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Přesměrování Celkový počet přesměrování

 
  Dec 2017: WMF Analytics Team is happy to announce the first release of Wikistats 2
  

  Wikistats has been redesigned for architectural simplicity, faster data processing, and a more dynamic and interactive user experience. The data used in the reports will also be made available for external processing.  

  First goal is to match the numbers of the current system, and to provide the most important reports, as decided by the Wikistats community (see survey).  
  Over time, we will continue to migrate reports and add new ones that you find useful. We can also analyze the data in new and interesting ways, and look forward to hearing your feedback and suggestions.  

  
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tdc(#658CFF,+2%,20,1 M);tdc(#65C5FF,+1%,5,8 M);tdc(#65C5FF,+1%,1,0 M);tdc(#65C5FF,+1%,1,4 M);tdc(#65C5FF,+1%,1,2 M);tdc(#7965FF,+4%,2,1 k);tdc(#658CFF,+2%,4,8 k);tdc(#65FEFF,0%,3,5 k);tdc(#C465FF,+10%,2,9 k);tdc(#65C5FF,+1%,1,7 k);tdc(#A765FF,+7%,2,9 k);tdc(#65C5FF,+1%,7,6 k);tdc(#65C5FF,+1%,3,5 k);tdc(#65C5FF,+1%,4,6 k);tdc(#65FEFF,0%,9,2 k);tdc(#9A65FF,+6%,7,6 k);tdc(#656AFF,+3%,5,1 k);tdc(#B265FF,+8%,1,8 k);tdc(#65FEFF,0%,7,8 k);tdc(#65C5FF,+1%,2,9 k);tdc(#656AFF,+3%,3,4 k);tdc(#7965FF,+4%,5,0 k);tdc(#65FEFF,0%,3,5 k);tdc(#658CFF,+2%,4,9 k);tdc(#65FEFF,0%,9,3 k);tdc(#65C5FF,+1%,2,8 k);tdc(#7965FF,+4%,2,2 k);tdc(#65C5FF,+1%,2,7 k);tdc(#65C5FF,+1%,5,5 k);tdc(#658CFF,+2%,1,6 k);tdc(#65FEFF,0%,1,5 k);tdc(#65C5FF,+1%,2,8 k);tdc(#65FEFF,0%,5,0 k);tdc(#65C5FF,+1%,2,4 k);tdc(#65C5FF,+1%,2,0 k);tdc(#656AFF,+3%,2,2 k);tdc(#65C5FF,+1%,6,1 k);tdc(#65C5FF,+1%,1,9 k);tdc(#65FEFF,0%,5,9 k);tdc(#65FEFF,0%,4,8 k);tdc(#C465FF,+10%,2,6 k);tdc(#65FEFF,0%,9,3 k);tdc(#65FEFF,0%,1,3 k);tdc(#65C5FF,+1%,2,2 k);tdc(#65FEFF,0%,4,9 k);tdc(#65FEFF,0%,2,6 k);tdc(#65FEFF,0%,2,6 k);tdc(#65FEFF,0%,2,9 k);tdc(#7965FF,+4%,2,5 k);tdc(#65C5FF,+1%,8,7 k);tdc(#7965FF,+4%,2,3 k);tdc(#65C5FF,+1%,3,8 k);tdc(#65C5FF,+1%,2,6 k);tdc(#658CFF,+2%,3,8 k);tdc(#65FEFF,0%,3,0 k);tdc(#FF65F0,+24%,1,9 k);tdc(#65FEFF,0%,3,8 k);tdc(#8B65FF,+5%,1,7 k);tdc(#65FEFF,0%,2,7 k);tdc(#65C5FF,+1%,2,0 k);tdc(#658CFF,+2%,1,0 k);tdc(#65FEFF,0%,1,9 k);tdc(#65FEFF,0%,2,5 k);tdc(#65FEFF,0%,1,5 k);tdc(#BC65FF,+9%,1,6 k);tdc(#658CFF,+2%,1,1 k);tdc(#65FEFF,0%,1,5 k);tdc(#65C5FF,+1%,1,5 k);tdc(#65FEFF,0%,1,5 k);tdc(#65FEFF,0%,2,0 k);tdc(#65FEFF,0%,1,4 k);tdc(#65C5FF,+1%,2,0 k);tdc(#65FEFF,0%,1,4 k);tdc(#65C5FF,+1%,1,7 k);tdc(#65FEFF,0%,1,4 k);tdc(#65FEFF,0%,1,3 k);tdc(#65FEFF,0%,1,2 k);tdc(#65FEFF,0%,1,5 k);tdc(#65FEFF,0%,1,0 k);tdc(#65FEFF,0%,1,7 k);tdc(#65FEFF,0%,1,5 k);tdc(#65FEFF,0%,1,2 k);tdc(#658CFF,+2%,20,1 M); tdc(#65C5FF,+1%,16,7 M);tdc(#65C5FF,+1%,5,2 M);tdc(#65C5FF,+1%,1,3 M);tdc(#65C5FF,+1%,1,1 M);tdc(#656AFF,+3%,9,3 k);tdc(#65C5FF,+1%,9,0 