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[讨论] 关于自守数

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发表于 2011-6-10 11:44:53 | 显示全部楼层
10次方 Prelude> stepSP 10 6 [(6,0),(6,1),(6,109376),(6,890625)] 11次方 Prelude> stepSP 11 6 [(6,0),(6,1),(6,18751),(6,81249),(6,90624),(6,99999),(6,100001),(6,109375),(6,10 9376),(6,118751),(6,181249),(6,199999),(6,200001),(6,218751),(6,281249),(6,29062 4),(6,299999),(6,300001),(6,309376),(6,318751),(6,381249),(6,390625),(6,399999), (6,400001),(6,418751),(6,481249),(6,490624),(6,499999),(6,500001),(6,509376),(6, 518751),(6,581249),(6,599999),(6,600001),(6,609375),(6,618751),(6,681249),(6,690 624),(6,699999),(6,700001),(6,709376),(6,718751),(6,781249),(6,799999),(6,800001 ),(6,818751),(6,881249),(6,890624),(6,890625),(6,899999),(6,900001),(6,909376),( 6,918751),(6,981249),(6,999999)]
毋因群疑而阻独见  毋任己意而废人言
毋私小惠而伤大体  毋借公论以快私情
发表于 2011-6-10 11:47:33 | 显示全部楼层
12次方 Prelude> stepSP 12 6 [(6,0),(6,1),(6,109376),(6,890625)] 13次方 Prelude> stepSP 13 6 [(6,0),(6,1),(6,31249),(6,45807),(6,77057),(6,109375),(6,109376),(6,140625),(6,1 72943),(6,186432),(6,204193),(6,218751),(6,249999),(6,250001),(6,281249),(6,2958 07),(6,327057),(6,359375),(6,390625),(6,422943),(6,454193),(6,468751),(6,499999) ,(6,500001),(6,531249),(6,545807),(6,577057),(6,609375),(6,640625),(6,672943),(6 ,704193),(6,718751),(6,749999),(6,750001),(6,781249),(6,795807),(6,813568),(6,82 7057),(6,859375),(6,890624),(6,890625),(6,922943),(6,954193),(6,968751),(6,99999 9)]
毋因群疑而阻独见  毋任己意而废人言
毋私小惠而伤大体  毋借公论以快私情
发表于 2011-6-10 11:54:54 | 显示全部楼层
14次方 Prelude> stepSP 14 6 [(6,0),(6,1),(6,109376),(6,890625)] 15次方 Prelude> stepSP 15 6 [(6,0),(6,1),(6,109375),(6,109376),(6,218751),(6,281249),(6,390625),(6,499999),( 6,500001),(6,609375),(6,718751),(6,781249),(6,890624),(6,890625),(6,999999)] 16次方 Prelude> stepSP 16 6 [(6,0),(6,1),(6,109376),(6,200001),(6,309376),(6,400001),(6,509376),(6,600001),( 6,709376),(6,800001),(6,890625),(6,909376)] 17次方 Prelude> stepSP 17 6 [(6,0),(6,1),(6,14557),(6,15625),(6,16693),(6,31249),(6,31251),(6,45807),(6,4687 5),(6,47943),(6,62499),(6,62501),(6,77057),(6,78125),(6,79193),(6,93749),(6,9375 1),(6,108307),(6,109375),(6,109376),(6,110443),(6,124999),(6,125001),(6,139557), (6,140625),(6,141693),(6,156249),(6,156251),(6,170807),(6,171875),(6,172943),(6, 186432),(6,187499),(6,187501),(6,202057),(6,203125),(6,204193),(6,218749),(6,218 751),(6,233307),(6,234375),(6,235443),(6,249999),(6,250001),(6,264557),(6,265625 ),(6,266693),(6,281249),(6,281251),(6,295807),(6,296875),(6,297943),(6,312499),( 6,312501),(6,327057),(6,328125),(6,329193),(6,343749),(6,343751),(6,358307),(6,3 59375),(6,360443),(6,374999),(6,375001),(6,389557),(6,390625),(6,391693),(6,4062 49),(6,406251),(6,420807),(6,421875),(6,422943),(6,437499),(6,437501),(6,452057) ,(6,453125),(6,454193),(6,468749),(6,468751),(6,483307),(6,484375),(6,485443),(6 ,499999),(6,500001),(6,514557),(6,515625),(6,516693),(6,531249),(6,531251),(6,54 5807),(6,546875),(6,547943),(6,562499),(6,562501),(6,577057),(6,578125),(6,57919 