Table 4.
Open in new tab

Parameters associated with the magnetic field geometries and strengths. Columns 2 and 3 list the inclination angles and obliquity angles. Columns 4 and 6 list the dipole field strengths (Bd), critical field strengths (Bc), and ratios of Bd to Bc.

HD|$i\, (^{\circ })$||$\beta \, (^{\circ })$||$B_{\rm d}\, ({\rm G})$||$B_{\rm c}\, ({\rm G})$|Bd/Bc
(1)(2)(3)(4)(5)(6)
3980|$84_{-32}^{+4}$||$84_{-82}^{+3}$||$6360_{-5570}^{+57570}$||$285_{-33}^{+41}$||$22_{-19}^{+206}$|
11502|$76_{-24}^{+13}$||$54_{-50}^{+27}$||$3000_{-750}^{+29130}$||$652_{-99}^{+139}$||$4.6_{-1.4}^{+47.9}$|
12446|$38_{-9}^{+13}$||$86_{-4}^{+3}$||$2450_{-520}^{+710}$||$1010_{-190}^{+220}$||$2.4_{-0.4}^{+0.5}$|
15089|$56_{-14}^{+23}$||$71_{-30}^{+8}$||$1850_{-160}^{+490}$||$725_{-61}^{+69}$||$2.5_{-0.3}^{+0.7}$|
1514420 ± 5|$9_{-2}^{+3}$||$1951_{-45}^{+73}$||$425_{-38}^{+42}$||$4.6_{-0.5}^{+0.6}$|
18296|$29_{-9}^{+12}$||$89.0_{-13.7}^{+0.4}$||$1430_{-830}^{+1090}$||$567_{-99}^{+119}$||$2.5_{-1.5}^{+1.8}$|
24712|$43_{-10}^{+11}$||$45_{-12}^{+11}$||$3340_{-280}^{+380}$||$96_{-6}^{+7}$||$34.5_{-4.0}^{+4.6}$|
27309|$49_{-10}^{+16}$|7 ± 4|$3600_{-580}^{+1980}$||$780_{-120}^{+140}$||$4.6_{-1.3}^{+3.4}$|
29305|$54_{-11}^{+16}$||$61_{-19}^{+8}$||$349_{-4}^{+44}$||$564_{-58}^{+61}$||$0.6_{-0.1}^{+0.1}$|
38823|$80_{-53}^{+7}$||$71_{-63}^{+11}$||$7590_{-460}^{+39130}$||$114_{-13}^{+20}$||$67_{-11}^{+324}$|
40312|$63_{-13}^{+22}$||$59_{-45}^{+12}$||$1291_{-94}^{+2800}$||$724_{-63}^{+68}$||$1.8_{-0.2}^{+4.1}$|
49976|$69_{-29}^{+18}$||$63_{-57}^{+20}$||$7530_{-1690}^{+48620}$||$382_{-43}^{+46}$||$19.7_{-4.6}^{+134.5}$|
54118|$58_{-15}^{+27}$||$88.2_{-15.2}^{+-0.1}$||$5810_{-960}^{+1380}$||$432_{-43}^{+50}$||$13.4_{-2.1}^{+3.1}$|
56022|$50_{-17}^{+26}$||$56_{-34}^{+15}$||$712_{-91}^{+476}$||$1252_{-85}^{+88}$||$0.6_{-0.1}^{+0.4}$|
62140|$70_{-19}^{+18}$||$89.5_{-11.8}^{+-0.2}$||$5110_{-330}^{+1050}$||$349_{-58}^{+68}$||$14.6_{-1.6}^{+2.0}$|
65339|$55_{-11}^{+18}$||$89.1_{-3.9}^{+0.7}$||$18120_{-2700}^{+3540}$|186 ± 22|$97_{-11}^{+15}$|
72968|$51_{-11}^{+18}$|8 ± 5|$1620_{-290}^{+1250}$||$241_{-33}^{+36}$||$6.7_{-1.8}^{+6.5}$|
74067|$58_{-20}^{+28}$||$57_{-48}^{+15}$||$3439_{-70}^{+12198}$||$440_{-49}^{+55}$||$7.8_{-0.8}^{+28.8}$|
83368|$69_{-10}^{+17}$||$87.7_{-31.3}^{+0.0}$||$2400_{-470}^{+540}$||$453_{-36}^{+42}$||$5.3_{-1.1}^{+1.1}$|
96616|$74_{-20}^{+14}$||$44_{-39}^{+24}$||$1260_{-210}^{+7780}$||$693_{-80}^{+89}$||$1.8_{-0.5}^{+11.8}$|
