Treffpunkte der Reihe 2^N und (exp)^N für jeweils N<900
im Bereich (0.95 < ((e)^N3 / 2^N2) < 1.05)

(N2=13, N3=9) exp(N3)/2^N2= 0.98914598725285 (N2-N3=4) (N2/N3=1.4444444444444)
(N2=26, N3=18) exp(N3)/2^N2= 0.97840978409842 (N2-N3=8) (N2/N3=1.4444444444444)
(N2=36, N3=25) exp(N3)/2^N2= 1.0478091911847 (N2-N3=11) (N2/N3=1.44)
(N2=39, N3=27) exp(N3)/2^N2= 0.96779011182989 (N2-N3=12) (N2/N3=1.4444444444444)
(N2=49, N3=34) exp(N3)/2^N2= 1.036436256867 (N2-N3=15) (N2/N3=1.4411764705882)
(N2=52, N3=36) exp(N3)/2^N2= 0.95728570561952 (N2-N3=16) (N2/N3=1.4444444444444)
(N2=62, N3=43) exp(N3)/2^N2= 1.0251867645234 (N2-N3=19) (N2/N3=1.4418604651163)
(N2=75, N3=52) exp(N3)/2^N2= 1.014059374313 (N2-N3=23) (N2/N3=1.4423076923077)
(N2=88, N3=61) exp(N3)/2^N2= 1.0030527609379 (N2-N3=27) (N2/N3=1.4426229508197)
(N2=101, N3=70) exp(N3)/2^N2= 0.99216561348461 (N2-N3=31) (N2/N3=1.4428571428571)
(N2=114, N3=79) exp(N3)/2^N2= 0.98139663526857 (N2-N3=35) (N2/N3=1.4430379746835)
(N2=127, N3=88) exp(N3)/2^N2= 0.97074454367936 (N2-N3=39) (N2/N3=1.4431818181818)
(N2=137, N3=95) exp(N3)/2^N2= 1.0396002489866 (N2-N3=42) (N2/N3=1.4421052631579)
(N2=140, N3=97) exp(N3)/2^N2= 0.96020807002804 (N2-N3=43) (N2/N3=1.4432989690722)
(N2=150, N3=104) exp(N3)/2^N2= 1.0283164146322 (N2-N3=46) (N2/N3=1.4423076923077)
(N2=163, N3=113) exp(N3)/2^N2= 1.0171550551597 (N2-N3=50) (N2/N3=1.4424778761062)
(N2=176, N3=122) exp(N3)/2^N2= 1.0061148412251 (N2-N3=54) (N2/N3=1.4426229508197)
(N2=189, N3=131) exp(N3)/2^N2= 0.99519445791338 (N2-N3=58) (N2/N3=1.4427480916031)
(N2=202, N3=140) exp(N3)/2^N2= 0.9843926045813 (N2-N3=62) (N2/N3=1.4428571428571)
(N2=215, N3=149) exp(N3)/2^N2= 0.97370799470298 (N2-N3=66) (N2/N3=1.4429530201342)
(N2=225, N3=156) exp(N3)/2^N2= 1.0427739000177 (N2-N3=69) (N2/N3=1.4423076923077)
(N2=228, N3=158) exp(N3)/2^N2= 0.96313935571647 (N2-N3=70) (N2/N3=1.4430379746835)
(N2=238, N3=165) exp(N3)/2^N2= 1.0314556188146 (N2-N3=73) (N2/N3=1.4424242424242)
(N2=241, N3=167) exp(N3)/2^N2= 0.95268542887225 (N2-N3=74) (N2/N3=1.4431137724551)
(N2=251, N3=174) exp(N3)/2^N2= 1.0202601863798 (N2-N3=77) (N2/N3=1.4425287356322)
(N2=264, N3=183) exp(N3)/2^N2= 1.0091862693115 (N2-N3=81) (N2/N3=1.4426229508197)
(N2=277, N3=192) exp(N3)/2^N2= 0.9982325486801 (N2-N3=85) (N2/N3=1.4427083333333)
(N2=290, N3=201) exp(N3)/2^N2= 0.98739771987211 (N2-N3=89) (N2/N3=1.4427860696517)
(N2=303, N3=210) exp(N3)/2^N2= 0.97668049243412 (N2-N3=93) (N2/N3=1.4428571428571)
(N2=313, N3=217) exp(N3)/2^N2= 1.0459572394468 (N2-N3=96) (N2/N3=1.4423963133641)