k);tdc(#658CFF,+2%,9,2 k);tdc(#9A65FF,+6%,1,2 k);tdc(#658CFF,+2%,2,3 k);tdc(#65FEFF,0%,4,2 k);tdc(#65FEFF,0%,3,2 k);tdc(#65C5FF,+1%,1,8 k);tdc(#65FEFF,0%,7,8 k);tdc(#658CFF,+2%,6,6 k);tdc(#658CFF,+2%,2,7 k);tdc(#65C5FF,+1%,4,4 k);tdc(#658CFF,+2%,7,7 k);tdc(#658CFF,+2%,5,2 k);tdc(#65C5FF,+1%,6,2 k);tdc(#65C5FF,+1%,4,6 k);tdc(#65FEFF,0%,7,4 k);tdc(#658CFF,+2%,2,1 k);tdc(#B265FF,+8%,2,1 k);tdc(#65C5FF,+1%,4,1 k);tdc(#658CFF,+2%,3,1 k);tdc(#658CFF,+2%,4,3 k);tdc(#65FEFF,0%,9,0 k);tdc(#65C5FF,+1%,9,2 k);tdc(#7965FF,+4%,2,5 k);tdc(#656AFF,+3%,2,5 k);tdc(#65C5FF,+1%,4,8 k);tdc(#8B65FF,+5%,1,3 k);tdc(#65C5FF,+1%,1,3 k);tdc(#65FEFF,0%,2,6 k);tdc(#65FEFF,0%,4,7 k);tdc(#65FEFF,0%,2,2 k);tdc(#65C5FF,+1%,9,1 k);tdc(#658CFF,+2%,1,7 k);tdc(#65C5FF,+1%,1,9 k);tdc(#65FEFF,0%,5,9 k);tdc(#65C5FF,+1%,1,7 k);tdc(#658CFF,+2%,5,6 k);tdc(#65C5FF,+1%,4,5 k);tdc(#FF6565,+646%,9,2 k);tdc(#CC65FF,+11%,1,4 k);tdc(#65FEFF,0%,5,8 k);tdc(#65FEFF,0%,2,0 k);tdc(#65FEFF,0%,4,8 k);tdc(#65FEFF,0%,2,5 k);tdc(#65FEFF,0%,2,5 k);tdc(#65C5FF,+1%,2,5 k);tdc(#65C5FF,+1%,2,3 k);tdc(#65C5FF,+1%,8,3 k);tdc(#656AFF,+3%,1,4 k);tdc(#8B65FF,+5%,2,9 k);tdc(#658CFF,+2%,2,3 k);tdc(#65FEFF,0%,2,8 k);tdc(#658CFF,+2%,1,1 k);tdc(#65FEFF,0%,3,6 k);tdc(#65C5FF,+1%,1,5 k);tdc(#65FEFF,0%,2,7 k);tdc(#65FEFF,0%,1,9 k);tdc(#65C5FF,+1%,1,9 k);tdc(#B265FF,+8%,2,3 k);tdc(#658CFF,+2%,1,1 k);tdc(#65FEFF,0%,1,3 k);tdc(#656AFF,+3%,1,0 k);tdc(#65C5FF,+1%,1,4 k);tdc(#65FEFF,0%,1,5 k);tdc(#65FEFF,0%,1,4 k);tdc(#65FEFF,0%,2,0 k);tdc(#65FEFF,0%,1,3 k);tdc(#65FEFF,0%,1,9 k);tdc(#65C5FF,+1%,1,3 k);tdc(#65C5FF,+1%,1,6 k);tdc(#65FEFF,0%,1,4 k);tdc(#65C5FF,+1%,1,2 k);tdc(#65C5FF,+1%,1,2 k);tdc(#65FEFF,0%,1,5 k);tdc(#65FEFF,0%,1,0 k);tdc(#65C5FF,+1%,1,7 k);tdc(#65FEFF,0%,1,4 k);tdc(#65FEFF,0%,1,2 k);tdc(#65C5FF,+1%,16,7 M); tdc(#65C5FF,+1%,14,5 M);tdc(#65C5FF,+1%,4,7 M);tdc(#65C5FF,+1%,1,2 M);tdc(#DA65FF,+13%,1,2 k);tdc(#656AFF,+3%,6,8 k);tdc(#65C5FF,+1%,9,9 k);tdc(#65C5FF,+1%,8,0 k);tdc(#A765FF,+7%,8,0 k);tdc(#65C5FF,+1%,7,3 k);tdc(#65FEFF,0%,2,0 k);tdc(#65C5FF,+1%,3,9 k);tdc(#65C5FF,+1%,3,0 k);tdc(#658CFF,+2%,1,1 k);tdc(#65C5FF,+1%,9,1 k);tdc(#65FEFF,0%,7,7 k);tdc(#65C5FF,+1%,5,3 k);tdc(#8B65FF,+5%,2,4 k);tdc(#65C5FF,+1%,4,1 k);tdc(#658CFF,+2%,5,9 k);tdc(#BC65FF,+9%,2,1 k);tdc(#65FEFF,0%,8,8 k);tdc(#658CFF,+2%,4,7 k);tdc(#65FEFF,0%,4,2 k);tdc(#65C5FF,+1%,6,8 k);tdc(#65C5FF,+1%,2,0 k);tdc(#658CFF,+2%,1,3 k);tdc(#65C5FF,+1%,3,4 k);tdc(#B265FF,+8%,1,7 k);tdc(#656AFF,+3%,3,3 k);tdc(#65FEFF,0%,8,6 k);tdc(#65FEFF,0%,7,9 k);tdc(#9A65FF,+6%,1,7 k);tdc(#65FEFF,0%,1,9 k);tdc(#65C5FF,+1%,4,3 k);tdc(#65C5FF,+1%,1,0 k);tdc(#656AFF,+3%,1,1 k);tdc(#65FEFF,0%,2,5 k);tdc(#656AFF,+3%,4,0 k);tdc(#65C5FF,+1%,1,8 k);tdc(#658CFF,+2%,7,6 k);tdc(#65C5FF,+1%,1,4 k);tdc(#65C5FF,+1%,1,7 k);tdc(#65FEFF,0%,5,7 k);tdc(#65FEFF,0%,1,5 k);tdc(#65FEFF,0%,5,0 k);tdc(#65FEFF,0%,4,2 k);tdc(#7965FF,+4%,5,2 