3),(6,593749),(6,593751),(6,608307),(6,609375),(6,610443),(6,624999),(6,625001), (6,639557),(6,640625),(6,641693),(6,656249),(6,656251),(6,670807),(6,671875),(6, 672943),(6,687499),(6,687501),(6,702057),(6,703125),(6,704193),(6,718749),(6,718 751),(6,733307),(6,734375),(6,735443),(6,749999),(6,750001),(6,764557),(6,765625 ),(6,766693),(6,781249),(6,781251),(6,795807),(6,796875),(6,797943),(6,812499),( 6,812501),(6,813568),(6,827057),(6,828125),(6,829193),(6,843749),(6,843751),(6,8 58307),(6,859375),(6,860443),(6,874999),(6,875001),(6,889557),(6,890624),(6,8906 25),(6,891693),(6,906249),(6,906251),(6,920807),(6,921875),(6,922943),(6,937499) ,(6,937501),(6,952057),(6,953125),(6,954193),(6,968749),(6,968751),(6,983307),(6 ,984375),(6,985443),(6,999999)]
毋因群疑而阻独见  毋任己意而废人言
毋私小惠而伤大体  毋借公论以快私情
发表于 2011-6-10 11:55:20 | 显示全部楼层
程序 let incSP p (n, b) i = (mod ((b+i*(10^n))^p) (10^(n+1))) == (b+i*(10^n)) let stepSP p 0 = [(0, 0)]; stepSP p n = [r | i<-[0..9], (n, b) <- (stepSP p (n-1)), incSP p (n, b) i, let r = (n+1, (b+i*10^n))]
毋因群疑而阻独见  毋任己意而废人言
毋私小惠而伤大体  毋借公论以快私情
发表于 2011-6-10 12:08:11 | 显示全部楼层
前面我弄错了$x^4-1 -=0(mod 2^n)$ 的充分必要条件是$x-=2^{n-2}+-1(mod 2^n)$,所以有8个解。 所以$x(x^4-1)-=0(mod 2^n)$的解是9个。
毋因群疑而阻独见  毋任己意而废人言
毋私小惠而伤大体  毋借公论以快私情
发表于 2011-6-10 13:55:42 | 显示全部楼层
本帖最后由 xbtianlang 于 2011-6-10 17:55 编辑 因为$5*10^n+-1,n=0,1,2,* * *$是$3$次幂自守数,所以$3$次幂自守数有无穷多个。
毋因群疑而阻独见  毋任己意而废人言
毋私小惠而伤大体  毋借公论以快私情
发表于 2011-6-10 14:47:05 | 显示全部楼层
Prelude> stepSP 18 6 [(6,0),(6,1),(6,109376),(6,890625)] Prelude> stepSP 19 6 [(6,0),(6,1),(6,109375),(6,109376),(6,218751),(6,281249),(6,390625),(6,499999),( 6,500001),(6,609375),(6,718751),(6,781249),(6,890624),(6,890625),(6,999999)] Prelude> stepSP 20 6 [(6,0),(6,1),(6,109376),(6,890625)] Prelude> stepSP 21 6 [(6,0),(6,1),(6,4193),(6,13568),(6,18751),(6,22943),(6,27057),(6,31249),(6,45807 ),(6,49999),(6,50001),(6,54193),(6,68751),(6,72943),(6,77057),(6,81249),(6,90624 ),(6,95807),(6,99999),(6,100001),(6,104193),(6,109375),(6,109376),(6,118751),(6, 122943),(6,127057),(6,131249),(6,140625),(6,145807),(6,149999),(6,150001),(6,154 193),(6,168751),(6,172943),(6,177057),(6,181249),(6,186432),(6,195807),(6,199999 ),(6,200001),(6,204193),(6,213568),(6,218751),(6,222943),(6,227057),(6,231249),( 6,245807),(6,249999),(6,250001),(6,254193),(6,268751),(6,272943),(6,277057),(6,2 81249),(6,290624),(6,295807),(6,299999),(6,300001),(6,304193),(6,309376),(6,3187 51),(6,322943),(6,327057),(6,331249),(6,345807),(6,349999),(6,350001),(6,354193) ,(6,359375),(6,368751),(6,372943),(6,377057),(6,381249),(6,386432),(6,390625),(6 ,395807),(6,399999),(6,400001),(6,404193),(6,413568),(6,418751),(6,422943),(6,42 7057),(6,431249),(6,445807),(6,449999),(6,450001),(6,454193),(6,468751),(6,47294 3),(6,477057),(6,481249),(6,490624),(6,495807),(6,499999),(6,500001),(6,504193), (6,509376),(6,518751),(6,522943),(6,527057),(6,531249),(6,545807),(6,549999),(6, 550001),(6,554193),(6,568751),(6,572943),(6,577057),(6,581249),(6,586432),(6,595 807),(6,599999),(6,600001),(6,604193),(6,609375),(6,613568),(6,618751),(6,622943 ),(6,627057),(6,631249),(6,640625),(6,645807),(6,649999),(6,650001),(6,654193),( 