本文目录一览:
1、
"烟花三月下扬州"的全诗是什么?
2、
烟花三月下扬州全诗
3、
烟花三月下扬州全诗是什么?
4、
烟花三月下扬州全诗词
5、
烟花三月下扬州全诗词
"烟花三月下扬州"的全诗是什么?
全诗为:
黄鹤楼送孟浩然之广陵
故人西辞黄鹤楼,烟花三月下扬州。
孤帆远影碧空尽,唯见长江天际流。
译文:
旧友告别了黄鹤楼向东而去,在烟花如织的三月漂向扬州。
帆影渐消失于水天相连之处,只见滚滚长江水在天边奔流。
作者:唐·李白
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)
烟花三月下扬州全诗
全诗:
故人西辞黄鹤楼,烟花三月下扬州。此缓
孤帆远影碧空尽,唯见长江天际流。
译文:
老朋友向我频频挥手,告别了黄鹤楼,在这柳絮如烟、繁花似锦的阳春三月去扬州远游。
友人的孤船帆影渐渐地搜帆远去,消失在碧空的尽头,只看见一线长江,向邈远的天际奔流。
烟花三月下扬州出自《黄鹤楼送孟浩然之广陵》,唐代诗人李白的名篇之一。这是一首送别诗,寓离情于写景。烟花三月下扬州写送别的时间与去向:“烟花三月”的春色和东南形胜的“扬州”。一曲悠扬的歌声,表达了无尽的思念、惜别、问候、思念和寄托。
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)
烟花三月下扬州全诗是什么?
是唐代大诗人李白的《黄鹤楼送孟浩然之广陵》。
故人西辞黄鹤楼,烟花三月下扬州。
孤帆远影碧空尽,唯见长江天际流。
译文:旧友告别了黄鹤楼旅核向东而去,在烟花如织的三月飘向扬州。帆影渐消失于水天相喊段连之处,只见滚滚长江水在天边奔流。
故人:老朋友,这里指孟浩然。其年龄比李白大,在诗坛上享有盛名。李白对他很敬佩,彼此感情深厚,因此称之为“故人”。辞:辞别。
烟花:形容春天薄雾霭霭、柳絮如烟、鲜花掩映的景物,指艳丽的春景。下:顺流向下而行。
碧空尽:消失在碧蓝的天际。尽:尽头,消失了。碧空:一作“碧山”。
唯见:只看见。天际流:流向天边 天际:天边,天边的尽头。
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)
整体赏析
这首送别诗有它特殊的感情色调。它不同于王勃《送杜少府之任蜀川》那种少年刚肠的离别,也不同于王维《渭城曲》那种深情体贴的离别。这首诗,表现的是一种充满诗意的离别。
其之所以如此,是因为这是两位风流潇洒的诗人的离别,还因为这次离别跟一个繁华的时代、繁华的季节、繁华的地区相联系,在愉快的分手中还带着诗人李白的向往,这就使得这次离别有着无比的诗意。
李白心里对这次离别没有什么忧伤和不愉拆渗掘快,相反地认为孟浩然这趟旅行快乐得很,他向往扬州地区,又向往孟浩然,所以一边送别,一边心也就跟着飞翔,胸中有无穷的诗意随着江水荡漾。在一片美景之中送别友人,真是别有一番滋味在心头,美景令人悦目,送别却令人伤怀,以景见情,含蓄深厚,有如弦外之音,达到使人神往,低徊遐想的艺术效果。
烟花三月下扬州全诗词
烟花三月下扬州出自《黄鹤楼送孟浩然之广陵》。全诗:故人西辞黄鹤楼,烟租和花三月下扬州。孤帆远影碧空尽,唯见长江差乎天际流。意思是:故人在黄鹤楼与我辞别,在这柳絮如烟、繁花似锦的三月去扬州远游。友人的孤船帆影消失在碧空的尽头,只看见一线虚型悉长江向天际奔流。
全诗以绚丽多彩的烟花春色和广阔无边的长江为背景,描绘出了一幅意境开阔、风流倜傥的诗人送别画。
烟花三月下扬州全诗词
烟花三月下扬州全诗词为:故人西辞黄鹤楼,烟花三月下扬州。孤帆远影碧空尽,唯见长江天际流。
词句注释:
1、黄鹤楼:故址在今湖北武汉武昌蛇山的黄鹄矶上。传说三国时期的费祎于此登仙乘黄鹤而去,故称黄鹤楼。孟浩然:唐代诗人,李白的朋友。之:往,到。广陵:即扬州。
2、故人:老朋友,这里指孟浩然。其年龄比李白大,在诗坛上享有盛名。李白对他很敬佩,彼此感情深厚,因此称灶仔之为“故人”。辞:辞别。
3、烟花:形容春天薄雾霭霭、柳絮如烟、鲜花掩映的景物,指艳丽的春景。下:顺流向下而行。
4、碧空尽:消失在碧蓝的天际。碧空,一作“碧山”。尽,尽头,消失了。
5、唯见:只看见。天际流:流向天边。天际,天边,天的尽头。
白话译文:旧友告别了黄鹤楼向东而去,在烟花如织的三月漂向扬罩族州。帆影渐消失于水天相连之处,只见滚滚长江水在天边奔流。
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3CWiCpIAN6D0P9KlzQCCqW+juLePdMioC/wLnkD5/LimrKeJrK4HkwucFmTJyMevrR61ctJOTJIXiK5AjP7I+dM3t3p9hpb3lzJHbRQhd8h9QTgZ+p4ptBceEc1E0q9XaWRvLZFPcKfb5U5dCO3to9hBkOfiBOeO+R6d6RLAZ8PCqK0hyi7uFH9Pn2qNePJJh5NoG3bwfb86YUCaTMkvAKuWJHOfT5VSaZ1Jpuo2s9xDdoiwuUlEjBShB9c0/PG11qltFHK0J2uw29sgDuPUc9qwtv4b6NZ3rvr+qtcTyuXFrb8Fuc9uWPevR6ZozMqAyyv4R1eRNrJytUhx5DE6y7sAu7Vrq/iNotk7R27y38/wDZtxkZ/wBI8fhmhpM+udYadqTNbS6PGsRW1Jzulcgj4sjtj86uNOtrDTFC6JolrbY/+pMBuP4ZP8aVqWrX8XTvUUzyoJrWDdEyJt2kqT7mtjCxdNZKI4fif2nf9ll5udmGLiYzgBIFk77nsWB8FbW+tr/VRK2y0i/VPGfWUH0+gzXWj8LgNkAHDAd65j4Nqf0BeSnLM9zySe/AroBlKjPr371ha8/jz5O7b6BehjsNCrer+p9TsNHi/wAU0F1P5uJlMDOXHPb6EVkB4meIVoOdJVB87Jq39kb+JjFbSQpA7mRWZCzDPcYyB3z+NXltYajKuRqEHfHNsf8A860sTI0mCIMkaHHtIN+GwWa+TUi88DBXiuSf9M3WMAJutKtcHvutnX+dSrbx91CM4vdCtn/8OZkP8Qa6XMLiDU4LW4kt7hJUdtyRlSCpX3J77v4ViNH6lseo+ob/AEgdP28kltvy7lMMFbb6itZmNpk8RnEQ4e2yFzDVM0SmF0VuHYR1p7T/AB60pyPt+k3sOe5idZAPxxVZ4t+IN3fdM2Y0a3ubXT9QO4XMnwSMF5K4HYZxznnFXt30hoE53XPS5T/OgA/3W/lQ6107Sta0KKwujLaRwyIyDyijIo4O3cMHj0+VVwYmlMkEsW9d9/ZN+rT8bGGJwBO5I/RbjorXF6g6V03UgQWmiAk+Tjhv4ip+qXjWem3VygDvDEzhT2JAzis10B0x/ihplzYx6g95avL5sW9ApTI57H1wDVr1E/8A1Fe4PePb+JxXkZI4n5XDEbYXbeBK3HSFrC49QXIuv+ur