k);tdc(#65C5FF,+1%,1,8 k);tdc(#65FEFF,0%,4,8 k);tdc(#65FEFF,0%,2,5 k);tdc(#65C5FF,+1%,2,3 k);tdc(#658CFF,+2%,2,0 k);tdc(#65FEFF,0%,2,2 k);tdc(#65C5FF,+1%,7,2 k);tdc(#65FEFF,0%,2,2 k);tdc(#65C5FF,+1%,2,3 k);tdc(#65FEFF,0%,3,4 k);tdc(#656AFF,+3%,1,3 k);tdc(#65FEFF,0%,2,7 k);tdc(#D465FF,+12%,1,0 k);tdc(#656AFF,+3%,1,5 k);tdc(#65FEFF,0%,1,9 k);tdc(#65FEFF,0%,1,2 k);tdc(#65FEFF,0%,1,4 k);tdc(#65FEFF,0%,1,5 k);tdc(#BC65FF,+9%,1,0 k);tdc(#65FEFF,0%,2,0 k);tdc(#65FEFF,0%,1,2 k);tdc(#65C5FF,+1%,1,6 k);tdc(#65FEFF,0%,1,4 k);tdc(#65FEFF,0%,1,4 k);tdc(#65FEFF,0%,1,2 k);tdc(#65C5FF,+1%,14,5 M); tdc(#658CFF,+2%,11,8 M);tdc(#65C5FF,+1%,4,0 M);tdc(#656AFF,+3%,3,6 k);tdc(#8B65FF,+5%,3,3 k);tdc(#65C5FF,+1%,8,5 k);tdc(#65FEFF,0%,7,5 k);tdc(#65C5FF,+1%,8,7 k);tdc(#7965FF,+4%,4,5 k);tdc(#65C5FF,+1%,5,8 k);tdc(#65FEFF,0%,2,0 k);tdc(#A765FF,+7%,2,6 k);tdc(#65C5FF,+1%,2,4 k);tdc(#7965FF,+4%,7,5 k);tdc(#65FEFF,0%,6,8 k);tdc(#658CFF,+2%,4,5 k);tdc(#658CFF,+2%,1,4 k);tdc(#65C5FF,+1%,3,7 k);tdc(#656AFF,+3%,5,3 k);tdc(#65C5FF,+1%,5,3 k);tdc(#FF65AD,+54%,3,4 k);tdc(#658CFF,+2%,3,5 k);tdc(#658CFF,+2%,3,5 k);tdc(#65C5FF,+1%,5,4 k);tdc(#65FEFF,0%,1,8 k);tdc(#656AFF,+3%,2,7 k);tdc(#658CFF,+2%,1,9 k);tdc(#7965FF,+4%,5,4 k);tdc(#65FEFF,0%,8,1 k);tdc(#65C5FF,+1%,7,0 k);tdc(#65FEFF,0%,1,8 k);tdc(#B265FF,+8%,3,7 k);tdc(#65FEFF,0%,2,5 k);tdc(#65C5FF,+1%,2,9 k);tdc(#65C5FF,+1%,1,7 k);tdc(#CC65FF,+11%,5,5 k);tdc(#65C5FF,+1%,1,4 k);tdc(#65FEFF,0%,5,3 k);tdc(#65FEFF,0%,1,4 k);tdc(#65C5FF,+1%,4,6 k);tdc(#65FEFF,0%,4,1 k);tdc(#CC65FF,+11%,1,8 k);tdc(#8B65FF,+5%,1,4 k);tdc(#658CFF,+2%,4,7 k);tdc(#65FEFF,0%,2,5 k);tdc(#65C5FF,+1%,2,0 k);tdc(#65C5FF,+1%,1,6 k);tdc(#656AFF,+3%,1,7 k);tdc(#BC65FF,+9%,2,9 k);tdc(#65C5FF,+1%,2,0 k);tdc(#658CFF,+2%,2,1 k);tdc(#65FEFF,0%,3,3 k);tdc(#65FEFF,0%,5,8 k);tdc(#65C5FF,+1%,2,4 k);tdc(#656AFF,+3%,1,0 k);tdc(#658CFF,+2%,1,6 k);tdc(#65C5FF,+1%,1,1 k);tdc(#65FEFF,0%,1,3 k);tdc(#EB65FF,+16%,1,5 k);tdc(#65FEFF,0%,2,0 k);tdc(#65FEFF,0%,1,4 k);tdc(#65FEFF,0%,1,4 k);tdc(#65FEFF,0%,1,2 k);tdc(#658CFF,+2%,11,8 M); tdc(#658CFF,+2%,9,4 M);tdc(#658CFF,+2%,3,3 M);tdc(#656AFF,+3%,9,6 k);tdc(#8B65FF,+5%,7,8 k);tdc(#B265FF,+8%,1,9 k);tdc(#656AFF,+3%,1,2 k);tdc(#658CFF,+2%,7,2 k);tdc(#65C5FF,+1%,6,5 k);tdc(#8B65FF,+5%,6,9 k);tdc(#8B65FF,+5%,8,8 k);tdc(#658CFF,+2%,3,3 k);tdc(#7965FF,+4%,4,7 k);tdc(#658CFF,+2%,9,5 k);tdc(#656AFF,+3%,9,0 k);tdc(#65C5FF,+1%,1,9 k);tdc(#FF65C4,+41%,1,2 k);tdc(#65C5FF,+1%,2,1 k);tdc(#658CFF,+2%,9,0 k);tdc(#658CFF,+2%,5,4 k);tdc(#BC65FF,+9%,3,9 k);tdc(#7965FF,+4%,7,6 k);tdc(#656AFF,+3%,5,9 k);tdc(#658CFF,+2%,3,6 k);tdc(#BC65FF,+9%,1,1 k);tdc(#656AFF,+3%,2,6 k);tdc(#BC65FF,+9%,3,5 k);tdc(#658CFF,+2%,4,6 k);tdc(#656AFF,+3%,2,5 k);tdc(#658CFF,+2%,2,6 k);tdc(#9A65FF,+6%,3,1 k);tdc(#65FEFF,0%,1,7 k);tdc(#658CFF,+2%,1,9 k);tdc(#FF65CA,+38%,1,1 k);tdc(#D465FF,+12%,3,0 k);tdc(#65C5FF,+1%,7,4 