South Pasadena Senior High School

proceed at own risk !

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jesteraclown: •°o.O (¯`°•.¸¯`°•.¸({@})¸.•°´¯¸.•°´¯)(¯`°•.¸¯`°•.¸({@})¸.•°´¯¸.•°´¯)(¯`°•.¸¯`°•.¸({@})¸.•°´¯¸.•°´¯)(¯`°•.¸¯`°•.¸({@})¸.•°´¯¸.•°´¯)(¯`°•.¸¯`°•.¸({@})¸.•°´¯¸.•°´¯)(¯`°•.¸¯`°•.¸({@})¸.•°´¯¸.•°´¯)(¯`°•.¸¯`°•.¸({@})¸.•°´¯¸.•°´¯)(¯`°•.¸¯`°•.¸({@})¸. O.o°•


'er room flood na O_o hmm an

O ' foreknow .. gothink again and.. For the sum of one thru any whole number, alike (1+2+3+4=10):
[½ N (N+1)] = [½ N (N)] + ½ N; if N = 4, then [½ 4 (4+1)] = 10, also ; [½ 4 (4)] + ½ 4 = 10.
Thus: [½ n/2 (n/2 +2/2)] = [½ n/2 (n/2)] + ½ n/2; if N = 7, and n =
required numerator for the fraction to equal 7, then;
[½ 14/2 (14/2 + 2/2)] = 14/4 (16/2) = 224/8 = 28, also;
[½ 14/2 (14/2)] + ½ 14/2 = [14/4 (14/2)] + 14/4 = 196/8 + 28/8 =
224/8 = 28.
got it.. I think.. [(½ N) N] + ..

periodic spin variables ,, boring