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zhengyuegang
注册时间2015-05-14
[数字货币]
楼主发表于:2022-09-01 01:30只看该作者倒序浏览
1楼 电梯直达
电梯直达
 在讲波段之前,首选先讲一下心态,我因为受到那本书的影响,所以到现在为止我一直认为,
日内波段想要赚钱,一定要一根筋
,那什么叫一根筋,怎么去一根筋呢?
就是当你固执的认为行情一直上涨的时候,就一直去做多,不要做空,直到趋势改变了你原来的看法,你再转向。
  
  那么,什么时候是你确认方向的时候?还是要从
日线甚至周线
的趋势当中说起。
  
  
我先假设行情进入了震荡的时期,那么无论如何的震荡,最终肯定要选择方向的,行情不会没有来由的震荡,总有它的理由,要么是低位徘徊,要么是中期调整,要么是高位遇阻动力不足。
所以在看震荡之前,我们先看一下之前的走势是处于什么样的走势之中,如果之前一直是震荡,那么你要等,等到开始突破的时候,如果之前是涨势,那么你要坚持认为价格会上涨,如果之前是跌势,那么你要坚持认为价格会下跌(其实还有一个更简单的方法,我经常用,就是看看均线,价格在均线之上,尤其是60日均线之上,我从来不轻易的看空,哪怕价格跌停呢!)。
  
  我个人认为
日内波段的操作是没有必要天天都去做的,直到有一个
明确的走势
的时候。
  
  
借用一下克罗的投资理念,就是之前的行情是处于震荡的时候,你要等到突破以后,方向明确了,再开始做日内的波段。
如果是上涨以后的下跌,你要坚持一根筋的思路,就是下跌等到有重要的支撑站住了以后做多,如果附近没有关键的支撑位的时候,你要判断回调的幅度,也就是38.2%、50%、61.8%几条黄金分割线,克罗强调在回调至45%-55%时入场,同样的,我个人也认为你应该等到价格回调到这个幅度并且开始继续上涨的时候入场做多。
不要轻易的改变你认定的方向,绝对不要。

下面我细化到日内的波段操作上,当你认定了目前大趋势的走向的时候,日内的波段就不会存在犹豫不决的问题,以前我也常遇到这样一个问题,我是在这个位置做突破呢?还是遇阻做空呢?支撑阻力位往往都是带有两面性的,在你犹豫不决的时候,你很可能已经错过了价格和合适的点位,从而错过了很好的入场时机,只有在收盘的时候看着价格和图表悔恨。现在你不会了,因为你知道了,你确定了今天的走势的方向,比如说是上涨,那么就坚持突破了高点就做多,下跌遇到了支撑就做多,一直这样做,直到收盘为止。
     简单化了操作,确定了何时入场以后,我再讲一下如何止损,如何止盈。


关于如何止损的问题,其实都是老生常谈了,大家基本都知道几种常用到的止损,但我要强调的一点,就是你在做日内的波段,价格不可能突破了高点就一去不复返了,它还会下跌或者回调的,也就是说,你的盈利不是无限的,一次操作的盈利是有限的,所以你不可能放很大的止损来过滤信号,我也绝对不认为突破了高点或者站住了支撑会虚假的往相反的方向跑了很远再回来,如果价格这样在走,我宁可觉得反方向行径或者震荡的可能性要大的多。所以我坚持小幅的止损,3、4个价位的止损足够多了
,当你开仓以后价格往相反的方向去了,你可以迅速的跑出去,少赚一次没关系,但至少你可以规避掉一次错误的硬扛所带来的巨额损失,用我们做期货经常讲到的一句圣经来说——投资的最大秘诀,在于保住本金。
你错了,行情又上去了,你还可以再进去,不怕什么,多动一次手而已,无所谓的。      再讲一下如何去止盈,我个人经常用到的止盈的方式就是均线
,尤其是10日,20日和60日的均线,如果突破以后上涨的速度比较快,那么就用10日均线去止盈,如果突破以后价格运行的比较慢,就用20日或者60日的均线去止盈,什么时候那根1分钟的K线的收盘价到了均线之下,什么时候我出手走人。
如果是破了均线开始横盘震荡了,你还有一次遇支撑做多和突破高点做多的机会,不怕的。如果没有,那么我们先落袋为安了,我也有很多的朋友跟我讲,说自己每次都拿不出单,我说因为我有自己的方法去止盈,所以我坚持就行,对,就那么坚持
,胆子放大一点,你有止损保证你的风险,你大可以多拿点时间,因为价格的上涨就是时间换空间,你不给它上涨的时间,它又怎么给你带来丰厚的利润呢?





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zhengyuegang
注册时间2015-05-14
楼主发表于:2022-09-01 01:31只看该作者
2楼
还是第七段,接着写理念,在这里引入一个动态系统的概念,其实我早就有关于动态系统的想法,只是一直没想明白怎么个动态法,最初让我确定的是一个叫F大的人,我给大家解释一下我说的动态系统是什么意思,昨天我弟弟(也是做外汇的)跟我说他现在止损了不慌,盈利了但是没止盈特别慌,相信很多人有这种感受吧,比如你10点止损70点止盈,止损了,错就错呗,无所谓。如果目前是盈利30个点呢,还没止盈,如果你平了,之后可能觉得自己手贱,说好的止盈结果没拿住,没平吧 最后止损了 ,擦 本来赚钱的单子,结果止损了!悲剧。。。是这样吧,于是我有了动态系统,行情每到一个点位出现什么样的走法你都应该知道该怎么做,这个是重点,举个例子,一个小学生回家的路上,他想:如果妈妈在家我就写作业,如果妈妈不在家我就玩游戏。他应该想的是妈妈在家和妈妈不在家他该怎么做,而不是去想妈妈到底在不在家,很多人分析的重点在妈妈到底在不在家,在家的概率有多大,不在家的可能性有多少,这就错了,因为你根本不知道妈妈在不在家,有可能去加班了,有可能去买菜了,很多人的误区就在这。《黑天鹅》的定义有一条就是事后可解释性,妈妈回家了你问她,妈妈告诉你她加班了,你就后悔了,早知道就先玩游戏了啊,这不是跟交易一样的么,事后解释有什么用,都已经过去了,比如昨天130110号的欧元,谁事先就知道一天能涨个200多点,反正我是不知道,但是我多单一直拿到今天也没有我平仓的信号出现,就一直拿着呗,很多人第二天开始说了,昨天上涨是什么什么原因,典型的上涨找理由,我真觉得没有意义,涨了就涨了呗,突破就多呗,你能事先知道讲话内容么,反正我没那个实力。有人可能要问了,系统10点止损70点止盈,那么是不是我就预测了呢,因为我预测70点止盈了。其实我先纠正一下,70点止盈是我的预期,我不能保证能涨70点,可能涨30点的时候出现了我动态系统中的一个信号我就平仓反手空了,我们不能预测市场,只能把预测分解成好多好多高概率的预期,并且做出操作。 补充内容 (2022-10-26 12:02): 因为没有人能准确预测走势,尤其是远期走势,所以就别预测了。重势、重操作方法、轻预测。就比如你今天要是晚上回家走夜路。我是——A:给你几样东西同时告诉你:要是遇见下雨了就撑这把伞、要是遇见色狼就拿这个 补充内容 (2022-10-26 12:03): 板砖砸他、要是遇见恶狗就拿肉包子引开它、迷路的话拿这些钱打车回去……好呢?(有计划不忙,有原则不乱,有人才不累,有预算不穷)还是——B:跳出来装大仙:你今天晚上必定遇到色狼!这样好呢?(别按自己操作的方... 补充内容 (2022-10-26 12:04): 向死扛,爆仓很惨,死的很难看)——任何一个人拿这个水晶球拉住你非要告诉你今后三天你会发生什么事情,你必定当他是神经病,那为什么有人拿出几张破纸走势图告诉你未来一个月的走势,你就相信他并尊称他为高手... 补充内容 (2022-10-26 12:05): 你就相信他并尊称他为高手?——市场这个东西可一点都不比人生简单!
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-09-01 01:33只看该作者
3楼
我的交易系统也很难识别真假突破的问题。   系统:   5分钟周期,缩小图来看,趋势波段都出来了,240均线上做多,线下做空。再加上一条13均线,用来精确进出场。   我觉得无论你用啥周期,关键是要学会把图缩小来看,那么上涨下跌就很明显,大大过滤了做错方向的风险。   在群上汇友说我成功率很高,10单里有8单是对的。我觉得把图缩小来分析是功不可没的。   第二是,移动止损,止赢的合理。 价格远离进场位置一定距离就要移动止损,让这一笔交易是安全的,是不会再亏损的。   所以,我的大部分单子都是,小赚小亏和大赚的,没有大亏的单子。   这两单的盈利情况,线在的几百刀对我是没有多少吸引力的,起码要1000刀以上的我才有点心动,所以通过移动止赢,就能把单子拿久一点,尽量让利润增长成为可能。   盈利的单子拿久一点的精髓就在于移动止损。这是拿单信心的保证。   没有人下10次单子,就输10次的。只要控制好几次的亏损,把做对的单子拿久一点,那么盈亏比就出来了。   外汇真的很简单,我每天做单就是条件反射一样,人工机械操作。   问:SMA13和SMA240纠缠在一起四五次,震荡的厉害,每次都选择止损吗?   答:把图缩小来看,就可以看出纠缠的含义。240线45度角走下来,不会立刻就反转向上的45度,此时最好等待13线顺着240线的方向的突破做单。我设的止损是很少碰到的,大多数会走到平保的那一步。   问:进场位置怎么确定?   答:顺着240线的方向的突破进场,或者回档支撑处(反弹压力处)进场。用13线判断这些位置。   问:头笔交易的止损如何设置?   答:前一波段高低点或者进场K线的高低点。
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-09-01 01:39只看该作者
4楼
今天无意间发现一个老外的超短系统,看到他的账单是5月和6月份的实盘分别26倍和31倍,惊呆了!(加仓结合复利操作共同作用,)操作理念非常简单,5分钟图+120均线+kdj+梯形法则。 主图5分钟,据称不看其他周期。 均线120日simple (相当于10分MA60,10FMACD,10分MA60也可代表日K线,这个系统可以说是10MACD系统,10分图MA60,9两条均线,MA9相当KDJ,均线60,9金叉KDJ20区域做多,均线60,9死叉KDJ80区域做空,在1分图将KDJ903030套在K线上,8020区域的几根关键K线入场,用心感受K线的跳动)线上多头线下空头且线上不做空线下不做多 kdj 参数不太清楚 线上金叉多线下死叉空 持仓、出场利用梯形法则:趋势多头一谷底高一谷底,趋势空头一波峰低一波峰,条件不成立出场。动态系统,先找到压力支撑动态出入 - Q 趋势——多空看均线 入场点——kdj+梯形法+强劲的一浪突破5分MA60,大势多时,线上金叉做多,不空。大势空时,线下死叉做空,不做多。 出场——梯形法则 看他的单没有重仓和死仓,基本是盈利基础上加仓,止损也很严格不超过20个点。 补充内容 (2022-10-26 08:48): 均线完完全全多头,出水芙蓉,大阳突破,形成上升平台,多 均线完完全全空头,断头铡刀形态,大阴线突破,形成下跌平台,空
喜糖
注册时间2009-11-10
发表于:2022-09-01 01:41只看该作者
5楼
不错不错
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-09-01 01:42只看该作者
6楼
5分钟系统交易 我用5分钟交易策略在EURUSD和GBPUSD取得了成功。一天最多做3次。开仓的位置:50MA角度大于20度时,走在21MA之上,当价格回调到10MA和21MA之间时做空。止损6个点,止盈8-10个点。用这种交易策略靠个人的风险控制。希望大家能靠这种方法获利。 20度角靠目测来判断。当50MA以这个角度运动时,说明趋势比较强。但不是准确的角度。人们可以感觉到运动的方向。我每天最多只做3单,如果2单获利15-20点,我今天就不做了,如果一单挣一单亏我继续做,如果亏了2单我今天就不做了。我们的主要目的是通过50MA的角度判断5分钟的趋势,并在价格回调到10MA和21之间进场。 潜规则:若看到MAE21正慢慢贴近MA50时要避免操作,因为趋势可能有变,弄不好嘴都没亲上就被狗仔队拍到搞得满城风雨或被美联储的政委揪到办公室说你作风有问题不适合炒汇等等,总之看到MAE21正慢慢贴近MA50时要观望。(借用一下鹤版的) 规则如下:1通过角度可以判断出50MA的趋势很强。 2.等待价格回调到10MA和21MA之间。 3.在这种条件下进场 4.止损6个点。 5.在获利6个点后下调止损。 6.获利8-10个点 7.移动止盈止损很重要
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-09-01 01:45只看该作者
7楼
我给大家举个例子就知道为什么看5分图的重要性了,甚至看一分图也完全可以。我是油画专业的,上学的时候老师说画画一定要注意从整体到局部,也就是先画出个大概的形体(这里就类似大趋势),然后才能具体的刻画。可是世界上的绘画大师有相当一部分是从局部开始刻画的(类似于做5分图或30分图甚至1分图)所以说方法不是一种,绝对不能否认任何一种方法,因为你并不了解他,就比如我上学时候我们一个同学(他现在是著名演员),当时他学习很不好也很扰乱课堂纪律打架斗殴,当时老师就说了一句话:你这个害群之马!给我滚出去,现在再看看他,拍过一系列片子《上海滩》等等。归根到底的是你要把他学精,研究透,大家不信看看外汇拉升时5分图和1分图是个什么样子K线和均线的关系和MACD的关系,看看强度,短线介入就会迅速获利的!我再说一遍5分图K线,均线,布林线,MACD,强度,角度。这几个研究明白了就是捡钱,我为什么不推荐做4小时和1小时,因为大周期必定振荡大,对于新朋友来说100~200点的止损做2单还没明白就爆了,问题是现在浮动大,再入金再爆,一辈子也弄不明白其中的道理,几次弄的心烦意乱,我再说的俗一点,大家一定不要着急赚钱,先把方法学会,比如你做日线和4小时图,这时候我要问你做日线一年才365根,你能充分的得到锻炼吗?4小时K线一天才走6根,能看明白吗?一天做4小时图你能做几次?恐怕买点很难把握吧?5分图你算算有多少根K线,总共将近300根,相当于日线近1年的K线数这个选择的余地可就大了去了,能让你充分的得到锻炼,新手就是缺少经验和锻炼,5分图将给你带来无限的机会,5分图就是大周期走势的细分化趋势,做好了5分图后在做大周期犹如一马平川,以为大周期的K线和均线和5分图表是一样的,只是周期长点罢了,你要是按5分图操作相当于长线操作者数年的操作频率,也就是说你做一年5分图相当于做长线的好几年的经验,5分图操作法确实让人事半功倍,新朋友非常缺少这方面的训练。 攻击阳线+均线多头+价格必须在8期线之上+欧美时间段=必涨,就这么简单, 本王就是这么做的,呵呵。。。什么时候大家做到下单后就有抬轿子的就证明你入门了,也可称之为短线王了,只要你顺大势做小势你就是波段王,只要扩大一下周期你就是长线之王了。呵呵。。。。。 写的是不是跑题了?水平有限,上学的时候老师就说我是偏才和瘸腿,哈哈,不过说的都是心里话。北京有句俗话条条大路通罗马,仅供参考! 京城短线王 2009 06 18 驻守深寒:寻找那些有效地关键K线 K线是组成投机市场的基本符号,也是技术分析的基本工具。可是面对浩如烟海的杂乱K线,特别是市场盘整时,经常使人们的判断发生混乱。 支撑之下有支撑,阻力之上有阻力。 前人总结了大量的K线组合和由K线组成的技术形态。诸如:早晨(黄昏)之星、乌云盖顶、穿头破脚、身怀六甲、三只乌鸦。。。。等等近百种组合;技术形态翻转类的有:头肩顶(底)、M头、W底、圆底、圆顶、岛形反转(外汇市场没有跳空除外)等等;中继类的有:三角形、矩形、上升(下降)旗形、锲型、喇叭形等等几十种形态。当我们按图索骥时却发现这些形态和组合无处不在,自相矛盾。当前K线往往和上一根或几根组合是见底信号,可是没走几根马上又出现见顶信号。令人无所适从,从而陷入技术分析的迷思。 这是不了解K线本质造成的。其实任何一个趋势的终结我们都可以找到相应的组合和形态,遗憾的是在盘整和趋势时它们出现的太多了,哪一个才有效呢?太多就等于没有。但它们有一个共同之处,就是“突破”。突破高低点、突破颈线、突破趋势线等等。所以大家哀叹:假突破太多了。 回顾一下一天的走势,无论趋势状态还是盘整状态,真正支起市场一天走势框架的就那么几根K线,其余纯属随机波动。就像一个身高1.9米,体重250斤的高大肥胖家伙,当他死去被埋在干燥地方20年之后再起出时,恐怕就剩下连骨头都失去水分的一具枯骨。这时他的体重还剩下原来的多少呢?复杂的身体结构变得简单而一目了然。就是这简单的枯骨撑起了他高大、沉重的身体。我们也要找出汇市中相对不多的枯骨K线,因为正是它们撑起市场结构。他们是如此重要,因而显得关键并有效。 那么如何判断哪些是枯骨K线呢? 想知道哪些是关键K线(枯骨K线实在令人不舒服), 首先就要知道哪些是无效K线。引入一个概念“内孕线”:当前K线的高点比前一根K线的高点低,低点高。也就是当前K线完全被前一根K线包容。这根K线就是内孕线。这说明什么?说明在这根K线的时段,市场有效摆动停止了,多空双方处于胶着状态。打开K线图,我们会发现大量的内孕线,很多时候一根K线会包含数根内孕线。再进一步,两三根关键K线会包含更多内孕线。这些内孕线的出现,表示盘整开始了,相对于趋势来说市场开始做无效运动,消耗大量时间和人们的耐心、使原本清晰地趋势变得模糊难辨。剔除这些内孕线,只注意剩下的少量关键K线,趋势就会重新清晰起来。这也就是为什么一段强烈的趋势会显得比较“瘦”,而且用时短。因为每根都是枯骨K线,效率很高,极少或没有内孕线浪费时间来捣乱。光剩骨头了,能不瘦吗? 一个好的趋势追随者,在大量内孕线时是不会动作的,这就是他们下单量少的原因。并不代表他们会放弃趋势出现的机会。相反,他们不会让任何一个趋势溜走。事实上市场大部分时间都在做无效运动,好的趋势总是不多、用时也少。流星惊艳,可一瞬而过。人的一生,惊喜总少于平淡。 在投机市场能否赚钱,给人的错觉是盈利多少。我承认这很重要,但绝不是根本。赚钱的根本是赔了多少。任何一个新手都会在这里赚几笔,赔钱的原因是赚的比赔的少。你每天就算赚10000点,可你的亏损如果超过了10000点,你还是陪。掌握内孕线的意义是大量减少无效进仓。假设你用30点止损,未来有80点的一段趋势等着你。盘整中你用3次进仓后换来了80点的利润,那你还是亏了10点,如果能准确辨别内孕线,使进仓量减少,盘整中你用2次进仓就成功,那你就获利20点。其中的差异天地之别。 理解了关键K线和内孕线的意义,就基本知道了市场的运行结构。还需要大量的复盘训练才能运用。但这些还不够,要长期稳定获利的因素很多。与关键K线和内孕线息息相关的是高点与低点的相对关系问题。叙述起来更困难,也超过了这篇帖子的讨论范围。容我组织一下,下次再写。以上均是我在汇市这些年来的一点粗浅技巧和体会。纯属个人意见,仅供参考。 每次写帖子都感觉很累,总想不要有一个错字,力争能言简意赅的准确表达我想传递的东西。这样既是对有兴趣看我帖子的弟兄尊重,也是对我自己的尊重。严谨本来也应是做汇市的一种态度。 记得刚做汇市一年时,我的图上充斥了各种分析工具和技术指标。均线、趋势线、黄金分割线、布林线、MACD等。各种线段纵横交错,犹如国家地理地图。这些后来也的确帮我带来了盈利。可随着时间的推移,我的盈亏与这些指标越来越没有关系,依仗它们的力度也越来越弱。于是我逐渐把它们抹去。直到4年前,硕果仅存的一根均线也被我删掉了,电脑上只剩下了光秃秃的K线。就这样经过了由简到繁,又由繁到简的轮回。一段时间我甚至提到指标就有些许轻视和反感。我可没有亵渎前人心血结晶的意思,有“汇市航海”一文为证。何况它们还曾经为我带来利润。只是自己也在反思:怎么会有这种心理,是不是有点忘恩负义了?
