Long-term radio variability of active galactic nuclei at 37 GHz

Open Access

Table A.1.

Results from the bending power-law fit (Eq. 4), simple power-law fit (Eq. 3), and bending power-law fit using β_high = β_bpl, best (Eq. 6).

Source	Alias	N	Type	β_bpl	x_b	p_bpl	β_spl	p_spl	x_b₁	p_bpl₁
0003-066	NRAO5	197	BLO	$2 . 0_{1.7}^{2.6}$ $2.0_{1.7}^{2.6}$	$7000_{2500}^{7000}$ $7000_{2500}^{7000}$	0.44	$1 . 8_{1.5}^{2.2}$ $1.8_{1.5}^{2.2}$	0.69	$6000_{800}^{7000}$ $6000_{800}^{7000}$	0.51
0007+106	PG0007+106	757	GAL	$2 . 4_{1.6}^{3.5}$ $2.4_{1.6}^{3.5}$	$1000_{400}^{7000}$ $1000_{400}^{7000}$	0.81			$400_{200}^{800}$ $400_{200}^{800}$	0.50
0016+731	0016+731	308	FSRQ	$1 . 5_{1.2}^{2.7}$ $1.5_{1.2}^{2.7}$	$6000_{400}^{7000}$ $6000_{400}^{7000}$	0.78	$1 . 4_{1.2}^{1.7}$ $1.4_{1.2}^{1.7}$	0.53	$400_{200}^{800}$ $400_{200}^{800}$	0.50
0048-097	0048-097	192	BLO	$1 . 9_{1.4}^{3.3}$ $1.9_{1.4}^{3.3}$	$5500_{800}^{7000}$ $5500_{800}^{7000}$	0.60	$1 . 6_{1.3}^{2.2}$ $1.6_{1.3}^{2.2}$	0.59	$7000_{200}^{7000}$ $7000_{200}^{7000}$	0.62
0059+581	0059+581	629	FSRQ	$1 . 7_{1.5}^{2.1}$ $1.7_{1.5}^{2.1}$	$6000_{1500}^{7000}$ $6000_{1500}^{7000}$	0.42	$1 . 6_{1.4}^{1.8}$ $1.6_{1.4}^{1.8}$	0.38	$4500_{500}^{7000}$ $4500_{500}^{7000}$	0.44
0106+013	0106+013	536	FSRQ	$2 . 2_{2.0}^{2.8}$ $2.2_{2.0}^{2.8}$	$7000_{2500}^{7000}$ $7000_{2500}^{7000}$	0.38	$1 . 8_{1.6}^{2.5}$ $1.8_{1.6}^{2.5}$	0.58	$6500_{1500}^{7000}$ $6500_{1500}^{7000}$	0.50
0109+22	S20109+22	667	BLO	$1 . 8_{1.6}^{2.4}$ $1.8_{1.6}^{2.4}$	$6500_{1500}^{7000}$ $6500_{1500}^{7000}$	0.77	$1 . 6_{1.3}^{2.1}$ $1.6_{1.3}^{2.1}$	0.82	$4500_{400}^{7000}$ $4500_{400}^{7000}$	0.81
0133+476	0133+476	1080	FSRQ	$1 . 7_{1.5}^{2.1}$ $1.7_{1.5}^{2.1}$	$6000_{1500}^{7000}$ $6000_{1500}^{7000}$	0.88	$1 . 5_{1.4}^{1.7}$ $1.5_{1.4}^{1.7}$	0.81	$6500_{800}^{7000}$ $6500_{800}^{7000}$	0.91
0149+218	0149+218	309	FSRQ	$2 . 4_{1.9}^{3.5}$ $2.4_{1.9}^{3.5}$	$7000_{2500}^{7000}$ $7000_{2500}^{7000}$	0.27	$1 . 8_{1.6}^{2.5}$ $1.8_{1.6}^{2.5}$	0.43	$5500_{1000}^{7000}$ $5500_{1000}^{7000}$	0.30
0202+149	0202+149	399	FSRQ
0212+735	0212+735	338	FSRQ	$1 . 1_{1.0}^{1.8}$ $1.1_{1.0}^{1.8}$	$7000_{200}^{7000}$ $7000_{200}^{7000}$	0.66	$1 . 1_{1.0}^{1.3}$ $1.1_{1.0}^{1.3}$	0.74	$5000_{100}^{7000}$ $5000_{100}^{7000}$	0.76
0218+357	0218+357	306	FSRQ	$1 . 3_{1.2}^{1.5}$ $1.3_{1.2}^{1.5}$	$6500_{3500}^{7000}$ $6500_{3500}^{7000}$	0.17	$1 . 3_{1.1}^{1.6}$ $1.3_{1.1}^{1.6}$	0.36	$6000_{100}^{7000}$ $6000_{100}^{7000}$	0.25
0219+428	3C66A	832	BLO	$1 . 5_{1.3}^{1.8}$ $1.5_{1.3}^{1.8}$	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.48	$1 . 3_{1.2}^{2.0}$ $1.3_{1.2}^{2.0}$	0.67	$4500_{100}^{7000}$ $4500_{100}^{7000}$	0.60
0224+671	0224+671	391	FSRQ	$1 . 6_{1.5}^{1.8}$ $1.6_{1.5}^{1.8}$	$6500_{4000}^{7000}$ $6500_{4000}^{7000}$	0.19	$1 . 5_{1.3}^{1.8}$ $1.5_{1.3}^{1.8}$	0.58	$4500_{800}^{7000}$ $4500_{800}^{7000}$	0.27
0229+131	0229+131	196	FSRQ	$1 . 8_{1.3}^{3.5}$ $1.8_{1.3}^{3.5}$	$6500_{200}^{7000}$ $6500_{200}^{7000}$	0.98	$1 . 6_{1.2}^{3.1}$ $1.6_{1.2}^{3.1}$	0.99	$5000_{100}^{7000}$ $5000_{100}^{7000}$	0.99
