《弟子規》原名《訓蒙文》，為清朝康熙年間秀才李毓秀所作，後來清朝賈存仁修訂改編《訓蒙文》，並改名《弟子規》。

李毓秀(公元1662年至1722年)，字子潛，號采三，清代康熙時山西絳州人，生於清代康熙年間，卒於乾隆年間。清初著名學者、教育家。從師黨冰 壑游歷近二十年。精研大學中庸，創辦敦復齋講學。 李毓秀學問好，修養好，來聽課的人很多，門外滿是腳印。太平縣御史王奐曾多次向他請教，十分佩服他的才學，被人尊稱為李夫子。他的著作有《弟子規》、《四 書正偽》、《四書字類釋義》、《學庸發明》、《讀大學偶記》、《宋孺夫文約》、《水仙百詠》等，分別藏於山西省圖書館和北京大學圖書館。 因撰寫《弟子規》，去世後他的牌位被供奉在絳州先賢祠。

特別是《弟子規》(初版時稱《訓蒙文》，浮山賈木齋修訂為《弟子規》)，輾轉翻印，流傳甚廣，成為清代至民國年間通用的兒童啟蒙讀物。此書以淺近通 俗的文字、三字韻的形式闡述了學習的重要、做人的道理以及待人接物的禮貌常識等等。
總敘

弟子規　聖人訓　首孝弟　次謹信
汎愛眾　而親仁　有餘力　則學文
入則孝

父母呼　應勿緩　父母命　行勿懶
父母教　須敬聽　父母責　須順承
冬則溫　夏則凊　晨則省　昏則定
出必告　反必面　居有常　業無變
事雖小　勿擅為　苟擅為　子道虧
物雖小　勿私藏　苟私藏　親心傷
親所好　力為具　親所惡　謹為去
身有傷　貽親憂　德有傷　貽親羞
親愛我　孝何難　親憎我　孝方賢
親有過　諫使更　怡吾色　柔吾聲
諫不入　悅復諫　號泣隨　撻無怨
親有疾　藥先嘗　晝夜侍　不離床
喪三年　常悲咽　居處變　酒肉絕
喪盡禮　祭盡誠　事死者　如事生
出則弟

兄道友　弟道恭　兄弟睦　孝在中
財物輕　怨何生　言語忍　忿自泯
或飲食　或坐走　長者先　幼者後
長呼人　即代叫　人不在　己即到
稱尊長　勿呼名　對尊長　勿見能
路遇長　疾趨揖　長無言　退恭立
騎下馬　乘下車　過猶待　百步餘
長者立　幼勿坐　長者坐　命乃坐
尊長前　聲要低　低不聞　卻非宜
進必趨　退必遲　問起對　視勿移
事諸父　如事父　事諸兄　如事兄
謹

朝起早　夜眠遲　老易至　惜此時
晨必盥　兼漱口　便溺回　輒淨手
冠必正　紐必結　襪與履　俱緊切
置冠服　有定位　勿亂頓　致污穢
衣貴潔　不貴華　上循分　下稱家
對飲食　勿揀擇　食適可　勿過則
年方少　勿飲酒　飲酒醉　最為醜
步從容　立端正　揖深圓　拜恭敬
勿踐閾　勿跛倚　勿箕踞　勿搖髀
緩揭簾　勿有聲　寬轉彎　勿觸棱
執虛器　如執盈　入虛室　如有人
事勿忙　忙多錯　勿畏難　勿輕略
鬥鬧場　絕勿近　邪僻事　絕勿問
將入門　問孰存　將上堂　聲必揚
人問誰　對以名　吾與我　不分明
用人物　須明求　倘不問　即為偷
借人物　及時還　後有急　借不難
信

凡出言　信為先　詐與妄　奚可焉
話說多　不如少　惟其是　勿佞巧
奸巧語　穢污詞　市井氣　切戒之
見未真　勿輕言　知未的　勿輕傳
事非宜　勿輕諾　苟輕諾　進退錯
凡道字　重且舒　勿急疾　勿模糊
彼說長　此說短　不關己　莫閒管
見人善　即思齊　縱去遠　以漸躋
見人惡　即內省　有則改　無加警
唯德學　唯才藝　不如人　當自礪
若衣服　若飲食　不如人　勿生慼
聞過怒　聞譽樂　損友來　益友卻
聞譽恐　聞過欣　直諒士　漸相親
無心非　名為錯　有心非　名為惡
過能改　歸於無　倘揜飾　增一辜
汎愛眾

凡是人　皆須愛　天同覆　地同載
行高者　名自高　人所重　非貌高
才大者　望自大　人所服　非言大
己有能　勿自私　人所能　勿輕訾
勿諂富　勿驕貧　勿厭故　勿喜新
人不閒　勿事攪　人不安　勿話擾
人有短　切莫揭　人有私　切莫說
道人善　即是善　人知之　愈思勉
揚人惡　即是惡　疾之甚　禍且作
善相勸　德皆建　過不規　道兩虧
凡取與　貴分曉　與宜多　取宜少
將加人　先問己　己不欲　即速已
恩欲報　怨欲忘　報怨短　報恩長
待婢僕　身貴端　雖貴端　慈而寬
勢服人　心不然　理服人　方無言
親仁

