import re print("*****柵欄密碼*****") string = "MYAMRARUYIQTENCTORAHROYWDSOYEOUARRGDERNOGW" m_=[] for f in range(len(string)):if len(string)%(f+1)==0 and f>0:m_.append(f+1) # print(m_) for p in m_:print("\n",p,"個1組，共",int(len(string)/p),"組",sep='')part = re.findall(r'.{%s}'% p, string) # 每p個一組for q in range(p):if p%(q+1)==0:print("每組",q+1,"x",int(p/(q+1)),sep='')for each_part in part:for i in range(q+1): str_part = each_part[i::q+1] # [起始位置:終止位置:步長] 步長默認為1print(str_part,end='')# 下面一行控制空格，加或不加print(" ",end='')print()

例： 求解 密文MYAMRARUYIQTENCTORAHROYWDSOYEOUARRGDERNOGW

運行結果：

*****柵欄密碼*****2個1組，共21組 每組1x2 MY AM RA RU YI QT EN CT OR AH RO YW DS OY EO UA RR GD ER NO GW 每組2x1 MY AM RA RU YI QT EN CT OR AH RO YW DS OY EO UA RR GD ER NO GW 3個1組，共14組 每組1x3 MYA MRA RUY IQT ENC TOR AHR OYW DSO YEO UAR RGD ERN OGW 每組3x1 MYA MRA RUY IQT ENC TOR AHR OYW DSO YEO UAR RGD ERN OGW 6個1組，共7組 每組1x6 MYAMRA RUYIQT ENCTOR AHROYW DSOYEO UARRGD ERNOGW 每組2x3 MARYMA RYQUIT ECONTR ARYHOW DOESYO URGARD ENGROW 每組3x2 MMYRAA RIUQYT ETNOCR AOHYRW DYSEOO URAGRD EORGNW 每組6x1 MYAMRA RUYIQT ENCTOR AHROYW DSOYEO UARRGD ERNOGW 7個1組，共6組 每組1x7 MYAMRAR UYIQTEN CTORAHR OYWDSOY EOUARRG DERNOGW 每組7x1 MYAMRAR UYIQTEN CTORAHR OYWDSOY EOUARRG DERNOGW 14個1組，共3組 每組1x14 MYAMRARUYIQTEN CTORAHROYWDSOY EOUARRGDERNOGW 每組2x7 MARRYQEYMAUITN COARYDOTRHOWSY EURGENGOARDROW 每組7x2 MUYYAIMQRTAERN COTYOWRDASHORY EDOEURANRORGGW 每組14x1 MYAMRARUYIQTEN CTORAHROYWDSOY EOUARRGDERNOGW 21個1組，共2組 每組1x21 MYAMRARUYIQTENCTORAHR OYWDSOYEOUARRGDERNOGW 每組3x7 MMRIETAYRUQNOHAAYTCRR ODYUREOYSEAGRGWOORDNW 每組7x3 MUCYYTAIOMQRRTAAEHRNR OEDYOEWURDANSROORGYGW 每組21x1 MYAMRARUYIQTENCTORAHR OYWDSOYEOUARRGDERNOGW 42個1組，共1組 每組1x42 MYAMRARUYIQTENCTORAHROYWDSOYEOUARRGDERNOGW 每組2x21 MARRYQECOARYDOEURGENGYMAUITNTRHOWSYOARDROW 每組3x14 MMRIETAODYUREOYRUQNOHYSEAGRGAAYTCRRWOORDNW 每組6x7 MREADUEYUNHSARAYCRORNMITOYRORQOYEGGATRWODW 每組7x6 MUCOEDYYTYOEAIOWURMQRDANRTASROAEHORGRNRYGW 每組14x3 MCEYTOAOUMRARARAHRRRGUODYYEIWRQDNTSOEOGNYW 每組21x2 MOYYAWMDRSAORYUEYOIUQATRERNGCDTEORRNAOHGRW 每組42x1 MYAMRARUYIQTENCTORAHROYWDSOYEOUARRGDERNOGW

有意義的結果是 每6個1組，共7組時，將每組分為2x3的柵欄的情況

結果為MARY MARY QUITE CONTRARY HOW DOES YOUR GARDEN GROW

總結

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