0234+285	0234+285	914	FSRQ	$2 . 1_{1.7}^{3.5}$ $2.1_{1.7}^{3.5}$	$5000_{800}^{7000}$ $5000_{800}^{7000}$	0.78	$1 . 7_{1.5}^{2.2}$ $1.7_{1.5}^{2.2}$	0.68	$3000_{800}^{7000}$ $3000_{800}^{7000}$	0.78
0235+164	0235+164	1583	BLO	$2 . 4_{1.8}^{3.5}$ $2.4_{1.8}^{3.5}$	$1000_{400}^{7000}$ $1000_{400}^{7000}$	0.51			$400_{400}^{500}$ $400_{400}^{500}$	0.26
0238-084	0238-084	279	GAL	$3 . 0_{1.8}^{3.5}$ $3.0_{1.8}^{3.5}$	$6500_{1500}^{7000}$ $6500_{1500}^{7000}$	0.89	$2 . 2_{1.5}^{3.5}$ $2.2_{1.5}^{3.5}$	0.89	$3000_{800}^{7000}$ $3000_{800}^{7000}$	0.91
0248+430	0248+430	300	FSRQ
0300+470	4C47.08	153	BLO	$2 . 0_{1.6}^{3.5}$ $2.0_{1.6}^{3.5}$	$7000_{800}^{7000}$ $7000_{800}^{7000}$	0.58	$1 . 7_{1.4}^{3.1}$ $1.7_{1.4}^{3.1}$	0.81	$4500_{400}^{7000}$ $4500_{400}^{7000}$	0.66
0306+102	0306+102	238	FSRQ	$1 . 6_{1.3}^{2.8}$ $1.6_{1.3}^{2.8}$	$6000_{400}^{7000}$ $6000_{400}^{7000}$	0.90	$1 . 4_{1.2}^{1.9}$ $1.4_{1.2}^{1.9}$	0.90	$6000_{100}^{7000}$ $6000_{100}^{7000}$	0.94
0316+413	3C84	9758	GAL	$3 . 5_{3.2}^{3.5}$ $3.5_{3.2}^{3.5}$	$7000_{6000}^{7000}$ $7000_{6000}^{7000}$	0.24	$2 . 6_{2.2}^{3.4}$ $2.6_{2.2}^{3.4}$	0.99	$7000_{3500}^{7000}$ $7000_{3500}^{7000}$	0.56
0333+321	0333+321	795	FSRQ	$2 . 3_{1.7}^{3.5}$ $2.3_{1.7}^{3.5}$	$3000_{800}^{7000}$ $3000_{800}^{7000}$	0.78	$1 . 7_{1.5}^{2.1}$ $1.7_{1.5}^{2.1}$	0.50	$3000_{500}^{7000}$ $3000_{500}^{7000}$	0.68
0336-019	CTA026	719	FSRQ	$1 . 9_{1.6}^{3.1}$ $1.9_{1.6}^{3.1}$	$5500_{800}^{7000}$ $5500_{800}^{7000}$	0.64	$1 . 7_{1.5}^{2.1}$ $1.7_{1.5}^{2.1}$	0.45	$4000_{500}^{7000}$ $4000_{500}^{7000}$	0.56
0355+508	0355+508	1254	FSRQ	$2 . 0_{1.9}^{2.3}$ $2.0_{1.9}^{2.3}$	$7000_{2500}^{7000}$ $7000_{2500}^{7000}$	0.36	$1 . 7_{1.6}^{2.0}$ $1.7_{1.6}^{2.0}$	0.47	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.49
0415+379	0415+379	891	GAL	$2 . 8_{1.5}^{2.9}$ $2.8_{1.5}^{2.9}$	$1500_{800}^{7000}$ $1500_{800}^{7000}$	0.68	$1 . 9_{1.7}^{2.2}$ $1.9_{1.7}^{2.2}$	0.31	$800_{400}^{2000}$ $800_{400}^{2000}$	0.64
0420-014	0420-014	1094	FSRQ	$2 . 0_{1.9}^{2.2}$ $2.0_{1.9}^{2.2}$	$7000_{3500}^{7000}$ $7000_{3500}^{7000}$	0.29	$1 . 7_{1.6}^{1.9}$ $1.7_{1.6}^{1.9}$	0.27	$6000_{2000}^{7000}$ $6000_{2000}^{7000}$	0.29
0422+0036	PKS0422+0036	409	BLO	$2 . 7_{1.6}^{3.5}$ $2.7_{1.6}^{3.5}$	$1000_{400}^{7000}$ $1000_{400}^{7000}$	0.63	$1 . 6_{1.5}^{1.8}$ $1.6_{1.5}^{1.8}$	0.25	$6000_{2000}^{7000}$ $6000_{2000}^{7000}$	0.29
0430+052	3C120	1539	GAL	$2 . 0_{1.6}^{2.9}$ $2.0_{1.6}^{2.9}$	$2500_{500}^{7000}$ $2500_{500}^{7000}$	0.71	$1 . 6_{1.4}^{1.7}$ $1.6_{1.4}^{1.7}$	0.30	$1000_{400}^{4500}$ $1000_{400}^{4500}$	0.56
0440-003	NRAO190	232	FSRQ	$1 . 9_{1.3}^{3.5}$ $1.9_{1.3}^{3.5}$	$6500_{400}^{7000}$ $6500_{400}^{7000}$	0.95	$1 . 6_{1.2}^{3.2}$ $1.6_{1.2}^{3.2}$	0.94	$4500_{100}^{7000}$ $4500_{100}^{7000}$	0.95
0446+112	PKS0446+112	237	GAL	$1 . 7_{1.5}^{2.1}$ $1.7_{1.5}^{2.1}$	$6000_{2000}^{7000}$ $6000_{2000}^{7000}$	0.38	$1 . 5_{1.3}^{1.8}$ $1.5_{1.3}^{1.8}$	0.42	$7000_{400}^{7000}$ $7000_{400}^{7000}$	0.41