(N2=316, N3=219) exp(N3)/2^N2= 0.96607958991935 (N2-N3=97) (N2/N3=1.4429223744292)
(N2=326, N3=226) exp(N3)/2^N2= 1.0346044062368 (N2-N3=100) (N2/N3=1.4424778761062)
(N2=329, N3=228) exp(N3)/2^N2= 0.95559374973561 (N2-N3=101) (N2/N3=1.4429824561404)
(N2=339, N3=235) exp(N3)/2^N2= 1.0233747968233 (N2-N3=104) (N2/N3=1.4425531914894)
(N2=352, N3=244) exp(N3)/2^N2= 1.0122670737335 (N2-N3=108) (N2/N3=1.4426229508197)
(N2=365, N3=253) exp(N3)/2^N2= 1.0012799140116 (N2-N3=112) (N2/N3=1.4426877470356)
(N2=378, N3=262) exp(N3)/2^N2= 0.9904120090615 (N2-N3=116) (N2/N3=1.4427480916031)
(N2=391, N3=271) exp(N3)/2^N2= 0.97966206449022 (N2-N3=120) (N2/N3=1.4428044280443)
(N2=401, N3=278) exp(N3)/2^N2= 1.0491502968501 (N2-N3=123) (N2/N3=1.4424460431655)
(N2=404, N3=280) exp(N3)/2^N2= 0.96902879995435 (N2-N3=124) (N2/N3=1.4428571428571)
(N2=414, N3=287) exp(N3)/2^N2= 1.0377628061544 (N2-N3=127) (N2/N3=1.4425087108014)
(N2=417, N3=289) exp(N3)/2^N2= 0.9585109490073 (N2-N3=128) (N2/N3=1.4429065743945)
(N2=427, N3=296) exp(N3)/2^N2= 1.0264989154279 (N2-N3=131) (N2/N3=1.4425675675676)
(N2=440, N3=305) exp(N3)/2^N2= 1.0153572831149 (N2-N3=135) (N2/N3=1.4426229508197)
(N2=453, N3=314) exp(N3)/2^N2= 1.004336582221 (N2-N3=139) (N2/N3=1.4426751592357)
(N2=466, N3=323) exp(N3)/2^N2= 0.99343550015519 (N2-N3=143) (N2/N3=1.4427244582043)
(N2=479, N3=332) exp(N3)/2^N2= 0.98265273857303 (N2-N3=147) (N2/N3=1.4427710843373)
(N2=492, N3=341) exp(N3)/2^N2= 0.97198701322255 (N2-N3=151) (N2/N3=1.4428152492669)
(N2=502, N3=348) exp(N3)/2^N2= 1.0409308479118 (N2-N3=154) (N2/N3=1.4425287356322)
(N2=505, N3=350) exp(N3)/2^N2= 0.96143705379097 (N2-N3=155) (N2/N3=1.4428571428571)
(N2=515, N3=357) exp(N3)/2^N2= 1.0296325712197 (N2-N3=158) (N2/N3=1.4425770308123)
(N2=518, N3=359) exp(N3)/2^N2= 0.95100160375354 (N2-N3=159) (N2/N3=1.4428969359331)
(N2=528, N3=366) exp(N3)/2^N2= 1.0184569261668 (N2-N3=162) (N2/N3=1.4426229508197)
(N2=541, N3=375) exp(N3)/2^N2= 1.0074025817077 (N2-N3=166) (N2/N3=1.4426666666667)
(N2=554, N3=384) exp(N3)/2^N2= 0.99646822124438 (N2-N3=170) (N2/N3=1.4427083333333)
(N2=567, N3=393) exp(N3)/2^N2= 0.98565254246886 (N2-N3=174) (N2/N3=1.4427480916031)
(N2=580, N3=402) exp(N3)/2^N2= 0.97495425720865 (N2-N3=178) (N2/N3=1.4427860696517)
(N2=590, N3=409) exp(N3)/2^N2= 1.0441085609434 (N2-N3=181) (N2/N3=1.4425427872861)
(N2=593, N3=411) exp(N3)/2^N2= 0.96437209127302 (N2-N3=182) (N2/N3=1.4428223844282)
(N2=603, N3=418) exp(N3)/2^N2= 1.0327757933135 (N2-N3=185) (N2/N3=1.4425837320574)