103192|$60_{-9}^{+14}$||$6_{-5}^{+6}$||$1380_{-320}^{+1080}$||$856_{-92}^{+104}$||$1.6_{-0.5}^{+1.6}$|
108662|$80_{-32}^{+8}$||$17_{-16}^{+30}$||$3110_{-770}^{+54640}$||$238_{-28}^{+31}$||$12.5_{-3.2}^{+225.1}$|
108945|$80_{-26}^{+9}$||$80_{-73}^{+7}$||$870_{-150}^{+4980}$||$782_{-56}^{+58}$||$1.1_{-0.2}^{+6.3}$|
109026|$15_{-6}^{+8}$||$65_{-12}^{+10}$||$2480_{-660}^{+1590}$||$490_{-130}^{+190}$||$5.0_{-1.2}^{+2.6}$|
112185|$56_{-11}^{+16}$||$71_{-21}^{+12}$||$327_{-62}^{+79}$||$460_{-42}^{+43}$||$0.7_{-0.1}^{+0.2}$|
112413|$48_{-21}^{+35}$||$82_{-42}^{+4}$||$3460_{-690}^{+2290}$||$245_{-36}^{+39}$||$14.1_{-3.2}^{+8.8}$|
118022|$27_{-5}^{+6}$||$58_{-7}^{+6}$||$3650_{-370}^{+610}$|308 ± 22|$11.9_{-1.3}^{+2.0}$|
119213|$60_{-26}^{+27}$||$25_{-23}^{+24}$||$2620_{-660}^{+28240}$||$497_{-66}^{+77}$||$5.3_{-1.8}^{+58.8}$|
120198|$48_{-8}^{+11}$||$63_{-16}^{+13}$||$1600_{-360}^{+410}$||$890_{-120}^{+140}$||$1.8_{-0.4}^{+0.5}$|
124224|$46_{-8}^{+10}$||$82_{-5}^{+4}$||$4460_{-630}^{+780}$||$2020_{-200}^{+240}$||$2.2_{-0.3}^{+0.3}$|
128898|$42_{-6}^{+7}$||$23_{-16}^{+15}$||$1430_{-270}^{+310}$||$266_{-20}^{+22}$||$5.4_{-1.1}^{+1.5}$|
130559|$18_{-5}^{+6}$||$67_{-7}^{+6}$||$2360_{-440}^{+770}$||$716_{-89}^{+100}$||$3.3_{-0.6}^{+1.0}$|
137909|$84_{-27}^{+5}$||$75_{-70}^{+11}$||$2380_{-230}^{+25570}$||$111_{-16}^{+17}$||$19.7_{-2.3}^{+220.0}$|
137949–––0.27 ± 0.03–
140160|$60_{-11}^{+18}$||$88.4_{-20.7}^{+-0.1}$||$1180_{-260}^{+290}$||$811_{-62}^{+69}$||$1.5_{-0.3}^{+0.3}$|
140728|$46_{-10}^{+13}$||$87_{-3}^{+1}$||$2300_{-360}^{+460}$||$1080_{-140}^{+170}$||$2.1_{-0.3}^{+0.3}$|
148112|$58_{-16}^{+27}$|6 ± 6|$1090_{-340}^{+5680}$||$650_{-79}^{+83}$||$1.7_{-0.7}^{+9.3}$|
14889830 ± 5|$71_{-5}^{+4}$||$2580_{-330}^{+440}$||$802_{-62}^{+67}$||$3.2_{-0.4}^{+0.5}$|
151199|$61_{-13}^{+23}$||$53_{-42}^{+14}$||$880_{-140}^{+2010}$||$684_{-80}^{+87}$||$1.3_{-0.3}^{+3.1}$|
152107|$50_{-12}^{+17}$|17 ± 8|$4930_{-690}^{+3040}$|359 ± 22|$13.7_{-2.3}^{+8.8}$|
170000|$48_{-4}^{+5}$||$70_{-5}^{+4}$||$1750_{-160}^{+140}$||$1142_{-56}^{+49}$||$1.5_{-0.1}^{+0.1}$|
187474|$86_{-32}^{+3}$||$72_{-42}^{+16}$||$7210_{-710}^{+6310}$||$0.62_{-0.08}^{+0.10}$||$11590_{-1810}^{+9550}$|
188041–––|$6.36_{-0.65}^{+0.71}$|–
201601–––0.038 ± 0.003–
203006|$51_{-11}^{+18}$||$89.3_{-1.5}^{+0.6}$||$4640_{-750}^{+890}$||$653_{-100}^{+118}$||$7.1_{-0.8}^{+1.0}$|
220825|$40_{-9}^{+10}$||$80_{-5}^{+3}$||$1700_{-260}^{+400}$||$722_{-66}^{+79}$||$2.4_{-0.3}^{+0.5}$|
221760|$47_{-7}^{+9}$||$84_{-5}^{+4}$||$343_{-43}^{+47}$||$373_{-33}^{+34}$|0.9 ± 0.1