0458-020	PKS0458-020	355	FSRQ	$2 . 4_{2.1}^{3.5}$ $2.4_{2.1}^{3.5}$	$7000_{5500}^{7000}$ $7000_{5500}^{7000}$	0.17	$2 . 0_{1.7}^{3.3}$ $2.0_{1.7}^{3.3}$	0.73	$7000_{2000}^{7000}$ $7000_{2000}^{7000}$	0.29
0507+179	0507+179	175	FSRQ	$1 . 8_{1.6}^{2.6}$ $1.8_{1.6}^{2.6}$	$7000_{1000}^{7000}$ $7000_{1000}^{7000}$	0.44	$1 . 7_{1.5}^{1.9}$ $1.7_{1.5}^{1.9}$	0.44	$7000_{1000}^{7000}$ $7000_{1000}^{7000}$	0.45
0528+134	0528+134	1031	FSRQ	$2 . 4_{2.1}^{3.2}$ $2.4_{2.1}^{3.2}$	$7000_{2000}^{7000}$ $7000_{2000}^{7000}$	0.74	$2 . 0_{1.8}^{2.3}$ $2.0_{1.8}^{2.3}$	0.66	$5000_{1500}^{7000}$ $5000_{1500}^{7000}$	0.79
0552+398	0552+398	939	FSRQ				$2 . 8_{2.0}^{3.5}$ $2.8_{2.0}^{3.5}$	0.55
0605-085	PKS0605-085	267	FSRQ				$1 . 6_{1.5}^{1.7}$ $1.6_{1.5}^{1.7}$	0.14
0642+449	0642+449	841	FSRQ	$1 . 7_{1.6}^{2.1}$ $1.7_{1.6}^{2.1}$	$7000_{2500}^{7000}$ $7000_{2500}^{7000}$	0.60	$1 . 6_{1.4}^{2.0}$ $1.6_{1.4}^{2.0}$	0.90	$7000_{800}^{7000}$ $7000_{800}^{7000}$	0.84
0716+714	0716+714	1934	BLO	$1 . 8_{1.1}^{2.6}$ $1.8_{1.1}^{2.6}$	$500_{200}^{7000}$ $500_{200}^{7000}$	0.37	$1 . 2_{1.2}^{1.3}$ $1.2_{1.2}^{1.3}$	0.14	$100_{100}^{400}$ $100_{100}^{400}$	0.32
0723-008	PKS0723-008	184	BLO	$1 . 7_{1.5}^{2.1}$ $1.7_{1.5}^{2.1}$	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.47	$1 . 6_{1.4}^{1.9}$ $1.6_{1.4}^{1.9}$	0.67	$7000_{400}^{7000}$ $7000_{400}^{7000}$	0.57
0735+17	PKS0735+17	932	BLO	$3 . 1_{2.2}^{3.5}$ $3.1_{2.2}^{3.5}$	$7000_{3000}^{7000}$ $7000_{3000}^{7000}$	0.67	$2 . 1_{1.7}^{3.1}$ $2.1_{1.7}^{3.1}$	0.99	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.85
0736+017	0736+017	608	FSRQ	$2 . 5_{1.6}^{3.5}$ $2.5_{1.6}^{3.5}$	$1000_{400}^{7000}$ $1000_{400}^{7000}$	0.99	$1 . 5_{1.4}^{1.7}$ $1.5_{1.4}^{1.7}$	0.25	$200_{100}^{500}$ $200_{100}^{500}$	0.99
0748+126	0748+126	187	FSRQ	$2 . 0_{1.6}^{3.5}$ $2.0_{1.6}^{3.5}$	$6500_{1500}^{7000}$ $6500_{1500}^{7000}$	0.64	$1 . 8_{1.5}^{2.8}$ $1.8_{1.5}^{2.8}$	0.85	$7000_{800}^{7000}$ $7000_{800}^{7000}$	0.66
0754+100	0754+100	379	BLO	$1 . 5_{1.4}^{2.4}$ $1.5_{1.4}^{2.4}$	$5500_{500}^{7000}$ $5500_{500}^{7000}$	0.40	$1 . 4_{1.3}^{1.4}$ $1.4_{1.3}^{1.4}$	0.23	$3000_{200}^{7000}$ $3000_{200}^{7000}$	0.36
0804+499	0804+499	626	FSRQ	$1 . 5_{1.3}^{2.0}$ $1.5_{1.3}^{2.0}$	$6500_{1000}^{7000}$ $6500_{1000}^{7000}$	0.74	$1 . 4_{1.3}^{1.6}$ $1.4_{1.3}^{1.6}$	0.66	$6500_{100}^{7000}$ $6500_{100}^{7000}$	0.78
0805-077	0805-077	154	FSRQ	$2 . 7_{1.9}^{3.5}$ $2.7_{1.9}^{3.5}$	$4500_{800}^{7000}$ $4500_{800}^{7000}$	0.89	$2 . 2_{1.7}^{3.4}$ $2.2_{1.7}^{3.4}$	0.75	$4000_{500}^{7000}$ $4000_{500}^{7000}$	0.86
0814+425	0814+425	332	BLO	$1 . 6_{1.3}^{3.1}$ $1.6_{1.3}^{3.1}$	$4500_{400}^{7000}$ $4500_{400}^{7000}$	0.46	$1 . 4_{1.2}^{1.5}$ $1.4_{1.2}^{1.5}$	0.25	$2000_{100}^{7000}$ $2000_{100}^{7000}$	0.35
0823+033	0823+033	146	BLO	$2 . 9_{1.6}^{3.5}$ $2.9_{1.6}^{3.5}$	$1500_{400}^{7000}$ $1500_{400}^{7000}$	0.93	$1 . 7_{1.4}^{2.2}$ $1.7_{1.4}^{2.2}$	0.52	$500_{200}^{2500}$ $500_{200}^{2500}$	0.91
0827+243	OJ248	671	FSRQ	$2 . 2_{1.6}^{3.5}$ $2.2_{1.6}^{3.5}$	$2500_{500}^{7000}$ $2500_{500}^{7000}$	0.69	$1 . 7_{1.5}^{2.2}$ $1.7_{1.5}^{2.2}$	0.45	$1500_{400}^{7000}$ $1500_{400}^{7000}$	0.60
