进化就是不退化,是在信息作用规律支配下的被动变化。 —作者
进化是系统有序程度的提高
从休息守恒的角度讲,进化广泛地存在于宇宙的各个系统中。进化的过程就是休息在各系统中合理分配的过程。进化的水平越高,系统有序程度越强,就越能适应它系统的选择。进化的过程也是系统休息形式演变的过程,是变异、选择、竞争的作用结果。系统进化的过程就是历史。
对生物系统的进化,科学家们是研究得很详细的。关于这方面的资料,读者随便找一些生物的书就可得到,所以这儿只做一些概括。生物进化,就是新物种的形成,旧物种的消亡。新物种(新变异)由于能适应“新”环境,所以通过竞争和选择,使其基因在群体及生物系统中扩散。这样,人们就说新物种是进化来的。实际上,进化就是生物系统内的变化能够跟上自然各系统的变化步伐,如果跟不上,即不能适应环境的变化,就将被淘汰,就谈不上进化,象恐龙的灭绝一样。从系统的角度讲,进化的过程就是子系统形成的过程。新形成的子系统结构越来越复杂,功能完善,可调性强,对各种休息的反应敏悉而对外界影响的缓冲能力强。例如,脊柱动物在进化过程中从水生,两栖到陆生,血循环系统也发生相应的改变,心脏由单循环时的一房一室型变为过渡时的一室二房型,最后到双循环(体循环和肺循环)的二室二房型。随着结构的复杂化,功能也更完善。由于循环系统的进化,动物由冷血型到变温型再到恒温型。在恒温的哺乳类动物,因为有功能完善的循环系统,可以自身调控以维持体温胡波动在最小的范围,这样外界气候的改变对机体内环境的影响就不大,生物功能所需要的各种酶可以在恒定的温度下发挥最大的催化效应。总之,生物进化就是生物结构,功能的不断完善,进化的目的是适应选择者提供的测试环境,生物系统不进化就不能存在。
文化的进化也是事实。一但一个系统形成了,它就有进化的责任。衡量人类文化是否发生了进化常用“文明”这把尺。“文明”就是文化系统内休息的质量水平,就是系统有序化的程度。只有系统休息质量的提高,才有其结构的精确和功能的完善。生物的进化是基因组的进化,文化的进化源头也是其系统休息一思因。关于思因,我们知道的还不如基因,所以和生物学一样,在论论进化时我们更多地是讨论性状,即讨论文化。
生物进化是对优良变异积累的结果。每个新物种的产生都是在旧物种的基础上变异由量度到质变的结果。质变性变异带来的是更强的适应能力和竞争能力。在文化进化过程中也是如此。但由于文化遗传不是化学性的,性状之间的差别很难区分,因此就不能象研究生物进化一样,通过生物分类和比较解剖学的方法找出物种间的微小差别,从而发现进化的痕迹。我知道有人做比较文学的文化分析的工作,遗憾的是我目前搞不到有关的资料,所以只能按我的思路对文化进化的问题进行一些分析。
文化进化就是对以往优秀文化遗产的积累,所以它包括了变异、选择、竞争的过程,是遗传功能活动的综合。我曾在第四章里对文化做了分类,认为文化可分为传播性,受传性和媒介三部分。可能读者对受传性文化和媒介文化的划分有疑虑。这常是人们忽略的部分。前者主要是指人们的心理活动,属于文化的内思维系统,后者因为是物而不易引起应有的注意。之所以把这两部分也称成文化,是因为它们都是思因的产物,是与思维及思维交流有关的现象。在讨论文化进化时,我就从上述分类的方面入手,看看在文化进化过程中这些文化都发生了那些变化。
传播性文化的进化传播性文化是文化的有形成份,是可以通过媒介被悉知的。所以,传播性文化的进化是有据可查的,我们可以用纵向比较的方法来判断传播性文化的进化。
以中国的汉字为例。汉字的历史非常悠久,它产生的确切定的上层建筑(传播性文化,传播环境部分),在一定时间内,经济基础(由生产力发展水平决定的)和上层建筑之间的关系是和谐的。表现为社会安定,人民生活水平改善。传播主体文化是变异产生最活跃的地方,新的生产力水平常常要求相应的上层建筑与之耦和,从而使群体文化系统趋于稳定。在主体文化还不发达的古代和还不够发达的现代,人们总是热衷于向外输出环境性文化,喜欢把自己的政治、经济、法律等制度向外扩散,而不是向外传播主体性文化(科学、技术)。可传播来的这些环境性文化常常又不适合受传者已有的主体文化,从而破坏了受传群体已有的文化系统的稳定性。战争和动乱就从此开始了。较明显的例子就在我们身边,就在中国。在大陆,我们曾全盘照抄苏联的模式,可由于我们有我们自己的主体文化,几千年传下来的哲学观,民族心理,使我们不能适应可能很好的苏联外壳,主体主化不能与环境相耦合的形成一个稳定的系统,结果就是十年动乱的总瓦角。在台湾,将介石也试图照搬美国的“民主制度”,同样受限于中华文化的内核,使得那儿的“民主”显得滑稽、畸形。在看看现在的大陆,我们已经抛弃了以往束缚自己的“模式”,在根据自己的主体文化塑造合适的环境文化,在找、在走自己的路。这就是希望。
我认为,它消灭战争和动乱,首先就要尽最大努力传播科学,哲学等能直接增强各群体文化稳定性的主体文化。时代还不能确定,但仅就我们今天所能见到的最古的甲骨文汉字算来,它大约已有四千五百至五千年的历史了(这是我在人民日报海外版上读到的一则消息,“西安出土迄今最早的甲骨文”)。几千年来,随着文化的进化,许多汉字被淘汰了,但更多的又产生出来,总的趋势是日益增加。如商代的甲骨文约有3,500—4,500字,汉代时许慎的《说文解字》中选收了9,533字;魏时情揖的《广雅》选收了18,151字;宋代张麟之《韵海镜源》选收了26,911字;同是宋代司马克等在《类篇》选收了33,179个字;明代张自烈的《正字通》有33,440字,到了清代的《康熙字典》(张玉书等)时已选收了47,035字,现在编纂的《汉语大字典》选收了约60,000字。这些数量的变化就是一种进化的表现,它意味着人们对事物的认识的日益深广,语言文字的交流负担愈来愈重。如果文字的数量不是随着传播需求的增加而发生相应的进化,整个文化系统就会发生紊乱。因为新的思想,新发现的事物等个体产生的文化变异要借“新”的词来表达,如果总是运用旧词就会发生概念污染,产生交流障碍。
世界上无时无刻不在发生着文化变异。新思想,新概念要有新词汇去概括,要有新的符号体系去表达。所以人类词汇量的增加就反应着文化进化的状况。当然,这也只是个片面。读者可以任意找本教科书,翻翻它的总论,就会发现无论那个学科都有其自身的发展史,有它的进化史,都能列出个发展大事记的时间表,来说明进化的转折点。由于作者能力有限,就不能依一分析了。但从传播性文化的态体上讲,进化就意味着人类对自然环境和人类自己的认识加深,这些知识无疑能使人类生存力加强,使人类系统得以稳固。因为现在的文化使人类更能适应系统选择,所以我们说文化有了进化。关于传播性文化进化的问题,在下面讲受传性文化进化时还要讨论因为这两种文化表面上很难区分。
受传性文化的进化受传性文化是指人类的思维机制,而不是指人们对思维机制的了解。对思维机制的研究及其成果是属于传播性文化范围的,因为那是有形的,可以相互交流的。例如,我现在要讨论的是受传性文化,可写下的确已是传播性文化了。受传性文化是思维处于潜意识时的活动,而传播性文化则是有意识状态下的思维和表达。
我们不比古人更聪明受传性文化的进化就是指人类思维方式的变化,指人类学习能力的提高。对这方面的研究似乎不多。可以肯定地说,我们比古人有更多的知识,但不敢肯定我们比古人聪明。所谓有知识是指掌握较多的思维材料,有较多的传播性文化。而“聪明”是指所创造的知识与所掌握知识之比。一个人掌握的知识多,渊博不能就聪明,聪明的程度取决于他用所掌握的知识创造出多少新知识。创造愈多,就愈聪明。个体是这样,群体也如此。这是用数学表达似乎更明了一些;我们设已掌握的知识为K(Knowlage),新创造的知识为NLNewKnowlage,新知),聪明的程度为ICIntelligence,聪明)。已知聪明程度与N/K E相关。即
![](data:image/png;base64,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)
N值愈大,人群就愈聪明。当然,N和K都是时间的函数,随着时间的推移而增多。但根据N、K增长速度比的不同,对
![](data:image/png;base64,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)
,一 式,可有不同的表达方式,如图8-1所示:
![](data:image/png;base64,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)
图8-1中的(a)和(b)都表示,随着基础知识K的增加新识也有相应的增加。但增加的模式是象(a)那样呈直线的呢?还是象(b)那样呈指数增长呢?在(a)中,直线上任取两点 a和b ,其N/K值是一样的,为常数A。其意义是,随着时间的延续,人们用所掌握的知识创造新知识的能力没变,聪明的程度没变,I=N/K=A。我们现在能创造出更多的文化是因为我们比前人掌握有更多的知识。如果前人也掌握有这么多知识的话,他们也会创造出这些文化来的。也就是说思维机制没有改良。另一方面,如果象图8-1(b)所表示的那样,随着基础知识的增加,每代人所创造的文化呈指数函数增长的话,就意味着我们的智力比古人强。在(b)中,在曲线上任取两点a和b,其比值是不相同的,I=N/K=N/LogAN。I值的增加说明现代人的思维机制有所改善,我们能用相对少数基础知识创造出更多的文化来。如果我们活在古代,所创造的文化会更辉煌,而古人如果活在今天就不能适应了。
图示让我们有机会较直观地分析文化进化。在图8-1中,K值的增长就是传播性文化的增长。N值与K值在本质上是一样的,都是传播性文化。前人的N值就会是后人的K。而N/K值实际上则代表了受传性文化。我们在用有形的文化成份去分析无形的受传性文化。
那么,我们到底是否比古人聪明呢?受传性文化进化了么?回答这个问题是很困难的。因为,即使是有形的传播性文化也很难找到一个定量的标志。我们能用K和N来代表什么?以上讨论问题时,K是指人类文化知识的总和,N是指某代人所开创的新文化。可我们怎样才能得到K和N值呢?没有各历史时期的K值就不能分析受传性文化的进化。看来,要想找一个完善的K值是很难的。值得庆幸的是,汉字发展情况就是个很好的文化定量分析案例。首先,历代数字典是很好的一个关于当时用字质量的证据,其它的文化内容很难定量且证据不全。比如,我们也可以以历代图书发行的情况为便来分析N/K值。约翰.奈斯比特(《大趋势》一书的作者)例出统计资料说“科技休息目前以每年增加30%的速度增长。由于能量更大的休息系统的出现,以及科学家数量将每二十个月增加一倍。”用图书发行量虽然可以进行I值分析,但它有个很大的弱点,就是随时间的久远,遗失量也增加,关于很早以前的发行数字即使有也不可靠。其它的文化内容也有同样的弱点。另外,其它的文化内容(如科学、艺术、哲学)不但不易定量,而且所反映的智力情况更抽象,不象文字与思维的关系密切。比较而言,汉字也比西方其它文字更优越,因为世界上没有那种“活”着的文字有汉字这样长的寿命,它们没这样长的历史,没这样稳定。现在世界上应用的其它文字一般不过一千年,而大部分只有一两百年或几十年的历史。汉语的文献也极丰富。可以想象,用三千年的历史画出的文化发展曲线(见8-2图)当然比几十年的观察精确得多。如图8-2所示,我们把随时间增加,汉字增加的情况标记在座标系中,并绘出了近似曲线:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
图8-2 汉字增长曲线
如图所示,我很惊奇地发现,近似曲线是条很典型的指数函数曲线,W=AT,A=2.3。这样,我们就可以进一步分析了。很明显,字数W(words字)就是传播性文化K的代表。文化是呈指数函数增长的。某一阶段时间内字数w的增加(相当于创造出的新知识N)可以从近似曲线的方程中求出。如图8-3所示,t以一千年为单位。时间t每增加一千年,字数w都相应地呈指数函数增加。新增加的量就是新知识量N。由此可知,每千年增加的字数Nn=Wn-Wn-1,即在tn这一千年里所净增的字数,基中Wn为到tn这个一千年末时的总字数,Wn-1为上一个一千年末(tn-1)时的总字数。
![](data:image/png;base64,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)
说心里话,在我进行上述分析的时候,希望得到的结论是我们比古人聪明。可分析的结果告诉我们,古人的智力和我们没有差异。现代知识增长之进猛(呈指数增长)不是因为我们更聪明,而是因为古人和我们一样聪明,因为我们有前人创造的,比以往更雄厚的文化基础。我们只是保持住了这个呈每时数增长的势头,并没使增长的速度变得更快。
可是,受传性文化到底进化了没有呢?我不禁要问:难道它能不进化么?受传性文化是属于内思维系统的,即然是系统,它就要进化。不进化的系统是不能存在的。因为不进化就说明系统的稳定性没有加强,而不稳定的系统是要被选择掉的。应该肯定地说,受传性文化是进化的(我先下这样一个结论,而后再去找解释,似乎很主观,但这个结论是依照客观规律做出的)。一个很自然的问题是:在已证明智力没有情况下,怎样解释思维机制(受传性文化)的进化?存在就是进化的证据。
依我看,还退化就是进化。怎么讲呢?在讨论生物进化时我说过,进化就是物生系统内的变化能够跟上自然系统变化的步伐。如果跟不上,就得被淘汰。可见,只要物生系统还存在,它还没被淘汰,那我们就说它已经进化了。进化不是自己朝前走,进化着的系统本身并不知道进化的方向,它只知道做出许多姿态来,显示出许多可能的方向,那个方向适合了选择者提供的测试环境就朝那个方向走。进化是被动的,客观的。受传性文化的进化也是如此。只要我们能保住1.3这个值不变,我们的思维机制就已经进化了,质没变,量变了。所谓质没变,指的是用一定量的基础知识Wn-1,我们只能造出相应量的新知识(Nn=1.3Wn-1)。不能再多了。但是随着文化的发展,基础知识Wn-1愈来愈多,要保住1.3这个比值也越来越困难。因此,只要1.3这个值不降下来,我们的思维机制就在进化。至于进化的是什么,人脑的那些功能发生了改变,有没有结构的改变等问题则有赖于有关的专家给出答案了。
不知读者是否注意到了图(8-2)和(8-4)中曲线与原点间的关系的哲学含义。图(8-2)为指数函数曲线,曲线既不与原点相交也不与t轴相交。这说明,从量变的角度讲,我们不能说出最早的汉字产生于那个年代。而图(8-4)的直线通过原点,即Wn-1为零时,Nn也是零。当然,没有基础知识也就没有新知识。从图(8-2)中曲线与t轴的关系可以推论出,汉字的产生是质变的结果,传播性文化是质变出的一个新系统。所谓质变,在图上的表示就是曲线性质的改变,方程的改变或座标系的改变。
如图(8-5)所示,以t和内思维为座标系的指数曲线表示的是生物系统内思维进化的趋势。思维是生物所共有的功能,从化学进化发生质量产生有机物尹始,思维的进化就开始了。广义的思维指生物对外界的反应。即使是最低级的生物也有这种功能。思维功能在生物系统内的进化也是呈指数函数增长的假设。还不能找到合适的定量分析材料)。然而,这种量变达到一定程度时就会产生质变,出现新的系统。内思维系统的进化最终就是在人类产生了质变的,内思维机制不断进化的结果是产生了思因,随之而来的就是外表达系统(即文化系统)的出现。新系统在人类的形成使原函数曲线发生了转折,失去了原光的指数增长趋势,而在新系统的座标系中随时间的改变表现为常数(如In=1.3,按假设,在生物系统中的增长也是呈指数函数的。人类In曲线发生质变后,In变成了常量),而大部分信息流入了外表达系统,又形成了一种指数增长。
![](data:image/png;base64,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)
图(8-5)中两条指数函数曲线的结合点(拐点)很有意义。它是质变发生的时刻。物生的智力I进化到这一点就可以产生外表的需求,最终形成语言文化。同时没这一点的切线方向作图就是I工质变后的发展趋势。当然,从这一点以后,I曲线也就失去了,原来指数增长的离心趋势。而新产生的外表达系统(人类的文化系统)也从这一点开始沿指数函数增长,直到产生新的质变,产生出新的子系统。
文化进化的未来是产生超人文化
现在我们来预测一下人类文化进化的未来。见图(8-6)
![](data:image/png;base64,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)
图(8-6)文化进化产生超人文化
按前面描述的休息进化趋势,没有哪个系统的休息会永远呈指数函数增长下去,到了一定时刻都会发生质变,使原函数的离心趋势锐减。新曲线的向心性增加了母系统(原座标系中的曲线)的稳定性,能更有效地缓冲外界休息的冲击。现在的人类文化还是在按指数函数增长着,但总有一天会失去这个势头,会达到一个极限,形成一个转折点,一个新的系统。到那时,只凭借我们的智力水平(I)已不能维持文化呈指数增长了。如果不出现新的子系统,人类文化就不能进化,就有被淘汰的危险。那么,这个子系统是什么呢?它会在何时产生呢?
