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未解决 [求助]APP请求加密了求方法解密 200.00元
2021-7-11 21:48 2311

未解决 [求助]APP请求加密了求方法解密 200.00元

2021-7-11 21:48
2311

一个APP是rsa加密的,目前请求参数是加密的,APP里面只找到加密秘钥的公密,但是私密一直找不到,是不是私密都在服务端才有,请问一下,像这种加密的私密没有,如何才能解出他的请求参数呢?请求参数是我下面抓包的,能够帮我解决参数解密的方法获取或者有私密也行,预算2K左右,下面jsb.sqlite是没有加密的,看看能不能解决帮助!或者求思路解决即可!


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最后于 2021-7-18 03:02 被武鹰tendy编辑 ,原因:
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武鹰tendy 活跃值 2021-7-12 12:14
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目前提交成功,就是数据不同步,解决数据同步即可!价格可以加能解决就行!
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lipengzhu 活跃值 2021-7-12 12:46
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武鹰tendy 目前提交成功,就是数据不同步,解决数据同步即可!价格可以加能解决就行!
留个联系方式
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武鹰tendy 活跃值 2021-7-12 15:10
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lipengzhu 留个联系方式
看私信
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武鹰tendy 活跃值 2021-7-12 20:20
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目前只有一个公密秘钥,私密秘钥不知道在APP里面。或者解决请求后的数据是加密的,求解密方法也行!

最后于 2021-7-18 03:04 被武鹰tendy编辑 ,原因:
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武鹰tendy 活跃值 2021-7-12 20:23
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lipengzhu 留个联系方式
你看过我的问题了吗?
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武鹰tendy 活跃值 2021-7-18 09:58
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能追溯吗?
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xianhuimin 活跃值 2021-7-18 13:44
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找到位置hook出加密前数据,或者直接hook rsa算法
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红颜小学生 活跃值 2021-7-18 20:03
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定位到请求前一步就知道啥参数了
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武鹰tendy 活跃值 2021-7-19 03:03
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xianhuimin 找到位置hook出加密前数据,或者直接hook rsa算法
现在估计只能追溯这个请求参数如何解密的方法,秘钥估计是不在APP,所以求请求参数的解密方法即可!jsb.sqlite就是这个里面的参数,请求类型参数就是在这个数据库里面是相识的!所以能解决留言给我!
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武鹰tendy 活跃值 2021-7-19 03:04
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红颜小学生 定位到请求前一步就知道啥参数了
目前请求前的参数已经找到,然后在加密回去,这个步骤我解决了!现在是如何把请求参数解密了,因为我需要请求参数的解密,请求参数在上面的抓包!
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武鹰tendy 活跃值 2021-7-19 03:05
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红颜小学生 定位到请求前一步就知道啥参数了
能够解决的留言这里即可,我会看见发帖把钱补上
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xhyeax 活跃值 2021-7-19 08:42
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hook该方法,打印调用堆栈,找到发请求的函数,然后hook就可以知道参数了。之后自己手动生成加密后参数即可。


加密后数据发包函数 Lorg/cocos2dx/lib/Cocos2dxHttpURLConnection;->sendRequest(Ljava/net/HttpURLConnection;[B)V


参数生成应该是在cocos2dx的js里


客户端首先从cdn下载加密的jsc文件,然后解密执行


libcocos2djs.so文件的函数和字符串加密过了,从内存中dump后可以获取到解密的key(65fccf9c-1473-4d),然后就可以解密这些jsc文件



最后于 2021-7-19 10:31 被xhyeax编辑 ,原因:
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武鹰tendy 活跃值 2021-7-19 09:39
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xhyeax hook该方法,打印调用堆栈,找到发请求的函数,然后hook就可以知道参数了。之后自己手动生成加密后参数即可。发包函数 Lorg/cocos2dx/lib/Cocos2dxHttpURLConnect ...
我现在是想要解密,加密我有了,他就是2种方式,公密秘钥我有了!可以直接加密,但是我需求是如果解密,获取通过什么方法解密,就是客户端请求服务端的加密参数,我如何解出来
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武鹰tendy 活跃值 2021-7-19 09:44
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xhyeax hook该方法,打印调用堆栈,找到发请求的函数,然后hook就可以知道参数了。之后自己手动生成加密后参数即可。发包函数 Lorg/cocos2dx/lib/Cocos2dxHttpURLConnect ...
  太长了


最后于 2021-7-19 10:06 被武鹰tendy编辑 ,原因:
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xhyeax 活跃值 2021-7-19 09:55
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rsa是非对称加密算法,没有私钥,只能获取到它的参数然后自己加密生成。也可以hook它的参数,在发包前修改。

最后于 2021-7-19 09:55 被xhyeax编辑 ,原因:
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武鹰tendy 活跃值 2021-7-19 10:07
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xhyeax rsa是非对称加密算法,没有私钥,只能获取到它的参数然后自己加密生成。也可以hook它的参数,在发包前修改。
他里面不是有个ID复制吗?但是我见有的人为什么可以解密请求参数,他是可以解密出来!应该是有办法的吧!
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xhyeax 活跃值 2021-7-19 10:09
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武鹰tendy 他里面不是有个ID复制吗?但是我见有的人为什么可以解密请求参数,他是可以解密出来!应该是有办法的吧!
它是直接根据rsa密文解密?应该是我说的后一种方式吧。
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武鹰tendy 活跃值 2021-7-19 10:15
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xhyeax 它是直接根据rsa密文解密?应该是我说的后一种方式吧。
他是通过抓包出请求参数,在加这个参数,是从APP复制出来的
SFDhRa+dmXlgsiosEgzCb8ERoJDiGcRigDDwMeVgIAnr8waL2chEAlyFif5SBXfZctqMkyLt6NIOUQlNoo9o2w==
