我们经常听说张家的孩子有运动天赋,李家的孩子有音乐天赋,王家的孩子有数学天赋,但是,具体什么是运动天赋,什么是音乐天赋,什么是数学天赋,我一直都没有仔细想过也没有深究过。今天我看了一段有关说音乐天赋的视频之后才明白,我一直理解的音乐天赋和真正的音乐天赋是有误差的。
![如何判断自己有没有音乐天赋?](data:image/jpeg;base64,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) ![如何判断自己有没有音乐天赋?](data:image/jpeg;base64,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)
我一直认为,音乐天赋就是乐感好,节奏感好,对于音调的辨识度高等等。但是,今天听了DDF 对音乐天赋的解读然后仔细一想,嗯,人家说的对!
天赋有很多种,最重要的几种音乐天赋是:读谱视奏能力,对曲谱的记忆能力,手脚分家的能力和空节奏的把握程度。想想也是,谱子一拿来,照着谱子就能弹,弹个一两遍就记住了,就可以融入情感,尽情发挥了,这还真的就是一种天赋。而对音调的辨识只是一种能力。
![Objectively, what is the hardest piece of music in existence? - Quora](https://qph.fs.quoracdn.net/main-qimg-701b47aa4446f6f9fd0698eef109ea6a)
这谱子,读两遍就会演奏,不是天赋是啥呀?
再说一下运动天赋。
![如何成为真正有力量的人- 知乎](data:image/jpeg;base64,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) ![当你与光子同速并飞,你看光子的速度是0还是光速?| 果壳科技有意思](data:image/jpeg;base64,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)
什么是运动天赋呢?原来一直以为力量是基础,速度是关键,有了这两种能力,天赋就有了。因此有天生神力这么一说。但是,我的女儿打网球,很多人也说她有运动天赋。但是,这么多年下来,我发现,打网球最重要的天赋并不是力量和速度。
![Fully Control Your Focus - Stimulate Your Brain with This Ambient New Age Music, Brainwave Entertainment, Easy Study, Test Preparation, Simple Solution, Mental Ability - Album by Academy of Powerful Music with](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRaeIKr7or0PtImX4i8pUscPjZAYhpVV8PQnA&usqp=CAU) ![Conversation Agent - Valeria Maltoni - Focusing Illusions in Decision-Making](data:image/jpeg;base64,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)
那什么是打网球最重要的天赋呢?我认为,打网球最重要的天赋第一是注意力集中的能力,这是一种非常重要的天赋。很多人在比赛中,不能够长时间的集中精力,因此,在赢得了第一盘的比赛之后,注意力不能集中了,结果,第二盘第三盘就输了。打网球的另外一个非常重要的天赋就是对球的感觉,也就是我们说的手感。对球的速度感觉和空间感觉,这是一个人的天赋。虽然,力量和速度也是天赋,但是,我觉得没有前两种重要。
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SportyTell](data:image/jpeg;base64,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)
费德勒,小德和纳达尔是在注意力集中上面超级有天赋的运动员,而球感的天赋是很多人都有的比如澳大利亚 Nick Kyrgios, 德国的 Dustin Brown,意大利的Fabio Fagnini, 法国的 Gael Sebastien Monfils 都是球感极富天赋的球员。
![Nick Kyrgios withdraws from US Open over coronavirus concerns | Tennis News | Sky Sports](data:image/jpeg;base64,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)
Nick Kyrgios 是极具天赋的网球选手,他的比赛就两个字:好看!
![10 questions about Dustin Brown - Unpredictable, giant-killer, Dreddy](data:image/jpeg;base64,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)
Dustin Brown 每一场球都给你带来两个字:惊喜!
![Ga?l Monfils: The crypto factor gave me flashy returns | Money | The Sunday Times](data:image/jpeg;base64,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)
看Monfils打球,比看老费打球过瘾多了!
我个人认为,不管做什么事情,坚持,努力和能吃苦也是一种天赋。
有人说,兴趣也是一种天赋,我觉得,好像也是!
据说每个人都有天赋,只不过有些人发现了自己的天赋,有些人埋没了自己的天赋,大部分人是根本没有发现自己的天赋。
我赶紧的自己检查一下我自己,看看我这个老人家还有什么样的天赋?哈哈
《版权天赋所有,翻印发现不究》
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