IQI3. No.4. RESULTATS DES CALCULS NUMERIQUES DES TRAJECTOIRES ETC. 
25 
s | 135 15 135 15 
R 0.770470 0.782383 0.785260 0.788121 
8 0.246219 — 0.250000 0.252263 0.253015 
log = 0.39132 —I 0.39794 —I 0.40186 —1 0.40315 —I 
log R 0.8918c —I 0.89342 —I 0.89501 —I 0.809659 —ı 
log tg v 0.49952 —I 0.50452 —I 0.50685 —ı 0.50656 —ı 
log cos v 0.97935 —ı 0.97889 —1 097867 —ı 0.97870 —ı 
log r 0.91245 —I 0.91453 — I 0.91634 —I 0.91789 —ı 
log — 0.08755 0.08547 0.08366 0.08211 
r 
log a 0.26265 0.25641 0.25098 0.24633 
IM? 
log (3) 0.43775 0.42735 0.41830 9.41055 
log R? 0.78360 —ı 0.78684 —ı 0.79002 —ı 0.79318 —1 
log 3 0.47712 0.47712 0.47712 0.47712 
log c 0.69847 0.69131 0.68544 0.68085 
log 271 0.27416 0.27416 0.27416 o 21416 
log 5 0.49056 0.48732 0.48414 0.48008 
a 1.8309 1.8047 1.7823 1.7633 
b 3.0943 3.0713 3.0489 3.0268 
a—b 1.2634 — 1.2666 1.2666 1.2635 
a+b 4.9252 4.8160 4.8312 4-7901 
€ 4.9943 4.9126 4.8466 4-7957 
oF : 
== 0.0691 — 0.0360 0.015 0.0056 
eR 9 3 54 5 
log R 0.89180 —ı 0.89342 —1 0.89501 —ı 0.89659 —I 
log (a—6) 0.101354 0.10264 0.10264 0.10158 
log & 0.90334 —I 0.99606 — I 0.99765 —I 0.9081; —ı 
^ 
c 
08 SR 0.83948 —2 0.55630 —2 0.18752 —2 0.74819 —3 
log (As)? 0.98970 —4 0.98970 —4 0.98070 —4 0.98970 —4 
log o 0.82252 —5 0.54206 —5 0.17487 0.73606 —6 
9 0.0000664 — 0.0000348 0.0000149 0.0000054 
log z 0.39132 —I 0.39794 —I 0.40186 —ı 0.40315 —I 
log c 0.6984 7 0.69131 0.68544 0.68085 
log (a—6) | 0.10154 0.10264 0.10264 0.10158 
log (As)? | 0.98970 —4 0.98970 —4 0.98970 — 4 0.98070 —4 
log & | 0.181703 —3 o.18159 —3 0.17964 —3 0.17528 —3 
É | 0.0015172 0.0015191 0.0015123 0.0014972 