223640|$84_{-28}^{+5}$||$12_{-12}^{+27}$||$3740_{-1030}^{+128220}$||$315_{-35}^{+37}$||$11.3_{-3.3}^{+395.1}$|
HD|$i\, (^{\circ })$||$\beta \, (^{\circ })$||$B_{\rm d}\, ({\rm G})$||$B_{\rm c}\, ({\rm G})$|Bd/Bc
(1)(2)(3)(4)(5)(6)
3980|$84_{-32}^{+4}$||$84_{-82}^{+3}$||$6360_{-5570}^{+57570}$||$285_{-33}^{+41}$||$22_{-19}^{+206}$|
11502|$76_{-24}^{+13}$||$54_{-50}^{+27}$||$3000_{-750}^{+29130}$||$652_{-99}^{+139}$||$4.6_{-1.4}^{+47.9}$|
12446|$38_{-9}^{+13}$||$86_{-4}^{+3}$||$2450_{-520}^{+710}$||$1010_{-190}^{+220}$||$2.4_{-0.4}^{+0.5}$|
15089|$56_{-14}^{+23}$||$71_{-30}^{+8}$||$1850_{-160}^{+490}$||$725_{-61}^{+69}$||$2.5_{-0.3}^{+0.7}$|
1514420 ± 5|$9_{-2}^{+3}$||$1951_{-45}^{+73}$||$425_{-38}^{+42}$||$4.6_{-0.5}^{+0.6}$|
18296|$29_{-9}^{+12}$||$89.0_{-13.7}^{+0.4}$||$1430_{-830}^{+1090}$||$567_{-99}^{+119}$||$2.5_{-1.5}^{+1.8}$|
24712|$43_{-10}^{+11}$||$45_{-12}^{+11}$||$3340_{-280}^{+380}$||$96_{-6}^{+7}$||$34.5_{-4.0}^{+4.6}$|
27309|$49_{-10}^{+16}$|7 ± 4|$3600_{-580}^{+1980}$||$780_{-120}^{+140}$||$4.6_{-1.3}^{+3.4}$|
29305|$54_{-11}^{+16}$||$61_{-19}^{+8}$||$349_{-4}^{+44}$||$564_{-58}^{+61}$||$0.6_{-0.1}^{+0.1}$|
38823|$80_{-53}^{+7}$||$71_{-63}^{+11}$||$7590_{-460}^{+39130}$||$114_{-13}^{+20}$||$67_{-11}^{+324}$|
40312|$63_{-13}^{+22}$||$59_{-45}^{+12}$||$1291_{-94}^{+2800}$||$724_{-63}^{+68}$||$1.8_{-0.2}^{+4.1}$|
49976|$69_{-29}^{+18}$||$63_{-57}^{+20}$||$7530_{-1690}^{+48620}$||$382_{-43}^{+46}$||$19.7_{-4.6}^{+134.5}$|
54118|$58_{-15}^{+27}$||$88.2_{-15.2}^{+-0.1}$||$5810_{-960}^{+1380}$||$432_{-43}^{+50}$||$13.4_{-2.1}^{+3.1}$|
56022|$50_{-17}^{+26}$||$56_{-34}^{+15}$||$712_{-91}^{+476}$||$1252_{-85}^{+88}$||$0.6_{-0.1}^{+0.4}$|
62140|$70_{-19}^{+18}$||$89.5_{-11.8}^{+-0.2}$||$5110_{-330}^{+1050}$||$349_{-58}^{+68}$||$14.6_{-1.6}^{+2.0}$|
65339|$55_{-11}^{+18}$||$89.1_{-3.9}^{+0.7}$||$18120_{-2700}^{+3540}$|186 ± 22|$97_{-11}^{+15}$|
72968|$51_{-11}^{+18}$|8 ± 5|$1620_{-290}^{+1250}$||$241_{-33}^{+36}$||$6.7_{-1.8}^{+6.5}$|
74067|$58_{-20}^{+28}$||$57_{-48}^{+15}$||$3439_{-70}^{+12198}$||$440_{-49}^{+55}$||$7.8_{-0.8}^{+28.8}$|
83368|$69_{-10}^{+17}$||$87.7_{-31.3}^{+0.0}$||$2400_{-470}^{+540}$||$453_{-36}^{+42}$||$5.3_{-1.1}^{+1.1}$|
96616|$74_{-20}^{+14}$||$44_{-39}^{+24}$||$1260_{-210}^{+7780}$||$693_{-80}^{+89}$||$1.8_{-0.5}^{+11.8}$|
103192|$60_{-9}^{+14}$||$6_{-5}^{+6}$||$1380_{-320}^{+1080}$||$856_{-92}^{+104}$||$1.6_{-0.5}^{+1.6}$|
108662|$80_{-32}^{+8}$||$17_{-16}^{+30}$||$3110_{-770}^{+54640}$||$238_{-28}^{+31}$||$12.5_{-3.2}^{+225.1}$|