(N2=606, N3=420) exp(N3)/2^N2= 0.95390478430135 (N2-N3=186) (N2/N3=1.4428571428571)
(N2=616, N3=427) exp(N3)/2^N2= 1.0215660316879 (N2-N3=189) (N2/N3=1.4426229508197)
(N2=629, N3=436) exp(N3)/2^N2= 1.0104779409579 (N2-N3=193) (N2/N3=1.4426605504587)
(N2=642, N3=445) exp(N3)/2^N2= 0.99951020050604 (N2-N3=197) (N2/N3=1.4426966292135)
(N2=655, N3=454) exp(N3)/2^N2= 0.98866150404885 (N2-N3=201) (N2/N3=1.442731277533)
(N2=668, N3=463) exp(N3)/2^N2= 0.97793055948129 (N2-N3=205) (N2/N3=1.4427645788337)
(N2=678, N3=470) exp(N3)/2^N2= 1.0472959747731 (N2-N3=208) (N2/N3=1.4425531914894)
(N2=681, N3=472) exp(N3)/2^N2= 0.96731608872286 (N2-N3=209) (N2/N3=1.4427966101695)
(N2=691, N3=479) exp(N3)/2^N2= 1.0359286109129 (N2-N3=212) (N2/N3=1.4425887265136)
(N2=694, N3=481) exp(N3)/2^N2= 0.95681682756534 (N2-N3=213) (N2/N3=1.4428274428274)
(N2=704, N3=488) exp(N3)/2^N2= 1.0246846285649 (N2-N3=216) (N2/N3=1.4426229508197)
(N2=717, N3=497) exp(N3)/2^N2= 1.0135626885447 (N2-N3=220) (N2/N3=1.4426559356137)
(N2=730, N3=506) exp(N3)/2^N2= 1.0025614662032 (N2-N3=224) (N2/N3=1.4426877470356)
(N2=743, N3=515) exp(N3)/2^N2= 0.99167965126921 (N2-N3=228) (N2/N3=1.4427184466019)
(N2=756, N3=524) exp(N3)/2^N2= 0.98091594769324 (N2-N3=232) (N2/N3=1.4427480916031)
(N2=769, N3=533) exp(N3)/2^N2= 0.9702690734931 (N2-N3=236) (N2/N3=1.4427767354597)
(N2=779, N3=540) exp(N3)/2^N2= 1.0390910533107 (N2-N3=239) (N2/N3=1.4425925925926)
(N2=782, N3=542) exp(N3)/2^N2= 0.95973776060125 (N2-N3=240) (N2/N3=1.4428044280443)
(N2=792, N3=549) exp(N3)/2^N2= 1.0278127457727 (N2-N3=243) (N2/N3=1.4426229508197)
(N2=805, N3=558) exp(N3)/2^N2= 1.0166568531284 (N2-N3=247) (N2/N3=1.4426523297491)
(N2=818, N3=567) exp(N3)/2^N2= 1.005622046685 (N2-N3=251) (N2/N3=1.4426807760141)
(N2=831, N3=576) exp(N3)/2^N2= 0.9947070121715 (N2-N3=255) (N2/N3=1.4427083333333)
(N2=844, N3=585) exp(N3)/2^N2= 0.98391044958172 (N2-N3=259) (N2/N3=1.442735042735)
(N2=857, N3=594) exp(N3)/2^N2= 0.97323107301991 (N2-N3=263) (N2/N3=1.4427609427609)
(N2=867, N3=601) exp(N3)/2^N2= 1.0422631498892 (N2-N3=266) (N2/N3=1.4425956738769)
(N2=870, N3=603) exp(N3)/2^N2= 0.96266761054743 (N2-N3=267) (N2/N3=1.4427860696517)
(N2=880, N3=610) exp(N3)/2^N2= 1.0309504123744 (N2-N3=270) (N2/N3=1.4426229508197)
(N2=883, N3=612) exp(N3)/2^N2= 0.95221880403129 (N2-N3=271) (N2/N3=1.4428104575163)
(N2=893, N3=619) exp(N3)/2^N2= 1.0197604634568 (N2-N3=274) (N2/N3=1.4426494345719)
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