Treffpunkte der Reihe 2^N und (phi)^N  für jeweils N<900<br>im Bereich (0.97 < ((phi)^N3 / 2^N2) < 1.03)<br><br> (1.618034)^N3 / 2^N2 =1.0175819657641 (N2=9, N3=13) (N2-N3=-4) (N2/N3=0.69230769230769)<br> (1.618034)^N3 / 2^N2 =0.97776810093656 (N2=16, N3=23) (N2-N3=-7) (N2/N3=0.69565217391304)<br> (1.618034)^N3 / 2^N2 =0.99495918621245 (N2=25, N3=36) (N2-N3=-11) (N2/N3=0.69444444444444)<br> (1.618034)^N3 / 2^N2 =1.0124525245611 (N2=34, N3=49) (N2-N3=-15) (N2/N3=0.69387755102041)<br> (1.618034)^N3 / 2^N2 =0.97283935401233 (N2=41, N3=59) (N2-N3=-18) (N2/N3=0.69491525423729)<br> (1.618034)^N3 / 2^N2 =0.98994378222853 (N2=50, N3=72) (N2-N3=-22) (N2/N3=0.69444444444444)<br> (1.618034)^N3 / 2^N2 =1.007348939916 (N2=59, N3=85) (N2-N3=-26) (N2/N3=0.69411764705882)<br> (1.618034)^N3 / 2^N2 =1.0250601144901 (N2=68, N3=98) (N2-N3=-30) (N2/N3=0.69387755102041)<br> (1.618034)^N3 / 2^N2 =0.98495365996217 (N2=75, N3=108) (N2-N3=-33) (N2/N3=0.69444444444444)<br> (1.618034)^N3 / 2^N2 =1.0022710814908 (N2=84, N3=121) (N2-N3=-37) (N2/N3=0.69421487603306)<br> (1.618034)^N3 / 2^N2 =1.0198929773319 (N2=93, N3=134) (N2-N3=-41) (N2/N3=0.69402985074627)<br> (1.618034)^N3 / 2^N2 =0.97998869197293 (N2=100, N3=144) (N2-N3=-44) (N2/N3=0.69444444444444)<br> (1.618034)^N3 / 2^N2 =0.9972188196044 (N2=109, N3=157) (N2-N3=-48) (N2/N3=0.69426751592357)<br> (1.618034)^N3 / 2^N2 =1.01475188675 (N2=118, N3=170) (N2-N3=-52) (N2/N3=0.69411764705882)<br> (1.618034)^N3 / 2^N2 =0.97504875146279 (N2=125, N3=180) (N2-N3=-55) (N2/N3=0.69444444444444)<br> (1.618034)^N3 / 2^N2 =0.99219202522933 (N2=134, N3=193) (N2-N3=-59) (N2/N3=0.69430051813472)<br> (1.618034)^N3 / 2^N2 =1.0096367114483 (N2=143, N3=206) (N2-N3=-63) (N2/N3=0.69417475728155)<br> (1.618034)^N3 / 2^N2 =0.97013371227288 (N2=150, N3=216) (N2-N3=-66) (N2/N3=0.69444444444444)<br> (1.618034)^N3 / 2^N2 =1.0273881095432 (N2=152, N3=219) (N2-N3=-67) (N2/N3=0.69406392694064)<br> (1.618034)^N3 / 2^N2 =0.98719056998865 (N2=159, N3=229) (N2-N3=-70) (N2/N3=0.6943231441048)<br> (1.618034)^N3 / 2^N2 =1.0045473207928 (N2=168, N3=242) (N2-N3=-74) (N2/N3=0.69421487603306)<br> (1.618034)^N3 / 2^N2 =1.0222092373954 (N2=177, N3=255) (N2-N3=-78) (N2/N3=0.69411764705882)<br> (1.618034)^N3 / 2^N2 =0.98221432615251 (N2=184, N3=265) (N2-N3=-81) (N2/N3=0.69433962264151)<br> (1.618034)^N3 / 2^N2 =0.99948358480792 (N2=193, N3=278) (N2-N3=-85) (N2/N3=0.69424460431655)<br> (1.618034)^N3 / 2^N2 =1.0170564709778 (N2=202, N3=291) (N2-N3=-89) (N2/N3=0.69415807560137)<br> (1.618034)^N3 / 2^N2 =0.97726316663491 (N2=209, N3=301) (N2-N3=-92) (N2/N3=0.69435215946844)<br> (1.618034)^N3 / 2^N2 =0.99444537417318 (N2=218, N3=314) (N2-N3=-96) (N2/N3=0.69426751592357)<br> (1.618034)^N3 / 2^N2 =1.0119296786962 (N2=227, N3=327) (N2-N3=-100) (N2/N3=0.69418960244648)<br> (1.618034)^N3 / 2^N2 =0.97233696499046 (N2=234, N3=337) (N2-N3=-103) (N2/N3=0.69436201780415)<br> (1.618034)^N3 / 2^N2 =1.0297213916627 (N2=236, N3=340) (N2-N3=-104) (N2/N3=0.69411764705882)<br> (1.618034)^N3 / 2^N2 =0.98943256022008 (N2=243, N3=350) (N2-N3=-107) (N2/N3=0.69428571428571)<br> (1.618034)^N3 / 2^N2 =1.0068287296197 (N2=252, N3=363) (N2-N3=-111) (N2/N3=0.69421487603306)<br> (1.618034)^N3 / 2^N2 =1.0245307578742 (N2=261, N3=376) (N2-N3=-115) (N2/N3=0.69414893617021)<br> (1.618034)^N3 / 2^N2 =0.98444501492867 (N2=268, N3=386) (N2-N3=-118) (N2/N3=0.69430051813472)<br> (1.618034)^N3 / 2^N2 =1.0017534934778 (N2=277, N3=399) (N2-N3=-122) (N2/N3=0.69423558897243)<br> (1.618034)^N3 / 2^N2 =1.0193662891042 (N2=286, N3=412) (N2-N3=-126) (N2/N3=0.69417475728155)<br> (1.618034)^N3 / 2^N2 =0.97948261092433 (N2=293, N3=422) (N2-N3=-129) (N2/N3=0.69431279620853)<br> (1.618034)^N3 / 2^N2 =0.99670384065612 (N2=302, N3=435) (N2-N3=-133) (N2/N3=0.69425287356322)<br> (1.618034)^N3 / 2^N2 =1.0142278534595 (N2=311, N3=448) (N2-N3=-137) (N2/N3=0.69419642857143)<br> (1.618034)^N3 / 2^N2 =0.97454522147451 (N2=318, N3=458) (N2-N3=-140) (N2/N3=0.6943231441048)<br> (1.618034)^N3 / 2^N2 =0.99167964219404 (N2=327, N3=471) (N2-N3=-144) (N2/N3=0.69426751592357)<br> (1.618034)^N3 / 2^N2 =1.009115319712 (N2=336, N3=484) (N2-N3=-148) (N2/N3=0.69421487603306)<br> (1.618034)^N3 / 2^N2 =1.0268575507152 (N2=345, N3=497) (N2-N3=-152) (N2/N3=0.69416498993964)<br> (1.618034)^N3 / 2^N2 =0.98668076978083 (N2=352, N3=507) (N2-N3=-155) (N2/N3=0.69428007889546)<br> (1.618034)^N3 / 2^N2 =1.0040285572952 (N2=361, N3=520) (N2-N3=-159) (N2/N3=0.69423076923077)<br> (1.618034)^N3 / 2^N2 =1.0216813530157 (N2=370, N3=533) (N2-N3=-163) (N2/N3=0.69418386491557)<br> (1.618034)^N3 / 2^N2 =0.9817070957526 (N2=377, N3=543) (N2-N3=-166) (N2/N3=0.69429097605893)<br> (1.618034)^N3 / 2^N2 =0.99896743630049 (N2=386, N3=556) (N2-N3=-170) (N2/N3=0.69424460431655)<br> (1.618034)^N3 / 2^N2 =1.016531247565 (N2=395, N3=569) (N2-N3=-174) (N2/N3=0.69420035149385)<br> (1.618034)^N3 / 2^N2 =0.97675849308899 (N2=402, N3=579) (N2-N3=-177) (N2/N3=0.69430051813472)<br> (1.618034)^N3 / 2^N2 =0.99393182747427 (N2=411, N3=592) (N2-N3=-181) (N2/N3=0.69425675675676)<br> (1.618034)^N3 / 2^N2 =1.0114071028368 (N2=420, N3=605) (N2-N3=-185) (N2/N3=0.69421487603306)<br> (1.618034)^N3 / 2^N2 =0.97183483540992 (N2=427, N3=615) (N2-N3=-188) (N2/N3=0.69430894308943)<br> (1.618034)^N3 / 2^N2 =1.0291896278924 (N2=429, N3=618) (N2-N3=-189) (N2/N3=0.69417475728155)<br> (1.618034)^N3 / 2^N2 =0.98892160221445 (N2=436, N3=628) (N2-N3=-192) (N2/N3=0.69426751592357)<br> (1.618034)^N3 / 2^N2 =1.0063087879679 (N2=445, N3=641) (N2-N3=-196) (N2/N3=0.69422776911076)<br> (1.618034)^N3 / 2^N2 =1.0240016746261 (N2=454, N3=654) (N2-N3=-200) (N2/N3=0.69418960244648)<br> (1.618034)^N3 / 2^N2 =0.98393663256719 (N2=461, N3=664) (N2-N3=-203) (N2/N3=0.69427710843373)<br> (1.618034)^N3 / 2^N2 =1.001236172755 (N2=470, N3=677) (N2-N3=-207) (N2/N3=0.69423929098966)<br> (1.618034)^N3 / 2^N2 =1.0188398728662 (N2=479, N3=690) (N2-N3=-211) (N2/N3=0.69420289855072)<br> (1.618034)^N3 / 2^N2 =0.97897679122367 (N2=486, N3=700) (N2-N3=-214) (N2/N3=0.69428571428571)<br> (1.618034)^N3 / 2^N2 =0.9961891276508 (N2=495, N3=713) (N2-N3=-218) (N2/N3=0.69424964936886)<br> (1.618034)^N3 / 2^N2 =1.0137040907877 (N2=504, N3=726) (N2-N3=-222) (N2/N3=0.69421487603306)<br> (1.618034)^N3 / 2^N2 =0.97404195151677 (N2=511, N3=736) (N2-N3=-225) (N2/N3=0.69429347826087)<br> (1.618034)^N3 / 2^N2 =0.99116752376113 (N2=520, N3=749) (N2-N3=-229) (N2/N3=0.69425901201602)<br> (1.618034)^N3 / 2^N2 =1.0085941972304 (N2=529, N3=762) (N2-N3=-233) (N2/N3=0.69422572178478)<br> (1.618034)^N3 / 2^N2 =1.0263272658759 (N2=538, N3=775) (N2-N3=-237) (N2/N3=0.6941935483871)<br> (1.618034)^N3 / 2^N2 =0.98617123284158 (N2=545, N3=785) (N2-N3=-240) (N2/N3=0.69426751592357)<br> (1.618034)^N3 / 2^N2 =1.0035100616949 (N2=554, N3=798) (N2-N3=-244) (N2/N3=0.69423558897243)<br> (1.618034)^N3 / 2^N2 =1.0211537412436 (N2=563, N3=811) (N2-N3=-248) (N2/N3=0.69420468557337)<br> (1.618034)^N3 / 2^N2 =0.98120012729418 (N2=570, N3=821) (N2-N3=-251) (N2/N3=0.69427527405603)<br> (1.618034)^N3 / 2^N2 =0.99845155433999 (N2=579, N3=834) (N2-N3=-255) (N2/N3=0.69424460431655)<br> (1.618034)^N3 / 2^N2 =1.0160062953855 (N2=588, N3=847) (N2-N3=-259) (N2/N3=0.69421487603306)<br> (1.618034)^N3 / 2^N2 =0.97625408016417 (N2=595, N3=857) (N2-N3=-262) (N2/N3=0.69428238039673)<br> (1.618034)^N3 / 2^N2 =0.99341854597867 (N2=604, N3=870) (N2-N3=-266) (N2/N3=0.69425287356322)<br> (1.618034)^N3 / 2^N2 =1.0108847968435 (N2=613, N3=883) (N2-N3=-270) (N2/N3=0.69422423556059)<br> (1.618034)^N3 / 2^N2 =0.97133296513672 (N2=620, N3=893) (N2-N3=-273) (N2/N3=0.6942889137738)<br> (1.618034)^N3 / 2^N2 =1.028658138733 (N2=622, N3=896) (N2-N3=-274) (N2/N3=0.69419642857143)<br>-----------------------------------------------