Connecting the long-term variability behaviour of active galactic nuclei to their central engines

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Table A.2.

Obtained timescales.

Source	T_PSD	T_dur, obs	T_sep, obs	τ_rise, obs
0007+106	$1000_{- 200}^{+ 1000}$ $Mathematical equation: $ 1000_{-200}^{+1000} $$	828 ± 115	487 ± 124	$83_{- 22}^{+ 54}$ $Mathematical equation: $ 83_{-22}^{+54} $$
0059+581	$6000_{- 4500}^{> 1000}$ $Mathematical equation: $ 6000_{-4500}^{ > 1000} $$	1198 ± 145	478 ± 60	$95_{- 26}^{+ 57}$ $Mathematical equation: $ 95_{-26}^{+57} $$
0106+013	$7000_{- 4500}^{>}$ $Mathematical equation: $ 7000_{-4500}^{ > } $$	3436 ± 564	1233 ± 209	$368_{- 128}^{+ 249}$ $Mathematical equation: $ 368_{-128}^{+249} $$
0109+22	$6500_{- 5000}^{> 500}$ $Mathematical equation: $ 6500_{-5000}^{ > 500} $$	832 ± 214	507 ± 113	$88_{- 33}^{+ 42}$ $Mathematical equation: $ 88_{-33}^{+42} $$
0133+476	$6000_{- 4500}^{> 1000}$ $Mathematical equation: $ 6000_{-4500}^{ > 1000} $$	2103 ± 310	820 ± 105	$54_{- 11}^{+ 25}$ $Mathematical equation: $ 54_{-11}^{+25} $$
0234+285	$5000_{- 4200}^{> 2000}$ $Mathematical equation: $ 5000_{-4200}^{ > 2000} $$	2246 ± 411	942 ± 221	$220_{- 149}^{+ 233}$ $Mathematical equation: $ 220_{-149}^{+233} $$
0235+164	$1000_{- 200}^{+ 500}$ $Mathematical equation: $ 1000_{-200}^{+500} $$	874 ± 142	699 ± 65	$144_{- 23}^{+ 11}$ $Mathematical equation: $ 144_{-23}^{+11} $$
0316+413	$7000_{- 1000}^{>}$ $Mathematical equation: $ 7000_{-1000}^{ > } $$	13683 ± 72	12093 ± 16	$1537_{- 25}^{+ 21}$ $Mathematical equation: $ 1537_{-25}^{+21} $$
0333+321	$3000_{- 2200}^{> 4000}$ $Mathematical equation: $ 3000_{-2200}^{ > 4000} $$	2730 ± 358	775 ± 156	$409_{- 112}^{+ 95}$ $Mathematical equation: $ 409_{-112}^{+95} $$
0336-019	$5500_{- 4700}^{> 1500}$ $Mathematical equation: $ 5500_{-4700}^{ > 1500} $$	1397 ± 624	763 ± 101	$72_{- 30}^{+ 45}$ $Mathematical equation: $ 72_{-30}^{+45} $$
0355+508	$7000_{- 4500}^{>}$ $Mathematical equation: $ 7000_{-4500}^{ > } $$	4463 ± 1182	2375 ± 665	$649_{- 575}^{+ 292}$ $Mathematical equation: $ 649_{-575}^{+292} $$
0415+379	$1500_{- 500}^{+ 2500}$ $Mathematical equation: $ 1500_{-500}^{+2500} $$	1261 ± 295	696 ± 75	$60_{- 20}^{+ 8}$ $Mathematical equation: $ 60_{-20}^{+8} $$
0420-014	$7000_{- 3500}^{>}$ $Mathematical equation: $ 7000_{-3500}^{ > } $$	3935 ± 332	1201 ± 232	$350_{- 30}^{+ 409}$ $Mathematical equation: $ 350_{-30}^{+409} $$
0422+0036	$1000_{- 600}^{> 6000}$ $Mathematical equation: $ 1000_{-600}^{ > 6000} $$	1299 ± 326	524 ± 178	$146_{- 56}^{+ 113}$ $Mathematical equation: $ 146_{-56}^{+113} $$
0430+052	$2500_{- 1000}^{+ 3000}$ $Mathematical equation: $ 2500_{-1000}^{+3000} $$	512 ± 69	1051 ± 139	$41_{- 7}^{+ 11}$ $Mathematical equation: $ 41_{-7}^{+11} $$
0528+134	$7000_{- 5000}^{>}$ $Mathematical equation: $ 7000_{-5000}^{ > } $$	2158 ± 232	813 ± 124	$323_{- 75}^{+ 66}$ $Mathematical equation: $ 323_{-75}^{+66} $$
0552+398		2358 ± 827	805 ± 337	$879_{- 618}^{+ 1439}$ $Mathematical equation: $ 879_{-618}^{+1439} $$
0642+449	$7000_{- 4500}^{>}$ $Mathematical equation: $ 7000_{-4500}^{ > } $$	2377 ± 1547	1943 ± 680	$101_{- 55}^{+ 167}$ $Mathematical equation: $ 101_{-55}^{+167} $$