0829+046	0829+046	186	BLO	$2 . 3_{1.8}^{3.5}$ $2.3_{1.8}^{3.5}$	$6000_{800}^{7000}$ $6000_{800}^{7000}$	0.82	$2 . 0_{1.6}^{3.5}$ $2.0_{1.6}^{3.5}$	0.89	$5500_{500}^{7000}$ $5500_{500}^{7000}$	0.87
0836+710	0836+710	1291	FSRQ	$1 . 3_{1.2}^{1.4}$ $1.3_{1.2}^{1.4}$	$7000_{2000}^{7000}$ $7000_{2000}^{7000}$	0.48	$1 . 2_{1.1}^{1.4}$ $1.2_{1.1}^{1.4}$	0.61	$6500_{100}^{7000}$ $6500_{100}^{7000}$	0.59
0851+202	OJ287	2938	BLO	$2 . 0_{1.7}^{2.5}$ $2.0_{1.7}^{2.5}$	$3000_{800}^{7000}$ $3000_{800}^{7000}$	0.61	$1 . 6_{1.5}^{1.8}$ $1.6_{1.5}^{1.8}$	0.36	$2000_{800}^{7000}$ $2000_{800}^{7000}$	0.61
0859+470	0859+470	146	FSRQ	$1 . 2_{1.0}^{3.5}$ $1.2_{1.0}^{3.5}$	$5000_{100}^{7000}$ $5000_{100}^{7000}$	0.76	$1 . 1_{1.0}^{1.7}$ $1.1_{1.0}^{1.7}$	0.82	$5000_{100}^{7000}$ $5000_{100}^{7000}$	0.84
0906+430	0906+430	269	GAL	$1 . 0_{1.0}^{1.5}$ $1.0_{1.0}^{1.5}$	$7000_{100}^{7000}$ $7000_{100}^{7000}$	0.22	$1 . 0_{1.0}^{1.1}$ $1.0_{1.0}^{1.1}$	0.22	$800_{100}^{7000}$ $800_{100}^{7000}$	0.24
0917+449	0917+449	155	FSRQ	$1 . 7_{1.5}^{2.3}$ $1.7_{1.5}^{2.3}$	$6500_{1500}^{7000}$ $6500_{1500}^{7000}$	0.50	$1 . 6_{1.4}^{1.8}$ $1.6_{1.4}^{1.8}$	0.50	$6500_{400}^{7000}$ $6500_{400}^{7000}$	0.50
0923+392	4C39.25	1419	FSRQ				$1 . 6_{1.4}^{1.8}$ $1.6_{1.4}^{1.8}$	0.17
0945+408	0945+408	277	FSRQ	$1 . 6_{1.5}^{2.0}$ $1.6_{1.5}^{2.0}$	$6500_{3000}^{7000}$ $6500_{3000}^{7000}$	0.25	$1 . 5_{1.3}^{2.5}$ $1.5_{1.3}^{2.5}$	0.45	$7000_{500}^{7000}$ $7000_{500}^{7000}$	0.34
0953+254	0953+254	362	FSRQ	$1 . 9_{1.5}^{3.5}$ $1.9_{1.5}^{3.5}$	$3000_{400}^{7000}$ $3000_{400}^{7000}$	0.78	$1 . 5_{1.4}^{1.8}$ $1.5_{1.4}^{1.8}$	0.57	$1500_{200}^{7000}$ $1500_{200}^{7000}$	0.80
0954+556	S40954+556	237	FSRQ	$1 . 3_{1.0}^{3.5}$ $1.3_{1.0}^{3.5}$	$3500_{100}^{7000}$ $3500_{100}^{7000}$	0.87	$1 . 2_{1.0}^{1.8}$ $1.2_{1.0}^{1.8}$	0.88	$2500_{100}^{7000}$ $2500_{100}^{7000}$	0.90
0954+65	S40954+65	606	BLO	$1 . 4_{1.2}^{1.8}$ $1.4_{1.2}^{1.8}$	$6000_{800}^{7000}$ $6000_{800}^{7000}$	0.51	$1 . 3_{1.1}^{1.7}$ $1.3_{1.1}^{1.7}$	0.55	$5500_{100}^{7000}$ $5500_{100}^{7000}$	0.59
1036+054	1036+054	144	FSRQ	$3 . 1_{3.1}^{3.4}$ $3.1_{3.1}^{3.4}$	$1000_{800}^{1000}$ $1000_{800}^{1000}$	0.10
1049+215	1049+215	226	FSRQ	$3 . 5_{2.0}^{3.5}$ $3.5_{2.0}^{3.5}$	$7000_{2000}^{7000}$ $7000_{2000}^{7000}$	0.83	$3 . 5_{1.6}^{3.5}$ $3.5_{1.6}^{3.5}$	0.96	$7000_{800}^{7000}$ $7000_{800}^{7000}$	0.84
1055+018	1055+018	968	BLO	$1 . 8_{1.7}^{2.4}$ $1.8_{1.7}^{2.4}$	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.89	$1 . 6_{1.5}^{1.8}$ $1.6_{1.5}^{1.8}$	0.70	$7000_{800}^{7000}$ $7000_{800}^{7000}$	0.87
1101+384	MARK421	1511	BLO	$1 . 6_{1.3}^{3.5}$ $1.6_{1.3}^{3.5}$	$6500_{1000}^{7000}$ $6500_{1000}^{7000}$	0.52	$1 . 5_{1.2}^{3.1}$ $1.5_{1.2}^{3.1}$	0.76	$5500_{100}^{7000}$ $5500_{100}^{7000}$	0.69
1150+497	1150+497	212	FSRQ	$1 . 8_{1.4}^{3.5}$ $1.8_{1.4}^{3.5}$	$6500_{400}^{7000}$ $6500_{400}^{7000}$	0.76	$1 . 6_{1.3}^{3.5}$ $1.6_{1.3}^{3.5}$	0.73	$4000_{200}^{7000}$ $4000_{200}^{7000}$	0.74
1156+295	4C29.45	1887	FSRQ	$2 . 5_{1.8}^{3.5}$ $2.5_{1.8}^{3.5}$	$1500_{500}^{7000}$ $1500_{500}^{7000}$	0.76	$1 . 7_{1.5}^{2.0}$ $1.7_{1.5}^{2.0}$	0.35	$1000_{400}^{4000}$ $1000_{400}^{4000}$	0.54
