tag:blogger.com,1999:blog-29474420487471935582024-02-19T16:20:23.967+08:00看進去 insight試著想得更加深入,得到一些不同的看法,對這個世界產生一點影響。PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.comBlogger105125tag:blogger.com,1999:blog-2947442048747193558.post-88912899300577979342023-05-10T12:46:00.002+08:002023-05-11T21:36:20.047+08:00戰爭在台灣<p> <span style="-webkit-text-size-adjust: auto;">最近我很擔心在台灣發生戰爭,看了許多國際關係的書籍以及文章</span></p><div style="-webkit-text-size-adjust: auto;">裡面我認為最有說服力的是攻勢現實主義,</div><div style="-webkit-text-size-adjust: auto;">裡面說到每一個潛在的大國都會不斷增加自己的權利</div><div style="-webkit-text-size-adjust: auto;">而中間戰爭就是很主要的手段。</div><div style="-webkit-text-size-adjust: auto;">為什麼作為一個潛在的大國要不斷的擴張權力</div><div style="-webkit-text-size-adjust: auto;">而不能和平崛起</div><div style="-webkit-text-size-adjust: auto;">是因為說到底國家所在的就是一個無政府的狀態</div><div style="-webkit-text-size-adjust: auto;">要達到極致的安全,就是確保所有國家都比你弱小。</div><div style="-webkit-text-size-adjust: auto;">而不管是哪一個理論,或甚至是每一個人心中的想法</div><div style="-webkit-text-size-adjust: auto;">都要通過過去的考驗,至少能夠解釋過去發生的大部分狀況</div><div style="-webkit-text-size-adjust: auto;">像一個大部分人有的錯誤信念就是加深經濟交流就能避免戰爭</div><div style="-webkit-text-size-adjust: auto;">這就誤會了在一戰前英國是德國最大貿易國這樣的事實。</div><div style="-webkit-text-size-adjust: auto;">而攻勢現實主義就是這樣一個可以解釋過去甚至預測到烏克蘭戰爭的理論</div><div style="-webkit-text-size-adjust: auto;">所以實際上現在我們會感覺中國的整個動作變得比較積極</div><div style="-webkit-text-size-adjust: auto;">不像五年前的中國</div><div style="-webkit-text-size-adjust: auto;">歸根究底不是因為誰在中國領導人的位置</div><div style="-webkit-text-size-adjust: auto;">而在於現在中國的實力強大了。</div><div style="-webkit-text-size-adjust: auto;">即使目前美國仍然有比較強大的實力</div><div style="-webkit-text-size-adjust: auto;">但畢竟她的戰線太遠,能夠投放在台灣是一部分的軍力</div><div style="-webkit-text-size-adjust: auto;">而不像中國會是大部分的軍力</div><div style="-webkit-text-size-adjust: auto;">所以放到台灣海峽大概兩邊的軍力算是相當。</div><div style="-webkit-text-size-adjust: auto;">所以我們也看到香港的一國兩制本來也是給台灣一個很重要的示範</div><div style="-webkit-text-size-adjust: auto;">但他們現在也不演了。</div><div style="-webkit-text-size-adjust: auto;">過去的十多年,包含台灣跟美國都沒有去意識到中國經濟成長</div><div style="-webkit-text-size-adjust: auto;">會轉換成軍事實力的威脅,現在剩下來給台灣的路已經很少了。</div><div style="-webkit-text-size-adjust: auto;">一個是現在就統一,因為越早談條件就越好</div><div style="-webkit-text-size-adjust: auto;">雖然現在已經算晚了,第二個看起來中國也不太有信守承諾的歷史。</div><div style="-webkit-text-size-adjust: auto;">第二個是把自己武裝起來,堅決地跟美國站在一起</div><div style="-webkit-text-size-adjust: auto;">希望可能可以讓中國感覺到攻打台灣很可能失敗。</div><div style="-webkit-text-size-adjust: auto;">我認為邏輯上或者個人經驗上的特殊性</div><div style="-webkit-text-size-adjust: auto;">對於中國的關係大家會有許多不同的想法</div><div style="-webkit-text-size-adjust: auto;">但我認為這個想法要經過歷史的驗證</div><div style="-webkit-text-size-adjust: auto;">但沒有一模一樣的歷史,所以我們需要理論</div><div style="-webkit-text-size-adjust: auto;">但不管接觸到的國際關係理論是什麼我認為這是一個開始</div><div style="-webkit-text-size-adjust: auto;">我也聽過許多人說兩岸關係可以由兩岸領導人有智慧的化解</div><div style="-webkit-text-size-adjust: auto;">但我永遠也沒看到這個"有智慧"的解方是什麼。</div><div style="-webkit-text-size-adjust: auto;">但沒有任何經得起驗證的理由,一直認為戰爭不會發生</div><div style="-webkit-text-size-adjust: auto;">從上到下都沒有什麼準備,我認為會讓戰爭更可能發生</div><div style="-webkit-text-size-adjust: auto;">因為時間過去,相對於中國軍力台灣就顯得更脆弱。</div><div style="-webkit-text-size-adjust: auto;">如果戰爭真的不會發生,我想認識到戰爭非常可能會發生</div><div style="-webkit-text-size-adjust: auto;">而且很快會發生是第一步</div><div style="-webkit-text-size-adjust: auto;">雖然會讓人很焦慮,但就像死亡一樣,不去正眼看他</div><div style="-webkit-text-size-adjust: auto;">所做出的任何決定,應該不會是真正的最佳解</div>PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-82632627770892586922021-08-06T09:56:00.000+08:002021-08-06T09:56:51.871+08:001762中化生分析<p> </p><p>中化生並不是什麼管理很堅強的公司。母公司中化就是一個老家族企業</p><p>前陣子董事長還因為盜用公款而被判刑。</p><p>中化生以前就是做青黴素的,但因為產品成熟,跟大家不濫用的關係需求越來越少</p><p>實際上像中化生這種發酵為主的原料廠,很多都是從抗菌起家的老藥廠。</p><p>當然中化生就必須轉型,在這邊黃一德作為一個在美國有許多經驗的台灣人</p><p>就被找來掌舵中化生,實際上現在中化生的路線就是它奠基的。</p><p>他當時就以發酵的技術為底,找比較難的價格比較好的原料來做。</p><p>現在都還占營收主要位置的MMF,與Tacrolimus都可以說黃一德時期就已經註冊完成的藥物。</p><p>首先這個路線是對的,因為印度有另一家也是主打這些免疫抑制原料的concord biotech</p><p>從2009年到2020年成長10倍。</p><p>而這些藥註冊時間大概2003~2005到現在供應對手都不多,甚至還在成長,這個路線基本就對。</p><p>前面說過其實中化並不是太會經營,加上黃一德在上興櫃之後離開或多或少也產生影響。</p><p>另外原本MMF在2010高峰過後,tacrolimus本來應該補上營收</p><p>但因為它在制劑比較困難,另外因為器官移植要求的血中濃度區間較窄</p><p>所以不只是原料的難度,而還有制劑的難度</p><p>所以雖然中化生的原料註冊算早但當時endo,roxane都沒有如期拿到藥證。</p><p>或許中化那邊的技術也有些問題,所以實際上一直到2015~2016年tacrolimus的量才起來。</p><p>而畢竟原料藥是相對變化不大的產業,從黃一德退休,到2015年也累積了一些人才還有經驗</p><p>中化生也算掌握了自己的一個腳步。</p><p>原料藥與下游藥廠的配合相當重要,實際上tacrolimus在初期拿到最大市佔率的Dr. Reddy's也是</p><p>制劑與原料一體。</p><p>而當時寄望很深的ENDO整個公司想要避免主要產品在2013年過期的營收懸崖,做了許多的併購,我認為在營運上也遇到了困難。</p><p>而中化生TACROLIMUS的日本主要客戶SAWAI是日本第二大學名藥廠,這在通路上就佔了很大優勢。</p><p>而日本客戶的另一個優勢在貿易戰,作為盟友日本與美國是同一個戰線,所以減少對於中國原料藥的購買,這對中化生也是一個有利的趨勢。</p><p>而這幾年中化生的客戶都有所進步,ENDO除了沒再瘋狂併購比較回穩外,2015/16當時併了PAR這家比較有競爭力的針劑廠,目前學名藥的比例比較高,而在2019年底第一個通過AFINITOR的專利挑戰也是PAR。</p><p>另外原本中化客戶的WESTWARD,ROXANE也都被HIKMA併購,</p><p>HIKMA也是一間處於上升軌道的學名藥廠,底下還包含了VELOXIS第一個出緩釋的TACROLIMUS的藥廠,也是中化生的機會。</p><p>但中化面對的印度競爭還是沒變,包含上文提過的CONCORD以及另一間世界數一數二的學名藥BIOCON還是很強,像CONCORD的利潤率大概在30%,快要中化生的兩倍。</p><p>但之前提到原料藥有下游的支援很重要,所以印度的原料藥都往制劑發展,BIOCON是自己做</p><p>CONCORD是與LUPIN結盟,所以以一種競爭位置來說的話中化生作為一個獨立的原料藥廠還滿有利的,畢竟中化沒什麼外銷能力,而跟十年前相比,中化生的客戶體質進步了很大。</p><p>而EVEROLIMUS其實滿具代表性,除了是中化生客戶第一個專利挑戰成功以外,它的DMF登錄時間是2013已經是比較近期,另外在2018年開始放量起來的CAS DMF時間也是相近。可見從TACROLIMUS,MMF這些藥物訓練出來的體質,加上穩穩地經營還是取得了一些經驗值。</p><p>另外就是MMF這相對比較老藥進行製程的放大申請,也取得了成長,而近期沒看到其他對手這樣做,而包含EVEROLIMUS以及CAS近期中化生的製程放大做的比較頻繁,是業績的提升也是競爭力的提升。</p><p>最後要提到的是超級魚油的原料藥,EPAE,應該會是近期的增長主軸。</p><p>客戶就是HIKMA,另外這個重點在於純化,而這還是滿屬於基本功的,所以這幾年中化生的體質還是有所進步。</p><p>目前看起來TACROLIMUS因為是移植藥,取代原廠比較慢,還是在發酵。</p><p>新客戶也在加入像是GLENMARK,這些印度藥廠要讓產品線變得完整。</p><p>這些因素合在一起預估,中化生的EPS有個7.5,而一般藥相關本益比不低。</p><p><br /></p>PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-19456436726956392822020-07-22T09:54:00.000+08:002020-07-22T09:54:22.026+08:00公平的概念與爭端的開始在個人與群體交往中,<br />
我認為公平是非常容易引起爭端的概念。<br />
在整個我們的價值觀形成當中,<br />
公平概念占了非常大的比例,<br />
但我們現在的生活型態變得比較複雜<br />
加上現在的型態在分工上不屬於部落這種上下關係<br />
以致於公平的概念非常容易造成爭端,<br />
因為事實上所有的事情都是不公平的<br />
假設有兩個人,領一樣的薪水<br />
表面上很公平,<br />
但其中一個人一定會認為自己做的比較多<br />
或者比較有價值,應該要領更多的薪水<br />
這種比較不僅僅是不快樂的源頭,也是爭端的源頭。<br />
所以我們在與人交往的過程中,<br />
需要找到一個概念,來替換這個公平的概念,而達到更好的狀態。<br />
我認為適合的概念就是以目的為導向。<br />
譬如說夫妻之間的家庭清潔工作<br />
不再是以兩者的平均分配為基礎<br />
而是整個家裡能夠以最低的成本,達到最好的清潔為目的。<br />
當然了這樣也很容易讓家事都偏於一方,<br />
然而在家庭的清潔目的的更上層<br />
還有夫妻感情和睦的更上層目的,<br />
那麼在這個目的上出發,讓一個人負擔全部的家務是不合理的<br />
另一方就會給予補償,但不見得是在家務這部分。<br />
所以以一種目的為導向,而非公平為導向的原則來與人交往<br />
不論是職場,或家庭,甚至玩樂的時候,我覺得都會比原本更好。<br />
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<br />PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-86451553120723646432020-07-11T19:17:00.001+08:002020-07-12T22:33:15.850+08:00風險概念與兩岸我們都知道中國很有可能進攻台灣<br />
所以主張台灣應該多親近中國的論述中,<br />
有非常大的一部分都是以台海安全當理由,<br />
所以其實不只一次聽到譬如罷免了韓國瑜<br />
中國來打,難道那些人要上戰場之類的話。<br />
但我們今天其實不討論這個,<br />
我們討論風險與付出,<br />
因為中國在現在的狀況下是可能會打我們<br />
而不是一定會攻打我們<br />
所以當我們思考這個問題時,他變得更加的複雜。<br />
我想要問的問題,實際上是<br />
為了避免中國可能的攻打,我們願意付出多少,<br />
有一派人,可能並沒有過多的思考,認為就是盡一切代價避免<br />
也就是台灣直接投降,歸為中國一省。<br />
表面上看起來這樣很極端<br />
但她為什麼會是錯的,<br />
戰爭是這麼可怕的事情<br />
生命與財產都不保,這麼避免都不為過不是嗎?<br />
所以重點就在於他並不是一定發生而是可能會發生<br />
然後我們為了可能發生的狀況,付出非常大幾乎與戰爭同等的代價。<br />
其實這個問題在我們的周遭並不少見<br />
保險就是一個很常見的事情,<br />
為了一個不見得會得到的癌症,我們去保癌症險就是這樣的行為。<br />
而一般通用的法則是保險不超過收入的10%<br />
所以我們為了得到不戰爭的代價,可以付出大約一成相對應的成本<br />
而那個成本是什麼,就可以去衡量,但他有一定的範圍<br />
譬如直接投降,直接歸為一省很明顯不是10%的比例,<br />
但是如果與他親善,維持一個友好關係,<br />
增加中國對我們的依賴度,其實是一個相近的比例,甚至不到<br />
所以之前國民黨也是這樣做的,<br />
但問題就在於這並非這麼單純,<br />
譬如台商去那邊設廠越來越多這件事<br />
表面上是增加雙方的互相依賴度,<br />
但實際上好像也是冒了了我們整個技術被模仿走的風險<br />
實際上這件事也是已經發生了。<br />
而且重點在這個交往的過程中<br />
感覺上是台灣依賴的中國比較多,而非相反,<br />
所以這並不是保險,這只是依賴。<br />
怎樣才是保險,其實這次中美貿易戰反而是一個很好的契機<br />
例如華為斷鏈了,由台灣的廠商補上,<br />
但除去台灣很多東西也沒能力補上以外<br />
只是到底應該怎麼做,我覺得還是有相當大的難度,<br />
畢竟我們的軍備基本上還是維持美國<br />
自給自足的比例還不夠,<br />
而台海中國最大的忌憚還是美國的軍隊。<br />
畢竟中國很聰明,而且美國也不是簡單的國家<br />
如果在美國政府全力實施貿易戰的當下<br />
我們來對中國政府全力的支援<br />
很有可能我們就會觸怒美國,<br />
所以台灣其實很難真正的遊走在中間,這樣的空間可能比走鋼索還短<br />
可惜戰爭是沒有真實保險存在的。<br />
<br />
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<br />PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-64087891882213573302020-07-05T22:30:00.001+08:002020-07-05T22:30:31.904+08:00兩岸戰爭的可能性中,什麼樣的概念是錯的兩岸關係太複雜了,所以要討論什麼是對的很困難,<br />
但就像批評遠比建設簡單,有些流行的概念很明顯是錯的<br />
我們這一篇就來說說看。<br />
一,只要台灣不挑釁中國,中國就不會打台灣<br />
這一種想法很像把國家當作隔壁家的惡霸,<br />
但國家其實是一種理性到不帶情感的怪物。<br />
中國一向從來沒說過上述的言論,只說過要統一台灣<br />
不排除任何選項,<br />
所以這只能解讀成只要不統一,就可能會打台灣,<br />
但並不能再往上述不挑釁就不打這樣延伸,<br />
這是邏輯的謬誤。<br />
從國家的觀點來看,打不打只有成本與受益的考量<br />
而受益很虛無縹緲,得到一個完整的'中國'價值多少很難衡量<br />
所以他們衡量的是成本,<br />
一直以來都是拿下的成本太高風險太大而不打<br />
跟感情什麼的也沒啥關係,<br />
不然他們對新疆西藏,怎麼也沒有這樣同民族的同情心。<br />
<br />
二,只要依靠美國,中國就不會來打<br />
這一樣是天真的想法,一旦露出什麼樣的態勢,<br />
讓他們覺得美國不會來援的這麼快,<br />
而台灣有可乘之機可以攻打,他們就很可能會打,<br />
所以最終還是自己的力量要夠強。<br />
<br />
三,只要友善於中國,台灣就會是安全的<br />
這基本上是過去國民黨的路線。<br />
從短期上是對的沒錯,但並非因為友善而讓他感到溫暖<br />
而是因為他如果看起來有更低成本的選項<br />
他可能就會選擇這種慢慢地吞噬,<br />
先是三通,後是飛軍機,之類的方式<br />
但長線來看只有把台灣變得更危險的地步。<br />
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四,只要不叫台灣,叫中華民國就不會有事<br />
其實跟前面幾條也一樣,也是一樣把國家人格化成<br />
隔壁的鄰居流氓一樣的謬誤想法。<br />
以上聽起來想法似乎很在支持台獨的主張,<br />
或許有點吧,但這不會是主要的目的,<br />
實際上去挑釁他,跟他不友好是增加近期的危險<br />
而我們其實很難承受這樣的危險,<br />
但話說回來兩邊都好,而不去依靠美國這個盟友<br />
似乎也太小看兩個大國了,<br />
身為一個小國不得不選邊站,這算是小國的悲哀吧。<br />
<br />PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-6125188697026543482020-05-30T12:20:00.001+08:002020-05-30T12:37:36.425+08:00台幣匯率的走勢與股市當外國人投資股市時<br />
匯率是很重要的參考要素<br />
當一國匯率看貶的時候,基本上就部會進入這個市場。<br />
台灣的股市,近期相對近鄰的韓國<br />
印尼,都顯得相當的強勢,我認為匯率是一個非常重要的影響因素。<br />
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我們看到首先2016年初,到2018年初台幣的走強,一方面反映美金的弱勢<br />
一方面台灣在貿易基本面的好轉。台灣出口年增率出現在2017年9月的23%,而從2018/03之後出口年增率上基本就連續下滑。<br />
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所以這邊最有趣的就是201905之後台幣的漲勢,因為美元指數在201801之後都是強勢的,這邊的強勢是從何而來。</div>
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這當中我認為最有可能的原因是貿易戰,</div>
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但貿易戰並不是從201905才開始,為什麼這時候台幣才轉強。</div>
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我認為主要台灣廠商產能依賴於大陸</div>
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在貿易戰初期還來不及做調整,基本上是受害的狀態。</div>
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201905美國出台了禁止IT零組件出口到美國的禁令</div>
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這使得台廠得到了美國與中國的雙向轉單,</div>
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我們可以從台積電最近被美國,中國兩邊爭取的事件</div>
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可以作為台灣整體地位的一個縮影。</div>
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所以在這個狀態下,除非美元大幅度的轉強</div>
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不然台弊應該還是處於一個強勢的地位,</div>
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至少也會維持到川普連任或不連任總統為止。</div>
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而這個對於台灣的股市是一個順風的助力。</div>
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PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-18566702665858953882020-05-23T11:23:00.001+08:002020-05-31T14:00:33.174+08:00以強國為鄰的歷史經驗下台灣如何處理與中國的關係這是一個很大的問題,也有很多的論述<br />
我試著做的是在一個歷史的相似性來陳述<br />
而一般最喜歡的是一些假設下的邏輯推演<br />
這方面的論述很多,<br />
我不是很喜歡,因為投資過程經驗當中<br />
我知道這種論述的自由度非常大<br />
以至於每一個結論都合理<br />
例如認為台灣不應該激怒大陸<br />
或者是台灣應該要伸張主權合縱連橫這些都有道理。<br />
我最主要想看有強鄰在隔壁下的歷史現實。<br />
先講結論,再提論述<br />
我認為台灣其實有幾種選項<br />
一個就是在前一陣子曾經流行過一陣子的芬蘭化<br />
講的白話一點就是在沒被征服的狀況下,限縮自己的主權。<br />
舉例來說像是現在蔡英文當選總統,中國不滿意<br />
我們就要做一些調整,重選或者限縮蔡英文的權利<br />
例如行政院長由中國指派<br />
就是這樣的一個芬蘭化或香港化的過程<br />
可以讓中國認為沒有侵略台灣的必要性。<br />
但所有的歷史在應用的時候都需要注意到時空背景<br />
基本上芬蘭的這個策略或政治選擇<br />
之所以會被認為是成功的<br />
是在短短可能50年的時間,蘇聯就垮台了<br />
芬蘭又奪回了完整的主權。<br />
但以中國目前的經濟狀況,<br />
要說中國目前政體要這麼快的倒台我覺得過於樂觀。<br />
第二個則是戰略地位的不同,二次世界大戰之後<br />
美,蘇的冷戰對抗是主要的主軸<br />
而實際上蘇聯所侵略的所有東歐土地,<br />
幾乎都是在1940那陣子跟德國簽訂停戰所拿下的<br />
另外一些是二戰打回德國順勢佔領的<br />
所以戰後如果蘇聯侵略芬蘭等於是去挑動英美聯盟的神經<br />
所以芬蘭侵略的成本可能高於蘇聯的利益<br />
另外可能是非刻意的<br />
芬蘭形成像是香港對中國一樣的地位<br />
成為西方可以與蘇聯這個大國進行商業交往的一個門戶<br />
而這樣的交往越多,芬蘭的安全就越高<br />
而另一點是<br />
俄國在1940年的冬季戰爭已經試過了攻打芬蘭<br />
俄羅斯也是慘勝,他們付出的代價可能不少。<br />
所以這邊我們分不清楚是芬蘭願意部分限縮主權,<br />
以及進行軍事方面的合作來維持和平。<br />
還是純粹美國,蘇聯的整體冷戰平衡,以至於芬蘭是和平的<br />
這兩者應該有很大的關係。<br />
換回來台灣,<br />
我認為同樣的是在現今美國,中國對抗的主軸當中<br />
進攻台灣或許會挑動美國神經。<br />
但蘇聯並不主動將芬蘭視為國家的一部分<br />
所以在芬蘭大方向是在中立的狀況,除非有特別的利益<br />
理論上是不會被蘇聯攻打。<br />
但中國認為台灣是中國的一部分,<br />
就算實際上沒有特別的利益,台灣還是有可能會被攻打<br />
而台灣也沒有像是芬蘭一樣有這種作為西方,蘇聯交往的門戶<br />
所以其實台灣要保持自己不被攻打,<br />
比芬蘭要更困難<br />
我們要犧牲的主權,其實要比芬蘭還要大<br />
才能達到一樣的保持和平的效果。<br />
而要大到什麼程度,一國兩制應該是基本的要達到的門檻。<br />
第二個如果台灣沒被現在的中國政府實際攻打過<br />
就沒有機會證明是不是難啃的骨頭<br />
也就是冬季戰爭的存在實際上是芬蘭化策略的成功基石,<br />
所以即使限縮台灣的主權,我覺得也不見得能把戰爭的可能大幅降低。<br />
至於台灣的一大部分人直覺地認為<br />
不激怒中國,中國就不會攻打我們<br />
這個從歷史上就更加不現實,<br />
像是荷蘭在二戰初期一直跟德國示好<br />
想要保持中立,甚至有點幫助德國<br />
但德國為了戰略需要要繞道荷蘭攻打法國<br />
就順手把荷蘭佔領了,<br />
所以戰不戰爭,跟示好的關係不大<br />
那麼激怒呢?<br />
激怒倒可能增加戰爭的機率<br />
像是南北韓韓戰前,南北韓中間的衝突加大<br />
但這種激怒是已經到小型交火的程度,<br />
台灣與中國隔一個海峽,這種的衝突不太可能發生<br />
但宣告獨立應該是一個很明顯的激怒<br />
所以在外交上避免這一個最後步驟,我認為是合理的。<br />
但譬如在國際場合上使用台灣這個字又屬於那個種類?<br />
這就比較難以區分<br />
因為激怒是很主觀的,而除非台灣一直限縮主權<br />
過去我們是在名子上限縮,譬如中華台北<br />
但只要我們不進一步限縮其他方面的主權,<br />
中國要主觀的被激怒,就會被激怒<br />
譬如我們成功的加入某個國際組織<br />
或者以台灣的名義參加某些活動。<br />
所以是應該避免激怒中國,但也不用太刻意去討好<br />
因為就連限縮主權都沒有用了,何況是討好這樣的狀況<br />
記得2004無法進去WHO的狀況嗎?<br />
最後一個選項也是現在台灣的政策主軸<br />
就依賴美國外援,<br />
話說回來就以當初芬蘭的例子來講,最後英美聯軍並沒來救援<br />
只不過現在中美的競爭是主軸<br />
台灣相對來說是比較重要的,所以我們只能講美國會來救援的機率比較高。<br />
第二個台灣也不能放棄軍備或國防,<br />
不論是南韓,荷蘭,芬蘭的軍力都特別弱勢<br />
可以說順手就滅掉了。<br />
但一旦軍備比較相對比較強,被攻打的機率就比較低一些。<br />
所以總結來說我們的選擇就可以是在和平時期先縮減主權<br />
避免戰爭一定的可能性<br />
但這個步驟會使美國救援的可能性降為零。<br />
第二個選擇就是現狀<br />
因為這些都是機率,無法事前精確預測<br />
自然也沒辦法說哪個比較好。<br />
但有些人的前提就是最大避免戰爭<br />
我也認可這樣的前提條件,因為只要隨手去翻任何戰爭<br />
平民幾乎都會很慘。<br />
所以他們認為縮減主權就縮減主權,更不用提一些更不嚴重的狀況<br />
但同樣這個前提並沒法完全避免戰爭發生<br />
所以這個選項也無法滿足這個前提。<br />
然後他又會照成我們的現狀下,沒有被攻打的情況下就要限縮主權<br />
也不能說不合理,但不是多數人會做的選擇。<br />
所以可以理解為何這並非主流的民意。<br />
第二個就是提高自己的準備,然後期待美國可能會為了他的利益來救援<br />
但她不會為了台灣自己的利益來救援這一點也是要看清楚的。<br />
而即使以最大程度降低戰爭的機率來說<br />
限縮主權也不見得比自立加上美國結盟好<br />