0716+714	$500_{- 100}^{+ 500}$ $Mathematical equation: $ 500_{-100}^{+500} $$	339 ± 29	342 ± 18	$39_{- 5}^{+ 110}$ $Mathematical equation: $ 39_{-5}^{+110} $$
0735+17	$7000_{- 4000}^{>}$ $Mathematical equation: $ 7000_{-4000}^{ > } $$	3186 ± 712	1239 ± 462	$276_{- 85}^{+ 163}$ $Mathematical equation: $ 276_{-85}^{+163} $$
0736+017	$1000_{- 500}^{+ 1000}$ $Mathematical equation: $ 1000_{-500}^{+1000} $$	575 ± 75	523 ± 101	$61_{- 20}^{+ 46}$ $Mathematical equation: $ 61_{-20}^{+46} $$
0804+499	$6500_{- 5500}^{> 500}$ $Mathematical equation: $ 6500_{-5500}^{ > 500} $$	520 ± 134	598 ± 161	$35_{- 12}^{+ 31}$ $Mathematical equation: $ 35_{-12}^{+31} $$
0827+243	$2500_{- 2000}^{> 4500}$ $Mathematical equation: $ 2500_{-2000}^{ > 4500} $$	959 ± 145	528 ± 85	$87_{- 25}^{+ 58}$ $Mathematical equation: $ 87_{-25}^{+58} $$
0836+710	$7000_{- 5000}^{>}$ $Mathematical equation: $ 7000_{-5000}^{ > } $$	635 ± 81	426 ± 42	$7_{- 2}^{+ 5}$ $Mathematical equation: $ 7_{-2}^{+5} $$
0851+202	$3000_{- 2200}^{> 4000}$ $Mathematical equation: $ 3000_{-2200}^{ > 4000} $$	814 ± 40	864 ± 49	$72_{- 12}^{+ 6}$ $Mathematical equation: $ 72_{-12}^{+6} $$
0923+392		12009 ± 3696	4054 ± 1085	$2232_{- 312}^{+ 196}$ $Mathematical equation: $ 2232_{-312}^{+196} $$
0953+254	$3000_{- 2600}^{> 4000}$ $Mathematical equation: $ 3000_{-2600}^{ > 4000} $$	1804 ± 678	899 ± 217	$176_{- 48}^{+ 211}$ $Mathematical equation: $ 176_{-48}^{+211} $$
1055+018	$7000_{- 5500}^{>}$ $Mathematical equation: $ 7000_{-5500}^{ > } $$	1895 ± 993	1104 ± 159	$140_{- 65}^{+ 129}$ $Mathematical equation: $ 140_{-65}^{+129} $$
1156+295	$1500_{- 500}^{+ 1500}$ $Mathematical equation: $ 1500_{-500}^{+1500} $$	1698 ± 187	1082 ± 131	$127_{- 27}^{+ 10}$ $Mathematical equation: $ 127_{-27}^{+10} $$
1219+285	$6500_{- 5000}^{> 500}$ $Mathematical equation: $ 6500_{-5000}^{ > 500} $$	2042 ± 964	1371 ± 614	$431_{- 361}^{+ 654}$ $Mathematical equation: $ 431_{-361}^{+654} $$
1222+216	$7000_{- 4500}^{>}$ $Mathematical equation: $ 7000_{-4500}^{ > } $$	3148 ± 625	1364 ± 222	$503_{- 202}^{+ 127}$ $Mathematical equation: $ 503_{-202}^{+127} $$
1226+023	$7000_{- 5000}^{>}$ $Mathematical equation: $ 7000_{-5000}^{ > } $$	2522 ± 112	1454 ± 115	$240_{- 45}^{+ 15}$ $Mathematical equation: $ 240_{-45}^{+15} $$
1253-055	$4500_{- 2500}^{> 2500}$ $Mathematical equation: $ 4500_{-2500}^{ > 2500} $$	2566 ± 325	1107 ± 109	$144_{- 40}^{+ 12}$ $Mathematical equation: $ 144_{-40}^{+12} $$
1308+326	$6500_{- 3000}^{> 500}$ $Mathematical equation: $ 6500_{-3000}^{ > 500} $$	3329 ± 1065	971 ± 272	$374_{- 177}^{+ 87}$ $Mathematical equation: $ 374_{-177}^{+87} $$
1413+135	$7000_{- 5500}^{>}$ $Mathematical equation: $ 7000_{-5500}^{ > } $$	808 ± 155	421 ± 58	$68_{- 28}^{+ 62}$ $Mathematical equation: $ 68_{-28}^{+62} $$
1418+546	$6500_{- 0}^{> 500}$ $Mathematical equation: $ 6500_{-0}^{ > 500} $$	1164 ± 375	698 ± 193	$159_{- 50}^{+ 93}$ $Mathematical equation: $ 159_{-50}^{+93} $$
1502+106	$6000_{- 4000}^{> 1000}$ $Mathematical equation: $ 6000_{-4000}^{ > 1000} $$	2179 ± 587	951 ± 169	$362_{- 118}^{+ 151}$ $Mathematical equation: $ 362_{-118}^{+151} $$
1510-089	$6000_{- 5600}^{> 1000}$ $Mathematical equation: $ 6000_{-5600}^{ > 1000} $$	784 ± 119	625 ± 84	$46_{- 11}^{+ 8}$ $Mathematical equation: $ 46_{-11}^{+8} $$
