söndag 31 maj 2015

Gråsparv



Nej men hej!



Jag kom tillbaka till Sverige för ca. två veckor sen.

Jag hade PC problem båda i Japan och Sverige så det var tyvärr svårt att skriva bloggen.

Nu kommer det småningom!!




I fredags var vi i Karlskrona.

Fint väder!

Många syren blommade där.

Det var vackert!





Oj!


Gråsparvar kom nära oss.






De såg inte så rädda ut för oss.


Nyfiken?





Kawaii!     (*´∀`*) キュン!




Det fanns en Ubåt där i Karlskrona.


Ubåten används för krig.

Krig är att döda en massa människor.

Jag önskar att vi ska undvika kriget.


Vi kan göra på samma sätt som gråsparvar.

Vi kan bli kompisar utan krig.

Det är mycket bättre.   ( ゚∀゚)人(゚∀゚ )ナカマー!





Jag läste en bok av Kiyoshiro Imawano när Mipen körde bilen.


 瀕死の双六問屋
Från Amazon



I boken skrevs det att

" Artikel 9 av Japansk Konstitution är liksom samma idé som John Lennon har. Den säger att vi ska inte kriga och vi ska jobba för fred i världen. Vi är liksom John Lennon, eller hur? Vi ska sluta kriga. Vi ska leva i fred. Vi ska leva på samma nivå. Då kan vi leva lyckliga."

Jag håller med honom.

JA ━━ d(゚∀゚)b ━━ A ! 


Jag fascinerades av hans tankar och skrivteknik.

Han skrev med fantasi och humor men hans ord kommer direkt till sjärlen och det känns som sång lyrik. Det är liksom kryddor.


Ja, vi måste bli kloka för att inte bli hjärntvättade.


Jag respekterar honom som en artist som älskade mycket kärlek och fred.

Jag tackade mycket Kiyoshiro som är i himlen.

ヾ(o゚∀゚o)ノ ☆゚+ ア リ ガ ト ゥ ☆゚+♪




Imagine av Kiyoshiro
( Japanska )







M



måndag 13 april 2015

Snygg Hund!



Hej!



Ååå!! Sugoi! KawaEe!


Seiichi Tanabe är en japansk skådespelare.


Det är "The Rolling Stones official T-shirt" av honom.




田辺誠一が描く、“ゆる〜い”ザ・ローリング・ストーンズTシャツ登場!




Hunden heter "Kakkoii inu".   「かっこいい犬。」

"Kakkoii" är snygg.  かっこいい
"Inu" är hund.       犬

Oj! Snygg hund!   (・∀・)









Hans blogg och twitter.

http://ameblo.jp/tanabe-seiichi/ ( Japanska )

https://twitter.com/tanabe1969 ( Japanska )



M




tisdag 7 april 2015

Hur diskar du?



Hej!



Jag hittade en artikel i Japan.

Oj! Den var svensk...!!

(ノ゚ο゚)ノ オオオオォォォォォォ-.



Enligt artikeln är det dubbelt så vanligt att barn har allergier i familjer som använder diskmaskin än i familjer som handdiskar.



168849264
Photo: http://time.com/3717020/dishwashing-allergies/#3717020/dishwashing-allergies/




Jag använder inte diskmaskin nu. Jag använder Eko tawashi.

Då kan jag diska bara med varm vatten utan diskmedel.

゚+。:.゚ヽ(*´∀`)ノ゚.:。+゚


Fett kan man torka bort med potatis skal, grönsaks rester eller sarvett innan diskning och man kan använda bikarbonat om det är mycket smutsigt.

Om det luktar illa kan man skrubba med morotsskal.



Några bakterier renar Jorden även om vi inte kan ser dom utan mikroskop.

Vi måste sluta att ändra deras liv för att behålla balansen.

Annars ska det troligtvis orsaka nya sjukdomar.

Om de bra bakterierna försvinner i Joden hur ska det då bli tror du?

   ∑(゜∀゜)



M


Källor

食器洗浄機を使う家庭では、子どもの喘息や湿疹のリスクが2倍になる! ( Japanksa )

Allergy in Children in Hand Versus Machine Dishwashing
Från Göteborgs universitet ( Engelska )

Why Washing Dishes by Hand May Lead to Fewer Allergies ( Engelska )



måndag 6 april 2015

Mor, Tack!!



Hej!




Jag är i Japan nu.







Idag var det min födelsedag.




Det var jättevacker Sakura Fubuki!!


Japanska : " 桜吹雪 " Sakura Fubuki.

" 桜 " är Sakura

och

" 吹雪 " betyder snöstorm.

Kanske kan du se vad det betyder.







Jag promenerade med min mor.







Jag tackar min mor.


Jag är lycklig att hon är min Mor.  (゚∀゚) ♪




M




lördag 28 februari 2015

Naturenergi



Hej!




För några veckor sen ramlade det ner en bok från hyllan när jag städade.

Å, nej! Boken gick lite sönder.

   (´・ω・`)ショボーン

Jag måste läsa den! ...kände jag då så jag började att läsa...




フリーエネルギー版 宇宙にたった1つの神様の仕組み
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
Från Amazon



Det var jäääätteimponerande innehåll.

Jag blev mycket förvånad många gånger!   (゚∀゚)

Det känns som att av flera andra böcker som jag har läst så var det denna som fick många pusselbitar att falla på plats.

Det skrevs om fri energi och relation med naturen osv.

Fantastiskt!  彡☆




I denna bok hittade jag lekram för en annan bok.

Vad...? Författaren heter Olof Alexandersson...?

Är han svensk... kanske?  Σ(゚∀゚)

I alla fall ska jag köpa boken därför att Akinori Kimura rekommenderar!




奇跡の水 シャウベルガーの「生きている水」と「究極の自然エネルギー」
オロフ・アレクサンダーソン
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Jag tror att det är samma bok på engelska.



Living Water: Viktor Schauberger and the Secrets of Natural Energ
Olof Alexandersson 
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
 Från Amazon




Jag tycker att det är viktigt att tänka på Hållbarhet.

Då kan vi sluta med kärnkraft som använder och avger livsfarliga ämne.

Det är förstås ohållbarhet.

Naturenergi är hållbarhet, eller hur?



IPPNW ( tysk ) tycker också att vi måste sluta med kärnkraft och använda naturenergi i stället.

IPPNW-Anzeige zum Fukushimajahrestag 2015  ( Tyska )





http://upload.wikimedia.org/wikipedia/commons/thumb/2/2c/North_America_from_low_orbiting_satellite_Suomi_NPP.jpg/220px-North_America_from_low_orbiting_satellite_Suomi_NPP.jpg
 Från Wikipedia



Jag ska åka till Japan nästa vecka.

(・∀・)アヒャ♪




M


Källa

IPPNWドイツ支部「福島原発事故は人類にとって重要な問題である」 ( Japanska )