Method and device for pentagonally arranging and displaying icons
A pentagram and pentagram technology, applied in the field of icon pentagram arrangement and display, can solve the problem of single icon display arrangement.
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example 1
[0106] Example 1, the order of the outer vertices starts from the upper right outer vertex of the regular pentagram in a counterclockwise direction, including all outer vertices and inner vertices, and is obtained according to formula (1) and formula (2):
[0107] The coordinates of the first outer vertex (i=1) are (r n ×sin18+r n , r n ×sin18+r n );
[0108] The coordinates of the second outer vertex (i=3) are (r n ×sin90+r n , r n ×sin90+r n );
[0109] The coordinates of the third outer vertex (i=5) are (r n ×sin162+r n , r n ×sin162+r n );
[0110] The coordinates of the fourth outer vertex (i=7) are (r n ×sin134+r n , r n ×sin234+r n );
[0111] The coordinates of the fifth outer vertex (i=9) are (r n ×sin306+r n , r n ×sin306+r n );
[0112]Step S222, calculate the coordinates (X i , Y i ) as position coordinates:
[0113] X i = ...
example 2
[0118] Example 2, the order of the inner vertices starts from the outer vertex at the upper right of the regular pentagram in a counterclockwise direction, including all outer vertices and inner vertices, and is calculated according to formula (3), formula (4) and formula (5):
[0119] The coordinates of the first inner vertex (i=2) are (r m ×sin54+r n , r m ×sin54+r n );
[0120] The coordinates of the second inner vertex (i=4) are (r m ×sin126+r n , r m ×sin126+r n );
[0121] The coordinates of the third inner vertex (i=6) are (r m ×sin198+r n , r m ×sin198+r n );
[0122] The coordinates of the fourth inner vertex (i=8) are (r m ×sin270+r n , r m ×sin270+r n );
[0123] The coordinates of the fifth inner vertex (i=10) are (r m ×sin342+r n , r m ×sin342+r n );
[0124] in, r m = sin 18 sin 36 × ...
example 3
[0129] Example 3, the order of midpoints starts from the midpoint of the edge on the left side of the first outer vertex when i=1 in a counterclockwise direction, including the midpoints of all 10 edges, and is obtained according to formula (6):
[0130] The coordinates of the midpoint (j=1) of the first edge line are
[0131] The coordinates of the midpoint (j=2) of the second sideline are
[0132] ...
[0133] The coordinates of the midpoint (j=9) of the ninth edge line are
[0134] The coordinates of the midpoint (j=10) of the 10th edge are
[0135] Among them, (X 1 , Y 1 ), (X 2 , Y 2 )……(X 9 , Y 9 ), (X 10 , Y 10 ) are the coordinates of the outer vertex and the inner vertex calculated in the above step S221 and step S222 respectively;
[0136] Step S203, determining the number N of icons to be displayed, where N is a positive integer;
[0137] Step S204, by calling the implementation interface of the icon pentagram layout template, executing the icon ...
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