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xhyeax 活跃值 2021-7-19 10:17
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武鹰tendy 他是通过抓包出请求参数,在加这个参数,是从APP复制出来的 SFDhRa+dmXlgsiosEgzCb8ERoJDiGcRigDDwMeVgIAnr8waL2chEAlyFif5SBXfZctqMk ...
他给你明文了吗?还是只是给了一个替换后的包数据
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武鹰tendy 活跃值 2021-7-19 10:21
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xhyeax 它是直接根据rsa密文解密?应该是我说的后一种方式吧。
{"encryStr":"U2FsdGVkX18lUFtbNaTjOVSnc8vhEr/gcfOXDGM4UO2soLSYm6giTBBwj/gj5JIFnxv3xmbT/75/UjviFhgVXeSb+0AGVgBWG29zkSKkfVPhCWTuA6fuNxF7+k8oAQzsZHhnsEldLcRyE8ScYlwJIqHIzrd4MOFDzCqcCbRqHxzNihqSRdVhznDpX8/7ADOJjZp38Vn+DEOf7axjPtuO9vuIBaWZulX2acd3HbfJK2Q8JB2zkcsxvqu2CaD/snl3RuSn0ltn33qPbRgsFqyE21LHZsJhk7zEop361wzyYqbYKJ8rb94IPMMOLOEFWxwHSQ9+20Yi+0/HVhYNMMx5avjqJIJU1rREFyx1yRP2T5gBULM1L4wEkZeVaNtAcKy56ibwUbWpYd+D3agH8xxPkh0zx8hxyt1gdPZLNYfU38uAl7mBWu9Y6/JyLFN6PAYmjGSTLvYCxenfWS6SG1UojH5YBrUxVS2VyWQAP3BkaMcLh60MI+b0jx79pyP68l824w9PXjZ7DyQDYdfrswZizDWMl9BNvYupsAMmYSKhGXta6pwQlxGlKCb1wHZVk6ESQ0JvXhqy81tFqoV/BDwdPyF2lHK1MLQGPnoQz7G6BUgnGQ+v2B3+PaGSAx9mktfMvjfZxxU2G+3AFYP29Pn9yjtHgPuTZRCgz8SjpYDyupNLdvE6gUoN/z9l2g70i0jmvQyKcl48iTWNhiVBaaQcOIa8QmMFlZVLHDJsx5mrE+kTOpQZDeaUMwu2N5vc6G+zhiZdw76J/0Bk6yOwHGzZFVdgrgPLZRLt7LZB606R5RS2jVbuaJHFgKfriZRtLRPQe3MQ8DER5bOcWZDoaTrWzC176hrDUpDLaefuZCfuKH2uvi2BOuL2PxVHKQu0mpCmNTfRT1859BtoKYCi3+enQ6APE60sXBVAei9XdsDCrufsOamvPMNAm5XtFhvTazbF0b6DS3sYroyGoiQdID+3aXTg+K0byS7izGvcsuHQa+JM0oV+qU1E/Pq7ktmt7gxUVYnVDzELqb4RvO7xBUAcKlNeYStfz0LmDoWr43lnu6D2wCu1fDj8yRARiPsgvk+4vPwQMGnRop5LomTJ5r2r4Eh+pPpX6CMlvw8QLKuoBGd29qGR0es5YgPDFJlEHyhM/0vcjF75dqDWjeYvVBmgriEM5P0cZkG1oBZtiYo11YiSKDm456pZTWD2Z/T34YbZ+3gAJF+hJ2VhtqPANgiTUPk3i/ciVyV2vt/pzytRHLEPjTTYDXPjJBTsRr2zZtBA13qXWfhxaNbc1nFAQuL/qF9dM4TR1kAltQNmXr/BxppVoVOW1ZlO4EiALRKdecCdmFdiwEbZSGo4PjjVpCTKWxilwb9+RJPynN+sD15w5DbV6VJ87lMklbnlK1tdOM43Vhd3G8teIoY2yrhwRm1gCm+QQcnhKLu2Qy1e+OeJTjM1gYPMlVmH4vmKTPPPyL43mDx8iK15W8v6LBz5xoeMscpsbcJznOzc+jlJRCqHp+R5winLhMHoAGt+aFoOCo0PSnjlU2DUMSF+S3vMpHUIyNnkeGkKbu42HZN+TAKj3KdYsQnc5v97fHxtxUsdnbzY8UQFAf6ZHwhrVwXmO5+ZkGwI7dtZ5acGeBr/B1/V+n5tcyzlVJ9FT864v9O0y2DQ6/dEQZvKX7zq8ChtwlBTgeiKkqkUHB+G2+sW8x4rba36qa/Nv7v/c9zCBCJg+kKwRxMgwO8aQwXg7TTLNRZUOSiX3ZWKxK6S3kfdDv3ynJnlBvblQNjBWjcxow34DU6f3yBC/+HELaLBgOb/lbL7qpUIrhHFlTDdUqjCUkwBY88WuZiyh92WirhJ5/ViSCduKwSklCgqkTUcCPCzq22kanQyFXCoOwE4aDEr/1+NIvD/YxN2WUwz0ZqpzGXTiJgl28rKUCr+TIGmXHq1QmsXGEb3c2C2c/hxSR/oMC1QW7qOh6BkGjxzcrT9jxzZCWWBQiuuAtvegQ+BgyNqYYzjx56IHWl57nOwTLogwxpPeiuZW/jgAqbitF2HjsCH0u2F9EbMymICuBq5deQzdnq0DzpP7Wx+dLbyVjfxdfPOROmAc+kpXYbwLs2EM79cpzX+pDTmPJJ0gMwemMwg4KBP7TvIWhQH6X07QtdkH8y9dybczE/S6dJvC0zHYfY+uk6GNWkTesO8duIQUpeuq1Ij7xk5TxlXkfonXGJEzR3tJPyjT8BwFxLhnkPRhBa7In5W8HAYQNmxqFoHQDRL4eJIOLOFd5nALKiRPT7JPWn/O8jOOEKovERNdvkcbvr7VdIV7gnxzdyudBLeLxOOly2YvkVyPYWjdk+wx64RijHWT9YcRflGPqN6pR/W0DmGicLMBcCkPZAFoWi0figtoLwPWHGofooQjBs3kK2Lobmfw1EX72ZwrLmgqu5vb+BhipmZyT5ouQs+76vaWnaDUDik3AYffN3Zr6vkFLurUOA+MG+ENeE5O35tO2QL2N9y29LTP6E1FZHIEeeCV32IxNffT8R0rUJkF4bGgXy+aNw5/BIKmqmztddV+0qodxx5AAtBvNYbnqqsFsZjiko9CLJeyAW///6/OARNmrKu5La++kPqbrYLX1mGIEVsGI49I/jXej4s14JFN8LEHe0kls2U33z2Z6fhdLBthbtEI+7oc0tIhBBWcYwlRfNTMpUYaUEE3AuAOmdYE6AAlJSo8ZmaKlnybNEzW8hOidzvene0oiYG6ZpOKiv8J5htqGkJqPHmw5+y73GPW9mCyoR3wgIBQ2jCKBwixuKncL8/6VT3IOMaLtf6a7R+HNTvi4rKcwemYCgmMXzNk7K9v+R7pDod9njMtenFUbi/EyXF4suhmEdcSH1rCbnZC++kTs27vW1WgJKk/Es/0Pk7adENwfcvMCxHWkciJpZWW2JIsz6YHDZxKbvMiXWxz518KuLWHK6xIYCDTo3kLZYVsOkLiqy/cNdzXd2Y5ABpoCa9IZqNI6x4obFlM9+zPg5wl++RxSY25787euqHsL/1X1uRl6sMQZR6rLLRzh4EMoyvra/Uh2nhTCa2JK8DG4NEpkRF2pYb6JOl89M8a4wArCtJUuPtyM/UcJTBvY6X1spKQvdP7LSzSyZSidE0+fK0G2vkV06ir+IJDayc2sqZLCCDsFcRicJJ6UNAMdVxpmwR2TVFK1VbayPYvWwp94etSiGw5TArNLRd/DHkZ6hzSpXpx5A2oda8vOm9wB5oej42T1Vl8nzLKDldZsHyWdgir3AgEepPKxxPhagovzuoTGpxK1selIp4JJWkYHcxedOtlX5fqORu9/bDQkoUpNqWC1MAxNemlxTQh3JrpeHCstph74I9RG9fc5UD9Yj+ugA8+xUmY1VAmP3gI04lKEXLPW4kRmcvgsaj8tF5rEfUFm31GYO8CnQq9IUi2Q5tgO6AqES4R4QlprKIqQ5kG9wGeF5voGsYc8UxVPetLC9jqCLs+zkmcVChpgOVdVPqIzSX/Vnk2MUzoJR+zKRWupfWd53b+ovDYw+Pu05n1aS/I3xAkV6xMS79eZSmrWRxPIJUrhFrevEVz5QVY0tGCcKFE4E9GGcJFzo6ZfgQAKzkC7CMGaUTDweISMG3pz7d0xWn2eatZXLpQ6XFh3KQx6zPaAt5CLjb79FEZk4h5m3IUK1mEeRwO6Q9jS0uEzqCsxTwxAAB080PXsjUyJKJFJwjv7sAxZ4LfIf1kcQmamiULMZPhhRM6FHj4nsyXxUiDXVV8Vxa2Cc1x/zk4wgPQEcnl4WXpGiR7z+4043OHiCLLJlgG1Qh9SgszMShDhThlZENI6bjlCtFhbKgHfgOdN7gFXBk11+dq96C3P97zln4oRvXcY60r9cbLiNzgQoeQoGP3YBwAjNYISmWsBId40cRvY+u9m3VgOB8zrqR4ph2fYbnx7bICRUuRXEvowOtlK6eCQyHPR8k9UCR0/yoFceRYcsP8Mb1EZg/+IZUjFB8pYGv0MQhBoiqaRCc5YBH1G0I5chQw1iZMLnUxfY5tS/DCRxUBLUSMhnKiu6fGKHc+I0tvMMdjZgjVIVsrbwKjFpZBFL6F/jLKJqjEd7Hq2h2SDw0DWh7MMmUQBFzqTyIW+JD0A6sOAygZYa3Tj3lVLQBUjmnbADjbUqgIGOgimyqeB88OSflvhpj5lmHmSUM8R70U1gNuViWXY28wj91EFfoWIXfZ2+boImh+MktbOx9cAeg0bti/IDhDq20mCO2W5mpTU0fzfMewlF51H/lz0PgTlo5+hL8nM51ALFk2NdUY3Orq0yrLcfhgoOnutz3mZ3WZGEp0prnPTUVBDU8OxUaRIQ7IJVQVjDkLxYZ3aGJCOngD3btgs3oqYSH059bK6VjFsQLVI7BE+jjjC9JuSjzY6k7FGZeP60+Hfs9Sodkbd0c2u4xb+HaWoh0fk0IBJc/PScH3C5MnFDqE0/c46+tjRV+Ag+NPJWpZNUSXMOOtXZH2zxq40mUAgTyXX0qjRPxsIu+p5HFqw6lcXlmpWfMPmlM8PV6DdiD70HzoqGuaNi6ORlT6Kq5RIxEwT1VwORzCS+oRvY6a9meK3fMOGrO4XCRWOJlvghhYECavnH3yCgcYoikP8DgggtvNATT4CtQo/Z+1R2gln47Y06Os5jG8MzmcaBMUSPuTaIfpty/p0dhlhmceV7FQIdwn4h6D4c9iTFnFPrSartQ0GEyZHf8m7nwPmNtqCUdyqz/mNe5mf9UtX2WJ1uzZ5AcOPNT+xRl5Y7jD767zy4UxbC/EOPfCWlZc639H6yoRrsWEWZSYZsLpejRChVbPd1WlYod24DVAUW2Fjd9XZBZ1twvRPNhmDHkjbna2b9Zj6Wj+LjrZC2RMwqpdtSJNJpLkIk4Nt/8WgwL8i2O9kZLQ2PAT1cgD3QN0rbk7N/3mqX5hB7lZkFVfIxNPGlBLDUmPTySEfcIedq0b+zXzrI3HHS7lW+Y7DKnAOMuOcRvys8yhjTabJ6qDQww1rPQv5f9jvFFra71aUtJMgAMb/q+lvZKMDj6iL0AcAYc5BmEkOAGxmYRr6Kv42KFJbrcjj1z9M/3i2LdbhG745kn07OvUn8dIpNmFexW01j/dtcYWMrv2syqIotbdNrlkQx9kN0JmcBEONZ52kLvHkdJyZ+0y3mIYn9jl9cdBph0PfOlfy5mIVKYwB2b4sv5JLov2+Gvp1eJCiX26wNJRoQePK54drKhxE3tDRogzHpyGLj6zo+Oct2fvV8x6E/QilJFwtLkgKSrc9+Hyxwhxqusx0kFBKrZSx3I33w5SUShdNjGFTXu3gDbxgaYYqwELXo3t1I8PJzAwB2/v/5Qem3wJD/zc0B0mF9kGkwRX8Wi31kBYz1zvA3yDiu7lV2BTwQSnzP/rgTpHqhMgazjk0rvnHu6Crn115qcV5JGZwh3Kdy8jhWbr8GaE7qs55JxRk6aT0xQNkRaz6nqaFxKnh27inQWrkoDcLj3s1rMu+2IyI9RGeLLqNS1NBue3qkMsHhmwUEunKdSYF2u0zxXKqDrZt8dOy/7mq33pRDsx+W2d8lxgpafmpHhOVxxrtsIkTu4MmXFv5MzDmyUEWdFgdTznXw/qUUsPhMc6in+UQLqtB9J7019kgSjelJmIsRmWZyVI5A+Pm+hTL14XqOYA3ArGxbA057o5MhNgJu9LQV0Cf945KC3Vvb6RBOhcXTA0EDNmWjfxUl+Rer8a5Q4oR4X/JCmj+PIMGLUEfjmGpYFTo0TxIjMPZUtgnRUPmo1TaV+CyKtqBPpuCkkz6Ml7+guZKJRmlsRPktVGGF+2oOwAEl1akj7Yis4gAoaiBdePlGsy+YJuDkDVZZSIhuwbgSgqHIfyn8qbQWIXUff0OIS0sz4ArCAoVX1GTs0KkrLt4jwYROfJN5nvjuS6Cc4nA6pDxKQn+VyWsqEG0kawBzMCmQMJT4UwUyRjHlUYj8HgjIgex7314Er950p7w/YXfxChjT3s+s0zvLQStXonQn2873Uhk0tkzOLeA0D+isWwd3kG87wornePlIcVszM8tpwmVsbciZX9exgOpgm9KcM9XUJQyDzmt91i4oC4HfgLegz9EpeCtfoLUscuXh1Ea23jPW050ylFpPBUkw4m8W6GzWopEyVOTxfQUqNMwVxNAAWQU/HScoTwUPhZ5ld0BKnd6IWPl5hkmogKFuIVGOUXO1HA7C1tDJcYA38Aa9jCr2fxh4S9cnxAowHOANwL/241oCC50eTknV9XxBHmRwGmygSb9/iyvTkNnsl0eEK3G2g9w7BDJbZjd8P7gSOUfYq2affX45TR1v0pyp9vIbF197llGVbCNsO72dP/rWSBrjgVDajx/YSCiBd/GK17YNehWI23Wvpyf6WXvUih4Cv6vsH2SdeUyGyJMw26uXIdH0Fl23Unb83gDqb8dsecvpQGXn/qusBF2Aa8K2H3W+Or8kWhGBOIsJkxmMOSWcr5SguS9fC9Q78enhKnYh2uNjcGZqUZgw+uLpQEwdN+YGF5P5ijsg7lcJruxaBw6SQd6QCmIiKp+4kGMVpQP2MdpAeVOh8qbiAjP3DbPWd/B1dt+y2TMtjtytloxL3lXljJq7z9tO2imePhLi+VWhK+WmYjlae82OY2OYAdge8OoTQL32QWllncROalIWWrqDRGB3Gcm/pf5h6CUjsRS8FAmsGzLg4a57nx+w5rbQ+WpCoDInREWR+Um2SoZyM0KPllVUiTl0TS1W0VLKodrxNVYp9ff8u2t9MM1UjIBIroOdnrPdE9R9ar9OsI2yWMSEyI1bREgahyNRU48Y6WC4c/F+cxt4ES8j2kY+Fs2aJ+gtpRIEWCHELmwHqjyFuHbI1sMp/wgLm2Lmk+XZpYUcV+1c0HJPOD8Xm4QsGD0EcNtxJyNVPcqlCF8883Jx/x9hJeKCFHNoEu0RspBR6fJ8qbhByG8+MV3iE58ImQ+7qcpr3wTdNsxq6EqR8F9IMCjHZIoxApBAzmdXWuJ3T4w2uZ8Jvb/ernOqTNwNEOiWUGOcOqbpbRv9XmK07gOShVQ5qDFJ/1AOQ2Q5dYDp/lQcc93E6+Hc3BfYvJdVOOAfYF5bhZAQMimHuJsBGhV/tkWJiCk/+2jQ1sleoE8lZxDYWfJrFIQdFpg6oVlnEs2nlzTmyvN0AJSlPp9IbF77+MuW39cIi1qDkcWw/P8SeGdWhgtxilAMtCKWzCCgbR5jLfToT5OsQ5bnoM+OIH0+tVBD87WMcIToZMjanfa6aCvXKfzVQNFmIFIdHcvX6CuqGQ7cy5vMZaxQW+zA+H2VLhYqT77bxOuOEk/UIH5eJWb6kFIvY0ceFdDOz7UOf6tlxQQ8YSl78cxxe2kTTU62t3mjWYLYxALCqMwSbqimlFFdp8IFhW8s4/KUwvYE63LZDcAClpt2qDkZA7Xlz1aRGtjxnYtCdqJCCNqV1+7w/0NbHqsLUb7Ec1BLBqGQM4szpXTjF98IDgV+V5SCibhEuUvYlf6FVHOPjyA5/7+WBs+Jm4miNsoSze2uh0+uIfPVIpWd9gCWwV1rNYecNx1z3SEMxm70N6GwUjQ7qLVWbG+uCMONES6HcdkuVpAVCOXGZrptLW2wN0hPSSmhNPEbpkzOgT7FsIQrE0UMAFlV9UoWlM0bP22MxtNVQMqF+KM7QMZOxm7ldv6qy8pxIPhp8vEVCSRp1dwTA9dqzpYZnxU5mxD87D6cpgHrYJwQQN444VO4nTmlcXAMbBgrcJrQMQhpwnOGUuYgp/neLINp/eb0RIw8W6GfbZltr7GOKKOE0wLjh4hiAnUWB6Eaj9ssuL1mmxPqcNWkBD41QcmKwniOXuYkOItIJL4SDFVdIBcGprEsUEFobBNTW7/50YJ0PrfqeUT8mPpT4TPstJWU9b7N/XHM6MgonuTL7j0cUW+cJyRW1P3H64OQ2EwWs4M1mUXsqZs/KUY0/0M7XlA77TgglIcorTan/wcTLqAEmIfbzqjLyANfF92G70nh/+tzu5sIjp/6Nc/QUjHdM15QKenE+MQKfYO1pZOHLgRlle6CN2vupLwtGEfmSnau2WjKjs1wcC8g6z8mnChGAV2az6iECRmOsFSLDr4nxpsEXt8pT/pJ2ryNsuw2krXQpwVUie+gKHei5owaxxe6ILM+170HxadOS/I3Ryl7PR384FbSoUXdCZDjFjLd57YpV35CCLK3dPoIQRee2pVQSWKee7XPFChcMEjIp2PzhSRIUEsRSdCQvwSp391/fzfTfirTs+aQwvi4suww5gvexrB4hMJTnt0VZ0XDk2etiTuGEnGk45Vfk3m9JgZs1ZNmM97EsJJg91rrAvn/TfZA5sFQxMYEi97X/CWc5s7Y7WXS9Q3MCiD58tTWmydTQZ6oqsFfVqPbmkoiwV8jEh7Wv+LXQ/IKVPfMhYF+FuLcDQDkyHkbdxcMO7qfh5/snHRCjnYxcR+eBTxfrXb8FY9CO92zJof35bXKsZixGW3JQTfdPAx1WgBDOjCXoBEZIVT6L0/D/6m6CkK2wesyelHxmEskhECnV8GyBdtI3ddXrZwid5O7FbaT5zBaZRmvfFbj2geYIc7GdLodRD/Z2Ik93ehJO29CNy6ANsG6PwPkQ+VLoxXzJ49+11FybFeiR+khVS3pZc5fd7xc/6ZxyfDkJmPn3SYFTqkPRRCcsnTcOpDVNhgMiGtN5TEvh/kwxkLHwEgqVYcUXTh2/g9qIXpQFFNAp5sgxBE6DzgDe5yYjdM8cBlOtwPTkhMbWoqihiDegdgGSYUPQnEZ6ru6XwiPY786sjbE5yxmwzO0WqiTErIZ7gepw4heA1xwuhBhQXnOyB68B91o2XHUHeUKqjkTc6bqipcFBMXdmntiIZaQdUwt1kpHTygGTzv3Uch5SwbnXc6SPuCm9lQabdYRL+cF2K+DWBXi0L8q7A1NYRNlpvyAYv0c3Zslho4/1O9hMbf1B9zNjVEWChbrhg3cRtDdWGBiVeXaSKO45TdSCNY60PAW6pQEY+UMZAtNTEs18WMx6tFetNJh8OBr7GpQgUGpF+r5qpM/A1bGj854HtL/MR6u7dC/2bIpPdH1amfo5jpaUDNqUVb/PBApK3pGmNy0exnK7FB7JyLJ4SsXGuZaahD7syukkQhs/bYzLzHgwq4pEwv+9nGqRE92/MZHAsXWMtXefTHCluFQfPnslPH9hQC7PmN4brT4/avnY9s8cYYaX+YXxH/+5BYbYPANviw7x/cMdgP5mjUS3LgGKph41TY+1P+NksmPaHK9gsx9K6fIwtijfwJ78aDUQ1uNbv6B956IHzwosf1+oAtBcMeIHn2iOf5Cry/e8jksaaNeAFbaiWVv8eEG/4YuR7YQDRc/9W6Rl3LYoE6P9U8IZkLFNO1S2PJfvh1Z2ubzPx5tm4FsazIWq10Byw3zMprAARNZHKK8y81TEgBiw0dUcJWQAVpgDkYB82fbkUElx5szP/S0twTlFayc9tec/WYucx9xpugW0x6RSujvyRhxurlxqoFHHWQGvZ2AzQ5N3xLPz7fKCtL7BwLWtunrkV9srzdMmoqov9sun4pspmyLcgTS2v4he1fMpbTh+GUaB2vFbAfa4ouI3k74y21ieKDi9Ott35UMvVMqb6Ap8W0YWDdxzj2ogC1JwpTmS1Q961bDpyeOZ4RR820lGlr6keqnzxcitKMXrTNgwhP282Q+lQIGGIBivLbXidJTYrx4kLcgwSjg0hMLH/yvDbj8qhWBq+8eJwalE5PSWRjmv3Otg/wZlYni6PaJjPk3+IAS3ceXQ1rV33nd7CgoU2aEZXCA+R3q1uhFXIEapGWlWytx2JvodZsy4n67u2VvELAP7zkaclCmM37b/++f1eGqkc32+AxSBcFULN3zyK3PtLEZrMX6gMB622RwTGWj747kIZ+Aa/lp2kPbhpCpyPGa2JZpVGvIipvONFKCTOlwecbXrdsvVcK3jJWjliJxMmaOECCWVTzPAbKXVKuoboAqn1aGTZy0DS7/P1hCNGcubOyJ0h0DVG5COj5RCY+9nOy67XdJ4Hby1rT78FfnnBWP6Nyqbufc4wMMzJeTasapk1DQM7EAew+VujWlhhbi/xHMKNFkTquiLEaSMGsno7jgHTFaqJhAeg7VIm74Afs3PTEAc7iIWDA3A93MUSih7kaO42ypCEZqwgm9ZPFOmYTRFsZaLkwZ+srcisEjJLQ7lmWDQt3lG8PWzs7KIXUe15llUG6EIwOliWx6d9vs4aAhsC5EJ/3caEt4AvxTaG0zaMUSFukHv31G2tgXjWAYzJ4i9OlQcv3NF/WsKSZJb0EOFb7Xpg5mAKMba4yGjY+Dut39bKmifzSGAkH8h1fJ/L6/Ha6J5exxQWl+Zp3fwtGqO77YQAuN6SCnyKUTD71AF10S26YMqCohJtHVscrxcCcmuZnHZWKMUOFrG/R9C9e78F5B/kazRGhFzbgo627Q5CJxOv6Rui8PM6/GOlt/hq9euXkN4V3CC8/khsQ2iBkOv9rPpAHJ11qs80+wYbaMPJtOpRtVdfekiO1swikpnNDDFS7+tx37Ug7bQ17Rvm+zi7u46oj0Ikbw/ipLUFLat6yOFBvbCqwbvD6Ngd6HaiQh2cvjkVkaN1cyEcO4QVG4Hqgya3mUB9xIb86wYCZIti6T69C1wFxamhEfYUoZ9NxDgTudEDFlzmr6jacNolM2MS8KGzflAPR6G1VQBkRYJbK0wWSfPAZFINvlWIZiow7kmgE5F427d/0i/wR7Pu6PAEBLE0XO+Ezj0V2t2IfZVVPAz2ewN+evQ3jU7P+qXg+lWVoH2ufukHs3/PYvg5+utFdgPzxGcgMehYCd5KgGWT8VSAFqJ3KrV9wBFGiS8br1tuyP2oLKjo5CSdCTxTP2MM6Py6NBORHbfpi1LNgVZ8G6UdNE4f+5EyXQmU92aisEkq5dSInyX+HBxdKu6pv22pw1FX2QnQ86eYidWYK+rh/ipUp2+sBZvoVG9XvvxyrxIKJz+65R9SQmoE7Yl1P5PWRi9aMB/3Puc3ZifHnBvCILhi2HS2FP/FabMzvHcJWyAR8vDgwPelPmvoyVUoqh75Kxv6R2fendK5IVE4KMawnb/sHMuLzOoykGtbfz/k+4tcLb6lP+D23mTeq4XHG2+vEs7k4USp7m9dEjEd8BTn//k5cpKhNifwGEJlZqz8oCxM3DW4SbVj+Xb5IM/Vp3Bqwyxg3RlHduTeEB3PI0NoFEdplJRlaAjeDaAHw5ChNLHuu1+bHdOGr+WAnNtkf82bVssKBlNMlak3PZKMCBP/mjauk8ND1vFAyb8I0G/4vj0k45FoxCugGs7YsBwr7PkuC7xbUwkHURH5KeMx9vht+ViLfBx6HX+7gYMuJ6YWoE6PbVh3fbAuzRlvM3fm1Wmp7azbFod9k/EOFqMeTNQAQ0zyDYAcl9qOSfNO5rNmv2YBK9oDoT5FpniIQrsL8TnBwXXR7zG/PxSYSFvFhVI2fYuP85tCZTefe0gsAF0h2St+GSaB2kmB8Mk3klHWLVFS4eBoXa+YpfoDUw34wFs2KLxMB1g/mHEt5mG5wSoxHQTUFoeEj0htzWSx5w71SeQG6rwZClmUA237j2XSD7nr7/lQkGIOuQNPsJ527cf2KOqrbyTerFaYl10K0H2LE7aEP5GW13YVgh1ue48x7XtwQDZzNPi65BQhIBsi0kQiouGtN391b6hCWfE/6R6ZmZhPeIed5xzW322QPka16batd7eVSCqykrU+U1uldFHn55bINFMQfZXvnVmvOz4RbXSh7sniSlzdlKcLYOB7xmCFlRSsxepN7ihO19A6+p0pnMOWcWJcqCia99q/KP1ODQYMu4ta6mzYB/g4kL09P4ix4NV3cMC5ngNaKysp4er4QHCJvmhnPM5qgHt0Qdgs0oTjmquTPqY0VUU/I99ENc3pWVkl+QsWUwp/MrKNNOfDx69/YjSof4CRxzqz9/Jf4STZojVkwhSI6stWTFHDlvpdIVRjhGME8NW8RdFMTHKCYbFzhgrvzZjzKi2OlS9gD0euDYCkjeobPlRbfHsgPlmrYCvmwhELBcneGJaeJNTzsvwaB7SxrWMzw39dhfNOAmKnh0bXFSmTbg5UiBGTDiZxrS7mmN9bMZU/BpY/kWc686l2+XAGMg8f5iCGNRwGSGd8qjqPP0oeVamFaOgLY4K0hWlnk0wmc/G0wDlC8/nYONXc0Kwg9lhHdvfWXdRbyZTKRS4rHbCm93wsSJcl8X2kqZuGOlAnTZcuG+TtrmG9rYtuJC72KsqoQufFWsH+CxRcgmavhqcjSKOekuJymzA+psMtqa8yoQN675jBze/U+zwrX0ozZOmcevPiTe2oIiJ+Hi6vL7XwqXTYQMpktxcAtX8/QqRQ0El/5Q5C8Bc3tA/E3Mwn34YnU4jjHoIkUuiE+mxcWAKZom9DYXZPXj3ofzQeERs67xrnoaTW6oY4F9WoJWCUuL5l/qDGa8TLNhQpkn5JFCXhhd7GmbKJjYhIxyfMtbQ75etw6MqgyBfDJnvj3RzxnHWYqq8uOIGz56iyNxkTuwROzBAjfwRgRmY4+89ZYudJHjr72yvCS6HUqA4WvVZWELIfTvBhUnJ+luQ9iDxMiGz2s2SAfkvr5c1UNJiCgpuaAFZUhYdmTVTo/DlFwm4q0gFV60RRQUn+YAusSwtjEIKAhLH56d/nb9Y6FhrrHQ8z98mHsSPOtGNzsgZC9CELEXkZ8L/RI9xVmw78Uqb/YnylyCtbHTkejQcPNqMLVFXm8BE8yR2YaPW5BYVA3/3kK7EyiFUul0zRim3rnAvAJoRsZZ6FypwfsZndZb1hUvanZQVFDe048CIp25dPRTpHDSsZ4onIhTghs6+bkl6K+6/nTlGYVkyW2x4lvQhGSFHNtF0R5+goOeywVCATMvh+5rjmpzWSq4Ov7L6Y9X3DmazckEnVzxC0ZKV2nRzb3HoKJw2atqbSfbJ917Di6u8wU+Slt/W0f/3PpYNHzF4eoftf2DRxTkPw4qUaYaEzdcBHzAJobrk1voXpl4oBKeHQw7SDNbqD9ZMQTBV9T8YleBH0BbJmv0Wg2rFcc9aaNv0FGZKyxVaooWO+7bUPu9AygnMWpDW0Ua