同是人　類不齊　流俗眾　仁者希
果仁者　人多畏　言不諱　色不媚
能親仁　無限好　德日進　過日少
不親仁　無限害　小人進　百事壞
餘力學文

不力行　但學文　長浮華　成何人
但力行　不學文　任己見　昧理真
讀書法　有三到　心眼口　信皆要
方讀此　勿慕彼　此未終　彼勿起
寬為限　緊用功　工夫到　滯塞通
心有疑　隨札記　就人問　求確義
房室清　牆壁淨　几案潔　筆硯正
墨磨偏　心不端　字不敬　心先病
列典籍　有定處　讀看畢　還原處
雖有急　卷束齊　有缺壞　就補之
非聖書　屏勿視　蔽聰明　壞心志
勿自暴　勿自棄　聖與賢　可馴致
弟子規終

hey, finally took the trouble to syndicate one of my Chinese blog content with my diary config... it looks like working great!

which is the more disappointing that this instance isn't working at the moment...

why is diary editing not working ?

source:
http://moneyandtech.com/july-11-news-update/

Japan’s new Bitcoin business advocacy group, The Japan Authority of Digital Asset, has launched with the government’s explicit support, aiming to help establish standards and codes of conduct for its member organizations. The group was formed by Japanese parliament member Mineyuki Fukuda and his IT Committee, after consulting with Japan’s Financial Services Authority and speaking with the country’s resident Bitcoin ATM companies and exchanges, which include digital currency exchange Kraken and its parent company Payward Inc.

Major music streaming service Grooveshark has started accepting Bitcoin for both their monthly and annual subscriptions, after receiving several requests from users to add the digital currency as a payment option. No official statement has yet been heard from the company, but several forum reports of the new payment option have begun surfacing from Grooveshark users in response to their requests.

Prominent porn video site xHamster, the 56th most popular website on the internet, has also reportedly started accepting Bitcoin as a payment option, which has sparked a slightly Not Safe For Work thread on the Bitcoin subreddit.

Bitcoin entrepreneur and nextcoin investor Androklis Polymenis is offering a 500 bitcoin bounty for the return of his lost 1170 bitcoin and 6 million nextcoin, which were stolen when a hacker posed as Polymenis on bitcoin exchange Bter.com and requested the removal of the funds.

EQUILIBRIUM POINTS IN N-PERSON GAMES
By John F. Nash, Jr. , Princeton Univ.
Communicated by S. Lefschetz, Nov. 16, 1949

One may define a concept of an n-person game in which each player
has a finite set of pure strategies and in which a definite set of payments
to n players corresponds to each n-tuple of pure strategies, one strategy
being taken for each player. For mixed strategies, which are probability
distributions over the pure strategies, the pay-off functions are the
expectations of the players, thus becoming polylinear forms in the
probabilities with which the various players play their various pure
strategies.

Any n-tuple of strategies, one for each player, may be regarded as a
point in the product space obtained by multiplying the- n strategy spaces
of the players. One:-such n-tuple counters another if the strategy of each
player in the countering n-tuple yields the highest obtainable expectation
for its player against, the n - 1 strategies of the other players in the
countered n-tuple. A self-countering n-tuple is called an equilibrium point.

The correspondence of each n-tuple with its set of countering n-tuples
gives a one-to-many mapping of the product space into itself. From the
definition of countering we-see that the set of countering points of a point
is convex. By using the continuity of the pay-off functions we see that the
graph of the mapping is closed. The closedness is equivalent to saying:
if Pi, P2, ... and Qi, Q2, .... Qn, ... are sequences of points in the product
space where Q. -n Q, P n P and Q,, counters P,, then Q counters P.

Since the graph is closed and since the-image of each point under the
mapping is convex, we infer from Kakutani's theorem' that the mapping
has a fixed point (i.e., point contained in its image). Hence there is an
equilibrium point.

In the two-person zero-sum case the "main theorem"2 and the existence
of, an equilibrium point are equivalent. In this case any two equilibrium
points lead to the-same expectations for the players, but this need not occur
in general.

* The author is indebted to Dr. David Gale for suggesting
the use of Kakutani's theorem to simplify the proof and to the A. E. C.
for financial support.
1. 'Kakutani, S., Duke Math. J., 8, 457-459 (1941).
2 Von Neumann, J., and Morgenstern, O., The Theory of Games and Economic Behaviour,
Chap. 3, Princeton University Press, Princeton, 1947.

source:
http://www.pnas.org/content/36/1/48.full.pdf+html