主要是因為限縮主權就會隔絕美國來台援助的可能性<br />
很難說兩個誰的效果比較好<br />
美國不是百分之百可靠,但中國更不是個可靠的對象<br />
而台灣身為在重要戰略地位中的小國<br />
其實天生就是不太幸運的事。<br />
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<br />PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-71366180766957586752020-05-09T13:21:00.001+08:002020-05-09T13:21:55.783+08:00什麼是真正的堅強最近因為一些事,我在想這個問題,<div>我會覺得真正的堅強是不受外界的影響。</div><div>不只是事情,而且更是對他人。</div><div>我覺得這是我對堅強的最好定義。</div><div>但重點來了,這樣不就是自私自利,我行我素的人。</div><div>某個角度來說,這確實沒錯,我行我素的人更是堅強。</div><div>但界限在那裡?所以佛教引入了一個概念叫做慈悲,就是像媽媽對小孩的痛苦感同身受一樣,我們會感受到他人的苦痛,因此我行我素就有了界限。</div><div>慈悲這個概念非常非常實用,是因為他還可以做用在自己身上,因為慈悲,所以可以接受完整真實的自己,勇於做自己接受自己也是一種堅強。</div><div>所以一種決然獨立的概念與慈悲形成一種完美的正向循環,也是我心中最堅強的模樣。</div>PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-40711856718547441282020-05-05T13:36:00.001+08:002020-05-05T15:51:16.653+08:00精神病殺警案的經濟分析這件事近期很受觀注,相關的議論也很多。<div>然而跟大多事情一樣,不是從情感上代位出發,就是從道德出發,就是從法理出發,這些分析有他們的價值,但經濟分析相對客觀,可討論與操作性都比較強,我更偏好這樣的分析方式,也借此拋磚引玉。</div><div>法律處罰對社會的一個效果主要在事前阻止犯罪,</div><div>這是為什麼法理上這種無法辨識犯案後的後果不罰的理論原則。</div><div>但不只是這樣,藉由關押,或死刑也是去隔離犯罪者,讓他們不會再傷害社會,</div><div>所以對社會來說這邊等於要衡量剝奪個人自由的成本,以及對於社會成本中間的權衡。</div><div>中間有一個重點是犯案後的犯案率,以李偉如的論文對所有包含竊盜的再犯率是11%,</div><div>我找不到其他資料,就用這個來代替這個經神病幻再殺人的機率是。</div><div>所以問題在經濟分析上就變成問把這個病人關起來幾年的成本是否小於未來10%的未來再犯成本。</div><div>如果這是一個單純的數學問題,然後假設人命的成本至少等於關押至死的成本,那麼以這個角度來說,以70年壽命來看,關個7年以上都不會太過。</div><div>但更重要的是坐完牢,也做了該做的治療,</div><div>再犯的機率會降低嗎?</div><div>我認為要分兩個狀況看,若是病沒好,</div><div>我認為再犯機率一樣高,</div><div>這可能也是現行法條以治療而非懲罰為主的來由。</div><div>但在上述同一篇論文裡,精神病人在治療中再犯的機率有5成,畢竟不是關起來,不能真正限制行動。<br></div><div><div>所以我認為現行以治療為主的法律是不足夠的</div></div><div>沒有考慮到隔絕病人再犯的正面意義。</div><div>所以我認為以7年的坐牢與治療為基礎,</div><div>然後醫生判斷是否以痊癒或者</div><div>再犯率顯著降低,不然就再關,每年評估,</div><div>我認為是更好的作法.</div><div>不過只要牽扯到機率事實上問題就會變成很複雜。</div><div>因為換個角度也有高達九成這樣大宗的機率,</div><div>這個精神病人不會再犯,那</div><div>麼在這個未來在一段時間治療後放出來似乎是正確的,何況法律的原則就是無罪推定,不然就會像關鍵報告那樣。</div><div>但在那個11%的不小機率的未來,那個被殺死的另個人的生命與家屬又如何?</div><div>我們發現這還是一個很難回答的問題</div><div>而重點就在機率兩字,</div><div>到最後還是要照直覺與情感回答,例如要不要動一個有10%死亡率的手術,</div><div>但至少我們有一個相對客觀有邏輯的方式來分析這個問題。</div><div>並且把這個問題簡化到最後一步類似上述動手術的案例的呈現,這樣應該可以形成更容易,且合理的共識。</div><div>以我自己,雖然也是一種直覺,情感,經驗上的回答,我不會接受3%以上的風險,</div><div>所以並非要懲罰誰,而是他帶給社會太高的風險</div><div>正如我們對歸國人士進行隔離,並非懲罰。</div><div>也就是除非這個精神病人的狀況好轉,而致使再犯案率夠低,才是我能接受的成本。</div><div><br></div><div><br></div><div><br></div>PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-61126119533446955602020-04-24T11:56:00.000+08:002020-06-08T10:45:39.021+08:00肺炎疫情與二戰的相似度除了西班牙流感外,很容易我們會覺得這次的肺炎疫情是前所未有的事件。<br />
但實際上我認為他與二戰的相似度非常的大。<br />
二戰時德軍在初期征服比利時,荷蘭,與法國的速度差不多就在一年之內<br />
如果把疫情代換成德軍可以發現沒有什麼違和的地方<br />
都帶給世界實質,而且極度的恐慌、傷害與死亡。<br />
而二次世界大戰英國股市落底在歐洲快速陷入納粹手中之後<br />
敦克爾克大撤退附近<br />
美國股市落底在日本偷襲後的中途島之站附近<br />
其實都是非常悲觀的時候,而帶有一點小小勝利(當時的氣氛不會覺得是勝利)<br />
而這次的疫情美國股市落底也在這種悲觀的時刻<br />
疫情快速攀升到全世界(或者說美國)<br />
然後對於經濟有影響的居家與隔離措施實施之後<br />
最壞的效果像初次失業救濟大增百萬人這種消息出爐的時候股市落底<br />
二戰股市落底之後還是有戰敗,空襲等等的壞消息<br />
但是後面這些消息已經被適應,或者說沒有之前的這麼壞<br />
就像現在還是有在增加案例與死亡,但速度在趨緩,<br />
而二戰在這個股市低點之後的不停上升幅度高達四成。<br />
但跟戰爭不一樣的是,疫情可以說沒有經濟的刺激效果,<br />
因為戰爭同時吸納了就業人數<br />
以及為戰爭服務的工業,可以說戰爭基本上就是一個自給自足的完美經濟方案<br />
肺炎幾乎沒有類似的效果存在,<br />
所以目前為止我們看到的S&P 500指數低點之後上升就在28.6%。<br />
所以假設真的疫情解除,經濟活動恢復<br />
在短暫的慶祝動能過後,<br />
在二戰1945年5月德國投降後美國又漲了一年,漲幅29%<br />
如果現在發生這樣的行情,就會像有些人預測的v型反轉。<br />
但深入去看這個狀況,是在反應美國從戰時經濟<br />
回過來重回到更有效率的正常經濟活動所產生的效果<br />
但我們現在疫情減緩的層面,多數在旅遊,航空,餐廳這些服務業<br />
譬如電子產品還是照常製造照常消費<br />
這與二戰戰時經濟整體不能製造,也不能購買的落差很龐大<br />
所以我認為整個落差是以倍數在相差<br />
所以目前如果疫情真的迎來結束我想或許10%,三個月這樣的行情。<br />
但在那之後會迎來了典型的經濟重新恢復的通膨狀態<br />
然後是過度資源投入供給的通縮狀態<br />
我認為這次或許也會發生類似供應鏈的衝擊<br />
但不會這麼劇烈,一、二戰後的通膨高達20%,然後相對應的通縮<br />
然而這種通膨跟通縮背後的供應鏈調整對經濟不是好事<br />
股市也會因此受到衝擊<br />
美股在1942年中低點後,整個戰爭期間股市都一路上升<br />
就是因為剛剛說的戰爭的刺激效果,<br />
在1946年達到高點,開始回檔<br />
一直到戰後通縮結束,1949年物價開始上升股價才落底<br />
或許疫情結束後也會有一樣的軌跡與節奏,<br />
然後再跟經濟本身的節奏融合在一起就是未來可能的模樣。<br />
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PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-19978731782246340832020-04-23T21:14:00.000+08:002020-04-24T09:00:46.999+08:00過度使用QE及長期公債的負利率最後將導致貨幣緊縮從08年開始,QE就進入了整個經濟,股市的主軸之中。<br />
美國為主的大經濟體開始使用量化寬鬆<br />
不只是抌救經濟危機,還要刺激經濟比較快一點增長。<br />
這邊不想用一種道德正確的方式<br />
來說這樣子必定有天會無效,或者是照成更嚴重的後果<br />
雖然確實是這樣,可是剛剛提的一種論述是一種沒什麼依據的結論<br />
但卻是很常被使用的分析方式。<br />
事實上如果看數據我們會發現,因為央行大買債券的公開市場操作<br />
已經深深嵌入現在的經濟體系當中,而經濟體對這樣的操作就越依賴<br />
這個速度是加速的,<br />
意思就是說央行的寬鬆不用退場,只要降低購買金額<br />
以數學化的方式來表達是只要資產的增速減緩<br />
就會造成貨幣的增速下滑,<br />
進而使得央行在一個看來沒什麼危機的經濟時期,依然要進行量化寬鬆。<br />
以FED為例<br />
2011到2018年底,m1的增速也是一直不停往下<br />
而這整段時間,資產是增加的趨勢<br />
而M2也是一樣的趨勢,所以不再複述。<br />
2013年初的資產年增率是-0.02%,年底加速到38%<br />
但最狹義的貨幣M1增速只有從2013年9月的8.7%上升到2014年6月的12%<br />
相對的在2010年的時候資產年增率是從4%上升到24%<br />
貨幣增速是從1.8%上升到2011年的22.5%,<br />
我們發現FED資產上升這個效果在遞減<br />
而2012年是一個重要的分界線<br />
因為當年德國1年,三年公債曾短暫的變為負利率<br />
而在那之後不論歐洲,美國貨幣增速都是在遞減<br />
負利率的狀況,將會使這個資產增速對貨幣影響更小。<br />
因為當負利率,民間就持有更少的公債<br />
負利率,現金就會變得更加的有價值,使得民眾更喜歡持有貨幣。<br />
增加資產,進入貨幣增速的速度變慢,<br />
所以小結來說經濟體受到了資產增速對貨幣增速的效果減少<br />
也就是本身QE的邊際效用遞減<br />
所以fed唯一的選擇就是增加購買公債的力度<br />
才有可能提升貨幣增加的速度,這也是現在在發生的事情,<br />
所以在可見的未來我們可能可以見到十年美國公債的負利率出現。<br />
我們可以從歐洲的數據看到<br />
我們發現歐洲有超過美國的貨幣增速,<br />
但通膨卻是比較低的,<br />
這些都可以當作負利率以及過度擴張央行資產的作用。<br />
所以過度使用寬鬆貨幣政策最終反過來帶來貨幣緊縮,<br />
而貨幣的緊縮正好是QE所帶來的反效果。<br />
會帶來通貨緊縮以及經濟衰退<br />
上一次美國有這樣的貨幣與通貨緊縮就是在1930年<br />
而這一切都會在最大的美國長期公債也變成負利率的時候<br />
量化寬鬆想避免的狀況,正是他最後會產生的後果。<br />
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<br />PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-1276366710151686812018-10-03T11:15:00.000+08:002018-10-03T11:15:47.542+08:00現在中國經濟與2011年的相似之處<div style="-en-clipboard: true;">
<img height="280" 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" width="640" /></div>
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2011年油價實際上在2011年4月底達到頂點
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<img height="45" 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" width="640" /></div>
<div>
但在這之前整個pmi11月已經到達頂點
</div>
<div>
到二月創新高之前已經有了4個月的背離
</div>
<div>
於是市場在2~3個月後崩盤
</div>
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<img 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" /></div>
<div>
中國的pmi已經連續四個月下滑
</div>
<div>
而油價卻是在10月初達到一個新高</div>
<div>
中國身為原油本身,以及石油衍伸物的消費大國這兩者背離的狀況下</div>
<div>
離油價的高點不會遠,而油價崩股市就崩,</div>
<div>
而上次是2個月時間差,</div>
<div>
用現在換算或許有可能是12月初油價達到高點。</div>
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<img height="363" 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" width="640" /></div>
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而我們也可以反過來看</div>
<div>
當中國的經濟已經在疲弱的時候</div>
<div>
過高的原料成本使他的經濟雪上加霜</div>
<div>
於是2011年11月的時候他的製造業pmi陷入衰退。</div>
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<br /></div>
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<img height="358" 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" width="640" /></div>
<div>
2010年11月通膨是4.4%,到了2011年4月崩盤前變成5.3%
</div>
<div>
所以不只製造端,消費者端也是個很大的考驗。 </div>
</div>
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<img height="61" 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" width="640" /></div>
<div>
拿來跟現在對比這也是最大的不同,</div>
<div>
也是我們需要最注意的地方。</div>
<div>
即使油價有這麼大的上漲,實際上目前通膨一直維持在合理的範圍,</div>
<div>
目前也才2.3%,也沒有創新高。</div>
<div>
<!--?xml version="1.0" encoding="UTF-8"?-->
<div>
2010年11月通膨是4.4%,到了2011年4月崩盤前變成5.3%,最高6月超過6%</div>
<div>
所以不只製造端,2011年消費者端也是個很大的考驗。
</div>
<div>
2011年3月非製造業達到59.2的高點然後下滑,算是整體經濟的最後一根稻草。</div>
<div>
<img 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" /></div>
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2018目前為止非製造業表現得也比製造業平穩
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這也是正常,因為從製造業傳導到非製造業以至於消費者身上是需要一些時間。
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2010年製造業高點在2010年11月,非製造業4個月後到高點
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2018年製造業高點在5月,非製造業幾個月後到高點?
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我沒有確切的答案,但我認為現在的環境下
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中國的非製造業,跟消費者維持信心得時間要長過2011年
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因為通膨還在比較低的水準
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不像2011年通膨的壓力傳導的這麼急又快
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就我們剛剛所推估的石油年底高點,大概隔了7個月是個可能合理的範圍</div>
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那麼或許非製造業高點也在12月。 </div>
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<br /></div>
PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-25170263781738810352018-09-19T10:25:00.002+08:002018-09-19T10:25:59.273+08:00從世界的gdp談起現在的經濟情勢<div style="-en-clipboard: true;">
我們一直以來對世界的觀點,都以美國為主,
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很少去接觸到別的國家,
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這邊想用快速的側寫,來得到一些整體性的印象
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首先土耳其,gdp在3q17就到高點
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今年土耳其幣貶值了三成,2q18真正影響到實體經濟
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消費,投資都下滑。</div>
<div style="orphans: 2; widows: 2;">
<span style="color: #333333; font-family: INGMeWeb-Regular, Arial, Helvetica, sans-serif;"><span style="font-size: 15px;">另外是印尼</span></span></div>
<div style="orphans: 2; widows: 2;">
<span style="color: #333333; font-family: INGMeWeb-Regular, Arial, Helvetica, sans-serif; font-size: 15px;">印尼</span><span style="color: #333333; font-family: INGMeWeb-Regular, Arial, Helvetica, sans-serif; font-size: 15px;">一切都很好,兌美元也只貶值8%</span></div>
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但進行能源補助的關係,進口虛高,貿易逆差大</div>
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<span style="color: #333333; font-family: INGMeWeb-Regular, Arial, Helvetica, sans-serif; font-size: 15px;">有很大的貶值與升息壓力</span></div>
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我們進一步的去看印尼的最大權值銀行,獲利是下降的。
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這滿有趣的,顯示去年的資金需求是最大的,而不是今年
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所以反而以銀行業為主的國家股市會下得比較快
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<div style="orphans: 2; widows: 2;">
而新興國家傾向以銀行業為主。</div>
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另外,金融業的業績倚靠的算是一種經濟加速度的狀態
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後續這種狀態又傳染到先進國家就相當合理了
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對我們來說應該是要研究過去有無這樣的狀況發生
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我們發現在2000年的時候,像是台灣,印尼,韓國也都有發生這種自己跌的現象
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而我們知道最後2001年燒到美國自己身上
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巴西現在有相對強
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2000年時在世界他也算比較強,我認為與原物料有關,因為澳洲指數也呈現類似的狀態。
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<div style="orphans: 2; widows: 2;">
<img height="273" 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" 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我的印象中,上次最後沒有牽連到美國的,這種先跌的狀態,可能是亞洲金融風暴
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這邊讓我好奇的是,為什麼1997,1998年美國沒事
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<div style="orphans: 2; widows: 2;">
<img height="182" 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" width="400" /></div>
<h4 style="orphans: 2; widows: 2;">
印度也出現某種程度的下跌
</h4>
<div style="orphans: 2; widows: 2;">
我能想到一種解釋是,新興市場錢流回美國
</div>
<div style="orphans: 2; widows: 2;">
美金走高,支撐美國跟全世界經濟
</div>
<div style="orphans: 2; widows: 2;">
<img height="176" 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" width="400" /></div>
<div style="orphans: 2; widows: 2;">
一直到2001年7月美金才到最高點
</div>
<div style="orphans: 2; widows: 2;">
而這時候通膨已經降到了2.7%,
</div>
<div style="orphans: 2; widows: 2;">
所以後期並非通膨去支撐美金的價位。
</div>
<div style="orphans: 2; widows: 2;">
<img height="195" 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" width="400" /></div>
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我們發現2001年5月道瓊才到高點,然後8月底才崩跌。
</div>
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那麼1997年是不是沒有這個狀態
</div>
<div style="orphans: 2; widows: 2;">
或者在整個新興市場出事的97,98年的時候,美金都是一直往上的
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<div style="orphans: 2; widows: 2;">
<img 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" /></div>
<div style="orphans: 2; widows: 2;">
1998年,美金往上走到8月
</div>
<div style="orphans: 2; widows: 2;">
而台灣指數在9月初落底,</div>
<div style="orphans: 2; widows: 2;">
也就是錢回美國的趨勢,一路撐到了事情結束</div>
<div style="orphans: 2; widows: 2;">
而這樣的邏輯也就牽扯到為什麼美國國債殖利率在這些時候是下降的
</div>
<div style="orphans: 2; widows: 2;">
因為錢回到了美國既然是避險的,就進入大家認為最安全的國債擺著。
</div>
<div style="orphans: 2; widows: 2;">
而為什麼美國或以世界的角度現在2018還不到下一個經濟危機
</div>
<div style="orphans: 2; widows: 2;">
重點就在於目前殖利率還是挺高,債券價格還是低
</div>
<div style="orphans: 2; widows: 2;">
錢還是放在比較高風險的股市身上
</div>
<div style="orphans: 2; widows: 2;">
但沒有逃掉而進到國債中
</div>
<div style="orphans: 2; widows: 2;">
所以從這個節奏來說,還沒有進到大家要衰退的時候
</div>
<div style="orphans: 2; widows: 2;">
<img height="196" 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" width="400" /></div>
<div style="orphans: 2; widows: 2;">
1997,2000年初都有公債殖利率高點,
</div>
<div style="orphans: 2; widows: 2;">
公債對於風險是更敏感的,</div>
<div style="orphans: 2; widows: 2;">
所以殖利率高點顯示的都是世界上對風險逃避需求的低點
</div>
<div style="orphans: 2; widows: 2;">
現在我們可能知道是相對低點
</div>
<div style="orphans: 2; widows: 2;">
但還沒有辦法確認這個避險需求即將要上升。
</div>
<div style="orphans: 2; widows: 2;">
所以或許台股會先跌,但美股未必
</div>
<div style="orphans: 2; widows: 2;">
<br /></div>
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<br /></div>
<div style="orphans: 2; widows: 2;">
那麼作為對比2001年7月美元到頂,經濟危機結束了嗎?
</div>
<div style="orphans: 2; widows: 2;">
2Q01台灣才是剛剛第一個季度的實質經濟負成長
</div>
<div style="orphans: 2; widows: 2;">
等於我們股市預先一年反映了這個狀態
</div>
<div style="orphans: 2; widows: 2;">
3Q01外銷很差於是經濟衰退的狀態維持
</div>
<div style="orphans: 2; widows: 2;">
所以這個美金下降
</div>
<div style="orphans: 2; widows: 2;">
代表錢連美國都不回去了,最後一個堡壘棄守。
</div>
<div style="orphans: 2; widows: 2;">
那麼現在美金不會再高了嗎?