73xxKjrXYDCoN3mo1cO/EnyXUiGtiAmGIj+9p3bisOWpn+kF1O2W5XaJuFQYSXYIpoJCHGGlbvUrsbsA6cg/MGiBcIeMiVrypprV3+E7pRa/eWdMNf39s/VAjdDbSE9kI6+XTpL+cbn6bXPL8YS2YhAjNBLFOcHfnjyKPCqxeTCgYz1JGgYpEwYsF+pS00nZYLOfh4boDmQgj/MySa7i47DXG+sy9OOuahcosZlA9o8pcn6bmP0QGGB1lCZcz+WG32ZKzmJTSCt5cleHccezECLxaaG+yuKRvlOf9JV/oozxYZQkebHkHWSPDEj7lLl8Q2WN0G/2hW3wGcwUamkhj2q6iQ0pWDY/J8lQVfMUkqPe0v5sKc/ZOu2Ne9gOsTy0rIoIDOfRzksagVOcvZuZq/6OciQc6FPROUtbseBajUVNiC5e+mI6aSkzBI+lzVwGoIp1dCUK4W+ylE3Zd5xzaD3Di8isXpZ0gaSkUJWmTwe3rlnPyI8QBM9dJu63kr5gnwhyGKe9pOOlCpfVaH/zJ+yVXO27cIDyqxdzcu8wsy81uq6vQPUvZ3ijvBiMLqxqZGBxSmU7AKEI2aNRaV7+kaQhl1wMPpFIvxRtsTMpRqJeVSUzH1HbxXXVjlxX/SnzPSf+OtSYgu892HSMgQpdpo70hUG+m4Hs2CTPdwQgF2gNKN1oJTqU8Te7s09ZlUrzUvyW2byCVRDdpoayabZ6Y+AtZlhpGp9fW6otzFPiO1TlZDt2Mtb4Vr7hpvHZlbXZzQDXZvEoJ2U0APN4OYvbhxON52rigjldd+j51QPZnRfcZDX17C0idiR87xcd/HzxuRA0bJW3/ZC8noNl+5Tuuz1nlSqz9YpUFni+YuvHI3pcdPvA4MOr/GBgJxkbk6Bt/twXpYFIkqtdOgX8QMGzv7i9p0qSstY9pD2lBFIpwoP8Y9fjc4opvzaJQnB1oe+ZCh7wrOb8coKagLkvoZdOTSTr8rhYku0AUlrpIHs3ByAj4+O1WB5z2gxHL7VorbJOcie0QFPaDwP2wxy5sgsa4VIxqvUyVo6bMybQiisRgSjlGQvebp2z831VMLhU0MhfuBTlfxVftcwSJqt1r2rfQwNuThXarnn8+RkoUOyI0lEN+QOTr/as6AarrlyL9rKORtwlKQlxPs/5TQxa7JEHpUGuB9ZRpCQlHSx7axhzj9BqMJvFEJDBTOofUUM6PmuXE6TIgjzgRGsafoSqBOne4dzElDmk3yv3NUD51fUwIxeXm/r1sETsOhDKspiDkqPZOIlH+HVc8anVbKUDJcHaCFPINR7MPcaAvnReg3QIEVKP0vXMYUB9vlmUWx8RoUU0J/wf3YQuzfrmiU4/u9UvCR+N6t6iMFyEF4mDNvGY6W/HG7qh1iLNLDPnEJiPJkPanaMYfYI+t1gzHfEv4S9dALEPjF75kz+hNsOoP69AW53vA2dIJpCkG+v1IXLg9OK2BzFEvtLESFUZUqZxhBWZP457QSxUCgJHyUlfzFAQnDETlEC7G7bqP18VAhJZsHbzlukmUF2H6DWK4s83bfZv+8jYAdN3ZUNIR3fKfL+AIURu1U8m/jXRdLaX1VRle5F/3GPkLWoZojg/ktPZe6baWmHNLez82IuHGcnmJq+w7JGUqUYjUUheF8/CM67JnxlGzmXCiHWPVA+WBOj//R3SGfLzOQwj6SdkCWv1+wQkwjq5T7eRfPuIVWsoTBhH2G6ZV/POHvvLp5s6dmtF3NgwQFTlBs/IgzPTg2Ip8DcIU39o5SO8tC+694YMpzd2TCDf4LHZZXtyabKRAFU1e5CvoaMG7JnW0iBJGl8x+u6MzE0rTrkAS7HRLgbCYPTfgPz4SxUNxVarZtIOPaLHaUki9FhSIdSwGCW+rqAIcUdhggXjSas4NBPtu+gyRmyLuDtQuGU09MUzu2uvkEDyhba+/ZD0Mv6vw83HGEgvvDFUYTVzfwtIJ2tW4/wBBrH2HlTOfuFCDjpPjZelCKyVV26XXKQ542mf12MqQ39/iljnpoZx0zVaQUPGpuL2azx79FbJnSy/bE7XY37VOWjvENuHFd/InOzh0pEGsQsJjjsiKUov3YQ9AIXzO6/AvoJ6/CXhWlvx2PG/x6URL12JiuVUCIbmNVnAMsypNXfejFIgqBcKXPPUGjy69jUaG+k03mTOZyfDUcyr09jvLO+nUfDPngokZfBoxRIGGkrrEYQzLkozKCpMX4d+XggmqqSv0Bp83sL9318U9esB+w8vi72aAj4ywKAQLzqjG8wSdXDflQC6QdLUxEmhzZQSXY4/erDLMg5MuDepoScGz2uuLvjG7UQRsS45Xl4ElUCM8YQqkJbp2mnG4QdklIWn85GvVg3YrSb6HEmdlu3JvNbZQtgICHk7ZeD5wNCXO9pSXQMt2Az7zmsSYvMUsIIu3eXvTJ/K9VrVXRA+JRBdnNd+YaHD2Cx6uKNG177XoskqKA052qFBqAS6SeU9iP5tOhPK0nRAK2nfjqZenMUS68ZF6pkkLZ7+jaCRDx5hUr0v5PZ8Nv+4oATL3Z3EFZHxw6A4GOIy6yLqD7lS8xzosTt+7WgXpRsRdE8gH/bY7/m/qi//V5PFP6HFy/bLLbopd2lqjFN9Fmgc/V00uh3Za3PXl1daiSafr5NfECeCaeRzpy10rcBRVPvG8UX7yEU2YsZfVnkkp0QL7OXDrMoJI0KJyXj/ywzLEgbcpAigTRgZvCilSUTd1MJL9jEhGk3bQHrszRP4px295aIWf6HbzaurZQxTGhVu3Oc9MuaY1lwixKDOs78Mjkteka6JK/n3uui+w3wFqNR3aSj346bhsxoOnzhzPSySAxbeTAttQUiwNQRv0CPkHnuwS4MSn/VuG/qr9ToQ4YTaDaymFn3q2sWt1FMiR/2dWe3IeR6lXFbvsGoHbI9L73IM+Od2MMq0NNaxyzqd5bcdOvyxIwHlVOtjNdEcDni6QjC7HKu1VkdJ+omhqYvR3YFcLIy8PZMDuypRAIV0V9N9T0wS4CEfLFaQuJb9Y3GwM2hebgbjXXWqXKbihWzSWGXVXPgZ20JTW3/H+NJf+hMrDZiYxWY1dIVCIoGcCz6ylzSKsVchGruTwGT4w0VJDWqXoF05K0GTpRTbmtRe5HNjDBgo5xhfN9aCw9Wz9/XCCEEW5A8IbMFrDaLxP9UNM/MS3mD9SiK0Oi9Z6AWQ4NU6WmSoTRmGrgtlGzFuKXYkXuq+bLsUiPTWasaVvnXmLtGjtWK6I404mNTdhYhpYON8ZCNbCgD2O1Yd8vQVtD9w6aEdXtOE/GNYoactl1K4Pv/k6AXxe37QwH4WVHLO9Q1S0jIfOnTfb447k0/+1RPwA3/s4PvXmGGRkF3HaJR7WFDa3bgIi7MIWkjSoySnKli3zN9/3vE/QoWPo4vgc9dHkOKsBWoW//JjvMFB7Tyh1g2aiNhGqDyVv9pitB7AJ2hE+Q8YTc3V4k0Lvchdk0qCoKSEh+hz4GFw/cAg188qvM0vBhroEhH5F2GWa1p9wzZ1JJjKi7AA4RFiiIW7RkY41WRGOEodH3R+ZvncBXMNw1j/PkjjDi7nQxtzZqRDrki1eCseTkRaRo8eY+PWfIqMZ+VoFhlhi2MoktPobBZVzEGEzCPYmWUUc+9cEFgrcb4dEgsA2AMloUdvLW2N02L6FIBGoapwQJ+WPTGZqvAoAJi8SXJlRE888XPhO8E4lpXw0VOJ0CzG61nx6hWiisWAKUNQp+l98Y5DUBh7aMLEmOJisEB2ew0HVeuOBigledA3ObIi9JwauEx9410weLio1ITZR8yoC9tVai1PMPUla0ALyizLvtB3U/Y/gK0n09h49ulnvWqss+yTVLCAguasP4f6+oFa3vMgpOAB9GN6tEVWvnJJOD+IOw0dQUKEIKOKgVTzrhLjuPzrbccBvMjbgGWOp/P2DzgRfZwySJ9suPvalgpzEqL6w3iQWfR+M+my6yLr/Fz/EOiU5F/fATd9LaD5lhBlQ82mO69xL0ghTOwomlFuVkMI3Z1SIhcnsEKLMLRdl7gHdMYhjBT6HDNJEPHXw5ZvzDW/SuT5EwLJyB1lG+MwVCCylrTSGKDWCCy2q018E4kQ9DootNHDHhUdoj8MR9wZd++hZJya77OcjblrrXHYniMV3E8qSMzARpx4V3PYQDXOCL9pdsykVQr/84M3xeJmB35A3nTGjw2HvaCR28J2CxZnC8Pv00IuCsCbS0fJ0RQNL9erSjvYzbf7WfwwX2nxdOCL62Kkmyq2WjF1KmHZPgMTLt9GlB7lLgwUq4A562cdx7+UWosW3N9LeqeIi/kpA4YvB09cFilFz8R47tajBAwFjgDG7is/txfK9gnSfjdE516QrJq6fMg2xMVzV6MOAPB00gWoC0u20rsCxWwKkgihldLWXvGlszk1l9EMvd6sAv2zVaZq2cwW4aW2PX1iKxGCcWO+46Gb0XHj/tK/7igKh1lMuFsaZX/rkhtVFYIPoCXf31ddnHvrZPv2wmwDL52MsqlS