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-09-01 01:48只看该作者
8楼
当初我们10多个人是满怀信心进入黄金市场的,目前继续坚持的只有我和另外一个朋友,大家都爆过仓,而且都至少爆过2次以上,有的人因为没有本钱了被迫退出,有的人重新去玩股票了。我目前是白天玩股票和权证,晚上玩黄金,通过无数次的交易后掌握了一套非常好的操作方案,在这里供大家分享,以便大家多多赚外国佬的钱。 1)任何时候都不能满仓,最好控制在1/5以下仓位。 2)决不能熬夜,长时间看盘会严重透支精力,严重影响思维能力。 3)一般晚上8点-12点这个时间段交易,避免超过12点。 4)要基本忽略对基本面的研究,比如美元指数,非农数据,石油等等,这些对我们散户基本没有什么意义,我们不是战略投资家,只要每天盘中依靠技术赚点利润即可。我以前是用2台电脑看盘的,另外一台电脑专门看美元指数和石油,现在基本上用一台电脑。 5)不要看某些分析师们提出的操作建议,比如今天在900-920美金区间运行,918以下做空905以上做多,阻力位915,918,920,支撑位 900,905,910等等,这些操作建议毫无实战意义,如果长期靠这些预测来操作的话必定亏光本金的,大家也都领略到了股评家们的水平,外汇分析师们也跟股评家差不多,高手都存在于身经百战的散户中,股评家和分析师中没有高手。真正的高手都是根据实时盘面一步一步预测短期趋势然后操作的,决不是提前一天预测未来24小时的行情,神仙也做不到那样的预测。 6)有时候阻力位,支撑位根本没有实际意义,一旦碰到超强行情都轻易突破这些阻力位和支撑位的。 7)尽量不设止赢或止损,要培养主动的盘中应变能力。 8)不锁仓,我没发现锁仓有什么好处,只有提高成本的坏处。 9)每天晚上能操作的好机会只有几次,我一般只做1-3次,很少超过2次,以前可是一天至少操作10次的,呵呵。 10)赚的时候要尽量多坚持把利润最大化,赔的时候如果超过自己预设的套牢范围就果断割肉,一般技术上没有绝对的把握就决不能补仓,最好是别养成补仓的习惯。 11)不要看着1分钟线操作,经常看着1分钟线操作的人早晚会赔光本金的。 (888)巧妙利用60分钟线和5分钟线赚钱,这就是我这个帖子中最有价值的内容,我用这个技术短线操作准确率几乎达到100%,屡试不爽,我目前很少赔钱,基本上每天都赢利一些的。不要求暴利,细水长流就可以。当60分钟k线沿着5日均线下跌的时候就可以确定短期下降通道形成,然后当出现一根红烛并碰到 5日均线后下跌时做空,这时候最好5分钟k线形成双顶,在下降趋势中决不抢反弹做多,只能等到反弹到60分钟k线接触5日均线或者10日均线或者日线碰到 5日均线时做空,用5分钟线辅助判断短线买卖点。一般下降趋势中在相对低位出现1-2根比较力度大的(长度比较长)红烛后也可以做空,但必须赚一点立即平仓,这时候不能想着大赚,否则很容易被套牢。60分钟线出现双底之前根据5分线及时判断上升趋势第一时间跟进做多,比如5分线走完3-4个下跌浪(抵抗性下跌)后做多,这时候一旦60分钟线强劲突破20日均线那就当天可以大赚了。我这么讲可能有些朋友不太看明白,看着行情软件仔细琢磨几天的话会发现其中奥妙的,就靠各自的观察力了。 我目前一般只做0.5手,很少做1手,一想起来以前初生牛犊不怕虎一天操作20多次,一下子下5-6手的事情简直连自己都不敢相信,恐怖极了,呵呵。
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-09-01 01:49只看该作者
9楼
风险最少,最容易赚钱的小时图形 以下都是小时图,红色竖线是当时我开单的位置,下方指标是KDJ. 每个月轻轻松松赚300多点以上。 以日线图的大势为方向,尽量顺着日线图的大势方向在小时图出现机会时下单。 日线图均线: ema60 ema120 ema240 小时图均线: ema5 ema10 ema20 ema60 ema120 ema240 日线图方向判断: (1)日线图上涨 a. ema60>ema120 b. ema240走平或向上 c. 日线图当前价格位于ema60, ema120, ema240之上。 (2)日线图下跌: a. ema60ema10>ema20>ema60 b. 小时图ema240走平或向上 c. 小时图当前收盘价站稳于ema240上方 d. 小时图kdj(5,3,3)指标尽量不要在超买区,以免追价 e. 小时图当前收盘价与ema60线的点差在30点以内,越小越好。 (2)小时图做空信号 a. ema5补充内容 (2022-10-26 08:47): 均线完完全全多头,出水芙蓉,大阳突破,形成上升平台,多 均线完完全全空头,断头铡刀形态,大阴线突破,形成下跌平台,空
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澄空如初
注册时间2019-09-27
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-09-01 02:26只看该作者
11楼
这里说的就是,上涨中,我们要找到横盘的时候,
当横盘的高点突破时
,我们要坚决入场,此时往往伴随着放量,会令你迅速远离建仓区,迅速获利。另外一种就是
当价格突破以后,会寻找支撑
,以获得更大的动能,我们可以在第二个入场点位入场,当你在第一个点位入场,价格涨幅很小,同时又下跌回试支撑的时候,你可以继续拿单,不要着急,因为后面的行情肯定是不会小的,不然行情不会去寻找支撑。如果错误了,你可以大胆的平仓,因为事实证明,这是一次错误的突破,大可不必过于懊恼,你的这次懊恼,意味着下一个真正的行情到来的时候,你不会吃到什么大利润。所以,绝对不要懊恼!
  
  下跌也是同样的道理!
USDJPYM1入场思路1.pngUSDJPYM1入场思路1.png
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-09-01 02:27只看该作者
12楼
这里说的就是,上涨中,我们要找到横盘的时候,
当横盘的高点突破时
,我们要坚决入场,此时往往伴随着放量,会令你迅速远离建仓区,迅速获利。另外一种就是
当价格突破以后,会寻找支撑
,以获得更大的动能,我们可以在第二个入场点位入场,当你在第一个点位入场,价格涨幅很小,同时又下跌回试支撑的时候,你可以继续拿单,不要着急,因为后面的行情肯定是不会小的,不然行情不会去寻找支撑。如果错误了,你可以大胆的平仓,因为事实证明,这是一次错误的突破,大可不必过于懊恼,你的这次懊恼,意味着下一个真正的行情到来的时候,你不会吃到什么大利润。所以,绝对不要懊恼!
  
  下跌也是同样的道理!
15.png15.png
一斤五花肉
注册时间2022-02-27
发表于:2022-09-01 02:30来自移动端只看该作者
13楼
讲真,没兴趣看完啊!懂的自懂,不懂的写再多没用
澄空如初
注册时间2019-09-27
发表于:2022-09-01 02:55只看该作者
14楼
楼主能不能说说20度角是怎样 因为图可以缩放,怎么算是标准大小的图,经常看到多少度角,就是不知道什么标准
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-09-08 23:05只看该作者
15楼
zhengyuegang 发表于 2022-9-1 10:27
这里说的就是,上涨中,我们要找到横盘的时候,当横盘的高点突破时,我们要坚决入场,此时往往伴随着放量, ...
破位入场,破位交易 (((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((1(.png(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((1(.png
春雷响万物苏
注册时间2018-10-21
发表于:2022-09-09 00:04只看该作者
16楼
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hieKPr0deusynkpIxi1fXS8fYlg3JvPyonuvV4KXUdcibZXAzyR25ddxoz+nNu2Fywc4nOFmZTAyzZtN15+JwQHXqc6P27flwJdsePgaO/VX6Z17HvOW/7moo0nwY0lsZaIJSM1wPqhsedeFv/5Yd5j5PW26ZzeKjBdhj/Dfg0yx/bwKH76JCKcRxW2+EWB0mj1nCQxhgO0OEADN7plQ6P8SBp+Fz0TT5EDIf8NnC+gYN3qpe1IcGgfRzc/E35DLM2pnzpb19JLgc/7E/kVAdx4tcSB/O/6yAuucw5STpwLPfNf6tbL1tXk1BBPnIdm9TPVo9MLnOtwN4i8pY60lxFw5DVamOcg3u737FtjNfXoTYpqa9zvsZ9vBf7gVrM0ojXZVwHfK3NWXq9icbrnr2k8XINX41X96DaDHNzZZ9yN59uQ6mr6nU0LuukxKDFCu2PC42ZvHVr5hi7PI9pxrEIVR3P0dfhPuYBYW4f3hlBsMOlTJy/ipXh+6pNsjf/zgmr8Tx+OGYUT4uf+Dbza/CPirJzm/SV/GjE9zV+30Gc7EVxQKK5FcADIg5Ze6pkD7Z9U678olP4foGv0S11dpZoal+fmgcPa5bNbxjJQpoXOAlwa/P5dhboHv+H3Ckeg08OmSc2oghaf9q24znBXf3ffWQmlvwMza1NxaL7KvpAdBaspO0KP81nDHqBE1UmtkLXKtYwzs8nDj7ObWiH5pS/6MtPmpNPxQy8qGPiB58TFjM9POsTdoed+rxjn+d/iwmmt5vZVMvDzkfVjZFPjAHNl2aAvjUz901Zg63HslGc2IybOc9s4lCKgzjuDw+perBsb7ev/S029eEAaseHg3w8SOIgrgdT0gXzMRdvjM8+aLD+go2wecA36EHjsOfNHHrBB7wbjdGbaWiO8sRBvMIXvMDb0r2bj6az7hG/wZD7Ov7kupohM6212QSsD7qmYO+1eIWrB86xRsb7YULvyOsO9FQ6Z2esd53XvS2vS9CBmR/Lflx91jpOvsF+B2vzgr+6rx7Ah/BXhh6jEfGjcbeeG7963BLszVrVpGI+Hkot4JL/yQPJs2t8lO/9PrOR7VjSQ/cd3VHNrD+uMYsf9mF/OOriQMfGM0P0jyDm5gJE5hH31xh87PV3HsQZAwE0T44OUgowDTPINoEwxycOel0RoM6W3J7eJppti8jkCwEKPXguiqgGlc27xhvzP3HAUo2bfpPNdDMua3i7Mopv61P7x6SaaED2Az8lc7Fg8KljATGWH7jmB7IHJ7BiAJucLQ4G8dvb+/v1PSzEjsw9baeRvEC5OYg1emQLfc4sHAmtjenaD6IFx7xb9Jx27Utw5n7JHk6J7fbhBek1YGxjhkRbPFiVDEP1R2J7raePnUGPVLZgMasbI58kx9mmLr/VGWHf/2+wAI34ZyVXsrrbWT+thQMfHez4IEnftE6HbD0M4wBMB2LbxhtqHJTbwdgcVEFPv21p/7a5HYBDfzt0XszBV988g1c8iDdeBUKYZ5PK2pxOSw7iGZ3lA/utPpDNh/dwECd9aA7ocYiHnswbWOpcsr3xJP8AP9BlSt7Qhzqma8WYI+D5i+sqTLDXoXbZwaSdrKeNimvBLW+aFVPEATPM+pok10Dd4b2Y8uA+s+57f2b12bG8+abpwhwyOUmtDdK8rjSYzDmsz4pf9iA5yOt72DjQZdN+g3/r3WA6UJu1YBgzHR4jM6DNo3GvL2Es64jHTbAf19a+pjlcF3Uf13pVesijrhcsZP3oT9MGWlDI1dtR8Zf+Q6w863N3ms8jhitrO9EYrNnm1XlCV+3zo80N1waVP18xvdWF6bLcTPZ6jfZ79iq/8yDenPt+fX+fO6+MwIOkGOaVCeuLZQwWy+dMosnBSIMg6mrvTdvK5rYWT9vv+BrlPA0NeLsM6fc32cZzC721Hwo7/J0/K1vzpGV+WqzcHgKCHG90PvbqbAmspUCFjx6aOBHyaPPEVvAfeGAAh9L+dNKMcJP9MTlEM1HFX/0vC4Mp8jSpmkNjEz/4eBfbeQEgfurUAePIb5CdYXiAc+QRZbCJfoGZYsUPVPK6MdizkOMeJ5Ys/zN6VjSIw2phNdzua7YDm/2o9aRNB0KaQ4c9PgSGg3g7JAceOIiTtjTP3h9aEA+S4QCMwy09FIA9KC4YI73RjjoSbZwHPSNteq8YtANvsD2dAxqjc3YQx1x+sBBxwKcLcMA2B3Gr/8enPuAA3SHgNxGMOdLZIJ7dF07F/B1yKqsJnSe3Bh5mnMdur6tN51MPAse1lnI8z2PUN/rb3FCbjRlZU3RLNrozPAwjrjtkl93nOB1MXed5C74w/M80fQ3M5AAn98Fjt0aNsVfMMYp5uVgPxQ8jPzORmqaGhxFdVx/AxzBuurLcc4czLoVWX46RTL8EezuPzTZ7ozBm1PXNKiaNHjKB5IeYZhq1FzXdc+e707k64ZWwv7uL/Td7IHOXBIn12YvVFj8sR/xsa9IQ74q7paleOA1zWYboJDAncXWXvX7yrzuIszNM8SVzWl8MTJsAJxeiISBcwn5eL02Wd5APFg926mzWMSSun6ZFsdM4GW4+isBEJ0evghSnZhJ3IzGKgvm0hIzGY3GpNgIJ/bAZEhqHv/MnQZwcdjLW6OP59QYJZM+65vp6n7kCNPhdaDuNj5lU74EHqGQuHZQ7P4z1/PTx1cdba+Df+crcqDNio9gABh83OagZTSGRE3UfMFafHz0pbmxZYNQ54BxtTnQe9CC+cZ41Du1AM/KJumFiv7pa07vnmziiY9mUH2Rv4R/L7zva9q0uvZ6lg212ED96I066ghcOmdUVb7XbARcHyXAQxzi9Uf/U3xRHIOHw3Q7i4EGKKB+izQ7ij8AV8mEj6ZH9w6cM8NH0D2NH5GEfYjCWsCkcxNkmOuj/5EFc8gR57+pEyLHxAXbI9wy3gQeIZO7ddRXs7LWUaYnQJj36/gO9fOV6pWPURsw6ouRG64PD0pCNtcoNyqe9Wl2Bf3yd4dpl9ymnbDbyFpq+TmY+L2qtqfejzcUco4+Xawa4BB/saYxsP9PfjXr58emB3pDOdCWyo3GR0/ejiB2v34g9jyNWOAZMnDAGnSdyPL8mOUDzF2JMdLhhv/jEmDWuOW5msUK6WduPuRQUyN8EXzPDxofzqdL4OJBOnuN0HOODKLO51E/zOc6e7IfXPYiz4T1wGVA9TGe1HoHukkIdlF7OAotA5GsPmBgQNlhYLsuRxE+dvaKHo6FAMoXEjYmlU52MPsClYeuAPV4EMH96Zby6H6e01SDrnB/y0ikJJkTnfAN/goHKcBBgLLs+wi5Rqv729Uyu9sVYaj7UohNjgBcxV5Cif/MC5VQocKUvouLn/Iphtogt4Wr4i/5J3ES/0b2zy2gcac2Qb4rtWNgxFjE+3nBkGB7gbGxmuYnOgx5EGOdBaXsNNMA0+ifabVm4nPED/iNodozlmnzle1OzLG3VZhwS/1f0K/04PNuDZHYQx4EzXofDo/3ItGnz4TscKHHQbn93HQ/ixoB4oMYhth3E8SbaXCnB4jwc0klv8GAbgm48hjfiRg9qYh4SGBhaLDAlHsTf3+XL2hhvvAmPv8eOhxrFQRy8B/zaQN64MX5irv0RdTVDKNSGjAR9jAn8j066xjyPa6yldW2pk/NDu27Oo9xB75xO/BZqzjDXKeVvTsaPr5NYB9ROfkDdf0fcCrLx9tD6PDlcNPnJWtPGTMPqaLp7c5GPx6hPR+tovFp/xdfYkwN73e/pmaFc4xZ1r9bbITeyGNNYknU3xCQZr3kU1+XV+5giwNNdVYclWjeRbghT4GsGv77kzxbsecQMu2azMfLR/M34OwZ2