1219+285	ON231	566	BLO	$2 . 7_{1.8}^{3.5}$ $2.7_{1.8}^{3.5}$	$6500_{1500}^{7000}$ $6500_{1500}^{7000}$	0.85	$1 . 9_{1.5}^{3.5}$ $1.9_{1.5}^{3.5}$	0.97	$7000_{500}^{7000}$ $7000_{500}^{7000}$	0.92
1222+216	PKS1222+216	931	FSRQ	$1 . 7_{1.6}^{2.1}$ $1.7_{1.6}^{2.1}$	$7000_{2500}^{7000}$ $7000_{2500}^{7000}$	0.46	$1 . 6_{1.4}^{1.9}$ $1.6_{1.4}^{1.9}$	0.66	$7000_{800}^{7000}$ $7000_{800}^{7000}$	0.53
1226+023	3C273	2267	FSRQ	$2 . 3_{2.1}^{2.9}$ $2.3_{2.1}^{2.9}$	$7000_{2000}^{7000}$ $7000_{2000}^{7000}$	0.62	$1 . 9_{1.8}^{2.1}$ $1.9_{1.8}^{2.1}$	0.43	$4000_{2000}^{7000}$ $4000_{2000}^{7000}$	0.63
1253-055	3C279	2293	FSRQ	$1 . 8_{1.7}^{2.1}$ $1.8_{1.7}^{2.1}$	$4500_{2000}^{7000}$ $4500_{2000}^{7000}$	0.63	$1 . 6_{1.5}^{1.7}$ $1.6_{1.5}^{1.7}$	0.45	$3000_{800}^{7000}$ $3000_{800}^{7000}$	0.66
1308+326	1308+326	918	BLO	$1 . 9_{1.8}^{2.2}$ $1.9_{1.8}^{2.2}$	$6500_{3500}^{7000}$ $6500_{3500}^{7000}$	0.30	$1 . 7_{1.5}^{1.9}$ $1.7_{1.5}^{1.9}$	0.47	$5000_{1500}^{7000}$ $5000_{1500}^{7000}$	0.38
1324+224	1324+224	322	FSRQ	$2 . 1_{1.4}^{3.5}$ $2.1_{1.4}^{3.5}$	$2000_{400}^{7000}$ $2000_{400}^{7000}$	0.87	$1 . 6_{1.4}^{1.9}$ $1.6_{1.4}^{1.9}$	0.56	$1500_{200}^{7000}$ $1500_{200}^{7000}$	0.81
1334-127	1334-127	445	FSRQ	$1 . 8_{1.7}^{2.0}$ $1.8_{1.7}^{2.0}$	$7000_{3500}^{7000}$ $7000_{3500}^{7000}$	0.18	$1 . 7_{1.6}^{1.8}$ $1.7_{1.6}^{1.8}$	0.18	$5500_{2500}^{7000}$ $5500_{2500}^{7000}$	0.18
1406-076	PKS1406-076	261	FSRQ	$3 . 5_{1.7}^{3.5}$ $3.5_{1.7}^{3.5}$	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.81	$2 . 2_{1.5}^{3.5}$ $2.2_{1.5}^{3.5}$	0.9	$7000_{400}^{7000}$ $7000_{400}^{7000}$	0.86
1413+135	PKS1413+135	670	BLO	$2 . 7_{2.1}^{3.5}$ $2.7_{2.1}^{3.5}$	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.73	$2 . 1_{1.7}^{2.9}$ $2.1_{1.7}^{2.9}$	0.93	$5000_{1000}^{7000}$ $5000_{1000}^{7000}$	0.83
1418+546	OQ530	503	BLO	$1 . 8_{1.7}^{1.9}$ $1.8_{1.7}^{1.9}$	$6500_{6500}^{7000}$ $6500_{6500}^{7000}$	0.11	$1 . 6_{1.5}^{1.8}$ $1.6_{1.5}^{1.8}$	0.32	$5000_{2500}^{7000}$ $5000_{2500}^{7000}$	0.25
1502+106	PKS1502+106	815	FSRQ	$2 . 2_{1.9}^{2.9}$ $2.2_{1.9}^{2.9}$	$6000_{2000}^{7000}$ $6000_{2000}^{7000}$	0.27	$2 . 0_{1.6}^{3.5}$ $2.0_{1.6}^{3.5}$	0.51	$6000_{1000}^{7000}$ $6000_{1000}^{7000}$	0.36
1510-089	PKS1510-089	1236	FSRQ	$1 . 7_{1.5}^{2.9}$ $1.7_{1.5}^{2.9}$	$6000_{400}^{7000}$ $6000_{400}^{7000}$	0.57	$1 . 5_{1.4}^{1.8}$ $1.5_{1.4}^{1.8}$	0.53	$500_{200}^{3000}$ $500_{200}^{3000}$	0.81
1538+149	4C14.60	402	BLO	$1 . 6_{1.4}^{3.5}$ $1.6_{1.4}^{3.5}$	$7000_{800}^{7000}$ $7000_{800}^{7000}$	0.91	$1 . 4_{1.2}^{1.8}$ $1.4_{1.2}^{1.8}$	0.90	$6500_{100}^{7000}$ $6500_{100}^{7000}$	0.92
1546+027	1546+027	249	FSRQ	$1 . 9_{1.6}^{3.5}$ $1.9_{1.6}^{3.5}$	$6500_{800}^{7000}$ $6500_{800}^{7000}$	0.89	$1 . 7_{1.4}^{3.1}$ $1.7_{1.4}^{3.1}$	0.89	$6000_{400}^{7000}$ $6000_{400}^{7000}$	0.89
1606+106	1606+106	632	FSRQ	$2 . 1_{1.9}^{2.7}$ $2.1_{1.9}^{2.7}$	$7000_{2500}^{7000}$ $7000_{2500}^{7000}$	0.30	$1 . 9_{1.6}^{2.4}$ $1.9_{1.6}^{2.4}$	0.45	$6500_{1500}^{7000}$ $6500_{1500}^{7000}$	0.43
