List of Kreutz sungrazers


The Kreutz sungrazers are a group of comets descended from the breakup of a comet in about 371 BC. They are typically traveling less than 2 solar radii from the Sun. Because they travel so close, they often burn up. Many bright comets are members of the group, including Comet Ikeya–Seki, which broke in 3 pieces in its 1965 perihelion. The Kreutz sungrazers can be subdivided into several groups- a primary group at inclination ~144° and node ~5, and a secondary, smaller group at inclination ~139° node ~350°. The entire group spans several degrees across in their orbits, and make up a significant portion of the known comets in the Solar System — as of November 2015, about 3000 of the 4000 known comets belong to the Kreutz sungrazers group. Many of these short arc comets are assumed to have an orbital eccentricity of 1.0 because their long-term orbits are poorly constrained.
Kreutz comets discovered through the Solar and Heliospheric Observatory also have their numerical designations included in the list, whether or not they received official designations from the Minor Planet Center.

Until the 19th century

Before 1100

Most of the comets listed here were potential members of the Kreutz family that were identified by Ichiro Hasegawa and Katherine Jane England, respectively.
Comet designationName/ discovererPeriod ea
q
i
Node
Perihelion date
X/-371Great Comet of 371 BC788.610.99992–0.007141.32345.43-371/01/20
X/110 A1––1.0––––110/01/15
X/133––1.0––––133/01/20
X/191Great Comet of 191 AD–1.0––––191/09/15
X/193––1.0––––193/04/15
X/252 F1––1.0––––252/03/25
X/254––1.0––––254/11/15
X/283 H1––1.0––––283/04/22
X/302 J1––1.0––––302/05/15
X/349 W1Great Comet of 349 AD–1.0––––349/11/23
X/363–864.980.99991–0.008140.39341.77363/11/15
X/501 C1––1.0––––501/02/13
X/501 G1––1.0––––501/04/14
X/560 T1––1.0––––560/10/04
X/676 A1––1.0––––676/01/03
X/815 G1––1.0––––815/04/15
X/840 X1––1.0––––840/12/03

20th century

1996

Since 1996, the Solar and Heliospheric Observatory had discovered more comets than anyone in history, of which 86% of the approximately 3,100 comets it had discovered belong to the Kreutz sungrazer family.
Comet designationName/ discovererPeriod ea
q
i
Node
Perihelion date
C/1996 A2SOHO-342–1.0–0.0054141.766.861996/01/14
C/1996 B3SOHO-9–1.0–0.0069144.11347.941996/01/28
C/1996 B4SOHO-351–1.0–0.005143.3481996/01/21
C/1996 B5SOHO-352–1.0–0.005144.43356.61996/01/29
–SOHO-3010–1.0––––1996/01/29
C/1996 D1SOHO-14–1.0–0.0069143.7353.751996/02/19
C/1996 E2SOHO-201–1.0–0.0055143.846.111996/03/11
C/1996 F2SOHO-16–1.0–0.0051144.433.571996/03/25
C/1996 H1SOHO-17–1.0–0.0052144.432.991996/04/30
C/1996 L1SOHO-300–1.0–0.005143.8412.921996/06/11
C/1996 L2SOHO-817–1.0–0.0053143.19333.671996/06/14
C/1996 M1SOHO-18–1.0–0.0054144.53.291996/06/18
C/1996 M2SOHO-20–1.0–0.005143.4212.911996/06/27
C/1996 M3SOHO-818–1.0–0.0065136.59355.331996/06/21
C/1996 O1SOHO-21–1.0–0.0061143.96351.951996/07/22
C/1996 O2SOHO-22–1.0–0.0076146.02349.921996/07/24
C/1996 O3SOHO-24–1.0–0.0067146.22348.731996/07/26
C/1996 O4SOHO-23–1.0–0.007144.43350.311996/07/28
C/1996 Q2SOHO-1–1.0–0.0052144.44.71996/08/22
C/1996 Q3SOHO-2–1.0–0.0051144.185.111996/08/30
C/1996 R4SOHO-354–1.0–0.0055144.11356.231996/09/15
C/1996 R5SOHO-1095–1.0–0.0053144.3358.521996/09/04
C/1996 S3SOHO-3–1.0–0.0059143.9357.321996/09/23
C/1996 V1SOHO-368–1.0–0.0078141.9812.31996/11/28
C/1996 X1SOHO-5–1.0–0.006144.017.511996/12/12
C/1996 X2SOHO-4–1.0–0.0054143.391.991996/12/12
C/1996 Y1SOHO-6–1.0–0.0055144.245.481996/12/23
C/1996 Y2SOHO-381–1.0–0.0056143.955.341996/12/30