/x73VEKYxungjx4fln06lwgIN9pfrsaJZXqi/ZoH8eY0/diRBlGZTGowgXn8LXyN+Pq+4PyGpepgN/3svPAWcCgmxoGps4dAaRJ7w/Dondoa5kugWaysToMOzPv9+kF/Y+6KVh7sg/yDDsEoKT4H89ywxoO1yY3HmwIvi0Mv6h2vU7qyjPsPCqdkGju7H0V/G5dCpgVOD6nOdiaI/s0LlBG5dvjjCaqT+xTKQgwMseyktxu2pbSrkUkRdTrIk+9xMeoxYGaXT0mHRXkaCwc4R5uT2O2+NtrFeWaoNQOvkU/Urc3UhsbQCJhiG32q9FldnWIU5VKoZT/jONLRG0j3N9nx8JzdVwdxYo/DLP5uPB5EoUI7wEP+6kHcHJ5Zt+QAjL+hxmEXOrSDOA6tUEavcR4OzdmDAYzZv2m3fm44mG9MhzjIIf0tlrY/w931Gbuhix1vnyRoQuVQD7+gu7iux49n0HPkD6qr3kS5W6kfTCk5bUODuzWfxzVZa0D1cJQ39f3j5JlqvS+vy308ax3VoFizMh5n6o/M5zVpWGusLNHL46W6Krg99qBTNgdjdPXz7QiPHn3KL6wPcT7uR70wotdFPuMexPM5Gu97tj6PdCNMWcds3emkeWtR92HNZ26Cv8uNyI/vsU9Uf5W5kai4nKfJXNMl+Nh4NIPTJunsD8/HsV4zxFzkgdx7/tXso/g4jFPGEp9+8FjM5gp25sVCpeAd/a93EAdYHN0auLckGPgMxRGOWLsiyVwQGN4IKPggOtTew6Hjk655ILLskLwSwGpDGysSXYsB5MImKWwoEmpBoMWc/DrXmzhmugMrf80Ob2s+6rpJcjlfNSHCH7ZbX3QfIt58kjYWtuEKrB04117HB5uDjglsmUnscRJ9JbZ22z0+KU+2ucIG2MWYJE7et1Fv64vxgUKqicQV5zbsCvLdWM6j94p+HQsZsblLPVZP+vk3+kUq7qeGyRvmY2pEj8/uu9U+wsrK9fNgu+gR/38mtjC3xwt0LfwdYgHzom/BV67dR3O6M3XDS5je4cBnD4/cZw7RdBjkAzB9YRs5nf5n3l6fOmyaQ3c78OIQbXiS0gNfc1C1B/HMQNjFB1nMC2+9aR7oyH7Ig6340rp2AIeemUDtAw+85ed7M4/0JkcP+sN2pWW9MM/qjYccBkc8nJioRUNnYj/m11FsNv5pjXmRuvqQ+kO5T7XR1oC1HE7rAXRq+5UDJ9Iw5qw4JfE79EDdXGSzHj/Q7y3sozLTzBoBfdwXW2VzQl+0Zza/r19+/e2yUePHq8XpUXxYd8s4s20yLmusiUXGPt6PtnR7DS1kpz6peIT1NqyBxLJjpTVoOLsgf1QXEz9dz0p+3T+DjfRi7M/kneIzxpvoEPdK4puADzCOV2fz4hzYMDF0aiNkKgawa7Aj6vpN9693EKenfJcP3gMBg7hQHgdsknBgdvc1JFLkB4ebBwBwtk3SNo3pTTAm84e/V2+TQyMpDIGi30a5feSBrfyA80ABCSsrE77SAtYKkfTDL57J5/VCTwDtZt0TyJ0W8EldyGaFPqtrGHr6bcRAdPH2SJ/NN4uZz0sTwzPdEd/NFzPiJ45Bj5anY81w+brq71W6E6Y5PTAv5u9gD8X8ok/A82WuP5kXLwPCVuRmBH4yfv7kuqrrwWrtRk1i+nt8clLuzXGDiffoCh4/f03XjRvUehQfPvz4DYbT5mg8HsRJL7sfccxWb1b3zHG9dd9DpPGpewkyUQ56454CajGm37Y+3xbPZMMZfIl+4l6Y3q6C0boMpg8CwAN71DDcZMmnR4I/UJ/aHrB+0CH8n7efesGDuMFuN383AkPx+t3mPFz7jc/DId0M/wAEdl78AU78QRN2/Pwg+H+A6B0/f4ATn2wCxcjqA6knq3LI/pXj+QkvLg7xeEGCfRB/QadslTYCG4GNwEZgI7AR2AhsBDYCG4GNwEbgz0VgH8T/XN9uyzYCG4GNwEZgI7AR2AhsBDYCG4GNwEbgBRHYB/EXdMpWaSOwEdgIbAQ2AhuBjcBGYCOwEdgIbAT+XAT2QfzP9e22bCOwEdgIbAQ2AhuBjcBGYCOwEdgIbAReEIF9EH9Bp2yVNgIbgY3ARmAjsBHYCGwENgIbgY3ARuDPRWAfxO/yrf48Vv2d+Xdx31S4IT0AACAASURBVJNfDIHy2yfl5yF2GLyYv7Y6G4GNwEbgVgR2vb8VuT1vI/B0BI5+Aox/2uq3fLP509HaAl4Zgdc8iC/9NED8vc4MZqIJvx2Xkd3T9+iv3y8X/0UlVZ+331iAlvy+gMMSn5X4CbJK35w8iDMf85uFla9KeUGvF7iVRbHINbX3ex9U9N/2HH8Lc91f8juVuV3Z71q+gCu2ChuBjcCVcrz63dfF2l/W3/X6cWUeef14CSfxfqHCqdBQ6/lYV4lesH17RLFn3VawU5nZOrrMo7D1jm5ZE3WdV93s4ZDHM52NTEtDc3PMzYRvaz4gv0jXaSzNjDnK4RM5OhNz75ja95B8OKnLU/cnt9SN6+T31V+9Tp7E/iz5ax7EeRE9KjpHiUhQSDLaJHDFcfZD7m0h0SI/oz0cW1lM1HUckCcXxuZ1tVf1aSa08di4z7Zj/lHewf3X5/Xy/naFv9Z8lWErOMwXraP48Vi+HfrYHKwbLemWY5xiFzcNd8XCAdbIjaZrpn/om2wapkVfF6PU5iM1l8cjzllcgJn4dk0f5ZvY3mw+WETW4rhjPY9b2LCvG4GNgCCQ1PKwlnikEvpb6uFQO8eaIzXi4/r1xbvQ6+E6YorS2box8Da8vP3m7oYNNduU1EPmusJP14NBX8LT8o3roVHbNgWnYs+U8XjSesS42JiwtqjCFruvr8/rB+133t6uuat07cEgcNP7QR7LVhxAa/W5oS2iknw5nV/WY7099V0nG1sz+wh39ntfU32sjXk6CnhEj/rP+uUU2zP7lJExxwdip9iHelyOzlxGxkqeG3JpJnGkNF+fH7L3fzvjm/vwGdT7wY4XPYhj0VKnzJIuLS7GmTy3KNI3As/FIymyxI6CP99I5we7y6dN1qpwVIXaGqB8VK+1AqdzWrJafj/UVl9HDFPMs0UWatuxe+IH/OhaxtKZgjChtTpP5Vmlbm1P9EhYpvg3ugNeiv+3hVnEsemJxkxfGYsLlL+X+mIXOsm3PE/n2EEnutYLlaXa7Y3ARsAiUORNWXcKesuS2vfW+1iH4n2QZ+tJGEpuZzUsIa+6WKe1/RFqnK+FtGfp89mGdE9W7YsqxcIesCKLPv68+P2XxVxp33Sz/8VPRyrG9/VXNZ/xCXtHwdXsWSE6i7+sb0aPsZVrxLLNKfLlFL3wGGOn3vOOtD7OeI9I/h02FiKLu9PxZhjv10c5CzoNMjtPtMSvpLPaHvwOuvL69XX9/Hh3+VXSJgOr9aTl7Bn9OK8OcIr8ZrHL+uveawFbJr8TnwSyH+t63YM4nuCUTimKQwJlVvwSsnmXCSL7JBOLUF+kLpx49SJOYiaJaeSIQisLbs5PEiwp8M1SnacYkw3xANxIuUG6zPh56lvvGMuQxFnf1S6ygzBv2zD8lEOPyCxDlpWY+DPaM8TCaMXtPRM9EqYp/qAri7LGCtuRH1LB4qHXiOPi26557I8aDgvdIFfmMHbF5jTbBJzVY9Rs92wEvhOBr+v1/e16ff/oQi9v1+vHFz2Zvl7fTNvSdOo7W1J3s7yR3ItrVk1/TpFJvc9qd1knzYZ2vngY9c7VbzPRN1mnfsDxg/4uXQOsndyOWBMP0TXzj5fQabO62PoaRsLXHsToTei7fcNsMQ97ilH243pSrPjZzrt/6z8R6Xks+Nv6YsK3HOL52Tpd58s9+SVz12LP6WzsFB5BZ/K5+jodd8yedKNx12P+TA54nXKMPU12N+xPBiLNn7dbH5Kd813TR+Os5fPh3iirKd2YW/HpHH6+9cIHcXki+n6hD/dm/+riMFCT4+8twib5O/8eyBxUbYGYPU33fychh2WzEE+DMgt81aGwT/hn88gKwRALGYoW7rudhtYucp7gqXesW7SRi90kSWlRvit+CFvLn/BKsGx6fF2/Pi7y8UMbCw4Z8Vc63PjohDTmHLM7biZ6JFxT/Jkuz0NXHLXwpjYnsu7uijjqRrDLj7bnNhzp0RaWA8IauzhxosfHuz/o0D0OOMxGD0N0+In/6FD09k7p3v9x39u1+Ezk9ZrNwaGqA9n5pS3VifT8TAkWOsHjMtJGDOg+6naPzqT3XbqPKrce4D89mH6KfOgxvQZ8MrvR1w7IYU5TzjQixmaoN+NB3Oh90YM4rjEOO5M7WpO80TXOh0VF/6B6X9W7oS55k9N6orzWN620l0jWKC+q37FOa/RpHWtrVIUpiZJ62w8lXfy0NeAlMnh/AlzingCHXazbAw+VWPVPFVofTLGCbonOI+eIZ1yzxhnzlz8Jfeyq4nb60kL0XMsvK1DsGfeaR3ZGXDQm4G8+NviD+XwPbHV6UJtjKznclvgeyY02z+gV13iOiDGnOuLTITOO6RjPX6sbMl/0Ol0DUuGx8ww+ce5r3L/2Qdxi1ALn6NBqD06WwZ3ttuDYQA+yoCMFfaP3cuWAMgngYd6kMKm8o+AWmb44iVZaxGwV1WKBJ4rQ/tuLGQTrNV3Y2P7ggzCv3cI3sUAN94Zf++gL9SlW9OV/9kBDAoi3LXSMofJZlMsuiPYMsdCseUDDxvFRTum4tREaWFvRp4thw0Rj6nIJHxs09Hc3VUa2YX3/+Lhe3AOkmFOxkM+wuVw/+ONiE8wCTmnspgZHPUBkDjZ0GKODlD0g4YDFB7Vw4KYTcOyf0qvM4SAOPno4tYdCWz+gMq7Qs6RJ+DraxYP410c/tNpDP2xNeSa2kF12PtnxGTtg3I1X6AQM72IP/MKhGjKs3bYP7cxeaxb8lz3gYWz0oA1b3i/ydhz36TXoauXd1K7ypmJW0D+i3seDv62Psb4H9eqDeLZfiDVMmbE8Sz+rZZMa5tZFWcvSOgZ5/ADarJ3ONtHhaJ/ipuDQag5Y/sWB+DCv91/ykWOK/QLz1JaowJn7xXU+09f2tXRVfh2zwt9WR/jC7k+4r/Zz58+A+08TNN5FvrTx2DimZ/zTB0YHdpI9YX2lBxAfsxr69Tnu2aLKj7of/BYYqz+an8NwfotYt3mdU9retJ5gH0v5vaQEZNcxZOMX7YH1gMuBn5ueVU2xlkLHc/hYDj/dfr2DeCgczaHsSOuUJNkdjTjaBoYcJk8ElE141uuEozN6DcZmE3sfQTTXy8+BbRaPg1ACrtYmBLtn3r7JEk/L6qJ5IPPUMGwSHEaVko90OX+rMNipG4nGZ6A9ip+ufIsbh10fP7OoC5bZQxE90NuNRxZDXeydraNC6NlXNhI2bjHnaRrTAD/4ZG0B8PLP3Im/bG5EW+N9jIU4rtJDDMF2lgdbE0Xhc9Sio+uIZ5fPH/+lv220ByQcqrLDEuiafji4vV+vn3p4tW9l7YEWhyja5dBHj+m+bXhwQEYf+BaHW/ByV3Mg44M/7o94KR1sg924t/YAm2Y/YQndIS9x2rO6oA+9GQb+DtcgGG/OHW4ZxrAlw04fzsC3wILuG1bZvEyO6Wtz4xvxYIO9dX62A/e0Y/4e8SryW6dJ/QhfHGZYVrXQkLSm1IbbvqyNmZRrQGFDSd9Ucg3UJoSEGww3qd1B3ucl2yOJrlLXdG1wB/2w91FlRDdbx8O6EvRzt6zX5frJNXvU6ahmO1433KRYEZ+whuSsO0Z9LSj8bRkEX/BQ1icD/EVxnf8jD+JHutp4sAZQ+2iu0CNuj9bSOL4S51Gj1XvUDSeD/R32e+yT1YNw9wvb4pjPNRtiHHLTByAVr0fU1iye9ZPBlT2qq4vPUsUPfoB0Fp+K3U/0v95BvKEQEnIoYEmADDTELPAB/0BbFk7QtyAOi8ZsQQkBj0S1xWGIQ5ZjF46gvwvQHuCWZ9aGHClg4K/zMQhb+SpywSslcfSPuun2zostFlm7UFsdOh8xhz4ybmkX48f4XTBYx7y9EW5q9bkpniEm7/6oWZO70hC8lgof2DE2FlMMBOwVQ7aZbTSLkMEXsXbLteMpsr2vgz5DTYixEOnVLuefPmdY8ACDXg9rS6PvPFtX1cChE4fQlM4crnCAxsEO9zgYdgDNQVUPcCTrXT8Kz4dGHGTtR9tVVjucpQppJ+aHw2PTQXnxvaUNB74BA9DqpwZI2kBDnaCD/JmuDxwD9vbgDfypb+rLSg/4ONgCvoQhDuDlYT7MtaJS/CwBtYNfqMvaauU2H0ce99yfyBtWlzZuWAODXFOPRFXhvVST4oNaVy+OD2FpHTH6LOnA+5HCtmAq3WJPslL30zrG+kEevYmmL5eKa0JRT4c67BUc5akvEEMzbIwvYKPHDzp7mY+6G3VXzhwTQTbZYfSVw7rsM7tfKgyNxs4X2p/18VCSM4on4O2cE9o+OLZKmUIq/ogxAjYLdoI0u8acazR38m18sobwHuMeOR8O4swCdaXCocvhWKKcOsC1z5BWrCd5HoznmR5zxOek77OcZp/EeAY2hf1ZnkQD9f5WfAp2P9L9yw7iY9D44krj0bF5AsZCGe+XvVEVr6Okqcar/lShlSTJ7Rd2WgzGysvDEuAZpqkyD+rM9U39UxZdUiXwMcVgjBkbVz1+WuGivzOnjyPbxdJYKziFxdWMt6bRIYU82nMqFpqU2xosK1swKnY29qTdbGI7DB6Rt94/5c24wbj/rWSIhRgbw2Ij9HmcID46z7jgVYjd3I/DkD3QzNo4ZNt51MeHo/jRdVkQ+W03HIhD3PD3vDj06VvR8uCIgy7elhsZb8mhr8lTvvRRcLKP9QGvZB7ss3oQL9hBgGc0ODjOMHRjiexTzgy4wT/g4ew3sg4P0ObtdMQVPC0W7c8UgC0UmFxT/CJ9dRA3tkC20yfyufXe1qIFHrHO6pTH1nutIffaW64Bvf44i0t6R6U3uv7T4b1Y2+ysvh+w6yW1Ta1PP2VX6Fr4ATLHuqr6AtPC1tlaDd7PvnYdNA4IY9Jb1z6YgH3KW/uTN6F//5CfNuuHogJDa0iGR9bHc5KcGXQD84QWQ9l15leszxpvdUzNYiwTqn2l7AX8JmzLIcWs+ylQqr3d3yfHXT6F+A+s4u2YP0LRY5PurW9tG9yyPoxl14iz3L9dPsZPYAz7sM6PdV+oSdBf9pLn8OnSfr71yw7i2AQXT3LTJIyBIaD7YKT6WB+0Zm6qgn2cE/RoumqgTt+smzeIjvFKkgS5yfzsQIQC+U5/18u6dewdi4ff5Pqm/uEiWOkV+DS8RWH2W/y2SEsTF7B4b+