k);tdc(#65C5FF,+1%,5,8 k);tdc(#65C5FF,+1%,1,7 k);tdc(#7965FF,+4%,2,8 k);tdc(#65C5FF,+1%,2,4 k);tdc(#65C5FF,+1%,2,7 k);tdc(#65C5FF,+1%,1,5 k);tdc(#E065FF,+14%,1,8 k);tdc(#658CFF,+2%,1,2 k);tdc(#658CFF,+2%,4,2 k);tdc(#65FEFF,0%,1,3 k);tdc(#656AFF,+3%,3,3 k);tdc(#65C5FF,+1%,3,3 k);tdc(#65FEFF,0%,4,4 k);tdc(#F065FF,+17%,2,3 k);tdc(#65C5FF,+1%,1,7 k);tdc(#65C5FF,+1%,1,4 k);tdc(#658CFF,+2%,1,5 k);tdc(#FF6565,+195%,1,3 k);tdc(#65C5FF,+1%,1,6 k);tdc(#658CFF,+2%,1,6 k);tdc(#65FEFF,0%,2,5 k);tdc(#658CFF,+2%,5,1 k);tdc(#65C5FF,+1%,1,5 k);tdc(#65C5FF,+1%,1,4 k);tdc(#658CFF,+2%,1,0 k);tdc(#65C5FF,+1%,1,1 k);tdc(#65FEFF,0%,2,0 k);tdc(#65FEFF,0%,1,2 k);tdc(#658CFF,+2%,9,4 M); tdc(#8B65FF,+5%,7,1 M);tdc(#B265FF,+8%,2,6 M);tdc(#656AFF,+3%,7,2 k);tdc(#656AFF,+3%,6,4 k);tdc(#A765FF,+7%,4,2 k);tdc(#8B65FF,+5%,9,9 k);tdc(#658CFF,+2%,5,3 k);tdc(#9A65FF,+6%,4,8 k);tdc(#658CFF,+2%,8,2 k);tdc(#9A65FF,+6%,4,1 k);tdc(#8B65FF,+5%,4,1 k);tdc(#DA65FF,+13%,1,2 k);tdc(#65C5FF,+1%,7,5 k);tdc(#9A65FF,+6%,3,2 k);tdc(#658CFF,+2%,7,5 k);tdc(#7965FF,+4%,9,8 k);tdc(#8B65FF,+5%,8,8 k);tdc(#8B65FF,+5%,5,1 k);tdc(#658CFF,+2%,1,1 k);tdc(#C465FF,+10%,6,2 k);tdc(#A765FF,+7%,4,8 k);tdc(#7965FF,+4%,1,8 k);tdc(#9A65FF,+6%,6,5 k);tdc(#8B65FF,+5%,5,5 k);tdc(#F065FF,+17%,1,8 k);tdc(#8B65FF,+5%,4,5 k);tdc(#658CFF,+2%,4,6 k);tdc(#658CFF,+2%,2,6 k);tdc(#7965FF,+4%,2,0 k);tdc(#7965FF,+4%,2,4 k);tdc(#656AFF,+3%,3,4 k);tdc(#656AFF,+3%,1,7 k);tdc(#656AFF,+3%,1,7 k);tdc(#65C5FF,+1%,1,9 k);tdc(#65C5FF,+1%,1,7 k);tdc(#8B65FF,+5%,1,4 k);tdc(#658CFF,+2%,6,6 k);tdc(#658CFF,+2%,4,9 k);tdc(#658CFF,+2%,9,7 k);tdc(#658CFF,+2%,1,4 k);tdc(#8B65FF,+5%,1,6 k);tdc(#65C5FF,+1%,2,0 k);tdc(#65C5FF,+1%,2,5 k);tdc(#65C5FF,+1%,1,3 k);tdc(#7965FF,+4%,3,5 k);tdc(#656AFF,+3%,2,5 k);tdc(#656AFF,+3%,7,4 k);tdc(#656AFF,+3%,2,6 k);tdc(#658CFF,+2%,2,4 k);tdc(#656AFF,+3%,1,0 k);tdc(#65FEFF,0%,1,2 k);tdc(#658CFF,+2%,1,4 k);tdc(#656AFF,+3%,1,6 k);tdc(#658CFF,+2%,4,5 k);tdc(#658CFF,+2%,9,0 k);tdc(#65C5FF,+1%,1,8 k);tdc(#65FEFF,0%,1,1 k);tdc(#8B65FF,+5%,7,1 M); tdc(#8B65FF,+5%,4,1 M);tdc(#7965FF,+4%,1,7 M);tdc(#D465FF,+12%,6,3 k);tdc(#9A65FF,+6%,6,0 k);tdc(#A765FF,+7%,8,7 k);tdc(#A765FF,+7%,3,6 k);tdc(#656AFF,+3%,2,5 k);tdc(#F565FF,+18%,2,3 k);tdc(#BC65FF,+9%,5,2 k);tdc(#656AFF,+3%,8,1 k);tdc(#9A65FF,+6%,6,9 k);tdc(#8B65FF,+5%,3,8 k);tdc(#656AFF,+3%,3,1 k);tdc(#8B65FF,+5%,4,2 k);tdc(#FF65F7,+22%,1,7 k);tdc(#9A65FF,+6%,1,9 k);tdc(#FF65DE,+30%,2,0 k);tdc(#7965FF,+4%,1,7 k);tdc(#D465FF,+12%,4,7 k);tdc(#8B65FF,+5%,5,8 k);tdc(#CC65FF,+11%,2,2 k);tdc(#C465FF,+10%,1,4 k);tdc(#8B65FF,+5%,3,2 k);tdc(#F065FF,+17%,1,3 k);tdc(#BC65FF,+9%,3,3 k);tdc(#E665FF,+15%,2,6 k);tdc(#7965FF,+4%,1,7 k);tdc(#B265FF,+8%,1,7 k);tdc(#8B65FF,+5%,1,6 k);tdc(#7965FF,+4%,1,3 k);tdc(#D465FF,+12%,1,4 k);tdc(#7965FF,+4%,1,8 k);tdc(#656AFF,+3%,1,1 k);tdc(#7965FF,+4%,1,2 k);tdc(#658CFF,+2%,1,3 k);tdc(#BC65FF,+9%,1,2 