answer81 - 4]^L 8101 R B ABCDB C B AD B AB x R MB NB MN B R...

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L R R ABCDB C B AD B AB R B MB NB MN B BD B R PB B PC B AC B B B AD B B PC B LB PC AC ACMB CLM 2 CM ML AM = 2 CM ML AM = MN B B CB B QB CN B B DA B B RB AM RM QB QC MD ML = = AM ML RM MD = ∵x ABCDB CM B AD B CN B AB CD CR B B 2 CM RM MD = 2 CM ML AM = 1. 2 CM ML AM = CD B CN B 2. 1 1 8 3. 1 9 L 4. 5. 2 R 1 7 1 1 1 8101 P N M D A B C L R Q P N M D C B A
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L > 5 1 1 1 1 ABB (1 )1 O B ABB B C P B AB B P D B DPB B AC B BC B EBF OE OF ΞΑ υ ≈♠ , , , , DO DA DB DE DF (1) DPB B 90 DOP = - COD = (2) DPF B 1 2 DPB = 1 2 COD = CAD = 1 , , , A P D E B (2) DPF B CAD = CBD = 1 , , , B P D F B (3) CED B DPA = (1 , , , A P D E B ) CFD = (1 , , , B P D F B ) 1 , , , C D E F B (4) COD DPA = CFD = 1 , , , C D O F B (5)1 (3),(4)1 , , , , C D E F O B 1 CE CF , E F B , , , , C D E F O 8102
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1 OE OF ÷ 2 7 1 Cm 1 - P 5 1 1 n nB B n B (1 13 7 2 1 49 13 ) 1,2,…,2010 1 8931 1  x 0, 1 ± , 2 ± , 3 ± , 4 ± (mod 9) x 2 0,1,4,0,7 (mod 9) 1 1 (mod 9) 7 n 0,1,4,0,7(mod 9)1 1 n 0 (mod 9) 1 n 1 (mod 3)  1 2 1 1 , 2 2 1 4 nB 1 , 4 1 1 nB 3 mB 71 m B 2 3 5 3 ... 33 1 1 1 1 m B 25 2 ... 22 1 ... 11 2 1 1 1 1 1
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