这个系统就快要形成的了。它就是人脑和电脑的统一体。在这个系统形成的早期,我们还不易看出其休息呈指数增长的趋势(任何系统形成初期都是如此,参见指数函数曲线)。在现阶段,人脑和电脑还处于分工合作的阶段,并没融合。新系统的形成有赖于三个重要学科的水平达到“极限”,一是遗传学,一个是神经系统科学,还有一个就是电脑科学。当这些科学发展到某个水平时,就会产生对文化系统的质变。新系统的特征是系统成员的非人化,即完成了由人向非人的异化,另外还有系统休息的化学一物理性。我称新系统的成员为超人,新系统为超人系统。
大家都承认。人是由非人进化来的(这一承认也来之不易),可是要说人会变成超人却很难令人相信。其实变成超人的不会是全体人类,人类系统还会存在。就象生物进化的结果不是所有的动物都变成了人一样。新系统的产生只能增加人类文化系统的稳定性,而不会从根本上动摇人类系统。超人系统要接受人类系统的直接选择。
所谓超人,并不象美国电影里描写的那样是外星的来客。超人是地球的产物,是人类文化的产物。超人系统的休息是基因和思因的统一体,超人的脑是人脑和电脑的统一体。超人系统形成时,遗传学和神经科学已发展到极高的水平,以致可以定性定量地描述基因和思因,而且能用电脑和生物化学技术摸拟出或复制出它样。并完整地安放在超人的体内。例如,人们可以把有关科学文化的思因状态描述出来,指出某个公式或思想在人脑中是以什么功能状态储存的,同时也知道这个思因要求的结构是由那个基因控制的,于是人们就能把一个文化性状(实际上就是超文化的基因)合成到超人的大脑中去。使超人一出生就是一个很熟练的科学家,而不需要在二十多年的时间去掌握前人创造的文化,从而大大减轻了人类文化遗传的负荷。在超人系统中,不但基因,思因能合成,而且基因的性状-各种思想,也都能遗传。人类的文化系统只能使文化性传给下一代,还不能使生物性状直接遗传。但在超人系统形成后,人们和超人们不但能描述人的各种基因,而且还能合成所需要的基因,所以性状就可以遗传了。正是由于基因和思因的性状可以遗传了,人才称为超人的。
无论是生物进化(包括生物结构的进化和思维系统的进化)还是文化进化(包括受传性和传播性文化的进化)都只是整个宇宙系统休息进化的一部分。这一点我在第二章已谈及,这儿不可以借文化进化的问题详细讨论一下。和能量一样,休息在系统内的流动总趋势是使减小,使不稳定性减少,使离心力减少。因此在一个系统内的休息达到某个极限时,如果再增加下去就会因离心作用而使系统的稳定性减弱。因此有必要产生一个子系统来校正这个危险的离心力。从而使原系统稳定。每次对休息曲线的校正都是进化,是质变。这就是我说过的,进化是休息系统中的普遍现象。每个系统都是进化的产物同时又是另一个进化的起点。如图(8-7)所示:
![](data:image/png;base64,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)
图(8-7)地球系统内的休息进化
在地球系统形成以后,其上级系统流来的信息也有呈指数增长的离心趋势,具体表现就是激烈的能量作用和由此而来的剧烈的地理、气候的变动。此时的地球处于物理进化阶段。进化到某一水平后开始了化学进化,化学反应消耗的能量和休息使物理进化的离心趋势被校正了。但与此同时,化学进化的离心趋势又形成了,在化学进化的早期离心趋势并不明显,因子系统也都较稳定,可这样稳定是暂时的(上亿年的“暂时”)。当化学进化的离心趋势影响到母系统的稳定性时,新系统的产生就是不可避免的了。见图(8-8)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATgAAADeCAYAAACpFRxBAAAXh2lDQ1BJQ0MgUHJvZmlsZQAAeAGtWXk8lN/3v8/sM4xt7Pu+77Jn37NmJ2IY+xJjCGmxpEILSbZSyFq0CEkJoSJZCoXSIkSlkLJ+H6rP9/PH7/vf73m95rnvOfecc8+958y959wBgKuOHBERimACICycRrU3MxR0dXMXxI4CHGAHWMAD6Mi+UREGdnZW4H8+P4YAtNU5KLel63+y/d8dzBS/KF8AIDu424cS5RsG4zoAEPW+EVQaAKgtfSL7aRFb+AyMWamwgTAu3cIBv3HjFvb5jXu2eRztjWCeCQBw9GQyNQAA+jmYLhjjGwDrIdIDgGEJpwSFA0AShLGubyCZAgCXN8wjGxa2bwtnwFjS5196Av6FyWSff3SSyQH/4N9zgSXhgY2DoiJCyXHbX/4/X2Gh0fB6bT/s8Js+gmZoD7ec8LpxBtEsHGHMCmPFwGhzpz/YOD7Q0WWLF6a7hvvY2MKYBcYU3ygjeC1hTwMoJmSf5ZaeLZ4Mip+xCYzhqIByo2Ic/uKK+EAjmz88rsHkXVs+Y4B5GslUGP0etzOCZrdlw5bOV+GhNlZ/8Lw/1XRLP0xHYPyiTBxgDNuA4KVRHbfosM0Ief8gUwsYw+MiDCNCt2Nui8eeGm2/NRdRGFP8wp3+yh6nkI0tYTovTM8HVsAIGANB+L0PhMIfKggCFLj9S/f9F90BxIPPIBz4gShYYpvDKyiJ+hcDU0CG5QPgfrk/8obbFD8QA0ut/+XrnWuY+4v/yPj8I2EKPmzr+KNBsVpxRnHtL7cg41+7MCYYY4w5xhQj9ZcCj/R7FtRt+yzh2fiBaFiXHzz2X3v+Pavofzj+Tf29BvbbUiEwR9DfsYHztmVB/+iy/Gdl/qwFShyljFJFGaJ0ULooTSCIYkdxAznUDpQGygClh9KG+zT/tc5/pP7YLwf8t9cqZtv6EPARthz+VdP8Ymmwr4DRvog4alBAIE3QAN4t/GQFLcJ95WUFlRWVlMDW3rPFA8CC/faeArE/+y8tLBkAzWzY13v+S/OdAKDhGwD4j/+liUXBYZkAQOesbzQ1ZlsdQG01aEAAjHCkcQF+IAIk4fkrAzWgDfSBCdgFbIEjcAN7gS8IhO2lgv0gASSCVJAOzoBzIB8UgRJQAa6Bm6ABNINW0Am6QR94AUbBBJgEs2Ae/ACrEARhISJEgrggAUgMkoGUIQ1IFzKBrCB7yA3yhgKgcCgaSoCSoXQoC8qHLkOV0A3oDtQKPYb6oZfQW2gG+g6tIJAIegQrgg8hjlBAaCAMEJYIR4QnIgARiYhHpCBOIXIRxYiriHpEK6Ib8QIxgZhFLCEBkg7JjhRCyiE1kEZIW6Q70h9JRR5CpiFzkMXIGmQTsgs5iJxAziF/oTAoEkoQJQf70hzlhPJFRaIOoTJQ+agKVD3qIWoQ9RY1j9pAE9G8aBm0FtoC7YoOQO9Hp6Jz0GXo2+gO9Av0JPoHBoNhx0hg1OH4dcMEYw5gMjAXMLWYB5h+zHvMEhaL5cLKYHWwtlgyloZNxeZhr2JbsAPYSexPHB1OAKeMM8W548JxSbgcXBXuPm4AN4VbxTPhxfBaeFs8BR+HP40vxTfhn+En8asEZoIEQYfgSAgmJBJyCTWEDsIYYYGOjk6YTpNuN10Q3RG6XLrrdI/o3tL9omehl6Y3ovegj6Y/RV9O/4D+Jf0CkUgUJ+oT3Yk04iliJbGd+Jr4k4HEIM9gwUBhOMxQwFDPMMDwhRHPKMZowLiXMZ4xh/EW4zPGOSY8kziTEROZ6RBTAdMdpmGmJWYSsxKzLXMYcwZzFfNj5mkWLIs4iwkLhSWFpYSlneU9CUkSIRmRfEnJpFJSB2mSFcMqwWrBGsyaznqNtZd1no2FbQebM1ssWwHbPbYJdiS7OLsFeyj7afab7EPsKxx8HAYcfhwnOGo4BjiWOXk49Tn9ONM4azlfcK5wCXKZcIVwZXI1cI1zo7iluXdz7+e+yN3BPcfDyqPN48uTxnOT5xUvglea1573AG8Jbw/vEh8/nxlfBF8eXzvfHD87vz5/MH82/33+GQGSgK5AkEC2QIvAJ0E2QQPBUMFcwYeC80K8QuZC0UKXhXqFVoUlhJ2Ek4RrhcdFCCIaIv4i2SJtIvOiAqLWogmi1aKvxPBiGmKBYufFusSWxSXEXcSPiTeIT0twSlhIxEtUS4xJEiX1JCMliyWfS2GkNKRCpC5I9UkjpFWlA6ULpJ/JIGTUZIJkLsj0y6JlNWXDZYtlh+Xo5QzkYuSq5d7Ks8tbySfJN8h/URBVcFfIVOhS2FBUVQxVLFUcVWJR2qWUpNSk9F1ZWtlXuUD5uQpRxVTlsEqjyrcdMjv8dlzcMaJKUrVWPabaprqupq5GVatRm1EXVfdWL1Qf1mDVsNPI0HikidY01Dys2az5S0tNi6Z1U+urtpx2iHaV9vROiZ1+O0t3vtcR1iHrXNaZ0BXU9da9pDuhJ6RH1ivWe6cvok/RL9OfMpAyCDa4avDFUNGQanjbcNlIy+ig0QNjpLGZcZpxrwmLiZNJvslrU2HTANNq03kzVbMDZg/M0eaW5pnmwxZ8Fr4WlRbzu9R3Hdz10JLe0sEy3/KdlbQV1arJGmG9y/qs9ZiNmE24TYMtsLWwPWs7bidhF2l3dzdmt93ugt0f7ZXsE+y7HEgOXg5VDj8cDR1PO446STpFO7U5Mzp7OFc6L7sYu2S5TLgquB507Xbjdgtya3THuju7l7kv7THZc27PpIeqR6rHkKeEZ6zn473ce0P33vNi9CJ73fJGe7t4V3mvkW3JxeQlHwufQp95XyPf876zFH1KNmXGT8cvy2/KX8c/y386QCfgbMBMoF5gTuBckFFQftC3YPPgouDlENuQ8pDNUJfQ2jBcmHfYnXCW8JDwh/v498Xu64+QiUiNmIjUijwXOU+1pJZFQVGeUY00VjjJ64mWjD4a/TZGN6Yg5ud+5/23Ypljw2N74qTjTsRNxZvGXzmAOuB7oC1BKCEx4e1Bg4OXD0GHfA61HRY5nHJ48ojZkYpEQmJI4tMkxaSspMVkl+SmFL6UIynvj5odrU5lSKWmDh/TPlZ0HHU86HjvCZUTeSc20ihpT9IV03PS1zJ8M56cVDqZe3LzlP+p3tNqpy+ewZwJPzOUqZdZkcWcFZ/1/qz12fpswey07MVzXuce5+zIKTpPOB99fiLXKrcxTzTvTN5afmD+iwLDgtpC3sIThcsXKBcGLupfrCniK0ovWrkUdGnkstnl+mLx4pwSTElMycdS59KuKxpXKsu4y9LL1svDyycq7CseVqpXVlbxVp2uRlRHV89c9bjad834WmONXM3lWvba9OvgevT1Tze8bwzdtLzZdkvjVk2dWF3hbdLttHqoPq5+viGwYaLRrbH/zq47bU3aTbfvyt8tbxZqLrjHdu/0fcL9lPubLfEtSw8iHsy1BrS+b/NqG213bX/+cPfD3g7Ljkedpp3tXQZdLY90HjU/1np854nGk4Zute76HtWe209Vn97uVeutf6b+rLFPs6+pf2f//QG9gdZB48HO5xbPu1/YvOgfchoaGfYYnhihjEy/DH357VXMq9XRI2PosbRxpvGc17yvi99IvamdUJu499b4bc87h3ej733fz36I+rA2mfKR+DFnSmCqclp5unnGdKbv055Pk7MRs6tzqZ+ZPxd+kfxS91X/a8+86/zkN+q3ze8ZC1wL5Ys7FtuW7JZe/wj7sbqc9pPrZ8UvjV9dKy4rU6v717BruetS600blhtjm2GbmxFkKnk7F0DCb4S/PwDfy+FawA2uAfoAIDD8rg22OQBAQjAPjDFwbmkMZwGDED/kCVUiAMIVcRcpgcxHcaAK0bLoLkw4VgA7iDuH9ybI06HoXtN/YyAyqjDtYU5iuUGaYuNld+M4zznGLcYTwXufn1EgQPC+MJcIVbRZbEVCTTJCqlz6lSxWTk7eRsFfMVYpUfmoStKOg6o0tQD13RrSmijN11p3tHN2Rus46arr8egj9OcMhg07jG4bl5sUmmaZpZknWRzYRbMMtwqy9rOh2FLsKLsD7cMdaI4HnVKdT7mcdy1yK3ev3VPv0ezZtrfTq9v7GXnQZ9h3lPLO74v/RiApSDbYPMQ/9HjY1fC+fYuRHFSNKDdabHRGTMH+q7H34wbiZxIQB/kP6Rz2OpKcWJU0mLxxlD9V6ZjRcZcTYWnH0kszuk5+Pc13xj4zI6s7m/GcU07e+bE83nz3gvOFfRdxRfqXYi/XFk+XCl/xKKOWH6k4U1lc1Vg9cHW+hlSrfT3oRsHNZ3W42+r1zg20xjN3qpva7r5onrz37f5Ky2Yrsg3VjnmI7yB0YjvXu+Ye9T0uf0LtVuqe6sl8qv50orf6WXSfXj+uf2CgYJDyXP75rxcdQ1nD5BGNl9wv11+9HX04dmU89bXfG4MJ3onFt0/eFb2P+WA3KQdH2bepV9OPZ5o/1c3emLv++daXmq8V89e+tX+fX9RYKlzm/3lvJWpNd4NrcxP2PxrOFXeCSNAIESBj6Dg0jJBBJCMm4dyqDc6NW9BW6EnMCawa9iPuAt6DIESYo5uFIwAwEplEmTVY7Ek01nNsTeyTnCxcBtz7ea7xTvOLCfgKXhbqE/4hyi2mLb5HIkryhFSedLFMiexFubPySQqhivZKO5RJylMqt+BIMFNjUnupXqwRqqmmBbQea2ft9NAR1/mq26R3XN/TQMOQ1fCrUTccDSmmPmb65nzmaxaju5os86xird1t9GzF7Yh2S7vf2D9xaHAsccp0TnShupLdHNyN96h6iHmy78XvXfda8J4lf/CZ8B2njPqN+o8FjAe+CXoTPB4yGvoq7FX46L5xeKeepM5GLdDWYjD7WWJ54oTiJQ7IJ6gd1DtkcdjpiG8iLSk1uSDl5tHu1JnjDCdU0tzSD2YUn+w89ekMU6ZalufZ1Ozac8M5X3NBHku+eIFOocsF2sWconuXporZSsxKE+D971H5VCWmSrza5CrlWnJNaW3n9ZmbxFvKdfa3g+oPNmQ2lt6pb+q6O9I8fe9XC+EBb6t8m0q72ENSB+iY6xzuan1U/Tj7SUK3X4/NU41eyWdCfbz9XANcg9zP+V+IDEkOK4yovtR6pT9qOmYz7v465E3yRDEcD+sfNCcPfuya5pwJ+dQ6J/H58lel+Xffby2W/2j++WVVfT172/8ouFpQBO7gLBiD+CBnKA/6gNiBSEPMIG2QTShFVA1aFd2GccUsYrNx2rhp/BVCLJ03vRVRg0GMkYOJyIxlgUhIVjQbhp2Rg4dTnEuV24THmTeIL5TfR8BV0FJop7CkCCOcUXWLXRIPl9CQ+CV5WypcWkx6WOawrKDsAzmyPCRfqmCuMKeYpaSp9FY5XUVd5d2O06q6qrNq59UN1T9r5GmaaM5rFWibaS/sLNKx0vmpW6pnr7epX29ANVQ2XDCqM442UTNZNm0wizPXNl+1uLfrkKW+FbBqs06xMbcl2j63K9wdYK/igHDoh2Mk2tnChc/li2uL2xl3XzhKcB5jnjf2Hvfy8tYgk8hffXp8r1LO+EX7uwXoBAoFoYNmgp+G3Ag9FxYX7rnPMEImkouKpS5FvaM9i26KKdmfHhsZ5xSvcYArAUpYOQQdxh9hSeROEkmWSVE5qpWqf8z0uOUJuzTPdGrG8ZNFp26d7jwznDmZ9fXscvbauY2cjVxCnmK+W0FKYc2F4SJwSeKydTG1JKe08crLss0KpUpK1fnqnmugZkdt0PWLNwZvYet23o6sv9IwfAffpHU3pDn/3qP7iw8EWs3bIttzH7Z0vOtCP5J6bPskrruiZ7yX+9nevsr+1UH75+1DXiOcL1fGpF+3vO2fpM00fDm7sPjr0Zb/f98RbZ0JGDUASooBcIHvIOytASiVBUBMGT4/WgCwIwLgqAkQXHkAajsNILOaf84PBiANV5ah4DRcNb4AK/ApYgyFQGehW9ALaBnBjdBDUOBouo4YgWs3KaQD8iCyAvkcBVDyKA9UGqoJ9QnNg7ZGJ6Kb0IsYRUwY5irmM1YRG4NtwRFwbrhqPALvgb9L4CMkwzvPHrpheif6IaIrcYzBh2GGMZJxhSmFmZG5gEWSpZ5kQnrBGsi6xpbFLs3+kMOLY5Uzl0uda4g7hoeTp4l3Lx+a7xq/qwBaoE7QX4hbqF84XcRMFC3aKXZC3FaCXWJUskjKR1pU+qNMhWywnKzcF/mbCvsV9ZTwSkPKV1T273BQVVPjUttQfw9n1de0srT3w/uUvq6YHl7vq/5zgybDOjgOb5s0mN4xu2N+x6J+1w3LKqsi67M2KbY0O9/ddvb6DsqO4k78zpwu7K7sbtzugnskPVQ89fZae+3xDibH+5z07fMj+TsH5Aa+DOYIcQjNCGsP/xEhEelMPRp1k/Y6RnJ/dGxnPM8BWsLgIY3DpYkcSZkpLEfzjokdr08zTh85SYNPqeGsquyinLt5DAXnLmpe8inOLO0s26zUrT58rfU66qZZ3Yn6osbbTU+bP7UQW9XbQzoqu74/Mem51LvQbzSY/qJ7BPFKfmz369CJxHdZHy597Jz+/OnH3Nsv1+Y9vy0u0Bbf/NBezvj5fIV51WLt4HrVxtD2/sEEFIADiIXvDjrALHwrsBPyhzKhOrjO30CIIawQ0YgixGPEIlyz2yATkNXIURQdfK7sQxWjhtB0aAN0HLoevYRRw8Rh7mHRcB1diJ3DGeDycct4N/wDggyhgI6R7iQ9K/1FogyxmcGOYYoxkUmAqZXZj4XI0kDyZIVYy9ns2NbYqzjcOYmc7VwHuFW5F3hu8dL4VPmW+e8KJAqaCzEJjQqXi9BEjcTYxKbF70vkSEZJ2UnLyxBlPsv2ytXKZyrQFN2UdJXFVBhUfu34pPpabVD9sUarZpPWbe3rO6/qVOqW65XplxmUG9Ya3TV+ZDJsOmX204Kwi9dSwcrA2sHG3zbWLn33BfsKhzrHdqdB548uK27M7lJ7jDw8PeP25sD1xgD5m68gxdvvkv9EoGCQV3BhyEgYc7j5vkMRNyLfR7HRTKITY57GcscFxzcnMB30P3T/CEdiZFJPisTR5NSJ4zonqtKFMwpPcZ8uyBTIKstWPHfvvFXueP6+QuSF3CLvy5ol7KW/yiYqnla1XK2rqbledbOirqw+ozGiyb5Z5T5Ly3xrb/u1jpNd+x47des+lXrG2rc28OZ501DGiOMrltGO8Yg3pInr7yzej02GTaGnz35in82YW/pi//XC/Oh3xgX1RfuloB9Ry/E/439Fr4Steq/Zr+ttyG6ybfufFWgCH3ASNIIPEDOkD0VAF6Eu6Bt8r2MJ3+NUIUaRDEgDZAzyGvIDihfljMpEPYX9boHOQA9hhDGRmHb4BiUKO4BTx5Xg2fGZBDZCEZ0S3Qh9ClGVOM1QxOjKxMo0wJzN4koSIn1n7WK7zH6Yw5dzF5catzgPDy+Jd53vI3+/QKtgnVC1cJlIqWi52DXxBolOyRGpWelNWVY5KXk9BSfFUKWjykUqd3dMqOHUlTW8NE9p3dee1xHRddHL0G8z+GkkbbzXJMe0z5xoYbMry/KltYjNPtuW3cz2ng5ljgvOxi65rt/c7fbUeQrsPe2NJif6fKFo+CX79wUKBEUGd4TyhEWHD0QoR56jrtH8otv3c8dGxfUekEs4c/DnYf8jr5Ick4eO7k2dPX74xGS6YcblU9BpypnHWYpnC87hc+LPf80LyH9f6HPhfZH9pQfFiiWXr5DKjpWvV9KqPl8NuPa+lnz97U2fW5O3Q+uXG5ObmO+W3FO/3/sgqA3XXt2xu3P1UcUT1x7C045nif16A2vPG4bCR4RfPhuNGWd/fWPC9O3we8qHLx+dpkqnZz8Jz1rNBX0O/kL5ajwvMP/u25Xvdt9/LVxYVFx8uOS0NPLD/cf4svNyz0/Dnw2/xH5l/lpfCVzpW1VdzVtdX/NZa10XWD+0Pr6hvXFuY35z12bplv+j/FXgMwJ+IHpDOJl8vbm5IA4ANguA9czNzdXizc31ErjYGAPgQejv/x22mDHw/Xdh6RbqNEo5stX++/kPB4CYIEM9ZVIAAAAJcEhZcwAACxkAAAsdAT+CkvAAACAASURBVHgB7d1p0z1HWT/wg7jvqLiy3BEiqCwBErMCCSEhhAQQVAqfaJWlz3wP/9fgE6u0yip8YKlZJEECIYSsZIeIGEgEyWLEBUVFcV/+96fx+0v/JmeZc87MnDnnnq6a0zM9vVx99dXfufrq5Tznf//3f5+YTW7iwMSBiQOHx4Gnv/64Ti8+vHpNNZo4MHFg4sBs9nUTEyYOTByYOHCoHDh4gDsegh9q2031mjgwcWAFBwxRD9IF2PjPec5zDrKOfVcqPJz41zenDzv///mf/zlVwa/7umF1qoMFuHRK/gRyp+Rrupk4MCgHgNu//du/lT74zd/8zYOWrbCDBbjBOTkVOHFg4sCzOEDB+IZv+IYCcENrb4gZVl98VvWHCYg2N0xph1MKvu2adxkm42ruaQR/+Zd/OfvXf/3XvWM2jUY9Upe9q8CaBAfgvvEbv7ETWVqXbycC4NZskyn6SDkQsH3kkUdmN9544+yv/uqvZrV9Z6RkzyUrdZn7shEYQIzfeH0iHgNs6/ANYyaAOxHisb+VjEDXQEZze+qpp2b/8i//0olWMCR3DNNSpyHLPZSyyEEtC6vqNdngVnHoBL0nOP/93/9dOuDXf/04RANNX/rSl2af+cxnZt/7vd87e8lLXjL7zu/8zkKjoar3AGMX9p2hRGMCxGc4jRfr8GMcUvwM/dPdDjnwN3/zN7M/+qM/mn3Lt3zL7JWvfOXsec97XqFmHYHqg3za2i233DIDuq997Wtn3/3d312A+J/+6Z9m//mf/znbxexc23puOrRqm/9JiRcZjN+sd7S65oduArgmp07wMwD5j//4j6ItPf/5zy+a0pBDKmBAgONrCuV/x3d8RwE2wPv000/PPv/5z8/+7u/+rkwyRLDH2Gzq8V//9V+FNDOJk+uHA/jsQ0dWJoDrh8cHkSuN7YILLpg9/vjjBUCG1o7ydY7/7//+7zNa2gte8ILZi1/84gJ+X/7yl2e///u/P/vqV79ahJpwj80BXXS5MoQeG42HRA95+aZv+qa5trlpkuGQWnrLujz3uc+dfc/3fM/sB3/wBwuAAJiAzZZZt0pu8uBv//Zvy8JQCdjYzJi6AIWhKNp+6qd+qoDet33btz3ri92qoJ4jAbZ//ud/LnVRp6ZW0XPxJzb7eXyeAO7EisPXKm5IClRoRDomIXnRi140+7M/+7Oy1ixDrCHYhI677757RktDi6HpS1/60tkXv/jFolUCXPS9+tWvnv3CL/zC7Kyzzipf7iFoa1tGeGhI6oOB3iE/Em3p3Pd4+NzGTQDXhksHHMcw9NFHH5396Z/+6amFs0AF4D3xxBNlKcZQdi5A8Bd/8Rezf/iHfzg1tKOx/eiP/mihxSSIWV6a28te9rKibY4NPNDjYi806wuk52kWByxSg1StbbtPADdIc4y3EIJiwaxhoGEVp2MClRjy2wrTtrVUri/z3//93xf7mvxoQWeccUaxxdEqDVsTjq6haCuFtviJZoGuaG9jo7FFNfYiCl77+C77AE8AtxdN2R+RhqAumpz1ZrZAPfTQQ0Vjotkx8vfhIpgBBGXQekwoAFxgG2BgewN+DzzwwOzTn/70zFB1rC40j5W+Luiq22wZuHRR1rI88hFZpiFPy0SWcfDA3xFO9i02L8LywQ9+sPgBFGvhAEsfTnkuNsDPfvazZWcCbc2atz//8z8vdH37t397iWO4zD5Hs8vaN7Nmk9sNB7RbXH2fsDH5E8CNqTUGpoUm9PDDD88ee+yxcuLDt37rt87OP//82ate9aqyBs66uK42STerlo4B1CzcNfQ042hozA4HdC0NYcNidzNzahnL93//98/QOblxcCDtOA5qnk3FBHDP5smJCTHTd84558xe8YpXFIP9Jz7xibIUA6hEe+qbGYYXhqU/9EM/VOxvhj/oosWZLTXJwAFCncm1bEjSN71T/l/jgHZypU3GypcJ4MbaMgPQBTSOjo6KkLo3e2mnwFe+8pUyUymMM5TtS5DlqxxXOszLX/7ymRlTYYaiCR+AJXtRRG336qtdVjFiV+Wuoqv5/jnHwtNuQUkz5fR8EBxgAzNUNewz2XD77beXe0NBHcnkAxH5vu/7vjI87HvLkbIMSU12KNPEw+RO5wAeufYFZE6nftCnJycNblB+j68wS0HuvPPOAibWlz1xvPYNuAAyQ0HDVUNIzyYc2OV0rD6dMn74h3+4aHB9lrPPeffdBvvMm5r2CeBqbpywe1qAIaDtWYanwM1aM0Z+M6jnnnvu7Md//MfLhAOAGwLcdFx0ZXh8qE2ijlzquw5gJW7y2AcehdbQXtO87F0db5P7aYi6CdcOJA3BchmmmsV0gKSlGMDOcgzCePbZZ/e2VGQZGw2NDZEBKzrmdYxl6ffhHd5vUq9N0+2SJ2jm5tV32bstaX5yArgtOXgoyQlZLsBioS2go93lgMm+66pcHeAf//EfZ3fccUeZ7LjwwgvL3lga3bzO0TdNfeWP1+oTf5Nywq994It6cvNoXfZuE75UaSYbXMWME3mbDhbBi7DRnKyBA3QM/e77dmx+yrcv9rbbbiszqbTKd7/73cVG2Hf5Q+Zfg1vaYN3yp+Uyqzk22eBW8+igY1gSctNNN5VFtsDEpANb24/8yI/MzjjeA8rY74BJJ4xYG7dpZ2zLRDsrgBuf1vbHf/zHZZLj9a9/fdEk2+azD/HyUYm/DzRvSuOyOi57t2l5STcowEU76LNCqdjkt+MATc0sqXVntkTZVWCrlv8+MAFhdwF7XLS4vjU5i40NUQGqpSqWjNjKZbLDjO4kO+3adYr1NQ4MBnD58sduMDXAODgAzOwYoMndeuutZaLBpMN9991XAMW2LbsJ7AUFfn0DnKUqtmX99V//dQE3GiSA7bvccbTGYiom5WAxb5a9GQzgQkQAbvoShyO783UadhxDwSeffLIMRa11AzDsYLQ4564BwcywAqA+wcasLa3NgmNlvuY1rykLj7/ru77rxGpv2mkCuGf6CQxpa38cDOACaIc2G/YM2/fvLm1CQ6LB/diP/VgBkR/4gR8odjiCZAhreGom9XOf+9wM0PR1wggOyp8GqUxCzO7XZ3n70GraKW21D/T2SWMN9m3KGQzgQszUUOHEOHwCA1RsurcWzmJfoHbmmWeWpRqGp2xiDz744CALfaPh0xLX+VKPg5sTFetwIFpp0rTBBnEoSW3d4ADXlrAp3jAcIDC0JZehoeGoy95UWps/XGZ/I4xA0BC1T4ceZRHidQS5T5qmvPvhQBtAq0sOIK6TbjrRt+bgCb8HKBb2AjHDQ0NDfwRtEz67nLPa+j5oMsJLm4w2d8KbZefVD7DsmhCyEfloS8sEcG05dULiATZCZMvWpz71qTKD6hBMa+Jodn06gKYz8fMvX32WN+W9mAPaIcC2LqgsznX4N9MQdXie70WJgM76OJc1aX2DW5iiMymbHZA/ud1wIKC27yA3Adxu5Gf0pZq9tD4OsAGbIVwNaH0PhYeozz6XAdiAXIBuX+syAdy+tlwPdGdYAmjY3SwLsReVBvfCF77wNC2uD8FPp+Irly2wj3J6YN3BZXkofJ/GAAcnmttVCLhZh2b2FMj5oxfnw9kuxS5G8PsS/jrfTDJsV5sp9UnnwARwJ10CqvrTnEwu2OBuggHgsMH5jwQalT+CsbugL6d8jg9cTTbkudxMPxMH1uTANERdk2GHHB2w+BtBf7xsD2j+vs/OBrY44GfY6B+w+rbLAdScXnLIPJ/q1i8HdgZwOlM9JGk+91vt/cl9SL5YB+ckXUclOb3D0UkOvTRctLPA6R5OF/HcJ8DR3BzZVE867E+LTZSOiQM7G6ICN52JlsC2M7nTOWBXQYZop7/p9+no+G8EAZ32ATK0NsNSi35t2wJyfW22zweP7x+17KZwn/B+az7lfogc2IkGx4gN2P7kT/5k9sgjj8xe97rXzS655JLSoQ6RyevWCbB9+tOfLrsKaFNDblkyY+qwyS996UtFgzJUBHBoMOHgyCTA14eLtkpzoyEeMrCpa+0Oua51PYe+70dSG7WI4AqmrX3kIx8ps3L2P9r+Qysg1Gn0VY1d59co6iAeabaPPfZYOaqIvasvgJvHR21i14J/13rxi188O++888qQFA3sb32Bm4ZLu6MLyPu/Vv48Ove9oVPXfa/HJvRrz7Rp33wYBOBSCUfyXHvtteUAw4svvrgMQwx9GLATJ/4yxrWJsyz9PrxTx1x90Sv/CBpbG1D1sXHR2h599NFii6NFApovf/nL5UNEk+trZwN6OCAPTPvmQV+8nfJdzIHI3eIY3b0ZBOBCrk7jIEUdiLHaUIjmRovjVHyVY+A2bHJ89aGudseH2ODS4VfxZZP3ATcmA0tAgBwN2/HlaHB00he+8IXSXrQ32h2NEu/7cECUPESb56cztJGNPmia8uyHA9p2CDcowPny+/OQj3/847Prrrtu9vznP3928bEmZ0gUoY4g62g6oKUCtXOUtT8lkc4QSnwdw5lltAqdcN+d+vgA0GL6dOE1gPNv9k8//XQp18SCj4hhqeUilo34I+j8CXRf2lvo0e4ufOAS3icvprwPkwODwChh5WhcAM62H/dvf/vbZ2eddVYBN+8DVjSJG264YXbNNdeUVfXexTFyO7rHsT4RfLYaQ1+r7dMpgANDudNqU37yqP3mu6Sv4wx9r15ApM+lGHWdfBS0iY+Mctnd8Nc/21999dWzN77xjQUAfVwMG8ULn+LX+W17b5GvttM2Q33pt6V5Sj9ODgyiwemwhJWv0z711FNFe2N/ay45YPdhC7Ka3jDNVTvDI0dr0y6Sp3vahfziaCV33nlnWdP12te+9lQ5NEPru+Qz75z/MXQo9cGrrsAjfApvmr4606KBGn4DMUNTSzVcTAo+FNoEGB4dLyXRjl0DkDpz6p2Z21p2mnRPzxMHVnFgEA0OEToD5+sMiAyDbrzxxmKH845A61RW0us8tDRaWDq5OOlQ9UyeMM+WmhhOpUPQRDyzHdVOuR/+8IcLiEorPs2ExpCy6vi7ugf8dT03pSN15DedsLzHLyf44sPdd99d2sMzOoCa7VrazdA1aZr5dfWsTVzAtu+yuqK563zSNvzJbc6BQTQ45EUzsnjzPe95T9HizKoachLmxx9/vNjRAButwYydjsYWBaTEqRvbc5x7nTCdga88f3nHr7VE5fnnJp01NDm1lkH9yiuvLBqfcJ0LGNL4aDbzDOspDx25b/qhcR1fffDJML6u5zp5JG7Sx084vxnmI8MOZyKHKeHo/zQ1cfHrggsuKJozfoZ33nXt0EWLjSa7Kv/wfFW86f3J48BgABfWElr2HhMMNLSAlwkIYcCE5mKISXANjXQuQp8OKZzLM6DU4WptzTvP4tbxhb3iFa84rYO+9KUvLWXWgKL8Bx54YOaPiNmhgGVoUB4AioaV/FPHmrY6rO09LbfebN423bbxcgYcXmoPH4047aZt1DV8z7uufeXTHmmVylpWJq27T7Dtum5t8+ubx23p2Pd4gwMchhFYYEKA88zOU3+xdTaNDGgAoZ0PAMXpFlwEgPZ1zz33FK3vqquuOrW9p0Sq4uWZX2t0aLF63zakukMp6+hYg+EDXi5l3nHHHUW7e8Mb3nDKOJ938UuCDX/QBOD4Qzp8sQwEYMyrB2B34Yf268OpM+3ZxFFNh/CaJnH80xeZ+Ymf+InTPm590DXluZ8c2AnAYRVhjdC6BySElo3HECl7VIGX2VHbuvwJsA4orqEUex0ty78+GXYaUhraes8BrPrrLn9hOgUXXxzaCm3AhS5hNDsgl9nM0Ot0DR1Qfhz60ZzhneUrAegSYc0fNKiDcutOvWY2a0dXbg65tDaRFseFBnV+4ngor94W/4bPaxe0IEH4C9yZBmr+zkuCP3V7zoszhZ1sDuwE4NJh4kewdR5gxhZkaMq3BsuQ9qKLLiqaFlDSEQHf7cf/fm6oKK49rVlaQBPROQxHxY3TcYQF9GiNaKAlAijhbHQ6MicuR4MUrmydWj5mcoUrVzjNhmZnPdlb3vKWmZlbnS/gKG80ucRP3YWn/gmXL6cctCUOP+lKhOOf+jn58OUlfu3wImG55ycdXpvh1g7i0dLw0kfHAm0fEIuzgY8ZaDxJ2rqc3C97lzhNv06D16G3GU/9Xvayl5X3tUbejDc9n2wO7ATgmixPJwU4ACtAAOwMSc2QAgsCL67LspDPf/7zpTOy19isLxygmBAAEu6BhI6p4+jMOqd4ypGnJSPATbj8A25o1OE9Sxdgk9azTsXPENo97VFe9957b9ksDyCkcwFhZXgvHDigLTSG9uSrbp/85CeL/VF9pJePuqpbOj4tyzM60OA98KHpHh1rn4AgDl85aV3KB8j4Iw8asXLU2RIbWjO68Ei8l7zkJaUc9fTxUc4yh+cBLPmscomjHuijVdf0N9PTklNG890+PKOdS733geZ9o3EUAJeG1pEztNMZLfPQYYXr3Fw6jK+3DgYEaE60DJoT8AAaOkni6/yESFr58nUcYTq2MPE9R9jyDgjEBSDqPLyXB/rkG40rQKYc4ZaiWEcGNNmMTFqgU3zAx6k74AUeyjDUpb2qJw0R8ABlw3d5ohEIyCf1Fjf5BARDP1qEJa1w6YTJH7gFuGhy4h8dgyQtFX/8CY2JBvfaRT7NMuQpPFf4Kbytk6d0aZd56fAdvfilDvvm6jao7/etHmOndxQAh0kEOg2tAxFyAGcLlnAu793r1Do/Tcg9kAGE7msnDRCo07rPc11uwud12uQpTu0WPacOyZ/2A5QBnHrRvJQDPGhIhsPoNGPMiG+4DVzYAYXr0MnzjONFuaE/YBDw4ruadKE59QpN4qED32jKAFUZQPQDH/hA2SMMjC3hAeD4zf4ob2mXOWWkvHm0LEurLdXXtSgtrfO+++4rpgD8VN6+uLpO9f2+0D9WOsPLWhY6ATgZ15muy4Ckja9jyNNyDrY29yE+eScuTcKaLZ0hWl7i8BMvfsKaz/PChTVdnS40pSPXcZsAAKQY5gEEEJZWXi4aiGdAYtKEBsbmBeRsfKc10czUFRB6nzIBUvKpy6/prMNzn/docRka04hM2CiTJgfolJdy1SHlJn3yq/36nXqlrvHruM17cZThUl4N1nW+3qPb+zq8md8Yn2t66/u2tIaP8dumG1u8rumXH1fzdCuAm5dhF0xMxWkqhnqrhFgH3IXDyDAzNC+jQ1ydMk6aM888swCfP3mhldiqZi8uLYZBn4YHfGh2FkDT7ixrOTrW7oQFcJLnpj5azALbJgfcaHa0OmUDOvQYMqa+m5SzKi0aOO29CNhSLsC3VxbYnzSHj23kbex8SXuvkou29ZiXz1YAlwy7ZnbyZV/5yZ/8ySLsKtl1OW0Z1yZeaG4TVxzxAQYQs5iYHVFnZefSeW1bM/SyPk9cHR7YZ2jmRBYAB4hMKBjKAvp16Qi98jczrDx8prnJW7iTRNgKaVTrOvSsQ1Pi85VJQ53n0IU+bsxyMY/2bcNS3/jb5rer9GnrrsqfJ2enARxh0ulqLaNN4fMybpNuVRz51p2qr3JW0bHte3ytNS1AZfhpltjEg0kGQO4yO2yoDWDY7Whr0hJmw3BxTVg4cddQ0r2JFuvW2PgMZ3V8tsmUKS0X/jWf8y5pxUtc72iZ6kCb69MpM/WkMc5z3jfpS9i8+IcYlraJv691HIL+0wAOo1LovE6wr4zcJd3Nzmcm1PIL/7lgwoG2BpgY8F3Ayf7bDA0ND2krcYDPpIB0QNIkjFlVtrNMVtDsaGNHx8NY8bUpOla1qXh1+ydd38CWuoU+YOrehzbgnjhoAn6G03hj2D7P9pr4k3+yOXAawBGeWqAi7CebRd3UXocFSNaamUAAWjQ0y0Vi6wIk6eSAkKaX51AhHdBySUfjZrMzpAV00uj8hr7WFRrmKsd9rdGtatu8j5/y+/RT19CprsoPDYCP49uiB8jnzZz3SeOU935x4FkAh3wCFWHbr+qMj1q8ZLR3JDhwe/LJJ0+tg8uezlpDUwOaC4BzzWuHtA/NRVwzszq7rWzsVsDNQmHDWMBn+5WdFWZxaX5tNB7AyTVpK4E9/QTY0OeKJocH6pyPr3dsheqyrjmlJ9KnbEfKgdMADo0EqfbLw4H/NEEkPFi32skn6WMze+ihh2ZmSb23K+Occ85ZOCEgrQ4MqBbZoZrtI42O7mKzpNWw3bHnPXG87Yqdzxl47HS0vjOOZ6cN7QJeAZC6vtnFYQKjtoPWcfq6Vx9XAM997dDtJGh82ieAa8pHXafpvh8OPAvg+ilm3Lk2O9Cm1MqHENN+DBVpTp/5zGeKFnV0bA+zaJZtbNXSBvkAFR14EwcYDGHNrAI0IGX5hwkJmh3Acww5mhbtAjDcNfSlJbF1dcWjNvXBv2hvKTcgHB4PDbpt6F4VJ7SnLqviT++358BmPWj7cg82B1oXrQmgmCXVUZ2G+6Y3valMIKTDLmMA7Q2w1At6l8Vf9g6AAVZaG9ACbiY4aHQOFzVzS+NrOstRTHZE62i+7+M5ZeGZa5Frw8NFaXcdHpDbNR0npfwJ4I5bOh0rjb5pBwIKJhBsITK7yTZmMaotUABrXr4pu36nc9Peupi9TIeyptByDzSZrbXuzoZ6NANg9kCAGjpob8r3nLDwpy8/5WRojgcJ44dXmXwB3hlm90VTH/mmTn3kPeV5OgcKwEVwTirj1613k1+GVIZ/AMMMJqBwGCabl1nMZUNNeTXLF98VLWZenNObcflTnb/FwBYTo5GGaXuYiQ9DWTO6OeeNFjn00FQt1FW90az82OFqHlhmg+c0U9pnXb/lnJjenjQOFIAjIASoFqKTxohN64tnQO3mm28uRwrpdLQ2QLFKuwi/53VQC3qz2Xze+03plS7DVqDGJmcCxOVIJMNWtju0AZFdOHwLyKfu8dFjRtozOrnwsTxMPxMHKg6cGqISGIIyueUcqDsTALAUI5obrc1yjHoLkdzqzpnc5eOKhpJwPg3G1Wd7yJs2ZxsWLZNdjn3u9uNDRIEeOyINtE8a6jrX98qsedDkn4kaw2cTKVzzfZ3XdH+yOXAK4MbMhnSyMQkyO5E1ZjfddFNZ52ZWMss/wkt0L6JZ+KJ30hueWQKxLE7K2cRPvspglwN21pbR5GzwB9xmKu2OYD+kVSXNJuWtkwbfckkXPsYHcGhBe+INRds69Zji7p4DpwHcWIWEEHO7oi8dK80F3Nivbr311nJQpBlS67Kas5Gb0kt7MTwdyqHTJIR1c8DOiSaGsXZe2NRPWzKcHQLk0KI8Q1TabZOH2iLAH7lots9QfJvKGT8HTgO4sZI7bxg3JK06WTqRXQn+zen+++8vHe2yyy4rOwhoXImzLW3yMfzlD+mAigXA5513Xlk7Z9jq+uhHP1rO3LPUJODSF13qbIIjC51rnmoHfDGLCgSjwe1aPvrixZTv9hzYC4Dbvprb56Bz6VhO7rCGzN7Ot771rcXQnY7W1DY2LVWndtHkhnQBE/Wxf9UCYXYuy17YGQGgHRLe9+XQgM+Z4AhNKc+yFvtQHVBgIqcrnif/yT8sDpz+t0uHVbdOa2NfKHBjc2OTuvzyy0+Bm4K67mg6+NAApw71ZSnJ+eefX5a8GK4COf/VQLuKA0BdOuUD0AxTm3zNP3zlKPuuy++yLlNeu+fABHBL2iCdB7gxvtPcdL4rrriiaBB9aTKADcA1O/cSUnt7xa5o8uTCCy8sy0g+8pGPlAkIuxz6cmx9eA9I+bmUZ4baUhYaNP6MZXha09gXX6Z81+fABHBLeKYDARoLS/0Ji2fDUtubgBuh7sPJF8gNrcHNq4s60+SACtuc/2342Mc+VgDfboeunfI4EzkuPBDmwhezvSZ02Ap3CW5oMRFkOB0g7poXU37bc2DvbHAAh2CnIzjo0YxfcwaTANIyCJ8Oyn60rlOW5RK15uaPcPrS3Gr61JEmMxZnEgXIOfXXEesmWextBfYmH7RBV07bpv5p5zrvTdqyTt/VPYCj3aNnLDR1VbdDyWf9Xr9BzYENl69wU2i9X/QOyKSji8cG5DhulzTWafmK6oDWcfnCc7QL4EYIsyC0vFjjxx8cWwoij6uvvrosih0C3HQWNKfea5DcWdRmG3n2oQDwtCf2SDOsdhW8+c1vLqekhDfNtOsSpd54UH/IIiPr5tVnfPVV19C5bb37pPWk5t0ZwAXEMLLZ0J7roQbgcCgjIbZankG5KcBAy3osAGdIks5u/RmNIZvXHfRoH6g9leLbUO4dUGKvUUbStm1ktPgyO8dNnm9/+9tPDUvrPJr1rN9tcy9fncY1NoefZi+BnY/J7cc7H0w+4LkdEevyel79IgvJK8/i1vfz0g4Vpo3QFxqHKncqZz0OdAZwinVIoq+aL3zTEQh7Ns1+GTrmD1MAnc3fwEgcwOJEDu9pZ4DLcgWX9wBPOUfHZ5nJy5DJIlUgaQU+ABROw7NX0XIH6dZxwNhZbha5AlOb0OU/lMODPo34m9SjBhb8xF97bt3fdddd5f9c/T+tU0nW5XdNj3LUnQ88gLz7r3zlK8VcQLbIAqCd3MSBVRxYKiUEq3a14HpXP7sHVsDFyv7a0cYAllMrCKwZMIIKmLLsQGdhVBbHFihDNGudgJ3LCntphefZolsdTT40QflaI+UsNs7kgLLZiaRr0lzT6D7v0UozAdZmTIFoXddmuq6f8QHdTf53Xc66+YU/octWLnY5tBqy+ghYVkKr3oZfmVyJBisvkxuA1MeQ7EwAt27rncz4SwGuFlJC7YphlYHZsCT/oykuELnttttmF198cRFwcaVhpwFKtvscHWteAMnX2ZfY2WT+zf2WW24pYEVwbRkSznDtXlpHfbOr0QJpaexrF1xwQSlHGfIz0YAmwGhYa81U6F7WvOLE6az33ntvKeeqq64qGtzQwxC8HFsHrmWhvgdylpEAIEtpuIsuuqhoEhpcUwAAIABJREFU5Phaxw2PF/lpBx8W9Y/2Jg+aO82Wn3iL8pnC++PAum3aHyXtcl4KcBEkX1RgRYiBlWEjLclJFJdeemkx8CvO8IQ9jGZFEB3XbYjHyYONhtB6F9AQBvSuv/762SWXXFJO46CVEXDl21j9m7/5m2W7kHD2H1qeP3Cx2FZniANoZlVpcylXWTVYyDP10mEcSwQs0SOc9miGEEDSFrqcHQydbXz10rHXAYg2+fYRh3kBqOG/jxXQs6SEnW4Tpy3ISV1/eebkk7o9N8l/SnNyOLAU4AiYFewuQ08aFECg5dDWaFI0K5oYR4MyfKBlAQZLLGhTNDdamKEX+xkbi3jyMvsJPGlqTpY1vOEAovdAlf2Fsf+d73znqT8hZp9TRg0A4hryAkw062C0xTpOAA64iWs4qhzDK7QZ4uqwjj5qLj0phA30ExAeqLitisFf5gGauwkkW7s8a9P6A9SmEHmpe7T/pKGZG/5q83XzTB6TvzkHYjao+9LmuZ2eUnv3ka9SVk7TPXF8LtiNN95YjO7AwjIBmpNlEzQ1GlOcry7gAmbAkHbGfgU8CD4Awqjbj+1b1lKJ42vMvmapgfgq6gJANECAA2h8wWll4ps40HmAIye+fJUBpACsDeK0TNpZ7ZI/X3r0KRfdABlNjOWG3nEBxaFAB20Zig1VZuq6qa/t8ZHZwAeQJqc91nHqrb7q7kqnEkaGgJw2E29yw3IAz9vwXZu1lVnx0t5p665rtVSDUxhQA2SGBzQsQMPRxmhxToF1ii0goTUFZBAODDlDDsBEc/Nll6cvtFnOTB6UiMc/0mGkCosTrVB50hNwGhZNL0MVaZRvIzZtUf46meGm4WqGmWkgvnz8V0LCaHNA1QSJWdMMWUNP6BvCBxbqo/774LQVmoGQD4+PohltvrYS3oaPiaOtubQNPigjcpR4Y+ANWmpax0BTHzSkLZbljRfhxyKe5D3fR0ybyrtN/svKXvRuJcDRmq688soyE1kLqmEC+5jlFECIUAIWmo8JAwBCK4ujKdHgfOUN/6wxi8YkL0Ckk6Si0pv9BFg5NSKAJh4AC+pLg1EmJtAL/DAQwC0DCenEA5wW9AJvtqQsFkZ76Ek9hvABMrrwlD92V/OILNCAtY9JB21xdGwyyAejjjuvXuobG673OoGPjw8nGQGYq/KYl28fYXXbuB8LXX3UtU2e6q9vcst4kXeJSzb6cksBTqMBLf+YHnAJcQgyqWBfIqCxwDYaGdtcAC+EAypHYRu+yoPtSycw7PDVj7BEUFTapIKLjY+gRxNDC6AEjKHHPXCLk69h5zLmpUxHdRsO22dKo0yeyWtoX/kAfhntQ9PUtjxC6yMH5H7v936vfMjSFqvyUG9t4qOkjdMB2H9NXmlzbtftk3qEjshswk+yH5604UHaN/1wnbRt8hdnKcAlkwCLZ8M4S0QIHQ0MSBlOGdYBIsDmfwm8rwmmXdnaY8JAuKUFKmZYaaiYzlynieDQHOOE0bSUsWyWDlBlkiFpaz/lGFbffffdhQZ1AJRxiZPnoXw8xg/13hUN69S1SSPafdB88Hzs3DNn+Fi2ceRNXPnoBNLTqgFlOkWbfIaK06z/UOXuYznhVfz08b7qshTgQkSzcEM6M48cEAF4hFJ84ZYL0Lw4FeDE896sKmEl8DqyL7NhxzzXLD95EXLC3nxf5+G94VKAs35X35udVR+2t0V01PGHuFfPvhu+r3qkjciDpSIWf5soYmbwIVsGUKkzDU67aV+XYa62ERZ7X1/0T/kOy4FlfbgLSpYCXLMAAhh7GUGjlRkGmnmMfU64e0DGpQLSmoyg5eVLThMDQnWc3DfLrvOa964ZpiO50uGa7z0DV3Yikye0jVVgOC+PPsKW0dxHeV3mWbcfUDNUZZO1blFbA6s6Tl22cPJjFOA+8dKWddzpfuJAGw6sBXARuMyk8tlFAnwKpKk5HDH2knRWQgrg+LWLbU+85F+/X3TfJm7yjF/nxaZnQa+htGUvNEpuXtw63RD36oYOnX0fHdo5HwxtbrLHh8REk61d+cDNq5u6R77kY8KBGcOIQHhTfublMYVNHAgHTkebhC7xa2AhbDS62Iq8MzQxFIktS1jSZNiR7BPuub7P+219eS4CLFonmyBNExhHe+uDjk3qgY6x0LIu/TXtQIm9lfZmbZx1ij4u81yAkewwGxiqspHec889ZVIq7+elncImDszjwNoANy+TMYfNAwkdzKwpYLYlK9rb2Ooxj/ax0diGHqYM9jjasqGqJR+Llu8AMVe0V77nGjTblDmGOKlL/DHQ1JaG0By/bbqxxTtYgIsGMI/h3tnlYHbOkoYxAgmaCNe+O3WgHdOULSvCdzOrNLMmyKUd6nCTRRaMm2SYhqf7Lg3D03+wAGclvU359XBIZ6MRCLdA2ULlZfag4Zvj9BJ16HR6M9PRak6PNe6ngLTJBfY36x+vu+66mT+vsaWu2T7qWy/0ZbdjxwN0++bUpb72if6abvf76g4W4JxPZgGvpSi1s4zFCbSA7eh4hf0utYJ0/pq+3LNlZgLGOkM7P6whXJYmadvESdy+/XQOfLYzhSZm/eTNN99cznczbA294rrPM/CzzrLW6Pqmd5v8a9q3yWdK2x0HDgrgagFzDxBqDUEHcjiAtW+WhliPV6fpjq2rc1Iuh0Y2KR05YWiutbcnjvd0Pvjgg8XwnjiLSvA+QDGGrV6hBb12Z5jQ4TsNxvo4S3VqzVS9tQuAxxeHlopTt+Oiuk/hw3BAe7lWyeIw1Cwv5aAATmeKc5+Z0YTR5hi5aUYOD8isbp0ucYfwletsPZqmzg58CY5ODpzcG65ZzmJNmckQ75Y5edL4gGIWMYu/S2FEU+rlw2K4iR6anK17ht9xgEx8Whs7nfbClwngwqHd+9on1+6pWU7B8t6yPO0o32I8B8R0pCxXEZYlB4zW9q2uAgtp+naW1AAvQ2p2KcsodH60ucz2WtLiEABrDFcBFXBjxH/f+95X/ss1oNl3PVblr120ie1wbHG0NIcvqLcTaTIMFS8TRE6escTkRS960anh+qpydvl+Xzr9tjzqsp7keZVMb0PvwQFcmEFj4DQGRwOgLXA6mCHQGBwQBra2ihm2ATmgpNEBmxOULbHIsVKpzyLaGfGvvfbaAnLWnkXrW5VuUX5dhadTAGn/v2FHC8CjaQL1DKfFo1l7x15H055mULtqhZOXz0EDnOFdNAPDoDvuuKPMnOZopr6/HsvESUcGwnyd2VYxWpp9vRa20mIMW63VA4D8gPayfIF4zrajzQHL8GBZuqHeAS/1yWEJ6KtpxA8O7TQ7wDe5w+WA9k6b91HLgwU4w7vaBme7EE3BEAlYcH0zd1WDoTHqeYZv/uPCtiaTCuxPNDdaHlrFXwZyQFEaa/sY8oGlk43Z+cYEFIan9qg6YgtdZlLZR9URPzxnptUEw+QmDmzKgYMFOJ2F5hIAcRadpSG0hxr4NmVcV+nQGQfkGOHZCHVwwzj2OeFxQK7poomqI6Bw0Kh6+g8L68/83R77Y3jRTD/kMxrUORvxDT9pcLTtgDdzgvtV9IqTNEPWYSprfzjw7N6yP7QvpZTgBzzcAwwGfR1qrE6Hpt1cfPHFs7e97W2zyy67rNUfKaunJRX+qBpAWsDM9mb3gNOTgSJ7HvDj71KbS5vYo8q+ZjcJmiyX0U4BNcDsD420V8Ka7Sav5Nd8Nz2v5gC+5lodez9jHCzA0dIMRXVup1Gw5zg52POiDrPLJkSTzoo+f6rz3ve+t2hyGU4vo01aQ3Br6eytNbmg/uyOhrj+IMj6MxMWFgxb7LwrHig3ZQMxi3/Npjo3DgB7R4OzrQvAAfxFIDYB3DKpmN7hwEEBXN15sm4KYFg2wWhtckHHX9Rh2opEOmGXxvvQJO/ct6VHPIAAyGhElsYABlode5YZY0NU57LRlpQRV/MsYfw6zrzw5vvkk/A8S5thpLC6brTMLBnRRujFU8NV7ebi5uVZh5dIVbz6XdImzuQ/wwFtkeuZ0MO6e8a4cyD1SgfSUTJMZXinLVhXxTU72rpVT6fREWlLKXPdfObFXzev1OXo6OhUdsDd+WkWENPaAJz/KsUDWqwhKq2WS3p+AEV4QAk9wn0Y5Ju612lznzykkT4fk7qMpE+YA1Npl0wIlowowzFWtDmTJrTSrGWURr78+uOinNgpk3/KDm3r8lW6ye0/Bw4O4NIkBJ2Qs+3YXG/Dto5O0NMJEncdX1odPh14nbR9xkVXOrF7AADIaEaAwxCdPQ6QGM6mDmgCIOoDJOr6JUw44MkzvsqbVpwyhSUveXuH32Zz3UuvHHQpw7N4HK3SEBWthtXaS/4WAQNiHxFOGoDn8nGRj4kj9jw+GoR7ptHaqJ8ySgbTz4njwEEDnA5piYROc3Ss4UTY0yk3ae0ApLx0pG3y2qT8ZpqUHz/vLajNCcrW/+EFgAFWtDsAIgwAudxzwgGFuOx/LsNcAARoskCX3QxfgY48610j0gIhYGYYShNj9xMH36TxTjrA6x36xTWpAJyi0UnLoS/ALQxootuSGOHolKfF0jTC1DN8iV8ym35ODAcOCuAIMWHnu3Qm2osOZSGtjsclzqatnM4SwNw0n2Y6nRZoAE4XOrmU14y/7FkaGozDJq03M7lg4zrgEc5GxwcEzfzDn4QDF0tX1Leuc0BRvFyhuUlb8myGA1tr/gyfAdPR8YfIGjmAZZkL+qVNeuVozwAr+tGBLnEAtHvaI6BOHZrl7utz+LCv9A9N90EBnMaPyxffF53WUdvKxir0wI22pVNb7kGj2YRWfJCXtDo5MDM8tUzG7oh77723AID/gQUw4i3rOAADkDSdvOe55BV/XpyEBSQNMS1Mps0JU3dh/HmuTd7StY03r4wxhKGfixzEHwNt+0DDs6V2pFSnoZG3qJHrcPENWayEN4yhvUXY44+tqrQSgMxuSJujeQGgaJ5t6VU/eQU8pANGlp8Ae6eTmHgBJvIXr9bM2pbTRTzlajdgZkLEot/8YXcbmtKW8Zs01TLRfLcPz036d9lW+8CvJo2jBzgNygZk6BEh1uFdOoCOzAXA3AvXoW3NohU4jUI8oOGdfJIXAUpHEsblfe7jpyzvaTR1Xokjvwil9zXIiJP3yUsYJ0/aimEZI7stVvaU2lpm6EYDlV/y/lqq+b/iGeKyVaVOiQlILrnkkrIImGbHtckz6bv22QrZ5tBpQoGWiQ/anAv9TRo9e9f0pWnGFbbPLvVUB207ufYcGD3AsRlZ4kD4CS7g0gF85TU8LUQYG05tOGcEzwp5eQA68dlmOGAXoOQLNwPH0fxchEmY/AFVhn3ACTgIV6b08pO/MHSyIQkHMuIL955hnJOX/IWnPL7ypJW/nQmOXmf/Ovvss8syF4CwqgPLVznZHaC8Zhqg2ZdLWfGXlQNw1YlGCdQMzdUfz/BrWR551/SXlbeP71K/0B6+xE94l768uWbZXZYxRF6jBziMJuyABAgBDWFAC3i4dAgNAezE1bkBDpDjA0cLXb2TXlxAAijFpY3xLTT1TlnClKPT8WlE8gpQCVO2uNICQFc0O74LkCk3NMona7zkFadc+XmnngAcrdaEqZdwnf/Vr371KZBO2qaPNvntw9de3VxMCXzHPeEb3uwD/U3e9/2sbdO+fZY1RBl90p+8Rw9wQOjKK68sWk7AKcQDFy5akGcNwxmeWoLg2XsLXIGLjs8BHeGe3etMFgJ7dulk0iZPoAPIpAFkwoFk4oqfvMSRZ0BP3t7xhdHU5CeOMpLWvTqKYw2YU0UuuOCCcoyS8sRv61J22/i7isfmmI8P/tiJgc/h7a7oGmu55GgIN1Q5fddl9ACHAQSfBtR0wCDO+zoOsLB2i08z0+HbDO+S3zIfPQDK1bVDL63PuW5O3HjT8UGYtphx3tV1XFY2kAWcY3cBYnUzGXTG8SkotDnhk5vPgYBP/Pmxtg/tO/+aQu2/qrzEIRv6YBvXLlabnEYQBwPiMMBlMzctgS2L5rTMjaFT0VzYowxR3/GOd5SZVEDuagtuEZS2QrCMJ32/Y2pw0dRz0i/TgiF53Z590zHlfzoHIkOnh/b3tKq89N2AXFtKDgrgaibpNJhixpBmYAlCho1tmbOLeLQ3mqFN6JZ0bOIIQQSi5skmefWdRn3ZOU2kWOBrsgjNJh9ooZM7XA6Q0zYfscgzmWaqWccdFMDVFQdmbGqWiDgXzSwqI/48FybvGgxokIbRtE67DNCziRamPrHrzavvmMJMAJntNRwH6MBdvXONidaJlu45EDt0+uC8EsgCuSDT68r1+I0082q8IgzK0wwc/81obfbTv1MBOWuumg4DufjN90M9AzNDtW0dzYehfh9scD466HVunUkg94bi2lB7EPxdt8u27TGln8+BtK8P+yptPTIQf36Ozw49SA3O+jdghhkui0ftRb399tuLFrfsa/FsFu1nCIFhzxt7XdFHawXIAD4zxWyO6wizfHLtZ4udTrW66Pj8Q3baeRW4bVP/gwK4TBJkBwPNTYexaJZNy8yk69CFRp1psK7wZBsh6Sut9jGhwN6WnRoRdoK/yfC8L1qHzhe4q/86ID80jV2Ul49SX3J6UACXDmF4wyBZA5n/KTBcvfXWW8uykS4aZ6x56BR4MBYNrm6HmmcW9fqjHJNAjkjKkBr963bspFk3XU3P2O7T+cdGV5Oe0Bm/+X7Zc9orfXdZ3E3eHRTAhQEM1taOZWGucBqBGVUGbVu/rI07VEdYaK3qHwHaVV0Dbk2flsmMoB2YEDKpgk4fJ9qdNLumfx7fNunI8/JZFabuY6x/k+7QGb/5ftVzn3U8uEkGwmcNGaO1Th6twNDHnw3rPDfccENZZ+W4IMOjQ3Q0OPXvU3ja8K1Zfp6tcwNwloX4IAFjTvsBt0w4tCljijNxYBEHDkqD0zHY3yw90FGaU8pAzl7O17zmNUWL+9znPrf2uppFjBxTuLoD8mb9d00juuKsU7TTxPDUcp7QKg4NNLa4xJ/8iQObcOCgAM7w00yp/xzg5s1C0QwuuuiiMiQyVLUPsi8D5yYN0kUa9XFFe+0izy7yiPYGxHLai1NNDE+BWsAtdNeA2Cx/2bvEbRMncdfx1SN1WSfdorjorK9F8abw9TlwUACnU9vHaNcCDWHRangLSt/znveU/2v48Ic/XA5Z7KszrN8k26eg/QByGu0Ynbbxj180beYEw1NtBzRonj46JkiWuQBMgKGOm7Zk5zMUlrcwfpcuZcdfN+/QWadLveqw6X5zDhwUwLE52b9pSYjFojoLVws2AaItHB2f/c8G99hjj82AnM52KE79aEWbdry++QC8/D+E1elspc01b9vuQ9XG6o4PY19uUoPcBG7dS95BTTLQBJxGwVk8ah2Yr/i8TeqEyVBVnPe///3F2P3GN76x7CTYd0HTsdXfIQN1B+pefDbLkSnB/lPb6ByZjt44HyMTJNyydlAv7xfFSbh48lRGwlLWtn4X+a2qx7Y0nvT0BwVwdWMSaOBlmDYP4MQ1lKPF6WzXX3996WxnnXVWAbkIXvw677Hfo1m9m5rRGOgGXmyk7Gwme2jdtdMmNDugVGvedRz3q8AFD1xcfb8qXUmw4Cf55fU2eclD/eSxbT6hZ/KfzYGDArgMSXUewmMoRIOb5wgVgQWEzlxj9/nQhz5UTpV1yKQ9od7vo/CpM+0NP5qdch4vhgwDvP7zFH/NnjY/PvhtZrVe4rMpfdqWw4Mu2rJLWSCfoW/T+k3pVnPgYABOx7ENy9ffv0cRnlUdPAKrQ/30T//07Oabby72OBvAaRfCx6gFrW7WWQF3PBgbwNm94KRlf0ptgiFtkDr5OJ1//vlFw9t0jWLqHF/eKacLoAut