1611+343	DA406	998	FSRQ	$1 . 9_{1.7}^{2.3}$ $1.9_{1.7}^{2.3}$	$7000_{2500}^{7000}$ $7000_{2500}^{7000}$	0.50	$1 . 7_{1.5}^{2.0}$ $1.7_{1.5}^{2.0}$	0.61	$5500_{1500}^{7000}$ $5500_{1500}^{7000}$	0.58
1633+382	4C38.41	1500	FSRQ	$1 . 9_{1.7}^{2.1}$ $1.9_{1.7}^{2.1}$	$6000_{2500}^{7000}$ $6000_{2500}^{7000}$	0.48	$1 . 6_{1.5}^{1.8}$ $1.6_{1.5}^{1.8}$	0.48	$5500_{1500}^{7000}$ $5500_{1500}^{7000}$	0.50
1637+574	1637+574	772	FSRQ	$1 . 6_{1.4}^{2.0}$ $1.6_{1.4}^{2.0}$	$6000_{1500}^{7000}$ $6000_{1500}^{7000}$	0.57	$1 . 4_{1.3}^{1.7}$ $1.4_{1.3}^{1.7}$	0.41	$3000_{400}^{7000}$ $3000_{400}^{7000}$	0.52
1638+398	1638+398	269	FSRQ	$1 . 6_{1.2}^{3.5}$ $1.6_{1.2}^{3.5}$	$4000_{200}^{7000}$ $4000_{200}^{7000}$	0.69	$1 . 4_{1.2}^{1.9}$ $1.4_{1.2}^{1.9}$	0.61	$6000_{100}^{7000}$ $6000_{100}^{7000}$	0.66
1641+399	3C345	2082	FSRQ	$2 . 2_{2.2}^{2.3}$ $2.2_{2.2}^{2.3}$	$7000_{6500}^{7000}$ $7000_{6500}^{7000}$	0.12	$1 . 9_{1.7}^{2.1}$ $1.9_{1.7}^{2.1}$	0.41	$7000_{3000}^{7000}$ $7000_{3000}^{7000}$	0.22
1642+690	1642+690	255	FSRQ	$1 . 9_{1.5}^{2.6}$ $1.9_{1.5}^{2.6}$	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.67	$1 . 7_{1.4}^{2.6}$ $1.7_{1.4}^{2.6}$	0.76	$7000_{400}^{7000}$ $7000_{400}^{7000}$	0.69
1652+398	MARK501	1932	BLO	$1 . 3_{1.2}^{3.3}$ $1.3_{1.2}^{3.3}$	$6500_{4000}^{7000}$ $6500_{4000}^{7000}$	0.22	$1 . 3_{1.1}^{3.3}$ $1.3_{1.1}^{3.3}$	0.51	$4500_{100}^{7000}$ $4500_{100}^{7000}$	0.35
1725+044	PKS1725+044	276	FSRQ	$1 . 7_{1.2}^{3.5}$ $1.7_{1.2}^{3.5}$	$1500_{200}^{7000}$ $1500_{200}^{7000}$	0.90	$1 . 3_{1.1}^{1.5}$ $1.3_{1.1}^{1.5}$	0.57	$200_{100}^{4000}$ $200_{100}^{4000}$	0.72
1730-130	1730-130	565	FSRQ	$2 . 1_{1.8}^{2.8}$ $2.1_{1.8}^{2.8}$	$7000_{2000}^{7000}$ $7000_{2000}^{7000}$	0.61	$1 . 9_{1.6}^{2.4}$ $1.9_{1.6}^{2.4}$	0.76	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.70
1739+52	S41739+52	346	FSRQ	$1 . 4_{1.4}^{1.5}$ $1.4_{1.4}^{1.5}$	$5500_{5000}^{7000}$ $5500_{5000}^{7000}$	0.13	$1 . 3_{1.2}^{1.4}$ $1.3_{1.2}^{1.4}$	0.19	$4500_{800}^{7000}$ $4500_{800}^{7000}$	0.18
1741-038	1741-038	1073	FSRQ	$1 . 9_{1.7}^{2.2}$ $1.9_{1.7}^{2.2}$	$6000_{2000}^{7000}$ $6000_{2000}^{7000}$	0.63	$1 . 6_{1.5}^{1.9}$ $1.6_{1.5}^{1.9}$	0.63	$7000_{2000}^{7000}$ $7000_{2000}^{7000}$	0.69
1749+096	PKS1749+096	1270	BLO	$2 . 1_{1.6}^{2.8}$ $2.1_{1.6}^{2.8}$	$1000_{400}^{7000}$ $1000_{400}^{7000}$	0.90	$1 . 5_{1.4}^{1.5}$ $1.5_{1.4}^{1.5}$	0.19	$400_{200}^{800}$ $400_{200}^{800}$	0.58
1803+784	S51803+784	363	BLO	$1 . 1_{1.0}^{1.6}$ $1.1_{1.0}^{1.6}$	$7000_{400}^{7000}$ $7000_{400}^{7000}$	0.78	$1 . 0_{1.0}^{1.2}$ $1.0_{1.0}^{1.2}$	0.86	$5000_{100}^{7000}$ $5000_{100}^{7000}$	0.90
1807+698	3C371.0	438	BLO	$1 . 2_{1.1}^{1.4}$ $1.2_{1.1}^{1.4}$	$6000_{1000}^{7000}$ $6000_{1000}^{7000}$	0.36	$1 . 1_{1.0}^{1.3}$ $1.1_{1.0}^{1.3}$	0.44	$2500_{100}^{7000}$ $2500_{100}^{7000}$	0.48
1823+568	4C56.27	259	BLO	$1 . 5_{1.2}^{1.9}$ $1.5_{1.2}^{1.9}$	$6500_{1500}^{7000}$ $6500_{1500}^{7000}$	0.70	$1 . 4_{1.2}^{1.9}$ $1.4_{1.2}^{1.9}$	0.81	$4000_{100}^{7000}$ $4000_{100}^{7000}$	0.76