</div>
<div style="orphans: 2; widows: 2;">
很可惜即使回到2001年也要等到8月上旬</div>
<div style="orphans: 2; widows: 2;">
美金下跌到了某個程度,我們才能確認美元沒救了。</div>
<div style="orphans: 2; widows: 2;">
而現在還好的是我們還沒看到美元呈現這樣的狀態
</div>
<div style="orphans: 2; widows: 2;">
或許也可以表示現在至少美國的最後堡壘還沒壞
</div>
<div style="orphans: 2; widows: 2;">
美股還沒崩跌危險。
</div>
<div style="orphans: 2; widows: 2;">
<img 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" /></div>
<div style="orphans: 2; widows: 2;">
我們再重頭去看為什麼台灣 2000年的下滑
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<div style="orphans: 2; widows: 2;">
<img height="253" 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" width="640" /></div>
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我們看殖利率是5%左右,但台灣的gdp下降到6%
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<div style="orphans: 2; widows: 2;">
當時台灣是升息的嗎?2000年的3~6月曾經升息過兩次
</div>
<div style="orphans: 2; widows: 2;">
在這樣的緊縮下把他視作為要下跌的狀態也是合理的
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<div style="orphans: 2; widows: 2;">
<img height="75" 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" width="640" /></div>
<div style="orphans: 2; widows: 2;">
再換另一個角度來看,我們發現3Q99台灣的名目gdp年增率就已經降到了5%以下
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<div style="orphans: 2; widows: 2;">
卻遲到q100才達到高點
</div>
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而從實質GDP來看,增長還挺高,沒到下滑的時刻</div>
<div style="orphans: 2; widows: 2;">
<img height="74" 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2D59hfkfa8CAnKwxjJP/SbIPE3XcqwJb1ebV3Pwwh0NoHMHcvxyY1sXiySye+mounbhHBJyEKE6q3Gpe6LbB8NGh2MYMXZE2Z9M+5s79it5kuOVoG7/Hk9P/6c6jPMU3GOjf6F814Sl3NNcPrz1OVnRuT5cXqsIIK8N9HVxnwXU7/zHVAd7JoASR7wGx4it3UFDjOkPI9wHBO0JdTc5GK4G0hxPkYMl6gu0B9bKb8HkKWVPrmG/KPZrsc+a3qWyBfWOZ4rkKZVKB2JvmqXTKWwzwU9bW67huAZVJ10M99XiUm2Ot7snorVRZFDZ0+ZSHf94cZ8bHWI/tN5XBeFNP/2e9mRUdf7VpDjIdGP7m7aZl8WPQLBboSUqH9GaV3XqRXXx716tjGHo+4LKhsYF5V6tT3tf7phD74ljDPfha/sB8SHt26Z8XE1Zh6B0T3E4Hc8Sa5FPPiyLbQtKp1LpWmBQSedSY21HZ8JRItFebzQrfxXqC4VkuuSo19AvON/XO4ky0TU5JlP6gbE/0TPuVwAd1uEkkyHN1s5Ajr8E2uNLcuSKpioetzeUO9aUGutS0p0trpg5+Skg3PRjXcGx1W4cpArh3mXCVZ+mUk9F77m+pYM92fZZdu2tWbmewmeDdRUpzVjwgsfbb78NX/3qVwvGkYHzg8DJkyfhtttu0xKbPjsM1Tdv40ty//rvusDzDZdmjYq/tAHu+etH4eN3H0br1z4YOkWvpeDGO3fADx9t1uJpic3iInX0INQ1H9De8AyNQf/2OVpmtFQW14UZa9vSqfu+ofZGqDVvdKOX7cJ1GcxcTMHvcXkOrQSgGSbLQ51d3vqsMlvQEUpC1+bcGSjLdxfZwypcvo5Ks6FUt66+wXAvb0qDwKzpvDTFqIhUM+cnIIMre2rVVRuXUugM+ofI4FIwc1osFYdHmvbBd0/8HFxWfGSOmdrxlEqmgxTuRzPjqIeJ1x0XBtWqS7ZFGC2rPPHyLth5dg9EHs/OVDOcrvj4IrYOrsLKy39FIhZnSvdj5OFQfT3U0qof07EYsE69OwS3fCsJH8T3cFkgg+XNTDng+uUOoO0H833MFWs7LO3KuRiwtivj5RK+KLDG2duhHV+GxJPvQbtYfnsJAHNewKcvc3k1JZuPrgtlqfQ1G/mO5EXiQXlkwEWBdaFK2oTZ4crlZdwaU4iv22SRE8wyE/DOCQBXkzMnjFaOxt8KQ2KqHjbctQ5qdVt9ZoN1CVinRVnlozkjsPSmVkjinmXHKmeOElx35z544geKItv8uBea55xL7ovXu1rBP4R7mWj11vIGaN68Gi+u8AOXrdU6rTqjiotduA6+JbRsXndveYn7X9zPRCC2+UXY+cAP4GBzHdTjcvA99xQog2VC8qFEQCJQDAKOlchni4lYRByukJni0aD+Sqcbju4YgJfmUWGmbIriKabyVMqtnWDF6748tzYfo+J4+0MR+MX7XzYE0rL4WrE3yRBS3A0pnbTtabEemfNR8OKY8b2+45rcwIXzEhZ4rlgvdixLCJlMetYIZCD6qhd2v/0I/PMd87M10I4X5KPrQkUvqq+RvDgPxtlC5VjIMDtcaRvIfLPQKocTFeZ8tXZA413NgFrNJR1Sab4k+Mrzcu1N1kqS854d6JCjNGWoQoc2rQW9ApYmX5lqLgKNW3CW5OJOGH3VB96tX4TOr2yHp/6iHfY8cKndPzcv+UQiIBEoHQIfjAYg2TICp7fIvls6lNWUcb+x/400/NP5t6HRYja45PkvYAbhV0LQ/NopaMavNJTluIKxLgu+MhOOAPkgCJ1vht+e3qw56SspNJKuSwpvJSYuleZKbDVZ5isPAVwyuvHBPeDHH1/2gp5c5SERkAhUFgLOzR7wVFaRK7e06PjL8/iViXbzbuVThmVrvCsY67JhLDOCpTc3Q/vuMgIh6bqMYFdGVlJprox2kqWUCGgI8GUv2p28kAhIBCQCEgGJgERAIiARkAhIBEqJQDU5+SrmeOihh4qJJuNIBCQCEoEcBG6++eacZ5Kn5EAiH0gEJAISAYnALBHo6OiY5Rsy+lwQePbZZ+fymnxnjghIup4jcLN8bTZ0Lb1nzxLcUkefjRe3Upflck9fYl2+Fpbes8uHtTknSedmRK7Me0kH5Wt3ibXEunwIlC8nSdcS6/IhUL6cZkPXS8pXLJmTREAiIBGQCEgEJAISAYmAREAiIBGQCEgEKgsBqTRXVnvJ0koEJAISAYmAREAiIBGQCEgEJAISAYlAGRGQSnMZwZZZSQQkAhIBiYBEQCIgEZAISAQkAhIBiUBlIbDgSjM7H4INjmoYOpGpLOTKXNrU0YPwmdUHYGKG5eQc/dFWWN0+kvN8Lg/YFAD9MpkMZC5mIHU+BRNnxyH+bhTCR0Mw/JMBOPTkLtj19AhkcosylyzlOxIBiYBEQCIgEZAISAQkAhIBiYBEYNEisOCfnDrxxhBEP5mG2uVXc5BIYct3VC14afOVrMTP8QPr3of/Cv7w6/Nw4EANNNY5UKlNQjK9HvZ8vxF+/Mw/wq8nRmDbsg5oxKKQwps6C7Cjpxuanbl2kdRECmqdtTmFzpwYgJrGXTnPzQ/cbR5w3ZmC1DQDZ3WVOVjeSwQkAhIBiYBEQCIgEZAISAQkAhKBywaBS1JDJ94NQWh0HNLL62HTlmZoXOkwAJOZiEPojTAkMjWw/l43bFxnUtSm4vD8Yy/zd7bevNTwrtXNspvbIT72HDRcYYra6AseOPj+eXB93Q0Dzx7g0LTubYe6ixE4+H0vDEz8Htr3t8OhZw/yME9nF9ReTOJM8ad4b2yTiVcPQP03D0Lv8TTsucMY5li7E2LRDQDV+Bwpw7G8DjLRAbjzO2E4csIPm7F9rxTDRWYiCqHjAO4trhxSJLoeeSMKmepacG1GuncacbQLBzSChF4NwcRFgAZXM2y8w5mTBz1InY1D+JdRSFxMQ83KBnDduymnj2VfzED8jRBkXC3gWikNGVlc5JVEYHYIsMwEHH0tBOPn01B/5yZo/kojOAxdCvsarroJn05AjXM9NG+5B5yGCBj+qzBExyfQONkIzfe6ABdTFT6mUjD62giMp5CntLRgPzdkCGAXjqmnJsaRV6gcfyoDNTetA+dyUzqFS7EoQy9ZzihQq/jRYRivawZ3U1Y2ofb/Fcot44ilsxHbv8maP1OymRO4+urU52HHA+sK5FLKoLnx/Xzljv8qBHGkW4fTBc1fM9M90tgJHBfjcZQPnCjzbTbRvXU9i6VL6zLZ9TXrPCvtaerEKIwcGwfHTS5o3UxTH4UPu3aaeHcUwsfHAZZjO23GdtLzAeQN0deGITIBsOnB7bm8BrOewH4Rq3dD8zqjbFO4VPMTyvWG0TikUHZtvLsZXDfZl6EwfsXx44nTcUir8nJmqgYa1jrz8m3bMiK/jh4NQ/x8Bpw0hphlPLvw+YFy0aRCeIWPRWF8oha2PtSSZ7LNvp047vl0ynLR9YULF5jd780332TGI80C+12sekUr6x8OMF9POy3UZV1HElq0scMdyrNBP/MP9bKttQ52+9NBLZyxNPPvXc3jeHp8zDeU/Xl3u9jVN3pYv+4ZhfcPBlhickaXxuV3+d577xkqlTii4NgxPMafR/paWdUyFwtfmGYzySDHr31YwT1xuIuHBZPThjTETeywl8entuo/nhaP8ZxmvpYvaGEUfn2Ti7lb3NozF97Tc/PP3RfTpVNZl2asqfTpRIR525S6VjUNsLSJ3JKjvRyDDqRFH/YBwqN3NEv3duHT58K8L7j2+1hgUGlbd0/YCNxkUku7tbOX+Qb72ZNtn+V5eXqCpjKlWWTIy1zLliplMbSrMdmFvCOcTo5/YPgtZHmupLyt6PxKqv9s6jp5MsD7kbuznwWGfayjZSW7Zk1XdtyZHGMdq1ey5e4u5j/sZ7373QrPTag8dzLBvE038jQEr0RjL4uZGYm+UBcibJfzOnbLbuzrfcpY6tP3Y7twSisd43xF5Eln77GkPhdWeXQwH3KGAQLDTfq4j7fThp6I9nw6EdR4qcByzWN+E89Vo6eVdrMaJ0qP9SXwfctyowzQZpQBrmrzseRMdgCMDbYa6JpktMiFbLgGov6iCLrk0a3KZNfX1HxKj7W+QvN/HRn0cFy9KOPuu3kFq9/ts6Y3BSjbdgp25spqvriQ95R2XtnmZb7uVrb0ejcLm+RF6gNE+0HB03RVLjXWiSNdBhqjcrQPFZYxC+JXJD8WvED0eTqTjG112JYRabl1xTWGengGszyG2YWrmZYaa6u6zfszxN+3V6HHjr4Ai5zKysqGvIpop8I6ZfnoGuwUZgo3K80z55RO5Y2KjshYpAeBaVI7+0ySHbrNyVw9WWJPR3t5B1WEhzQLdisKmVs3YAkQE0PInFt84vaKOlt1lMSxIApoARY4HGTBIUXR8qIxInjYx9pb0HBBz+k3rCjFHX1BltQbF9JjrB8NEXqGYFSasf0wLcVw4cd8Ahj/JkN8zrxIgUMjCYX7h/2ozPlY+FSWBiqtoaywTp+JsUg0yAcvokGDrIvMjow/7YezHd+/ezU3HkUool04Gif6W1axWx4LaFCNDStCcr/oS9h3elvquSDu1wY6JfrYsNL2rv1G41MsGmHBQTUdvbCt5bLwF0Q/UmlemHawovOFKcnizzX49FpmUIKwT5NBSvDLZEgxTEY0/ppmva569keq8TBxGPthUxeLJJIsfS6m8V2rcU6gEXhkjaKYTysKCAm9pJCMqXnYhVM6MTSmuvb6WDCE48AR5NFHIkbehXEqjQ4uXc4QCFucJ2OaYOsZzMopwb1rmasTjfMX0iwZD3JjBvGuXsGftaTQ6P9txehPyqVhnCgL1mk2N75vXe7EsIcrayQ3zFyIoeHYyeU1Pq5hfabO+Bk3/iSRRtGoG0CFyxoXDSB+UQxdktHeCku7viZyqjS6FuWmM+FKOHaoE06C5j3qJIk+Ll3btdN0IsDbLRBNsPSFJAv2KAo5tCgTAFNnFKPgUBwnXaaUPiDy5nmpsnu7bgJMX4aSYj2d4HJX1+EIS6aRvo/0ct5Lin0+44wdfsXxY2XSqB0nQoJHSJbG87GsjKevPyuijIFvr2EeVdFPxgMKn1Hxp7TswkV+JcVaZFLKMxrMyMDMjWvENwoctu1ko1OWk67npDSnj/fzji4Ig7CIodJ83e3qzJxqIdRbzNLRfq4IEBOePKlYeNc+5sPBKckSiYT2Syaxo6NCfc0tHSx2Th+GQshkAdQvkyDLjqIb4InB2v04k9GN4unjyuyoe38/68eZEXpfCIFWsMWO9CvWdhT+giGlrUWerpZ2XF0QxnYr3Ams0l1szyyxVgvJre4mpTl5TMExa7XF4R6NQYQN9QW78JmkMsvcqhPSGM4ikSJ+w24/z1ko0dZCNjL33cpsgL4M9KLoU4XaVa3agpwII6k0Lwj0FacsLQxKlKsiPHHlQCjFqiFMKE2kBBAtZ/sfGsJcq5iYrYz0dBlnKPB9PuugE5r09Zs8pQjN7u7sTEQ6royPXaEEswvnaeH4QDykdShXUdbnVYjf6eMtlutLlTMK1YMMEa69HQpuYrUUCmb9uAJIP7tKcgu1t5kfJ8jY2dSORusV3MCvG255tuXCerZ8P1+50+dQydIN6bE+NzcGixUSM2mUxXRj/mRMwaXgeFMkXeYrk11fE+1bLqxFfvN5JqO7USlUZsz46hbViKbPz66dksdQxjOsMFEM9bQqlGRvMaM6cHwKhQZFadavFqR2hzZFFtHnK65LiTXJR12mSTRBA4L/inKIsx1+xfBjwW99x40rc0Qe+nMxZUye0aeD7elCmU0nS9qFi/xKibXIo3RnRValVbFWKxbM+dq2k41OWU66zvUShSOE3eFYtwlQEICBHevh0NEJSJ0ehvXfj8L3XnAre7+q62H93ddA4qWdsM2L+ywvxuGH33wC1jzmBRfu/aq+dQeMHYvAce8OSP5kJ9TX12u/uro6uO+JEXR6dRDWf65Oe15fXwcvvnuFetiubgT///oXQEIz/GKDbsBZEUBeqD1HBsCbT78L5GpnM+5vSUDgGQ8031lv2byZ8xMw+sqL8I063H9+/y7Y8NwRSEc64Gu31gAydcDBE3AWFg60OGBX6yaov3YJfP7bB2D4LdwYc9kd1nSWiIZyalr9mTr+LIn73+zCPzkbg0DKlLYD9+1cew18eBa9lbMMhF76KU/P8+CXc/Ki3YobN2/hz70vhw3hU9OGW3kjEZAIzBoBB7i23wWfnDkETd98Hve0pmDkyW/B0RUHYNsdy3hqDfdu4+c//+OdEDqbgnH0EbEr+lt4Tu2vru91wMblumEV/UOsuLoaNrTgvmaL7cVT6LSRjuZ7G/iZ/q5aruyvDZ9Ogl04xY/+x32crwzv2AA1S6rg4CtRelzxx6XKGfkAmHjjAPzp0e9CCMfDesfVoHHkqlrwPLMDaquyDVXtqOHJuDdm24e++FHfegi/JtEFzTdn90Lny6+Uz2fD9wuV27ES929mqw2J8ZNw57/fB43qwypHrWFf7Hn8osa1t3ph2+1Kv7CqYzF0WahMdn3NKs/KeoZjfmoGphvc0PAZUXIH1N5UDZ+mIpAglzSmw66dau/ygOcuI03WLF8KU19ohgZsqmrVt0IN+gViSxTeJLKYQjn+zscBIoMPikdlPVfVboSO75l8yKBfHZI/N621ojN7/Gz5MUuBb8cTvJ4776yDqz67DYbfSeWtdzFlrL1Jh/9MCmLJP4D3KVU3wpTtwvNmXkEBqbcGYOdLv4GWp734daQPIX5iHFIFPrdj2052OmU56Xouy7PJSpA8pljDsR25Jda8nGMmqez3EeGr9uqXlGbtDDF1P0f/aIwlTsXY2Jkx9vNOtHbRErdTY2wsHmMx9ZfUm0KzSVxWV/msSwGcIUZHYIz2Fms/dR/rNU265/jMPNOsB0jDW7+MF5ecHPziDYpFva2VteKMdHA0zJf6BXCPHVmLenH5dxifhUNhFsOVAbGQj8+grNidXWqsz6cSrvNhzWecaH+XzjpI9UmGlOXvrWJmAp8JSz89swunpVe01NOwnA8taLSfkT/D5Sw0K0XLWWJipssEpLCKiuVWIlg8L2j5F5EX4Ex8QM40LwDwmGV+Ol+Y8izqXHG20afbykIrnhKmGZ9In7rkUR37ClnSxf7AXsPsTxYBwY+zM9cYhjNAgidE1fExXzgNib+LR1j4CO2vVmbBqa+ZZ0Ypx0qkg/mSMwTiNFNE+AR+h/sVLWbaRDxxJp8ihplAsXxV3aJjtSKJ3i0X1kXz/SLLnU6OMX+3Qt/6lYQCD5pxjqjbwGh1VCGRzJYuiyhTMX2tXFgLDObtrNKfQR7AxGNDCv6GPm/K1K6dtOiqbKfxAxXzpueCLKb6Z/Gfwb6A8WgpbdeofpZUS0W7KDfWwf3Kdhn96g+tMHPAL4cfT6rbHMh/herLhvhDPn6t5a27yFfG5Cnyj+Pk/MaqLe3Cy421rkqXfBlQ9zETliuaqjgGpEcYfHUUyCWnnTBuQZ2yjHQ9p+XZvK5YSKFoETC0n8qwjxYjhZ+8jYNF4bSUKXJOt/5HBYycS9DSEb2SgDOoGD93n5D6ymV9suwoqFiRg4gVuDS6t6+X9fbgD8/UyQk7L93rft5uXPaeR+kSQppZuZo6hwYKah+V+HibUbtR25KyrirodN8k9qojw6nkJfOWWHPqUpZImZVmsZSad37aM4R7FgVT5Euc1KXWecMRW1rKSRi241LK5IUEbkVQBV1S0FWlmfeHPNKIEJLMA614bm7XxdJZqM5SaV6Y1shP5wtTnsWea3JU8R1ANKv0ZZMgeUFRvCic92W9kxdT5WiPbCHDYkJ1mGlw2qUqzWQYe98m3Mwm0qeCfMkxlduszFckHcyTnKE0i7JUVfNJoQrdhu0y+vZT9y/q95dGcPmqfgJAKM361+i6XFgXy/eLLXd4sIu1tlyjyW1dISPtJ0Z9zNOG8plK+65OkxNLMxDqvRVdFlWmIvpaubDOU7W5P1aXnF73pV7DloB8Mpo+I7t2EnFpryhtNxH+Eej5TBJ9Lez3sNa2duaPKu0beW6dRtdp3Mvf3rSCLWnyML9pyXI5sab92URnXKkXFdKf54CfHT8eO6JMjORbHq/Pnq7zlpEcYHW2c15MdeD8+BwaJ8RhF47xyom1KNb8nBX5mYyNAdXnES2fJh2CG6Hz6Cb6vPO1UyGdslx0PUelWQGFLI1J7IBkoSLC0Ds4ImuZ4jgiyfyql2Fz5yWQxjCeWWkeIy+NqERciYdVRxHOITqOjLEZ3NedRicJdA53u7jTGjJW0DPjzxq9Yhiy+c3k8QBnotTGHrOTMXPkCrq3wlopfh6lGQPT5NihSREqyMM4YUI/oazahStOVpT3iJGK9/nstToIUH8QDljMcE6q+x3lTLMZGXmfD4H8dJ7vjSv3udgb5YsnWUx1vEd91H9KEXio/9IsMPdhEPdrxsR2C8c9NEvJV42YNVsdvGLPnn4mQqxIodkhu3BdUtql2IcreJIIqDw6mD85gzBIHFGcJfpwtRStmAoeVnx3uPbiyqoQGjFNwhzNIOmNk0JA9gwF2f+DDtfCowHW4ULZp6mD+dGBUEzn7KZcWBejNM+m3IJWxvBLHET3+ZTi9KmAYpxp8hoUPvG+1VlPl8WUqdi+Vi6srep0Sc9Ufwd6GqP0wujTx7C6oUAmhdpJzNbpeYtVUuQ7QFvdphr+SdYcQ/5FNBDUKXtlwxqVStIrWgt5zp4lfsXwY8KHvlBTaLWmhmExZUQ/GUFaOYs4ei1n8fOHlw1rrULzdWEtPwf2ruG4mr21m3PN107F6pQivVLR9ZyUZsGofSdVywnOkNFMqNbxVAuuZ2hMLT+CqHdghMQWQM/L5K2ZPi9FykNXn/DenH3Wa/rklA/jhM9Urrdm0ZiFzlYdJR3NfiqKOl8xP+GYxpxXXqUZZ42T6HiNHLHpf+kLY/wTKtS2/mPjXDHPhld2W1hhreBl3en1WJLRgpb3Ed1XWQgORYWT11D87BrRv8JIMF/101+GmSddxmJmSr9EnIJFnzQLyrpXF/SSaFbONC9ME+Sn84Upz+LNVel/wikflTM2pChaor/RyihtnMNwoWSbV6XQ85zZBYuKC0VC78FZ9GVavWIXbpGktuy4V78FByNWGh0IHOYsZ5jA4U6O8oyfZsM9tTPu2TUohMIxWb7xV6+clAtrgVEhvj+bcmchU2blzQpdNpw8trsNfUEfZnmtyoVEl8WUqdi+Vi6sLet0KQ9p5Rl+TUPPT5Cj8E9KFTKcG7PM007qqjW75dYMDfVkBBSOtkS78D43qTgp1St75cFa4cNfslvFMAv8iuXHhC1tubNXmossIyWIyj131Kh3AEvPxZEnvDxYi0LM51mhYeKf+q1NYtuBeQWUPue87WSnU+oToesS0rXOYwkOBcUeU2ke06n4QEL/RI3w9Eg3zEwmAaYwCH+fzMxAQzYC7Pjx64CEo+QwlYQff98DO3fshH0vRYF9EoUDj+zk9/pnj2I43Ws/jPPoK/FiS3nZxHPc4YHEqTFIJJKQiAe5EzZRuatbvBA7k+DhY6fwfCYCqMiBEx1MzebInBiAOnS8Ro7Y9L+aa9fAvnc+gE8/GIBtdzdATU2NLrwGBq5Q52xV6Hhg5KlvgPfMR/Czl/cYnMcQ7sWET7zaBdteeB8e+4kfNtZSV3SAu1NxSnGobyS3+dBpxcBfvsQdYxzYvi43XD6RCEgELhmBupuzzhIbt3cBej+F91WHXYDnZdc1Qv1SJRvHHTsAlQeoSmjupGD6TAj+9WYf/OLsW9C8UhliM6dHIYrO/uhgNEaqh3B2pXsdnQMleOhOdD5lFy7S0Z9nzsfh76e/Bs2WznP0MRf59aXKGWr1BN6ND/kBV2OpPwbpcxE+lro6g3DhvB8a0TkSHRNvHITbn98EJ088pvH18V+FILX2Yd37aWCTCehvW8UdYuF2KNixbnZjrlq8kp1EvZet88yt3BMAWx6wdmCnFDoBn25AB1NLsx7ERJ5WldLTZVFlKqKvWeVTMc/Q8dym7V+B6UwCMoInoDPQxKlPoOq+bdC4LItrwTqZ22lqAp6542uw4We/hY57VKdUmXEIWThtDT11P/zyu6/DniaVdqtrAI190PA5ytHBHeWF0IlsOY/Q05vAu/Fv4MQPN6rZZmD0jSg6SlVuNRorEj87fmyu2/kTIXTOttOAv5anGtmujOY0f5ee5PKz+bm4twsX8Srj7ADn2qvh4m98EPtIbTQqOOp9aCCC+pXWdF2wnex0ShMwJaXruTgCE8uF9Y4iDJZZdR+S4ZNTaHnHemkfUqeZOKsfGQnIgim+lWmOQ+GX81HIukTLpD1N13Icu3D5DLfc5Oz9Rsuj7hMoZqwKzTTrna4pztfG0DkbOjNouhGXafm5kzbhlE2cK9k5W36sFeuteQl0Fsvsd8Z7R62+52cXjksFVadi7p7cPWG0PIv6iqcv+xka2mseULc59Fos8xEzUoVmHLLlL/8V1UfONJcfd8oxP50vTHkWc67hztuUmR/xeR3TjA19O5ZoOevQRLGqi1kR2rtJ4TR71I9+J7zdXtaF+wfpGe3NE5+lo7FROLehsVNbbYL9/NBtTsOy4ILhaFHvct3APN1+5dvCZ8J85qj9sFjllUW70ujgkuUMxJK+ec/bS927mUUDr9TZC7GKgMLEnsaG3V7W3+Pl7deBq+Foa1munxCl7c2rDCidcmGdj+9HehRfGR7L/fa55R7Dz0x2dPrw++LK1q8Y7qXXLxEmuu7Y72VB9OVBB31/lnDtF7iasZ4FXfIE1RlWPZZ2fU15r3xYi/zm9azyF1e3IgckR5VVhWLVgnB+5NqvOFy1ayeWHuP8g9rG29fP6dfbrXxazTNslFXSx7w5dC1WLtBMs+h/epmitHRNctNaTlet3f2sF3mnt7uLeVqu1fxC5NC1DX52/Ji+77t1pYt5h/FzfbjacmxU+ZRagJyj0WGma1puXbCMGI6fHewaDCqfaKNvmu9fg9tNB1R+bxeuZEv/pcU6m08prgTtoEFSSV5dyi5WwJrp2q6dqB3Ih1YhnVLUo9R0Pafl2VS4BHrPpo3dNNhzJ1Ho6CuMDFccU4kIX7pKndfVpMTzWSoY4o3sWToCy2LBsNNF0FN1R4uyb5yEsSDut6ND4ETXfvSc2vqIBxmMsk/W8MF6iqAeQmkWTFk8z3tGYiUhTv8tv7xxKyzAiilN/SaoGSY47bbhEhN1rxt3NIDOHYjeb2xD7+46eqeq24VTWwb60NEK7omm5Vf+Y8ZBTA+f+FY2xevYr+RJglswnu1jIn5Q9XZK5aX+6D2SP13xTrnPVDapNJcbdSU/KzpfmJJUQK44uPtUz5/0lQKi2/bBsMFLcGRQWbItfBqQE0zOI1AJo6WO2piI79L79BPLXMmHB90bl/+lNYMYhdW19bIxwz7oAuFYXlKaRT6Ud3+ecbYS6eCS5Ay1PQgbzXuwngRRsaPtNcL4P3VG+Wa2aFeBKZ31irU+CfpOrGhb/fNyYF2I71O5ePnzfB/cXG5hqBV1Xonjnn6PtlDmRDgfv/ROosxYz4IuBW7mMtHzvH1NvITncmCty27eL2l/OMkUwstwL36fXRxiX7IwJti1E+0bpTYimVu0FZ1JbjT4ScG9y5RnrhyoGFSub+lgT7Z9lm9REPIPlamUWJPTMqXsWV8vog5Ccbei67z4FcGPCV+uvyBGPC/SY/RbQE10bVtGdB5Ik0yi3HRu7QxoBlLyUl4wXDR8ibHWZVOyy2RUdf5FX/dBWnN3B7Vx1EDXRbQTFbIonbIMdD1npZkjTftg+R7YXEFetERa3SMr7os500zzdbcPaAAX887lEsfMlMRATkJW72G0hukckMf6XBwnqnuwu515dtPPw57syRLnXHERVl7R+bP70+ea4uJ7z4y1bQmJ3vFzW3ln1+3CMYP0OXw/mb+/GMqABgsxu0zt0BEyejI1xF3kN1R+qTQvTCPNms4XppiLKtfpC4pvh3xfB5hBx4t87BMz0rMoPRnXdt3iNgqx+D4fKy/k5w2FwguFiaJVLB1cgpxBK9VoRZarW7dqRwBSwvNiwDqJq/vIM7NeZihU5WmkPaJpJG3LQ6P5POOXFdbF0KVlZrqHWr55+tpiwFpX3LldqjRuxW8IQ/1zu3YqpgAz6QSLqKsGcuPjZ5iOBfGzo/gZTZNzvMWAtSVdF8Avt36mJ+LdfHQ/Bx6Sthk/7MKphIsBaxNSs74lnpBvnDTTdbGJc56CfcLqKAddq5+ERpF2Lkc1fohd7FPO876jthZ3RszuqFvbCo/+29XgsF76PrvEKjz20ptaIYl7lh2rnDl41N25D574QQOvYfPjXmiex7pe72oF/1AjbWsBWN4AzZtX48UVfhC9O535QbALxzcdK7Ed86dgDME9O+5nIhDb/CLsfOAHcLC5DupHE7DnngJlMKYg7yQCEoE5ILBkeS2ouwEt365CnxG1s/QbQQmxzAS80umGozsG4CXTAGc3VhYKLxRmWYFKengJcsbH7w7B7Q9F4Bfvf7mSanzJZc2cj4IXx4zv9R3PkRvyJb5kOdJ0gdHJjuatsJ4PurTLN199Kup5ARonDPWHXTvp4+a7rnI4wdWUL9QBjXc1A0p/i+7IS9cF8LOthM27VnRtl6YDx49Ccp5duF36lRJOvn1qTfQrym6ma/Hc7lyIp5SDri9Nabar3RzDnZs9cHDzHF++DF+rvclaSXLeswMdPZSmwlW1jdC6fTGyzdLUdzGn2rhlD0Qu7oTRV33g3fpF6PzKdnjqL9phzwOyfRZzu8mySQTMCHwwGoBkywic3iL7rhmbeb9Hh0j+N9LwT+ffhsblV5YFPvxKCJpfOwXN64wK17xjLBK8grEWEMhz6RGQdF16jGUOhRFYlEpz4SLLUInAFYhAdS1sfHAP+PHH0Kvox1PLrkAQZJUlApWNABmEPZVdhcopfbUTPI9fmWg3724vbztdwViXF+grOzdJ11d2+y+G2kuleTG0giyDRGAWCPDlarOIL6NKBCQCEgGJgERAIiARkAhIBCQCc0eg6s033yRPb7bHqlWrbOPICBIBiYBEwAqBRx99FH70fw0agqqmfm+4lzcSAYmAREAiIBGQCEgEJAISgcWIQBV9p9muYG+//TZ89atftYsmw+cBgZMnT8Jtt902DynJJOwQkFjbITR/4VVVVYDesw0J3rr6BsO9vCkNApLOS4NrpaUq6aB8LSaxlliXD4Hy5STpWmJdPgTKl9Ns6HpJ+Yolc5IISAQkAhIBiYBEQCIgEZAISAQkAhIBiUBlISCV5spqL1laiYBEQCIgEZAISAQkAhIBiYBEQCIgESgjAlJpLiPYMiuJgERAIiARkAhIBCQCEgGJgERAIiARqCwEpPfsCmmv1NGDsOqhNPzz2NPgXGL85mT0R1vhwff3wPuH3JdcGzalJPHJVAYArzP4eaNMJgnJVAqS55IwMTEO48dHIV7TCr0H3OAwFuWS85cJSAQkAhIBiYBEQCIgEZAISAQkAhKBxYSAVJoXU2vkK8vUBHgf/iv4w6/Pw4EDNdBY51AU2fR62PP9RvjxM/8Iv54YgW3LOqAR0yBFN3UWYEdPNzQ7s4sJMqj4pjAM8Ju/zpWOnNwyJwagpnFXznPzA3ebB1x3YlrTDJzVUms24yPvJQISAYmAREAiIBGQCEgEJAISgcsHAak0V0Bbjr7ggYPvnwfX190w8OwBXuLWve