k);tdc(#BC65FF,+9%,4,2 k);tdc(#7965FF,+4%,3,9 k);tdc(#F565FF,+18%,5,2 k);tdc(#65C5FF,+1%,2,4 k);tdc(#65C5FF,+1%,1,2 k);tdc(#656AFF,+3%,1,7 k);tdc(#658CFF,+2%,2,6 k);tdc(#65C5FF,+1%,2,1 k);tdc(#65FEFF,0%,2,1 k);tdc(#658CFF,+2%,7,4 k);tdc(#656AFF,+3%,1,5 k);tdc(#8B65FF,+5%,4,1 M); tdc(#A765FF,+7%,1,9 M);tdc(#A765FF,+7%,7,4 k);tdc(#CC65FF,+11%,8,6 k);tdc(#F065FF,+17%,5,7 k);tdc(#BC65FF,+9%,9,6 k);tdc(#DA65FF,+13%,3,3 k);tdc(#DA65FF,+13%,6,6 k);tdc(#656AFF,+3%,3,3 k);tdc(#DA65FF,+13%,7,6 k);tdc(#FF65F7,+22%,6,5 k);tdc(#FF65F7,+22%,5,7 k);tdc(#FF65BE,+44%,1,8 k);tdc(#A765FF,+7%,4,4 k);tdc(#BC65FF,+9%,4,1 k);tdc(#CC65FF,+11%,2,2 k);tdc(#EB65FF,+16%,4,0 k);tdc(#EB65FF,+16%,2,7 k);tdc(#C465FF,+10%,4,2 k);tdc(#8B65FF,+5%,5,8 k);tdc(#656AFF,+3%,9,6 k);tdc(#A765FF,+7%,1,8 k);tdc(#CC65FF,+11%,1,7 k);tdc(#FF65D3,+34%,1,1 k);tdc(#EB65FF,+16%,1,9 k);tdc(#E665FF,+15%,1,7 k);tdc(#F565FF,+18%,1,0 k);tdc(#DA65FF,+13%,2,1 k);tdc(#9A65FF,+6%,8,7 k);tdc(#8B65FF,+5%,1,2 k);tdc(#7965FF,+4%,3,4 k);tdc(#9A65FF,+6%,2,0 k);tdc(#9A65FF,+6%,1,4 k);tdc(#656AFF,+3%,1,8 k);tdc(#C465FF,+10%,1,5 k);tdc(#8B65FF,+5%,5,5 k);tdc(#A765FF,+7%,1,9 M);tdc(#FF65F4,+23%,2,9 k);tdc(#E065FF,+14%,6,6 k);tdc(#F065FF,+17%,7,7 k);tdc(#F065FF,+17%,1,1 k);tdc(#FA65FF,+19%,1,3 k);tdc(#E665FF,+15%,2,3 k);tdc(#D465FF,+12%,4,6 k);tdc(#BC65FF,+9%,1,8 k);tdc(#E665FF,+15%,6,9 k);tdc(#FF65E9,+26%,1,3 k);tdc(#FA65FF,+19%,6,0 k);tdc(#9A65FF,+6%,8,8 k);tdc(#A765FF,+7%,4,4 k);tdc(#8B65FF,+5%,1,7 k);tdc(#D465FF,+12%,8,3 k);tdc(#A765FF,+7%,1,6 k);tdc(#BC65FF,+9%,2,2 k);tdc(#7965FF,+4%,5,7 k);tdc(#FF65C2,+42%,1,1 k);tdc(#656AFF,+3%,1,0 k);tdc(#7965FF,+4%,3,4 k);tdc(#E665FF,+15%,3,6 k);tdc(#F565FF,+18%,5,4 k);tdc(#FF65DE,+30%,1,5 k);tdc(#FF65F7,+22%,1,1 k);tdc(#DA65FF,+13%,4,2 k);tdc(#E665FF,+15%,5,7 k);tdc(#FA65FF,+19%,6,3 k);tdc(#F565FF,+18%,1,1 k);tdc(#BC65FF,+9%,4,5 k);tdc(#8B65FF,+5%,1,5 k);tdc(#9A65FF,+6%,3,0 k);tdc(#DA65FF,+13%,2,3 k);tdc(#DA65FF,+13%,1,2 k);tdc(#F565FF,+18%,1,6 k);tdc(#DA65FF,+13%,1,3 k);tdc(#C465FF,+10%,2,0 k); tdc(#DA65FF,+13%,9,3 k);tdc(#CC65FF,+11%,8,3 k);tdc(#DA65FF,+13%,9,3 k);
   1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 120 121 122 123 124 125 126 127 128 129 130 131 132 133 134 135 136 137 138 139 140 141 142 143 144 145 146 147 148 149 150 151 152 153 154 155 156 157 158 159 160 161 162 163 164 165 166 167 168 169 170 171 172 173 174 175 176 177 178 179 180 181 182 183 184 185 186 187 188 189 190 191 192 193 194 195 196 197 198 199 200 201 202 203 204 205 206 207 208 209 210 211 212 213 214 215 216 217 218 219 220 221 222 223 224 225 226 227 228 229 230 231 232 233 234 235 236 237 238 239 240 241 242 243 244 245 246 247 248 249 250 251 252 253 254 255 256 257 258 259 260 261 262 263 264 265 266 267 268 269 270 271 272 273 274 275 276 277  
   
 
   
 
