via Jain 108 Academy ------- POLYGON SEQUENCES:
Shapes That Generate Progressively Increasing Number Codes
A polygon is a shape with many sides, it could 3 or 4 or 5 or 6 or more sides. In the same fashion that we can build a sequence of Squared Numbers, like 1-4-9-16-25 etc we can build pentagonal, hexagonal, heptagonal sequences that carry on forever… Sometimes we need to know a certain number in a certain sequence at a certain position. eg: If I want to know what is the 4th Pentagonal Number, (the Sequence is 1-5-12-22-35-etc) there exists a special formula that can tell us this. It “t” is the number of sides in a polygon, (in this example t=5), the formula for the nth t-gonal number Poly(t,n) is [n^2(t-2)-n(t-4)]/2. Now substitute the values of t=5 and n=4 into this formula, giving: [4^2(5-2)-4(5-4)]/2 = [16x3-4x1]/2 = [48-4]/2 = 44/2 = 22 We just established that the 4th Pentagonal Number is 22 without knowing the full sequence of 1-5-12-22-35… This type of information for Pattern Hunters who need to know such data for their research. Jain 108 Image: (thanks to Tony Foster, who runs a Facebook Group called Pascals Triangle, that has over 6,000 members, for submitting this artwork on his site)
via Journey of Curiosity ------- If you listen carefully to the tone as I sweep between 315hz - 800hz it is only when 380hz is played that the water displays a response.
Lower or higher frequencies there is nothing, until it passes through or hovers around that frequency.
Also, notice how quickly it comes into being, and then suddenly disappears as the frequency changes. Everything has a resonant frequency, and it differs on many variables, If this were a different viscosity or size for example, it may have a different resonance 🌞🎶🌈 To see more videos, subscribe to the YouTube channel! https://www.youtube.com/channel/UCychrbgnGCwlmVZcAUGsXRA