1828+487	1828+487	360	FSRQ	$1 . 7_{1.5}^{3.5}$ $1.7_{1.5}^{3.5}$	$6000_{800}^{7000}$ $6000_{800}^{7000}$	0.49	$1 . 5_{1.4}^{1.9}$ $1.5_{1.4}^{1.9}$	0.49	$5500_{400}^{7000}$ $5500_{400}^{7000}$	0.48
1845+797	3C390.3	241	GAL	$1 . 0_{1.0}^{1.9}$ $1.0_{1.0}^{1.9}$	$3500_{100}^{7000}$ $3500_{100}^{7000}$	0.25	$1 . 0_{1.0}^{1.0}$ $1.0_{1.0}^{1.0}$	0.12	$6000_{100}^{7000}$ $6000_{100}^{7000}$	0.24
1901+319	1901+319	365	FSRQ	$1 . 5_{1.2}^{2.1}$ $1.5_{1.2}^{2.1}$	$6500_{1500}^{7000}$ $6500_{1500}^{7000}$	0.43	$1 . 4_{1.2}^{3.5}$ $1.4_{1.2}^{3.5}$	0.73	$5500_{100}^{7000}$ $5500_{100}^{7000}$	0.62
1928+738	1928+738	413	FSRQ
1954+513	1954+513	446	FSRQ	$1 . 3_{1.1}^{1.6}$ $1.3_{1.1}^{1.6}$	$3500_{800}^{7000}$ $3500_{800}^{7000}$	0.28	$1 . 2_{1.1}^{1.4}$ $1.2_{1.1}^{1.4}$	0.25	$6500_{100}^{7000}$ $6500_{100}^{7000}$	0.24
2005+403	2005+403	1104	FSRQ				$1 . 6_{1.5}^{2.0}$ $1.6_{1.5}^{2.0}$	0.31
2007+77	S52007+77	297	FSRQ	$1 . 4_{1.1}^{3.5}$ $1.4_{1.1}^{3.5}$	$1000_{100}^{7000}$ $1000_{100}^{7000}$	0.28	$1 . 1_{1.1}^{1.2}$ $1.1_{1.1}^{1.2}$	0.15	$100_{100}^{7000}$ $100_{100}^{7000}$	0.22
2021+614	2021+614	394	GAL	$1 . 0_{1.0}^{2.7}$ $1.0_{1.0}^{2.7}$	$800_{100}^{7000}$ $800_{100}^{7000}$	0.90	$1 . 0_{1.0}^{1.1}$ $1.0_{1.0}^{1.1}$	0.51	$200_{100}^{7000}$ $200_{100}^{7000}$	0.71
2022+171	2022+171	363	FSRQ
2022-077	PKS2022-077	136	BLO/FSRQ	$1 . 6_{1.3}^{3.5}$ $1.6_{1.3}^{3.5}$	$5000_{200}^{7000}$ $5000_{200}^{7000}$	0.63	$1 . 5_{1.3}^{1.8}$ $1.5_{1.3}^{1.8}$	0.49	$3500_{100}^{7000}$ $3500_{100}^{7000}$	0.61
2037+511	2037+511	351	FSRQ	$1 . 5_{1.4}^{1.7}$ $1.5_{1.4}^{1.7}$	$7000_{3500}^{7000}$ $7000_{3500}^{7000}$	0.23	$1 . 5_{1.3}^{1.6}$ $1.5_{1.3}^{1.6}$	0.46	$7000_{800}^{7000}$ $7000_{800}^{7000}$	0.33
2121+053	2121+053	252	FSRQ	$1 . 6_{1.4}^{2.3}$ $1.6_{1.4}^{2.3}$	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.63	$1 . 5_{1.3}^{1.9}$ $1.5_{1.3}^{1.9}$	0.80	$6500_{400}^{7000}$ $6500_{400}^{7000}$	0.69
2131-021	2131-021	213	BLO/FSRQ	$1 . 6_{1.5}^{1.8}$ $1.6_{1.5}^{1.8}$	$6000_{3500}^{7000}$ $6000_{3500}^{7000}$	0.17	$1 . 4_{1.3}^{1.7}$ $1.4_{1.3}^{1.7}$	0.32	$7000_{500}^{7000}$ $7000_{500}^{7000}$	0.25
2134+004	2134+004	763	FSRQ	$1 . 4_{1.3}^{1.9}$ $1.4_{1.3}^{1.9}$	$6500_{800}^{7000}$ $6500_{800}^{7000}$	0.76	$1 . 3_{1.2}^{1.4}$ $1.3_{1.2}^{1.4}$	0.64	$7000_{500}^{7000}$ $7000_{500}^{7000}$	0.25
2136+141	2136+141	358	FSRQ	$1 . 7_{1.3}^{3.5}$ $1.7_{1.3}^{3.5}$	$3500_{400}^{7000}$ $3500_{400}^{7000}$	0.97	$1 . 4_{1.2}^{2.2}$ $1.4_{1.2}^{2.2}$	0.89	$3500_{100}^{7000}$ $3500_{100}^{7000}$	0.96
2144+092	2144+092	191	FSRQ	$2 . 6_{1.4}^{3.5}$ $2.6_{1.4}^{3.5}$	$800_{400}^{7000}$ $800_{400}^{7000}$	0.92	$1 . 5_{1.3}^{1.8}$ $1.5_{1.3}^{1.8}$	0.34	$200_{100}^{800}$ $200_{100}^{800}$	0.72
2145+067	2145+067	1079	FSRQ				$1 . 8_{1.7}^{1.9}$ $1.8_{1.7}^{1.9}$	0.33
2200+420	BL Lac	3639	BLO	$1 . 9_{1.7}^{2.2}$ $1.9_{1.7}^{2.2}$	$7000_{2000}^{7000}$ $7000_{2000}^{7000}$	0.62	$1 . 7_{1.5}^{2.0}$ $1.7_{1.5}^{2.0}$	0.70	$4500_{1000}^{7000}$ $4500_{1000}^{7000}$	0.73