3. 2018673 k792 k770 k419 k767 k704 k513 k256 k362 k195 k252 k205 k437 k179 k474 k277 k246 k145 k144 k73 k376 k521 k114 k54 k66 k53 k125 k43 k82 k69 k50 k39 k48 k35 k107 k82 k320 k23 k102 k170 k61 k37 k44 k223 k46 k168 k79 k23 k195 k25 k43 k25 k317 k101 k77 k11 k53 k13 k46 k14 k18 k26 k20 k13 k19 k13 k59 k834 k26 k11 k210 k18 k40 k15 k25 k11 k14 k15 k12 k10 k15 k37 k20 k12 k42 k122 k10 k11 k56423928 k63368115 k99992451497577062466757441688788274840380418790280731921436943529636621320056367724970541433335324120127686694429458520111296758241305198126629461083292671691887159866149121925062126795414357111701064652615926514187542931254583167
3. 2017640 k729 k644 k396 k734 k685 k451 k235 k318 k184 k238 k195 k403 k167 k425 k262 k235 k134 k137 k65 k353 k490 k109 k542 k51 k64 k49 k113 k42 k80 k65 k47 k37 k45 k32 k97 k75 k312 k21 k100 k164 k53 k36 k42 k164 k40 k163 k77 k22 k190 k24 k39 k24 k316 k99 k73 k52 k12 k44 k12 k15 k26 k20 k12 k17 k12 k55 k833 k23 k203 k16 k39 k14 k23 k11 k14 k15 k11 k15 k32 k19 k12 k41 k122 k10 k11 k53819128 k54496165914 k9269479948152658997668956036533178973048508767453877831777957712702073664282753592111733576712046814073231832391642348397642945547710029275511320119410954735108274252162183709955914411390436212676471185110867694449575726311887472501244283166156
3. 2016608 k686 k617 k370 k700 k664 k407 k216 k279 k174 k227 k184 k366 k156 k266 k247 k224 k126 k129 k58 k333 k485 k103 k524 k49 k61 k47 k105 k42 k78 k62 k46 k35 k39 k30 k86 k70 k288 k16 k98 k158 k46 k34 k38 k72 k35 k154 k73 k20 k178 k23 k35 k23 k315 k99 k67 k48 k11 k26 k14 k25 k19 k11 k16 k11 k52 k833 k17 k170 k15 k37 k10 k22 k10 k13 k15 k14 k25 k19 k11 k41 k122 k95853116728 k66750987164614 k913891970683172890723122482941651998983229814286756870617743333779169740755243195366421153341201121262671195617405316182234117224824714274524349827375290201189995473510727324115215870893571331129040621217546104451056667434944572487487471821214181164156
3. 2015570 k638 k538 k342 k658 k643 k283 k196 k247 k157 k214 k174 k335 k142 k257 k230 k213 k119 k121 k50 k305 k306 k82 k498 k46 k59 k45 k95 k40 k76 k59 k43 k31 k36 k28 k77 k63 k258 k14 k95 k152 k40 k31 k35 k37 k29 k142 k70 k18 k117 k23 k32 k21 k314 k97 k62 k42 k25 k13 k824 k25 k18 k11 k15 k10 k49 k832 k14 k13 k36 k21 k12 k14 k13 k13 k19 k11 k41 k581122 k56751616228 k32347385263596413 k845766960661168756693683818735909808192126802847237485617423216081406727352351913644081724619947258661181545359194176232882118014841544834297254750721701528453834103105217711586999057127111903162016744684321046565334737572485285191331114078164156
3. 2014536 k547 k495 k319 k613 k610 k201 k177 k840 k215 k147 k200 k143 k309 k133 k220 k215 k202 k111 k114 k44 k284 k218 k75 k307 k42 k56 k42 k86 k38 k73 k57 k37 k26 k33 k25 k69 k55 k245 k811 k13 k92 k145 k34 k27 k32 k30 k25 k132 k65 k14 k19 k19 k29 k19 k313 k95 k58 k36 k20 k12 k376 k24 k16 k14 k27 k386 k10 k12 k25 k20 k12 k14 k12 k19 k11 k41 k91122 k13075849915627 k27283243475360467295413 k521933738687937610164686693630183057897086077920452098127870574548934873730450512846872022918635639015137195282536481424982181541532293720279642338444210931867477017014082316261001039851145696875512011083286191447298130101656530473455247155019125794076159156
