Hideyuki Takano (Written by)
Shueisha (Japan) (Publishing House) / Kodansha Bunko
2009November 13 - (Release date)
Kindle version (Format)
Departing from Chengdu, Sichuan Province, China、Through Northern Myanmar、The Southwest Silk Road to India。
After World War II、A book in which Mr. Takano challenges a route that no one has completely followed by land.。
3Months? The journey is vividly depicted。
This time too, the content was blown away.。
With the help of guerrillas from the anti-government minority, I walked through the jungle (even riding elephants)、Hiding your identity and crossing borders、Getting into various troubles、It would have been a very dangerous journey...
I wish you came back to Japan safely.。
He was deported to India for this incident.、I was blacklisted、It seems that you can no longer enter India。
This is another work I read the other day.The Way to IndiaIs the story connected to。
I want you to moderate the danger anymore.。
Related Posts
- Last embryo 6 battle!! Atlantis continent
- Final Fantasy XIV I'll teach you Dr. Larafel!(1) ふぁっ熊 (Written by), Square Enix (Written by)KADOKAWA (Publishing House) / 電撃コミックスEX2017年8月26日 (Release date)Kindle version (Format) それになんで僕が新米だって分かるんですか? ブック ! これがおまえが初心者だという証拠だ えっ!? このゲームに慣れた者なら相手が本を出したらすぐ自分も本を出す ッ痛エ! ウソを教えないでください (p.6) 見た目はやっぱりミコッテ♀だとか。P.62の扉絵が印象に残った。#5のメディアミックスのパロディも惹きつけられる。巻末の学者ちゃんとエオルゼアも面白かった。タコトパスが愛したわこほアンドひよこ。学者という職業があるのだな。
- Chart Equation Mathematics 1 Part1 [Equations and Inetheles] Toshikazu Sunada (Written by) Zuken Publishing Co., Ltd. (Publishing House) 2003April 1, 2016 (Release date) Hardcover (Format) Good、I'm going to start this collection of questions today~。 Let's start with Chapter 1, "Equations and Inequalities"。 Question 1、It is said that it is a problem of Doshisha Women's University。 This is just a matter of expanding the expression。 It's a hassle to calculate.。 \({ x }^{ 5 }\)The coefficient of is (-19\)、\({ x }^{ 3 }\)The coefficient of is (-23\)だろう。 ほい、正解~。 According to the commentary、全部を展開しなくてもその次数の項にだけ注目すればいいみたい、I see。 次は第2問。 同志社大の問題だ。 (1)は条件式から $$xyz=3\left( xy+yz+xz \right)\tag{1} $$ となり、あとは普通に与えられた式を展開して(1)式を代入すれば、都合よく\(\left( xy+yz+xz \right)\)section disappears and the answer comes out。 (2)According to the hint、 $${ x }^{ 3 }+{ y }^{ 3 }+{ z }^{ 3 }-3xyz=left( x+y+z right) \left( { x }^{ 2 }+{ y }^{ 2 }+{ z }^{ 2 }-xy-yz-zx right) $$ It seems to use the formula that。 If we transform this equation into、 $${ x }^{ 3 }+{ y }^{ 3 }+{ z }^{ 3 }={ \left( x+y+z right) }^{ 3 }-3\left( x+y+z right) \left( xy+yz+zx \right) +3xyz $$ このようになって、The rest(1)と同様に式を代入すれば\({ x }^{ 3…