2/ihJ/42eU1pF3PgYACO1uLfqHRqdrhlw5smOwg9e9Av/uIvzu66666y1MR/IfgvUUct2UZEEF1j6SDNOtTP6AT00Wjrd7u6xzf0+F9W9M0bnqLNO+23jZNHXN1e7rlae8r7+EnXpz9kWX3WYx/yPhiA06F9+QEcLYDP3hOhXtYY6RC0NRMPR8czrB/5yEeKXY42SLsDcsqIqzuJsLEJrbrEWB+ad+Hji0t7mB1lfzOxYBJkCJe2VVZ9n/aqw7ahR37NMpr5hRddldnMf3p+Ngeemb569ru9CtGBLI3QeTgA5Fpkg2tWLgLKJmQf63vf+97Zu9/97rKm7td//deLZmcygkvnSB4R3Dzv0kcLXuQPnVOvXdGkM7vQ4U+dLfD10QBwu+roNU3oIifbuLY8bhtvG1qmtKdz4GA0OMLj0rm5+KdXd/FTs7M5GJNG+LznPa9oc9bKsR1dfPHFZe9kOu3iHHfzBl1mIhnpV9kgh6IQTT40n/3sZ8vkgmH/GCZx0oZ8Do3ut5WdeXwNiMo/5c2LN4V1y4G9BjiAFmExyUA7yJn+EaS8x7Z8QWsgXMZOQ13G8KPjIatjlm4/3gamjMsvv7z827x1dzoD4a3LWZbnUO/QhX501Xwaqvy6HOVbsvPoo48WvuXkkLRHHbe+X0Z3M+08/scGGcBKnPjKyn3yk0Z8HwnvEh66mvHnhSdd/IBb6FhWr+Q3+d1wYK+HqLXwse381m/9VulIWJPTKSJcwiKc8YWtcoTScOrqq6+e/cqv/EoZZv3ar/3a7Lbbbiu7H/LVXyfPVWVu+14ntUwE3elU2+a5afp0ZgcbGOI7WRldCV+Wb3hat3Pie1df4uRKHJv5nTenXKc8m8Ft/i9H8pYXUGO75JMbNsxafpIvvy7bc52PZ05a4drA1UzztVjTb58c2GsNrmYM4SHEhpGGP7QX4BOh957jRxjr9G3u/Xn0z/3cz83uv//+smZOeY5gMgNr7+euwUQd1E0HxQMdetO6tuFHmzj4Tbv2nxjsgg4dZedsSxeQSNvV5TXTi5MhubbnrLczLLb32ASHZSdmb+vlJ8285UtutKV85OkZT+PqNO7VzyW+eMLiS+O5SW/ymvx+ObDXAEcICQ4BsmbtnHPOOcUtWkL+Mf1U4P/diL+uS5qXv/zlZZil7E984hPl/1YtDDaUfeELX1g0gHXz7jJ+OhPAdYXuLstYNy+HH9Cwzz777FN/+pN2W5YX0DAxATjYQmlXcc16yU97++g4ocQR6GccLzdxoKYjtL761a8W7ZFtMmDTzEPeDgLwkTQCYIelCSvXLDrQAniG23xlmFmnKQJT/CZ30jKVoFmaeVrgvLJTt8nvjgPP/X/Hrrvshs2p7iSEioYVG9wTTzxRhNv/bRK6bQWqTk+oX/nKV5aN4k4vodE9/fTTpWxl6RChLZ0pz205tG785Csd8EWv4ZjN7NFoEmdI3zDPcB5oXHjhhac+DjU/F9EDnD74wQ8WQKGF4Ws97KvTyQ+4WcdoBwstkbboLxj50gI8h2ty+ORqOnk8+OCDBRTlY90eMMNH7a58w16Ara2BoGdHbwFjgOggAWmlIZdoy5Xy2tQ/cSd/Yw78415rcHW1s+ZLZyY8BGyeANdptrkHIoY7hqdOJLnnnntmf/AHfzB73eteV4at2WqU4di6Ai1+6F8nbdLx8SR5bFPXbdI6peXxxx8vHx9aNr4tcmhNXd3TyGhH7Hb4qE1pY1kOJK8MJ6UDKLSqBx54oIA7jcozd3Q8UQQkOXFdygh/8MoEkg8WDc1pw4888kh5L9/Qrbz8qZHlRMBPW9uVAfCUQ5tL3qlPKfj4R3jKbr5LnMnvjgMHAXCE0wwdYaNZAbkhOjdhpTEaohLs3/iN35hdc801s4ceeqg86wCGtARfB11HoNMR1m3qpKNp6LDzhkfr5rlpfLTYXQIwgBRtJzzwLrQJAyD1O+0HbKTxnw20J3Y0O0zk5VkaWhMgMxw0DDWUFK7Mj33sY2XNHc0+4Kbc8Cj1Ui7Q+uQnP1kmJOQNyGiQypeX4bJyhLNt0uC0r3CABsQTx1DcPlvAx9XlBShT9uT3y4GDATjDREMRAMexpRD4oRwQMxxy0Vo+9alPleENu1zsczqZTmK4xDZTu3SC+N7lvunX6Rbd62yOJQqILIrXZziNy3DNUNlMJhAxZPMBAlbeaye8AwgBLYCDfuAVe5p6AAdpTFjQ7oR5dgIMgAPohovqjb8uYdyrXvWq0+xhysiFvyZAfIyAKmBTFnBDExrRI54hrPal4akbGVMXYOYDq40BsjaOA4rKkic/7Zn3k98fB/Ya4AgLR7AIPHBJWDQmwtSXq4VVB9AhdBI+Wwzj+t133z276aabysydoQ7h9xeGhms6Ojp1Bvdc6K9pTlj8+l3zPnH4Onieh+5UyqNVu2Ibe/jhhwsf1JeGBjiAg2F9DPYBMlrTU089VT5YQFH7ystyEyBkN4R0bKyZAMBDQ1pg5783aHqGqw5hYHsDYsBJmTRvwKrdABoanzi22xqWmoFmr1MHAKl84IQ2tkRtph2VA1yBG9oAL1mUzuUeAEujzj520k5uOA7sNcARIh2YoP7yL/9y8QkiR1OqO3jfLCX8AIzQ66xAjkDrgDqVoZrOw4B95513FkDT4XRCgMeWZ/kC+tHNqVt9KSPPi+oTnngvP/G5+OVhgB8d2ywzDexnfuZnCm/ULaYDoBEth5YEVAIiQAe40ZIACQ0IT46OzQBmyvHRX0DaEaGdOWCSGVfamo9dlqV8/OMfn91xxx3l2dBSnvYcc7RL74GbtnrXu95VwA/9wNIFwJSPLuHAT1vjNdq9ZxcEsIDSxy30yNelnQFxPryl8Omndw7sNcCFOzoGIy9H6DiCqDPpHH26AAcadFjPASLPWS6gc7LVATv2GpchGxBwEX5aifjAMfnpQDoOENc53AtLuYvqhg86WupfA9+iNF2FKws40YzYo4BN1p4toyPvAAltyFATONDmaLzamPaFdwAx4EYTNItNQwRY+JSPBGCh/dGkvZOPYaT0HN/wGK3AWDvhbejVluLIk+aI9z5cgM+wO/ypFTgxAAAbdUlEQVT1UdNmaACi4glz1WsllZl6up9cvxw4CIAjMFzd6Qk94avDumKljkfgAZiyAamO4NKxaQ40OXHQoLOhAzjRXHQy+1yBsLx0Fh2Qdicv8WgAnHsX4NMBdU5Gc/mnE8tb2ZxOxqELUOS+Dz6UzP/vp+607FImA9B4dAwYOntcGzoY7fERMOIPoM5MJj4oC1jhkfeGrYaB+JML75XFVz5wzAGb0uMTH299WLSBPNxr13wcfWy0WZ7VyceIpiYs/Ja/ZTDAD6jREn2U8p6fuscPTya/Pw7sNcARFB2bkBMgghXh4RPeCFiXLNQB5a/TEXIags5hWEWT0Ene+c53Fk3siWMNRMci7HHSuoS5dEqajnrQCoCzDgQAgQUNxrN/ojJ54b3/j/BeJ1dvYFfX1T0NJ2Wl7L585QAMFw0LwF166aWlwweI25SNn+pohtKQ0Ro6s5aeaVKGg+qG34BIOYDcqcwmmUKHstCCn8wD2oopwJIeZXCJ64Mjf7sefGS0B9sbjQ2vxTMsZV8FmMpDSz6i8lJHZgbAVjvyKf3kdsOBvQY4LCPEbCi+qozO6Uy+2jpAH05H0ulcBBjQMGIL10kMo2huwOfaa6+dveUtbyn2Ip0DfRF4aXVWdRCm87qaznt56dTSAEzgDQgAqqGvDswlrk4MHMXv24V+dVAmHqAHaNTa2yo6pMcfNjTtSXPCUyCFp0BFmwqzAJctTjnAHihx6hv+ogt/XcwBPiDyENe7vJcO+GlHw0u2PB8N2pr8aY2e47QjMPOurl9dbs0T4Z4nNzwH9hrgCA2B9oUmnBbe1gCnkzc7eAQtwrgJy3U+l7zY1JRhKKNz+7qzqbnXEXROywl0rqPj4ZrOqcMpnx8nr9AUGr0T5tKxdao4gAcAdDxgF0erMKMHDAPAeYcfygyPhIc/NS3CQ0NoSlj9LIxLGFCnxVqqYblODQpfi7n8V5loMzPJ4aUPh9lo9Q2PtLOy2MnMlhoeoiF0hHZ1Yi6wTMcyInySN42Nq+us/Xwo2MvwGm85eSW/5C/c+zpO/c77Om/PzffCJtc/B57pGf2X1UsJBImthoDWHdd97DR1wfOEtX6/6r5ObxgDTM4888wyTL333nsL4Bk20RR0LPTRNsSN/agp7Kue59Gks9J0mg6gogPAoSEOkNGsaIhAQ3qgwfaEV2jTYUMLQMY/s4M6PHA0TBanti0lf773AZKc+Va/X3WfshNPuWyOeE5TyntAX4N94vPFSTzP8gBqJhu0BdBNG/Lr+OK64vI+z4v8ujxxms+L0k3h8zmQ9umCj8+oEPPLGn2ozslgT4jrryZB1cFr0FMZcep4m1QQ42kQjNsM4MoBCEDg6FhL05k++tGPFtuZP6E2JHLsOcCrta1NypYmAjAvPY3FiSdOI3Zf1xWtQCsdFxj+zu/8zuyGG24oQ91oc/I1G3jLLbcU4PYMvCy1YFMEjE1HY2UqsOaMFkRTbfK+mabNMzDWtrUNM/VHr/s8L8oPDwC7POo0q9Kmg/Fzv6iMKXycHNhrDS5CZyjYdMJ8rcUhyInbjLfuc/LRoWlv1lPRaoAJo74JBpqVYRTNUnxaCE0oYJMOmbw2pWFeOrS4gK0hXEBL2daQ4Uu0FB0eEAJdQ+7QJ1+0Hx2DNTsUOvHyvPPOK34TpNnHaI02nGcvbpZwzKOxbZhygaQrPJNWuHrV/MtzHTavHHVs5jUv3hR2GBzYa4DTBGxOOm3dOYXTsAiy8FVCL/46TmdiZzKsY/Dn2IF0RENDmtq55557alhFe6hBuGt65tGu/upea1G1FiQNIGRcn+diZ8w7gGUJBIevLvWgzZnssMwFuLNjBRSTtgu/ybNmeyujGSflNsObz4nXlx9AHbrcvuqzSb7r8KBLPu39ENVR4ozQYWB8Gha7Vx/OolBAZvgZ25ByXZY1/OEf/mEZsqbsGtwS1qcPgF0AjLC479LJM/nivaErDdVSDQb8bQUUH9eledsyu+RPM68x09ak9dCe916Ds1QAgMRwngaiwaSjJ6wr32khZu8MSzl2LRod+xNnHRj7nJldmgbNh5DP0zpKgo5/lKPu1udFk+u4iJK/dWIf+MAHihbnSHeG/206M2CTPlfXNA+dX+qj3G34MjTdh1Te3gOcTkVrCHhEkHRsGkw9ROuq4Wgq7FDKMkSz8Nf+UjO5Orpjd9ikaJGA5ld/9VdPDWW7omFRPulUyg1PFsXdNFzelqDcfPPNBdzf/OY3lwWu2/I6bacOXJ43pXPbdKEj+WxCT9ojeUz+sBzYO4BrCswVV1xRgKUpfAzp4uqMXbt6yAngsgTE9iLP7FWM9Nl90KQNTcKa4V3SaejcnEXdJv/QLA+aoT/GNqN65ZVXlkkV5XXl+uTLOjRuS0eb9E15Xoe+fYrbhhd91GevbXA6nU5MSFy7cDQ5s5U0Gotcgd0Zx9t6gACa3NMka/poVn01ePJVntnNutxt+JNhr+Uw/iOWlmp5jgmVLsFtGxr3LW0+vl210b7Vvy968TPX3mlwNVN0OkNRQ6MICV8nBzreufp0NEWdXLlmS80gmk20Ns7CWppcPRERAOqTJnnbBWCdW92Jti0bYNqlwb5oyYglIfVi4r7rdEj5kxfyG7k9pLqNqS57C3A2oFvrBVS4ZueNDa65ZqsP5huyWvfmigNyLm5oIVaeCY6Au+cmf0LnMj/p+OyJtx//8bUDJN/whjeUZTB4v0m+y8rcx3f18L0tPxIvvnrjc1wdnrDJb8eBmnd7N0QN8TZP+6MXWgUX4ch7SznYw3wl+3IApNaS7Ev1LDz01GWHtjqsj3vlsAP6ANDkPM+jZ1nZ6bR89fL/Bk7asKvA8hgTKkPVZxmdY3gXPsTflKakj79pPm3TrZIJ71fFaVvWruL11/t7rpEFvlbO0+S4plBY1Ep767OBgKsZ1ICaIamJhgwLAZ0lJOxz4vRJS9idMgyL2f6ya6HJn8Rf5IsvLzZFS0Fob8DNyR3AbXLPcACv1uXvM6lPv+sqn9Nz3eypy3ptRsH2qfZ2iGoXASM3TUVH1BjxscXWoix09Qx0utbm5G/9nfVvOr1ZRTa3lGe9nKUUgNAR269//et7N8ing+CFcg1VN9G28MtECXCzxs9sdbZqpYxS0RH9qHNkYIw0oi1uDPShQTvzm/T4OOsvwsPT0L5P/qgAbh1GOovL+isaShoqRlvPhmeGVvEtvrVHNBrNpo1U06g8W7WUYWaR8Z1diuGd9mjDvUMSncBrw/22ZbehOfShDQAbpiesTXpxpHEE1Yc+9KFie3vb295WNtA3t3rV+SmDa3aUOk7f9yk7ft/ltc0//A9dnsfAL/STk3lOeOiNPy/e2MNGBXDrMFID1OvRCIwlDGZUAUwW2fJtn6KFONYIyETgumgcXzrDZdqS01yVw1YFJNgBLfw1y7rtIth1acUbAIe+VS7aLd+Q2vl1wBlIv+Md7yino7SZrNl1p035q+o75PvIWnxlk/NoTkPSsk5Z6/TFdfIdOu5oAK4WgHWYkHTATafUoc3yCTc0M0Q0hPylX/ql047cWaeMOm4anoDS3ACao8QNP3OkNbsVDcg7mqPjkyxbGcKFPmXRuNCJF+FTTYMwThqTEfbX2tvrPDta51VXXVVOQqnzrNPnXhmceKviJs1J9yc+dS8B82R8FACXjrZulXUsmhygsSeVPU4n/d3f/d2iMQE4ExGODHdqhrjzmLBOuaFV2QDMbgWAmk3m3rP/+T8BGiNtKACwTjmbxk391JVmiTfcvA4lDG00TRMkJhKkc3adJS8AUpzkuYimxBHPJY9duNCxi7IXlRma+LXL8yre1mmm+8UciOyJEd66HwXA1QQhqq1LOp2Y1mFf6nve854Z4769ocDFMUaZjJBv0rQtoxkv6QGDYafDHQ1HbTx3xFBtZzOTaTHskC700WRpknyN33ToNwNNw7TchpZ7dHz+2+WXX140zroeybOZR569XxUncbv0Aw7x5b0LOhbVKXShKfd1XGGT64YDi2RwFAC3aRUjODQGW7acWKtjGi6ahAB6tChH+XQp+ASTjcuQFIBYBmLrkqGoctFDe8wOC8/rll8L/7pp8RPoctlF4R6oodeSFX9WQ2vzMRAHzxwikBNSxB+7C1/ij4HetBuaxkTXGHizCxr2DuAiQGxu7EY6LWDjG6Y6PdfSCEZ/Q0fPfTnlmzk1VHW6r8WwtmqhBWCYYUUHze7oWDtaZ6Jh086h7AwRMzwVBtic3WarlT9Vzt8bmkQwnK4BedOy++LzvHwjB/zUd168ocPCu9CnfGGuZlhb2up0ya9t2pMeb68ATkMTFBrT9ddfX9Zp6Zi0KUNEtiQ7HGhWNLnahqSh0/mTTwQnQlkLQ+LUYblPfKBhltaaPHY+B12abfSPUoaHNt/LB9Cu62ramrTkXZ1nOhBfPTmAalYU8AM2PsA1ZDeBYA0f8K1nSFO3Ou8x3tf1HSN9NU3N9guP49dx590346X9m+FJu+p94nXp76LMNvTvFcClQa01oz0ZWllZz85Ga2N3c2/FfWxItXAlfdNP42DYvHcJazJU+bQfQOLeujugxi5nqQpwqYerzfRtnkN/aFxEC7B1+U9PEy12VLCrWaxrsgE9/unKQZ1mSA9hH2nNi/AHT+vwNjzuM05oSTsqq75ft2xyro191PP3h3Uedd71fR2nj/vUs4+8t8lzrwBOg3HWd5nlM0Pq35toULQWndkwrHY1490nj4TXz+7rZ/kkXp1n7oFXvfwD2Bn+0TBpkdllAfzWcaFBGqCVoSagQg8/996LD9RykrAhu45Au/TnyyY6rMUDcngnj2X1WofWKW53HEi7L2sb7c4c4qM6D+C6o2a9nPS/McrVXgEcBkYI/EOUfaCGXTm2x+kdGYameXR0aRjd+QQj+WQoB6hceUc79MzlXYROHrn33nMACIAQOrO3jz32WAE72tyll156ClikiUteyq2dcMAl3CJltj0znspVlnfq4yvOeQaiymb7Ozq294nvb/xMHGSBc13God3XbTKWuqFJW3LN+yaNAYhmePPZyIRJIXuwm+9XldOM39Vz+ktX+XWVz14BnEpHkGki1mv5Ryd/rGyfpBlMhv3EEd+/Pfnq0XD4hrAAwUX42KTMHNK2rF8jaOxnBMg9DQ14AJOkcw9opGfzA6Lo8WxdHODli2eLlplKAkAw48sbSAljC0OH9GgQzqYoT5MpygKebIpocc/xxVcvtjT//aAu6u/yDh2GzjUYKtN7nSVx+WhCg/ec+wiu93HCk66+b77Pc+1LJ80uXWio64Se1KWmr47TDPfcDBMfH+OSvo7nnTjekSm2Y21stj9yJH7Sxk+YDx95IaPSSZN08hY/aTyfZPecY6btVto25D7B4HRAWpwhWDpjnSXhAQAanDBwqkwggJp3XHzgIpwjSMLZs1Ie25X0BAywmewQ5+yzzy7gA2TtYgC6wM32LfmIC2QCUIAHwAAw5XlGI4CWn6G2cDQrG73ql3sdJEDEl5cwoIc2zjIZgGcmOeAdzQ9wB7ylQWO2t3lWtg6kTPUNLcpSjnyUmffC5SGu98I9u9xz3kkjrcszl/dJJy9haS9xxJWX+uOT9y738uLyLB/Ou9rP+xJ4/OM5dXAvf44GH9pSbupRxyuRF/zUdMpDuqYTrq39fweNn42UvJARHzNtplz1wwvxtYklSWSMzHlmhmCqUd/UuVnWCX1+cu80uDTUF77whfLlo/1YfzbPEQhfxWUOYK1yFhDPc4CEvY0x355TQ0QCZp0ZwXWCCODVYftwARpl6lA6gw6rM3zxi18smqj6mVig4QEpPAGqwBbt6pBOrlPp3Gjnq4eOKT8AzbYnnTBarnAXOoTLJ+CiHPkFGAIaAFw+OiZA1XlTvnxd0qmPOHnnGR/Fz70yOXkrV1nhhefkJ460LvmJo458HwBLe0K/vHxsvFcHF8ABNtLjIfqSj7yVhQ/ioi2AJP+UqR3k4z2HNvHwAD+y/zf0OHPvsssuK7SZuLIUSVtJL640Do/wP7ThQ8l4+jmNA/30vNOK6Ofh9uNtRYZ+vlxsTI4p8gWsG5uAcQTPfYTeMycs93kuLxo/iZP8ko+yzEgy+j5xfFSS4S+BtnTFMgzPOh0XGnLPT37L3okXV8cTppOkvjpcnHvamXe+8viDrjgdmlt3jWDqLW06qnvhLvVBE98ljnC+zox+dCS+zh1tM3Xhiy9c/ACkcE4+LkAEVFKeeNJJ46rLlS7x0CUdwAZiynHvkqd4aJQXEAdK+AlQPOMpsFKe9EDY5BYzgLTKlr9yxKV5A8f6QwokOWmYIuSBXnHMvANYmlxA04fGKEKZRgVk3oeb7ClD2vBc+bUTfpLdM1I/ci4QOAKYLydB0Ni0Juo6WxhNS4Nr5Lphc08AuTw378vLOT91fK/rfAjb0dFRsfHpeISQy3Hl5eH4p86jvvfec5PmpKvDm+kSp/ab8XVKYXV4HX+d+9RbmtSzeV/nV8evw3PvQzBWB1y0J3kDeO4DXJ7xE8ABH5owecQTcqre5BA4AjPxpQVc4jABACVpgbw08qKp0c58nKylBIzyMgowSpGWDDz88MNF3pXBCQsgix8w7aLNx9o+benaG4Az5HI+mSUhhqW+fr5i/rZOQ/sSEpyhG5UQAlZ2FMOFTHIQ4FUdvG6kgBdfHTZ1yUfH1LkI/tA82ZT2Rek2pb/mY/iSsDynzLoM9/jncu8CUi4ucb3X/j5y2zh2YvuBAaClRoanRiSAjqMFujhAKrw2OfjwG0HQMqUDlj746DXxdJLd3gCczgrIGO+BCcDzTDiym0EcBtcI4BANS4gMJxj00US4DE2BbdOhK67ZwWpAbL5LmnV8eeiAyStl53mdvHYdd1OapWvKwqK8Eh4+1XVOPnVey+IlL3lk+Og++eSe770hqg+2IaddJj7iAdc6bu59OA2tgR067Clmk77wwgsL4NIELREy4TUBHK7tgaOtvetd7yoAAkQIxfve975TXzpDVQ1aC9dQ1SKQvqi//du/XYYHP//zP1/sXgSxpqe+b9K26N2i8Gb65rOy8YzROprkpnk1896n53Xr3IyfZ37uF9U/oBdf/PA+aZp5eM8Wak8wUPORXuZCh4kiwGYvNDOE062ZbGjsgM+yKHFpdxQBNDXLXlbOobzbGw2OILAtxL6gAS666KLSqL58WUaxi4ahrR0d2+Huuuuuok0Svnxh0WVIsUq4Vr1ft14EHR3Kxruu81+XnkOMXwOZ+m3KY8DmauO0pYuWBuCcc3jxxReXUYRwNLHVuYAbOTjJbm8ALo1Uf4l8tQgVY+6uHAEyyWEfrB0VjMGm9A0NbHA3XLWbwVd0CBf+MF7buqVsLuFD0HBSyqgBbSj+AjEfVGYRmp+lIrS+mhbP4pAB2lzz/UlpH/XcO4DTkISJizo/lHCVQqsf4GYN3DXXXFMMzT/7sz9bpvMtG6HBmTkjYHxxgZwva58ugq4s/GFsNnQZCmD7rNtY846dbQg5JD/AzcUBvJTv2Xvr9Ly3KZ/scW1pE09+fctpIWqAn70DODxJJw5/ms8J79tn+3j/+99fFmM6LolgmfAwGwbYaJa2kgEaca1JYxObRy+h4vIu/rp1iCADNMN59kphk3uGA+FHGx4nrtSL4gOZvlzKT9nkpFle/Sw+GWS+cW+Wl0v6VXSKB9ya5dbplr2r443hfi8BbgyMQ4OJDnYui3pNclgsSkBob4aHDL3WLAGZ/CHNItprIV0Up014BJlvhtcXPALZJn3fcdDiSkftqt7r0B0eoSP3i9Kver8oXVfhyq/bbxU9eW+ImrQJW5emRenq8LTjunkPFX8CuDU5XXcKw04ambVvnNXmpusB3U033XRKi3vT8YkejndqrqOaV3SEuRaiefHahPmS27WwCxBZRJ966RSAd+zD5rqt6/tFdesrvJaF+n5eeeh0bdvmdTm7rPu8Oq4TNgHcOtxqxKX+Hx3PnrJ1WCoC6DJrqRNbOsKZ6eKERf1fJDS1YJVEG/4YLhummMVtO0O3YVFrJ8OD2E/XTtxhglW8rt/X9x2S0HlWTTqbz3WBi2SwjuN+WR7bAmmzrK6f9/Y0ka4Z0Ta/WihocFaQmzU1W+kEEIt9hRm60p5obexxwNAqdRvfAzjLBKctPVO8iQMTBxZyYH9PE1lYpZ5fACUgx9FELAcxgWDBJS0OqHkP/NjofOE806SsS4qbwC2cmPxdciCyfKjyOGlwG0hXLRTu2dxMKgA369444S5AF+EBiGZW87xB0VOSiQOdcqCW5U4zHkdmkwa3STvUAOUeiLHD0dgAmOUZhqG0t+YsUwRqk3KnNBMHuuZALctd5z2G/CYNbstWCGA5zcRuBr7JhnPPPbesNM8uC/EOXZi2ZOWUfOJA1xx4cgK4DljKtmbtmzPDbM+69tpriyZ3xRVXlLO8zGgCOhfNbgK7Dpg+ZTFxYDUHJoBbzaPlMcyQ2q3gTH0Le4GXjdAOQbRXMMNVWp0jzC0ZyXq45TmfvLeG89zYlx6cvJbZ2xpPNri2TZehaHOYaYLBWV4AzJo4i1fZ4xxg+N73vreEm2G1P3Vy8zkQjZYP5PC4yef5KafQiQPLOTAt9F3On9Pezut0loa89a1vPS2eVfr+AJpvVtU2LjY54BegPC3BCX8IX80y0948B/ROOGum6m/JgQngWjBwWWeb946dzdasBx54oNjmdNgcWzR13vkMp7mxY+KdIXxAb37sKXTiQDsOTADXgk/pbPPALO9oazbV66T+TOTpp5+e3X///eVPRNjd7GLIjGrStCj6xETBE8A22d9OTJMPUtEJ4FqwOcbvRcDkb+Ouu+66sptBdnYtGI7a7O4/IxxKGHBrUdyJjIK3tLfJ9ccBH+jaLZLnOs68+9pOOu+jPy/NrsImgGvBeYKgIRc1ppNTTSwYlvpXI8tCHFfzxPGeVEtG/FcE+9LkJg5MHBiWAxPAteD3qi8dTc1Egr8z9B+WOQYI0JlNtU6u+fVsUewUZeJApxxYJcdtC6vNCF3l2bbsdePt3ULfAMXYGHvfffeVtXBmVB2ThD60AjcCMQ2/1hXNKf4mHEj/SNpl/UTcZe+Txyo/Jpwa+FalGej9k/2dtTxQDXZdTATK/x6YWPAHNHY0xE6R3Qu7pnMq/2RwAGDV17JadwFu8gdsLn0h/WFZuUO+mwBuS25HSAxRXRb0+qOXfNXG2OhbVnlKPnFgLgfSF+a+3FHgBHBbMj4Axu7mX8n9V6WtW7ZwcfmablnMlHziQOcc6EPbGhvI7Z0NrvNW7jBD/6ZliPqCF7yg/Kv82Bq7w6pOWTU4ACym9m4wZfeP02b7vtrAEHWERte+qnvi850AbpQiME0ydNksGa52meeU18SBiQObc+D/AyZL5ZcSjIvnAAAAAElFTkSuQmCC)
图(8-8)地球系统内的休息进化
化学进化的离心趋势因产生了基因,产生了生物系统而被修正了。生物系统内温养着思因形成的种种可能性,就如化学进化温育了基因一样。最后,由于思因的出现,人类的出现,物生进化的离心力也被校正了。现在,传播性文化在呈指数增长,这个离心趋势也一定要被新系统校正。这就是说超人系统的出现是必然的。图(8-8)中,每个座标系都代表一个系统,为地球系统,为生物系统,为人类系统,为超人系统……,时间t的线性延续的。
休息进化是宇宙的普遍现象
如果从宇宙信息守恒的角度宏观地看进化的话,图(8-8)只是一个小分枝。参考第二章的宇宙休息系统树,我们能画出一幅宇宙休息进化图来(图8-9)
![](data:image/png;base64,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)
图(8-9)宇宙休息守恒与进化
如图所示,整个宇宙系统休息的离心力被许多象太阳系这样的子系统拉回来了,使宇宙休息形成一个闭合的圆,休息不外流而守恒了。当然,这个巨大的离心力要相应的向心力才拉得回来,这而又是可用阴阳学说解释的(参见文化的选择效应一章)。在每个象太阳系一样的子系统内的休息也有很大的离心力,需要其子系统来缓冲。地球和其它太阳系行星一起,把太阳系系统信息的离心性校正了过来(不完全),使太阳系的休息沿近似于圆的曲线运动,从而使该系统趋于稳定。然而地球系统的休息又是离心性的,通过进化(物理、化学)产生了生命和非生命系统后才稳定起来,亦有形成圆泊趋势。由此类推,人类系统的文化进化又使生物系统稳定,而现在人类系统的文化进化已显出了很强的离心趋势,大家都在担心文化这样呈指数增长下去会吃不消。人们议论纷纷地讨论着“信息社会”的“信息爆炸”,实际上这就是文化进化离心力的表现。人类社会从一开始就是休信社会,知识爆炸的导火索也已点燃几千年了,而最终人类系统并不会因知识爆炸而消毁,我们会把这个导火索熄灭的,是信息进化的客观规律要求我们把这个爆炸的危险消灭的,消灭的方法就是产生超人系统。所以,新的超人系统一定会出现。
超人的出现是在将来,而且是在很远的将来。现在,我们只能看到一些它出现的迹象。上面说过,超人就是人造的人。而人要能制造人的话,首先要能定量定性地描述人,而这一点我们还远不能满足要求。人们现在可以制造人工心脏,人工肾脏。如果人们不知道心、肾等脏口是怎么工作的,不知道心脏每分钟博动多少次,每次博出多少血,血流动力学有何特征等定量资料的话,这又怎么可能呢?现在应用的人工脏口是由非生命物质制做的。最理想的当然是生命物质。移植一个在自己的基因指导下产生的心脏是我们的理想。为了能有这一天,遗传学家得能操纵基因如操纵手指一样自如。心脏的大小,形态,结构,功能等都可以定量地调整。而要选一个人,所要知道的就不仅仅是心脏了。选人的关键是要知道基因是怎么表达的怎么调控的,还要知道控制每个性状的基因在什么地方。这些工作遗传学家们已经做了,而且电磁波有成绩。然而超人又不是人,超人的改善可以遗传,而不受生殖进化的限制。这就意味着在超人系统内,蛋白质可以被当做信息源,信息可以从蛋白质流向DNA,逆中心法则可以成立。逆中心法则在自然条件下虽然不能成立,但在人为条件下是可行的。现在,科学家已经可以从基因的表达产物(蛋白质或多肽)入手,以它为抗原,制备单克隆抗体,再利用这种单克隆抗体去沉淀蛋白质合成旺盛细胞中的多聚核体从而得到与蛋白质对应的mRNA,体外反转录得到DNA。这说明,人们已能从性状着手合成基因,逆中心法则在人为条件下是可以成立的。超人的出现还需要人脑和电脑的统一,把人脑的功能无限和电脑的寿命无限结合起来。人类再聪明也总是要死的,电脑可以弥补这个遗憾。
若想系统地描述超人和超人社会,还可以写本书。但我不愿离现实太远。对远离现实的事,我们是说不清的,说清了也不一定准确。但我可以给超人画像=决的说来超人象人,是人造的人,造出来就是科学家(或艺术家)。它可以在生成后就复制完所有的思因,象我们出生后就已复制完了基因一样。正因为有这个特征,超人系统才使人类文化系统稳定的,信息才没“爆炸”的。