3QPEizv7VWCLZxx3Vsx4cbmJGfv4Ndo0vUotS021vYBIsNxGJUDrtYAjPIrjHivcW131d03pDWsbzGeNnlYc7GcDZ9O5ra+IfVkmjaHLc6DNaSXNtMEkglQnKA7SAOOxx2r0Oq6ew9BDC34iKvu6r/VZ+n5bp4GzS7ErcOw75pAkzXDLHxuuFG2/0eNz6tDKR/Ag1ep4s213o9/eWelXu61QEltpRWPC5IPbNZ79CzWGiz7hdpmaBZK6mXx8qCSgE1zjwl6qm1/QJlv5TLf20pDse7K3Kn8x91bcTEn29q4MnHdjSuhfzCYfYtWfmA+tJDgGqy8vVtLSa4cMyxqWIXufkK5j1R4hz6B16qEtPpT28YlhI+KNsnJHsw9R61bi4MuWSIhyH9BIyAGrXYBJgk5wKMvwcmqmLUIZIreTzFVZ8eXvO0tkZA59celZHp/xGstQ1+70e+UW11HO0ULd0lwcAfJqrixZZQ5zG3w80+NbLW9Wh0+zu/1ypcpbPMit64B/mO1Yvw58Qh1UptLuIw6lEm5tg+CRe2QfQ/KrzWJbXzNTl1CNZbSGyBkVhkFcsT+VYjwNtrY2GrahDCI2nujEvrsQAEKP9b+FbAwYWac6d4txqu4/ouKLLMk74gPlrftsLrSzY780KgmTB4oVhrstdhLd65D4vXEclzrKLIjSRaOd6g5K58wjI9K6D1XqU+l6HPdWwQzgoibxlcswXkffXnmXUpda1jxBunw00ljEh2jjcISDgfXNans5ivfN7wflG3nsuTXpWDHMXX8J8uJQfDDSbWHoq0ub2U273F8skbA4LkMAqfMHB4++o2qjd/hCaCD/APuLapdnp899rOlabatt07pmCCW5YdmndlXb9eT+Bqr6xg1YeLkV/ottJJNaCF1k8lnjRwuRuxXtHESdI0Hcg/cbLDxOJmYJpTs4Ei+oXstl47E/4u9R4OP+sR/eWpnQWo2tr4Q9G2EjgXV5ezNEnqQrSFj9O1UvUFp1B1X4fTDUbXZrd7drLLEFCBfjHOM8DAzUC36ZuND696Xiikmm0yC3dE3HKxPhi/03Mc/fXIMUPgijed2EH6CvVSZmxNjyIwd3F9JjpQBv8JaD5XDH/wBGvRHVWk2t/c280zTJMiMv6p9u5c5wfvrzr0m6p/hIB2BIWVzx/wCFXou8uPPl3kYAGAM15j2omfDlxujNHhHLzXo9LiZLhsbILFDn4BUr9O2Z/wCxv7uA47b94H+sDXP+s+oJumun7y9VI714LxrYb/hDqHIBOPXAro99cLbW8055EaM/4DNcG8TuobaLS4tL1W3Z7ue7F7PDGSF8suWwH9yD91XezWRk5MjulJc0Us3WdPxuKJscYBLt6FfD1+S1+jiDqPpi31+80GwaCQFzhlMibWxnlR7Z4NQOvbPpLUNUtbfqO4eC+MeISrMvwk8DIBHetfK1jF0LEujQfZrB7dTFFjBVWwcEH15rG690onVPWlvqH2wJZ6eqKwjG4tIGLbQew9M13YOsB7Jp5zwtaSB29w8VyZOkxx5cUcBLbBNg+HK1O6W6Y6e0WzvLWzmWY3YKSNMw3lSMbfTisx0L0Pq/TnVEOp2V3azWayvBPFvKuI/wwfQ966vcLDNkTwxyD2dQfzqLBDDahxbQpErncwQYBNYuV7TPyIHRhtF3O9wQtPC0t+LM6R0nED287S9T1AWvlqFnlEj7UCDPOM88/KuPdRa71xpOt3n2H7bNp5ctF5truAU847Z47V1fUIzPDtV9jqQyNjO1gcg4pktqAGRewn5GDj+9VOi5GBA0nKFk7URY8eSszTmh493aC3vNG1yCPxU6jtCBe2Fu3vuiaMn+NWNp41XML7n0lVcDGYpyv5iukyXF43EsNjP/AKQI/PNQ5kgc/wCUaDp8nuQVP5rW5xaFLvwgeZC5Pe9QZ80B8nArK2PjZYIc3ekXpJ4Pl3C/zFQfFzUdX1LpSxv9r2+mXcgZrdh8aAD4NxHv3/Ctg1rpZxu6Zszg5GBH/SrfUrKfWNKNtNpcDQOAwSaVSvByMjHbipw/wfFkE0VWO02qn5ufI5jRCQ29+XJK8HdYtuoOh45pQft9sptLls5JwPhb7xj7wak30BhnZY5dyDnPepGlabpuirOmlWNtZiTBkWFdoYios5HlnnB9PlXjMuSKWd8kIppNgL0N/CAVBtCx1233qQywyHPvyv8AWuS+HJe4651mQlmOJAT3P/aV1u1z+mUY4G22f81riHRPUNloOt6vc3qyyNNlY0iXJY7yfur2OBE+TRnMjFkj/wClhx1/EZT2Bv5XZV3KwA5IPY1VdUt5fRnVUg9Qqf7Kf/lVEurdY6+D+gtFFjbN2nuuDj7/AOhqZr2najo/hXrMetXS3V9M/mPIpyOSgA+7bUdG0ifFmEs1C9qvfmFRqmXDIGQtcCeJu3mq3wkjZelncAYa4bn7hW2jmLBlPBGO1ZTwq+HouIDu07H/AGq1zgpHhexb4hj196wNXPFmy3/qK3Gj4QptnORIpEZO0YLAZq2a9jRUEe4EcndxzVPAXXyBAu1iN25v3vnQmaTJeRsn1xWbQVgNKSJDLrsLH923kP4sv9K5N4PZfrTXpgedr8/WSunWUnmapcsvOy0GAPmxP8q4X0T1QelNfvZbu1d4rg+XL6OmGzkD+Ve3woHy6Q6OMW4j8rCgcDqEx7A30XooSncMAVMW7YRhTjnjFZzTdWtNStYryxuElt5P3lPb5EelSJLskHae3APtXijG5hpwohbVq5N38W0kZx79qw934gaVqN1LoYFzDftOLfy5I+CQ4zyM+1StQCSGCSZZHijky4jLBiCME8c8ZzVZB010zN1LbalE99DqAmEiibeBIw9PiHy969DouBBJ/ayu36h12PwsvUc7oGuYWE2DuBY/ZZfreRG8adI81lWOMwZLHAHJNbXQuqI9e1rXLbSEtpIYJg+6ZyN+RglQFPGQfxor3oqw1LrC51e/nWffD5QtiB8B24yefauf9K9M6v031L56PA9rueCUCTDBc8Ej7ga9HnFjGGYPpwbQvld2s3Afj50DcVwvhAK6bd6ZaXO77f07YXGeS0RQ/mFNCDRtF/xWvbe1tI7GxvEbzAwA5PAJ5PyxTVkJL+6NusreSBm4bPG3+zn5/lmo0V4Nf1UzRsP0RZPsgReBPIOC591XsPnzXBjZ8zcY5GQdurvXPkYDH5Ax8UkVu7ckDs81TeF3SE3T3mX91dMZblNvkoMKFzwTn1/rXQRJxiozSDaOaR5uT7c15nKyn5cpmk5leoGwpFrMm7TZIx++yL+LgVzrxKayvvEjQNO+yp5wkQzy45cE8KfcDH8a39+Q32WPvvuIh924H+Vc01k/avHOEE5EbJ92EzXotE+HElk7L9FlTDj1Bnc0n70uo3aJPf2EMiK6bnJUjjGzH865f0hY6ZN4tak9hGzW1oHdN7bsSZAJH3k10yF9+swH/u4ZG/itct8ICZepdeuvRh/ecn+VPEJj0mR47D9zSlGS7Peb2AC3XW82zpjqmUHn7Okf4/8A+qqfBkCHooN2MlxI35D+VL8RJSnQvUD55kuY4/7lH4ZAQ9EWA/t72/FjSzfg0pje0j0tGDvJM7+b0AW189Se9Cq/JB5PFCvMLStdQ8RHA0S2h/elvIV/1SXP8ENeeuhrltO1Hr27Ch/szM4Vux27zj+Fd18Qrgfb9Ot2OEhSS5f+6PzauMJ09qGgaV1jc6qqRyanatdxxqclY28wLu9ifavVezobHiBrju82Pr+yxNacZZ5G9QDAfN1pfglNLd9C9XXdwxaWbULZnY+pLgn86Yl1i6svGk6Xbsqw6p9ngdm52cftAep71J8DUx4W66/bdqUI+8GP+tUWoZb/AAh9IHtc24/gK0I3fHlEdRP2a1dGRBHLmRxPFtLOX/ktf4latfdO9NX01hdE3EN75CSui5K7vbGKldOwzah0r0vreo3M8t7cSFyDgJyHHAA9hWb8cJS3SchXJEuqucj2Bk/4Vd+HnVFjrnQWhadAPKvdLmWCaInuux8OPkfzqubpuggezrcOI91dfmuOHGxxjZD+EWOOu5Y7pok/4Qkp9fNl/wDbr0FluQa8/wDSCmT/AAhZh6+ZN/7Zr0BOCjE9xjIrzPtZ/i2f7R+V6bSR/dWeA9AqjqVz+jhAM7rmRYfuJyf4A1zLqa3tep/EfRdD+zo4sf8AKruYjkJ3Ef38fjW+1Ocz6ocAvHZxFtoHJkb0+oUf7Vck8JNX1G88RNbkltVzchnuHkGHhAPwgfwGPlXdpkT8TSZJ2/MQT9dvRZTyMrVdztGK8yuq9TK89za28IUo8cpaFv2ZANoAP48Vxjwou9a0nrq40oRssDM7XMMnaMD94fPsPnmu0Xrb9css/wDcy/mlcg8OdRkvPEHqHUL58t5UhY+wDgAD7gKWBGz+DSP4bJB+tmvPdXCeQ6g+Mn4QAfqundX9Q2+gaPNqM+HKFQsQbliT2/P8KmQXMd1aRTxNvgmQSRsD3BGa5x4t6BNd9MJqoV/tMcoeVB/YPCjH+bx+Jq38N4tTs+lobbV7doWiJEIYjJjPIyB2xWVn6M3DwWTF3xk7ju7vD8rpxM9mXbo+QJH0Wskb4SfakIw53DI9MGm5Gz2IxTLy+grCAXdaW5AJ74zTTuh3YyCPSkPJ3PtTTMCpPBJqwNUCU+mSMjkA1YCd0UMxYLjtVZE4QEnHpjNQ4NUgv/Oa1mEnlSGN8Hsw7in0bnWa2CLVpNdyZy7HHypl7gSAZPNQHZjnce9MvIVNIMUSVb6a6tqspdvgS1JP03f8KzHTV90v9puI+ldMimnhwXuZlIAJz2JyT29MVb6XKA2rSk5Edkef9Y1zfwhcRQ6q+MnMYA/1q9zjSPxtI6Vh3FfcrznujMrOm6Qmhw7A1e3WuoTXF5cH/KLxwP7MI8sfj3/jWb65Yx+GOpgFiDd7RlieN49/pVu90qncykDv8qz/AF9Mp8LnZGDLNe5BB7/Gf6VToGRPkZJdK4kfbmrM/GhgETYmgfGPyleGh8vpOwB4zIzf7RrW3pP24xscbtp4+YrF9CyonS2mqWx8JJ/1jWikuw7BmZGJHcn2rA1H4suR38x9VttPwhaKIFZIn4J5xx8jROBLM8RceZ7EYJ+lU8etuAglYOqnPcdvalS6jDfRgSjbMhLBt4GR7A+9cQbZUrCmW5azl1iccNFaqwz7jeaydpa6b4ldKzTxrFa6yAFnYL++OzH5H3+tXiTY0PqWUuzqkBRSxyQPLP8AWudeEd+2mQz3IQsnnhZMdymOfw7/AHV7/Bc2DAY93d915OWB8uRkSwmntIr6bjzWd0vUNV6G1+W2uUdAGxNAezj+0P5GuxWuqQXVnDdxSBoZVDKfl9PeofjLoUGqdMHVIVBubMBxIv70Z7j+OaxnhveqdEmilcDyZcKTzwRnA+/Nc+v4kc0Iy2inA0e9aul53vkXHyPX4rczXcku7BZE9vWk6XvOu6bEXLoJiRnuMIx/pUJLqAfHIhkHYIWwPvPc/SpnT06T9VWK+apkCSOYwf2cAjj1xz6157TmcWSyhyKv1F3DiyHuKwmpuJvF3UQ8hWNZWzzgcLitPbeRPqAsbSUz3kh3bA5J/wBI57AVVf4nanf9V6xq95P+i9NM8gM8g+N1zj4R/Ot30dolhpGhXFz09G9xeTBv1t0cO7AkAMfQZr1edhNyZgXv+EAbD8rIfqceLjtEYt1AX1A11lVnUtyum2cfTmmyH7RMN97OpwUQ9+f7Tdh7CoVjcC0SOO3ASNAAE9hWP1TpTruK/ub1oZpZp3MjtbzK2T9M5/hUGE9ZW91FBLZXfmOwQebbkjJPqcVVqGkzZNCJ7eEcguvT3QQx7PBcdybG5XU11cswTeiueyk4NPG/G0kyDj03DiuS9Vy6ronWUMWobWktwoTylwsiN3IHz5/Ctkkj3S7EDAORGN3cljjFYGXpT8V0bXG+P9VotmY5nSA7VavbPWkuertL0yJRKWVrl5Q+QAoYAfjWAvtTFj4p65qQj84W3msFz3IUAVp+kYlfxk1vYoWO0jaNQowAPhFVelWya7oPWckUStdw3ckytjkqwIK59vhJr1cGEzHxjCN7