PTPlot: EFT benchmark points
Benchmark points for the SM extended with effective operators up to dimension eight (supplied by M. Chala).
The new physics potential reads $$\Delta V = \frac{c_6}{f^2}|H|^6 + \frac{c_8}{f^4}|H|^8.$$ The effective scale $f/\sqrt{c}$ below is defined by $c/f^2 \equiv \frac{c_6}{f^2} + \frac{3}{2} v^2 \frac{c_8}{f^4}$. The nucleation temperature and other parameters relevant for the gravitational wave spectrum have very little dependence on $c_6$ and $c_8$ independently (see https://arxiv.org/abs/1802.02168); and they have been computed using a modified version of CosmoTransitions (see https://arxiv.org/abs/1109.4189).
General parameters used for plotting: $v_\mathrm{w} = 0.95$, $T_* = 100.0 \, \mathrm{GeV}$ (when all points are plotted), $g_* = 106.75$.
Mission profile: Science Requirements Document (3 years)
This model has the following scenarios:
- Scenario A: $T_{\rm n} = 50\, \text{GeV}$ [plot scenario]
- Scenario B: $T_{\rm n} = 100\, \text{GeV}$ [plot scenario]
Full list of points:
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0691$; $\beta/H_* = 1475$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0714$; $\beta/H_* = 1403$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0687$; $\beta/H_* = 1482$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0723$; $\beta/H_* = 1370$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0780$; $\beta/H_* = 1212$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0894$; $\beta/H_* = 987$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0925$; $\beta/H_* = 940$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0714$; $\beta/H_* = 1387$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0821$; $\beta/H_* = 1118$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.0966$; $\beta/H_* = 882$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0739$; $\beta/H_* = 1314$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0942$; $\beta/H_* = 911$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1012$; $\beta/H_* = 826$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0888$; $\beta/H_* = 994$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0816$; $\beta/H_* = 1126$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0896$; $\beta/H_* = 979$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0927$; $\beta/H_* = 932$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.0994$; $\beta/H_* = 844$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1184$; $\beta/H_* = 666$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1099$; $\beta/H_* = 733$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1258$; $\beta/H_* = 614$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0787$; $\beta/H_* = 1185$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0810$; $\beta/H_* = 1133$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0952$; $\beta/H_* = 893$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1276$; $\beta/H_* = 603$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1348$; $\beta/H_* = 561$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0869$; $\beta/H_* = 1020$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.0996$; $\beta/H_* = 838$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1125$; $\beta/H_* = 708$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1174$; $\beta/H_* = 670$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1233$; $\beta/H_* = 628$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1294$; $\beta/H_* = 592$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1448$; $\beta/H_* = 515$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0937$; $\beta/H_* = 911$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1138$; $\beta/H_* = 697$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1250$; $\beta/H_* = 617$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1389$; $\beta/H_* = 541$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1573$; $\beta/H_* = 466$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0782$; $\beta/H_* = 1192$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0979$; $\beta/H_* = 856$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1102$; $\beta/H_* = 726$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1604$; $\beta/H_* = 455$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0811$; $\beta/H_* = 1126$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0921$; $\beta/H_* = 934$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0989$; $\beta/H_* = 844$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1281$; $\beta/H_* = 597$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1642$; $\beta/H_* = 442$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0729$; $\beta/H_* = 1321$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0750$; $\beta/H_* = 1268$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0771$; $\beta/H_* = 1215$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0794$; $\beta/H_* = 1162$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0843$; $\beta/H_* = 1062$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1080$; $\beta/H_* = 746$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1457$; $\beta/H_* = 509$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1554$; $\beta/H_* = 472$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1675$; $\beta/H_* = 432$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1819$; $\beta/H_* = 394$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2217$; $\beta/H_* = 321$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0877$; $\beta/H_* = 998$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1141$; $\beta/H_* = 691$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1193$; $\beta/H_* = 653$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1254$; $\beta/H_* = 612$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1397$; $\beta/H_* = 534$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1710$; $\beta/H_* = 422$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2058$; $\beta/H_* = 345$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2316$; $\beta/H_* = 306$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2686$; $\beta/H_* = 266$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0701$; $\beta/H_* = 1399$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0806$; $\beta/H_* = 1133$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0830$; $\beta/H_* = 1084$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0857$; $\beta/H_* = 1031$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1019$; $\beta/H_* = 807$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1060$; $\beta/H_* = 764$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1421$; $\beta/H_* = 522$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1510$; $\beta/H_* = 487$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1619$; $\beta/H_* = 448$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1750$; $\beta/H_* = 411$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2121$; $\beta/H_* = 334$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2395$; $\beta/H_* = 296$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0812$; $\beta/H_* = 1119$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1071$; $\beta/H_* = 752$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1288$; $\beta/H_* = 591$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1792$; $\beta/H_* = 399$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2190$; $\beta/H_* = 323$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1001$; $\beta/H_* = 827$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1240$; $\beta/H_* = 619$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1688$; $\beta/H_* = 427$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1836$; $\beta/H_* = 388$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2022$; $\beta/H_* = 350$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2606$; $\beta/H_* = 273$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1051$; $\beta/H_* = 771$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1145$; $\beta/H_* = 685$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1197$; $\beta/H_* = 648$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1326$; $\beta/H_* = 568$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1405$; $\beta/H_* = 528$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1725$; $\beta/H_* = 