奇術の森

種明かしだけじゃない手品・マジックの楽しさ伝えます

「しあわせの書」を使ったブック・テストのやり方とデビット・ホイ式のブック・テストの解説

f:id:beed:20171124012502j:plain

ブック・テストは素晴らしいマジックです。そして「しあわせの書」は故・厚川昌男氏が残した素晴らしい本です。しかし、やり方の解説もないので入手しても使い方がわからないという方もいらっしゃると思います。

そこでこの記事では「しあわせの書」を使ったブック・テストのやり方を解説しようと思います。一番かんたんでシンプルな方法をひとつだけですが、十分に通じる方法であるはずです。

また、「しあわせの書」を入手し、ブックテストのやり方を解説したこの記事にたどり着いた方のために、仕掛けのない本でできる非常に効果的なブック・テストであるデビット・ホイ式のやり方を合わせて解説したいと思います。

ただし、誰にでもタネを明かすわけにもいきませんのでかんたんなパスワードをかけることにしました。パスワードは「しあわせの書」の100ページの最初の5文字ということにします。

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