1606+106	$7000_{- 4500}^{>}$ $Mathematical equation: $ 7000_{-4500}^{ > } $$	944 ± 237	395 ± 82	$74_{- 24}^{+ 53}$ $Mathematical equation: $ 74_{-24}^{+53} $$
1611+343	$7000_{- 4500}^{>}$ $Mathematical equation: $ 7000_{-4500}^{ > } $$	3033 ± 739	1208 ± 282	$249_{- 61}^{+ 155}$ $Mathematical equation: $ 249_{-61}^{+155} $$
1633+382	$6000_{- 3500}^{> 1000}$ $Mathematical equation: $ 6000_{-3500}^{ > 1000} $$	2541 ± 879	1315 ± 288	$154_{- 81}^{+ 67}$ $Mathematical equation: $ 154_{-81}^{+67} $$
1637+574	$6000_{- 4500}^{> 1000}$ $Mathematical equation: $ 6000_{-4500}^{ > 1000} $$	2269 ± 968	729 ± 335	$57_{- 19}^{+ 120}$ $Mathematical equation: $ 57_{-19}^{+120} $$
1641+399	$7000_{- 500}^{>}$ $Mathematical equation: $ 7000_{-500}^{ > } $$	4240 ± 588	1873 ± 407	$374_{- 50}^{+ 242}$ $Mathematical equation: $ 374_{-50}^{+242} $$
1730-130	$7000_{- 5000}^{>}$ $Mathematical equation: $ 7000_{-5000}^{ > } $$	1252 ± 402	731 ± 167	$556_{- 280}^{+ 144}$ $Mathematical equation: $ 556_{-280}^{+144} $$
1741-038	$6000_{- 4000}^{> 1000}$ $Mathematical equation: $ 6000_{-4000}^{ > 1000} $$	2270 ± 486	497 ± 133	$210_{- 67}^{+ 149}$ $Mathematical equation: $ 210_{-67}^{+149} $$
1749+096	$1000_{- 200}^{+ 500}$ $Mathematical equation: $ 1000_{-200}^{+500} $$	1126 ± 116	687 ± 54	$183_{- 105}^{+ 87}$ $Mathematical equation: $ 183_{-105}^{+87} $$
2005+403		5672 ± 1212	2865 ± 984	$259_{- 229}^{+ 561}$ $Mathematical equation: $ 259_{-229}^{+561} $$
2144+092	$800_{- 400}^{+ 1200}$ $Mathematical equation: $ 800_{-400}^{+1200} $$	1098 ± 666	535 ± 196	$96_{- 33}^{+ 62}$ $Mathematical equation: $ 96_{-33}^{+62} $$
2145+067		6655 ± 974	1948 ± 332	$195_{- 69}^{+ 81}$ $Mathematical equation: $ 195_{-69}^{+81} $$
2200+420	$7000_{- 5000}^{>}$ $Mathematical equation: $ 7000_{-5000}^{ > } $$	1589 ± 153	1187 ± 112	$94_{- 25}^{+ 28}$ $Mathematical equation: $ 94_{-25}^{+28} $$
2201+315	$5000_{- 3500}^{> 2000}$ $Mathematical equation: $ 5000_{-3500}^{ > 2000} $$	2509 ± 762	1876 ± 637	$95_{- 46}^{+ 27}$ $Mathematical equation: $ 95_{-46}^{+27} $$
2223-052	$7000_{- 2500}^{>}$ $Mathematical equation: $ 7000_{-2500}^{ > } $$	2870 ± 448	736 ± 203	$934_{- 323}^{+ 439}$ $Mathematical equation: $ 934_{-323}^{+439} $$
2230+114	$1000_{- 200}^{+ 500}$ $Mathematical equation: $ 1000_{-200}^{+500} $$	1069 ± 153	1045 ± 158	$152_{- 17}^{+ 33}$ $Mathematical equation: $ 152_{-17}^{+33} $$
2251+158	$3000_{- 1000}^{> 4000}$ $Mathematical equation: $ 3000_{-1000}^{ > 4000} $$	1530 ± 141	1621 ± 772	$140_{- 5}^{+ 4}$ $Mathematical equation: $ 140_{-5}^{+4} $$

Notes. T_PSD is the PSD timescale obtained in Paper I, T_dur, obs is the mean flare duration, T_sep, obs is the mean flare separation and τ_rise, obs is the median rise time. The 90 % confidence limits for T_PSD of constrained sources (in bold) include the limits given by the best-fit PSD slope. For the other sources, the confidence limits give any T_PSD in the parameter space of possible slopes. The symbol > in T_PSD indicates that the upper confidence limit is at the maximum timescale analysed in Paper I and thus may be longer. Both T_dur, obs and T_sep, obs are given with standard deviations, and τ_rise, obs includes the 68 % confidence interval. The timescales are all given in days.

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