GmajorGEmAmC这个组合有点淡淡的哀伤,暂想不出好名字[
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陆续记录一些chordprogression
1)DGEmA,Dmajor,左手弹出来是这样的,似曾相识的感觉
2)DADG(Dmajor)
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)
ThenotesoftheCminornaturalscaleare:CDEbFGAbBb
Chordsinnaturalminorkeysfollowthepattern,minordiminishedmajorminorminormajormajor.
i–Cminor,Cminorseventh(Cmin,Cmin7)
iidim–Ddiminished,Dminorseventhflatfive(Ddim,Dm7b5)
III–Eflatmajor,Eflatmajorseventh(Ebmaj,Ebmaj7)
iv–Fminor,Fminorseventh(Fmin,Fmin7)
v–Gminor,Gminorseventh(Gmin,Gmin7)
VI–Aflatmaj...[
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![](/upload/album/78/e8/79/4f8429d635151F024exx.png)
写音乐最迷人的地方是有无穷尽的可能性写出带有各种情感色彩的曲子,方法也简单,懂简单乐理就可以在钢琴上实践,12个majorscales,12minor(harmonicminor古典音乐用的),每个scale都有它的primarychords(1,4,5),secondarychords(2,36,7),选一个majororminorscale,按节奏来弹chordprogression,已经是弹伴奏的曲子了,右手弹scale中选出的notes(旋律melody),开始可以随机选配chordprogression(左或右手))这种[
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AnUCBerkeleyevent,aninterviewandQ&AwithafamouspianistwhowonChopinmusiccompetitonmanyyearsago,GarrickgaveaninterestingtalkoninterpretingChopin'smusic,hehassomuchpassionanddeepunderstandingonChopin'smusicbothtechnicallyandemotionally,andheisanextrovertyetcouldconnecttoChopinsowell.
ThereisanuniversalappealwithChopinmusicevenforsomeonewhoisnotinterestedinlisteningtoclassicalmusiccoulda...[
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![](/upload/album/e7/7b/97/cdf1a80a2222NwmkoSl7.jpg)
几年前着魔过画画和素描,收藏一些artbook,幸好有藏书癖好,pandemic在家里有自己的图书馆随时可以翻阅各类书籍,乐谱,绘画包括运动类书籍,精神粮食还算充足。
除了最崇拜的达芬奇和michangelo,Raphael这些有神性的画家,还有几位画家也念念不忘。一位是英国的画家edwardBurnejones(1883-1898).他主要画有宗教色彩的玻璃画但也有大量的其他类别画作,那本画册是黑白色,让[
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Don'tonlypracticeyourartbutforceyourwayintoitssecretsforitandknowledgecanraisementotheDivine.-Beethoven
‘如何写音乐’这个标题实在太大,是我学音乐的初衷,当时带着好奇心来学习如此美妙的音乐是怎么写出来的,先自学乐理再学钢琴。这个课题可以精深到学习多年,比如从本科到博士生的学习范围,也可以浅到一个6岁儿童在钢琴随机按键尝试弹出一些好听的调子。作曲本身不难,初[
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