Treffpunkte der Reihe (3/2)^N und (exp)^N  für jeweils N<300<br>im Bereich (0.95 < ((e)^N3 / (1.5)^N2) < 1.05)<br><br> (N2=5, N3=2) exp(N3)/(3/2)^N2= 0.97304442455054 (N2-N3=3) (N2/N3=2.5)<br> (N2=32, N3=13) exp(N3)/(3/2)^N2= 1.025434618264 (N2-N3=19) (N2/N3=2.4615384615385)<br> (N2=37, N3=15) exp(N3)/(3/2)^N2= 0.99779343804288 (N2-N3=22) (N2/N3=2.4666666666667)<br> (N2=42, N3=17) exp(N3)/(3/2)^N2= 0.97089734174073 (N2-N3=25) (N2/N3=2.4705882352941)<br> (N2=69, N3=28) exp(N3)/(3/2)^N2= 1.0231719332458 (N2-N3=41) (N2/N3=2.4642857142857)<br> (N2=74, N3=30) exp(N3)/(3/2)^N2= 0.99559174500143 (N2-N3=44) (N2/N3=2.4666666666667)<br> (N2=79, N3=32) exp(N3)/(3/2)^N2= 0.96875499660218 (N2-N3=47) (N2/N3=2.46875)<br> (N2=101, N3=41) exp(N3)/(3/2)^N2= 1.0491959207863 (N2-N3=60) (N2/N3=2.4634146341463)<br> (N2=106, N3=43) exp(N3)/(3/2)^N2= 1.0209142409823 (N2-N3=63) (N2/N3=2.4651162790698)<br> (N2=111, N3=45) exp(N3)/(3/2)^N2= 0.99339491013208 (N2-N3=66) (N2/N3=2.4666666666667)<br> (N2=116, N3=47) exp(N3)/(3/2)^N2= 0.9666173786809 (N2-N3=69) (N2/N3=2.468085106383)<br> (N2=138, N3=56) exp(N3)/(3/2)^N2= 1.046880804982 (N2-N3=82) (N2/N3=2.4642857142857)<br> (N2=143, N3=58) exp(N3)/(3/2)^N2= 1.0186615304567 (N2-N3=85) (N2/N3=2.4655172413793)<br> (N2=148, N3=60) exp(N3)/(3/2)^N2= 0.99120292271498 (N2-N3=88) (N2/N3=2.4666666666667)<br> (N2=153, N3=62) exp(N3)/(3/2)^N2= 0.96448447754601 (N2-N3=91) (N2/N3=2.4677419354839)<br> (N2=175, N3=71) exp(N3)/(3/2)^N2= 1.044570797624 (N2-N3=104) (N2/N3=2.4647887323944)<br> (N2=180, N3=73) exp(N3)/(3/2)^N2= 1.0164137906764 (N2-N3=107) (N2/N3=2.4657534246575)<br> (N2=185, N3=75) exp(N3)/(3/2)^N2= 0.98901577205393 (N2-N3=110) (N2/N3=2.4666666666667)<br> (N2=190, N3=77) exp(N3)/(3/2)^N2= 0.96235628278962 (N2-N3=113) (N2/N3=2.4675324675325)<br> (N2=212, N3=86) exp(N3)/(3/2)^N2= 1.0422658874405 (N2-N3=126) (N2/N3=2.4651162790698)<br> (N2=217, N3=88) exp(N3)/(3/2)^N2= 1.0141710106732 (N2-N3=129) (N2/N3=2.4659090909091)<br> (N2=222, N3=90) exp(N3)/(3/2)^N2= 0.98683344747632 (N2-N3=132) (N2/N3=2.4666666666667)<br> (N2=227, N3=92) exp(N3)/(3/2)^N2= 0.96023278402682 (N2-N3=135) (N2/N3=2.4673913043478)<br> (N2=249, N3=101) exp(N3)/(3/2)^N2= 1.0399660631841 (N2-N3=148) (N2/N3=2.4653465346535)<br> (N2=254, N3=103) exp(N3)/(3/2)^N2= 1.011933179503 (N2-N3=151) (N2/N3=2.4660194174757)<br> (N2=259, N3=105) exp(N3)/(3/2)^N2= 0.98465593833311 (N2-N3=154) (N2/N3=2.4666666666667)<br> (N2=264, N3=107) exp(N3)/(3/2)^N2= 0.95811397089561 (N2-N3=157) (N2/N3=2.4672897196262)<br> (N2=286, N3=116) exp(N3)/(3/2)^N2= 1.0376713136323 (N2-N3=170) (N2/N3=2.4655172413793)<br> (N2=291, N3=118) exp(N3)/(3/2)^N2= 1.009700286246 (N2-N3=173) (N2/N3=2.4661016949153)<br> (N2=296, N3=120) exp(N3)/(3/2)^N2= 0.98248323399873 (N2-N3=176) (N2/N3=2.4666666666667)<br>-----------------------------------------------