108945|$80_{-26}^{+9}$||$80_{-73}^{+7}$||$870_{-150}^{+4980}$||$782_{-56}^{+58}$||$1.1_{-0.2}^{+6.3}$|
109026|$15_{-6}^{+8}$||$65_{-12}^{+10}$||$2480_{-660}^{+1590}$||$490_{-130}^{+190}$||$5.0_{-1.2}^{+2.6}$|
112185|$56_{-11}^{+16}$||$71_{-21}^{+12}$||$327_{-62}^{+79}$||$460_{-42}^{+43}$||$0.7_{-0.1}^{+0.2}$|
112413|$48_{-21}^{+35}$||$82_{-42}^{+4}$||$3460_{-690}^{+2290}$||$245_{-36}^{+39}$||$14.1_{-3.2}^{+8.8}$|
118022|$27_{-5}^{+6}$||$58_{-7}^{+6}$||$3650_{-370}^{+610}$|308 ± 22|$11.9_{-1.3}^{+2.0}$|
119213|$60_{-26}^{+27}$||$25_{-23}^{+24}$||$2620_{-660}^{+28240}$||$497_{-66}^{+77}$||$5.3_{-1.8}^{+58.8}$|
120198|$48_{-8}^{+11}$||$63_{-16}^{+13}$||$1600_{-360}^{+410}$||$890_{-120}^{+140}$||$1.8_{-0.4}^{+0.5}$|
124224|$46_{-8}^{+10}$||$82_{-5}^{+4}$||$4460_{-630}^{+780}$||$2020_{-200}^{+240}$||$2.2_{-0.3}^{+0.3}$|
128898|$42_{-6}^{+7}$||$23_{-16}^{+15}$||$1430_{-270}^{+310}$||$266_{-20}^{+22}$||$5.4_{-1.1}^{+1.5}$|
130559|$18_{-5}^{+6}$||$67_{-7}^{+6}$||$2360_{-440}^{+770}$||$716_{-89}^{+100}$||$3.3_{-0.6}^{+1.0}$|
137909|$84_{-27}^{+5}$||$75_{-70}^{+11}$||$2380_{-230}^{+25570}$||$111_{-16}^{+17}$||$19.7_{-2.3}^{+220.0}$|
137949–––0.27 ± 0.03–
140160|$60_{-11}^{+18}$||$88.4_{-20.7}^{+-0.1}$||$1180_{-260}^{+290}$||$811_{-62}^{+69}$||$1.5_{-0.3}^{+0.3}$|
140728|$46_{-10}^{+13}$||$87_{-3}^{+1}$||$2300_{-360}^{+460}$||$1080_{-140}^{+170}$||$2.1_{-0.3}^{+0.3}$|
148112|$58_{-16}^{+27}$|6 ± 6|$1090_{-340}^{+5680}$||$650_{-79}^{+83}$||$1.7_{-0.7}^{+9.3}$|
14889830 ± 5|$71_{-5}^{+4}$||$2580_{-330}^{+440}$||$802_{-62}^{+67}$||$3.2_{-0.4}^{+0.5}$|
151199|$61_{-13}^{+23}$||$53_{-42}^{+14}$||$880_{-140}^{+2010}$||$684_{-80}^{+87}$||$1.3_{-0.3}^{+3.1}$|
152107|$50_{-12}^{+17}$|17 ± 8|$4930_{-690}^{+3040}$|359 ± 22|$13.7_{-2.3}^{+8.8}$|
170000|$48_{-4}^{+5}$||$70_{-5}^{+4}$||$1750_{-160}^{+140}$||$1142_{-56}^{+49}$||$1.5_{-0.1}^{+0.1}$|
187474|$86_{-32}^{+3}$||$72_{-42}^{+16}$||$7210_{-710}^{+6310}$||$0.62_{-0.08}^{+0.10}$||$11590_{-1810}^{+9550}$|
188041–––|$6.36_{-0.65}^{+0.71}$|–
201601–––0.038 ± 0.003–
203006|$51_{-11}^{+18}$||$89.3_{-1.5}^{+0.6}$||$4640_{-750}^{+890}$||$653_{-100}^{+118}$||$7.1_{-0.8}^{+1.0}$|
220825|$40_{-9}^{+10}$||$80_{-5}^{+3}$||$1700_{-260}^{+400}$||$722_{-66}^{+79}$||$2.4_{-0.3}^{+0.5}$|
221760|$47_{-7}^{+9}$||$84_{-5}^{+4}$||$343_{-43}^{+47}$||$373_{-33}^{+34}$|0.9 ± 0.1
223640|$84_{-28}^{+5}$||$12_{-12}^{+27}$||$3740_{-1030}^{+128220}$||$315_{-35}^{+37}$||$11.3_{-3.3}^{+395.1}$|
Table 4.