超人所创造的文化(超文化)也会按指数增长,因为超人可以把思因和基因合在一起“传”给后代。
超人是人类的敌人还是人类的助手?这个问题很好回答。只要看人类是生物系统的敌人还是朋友就行了。超人与人类的关系与人和生物的关系是一样的,是子系统与母系统之间的关系。子系统产生于母系统,其进化方向受用系统的选择。生物进化到人类后,由于思因使我们的主观性加强了,于是我们似乎认为可以为所欲为了。实际上我们已经创造了一个人为的世界,到处是城市,工厂,核没施。在农业社会,人类还在受自然的制约。到了工业社会,人类就开始侵犯自然了。看到可以让河流改道,地球发抖就只觉得人的伟大了。可是,人能胜天吗?人能无限地改变自然吗?不行!还是那句老话“勿太过!”。不是吗?现在人们已经看清了工业革命带来的灾害了,到处是污染,生态环境的破坏。生态被破坏的程度足以让人们关心自己的生存了。人们已经意识到了人为的有限性,认识到了自然对人为过激行动的惩罚是无情的,认识到人类若是无休止地侵犯自然,压迫生物的话,人类自己也要灭亡的。确切地说,是自然把人类的那些狂热举动选择掉了。我们现在做大量的环境保护工作就是为了弥补前人的过失。俗话说“前人栽树,后人乘凉”。现在是“前人砍树,后人招怏”,我们现在植树造林,花极高的代价拯救大熊猫等“珍贵”动物,就是要尽最大的努力恢复原有的生态环境。只有这样人类才能存在,才能继续进化。超人对人就象人对自然一样,是依赖关系。也许有些超人象工业时代的人对自然一样,侵犯人类,也许它们认为可以无法无天,游戏人类,但最终这种举动会被淘汰的。超人会象我们保护环境一样保护我们的,因为消灭人类就是消灭它自己。超人是人类的继续。
本书写到第二章的时候,我曾写信把有关宇宙信息守恒的信息系统树的内容告诉给我的朋友,天津大学建筑系研究生金丽昌。他对那部分内容很感兴趣。并提醒我说:“系统树不该是干巴巴的分枝,应该是系统之间相互连接的网络结构,是复合的整体”,应该是“系统们互通着血液,养伤,枝芽相连,共生共存。”写到这儿,我体会到了他意见的重要性。的确,每个系统都有其它系统流来的血液和养伤,都有其它信息系统的影响。以人类系统为例,系统的主要外星信息是人际交流的语言,或者说是狭义的文化,但在生物系统内进化着的“思因”,及在地球系统的进化着的“基因”(括号表示前身,或可能性)等都在人类系统起作用。人类系统即是化学进化(“基因”质变)的结果,也是生物进化(“思因”质变)的结果。如我在第二章讨论过的。子系统的产生总是起于母系统信息的质变。而每个系统内都至少存在着一种量变着的基本信息,和一种质变着的进化信息。见表(8-2)
![](data:image/png;base64,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)
所谓量变着的信息,是指在进化过程中(在系统随时间的延续而存在的过程中)其形式已不再改变,而只改变内容的量。而质变的信息则是随时间的延续不时地改变其形式,最终形成新系统中基本信息(量变信息)。例如,在人类系统中,思因就是一种量变着的信息,而它在生物系统中则是处于质变中的未定形的种种可能性,所以我用“”表示。随着生物的进化,生物的“思因”发生着质的变化。如果能绘出一条“思因”在生物系统中进化情形和曲线来的话,相信一定是条指数函数曲线。I值在生物进化过程中是呈指数增长的(所以被称为进化信息),到了人类系统I值变成了常量,成了决定新知识产生速度直线的斜率(参见图(8-4)。对原座标系说来它已直线增长了(所以被称为量变休息)。所以与I值相对应的休息形式-思因,在人类系统中是量变着的,是人类系统的基本形式。而由基本信息转化出的新信息形式(K值,或传播性文化),则是该系统中进化着的信息。又比如在生物系统中,基因是量变着的信息,它是由化学进化产生的,一但生成之后形式就没发生抽的变化了。所有生物的基因都是由核酸组成的。所谓进化是指在基因发生量变的同时,其相应的性状在发生着质的改变。因此,基因是生物系统的基本信息,思因(基因的性状)是该系统中的进化休息。进化信息是最终促成新系统产生的信息。
还有一点很重要,就是所有母系统的信息,都是子系统的基本信息。以人类系统为例,它特征性的基本信息是思因,正是由于“思因”进化到了一个极限,发生质变后才形成人类系统的。但是人类系统是生物系统的子系统,所以生物系统的基本信息-基因,也是人类系统的基本信息。以此类推,所有母系统,长辈系统的基本信息就都是子系统的基本信息。母系统正是通过这些基本信息对子系统施加选择压力的。子系统中进化着的信息一但破坏了基本信息的稳定性,就会被选择掉。我想,这些上下左右流来的选择信息就是金丽昌友所说的血液和养伤了吧。
关于进化,我似乎已经谈得够多了,但还不透。为什么传播性文化会呈指数增长?下面就讨论这个问题。
媒介文化的进化媒介文化实际上是传播性文化的一种,它是人类关于怎样加速传播影响的思想和实践。我特意把有关媒介的传播性文化挑出来讨论,是因为它在文化进化的过程中扮着重要角色。
在生物系统中,“思因”的进化与人类系统中传播性文化的进化一样,是呈指数增长的。所以我们称“思因”为生物系统内的进化休息。但“思因”的进化是由基因的量变促成的。抽象地说,就是基础信息量的增加,内容的增加,使进化信息不断发生质的改变形式的改变。具体的分析,基因是怎么量变的?“思因”又是怎么质变的?回答这两个问题对我们解释文化为什么能呈指数增长很有帮助。
繁殖方式的改变促进信息质变我不知不觉已面对生命科学的两大难题了,遗传学和神经精神科学。对基因和思维功能的研究是当今最热门的,因为这两门学问象潘多拉的盒子一样,充满令人好奇的秘密。但很遗憾的是,科学家们还不能圆满地回答上述问题。对基因是如何增多的,除一些假说外,没有确切的解释。对人类的神经精神活动了解得就更少。但是,从现有的研究成果,我们也能找到一些启示。例如,在生物遗传学的分枝进化遗传学中,科学家们主要研究种内变异是怎么变成种间变异的,即新种是怎么形成的。一般认为,变异是基因突变引起的。但突变是改变而不是创建。那么,如果生物总是改写(突变)基因的话,它的量又怎么能增长呢?分子遗传学的研究揭示出一个引人注目的事实,在真核生物的DNA中有大量的重复顺序,这些重复顺序常常没有明显的细胞功能,不指导合合蛋白质。但这些重复顺序显然为新基因的产生提供了素材,新基因可能就在这个基础上突变来的。细胞遗传学也有与新基因产生的有关发现,认为染色体的不对等交换可以带来一个染色体上一小部分重复,重复部分再突变就产生新的基因。总之,虽然我们还不能圆满地描述基因在数量上增加的机制,但从现有的证据出发,我们起码能得到这样一个结论。基因量的增加是与生物的繁殖行为密切相关的。生物繁殖方式的进化是基因量变的一个重要原因。生物从较简单的无性繁殖进化到有性繁殖后,因为基因重新组合机会大大增多,新基因产生的机会也就增多。似乎任何形式的基因扩增都是与DNA或染色体的复制行为有关。这一结论对我们解释文化遗传现象很有帮助。
这儿要讨论的文化是指传播性文化,在人类系统中呈指数增长的是传播性文化,而受传性文化,如我们分析过的,则呈直线量变。传播性文化是思因的性状,是思因相互组合后产生的功能效应。象基因相互组合产生了各种性状一样。我们所关心的问题是,文化是怎样呈指数增长的?或思因是怎样量变的?这两个问题的实质是一样的。通过与生物遗传学比较,可以得出这样的推论:思因的量变是与其复制活动密切相关的。
思因的复制过程不同于基因的复制。从信息形式的角度讲,基因是化学的,而思因是物理化学的。基因和思因的信息来源也不一样。在人类,基思信息的来源只能是双亲,在受精卵形成时就已经决定了其基因的组合形式和基因量,完成了信息复制的任务。然而,思因信息的来源几乎没有限制。一个人所能获得的思因量取决于他接受传播的机会。一个个体实际携带的思因量除了他接受传播所复制的外,还有他自己新产生的,新突变的思因。由于人的一生都在接受传播并思维,所以每个人的思因量在其一生中一直都在增加着,学无止境么!没有一个人能复制完全人类的思因(超人能),也没有一个人不在复制思因,这是文化遗传特殊性决定的。新思因的产生也是突变的结果。思因突变和基因突变相似,是改造而不是创建。即新思因总是以旧思因为改造基础的。不会凭空产生出一个新思因来的。例如“思因”这个概念是作者首先提出的,是个新思因的性状。可追其源头就会发现它不是凭空出现的,不是天上掉下来的。这儿可以顺便谈谈我写书的经过。我有个习惯,喜欢把令我自己得意的想法随时写在一个小本上,我把它叫做“美思录”。里面有幽默,小小说,及对我的专业(医学遗传学)和艺术,哲学,人生,社会科学等的随想。就是各种文化变异吧。在去年9月份,我闲翻《自然科学哲学问题丛刊》(1,1984),看到一篇苏联作者H。杜比宁写的文章《人的未来和遗传学的进步》,读完后对他到底讲了些什么已心不清了(这是我产生思因突变的最佳状态)。但记在我小本上的是一个很深的印象,好象他全篇都在讲一句话“意识与遗传是割裂的”。似乎认为遗传物质对意识和个性没有决定性的影响。不知是为了证明他的观点还是为了反对他,我开始思考文化遗传的问题,思考生物遗传与文化遗传的关系。我先是写了篇文章(未发表),讲文化遗传的问题,可总觉得写得不够劲,于是就列个提纲写起书来,也没有完整的构思,只是按着提纲边想边写。整本书可以说就是随想,想到哪儿就写到哪儿。我和朋友开玩笑说,如果草稿丢了,我恐怕再也重写不出了,因为我不知道每天都写了些什么。然而,每天几千字里,就有许多突变,许多新的变异。这些都是联想的结果。我不是一觉醒来在脑袋的某个角落里发现“思因”等思想的。我先是有了关于基因的知识,又复制了许多关于哲学、语言学、社会学、心理学、传播学、人类学等传播性文化的思因。在这些思因的基础上,才产生了关于“思因”思在。思因的突度是联想的结果。联想就要有联想的基础。联想的基础是我们在受教育,受传播过程中复制的思因。无知的人是不能创造出新文化的,因为他没有联想的基础,也就没有思因突变的基础。
联想的基础是否雄厚取决于人们接受教育的多少,取决于受传的量。这就是媒介文化的重要性所在。思因的非化学性,决定了它的复制不需要界面,而是通过媒介。人们通过媒介传播思想,就是在通过媒介相互复制思因。所以媒介在思因复制中的作用非常重要。媒介文化的进化就是思因复制方式的进化。象生物繁殖方式的进化一样,思因增殖方式的进化会带来更多思因重组的机会,更多联想的机会,也就会产生更多的新思想新文化进化可分为三个阶段。
人类文化传播的媒介形式是在不断进化关的。媒价是信息传播的中介体。文化信息从传播者流向受传者时都在媒介中“停留”一段时间。文化媒介的进化可分为三个阶段:(1)原始媒介。(2) 官人工媒介和。(3)超 官人工媒介。人类所应用的原始媒介就是电磁场和空气,在这些未经人类加工过的媒介中,人们可以相互间借光讯号和声讯号交流文化信息。但应用原始媒介时,由于信息在媒介中停留的时间短暂,所以受传者如果不在场,不是面对面看着对方做手势或听着对方讲话,人类交流的文化信息就会失去意义(这里我不说信息消失了。信息是守恒的,它只是改变了形式。对人类来说失去了信息的意义,但那仍旧是自然信息的一部分。人类信息来源于自然,也将转化为其它形式的信息)。所以原始媒介限制着人类传播的范围。也就是限制了思因复制的量。
可以这样看,在绘画或文字出现以前人们应用的就是原始媒介。与原始媒介对应的就是原始文化。原始文化的特点是以口述传播为主。口头传播就要求传播者和受传者在时间和空间上同时存在。为了最大限度地传播信息,就得如集众人集会,因此各种宗教的,民俗的庆典就是大的传播事件,是思因复制活动的最好时机。例如,居住在我国云南西部边缰地区的景颇族人民,就有着丰富多釆的口头文化。人们通过史诗,叙了诗,神话,民间故事、民歌、寓言、谚语及謎语等多种形式,表达着广泛而深刻的社会文化内容。口头文化可以很发达,但因为受时空的限制,所以相应的思因受制量少,思因传播范围有限。
媒介文化进化的第二个阶段是悉官人工媒介的出现和发展。所谓悉官人工媒介是指媒介内信息是可被人悉官悉知的,但媒介体是人为加工制做的。由于信息可以停留在人工制造的媒介体上,所以使传播行为发生了根本的变化。传播活动不再受时间和空间的限制了。传播者如受传者可以不在时间和空间上同时存在。于是,传播的范围广泛,受传的人员增多,从而使思因的复制量增加了。具体地说,就是文字的出现,印刷术的出现和交通工具的改善。这些事件是媒文化进化的结果。这一时期的特点是书定文化的高度发展。当然,是以口头文化为基础的。
由于文字,印刷术和车、马、路的应用增多,使思因的传播(复制 )效率大大提高。人们不必要围在一起听老人说,而可以选择信可地方,任何时间自己读。知识经验不再是老人的私有财产,一但被写在纸上,传播者就几乎失去了对它的控制力。象哈罗德·英尼斯所说的:“村庄的生活从中传文化发展为媒介文化后,就以空间而不是以时间,以将来可能怎样而不是以过去怎样为中心了。变更的轮子从此转了起来。我认为,应该把引文中的“媒介文化”改为“书写文化”,因为口头文化也是靠媒介传播的,只不过那种媒介(电磁场和空气)太平常了,以致我们不觉得罢了。
悉官人工媒介还受限制,它受人们悉官为直接受传对象的。从信息恒角度讲,人们也才用了我们所能悉知的可见光(和声波)范围内的能量形式。我们在一些人为的媒介上(如纸)造 出有各种含意的光讯号来,当我们“看”到它时就接受了传播,复制了思因。
直到无线电通讯技术的出现,人类的媒介文化才进入了超悉官人工阶段。所谓“超悉官”是指信息在媒介中停留的时候人类悉官不能直接悉知。大家知道,我们既听不见也看不见除可见光外的电磁波,对那部分能量形式的信息我们没有直接悉。但媒介体中存在的超悉官信息又的确是人为的。我们现在广泛地利用无线电波来传播文化信息,其方法多是把声光讯叼转换成无线电讯号,以无线电波式微波为媒体,载着人所不能直接悉的,但确是人造的信息传向远方,随后再转换成人所能悉的声光讯号。超悉官媒介的出现使人们不再受悉官能力的限制,“千里眼,顺风身”都成了现实。更主要的是人们不仅能悉受以光度传来的信息,而且还可以以光速向外传播信息,这是悉宫人工媒介所不能办到的。
在悉官人工媒介出现以后,人类的传播行为摆脱了时间和空间的限制。超悉宫媒介出现后更加在时间上和空间上缩短了传播者和受传者之间的距离,极大地提高了传播效率,使思因复制的速度加快,量增多,突变增多,也使文化进化加速。超悉官媒介不仅缩短了传播者和受传者之间的距离,而且还使各种文化信息都能储存在媒介体中。在应用原始媒介时,人们说出的话和做出的手势在瞬间就“消失”,文化信息不能在媒介中停留。文字的应用就是把极量消失的声间语言转换成不易“消失”的光讯号,使文化信息第一次有机会被储存在一种媒介中。实际上,文字的出现就是将那些原来该由耳朵接收的信息改为由眼睛接受了。这种悉官的转换势必带来文化信息的丢失(不是信息的丢失,信息是守恒的)。例如不论我们怎样描写,也不会把一个场景描述完全。人们的动作,周围的环境,说话的语调等所含的文化信息只用文字描写是不够完美的。随着媒介文化的进化,超悉官人工媒介的应用,现在的人们已以录间和录像了。这样,既可以把文化信息永久地储存在媒介体中,又可以最大限度地减少文化信息的丢失;声音可以不经文字而被直接储存,讲演者的话调,情绪中所包含的信息就不会丢失。传播者的影像可随时再现,则传播时的表情,环境气氛等包含的信息也就保存了下来。由此可见,媒介文化的进化不仅使思因复制的量增多,而且也使复制的质提高了。
总之,传播性文化之所以能呈指增长,是因为思因的量在持续增长。而思因量的增加是与媒介文化密切相关的。表面上看这种解释很矛盾,思因量的增加导致媒介的进化,而媒介的进化又导致思因量的增加(在生物系统也一样,基因量的增加导致生殖方式的进化,生殖方式的进化又促进了基因量的增加)。那么,到底谁是原动和呢?是先有鸡还是蛋?哈哈!这种问题够人呆想半天的。人们总是习惯于沿着一条线想下去,鸡生蛋,蛋生鸡,鸡又生蛋…..。总想找出那个伟的,生第一个蛋的鸡,或者令人尊敬的,生第一个鸡的蛋。实际上很可能有条鱼生了一个会出鸡蛋来的。我的意思是,在一个系统形成以后,就很难说出谁是系统的主要成员了。系统多是自组织的,当一些因素组合到一起并很好地耦合起来以后,一个新系统就形成了。从系统的角度讲,结构如功能总是相互协调发展的,很难说出是谁说出是谁先发生了变化。所以对系统的研究用结构解释协能(西方常用的方法)可行,用功能解释结构(东方人常用的方法)也未尝不可。
文化遗传的问题讨论得够多了,不知道这些讨论算不算进化?能否被选择上?对了,我又何必为此操心呢?让人想起一件事并不难,而若想忘掉却不易,要忘掉无意义的目的和希望就更难。
让我时刻想起“忘却”也时刻忘却“想起”吧!
https://blog.sciencenet.cn/blog-290052-483008.html
上一篇:
第七章:文化竞争下一篇:
第九章:文化遗传的启示