今の時代は、個人がもっともお金を集めやすい社会になっているのかもしれない。
ここ数年、CAMPFIREなどのクラウドファンディングや、個人が株式会社のように上場できるビットコインサービスのVALUなど、個人がカネを集めやすいネットサービスが次々と登場しているからだ。
そんな時代だからこそ、他人から出資を集めるコツを知りたがっている人も多いかもしれない。だが、何の信用も知名度もない人間が、人様のカネを集めることはそう簡単なことではないように思われる。
だが……。
「そんなことはありませんよ。お金がなくても、適切なプレゼンをすれば、知名度も信用度もなくても出資を募ることができます」
そう語るのは、現在投資ファンドを運営する日本創生投資CEOの三戸政和氏だ。三戸氏は現在、ファンドサイズ30億円の投資ファンドを運営してるが、創業時の自身の持ち出し資金はわずか2.5万円。たったそれだけの自己資金で、なぜこれだけのカネを集められたのか。
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)
三戸政和氏
「プレゼンのスキルに尽きますね。私のファンドでは、投資家から集まった30億円のうち、数億円を3社へ投資しました。現在、それらの会社の売上合計が60億円を超え、営業利益は4億円超え。つまり、自分の持ち出し資金が2.5万円しかなくても、集めたお金でしっかり利益を出せています。このように事業が展開できたのは、すべて投資家へのプレゼンがうまくいったからです」
このように、自分にカネがなくても、プレゼン次第では他人からカネを集める方法は確かにあるのだ。
そこで本記事では、三戸氏に
「人からカネを集める超現実的なプレゼン術」について、解説してもらった。
1:権威主義を利用せよ!
→知名度の高い人の出資は最大限アピールせよ
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)
もし、あなたが投資家であった場合、どんな言葉をかけられたらこの会社に出資したいと思うだろうか。「5年後に、100億円の会社になります」や「世界で最先端の技術を導入して事業を展開します」と言われたら心が動くだろうか。
残念ながら、これではカネを集めることはできない。日本の投資会社はサラリーマンチームでやっていることがほとんどで、そこまで専門知識は持っておらず、鼻の効くプレイヤーが多いわけではない。
極論に言えば、専門知識を披瀝するよりは、
権威主義を用いたプレゼンのテクニックのほうが重要となる。
市場の説明をするよりも、 例えば出資者に孫正義がいる場合は
「わたしの会社は、エンジェル投資家として、孫正義氏が入っています」と言ったほうが、投資会社は出資を決定をする可能性が高い。
というのも、投資家は投資を受ける側が思うほどロジカルに意思決定しているわけではないからだ。先の例で言えば、投資家は「孫さんが投資しているなら、勝てるビジネスに間違いない」と潜在的に心を動かされるケースが少なくないのだ。
言い換えれば、
「大物から先に口説く」というのは、広く出資を募る上ではかなり重要となる。
2:非論理的な計算式は絶対NG
→「市場の1%のシェアを取れば売上が◯億円になります」は絶対に言ってはいけない
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)
権威を持ち出すことで投資家の心は動かされやすいとすでに説明した。それと矛盾しているようだが、
論理破綻をしているプレゼンにも投資家は相当ネガテイブな反応を示す。
もっともわかりやすいのは
「今回の新事業は、市場規模の1%を取れば、売上が◯億円になります」というトンデモプレゼンだ。
この“1%”という数値、何の根拠もないにもかかわらず、出資を募るプレゼンでは意外とよく聞くフレーズである。市場の1%を取れる根拠があればいいが、私は1%の根拠を示したプレゼンをいまだに聞いたことがない。
「その1%のシェアが取れるという根拠は?」
「なぜ5%じゃなくて1%なの?」
「いつごろ1%のシェアを取れるの?」
といった投資家からの質問に答えられないならば、安易に「1%」という数値は出すべきではない。