Open in new tab

Parameters associated with the magnetic field geometries and strengths. Columns 2 and 3 list the inclination angles and obliquity angles. Columns 4 and 6 list the dipole field strengths (Bd), critical field strengths (Bc), and ratios of Bd to Bc.

HD|$i\, (^{\circ })$||$\beta \, (^{\circ })$||$B_{\rm d}\, ({\rm G})$||$B_{\rm c}\, ({\rm G})$|Bd/Bc
(1)(2)(3)(4)(5)(6)
3980|$84_{-32}^{+4}$||$84_{-82}^{+3}$||$6360_{-5570}^{+57570}$||$285_{-33}^{+41}$||$22_{-19}^{+206}$|
11502|$76_{-24}^{+13}$||$54_{-50}^{+27}$||$3000_{-750}^{+29130}$||$652_{-99}^{+139}$||$4.6_{-1.4}^{+47.9}$|
12446|$38_{-9}^{+13}$||$86_{-4}^{+3}$||$2450_{-520}^{+710}$||$1010_{-190}^{+220}$||$2.4_{-0.4}^{+0.5}$|
15089|$56_{-14}^{+23}$||$71_{-30}^{+8}$||$1850_{-160}^{+490}$||$725_{-61}^{+69}$||$2.5_{-0.3}^{+0.7}$|
1514420 ± 5|$9_{-2}^{+3}$||$1951_{-45}^{+73}$||$425_{-38}^{+42}$||$4.6_{-0.5}^{+0.6}$|
18296|$29_{-9}^{+12}$||$89.0_{-13.7}^{+0.4}$||$1430_{-830}^{+1090}$||$567_{-99}^{+119}$||$2.5_{-1.5}^{+1.8}$|
24712|$43_{-10}^{+11}$||$45_{-12}^{+11}$||$3340_{-280}^{+380}$||$96_{-6}^{+7}$||$34.5_{-4.0}^{+4.6}$|
27309|$49_{-10}^{+16}$|7 ± 4|$3600_{-580}^{+1980}$||$780_{-120}^{+140}$||$4.6_{-1.3}^{+3.4}$|
29305|$54_{-11}^{+16}$||$61_{-19}^{+8}$||$349_{-4}^{+44}$||$564_{-58}^{+61}$||$0.6_{-0.1}^{+0.1}$|
38823|$80_{-53}^{+7}$||$71_{-63}^{+11}$||$7590_{-460}^{+39130}$||$114_{-13}^{+20}$||$67_{-11}^{+324}$|
40312|$63_{-13}^{+22}$||$59_{-45}^{+12}$||$1291_{-94}^{+2800}$||$724_{-63}^{+68}$||$1.8_{-0.2}^{+4.1}$|
49976|$69_{-29}^{+18}$||$63_{-57}^{+20}$||$7530_{-1690}^{+48620}$||$382_{-43}^{+46}$||$19.7_{-4.6}^{+134.5}$|
54118|$58_{-15}^{+27}$||$88.2_{-15.2}^{+-0.1}$||$5810_{-960}^{+1380}$||$432_{-43}^{+50}$||$13.4_{-2.1}^{+3.1}$|
56022|$50_{-17}^{+26}$||$56_{-34}^{+15}$||$712_{-91}^{+476}$||$1252_{-85}^{+88}$||$0.6_{-0.1}^{+0.4}$|
62140|$70_{-19}^{+18}$||$89.5_{-11.8}^{+-0.2}$||$5110_{-330}^{+1050}$||$349_{-58}^{+68}$||$14.6_{-1.6}^{+2.0}$|
65339|$55_{-11}^{+18}$||$89.1_{-3.9}^{+0.7}$||$18120_{-2700}^{+3540}$|186 ± 22|$97_{-11}^{+15}$|
72968|$51_{-11}^{+18}$|8 ± 5|$1620_{-290}^{+1250}$||$241_{-33}^{+36}$||$6.7_{-1.8}^{+6.5}$|
74067|$58_{-20}^{+28}$||$57_{-48}^{+15}$||$3439_{-70}^{+12198}$||$440_{-49}^{+55}$||$7.8_{-0.8}^{+28.8}$|
83368|$69_{-10}^{+17}$||$87.7_{-31.3}^{+0.0}$||$2400_{-470}^{+540}$||$453_{-36}^{+42}$||$5.3_{-1.1}^{+1.1}$|
96616|$74_{-20}^{+14}$||$44_{-39}^{+24}$||$1260_{-210}^{+7780}$||$693_{-80}^{+89}$||$1.8_{-0.5}^{+11.8}$|