4aZosNRDd/zSo3s0kjozahw7C7+N406AmKb4b7brP+GeZGBdvFEpE2RkYwLBA9RYC1BLKeoQu3wNh+CRIgS2vebbLaazeiSbnlYeGPWijpg+T2xJwwUTJbpL8YB9bXH7XSYpDdE7+sH6QPvoqIx7kgWmVSmKR8lKq7ED026kjFqQF3W8BRTaaZY74epRx/2R2/Swyw9lm58N6RRKG2G/FQb7cP9I9tRzpnIDcEplyE3K29h+2/tOGAb1RmTG8Sr/ZTTg8vWg3zM1Y1LePXEYSmbxnrt7AZkVjdEs4uSmM6oz99tNKJwrwTR4KIsLZUcHncOSZVzNm6NhRch0dFmIzbccaAVbGJEyjSEkwbFT6EOZ8DsHb+g8G+P86bB4vgKv8/tAFvYfmlXfEwGviuG9M/HpUNBIILgiH+d2D4Uwb1k9Oi33apc3XYLSgy0EWzCehnNP1d8wsrvZBAw45gW8gct5exg2p8J2tQn7LYzbrOD1j+9ja++9jr7PbpP+l3SQqr9GwBs8+1Y/33UfK5sr+GKZk/f8T/ehsUqM6yiDh6DBHb0PxXsHF/+zWClwBt21Z6SMaUb2xUS4D6F/paXB8WDcYkbaEfVmMjnxLlEBlXnZ8kcQtALB7BIaS9OIRsA7Oewr2IvwcbZbszHCpFeuB2i7qKKcZJbdD7dc0Ofq/LIIPhYdQZfMi38XoBmn+UmX/Dar+WfVGJ1eMWBbwL9Ms6eOYYcfyWI5+v/VJIKfV7u7n5axvHBFmLohfxroV/MWzU3FV6oCLRyWAv9KFglMMjvKRq1Gcc/G5PZJ/K8hL0zNoHwoOxnRhiIdn/hPVThRjFHujgEmFW8JK3ECO0K8VaQQzF1gK3Viv0q/3uTtG9az7PWz4ZWJdDZmV/1vAws5m0jX+P7Vxbuiy25uvCXL4OdaA25KWJNPOhWYzaUdRTSsNLRnIsZ6BsYsXw7WIFgsdy2rAzjs0Gri58ySXeJqkuMUp8xZpVlN1Ycks6YmYOV11jfU0b5qlX4FHZ1I7S+Oiy6BOJIEt7bemliAmfaZ8CMe3sEWnOrAU0FrBq8nqa54pS/ggmmGAzpwgZzfwYb1VDfRW5+7VvGwPSpuxNrp95ZKRiul6TLmgr2ybbntYJ8uazzvZMGEPfG0dBUxQUcoQKMDOXjpwhT+TXdKeCxda1KsYY/Qt2ip6SZDFWH4ElQbrQt1fRVGqSjbo3BmeHAZ7744wfT4+aJs7kiRYjNr5UjQ5/83ELGJCeEW4DpQkdOG3S1ZNP57/80wxzhtCq6ZCMnzcDgXu+hfMTucXckv5QMKE4b+Hh5f52d4IFrETJB0XefYYzuetlpGnsTnaAhGV0sFCeWiJROo3Zki0M0TRhIwoF+vorg5RQi73GAaTyuf0P9LePyN271qW2C/i5QEzXxfTPKhRlI2bgh8oZ+sETgIfZfVUoeFgXlwa1MJDL3r2xvo+YZbkddLYTqRSufM4R7sPd9j0Ectamh4k9FC4ZqCsOzH39/fvAVHuZVwdVlElJpWOiXFfs0XmFG7hruukP1VNJaZG6pNO6zHITIulzUeiZtcEIOcWeXnfv5Nnb+dOcxhHKMdBkjyWhtPyVStYWUTPcGyLuhiS2wOWzA3GwolzD+3rPsVkVKrbZgxdJZ+Uyk5Gmf65X546cDBDRjzV3UicLltGzEeOAw9MYppJ2sNIf2N+qUOqgOqREfZPTmjaroF1Lki+Ckv0j8ViuMoTssgxbb8EUG2fl18LfHqaUIsBGJH49pOelcA/wTOBo4HaOpZPLD+EEsNa5Y2OGYLD5gWba3MygRaO/oY2CcvA4w12LwZxgXfIijH1kojkRFMNZDez5tf9I51y1/zn4ntIMmUnMvEtxVxVGnJzxQdhrbardqajXQl3uahpE5DUZs8WUd4OXhgO8zU3SMb70dZxdY1xmaZ6g8/J6gMf/BeV6E/Wl7RsbAMzrqv2kZTn1I3JfUKNN7dAlOaU3y0ZZcQg2KxSnKhlCMP8OvcmzzC0RTCxu7sou8XlDODwtSKGb7QOKYvQ4IFKPZtKvigyspegrjvd1AuyIpoSSZw5357qKKcTuuDloNfaaogx+U872JzWzNK2f9biw0u5gCOnWahldPVNQb/fHFKHzaoFFKRRD7Dq+mNVG5aav5enaUiYkBqLmRHa5XHcwCAb4/WDfdvVSJHBkCy1G+yN8hTtQYVNJTiyKkbqQ4hfyZVnM6qkDAxiEAia1KYS2gw0NjJM4TpYaXHAjQ6VXBheR4pusijQfUH0CvwTTjOvV3nGw+qG9UyJe1yLY2FxWJu0cwX7oGry9olZjn3d18KhWXN5HKhd7BwN/unJb1WxeVC1M/w4Fj8euMfj6hIytN1XDKRfuVY48xr5LoIexThAOzENaygzImptzdbQyXf3/ZvArEIiEJJURkZN14s+jtX+gI0jHFza2HEAJsm475lG/5t0FnV2imsz+U6lDwAjuFCR3n5uUPlBNmIE6knJybDeEhQ73iY3bdUY2JyOmWO4qortFbAGiyY3JcLudfMJ9fpltUdTwFNiRvmx1SJTJMhajj6xuEHla6AN6dRdLqrSXZgyhEeYdTZFJtI9gC8uMwhTyR2jOLRJQXV78+FS3b2x/0Uzt0RMS1nHi3S48uELa35UXrtpgcoXJYQCxMI8WiLmtWaWkxf04Q0MYElux0RMfZvkcBJEYZye/ix6j33JPq5QrTaMEIEqXt7AHBO8cufGenbMboqcBiJfXDuBYuG4BHdKKzVwUjgZND0s427vwLf5oodXrn1LXkSW6K66nDDAjBwAP/YUZbaz/XW43nEpwLANlUdEGrqctizrNE2ER7C+sVKHFF/zdgtc02XLHl23+bESD0lOjoKfIOMUt8Ycu56Cir7sCijV8QnT47Dzkgm1LgvaHJlCOaqrj6R4aHiSudpBJVOnLVIJQk9Y/Qka2jzgvqVv8sMWMkV8i4cJy9+oaJcxcLw+gkEND+4inBT6DYClDNSduWyBDREgmPm1KVDJbGmHD7MMxwgUDgc43GxmXDrFNiECo0dUSASQadITGDRSSeZjkpR8eb+e99caMGbU+1WyOMBqJWNTfHe8626kmIcxgr5AuARu4NrviaaN0NZsYWOMkEUdC/cdYQZ8EtXqOTlbk0I8fE9TD80bzYexAymRjs0hpvhMwDjHtilJwqBCoGIk8/B2sdgiID51YDTu0L325kFWAzaCiiafOCzxH+koNbqUz2CTL91wlyk+llsWNxMgyteuc0conhm3zvCab73iJ6ps66ytXupFd51n0ozndWkqTczdpcvS2r1U3lhRsnpwE5iSiCKoLrvCoJD6+gWFJxYeqmCs9nZHaHvM4DeEnAWWnPNzOwrxNR1hvsX+fi0D9TnDXA20ISlIpEN0n/xRVSpRDUO5zTbXmlMmYORltBa/3IMrlrIX83/nMEfKUs8OqYl1BXJyMRG5B/KgAIgQ9/lh3KEj5MOtsdOxSu0MCtCa00xjJyDqxVKNTWSvdS7LHjLawE5AZS0SNqNtN22AtnGpCzew/KaJwxylYBH++cUnE+0FJrUPn0t/MmISrq88+BxrU4kQrfUZh8GOMvM2aJU9RNUIhy2RzwhM5Dp1NvWKxC8YRfyjAip0j7gUA7ydsE8EOFvj3bB+fC7YIB8MklhAW5SkUFZfk982quPL6/KdVR2SR2X44KOyiZNa4DL6UNV7St6L2DunHxU9SVfhGyK/Vgc0WYpImA8znAKQowWaVJnjPXZqwl+N/piK5kzK+cTpthDpAYs9O7v4D89ys4Tlvu94E/MDqeIDs2qhrrK5YeyYQKw2sc0M4PDPFL+YM11ktg9WIaqhJz/Mm1EZ2+1XyO4/SJRVclJNawHA5KK14tFhIm8O/iAADOQC6cJnrLPqnGiYL2hpOKHiLTJxR0hWUxw5uZ/oIQXQau2nTT9KWt6oVzM37JJ4yYPk3q3rQ4Isy6PVPI0wmMrN1uc58Np4itA7EfFJ8XGSnMAXSEuQzxYRz4+VEScTHPRQUox/TCpz+hDUCzts/diAEJEM8EqrWNaHwpW6mkqU2vfv5HjAbwiSzRuIsEUsOZyZKNsSh9S4mYKz9L33NC1QewSNXQB+Abo53lKAD1xhdEaG+XpxWNOWW5wjobbj16sIQb1LI99jEwYYdzYhdBKlFBmbIs2KQFLN52aZJCckm5vqpx3U4lij188UIbDXO9Vwv8UtfH3oVU2NL3w4qgvbrHCDzQsbtR24hrZVi2vgV2nnh7sHZihMzUKbCqy9mAV8WOXj78ZWxekkuqDdgz4rSi8cls8gMzgQ2mOs1i5lRz5oeDgttL1mZiQTrH9H8qJ3P6ISkep7712sSWRgIjwi9KaGeG25BFIObsMxzNwjwUzDTNIh5W729F+g5T9M/TonNSwHdfP2J79pY5AOJkeRp9Y5XpWGcsIIxBzELMKR8QiCGkT2boelNoCEvj87jvOkzyHWhHR3TpWZcu7oFiVWQyWU4PLSRNsaT7Wbi7yAvgxUACHAve1Kh3DFblk3PzL2