416$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1884$; $\beta/H_* = 377$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2084$; $\beta/H_* = 339$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2754$; $\beta/H_* = 259$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0807$; $\beta/H_* = 1124$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1158$; $\beta/H_* = 674$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1212$; $\beta/H_* = 637$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1348$; $\beta/H_* = 555$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1518$; $\beta/H_* = 482$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1631$; $\beta/H_* = 443$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1934$; $\beta/H_* = 367$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1122$; $\beta/H_* = 702$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1295$; $\beta/H_* = 583$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1368$; $\beta/H_* = 545$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1449$; $\beta/H_* = 509$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1665$; $\beta/H_* = 432$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1808$; $\beta/H_* = 394$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1987$; $\beta/H_* = 356$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2221$; $\beta/H_* = 318$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2551$; $\beta/H_* = 277$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0750$; $\beta/H_* = 1253$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0772$; $\beta/H_* = 1200$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0845$; $\beta/H_* = 1046$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1042$; $\beta/H_* = 778$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1186$; $\beta/H_* = 653$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1313$; $\beta/H_* = 573$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1700$; $\beta/H_* = 422$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1854$; $\beta/H_* = 383$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0756$; $\beta/H_* = 1239$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0910$; $\beta/H_* = 937$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1148$; $\beta/H_* = 680$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1201$; $\beta/H_* = 642$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1331$; $\beta/H_* = 563$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1609$; $\beta/H_* = 449$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1903$; $\beta/H_* = 372$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0720$; $\beta/H_* = 1331$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0832$; $\beta/H_* = 1067$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0859$; $\beta/H_* = 1018$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1282$; $\beta/H_* = 589$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1354$; $\beta/H_* = 550$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1528$; $\beta/H_* = 477$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1642$; $\beta/H_* = 438$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1780$; $\beta/H_* = 400$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1954$; $\beta/H_* = 361$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 527.05 \, \text{GeV}$ ] $\alpha_\theta = 0.2489$; $\beta/H_* = 283$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0688$; $\beta/H_* = 1425$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0767$; $\beta/H_* = 1207$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0995$; $\beta/H_* = 825$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1034$; $\beta/H_* = 784$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1177$; $\beta/H_* = 656$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1301$; $\beta/H_* = 578$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1375$; $\beta/H_* = 539$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1559$; $\beta/H_* = 465$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1824$; $\beta/H_* = 389$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2253$; $\beta/H_* = 312$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0750$; $\beta/H_* = 1245$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0935$; $\beta/H_* = 899$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1190$; $\beta/H_* = 647$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1249$; $\beta/H_* = 609$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1320$; $\beta/H_* = 567$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1485$; $\beta/H_* = 492$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1712$; $\beta/H_* = 417$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1871$; $\beta/H_* = 378$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2067$; $\beta/H_* = 340$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0697$; $\beta/H_* = 1392$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0826$; $\beta/H_* = 1076$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1015$; $\beta/H_* = 801$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1205$; $\beta/H_* = 637$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1266$; $\beta/H_* = 597$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1339$; $\beta/H_* = 555$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1512$; $\beta/H_* = 481$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1755$; $\beta/H_* = 405$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1921$; $\beta/H_* = 367$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0720$; $\beta/H_* = 1324$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0762$; $\beta/H_* = 1213$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1221$; $\beta/H_* = 625$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1797$; $\beta/H_* = 394$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0839$; $\beta/H_* = 1050$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0866$; $\beta/H_* = 1004$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1079$; $\beta/H_* = 736$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1180$; $\beta/H_* = 651$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1237$; $\beta/H_* = 615$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1305$; $\beta/H_* = 573$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1381$; $\beta/H_* = 534$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1467$; $\beta/H_* = 497$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1569$; $\beta/H_* = 460$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1692$; $\beta/H_* = 421$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1839$; $\beta/H_* = 384$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0772$; $\beta/H_* = 1187$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1091$; $\beta/H_* = 725$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1325$; $\beta/H_* = 561$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1403$; $\beta/H_* = 524$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1494$; $\beta/H_* = 486$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1729$; $\beta/H_* = 410$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1888$; $\beta/H_* = 373$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0756$; $\beta/H_* = 1222$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0802$; $\beta/H_* = 1117$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1018$; $\beta/H_* = 795$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1105$; $\beta/H_* = 710$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1155$; $\beta/H_* = 668$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1209$; $\beta/H_* = 632$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1345$; $\beta/H_* = 550$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1425$; $\beta/H_* = 515$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1520$; $\beta/H_* = 476$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1770$; $\beta/H_* = 399$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1940$; $\beta/H_* = 362$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2165$; $\beta/H_* = 323$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0701$; $\beta/H_* = 1371$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0833$; $\beta/H_* = 