2201+171	2201+171	214	BLO/FSRQ	$3 . 4_{2.0}^{3.5}$ $3.4_{2.0}^{3.5}$	$1500_{800}^{7000}$ $1500_{800}^{7000}$	0.41	$2 . 1_{1.8}^{2.2}$ $2.1_{1.8}^{2.2}$	0.16	$800_{500}^{3500}$ $800_{500}^{3500}$	0.34
2201+315	2201+315	1092	FSRQ	$1 . 9_{1.7}^{2.5}$ $1.9_{1.7}^{2.5}$	$5000_{1500}^{7000}$ $5000_{1500}^{7000}$	0.52	$1 . 6_{1.5}^{1.9}$ $1.6_{1.5}^{1.9}$	0.52	$3500_{800}^{7000}$ $3500_{800}^{7000}$	0.56
2216-038	2216-038	150	FSRQ	$2 . 5_{1.6}^{3.5}$ $2.5_{1.6}^{3.5}$	$3500_{800}^{7000}$ $3500_{800}^{7000}$	0.64	$1 . 6_{1.4}^{2.1}$ $1.6_{1.4}^{2.1}$	0.41	$800_{200}^{4000}$ $800_{200}^{4000}$	0.49
2223-052	3C446	754	BLO	$2 . 1_{2.0}^{2.3}$ $2.1_{2.0}^{2.3}$	$7000_{4500}^{7000}$ $7000_{4500}^{7000}$	0.24	$1 . 8_{1.7}^{2.1}$ $1.8_{1.7}^{2.1}$	0.62	$6500_{2500}^{7000}$ $6500_{2500}^{7000}$	0.41
2227-088	2227-088	298	FSRQ	$2 . 1_{1.5}^{3.5}$ $2.1_{1.5}^{3.5}$	$2500_{400}^{7000}$ $2500_{400}^{7000}$	0.97	$1 . 7_{1.4}^{2.2}$ $1.7_{1.4}^{2.2}$	0.68	$800_{200}^{7000}$ $800_{200}^{7000}$	0.96
2230+114	2230+114	1202	FSRQ	$2 . 3_{1.7}^{2.6}$ $2.3_{1.7}^{2.6}$	$1000_{800}^{7000}$ $1000_{800}^{7000}$	0.33			$500_{400}^{1000}$ $500_{400}^{1000}$	0.20
2234+282	2234+282	313	FSRQ	$1 . 4_{1.1}^{3.5}$ $1.4_{1.1}^{3.5}$	$3000_{100}^{7000}$ $3000_{100}^{7000}$	0.99	$1 . 2_{1.0}^{1.6}$ $1.2_{1.0}^{1.6}$	0.99	$2500_{100}^{7000}$ $2500_{100}^{7000}$	0.99
2251+158	3C454.3	3154	FSRQ	$2 . 3_{2.0}^{2.8}$ $2.3_{2.0}^{2.8}$	$3000_{1000}^{7000}$ $3000_{1000}^{7000}$	0.79	$1 . 8_{1.6}^{2.0}$ $1.8_{1.6}^{2.0}$	0.32	$1000_{500}^{3000}$ $1000_{500}^{3000}$	0.75
2344+092	2344+092	172	GAL/FSRQ	$3 . 2_{1.9}^{3.5}$ $3.2_{1.9}^{3.5}$	$7000_{1500}^{7000}$ $7000_{1500}^{7000}$	0.88	$2 . 2_{1.6}^{3.5}$ $2.2_{1.6}^{3.5}$	0.91	$6000_{800}^{7000}$ $6000_{800}^{7000}$	0.89
2351+456	4C45.51	265	FSRQ	$2 . 0_{1.6}^{3.5}$ $2.0_{1.6}^{3.5}$	$7000_{800}^{7000}$ $7000_{800}^{7000}$	0.39	$1 . 8_{1.5}^{2.4}$ $1.8_{1.5}^{2.4}$	0.47	$7000_{400}^{7000}$ $7000_{400}^{7000}$	0.43

Notes. For each source we give the total number of data points (N) in the light curve, the best-fit bending power-law slope β_bpl and bend timescale x_b (Only the timescales for the 11 constrained sources should be considered reliable. For the other sources more observations are needed.) using Eq. 4, as well as the corresponding p-values (p_bpl). For the best-fit simple power-law parameters we give both the slope β_spl and the best-fit p-values (p_spl). For the case with β_low = 1 using Eq. 6, we give the best-fit bending power-law bend timescale (x_b1) where β_high = β_bpl, best. The corresponding p-values are given by p_bpl₁. All values are reported with their 90% confidence regions, where the slope and timescale constraints for the bending power-law fits (Eq. 4) are the minimum and maximum values obtained from some combination of the two parameters within the bending power-law fit 90% confidence region. A missing value in the table indicates a rejection confidence of over 90%. The probed limits for the timescales were x_b, min = 100 days and x_b, max = 7000 days, and the probed limits for the slopes were β_min = 1 and β_max = 3.5.

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