XziqBX2Zuhz+9+fW8B7Ho3oQ2gNoPHQBtBx89A9jZuacb3008U86TyH5xxJ99UcgssOahGlqgkp+VJItMuY5STPLlJ1YBKAY7109gNpJkyPHe6vg81R5Z0Tg/xy+fuTIjQidv1bVrP2linwioQEx/RuETJtf6Rb8n8J2JGbr0b1lB6johgCBkwjn/VC8hotxUy2R+FUAWHazbTXQAaYqNqXOlFGX/POZbMprq31io/D5OBJhrR/igM4Z6MVwxaqcbqMQvibrEhcy6eu+X7xFKBOou0gNG4lCDUDGsWACRxlucK2Uwh62ogIf49q1syHMKP6Ryl+3GYYMy7/rw2nUT7ni1NUU/meyJQSPR+qDdY3iq9hj4q724DgGavE7vtIyODDx9MSBC6dRaxZofJmH8nJJntPXAR4+56gjL9T/sFyZg3hB7Ui7/qn6xF5mYyyQIxET0yaMxol2JNrwVyLxwvRAv9JmkFymWgGD3GWTbYCjYt67F64GVvUQLWBthRBWjaGEN/oAUoZi1nk6yLk2sPuNjdppBz/AwCtd9BX+afgA2CXJec3Hg36FbnE3v4XduZXixmuf1pPvcHl0jkLYc3NKmxI/8FeGZJQeEg3ZRW9xWjH5WY37IqlyykkZrSOSnSRVlWjXe/t5yA7ar1RXNuBddGRLvm94snRhutxPWGBm/CxmzA7RMoaW/b5N8AuQ2Ld1N7wDyM3x2fOQ0pNdCBrCCDLkb/OC+aN0WjrktYs+G2JoaatjU0eJm7gvucb19srUYWeyxo5vJWmZpvo+lQPGpNjcicPmOmB4yMesGJvOeQ+hn290VhE0/UwAn4162khCRo/pFM5L6cSOd1YtBq2ONnbPruG8mEgXJCCJa/vnMSoyzuqO18bhmNGi5Iufakb4ASVFx74cgyeOJQVFCiQhX07A+69dodYJSYnxtEO2spJlKHUAlYC71CtitTkrZf98DC9Th1jjuFvkuGXRPUzfpYtfOJcnu6obiNgmPqyn0qPQc13MF2ANKDB5oWu5FPF7VixbzbIIxvBnuFfmeaCMKvT51gPTn8hlQQmlLdc2ZoykrT+jSHOTbne4XD3l44f6TEFIguL/DHr4+KZDwlNavXFDZe0Gr7e/FhrvjG6CRI1Cx8OAhDmlKs+01jR4DEx5/lBhx53M2p71kqYX4MbBXmVdH574RDnAuLnSz1SEVqiW0WgYnh5ZqsQbXNNUGD3EURbsNw0HisYApwWnIvL+/sDVWjGGxpN4BXP10DJArDT3CfV5dhObX3vKZOyMeO14dxQlPxKtdintfQycRo4p8xTBGT74U9kcO80ZvApkj1ecH4MrXYOZK9X8+vKM82P2Wi38/EPuZZ0JAUcNQZEVvBmdByi+iBIhzbGOK9soSnX/0TwlS6rgZ3GHxB82w3s68aaRCRIoeJE07JWZ2O/Zt/luxdklQiR8yd4n+DVbZPD8CuJ4dQMSMnUmsiyHrTYFbs5ZTXVJk6CTixGsIHcgwniDSMe8FX38u6BpJ7eFfajPz8X/P4w5U77ZMR1X5MUx+G3w0+/VEwQnUXRoX3WKSFjlrcvzuNtbSVSkJw4xQl+yfizalkF0hGtR7XEjjtvusSFvhia67kTIlSWeLxTeWJyZPfjyPZ/vC4h49uXLi2qNV+nOmWIG10YPIbq9vC4Ws2xUiAB1WV8Wx5FhuLOrngD8d+27BUhXgdyhsefcig/m4qxHt/eLKus7Z+y1xvtdU5kJT9PPKQ9ev0IR5kizui+ocYDkc5jnzpqKBzWviH9mQaPHYEOXKeXSSzwGfeAhR00jr+KPWGAM/PFA0a1TIlruV/sooNU8rR8ijx/PJc1NvtwQoxE5SCeFeWlTflMInntKm3JqhVH3M/L8K8pdkoaTH9RkF6UITMzvn8DiHgxy7Zwx4CUtXAXCvT1yoX+BOtDoa+Zi0EzWhDrbLfe63kNq+9JUAgG3psWJhv4G7DYMdX+W7X+Lq4xT/arRDRthGctYaJWae6bsXPb9AxIrUK5LnQYgkFjBomGKlz9ykT7xiOUFoG935rwVU1PVYeuH3MjjHdJtRLjEtrdObPWtaDAKGZBcJDrTuzUBX04SXluH3foazcNouDDg3JH5TIcpOFaK2qPIskdFr2aMPI4MUrVjuyG2RQb95eH+L1Y3D8V7RnTU4hqY0wgqsAB2j2We58W50LHvBVMY+sNR62JrjhxjAkQjSZv/yZsPBfzyT4P5x5eSopEDUKBHEGWzmo3EU7Nh3KhX1yrVTRf2OdIzkCBZZBEskQ3bp89/2qZC/UMyCdibgKCe1MwfwSVwVixAhXVMUXANFreLpWtmo3Mpc7osbC9c/eo6RiLdkOQfkg/xillKCoy4Nx7MKq/lcJBAN0Gxgaxa3xqLsF4w4lStOT2vD675iui4BAHcWzz1f2jzUgi6abKEe/jCvoVuba5ZL5akpBqbsQCm4f3mdjlHBcDjr1XyQ3qC+AOhpytPEin+dMBet0OSqU4b7/tL4nPEqpvF19Uq7AfzEZ04neahum3x1VtqU28NuhtIZz5grx8AEQwB4aY0aQ8pCyBEhwWymCMQWDd83lBj8wN+XMd5oW+AJ8PVjEn/hS2gNYVM4YrWN5pfhw35g1Q0MPJ4gvOwbj5V9HOhWDyp7ERCPhDIWYl0h3C60DqgiisdXbP0aPNEnTYMaQDvTcNYOIqHFty3XFcuvEXRfaNAKi6u0EJ5pAAGor68rUCsgq8V+OM8/pFG1+LQKwLV10pmpg5VWhCYkUVMZUIV8YMQekHjFk15uYwiP7Z3Ku+40DJyrnfEjnqf8nbvWaFc7vIVwSQ7vDA64z0nVG4OoLxsO7T7ujH6BhE4xStJvMZAzNcYTeyY7ZQeiqbD8vqokBDnSxEJvAivSWfrklKUGgjkce99Ow/Lqx5cOSglJRBi5LYw57Q1/c4nWG72d4B96CevTVrVrbqac4JtJU3+q/6nrcii2dNxZ5FmthfBNleW4mepYpXOuh9O/rapZSDbOVftaT4onxhjwKHJwosn4zXfnCET8y0r8eseWzI0wWT6Y2uqTaUfnDajudeVODuoDJIDY/qH3UQdEQwWieZeraWsWHJpnPDtdYho9mdieIcerlsBH2oVXg3vPtB43ETER6zdK6f9iAWdQGsHCjDwuRxxzs83/t0ECWPbHQDpYJ+r8TkaYgzrFVa5T+W7ViC5Mrwp2JI08Lv19e01ba7/XPf4SNRbhzhGefDFVDHNo0XBy6FcckFURKejtlF7Vu1/1oDIj4p2nD7R48+2uBv8tXkcyhN2LfKEGtI/NjeExwZs786IPmW+yOjvZSqlENPIF4CGVD1PSFIS5kZV717G0+kYJEusgRhLFNoYfs9JG0/xLbKmOFcv2/ylMaRyIMDhXSPeVFyJcUrjrFyMRwEr2/9MOJdHOdrkqjL8KaFTxJY0hSodrg1PUGuM7/x68I2XOj9xg1EGQJCYxNnAOOLVtjHov1a0Pzsz/LGDrhUh/jB7Nzp9OawzD2CRfK57VeyuUIq2DGf0kOOJ9mQbTvvFPGat3BkiFu5lwkqYFXSsq/6mLn0OK1M8+K/AdZdSbQez7IF6eOtzLF1Hvl6BhTFKMr8w2HYKEOKmMOoG/8sI6m5aTDHytjKkpVISsUspexLtXzpXEeoA/GPuRW16/NoH2AAK6EY8TpObJMjHVoV3fN8KSOGRfRXuBrCIB0E54TtarYSEFZ4efiOXJTrRLlKmFNrNg3V/I5vqE2uojhJsC13iAsfy36vr7xmILnQzL6LLXotN0c1WGAsBxTJ70nHHi41AQI+OmyUBS3apTGtB2B5x6eu9h7rl1JV3pEy/4gOrqUWud2pezL3ruJrEBuebRUXMOtZekOTPxQo4DYcuLw7wPvy3XbTJeq9n/CnYLye9MiujJtk/yyCqSosdW0yPMRPw7MBFrg74LCFHVMopZpPl7vGTXMSFlDQvbJ4BuqrKBj8xb9goILSAvzTE2EuVEkMmz9nmX2es+a5CY+vZXrFPEtG8xtdNg2qNTt4h+NOBjqSBbDQ4IlnvR3lC1Nd8NzSKVi9QP2ebr92or+uUZapMrgAy19nS/HO/VZbgKOGc3rXU8K+GYMe3R6S+FH2bl0eoPmdR4LYPSTR558qd4VQZWsa8wkA7ZPg9l+golYWpw3ydgx8gBqnEfdmeqr0RkWc0IsxYiG3CChDh6d9oCMTIqCNdODlp/UB/A6hiTr14pDWUD/jn7XlnVJeYdEKsFWXOheDr0qllyn73joy6ypssPJ6TNZqftp9hjQqB/d3IgXJAQuh4uwHl9nIu9F5Q83nND8xyBRu70zNYhb+KGL3VZQk79CAaRFcRpTjcv+9nSlleqPig51GUCXVyULKr+/c/7172CkOIzC7FpVcIquIiUZ4vkGjAjT6nms/ZvBTNTJr89ahsUKTrchjvLO9RFT3Kks8EAv76RdUf7zZVetmicquul02EHE21yfCZ6yW1J/ssZNeCqvB64+eWKyx6PY8gv3vVWg7yCDseeeyngTV6YUtQKNtjgbCuioumM51TB2O1oYivtfrPK/TE5WEFAmjTAJMLHlhYPNYhBL3OdC8xFi0p0C6+tZa7tZIA+h5qwlYDLuRcW4BZyyhKFF8hHpiZ+cVgTte9JmlGTl+Uy3j5NG5u0efiUkjOb65GsV+Ljq1p3SyxnDADlcotV8bLcAfYvvi1dupmMBjdpZCMXC2ET7liWI1br+iCSCXLH1EdKTJQjN5UbXB0g0eSELWAfVXeQ1fy5sy97s21OCCjhXw8PDGwFy8k9Uxh0yf7q7HbPbrgg0ALyzaS4TSdFdxp9FYSlg68DpP8SZ1qb2XE0Z+dZzTXVsQR6EFB+SvqlkZXgrAcUkIXJpPGYjfY+u1mD/fdc10tYnFdmjhGEy6IJC6DrCILxUeUFinAws/Rb9QvK5/bymMydqJKhl1Vl/hCeHp5sP19GpBxGV43zr1IzoWdKV2cHaRvzi9mCSMW1K4gDUwr6QaxUEHC+/lKwOhwfrtzhL0XSI+KYrg21P+2SZZ28BKYFGjH1VfmauapHHZj4LEI4J0BSzDcAU43KnQNOmqRx+VZSxwDUntLtt5P5jGGjzooggKDD95w59NmvJi903HNV+0WVK8cz65d0VJtHKcAPti/K/IkQc7Mg/xPMv2AOJz0FGzETQ2rbQ0onjUfLTjNvbQutKoRZ/0qJ4gpQ+ZmlJyiteLs4qkoa777U7oJCG8qH6HlMSQ0n7NU5qzQM0gMwYlEOkBWUGKsxycYVtiitPHBkHuzJID3SBbAwSRGLIjpNgiqie7J7ZavH04qkv0sbIWWS53QR17Cq7oxfKJDRsr7uYhpQckCr7EuHVMCMXTgd//yd5K6uL3mNxiFwLm0kPZEacjMeW/NvVqZWS8eMYH+6cB+ctf4eu9yUECkr+/Dth+uNrl7s+R89XxQk0vmKhozq2KFJcM3pwW5sMTz2bTJ7DK8XS/4K6wjQ/7Nfm0+se0af0ctLGxFB5LgIVmVBMPV9FRD5TdCBNaPKL13P7mLkEuQz+uaJ2TPeCmGfDPLrMMZvTYsIa8i/zrXa84EoA8aFFyGv+H42Mj8S2hvDs6Tqrk+srmd3A4qZ9mSS5nVxSAZZlYmt+JAvW/KVF0C6OEkVJCDqeM3dFdZR3h7MulmlaH7wgEowYa7WVf/VbopnPXeCtKiYPfpMe4sInRIeEmbo1ethjv8z3f+kQjBkYVBvjOfRMtlBF5/yWFDIhbzePVgPkcRSllLmZ6oeVyKQTkzGJlTqLVwJSFYcgFJ3opEgfr2W1A0sxbuuEcnH1shS7oP3uS4aWqSn3TLO8aHxi6zekCKX/kEOxQM5dNX1+JpmyoyAlJfKPkm+rDWZYp+XSSEfBdQ4Rugi/iyhee5gVUSZYNOZMN2rm8tyqXpcSgNuLF8HQDgS5SpzxW7LuG+iYfmUtTEcgvSCUlvoPcJaWyxEBi5BmSgfPKAFFTVbvO1bTcSLL896RRxiynf/i6G3w3LHGIw33VVYzjOjDmYSMsxZrjuI6I+1xJrEgVcvufHL7mB+xfLTymuUtrFedqlKyH4OV8sZzXh9agvRBCOxaopqUMTPd6Dt4anC6C5eww63+VJXZ4/EV6Hxa+/3/szbBUSxl5mQll+/2kDneLQkcP83i+y7oAaYXCFkrTZkLzbSgNEYWOazZOGMg9eCSwUr0TjS9x7dqY67cPeUZGJxeDExnbEOXhLdTKr1UYajTtytKxfvjUg8ynxHDyzNPGRshyBqBxar3/qOjB09BsSGTo/GKEEKO4WX4p3TtoBP9pOTMNNsejnZSIwEm0VpvX0bFAX8lgXi+khQA2Fn1VVJ0S2SldypowW9m+qRTpbzNRgcpZUaziACqKPR/Eeh7a3GNSQNKCkmv+Go+UIiDhekENon9jDD0Zow3YlL+x0AJoapWnU0CYdjzbxceYJLtOtXSQBmTbdU/uuDeezVOv3RAeqGMNDsQaNWkDLm2qKjmO0bqwoXpzmjGfLG4QDm1yRbN2lz8WpvARiTYS0rAROa72cAqHUb1qTcg9l5oDK2ODQED6WSatLVUP06NLpv8ECjESFo+Gm/9vRUxPoWfutkysztUjUh460+hTFA9RS+yQ8zhwFh4axxA+enl5fYiSRGR33B9Xb5jQaj/rnfyfPw/EBJZOZpgD7hmrd67B2Ln838gHzZeGMV8EKOMLK0Zfbd4uLa5LXATDKHyPpZC1teFMcKF37cLbn6CGCkf5JmCVTu9M50TIb3/Cm7ceiZWVB3oEtWE0FMtEuwL+r0XYgCdVwStINg/WR0AMU5aMMuEU2j0va5Up8bD3hZQesLdTMEHP/xDKJaiJOpgzgb48mVM6RQdLpFfjhONj/m68rCTEs3iq9ADmVX71tqIU8dIp9HnMk62d2aOxS/1Z83LTF2rZ/9zOS7XQW0nyo6NmMePtotcc9vlibBp/MJXrDerreapUhIhYfPVycU8MHsBo48lG9XKooZy4wdjbrYFD4V+p7FBmXXlm2Udwve5eUMDbQIogIkp8tzZBl2uKoRpvTFDYFMbhb1+fGWW3oVoFWQQDX1zsILATZaB8HdS163uPX/sTTqHWaJV35dE5l3NgW0PSab+SJoFg8hhZni4ekmEM5X/izOLqduiYP0nre8+NMuoTB74nRc0MqUo80g6honA6x4SY5PkP7JEDro5AFGrAgT8aNXJP7YtRaY/3fbc8edNZ7pxhA/y8Vru/vuMw12GP15FFt3P7r0n7UDL0t3o8hZd0M5BLebJt8b0D4dUK8nuRvdb/5ifgWgGXBrLBwylvnwEkkZYfV1/e3AxaI8/kkIDzWQSeVCXnKurCbbZrJlt2l409fVHznfZyNdkHAAghZcCV/RSOJr2Xy2lo5KW6DSm4esi9XcCZwvTl7/F3dnsr+UzYCFsH3gqKKjVUrXR933s5wssh0xGBDMUawCRdeG98Z7FneB2z82uIxvOnDxuLJPgcwTd2+kCJEK0Zc0Py7bG/yvTIGqlS+x/iDVB/XvMv8E9NJP5okBqizzV/vJcx4QNKf9UsuaRIYK9S8rfurD/+AwKEUee7UBtRc7FfvhFRz4GWqc07D/95m/x7xpuSwmbNqzRq7qtslXwOLVCiecgsiURK/rbTtlNwcCRGOv/Y8unR0U6bF5vJxD2TEJeuYQ3HXcheWTOoM4baZr/pO1MlYylqAJHzfbEXqOQH3+JGbnQdWzSXUWeHAdzSmrPYSq6eR13yveJ9AljJPA08uh3eeh35Z5/E0mQyHiTZGayeI9thxbQ/8XzmZa6EsFPaOxUa0bSY7fwqiicEHNy8N8ZzymdEy3DK9qPkniCOgPNrZUOgiDx/AAcFX99EQDccxAmRMb0iNlncS/JWN0FxrjBW0g+AxfXeRpNM1h69kzr+kPv1VQn6WK4JFSyvdln0AQQwYKRb9DSw+ofzQ5FVf94Nz9JKTBBpEuBjQixl5mn8+CDUxzKQEEj5MpppuL0oKCmRiQi3Yq88okSxejAbLw9IdQxZJC/JKSwXE6JBlv8SUQgHoeEWoMLmRG7nONVkHkLU0IwXIraxDk6vAakGMZc/LdUZAqGoPfqByCM8Oc1ZIrPt/+VrW50V/aU4+zriVM2CM","encryKey":"LgUOILwmFZfNHsz6DVnQYW5wjBXNy6QQ9sEz69HScVfPy/f2JCJszYCVmtYKDSiYTR5hqNYyLxIu8GMgK4TelQ=="}
雪    币: 852
活跃值: 活跃值 (279)
能力值: ( LV2,RANK:10 )
在线值:
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武鹰tendy 活跃值 2021-7-19 10:22
22
0
xhyeax 它是直接根据rsa密文解密?应该是我说的后一种方式吧。
他直接可以解密这个密文,不知道他是通过什么方式进行解密这个参数啦!
雪    币: 852
活跃值: 活跃值 (279)
能力值: ( LV2,RANK:10 )
在线值:
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武鹰tendy 活跃值 2021-7-19 10:40
23
0
xhyeax 他给你明文了吗?还是只是给了一个替换后的包数据
他我可以解密我当前数据的参数给我看了就对应APP里面的参数,他这个参数跟服务器获取跟我当前的参数是不一样的!
雪    币: 218
活跃值: 活跃值 (461)
能力值: ( LV2,RANK:10 )
在线值:
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红颜小学生 活跃值 2021-7-19 18:57
24
0
加密的只有那个KEY
雪    币: 218
活跃值: 活跃值 (461)
能力值: ( LV2,RANK:10 )
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红颜小学生 活跃值 2021-7-19 19:00
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额,我看错了,不止一种
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