1QdzECB7/vhYGJ30P7/nY49OxBHubp7ILai0nIXPwU7x3AUlF45pGvw4GXP8zWtqkdwq91w0adUu1YuxNi0Q2oVKNCjZThWF4HmegA3PmdMBw54YfNqGhXXSEUk5mIQug4gHuLK4uZepWZiMPIG1HIoPHBtbkZGp1GA4RdOKARJPRqCCYuAjS4mmHjHc6cPOhB6mwcwr+MQuJiGmpWNoDr3k3QaGXswPKERuOQwrZuvLsZXDcZy2OZuHwoEZAIWCNg0z8nTschjX1Nf2SmaqBhrRMcKn+M/yoE8fEJcDhd0Py1RtsVOcQzQm+EIZGpgfX3umHjulot+ZnUBLw3gTnqeS+uBCKeYDR+ZiD+RggyrhZwrbx8jJkT74aQv41Denk9bNqC/NaCB3KwEJP4u2GIHh8HR+NWaL3Lmq9qwOJF/OgwjNc1g7spizfLTMCvsC3GkT87GzdBc5M5HcznaAjCpxNQ41wPzVvuAeeCLbmaXZsbaQkN6MsboEE3fs2cj8PrOLalHA3gfuAeqDUZxQvRqR5Xq2srrNHEj1iOQPRsBmpvxb7yFXNfsQu3yqnyntm1S74asYsT8M6xCMRPp6Dxge3gcqr9fioFo6+NwHgKZZSWFuwzOn6A/ST62jBEJgA2PbjdGKZmNIH9IlbvhuZ1Rj6Xrxzz+ZzT2BzkmcQ7yHNhA/bXbF82l4tdjMMrryaguW1zDm3zuCwFoZ+OQN0WxFKPmSmh2ZSR4oaPRWF8oha2PtSiTDRh+0SPhiF+PgPOO5HH5JEBTdlW1G0x46SxQtjXf4X8G8fNWmcjNN/rMo55amR9uoZxt1x0TZ+csvvRt5zlUR4E3nvvPUNGiSMd9Ekw1jE8xp9H+lpZ1TIXC1+YZjPJIA9rH07wsMThLh4WTE5n05hJMm/TjTxea6ePRaIR5u/28PtlN7ezWHoG46aZr+UL/BnlRb/rm1zM3eLWnrnwXoTpz+6+WDavCrsyY03FTycizNum1LWqaYBxeHT1So72chw6BgPMt1+J1zuq4E/R7MKnz4XZ1loHc+33scCg0rbunrAuB7ycTGppt3b2Mt9gP3uy7bM8X09P0FCmxJGunHZpH1p8bUI0g5+cMvyMlZZ3pULAis5LlVelp2vXP9PH+3P6G9H20uvdLCJ4aZuRl17V5mPJGeKz1sfYYYUPdA36mX+ol/OH258OqpFzebPgvxt6IlqcyJCXuZYt5WXrPZ62zKjy6CDNAshjq1e0sv5h5Lc97bx+XUey/FZUNDHq4/W/vqWDBUYjLJHMj7d4J33cx9PL4sjYdCKo4ShwXvOYP8tzJ8dYx+qVbLm7i/kP+1nvfrcy5iZ0Yy5mUHqs06yYNhd1Vc65tHTHc4KGcOyLKnh4enysf+8qdvWNHha5kMWxMJ0aczLfWWHNJhOst6WeQVMX+/nhfo57VUsvS0yqedqFq5mUHmtzbeb7vnC75MstPKj0B/f+fhY+PsaSArcLEbbLeR27ZTfKDn1KHJ/GEzAv5E8r27zM193K+VZYLy9iZtQHiPaDJpqmcpQa67nIM4ljPl5fKrOrp5Dso9Q9y6tzkY0NKrJxb9Sah9IbRZcR6de3V5ERO/oCLHJK5VvpCGtdcQ3HWPAYz2C2H4pSlRprkU8pzvbjpClXxEroKQKTrH6SjSv4iIhDZ9KFuA5TJroGO4WZwqXSnG20Ul9ZdZTEsSAO0AEWOBxkwSFFwPKigBU87GPtLShQ0HP6DXt5R+zoC2oMNB1XBsIv7hdCmFKDSE8rjyuYQwTT8g3Rz4/5BFj/7psMnZqIs50UOBReKNw/7EdlzsfCp/Izl1JjdanpW2GdPhNDw0KQ7bt5BYMWX1ZYosyQ2ZHC2344K7T5d6/mQh0XmO3C0TjR37KK3fJYQCv62LAyqPULJo1GDhIkyDDijxuxHRtW2t4l2nI6wcvZdTjCkuk0ix3p5YIHHxR0wo6W2QJeEP1IpXlhGsCKzhemJIs9V/v+Sf39tr0DLDgaZmH8RY6FWe/uz7Mbdvt55RLDHla/G5VkFGBnLsTQAOfUKdQW9cf+fug2p0HYS0d7+Ttk0Jw64+e8oH84yPMLo0IYPqwY7nwnhaKGfR+NoUFViO7XBGRjfpVGBzPnFOHdK3gjVifSg0Jok5Evx1S+aCV4GhHQ3U3GNMHVM5gVtIN71zJXZ4AlLqRZMh7UhHExTiZDimE6IhQU5Om9rnr2RybjcemxLq7NdTVmJMhecwsaFUIoKxwJcnliTIwTaAygMU+TE5AuD37xBo2u0UJfkE71+eRc58E61ufm5UlMK0ry5ElFVnH3KQqEXbjIp/RYi5xKcy7YLpZZppl/72oun/miyZwYgUfWsGvWdDGBa7DTxQ0gY0izU2cC/L2hOE66TCl9oENvhFLbuV3/TJdDSbGeozyTQN4XCSnGzFZTP9QVnY0NKzIvGYOUySJ9KM5VqPRHskrWyGCMgxaF4mSudIwb17jhyWTAC3x7DfOoExvJeEDhQy25EzQlxdpUrfm+tRsnzfklDqMcjMazSCLJ0udiqH8oxga3ZhimNxTjUjtOWBH/CqIeEjymyOLlpGupNJtbb4HvLTuKbtChDm3301vSphJh1rW3nfmOGZnr2JBiUbMSsGJHFKsvEXFQZUYiT1dLO1r9wyhUZC3QCwzZnLO3xFpNjayxZqU5eUwVVnXKLAm4hA0xQbvwmaQyy9yqE9IYWoVJERdCt1CijcxCVBGZxm5lFsuHZaD0ugxMhbEYrkSg8gghT7y50Gcqk1SaF6YVCtH5wpRoceZq2z+RD3u7jcZHUiZIuegIKfw1fS5hMLSR4E8zpVZCGkdBnbkkRVusaklH+7miTIa4seFeFjgjlGMFt+Rol0EoFmgKoc+Kp1OcSqMDMVshBEyqQwyV5utuzwqYk3mMwhS30EGKhWtvB+e9mqCNbdmPK4D0qwKoLYh3CX4s+CvxX+VAQ4trFdPPVtPzcmFt1+ZqIfGkCJx81YMgtGwg0plivPXq5ITYoLKqLXgO6c+GTnVJ5Vzmw5qMDVQerTiEPxqVuVKDq60Kh2flj3JhnVOxeXlQuF2ssoipsptB2VUjTp7yK/TanZ25FBMnXSHkTerqioHjU9imitKsXy1I/AraFAOgVd6lxPqS5BmsC82u6+uiLz8ZH0ku7tibhx+rRqP2TnUSI4/hsbgyKnIaTXxYzdYnz+hlcYzrypU1qeylxFqPzbxfFzFOmvOM9HSpM8ZqiJiN1xkTBB37juvxU+KXk66zXqJwZJDHIkWguhH8/+tfAMnD8IsNugGXEAMOOtpzJCxeCbETZalzI3Q874Udd+n2eeC+jZG/G+HxapZdzc+Z8xMw+sqL8I063FN3/y7Y8NwRSEc64Gu31gAyG0ChD3AWFg60OGBX6yaov3YJfP7bB2D4LdwYc9kduNfL4khEQzlPqz9Tx58lcf+bXfgnZ2MQSJnSduA+5GuvgQ9xT1eGZSD00k95ep4Hv5yTF+1P37h5C3/ufTkMVbXYtt8z7bnGfejUXpvWLrN4Xz6SCEgE8iFg2z+XNkL7482G16dOj8BT5++CbRuv588dK3Ffs277YGL8JNz57/dBo/6hPoXqelh/9zWQeGknbPPifmTcc/fDbz4Bax7zggvfaXhwD7hv0g/TGRh5vg/W/Tt3zlcUpqb1CVf+tWPdJsBljHzO0MQAAEAASURBVDCwYz0cOjoBqdPDsP77UfjeC+pXG3Ac+0879gEaJaDv4Q0wcRq/7HA2ZVvxiTcOwJ8e/S6EnvFAveNq3FWrHlW14HlmB9RWZRuw2lHDA90bG/i54d5t/Pznf7wTQpjX+KsHYFf0t/CcJb9W0y3hqdg2z7wzADtf+w1MvrwT6mqWwLanhyE1RfqVcmQujqvjxnXiEdTVNgL7hPZiom8UGzrVXjJd5MX6k3EI/fpjY+wqB9TddBXMTJI/Fptw9SsfxgQq786uXcw1YqlRePy7PsBl7OC52wHjJ+IwgftixTFFjl7xaL5XoVe6vmq5IvuFTyehWvWLUIN71dkSB6y4OusoYQr7152PA0QGH6TXyn5cqjzz0ad5iGJmAv7y3n8L/+EXPnj03nrLeoWeuh/+fvcvoOuhTZbh4mExZUy9hX3tpd9Ay9Ne2OD4EOInxtEBb7av1d6kk8VnUhBL/gG8T11GX6JBfcVunBR4irPrex2wcblunEO/SkSbG1pwXzOxY+T1vh1P8Og776yDqz67DYbfyfL6ctK1rpSi+PK8GBEYeXIrEhD+XBu0387d/x3YOx747Ibs801Nf8aLn2Wj5tpkYLi9GR59LQG4TBh23IokgEzl+Xu+DJtaHwW2xQ2t+/thx901EH4zBK+/FoGZTAKd1BxFZx0pqL9jK8QSCYiFfLAx+ALs7ouYM7hs7+vXKgzV/8txyzrahS9zojOvZUvh1VfRiZjGQx2QmpzCgQ2TREFi5H8mAS3t6FwsK7jpM6tHx2F0REff16XBH/G/xPH/ATMN26DhM9ln8koiIBGwR8C2f1okcfx1L0zfj18TMCnFmdQ4DD+3C+579jRs0AtJOWk4YHvf/w04SwIjT9wHNdeuh59862U4/YzSz3Oio1LtPfxbaP+6lVEtJ3ZlP0Dha+C/v8TrsK+5Hupu3Qa4bBS6tjj5s+nfhmEg9iFMfTQM991aB/W3roE1N9fBhseGLHkjvURKR/39B+Gn/2MvOgLKQF5Bm+cAcB4NxdwIuU41iqzbAZE+j5In5rXmm4cAZ5Og2WDYUF9eTCdnM0RGg+Dr6eBj0PBT22DFN38MKTTEkzOu6KtvwVJHPdTq6Hjlret5DUajNN7Nkk7xjYJYX41O3b5wLW6c9cP4J2IwFKZ+zA3LUjCcl+wy+CvYLrn1++CXAW54Z689CndtXgFrGtdD/edqYN9P4jzyuGrYr6/NYrkU5Q7iL2+gg7ep29yA20Gg++dvwon/dwT60Ymsp+VLXAb8P7egYvm6L4eX5ZaifE/mQ56JPr8Z/vbB/wodOHGURAe55iP1q0Pg/i9/Av/Q0QTVF/NLzub3xL25jOGhAR5E/PyLmz8P6xvXwIrafwVD7xrTTp2OwqE/dXEnv/r2EuleTud842S+Os6cT3DafFg1VsK0Azb951chOOyDjjYX57/bXHXw4luK4lz9pTLStdzTbF4osLD3lksy1KUjK3BpdG9fL+vtwR+ekXj40j8v3et+3m5f1pmGvjq4/Ek4Jqhq8hriTJ0bY2PncMkTxqE9dkjM2g+9dhucozQJZwuTaZae1GdQWdeWWPMq4JIZi+XZYik1LbvxRXGpE+69oD2LhBVfFqQutc4bTsvPcCkfxW8fwn3IFxIsiM44ONa0fxr3wZCDiELLOcUSFcOyNhX26YSyX8lvWs65GFqF6iiXZy9MS+Sn84Upz6LN1a5/ZleEKlXA/W3kFEoszdbXKzzYxVpbss5eukK5S8oM8Z+8TeO30NTOIsSLLY5kqIMvzdYvIRbRBG+4XJZn83phm9Dyd84jkYe49ir7xSlMLMlzd6rOETGuGN/0ficEPrREmZb/amHq8lTDdplsZPKIxPcvelQnnFrQhbBWHs7LF9CJj12ba2XWX6THmLdFcQ4qlvgG9q7hWwIUpzpKZLH0Xb/kNVwknRaDdaRHcTRKbUp7yGNHFJ8sNP7R1gS7cFGly4a/WbSLqKM405J5ormuI2PKI5Q5uP8VfBb43TRLqE4F9cvsaRk2LV0GdanrTBL3jO73sNa2duZX90RHnlvHVu1Vtp6kcS9/e9MKtqTJw/ympbDlxHpW8ozal/W0SgDR9graxy/2d9O2RC5fCZ8EqsxG2NEhtjvQnu9ijtwyKrIjLQUPqP5+iE+Rk0ZeDpEvOQnDpeC0NY/aky/lpm0QuqOcWOuynf/LAuNkvszIt8SK3VnfP+Z4Yyqv0O/dLxddyz3N5tZY4HurjiIconQgo5xBJTWNTp/oHO52MfLwTE5n6JnxZ6wIOaXpcK3kHbSuTeeh0hjN8i55PMCZKHVuj87JmGXkCnpohbVS/DxKMwamyXFDkyIMk4dxwoR+QlC1C1ecAynvEaMU7/N9deq+MSE0WEEpBBkxAGpxkAmTAN+6CD1nUxmpnlJp1lqrrBf56bysxaiIzAr2T1MNSMAi4Ujxmm0KVG/H8IsGRPuuTpOHfF102qPIPYUmk8yveuSne3LcYz7ImGd2OiXi2ClQlUcHCh8mfw9JFPSJvxGWwpGiqG92fzHjjtM43t25eCeOKPsVfSF04oa/oOqx2bW3H313oBHThHdw/1rjnlsEmuiDFBDuwyLu14zJ7SbFulxYCwzE+CNowfas7hlUlAzEGb+eYXaQlBxVlNheVbGaDZ0WhTUaOQLqlzx4m6ne3zWDsF24WslyYW2L6XxEMLRLboKkNBuUPoySEPvRR5OaTxN9nyD5kZQ2sS/fnCr5DlD2kSO/UZVIkjXHjiiOR/medvWlsmE9W3nGSmnGNMigsPYx/GrMKDqOwl8/erMmuYuc50biSUbKGfHaIDp0DCJPCKjextv70NHusayDQDNm/N6yjNayIxmlaKwweyon41KwUzEeebH99EfZsNZnWoLrYsZJfbb0xSAzL9KHi2v6klCh8bdUdC2VZtECi+Rs1VHSUWXwooGl2J/eMclMUvkEAR+Y9geyjjf0dcZZ4+S5JAonxl/6Alqlm27kROw/Ns4V82wc4QxFn1DlXFthrZTemvHpa0ZGC7LgElOmWXvzzE9R4cgwyQsmMXGFmSrCC7WTwVKsy1hYkjXnNTxMee9LBQRzXRILckl1kkrzgkBfuQ5FFgYunivvvzn901gg7sm5gNMcJbYyu6kpAsYkNGc8niF15gjz1Dv7M0RHgZaE33wrSewUqPz8zpDLorkR9dG8hONKHOK3QsAXM83k4Eg71Fk1zQu0FkBOEhXh1GoMNSsipJxce2suX6fnIn9KWpTB7DSyXFgLjGatNGPZSVEWn+gRX9PQK1tiVpOnrSolRdEppj0brJW+hu8Mqc7ITMqDXXi5sKb2LsehbxdzftQm5llJYUinVQPCcZ3eI7ygEfMsLE8bDfVkBBKOQ4XzPd7nJhUnpXplrjxYz0GesVKa1a+ZWPV3euYejGor/yzjmL+eYmiMfGXE52jYJN4hZrfpNeG8zcoxmPgqi3nFS3mwNlSqJDfFjZNK1sRPzfSdr1AFlfES0rXc04y9ZbEfjjs8kDg1BolEEhLxIHeOIsp8dYsXYmcSPHzsFJ7PRAAFC3Cigyl+4H7lZ+/6Ot8f0D4Ygcgz1g4HMicGoO5zdVBXZ/zVXLsG9r3zAXz6wQBsu7sBampqdHFqYMC0T0OU63I/V6H/jJGnvgHeMx/Bz17eY3AeQ3UvJnzi1S7Y9sL78NhP/LCxlrqiA9ydirODQ32KozYDjugMYeAvX+J77A5sX6cFhZ7eBN6NfwMnfrhRfZaBUdy/lN03rUWVFxIBiUARCFD/ze2fuheRr/qfPwNdf5Fn77EuKkwAbHlAdWiCz5neXw1efzIzAw1OxaEg8YAdP34dcNmePgV+nTrmh/dW/QdoXmXt7yDnhUp/MJXmNchC0whPj3RzR1GAuF29UnGo4//HmKGmtE/5y3dmHf4IvBsf8gOuxlJ/DNLnInwsdXUG4cJ5PzSicyQ6Jt44CLc/vwlOnnhM4+vjvwrBBDnOQkdLy65rhPqlSpaOO3YAKohQlTDuV1RCF/Zf1NuyFEi/R6Mp2LO5gQc3blYcnKV1tJmZGOdO1rhTySLpVORZLNaUOfW16bMjsH7HIe5npf0enaOkIsJ5BS6XP1O7mKslnLONHv+9FiSabP3NtSCc5+nJMZNK8Lg7xf5Q7U0AcoD1y+++DnuaVH5TXQOotEDD5yiSgzvKCx1X3te9VtJLO3lG0JhVIQxc0+GCn6HMLPo8m0yjP4JWXr9gIg2B7zTBw+HTWjhuNYTksX6eLBrigI3s0Jw6mvPMX0YHONdeDRd/44PYRzTHpR5Tiq+a+pXWvPt36UkuX4vol815FuPk9JkQ/OvNPvjF2begeaWimmZOj6IvJWveev5ECKYbdkLjslxMS0rXck9zPjvGwjwvZF2iZdKepmv5bDPtaeHWK9M3K2m5h/4TGLTUATsg/32hbRfztLXiXhbl525yM82yjDPNY/EYixl+YyxxKsJnml2dfjZ2BvM0hONnlrTvRSwMXpeSa36sldmhnCXQWma4pKZbmbXoHdXNchQdjkuqQsrqAXdP7jLCsJq2R/1eJU+WlqqpSzd7NUs8lWMtb9vW7n7W2+3FT+J0MU/LtQX3g2jFLOMF0aCcaS4j4Lqs8tO5LpK8NCBQqH9SxHxW7jH8XF9HJy4HTChbaGK4x5AvIVM/0Sc+S8e/5TyDyyGxX9OeXcMnp9TPwpiX8vm/vTrv0mwqk5hlyjfrWGl0ILYlGT45ZZoBpm/Q8pmJhLIfkMY7DW/Elr55T7zH6nu24pM7+lU7Yq9cw24v6+8hfuplHfjNUFrCmcDl2/SdZp6e9kkaZWbJvMqnXFjna3Mxcyy+XR3Yj35J2rwsgp+7SSfHWH/bKm2ZO9EOyQ3cj0dTL181JZb0att97Oh0Dlgr+WLOZ4J8byd6hDb4WSk2vFxYi/LM59muXcQqQReuEOQH7g8lfqHfy0nbCGibnhDFxGw05x/YLuSjxmqlS/qYV6NrUScxK00zzaL/6flJabG2l2fMdC3KLWZrLWfTtUg444v8g68qEWDpwuhS1F+rcw5d25dR4IbGOCV1dRm3svoT38fPK3UNBpXPtuKn1QL71/D95ubViqXF2lTxEt3mGyfNdJ0+FeR8lVbx9KO/JuK7Xbjvnngtrayi7zBvXeli3uEI+lFCXWVU+RSg+XOMVI1S07Vcnl0iYplrsjkdBTtVJORjHS3Kfi4iqiDuxaADPzmFHwT38Wv/flSEH/GgwqTskxUOPmKDCuER8Vn9NObAU7H4U5muHTOyeHPRP8rBGks89ZugZpggvEjQIGGJDu5oAJ030BLJG9voQ+zG5el24YwYZB86CMI90cS4/eqH2Xnipj/xrWyK17FfyZPvvdG+D4qKN30Qnsqo21st2ti2XU35lfqWyiWV5lKjbJ2+FZ1bx7zCn86mf/Yhn7VYmi0MXqIfrkT+EUsq/IPQJUc0FKbfizWVyDrzcTUt5Uqgz2yMw+WHhZZmB3V7Q0mJ9OJSTfNRiXSQOKY40aE6Uf3JSVpYz3exzYTzL3K8RrgGVQc8mgMkxNtyP6fqYFMo5fQtV2obva8K0Y56xToyqPBdEY87slLHCIF5ObAu1Ob+3auV8V51/kTGBVEXOrf3hTUlS5SZ4fL3LtcNnP4oTmuP6mBNjVCQTtVl8fReMVhTkjHcU96OzkzpnS4ShrPdhOdoF64Wq6K3n9i1y3RCUSb0y/+nP4xwHzPUJ9xNDoarDdmYAby0ZmAnbMmHjTEckVO3emiTJgJM1XhyfUsHe7Lts8oyYx1tl5Kui5FnzHRNxU6gUyjOG7CunG67VWVVq1P2gr5Hrt9ekQ1RrsR3rjVcTHRdTBkppWRUdf6FE1NUNjeWiTcRGj1ouyOVU/xaOwM52/sojVJiTemX44jlGScNdK1irPF4HTbC2EPx9W3Mx4EzRvmb16cMdC2V5nJQzizyMHcUMZCTMNB72DiwEEFed/sATz3Y3c48u+nnYU+aBrtZZK9FFRZ10bGze5m0KBV/YcbatkK07zuRyD+7bheOGaTP4ftJi85ulTkaLMTsMrWDlZdeq9cW4zMqv1SaF6ZlZk3nC1PMRZFr0f2T+rpBUM0Wfxo9AZPfB/TNaHmQcW3XLbkOxNKqPwnLl/AhhV/KUbF0QFhzbPIAiqBMX0BfHOiTw3zMoO8JWpHl6o6Ygy7pfgYbl5dJXUFgTmwxYJ3EFQvXfalXU0bThBGOPYRJoaMQ7dJ7+eh0tlhPY5smLNpMlM0uXMRbDFiLsszlbNcuhLfVV0qUdsjfJ3g48iKrYyadYBH8Aoj1gZ7Mj5HjLFxJqFOYKe5iwNpM19Z1mL+ns6VrkTO9l49HKG1u3a7i/cWAtSjLnM8Fxsl8dJ03L3UcyDeu0nvloOvsl81RqpXH4kNg6U2tkMQ9y45VTm1/hShl3Z374IkfKHuSmh/3QhG768SrtufrXa3gH2qkbS0AyxugefNqvLjCD/zgeq3TmR8Eu3B807ES2zF/CsaQqlpwPxOB2OYXYecDP4CDzfgt0tEE7LmnQBmMKcg7iYBEYBYIFN0/qa/nGT2XLMewPL2cZSbglU43HN0xAC/pvolLRXTU5ntLqQCFX5EHYW2xx1uPxZLltVBL37o3HR+/OwS3PxSBX7w/v9+1rkKfIbXCb4gpz8VwmzkfBS+OGd/rO67JDQ7EqJixp9aGzvLR6WyxXoL5FBrJ7MIXA87zUQa7dsnX7/O1gyhTofAqhxNcTSKm+eyAxruaAaW/RXdY0XWpCzlbuhblob36+fqSXZuLNCr+XGCczEfXeetcxDhQDrrOM+znLbYMWAAEam+yHlqc9+yAjntKU6Cq2kZo3b4Y2WZp6ruYU23csgciF3fC6Ks+8G79InR+ZTs89RftsOcB2T6Lud1k2SQCZgQ+GA1AsmUETm+RfdeMzbzfT6GztjfS8E/n34bG5bnOYuY9v0WUYPiVEDS/dgqa15XJ0HIFY72Imv2yL4qk68u+iRd9BaXSvOibSBZQIoAIVNfCxgf3gB9/DD24fjy1TMIiEZAIVBgCzs0e8FRYmSu2uNVO8Dx+ZaLdvLu9vM12BWNdXqCv7NwkXV/Z7b8Yai+V5sXQCrIMEoFZIMCXBs4ivowqEZAISAQkAhIBiYBEQCIgEZAIzB2BqjfffJO8uNkeq1atso0jI0gEJAISASsEHn74YRgY/JkhqGoq+61JQ4C8kQhIBCQCEgGJgERAIiARkAgsIgSq6DvNduV5++234atf/apdNBk+DwicPHkSbrvttnlISSZhh4DE2g6h+QuvqqoC9J5tSPDW1TcY7uVNaRCQdF4aXCstVUkH5WsxibXEunwIlC8nSdcS6/IhUL6cZkPXS8pXLJmTREAiIBGQCEgEJAISAYmAREAiIBGQCEgEKgsBqTRXVnvJ0koEJAISAYmAREAiIBGQCEgEJAISAYlAGRGQSnMZwZZZSQQkAhIBiYBEQCIgEZAISAQkAhIBiUBlISC9Z1dIe6WOHoRVD6Xhn8eeBucS4zcnoz/aCg++vwfeP+S+5NqwKSWJT6YyAHidwc8bZTJJSKZSkDyXhImJcRg/PgrxmlboPeAGh7Eol5y/TEAiIBGQCEgEJAISAYmAREAiIBGQCCwmBKTSvJhaI19ZpibA+/BfwR9+fR4OHKiBxjqHosim18Oe7zfCj5/5R/j1xAhsW9YBjZgGKbqpswA7erqh2ZldTJBBxTeFYY7lN0Lt8lxtN3NiAGoad+Urhfbc3eYB152Y1jQDZ3VuOlpEeSERkAhIBCQCEgGJgERAIiARkAhIBCocAak0V0ADjr7ggYPvnwfX190w8OwBXuLWve1QdzECB7/vhYGJ30P7/nY49OxBHubp7ILai0nIXPwU7x3AUlF4ZufX4cDIh1pt3fv94Dv4INSiV2NxONbuhFh0A0C1A3/45vI6yEQH4M7vhOHICT9sXumAqiuEYjITUQgdB3BvcQl4tHNmIg4jb0QhU10Lrs3N0OhEvHSHXTigEST0aggmLgI0uJph4x1O3dvZy9TZOIR/GYXExTTUrGwA172boBHbwHzMnI/Dm7+MwwS2tWtjbnnM8eW9REAiUAAB2/6ZgfjREIRPJ6DGuR6at9wDzjxLbtjFCXjnWATip1PQ+MB2cDmz/NZQgqkUjL42AuMp5CktLdjP88RjKQj9dATqtmBaujjEc0KjcUghD2i8uxlcN+XyCUN+FXQz8W4IQtEJgNoGS6wn3h2F8PFxgOVO2LR5MzgtDML5qhs/Ogzjdc3gbqrNiZJ4JwRx2ADNprCJ03FII876IzNVAw1rneAo+/iItPhGCDKuFgM96Mumv55JTcB7E1h6Xk5cTba8ARpyxq/8Y1/qBIbF4ygfINZbEOs8dK/PE834RZUxcyIEw6c+DzseWKd7nfraCETPZqD2Vhc0f6Xxsl7dZo2BDg71ksb811EGSTkawP3APVBrnrwoxE9wFWH0tWGIYJfa9OB2S14zgf0iVu+G5nVGOs8tyfw/mSsvy9dfU2fHIYGkbqgJrqKsW70aas30i9jE3w1DFPmJo3ErtN5lLZuxzAQcfS0E4+fTUH/nJku6TJ0YhZFjmM5NLmjdTNNZugPbJ3o0DPHzGXDS+3lkQN0bFXlZDL/RV4zz+tFxSC+vR/6CsqyFvMvjW7VTueiaPjll96NvOcujPAi89957howSRzrok2CsY3iMP4/0tbKqZS4WvjDNZpJBHtY+nOBhicNdPCyYnNalkWb9Lat4vNZOH4tEg6x3t4vfu7rDarw087V8gT+jvOh3fZOLuVvc2jMX3osw/dndF9PlVVmXZqyp9OlEhHnblLpWNQ2w9IyxTsnRXo5Dx2CA+fYr8XpHFfwppl349Lkw21rrYK79PhYYVNrW3SPaQc1rMqml3drZy3yD/ezJts/yfD09QUOZ0sd9Oe3iiyaNhV4Ed0Qz+Mkpw28RFOuKKIIVnV8RFZ9DJW375+QY61i9ki13dzH/YT/r3e9WeG5Cz3OVjMOD7bxvuvf3s/DxMZacNDETUb4LEbbLeR27ZTf29T7lHd/xtAg1nGODHp5mbzQbnjjSlcMD2ody+XIl0kG4x82WXu9mPsS6w7WSVa9oZeFzWayDnbnjki+excYAnulG8M4NPRFDSOKYj7cH8SxXjxHH9PH+HKwpHpUxohssSo91mkWGvMy1bKlCD3noxVAxljvO3/Fctu52Y19ssNVQ96tv9LDIhTw0zTOeRRnTSh8wjLmTCdbbUs+gqYv9/HA/r2tVSy9LmPpR6bE2oliyOysMLDJLR5Ux39PjY/17V7GcdijIT5AG2r7AVrZ5ma+7ldNt2CAvMjadUOTKoAVPKzXWxfIyPSyF+itLx7i8pZdZxXWvqc8kRn2cxq5v6WCB0QhLJK1pe/JkgPcDd2c/Cwz7WEfLSnbNmi4DXUZUPu0d8rF9N69g9bt9WbkN27l1xTWGvuQZzPZDUbdSYy3yKd25ML8x5ptmAZSnib/3D6Ns3aOMg11HsrK1iG/dTuWja7BTmClcKs2iuUp/tuooiWNBFNACLHA4yIJDiqLlHfSz4GEfa29BIqPn9Bv28o7Y0RfUBLTpMwqDXbE7kC38dIILftCSVQojmJYPO7hvyI/5BFj/7psMnZoYTTspcEjQFO4f9qMy52PhU8UJKNnMF8+VFdbpMzFuWCBGBy06RkfFRmZHCm/74WxH9u9ezTs6F5jswlFoIQPGLY9l22JsWGEO/UIInklyQYEMI36T8Dc2rLS9a39QARGFChK2fccVJTl2WGl/t0kIXAyIE/1IpXlhWsKKzhemJIs9V/v+mQwphsmIJrinWa+rnv2RwXiYZv69qzn/LMaAFXhkjSJ0TStCGimCJAiPaXkouE2ezBrINKUaeTnxqq7DEZZMp1nsSC8X/LgSZ1JoKo0OhIIaOKMqyZMxXlcxbk0nAlzoD0QTLH0hyYI9ikFBhBekNkxLCK6eQaNinIhGWCSkKMethnZljPj9bXsHWHA0zML4ixwLoxH68+yG3X5DdqXHGtsayxlUDTP9JgXAUBj1hvC85hZUCEIoKxwJcnliTEcjhca+qTN+tuzmdhYjRQKNugFUuIin6403uXkWW0bsL99W+stVbdkxN9bn5uVNqP1C0L+7z6hglB7r3JrN/xNrDHLyQaMd9fcvChkA5YWDX7zBQH+F+MnUGUXhG4rjpMuU0gc69IoJpnfoNidr1z/TFaKkWM+Cl+mKxAr118Swh9OtP6T01/CxCAsgnzDz15gqW1kpr/q86Dr49FpmMO6g3EfGK9EHqa9Q3xC4zpxTjBAedeIr8O01zKMaNZPxgMKHdLK4yK+kWItMSni24zf6rAVGXiEHY2CkBw2iTVl+QPHztVM56VoqzfqWWwTXlh1FN8BTZ7T7GazeOMDFRoMsoldukTF6m25EpTCrNOurHjuiWHXJwhtUhQeRp6ulHS1BYZbQDbb6dyvp2hJrtQJkjTUrzcljyiyzfiYjHVWeERO0C59JKrPMrXohDa3CpIgLoUso0daKL1rTdisrAngZJtMskdAZLZBOKK3FOPtP9COV5oXpHYXofGFKtDhzLaZ/xnClD9Fylgegou1axfSzlbEhRXkTQlOh2k6eUgQsd3dWEUjHFeW4K5Q1zjFVWG7vVI1sqpJEZe4yGclEGc0KTaXRQaTbzQ2SMZ3xINKj4o/jWfJYP+s/pl9Voxg9aLZCP+trhT8pFq69HZxfmhVjHh95KRkkDbwUn3m7VYOlSFRVWjpC+nIwVi6shSIpBHZRrNyzMutDSmlSNyOeG4/xmUjz2DeTThrG/MmYYlSwzxd1bNXYky9uggzHTe04AaAzVCOuZIzSK9G4tI4bnUnh0dNEubC2wmq+nlliYJG4kA+8OrqnFQBkZA/iCgw7fiJWVwwcn8KGUZRmPY2ToQLajAYgfTFKifVseJm+TPzaqr/iJEWguzfH+BjuvC1rdMCXJ1V+qxkichLXP1D6ETcgCb6kTpYIfkuGNaPRUpkF5bPRaABKntHzCgxz5cqalGMpsdbXqDTXxfMbyl8YSIUxgZ7FUGm+7vasjlKoncpJ11kvUSgJyGORIlDdCP7/9S+AdGT4xQbdgBYvwDFQe44CF6+Etn8D99023oN73NY6gPYXjOP+r0P/eyPse+cDaG1xafuDMucnYPSVF+EbdTWw/v5dsOG5I5COdMDXbq0BZAAQS88AWqLhQIsDdrVugvprl8Dnv30Aht/CjTGX3YEbYCyORDSU87T6M3X8WRL3J9uFf3I2BoGUKW0H7kG89hr4EPdsZVgGQi/9lKfnefDLOXnRrpyNm7fw596Xw3zvuVO3H23mfAJG0o1w4MEvWbwrH0kEJAKFELDvn+iD4N5tPIk//+OdEDqbgvFXD8Cu6G/hObW/stQoPP5dH+AyUvDc7YDxE+hrAPet5Tum0DEjHc33NmhRrlqu7K8Nn05qz0JP3Q9/v/sX0PXQJu0ZXVTVboSO75n8LqAvCuLZm9YuM8StrJsMRI7+fzlFrkXfDnSkEbbauzzgucu4F7lm+VKY+kIzNBSo+sQbB+BPj34XQs94oN5xNe64tT4++lT9lIQIxnG4/