1058$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.0989$; $\beta/H_* = 825$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1069$; $\beta/H_* = 743$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1225$; $\beta/H_* = 620$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1366$; $\beta/H_* = 540$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1547$; $\beta/H_* = 467$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1813$; $\beta/H_* = 389$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1997$; $\beta/H_* = 350$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2240$; $\beta/H_* = 312$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0706$; $\beta/H_* = 1356$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0725$; $\beta/H_* = 1301$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 567.96 \, \text{GeV}$ ] $\alpha_\theta = 0.0746$; $\beta/H_* = 1246$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0897$; $\beta/H_* = 945$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1038$; $\beta/H_* = 772$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1183$; $\beta/H_* = 647$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1308$; $\beta/H_* = 570$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1576$; $\beta/H_* = 456$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1704$; $\beta/H_* = 416$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2319$; $\beta/H_* = 301$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0821$; $\beta/H_* = 1076$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1410$; $\beta/H_* = 519$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1610$; $\beta/H_* = 444$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1743$; $\beta/H_* = 405$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1905$; $\beta/H_* = 368$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2120$; $\beta/H_* = 328$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1213$; $\beta/H_* = 626$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1784$; $\beta/H_* = 394$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1958$; $\beta/H_* = 357$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2193$; $\beta/H_* = 317$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0833$; $\beta/H_* = 1052$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1173$; $\beta/H_* = 652$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1229$; $\beta/H_* = 615$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1294$; $\beta/H_* = 577$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1371$; $\beta/H_* = 535$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1556$; $\beta/H_* = 462$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1679$; $\beta/H_* = 423$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1828$; $\beta/H_* = 384$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2019$; $\beta/H_* = 345$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1187$; $\beta/H_* = 642$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1245$; $\beta/H_* = 605$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1313$; $\beta/H_* = 566$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1479$; $\beta/H_* = 490$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1716$; $\beta/H_* = 412$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1870$; $\beta/H_* = 374$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1333$; $\beta/H_* = 553$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1417$; $\beta/H_* = 514$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1511$; $\beta/H_* = 476$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1921$; $\beta/H_* = 363$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 559.02 \, \text{GeV}$ ] $\alpha_\theta = 0.0914$; $\beta/H_* = 914$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1280$; $\beta/H_* = 582$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1356$; $\beta/H_* = 541$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1538$; $\beta/H_* = 466$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1654$; $\beta/H_* = 429$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1798$; $\beta/H_* = 390$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2222$; $\beta/H_* = 312$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1123$; $\beta/H_* = 688$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1376$; $\beta/H_* = 531$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1566$; $\beta/H_* = 456$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1691$; $\beta/H_* = 418$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2037$; $\beta/H_* = 341$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1249$; $\beta/H_* = 600$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1399$; $\beta/H_* = 520$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1595$; $\beta/H_* = 447$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1729$; $\beta/H_* = 407$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1886$; $\beta/H_* = 370$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1054$; $\beta/H_* = 747$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1266$; $\beta/H_* = 589$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1626$; $\beta/H_* = 436$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1220$; $\beta/H_* = 617$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1447$; $\beta/H_* = 499$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1546$; $\beta/H_* = 462$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1665$; $\beta/H_* = 423$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1812$; $\beta/H_* = 385$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1995$; $\beta/H_* = 347$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1179$; $\beta/H_* = 643$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1236$; $\beta/H_* = 606$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1383$; $\beta/H_* = 525$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1469$; $\beta/H_* = 490$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1575$; $\beta/H_* = 451$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1702$; $\beta/H_* = 413$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.2058$; $\beta/H_* = 336$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1493$; $\beta/H_* = 481$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1741$; $\beta/H_* = 402$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1902$; $\beta/H_* = 365$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1270$; $\beta/H_* = 585$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1342$; $\beta/H_* = 545$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1430$; $\beta/H_* = 504$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1522$; $\beta/H_* = 469$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1636$; $\beta/H_* = 431$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1783$; $\beta/H_* = 392$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 534.52 \, \text{GeV}$ ] $\alpha_\theta = 0.1956$; $\beta/H_* = 354$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 550.48 \, \text{GeV}$ ] $\alpha_\theta = 0.1288$; $\beta/H_* = 573$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1454$; $\beta/H_* = 494$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1555$; $\beta/H_* = 456$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1827$; $\beta/H_* = 381$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1385$; $\beta/H_* = 523$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1478$; $\beta/H_* = 484$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1713$; $\beta/H_* = 408$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1874$; $\beta/H_* = 370$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1499$; $\beta/H_* = 477$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1614$; $\beta/H_* = 436$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1918$; $\beta/H_* = 360$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1796$; $\beta/H_* = 387$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
- [ $f/\sqrt{c} = 542.33 \, \text{GeV}$ ] $\alpha_\theta = 0.1841$; $\beta/H_* = 376$; $g_* = 106.75 $; $T_* = 50 \, \mathrm{GeV}$; [plot]
[plot all points with these parameters]
Results for scenario: Scenario A
NB: using $v_\mathrm{w} = 0.95$, $T_* = 50.0 \, \mathrm{GeV}$, $g_* = 106.75$.
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