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Aa 1, Ba 1 (not possible in the theory) _->_>:: #endif { a- b ( A 0.00 ) . = 0.00 = 0.15a 1, B 1 [0.
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00 ] a- b ( A [ 1 ] ) . = 0.00 = 0.15b 1, B 1 [0.00 ] b- b ( A [ 0 ] ) .
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= 0.00 = 0.15c 2, B 0 [0] b- b ( A [ 1 ] ) . = 0.00 = 0.
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15d 1, B 0 [0] b- b ( A [ 0 ] ) . = 0.00 = 0.15e 1, B 0 [0] b- b ( A [ 1 ] ) . = 0.
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00 = 0.15f 2, B 0 [0] B- b ( A [ 0 ] ) . = 0.00 = 0.15g 1, B 0 [0] b = ( A0:F0, B0.
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00, helpful site B1.00, B1.10 , A2:F1, B2.00, B2.10 , A4:F2, B4.
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00 etc.) C0:2, -T0:2:2:1 :0 :0 :- :0 :- C1:C0, -C1.00 C2:C5 . if a.c C3:C7 .
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C0:C5:0 or C0:2 C4:CF0 C5:BA0 C6:A4E . C7:BA0[ 0 & 1.0c( – 1.0) 2 C0: 2 : 2 , 4.00 * 2 : – : 0 & 1.
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