fFmccfPU6dH4Knzd8G2jdcbnpfrZmq6uJwy7wzAztd+A5Mv74S6miWw7elhSE2R/cd8WKNR5ag17BU/f3Ycrr3VC9tuLwC0mnShMrLzIahvPQTho13QfLOuLT/5/9v7GuioruvcLX7MyAFbwsSRbJxYBNuI4FqD7RdDX1aDvPB6GmJ3WZSsIpL22WOSleAkCwvnPRB1U1nEq2SwU6Kkq7LUdvE6ctpk5FWIZAcygxOnI6fEM17FkYghEglORw7UMykkM1g/9+19zj13zr1z78wINKMZOHetmftz/r+zzz5/e+8zCqFf/tacuQoXVC+dD1PjaK/FUjVmj+X15oiBTTFSF0b1tn2d4VpdVQ/axSiMjr0HufjJPF3nvhJ1oLU5Llh8TVoJf+JUH9z5JEDkwMNG3MV8uFxeltFecbzkeXIb1Mn63hPD4Pv627D9kzofRRsRf9eyA3ChDboeXQ1jp/B0GOTrzhfajdl8D1w8sw8aHnoWRi8kYGDXn8DRxbth4ypqCziOS0zBZJ0H6t4nYnFB1dJ58F4iAjE0M1S1VKLzqQQMxX8PvqeurJNo8uc3HCPXirWAkj/Q07IS9h0dgwTS4sovRuELz+m45KinYtK1mjQLui7x+8CuDbC6CX/u1cZvy9bvg/aGF25Ynf6+tuHPWEnsur6f/7/7YRkaHdjxHT7R3dikGyeYGoNn77sL1jY/Dtp6DzTv7IaWeysh/EoIXn4pAlOpGISOHEVjHAmoXbUBhmIxGAr5YU3wOdjaFSlx5GYue7XLOaMNvDpqG2ku9wU1aMxrwVw4dAiNiBnjFRckxidg/kKMEgcKAz+JA66ko3Exe0NAtWg4jK7o4Ol0HGgAYfSnffBZ98Mwv2q1rWV0Fkj9KQQUAo4I5GyfGNK1ogUiXV6YeLcP7r+lGpY9tA9Q9w8al/Ku9J1X+9nCmPbS43DPusWwrH4l1L6/Ena8gMaTbK5RfSGutspY5oS5yCdwlxOOkLFB5BOJ1/aB55/+GH7U1gDzLthxdnPEseM/hKm6jdKgzexeHm8uWLnmRoZz+MRFKctZBrQ4AD0dSYHn0bUmA5dSYDSKOQi1D+yBb/9wOxpPSkHmQFv2nfv5+Ms+mHwAT5OwGhTKHbS4PmoaITIYBP/+NtYH9T21ERY/9C1I4EL8dC4thQaMXtzHMKz8eB1OS+z7qbzixIHwc7j4hOpOsAbpPxGXZsLXoCGgDy4CLRiA0Ysij+k2kn7KK6XS9ZQNg4xcowGvQz+Fua5akwGrJbetZD4Hozjhy8FPJm73AIpfw97vvQIn/n0AutGIrLfpDgAcA35l/Wfhr172lxQtzzQvS6FRwe/N3wweNsEFmPx1GHqGfsP5+W3VUHvbMliGfH31E73p8ZWlHuo/1QP+rW5476UdsGxRNWzq2wy/OLmLnyQzMQqB4DmYj3HJbaPu3nUsjeHTaV6WOBWFfX/qZkZ+Zf5vSa48X6fLb3BBsuf7z7Oy7misherbNgKqCEDH+hr2LVc9zbujeHStJs3lQJLYEI/+02vwy4p68H4eV9cfxR/ePQ/9AVsha3/Uw7/R96/9Dfx12xaoTS8gGiW849NBGDo5AuHeDtZxfmrVWgidmwKYUwP/57XXYOTsFPT/cw/8YWA33L9mLdzfeD9s+AyuqK2rhZ5ND8Ba/La2cS20fCcO9etaIPDOf8Gvv3X5Z0MbGSzxhyq0Soviz/DiF7ZA7xtjkEILln/T1spyTUPZXO4VN6yGbStr2Gr/7m+j5Uu0rBt6bgfruMZxp1pctJJOZ2Rnu+YvTA8bJs9FobfLz+J5750e+OgfPAtjKH2gLoWAQiB/BPJtn+7NXlOkA0fSO6LxBJ8cdxwegf+KToF2PgKogwj7cAV9IIa81nJVV/FBQcxmMjxO334XhU81oUTPT/ZCzRycoMzlEVw77xpLTPx1Co8evP+ZU/DdQ//bceJoG7AEP7of5Dh/8RMdEB3DIw5PDMCOx19wzOlYvw/a3/s0dH6uwcFPCv6+ZRObpHlq00MfFPa5tAsnGoFnz0Db5/hC5qVFUpxQrpp6cKPEWcsXOiCSOAm+pg8ALez4fvDOtDLwzhsD8M0XuMTVb57fCGs7BqcVXvYc7d4Cz27wg+9B3gaEG1t/wDFJ46N3s4nGll0v4EkTZIF7H2x8/jTzRv3tlXBlxSCjgHzHchx3LO2kBMhCdE5+UlEF238Sgsff7YXdz+IELxqHZlzwiz67Dv7x4X+GtvuqgCx473DfAHPdj0Hfm1kWqTLyN7MfCsHLwv/ydbjl0RZj93kcj2GNXpwET3uQS2xOxcG/3Q3R57bA7u+N2RcIMfTgmFtcSeS5of8QUhEoOXjdtVD5HygNwTQpdV/6eC4pxnV4QsPAC344eoTj+6kGfSwuIi3z+6Xwm6q7PYD6+UbJQ2idXNB5znoqJl0rQ2AkPV86l50eg1CSbzs8ok2No/w/Gnyhe3ivmxkkIKus9M38y14moXdn0ptzCBI/3q+1NqC+EeryeSUjYw7ey+azHdY881wHxarXRW5JMtzQwC0fkoVxwoR+Ql8rl/vUedSLE9a5UQ9JhGd6dbpl3mw6eUKvw1YfPTmidbhvtLGgPvtVQuVUOs2zUw/OdD47+SnlVLO2T8w4uZOuK7NhMBxgBmCItlt1Iy+kX0jtV9a5ZPqK6Mc3KOuycRSE/nFaRxrTQMMxZFiG7BoEty9nhmyCaHAqiMZs+nXr2q1daAjymNmAlYaGAcmyd7ON5WxKrRzpgIwbCgvR7gZuKZp0Wq06y8Lir4wjRzj9HzvM9cH9ZBQIf0HdIrN7ezdii4bUhI4iBbHR90zHxJ9IV9dkP0TyUCyshf676H+kLGR/RD1MMoQm67PyAM59nxxh8mQ/0wevaPBp8Sl7K8PCv10eyYgbtRtvb1D7NzRMFh7sZ9bRoaFNC6CRMmZwDHWY+/fqxt3Qr6ADk54zJlIsrEV5ZuqeFwamxLieKNPplvTS44PcAGgnnpqRi5+YotNfSJ/U0BPXbazQWHPkMDc8SrrS4ioa1jl4mciPcc+jvYo2LVvNFrQp8w1hyCt9uoyRCnsQ+rP+YcRbNyBGtBw4iTjp7cpKo2G0z2DWcxZxJrVgOz+lxto/FA1rkZVC3h35jUiU8x2y7ROPD3FDxYipMJp7afVUGLpWhsBEnZXI3a6hJKOcKVLDzPcnDNNMxNBQzNbWDEvMQvHeMDiFRqXiZ+NIsOZf8vwIMxpGTDVwbJRNzNN+JCNUJYLfdLJhhzUPn3vgQIsWxITJkqXdwCEvdzRUQVZ22RFi7NgH3ilSHcuGPuQyxQ7yjszWeA16FPUqdwJy+Nl6pjKpSfPsoO9M57OTn3JIlbXfjPaJxklwUmwMMLEgYgAlFthkozyinGKhy84wWDLKDSrJFpzFAMHTFWVGxhx5vsm6P+cdd7Rbjq8TmcB7udOBwDFjMIvHytAEsMNmUUIqPk4o+ODUDk/rQocYYGdOKtMxMuuuDkaTioW1oJVpT5qxGHTMpPVILaRoW0Ng6VKnnwhPuS2kXcxPdnkU/ZRdXdA3uf/ibRHbXi9f9LhSJhfTwUAgahjCG06PvYjnEGZEA9n5iWWRjSLFhXpaBBRGrESe/G/hBHCcGymV8S4OXefmZQIP457HpJmMthK9yqcSCP5t2jzCuAgTe8NgPG/CcCulL+iSjclsjdXxNuW4GaIbEjMZiMV4i4O1gWDBH+z5DU9W8AhGd/QJeTqNrQV/mXY9FZCu0zJK2OrUVZoIuFZ5IYZi1bFYHGLDQaYwL3J6TZMPhs7EmPvISbyf4eKANbrM2XhiFHY/vw+eeJ6LVIlw4d5vskfPGm5YJXWiB6rfXw3V1eZf5aJlzGgYif1uvLcOKisrJT+V0PPmlSIoJZDJ716B4u8DT30CfGfehe9+Z1uGKGQ+7mOHOmDjc6fhiRcCqNNFTRENV7R/mWVgX9dAZkZQ/6nnL59nhkB2b16R6a5/QeaMht/IKIW6FAIKgUtBgNpvZvvEmNBw14Lr6qFWF5N2rWoBnDxABclG4iWM8gwe/2/2Tn9CIm+lbuhIEx/QTRhA0YOzMKlEjN23rFkBj4ZPAUoQ8d+4BmgxmrnhIA+0gRbDkGPo6bXgW/MPcOIv1jB3MkgzqOtE6x/K+4YqSl9p+hKg1VoIbL8vXRYUc/zqqo/D6u/+momWMocUGpGSDFQKvOsfCaSxTGqQPBthfakbRTPPnwtAvWwwSE/BUXJbF83uKGHRbFHuNFjSE+b/aDQB29bx/l9ymcZjDN5bjUbX5qb1mrOmKcW8YIVXqoskoJQEdG+6mRkXw3OYoWVFGnlqi5NvD8DKln2AO0/QiiLEV8I1HQxEeevXcUOEhpgvOqTGRpmaHhn+y85PMuuaDAy++vmXYVuDjve8SsBFfKh7P6XoYobyQsc5PxJ5KPQ9Fy/LRmNpqsnMJYlm3+T1GqLZ5OOaJZyWAj8eMgUgWwd33VlrfLOmWX1L2q1+cwegBWw4TUYdUUx47eaPwiTaATKM1aGB19jJi1Bx/0aoX5BuK0bk+PCfyXE2vpa/XVHPufjNRJIVt6ZaL7WrHp4e2MuM/lEHmm89CcwKStdKPLvgCyzTSiDb6hKJSXsbFrFVRdSZwxUuFF2ynGNGK8WmI1Dw7Ds6xw+JSfOQGBoeP+XbysWCaYcUOyieP9xpHhke0oZMvxEtdjLCdprd7QFt5AymaXLHY5YkMaFpFbQEPDtjzY8usRWBZvlGkRoUtyFMOwelY2GMMuVy17RYSJypnLkzRKI8FLdXPo+SRNXw8Heepi7miatx3TvbNP/hiJbEnW8SHSXxTOs5lka2ZvGB8q12mmenApzpfHbyUw6pOrVPOqeZaNk4J1nfmTN2eHV+K44XobIGd6bP9RTH0tVuxaN/dLFWsTsdJmkTbOd0TqpVvE9gJlbk0zuLxGuWszw17+3WOvf68FikDs3btEhbvDV9HjyFL1s6QLUTOiKRdmrCkqioht8JK6oPX1c3lpvKzo+R8vYhX0YsO5tqeX2h6GrGpe9O2Urt6Ls/TjvN2USzi4m12FlM0wMvpdiRFOfO9u/0aO5NPi2Cx90k4yMaTlAN0UczLvZ9X/JkUGvb6dOCeCY2XXS+LOHeLXDNgrVTHq3p2h3zSH6SZ4JcFLypMz1ekQKXLV1LZeCPmbv8U/EI2/V07xRtWffT0Mn4h1DlkFUy8uUnyWM+pvphjAEJa/34JdrxE2qBMm0VFuvcvMxK1waEOdorSY7Q7rFcFhE22I5qjnRkV4yLoccOt6VFqW3omo6sYjug4thVHIeZJF30dyERI8TnufQElnF/h9ZxIMiPcKMzz3cuY8e/iv5A5KuwWItUCnPPxW+sdC1ozXTkFEpQoIV+o5/MWk9SMQpN10o8WwK7FB4zGgo2qkjIr7U1LWGdFDXWIOpS0IVHTrFJMz0HdjZrzZ/x4mCJT6xkUcAp1BHo1CfK1NHRjybQI/lMePVBnNPggdIu1ysDayzIxK+CxsIE4UQDDdGpEI7deE4q6VZ9YFOHFpHPSMawudw1YpBdHUwnmgaAgWN2E26Opjgrm/y17eRp0tmAQUksS3SYok7p3tFnI4JVAhVEeVOT5tmpCDs6n52clHiqebbPyAEuJipsGri3+w0eQSWc/E2E2YCggZinwaWhNJDBa0f0M5zNurB4nqi+IEbtpHoTni3qwJvFOaxCfDV2kOfFLdlXEPzAOkAsNzqgReKO7Vz0tBkXbWMWTPq342CTeLSu6yzKTX0k03nWB8r03VBDkklQP/taHqiRc+xwWo+awjZbz2ZGP0Nd2M86iGZTHMXAOijp+xKt+Q6n+xM6K5bh0cTPOaUBp8CH7q1dYc0CZ9a+Twz8RRys/zouLUQ4YJ0tj4STfFGe5cWiIdQ5b9Xtf3T04cKwg+p0MbCW81nIZysGQldfqH+wtHFSJmyXUH007w9asMmDn6DuMo1jBB9Jl4lPyq9vatN2bbqBTVrE+If8FBLrfHiZla4pT/m0VxI7J74gi2ZTWHYh30fjX6x9NDddyybMQTwHnrvxyTbhbPAQ1LcW/gXfbT1gbk+k80/4Lm6oYPF2hvS2iYuqtAAo2hGrv/Z+Y2LIE+X/hcRaTqcQz7n4jR1dx475GWbEy5j9Ajy7PSyPsbPVkyhEEehaTZoF2CVytzYUYZSABlmdB80dB3XcdPg3XcG9rZoXdZe9W73argwmyguXPI/6yqS3LFbI+Gfbf7GjIhq3t3fE1l85f7RinbMspPcdiznvrudyxwSSZzF8PK2PlDVNXLCQB9NtIWmQIgJimkldD13ofgmnUroTHalJ8+zUyLTpfHayWRKp5ts+p5LIC6jdZeGlvF1mtnVaXHvsQ54MY1bM//lM/zMFTNnRAQ6SUCWJSdFcKgbEE0kiy703cqlR2IcjXu80i8MQpYB1/Lhfu+6OTmNCxfp/7HsutZ8waN6h/5pprCexfcVwvJLrKgWsc+XxctyJL5AkmfUi/oNsyPHKxk+mkjEtoksNZEaQ1IaOBVEqESUJhSSi7qkUsLbSdWb+7b/kGndN6uNja2gnumb+HeqGxUE8wsGdt0X7ehXplwLWIi+Xcs/Fb2zpWscsW1051RPlsRh0bXMwEQ5v1VUyCMxd2gxx1Fl23Vxj6K+JzFXfuQO+/CWup9L4pA9yHXzhWlgFLjoPOI/renczBHrxHGdSEllYB43rbsWHq/yah0c+1NQ4g5DLHUO6lmA9OsdgdqGjDb4agaF134QtD34J9jTiOYKDMdh2n5QHTNOFx2DlHac5BfWmEFAISAjk2z4r0GZEVY6zilxVyG+luOlRS43Bi+0eONrSA89bzva1828JfnW9zquCbOw2HzB++2YvfOSRCPzg9F35eM/fD/H6Eh49pfAYQh/2GV/oOm6MG1j/n38JM3zmovmZxnoOth+pp8vIz9XygfiC3VXl8F34zcZPKlw14G4QPq13PDbpnkbA0V/JXXZ0nW8mq3CclO2ag+PjKpvxsRNdM//ZIiQe4ZDm5bbFbMmWiluuMtrSdRbMRLmc6onci0HXJcz2BUTqXrXUvuuoua8FjZ8UBp+Kqnpo3lyKbLMw5S3lWOvXb4PIhS0weAjPtNzwYWj/6GZ46nOtsO1BVT+lXG8qbwoBKwLvDPZDvGkATq1XbdeKzYy/o5GwwJEk/Ozc61C/0N4Az4ynWSIRhl8MQeNLJ6Fxhf2Ea8azeRVjPeNYqggdEVB07QiNcigSAmrSXCSgVTIKgctCAHdd1jy8DQL409BK428nlHXsy8JTBVYIzAICNeu84J2FdK/KJOfVgPfJqxPtxq2txa3yqxjr4gJ9daem6Prqrv9SKL2aNJdCLag8KASmgQATk5uGf+VVIaAQUAgoBBQCCgGFgEJAIaAQuHQEKl555RWy5Jbzqq1Nn0uW07PyoBBQCCgEJATuuOMOQENg0hfU73wvYXpXLwoBhYBCQCGgEFAIKAQUAgqBUkRg3t13350zX6+//jrcfvvtOf0pD5ePwFtvvaWwvnwY84pBYZ0XTAXzpHhKwaA1Razo3ATHVfui6KB4Va+wVlgXD4HipaToWmFdPASKl9J06HpO8bKlUlIIKAQUAgoBhYBCQCGgEFAIKAQUAgoBhUB5IaAmzeVVXyq3CgGFgEJAIaAQUAgoBBQCCgGFgEJAIVBEBNSkuYhgq6QUAgoBhYBCQCGgEFAIKAQUAgoBhYBCoLwQUNazy6S+Ekf3wM2PJOEXI09DzRzzmZPRb2yAh09vg9P7PJddGm2CR3FxIgWAzyk83iiVikM8kYD42TiMjY3C6PFBGK5shs7dHnCZs3LZ6asIFAIKAYWAQkAhoBBQCCgEFAIKAYVAKSGgJs2lVBtOeZkYA9+jX4ff//Ic7N5dCfXVLj6RTa6EbV+sh2999cfwy7EB2LigDeoxDproJt4GaNm/FxprMoUJtFQCfptyQVWVy5Ri6kQPVNY/Zvpm9+LZ5AX3nQlITGpQM0/Nmu0wUt8UAgoBhYBCQCGgEFAIKAQUAgqBKwMBNWkug3ocfM4Le06fA/f/8kDPM7tZjpu3t0L1hQjs+aIPesb+G1p3tsK+Z/YwN297B1RdiEPqwnv4bp4YQyoKf3Lz/4QXP/gN+H3kUdNOsWv5FhiKrgaYh2GQMlwLq9F7D9z56TAcPhGAdUtcUHGVUExqLAqh4wCe9e4MCkmNDcPAkSik5lWBe10j1NeYMc7lDrgIEjoUgrELAHXuRlizqiYjDfqQeHsYwq9GIXYhCZVL6sD9sbVQj3WQ7Ro+2gej1Y3gaajK5k25KQSuKgS01BgcfWkIVj64Lq+FvuHXBiB6MgE1bg80rrK2pRQMHw1B+FQMKmtWQuP6+6DGKnIzkYBRdGe8FJFOQTXUL7fGY1MFWgJC3x6A6vWbwb3EZkHSyT1PnmKTYkl/Srw9CjEUejJxPZSAqr71VqjKwBzr5c0wRI+Pgqt+AzTfY89Xp84NwyuvDsMYxupek8m/CZDEiUEYOIbxLHVD8zpaipYurNvo0TAMn0tBzZ1rkT7s05FCFPARy3wkBCl3kz29OKRMfVT4WBRGx6pgwyNNRpsYfi0Ew6OITI0bGj9ebxofUFQ5+zZLerzdhWD0XBJqCauPZsY5lRiDn48lwcXGFljZC+ugztKnsrRPhKDv5E3Q8uAKSypXzqtTvVhLmKueAGl08KUBGE3gGKWpCccNEi9BKcLoS30QGQNY+/Bms5ue0BiOI4ZqkfetMLU8azYK8k4YhAaHIYHts/7eRnAvzZ4HorHXjoRhFMdTNfVIYw3m9pgXD8mGl0MpEyh1GcM0We4Q08qlK6BmoYSzHs6uTsdODQNSvCnm1EQl1C2v0duByaksXy6njNqFYXjxUAwaN62DKsvGnByvCbNi0fX58+e1XD86y1ldxUHg5z//uSmh2OE2Okdba+sbYd8jXc1axQK3Fj4/qU3Fg8yttS/G3GIHO5hbMD5piiP9ktQCW29lYeZv8mvJKeGS1PxNH2TfKS36Xd/g1jxNHuObG9+Fm3z3dA2JSMrubsWaCpCMRTTfJl7WioYeCSNevPhgJ8Oh7UC/5t/J/XUOcvzJRy73ybNhbUOVS3Pv9Gv9B3jdevaHeeTifzxuxN3c3qn5D3RruzbdwNL17g9m5EkESx73Mz+r90fEp5K5E83gOc2mX8lk7grPiB2dX+FFNoo3lYxpgXYvaxdzr/dokTTTM/yYHqaw7W36oHbNB7yav4+3de8BiceNj2htty7RFno6tMDBgNa508N5bszMc4cONLM0Ba9cdJtPi08ZDNeUpPwydIDntTOalD8bz3buefEUjKHs6CA5xHilwFC+dx434xMb9GvuBXO165vatP7BiBaL22MteKQclz8aN/Clh4heB75ev7bjlsVa7Vapr0xGtObF15rq1nsgk98WHuukFun1sTJTWax4mAokv4zHNP923m+1dfVrkZOi78IxANK9jAuNEWSazdW3ycnQ8/hb/Sw+T3u31t/n19qalmjXLuvQYuNy3WSOPVZ9LRNPDXF/rOY6za5PLjzW1pIV4N2xXqxp5a4n7TzH6kNbcezQ1crqwG+0Fx5+ySaf5t/brBFPDFvGi5MxPq4MWnga5aTQWMcOd5hokOixtVfivxY4KK/U7mW6XfZEID1GyoeHZMXLkqB4tYnXd8zMRzSHOk0e7zblV+Td2j8VGmtRlELc8y2jfdqcRq14kF87/k1zIXRh/KsYdA25JszkribN9lVbiK92DSV2LIgDtH6t/2BQC/byiZbvQEALHvRrrU3NWjd9p1+fjzXGtq6gFjd1TDynsYM8LDVS86QZBwoYlx8HCf7eAKbTr3VvXZrRsFtpAtdH+ejXAn0BnMz5tfBJ8+ClEJgUKk47rJNnhrRINMgGS9AkDZYoE9hx04S39aAYaGhsEWLe4mY+GM/ljg27u+lm7UNP9BtFGunjnVq3GCTjoL2zqZYNxAPDZmxH+nj9uXcGjfDGw/iQMZgzDfIND7P7QDSnJs2zUwd2dD47OSl+qlPnY9ieIzhR+KBG7XQox6Q5prfH4Fk+CY6H+CDO/1b6nRYtIwZ/TWqd7lrtf8iLhzig2nijm/Plw0HGLyN58Mnxt/iiF7WV9CA3jZm9ex48RY+i3Ogg1ufVFtzSqgVCYS08iL9jEa1/v5ctaIwY+GvakM4X7SavafTwCQexNPHyH+eD26GDvL/0SIuME2cCvA89zHn81Fk+gfDqi9b9n1ymefVBfHy4n/PcpszF1cJjndSGkK6DB/T+w5gUmUpsfkG6pAUfWhCKWBYVCGsTIS2FAAAbRklEQVRaHKBxw9T5IVw4rmETKmORKWffZk6K3oJPLzdPcjEOmuB0S3mlwfW1H8KFjhCOX1hbCWoj5+VJNcWEi/2ftFvsJ7fCT+R4KgX8z1Iv1lRz1hMG6P/MMr44MclxDLa7jTYzcYYvZPQO46bLBB8ztOm0ztLC8ce+22u0VvmblImC0vVkjI27Og5GtHgS6ftwJ6MXNnnKoAmeqeD25Zq7vV+LnU9q8eEga9/EP8WiYz48JBteUtFNj0O4eeXe7teCjG5xTHw4kp6ok88sdUobV7dv79GCxNPwFzkW1jq33qTduDVgSqOgWJtSmvmXfMtol/JIH19wJj5l7q9xYoybe624YUW8IojzkOAxzqeLSddq0mxXa7P4zbahSBMiYgi5fnYrNNT5U4fl3urju5bWCaFU5qHD3Xz1rqEDmYJ5Vczd1Kp194WRSVk7NimCMnm0xVrPO1t1t2AUP8Z3nvzSZDYZ1XejcCCVy30qzneZm+WdK1zlpIm4YJhiEi0P5NJwItPYyncD5DyQOzF+9/Y2FlezPIBPB57VJ6JZNWmenSrIRuezk6PipzrS6809acZdZNpZhIbO9A6bzns/8jRfqKLBEtFyuv3hpNV9syZLdwwd8PCJyVnzolfWUutpt7Y7TIIc3PPhKSLd8qKDpNa/t1OTJ8dUjnD77dqHpUXD8WG+0CB/E+XNuI8ntVhMqhOsW+K9srQUDfbMg3S+g8F2SHESEj8j7yahmxv5saWfoHSLhbVYSJEnohnlZh9430ELPnY7iMmzMdOgf6jLY2ovufq2zDQxPRzg0qLHkFjg0CfeYkLDdofQD9vRzrKYxRayGlpxgwDb5ixinVnGmfiSvV6sKeSqp/GTfNHHsze9W5/U20hHCOtYl0brOT6Bi0h80izTP9U7bDJP3uQ8FJKuiZd1SAtYlK7gt2makXKDE/xulNiTpSGSUT5e5eOn3DwkF15SaulHnW8091omyoaPLHWKYX17LZseWI49H75RawvJvKV4PMTI9kw9TKOM1iRp0ZL4b9t2M/8hf4KOxaKnHLaYdJ1pJQpHBOoqMQTm1UPgv34HSCSmHw7OAMWVAPsb4zsSFsu8SVsC9eC+9cCn4Pj7/hj8+7fB3VWLMgqYOjcGgy9+Ez5RXQkrH3gMVn/tMCQjbfDx2yoBiRhwxQdwFxZ2N7ngsea1ULtoDtz0yd3Q99OxjLjK/wPqVdlcsWgo4+u891Wzb3HUbcnlfvHtIehPWOJ2od7OomvhN2+jlXItBaHnv83i8z58V0ZapD2zZt169t33nbDhPnZkN/zp0c9D6KteqHVdg/qT6lIIKARkBFITcfnV/hl1okZ+lwJ3y2qoqhC6adg+r7sWfhYew/aJNgg+tpGF/fM/3AKht1Fv+dBueCz6a/iaaK8XovDkF0Pw3js9sPr9lbBowx6InqN5dvYr9NQD8K9bfwAdj6y19ejknpun2EZXBh9d4HlyG9TJ+mwTw+D7+tuw/ZM6Rtiv/V3LDkAJAuh6dDWMncKTHbBOHC+01VEj6cpOnYvBQLIedj98hx4EeXBiCibrPFD3PhELGsxcOg/eS0QghiZCqpZKeulTCRiK/x58T83eKRITkyKf2e+Jn/bAlud/BU1P+2C16zcwfGIUEkTQ+uVagrqUguTxW2z0Lbjz/+6Aev1jrr5NxJO+o7745nvg4pl90PDQs6hvmoCBXX8CRxfvho2rFjBvqTcwTy/9Csa/swWqK+fAxqf7IDGRzhN50s6FoLZ5H4SPdkDjLRL26YTK+ilXvVgLl6ueJtAILF2NH6szgs5fyHELn4rDPN0mTSW2K22OCxZfkzZSM3GqD+58EiBy4GEjbDEfKqrWQNsXLDZk0K4OjT/XLuc0Y8pPRRV4v9oi8WoyIVHJvHjWUPlz85BceJnS01+if7uDjeP6sJ+oxJNs9rwYNXnLWqc4lm99stHkf+LUADx17h7YuOZ60/eyfbnUMk6NwV9+7LPwVz/ww+MfqzUXH3m9v+XL7NuWO6th/g0boe+NNK8vJl2rSbO5akr2bWDXBljdhD/3auO3Zev3QXvDCzesTn9f2/BnrAzyxCna7YXHozH4ynd7sBNEy9s4MDBdSKzP3ncXrG1+HLT1Hmje2Q0t91ZC+JUQvPxSBKZSMQgdOQpRHJDUrtoAQ7EYDIX8sCb4HGztipiiupJfapfzwVrg1VHbYuZyX1CDxrwWzIVDh9CImDE2cEFifALmL8QoL47CwE/igGIpaFxMGsFIqdWi4TC6ooOnWRxaYhBqH9gD3/7hdjSYkIJ339PPDGO+1J9CQCGQLwKp01Hoe/f3aIRIGpzPq4WV914L10TQmNFFDVwrWiDS5YWJd/vg/luqYdlD+wB37qBxKe9KNaiFp9EwU+CAD5obroULA7vh3uWfgEErz5UylXhtH3j+6Y/hR20NMO+CzLm5p2zuOXmKlE65P6beDMH35m8Gjz7pmvx1GHqGfsPr4rZqqL1tGSzDOln9RK/EX21KjYsjoz/tg8+6H4b5VbhAIoz3TIxCIHgO5mNcaPLSCFh37zqWxvDpi8a3xKko7PtTNzPQWWs5hcLwVEIP4d4elpuBL98PH153E6ysXwaLq+6G3jfN9JZKjELf1x6D+585BaulBYJcfZtdUes/1QP+rW5476UdsGxRNWzq2wy/OLnLMDoGNY0QGQziQn4b6xf7ntoIix/6FiRwc4BdOFB+DhenUB0K1iDGifiV17flWy9WfJ3qaVRf2Jdpci6OO1AtAY6g8dKJ2z2A4tew93uvwIl/H4BuNCLrbcJFIxwDfmU9Tlhe9oNbXj2xJlzk99jxH8JU3UZpESt7Bs7hxg6bZK+wn4BaeUguvNLjtHS6Nes7IHw4AJ07m9nH3c2rYcM30hPn6dbp8Zd9MPkAnkhTQrinSzszT/mUMfrsOvjHh/8Z2u6pgjgaMjZdky5Y+/eHINjnh7ZNbsaPN7qr4Zs/5RPneXcUka6VTrO8yT/7z7biL7po3mIUje7s6tQ69+MP70g8TITKR+/Sz7fXbxjbEGILnr1pY1MkekwiUfI1cXZEGzmLIte6TgsSLPVc7IdWu7m4tv7esF83zIDibslxOZbyerbFmhUBxWvIKIpVFEwXpSYRN38URZ3Oct0vwomJOOVyJ3EiFOUk/60o2hNHfcsgGuNgOFNaqAdDRmay6V4KERWuk871GQ0da13cyiT+XSJVQmVU4tmzUxnOdD47+ZmNVMkwV7Z2RXkS+qxuSbSRiZAiL6Cwhn7n+bDBG1lbtjEExcuY1ILt3Jiio/iwzjP6/5PrTAtxW9I5ZFcu91w8RdKiKXc6CO5cbhLNNvq2dt04ImIhjFwZPJGjaPqfiKEY6Fad7yJfIiNtMdL/xH6WdH6vu0MSz8eQwviaIQJNBn5QjJ5Eu6n+mcizrgMvEioW1qI/MPImMmC68/6MxB77dd16wo7UtUifWDbMFT7QoTU3pQ2ddYR0kdFcfZspvfRLfDBtR4X3m2YRVMNnckTzNX2A4Sl0bCMoKnzz9rQoq+iTjTD6Q7GwtqZ7+e/514s1Lad6EnZrTEapcFxAuvyg695PxYdQrNmrNW9CewG6EbzI11YYWCdRN7i1YbE2p8GrBXT9f5F+MbGejHH968AZnReKTDjddZ1oYX/AzpuVh+SDl1084lvyZJDxgbTawzTrFPNMPMcqmk3xFxNrUZ6C3LOUUaRHYvWMF+l6+IY6lVDtEB71+8hhbo9CqM3Q52LRtdJptlTGbL/aNRRhjKTt8Ig2hZPUJBpJoHt4r5sZ2iDjHfTN/KOS6JM/7Njd7WjkCw13+Q90sokZNfKOLr8WoYlyjit+vJ8xURogeB2MjOWIoiSd7bDmGdVxs06a0TFJxl8a+KCCLIwTJvQTg5Zc7tzICg9HdSDCMz1kfdBmGqBbkBM6fNQBnj6sW8YkQzn4Cx7kuuju7d2oi46TcgeGY4myKK9UTjVpLgrUGYk403mG1yv2Qz6TZmHx07TohB2+rwEH89jeSHeO2i8NQMkYVHw4YCwmtuqGojIB5AtbYsBqdSdDNqT3GURjMEFsw/26tdvWLjT0eGxIy+VO8WXlKVKCZU0H+oKgbCVaTBjT+uXywkd6kViCwPyIE7UO943pEydQ55YWLa1GMsN7PRY9ZxFNelHEN2ieDBYLa4GB6H9Ezsx3+/6sf/syVi6r9WQKO4IncRDPdrencczVt5nTxL5S15/1D8cNY20UZ+CkwyRIx58WoMWEydsb1P4NjS2FB/u1NvcStDfQpgXQCNCQZMisWFhby3f579OvF2ua1noSOsBymxD2bOztpFA9dTMbDEz3XF8cobHmyGG+4CGMIlLaRcMaF6ZoMtmcxXK2FQuaEFvbrsmPDQ+5FLxMceKL0KPmbXB6dUqLpLSYZSzISpEXDWspzUI8ZisjSw/rmmyJLH8C5yODaOALf91o4Z/Gx2TkOIL8w+6ik4ScsCP/haJrNWm2q41Z/GbXUJJRvqoiJlj53LlhGm6kJpt/43gH3DWOn41r8bj5lzyPK8A4aCRLdoFjo2xinvYjGVWZRcwuNWk7rHlc9oxPTocWLciQBjX2iobM42TycieroNtvZcyBD1wwXf3oL9NKsZSwWBmlSTYz2oGDELv6ZbtqatIsIXf1PjrT+dWDST6TZjqqhXYPTQMvfaAlJr0UD7PqqbctMTHIkEqRoB3pxWMCbY6vw27dkDyxa8PQ9I/a3zbcZNu+mX/Loh7jORk8JZ2RcqYDMrhIuMuGwQT2ZODIuLC+aFHDcWff8MgfxEIJm2TQrj2ebiDXL9UR7XA6LmTqxq1MCy0YdbGwns6k2dhR1zEYQuN4REd2hsEYbSIWpragh8vVt+nIsr5MGLikb0O9fJE3m6FK6v/cKMkm6sW2XWCe5UlhsbDWiz+DN05b06sXa/J8UU7Uk5jAySdoCBqRDX4ZseBCPbUXYWhL4M5OCxjn/FBeECoO1nwcdIe0YGPk1+GB+HKuY/1seYhuOCxvvOzSN03Gp1enkf24ceJgeK04WNsVaGa/ZSsjS0nnoU5t3SMbzpWylnUyXkC6VjrNWFOlfrlWeSF2cgRisTjEhoOAq+FGlq9p8sHQmRhzHzmJ9zMRwIkc1KDuMhlC2PKjNwEnufovCcnzMcCBAVQ0dQKa6Ydjj3PDC6kTPVD9/mqorjb/Khctgx1vvMMM22y8tw4qKyslP5XQY9GJMjJ2hT9UoP2Mgac+Ab4z78J3v7PNZIyCip6P+9ihDtj43Gl44oUA6mxRU0TDFe3c2MG+roFMBFHHq+cvn2c6O7s3r4D6RwKA0gX6T4Pk2QijDXd7EM6fC0C9bEQnMzb1RSGgEEAENKEqubAeWtbcCOOSXrGGBoxGf3cRmjev4YaS0NDOguvqoXYuh861qgVw8QoqYmbdUBnY4VfegHs/r4eX08P2/mj4VLoNj2sQP9bNguJEELSBP4fPDv4ii3uLyXgT8ZxMniLnpHyfw//ydbjJ6zUZBrtmCdc9D/x4yFQwsutw151pQzJG/Zp8pV9wQgxuMjSEhoXWbv4oTKINj5SgCTTOGDt5ESru3wj1C9J6zunQAP+ZHAfqG0vtSpcbDaAtvwYu/MoPQ+/SPFm/0DgeLhBA7RL7cgHa+Fz/oNtEYxQyW9+WTpOnUX1Luh7qN3cAWhuH07qxKj0X6Rvq1R6NJmDbujpYsMKbpnvs4/C4MOjedDPgxAhQnBxaVtD4ptyvS6wXa7GlenKtWMvGADI7SiViLMQWZhzLHJgMDL76+ZdhW4OO57xKwB0+qHs/+XMxw6Kh4zy8OWTh3kJPrwXfmn+AE3+xRk8kBYOojy30i600NnZkD3zk2bXw1oknjHHY6GshGLMYlbPjIfniZU1TLv3UuWH418mPQyMzVjaNOkV6Dzx7Bjo+x+3UyHFeMc/5lNHlhu/i3EaMZbXxJNoNaWZ0GIwlof/T9bZwnDsRQqONW2z5ckHpWuk0S0sXJfCYbXWJxKS9DYvY6nAHis+wleIGy1nC+u6FfASKuVh8JSxjZwR3mkeGcffS9BvRYicjbKfZ3R7QRs5gmiZ3FFHMclSEOd3Se3PGOrtIJa3CB1FkD1uy1jko7XIYRczlrmmxkDgjNC3+JoKTOCDF7e1KHxtBuub9O7k4d6dFFFCEE0dIZFvJN/wW+YHKo8Sziwy6npwznc9OfmYjVRLlytgtxDZFZ6ITbfp13T6xeyl2V0gFRt55NM5tNs6a5fxU7IrEUKyV/AfI5kEyroW7vExXS+yQiqN72Jm4KO5tvcSukJO4bTb3bDyF0ilbOtB3j+0woTNoSYxP7JbGDrelRamt9ZskXc42zU9nqqKkEIm1kwioR+az6IdEtN26DZD4IOfTfGcT+fr+Dq3jQJAfuThOPHmZIbov12WxsBY7i1ZsIvu5zrY4u1qoeOGCKs+mLv4qxgkjeMxkG6pwRfBILtpJHjoo4SgXzKnvs2KNYeh4MNZ2xPGUOrYdev/VvxNtpWzyaRE8xisZH9FwUqx96Il+U2rpF4dxC3ooFtbpvMzcU656mYpH2E6weyfHJZ96ol1XahNMeg3rhc5dFjvRcs6Tx3xMNUTWaRf8hXaaRd5k2ios1jRuWs74cfPebq1zrw+PZ+rQvE2LtMVbefmtdC10W+vwKNXu/eTfp7VtdWeUi8ZGtKMul0VgkRUvK13jDiapdHj3BvjZ0GfCLN7WgyMiOgM3p7YmPGbdKUVPhcVa5KKwd6cyWunamguqEyYtqc8v6BzmDUvcmq+PeDfOVQb50WL9NvruhaZrJZ5tra1Zfs9oKNgxR0J+ra0J9XlwcEedUFCX8afzQAEnzXQFdjZrzZ/xIoPhEythTCOzOLzzsWOimX7xi850bUV7bAOUz8cMrDHrE78KGgsThDd16qJTYYYG0AAMGVD5wKYONsCQS5vLXaNBVhcaWkGdaGIIAf1gdjkO8SzOyiZ/bTt5mkz3cTiLSDwydBIXJ33LUrvUpHn2asSOzmcvN0VOGduEDw0mEv3Rj9pTUHS0+kCKvsv6foaeILZzxm/PmNtc5AAXMxU2Ddzb04YXY4e5LqhIT3ajkpOBE3Jz0sUS54bK4qcyYhnu0+Ap5UoHQjdNLDzIeBBPFca/yIAV4RrUjV2JgbKoX6HbKeqG7h19mbwyebKf8fjFDRWsrjqF+LfQb8dwIo7m9n7TObEib8XAOriX0xLlhSZJvsPpBVw6b5rlUTf+RPmKR3XjXw3csKcHz4sVa95ioVaUawn2e7LecO6+TTc2hXkx2hIZTEPdRIrTrdv/aD0QNtKkBQ+RHt1bu9JuAkf5TmWyG7cUA2s5HzP9nK1eJmNBvR755kiueuJ5w/OJ9QV2wrV6E553LipaZB5VUWgck8ln+Pjw+qY2bdemG7iRPEnNq5BYxw5yvipoRaYNMdk10TWe6Ut+BB+W/Vs3DrLyEFwIcsTL2kcgTdOkWaRF7a7bZuMkW52KKhjqQvp3EM0mP4XEWuSh0HenMlrp2pqPkb5WvuCm0x75J3oVuAOe2x629MssjiLQtZo0W2trlt+tDUVYdKXBQOdB82HqRJDXfaSH5Ti4t1XzbqWfV9u1P90ZXmpxxI6KIFJvb3ol7VLjLLVwVqxz5o/0vmMx5931XO6YQPIsho+bB+GO6eKChczM7SwsOoYtMQeiI7XTPDuVMm06n51szkqqbFcNJ7Jmi9m4Voi7xNna6RQaXmS2HcQumpR77uZ8sgBNQB77kL3xFymavB/z5SnlTAfZ6oKAmjyP9YU2OaxXRv0ij07qdjvIzfEiXo7+7E6HSFJaDm4ivlLAOo6GuMgSuDxfojI70e3keb3Mdt1THn1bBtY6GKxuHPDiWPLdbYHddO+lgPV082z1n61eiF5lOsxaT1LEjM6xTu2uqWRMi6A0jP2V1IaOkUEmlCSUJszktxSwtqNr+3KYv+biIU542dG1k185xWx1yvxRm5IbpxwYn0sBa0uWpv+apYxWus4ZueDJ9iTNgheDrtMnm+OoVl2lh8Dcpc0QR51l1801GbpF1XfugC9/ietSNT7pg5nUjLje3QyBXtQlIFWXhXXQuO5WfLjKr3kuqKqpcQYhlzuGdC3BenSOweyCOnaer0ZgaN03YcuDX4I9jXgW6WAMtt2XJQ/mGNSbQkAhkAWB377ZCx95JAI/OH2XyVeFqwqyHb9bgTYjqpjdCFMw9sLdMr/TFy01Bi+2e+BoSw88P0Pnck6Lp9hnq+S/VmWrDMz9nIVYX3TWveXKqF/k0S6MKycPJl7ukKYL08oZ3pKPYr+mzkXBh33GF7qOm8YNpI9cVSWdQy5lbM5CLLNTyfLo2zKw1uNmdSOlIz+WA5Zyfgv1nK1eXJb6ylpPUgYpnBOdVrhqwN0geTY9uqD+nkaw1yQ1eSz6ixNd55MRp/YswjrhZUfXTn5FXHTPVqfMH7WpK30GlqWMVrqWsbN9zsKThf9i0PWVXmUCy7K+Vy21nyTV3NcCbfcVpmgVVfVo/KYU2WZhylvKsdav3waRC1tg8JAffBs+DO0f3QxPfa4Vtj2o6qeU603lrcQRmEBDLEeS8LNzr0P9QgdjSDNchHcG+yHeNACn1qu2O8PQZkY3C/WbmYnZ+RJ+MQSNL52ExhX2E+QZz9VVjPWMY6kidERA0bUjNMqhSAhUkCGwXGm9/vrr8Ed/9Ee5vCn3GUDgrbfegttvv30GYlJR5EKgXLHW0ProbycW4M5KcQb6uXDMx72iogJQPNvk9bZbbzS9q5fCIFCudF4YNK7eWBUdFK/uFdYK6+IhULyUFF0rrIuHQPFSmg5dq53m4tWLSkkhMCMIMPHPGYlJRaIQUAgoBBQCCgGFgEJAIaAQUAjkQmAe7SLncz3yyCP5eFN+FAIKAYVABgI1NrrgiqdkwKQ+KAQUAgoBhcA0EWhra5tmCOX9UhB45plnLiWYCnOJCCi6vkTgphlsOnStxLOnCW6hvU9HTKDQebnS41dYF6+GlXh28bC2pqTo3IrI1fmu6KB49a6wVlgXD4HipaToWmFdPASKl9J06HpO8bKlUlIIKAQUAgoBhYBCQCGgEFAIKAQUAgoBhUB5IaAmzeVVXyq3CgGFgEJAIaAQUAgoBBQCCgGFgEJAIVBEBNSkuYhgq6QUAgoBhYBCQCGgEFAIKAQUAgoBhYBCoLwQmPVJs3YuBKtd86D3RKq8kCtybhNH98D7bt0NY1OZJ4RFv7EBbm0dmJEcaRMA9EvhsUapCylInEvA2NujMPxmFMJHQ9D3Qg/s2/UYPPb0AKQyszIjeVCRKAQUAgoBhYBCQCGgEFAIKAQUAgqBUkHg/wOa1K3IdcnrPQAAAABJRU5ErkJggg==" width="640" /></div>
<div style="orphans: 2; widows: 2;">
如果參考了台灣的利率條件就可能不是太難理解
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<div style="orphans: 2; widows: 2;">
一開始3Q99的3.4%的增長率雖然不好,但實質增長還是有5.8%</div>
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且央行沒升息,貨幣環境寬鬆
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意思是資金大不了就是借錢買股票。
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但一但開始升息,錢就開始預期受到擠壓,熱錢跑
</div>
<div style="orphans: 2; widows: 2;">
股市展現出風險,其他產品利率又高,就失去了吸引力。
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對比我們可以看看印尼的利率就知道為何這麽高度增長的國家股市會下跌
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<br /></div>
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印尼今年5/17號升息
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<div style="orphans: 2; widows: 2;">
<img height="287" 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" width="640" /></div>
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4月有個高點
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<div style="orphans: 2; widows: 2;">
以目前這種平行狀態要做借鏡,韓國可能是個台灣可以參考的國家
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<div style="orphans: 2; widows: 2;">
<img height="313" 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" width="640" /></div>
<div style="orphans: 2; widows: 2;">
去年底有個升息的動作,可能把一些實際的債券利率條件拉到了2%以上。
</div>
<div style="orphans: 2; widows: 2;">
然後gdp 增長持平在2.8%
</div>
<div style="orphans: 2; widows: 2;">
4月與6月出口都負增長,應該第三季不會太好
</div>
<div style="orphans: 2; widows: 2;">
就我們現在看第三季進口是增速的
</div>
<div style="orphans: 2; widows: 2;">
所以南韓gdp增長可能再少,如果譬如說到個2.6%
</div>
<div style="orphans: 2; widows: 2;">
與其他的金融產品差異可能不到0.5%
</div>
<div style="orphans: 2; widows: 2;">
所以理論上3Q18初期會下滑
</div>
<div style="orphans: 2; widows: 2;">
南韓的最後高點在6/12
</div>
<div style="orphans: 2; widows: 2;">
而這應該與他的出口呈現下滑很有關係,造成市場提前知道他的gdp往下走</div>
<div style="orphans: 2; widows: 2;">
所以雖然第二季的gdp增長2.8%仍在1.5%之上
</div>
<div style="orphans: 2; widows: 2;">
但在升息的狀態,以及gdp往下走的狀態
</div>
<div style="orphans: 2; widows: 2;">
兩者真正的預期差很小,而不能去彌補必要的風險貼水,
</div>
<div style="orphans: 2; widows: 2;">
台灣要當心的是什麼時候我們的出口也會呈現這樣的狀態
</div>
<div style="orphans: 2; widows: 2;">
<br /></div>
<div style="orphans: 2; widows: 2;">
我想8月的出口偏弱等於預示了這一點
</div>
<div style="orphans: 2; widows: 2;">
而9月的出口可能會負增長,</div>
<div style="orphans: 2; widows: 2;">
所以可能公布後10/7號,台股就一去不回頭?</div>
<div style="orphans: 2; widows: 2;">
<br /></div>
<div style="orphans: 2; widows: 2;">
所以在8月出口公佈之前幾天台股達到高點
</div>
<div style="orphans: 2; widows: 2;">
然後現在都在跌這個部分</div>
<div style="orphans: 2; widows: 2;">
但現在的重點是出現了兩極化的狀態,
</div>
<div style="orphans: 2; widows: 2;">
上市櫃的營收表現得比較好,出口比較好</div>
<div style="orphans: 2; widows: 2;">
可能跟我們主要的製造在中國有關
</div>
<div style="orphans: 2; widows: 2;">
所以這樣台灣的狀況會比較複雜,</div>
<div style="orphans: 2; widows: 2;">
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" width="640" /></div>
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台灣上一次的出口由高點轉衰退在2014年12月年減2.4%
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也帶動4q14出口年增率的下滑,但因為進口也同步下滑所以gdp還是維持住
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另外物價也有幫助
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所以一直到2q15的gdp才只剩0.5%
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高點發生在4/24
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所以從這一點看,台灣可能參考實質的gdp變化來對應比較準</div>
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我預估3q18在進出口物價減輕的狀況下gdp還是有3%的增長</div>
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4q18的gdp才只有0.7%
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我認為要到10/20之後高點是一個還滿恰當的估計
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這也比較符合台灣營收的節奏。</div>
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PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-78944426964635202072018-09-12T09:31:00.000+08:002018-09-12T13:43:49.598+08:00股價下跌後基本面分析都是屁的有趣現象無意間看到一個投資論壇<br />
論壇的鄉民原本留言都說某公司怎樣怎樣<br />
老闆多了不起<br />
業績多好怎麼樣<br />
但到最後兩個留言卻是公司炒股讓散戶套牢<br />
股價下跌破功云云<br />
這還滿有趣的,似乎股價下跌就證明了前面公司老闆的能力<br />
公司的競爭力,都是假的。<br />
從邏輯上來說這有兩個可能<br />
一是股價不反應基本面<br />
二是股價只是還沒反應基本面<br />
第三個是鄉民認為的基本面,本來就是不對的<br />
事實上一,二都對<br />
股價確實不反應基本面,<br />
就跟所有東西的價格一樣,他反映的是供需雙方的強弱關係。<br />
但供需雙方決定的理由在哪<br />
情緒氣氛當然是其一<br />
但另一個可能在於所謂的基本面<br />
而基本面聽起來其實容易讓人家誤導<br />
你就會去把重點放在老闆的為人,白手起家之類的東西<br />
但是重點其實只有一個,公司獲利。<br />
也就導回來如果他們在意的特質,最終會使公司獲利及現金流維持或成長<br />
那股價最終會透過股利的形式來展現他應得的水準,<br />
但必須注意到的是這個時間可能是很長的,<br />
也就是說我們常常聽到股票沒人買就不會漲<br />
這是真的,但我們會忽略時間週期的概念<br />
也就是多久沒人買,多久不會漲,時間要加進去。<br />
而且如果你真的抱很久<br />
這家公司獲利好,現金流好自然股利就多<br />
股利多說不定10年後一年就分20%你原始買入股價的現金股利<br />
這樣子股價漲不漲很重要嗎?<br />
或者反過來說到這樣的情況,他會不漲嗎?<br />
所以一般人所謂不漲的概念頂多就是一年左右的時間。<br />
另外就是花多久時間我們認為的特質會讓他獲利增加<br />
還有我們認為的特質真的是重要的特質嗎,例如白手起家之類的<br />
一般的投資人包含我在內,大量使用的投資週期就是半年吧<br />
但這樣子的基本特質,真的就是半年就可以看到對獲利影響嗎?<br />
所以以巴菲特為主的強者強調的長期投資是基本面強大的投資派別,<br />
有深刻的含義在裡面。<br />
但為什麼這不是大部分的投資人使用的方式<br />
記得基本面要鏈結到獲利才有意義,所以重點是<br />
什麼因素是影響未來獲利的關鍵因素<br />
我想商學院有大量的研究,大家可以去看<br />
但我更想表達的是,沒有一個研究可以確切的告訴你<br />
某公司的基本面,是不是符合未來獲利增長的條件<br />
原因之一每個公司狀況不同,時代不同,<br />
以及因為這種個別狀態以致於很難歸納一個普適性的特質<br />
而就一個大數法則來說<br />
在10年後現在的公司大部分都無法維持現在的獲利<br />
時代改變新的公司會崛起,舊的公司獲利會衰退<br />
看看2000年的股王是誰,2007的股王是誰,跟現在一樣嗎?<br />
所以不是一般的投資人不選擇長期投資<br />
而是長期投資不符合大數法則,<br />
選擇長期投資是選擇一個100面只有一面贏的骰子<br />
能做成功的各各是超級高手或運氣萬中選一。<br />
於是改良型,或稱簡易型的基本面投資出現了<br />
可以把他們視為把長期投資分為數個小段時間的投資<br />
買進準則相同,投資的時間長度不同,<br />
但很難去說現在的投資週期就是他的這些基本面展現影響的時刻。<br />
所以如果這個股價下跌確實是伴隨獲利下跌的<br />
那麼他就是有道理的<br />
但不代表基本分析是屁,可能只是他們還在醞釀他的影響<br />
所以回到我一開始覺得有趣的現象<br />
因為股價下跌否認自己的基本分析<br />
某種程度是合理的,但也有不合理的地方<br />
就像我剛剛說的這些一樣。<br />
然而也有另一個狀況,也是最嚴重的狀況<br />
就是你以為的基本面根本不是基本面<br />
只是影響不到獲利的蒜皮小事<br />
而卻以這些蒜皮小事當作基本面的依歸。<br />
畢竟還沒有人可以做出由上到下的什麼事會獲利增長公司的歸納<br />
也就是說要找出真正的基本面特質也不是容易的事情。<br />
所以其實大部分人都在談論似是而非的基本面<br />
差別就在於在似是而非的程度上誰更靠近對的一方一點。<br />
而因為投資週期短的關係<br />
你是對的股價也不一定會漲<br />
你是錯的股價也不一定會跌,<br />
總而言之這是使用基本面分析股票有趣的地方<br />
也是最為困難的地方。<br />
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<br />PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-49796094674683197952018-09-12T09:07:00.001+08:002018-09-12T09:37:11.964+08:00台股為什麼在亞太市場當中顯得很強這個現象我在別的文章有稍微提到過<br />
但我覺得他適合專章在討論一下<br />
我們看看亞太國家的股市<br />
一斑都顯得很弱勢<br />
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在全體的指數當中,只有印度,馬來西亞與台灣還是年增的</div>
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這三者當中有什麼樣的相關性</div>
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我原本以為是台灣匯率比較自由,但日本也是</div>
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topix卻也下跌了7%。</div>
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所以答案會不會回到最簡單的,就是經濟的強弱</div>
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但像是印尼第二季的經濟增長5.3%</div>
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成長的速度還有加速</div>
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那麼他是第三季比較差嗎</div>
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8月的pmi也不錯</div>
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不過我看到的是印尼企業有比較高的美金借款</div>
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那麼印度呢</div>
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印度也是一直以來的經常帳流出國</div>
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外債也高,可是股價指數是成長的</div>
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所以也不能純粹的這樣子說明</div>
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所以其中最能說明的就是這個國家超越利率的一種相對增長率</div>
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舉例來說像是印度雖然利率高</div>
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但他的gdp增長率高達8.5%</div>
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與他的6.5%利率比有不少差距</div>
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但印尼不僅利率與gdp增長差不多</div>
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利率還有上升的趨勢。</div>
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這一點也可以衍伸到新加坡</div>
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新加坡的利率也低,</div>
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但他的利率在往上的趨勢</div>
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gdp卻是在往下的趨勢</div>
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在這樣的趨勢下又第三季成長率2.5%的話會接近利率2%左右的水準</div>
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另外與韓國一樣</div>
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他的出口在6月只有年增1.1%</div>
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快要接近0%的水準,身為出口國這也是影響gdp與股市的重要因素。</div>
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另外也是因為新加坡經濟跟印尼,馬來西亞的聯結度很高</div>
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所以容易受帶動</div>
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不像台灣利率是維持在低檔</div>
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而我們的主要終端出口在歐美</div>
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但是台灣在第四季GDP增長也會下滑到利率之下的低成長</div>
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所以對於第四季股市的展望不樂觀。</div>
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,PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-67097210438217541212018-09-10T12:11:00.000+08:002018-09-10T13:47:09.423+08:00重頭整裡一遍現在的經濟狀況基本上對於現在的大循環我是看空的,<br />
但他的崩跌時間到了嗎?<br />
這是我試著想去解答的問題。<br />
最近的股市感覺比較弱,我覺得適合去從頭到尾整理一下我的思路,<br />
首先是對美元與升息循環的觀察<br />
基本上經濟復甦開始預期升息的時候美金會很漲<br />
然後真的升息的時候美金會下跌<br />
現在屬於第三階段美金又開始上升的時候<br />
基本上經過了前兩次比較不健康的升息初期的大波動後<br />
這個美金的上升會帶來比較大的漲勢<br />
包含了2005,1995,1988跟現在都是這樣的一個狀況<br />
那再之後呢?<br />
如果單純從預測美金的觀點,會發現之後的美金走勢比較不可預測<br />
走勢會符合它本身的大週期。<br />
所以對於貨幣政策影響美金的效果就到這個階段為止<br />
剩下的還是別的因素在影響,例如相對通膨強弱,貿易強弱。<br />
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05年就發生了美金高點,開始下跌</div>
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但06,07股票市場的狀況還好。</div>
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再看看1995年之後,96年美金也有稍微休息一下但也沒發生什麼事</div>
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之後繼續上漲到1997年的美金休息才發生金融風暴</div>
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那麼我們再調回來現在的美元指數看看<br />
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其實也像剛剛上升而已,所以理論上我們的景氣應該可以持續個一兩年?</div>
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似乎單單從美元來看是這個樣子</div>
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但經濟有許多的變數在同時反映,所以我們不能從一個美元就確認所有循環的形狀</div>
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我們這邊要再引入一個重要觀察的變數,美國十年公債殖利率:</div>
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我們發現了比較多的不同之處,之一是現在的殖利率特別強</div>
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之二別人從升息到美金的第二次上升,循環時間比較短</div>
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現在以公債來定義,卻要橫跨到5年的週期才看得到同樣的一組循環</div>
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先從第二點談起,我認為是QE政策的關係,</div>
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QE政策特殊的地方,我認為並不是他的規模</div>
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而是他維持寬鬆的環境超級久,以致於觀察所有的週期</div>
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在現在都有延遲的現象,</div>
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這可能是過去的對抗循環的經驗的作法</div>
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但我們並不知道當把循環拖延的時候後果是什麼</div>
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至少從事前的一種可能性探討,</div>
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會有一種可能性是把應該平衡的過程延後因而產生更大的泡沫。</div>
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如果我們把剛剛上述的美元週期換成用殖利率週期來看</div>
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會出現什麼樣的狀況</div>
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於是我們本來單單以美金判斷,應當只是處於多頭循環的前端</div>
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以殖利率判斷卻會是處於比較末端的06,或97,2000年這樣</div>
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只能再用更多的資料來加以判斷</div>
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在實際以股市本身的循環判斷,2015年像極了1997年</div>
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在美金快速上漲休息的時候,引發全球貿易的不平衡狀態</div>
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所以從這一點看雖然QE拉長了平滑化了某些經濟的變數</div>
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但實際上經濟該怎麼去均衡還是怎麼均衡。</div>
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所以如果從殖利率98年谷底翻揚到高點的狀態來看</div>
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現在是還滿像2000年的</div>
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要確認這個假設,必須要再引入其他的變數</div>
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而從油價,通膨來看,甚至股市的初期反應來看現在都跟2000年很像。</div>
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所以或許認定現在像2000年是一個比較隨意的推理</div>
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但要證明現在像2000年我們必須在更多的經濟變數上找到相似點</div>
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而從美元,油價,通膨,股市來看</div>
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現在的相似性都相當的高。</div>
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所以再跳回我思考的起始的美金循環來看,</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidqCOeB-AdC1nFxVvkHqbBvFAGiuJy5swmPqVXnOwAlnHeu6UFdMxpxuXhgXHKegzSCHndKws3u3En63BQlYERitMCyUX12FPEkhVoKiceYhAbxSIf677sofCFC_7xIvEaxGrH61E6uUKw/s1600/1415dollarindex.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="306" data-original-width="705" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidqCOeB-AdC1nFxVvkHqbBvFAGiuJy5swmPqVXnOwAlnHeu6UFdMxpxuXhgXHKegzSCHndKws3u3En63BQlYERitMCyUX12FPEkhVoKiceYhAbxSIf677sofCFC_7xIvEaxGrH61E6uUKw/s640/1415dollarindex.jpeg" width="640" /></a></div>
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從經濟的推動力來看,我會把2000年的推動力定義在通膨身上,</div>
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通膨的推動力在油價上,而只要油價還沒死,</div>
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通膨就沒死,美國經濟持續,世界經濟還在持續中。</div>
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但是就像2000年台灣的股市早在2000年初期就高檔下跌,</div>
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美國一直到2001年9月才崩跌,呈現兩種不同的節奏</div>
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我們在現在的新興市場發現一樣的狀況</div>
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包括印尼,新加坡,中國,韓國,都出現了創長時間新低的狀況</div>
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我這邊想要問的是,為什麼台灣沒有創新低我們的股市相對強勁</div>
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如果台幣沒有貶值就算了,可是從3,4月開始台幣的貶值也相當的厲害</div>
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新加坡,韓國的股市環境跟台灣也很像,利率也低</div>
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所以為什麼新加坡股市,韓國股市特別弱,</div>
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除了因為跟印尼市場的高度連結與相關外</div>
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另外韓國的出口也比較弱</div>
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我能想到的就是台灣與日本大概是在這個東亞,東南亞地區</div>
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貨幣的流通最市場化的,管制最少的(尤其是台灣的新央行總裁上任後)</div>
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既然市場化,外資們就可以用他們相對應的知識避險</div>
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反而不會因為匯率變化而決定他們的股市進出。</div>
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<br />PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-10905876138114240472018-09-04T16:50:00.002+08:002018-09-05T11:59:21.166+08:00原油的高點與股市的預測!對於股市來說為什麼原油是重要的一個參考指標<br />
因為原油是通膨的一個重要成分,而且應該是最重要的部分<br />
核心通膨其實都還是靠活潑的外在通膨點燃<br />
而原油的傳導大概是其中最主要一個部分,<br />
通膨上升的時候經濟有他的動力,<br />
大家有動力下單,或快點消費,<br />
但在這樣子一個正向循環的經濟中<br />
若通膨接近高點,動能就消失<br />
所以其實在這個時候原油,股市,通膨會呈現三者近似的節奏。<br />
一樣因為在殖利率,升息節奏,油價,股市的近似性<br />
我們會以2000年當最主要的參考。<br />
2000年的油價高點發生在9月份,<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeDpUWzNt2tq4aKonDevJTI-IfHwLuAEYpOrUwdZLdIWburf3hFKnrzO56-8fRUPVBHkNLs_OzRNmAhwLM2wJbyPRhBmQ71CfuOJLBRLWF6VHolvxSI_SiYnIuPdbUMqzsPq2fg2AQsgt5/s1600/2000+cpi.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="75" data-original-width="1189" height="40" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeDpUWzNt2tq4aKonDevJTI-IfHwLuAEYpOrUwdZLdIWburf3hFKnrzO56-8fRUPVBHkNLs_OzRNmAhwLM2wJbyPRhBmQ71CfuOJLBRLWF6VHolvxSI_SiYnIuPdbUMqzsPq2fg2AQsgt5/s640/2000+cpi.jpeg" width="640" /></a></div>
事後看起來應該是在8月正式結束2000年上半年高漲的通膨力道<br />
整個通膨與石油的正向循環被打斷,因而造成油價的下滑。<br />
cpi是一個相對比較穩定的數據,所以我們綜合各種情況<br />
是有機會得出一個通膨的預估,如下表<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq9TEp-Aaed9DyP9F9YDBgJ1nmkL-JfQ1x9VMQi3ZlBEQokBL0K42FZ1CRvRV3yoXVu2M5cQ5n85bs7NsgKyLjfu7m6RIJ-stL4BaCcy1i5L6m1THBZWVgijX3WMG4nelwZZ60e7XHnT2H/s1600/201819cpi.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="115" data-original-width="712" height="102" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq9TEp-Aaed9DyP9F9YDBgJ1nmkL-JfQ1x9VMQi3ZlBEQokBL0K42FZ1CRvRV3yoXVu2M5cQ5n85bs7NsgKyLjfu7m6RIJ-stL4BaCcy1i5L6m1THBZWVgijX3WMG4nelwZZ60e7XHnT2H/s640/201819cpi.jpeg" width="640" /></a></div>
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從這樣的角度來看9月或許通膨會稍微回檔一下<br />
因為8月的油價回檔,但是10月通膨又會增加<br />
所以我認為現在並不是油價的高檔。<br />
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以石油的基本面來說<br />
雖然經過近月opec他們的減產放鬆,但我們看到幾乎在7月單一月份<br />
他們就完成所有的增產,沒有再增加<br />
而美國的產出6月底到目前幾乎持平,<br />
也就是在供給面的秩序很好,沒什麼下跌的理由。<br />
一直要到2019年2月開始,通膨才會停止好幾個月<br />
油價高點會在那附近,而實際上<br />
2000年美股高點在8月,止比油價高點早一個月<br />
所以2019年1,2月很有可能是美股與油價的高點<br />
而對台股來說過年前後也常常是高點,<br />
或許這三個市場的高點都在附近。<br />
還有另一個證據來說明現在的油價並非高點<br />
一個是美國石油庫存的最低點<br />
2000年最低以點發生在2000年3月現在在4月<br />
而到達石油下跌前2000年庫存共增70萬桶<br />
現在只小幅增加40萬桶,<br />
當然我也可能是錯的,油價在6月底是高點<br />
那麼最遲我們可以在2000年12確認自己是錯的<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Ecz0W6-l2vQBYQWBjEwphRazwdREtaeQwkK0Qoe5k5sat59RKvPRlEBeRtI_dukgtq8FEEws0tGEJywu5CbJxf8ubIWs9c5Uk8cGyq9lDxsd41uapnTS5iDJytwqnGkqybitTTZNcIzP/s1600/200012crude.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="313" data-original-width="718" height="278" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Ecz0W6-l2vQBYQWBjEwphRazwdREtaeQwkK0Qoe5k5sat59RKvPRlEBeRtI_dukgtq8FEEws0tGEJywu5CbJxf8ubIWs9c5Uk8cGyq9lDxsd41uapnTS5iDJytwqnGkqybitTTZNcIzP/s640/200012crude.jpeg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ7fVvZzYZkOGQOdooehDPIDtMBece99jA_zNYLO4Rj41xC_fIuamO0bf5thvzE1b3CGNbj4YxpV0Q3Xce4ariGkpscOD2Xk8jMnTgjIy7WzLkydCQEvQ4K3qdwdLV4neRFHWxHn2t4Xit/s1600/20000812dow.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="325" data-original-width="726" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ7fVvZzYZkOGQOdooehDPIDtMBece99jA_zNYLO4Rj41xC_fIuamO0bf5thvzE1b3CGNbj4YxpV0Q3Xce4ariGkpscOD2Xk8jMnTgjIy7WzLkydCQEvQ4K3qdwdLV4neRFHWxHn2t4Xit/s640/20000812dow.jpeg" width="640" /></a></div>
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我們看到雖然8~10月有約一成的跌幅,但之後又回歸穩定<br />
也就是說若看錯,等油價真的變差了<br />
到股市崩跌還有一定的時間準備。<br />
我會想要再看看當初2000年的供需狀況的不同<br />
在我看來,雖然今年opec也有增產,但整個還在範圍之內<br />
挺有秩序的感覺<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi62K3SVxjXSnwomVAvhV-a6yKc9od-d59crXmgLlmd3Osv_DyRTNytnnU_dUOVdy3iI4RODnz9K38KrJUFNPuWLS07oOseMyih-oF1jxoDpMnsWOdlbaTf8bfJ4LeV3HGJf8cdcasHfakB/s1600/saudi+production+2000.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="315" data-original-width="684" height="294" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi62K3SVxjXSnwomVAvhV-a6yKc9od-d59crXmgLlmd3Osv_DyRTNytnnU_dUOVdy3iI4RODnz9K38KrJUFNPuWLS07oOseMyih-oF1jxoDpMnsWOdlbaTf8bfJ4LeV3HGJf8cdcasHfakB/s640/saudi+production+2000.jpeg" width="640" /></a></div>
2000年大約3月開始有opec增產的消息傳出來<br />
一直到9月,沙烏地一路增產了110萬桶<br />
跟現在的只增加了60萬就趨於穩定有挺大的落差。<br />
我想原因上大概有幾個<br />
第一個過去的opec認為太高的油價會使經濟衰退<br />
但比較少認識到油價下跌也會使經濟衰退<br />
但經過這幾次循環,我覺得他們也防範油價的大跌,<br />
另外2000年油價高點是接近歷史高,現在則是平常的多<br />
這是第一點,<br />
我想第二點,也是更重要的以前opec對石油的控制力比較高<br />
現在油頁岩的美國並不是opec能溝通與一致行動的對象<br />
他是一個新參與者,我覺得使得opec<br />
與例如俄羅斯這樣的協同者,更為小心。<br />
而雖然油頁岩不是opec可以協同的對象<br />
但我們看到從6月以來美國產量穩定,<br />
表示他們非常注意石油的走向<br />
而且調整產能很快,反而因為市場<br />
達到了一個更為穩健的供給<br />
所以這一次的石油高點維持的時間會比較久,<br />
像目前預想的2019年初這樣的時間點也是一個合理的狀態。<br />
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<br />PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-92181741115361882642018-08-31T18:14:00.001+08:002018-09-03T10:31:34.383+08:00美元的未來,以及對台股的影響<br />
如果只選一個決定美元的要素<br />
我想那會是通膨。<br />
就像其他的價格一樣,被供給和需求決定<br />
而美元的需求在美國國內而言<br />
價格乘上實質國民所得就是需求<br />
所以通膨就決定了美元的需求。<br />
而通常國民所得比較穩定<br />
而且它比較好的時候也會帶動通膨<br />
所以整體來說如果簡化模型<br />
那麼通膨是最重要的因子。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiMA0Z3Dw2O1JFqzukVyvRMorPMBoUNCUDi2wFdsJdjDH7l9oH3o9aHW27Pd2bATE1z5aZCCJ97mevMHzMc-3jsGRImEPIM1Ug85NOARCa2Tzft6_Zq6PIwdn90c9FbtB7uwE29ux8Aaf3/s1600/%25E9%2580%259A%25E8%2586%25A8.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="73" data-original-width="744" height="60" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiMA0Z3Dw2O1JFqzukVyvRMorPMBoUNCUDi2wFdsJdjDH7l9oH3o9aHW27Pd2bATE1z5aZCCJ97mevMHzMc-3jsGRImEPIM1Ug85NOARCa2Tzft6_Zq6PIwdn90c9FbtB7uwE29ux8Aaf3/s640/%25E9%2580%259A%25E8%2586%25A8.jpeg" width="640" /></a></div>
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我們看到5月份開始,因為油價所帶動通膨爬上一個台階<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMEX3keLE9w1gQQXKm-iDcffWw2pHIU-IQ0GOXZgr2CIGQfm1V7djxFbD2DPfiwh_terfOV-nLYP29qOV6lD0kPv9akTaQoRTPEVUxwNPLoBzZUlmEYR4Bq6r6FSZGSXVqawI4Umv9wFt2/s1600/dollar+index.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="281" data-original-width="986" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMEX3keLE9w1gQQXKm-iDcffWw2pHIU-IQ0GOXZgr2CIGQfm1V7djxFbD2DPfiwh_terfOV-nLYP29qOV6lD0kPv9akTaQoRTPEVUxwNPLoBzZUlmEYR4Bq6r6FSZGSXVqawI4Umv9wFt2/s640/dollar+index.jpeg" width="640" /></a></div>
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美元提早在4月開始起漲。</div>
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目前美元的最高點在8月,基本上也反應了整體到8月之前通膨都是往上攀升的趨勢。</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf4IORNsdMkuJ_wr-dp96T_5R8s2V9QCfE3MZplx7Ppt9tqMiViIWS7bCvVORXn0_XijuUeiPj4J8F3ffZmz8qa3gacrCuvp6DBxMRDWYOnQxT1Gpal7Ylwl613OVSN3uMXhCFqtsX7KLe/s1600/crude+oil+price.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="276" data-original-width="967" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf4IORNsdMkuJ_wr-dp96T_5R8s2V9QCfE3MZplx7Ppt9tqMiViIWS7bCvVORXn0_XijuUeiPj4J8F3ffZmz8qa3gacrCuvp6DBxMRDWYOnQxT1Gpal7Ylwl613OVSN3uMXhCFqtsX7KLe/s640/crude+oil+price.jpeg" width="640" /></a></div>
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但是8月15油價有一個局部低點</div>
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這會遞延影響,讓9月份的cpi增加比較少</div>
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因而連帶的使得通膨向下,因此美元在8月達到了區間的高點。</div>
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但我們也看到這個通膨的下行也僅僅短暫一個月,</div>
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所以美元指數要改變他的上升格局時間也太短,</div>
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我們可以參考環境近似的2000年在通膨與美元之間的關係</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4SH0OaK-yXzgH2IWeKxA7DCdbbJtuhRLCyJp1UAxGYDF5DId4NaLcZEFZuUPF8ClAUzJ_1usZzL7Uilq_uyJwtzea-aaAuhqPdH8X167FrJQLUiaW5937hXsrasqv0cz2kVo5Iww2l3jc/s1600/cpi+2000.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="71" data-original-width="1217" height="36" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4SH0OaK-yXzgH2IWeKxA7DCdbbJtuhRLCyJp1UAxGYDF5DId4NaLcZEFZuUPF8ClAUzJ_1usZzL7Uilq_uyJwtzea-aaAuhqPdH8X167FrJQLUiaW5937hXsrasqv0cz2kVo5Iww2l3jc/s640/cpi+2000.jpeg" width="640" /></a></div>
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我們發現4,5月以及7,8月都有通膨下滑的現象</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8te-Y8FtpBRKqzAGB3Qf6OJdr350VW2JjHndG9N4bB64d1WRhAHBDTC8ly_R83a1PBvFDYmUrL0jeSpn4yUgQHaCRXuvwJqKgZ-yOxoE-3-PX8Y-xuf_mYVng2zRyDXLA4yeEfj7O0RS7/s1600/dollar+2000.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="315" data-original-width="703" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8te-Y8FtpBRKqzAGB3Qf6OJdr350VW2JjHndG9N4bB64d1WRhAHBDTC8ly_R83a1PBvFDYmUrL0jeSpn4yUgQHaCRXuvwJqKgZ-yOxoE-3-PX8Y-xuf_mYVng2zRyDXLA4yeEfj7O0RS7/s640/dollar+2000.jpeg" width="640" /></a></div>
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發現2000年5月美元美金不降反升</div>
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感覺是比較落後反應通膨在1~3月的急速上升</div>
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而6月的美元低點,算是領先反應8月份的通膨低點</div>
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所以總體經濟就是這樣,以一個數據去加以分析</div>
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有時候時間點是不一致,但形狀會一樣</div>
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以目前的油價狀況來看,還是沒有跌</div>
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但他們已經點燃了通膨的期待</div>
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所以或許</div>
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美元8,9月低檔後繼續上漲,一直到了明年的1月份附近</div>
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或許美元指數才會真正的達到最高點,開始下跌。</div>
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剩下的就是我們最在意的對台股的影響</div>
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其實狀況很微妙,</div>
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一般來說美元上升台幣會貶值</div>
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台幣貶值對於外資來說不是件好事</div>
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但我猜測在這個利息普遍很低的時候</div>
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台幣兌美金的避險成本並不高</div>
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這不會影響到外資的佈局,</div>
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而比較重要的是台灣本身的經濟強度</div>
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第三季雖然淨出口比較弱,但整個經濟成長應當還是正的</div>
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我們台灣的出口也比韓國強,所以可能沒什麼問題。</div>
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第四季就比較危險一點,但是有可能還是維持在正成長的水準</div>
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一直到明年的第一季轉弱</div>
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以現在的經濟現狀反而美金下跌對台灣是壞事</div>
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因為美國的下游廠商購買力會減弱,</div>
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所以或許明年第一季要下跌</div>
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而以台灣傳統的時間點</div>
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或許時間點就會是在過年附近,也就是明年2月。</div>
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<br />PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-78279978732991623122017-07-11T16:48:00.001+08:002017-07-11T16:48:27.390+08:00AIS漫遊卡心得<p dir="ltr">寫這篇的目的是當時沒在網路看到相關資訊<br>
希望可以幫助有同樣需求網友,<br>
我是去沖繩,從南到北基乎所有的地方都去了,<br>
沒測速,但我覺得速度都ok.<br>
另一個好處是不用設定,<br>
插了開漫遊就可以用,走的是softbank網路。<br>
推薦給像我這樣主要查資訊<br>
導航,車上聽聽音樂的人,<br>
網拍看到就大膽買入吧!</p>
PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-12660880181157571412017-05-02T13:37:00.000+08:002017-05-02T13:37:13.442+08:00從石油談咖啡小農為什麼被剝削?同樣是珍貴產品的出產大國,<br />
為什麼出口石油的卡達就這麼有錢<br />
出口咖啡的衣索比亞就這麼窮。<br />
首先我們來做一下數學<br />
衣索比亞2015年出口了19萬頓的咖啡豆<br />
以一公斤泡80杯來計算<br />
最終是1520k杯咖啡,一杯若以100元計算則是<br />
15200億台幣的最終價值。<br />
相當於506億美金<br />
卡達一天出口163萬桶的油<br />
一桶油40美金計算,一天是6520萬美金<br />
一年是234億美金<br />
當然我這邊所做的計算並不在公平的基礎上<br />
因為原油是用上游的價格<br />
而咖啡是最終價格<br />
可是考慮到咖啡的剝削低價<br />
用咖啡終端價格來表達一種值量的不均衡似乎也是可行的。<br />
而這樣計算相對簡單。<br />