3. 2013981 k502 k425 k453 k289 k577 k528 k172 k159 k677 k181 k138 k185 k728 k125 k287 k124 k206 k194 k191 k101 k106 k38 k265 k187 k68 k204 k37 k50 k40 k74 k37 k70 k54 k27 k23 k30 k23 k60 k47 k127 k58 k12 k10 k141 k29 k22 k29 k22 k21 k116 k61 k12 k16 k17 k27 k16 k270 k88 k50 k29 k17 k12 k138 k23 k15 k14 k10 k130 k17 k11 k14 k89391111 k18 k22010 k41 k77122 k11246995742413126 k93426270131686772257062993212 k519627693593913265157630670628020356988441793175217526794424169373675739834072829549811540666321617125435791311905252431133469204146145227191947864131243910163155742621681047926726979585481446917051116101661461594325802698656430413051244134019122694075136156
3. 2012844 k901 k467 k346 k402 k247 k541 k429 k149 k141 k404 k140 k123 k170 k285 k76 k247 k113 k156 k178 k175 k86 k90 k31 k240 k178 k60 k151 k32 k41 k36 k62 k13 k66 k51 k20 k18 k27 k21 k49 k40 k44 k11 k138 k23 k19 k24 k14 k19 k106 k54 k14 k16 k24 k14 k71 k39 k23 k76415 k75811 k22 k14 k13 k11 k57114 k14 k93265881518 k19037 k64122 k8019544471582138112725 k89224962622660162191049359671111 k515108636362777241156455614525821557807314455744167135905214657729259903097032874808933060817816821428691221865242428129430197137142218181827812730943756112772955144102721121996957836143672224610283661261574113542394655726412950239123810115673774105156
3. 2011733 k781 k432 k986 k300 k343 k214 k510 k284 k130 k120 k365 k111 k105 k155 k188 k62 k152 k100 k136 k158 k110 k76 k81 k26 k205 k168 k52 k138 k28 k35 k32 k52 k59 k40 k17 k16 k17 k13 k36 k29 k29 k137 k18 k12 k19 k18 k95 k47 k13 k15 k85920 k13 k61 k28 k19 k9613 k24020 k12 k12 k33110 k13 k61843158617 k1755635755359122 k3809539276760251976985720412425 k85221944720150350158330557348511 k4928524561134572422114843139679819595507882822956691621288823552045907131962956992661728485827452036165190271463157523999841995812127819243713313875717016168405278343425671491401161007195991855933519140253243437865219714195319876455244094822411371106673774101156
3. 2010579 k666 k822 k386 k886 k256 k290 k187 k467 k252 k112 k95 k235 k80 k84 k137 k80 k50 k109 k86 k82 k136 k81 k66 k71 k21 k155 k98 k45 k116 k23 k31 k28 k42 k95851 k34 k13 k13 k15 k25 k23 k20 k23 k14 k13 k14 k84 k41 k12 k14 k69316 k11 k53 k18 k14 k1811 k12579216 k11 k95816565958877012 k49282979930824980714 k1112529113634122 k93892926426288564666178124761193246177467967469241417950140511 k409607126023316881873637420840717745087857361832785981251280527415747070161280691971148220024842627261602154541072534944514119028835170141293111154161593102582415154148030114951875790815541912482131111165241218281920571474923281130120331782156