103192|$60_{-9}^{+14}$||$6_{-5}^{+6}$||$1380_{-320}^{+1080}$||$856_{-92}^{+104}$||$1.6_{-0.5}^{+1.6}$|
108662|$80_{-32}^{+8}$||$17_{-16}^{+30}$||$3110_{-770}^{+54640}$||$238_{-28}^{+31}$||$12.5_{-3.2}^{+225.1}$|
108945|$80_{-26}^{+9}$||$80_{-73}^{+7}$||$870_{-150}^{+4980}$||$782_{-56}^{+58}$||$1.1_{-0.2}^{+6.3}$|
109026|$15_{-6}^{+8}$||$65_{-12}^{+10}$||$2480_{-660}^{+1590}$||$490_{-130}^{+190}$||$5.0_{-1.2}^{+2.6}$|
112185|$56_{-11}^{+16}$||$71_{-21}^{+12}$||$327_{-62}^{+79}$||$460_{-42}^{+43}$||$0.7_{-0.1}^{+0.2}$|
112413|$48_{-21}^{+35}$||$82_{-42}^{+4}$||$3460_{-690}^{+2290}$||$245_{-36}^{+39}$||$14.1_{-3.2}^{+8.8}$|
118022|$27_{-5}^{+6}$||$58_{-7}^{+6}$||$3650_{-370}^{+610}$|308 ± 22|$11.9_{-1.3}^{+2.0}$|
119213|$60_{-26}^{+27}$||$25_{-23}^{+24}$||$2620_{-660}^{+28240}$||$497_{-66}^{+77}$||$5.3_{-1.8}^{+58.8}$|
120198|$48_{-8}^{+11}$||$63_{-16}^{+13}$||$1600_{-360}^{+410}$||$890_{-120}^{+140}$||$1.8_{-0.4}^{+0.5}$|
124224|$46_{-8}^{+10}$||$82_{-5}^{+4}$||$4460_{-630}^{+780}$||$2020_{-200}^{+240}$||$2.2_{-0.3}^{+0.3}$|
128898|$42_{-6}^{+7}$||$23_{-16}^{+15}$||$1430_{-270}^{+310}$||$266_{-20}^{+22}$||$5.4_{-1.1}^{+1.5}$|
130559|$18_{-5}^{+6}$||$67_{-7}^{+6}$||$2360_{-440}^{+770}$||$716_{-89}^{+100}$||$3.3_{-0.6}^{+1.0}$|
137909|$84_{-27}^{+5}$||$75_{-70}^{+11}$||$2380_{-230}^{+25570}$||$111_{-16}^{+17}$||$19.7_{-2.3}^{+220.0}$|
137949–––0.27 ± 0.03–
140160|$60_{-11}^{+18}$||$88.4_{-20.7}^{+-0.1}$||$1180_{-260}^{+290}$||$811_{-62}^{+69}$||$1.5_{-0.3}^{+0.3}$|
140728|$46_{-10}^{+13}$||$87_{-3}^{+1}$||$2300_{-360}^{+460}$||$1080_{-140}^{+170}$||$2.1_{-0.3}^{+0.3}$|
148112|$58_{-16}^{+27}$|6 ± 6|$1090_{-340}^{+5680}$||$650_{-79}^{+83}$||$1.7_{-0.7}^{+9.3}$|
14889830 ± 5|$71_{-5}^{+4}$||$2580_{-330}^{+440}$||$802_{-62}^{+67}$||$3.2_{-0.4}^{+0.5}$|
151199|$61_{-13}^{+23}$||$53_{-42}^{+14}$||$880_{-140}^{+2010}$||$684_{-80}^{+87}$||$1.3_{-0.3}^{+3.1}$|
152107|$50_{-12}^{+17}$|17 ± 8|$4930_{-690}^{+3040}$|359 ± 22|$13.7_{-2.3}^{+8.8}$|
170000|$48_{-4}^{+5}$||$70_{-5}^{+4}$||$1750_{-160}^{+140}$||$1142_{-56}^{+49}$||$1.5_{-0.1}^{+0.1}$|
187474|$86_{-32}^{+3}$||$72_{-42}^{+16}$||$7210_{-710}^{+6310}$||$0.62_{-0.08}^{+0.10}$||$11590_{-1810}^{+9550}$|
188041–––|$6.36_{-0.65}^{+0.71}$|–
201601–––0.038 ± 0.003–
203006|$51_{-11}^{+18}$||$89.3_{-1.5}^{+0.6}$||$4640_{-750}^{+890}$||$653_{-100}^{+118}$||$7.1_{-0.8}^{+1.0}$|
220825|$40_{-9}^{+10}$||$80_{-5}^{+3}$||$1700_{-260}^{+400}$||$722_{-66}^{+79}$||$2.4_{-0.3}^{+0.5}$|
221760|$47_{-7}^{+9}$||$84_{-5}^{+4}$||$343_{-43}^{+47}$||$373_{-33}^{+34}$|0.9 ± 0.1
