ttvoFu0qOETea4BItddd13ou1x22WV+ERi98847oQfn6shbiBZvBEh8VUSAiN858KyzzvKLNEjNWYMdpbToGcErr7ziF40lfY/gMw8t+r65Nl/2A0TLgAET/WJp8hEgGs5EY6Mlv4+mVh0+fLhfDFnSSTzYV0pBUqgpEAiQ+KqYAFHLnOD83UsttZQbOnSoX6xBqgLx70RUv66mroW4+ioGbbe2PziCqhZ9z3xU+fjhoWX33fu7n3+uf6yqfASIqMpypZVWSn0vjVAwY8YMvxiycNhhh4WOlZtuuskvkjcESHxVTICIThpNmjRJHYia/nTWrFl+sYz4z0S0qLNd3Hqsa3v9ToJacnnm4QsGwYEHPpb6/336jPeLhuQrQOSxxx4LfT8N+FeOPenj4I477gjtywMOOKCgF08ESHxVVICIP29Ehw4dzFU0apUUbOKrRcN9xGXsLG1ncHgSLfo++W5tFQyCESM+Sf3/9u37ue++q/skns8AETUvDX7X/fbbz/32229+MdTjmWeeCT1P1FTSaqhSSARIfFVcgEhwPgstetBqpaahwWaMyUWj1pbrUPDaruCouslF36MQTV2DQbB48R/uyCMHpf77hhvG+MVT8h0geh6i2fGC3/noo482X0BUm9dffz3Uqm3ZZZc1jfCQLQIkvioyQDTUySabbJI6IFX3P3bsWL9YxtQz2x/2RIseLJ5yyillM7OhtkPbE2w5k1y0/YXqYe4HwahRM1L/veOOD7jZs6M/118vH1Rlt/HGG4e+e66tzKrBpEmTQtW/aoxQrDttAiS+KjJARC1GgtVP6veQ64GpAQaDLVOSiwJKc4gXqpVKQ/S5+nz/IbkWbW+hB0aMCoITTxyS+rerrnqttnBA1Hr58NVXXyWGNwnuB1VvcScSTeGx9tprh/bXzTff7BcrGAIkvio2QOT2228PHZhqsporPZhVk+Goq3wtW2+9dWKOaM0bXUh6f32OPs/fBi3aPm1nMR4kRwXB+PGzU/+2/fb3u+nT03svR62XLxp63O/vovGcirE/4kTVVsE7Dy0XX3yxX6ygCJD4qugAEbUgCR6cDz6Y29zcSRpMTle1/kP25KK7ATUrvuKKK9zIkSMTQ0LkQuvrffR+et+ouw0t2h5tVz4Hu2tIXUFwxhkjUv9+3nkvhF6TutbLF82ep6lvg/tHneEK/VA4LjSjZ/CZhxZVgRayxVUUAiS+Kj5A5s+f75o3b546OBs1apTXh99z5sxx559/fmJ2Nv9kHlyWX375xNwVal+viXg0JIT6qeiP54033kg0Qdb/6r/173pd5VRe62l9/z2Diz5f26HtKba6gmDq1PmuTZva1yZNCs8fUdd6+aQ7kQ033DC0r/R8bMqUKX7RqqKmusHWVlqKfechCvODDz44tB0ESHxUfIDIq6++mngomDxAt9pqq5zvCHwaOkUjxHbs2DHtD7NQiz5Hn6fPtQzdki/1BYHmQ0++1rXrsNBr9a2XT6ruU7+Q4L7TmGn33VfYzy1HOjn7nQT1t6Hq0GJSx19VMQenqE4uVDPGR1UEiOhqPniQdu/e3S+SN19//bXr27ev69y5c9rDyVwXvZ/eV++vzykH9QXBjBkLEs9Akq+PGfNV6rX61ss3zd2tfiH+/tQUANnOIxNXGtvKbwSiprrFam2V9OKLL7pNN9007bfQ6BHHH3+8XxxlrGoCRFc8O+64Y+hgLXTrpCQNtTFgwAB36aWXJh7kauymhqqk9LrKqbzW0/qWUYaLoaEg6NlzVOr1Tp0Gu2QVe0Pr5ZuGbVEPfP8OUZORFetYKAX1j9GougqL4PdWJ8Fi9PNI+uSTT9KeSSaXo446qqjP7ZAfVRMg8vnnn4eeVegB6+zZs/1iRaU+K3r+kVz03+VE41n98EP91X0NBcHcuT+5nXZ6MFXmxReX9JtpaL1CGTVqlFt33XXTTmK6Q9FJrpJoMqiojrA6kX/33Xd+8YL44Ycf3IUXXhjZcnHbbbdNtARDPFVVgIg/k93uu+9O/wCPhh8ZMmRaohVV27YPJKqgNERJXTIJgptvHpsqc8ghT9TcDSzOaL1C0cnTf3irRSc5VXcWqtNlsWgO8+A0tMlFdyHF6uOhvyu1evSbU2vRv+k1/vbireoCRE466aTQwfzPf/7TL1J15s372T355IeuW7dnQ88sksvZZz/nr5KSSRAsWLAwMTZWstzgwVMzWq/QVDUYbKWXXPRwV/1o4jZ4plqddenSJfJqX02Yi9XZVXcVurvwt0HbpbsRWlpVhqoMED1QDQ53oauycePG+cUqnoYY0bwdXboMTQuM4KK7kOeeq3t2xkyD4L773k2V23ffARmvV2i621AT1qiTrvpJaG4ZVS+WM41xdsQRR4RaGyaXZs2aFWQmwSh6jqHxx/xt0KJqs0qrIqx2VRkgok5mwQfZap1SDVdFX375b9e37/vuuOOeTguK4KK7EDW7ffzxyYm7k/pkGgS//PKb22OP/mmfVdd68+f/4vr1m5AYW6sYPvroo8iWWlrU6EIDVKr1W7kcJ2qefNttt6U1UU4uCkR1Ks33HOZR9Ozu6quvTuuYqEUtrtTyCpWnagNEbr311tCBriunSvTZZ98lrv6Do+RGLTvs8IA7/fThieql+oZh9zUUBEGPPjox7XPrWi94Z3TKKUPdtGnz/SIFoWl/dTXvt9ZKLurtr74UmoOk0EPW+DTO18MPP1xzB7dvnaMR6CSuZuoqWwwDBw5MtOjyt0PVgAo4tYBEZarqANGQDf4VZ79+/fxisTRlyjfu7rvfSTyw9k/WwUWto7p3f94NHfpRzZW1rTNiQ0EQpLnSO3Z8NG07ohx66JOhMroruuaa0VmFWy5U3dKtW7cGm1yrZ/tpp53mnnjiibxXdWmEZfXT0BAjLVu2TPvs4KIWhmoAUKznNu+++27iuYq/HQpe7Q+GjKl8VR0goj+2YGc/TY2qqow4+uCDOTV3VeNCswJGLe3a9XUXXvhiomVVQ9POZqKhIPCphZe/TVEmTJgT+V123fUh98gjE2uubIvTgkcnwj59+rj27dunnSyjFt2haPgZtYK65JJLEq2NdNcwYsSIxFA16nuhoNH/6r/173pd5fQs5pBDDsmor5AWnaw146QaAxSrCbjuutQQJep5i6r5NLovqkPVB4i8/PLLoT+GbbbZJu9DnRSCJm96993ZrnfvNyOv6oOLWkBddtmrNd91ulu4MD5VCrpjefDB90ItuJKL7q5ef724nc/UPFbzy0e1MCrWomNVnWI1/Egxxz5Th8TevXu7xo0bp22TxhsbPHiwvwoqHAHy/3SlGPyDOPfcc/0iZUFX3W+9NdNde+1ot9dej6SdVINLhw4Puauvfs2NHv1F4kQcZ3qQf+WVI0ODMyaXM88c4T7/vPjDkejh9NNPP+3OOeecxPhq/kk1X4se4CuwNFimesyrY16xaYDPqCo03bErUONwwYX8I0D+n+bODk6Hqj9aVS2Ug0WLfnOvvjqp5gT6otttt4fTTqDBZc89+yeeE4wdO7NoVTzFpBF9TzihdrKq5KKmxjfeOKbBXvOFpDG13nrrLde/f//EswiNs6Vg0WRmUdU9wUWvq5zmd9ED/MsuuyxRLfX222+XtNWXRi3ec88907ZXfx8nnHBC2YzHhtIgQAKmT58euj1Xb9lS/YGoPnvQoEHuuONOceutt6tr0eJY17r1tWknTi3qU9Gr1xuJSZxUrVXp/qj5isOHf5zWl0TL7rv3r9lvU8p2P6jPSXLYGi3l2uNdPfXV/yWqpZeqzxRsAAHiUZPE4B+Lrr6KNdyCTiZqcaMmohpufMmV3tI1obapW2edv7uNN744daI84ICB7pZbxiUeNFcr9StRS7PgOFvJ5aijBrl33intOGdxpCa3d911l1tttdXSgmOdddZxjzzyiL8KqhgBEkG35sE/nF69evlF8kZXeuolvP/++9fZ6maFFdatuRvao+bq+mp3xx1jEk10UUs96i+66KW0ENGi1mazZhX/mUEcvfLKK27zzTdPO/7UqkwzYWoEByCIAInw008/uVatWqX+gDTUST5v2dUM8v7770/c3fhDbPuL/qCvueZf7sMP6x5KBEuoCu/oo9M7S+oO5a673k7csSCd+ppEDSypRc9x8t23BZWDAKmDeiMH7wj++te/5tT6ZebMmYlpRHfdddcGH6iqxY3mb9DAeMiOnn387/9OiRwyZZ99Brhnn/04NR9JtVOVqVofRt356uG/+qgA9SFA6qFhr4N/VJ06dfKL1EtXbjfeeKNr165d2h+ov6jMDTfckJizBLlTa6ybbhqTaJ3lB8nxxw9xEycWdwiScqIRGFRtutZaa6Udh5ojR1P9avItoCEESD30h6Y5x4N/YOoxXB/dNVx33XU1J6rt0v44g4vuQnQ3orsS3Z2gMDSl7llnjUgLEfUnUb+ShgaKrDRjxoyJHHxRVannnXde1Uzvi/wgQBowb9680JWaOk75Q1Jr6AaNRBr1ANL/I9VzD13hFXsQvmr3xhtfRo4LtssufRM93ePe0bIhukjp3Llz2jGpRRdJcR2+B6VFgGRAQ1EHn1vo7kJXcuosFtU7N7ioflktrFRlUKwpRBFNHSs1hpbG0vKDZJ997nYjRoz3V4m9X3/91fXs2dM1atQo7djUnDjPPVf3RGFAQwiQDF100UVpf4B1LerDoYH01KejXDuKVTON5quhYJIzL2677d2uVavzXPPmB7r99jveffDBRH+VWNLowC1atEg7Pps0aZJ4vqfRF4BcECAZ0h+bBln0/xiTi6q29JBdvceLNSoqcvPRR/MT84xsvvk/Ej39mzbdqeaOsVlihFsN4z5/fnHmH8k3TZb2t7/9Le0Y1ffq2rVrbL8Xyg8BkoXJkycnxgAKXsmp0+GwYcMYTC7Ghg9/z7Vpc3zNRYCqI8O/r0a8jcuVuqYm0LwhURNhqcGGpr0F8okAyZJGJd1jjz3cAw88EJsTCxq2cOF/3LXX9k4NIRNcyv1ZgY7Dm266KTGhlL/tGqDxqaee8lcB8oIAAQLi1lpp+PDhoVETkosemqsz6sKFtlkmgUwQIECEcu8vMW3atMRMhP72qYr12GOPdbNmzfJXAfKOAAHqoI6k/fr1K6se2wouTWAVNYbaDjvs4MaOHeuvAhQMAQI0IDlm1HLLLZd20taYUaNGjfJXyTsFleZlV3D527D22msnRkhQ4AHFRIAAGSrVqLUjR450W265ZdpnqpOqOrNq9GigFAgQIEvFmjdDA2tqcjH/c7QccsghiRk0gVIiQACDQs7cpzuKyy+/PHKY9S222MK9+uqr/ipASRAgQA7yOXe4nmH079/fNW/ePO29mjZt6u65556iP7QH6kOAAHkwZcqUxEjL/olfzWo1WsHXX3/trxIybtw417Zt27T11dqqe/fu7vvvv/dXAUqOAAHySCMVRI3QvPLKK7vrr78+bcib2bNnu+OOOy40RE5y2Xvvvd3UqVND5YFyQoAAebZo0SLXq1cv17hx47RQ2HDDDd3gwYMTQaKJxzQIp19mo402SoyvBpQ7AgQoEE0adtJJJ4XmkkkuarHl/5vGstK0xgogIA4IEKDAxo8f73beeee0wEguCpiTTz45MfslECcECFAkAwcOdGuuuWYoPNq3b+/ee+89vygQCwQIUESabOyAAw5wzZo1c1dddZX/MhArBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABg8n8m7BhqMBN5SAAAAABJRU5ErkJggg==)
| Product Number | 4H15-1-F2 |
| Synonyms | Imidazo[1,2-a]pyridine-7-carbaldehyde |
| CAS | 136117-73-2 |
| MDL Number | MFCD09910326 |
| Molecular Formula | C8H6N2O |
| Molecular Weight | 146.149 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 143-144 ℃
TSCA: Not listed on TSCA inventory