![]() ![]() ![]() Number 8: Letters: H, Q, Z Positive Qualities: Organized, has an air of authority Negative Qualities: Tends to be impatient, too materialistic Number 7: Letters: G, P, Y Positive Qualities: Highly spiritual, interest in research, analytical Negative Qualities: Tends to be selfish and lazy as well as egotistical Number 6: Letters: F, O, X Positive Qualities: Responsible, loves children, tends to be unselfish Negative Qualities: Very sensitive, comes across as cold, skeptical Number 5: Letters: E, N, W Positive Qualities: Knowledgeable, entertaining and versatile Negative Qualities: Careless, restless and tends to be nervous Number 4: Letters: D, M, V Positive Qualities: Practical, systematic and industrious Negative Qualities: Lacks imagination and tends to be argumentative, prone to sickness Number 3: Letters: C, L, U Positive Qualities: Artistic, cheerful and full of imagination Negative Qualities: Tendency to exaggerate and very pessimistic Number 2: Letters: B, K, T Positive Qualities: Harmony and love, great partner, excellent diplomacy skills Negative Qualities: Timid, tactless and tends to be overly sensitive Number 1: Letters: A, J, S Positive Qualities: Individuality, Courage, Leadership skills Negative Qualities: Laziness, tendency to be aggressive, selfish Traits According to Pythagorean Numerology Each number and the related letters, he believed, carried positive and negative qualities. ![]() Pythagoras developed the Pythagorean numerology chart which laid out the letters of the alphabet in conjunction with the numbers one through nine. He developed the system of numerology because as an astrologist, mathematician, musician and spiritualist he believed that everything in the universe was connected and had a sound or vibration of its own. The most common form of numerology used here in the west is Pythagorean numerology and was developed by the mathematician that you probably know best as the creator of the Pythagorean Theorem – a formula used for figuring out the hypotenuse of a right angled triangle. ![]()
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