223640|$84_{-28}^{+5}$||$12_{-12}^{+27}$||$3740_{-1030}^{+128220}$||$315_{-35}^{+37}$||$11.3_{-3.3}^{+395.1}$|
HD|$i\, (^{\circ })$||$\beta \, (^{\circ })$||$B_{\rm d}\, ({\rm G})$||$B_{\rm c}\, ({\rm G})$|Bd/Bc
(1)(2)(3)(4)(5)(6)
3980|$84_{-32}^{+4}$||$84_{-82}^{+3}$||$6360_{-5570}^{+57570}$||$285_{-33}^{+41}$||$22_{-19}^{+206}$|
11502|$76_{-24}^{+13}$||$54_{-50}^{+27}$||$3000_{-750}^{+29130}$||$652_{-99}^{+139}$||$4.6_{-1.4}^{+47.9}$|
12446|$38_{-9}^{+13}$||$86_{-4}^{+3}$||$2450_{-520}^{+710}$||$1010_{-190}^{+220}$||$2.4_{-0.4}^{+0.5}$|
15089|$56_{-14}^{+23}$||$71_{-30}^{+8}$||$1850_{-160}^{+490}$||$725_{-61}^{+69}$||$2.5_{-0.3}^{+0.7}$|
1514420 ± 5|$9_{-2}^{+3}$||$1951_{-45}^{+73}$||$425_{-38}^{+42}$||$4.6_{-0.5}^{+0.6}$|
18296|$29_{-9}^{+12}$||$89.0_{-13.7}^{+0.4}$||$1430_{-830}^{+1090}$||$567_{-99}^{+119}$||$2.5_{-1.5}^{+1.8}$|
24712|$43_{-10}^{+11}$||$45_{-12}^{+11}$||$3340_{-280}^{+380}$||$96_{-6}^{+7}$||$34.5_{-4.0}^{+4.6}$|
27309|$49_{-10}^{+16}$|7 ± 4|$3600_{-580}^{+1980}$||$780_{-120}^{+140}$||$4.6_{-1.3}^{+3.4}$|
29305|$54_{-11}^{+16}$||$61_{-19}^{+8}$||$349_{-4}^{+44}$||$564_{-58}^{+61}$||$0.6_{-0.1}^{+0.1}$|
38823|$80_{-53}^{+7}$||$71_{-63}^{+11}$||$7590_{-460}^{+39130}$||$114_{-13}^{+20}$||$67_{-11}^{+324}$|
40312|$63_{-13}^{+22}$||$59_{-45}^{+12}$||$1291_{-94}^{+2800}$||$724_{-63}^{+68}$||$1.8_{-0.2}^{+4.1}$|
49976|$69_{-29}^{+18}$||$63_{-57}^{+20}$||$7530_{-1690}^{+48620}$||$382_{-43}^{+46}$||$19.7_{-4.6}^{+134.5}$|
54118|$58_{-15}^{+27}$||$88.2_{-15.2}^{+-0.1}$||$5810_{-960}^{+1380}$||$432_{-43}^{+50}$||$13.4_{-2.1}^{+3.1}$|
56022|$50_{-17}^{+26}$||$56_{-34}^{+15}$||$712_{-91}^{+476}$||$1252_{-85}^{+88}$||$0.6_{-0.1}^{+0.4}$|
62140|$70_{-19}^{+18}$||$89.5_{-11.8}^{+-0.2}$||$5110_{-330}^{+1050}$||$349_{-58}^{+68}$||$14.6_{-1.6}^{+2.0}$|
65339|$55_{-11}^{+18}$||$89.1_{-3.9}^{+0.7}$||$18120_{-2700}^{+3540}$|186 ± 22|$97_{-11}^{+15}$|
72968|$51_{-11}^{+18}$|8 ± 5|$1620_{-290}^{+1250}$||$241_{-33}^{+36}$||$6.7_{-1.8}^{+6.5}$|
74067|$58_{-20}^{+28}$||$57_{-48}^{+15}$||$3439_{-70}^{+12198}$||$440_{-49}^{+55}$||$7.8_{-0.8}^{+28.8}$|
83368|$69_{-10}^{+17}$||$87.7_{-31.3}^{+0.0}$||$2400_{-470}^{+540}$||$453_{-36}^{+42}$||$5.3_{-1.1}^{+1.1}$|
96616|$74_{-20}^{+14}$||$44_{-39}^{+24}$||$1260_{-210}^{+7780}$||$693_{-80}^{+89}$||$1.8_{-0.5}^{+11.8}$|
103192|$60_{-9}^{+14}$||$6_{-5}^{+6}$||$1380_{-320}^{+1080}$||$856_{-92}^{+104}$||$1.6_{-0.5}^{+1.6}$|
108662|$80_{-32}^{+8}$||$17_{-16}^{+30}$||$3110_{-770}^{+54640}$||$238_{-28}^{+31}$||$12.5_{-3.2}^{+225.1}$|