3. 2009456 k555 k459 k329 k770 k215 k219 k152 k414 k217 k62 k73 k196 k50 k64 k112 k66 k39 k71 k71 k44 k114 k66 k45 k59 k16 k119 k41 k37 k50 k17 k26 k22 k31 k72739 k30 k10 k18 k16 k15 k17 k11 k12 k76 k33 k12 k48013 k24 k12 k10 k1162614442631741822355711 k3016672424314565012 k1082213313330125122 k316647711233841135055741349052518219616642259514043589018328132710 k2573144923064591549296203400129249049639333162612691111172525126448680612166455711265912333562411532084496737031650377198772515811272481521414823821693423914802944861356789785131155612154109632412052219165114749516112820321613156
3. 2008334 k439 k209 k263 k662 k123 k158 k115 k341 k176 k36 k51 k156 k26 k41 k87 k39 k26 k44 k55 k32 k85 k46 k31 k42 k12 k77 k32 k29 k38 k11 k19 k16 k20 k51728 k24 k98912 k84112 k14 k62 k22 k234941488518713408396556131719605168357510911730357179454991143312316922118 k1923826880213156335868413851172887111731604722617772348114514426124792935313245561301100614512437582210216345823211551410176131124146234111157744284374167241151371901316352412292881858241281256814886673116819135140421882554787535026251155513185417104135464152612220513156
3. 2007173 k312 k112 k174 k194 k78 k91 k75 k205 k111 k18 k30 k110 k12 k22 k55 k20 k16 k17 k36 k19 k50 k26 k14 k27 k29 k14 k21 k23 k13 k10 k19616 k17 k28214412 k15546 k13 k4754294372228048019256830233291611123262010216808844498796974016536053123525742111021664878402732066379413397382228756656353772043510866444381901405869544451265009030561113265614921823313220791557723245025224222814383313952819442762855452282985442116396274126766403137714251528211134214613145495171213111156
3. 2006920 k25 k174 k40 k86 k85 k36 k31 k35 k39 k62 k58 k24 k19 k22 k17 k12 k13 k9325477593479417518614 k16617523221661004702816818710545290549875283319113315273189599600168245628586715837437224968589524382602332138022434961950131146015787815511446121611417432424241771313284331451475956113749233721414717113220211222143241914211813214502117452131813331231431411105
3. 2005 707 k389 k80 k12 k39 k26 k12 k13 k22 k19 k942337446263345138985656463248410409832144213326988193583943620739295741243152162281117274422462214106437714532271261743601841971582227192411232425296210614110151393214111492134244214211324261146186515511274710115252151381131319707 k
3. 2004 203 k125 k18121 k12 k5347813178714839232015636740423781392525817221231251244614111217187611118863711161133873221037450191163511241140111711172218762312416111111114203 k
3. 2003 49 k37 k1153861997215768797419515135843712341531611114211149 k
3. 20021092072621343854152651023174
3. 2001 8248222824
 
3. 2018
2. 2018
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12. 2014
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12. 2011
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