6,668751),(6,672943),(6,677057),(6,681249),(6,690624),(6,695807),(6,699999),(6,7 00001),(6,704193),(6,709376),(6,718751),(6,722943),(6,727057),(6,731249),(6,7458 07),(6,749999),(6,750001),(6,754193),(6,768751),(6,772943),(6,777057),(6,781249) ,(6,786432),(6,795807),(6,799999),(6,800001),(6,804193),(6,813568),(6,818751),(6 ,822943),(6,827057),(6,831249),(6,845807),(6,849999),(6,850001),(6,854193),(6,85 9375),(6,868751),(6,872943),(6,877057),(6,881249),(6,890624),(6,890625),(6,89580 7),(6,899999),(6,900001),(6,904193),(6,909376),(6,918751),(6,922943),(6,927057), (6,931249),(6,945807),(6,949999),(6,950001),(6,954193),(6,968751),(6,972943),(6, 977057),(6,981249),(6,986432),(6,995807),(6,999999)]
毋因群疑而阻独见  毋任己意而废人言
毋私小惠而伤大体  毋借公论以快私情
发表于 2011-6-10 15:04:28 | 显示全部楼层
Prelude> stepSP 22 6 [(6,0),(6,1),(6,109376),(6,890625)] Prelude> stepSP 23 6 [(6,0),(6,1),(6,109375),(6,109376),(6,218751),(6,281249),(6,390625),(6,499999),(6,500001),(6,609375),(6,718751),(6,781249),(6,890624),(6,890625),(6,999999)] Prelude> stepSP 24 6 [(6,0),(6,1),(6,109376),(6,890625)] Prelude> stepSP 25 6 [(6,0),(6,1),(6,15625),(6,31249),(6,45807),(6,47943),(6,77057),(6,79193),(6,93751),(6,109375),(6,109376),(6,124999),(6,125001),(6,140625),(6,156249),(6,170807),(6,172943),(6,186432),(6,202057),(6,204193),(6,218751),(6,234375),(6,249999),(6,250001),(6,265625),(6,281249),(6,295807),(6,297943),(6,327057),(6,329193),(6,343751),(6,359375),(6,374999),(6,375001),(6,390625),(6,406249),(6,420807),(6,422943),(6,452057),(6,454193),(6,468751),(6,484375),(6,499999),(6,500001),(6,515625),(6,531249),(6,545807),(6,547943),(6,577057),(6,579193),(6,593751),(6,609375),(6,624999),(6,625001),(6,640625),(6,656249),(6,670807),(6,672943),(6,702057),(6,704193),(6,718751),(6,734375),(6,749999),(6,750001),(6,765625),(6,781249),(6,795807),(6,797943),(6,813568),(6,827057),(6,829193),(6,843751),(6,859375),(6,874999),(6,875001),(6,890624),(6,890625),(6,906249),(6,920807),(6,922943),(6,952057),(6,954193),(6,968751),(6,984375),(6,999999)] Prelude> stepSP 26 6 [(6,0),(6,1),(6,29376),(6,40001),(6,69376),(6,80001),(6,109376),(6,120001),(6,149376),(6,160001),(6,189376),(6,200001),(6,229376),(6,240001),(6,269376),(6,280001),(6,309376),(6,320001),(6,349376),(6,360001),(6,389376),(6,400001),(6,429376),(6,440001),(6,469376),(6,480001),(6,509376),(6,520001),(6,549376),(6,560001),(6,589376),(6,600001),(6,629376),(6,640001),(6,669376),(6,680001),(6,709376),(6,720001),(6,749376),(6,760001),(6,789376),(6,800001),(6,829376),(6,840001),(6,869376),(6,880001),(6,890625),(6,909376),(6,920001),(6,949376),(6,960001),(6,989376)] Prelude> stepSP 27 6 [(6,0),(6,1),(6,109375),(6,109376),(6,218751),(6,281249),(6,390625),(6,499999),(6,500001),(6,609375),(6,718751),(6,781249),(6,890624),(6,890625),(6,999999)] Prelude> stepSP 28 6 [(6,0),(6,1),(6,109376),(6,890625)] Prelude> stepSP 29 6 [(6,0),(6,1),(6,31249),(6,45807),(6,77057),(6,109375),(6,109376),(6,140625),(6,172943),(6,186432),(6,204193),(6,218751),(6,249999),(6,250001),(6,281249),(6,295807),(6,327057),(6,359375),(6,390625),(6,422943),(6,454193),(6,468751),(6,499999),(6,500001),(6,531249),(6,545807),(6,577057),(6,609375),(6,640625),(6,672943),(6,704193),(6,718751),(6,749999),(6,750001),(6,781249),(6,795807),(6,813568),(6,827057),(6,859375),(6,890624),(6,890625),(6,922943),(6,954193),(6,968751),(6,999999)] Prelude> stepSP 30 6 [(6,0),(6,1),(6,109376),(6,890625)] Prelude> stepSP 31 6 [(6,0),(6,1),(6,18751),(6,81249),(6,90624),(6,99999),(6,100001),(6,109375),(6,109376),(6,118751),(6,181249),(6,199999),(6,200001),(6,218751),(6,281249),(6,290624),(6,299999),(6,300001),(6,309376),(6,318751),(6,381249),(6,390625),(6,399999),(6,400001),(6,418751),(6,481249),(6,490624),(6,499999),(6,500001),(6,509376),(6,518751),(6,581249),(6,599999),(6,600001),(6,609375),(6,618751),(6,681249),(6,690624),(6,699999),(6,700001),(6,709376),(6,718751),(6,781249),(6,799999),(6,800001),(6,818751),(6,881249),(6,890624),(6,890625),(6,899999),(6,900001),(6,909376),(6,918751),(6,981249),(6,999999)] Prelude>
毋因群疑而阻独见  毋任己意而废人言
毋私小惠而伤大体  毋借公论以快私情
发表于 2011-6-10 15:32:39 | 显示全部楼层
本帖最后由 wayne 于 2011-6-10 15:34 编辑 Prelude> stepSP 41 6 [(6,0),(6,1),(6,2057),(6,4193),(6,6249),(6,13568),(6,15625),(6,18751),(6,20807),(6,22943),(6,24999),(6,25001),(6,27057),(6,29193),(6,31249),(6,43751),(6,45807),(6,47943),(6,49999),(6,50001),(6,52057),(6,54193),(6,56249),(6,68751),(6,70807),(6,72943),(6,74999),(6,75001),(6,77057),(6,79193),(6,81249),(6,90624),(6,93751),(6,95807),(6,97943),(6,99999),(6,100001),(6,102057),(6,104193),(6,106249),(6,109375),(6,109376),(6,118751),(6,120807),(6,122943),(6,124999),(6,125001),(6,127057),(6,129193),(6,131249),(6,140625),(6,143751),(6,145807),(6,147943),(6,149999),(6,150001),(6,152057),(6,154193),(6,156249),(6,168751),(6,170807),(6,172943),(6,174999),(6,175001),(6,177057),(6,179193),(6,181249),(6,186432),(6,193751),(6,195807),(6,197943),(6,199999),(6,200001),(6,202057),(6,204193),(6,206249),(6,213568),(6,218751),(6,220807),(6,222943),(6,224999),(6,225001),(6,227057),(6,229193),(6,231249),(6,234375),(6,243751),(6,245807),(6,247943),(6,249999),(6,250001),(6,252057),(6,254193),(6,256249),(6,265625),(6,268751),(6,270807),(6,272943),(6,274999),(6,275001),(6,277057),(6,279193),(6,281249),(6,290624),(6,293751),(6,295807),(6,297943),(6,299999),(6,300001),(6,302057),(6,304193),(6,306249),(6,309376),(6,318751),(6,320807),(6,322943),(6,324999),(6,325001),(6,327057),(6,329193),(6,331249),(6,343751),(6,345807),(6,347943),(6,349999),(6,350001),(6,352057),(6,354193),(6,356249),(6,359375),(6,368751),(6,370807),(6,372943),(6,374999),(6,375001),(6,377057),(6,379193),(6,381249),(6,386432),(6,390625),(6,393751),(6,395807),(6,397943),(6,399999),(6,400001),(6,402057),(6,404193),(6,406249),(6,413568),(6,418751),(6,420807),(6,422943),(6,424999),(6,425001),(6,427057),(6,429193),(6,431249),(6,443751),(6,445807),(6,447943),(6,449999),(6,450001),(6,452057),(6,454193),(6,456249),(6,468751),(6,470807),(6,472943),(6,474999),(6,475001),(6,477057),(6,479193),(6,481249),(6,484375),(6,490624),(6,493751),(6,495807),(6,497943),(6,499999),(6,500001),(6,502057),(6,504193),(6,506249),(6,509376),(6,515625),(6,518751),(6,520807),(6,522943),(6,524999),(6,525001),(6,527057),(6,529193),(6,531249),(6,543751),(6,545807),(6,547943),(6,549999),(6,550001),(6,552057),(6,554193),(6,556249),(6,568751),(6,570807),(6,572943),(6,574999),(6,575001),(6,577057),(6,579193),(6,581249),(6,586432),(6,593751),(6,595807),(6,597943),(6,599999),(6,600001),(6,602057),(6,604193),(6,606249),(6,609375),(6,613568),(6,618751),(6,620807),(6,622943),(6,624999),(6,625001),(6,627057),(6,629193),(6,631249),(6,640625),(6,643751),(6,645807),(6,647943),(6,649999),(6,650001),(6,652057),(6,654193),(6,656249),(6,668751),(6,670807),(6,672943),(6,674999),(6,675001),(6,677057),(6,679193),(6,681249),(6,690624),(6,693751),(6,695807),(6,697943),(6,699999),(6,700001),(6,702057),(6,704193),(6,706249),(6,709376),(6,718751),(6,720807),(6,722943),(6,724999),(6,725001),(6,727057),(6,729193),(6,731249),(6,734375),(6,743751),(6,745807),(6,747943),(6,749999),(6,750001),(6,752057),(6,754193),(6,756249),(6,765625),(6,768751),(6,770807),(6,772943),(6,774999),(6,775001),(6,777057),(6,779193),(6,781249),(6,786432),(6,793751),(6,795807),(6,797943),(6,799999),(6,800001),(6,802057),(6,804193),(6,806249),(6,813568),(6,818751),(6,820807),(6,822943),(6,824999),(6,825001),(6,827057),(6,829193),(6,831249),(6,843751),(6,845807),(6,847943),(6,849999),(6,850001),(6,852057),(6,854193),(6,856249),(6,859375),(6,868751),(6,870807),(6,872943),(6,874999),(6,875001),(6,877057),(6,879193),(6,881249),(6,890624),(6,890625),(6,893751),(6,895807),(6,897943),(6,899999),(6,900001),(6,902057),(6,904193),(6,906249),(6,909376),(6,918751),(6,920807),(6,922943),(6,924999),(6,925001),(6,927057),(6,929193),(6,931249),(6,943751),(6,945807),(6,947943),(6,949999),(6,950001),(6,952057),(6,954193),(6,956249),(6,968751),(6,970807),(6,972943),(6,974999),(6,975001),(6,977057),(6,979193),(6,981249),(6,984375),(6,986432),(6,993751),(6,995807),(6,997943),(6,999999)] Prelude> stepSP 81 6 [(6,0),(6,1),(6,2057),(6,4193),(6,6249),(6,6251),(6,8307),(6,10443),(6,12499),(6,12501),(6,13568),(6,14557),(6,15625),(6,16693),(6,18749),(6,18751),(6,20807),(6,22943),(6,24999),(6,25001),(6,27057),(6,29193),(6,31249),(6,31251),(6,33307),(6,35443),(6,37499),(6,37501),(6,39557),(6,41693),(6,43749),(6,43751),(6,45807),(6,46875),(6,47943),(6,49999),(6,50001),(6,52057),(6,54193),(6,56249),(6,56251),(6,58307),(6,60443),(6,62499),(6,62501),(6,64557),(6,66693),(6,68749),(6,68751),(6,70807),(6,72943),(6,74999),(6,75001),(6,77057),(6,78125),(6,79193),(6,81249),(6,81251),(6,83307),(6,85443),(6,87499),(6,87501),(6,89557),(6,90624),(6,91693),(6,93749),(6,93751),(6,95807),(6,97943),(6,99999),(6,100001),(6,102057),(6,104193),(6,106249),(6,106251),(6,108307),(6,109375),(6,109376),(6,110443),(6,112499),(6,112501),(6,114557),(6,116693),(6,118749),(6,118751),(6,120807),(6,122943),(6,124999),(6,125001),(6,127057),(6,129193),(6,131249),(6,131251),(6,133307),(6,135443),(6,137499),(6,137501),(6,139557),(6,140625),(6,141693),(6,143749),(6,143751),(6,145807),(6,147943),(6,149999),(6,150001),(6,152057),(6,154193),(6,156249),(6,156251),(6,158307),(6,160443),(6,162499),(6,162501),(6,164557),(6,166693),(6,168749),(6,168751),(6,170807),(6,171875),(6,172943),(6,174999),(6,175001),(6,177057),(6,179193),(6,181249),(6,181251),(6,183307),(6,185443),(6,186432),(6,187499),(6,187501),(6,189557),(6,191693),(6,193749),(6,193751),(6,195807),(6,197943),(6,199999),(6,200001),(6,202057),(6,203125),(6,204193),(6,206249),(6,206251),(6,208307),(6,210443),(6,212499),(6,212501),(6,213568),(6,214557),(6,216693),(6,218749),(6,218751),(6,220807),(6,222943),(6,224999),(6,225001),(6,227057),(6,229193),(6,231249),(6,231251),(6,233307),(6,234375),(6,235443),(6,237499),(6,237501),(6,239557),(6,241693),(6,243749),(6,243751),(6,245807),(6,247943),(6,249999),(6,250001),(6,252057),(6,254193),(6,256249),(6,256251),(6,258307),(6,260443),(6,262499),(6,262501),(6,264557),(6,265625),(6,266693),(6,268749),(6,268751),(6,270807),(6,272943),(6,274999),(6,275001),(6,277057),(6,279193),(6,281249),(6,281251),(6,283307),(6,285443),(6,287499),(6,287501),(6,289557),(6,290624),(6,291693),(6,293749),(6,293751),(6,295807),(6,296875),(6,297943),(6,299999),(6,300001),(6,302057),(6,304193),(6,306249),(6,306251),(6,308307),(6,309376),(6,310443),(6,312499),(6,312501),(6,314557),(6,316693),(6,318749),(6,318751),(6,320807),(6,322943),(6,324999),(6,325001),(6,327057),(6,328125),(6,329193),(6,331249),(6,331251),(6,333307),(6,335443),(6,337499),(6,337501),(6,339557),(6,341693),(6,343749),(6,343751),(6,345807),(6,347943),(6,349999),(6,350001),(6,352057),(6,354193),(6,356249),(6,356251),(6,358307),(6,359375),(6,360443),(6,362499),(6,362501),(6,364557),(6,366693),(6,368749),(6,368751),(6,370807),(6,372943),(6,374999),(6,375001),(6,377057),(6,379193),(6,381249),(6,381251),(6,383307),(6,385443),(6,386432),(6,387499),(6,387501),(6,389557),(6,390625),(6,391693),(6,393749),(6,393751),(6,395807),(6,397943),(6,399999),(6,400001),(6,402057),(6,404193),(6,406249),(6,406251),(6,408307),(6,410443),(6,412499),(6,412501),(6,413568),(6,414557),(6,416693),(6,418749),(6,418751),(6,420807),(6,421875),(6,422943),(6,424999),(6,425001),(6,427057),(6,429193),(6,431249),(6,431251),(6,433307),(6,435443),(6,437499),(6,437501),(6,439557),(6,441693),(6,443749),(6,443751),(6,445807),(6,447943),(6,449999),(6,450001),(6,452057),(6,453125),(6,454193),(6,456249),(6,456251),(6,458307),(6,460443),(6,462499),(6,462501),(6,464557),(6,466693),(6,468749),(6,468751),(6,470807),(6,472943),(6,474999),(6,475001),(6,477057),(6,479193),(6,481249),(6,481251),(6,483307),(6,484375),(6,485443),(6,487499),(6,487501),(6,489557),(6,490624),(6,491693),(6,493749),(6,493751),(6,495807),(6,497943),(6,499999),(6,500001),(6,502057),(6,504193),(6,506249),(6,506251),(6,508307),(6,509376),(6,510443),(6,512499),(6,512501),(6,514557),(6,515625),(6,516693),(6,518749),(6,518751),(6,520807),(6,522943),(6,524999),(6,525001),(6,527057),(6,529193),(6,531249),(6,531251),(6,533307),(6,535443),(6,537499),(6,537501),(6,539557),(6,541693),(6,543749),(6,543751),(6,545807),(6,546875),(6,547943),(6,549999),(6,550001),(6,552057),(6,554193),(6,556249),(6,556251),(6,558307),(6,560443),(6,562499),(6,562501),(6,564557),(6,566693),(6,568749),(6,568751),(6,570807),(6,572943),(6,574999),(6,575001),(6,577057),(6,578125),(6,579193),(6,581249),(6,581251),(6,583307),(6,585443),(6,586432),(6,587499),(6,587501),(6,589557),(6,591693),(6,593749),(6,593751),(6,595807),(6,597943),(6,599999),(6,600001),(6,602057),(6,604193),(6,606249),(6,606251),(6,608307),(6,609375),(6,610443),(6,612499),(6,612501),(6,613568),(6,614557),(6,616693),(6,618749),(6,618751),(6,620807),(6,622943),(6,624999),(6,625001),(6,627057),(6,629193),(6,631249),(6,631251),(6,633307),(6,635443),(6,637499),(6,637501),(6,639557),(6,640625),(6,641693),(6,643749),(6,643751),(6,645807),(6,647943),(6,649999),(6,650001),(6,652057),(6,654193),(6,656249),(6,656251),(6,658307),(6,660443),(6,662499),(6,662501),(6,664557),(6,666693),(6,668749),(6,668751),(6,670807),(6,671875),(6,672943),(6,674999),(6,675001),(6,677057),(6,679193),(6,681249),(6,681251),(6,683307),(6,685443),(6,687499),(6,687501),(6,689557),(6,690624),(6,691693),(6,693749),(6,693751),(6,695807),(6,697943),(6,699999),(6,700001),(6,702057),(6,703125),(6,704193),(6,706249),(6,706251),(6,708307),(6,709376),(6,710443),(6,712499),(6,712501),(6,714557),(6,716693),(6,718749),(6,718751),(6,720807),(6,722943),(6,724999),(6,725001),(6,727057),(6,729193),(6,731249),(6,731251),(6,733307),(6,734375),(6,735443),(6,737499),(6,737501),(6,739557),(6,741693),(6,743749),(6,743751),(6,745807),(6,747943),(6,749999),(6,750001),(6,752057),(6,754193),(6,756249),(6,756251),(6,758307),(6,760443),(6,762499),(6,762501),(6,764557),(6,765625),(6,766693),(6,768749),(6,768751),(6,770807),(6,772943),(6,774999),(6,775001),(6,777057),(6,779193),(6,781249),(6,781251),(6,783307),(6,785443),(6,786432),(6,787499),(6,787501),(6,789557),(6,791693),(6,793749),(6,793751),(6,795807),(6,796875),(6,797943),(6,799999),(6,800001),(6,802057),(6,804193),(6,806249),(6,806251),(6,808307),(6,810443),(6,812499),(6,812501),(6,813568),(6,814557),(6,816693),(6,818749),(6,818751),(6,820807),(6,822943),(6,824999),(6,825001),(6,827057),(6,828125),(6,829193),(6,831249),(6,831251),(6,833307),(6,835443),(6,837499),(6,837501),(6,839557),(6,841693),(6,843749),(6,843751),(6,845807),(6,847943),(6,849999),(6,850001),(6,852057),(6,854193),(6,856249),(6,856251),(6,858307),(6,859375),(6,860443),(6,862499),(6,862501),(6,864557),(6,866693),(6,868749),(6,868751),(6,870807),(6,872943),(6,874999),(6,875001),(6,877057),(6,879193),(6,881249),(6,881251),(6,883307),(6,885443),(6,887499),(6,887501),(6,889557),(6,890624),(6,890625),(6,891693),(6,893749),(6,893751),(6,895807),(6,897943),(6,899999),(6,900001),(6,902057),(6,904193),(6,906249),(6,906251),(6,908307),(6,909376),(6,910443),(6,912499),(6,912501),(6,914557),(6,916693),(6,918749),(6,918751),(6,920807),(6,921875),(6,922943),(6,924999),(6,925001),(6,927057),(6,929193),(6,931249),(6,931251),(6,933307),(6,935443),(6,937499),(6,937501),(6,939557),(6,941693),(6,943749),(6,943751),(6,945807),(6,947943),(6,949999),(6,950001),(6,952057),(6,953125),(6,954193),(6,956249),(6,956251),(6,958307),(6,960443),(6,962499),(6,962501),(6,964557),(6,966693),(6,968749),(6,968751),(6,970807),(6,972943),(6,974999),(6,975001),(6,977057),(6,979193),(6,981249),(6,981251),(6,983307),(6,984375),(6,985443),(6,986432),(6,987499),(6,987501),(6,989557),(6,991693),(6,993749),(6,993751),(6,995807),(6,997943),(6,999999)] Prelude>
毋因群疑而阻独见  毋任己意而废人言
毋私小惠而伤大体  毋借公论以快私情
发表于 2011-6-10 16:31:13 | 显示全部楼层
(22,[(6,0),(6,1),(6,109376),(6,890625)]), (23,[(6,0),(6,1),(6,109375),(6,109376),(6,218751),(6,281249),(6,390625),(6,499999),(6,500001),(6,609375),(6,718751),(6,781249),(6,890624),(6,890625),(6,999999)]), (24,[(6,0),(6,1),(6,109376),(6,890625)]), (25,[(6,0),(6,1),(6,15625),(6,31249),(6,45807),(6,47943),(6,77057),(6,79193),(6,93751),(6,109375),(6,109376),(6,124999),(6,125001),(6,140625),(6,156249),(6,170807),(6,172943),(6,186432),(6,202057),(6,204193),(6,218751),(6,234375),(6,249999),(6,250001),(6,265625),(6,281249),(6,295807),(6,297943),(6,327057),(6,329193),(6,343751),(6,359375),(6,374999),(6,375001),(6,390625),(6,406249),(6,420807),(6,422943),(6,452057),(6,454193),(6,468751),(6,484375),(6,499999),(6,500001),(6,515625),(6,531249),(6,545807),(6,547943),(6,577057),(6,579193),(6,593751),(6,609375),(6,624999),(6,625001),(6,640625),(6,656249),(6,670807),(6,672943),(6,702057),(6,704193),(6,718751),(6,734375),(6,749999),(6,750001),(6,765625),(6,781249),(6,795807),(6,797943),(6,813568),(6,827057),(6,829193),(6,843751),(6,859375),(6,874999),(6,875001),(6,890624),(6,890625),(6,906249),(6,920807),(6,922943),(6,952057),(6,954193),(6,968751),(6,984375),(6,999999)]), (26,[(6,0),(6,1),(6,29376),(6,40001),(6,69376),(6,80001),(6,109376),(6,120001),(6,149376),(6,160001),(6,189376),(6,200001),(6,229376),(6,240001),(6,269376),(6,280001),(6,309376),(6,320001),(6,349376),(6,360001),(6,389376),(6,400001),(6,429376),(6,440001),(6,469376),(6,480001),(6,509376),(6,520001),(6,549376),(6,560001),(6,589376),(6,600001),(6,629376),(6,640001),(6,669376),(6,680001),(6,709376),(6,720001),(6,749376),(6,760001),(6,789376),(6,800001),(6,829376),(6,840001),(6,869376),(6,880001),(6,890625),(6,909376),(6,920001),(6,949376),(6,960001),(6,989376)]), (27,[(6,0),(6,1),(6,109375),(6,109376),(6,218751),(6,281249),(6,390625),(6,499999),(6,500001),(6,609375),(6,718751),(6,781249),(6,890624),(6,890625),(6,999999)]), (28,[(6,0),(6,1),(6,109376),(6,890625)]), 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(31,[(6,0),(6,1),(6,18751),(6,81249),(6,90624),(6,99999),(6,100001),(6,109375),(6,109376),(6,118751),(6,181249),(6,199999),(6,200001),(6,218751),(6,281249),(6,290624),(6,299999),(6,300001),(6,309376),(6,318751),(6,381249),(6,390625),(6,399999),(6,400001),(6,418751),(6,481249),(6,490624),(6,499999),(6,500001),(6,509376),(6,518751),(6,581249),(6,599999),(6,600001),(6,609375),(6,618751),(6,681249),(6,690624),(6,699999),(6,700001),(6,709376),(6,718751),(6,781249),(6,799999),(6,800001),(6,818751),(6,881249),(6,890624),(6,890625),(6,899999),(6,900001),(6,909376),(6,918751),(6,981249),(6,999999)]), (32,[(6,0),(6,1),(6,109376),(6,890625)]), 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毋因群疑而阻独见  毋任己意而废人言
毋私小惠而伤大体  毋借公论以快私情
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