wGr7LYKq0Ul/f+MRq3gUmeEE5kGvGnm/BtftCMC2C4R3Ek3dC+9i+powVpyAm2Ix7yg39OW5FPINn0t+j0QE7+lps2iVFWvJ/kUeUD0z/Yy6rponCU19PxKrZz29tbSDroxUMcf1kWfZlZ+JI3vLn8oI+p6yEdfe4wag99tm0OWzj8gQ+pCV5IjkZj3gC3BwR6YMVBvJIPXiuHxJRmcrgvoL252/qhfWGZxQ9t+tSBadu/87xFOHAGVsxD8S0/tQBcoMfk6h4m2HkaD/B79KHT5xbDsjmT/E3I03w1+cxT4r3hw/Pdd06YQZncfh+6ra28toRaWuV+q6uSx+nb+0q/qj+qSPes0/v143PyCQEzr16D7UEcOtt6H+stMbU+01rpYsOOQ4nQV9jq9LRrOtiwiu+LfyNrJq00WSfr51jDBQs5uEnbPQSh+ez/YOvk0NLUyvDI+nhC5J/5DZwTWgwl1zS/mE7tpbi3Me54ZLHiCOTmTD6ZPHMhlrB9eJfqebNc5CjWg3g/UTj3Q8DXxUfm56xvIjTGKe29Lh+0Q0wO4tLXamRjKzqWDzcanalhN+Bj2fx0+/ccxA1SHGDvF/0BeCp6sdgZ4hgYOhSD1BVvoqGAb8VCA8Yk9PIhpvHQw75m5CAPKrvEQGd1zYI70DI/uyja8TwRGBt7SFUec5wt33vaoVAoqxwvog2bgCY650PD5+KHZ/CXfZHPx+IgOlzoI3mzatv80PVimyxPLrImlk/FQjP8poboYmQnXAQ3KqrFP9ZfNiEOimZ7Me9h3YSt/5MFtutyaf6b5a31basP8AFtVk0u27/1a7Sn7FjI3VP8zKGXD0nFW9h4MMWBCQcrPsDhUEgHd3rDrId30DS9ICN5yw4ayx+yLZ92UCUe4SBOQURzQB8Pl+Bn34hDLq7tkI8OuuLgeBkfWMSDo32oYFm8RHtysAZWsIcxgr/0sMzYmwcpsCnFTNZE+eK/MAd+wFv5dl8c5Gf+gg6nrkUuUe66QkRMe/2tRQjNrfUedfLjUj1AHyWXNURr56xujWPVmujlQk9skqfrFw6vtgYSO9THsCh03qAJexCe19ebcf3J/CR9rU7PsIGecU1V//Pe7ossf9A/6KJy2R7o4ETonutdH8inNAxsOLhkeDjGuS8K//gHIcpHbRhSJj1EqV8H4lpPxAT/NnZpdz3fWlviO/gbs9b4gvphV90TDTAtCcj251lfzqzVFNJBFYAPEPcexwwjlXfy7DPaK3xa7qrKY97r2avc11tbMyyyPjvnNdu/7CAugSIH5O5YcWZ2SCLQk+BKksMHpB6aW7Hosrobs74+Sq3Isy9afS4nxmKQxyBOi6lXQXRAUA9FWfRAkoIfLexDIilmzz+MJ/7KsGQ7RX/RNc6L9zRB+k7FDxbYy+f4ppdZ6gMbpusbi+AGPfzTITboxbjqxonbhsfgr8j1UfcaBy3ec76xiGdUrfjbQcVwiClL84A25RvnSMQxYj7c93xkNSzupm1ts1jYfomxcSPsaUhKkDmzvx1Wi4MNDlu4toOrHmSpH332YEwy4z3Jojem7jCGA1whn3njcFvQQDd3tQfh5CAOWn6DC/7m0I8DXzvYkZ72kAi9bR8ZbfqBbRacDoOZg2Zj0PsELmRvPEgDi6PrvzHfHk+0zi7oQg9XjD6RJvsSOWAdH0yQnvim9OxNO+xoPpphdetYkktDDRDe2Cv0h+xBptYqWhPHnNVNItVJpjO1GmyoX+toOh904VrTJrbR3MK+vscIAuItzzfrPN+PdctOG/YzNGjqo6V1dTChIXv9fkbWxdaX2hdoEr6ikvl0o+HDGGMv5JV9+F2KlUppMWjzbrAl+j3sGzKNBx7wj31D79sNb+LH801MNBlRlzr+mm1xL8G8JV9m2EjcZDo0ZeZrp/G3nfFjbdbnyJ5cO8EyycnMzwkLiff+6QO5tzUr5NOwLyKmie8TWb2ritOCT2IL6xnjpwtorXvxaYxeoPF7DuIa0L1wRMdKAIwHxRAYWmziQixO7UHKwdAKZZSVFCLSLwRPVnBaclRv8ZPArOMk0UuTyT4lb5gNRUrm80EcuGSHcCigPhgxBsEjrsFfyjLDkoYIT7ZvwC3wuSF+JCb6W41RB4u/bQccWDYKatDLkkb/DDZZ4ge21fct3FPWJlbS8SQnQLfEH8S3XglXxTjiOLCc+EBjqj2ccj6ADD/f1QpHr4JT+xXP6iFcqCWDCVkHDlc4dBMNDlDxsAyaYQ795A8O6Dj06sE1HrQc70QhjOPwCJmRlA9r5iDOH5PXQ2TkYQ90GKM+2wZ/2Eby7TwcDsmepx/EoQxdcRC2+hTY2mlsR3yYQASTubAxJrXFxD20sAJlUy5vv82BPR7C2xS1C/EBX8Dv8Wp90Xjc0/C11+WjZYs8/MC37Pb1nsgeVu9VZtdD6oVdk4/a3m06v9WEhVps7Y5txaHtC6y+TUacpPjE8azexamRxtXnWAfFJx07y0xwaHpHvkrq1mmWlXxKy7J9Qtvp0Ph7W5sdND7Y4mN66YA68Mj4NmXGBs/PDo1el9w3kPV2vRT5BYE5Nhj1ayt6/fV8PvV88znv+T7hTuPP5/OCHPWFixEzbYqhzu37dMSdt539aPM5ix8j876mj6HOK/aHHO+EvnUPPp7TS9z9ioM4Bx022Q226EAZGAPUJDaKsg2+xi8mNw5ORBBkaRD45BIa+8Uloy7ES+WkOqCYWdlNwaQR9EoobNeoj+pMX0b2SX8L7hPVzkWbeNAXidAvKC39O12IjL+MgFF3HST+hCXLsfp3Pjz3bPwkPo46xHt5SxF9J3r0gtr1MublzaQwii2yseg88+lrvRoDVTw2JgexluDVp8rG1+dLG31Mg+RDwBALUcTMBzRm4qj0QadxGxOm72MkmcfpwA39WJ0DPKPKK/c4ZNkDLw5F1IfDmT2AZXNIFvffcRCHXNgMOdkhLB7E8Q3tbIc5vOKgBywggw960FUHIQ+87CESY6TLvQdx6GAxh372CjmkKzChcSqk0Cfax/PpIYP5rW4n58xB3OBIOsAPpD/aVl/70AAH6VQ/NkL+vp3GgQfmVFdnhxMsN6fWDeTSB/8JioW3cdb61Gqm3rfNqt7bubG+x/u83jeJyRv1r3LddDWks3AtW/ub3o5i5UZqn69FmDdfCwb7aRrjFtc88NOro1EZ7QGkmQs6/pv17EAY6rb6rB+yzNterGfVWlD1B9XFx5kukdDfR6zaGqB6iS/NOkH6QGdmhZjGRivY7sXJHfDDlIxm1qd42hxQxvox+Tvyy8iN2Jihtj8edfBU453GNceVwdUSrvrczrm3zTLPxs8sR6GQ5lEEaoiBnE7iMeA0zEV+g27kxXxc3JLuJqehbjxDtX7dH4EH45XNNxNwhoq2WxKVl9c5R/gSNy96EFeHD5tXi5nQtIXVDrX2Cp9GPGl4WVJETdFvi4r22WKLAFPuErirf98+Ucnxm/zdbmMhye3xUnymAd0Y3NQYFpwZF10IZGFF8suEWfGGP7ptK373Pp2phTGWo1iJzLFgDAWObHIxIH5YgjwWRntv21Dw9FULvj14VjxmC8psjPixrmcXo0qRhX7Wx8ePn3WHD3QR6LGmC4mNC+tvLCy6uaTYlrmr8RcOUNXBxvbbQw4ORnjLTHT24IVDoJ1DYHE/Drd64LMybNvOtQdO208824MA81H52G/5pm3zZhi22QcLVj6SDH10UGw6qG0YS2XR22Bg4CNI7uAbo1NGRn3AuZSjb56hc+RDesaDMHSP/TQXdhK/VLbq7PysQh090QX/DzoqDjM9YixE+8K91NdZDtsJ8zo2rg86V+tSdai9qd4btXgtsFjRFxe9yx7BdtOUgdbw4abW2PHQOa5BcWq7B48ovBFQo8aS8bC1jchX1qHDemwVmOxJUEtx0CxkOz0L2Y7Gig9tpltZH7N5jJXiGXHDQUH7R//H9WFhzSrwCKrVt5oPY3jUMUHMBCOsa4a98ov5Ncd+wU4jwspnvQt/N7rmB9g02cfHff1wv1CfWJ8zex/Vq+kZjHW3Qmv3Im44vdH8yg7LA3bIRfpTHGXGNKbmJDEz7IF5aoznVDmpg1Pbn41Prteze1/wIK7OZ2ecAT1ClfC5oaAK17UgGjQI38QuBcsEMYrxkOBVcbBzVVordtUc0z9UWMVoWb7hRXMGfhEB3WBMEyvYobSSzElxH0WEnsTvK/IDl/G2Fz0sPLn5wDTxFTMVPvncIDUWRva18rXtMG3lFjb4p/A6UxePuOnLCj74TO1JivWKjjfTRNwGRsc+QPwxBi1+bGwZpgGvhoX2t3uaEmgjxv6+iiEj2zZxgLKHHhxWqY8OZ/GwlM0hnu6AVrx5tbxxKJweXFVZHBJBy/fmwEt8CTTLn6fiQEi0yeGv8U0OxlaGPdRCb+ck1dNhoH3uovpkcx3d4g3JO+SFwz8+Mm5wYzHASMdtLEAN2IyHAvaTAdwXeWKixhDm8QMQI88+4IHvmDbxh2GZNTn/Wt5lFL2Pa1BKq/uHbNOJ6VSb2k9HoZOu99d7tuHQnyJzpIXuuuaWfAKdW8tRP7AmrR8IWv0zclHrfY0i/SDH4tfbp31p92mhXro1qFgDXTzw/PHANOLd9bWt87r3PZKBzrJ07YbzgKH4rNsrfp7yLGx1Aic34t/Rlw5PNx+xN85pZEl+gR9/aZuL147dGGMxznpMu32oxUD3HZbXFL+m9AMbGr9LcqFvWssKnTBnScC4H+/xJ9hbNjIWc0d83uNS/WAnmtrZte7xLHF25Gs/zuxh6xPx6fp+b+v1DuIEdgA6BotNrLz9fv34j/RxWB9E5wMABaYH0Yp7rL49YCmAwW+Fy59AE5N2ZhNh7P2FN6m5j32iCo36/RHxw08AtchgscDviS/4MS9iZL9g4uqWgSXGaI8fIbLjccywqZsoZiE36gn1iOgSfJaRq8zK5mzKXX12MU4ZzX2QTqHOQ75mJtv8V8t3Y/9foYmDf3bY/SvY/zQbz6wbhRK6AT5XIx9b73kNqIpeq8NYx55UKyAnrIkFaqFb/ICDNtf7yCfWOcjDmsnXRdt0bgVZUC68jfe+6373/X0vsaLTA+JwUHq1Q/TudmRrFvyDGDr54kJzpGOy9nKFLbgpv8T2NI6WYcH3OxT+O7NGr8q8h05xOo7pe2JN4yDm5j16T/apXNeMrNSfZLehGf6897Rur4bPaQOmE17vID5Vdw/+KgTiIv2rlN/KbgQ2AhuBjcC3I7DXjW+HfAtMENhxmICyuzYCG4FHI7AP4o9GdPPbCGwENgIbgY3ARmAjsBHYCGwENgIbgY3ABIF9EJ+As4c2AhuBjcBGYCOwEdgIbAQ2AhuBjcBGYCPwaAT2QfzRiG5+G4GNwEZgI7AR2AhsBDYCG4GNwEZgI7ARmCCwD+ITcPbQRmAjsBHYCGwENgIbgY3ARmAjsBHYCGwEHo3APog/GtHNbyOwEdgIbAQ2AhuBjcBGYCOwEdgIbAQ2AhME9kF8As5fZUh+hqr4OQj+1aa38FMEfxVktp0bgY3ARmAjcIjA/obpQ4g2wUZgI7AR2AhsBCICL30Qn/4OZ7Tkp+5v3YDwvLer/X3Bu+xVfv13J1cBib9XGefJ7/dZPSPFt9yrfW/3KsK/61g/dKhsYd9kv73Nei38lnbF+Ib+u+LkBnkrU1gn97uRmKW/cbngt/T3KIlNkivg7q7Db1e6Ublh/y/6a4VfIiLvkjxbgCGfXvbe8/uaJdOXHXjF2L8HrDLm72Ea51L+LAZew5dif3EOi+McyPVG9QAAIABJREFUPVNXs3WF+npuRmxIt1QlrQ/52qe/I51OjECt3zecsilnakw2/xl9SQ2d2vAMHVKe5PMqbuZ7E3mB0OMlZ3+5vpmYymgO+dzhT+FNv/Nd2ZhpxG8/DvKPsDnJsxD1W7uB7Zj3J9fEaf34bej4GgrtOdfT/RkobrhyXvTfsOffo39wnXVaTf10ts6/Vv78ooO4Av0WHB/ux6R0rrz9hoIgC2QOjqwgHjg6FncNslvjWIpSpseBySqXkyhg+Ub2ZsnW6A4WwQPR68PW9zfYaAWxPWd5iPwstr4+P66Xd4rJM1jIQnGrr/0GymJT50amu4Xlvna98GGxpPg6spdpkxxje5fwVSzeP66fH+9XH9Pqn5h3ajjJGPQjWqvPLFdaTpAPxvgSHKwOta/OLWg19vf5dDZbZHp8D+xp+JzJk1EHH/sYX8uBqK/39z02wfa5f5GDNs5tG9a063K8Qb6/NvuUD+Q3/kkD+H59fVwv5DMb/wl962IZY9y38aEheDcdddziYdvyMC6PHda50vOmej8oO3QAp2GAnxu+D7gxfcsB76esXmR87+qLdU9jIuI/yLgzBpFzIidZR78+Zf1MFUnom4Jj3Ut9Eu1u89EY+WCkXQ95NErT6PWETIP/V3JQmOj8FBfwO5NvRrWl5m01Ff6Wq+jHeVzGfsyF5B4YsB+S8VXeaY2AnXltWYLqbqIeKx6/FVuD3l9f148LzfP9HH+p/YXyS1h7Gczp8/P6KQ1ZP1Z9k9J5/lMbWN/1fJCYBP0a/gjDArG7un/RQby2E0VuedNQs6pHsGDEYC42INApL7zjAiP0PvByZVA4VpK0okEASkFnHSmQh0gTWdydjucaPrq3J43aHn1wRuBKgYn8Cx93sfNFs9Np6+tLD4rdDwPNpINjZfDVOAEx+NS8ILGMaRK7ijWp6jbVo6rck9IcbgQjhmNuOf0SXSW+LtePry+vGdHGWPAUa3cxfhIdLKNV/8ocib28zliuj2yLzIUQ9EKD3YL7WKNmtkyx0Vg51Iv1SB68eG3N3UmMg53Xq49Ja0Ma85C8ag/occ3sy/pAb65Wt+uV7Nb80vnnN4rWv7ZGVDHU1xyLDbVjXFTxYw+2bE+6yXtr/Co+UZ6BSQ5WaaB1X3ss7WzTJlwfUWMMy7HZdcKY4GL9gZEHXMu4HfVgaWfpaRLHo9cfeLM/4RtLx3L8nIxPFQ8x9iHCIyY2Eu0QPyaHhjHPRO6UPtI+1XeZHkUfcMpxKCah2/qF+6p6gAn1lfCIGNXUdqT7KvrW3t9knxVz2L7R9gHDLijGCN+fqTMT3l3KrS3FfRFYxJn1ibT73k/stWtNbw+xUdabW+25f94vP4hLAJNTBrDvxybhoPJsALFTe0DQJAkc3+eYxTkaGGOg9WCSsbCIKNNDeU64uTF6INitabxIafKm44bV05rDYiQ+uNnfzG/im8QQTnICZtlP8FvuL4gQTOc0oLXXpo/tdO3vzYtUH8Wq++m4+DIebrHoC2XnA0N1zNFjLFztomLbLVe9DxDrMR8lNzq2cZzvoz6Kw5BX4Ym11TjF0xK49p354Hit3ohMZ9PK1Ax7h5f4dPR1Zz7HZg2L83m3xrdpGez0B3Fv4xjzjUurN7fhPD5oWLF7jq/RLTbNWhKH8nsfQ1XOzXIsxc7qwW2f26KL9+fIx/so07/EycgvaQzDFRpDflvT6MQM+B5r1OyaYbeggvIf47bGNY/Nij7vb1hae00u8vj75frZnrcKH+jZ5kcTDY841O6XMR3xdvWOZY00aR6YB0ywoenz9IbPobk4wfnIhnTcrQ94APMIfLpOOXY6HuXPDb1x1NdCx8TGshsAFlWOkv59nyux/3FtoR95xfuVmI9zVu/L+pAzGOsz/lxR7WN+GQ5JjJ6UnWv0+N4XPIgLeENSxoRoBStzwOOBahzVka148n0PeFlQxk1Qm8/58+bePpcLgJmUBiOPK15DNZkkN8+TQtPs0Lc29iMtpJdly3riDYnR7WlN9XHXUSXdk0zMs/vrWPckmY8nLVJEH8ymvWpeJPhUfkOM2aDit27Zwnq5fvDHy9+vHx/0d37eZ6dikfXROmHazCPWFT2cc8wRLY+Ln0TtSV41evVjiNOWw6xDZrPpcxj1uGg8WlfAP9SjRvbQxgSDmRyDPZGNtiAfPq8f/OceBg+z6exrg48J4ln5tKslMs69hQwYd2Z5K9jpD+LCq9uQ2Ajfh/jJhSW9Gl9gM1CsxJ/De2GNXY67zH7N9SQXo+42Zmy70TU9EEvZ1tP7c+SDuefjkHnpQzaOxctn+1jy1OeM9wLOzdD1BvTAjHiPfnsdMbGjB+0yboFr5hMZ8zFb0Lv86r60drV2oxU6x5/GWswl4zCz8UCHuaqtcX0yFHWT+VL+mzpWyWpxHdlN9I6kD7xv+C7xTPw42DnacRyDMmfYHx7p1HxWv8Bj+yYPy49EnBsfbW/zS78fHcQbB1ppZT11wW/Hk/bgn4Tmxq5jv3rGKX3DJYmtNj3Eh/od8UJ80W5TfqjxggfxjkSe7BpUtHCdCazO9u4WO/DyKU+XWkAQW9FtqpYGQ9OdA94U4nSDGgLKWMBBagt5G5skN6ua/M3718f1Q/7Ao3Fxja9P8zTZjTz+hnGpCyXeTtdYmzhxm8pk42vGB36DHge4ougtFXHo6P1/BOYr5YXEX/cT7gccm1Gwedx0sl3FxsjGuSySETPyi+lTv/XNbziI03iT1ZTjBsm6/yBOdhp99IED48K6jfZDi9y/NJrVgdAX6wuYPvTac0B8Mc8p9gEZHuxmnzofSGzMFscaGzUwyBjNDniNBEnPyTmsw4hJiylTG0YMjHj1Zcsl+NbUqx7f5qGpym/zDMuj5iG+FQPWzcZ7RYj+HkPUAxzk7xtH7MROf2DHHHesgx788K7KMe/Pkc+tcSh88TDbY6l17xanALJbrogZyOXY8H4a7ff4sFjwKWLP5azSQmRX+xjXTkutjD6Jm/Dgg3mQnVRb2N7L9ZOuTqGED40f2GnzDX5uOp+a633QeEDf1qEN5p3N8XbEac+453jhOMj0ySQmfhzsHO3wcan5U8Sf90tdP2jXvvaQN+fh4jwz9aa+0fbGpvT7eBDvfsl1P8LIpwe9/LiNT88Lses2Pr12+zhQZIDLcp0Xv3cbVbfe0SD/icbvOoi3QrdaAL4BUgSE2w3UctvGVQOA7mNyx8CTBOuB2blLMMX5Mj5J7s5AP0Z/PuGeGb/AyMngwm02m2QD4sERwrik+GMovWZ49aJtMfYbrMBMdbL0gaLfQn8qeKkNndS2BvmNz3fnhcdH/JbFqdVe2hLTVl8tjISFO5z1uYgL9wYBw19f7YsFCcqYQyCLh8HWbxo0l/1HMce62CJu9MwWqpnu8PGwCTHC8VYXtHaI51nMaFD0sfEm2IZcsXzubme5ssA02D366Dhnh9gfxI54WBLBJmJoKbK28nyXLwC0WGfUNsaivnxvYmTEwHDUvG6hwPeZ7sEfjLP6v9UGqvHZXCNvFntKhtg6s7lq+jtRQWcdi3i1KSF2qD/FLmD0ecls9jEy8rktDjs2UgOdLdGXzbDnNlgHs77QfYzfaL/YEep4wLVrnWBV2prQdkZJK4sR6bPxB3sc3uCWxA0PqY6dTxYnYDJeI2ad5wKfEkscrl5rP+asZ931wcZCPZG5id8Hv4y+TjGGMjx/AWvQ331NbLibJxh021u+ZnsL20dFdcAQ/OJVcyYvxMon7BeWeUdZ9r7bJb05hoOfg+xhnJiFHFqp81azlKcl+Ob2rzqIrwYpCvPjsNRAtomw2jabLgmey/VC32pYJUW1wUiMETzCgtnoYhK0gbVGSIY+KfAdFrTziwgthgIHcE5sYn1A17XBU/P+FA5jedJjdLwGu4hAZZJ+LqZKbDBnbYHgYkBP80NRGXXzPXHD8VN5wfpfPvgJs8OniOFp8QPW+MZzmzfpU+wkRprP9M1ZyLFjnMRvpCfbQzqxHhJLNkYDa3FQo/f+GhbMWfyUhyHRYawbErcef80jh2HQ6a7bJFdW+AW7Jf7HeiG2WMw78xj7faS3mCa1vcKwz81biic5vdW7tRz3+o6+muaEymqxVtaJ4A/GOdTKcq63mPVpAv2Yvasx7lRMU27Wg846TeaMMSEHJp/zKXbOzq8rbdDGtcHLfkwcKs9L/7ms7nuNu4M9wwLsHdyVFmPxoP2Gw9UKF9tc/WHaEH88JaG1rGK7lCmEHV97L+tRP2AnseRqQ65TzAMfa+JrZzOpoHZPZbcYKOpHqJENkhILH8uN/ikNkqV6s57SZj84TKPwtfhPcUv5nuWXYz2vNUncxH1gNPPm+4kPq3ggWbMxq0uZj0pkfNmmrfJuE7JGtGuSa9bPQbbPPZXj8mGtzjcN3VzRMY29lqs9Fh5eo1WpX3UQB5DeMda5tg3qn7tWesYFhDS0xczO47b5KGOzhoO1vz0Uuh4wdWDlRanxRSMkA7rxBu7hAanFYljcIFjtLeUO42djIRYNTdD0oBlpoaT3Y+/NWqKfHKxsO6P1fVn8EIWNGzygsIeaElvPfvGOMKBYynH2ugjLrE9H+GPcF9o0a0GWJ5zqAyqItlAjX5J+KE8YpfaauK70oX6eS7QsV2wsYw9C0ytsMIcIjdU6R5MHdW7xsIKEf7SVbWsPuCz9I9ois+GhuZvbY+qNwZ60GPG3sZQvrlXsO6tUn6YfBhX3oR/j5XXEmPWg+EuYWbuO9J2ORzsOYqCpktlp5yrf0V/+o98lHDQQdYvEOh7jspMhhuhqYqQTHLYQ46Mdll9WWyFbRFh/aY95uLgYh2QvOcDEePMt9xmdGBtzf2jpLQQ9l5oehg33aU219gumplZhTqlzlwPSOjYS2jYpaRgsh9FkbLRTfZ/tn5Shtd3L0LkJRuLjxH8lRp7z9C6xi+lL3j6Wp7zvGgxyQkwz9uV6k/id7cke1nQlK99IjNJeN4nTPl1aJW6R8Og+seFoyvJ4wNbMK/ORaKpYMfOp2XmQDUncBl/y9EXeQVS4jXZpTiUHXLe/C7K7v+P5xtqivNsiSKpE+b1vJXZsjQyGPfz2Fx7EA7gu0Z6ZLOex5wDCAYL01CAZFoxQlIZ5w5M4wYA3IOA/qBdwGsa1g4M+BvjxvYv3ivcj+1XPdblnYyHgRT9Xd6Fvmcz4ZElPxgqPevNpAGF7TCGJ94Y0Nof4YYKo/8f1vW1wMxsi15P3LZ5z3i6GlXXWJ6rLgZd/+7vF8xqWsgEwODJD9Y8t+ODLOOsCbtvGfNIzP4gnfK0MtFuQWnqzabBybVt1yPzLfbDB6FrHnODnFjg3756bWawZvq42jxuHMR5iLCl+DU990GXujTTXHHkrHgtzHSO+KWJR63Zc1K1s70vVAXFSXjWew7ogB5wY66Rg8AfHVNjkRl+okV4/9VEaZyMqbGe6GUbcm5h30zFuN9Or2HS7LM6NfWZnxDHgNfK5Iw5NPg/YQslMR4w96koyNNYHPQIezn4dG9awUueI1ewhTUI7sXfQG7RBf3RHerLrwp9QkP3MkPrsqzGfiA/sR5sxYgYauwMzaHHnVXN3fLg035M9Sx2xJql/KXbI4SrvOzbsq8U602chtvAFrnNMOoajj+UQuzq/0yEunE5334T63fgBT5Jf2XCEtY1XPFTsNZREcWxH/qaO4cFax7PjEfs8PtGuPP9d/SGFrGzoF2Mlq0dDXYjydf/A6+4Rbkob5TbfPLbxOw7i5BitNDGBvRNH4B8L1zluXrc+l20wlVMSoQdGnMf0ZsMDDPzBpfOX1hoWUVbjEpKh9YdNTO9/cov18QVkLlELULnZzYuJcYuynxQP4xMmZh2TgjkoaosjBrM+jPlri5+XyIsJPqGI5bEm8wn3cVwxmfkwyOAiHvocXxvXWTHXws8LCtEyL+iIa/cH+cIuPiwr1iork6a6+yxPQ9+wwHT5OIRZHTDKupRvKUB1yzXTL4n7iK+zu/a3s4V59NrYYv9QbfEVePG8uNk45AECsRe80Isr8zYxZ+NN5GqtGYqLxreZC558jX6PeDbi4A/GOdTKYu6AZ8C7iUgbqn+wa4p10yPonPC3OCbDSb0wG/XwnS3OR6xDx2eU42OHZQdcBtygoIlx0Age+XrjN7JJDoHvHVfoARZSF3pORftF3z7O85rfwAXXCquOLyj9p7R6L2/0Qwyhrg3d6Z8piSxnJ/mBJsMffLX4auyGtUXkSWxiz0maOt5GdTQFsxUfWxqrj3KCvmCMa4n/cR6BxW1X4T/UvgHPzl3iS9dFzTUf5xaDtbb4xcRahVNXQ1olbpFQ7ms/G9n51Dt6cx9KTEkeAlOXDysYMI3PxchL7kO+0zysS0sYZvhEuzKaZB8Q7GL9oAtQLnRizECrsQfMGp6BP1jGq+MVBx98//oHcSqUCmwDsoEQi0R0fCO8u4HgPV1QEBRGA7YD0ZG8RR0CTwOKiyG3TXIm/EXUChZ5YvD8xWA1Zj23yfr4gjIXOLEtnVjhVfBJCsFq4kosJYtwwjNTVfLgNfKi2lz5GBcrhrjmbvrkgXxV/zheYK+gjPT5U0xH5+I650/0nGtEy/kldJdPXLtXyE67SWFZbM/n9YLcdDLjQRxPpE1Ou0/AiEy7KezSqRVroB2VMdRPO3JfO+RKFbexP+Dg/MIK5f6wumZxZcd9W7FZ/ZI1P9nczTA2ZNq0dk31ZXzob3iTWkC8eNzUPL2v1qC+pMg33rb7xkvlmF/HGPUjWwt9RlNJSffTOMxv6eFPiCGN48o22w+7LM5NtRhzbcDYFWhGPnfEoYnxEVtRhuW5HG9KPqXh9RhjebBf48zWNcSi9YNtZ7TwUzcqwdXg1elQE/saZ8eqdrOT9deDheEvuIcDR8VM41psSPQu58WBe+YaXiFmzcjzmoydX9+aMB6b1Ikshmiy9o+xIZylfuR8m3+J1Pi16ZQ1UtzEJ1hTHd/Jekp0ld6Z6PW+WAt1HxPqKOpG0+EQA+ELO60+zEsZCeY+L1xNSDG03KidxXm0K6PRXMdeiVgFu5wuEFvqRDL7Otc/FUr9Y00Au+zKuFi9MqIH9b3mQVyTtX/kTxMHQKrxA1Clcx6E1kk2aQBxnPW/LWSaYFc2b7CVa1r/m9pRtZgEIwU28XZBXW/7xM24P7SPk/NZhXCmaV48xsIjeLsNScZWY7uiy3zf2LxkXmT45FhMbUvjOePd0EjeiOX0Tu5CkSd69g/Rvl+uF/5Na4p34X+YI22lVF2DzLjQIJaEb8wrwjLfmAj3HGugJHWDvhAQPY+4isxmZovL7O2G0T3g4PzCauX+sxqzPU2wHUnaLE91Wp2TsEGdrHI2TrF2zfRtYxxn9Gcw4Z/i2lTne4NnIw/+ULvbPKJrcz1t06HxEh+0uW1eI0gaPi/a3ISyd3k9en9vWRx7b2+l4yv6BpqRzx1xGGK8a6stlk3rGNkfc32gfkiH9THbGuSO9icPNANmU8WajZHK42r1cpSY/0F/XkX5u4aT8KMvazM5EvxBNNP4VNmHNZ716nIE16z+zfuaLqfkVjy7Pg7PW27gg+rnbBnXs/Ik5wnbrJay/8Lhs6nO+pg40Bp31k/ML9g2xCGNtwOYidmbbG4WTBqmFqpu6UfRsUcCfiG2owDB89hHTNfsFS4OE9bpiI/BqSli7OI+oUl9ZuUHu7L61NezJmxsVHoH/uNE6clwqWjv7X+9g/gAnjqvVSwDUizQw9wJPOyMg6I8mb4ylAaQO4hnwZs8ISJhiW0Vf9EtJsGKxkTTi2W5AC4G8qrEJbqz/mK8ULjHGBqTjOzOik3uI0aKvv0eBYT1y+Zb6xTbEMuWoh3KIs3g/9GmptO35kWCT4HFPF6zuE94G7AGfgNGQuwWlRi7PMfXAeLbD+L2gCT6WNcQb7upYJ0sgTjFbyajDqymxIblZUydNG+dF1iyTh6HQGFuRWYzs8D9+u/+7fX6r//hev2Hv7te//5v1+vf03X/tzHYMbBjQGOAasP/+j9dr//X/yn1Retxq4N6n+1FuK7rR8uJ3tV5VKu01mJw7co1/cQDAc91voZ52sldVWMnU9KhU3U+5SCdzOdovxPm00+MUlfz6fhAoa0pYepwu+rXBDeOE+zb3H58kNL2w9Arzs1mcN8pnLGeyrXtKQvmbd8zwQAxC70LVuQM+USTwQNngDY3wXDkl8U57AJ1RpPs+4JdzV6woeuKThVN4G/Z2vayr+2kG9uvdxA/NEQDJzs0LQJMIiRQcVA7FHoTQRpAh4mfBGYhveIv5DEJCiamWzDRzfgEy7lcw/CRTdZn9aCgMUJftobXTDzfLBycpJ4fJ148xKYfuRkNO07atSIrnIW2bUZGcUnPT+VFLK7AfnyUfhQ343jk7c0e6IuYZd9gVWk0HWPmM/idE7U/aGHRog9YURfxtn5iXpZAiCYHcZOnGpOWn7c4ubtlTsom+5mnhJC7jM4VCR3C/+Gf74P3fvCwY2DHwEIM/O36//7v/9s1fVuqNU4O47q+JG9OXZ2v6lLSz/PMgd6R2H2DbTciqYXpWz7leTxm9iWNb2gwBgt0YVq8Lde6SHh0n2JxNCmOZ9gt7snbOh55hvsBt3FPwf53B1HDY7CTdD72wzmcF9ZTo1JrFhiIbL8vaXNig3kE2sh3wDAyofsR1+FAn9Ik550gn+2J/lnRKfBpWlf9jUAa07gItPfe/rqDeATHFlEqeHEPXAEU+VR01I/APi6o4xO+7OkWy54ouqobApS/tG256JOOtpD0hc39LYkNVg56b9tE/RmUt4+xPmv+lZiIBV2KXT/kqN3OkEjD3m8/ZXNLHDB74BeLyQwNzHH61RNizAgG3WeLbNzP6NXS7IgvwCLXxlenRbzi2UgfkdY4bmKzim+DKcseDPWLnPXhEAvxME4xZ/hjsTmsA1EHm0tJPfHkom/2BkhQwnj3rdcxorp2H+NnPstjmtL+q/9xYfO934zuN6M7BnYMSAz8f//z364f9eJwfX+f/4lNXPPqOk17g15Hff011Szbc2R9ZsrY9OvjOL7Ys3LwWGB1rs5PGDIO+To/mdUObM03bn3tPqHx0i8kQP3Q+FT7A+4/0BN7rYJH3yfMLbOj53D2dq/ZhPXf73ORAzl2xX7KESfxeoCP1ddj9Ri77J7NyvLnGIu+tEsfcOx43MbZipWLz5HqUT2/7iD+GMMlQHzQPIaz5TIeLGSUA8QFv/5NlikEYdiybe2KfyOYNVpyFUVqKVhnAh48poX3GBfxbUYXEzPFj+S45EsK0ynT7ok1LWROn1PCTxLfoqvBR2Mqw54USfE2Go7jhrehQ9PTW921iCKfGn4zfvTlau/XD/siv4iFyr5mYyRwuQTdirxT49g298AMVj/jarFb4S/00Uw307wFvPzdf3P9H/6rf5a/7XKTbrhBHWs+PsFDa8rRgo4n+/euF7H+pJraHLLtlLjoVLusfyiezumPOA1vSwqR690SO7KhSjZDzSey0bQ2RBk+/3WUMTO5hfhALeCrGY9MX/r+bJ6KMY/ab5TQBJ+xb2eOs4z+n//DP7CzYz/WRowm8Uk6aUyV+TTEXMHnjH0xrs/MbbS3xU+bbhvs87U8krUMB8e1OcDY78WMAix/AdeH4GbkLjXP4iz0qynTVAgYcJ7HlwmNeLFBeMW1dAnDbG/1GLseXucDbkDGx+nx+oN5j7j+NQ/iS4H1CHg3j43AL0Jg58UvctYDVX2G3/nvwvVt53/+Tw9UdrPaCPxFEXhGnr4ClO37I/7249rIYWbhsPgbffEbdf7xiLhBgY3zDaD9taf8NQ/if22fb+s3AhuBjcBzETBvxJ8raHPfCGwEfjUCu1b8avdt5TcCG4H7ENgH8fvw27M3AhuBjcBGICKwN9cRkX2/EdgIZAjsWpGhsvs2AhuBvwgC+yD+F3H0NnMjsBHYCHwbAntz/W1Qb0EbgV+NwK4Vv9p9W/mNwEbgPgT2Qfw+/PbsjcBGYCOwEYgI7M11RGTfbwQ2AhkCu1ZkqOy+jcBG4C+CwD6I/0Ucvc3cCGwENgLfhsDeXH8b1FvQRuBXI7Brxa9231Z+I7ARuA+BfRC/D789eyOwEdgI/BwCr/oNrXtz/XMxsSVvBH4TArtW/CZvbV03Ai+DQPrTZi+j3boiL3wQz36XzhuW/T6mp5jdHfOfzcYYB8LpHwDE7Be+8gaffktv4bcap2ac/U3Fo9/p1N+3/aWYc8zG32k0+K3HE+Gw8DMrhrdvHsf/ffnlpd1896g45N+OfLv+SNhMDssd4xt/c3PCO8c8k0N9Pc/j4kY6nsbtzOaafXNPLOeW3tSr8ZbZ232lnE9jf5NGrzkpwWnA50c0p1iuYum45g0q/2RsKsb571W/yDqodbX8vecB0KTjTK1Ipt/X5WsfeHEsT9Zp0B1eH1UjCOdVfUjmKu2hAa9EQDHf16lMs7h2ZTS/qu9s/GjNeKn1S3V6Rh1jf7/dsD95sSD4NQdxAP72Jj+0Pr3GIsSLRUzgGxblxHlNryzyE3rqanNWbHl7u/oA1gV4cW6OU7VRUYU1cd7e36/vJOeEbaPJsvH3NoxUtme6CH7bxugZOB9jwbFBeKcx21GSGIIfhW/u654v3o0+/k/FJOfXM/Dp9nHrkXHIeK4X7FN4tFyEPzI78rF2ePn6un7BXu+owCzc8pycd6DUW4mVKILt1bpp21fmH2tnztn1nthcC9Y3yLACgV3zRY/7Oi8S3CZ513wFuSX2lBuR91qO2lp7WwzC7jvxhI3VNeKk+Me4Gqbf5CfY1K8ix9cwlvX1eb28V2tWQj8oGDrYzujLQNNuEx/bnJrG5uivu9fBO7E+9OXV23tM34DyjRO1QiZ6uXV+93jpNAHnr6/rx4XofP8Ue6f9PbpAv+P4orXhQvET97ZOF72B3xvtWR09FpkI6pvXp2ObKr51v9oxCTTRaU32XH873szPAAAgAElEQVT4pl/P7GFrG5KRz0vY43ca1rH5sfeXrViXDeF3r18QPc2lU/UVHO1V96GTmLDUr9p+/YP4+3v5NmYIrArlNDjVgdXiaIOf5/eE7EV9rS/GyHpy3bBxMAUyyq3gcf0o4m3ycfFz84cbmb9SxOrC2Asr+7zw2YqMQb07OqBvg+qAF+hj/Fi9fUwLdgN/9dHQfyDfD2tsPSK/PON2B3tv0vPRcag5fJMuzaJJg/XtceooJ2OMkVMq5PydtUdizW6sipi6ilxShXXS+kdtG5/OrtnNic11vVCLTjFfRpvwKZoE/wr7or/WhZ6NhQNeweOKw6B7iFrh3kEc+PehxZbIYHzs+rU4e50sxOhVsQmHmXV+B5SMc/YQbdSDOZ2ln4nn/EviKp3jfRzzqDxEsYyeozwvXeO6HhwrKU18cJ8qSh7jg91NuS0gXz/ogYepE2/lJxEqHbT/RK2QGR7nA+59OODcB8b4ndUBO++wXdWIZGLt97V9pvOl5oB9sDeIPNINPEKcYbkSfXvcNv5HfBvhDY0F3uQ7h0UhxuZnQaLdRZ2ZT1oe/aKDePpW93yOzuKWx+A80q7C8kHrVx3P5+pYzWctL6zJy075ZsKXP4i3TUVRFLJN2pCEaQE+kVzp/BVP5QvG2cAa7JmKPp+8YAe9RnnCE4su6Neu6/qw/LiBtMWC20nhv3tTsWaJp1q3S+Zl9NJnC8VQLL1QLZ7ZpjQSHt1L/D8kv1JRmb0p4dB5TxwyfmHjkNWIoS/G3aDVQYeNUyYV+wc5pJuRxbbaADgQMwwPcgeK0OFjDlinekYcjd6B6Xi7vLnWOEwxKGp0Vo8rHE71Jz67fMoBPGKR3QcbBFvUK4/7CFhy0M+Iqj7GRDYmY/2uJt3YHzHl+5VNEbA4KVf5B3hpJ8mHwcxejz3k1fSgGK6Ma984DuOuw/uYddCcsW03hW5CPKe0FnNuZ1iKfI8H9a3SsjIFvdVaczbUA6m9mSw7N2kv1wrM9Tijl68WJzcw4uyHyabuZ7Yl2Ofp451iktWFss9jlfo9iknvi7gOcTVMnWFFxMO4x531zWJrmDdIvquj+cbUvFvWL9F/pW59Q13N6syifb0uin8cFj+4fqXxbGOD2z4HJDDEDtSxlM9SBPl4XZryQ0QveRCnRHv/+NRFVq492DpSnJDZQCeRVlqQiuIV59J9Oj8jjH15IKwH1gkdVfQyJk5VLCJ9IXLDlnf65K5Tj7b5pBqL+2yuXQxmWAQZneXTWmdxbrjYjyFpUbpc3q+ueA4LtxYrpu9Pe4knitUZQx+eX4nws/gIi8fF4aCSLmor5ULmSkzN/RIX8SJ/7OITFOO4IKWyRXdlIzjh7UVl9lyuHx/v7sGAn9PvWvz2rnnrYHPN/IY473hKXBc5n9VjzY27/JXxNVYOMb2MPTER/GfxN/A3smdNnsdYFvE3m3zDWNQz3mcsT8ePZaK+HbEr4oPnypifM6O3Ak2bY2IVV+9ja7NtG+7SDHGX0rZYm9kg8t2aUHz0GvHoaPXBBv1J2sfnoKV2aB0papPE4ipeyvKgVoyaeJzdeMPJ9cpNwDmh0C7BePo2eZhc+KXSJ9HF+Z3GE4wZ36G/kD3oGDoq3UA2jHvcWd8fOIjzHnLAAEqvXx3e02k34jvlOQ563ya5HKdwDJlcS2LKThnq9OBfSx3b3vdxlO4j/xTfJnOGqbc945P1efxYI/7Uj18DMs1/vu8FD+LioMuncZQ9vBjMouPNUNv4nNuY9Y2gzMue1ngpt9xlQZTzMRjkBK6X+Z7ckLU5q9HKiUQ4Zdj4BBLlQh/mJ/JSXJC4H5dCJkkJMhwqj79pmK1+FE9tJpPb33pdPt1HgEVL8XeOLfIC9ojN5zYLNBd8TGzdlF/QY7yexoeft+jDiCQuRgl4QFPFYTKDF6lHfJIg4U1diNOvZNyNwceh1ty6sXC8E9lDl8QNYEbOyd9JBp3aQXn9wN7ErW6u42bCHVhNjDbGvOKPtaDCYbm/kGXkDutNxdvM6U3N14ZpgTUc0yfWLZavfM7Mqzkej0Am5A3+o1SID3eS+gw+BR7ugKi0ENmVPPZZp6VWRr/ol0JPv0/Ic4tKwoiJ0SxsoFNaxuD9+nHTOih2+4Pd6BOO73RdV121hjrfGDPQZP0PHtiDlq+rtaJN8ji3bmoAp6wOZzhP/VrkqM7x8agYn+KX7aG6NZk/uO/WtSLYP8UqxdLjDj/ne2xzQOwmfXuLdfSOajqkedZGbSOrG3b8UW3CV3ATbE18RN/h4Nti4VjH716/UnyRnzfVMa2jnGP0sPDr2tOcvmPH5uBrxN9qZPyOg7huzvKEz4tlkXuruBg669xc1qFeLVmErSTZOq+jhY+5coBfrp+csCtBqHY13aTILtvCcsLfTKayha+1AfZHH00TVzPu85LZNsowDnxs8zTOiqsztseUxQUPFMgHjjyxIMUqoRu7RLZ70PXI/DqNzxPicDS6vXE+wjWbutSHBaavDH3abIxypuWgTiH60IecOcxPsxHMbZV4jGPDIg3tOafNhgD9R9fFzfUYx1Y/iQ2fI086iCvm/oEEDj6rtfr9+vFv6IEh6G2tsnbl4JU+SMm1rizUinT6jZ2sI9mnAUT30T/RpxK7IYbKnEh8zrRZTUxop3Yd+yBOR97FfIl0ct990mJA8xh8Wn+LEcRKxyfix7wDXqfXQcWw+0p0xb341cartRB2dR3taNpWeUNty4gXa0Wf2v3Y4nHAE7jqlRy4XMvU3srpzCfGYxGLwW/NhkVdYu6wvWFtaDypAdwVD2dClFnpBobDeMddRNHD8yQmhnlgeM8VMSj+7HYR7gdxW+B1nJM+hpAr91ixNldiqduYrHnq56YT3b9/6BcPQu+fXb8eV8cED9TOCheSBzxsXXD0aw74dqoXPIhTwlFiFYXtNETeiXDm9Fokbi76vJ5pgKbMV3kDMySsFKbDop3KvLVTcR6iXgooEkS4a1ENOKe4uKL+daUNyFj8hd8g+lZTynk34MxffEGLlcdHCoVfxNj+t8v1Er8UKurjMFEsjzYibWGGDauxFYXP7sH7J+Ow0C/dPBW0rD4WszPXYkOgi2arOTbueczGgfrT0hg1V3JaYqvQxb1x7oxlTmWr1a/PmbaWNtc+J5ifi+0iRuOGkiZGjJfyIcOokDk1Nhl0diTjd3dpnDy/6HVNNVaP6lNaxzsXaZX4JPirb0dTE9oox96XMi2RbyMv/Prlafqd+AR6Whxsu9NrK8RzSut0v3EdJDmtroiuYhe1s1zoeSV0gnerY5MccxhUvAHEUq0AMV09znZketgOOLt59qaMNyViPgVelg+1nd/iYHZv/SLjHA8K6Er9l1kJRtH+I90Uh+hv79tkbTjim5m93BfsSr9YzOCWPShQWWmepXokdabAJmJ1dA8sU7Gmk3U1eST3Cfbpp34Mo9XmA3yY4uv4rtQx1JzMVuwzZQxfemdr9Xq+rALzHLrXO4izowjYGPySgEeBPR7SIp85kGnwtCljkcw/7tYmfEMjFKawSGAjsZrwNyvsEsxyyTDrHzGxeklxyQ4DdtHTxLQTZwuzVeWu9r04x4/OxCfqwp/fNAUferWVbrLAgD4tQg/PrybN/z1OsOH5cQhcsvhZ7bNxBrsWr0P8R30q3kSnY8yjv21MJSuNC39LqON2MbLDfRNr5HqCx9wtba4FI2uL32AUtTtuKEnjAX8142z/sO7cCIeTqzVrcnCx61rtO6uLxpcFzw4/vN19wbkc5NpaY9dQ70+jlMPH9Gf4M22slzSn62Q5lO0sbkrizp990w6wswk+ngccKh5BL8Esq1m2hmhMOT94+TNNUQfWYg2cVvA+o4PyXaoV0IGutYwy3nja7M/bOv/Og+y1mCtNWNugj83h1bZzX1NBfYt1IfbnkxqVNBKMQpxVDy8b+yFHPU8b3074MM+N3nnjdWjM2DazdmrNOBffjdsPNcjv+YFzff+0kqML5jkfIh6zmjT2AfNvqWNZTFd1dsHsnyJ5vYN4QyIGVJGAjd4/HendkU8fyVplcSFiTe5WqJjBKv9zwZwX8pikggkCn9UZFgnqFbrxIQXPeMj/7EbMM0x0ZALVySRNir0rCMp58IPw8n7xWtx3l9hwI84oTs5nHLpU0OBfjZXEIBTkTltbVvuE5sS4XcAwFr0m+nH4NJYPbADzBM4HSIk4JiyzGG5kMv9ykY80x7hoZKYh9iBWzID6tI4NjSs+EGK++C6vN36RPYXfyuY6ySGO2SaowLaMQ4uFtqfYG3qtKREH9kcx5mhNHWOuh3IX8s2oNzbVbw2rkeKhPWSPyvI+GtdFV8cVuyGuS3wSnyuP0dSEdmL0oPeElocQn58f1/fhUJRN9j61ONj2MDPEc0qb4TXgYuVrfCw+/HGx3ObEQ+gK3laHwdK8Y6VWuJmVDGtz1L3aHzrGbV2UP73AGzv/EIj9sxQPyI1El8nDhKbR4HPBH38W0ujSRoJRiLPy4SX4DfI9z3J/McwDw0dcvQ6Oo+ZDi+WxYHT/thj3a1ybOx3H2umk33/D/vGxJkzVZtojpDYhzkZbfnL9ekwdO4CVMItr78GUVxz+yxzE1xJMA7lyLCdKLKpaHKvErRJniIaVRc5OkuQcNjipjjJPFhDzN32a+KewcXZqQdICmJta6Mm1Q76gC/OWExcHV/hpKt9idku70P8MziqWFy7328IygH7gwL1qk/Wv0OF7AI4Xg3KhFAHhp3+02JffllttZB6Az6PiUHF2FyzODtzP6wWx44jrBe1sjjhxrEOsG12w+LUe75Ro5RuyKZ+mw7Gf0zyE6NXryuZ68E3UraiJHC+I/4P66+rVuFERv4IXGZfIbNjlxqd4HczBw1EXJzn7olewKjdmxaxHdHOcGcVlXekYRjwkLvs461DiU+GfbVATWmJOvI1+YnOMrWMkWG+uExpjA8/IQ31iY07rTMTEzXTxrJ8Wi/WpwKvr2GvXoZosXHS164vTKb0p8La0rGfmK0sU2iu1wk3JfWnjTGIy6BFwdixxo2uRxTDyknvEc+Jz6//FtpUHVcbrGZ8lGEX7i5hqcodxz1PwrmrqmfWsSVxoeB3GCTJ+82/aZ/V/FPKUHsYzC4TmN7LtCNckRwc/evXT2nQwZ2X9OsN3VsfmcVbFn+nPMPUQ/PjdrzuIH2+IUSCBbRKYGEquafAonQTEffwhcky6E3rqYpEuojw2SVZOMHMYh0Lm6pLC9OdN0bveEEphTHXFm/rZZqUsCKYolTS5xsu9D8MZi0PYGLQ3mLFfNVT5gi3x0Njj/hiHo1VzP8Z46zrOc8zIfRg+o+7UM9c/n+N7NTaHTS0dxM3H2Pykk3cRx2R6FZ+ai+NhEJvqSR4jdnSRYayWvrhL/NzXplW/FzGamMtdy5vr7qNP+rZtxDgzKbBdin+de7nw20z6icC8BkUDEpmV/3RqumaYOTy+uCGXWJj5Hfqq37ojMfD0K8dakyt6WGwHPDTOLQ0+XVbVmoy2iWwWJr4qYqP5INaCxis0tLY1mXx/5BefWxaHJr+Mg15X7bymlYmn1scNkql6lTR+htyNfsuofF+CtyeQb4c/q89yrYAwjzP1ZvUPmHsfdpzBrV+Fb7aXYV7KSGTN+HSO9VvnaINgW+XDWr/VyfD/+pCfo4u5cRQvw7jhqXs3l6cwe5iHgUdcrQ6BH8ulA9j79Z3W9+SlR5gx/ORW+iA2TnrGffRNk+FzztfeRmQanp4HDvxxVG+QR2sxKPh/fJ17oCgH+7N1TGJhxc8GoJds/rqDeCuqGZxpMCeBmc3VvjQoeaxy+jn+zEoLhrdF+JTBjg1EOtcYtLRhMPSxmWFIMiE/0nNBnm1QBLe0YGMBpb+LOZ24RpGDQmMo15sPwxl+tYukqCEFbux3Smb+zHzkJskNF+3SbzFuJwsceFu5D8MHzMPVysLQNA5B1K/zDdM8LsGFfeQTFUN6jTiGYbod4rPXEmGd8OA5B7GBw7hu7qdqNrWO/VzXwMbkuHFycy2+ig8IE1xIchYbTiPjW4P98SaGmCQymYd5wp4dpmKeGblONb2R3KQN44f5CZaMsurTGFpzesXkpn6LY1bDsvgRe42tB/g4xRT/0VTvK6tXOv+DPmJOfjzIK5UX16zBBieEbnxuWRxse5zm/3Y5pV3Ba4WmCTc50vqOGh5vodY4NDnRcDvMU5V3slY4nNVX1RtQxhIHsgN92L94iDCB4jgOzOTSJz5WzIy8qXY2bHMq06v8EfOUPNH+Ujdl07D1tY/zkHkVD2eP+Botzzdz3MR3b+5jyq1vLBwiVu3zwxLjh/vw84pPZmR5BRXDw+lUZ8s64VX40dkY16EDH0oOzNevZ9cxyW2q5RQTszOIxec127/uIO6CxxT/3h8X2YPEynjEoCTfoYgNBSgJ/ANf5wXiPJ9UDOt3a1AWAf31dR3fVqXSk04pnCsLyLMTl5Ub/JeovNJ1FmdXQBNfMz8bu4SbvTdKDbRmzDSlWJrNrxkbDxzip55HfvHt/YVOjjfy5efiUIr0gXznk2iA3H99ffJH+OvNe+LLyMosaqJXsoGJPqX7rA4xb5EpPnm/0ttebpf0ViHxs91Mdd9WPkd/xxN20Nw0t89srtUP0KNvjApsI1bGvMHvBnsik/FZDBuZXx/Xizzan/6NMPOM2Bu5lIfdJq8D56gdNLbMm5qvN801nBlLr58ZTZtdZ4OVoTzCw5CuNTU+RlMh/8N/UaTlqnNbjOp9nc8zXEVemZfG56RCioPVrWin8wLvdOoKTZsodjZcWv+sAbyz32gc56V2jGTXq6kVo4+zCahh6quYe2FK0+OwbqzkQRYDqke2lzzoW7K3xSzq8IKeZk6TEe0/ipdyPMPAgF7OMzRonq0/ahds4lqkGKMPrOnKvqfxJEbaXDfxXIxbWTe3o1/AiPv7motusalaw4z+P7x+tbyD4nRdiY0Vmhg3K3OsHi/W/nUHcZczEcw0oE1gRvrkPg2e+JZEg0CS+xx/OdDTj9Hj6Tw2sif5JLpzV5G8FXnvJ/k+6VuhcotJVQA6J9fSwrmy4KfYryRY6nenRbuZF7FGdtw4iTNjaRaDUY9xYxTnNKUW7S3nM6MYb9jcNCljY1EuTzyJTxf2gDhk2clmRftx4OvX45iusRz91m3R1koM87OLvmFgeaHYSczoZszEUpNn7Kvz7djPaR42IWExrWwzm2s7dWhrfWgfB1UbRH+J0e6nvhGNB6mGTcAsXfghM33QpXnxTg83tB5WNqoxKV5Nhv8TCPar+xMC2Hgcgw47h5MbOXUjuJ2TncWmFZriYQnOthXL6Fq8GY2xAPaIiSEXmm+C3cifURBYtrfemcyI5a04pPMOYpAVZP2DTUZz31yoW36Ciug1Khk2XSf4m1ox+4qSzvy4hnVa0yrwKePETG3Ns3lX+m3FBtQG7BFVC8Rp9RCUyDJbY1+pW7M2bQhefq/oCE/wFV6LMct8zfq36AuSQd8Z4R4f8dwn7sMdILObPE8Qk1UpknUkw+111i+2Ie5TVmIjxmmAb1xDlUDjY6j3Yf4r3v5RB/HU8fEQfeCFbJMhSTEGPQIi3ygmm0YtHC65tO+YB/GbFD/YhQLjqg4G62tlyxDUh/ylsDh7YjIWaqD4uLn8EGBuN+u+KOMMbaGmdB/iYGZrgXB+T/7GatQtL9LpImvESVMX8RIXLdj0xo//HW8M8vzS6fFyBh8z9944rGPIH4iMyNN/iz7KGGsD8Xd0pR+sJrR/Qt2wh0DpG3LRT3V3TrarG8d+HuPQsfZPtauF1Wyuw+x+yzESNpk02mInxqhO5XHFXHMre+PB1JV+NIi5CT6u1jY6+Ca5Bv96DDUXuZZlsWLHEzwaJkFukKnonLp4Pdem8hxfzNzEW3g6BuFGYnlcA7g/xQBr0DinsSaf6p9E4dNBtO5MzGpTqcE2kj/bBPVhu9f8f//QT5MF37mH2xgTfX3uYoyuE3ugU4qHU11virUlI7V9K7kA2wwWlsXQNrUCq9FA4zrgX4vNatvnH/yYq+rzsu1LcmKnYbthvOZ+a7RoaF1keTNZxhczMtjY9Id/ymutL2JzJq/XbxhUX5drBWxlwfBLrWctEetLyHWLeYkLYuxGuZlS/DvoNibXbRO/Rl2QG6Yf2M3sCnXD+wU6kf1WVxhkx/v6hVgZ487oBhbm6mX3AbH3+EEg6M7sl7qUn2n98oM4gg4J0oOgwylBUjllDJYQJLcU0i68tx7Fp3PMW20Tmw9nvRS4FT4V/bQQZ5MW+tgXoSAMb7TSohJ8Vsq6cfOR8VvGWYtUtAsbJwtkFiMkJ85l2WNBHGM5LDbOjpgXgo1Vp79xmuWXY9pvlvGxU34qDsn21Rjq+v6ulq2VY+zI5qn72cfBaKmNtbR2mM31OBuboSPMY4wqpyL+UzlZTqWE2pnRZ32GR1q32rjm/9IhDz46wqUxv7Mh8lL/TTjzRicECDY/2HSF4Qm3ZIj922Px8EBiWejcZZvYt8ebOyuit42//iN9AaT47TA3OoO0lcZTjEHo7TbXZ+LmNt+nCt/beVQrBv6i++kYC3VDYjaphYO8cx3W/+uxi1iyD3dW5erc04Cs8gddUY/Dd5WctXktV7+uHxf/Z3YDzi4XQv3gMfouotWfIoTN33k970fBwOR9Zl/WZ8xK600bv339SvlGXfg++srYoy+sKKbW4qQpbl6EPD7Hu5THtF74IP4YAzeXjUBDIBaBNrAbG4GNwEMROL25fqj0zWwFgV0PV1DaNM9GYNeKZyP8mvx3/XlNv2ytvh2BfRD/dsi3wI3ARmAj8IcjsDfXf7iDt3kbgQchsGvFg4DcbDYCG4HfiMA+iP9Gr22dNwIbgY3AKyOwN9ev7J2t20bgdRDYteJ1fLE12QhsBL4dgX0Q/3bIt8CNwEZgI/CHI7A313+4g7d5G4EHIbBrxYOA3Gw2AhuB34jAPoj/Rq9tnTcCG4GNwCsjsDfXr+ydrdtG4HUQ2LXidXyxNdkIbAS+HYF9EP92yLfAjcBGYCPwhyOwN9d/uIO3eRuBByGwa8WDgNxsNgIbgd+IwD6I/0avbZ03AhuBjcArI7A316/sna3bRuB1ENi14nV8sTXZCGwEvh2B338QD78N+e0Isnz7u3ffrsHjBdLPSsTfrp5JOUmf/r7gjP9NY9VvXgqzdR3mfIjb2d9hv8mcOIl/+sP/Tnj2+75xmrtXHvnvM+rvR05/m5Ro5r/RuI6z06zfsI5n8mvur3V95nxIwR/xe0eGW8/4Ldx1jEQZpo+/80mb63/4u+v17//u9O9/BhNf41Zz5W2aDwuq/uR6dXe+W/soP87kpZ1L7bX8uhvvKJbv5fd687oXJwjtKbc/FOeoT34/rf0/GXO5uterYsS4mlrxHH9XSkz6ke9v8/VtwsEMnf99aDN5oTmJ58n+VOr2jfYxPjfOtRZN9LNkabv5SH+HutqzMp2tVVlOU98D7EkVPd+JNbXMB2v7tDiRXdZ2q8txDbbUt7brOJvE7a3CMO8Vax50S64veBCX4KAfcI//pfH204CvFhKbOIlt0dbq/vJZ41PNGfurxNQI+fq8Xt4J/6QwkR2x4IE+ddAYdZyYkYeSycFi9P1oQ6AZ+M2KTFaIRz2lZ8anKc2xumh+Jehcf4x7ja8zOjDWA27WpoM4uQqO5WJB2+2P9+tbuRB0WdWmeBYrOWAzf/0Bfh+M1npwxvEDD99xiDnHXsi/UNPoAI7//pf/+p/5Ws4xp7ET5h3muaNP6pM35UF3ijHLPsoJSzvHqLRVc1Jy50Ye8cGIPjh6uyvfO5w+r9d86UPU5+kpW0/i4+WSDaJvVXO6lZ125OGp7N39ddVyW2vPDuJZPs/X2aMYX9NpSqXr13/4L/+l1QmqF8c4PyC/jtYj7NXe36/vlPPHSk1N9blSk67mwKhOHc+zWBR5t9RQ9QE9hP+q7VkaWd0/64O7WDNHLLjQ+b0r+9PE9NfX9QtrGOrh19f140K1VvCY5kcqdMnakmiQBxmkK+KxWvuIhjn7mipdupcHP6dBQu/GH3FzEJvZGeMhYi/Nl8LuG+rGHXq/4EHcWKPF+hNdaUBmGxWTdJj7rOtyIblBAbU3zaEJOxT0s/M8SwSuL9RlYVddVzY3rB8KoBc6uasTOp8Ui4zMj4U8u/e4RT65NMbFT8wJH9I76iSF3PuqEoX4GG3veTMsDGYRcD5mv/d5mUzi5eYEIloUacMzwnfW58Q4YvMn+H3dhplPr9h8VL5Uv9yWn+ETAv/yX5gN9t9Mux/QcVDf143JjoG/agz42tD2emGNOHOL9W1cTxa4YI/ZJmvtbfcjD8hztRf04HdyvyM863XV7zeqdbLqFxtExtqewVp9pJulPWzfvH8W2wCzk5OeGzIsiYfvP9qreNyd1LtupnwX9lgiPO59VCWNwRGrgv4uS8Lk6IumEr2gyc5uca8oOua0k9gt5Abt3C3yeMTJkT3l5qUP4gyMRSULyAh4RvMU6JQpy/fJ/DBxZQLNJMyL72wm4+0WDEmC5oIDW/t80SFPniT5nMxKw7N2xSIj85stqZiMJvBRn6zaNpeXKnHcGWN8WScpXN1PRpTlye2syOU+4EWEfMjxkfi3KLju7VwWW4v8PMbBX/r2y9MYu7n5S/xOuiomtT1iS/oWh+fCrwanJZwxT7E7mPN///P/dh++zacC9kHzr3rQ3Havxv6//+//u3JzLuttqEGxjJtaPnvwm05rn96KBwGi1ppa7FPietoPVVJjj/cK0a6wzlKtDbK7jK7fYLOr96PVrPfZN5K610hlBR1HiUkP63jL/jlbs5V/tNvubRIV5M8k1nTwuGfMbuub8j3Sv4k0a3rrk0bu65o+TL/x1vNvNrJ/xjzLdSxERx9HsqPxSH/qU1LD5Ls7XvggniRaFpAR8Hh/N0QHDFjeWhIfcF6PsdcAABjHSURBVBqHtejVm+5xSgv2ceiwJy4ofkJYHPzgqbu5nIrVunzhf9GP1+OjZRpPH/2j9USHBYXal08fczmfSr/v648+jveZJmLLB3+EybYbbcstXzzbODcKH9DcWxZhz5z/5rpvOApZdk7Ivdxff47fYTrbOfkEQccQM/TqamPt5/+/vSu5cpxH0uVCO9OHcUJOzLH9SFNkybw6txVphuYhNsQKghKVf2ZVHPIJBAKxfLEAIJlSGh+Olb0sfPWf/1WHcfvka3dz3nR9kOsY+NNj4F+P//v3/9iS4q52a9LOWuhYy1tUR/9CBbyTuut1Yx24TvMeI8rNe3CePpzH+soykEMc5zfDyrVAbjxoObk+sxflxJu81O+eLs95i5ZbwxeUbghlpntjs86BoY/bSje396lunAxZFnen0guXS76i35GAek3neLB4reiPZG2MGz8Mf90e9/t4ZfzkIXzwsYrjvzyOPSdgc/zwx00Pyi/xD9TXd3zfg7hxIhmeBWRGdylOXGSOnV0lMP/fCah1EDimaBPtURCxuVz4jxYUpp/64I0Ev6BoOgjUU4et8b8pePDTfEZ7JcfTzmv0g8FnDpoWJtX9cb+NhP9Nn/fHBy+igOvH484HcUl0W9xzPvOfosa49c2+jkbhMxccPywY4t/eCIr4Wr3iuFqsoFBWi7Plc0ZtpgXZrDt3yufgr2JR361P8tzHZO6vn+53xLyuLTt1ieLDYFgvwml8iI9w3mv6VPHFQl6PM+b09CdgFTcMwm+jNq9xFE4j+ahGzdqiR/EtCJvjMJ7kvplHF6keoD9vjCp/aD+gjjN1KS5nRyY66WM+yubxryn3aDvm89HLylrHKQ7mqvpheeVz8MmYxwJprZmjL/rjGpyz9VFhNU00LWsfD6HuvP+wNMjTb3B55ts+L1i/Kt0Af3j7KvrmcI51cEUuXzLHmA5C73eMPazLu2ynwDw2keeMTevLZA7Vr+sO4hQvyZ4Odasw5xjcWacqmo/Hb7aneruO+gFvoJ1Y2SfeqI/xC9dCU4ISOnghjR/sTI9d0dIxo9dW0DPVL5N6XCfsrLP0dvb6yuI3coT34tq+uj39Nw7bsncHoRt6+xhYKPtM3Viwe2romx7EKel10l149+MppIpJ7EST2AUtdJdJlQQXLVpbvIGWC1ZVFKNiqD8GPbSTQos0xDPobwut6Epf4JZtsCo5UTvdg3Iyfppqbmr5AD6q69Tx4wPvyGUF4HbXCc/+UHyG7Td80g56uGSfWPJcU9mtmk9eScEmoMe1x8TjO/VCoX4cep1ff39kMaR9MDEdWIrf4VCRzR1SaE4SYxYOxG/yhBXQfvkG6KttZ8yVv1je0O+H+93i8+SViVfGK8ZoGh+VSOBZ+buadNRPcXbD/yPz8X00+9VxzrEYfzrO+eZVvTHDvKs2l7G/tLPCuOp3AKT+PJ3vlmnK05IUV5zbOv5sLclqs+9D3yCP9LDh6gP4VBxK8eUP//KFTTqekVamEt9ft4/H3X1TVYrJEzhHPhqrHFZrH9IAH9hD4fpuaMgOsStne3kv5xbfABjXPu69/WjH3JinSoE9Z/Y/PnY2Y5DXLsg9zH2vr8Z5+iDmuz7Mk8fghtzr8Uy2Dd+zvgloW7jCPOaX+IBw8D5MxKVdjM/ZOFzOA52UrjoH9ZefMTZ6XLR0eU/92rdCekEj8lXyKVd9DdTXiN9xnbCqKhl24IIrl0+MdXLjCm80K395/w1toI/rstV7xEKIn4xHZtXpupExeb3vex7EAcRZRCDphiM5YX7fi1dNrINeh+eYAyRQ8qpFOZNtCPvfJIkoAUOQBebDbgpSFbCgm0qAMI2/iZIECM6akHSYhZYSLCiVYF8kw0qOLi7n2wMD1sPjyf1oHOgQ/KZpuO352OuJMdIjTpZGw/lSG3zx8fgY3+4Z8J+cU3zncLiDD0MmLj8f4yAeNwqMiWJGh11Rh79BP2BLTw7UUyrN5aiN/uJCnPFi3Tz23I8SfqTfQXW061xOqMVt8DD56HGaHjiKH0WJG0d9w3TZnv6bPLIW+gxinOpP+ZaPjGcb3f0+jF+Sm8UorUkS56I2+8VhnW04ZI5v1L4ASlXTzcyq3xDFJ3Yw/HS+8w0I9iVjtoc1/vvPmHtgs7MhvdzyPfrFbnRR57mmWe4ZLfp9rXOaN0/gzDXK57peW3wcWp2HPWgj3oD0GHDMrn3mZViUnrgCLF5fv6LkYSvFo8qJuTbHGVf2eL9HX1hp7N+A71XxTLXqNm5kwv7vXI6OuJu6cazE+sYxttqLWMvjFWCV7BUipe5hnbSeahzsV/qaHGQ64jEMTccpf9wLOUe+Ze5nPyNfJT/oh7rH+lX1F9oEvgXdS91DJ+WLbF30/vLXJB9jBd9k1XtTzCcrw+51KgP+2bqhtfqGB3FVNOgQKYVOAqcIuMKB2uBr26gHLJjLA6+SKjaoPmgmNgFtUWxkukrY0QcY8CaJ/qfFFFaZOBdrKjaCM5OQfF9o08Dnhd8ULsJnVnXgHOSwvOUn2hmLj5sk+Ho8J06Q0Lf74zf8tBZuRlDFSTOLs+fjr3EObpq4GHgap+NTl5NnLNrkZ58vXPTcwQL9l23CZtzwmwXW9wofsSHr4zhUNwwoltb+GzYyhiIAGliEF7nwx/qdcZj+557lZ1YLTR/zw7dA/KY/vXY1bsZR7jOjn/jH9BYXGFM6Vtj/Nh6L6c90H8UnYLeIv2R84pPlWuzT9hoTgLfOTRolmamvVM7XemieGA8W3yy3sU9vhIyu6oLrrLnnDDiPeOH441HmG3Gx9m3EmugweKKNtmairBJvmT8aSOuWMEPBF1fhDHxMrmms8puk1j66WTKUhhhBzITGx9Op3GRrz35OG0QPxQL6NtcvNS36x9kGfMv9j+X07JX3V2Yf80Z9dN7xyM7nTjxjvI489np5CRivq3wiXqqWTB5UL9KxSbVuMY/50G1NT6Oq7qV5qWIeZhzFtxrneLE1Z9SkrI5sabtFFGNG1R2lHzKbuWSZV/2WSq48TjJwXePz/vEILx6Nfbeub14Pfy3qcDyqfSWNBfxKHsxM4Tu6gH7mJcdBGl/M4sLP73cQH4DwIckXZhWQschQUn8Vctp55RP6xFPKBjuaJBHQLjZ/tEkwGwoXUCiDA9gVXUdrMCXZJmFEYeRn5FYblsReI0d4HjUymas5Hk/GYBb9oQfawLT61XTmzWO8YfTXnMTaTwkNs3v2c+BIsR2KjosTgy+NaV+ZcdYn8RPejNB2IYY2xbI+YkqyZVGzE1ny/IR41PJ4iGSM18uPeKw2+Kqe/Bi/MwT89sryibM/xGT5zn1FjJIPhs90zIga3OB4oS9fER8v9ZsLHbPJP9HfQb7EE9uQz35LbxmbtbQ0z1LywhdM6+o0d/vNg/S7RqoH+4/L2phD+M4Ui7nNG5SnD+Kim7c5yhJSbgAOC98vxm3N1PGF7b349fnF16jTVThHPh4rvNa10NrHgPHahPqVNFksKBaXNIcMCqygh4s7Yz+NhVoASmk/kpZprrCPF7HzgpFGX4A8HhQGe7Cbn9zvyHsmngdeap3L928oHPQuD9IUY/rApHQ+bYuaK0321Zn9M+PIv/EO641bVzxuEEOORpTguufHMWZmLcQJIXY1nxfaka+SH/T39YAFV/08bj+jTDv+8hX4gWskfg48fb7om4Ug0/tPK0I8Qz2gOiH+WvF49dyk9bmo/f0O4mSYdpa0DbgqUMccGPPJdBFKBRsIZChUcWEsphSvwQzqJIl8cBmmaH8IyAUOWHjnBnvqj4wFZ5J7WMRNkXb+ULoOOZIgUPfcHTFFWzcLe8sJHs9av8kio/F88mvYyAkenmZKuKLlCyj6dW4yxI8kDOjVguvHgSwUe5xsYiSNxwwzbSWO8x1lPeLb3i4Zl7wfvI5y3GN/pN+QktF4Pvn11/ndyxd08oZgpoZNX8YPcYBXGmGDM2NKcbG1yvC0VOaqiC9DIxekh7+VTuMmJmXOmxtgp61jRxIxL+1GZHXgC7WcBYDsJO6rfp5Hn1flu9SRTZ+v/eTjL8tBZ4iTu4cv4mZryzq+RCqvg8tcEOq4wRxDRdwbbFxdjf7yWDHfmZ/WvqmT3uQyDXwub5hxzCYxp1g/22Q9eD76cdri7Ud95zjOK3y4yAmOF8kzoGVbn/lEnVJ99YaH9zwHaxfrt6oRvI5aDHMsvF6MN3+iPI8rjy4+CTfBEUhHjJ6LF7Dhqf3zqMOzXjBuoo+rE3kOzvmH4woKi7saeLGJMR5jEMLI25OdFcQHc38vKo364uIx3/PIjEsabJMXzf5ax3kWl1gHcV6MNeDLwgJmbFKeK6vzI+sr8cWsLvz8UQdxeJVYDjvqzgotZO8EKmBOxYj9vnKkmUu6VkFobHALtPAh2YaWB2EsBikP81OP2/2/4Zt6OeBAN4WzzDWNEdA6WVRhM3TxAuQc8vfzigTyZHKdbF5kDBt7RdXzsdeI2e1xh7u6XAQtjRP78qXVO+IS8HX5EcaHRkCTxc3gT/0pzcLvJHdsHm43XGTSmB3yy8JpsbS2Z1Ba+ozimAcA4vLD8v16v6P8qm7k/To/PcbWHnQBPsnh+IB6KwVuImnwK/026aGVxo6jkcsY0zL0TzWo5iZwlBoxjvqhc04cfWHoqppe9ZvJap3U/aU/qnwf/RRPmz6HOCnrvLcZfZ7Hsd6gupjWNi30MjGbPRHRfEZbsEW9PsbPXrL9npauU3+fxjnzl8cqKmDtU+MKk4oGaxmvXWrum5pWD8RXrwsBR1pHhAZsKvQVvxXKe14JGehXxm2cwPiZ2FWFAseztXW17nIM5vF+hOHQMuDoVEe9cv6OdF4S9vptDBiU74bZ5Ed8BKYjv5EG0zeUl/yvkHo+tJUeWQ7qPt0WSx1/LV+UFuIXG1l+T/nRjxn9UCHp91iQpuj7+Xboiwacmh7tcdMLnX1NXj0oTPeTwPd9dcNZceryRx3E78k3bEJijru7JwrnKYQy4qKYzyKRTaK+NOkLepJj8j7r09Mh2Iqir+l8m4IUFpMFlsNGWRANj1k4THdysYVTmIf8c9mB2BYlbdvpJwG+uKlr4sv+weI2sFc0mWov9gF+JBRlqkWnWIA15mkh3InLlCb3O8hzeSl9DJjgUOMV7DuKf70Y/WF+F7ikgdjvvCYMUxI8OJ/y+Ej8AvireEt4mg2pybfdunQ21wWQ9zVcrteC2Cf68Hi2rfAdgkB2gl3V75S7Nt9ZH6ejk4lqr9ZlH1t5HTFswd6F3MU4xLfUnXV8YZ1iOUqvtP5NDa/COfLxWE2Z3LL2ce+Gr6SeDjvZZjX/DU2ta6jvR+uX6FsotpkTxez8hvCQudgTeX9p+zB3F2/SLGI2PUyQ4kZGcWPJ6+VtzrD3NOaasK/32pgr4ZBumICDH7fkX5/ApgXOtg6qvPT8Paagt62fxnYep4cp1fo11kqLuxf87PXCFkhh/68OVT2w/aWu5Ee8uTjWpq/Je0bnKC6Zzn4iRrxfmQ8Ui9vcaQwc5aGNESv/vVff+yBuNnEjYCxQEGhMs0rgDENw1MIx2RzoWxUbTIS6UJVM8wFOGL7rl1PZXrDL4mQJ4hUWJdosLnG0iW45rYoJYca+cn60fKorl4gVmfSvdB3rLW4Sx1M/SW6ZqxueD1/rn8ma9IMv/17imi/NeSIOZ4FlXWwxSgsdLzafxZ1yNT6tca2MxsWozknZ9yo2Ems6znzRZPoilpFHtXjkmEyWP9HvaBNucKJ9FR7Yr2pBgbOfD9fsH+dfxlE+C54yzo0sdngsfJ7N9cDg+g6w85n14gJVijywG9NajvEnk+34o6LZ9DnXWFudRAH3xolfI6qbF1Xebxw6WXRxcOHNnT1IoF6zlpGes0O4XoUz5mO0f7WezDVB1MHGyleU28IXrhf4OtZw+UReTF1jLRs8n8ZxTK5yJdM99A3fqnrJ45+f9MWuOTZeX2+fjSdmip9+rhld+c4Swu8six9pbMmbcd49hFGsHB7aDuOhzh9+opvvn3HetBGvkzQ0yMBFUsemj/jGQOL3yCkcxAFj2tdO3ZKJq65Ev0me2ZnnDeNnf4Z3coIW+VF03fUrszn0LxPOT8Ca9/4bXyI49Zw+AR68JyHWgH0VANu5Q8yAfsqb2n9N63sfxBXwxhESPBM4TggJsAP8kD4vrOVUCsJVYeX/vTgsWKUQNUB2VrGmKGfzVEBRUeTF5yh4QZ+JuQgVf6yegAj1kw1fiI/YVMWKDuGyACFdjbHn468zPXZocN4zcWgWkUQ88FS540nS8cq3erKPD+93yo+jHBzyx/8s4QY99yviUh98sLhn+Vtjb+cg3U/wO2LBeYd6lzWIfCI+OKgHFhMVkzp+Vn71MaHjRbd34kvo85iQ4X+iQRjU8fJGpSofVv1Olcvynflu+hxiS8cRz4dPn6fo8yW+R3JhPB5gI08fX5RT6bdr53pxfZI844ONt3cn7p1d0V8eKwPkkIw/IxgNzZ/wMj2v+5odYZix0mTcRhyyOswU8RPiYiEg2h95lD2gP9fKkioZGBjaeVgbfTydsdXHmRe78NsgfTqeUc4Rjtu+Ez32bM/WFNCI+Sx8X+6fRx6Z3Mrz0iMM1yEHnV/CeMqFTFBPp/U83a6npyMrP+VjVT1Au6qzB/o7eaMVdB9xfuzf7ZiRGhP3cLlNDhqIFdRnX+bkcXoOyLP5P7m9v/VtD+LGdBXkXByrXD4aZ75AZxKbR7JPKpjpQp3R82FPJW1OtuzFYDoZHNsBRUlrgJx2rl7PMUpzEgOWPP+kzoYhXzAvvRAeFwqezZsTvVGShS3xe7l46FedgXmml9Zxto3sqZhpnYtDnApzjN8MS3nanz+JoicOfIfSfK79ZnRlv4MejMl6vtWSruB/y7Rf93mhz7xMnG+w5w3Aj/S72zQM2Nge47sZd/kThYh+tVhBv8eKZIawO9LF6Oh9FXXCnsTmivSr+iv7d+SbXJkTMH7jRgUoTuGqfG/wRt7o54xm7Q+T71Pt4nCnCUab8tjHkZD5PEWfh/gSev+klOuEtmttz2Sl4qvwjaet9NI16HKcpxKhxbEz12ldQxU5xNEc43mVPThzYrumo31O6WOlh2qCDgvGMH6Sp7AHe3fjQGbhmulyZ2Br1pFBfpJ/HRMct+ybifn06a4dKp6nSfmbBX786PDF+ZFgM/VkW/Dz4zfZIj6etkmX0iNrcpyWN5zTL1jNOLHPGGe+VtiCjeq6YMM1TWJCz9Ptcn42gNgIT01C2EfM8jnpug38MD78G8VaFLwNNH46tto0EvFLuSkCWR8bNz6eAJNdXAkrzSPiJgrExsm8jgxe6/kZB/HXbExm54UrIRyrP/w/y+7m1vLggNtJci4QLjhPRRPz2JRnlX366veHKnKDCwS1s2NZyN38pzXRE1WxYh8eLTpU3G3BUnw0+2V7d86JOFTyso2MLFyE8yps0oLtC55gpv2o4+rzcf+401NtVO5406F5jbb3O+XLSnmFw2iiTKfXjTZQYoOX45j8EL97rd91ncZHJQxy/QhfcNTjlj2BS/k+lxcpq6s6qabthybXfor5MfHzU+XL57gMtXKf/75hqT9P57uSV/g8y//aHl8jES9L7zDMDkZKrWVTagHXoI2YBYaZXrmky3HOxXyjXsQmPUQstHx1/VqwPn1QHryGPmdsGPQ2TpcavWdwI57TeFTaYL7u5oGauNME/cbB7l3753Ve+lqk/Yt7JWU36Kj3ENpArFPzgGfptBwtQ3NYthmnhKiOS187k8ncRevWU7oxD/l8Lt9l+nduAE7Wt1+p7t95EF8m3lfC37L+agQ6Dv9O97ff/2i/y+bs7G4d4uK1t6j+aGDbuO+FQNex7+WP1qYReCcCne9vQ/fvPIi/Dc5m3Ag0Ao1AI9AINAKNQCPQCDQCjUAj0AisEeiD+BqfHm0EGoFGoBFoBBqBRqARaAQagUagEWgELkWgD+KXwtnMGoFGoBFoBBqBRqARaAQagUagEWgEGoE1An0QX+PTo41AI9AINAKNQCPQCDQCjUAj0Ag0Ao3ApQj0QfxSOJtZI9AINAKNQCPQCDQCjUAj0Ag0Ao1AI7BGoA/ia3x6tBFoBBqBRqARaAQagUagEWgEGoFGoBG4FIG/4CC+/s09+KmZm/095BzhNZ8xp/7dv5xj9zYCjUAj0Ag0Ao1AI9AINAKNQCPQCPx9CHzLg7j8DuuvX49fz/yZ329dHaDxB+oNeRkDKz40CX4U/tdjj58T9Mpcx6ovG4FGoBFoBBqBRqARaAQagUagEWgEvi8C3/IgnsIFB9WPx28Z3D1E+wM0zts54NsDtecjipjGeCr+y0404+VFH8RLaHqgEWgEGoFGoBFoBBqBRqARaAQagT8JgW96EMdD785hOdCE18z9AXrnAJ/ROD6f98ftxNP6w7N5H8T/pLxqWxqBRqARaAQagUagEWgEGoFGoBEoEXjnQfz/AVXZroiN/GP8AAAAAElFTkSuQmCC 这里怎么确定错误了?
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-10-01 09:18只看该作者
17楼
2b法则 23a.jpg23a.jpg23b.jpg23b.jpg23.jpg23.jpg
zhengyuegang
注册时间2015-05-14
楼主发表于:2022-10-01 09:25只看该作者
18楼
均线八法 2345截图20221001172417.png2345截图20221001172417.png2345截图20221001172240.jpg2345截图20221001172240.jpg2345截图20221001172137.jpg2345截图20221001172137.jpg

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