└ 特許にならないアイデア
2026年06月07日
マイナンバー12桁を暗記するアイデア(2)【リライト版】
(雨、糸、ウリ、エノキ、おせちなど)

例えば「池袋に、雨が降る」「サンシャインで、おせちを食べる」など。
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https://youtu.be/sJgjSOk72i4
音は出ませんのでぜひご覧ください
<機械翻訳>
Ideas for Memorizing Your 12-Digit My Number (2) [Rewritten Version]
This article is a continuation of the previous article.
Ideas for Memorizing Your 12-Digit My Number (1) [Rewritten Version]
This article finally presents "ideas for memorizing the 12-digit number."
■Find things around you that you can name in 12 different order without making a mistake.
For example:
・Names of stations on the Yamanote Line (stations on the train you usually use)
・Body parts (head, forehead, eyes, ..., knees, feet)
・Things that catch your eye when you look around your room
・Shops on the streets you usually walk
Anything is fine.
Link those 12 things to the 12-digit My Number.
■Replace the numbers as follows:
Associate each digit with "a ka sa ta na ha ma ya ra wa".
1 → Something from the "A" row
2 → Something from the "Ka" row
...
9 → Something from the "Ra" row
0 → Something from the "Wa" row
If the number you want to remember is 1, you can replace it with something from the "A" row.
(e.g., rain, thread, melon, enoki mushroom, osechi, etc.)
■ How to remember My Number "123456789012" using Yamanote Line station names?
Let's use the Yamanote Line station names, going clockwise (outer loop) from Ikebukuro.
Ikebukuro, Otsuka, Sugamo, Komagome, Tabata, Nishi-Nippori, Nippori, Uguisudani, Ueno, Okachimachi, Akihabara, Kanda, perhaps?
Link Ikebukuro with "1". Link Otsuka with "2".
Similarly, this links to Ikebukuro (1), Otsuka (2), Sugamo (3), Komagome (4), Tabata (5), Nishi-Nippori (6), Nippori (7), Uguisudani (8), Ueno (9), Okachimachi (0), Akihabara (1), and Kanda (2).
■ Imagine connecting something related to Ikebukuro with something starting with the letter "A".
For example, "It's raining in Ikebukuro," or "I'm eating Osechi at Sunshine City."
However, this example isn't very good; it lacks impact and is easily forgotten.
Things you wouldn't tell others are easier to remember (lol).
Continuing similarly, we go up to Kanda.
If you recall it occasionally, you should be able to retain the memory for a considerable period.
* There are various memory techniques like this.
People often memorize tens of thousands of digits of pi!
Those people must be using some kind of memory technique.
I can also tell you the day of the week from any date since 1900.
* Now, onto the main topic: patents (laughs).
Is it possible to obtain a patent for something like the "technique" described above?
As I wrote in a previous article, the key point is:
"Would someone be willing to pay to use that idea?"
It seems a bit difficult to obtain a patent for the "technique" itself.
But we shouldn't give up here.






