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64 squaring puzzle

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  • Harvey D Norris
    64 Segments of Squarings. It is noted that a squaring is not the same as a squire. Some say a squire is the attendant to the knight. And is known by the knight
    Message 1 of 1 , Jan 5, 2009
      64 Segments of Squarings.

      It is noted that a squaring is not the same as a squire. Some
      say a squire is the attendant to the knight. And is known by the
      knight the pattern of its movement makes possible the completion of
      all moves of 64 upon the array of 64 when made eight square as a
      And this is done as unique movements involved with the proposition
      that the past cannot be revisited as a movement.
      Now a sort of different proposition presents itself. In the
      knight's journey it returns first next to its origin as the completion
      of one double layer, where the path back follows the path in. It
      starts from one corner and folds back after reaching another corner.
      Now when we introduce the analogy of this being the square
      windings of a square coil; and if the volts equals the no. of winds in
      the coil, each successive wind is separated by one volt by virtue of
      the length of the electrical path, which most importantly dictates the
      amount of electrical current conduction along the entire conduction
      pathway, established by the entire length of conduction path being the
      lowest path of conduction. Therefore by definition there is 1 volt per
      winding established by length of conduction path, but this does not
      include the actions of the associated electric field when those
      conduction pathways are in parallel as will be the case when they are
      fashioned into a multi-layered square array coil. For the first
      example of a laterally wound coil, each winding has one volt across it
      from the line connected source of current pathway ,but it also has one
      volt at 90 degrees across that current from its adjacent winding's
      electric field returning to that conductor through the dielectric
      between windings; which in turn has the net result that two electric
      field vectors at right angles reduces the actual electrical impulse
      velocity to that below of light speed. Thus the question evolves; how
      low can low be practically made? How do you design a coil to have
      maximum sideways electric field deflection from the actual electron
      displacement current made from its line connections? Obviously this
      is done by intelligent pairings of highest and lowest voltage
      differences in a pattern; where having half of the adjacent voltages
      being only one volt obviously must be at least the lowest possible
      version of how to attain to this goal!
      So here 64 square segments are given, each 1 ft long by ½ inch.
      32 glass segments to fit between their halves of adjacent surface
      areas are also given, to form a glass plate capacitor of 16 inch by 12 in.
      Now take only 36 square segments, and 48 glass separators and
      accomplish the same result.

      Huh, somethins wrong here again. I guess the need for more seperators
      was not accounted for.
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