G/mViDLb70Z3cuFo8OIrY9L64msQXGoxjakdgzEZ7HuR/CuTaLf6n03os19Ahi+1zwyAsP24wX7fInitJ4VyPB0V1bcEnbHAQoPp8DE/nQvrL9K+CtjdoP11gSpPum/BH5H8auiwmQxe71bbH0u025HRZUjjyLmt/wCv6qx6/v0vfDBbuE/q72+Ei/TB/wDxq66K/U9JaSvb9SD+PNYzrIG38JOlYM8uxkI+u4/zrX9O3A/QljAsR+CBASG4HFZGutEeLHG3lZ+wpdem/K93a53qtCHHv+NCoqOGQd6FeTpaK7xqGkWF/dQXN5bRyzQ8IzZ4Gc4x2PPvXJvGyXbbdSMD+xpkSfeWkP8AvCuzScLXHfEW2ttUvdesr24+zxXTQ2iuO4bYuB+Jrs9nS52YOI7NB9Qoa8Wx4tkc3Nv6rJ+Chg/6INTVZUaf9JxO6BviUb4wCR91Zi+kWP8Awh9Kkb9lLiBjn5JmqTS9C1Do/r/SLE3TFLuRVk8vIWRQ+cH3HCn61I6vSWXxqjjgz5jyQoCPTKAE/gTXto8UNMxDrElnwsALOdkMdmMladgw+q3uq39tdX+kdO6givb6pavI+4ch8hkP96sf07Y/o3xrnt44zBEweQRrwoymePlnOKs3tH6h8Vb6eHIttBtcqQcDeo+EfiT+FX2qW8Z8Tunr1AN01pMpPvgZH96pRvYHGNp3A3891knjx4aPKVrj57n0KynRLY/whJzngS3H/tmu9apdJbRySynbHGhJOOwFcB6K/wD18uz7SXB/2DXXOqr+GMFZ2Jt7cCafAyWb9yMD1JODj6e9eU1/Fdl6lHE3/SL8N16rHyW4uAJD1AV3mhQUGxvo1vpLOTP2+SE3sq+igtgA/l91c28F7qa86t6jurhi80i7mb3Jc1sNA0y7ttYu9T1UldQ1C2aR4s5EKBhsT6gd/nWB8FbqG01TX7i6lSKBY1LO5wAN5rXzujfpcog3FAD6gbLH0iF0OZJ0vzbE+JBJXXJHLa5bZ/dglP8AFK5r4TdOznUdS1m8Hl2byMsanjzMOTuP+aK6Hpcsuo3Q1ExGG0EbRwiQYeQEglyPQccDvVLZdQ2PUGsXWjaZg2dmgMjpwspzjYP8386pwCcDTf7ZvIWR57LlyZJMzOlhxDs6gXdQA5qfO8mrzs7Fk0tOEjzg3Df2j/mj0Hr3qWxJJNKlZASgHxdqjiQLnOK8Xm5smbJxycuodi9Ph4UeHEIoh+6aupfJhlk2s2xSxVe549KxPWln1RNJaXnT0V6imP41jZSCO4Pc571spX/eqJBPe28KxQXzRxR8IvlqcD0HIru0fIxcd5kyBZHLax32FVmjKoe7V33+y5c2udcWBC3VpdNj/vLTP8QKCeIGtwnFxp8JPrmN1rq/6X1ONf8A5iCT/Tix+RoDX74qS9vZuB3/AGh/WvRnM0aX5mN+hH4XB02pM5xA+Dv1WT6Z1DWusdL1OSCFbDyIyI5VJJklxwvPp/wrGeGuqvY6zPp9wxC3Po3pIP8Ak12NNdvkTMen2qpyfhkIz7/u1nlsrY3MtzJp9ssrymRTGoYqTz3x75qvJzNOjxZIYWgh3Zz7jupYT818zjkM4W9W4Popgl77mI+dB9zZYFWHypqVsqSf2qis3txmvIhbCsrUlNI6ikYY22WP9l65l0Na9TLZzwaLpRP2hgxuZlKqoxjjOBXTtJ1BNJ6f13U5IvNSAA7Ccb8L2/jVNpfWOpdQaebguLKIuyLHB3wP848/hivdQyxY+mtM7bbt9eYXmo3ZLsqYY7Rz5k8th1KNJ0HeXG2XrDqURp/3ELY+4Zx/AGl+J1tY2Hhlp9rpTl7JbhRGzHJI+LP8aPA3s+dznksx3MfvPNQvFFjH4c6DH/bmyfwY/wA6u0rUG5cvAxvC1v8AXUlk400c0LppOIl3KqHJK6XlSPp3T1MfaIdjjvVi06EY2HjOPiqk0TKaNZAjtCv5VMLduDXjco3O8959V6EclL85AOFP40YuETJGQCCp4qAXP3elJJP0J9KopNaEMqdAdTypwCrgf6gFYPw+ZY9GmZviDTHK9vQVsr1jF4Ua6+eWdh/FRWH6NOzRR7tIx/lXrc34NJaB2t9Fjad8U05/mPoF02O+W78PNUgY7pIIXt8E98j4PzA+6ufdIWR07S3W6VknkYsV9gOBVj5jCN0V3Eb43qDw2ORn6UPM+Wc+lZWVqj58cQDuvxC6cPAGK6Qg7ONq007RbnqCOeGxlW1jXCvMWyy55+Eev8K1/S/SekdOXGbYtNqMiHfPO+6Rl9SB6DOKxmga6mh3c83lsyzRlNg7Fxyuf4/jVr0LcS3fUOpX11O08xtyxJ7KC3Cj2AxWrpc0LImxs+Z3PyWLq8WW/pC51Rtqu++pZe+6uueo+p7q3nHlabbBljiB/eBxvPufyqz037ZLJb2VvfOsck4MaRuVO44yePQAE1gOl3V9S1OViAGOfxYmundERwW6Xuu3nFvYxsAx7E4ySPuwPvpZTXu1To4zQAF+HP1WjkMixMKg0bch3nZDqnqbVR4hWWh6LcCOFVRZ/gDZLHJ7+wxVlrXWN3a+IOn9PWcUEkMwXzmfO5ScnjHyrM+F9u+rdUX2u3oO5i1wxP7oOQo/DP4VC6Km/T/inPqp5RppDH8lVTj/AHa3A9m56hsPH+rWI/DiaSwtH9mzf/cUXiJqgv8AxKtrTyV2aeNu7GS5I3fhzV90dbvqHUFvvH6q2JnfHYeij8fyrCanL9q8SdZmzkCWQA/Q4FdE6O1nTtH0K9mmmX7a0hAi/fYAfDge3fmsrMa12cwONBrbWnKHQacI4hZIA+vNQfD6QN1Z1tqbcLGzDd7YLH/dqB4DymafXll5SRVZvxOfzqR06g0voLq2+yTJNuDMT3Yr/wD3qi8L7p9O02+aNG8y9jaGN/RWHqfuzWpJlRiHpSaaa9LXIcZ0zZ2MG/wj6AKb06os/C7rCWP9h53jX6cL/OldN3LDwT1ONQXkaZ4UUckklT/WpOrWqaR4R6rBDnZJebfrkr/MVWdHRmLp23QyMYmjkuPLPYN2z+FQyc5sWP09fMRX0V8WMZy+zyff/EBJ8U18jpTo6z9Vtskf+VRWt06D7LaRKjMSFXv9Ky/jEP8ArTpm0HOy3UY+pA/lWxVAPh9qx/aBx4Im+JXbpf8Ahge2z9yhHIwHYtnvkUKGOeBQrzK7916TJyMV5n8eNQePTp3gciS41ZijDv8Aq+AR/qivSVzMtvbyzOcLGhc/QDNeYuorWTqbxH6Q0EAsu4XdwPYM29s/+VT+NaPswAx8mQ7k0fv+FLVR0kkMPa6/oP1K0Or2jajb9OX15F5eoWl5EJB6qx+Fx+PNZPUhHZ+KGva5crmHTLVHUH96VowFH511jrzRr2DVRPDF/kL3kFy0oxtB3BSmPcnB/GsF1d0cmtX94bjW47O2uZEleEINxZUCjJJ5HGfvr1eBmMyYhIDsRv3doXkpIfcch0Eppu4HP5S4furfwwXQ9B0GGfX9csEvtYkee9VrlVaPPZe/sfzoWNzpN3qlj5Go2d1e28ht4VhmDsYwjbn49D8P4ViU8L+nIyBNrsrH5FBV90f0XoOh67FeadqM09yFZVjdhggjn0rliwWRyvm6UlzjZ27OQWhqGpY08HCGm2ggbHrFLM9FNt8dr5gOz3Hf6GuuRaeFu7ia4dZVMzSwqR+yTzk+5HYewArj3SLbfHG/PvJcD+BrtRkPORkZrz3tPPJFl8LDVsAP1XocGJj8dhcLqiPoq28ctq0g/sWLEf63/CuX+FWmaV9kkvGY6hqUj72tBjZBtYhWbPGfXn8K6bctnVLo+1gT/tNXKPApv8u1s+6R/wB41p4c7sfRTMzmAPVZBxxk588ZJA+G68OS6hbzXLapJ9omyGtXfy1/YUgjt79+9cr8EsnVtZcHB8tefqxrqxI/S0xAwBZSf3h/SuVeBjJ9v1kOcExKf4nmkZnzaJJJIbJA/wDZTwYWQZ8scQoDh9CunXVzFbBWuJAilsZPrWW6a12fVtS1m3nWIRWk5jjZAQSMnvz8q0OsjO0gcGKZv/Sauf8AhhMJNQ6j2/FunDjn03NWFBgR/wAOkyTufTcLWE5M5i7K+9/ot67BxheMVFkzke9Si+dxII45qMvxNy2M1igLoKQ4LAjsRwKEkaR7VcsXbPA7Zpc+YpEU4X/n1qKWZjk47Z4HNWhRKN5mDBgzbVOMCo7XBJZcECkvJ/YBJPNMXUqxxs0jBY1XLE+lTFnZJOllHqcetRi+04J3D3FKhmVkyhyrDIx6io9wwTceMAZqVHklsnOpp/s3hTqbtwbq5Ea/cwH+4apOlYvI6dtBjDFd5z8zmpnigWg6T6a0Vc+fcN5zge5H9WP4UuFPJt44kHEahR91eq1pwhw4sfz+gpY+kjia+X/U4n71+Ep2wCRioviy23oXpiP1Pxf7H/GmL3U7S1Yx3FxHHJtztJ5p3xlBXQOlov8A7THH/lSrPZqJzXOc4UDVd/NGoHiyIB3n0RadxptsoJ4iXH4CpcETTZ2+YWyANq5HP5VFt08mCNSeVQLx6cVedNPiCcA4y4/KvMyHikJ71q3QUC5srq3eNSuWk4UfOmZYLpHAaJ84z+yavtUbF9pvP/1T+VSWkwx5qNKPFQVR1A5j8HrwsMGSbb/6n/Csj0qu3p6Fhzy5IHfv61sPEBtnhOP/ALtyD/6jH+VQ+jkWPpG02qoLRlj8zk16zVRw6dG3vHosfSjfSu7XuUK3Vp8bVJz7Uc6PbuqyKQx9+OKu9FWJ9Lt/Mjjc4/eUH1qu6gVY7qARRhMrkgDA715QjZbAdZVVIy9q1Ph8dkeuznslsP8AeNY65lWJGlkYKi8k1qujJUPSfU9zG6shtyAw7fsN/WtfRY3HIDq23WbrX+GLe0j1C590DZzX81xDbJvlkdEU+2c8mugdcSRxWVt0vp7kW0GHvpB+8e4U/Mnk/dUXpezTovp6WUMk2u3UYdhnK2yEcZ+Z7/8ACneltLbVr2FJCWQ/rrhzySM85Pux4/GtnMmDMp7Yd3v+wpcsjxK73mTaKPl3nt8B1KTqEv8Air4aTyKNt/qZ2RjscMMAfcvP31D8IrIW2qHjBgtWZvqxGfypfU90eouq/gwdL0omKPHZ5v3iPkO33VJ6EcW+m9SX7cCKDAPtgMf6UzIPeI8RnJu58aof13rlexzcCSV/zSH1IofRc70NXvde1K5XA8yfGT7s5xW613TobSxgKAtKX2kk49PSsh0LFnT/ADmxmS/jXP0Gf51tetSxsLZI+WabAHqTisnWLkzXgdw+y32ngAHYonUrDTvB7b2e+uc4PqN2fyUVnen2e0060CHBA3feRV54w4itenNAiP7Cb3A+QC5/vVSRnYABwBwK7dZIjx4oB4/TZcOkjiidKf8AMSfur3raV08JrbefiuL1mPz+Jj/KqjRvh0nT4wzYMajH+kfT5c1YeJZMPht01D/3jeYfvBP+9UTp1BI2mxtkktCg/EV0ag3+7wR9rvRV4Dqhkf2lx+6keKeJfErRoP7CQqR/5ya2QAHJP1xWD8QpTJ4tDy+WiEY+8LmtTp9zI8DGdtzZxz6cVy+0B+OMfy/lW6cKxY/AK0Rcj0BoVFE3HBoV55dy7t13di26cuIw217krbg/6R+I/coY/dXLPAnT31vq/qLrGZD9n3GysifYY3EfQBR95rY+Idrd9R6rF09p8wt5jbSSGYjIj3Aru/Dj/wA9afo7QbfpjpnT9HtMFLWIKzAftv3ZvvOamMhuJppiB+OTn3N/el1NiMuYZTyaKHjzP4+ijdfH/wCHwPe5g/8AcWuI6X0XqnUXjRLqcMIGlWEkTSzS/slhGPgX3PIrv3UOl/pjTxamdoAJUk3quT8LZxUjTrG3061W3tI9kY5PqWJ7kn1J96jh6t7nhOhjHxOJ8gQFGTBMmaMg/KG153aoX0rbcCMxZUk52j09/wAqoOq7dbJ9LmljEEYlcFnJ/sHHJNdFOM5Pf3pi6tbe5aI3MEUpjbchkUHacYyM9jWXhTDGnbMRdLqzMf3mF0N1xClwjpToRYOp73qa5nfzp5ZWgg27QqMSMtnkkjkVsZ43C8AgjtWs1W0gguoiC36zd8IPr71VarbeVsaORZPMG4MDnjHr86WdnS5kxllO/oOxShgEMYY3qWPnP+X359VsMH8XrnHg3pN/pv268vYGhhulURhxhmAJOce3NdQudNkubuefzisTRrHJGnBIBPr7c9hTEsDqMA4RewHpWtJq7W6e3CjHMbnzvZZuPhPjypch3J1V5BNwhZNZZM8SWjL/ALQz+dcYuegurtBv5ZtJSRwCQsttKAzLn1H8q6+6Mu2ZGKXCZKNjOB6gj1Bol1y9iOJLaCYDuY5Ch/Agj+NbOi6vjxYwglIHceRWTnY+dBlOnxWhwdVjwWN8Ooup9Rv7yLqNblLaG3eNDPFtJZxjg454zWQ8PYdQ0jrC+s5ImxFG4uYyOSF5GPnnH412Y9SR7MfYroTeinbtz8zmqTSraCylup/LBu7p/MnlPJdvv7D5VfqWqYsOK+GJoPGOQ5Dv/rrT0z3uXIfLOzhG32We63tepZ/sd70/BfIChEiREMrDOQcAnPfFZA9R9XaacX1nKQDk+fakfxAFdZju7m3hEcF66xx5CL5akAZ4Gcc0sa5qSAAPbzA+jxlfyP8AKqsbP0oRCJzAQO0b/WlaXamwk8DXeBpcmXxGuy3+VafCx7fCxX880/F4gxA/HZSrkYO1wa6TNq0UwAvNCsLjPfkfzX+dMSRdPzxh5uk4z/4aR/yIro6PRZeoDwJCXv2Y3Z0B8iCsJD13pqg77a6P4f1qT1ct5fdDfpmziaGxmkCNGy/Hs/t/QnitU9l0eFZpOm9o9SEB/Jqsr/W9Ku9Fm0xdPuvsrxeSIwqqFGOMZb0qcMOlwPEsZG3abVE2oZby0RwuG++3UucdE6iLrSRBIzedbnafmvpWjs4Be30Fom4meQIf9HuT+Gag6XpFnYZa2tWhd1AfD5/nVqLoaNpN5q0ak3BH2OyQ93lbuR8h/WsZkcWbqJdCKbdm/wCu1aWZK6KA8PzHYeJVP1HcjXPEK4mjO600tRBFjsXHfH35/CpUjNjkhASAzY/ZBOCfuqLo1kum2cUMgLyli8kmcbnPJq0cKW3AkHH9sdvvqjUc0ZOVxjdrdh4D9VdjQCCARN6greDw86f1C5j1CS7n1ADGCJF2HH+iKzfiqU1Pq/TdPix5NhEHmHoCxyF+uAKsdJ1G40e6eW2TzElDB03DbnHDHHsappY3ku5pmIkeV98jE8sfnWvJrbW4wEQp1UB2f11LIxdNyG5hknfxNaNr70iRyV4Prkc0cNzLb7vKYqD7GlSRl8jyyB8hmo6x7nIORj5V5hb6kS6jcPNC7vny23LkVYrrUTH4o2GeeCDiqRo8AkED68U0UJUH0PzqQSLQVpvECFrrw20a3iZQ080bfEfTa5Jqv0ye30/QobUTCVoYtudpG4/f9aqZXlZE89pH2KEQuc7VHoPYUW4rwQQfpwa1c/UjlNETRTB6rhwcI40Za42SSfqtDol1F9gjjZ1V1yuCwFFe6oo8yFYiXwVyWGKzbEEnA+ufWmzjPfj6VmXa7OEArUaFoVv1BZXto90I7gxoojZchlxyR65z6ipcfTsnR3hh1DBdzxvLMrncnYZwqis3pcV9BJFfWAbfG25WweSPT+VazrrVY9c0q1s7dXktpNs1xj1wMhM/Xv8ASvUaXnRRY54tuGr7+xee1DHyZMpjGm2OIPhX4XPekxcS6a9uqSTXN24K85Y+g/59q6ReOnTOhJpFtOg1a6UedMveJT6j5+ij35qn07UbDQbD7VYQefq0ykKGGI7UdsDPc8VURPfX0zSyr587OXd5DuyfTgVzS5TYHvmG8j/+oXTJE7MeA4VE0/8AI/oFXXurxaHZ28dtE0iK7qwDlSPiPJIPf61ptPmFt4Q61fruT7XuVCwwSCQn9audJ0PTde0iPTNasxHcwp8EsZ2s6Z9x6jPaonixHHY9I6d0/pcePNkVVjX0jTkk/fjmtTT4IWNE5NnrPdz3XDlZvvEzMThIPECfAbrCdOz/AGfQbFFGCLgzFvc+n8K1XTsb651fbCXlEImcD9kBP+O2s3DZGCCGNyqqgAHqa08dwvTPRd5qMf8A8/qZ+zWgI52+/wBO5+4VkYw98zXSnlZP6LU1B5ZDwM+Z3wjzWd6iv/091tqV+pLW9v8A5NBjkHHGfz/GmpVKl8/CMZ9/Sm7XbY6ctvG3xBQxYfvE96jmRmzuYt9TXPnZIycgvHyjYeAXVBEIYhG3kAtP4uwSNonStjApZvKzj6KoodMor6zpEO4lhKgI9OBn+VV+q6tdazcJLdsoWNdkca/sovsP61adCRBurNPB5ILt+CmtCXNGXkRRs+Vp+qyxE7FwHB/Onfe1nuq5d/ixqTj918D5YjArRabIzxPvPc1nNStpJevdavWGIvtMqqffnHFaGw/7HseTVWuSNfkANN0AF24reGBg7h6Kyjf0HP1oUUCEk8cYoViq9en/AC08zzNi+Zjbuxzj2z7UuhnNCsO1uos0M0M0k0IQZgqknsOaoL6W/uA7KjJCOVxwcCr1huHNBlDKVbkEcikQhYW6uJJNshkZmHYsScVBaUlQucYrRdRWhkuYLexhXzCN0h7D5VmbpHt55I5AQyHB4qHCqyU2csx9qZuVO3NOB9rZP31HuX7nPH1pqslMzoSme4NVskY3Z2kj5VYu/B9qhyhgxKtgGphIqC8W9znP301JCTwCBUzux54+dJlAUc9qsBUCoLROEOcfdUYqwXvUyST+ycffUd3ynyqYKiVDuR8S5Jx8qTJcsBs81tnYcYpc+D8vmahSMduAARVgKim5H+I5YsCcnmjM+SBl1PbuCPvpJZWXkYPypuRlGcHI9qnzQhc3DLEfjDfRckUq/liu7uBotwtbSPy7ZH9M93P+cf4UxlHzj8MUFAXj0NdUeQ6OJ0bNuLme7sVL4WvkEjurl+qdM+w5BGR25pua6faw4I7nNNueRgU0eeCACffNUhWJhyoI2ge/FSptQ/VR4ClyuXLAGozKdvG0n60xLGQoLA9u1MbpJ86k+OYIj9AV/I0/c3kUSI0Zdi43FQ2Noqqx78Yo5VbahPHFOkKZ+kYyTu80fLg0Bd2p9QOP3o/6VW4PNIPb0zUkK3VUuR+qVG28EqSPzolSMgbWB5xxICRVbDM8Ky7T+0uDUbI9qdICujCwdziXkc5UelMiIOVQ71ycDKY5qq3EHgkfQ09bXEpuIQ8jFN4zlvSiigq+0vXn02BbeKSNo1JOJIj3+oNWcXV3GHt7Rx24Yr+YrGagyLeSeUcrnio5kOMVIbqHCFrOodSXV7aFYbeGIoxY7ZQcjHtTOk31zp1tJFGIY9z7txG9u3oKz+nhmvIwpALZBJGfSlamzLdPErERpgbR9KdpcPUtHZ9QyadqsF7I8lzIm4bC+0EEYxgDAqJ1Frd1e3gubkqZJF+FR+yi+gFZ/wAw7lY+nal3UrSyK+ByoH4V0e8SdH0N/CqfdYhL01fFVWp2jSLc6tbx312ILZifMc8AKBk4+Z7CnOpdUGtaoJUUx2dunlWsPpGg9fqaqUU5y2B7CnBgA4H3mpMyHMiMTNr5nt7knQNdKJT1Dbu7UoLx39qCDBz3pOc4xzj3o92CD7HNUK5TItrRf5+4AY9sGrCya40zUWaCTyWETKX9RuHofQ8d/nUPSbmKK4hMzhU8wsx25I+Egc/WtRpMKNrN1JIoOyFAM/OpMkdGeJp3Vb2hwLXCwquwgxf2hmicLIhOSOGO3PrWgGnSLZGdASEfBHyx3pq5B+3WGVXb8e1QMAALitfYwY0wqQCzjNVlxO5RSzAgMYHOMgGhU2cFmAZv2eMH0oVJJeiTQpJbNFmsFbqUTSc0CaTmmmjos8UnPvQzSSSViVZZJcfE+Bn5Cq/XrUT6Xc7UUyBd4+o5qxJ4pJOQQRxQkRa5tBZTXKO4DDZ6Y70zf6bcQrkI3Az24rpKwRJ+ygGflUC7jN2jxp8A5G4etIqsxrlkkjJkHIPzpl5viGfatnrmiLFpTTfCHB3Of5ViJkKsRUwqnCke/wC71pqSQFT/ACp+ysbq8JFuhcjkCrNul7yO2k80FJQQQPl61KwokErMs+JME4poyqq881da305c6dYx3MrAhid23sPas8D8BO3I96tG6gink3Y4H0qIzYPanZGGCQp4phpN5ChctmpgItNtyxAODTDj1PNPE72AXuTjFPWVjcahceTZxNLJ3wgzmpJKFwf3RzS7iF7d2SZSrjupqy0PSJ9V1JbeONvgP604/Yx3+/imuqbeax1WeK6OZODkDAPFSB3pCqnIwc8GmXGPXHPv2pDSZzmmmYFuTiphRTxB759aTuOe7DNIRyQRzT8ED3DlF4C4JI5wM0WhMM2FOf4j1puVtxIO0jk1P1K2dDGu9XDHCjGCtVspMUu0gblyCKkCo0kHbjt/GkOi98MPuoy6tjgj1796UwAHLY47CpITShRnOeR3xTZjJOVZeaekJUnI+H0ptxhQxA470ITZhb054zxSRG28DBBpeScqBz+dBdwKZO0+xFNBTEiYc7jznBpBQAHB5FOOctn7+aRkHB/jTStHC5R1ZSQV9RSZmZ5Sz5JPqaVFhZAW7UtsiUsrYFSCE0AM5PpS5AffAxSgC2SqlvUsaNRuOc8/SmlaSFG9FX1PJpUisG5Ur2/apxSomj9CDyaVfftL3B54ppE7qIzBe9GGpD43jiizmhBCeR8EcVNs9TubRmeGUgtw3zqvUZOPWnUUgU1FXlprr/pGGe8Z3RFOFUDgmuqaTew32nwzwB1ikHG9SDxXL9G6du79lMUaNETgyk/COece9dE0PS5tJiMRv2uIe6xtHjYfkc9vlUDSSh38ZjuXVCO+e1CrDUIQ827GS3PahTBUV2+hmiJpJrCW6lGiNJzgUknNNCUTRZpO7miJzQhKJyKI8Ckk0ndwaEkvNNhVUkAfOhuos800Ji/iiltmjmOIycn7q5zcrHf6jeC2KJGucFvUZradXXK22hzyHvjaD8zXMNKM7SxLCeWcg4opUSnelvtLmsNG06LdNC8p77e55q2TULK4WPE8R83gAsD6VzrU7Nop/MckrySx5+7+NR7NoV0oTLLiaJ87ScU+FR6StqVx1lPLPqElrbOHgVNpT+yQKwcO5fMjk/YyA/HY88fjVhqWtyTEEBRLjBcfvVRPM28nJyTkn3NXsFKomzatQYUtnS353QnzD7HeP5VF0/TzNf3MZdkaEFgyn1B/Kqti27hiKkWmpS2tx5sTfFtKnnGfwqdUFFdD6C0TTb3RrS+nhSS5RnVvb9okZ+eK0PT+g2OivdGyB3StjJOSo9h7Dmuc9KdWromlX9pLEzu2ZICDxuIxg/nV1adUjUrxUtbg2wmUZ4ztf5Zqsh1qwFtK11S9g6Zkc2+xprljJISMHA+nfvWD1/8A63mW8g+N5iS49j7YpzqF5nnK6irBlzulByXI4z2rPrqItGkW2YmN+easaOsKsuvZV067Mhu9Ryc9u5p2eXeMAY5zkGozAkgA8VeFFOw7iNw9BnvVtp16sN9M0R8tjtCtt3Y4Oaz5GOxOKNXZBwSPWikK8vTEio7zBt7q5wccZIOKqZYXmWeeEZhjbk55GTxTMs8kibGII79vaigu5IY3jjOFYguv9rHamBSRTRLAY7GlXDfEuO20dvpR3XkC5/Uys8eT8RXGB9KQ/wAXJO7AAH0qdpJAcndkelPoN0IZi24Zx8qZ7D4e1OiQJAQQSe2aYQUUKllDbiOB6d6ZnLLIBuJwMg/KlwygIFI5PtUacmSQtg4p7JKbBJDsHnDLe9LMdo54bH8qrwT7HFCI5OD7etFpUpF1FHEy+UxOf4UmIwxDc4LPngVGDEd/Q+tKDZAximiipU1yXUqqhUPFMo+1j3+tIPpQ9aaE4xIbPtSGJP8AKgW7+uaCISQMcngfOhIppjmTgHFWOkaadSlMSXEUUpB2LJn4z7A+hojZSJLHGyEyPyF9alRWUttPkq8cwA2Ar6n5+mKaRKXB09qU9wYoLOZyOCxUqqn1GTW30Lo22tSj6gftMmM7clVQ/LB5q26a1E32lwibIuYkCyAkk59DzVqO9QJJUUUcMcSgRIFUDAApVAmk55+VJCPjPIzQpt2/ChTtJdioifnSN