而卡達與衣索比亞<br />
一個富得流油,一個皮包骨,相信也不用多說。<br />
咖啡是農夫種出來的,<br />
農業的本質就是小農(不論是否隸屬大農)種植出來的<br />
也就是他的議價架構就是小農面對大買家<br />
因為消費者不太可能到產地購買。<br />
而石油不一樣<br />
他需要的是設備,是投資,跟國家給的特許權利<br />
所以石油公司就很大<br />
他的議價架構就是大公司對大公司<br />
甚至是比他小的公司。<br />
所以一個是供給價格超低<br />
一個是供給價格合理,甚至可以說是高價供應。<br />
理論上<br />
因為從小農手上到消費者手上的價差過大<br />
因此會有誘因有人把這個供應鏈變平<br />
我知道的是有合作社在作這件事<br />
但很明顯的沒有太決定性的效果,所以衣索比亞還是這麼窮<br />
某種程度來說這是市場本身的缺陷<br />
或市場無法達到的<br />
因為市場只管餅的大小<br />
不管餅的分配問題<br />
也就是,經由咖啡商人的努力,餅還挺大的<br />
咖啡這種異國產品外銷到全世界<br />
但分配到衣索比亞咖啡農的依然是原本那一份,<br />
或甚至在聰明的剝削下,減少了。<br />
通常在這樣的狀況下,我們會期待政府跳出來<br />
但衣索比亞是個專制的國家<br />
但又不像中國這麼有效率<br />
我想政治被既得利益者箝制,很難期待政府會出來當一個單一收購者<br />
與這些大的收購者協商。<br />
我好奇的是怎樣的方式,能夠使這個情況變得公平些<br />
讓消費者得到比較便宜的咖啡,<br />
生產小農得到比較合理的報酬。<br />
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<br />PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-34927092094704730952017-02-18T21:12:00.001+08:002017-02-18T21:12:48.763+08:00缺乏數字的政策討論難以取得結果<p dir="ltr">從一例一休<br>
到最近的蝶戀花<br>
每個人都有自己的看法,<br>
但問題在於<br>
我們都缺乏相對應的數據來做為討論的起始點。<br>
就拿遊覧車司機來說<br>
他的薪資狀況的行情是多少<br>
就眾說紛紜<br>
交通部的調查是四萬<br>
但又有人跳出來說7,8萬跑不掉<br>
而這也與我知道的計程車司機,<br>
公車司機,貨運司機的收入比較接近。<br>
然後,遊覧車司機貸款的比例又有多少?<br>
我不是針對這件個案做討論<br>
而是說一個清晰的數據應當是多數討論的起點,<br>
畢竟光是在數據一致狀況下,彼此的意見都可以有很大的分岐<br>
何況是沒有數據的狀況<br>
每個人的推論與猜想都沒有一個真實做介限<br>
那其實討論的意義與效用相當低。<br>
當然我不是說每個人在討論之前應當都先做田野調查<br>
實際上這個責認應當是落在政府身上<br>
畢竟不論政府要立何種規範<br>
本身就應當要準備適切的數據<br>
然後應當公佈出來,讓大家公評。<br>
我認為在我們的文化或對政府的要求<br>
或政府對數據的重視<br>
這都是很重要缺失的重大環節!<br>
我人微言輕<br>
但若從下到上,大家多重視數據一點<br>
相信最終會喚起重視!</p>
PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-61730151920562057292017-02-02T22:20:00.001+08:002017-02-02T22:20:44.359+08:00人們為什麼這麽討厭一例一休<p dir="ltr">首先,我們要知道所謂的人們是什麼</p>
<p dir="ltr">我們永遠沒辦法囊括全部的人,</p>
<p dir="ltr">所以人們其實就是大多數的人。</p>
<p dir="ltr">台灣薪資在2.5萬到3.5萬的,佔了500萬人</p>
<p dir="ltr">這些人在一例一休</p>
<p dir="ltr">如果老闆原本會加班的</p>
<p dir="ltr">變成不加班,或找其他人上班</p>
<p dir="ltr">他們喪失了一些額外收入</p>
<p dir="ltr">觀於以下數字的詳細部份</p>
<p dir="ltr">可以參考另一篇</p>
<p dir="ltr"><a href="http://seeinnerto.blogspot.tw/2017/02/blog-post.html?m=1">http://seeinnerto.blogspot.tw/2017/02/blog-post.html?m=1</a></p>
<p dir="ltr">而對他們來說加班的週六平均來說是</p>
<p dir="ltr">3個月</p>
<p dir="ltr">大概佔1年裡面四分之一的時間,還可以接受,</p>
<p dir="ltr">但所得又並不是這麼的低,</p>
<p dir="ltr">大部份的人壓力也沒有大到</p>
<p dir="ltr">去找別的兼職,或者是常態性的打工<br></p>
<p dir="ltr">所以一例一休,基本上就是讓他們的所得減少</p>
<p dir="ltr">以三萬月薪試算大約在1.9萬一年的收入減少</p>
<p dir="ltr">相當於一個月1600,或者是5%的月薪</p>
<p dir="ltr">一例一休讓他們實質減薪</p>
<p dir="ltr">然後又同時砍了七天的假,似乎可以理解他們為何反彈。<br></p>
<p dir="ltr">但這法律保護了誰,</p>
<p dir="ltr">首先保護收入更低的,也就是在2.5萬以下收入的200萬人</p>
<p dir="ltr">對他們來說一例一休,</p>
<p dir="ltr">若僱主不願讓他們加班</p>
<p dir="ltr">給予了他們一個完整的週六可以工作</p>
<p dir="ltr">他可以尋找假日的兼職</p>
<p dir="ltr">換算一年有大約300個小時的週六可以加班</p>
<p dir="ltr">以時薪120計算,這大概是36000元的額外收入</p>
<p dir="ltr">以月薪2.3萬來看,就相當於13%的月收入。</p>
<p dir="ltr">若沒有一例一休</p>
<p dir="ltr">一年平均三個月的週六加班,</p>
<p dir="ltr">加班含加乘是150小時的薪資<br><br></p>
<p dir="ltr">第二個,保護了過去一週上六天班</p>
<p dir="ltr">卻沒有賺到加班費的勞工</p>
<p dir="ltr">以勞動部調查每週工作六天的仍有20%</p>
<p dir="ltr">而這中間假設有1/5是採取一天七小時,一週六天的話,他們沒有任何的加班費。</p>
<p dir="ltr">而因為休息時間為雇主跟勞工“自由”的協定</p>
<p dir="ltr">也就是若他讓你中間休息一個半小時</p>
<p dir="ltr">但實際上口頭約定吃完飯就上工</p>
<p dir="ltr">實際上的工時一天還是拉到了8小時。</p>
<p dir="ltr">而實際上查他們的打卡記錄不會看到任何的違法</p>
<p dir="ltr">這會是一個主要需保護的部分。<br></p>
<p dir="ltr">我們可以理解成月薪3萬的人,比較多</p>
<p dir="ltr">他不願意喪失相當於5%薪水的加班費</p>
<p dir="ltr">去保護沒有加班費可領</p>
<p dir="ltr">或者是月薪2萬3,非常急迫需要加班的,即使所有假日都兼職的人。<br></p>
<p dir="ltr">或許這月薪三萬的人,平常還捐點錢到慈善機構呢!<br></p>
<p dir="ltr">至於月薪在3.5萬以上的,也就是那剩下的300萬人</p>
<p dir="ltr">第一步我可以理解成這當中多數都不是所謂工廠的作業員</p>
<p dir="ltr">所以可能常態性的就在一例一休</p>
<p dir="ltr">對他們來說,大部份的時候都是週休二日</p>
<p dir="ltr">對他們來說不喜歡的是一例一休的不彈性</p>
<p dir="ltr">或者注意力放在被砍的七天假。</p>
<p dir="ltr">或者反而從僱主或經濟的角度出發。</p>
<p dir="ltr">但不管他們最後支不支持一例一休</p>
<p dir="ltr">都必需了解到這法律</p>
<p dir="ltr">保護的是什麼,保護的就是連續上班六天</p>
<p dir="ltr">沒有加班費</p>
<p dir="ltr">或者雇主發給他們一天一小時加班費</p>
<p dir="ltr">他們卻不敢,不能換工作的人</p>
<p dir="ltr">這樣子的人只可能在社會最底層。<br></p>
<p dir="ltr">我之前在報紙上看到一人工作,老婆,雙親,小孩都要養的</p>
<p dir="ltr">反對一例一休,因為老闆不會給他加班</p>
<p dir="ltr">但若是以一般平均來說</p>
<p dir="ltr">一般企業</p>
<p dir="ltr">一年加班三個月的週六</p>
<p dir="ltr">他的實際加班工時,可以在一例一休變高</p>
<p dir="ltr">因為他全年都可以在外兼職。<br></p>
<p dir="ltr">第二個他可以申請一些補助的。</p>
<p dir="ltr">而且實際上假設他們公司很特例</p>
<p dir="ltr">每個週六都上全班,因為工時歸定</p>
<p dir="ltr">只有2全天,2半天的加班費</p>
<p dir="ltr">所以換算起來跟全部去外面找時薪加班沒差這麼大</p>
<p dir="ltr">月薪三萬</p>
<p dir="ltr">他一個月是少賺1000</p>
<p dir="ltr">而他的狀況真的是少數中的少數。<br></p>
<p dir="ltr">所以若我們以2.5萬以下薪水來做分界</p>
<p dir="ltr">勉強做為最沒議價能力的指標</p>
<p dir="ltr">這個一例一休法律就是保障這20%的少數人</p>
<p dir="ltr">但雖少數但實際總量體一樣有200萬人這麼多</p>
<p dir="ltr">須知,400萬即可當選總統</p>
<p dir="ltr">這些人可能聲音不大</p>
<p dir="ltr">但他們一個聲音所以表現的痛楚是更大。<br><br><br><br><br><br><br><br><br><br><br><br></p>
PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-87189735311665901232017-02-02T18:34:00.001+08:002017-02-02T18:34:10.563+08:00從中小企業平均值看一例一休一例一休追本朔源是個工時法案<br />要有工時法案,或勞工法案<br />而不由僱主與勞工自由訂約<br />就是為了防堵僱主惡意的讓員工工作太久<br />而喪失的是員工自主的想多上班時不被允許。<br />這種法律的存在時間是<br />工業革命之初<br />英國工人僱主可以要他們每天工作14小時<br />而且還是在有監工的高壓狀態進行<br />所以直接以法律認定這樣工時是違法<br /><span style="font-family: 'Helvetica Neue', Arial, sans, sans-serif;">好處明顯的高於壞處</span><br />而現今之所以一例一休出現分岐的原因之一<br />在於狀況已不再這麼極端<br />所以社會無法決定工時減少的好處是否高過壞處。<br />具體來說什麼樣的狀況?<br />我想做的是從一個典型公司來計算影響<br />缺點是以偏概全<br />但優點是相當明確<br />這樣明確的分析我很少看到,<br />因此我覺得這一篇有些存在價值。<br />以主計處100年統計狀況來看<br />中小企工業類平均的利潤率6.8%<br />平均營業額3000萬左右<br />平均獲利就是200萬元<br />員工平均8.5我們取9位,年薪平均50萬<br />共 450萬元薪資以240天工作日計<br />一天是1.87萬薪資<br />每小時薪資成本2343元<br />在2016年前,雙週84工時限制下<br />若要一週上班六天各8小時<br />每週六天各加班一小時元(因為每天排定工作7小時)<br />若以一年48週計,<br />2343*6*1.33*48<br />共加班費89萬元<br />這是在2016年之前的狀況<br />換成一例一休後<br />一樣是每週六都上班的狀況<br />一天1.87萬薪資48個週六乘上1.6的倍數是 144萬的加班費,<br />加班費比2016年前多了45萬元,佔營業額1.5%<br />也就是這家案例公司原本賺200萬<br />現在只賺155萬影響數22.5%<br />少了滿多沒錯,也難怪會有抱怨<br />但以155萬的獲利來看也沒少到所謂關廠的地步<br />而所謂不接單,應當還是低利潤訂單不能接吧<br />例如只有1%利潤率的訂單。<br />但那些訂單原本可以成立,難道不是建立在廉價的勞工。<br />或者建立在低附加價值之上。<br />而我高度懷疑那些叫很大聲的公司<br />是否之前規定每天上班七小時上六天<br />卻實際上卻每天上到8小時,沒給加班費<br />因為若是這樣換算則是144萬的差額,<br />難怪他們這麼難過<br />之前偷一小時不好發現<br />員工也傻傻的或容易用其他的藉口讓他多做一小時<br />例如中午休息時間訂一個半小時<br />但私下口頭約定吃飽就上工。<br />現在一例一休,這樣的狀況違法就變得很明顯<br />若是這樣是這些公司之前違法的問題<br />而不是一例一休給他們造成問題。<br />然而再進行之前<br />我想要回頭看這個討論的假想案例是<br />一個每週六都要加班的狀況<br />一個每週六要加班的公司<br />我們可以認定為生意很好,接單很好<br />但又沒賺得比較多<br />是否可直接認定為這種公司的競爭力基本上是建立在剝削勞工的價值<br />但或許這也不是這整個一例一休觀點中最爭議的部分<br />是視訂單而加班的一般企業,認為造成很大不變<br />我們就一樣來試算一下<br />我們以2014總工時2134小時<br />比正常240天8小時1920小時<br />多了214小時,除上8是 26天左右<br />假設一半是在平日加班,<br />也就是平均一年總週六加班時間是3個月<br />也就是1/4年<br />所以多發的加班費<br />錢是11萬左右<br />所以原本一年賺200萬變成189萬<br />我明白老闆會心痛,但可不可以不要叫這麼大聲!<br />還是回到一例一休真正大影響的<br />是週六非常常加班的<br />這會是什麼樣的公司<br />只有兩種可能<br />一種就是公司很賺,常常加班<br />業務量很大,<br />我們假設他就偏離平均三成好了<br />比一般企業多60萬獲利<br />加班費也偏離三成是多了4萬<br />真的這種企業多賺一點,多花一點真的很痛?<br />那所得稅的累進稅率是否也不公平?<br />複雜的案例會是第二種<br />就是公司不怎麼賺<br />但他週六天天加班<br />我只能想像是做包裝<br />低級組裝,簡單製造這種東西<br />不能說倒了沒什麼<br />尤其是站在老闆本身的立場是可憐的<br />他其實也沒做錯什麼。<br />但就社會的立場來看<br />這種企業倒了,淘汰了,<br />應當會加速整體經濟轉型比較好不是嗎?<br />所以一例一休的壞處其一只是讓賺的多的少賺了一些<br />這沒什麼不公平的。<br />第二個壞處是會讓低附加價值的企業倒<br />讓低利潤的訂單不可以接<br />但它的副作用就是經濟可以升級<br />被那個低附加價值的資源長期來看可以導到社會的另一個方面,<br /><span style="font-family: Helvetica, Verdana, Arial, sans-serif;">就我個人經驗,隔週休其實比假常見</span><span style="font-family: Helvetica, Verdana, Arial, sans-serif;">可能每週六天還是比較難找到員工吧,</span><br />其實這是我在工業區比較常看到的狀況<br />他休息那兩個週六也來上班<br />以及那應該上半天的週六上整天<br />總共一個月加班 24小時<br />領125*2*1.33+125*2*1.66大約747元一次 所以兩次1600<br />(但我懷疑這部分很少人領到,然後只上半天時還覺得是老闆送的)<br />另兩個本不用上工的週六加班費是1000*1.6*2=3200<br />總共是4800<br />所以抗議的員工應當是認為少賺了這4800<br />但實際上他可以有這個休息日去外面工作的選項<br />假設他選擇在休息日到外面做速食店工作<br />時薪120*8= 960 乘上4<br />是3840 元<br />所以賺的是少1000<br />對於一個一例一休後上班的人<br />他的週末的休息日工時,一個月是32小時<br />隔週休有24小時,加計可能1.55的加班倍數,他等同於37小時<br />所以一旦他的月薪高過於120的37分之32的時候也就是103<br />換算月薪是2.47萬<br />若月薪在2.5萬以上他就可能利用打工在新制領得比較少<br />反之2.5萬以下則比較多<br />也就是在每週六都上班的假設下<br />1000萬的總勞工有200萬過得比較好<br />反之其他800萬比較差,所以難怪這法案也沒得到多數勞工支持<br />但是實際典型的情況並非每周六加班<br />而是大約3個月<br />所以原本一個自願加班者<br />在公司的加班一年是100小時加乘1.5相當於150小時可賺<br />但是這12個週六是不定時上工<br />也讓他很難利用時間找兼職工作<br />因為兼職工作多數也希望固定時間。<br />另外要上工的那兩個週六上午,基本無法有效利用<br />員工不能拒絕出勤只能請假。<br />但若真的我們以賺多一點錢當作是最高目標<br />利用每個週六是相當於48個週六,384個小時可利用<br />就算喪失原工作的加班機會<br />在外面兼職的領薪工時是高於一例一休之前的<br />這才是實際的狀況,<br />但沒聽人提起這樣的情況<br />所以除非時薪是120的2.6倍<br />也就是月薪到達7.5萬以上<br />否則一例一休的休息日去兼職賺得會更多<br />這狀況複雜的基本因素是上述對比不在一樣條件下<br />一個一年不定時工作1/4個週六(可能不是週六,但我方便起見)<br />另一個要工作全部的週六<br />但是請記住這邊討論的想加班的員工<br />不就因為種種因素想多賺錢<br />因而反對一例一休的實質週休二日<br />所以這樣反對的人是否是在<br />一定在原工作地點加班的限制下思考<br />而忽略了到外面打工的可能<br />而既然想多賺錢,這種麻煩不能容忍嗎<br />最後120時薪其實等同2.9萬月薪<br />所以若願意到外面工作<br />同樣加班時間<br />就差在加乘數上的50小時<br />=50*125= 6050元<br />也就是一年的落差會在6050元<br />真的算出來,好像沒想像這麼大<br />而且保留了可以賺更多的工時。<br />而且我們這邊還沒去看<br />公司雇主考量工作還是正職做得比較好,因而還是讓員工照常加班的部分,<br />這部份比例不知多少,但一定會有<br />總的來說我認為以這種平均的典型中小製造業看<br />雇主端,影響不大<br />除非他“原先就不遵守2016年前的84小時工時”<br />而我更在意的員工端<br />尤其是薪水在2.5萬~3.5萬這500萬人的中堅人士<br />確實是有影響,<br />但這是在限定原地方加班的狀況考慮才會這樣<br />但實際上可以到外面上班<br />因為週六(方便起見但休息日不一定是週六)變成固定的休息時間<br />真正可以利用的加班時間<br />從原先的加班150小時,上升到了384個小時<br />以至於想增加收入者,有更大的彈性<br />這一點似乎也沒人提<br />但實際上說穿了,<br />就是若要用週六兼職<br />實際上就要每週六日兼職,<br />這樣真的很累<br />所以這500萬人考慮的是若是一例一休<br />雇主不加班了或不找他們加班了<br />他們一個月可能就少領了4800<br />一年加班三個月就少領了14400.<br />每個人都有不同的價值觀<br />但他們的少領,保護的其實是每週上六天八小時又沒加班費的人。<br />我其實更支持積極的增加基本薪資法案<br />但在那之前,一例一休總的來說我認為還是讓台灣往更好的方向前進。<br />用這樣平均案例計算有以偏概全,<br />但我自己認為在這些缺點存在的同時還是有說服力的,<br />因為拆解成較為明確的狀況<br />才得以去理解這樣政策的利幣,並形成自己的看法。<br />而非去討論無法量化的感覺。<br />
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</span>PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-33207276189311747982016-12-09T13:36:00.001+08:002016-12-10T09:08:12.154+08:00一例一休增加了薪資,降低工時有限。<div dir="ltr">
台灣有工時偏高的既存事實應無疑問,</div>
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但這要分三個層面來看</div>
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自願性加班,被迫加班,沒有給薪違法的加班</div>
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理論上,不應有被迫加班的人</div>
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因為一個人可以換工作,</div>
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為了簡化討論我們假設他有足夠的能力跳槽</div>
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所以這問題重點不在表面上的加班,</div>
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而在有沒有足夠多的其他選擇讓勞工選擇。</div>
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無奈的是台灣多數的企業一個樣</div>
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而這結構是個更難解決或更嚴重的問題。</div>
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而一例一休對沒給薪的加班</div>
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不論是每天偷個一個半小時</div>
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或做的更明顯的,都是沒效果的</div>
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因為他本來就違法,或是一種現行結構下的習慣。</div>
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這可能是為什麼吹哨者法案併進通過的原因。</div>
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既然對工時沒什麼效果</div>
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所以一例一休的主要效果是其實是透過加班費,增加薪資。</div>
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但我不知道這是不是民進黨有意期待的主要效果</div>
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因為理論上,要增加薪資應當真刀真槍的來</div>
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讓社會公評。</div>
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然而,當我們發現一例一休就已經在資方引起這麼大反彈</div>
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很容易想像若大幅度提高基本工資他們會多激烈反彈。</div>
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所以這種角度來看,一例一休似乎是一種現階段可行增加薪資的一種變象手段。</div>
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但缺點在於難以讓社會公評</div>
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自然無從表達合適的讚成或反對。</div>
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而兩者很難擺在同一基礎上做為比較。</div><div dir="ltr">我雖然比較擅長經濟分析,</div><div dir="ltr">也認為應當提升薪資,</div><div dir="ltr">但我覺得用這樣間接的手段不好</div><div dir="ltr">主要這潛藏著一種思想</div><div dir="ltr">只要為人民好,欺騙是可以接受的!</div><div dir="ltr">而獨裁者是不是可以想我是為人民好,可以代人民決定,</div><div dir="ltr">所以若要提升薪資,其實我更傾向直接的手段。</div>
PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0tag:blogger.com,1999:blog-2947442048747193558.post-80070453375678425522016-12-07T17:55:00.003+08:002016-12-07T17:55:42.057+08:00談菜籃族為什麼在股市很久卻不會進步!<div style="font-family: 'Helvetica Neue'; font-size: 14px;">
學習的重點在反饋</div>
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而股市的結構造成反饋是看賺跟賠</div>
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也就是股價漲跌</div>
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於是容易造成同樣的方式</div>
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在不同的時期績效不同。</div>
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缺點就在於股價的方向變動很快</div>
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卻要以他為依歸。</div>
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或者是不同方式卻造成一樣結果</div>
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最後的結果就是無法學習</div>
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"數十年如一日",永遠沒法變強。</div>
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所以我們要選取的,</div>
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就必需要是與報酬正相關,但變化度又沒那麼大的業績為依歸。</div>
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例如,預期這間公司的增長可持續</div>
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那麼,這個增長就是很好的反饋點。</div>
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或更直接的預期這家公司的eps。</div>
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讓我舉一個今年印象深刻的例子來說明</div>
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價格反饋,與業績反饋的不同。</div>
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我約四月底買進岳豐約17,18元,</div>
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預估eps2.5。</div>
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後來四月營收非常差,讓我拉低他全年eps預估,到1.8吧,所以在小賺的時候賣掉,</div>
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最後他漲到50元,</div>
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若我以股價為回饋點,結論成為我必需放久一點,買了沒到損失比例就不停損。</div>
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但若以業績為反饋點</div>
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會發現4月仍屬年初,業績的穩定度仍低,</div>
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第二,岳豐的單月營收本身變化度就大</div>
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且旺季集中在下半年,所以遇到這兩種條件</div>
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或許可以再多觀察兩個月的業績,</div>
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價格依據的停損結論的缺點,在於下次當營收不如預期的時候,我的持股是大跌,最後停損</div>
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我會有點無所適從,</div>
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因為明明在上一次的例子結果真是上漲的</div>
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這倒不是最大的問題,</div>
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重點會是在這過程中,無從加以進步。</div>
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而即使下次我們在四,五月份看到業績差,</div>
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公司的營收變化度大,等兩個月,大跌</div>
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業績導向的方式會是再去檢討他與上個案例的不同到底在那,</div>
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過程或許都是賠錢,但以業績為檢討</div>
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又多學了一些東西,</div>
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而不斷的累積,才會越來越厲害。</div>
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所以有些菜籃族買股票的經歷很久,</div>
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但整體實力跟剛開戶的時候</div>
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其實是差不多的,就是這道理。</div>
PABLO CHENhttp://www.blogger.com/profile/12206354957032617063noreply@blogger.com0