T H E G O D S A N D B O O K O F D E A D A N C I E N T E G Y P T A N D B O O K O F L I V I N G M O D E R N T O R U S   -=^=- GoD   12 Even the biggest numbers don't live up to 12 Intuitive mathematical paradox N U M E R I C A L    A G E Neil Sloane proposed to measure the numerical age by the number of steps that would be required to get an unambiguous from a multi-digit number using the operation of multiplying all its signs. Number 125 125 -> 1*2*5 = 10 -> 1*0 = 0 First step : 125 -> 10, Second step : 10 -> 0 Number 279 279 -> 2*7*9 = 126 -> 1*2*6 = 12 -> 1*2 = 2 First step : 279 -> 126, Second step : 126 -> 12, Third step : 12 -> 2 Number 277 777 788 888 899 => The life span of this number is 11 E    =    m * c2 M A S S    =    E N E R G Y   /   c2 M A S S    i s    E N E R G Y c2   is speed,..    NO speed is     299 792 458 000 000 micrometers / second My Speed is     281 474 976 710 656 micrometers / second Dont use the    π   [ 3.1415926...] Let the Speed be   X ,    then O B S E R V E R , is there ? . .    Y E S , then     E = X 22 * X 2 O B S E R V E R , is there ? . .    N O , then     E = X 22 WHERE   is    X 22 In this equation there is no mass, no x22 x71 ± 0x70 - x69 - 2x68 - x67 + 2x66 + 2x65 + x64 - x63 - x62 - x61 - x60 - x59 + 2x58 + 5x57 + 3x56 - 2x55 - 10x54 - 3x53 - 2x52 + 6x51 + 6x50 + x49 + 9x48 - 3x47 - 7x46 - 8x45 - 8x44 + 10x43 + 6x42 + 8x41 - 5x40 - 12x39 + 7x38 - 7x37 + 7x36 + x35 - 3x34 + 10x33 + x32 - 6x31 - 2x30 - 10x29 - 3x28 + 2x27 + 9x26 - 3x25 + 14x24 - 8x23 ± 0x22 - 7x21 + 9x20 + 3x19 - 4x18 - 10x17 - 7x16 + 12x15 + 7x14 + 2x13 - 12x12 - 4x11 - 2x10 + 5x9 ± 0x8 + x7 - 7x6 + 7x5 - 4x4 + 12x3 - 6x2 + 3x1 - 6x0 = 0 1 Cuboctahedron = 1 x8 = 8 Tetrahedrons ,        1 Hydrogen = 1 x22 = 22 Developing of "LOOK AND SAY", Conway's constant ,        1 Space = ± 1 x70 = 7 Waves . 1 Bite = ± 1 x71 = 7 Bit + 1 Control . E min = m = c 22      <       E = m * c 2       <       E max = c 24 ^ ^ Einstein's Bubble of physics My Bubble of physics Newton's Bubble of physics O S I R I S Press for swim.. R A