5zQz61ircRk0nIzzQJ5pDGhCMnik5omNJJppJe4UnI5pBbA4oZoQjJ+dDNIzRE8UJWqzqiAXOjTIRk9xxXJYZzZ3iOjthWzgd67Dqz7NPmYdwuflXGJmH2mU/u7sg1Notc0uzrWm1m7a6toinKspJA74rK3U5jiIThmAPFTEvDBahl5JJHNVbzM4Pmdjn1qbRSrJtQgGIJNNZ74FOPJ3HpUc7wcjNWhRSmHxZ70iROBjv8AKk723HNDJIDHkD2qSSQYyO4rVdCabBfTzRSnZcoA8Z4DEfXvVFGi+UJB6kDBredF2ELWUV2qj7Sshw+ecdsf8KTjsm3mj66RotNjilBllb4IzknHyFc5j0p2TzZm4YHG055rtd/Y293MktyqyCIZUNnCn3rG67qNqsLRWqJFGuCxSPvz70mOrYJuHWsTddPNDbSymRwEGQWXA9+aoGQiFXB4bitvcdTO2nNblwdzkgYydo7CstYCG6LQOpDM+UYe3qKua49arVaAQcntSCBnBq7s9L33BSTG1ZB8LYGQKh3dp8EzonxRklh6Y+VTBTVftBPB7UhlyeKcyCOMUlkI7GpJJsq2cnmi3jOPWnTG4XIBPzpCoeOMe1CVpI9/Wg/b2pe09iCDTZT4c00Js5IFI53ewpZAGaGMketCENxAOKbIxTmPfn5UnGM55NNFplhyCRzREHPzFOseRjFJyN3307TRgnABoyTnFIY4NbHpTpV7+OO9upE+ynsoJDH+FO6UCs3Z2N1eSrHaQSTSH91FzxW06a6d1C3ZGnskgnEmWlkYMQmOwAyM/WtxZww2cKw2ybEQYABqRu71Em1EqBp+k2VgCYIVMp4aRuWNSLm2hnTbJGpwcg47U6SORmkk5HIpJJuKCGB2MUaqWHxEDlse9L3c0M88dxTchwKaE5uoiRjHamQT6UbN+NNIlKL8UKazntQqVKNrsgOaMmmc4o8/OsQLcSiTnFJ7Gi70RNCECaRmh99JJoStGTRZ9+aQTRbsdqdIJS91JJpJJJos8U6UbSLpPOtpI/7SkVzDWunrm1WRxHheSOe4/CupZpmWGOXO8ZzTbsq3tDlwwlthDKQAc1Dkbcx5ro+u9PxpJPKUKoEZ94AI/LvXOGQiUccZHzq4brmIpTVsUW18xm+M96rpc5ODkVazv5kRRWYfAD+HFQwqAbSRuPapBJVcpy3GanWNrNcQmKOFyWbd8KZ4Hfn0qbFolxLbmVEUfHjJ/wCcAVtNHtrWxt4/OMWCcbhxz9aZdSAsGbaaHEUoMapICc98e+K03TuomygaGNZGJYkHIwR71c9QWNvcqjW5UNwCoA/pVTb6ayRykRs0gbaMA8f896jzT5K80vWTcH9aBsd9oAGcD61W9UaaskcrR+WFILng849/Ssfc6lc6fIyK/wCwSAPr6/woW+u3EkiQMzNxhgO5BphvYlxXzVNfWrwT7Yw2SSVBGO471XFnhXb2KsGHPY1p4gH1rFxGjbYMqCPXPAxVNrEkRupDtRMyA7QOO38Ktaopm2uJpZo9jBST3HpTl3K6zzxs24kYZh61Vi4MMshi4GTgelNPcu8jOxyzVOkKTO6tINiABV2nHr86NYSY3cchcZPpUSRiCd4w3t2p+ObNrIg7ntUklo9Asra4uVhlIJZOASf2s1eTdGedOWkn/VIAsYHGB8/vpHRdhFFDFNM+bllyPTAOOK3MY2Io9uBUCd9kALns/RN6LoiOK3eIR/t78ZYdsjPrVbqHTFwrYjtplxEpynxDd93311kPgVUdT65Fommm4kjMhc7FVSBk0cRRS5Bd6Ubdf1khjO3OJFwSeOB+P8KrJ1aKQK2CSobg+9TNSvZr65Ly7+WLKD3GahbGz2/571aEiUS84FBs+hpWQOD3pLNkcDimgFJLBfSmS2DwPxpTHAz3FNE5YY5+VNNGx+Lip2nand2J/wAmuJFBI+AMdpx8vvpMVk7YH7UnbyxkknnjIrQ2fSdzLMW/R8yJvGDJJgbc8ntzxRYKV2rHRetZEOzUFLKMkkDn5VtrW9iurWO4hYmOQblyMGudXXSN9EnwQvKCO8ZyQcdiD9/etT0yRHZ/YZlljmtjjEibN6kkgj3qO3UoFaNJc596VvHqaiqcHA7UthkcUJKQxHoaadvh780yXxSS45qVKNpZYep5obsCmd/JzSfMHPJ71IbpJ8nHc0KjtJjkmhTQu0k80nPNChWIttKU0GoUKSEgdqSBQoUwhJNJPahQppFJzxSTzihQpqKB4oYoUKFBVuvBTps25VYYPDDNcyv7eJLq1VFChu+0Y9aFCrGqp6rb5PLuHAZjye9MyxKXiJHc0KFWhUhdItNsPT8JjRBnbkYyDk+tVmugIyFVUbTuxjjNChUBzVjuSrLi7lXWbW2U4iCEgDvkioem30xv5myMiUIDj0oUKYUVRdQSFtRliONivwKzbzSRSNLG2189xQoVc3koFMTXUxmeYufMYYJzUZnY7cnuOaFCrAEjzRxxq7sDnAGacijVZ8AdiKFCgpJnUGLXHNS9MYrFcAdtuKFCjqQrnpvVLltRtYmZShKxkbfSumadK0kOWNChUHJqWxI7Vh/ERzNPa2r/APZcNx6nmhQpt5pLL2VvEpOEU4BxlQezilTWkYjnjBIVTxgD5j2+dChVnWophIYp5JA8SDDAfCMd2qmuVC7cD0H5UKFMJKFNxwPWpnTdjFqGtQ21xu8oqzEKcE4UkUKFPqUius6JZW9rbhYIwgxg4Pfn1q0YnbmhQqCgiQ5Xmorxp5ocqCw7HHNChUghE3BGOKDMRxmhQpqKbbvSGPFChUkkyzEYxQDHihQqQSRE5NChQpoX/9k=)
烟隐闷汪花三月下扬州的赏析:
“烟花三月下扬州”,在“三月”上加“烟花”二字,把送别环境中那种诗的气氛涂抹得尤为浓郁。烟花,指烟雾迷蒙,繁花似锦。给读者的感觉绝不是一片地、一朵花,而是看不尽、看不透的大片阳春烟景。三月是烟花之时,而开元时代繁华的长江下游,又正是烟花之地。
“烟花三月”,不仅再现了那暮春时节、繁华之地的迷人景色,而且也透露了时代气氛。此句意境优美,文字绮丽,清人孙洙誉为“千古丽句”。李白渴望去扬州之情溢于言表。