Psychomatrix - square na Pythagoras

Wannan zato, kamar psychomatrix (wanda ake kira Pythagoras square), yana da nishaɗi kuma mai sauƙi a lissafi. Ana iya yin saƙo a yanzu, ba tare da ya fita daga allon kwamfutar ba.

Da farko, bari mu dubi yadda za mu zana siffa na Pythagoras daidai, wanda ake kira psychomatrix, da kuma yin lissafin lissafi.

Da farko, zana zane a kan kullun jaka 9. Za mu bukaci shi ta ƙarshen yin magana. A cikinta zai zama asalin asiri na filin Pythagoras da kuma buɗewa na haɗin lambobi da rabo.

Rubuta a takardar takarda dukkan lambobi na ranar haihuwarka (ko mutumin da kake tsammani a).

Yi la'akari da ranar 02.09.1964.

Duk siffofin da muka gani a gabanmu, ƙara har zuwa alamar daidaito: 0 + 2 + 0 + 9 + 1 + 9 + 6 + 4 = 31.

31 - lambar aiki na farko.

Yanzu an ƙidaya lambar da aka ƙara 3 + 1 = 4.

4 - lambar aiki ta biyu.

Ɗauki lambar farko 31 kuma ɗauka lambar farko daga gare ta a ranar haihuwar (sai dai zero) karu da 2. Yana fitowa 31- (2x2) = 27.

27 - lambar aiki na uku.

Kuma ƙari na ƙarshe: 2 + 7 = 9.

9 shine lambar aiki ta huɗu.

Yanzu mun dawo zuwa ranar haihuwar: 02.09.1964 kuma sanya wasu lambobi (ya zama lambobi 4).

A misalinmu wannan shine: 31, 4, 27, 9.

Lambobin aiki don cika tebur suna kama da wannan:

Jigon farko shine ranar (ba tare da sifilin): 2, 9, 1, 9, 6, 4.

Layi na biyu shine lambobin aiki da muka samu: 3, 1, 4, 2, 7, 9.

Ka tuna da cewa a farkon talikan, mun fentin filin sihiri na Pythagoras, wanda ya kamata a cika matrix. Mahimmanci a cikin lissafi yana buƙatar a rubuta a cikin kwayoyin. Don haka, bari mu ga abin da muka samu yayin cika launi tare da lambobin: 2, 9, 1, 9, 6, 4, 3, 1, 4, 2, 7, 9.

A ƙasa za mu ga yadda aka tsara kyautar kyauta ta ainihin "I", dangane da yawan lambobin da kake da shi a cikin filin.

Units:

Biyu:

Threes:

Hudu:

Five:

Sixes:

Bakwai:

Takwas:

Nines: