Treffpunkte der Reihe 2^N und (3/2)^N  für jeweils N<900<br>im Bereich (0.95 < ((3/2)^N3 / 2^N2) < 1.05)<br><br> (3/2)^N3 / 2^N2 =1.0136432647705 (N2=7, N3=12) (N2-N3=-5) (N2/N3=0.58333333333333)<br> (3/2)^N3 / 2^N2 =0.96216919273138 (N2=10, N3=17) (N2-N3=-7) (N2/N3=0.58823529411765)<br> (3/2)^N3 / 2^N2 =1.0274726682146 (N2=14, N3=24) (N2-N3=-10) (N2/N3=0.58333333333333)<br> (3/2)^N3 / 2^N2 =0.97529632178184 (N2=17, N3=29) (N2-N3=-12) (N2/N3=0.58620689655172)<br> (3/2)^N3 / 2^N2 =1.0414907498715 (N2=21, N3=36) (N2-N3=-15) (N2/N3=0.58333333333333)<br> (3/2)^N3 / 2^N2 =0.98860254772961 (N2=24, N3=41) (N2-N3=-17) (N2/N3=0.58536585365854)<br> (3/2)^N3 / 2^N2 =1.0020903140411 (N2=31, N3=53) (N2-N3=-22) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.95120291528119 (N2=34, N3=58) (N2-N3=-24) (N2/N3=0.58620689655172)<br> (3/2)^N3 / 2^N2 =1.0157620975195 (N2=38, N3=65) (N2-N3=-27) (N2/N3=0.58461538461538)<br> (3/2)^N3 / 2^N2 =0.96418042850485 (N2=41, N3=70) (N2-N3=-29) (N2/N3=0.58571428571429)<br> (3/2)^N3 / 2^N2 =1.0296204087598 (N2=45, N3=77) (N2-N3=-32) (N2/N3=0.58441558441558)<br> (3/2)^N3 / 2^N2 =0.97733499737748 (N2=48, N3=82) (N2-N3=-34) (N2/N3=0.58536585365854)<br> (3/2)^N3 / 2^N2 =1.0436677926096 (N2=52, N3=89) (N2-N3=-37) (N2/N3=0.58426966292135)<br> (3/2)^N3 / 2^N2 =0.99066903751619 (N2=55, N3=94) (N2-N3=-39) (N2/N3=0.58510638297872)<br> (3/2)^N3 / 2^N2 =1.004184997495 (N2=62, N3=106) (N2-N3=-44) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.95319122809092 (N2=65, N3=111) (N2-N3=-46) (N2/N3=0.58558558558559)<br> (3/2)^N3 / 2^N2 =1.0178853592944 (N2=69, N3=118) (N2-N3=-49) (N2/N3=0.58474576271186)<br> (3/2)^N3 / 2^N2 =0.96619586839269 (N2=72, N3=123) (N2-N3=-51) (N2/N3=0.58536585365854)<br> (3/2)^N3 / 2^N2 =1.0317726387572 (N2=76, N3=130) (N2-N3=-54) (N2/N3=0.58461538461538)<br> (3/2)^N3 / 2^N2 =0.97937793444534 (N2=79, N3=135) (N2-N3=-56) (N2/N3=0.58518518518519)<br> (3/2)^N3 / 2^N2 =1.0458493860508 (N2=83, N3=142) (N2-N3=-59) (N2/N3=0.58450704225352)<br> (3/2)^N3 / 2^N2 =0.99273984691537 (N2=86, N3=147) (N2-N3=-61) (N2/N3=0.58503401360544)<br> (3/2)^N3 / 2^N2 =1.0062840594951 (N2=93, N3=159) (N2-N3=-66) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.95518369709884 (N2=96, N3=164) (N2-N3=-68) (N2/N3=0.58536585365854)<br> (3/2)^N3 / 2^N2 =1.0200130593531 (N2=100, N3=171) (N2-N3=-71) (N2/N3=0.58479532163743)<br> (3/2)^N3 / 2^N2 =0.96821552118283 (N2=103, N3=176) (N2-N3=-73) (N2/N3=0.58522727272727)<br> (3/2)^N3 / 2^N2 =1.0339293675912 (N2=107, N3=183) (N2-N3=-76) (N2/N3=0.58469945355191)<br> (3/2)^N3 / 2^N2 =0.98142514189324 (N2=110, N3=188) (N2-N3=-78) (N2/N3=0.58510638297872)<br> (3/2)^N3 / 2^N2 =1.0480355397073 (N2=114, N3=195) (N2-N3=-81) (N2/N3=0.58461538461538)<br> (3/2)^N3 / 2^N2 =0.99481498495653 (N2=117, N3=200) (N2-N3=-83) (N2/N3=0.585)<br> (3/2)^N3 / 2^N2 =1.008387509194 (N2=124, N3=212) (N2-N3=-88) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.9571803309927 (N2=127, N3=217) (N2-N3=-90) (N2/N3=0.5852534562212)<br> (3/2)^N3 / 2^N2 =1.0221452069732 (N2=131, N3=224) (N2-N3=-93) (N2/N3=0.58482142857143)<br> (3/2)^N3 / 2^N2 =0.97023939568156 (N2=134, N3=229) (N2-N3=-95) (N2/N3=0.58515283842795)<br> (3/2)^N3 / 2^N2 =1.0360906046658 (N2=138, N3=236) (N2-N3=-98) (N2/N3=0.58474576271186)<br> (3/2)^N3 / 2^N2 =0.98347662864762 (N2=141, N3=241) (N2-N3=-100) (N2/N3=0.5850622406639)<br> (3/2)^N3 / 2^N2 =0.99689446068787 (N2=148, N3=253) (N2-N3=-105) (N2/N3=0.58498023715415)<br> (3/2)^N3 / 2^N2 =1.0104953557633 (N2=155, N3=265) (N2-N3=-110) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.95918113847843 (N2=158, N3=270) (N2-N3=-112) (N2/N3=0.58518518518519)<br> (3/2)^N3 / 2^N2 =1.0242818114513 (N2=162, N3=277) (N2-N3=-115) (N2/N3=0.58483754512635)<br> (3/2)^N3 / 2^N2 =0.97226750071357 (N2=165, N3=282) (N2-N3=-117) (N2/N3=0.58510638297872)<br> (3/2)^N3 / 2^N2 =1.0382563594046 (N2=169, N3=289) (N2-N3=-120) (N2/N3=0.58477508650519)<br> (3/2)^N3 / 2^N2 =0.98553240365356 (N2=172, N3=294) (N2-N3=-122) (N2/N3=0.58503401360544)<br> (3/2)^N3 / 2^N2 =0.99897828317652 (N2=179, N3=306) (N2-N3=-127) (N2/N3=0.58496732026144)<br> (3/2)^N3 / 2^N2 =1.0126076083939 (N2=186, N3=318) (N2-N3=-132) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.96118612828013 (N2=189, N3=323) (N2-N3=-134) (N2/N3=0.58513931888545)<br> (3/2)^N3 / 2^N2 =1.0264228821038 (N2=193, N3=330) (N2-N3=-137) (N2/N3=0.58484848484848)<br> (3/2)^N3 / 2^N2 =0.974299845122 (N2=196, N3=335) (N2-N3=-139) (N2/N3=0.58507462686567)<br> (3/2)^N3 / 2^N2 =1.0404266412509 (N2=200, N3=342) (N2-N3=-142) (N2/N3=0.58479532163743)<br> (3/2)^N3 / 2^N2 =0.98759247587486 (N2=203, N3=347) (N2-N3=-144) (N2/N3=0.5850144092219)<br> (3/2)^N3 / 2^N2 =1.0010664615086 (N2=210, N3=359) (N2-N3=-149) (N2/N3=0.5849582172702)<br> (3/2)^N3 / 2^N2 =0.9502310552601 (N2=213, N3=364) (N2-N3=-151) (N2/N3=0.58516483516484)<br> (3/2)^N3 / 2^N2 =1.0147242762958 (N2=217, N3=371) (N2-N3=-154) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.96319530914018 (N2=220, N3=376) (N2-N3=-156) (N2/N3=0.58510638297872)<br> (3/2)^N3 / 2^N2 =1.0285684282664 (N2=224, N3=383) (N2-N3=-159) (N2/N3=0.58485639686684)<br> (3/2)^N3 / 2^N2 =0.97633643776849 (N2=227, N3=388) (N2-N3=-161) (N2/N3=0.58505154639175)<br> (3/2)^N3 / 2^N2 =1.0426014596678 (N2=231, N3=395) (N2-N3=-164) (N2/N3=0.58481012658228)<br> (3/2)^N3 / 2^N2 =0.98965685429406 (N2=234, N3=400) (N2-N3=-166) (N2/N3=0.585)<br> (3/2)^N3 / 2^N2 =1.0031590047891 (N2=241, N3=412) (N2-N3=-171) (N2/N3=0.58495145631068)<br> (3/2)^N3 / 2^N2 =0.95221733657719 (N2=244, N3=417) (N2-N3=-173) (N2/N3=0.58513189448441)<br> (3/2)^N3 / 2^N2 =1.0168453686984 (N2=248, N3=424) (N2-N3=-176) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.96520868981918 (N2=251, N3=429) (N2-N3=-178) (N2/N3=0.58508158508159)<br> (3/2)^N3 / 2^N2 =1.0307184592942 (N2=255, N3=436) (N2-N3=-181) (N2/N3=0.5848623853211)<br> (3/2)^N3 / 2^N2 =0.97837728753318 (N2=258, N3=441) (N2-N3=-183) (N2/N3=0.58503401360544)<br> (3/2)^N3 / 2^N2 =1.0447808241382 (N2=262, N3=448) (N2-N3=-186) (N2/N3=0.58482142857143)<br> (3/2)^N3 / 2^N2 =0.99172554791244 (N2=265, N3=453) (N2-N3=-188) (N2/N3=0.58498896247241)<br> (3/2)^N3 / 2^N2 =1.0052559221423 (N2=272, N3=465) (N2-N3=-193) (N2/N3=0.58494623655914)<br> (3/2)^N3 / 2^N2 =0.954207769846 (N2=275, N3=470) (N2-N3=-195) (N2/N3=0.58510638297872)<br> (3/2)^N3 / 2^N2 =1.0189708948502 (N2=279, N3=477) (N2-N3=-198) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.96722627909609 (N2=282, N3=482) (N2-N3=-200) (N2/N3=0.5850622406639)<br> (3/2)^N3 / 2^N2 =1.0328729845621 (N2=286, N3=489) (N2-N3=-203) (N2/N3=0.58486707566462)<br> (3/2)^N3 / 2^N2 =0.98042240331479 (N2=289, N3=494) (N2-N3=-205) (N2/N3=0.58502024291498)<br> (3/2)^N3 / 2^N2 =1.0469647441648 (N2=293, N3=501) (N2-N3=-208) (N2/N3=0.58483033932136)<br> (3/2)^N3 / 2^N2 =0.99379856575015 (N2=296, N3=506) (N2-N3=-210) (N2/N3=0.58498023715415)<br> (3/2)^N3 / 2^N2 =1.0073572227112 (N2=303, N3=518) (N2-N3=-215) (N2/N3=0.58494208494208)<br> (3/2)^N3 / 2^N2 =0.95620236374543 (N2=306, N3=523) (N2-N3=-217) (N2/N3=0.58508604206501)<br> (3/2)^N3 / 2^N2 =1.0211008640192 (N2=310, N3=530) (N2-N3=-220) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.96924808576819 (N2=313, N3=535) (N2-N3=-222) (N2/N3=0.58504672897196)<br> (3/2)^N3 / 2^N2 =1.0350320134644 (N2=317, N3=542) (N2-N3=-225) (N2/N3=0.58487084870849)<br> (3/2)^N3 / 2^N2 =0.98247179403063 (N2=320, N3=547) (N2-N3=-227) (N2/N3=0.58500914076782)<br> (3/2)^N3 / 2^N2 =1.04915322927 (N2=324, N3=554) (N2-N3=-230) (N2/N3=0.58483754512635)<br> (3/2)^N3 / 2^N2 =0.99587591684615 (N2=327, N3=559) (N2-N3=-232) (N2/N3=0.58497316636852)<br> (3/2)^N3 / 2^N2 =1.0094629156583 (N2=334, N3=571) (N2-N3=-237) (N2/N3=0.58493870402802)<br> (3/2)^N3 / 2^N2 =0.95820112697248 (N2=337, N3=576) (N2-N3=-239) (N2/N3=0.58506944444444)<br> (3/2)^N3 / 2^N2 =1.0232352854926 (N2=341, N3=583) (N2-N3=-242) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.97127411865117 (N2=344, N3=588) (N2-N3=-244) (N2/N3=0.58503401360544)<br> (3/2)^N3 / 2^N2 =1.0371955554151 (N2=348, N3=595) (N2-N3=-247) (N2/N3=0.58487394957983)<br> (3/2)^N3 / 2^N2 =0.98452546861667 (N2=351, N3=600) (N2-N3=-249) (N2/N3=0.585)<br> (3/2)^N3 / 2^N2 =0.99795761025831 (N2=358, N3=612) (N2-N3=-254) (N2/N3=0.58496732026144)<br> (3/2)^N3 / 2^N2 =1.0115730101648 (N2=365, N3=624) (N2-N3=-259) (N2/N3=0.5849358974359)<br> (3/2)^N3 / 2^N2 =0.96020406824238 (N2=368, N3=629) (N2-N3=-261) (N2/N3=0.58505564387917)<br> (3/2)^N3 / 2^N2 =1.0253741685772 (N2=372, N3=636) (N2-N3=-264) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.97330438657913 (N2=375, N3=641) (N2-N3=-266) (N2/N3=0.58502340093604)<br> (3/2)^N3 / 2^N2 =1.0393636198479 (N2=379, N3=648) (N2-N3=-269) (N2/N3=0.58487654320988)<br> (3/2)^N3 / 2^N2 =0.98658343602752 (N2=382, N3=653) (N2-N3=-271) (N2/N3=0.58499234303216)<br> (3/2)^N3 / 2^N2 =1.0000436550634 (N2=389, N3=665) (N2-N3=-276) (N2/N3=0.58496240601504)<br> (3/2)^N3 / 2^N2 =1.0136875154315 (N2=396, N3=677) (N2-N3=-281) (N2/N3=0.58493353028065)<br> (3/2)^N3 / 2^N2 =0.96221119628853 (N2=399, N3=682) (N2-N3=-283) (N2/N3=0.58504398826979)<br> (3/2)^N3 / 2^N2 =1.0275175225991 (N2=403, N3=689) (N2-N3=-286) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.97533889840464 (N2=406, N3=694) (N2-N3=-288) (N2/N3=0.5850144092219)<br> (3/2)^N3 / 2^N2 =1.0415362162163 (N2=410, N3=701) (N2-N3=-291) (N2/N3=0.5848787446505)<br> (3/2)^N3 / 2^N2 =0.98864570523655 (N2=413, N3=706) (N2-N3=-293) (N2/N3=0.58498583569405)<br> (3/2)^N3 / 2^N2 =1.0021340603573 (N2=420, N3=718) (N2-N3=-298) (N2/N3=0.5849582172702)<br> (3/2)^N3 / 2^N2 =0.9512444401048 (N2=423, N3=723) (N2-N3=-300) (N2/N3=0.5850622406639)<br> (3/2)^N3 / 2^N2 =1.0158064406783 (N2=427, N3=730) (N2-N3=-303) (N2/N3=0.58493150684932)<br> (3/2)^N3 / 2^N2 =0.96422251986262 (N2=430, N3=735) (N2-N3=-305) (N2/N3=0.58503401360544)<br> (3/2)^N3 / 2^N2 =1.0296653569041 (N2=434, N3=742) (N2-N3=-308) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.9773776629988 (N2=437, N3=747) (N2-N3=-310) (N2/N3=0.58500669344043)<br> (3/2)^N3 / 2^N2 =1.0437133539933 (N2=441, N3=754) (N2-N3=-313) (N2/N3=0.58488063660477)<br> (3/2)^N3 / 2^N2 =0.99071228523587 (N2=444, N3=759) (N2-N3=-315) (N2/N3=0.58498023715415)<br> (3/2)^N3 / 2^N2 =1.0042288352547 (N2=451, N3=771) (N2-N3=-320) (N2/N3=0.58495460440986)<br> (3/2)^N3 / 2^N2 =0.95323283971446 (N2=454, N3=776) (N2-N3=-322) (N2/N3=0.58505154639175)<br> (3/2)^N3 / 2^N2 =1.0179297951443 (N2=458, N3=783) (N2-N3=-325) (N2/N3=0.58492975734355)<br> (3/2)^N3 / 2^N2 =0.96623804773462 (N2=461, N3=788) (N2-N3=-327) (N2/N3=0.58502538071066)<br> (3/2)^N3 / 2^N2 =1.0318176808572 (N2=465, N3=795) (N2-N3=-330) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.97942068925121 (N2=468, N3=800) (N2-N3=-332) (N2/N3=0.585)<br> (3/2)^N3 / 2^N2 =1.0458950426721 (N2=472, N3=807) (N2-N3=-335) (N2/N3=0.58488228004957)<br> (3/2)^N3 / 2^N2 =0.99278318503637 (N2=475, N3=812) (N2-N3=-337) (N2/N3=0.58497536945813)<br> (3/2)^N3 / 2^N2 =1.0063279888895 (N2=482, N3=824) (N2-N3=-342) (N2/N3=0.58495145631068)<br> (3/2)^N3 / 2^N2 =0.95522539570374 (N2=485, N3=829) (N2-N3=-344) (N2/N3=0.58504221954162)<br> (3/2)^N3 / 2^N2 =1.0200575880879 (N2=489, N3=836) (N2-N3=-347) (N2/N3=0.58492822966507)<br> (3/2)^N3 / 2^N2 =0.96825778869284 (N2=492, N3=841) (N2-N3=-349) (N2/N3=0.58501783590963)<br> (3/2)^N3 / 2^N2 =1.0339745038434 (N2=496, N3=848) (N2-N3=-352) (N2/N3=0.58490566037736)<br> (3/2)^N3 / 2^N2 =0.98146798607008 (N2=499, N3=853) (N2-N3=-354) (N2/N3=0.58499413833529)<br> (3/2)^N3 / 2^N2 =1.0480812917653 (N2=503, N3=860) (N2-N3=-357) (N2/N3=0.58488372093023)<br> (3/2)^N3 / 2^N2 =0.99485841366781 (N2=506, N3=865) (N2-N3=-359) (N2/N3=0.5849710982659)<br> (3/2)^N3 / 2^N2 =1.0084315304146 (N2=513, N3=877) (N2-N3=-364) (N2/N3=0.58494868871152)<br> (3/2)^N3 / 2^N2 =0.95722211676078 (N2=516, N3=882) (N2-N3=-366) (N2/N3=0.58503401360544)<br> (3/2)^N3 / 2^N2 =1.022189828787 (N2=520, N3=889) (N2-N3=-369) (N2/N3=0.58492688413948)<br> (3/2)^N3 / 2^N2 =0.97028175154393 (N2=523, N3=894) (N2-N3=-371) (N2/N3=0.58501118568233)<br>-----------------------------------------------