108945|$80_{-26}^{+9}$||$80_{-73}^{+7}$||$870_{-150}^{+4980}$||$782_{-56}^{+58}$||$1.1_{-0.2}^{+6.3}$|
109026|$15_{-6}^{+8}$||$65_{-12}^{+10}$||$2480_{-660}^{+1590}$||$490_{-130}^{+190}$||$5.0_{-1.2}^{+2.6}$|
112185|$56_{-11}^{+16}$||$71_{-21}^{+12}$||$327_{-62}^{+79}$||$460_{-42}^{+43}$||$0.7_{-0.1}^{+0.2}$|
112413|$48_{-21}^{+35}$||$82_{-42}^{+4}$||$3460_{-690}^{+2290}$||$245_{-36}^{+39}$||$14.1_{-3.2}^{+8.8}$|
118022|$27_{-5}^{+6}$||$58_{-7}^{+6}$||$3650_{-370}^{+610}$|308 ± 22|$11.9_{-1.3}^{+2.0}$|
119213|$60_{-26}^{+27}$||$25_{-23}^{+24}$||$2620_{-660}^{+28240}$||$497_{-66}^{+77}$||$5.3_{-1.8}^{+58.8}$|
120198|$48_{-8}^{+11}$||$63_{-16}^{+13}$||$1600_{-360}^{+410}$||$890_{-120}^{+140}$||$1.8_{-0.4}^{+0.5}$|
124224|$46_{-8}^{+10}$||$82_{-5}^{+4}$||$4460_{-630}^{+780}$||$2020_{-200}^{+240}$||$2.2_{-0.3}^{+0.3}$|
128898|$42_{-6}^{+7}$||$23_{-16}^{+15}$||$1430_{-270}^{+310}$||$266_{-20}^{+22}$||$5.4_{-1.1}^{+1.5}$|
130559|$18_{-5}^{+6}$||$67_{-7}^{+6}$||$2360_{-440}^{+770}$||$716_{-89}^{+100}$||$3.3_{-0.6}^{+1.0}$|
137909|$84_{-27}^{+5}$||$75_{-70}^{+11}$||$2380_{-230}^{+25570}$||$111_{-16}^{+17}$||$19.7_{-2.3}^{+220.0}$|
137949–––0.27 ± 0.03–
140160|$60_{-11}^{+18}$||$88.4_{-20.7}^{+-0.1}$||$1180_{-260}^{+290}$||$811_{-62}^{+69}$||$1.5_{-0.3}^{+0.3}$|
140728|$46_{-10}^{+13}$||$87_{-3}^{+1}$||$2300_{-360}^{+460}$||$1080_{-140}^{+170}$||$2.1_{-0.3}^{+0.3}$|
148112|$58_{-16}^{+27}$|6 ± 6|$1090_{-340}^{+5680}$||$650_{-79}^{+83}$||$1.7_{-0.7}^{+9.3}$|
14889830 ± 5|$71_{-5}^{+4}$||$2580_{-330}^{+440}$||$802_{-62}^{+67}$||$3.2_{-0.4}^{+0.5}$|
151199|$61_{-13}^{+23}$||$53_{-42}^{+14}$||$880_{-140}^{+2010}$||$684_{-80}^{+87}$||$1.3_{-0.3}^{+3.1}$|
152107|$50_{-12}^{+17}$|17 ± 8|$4930_{-690}^{+3040}$|359 ± 22|$13.7_{-2.3}^{+8.8}$|
170000|$48_{-4}^{+5}$||$70_{-5}^{+4}$||$1750_{-160}^{+140}$||$1142_{-56}^{+49}$||$1.5_{-0.1}^{+0.1}$|
187474|$86_{-32}^{+3}$||$72_{-42}^{+16}$||$7210_{-710}^{+6310}$||$0.62_{-0.08}^{+0.10}$||$11590_{-1810}^{+9550}$|
188041–––|$6.36_{-0.65}^{+0.71}$|–
201601–––0.038 ± 0.003–
203006|$51_{-11}^{+18}$||$89.3_{-1.5}^{+0.6}$||$4640_{-750}^{+890}$||$653_{-100}^{+118}$||$7.1_{-0.8}^{+1.0}$|
220825|$40_{-9}^{+10}$||$80_{-5}^{+3}$||$1700_{-260}^{+400}$||$722_{-66}^{+79}$||$2.4_{-0.3}^{+0.5}$|
221760|$47_{-7}^{+9}$||$84_{-5}^{+4}$||$343_{-43}^{+47}$||$373_{-33}^{+34}$|0.9 ± 0.1
223640|$84_{-28}^{+5}$||$12_{-12}^{+27}$||$3740_{-1030}^{+128220}$||$315_{-35}^{+37}$||$11.3_{-3.3}^{+395.1}$|
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