2000s

2007

2008

Since May 2008, the Small-Body Database of the Jet Propulsion Laboratory no longer list any Kreutz comets discovered through SOHO to its catalog, although the Minor Planet Center continued to assign official designations to them. The last SOHO Kreutz comet listed on JPL-SBDB was C/2008 J16 (SOHO).
Comet designationName/ discovererPeriod ea
q
i
Node
Perihelion date
C/2008 B1SOHO-1430–1.0–0.0071136.24330.272008/01/26
C/2008 B2SOHO-1431–1.0–0.00472144.076358.2782008/01/28
C/2008 B3SOHO-1432–1.0–0.005144.113.212008/01/29
C/2008 B4SOHO-1433–1.0–0.0069145.3354.152008/01/30
C/2008 C4SOHO-1435–1.0–0.00959138.695335.5662008/02/04
C/2008 C5SOHO-1436–1.0–0.00479144.7633.3732008/02/06
C/2008 C6SOHO-1437–1.0–0.00665145.1633.3192008/02/08
C/2008 C7SOHO-1438–1.0–0.00425134.410.8472008/02/09
C/2008 C8SOHO-1439–1.0–0.0083138.74334.82008/02/16
C/2008 D1STEREO–1.0–0.0052140.2815.822008/02/17
C/2008 D2STEREO–1.0–0.0051143.4911.172008/02/20
C/2008 D3STEREO–1.0–0.00528143.994358.7852008/02/22
C/2008 D4STEREO–1.0–0.0049145.9815.672008/02/21
C/2008 D5SOHO-1441–1.0–0.0049142.25345.672008/02/19
C/2008 D7SOHO-1443–1.0–0.00592144.1816.4012008/02/26
C/2008 D8SOHO-1444–1.0–0.0054144.276.22008/02/25
C/2008 D9SOHO-1445–1.0–0.00437143.754359.8352008/03/01
C/2008 E5STEREO–1.0–0.0051144.847.482008/03/06
C/2008 E6STEREO–1.0–0.0051143.75356.832008/03/16
C/2008 E8SOHO-1448–1.0–0.00648143.997357.4752008/03/07
C/2008 E9SOHO-1449–1.0–0.00629143.941359.1012008/03/12
C/2008 G3SOHO-1451–1.0–0.005144.49355.342008/04/02
C/2008 G4SOHO-1452–1.0–0.0049143.66359.062008/04/09
C/2008 G5SOHO-1453–1.0–0.0048143.6358.492008/04/10
C/2008 H2SOHO-1455–1.0–0.0054145.290.992008/04/17
C/2008 H3SOHO-1456–1.0–0.0044144.762.692008/04/17
C/2008 H5SOHO-1458–1.0–0.0048144.963.012008/04/26
C/2008 H6SOHO-1459–1.0–0.0086142.039.592008/04/27
C/2008 H7SOHO-1460–1.0–0.0082142.610.462008/04/30
C/2008 H8SOHO-1461–1.0–0.0051144.78358.712008/05/01
C/2008 H9SOHO-1465–1.0–0.005145.95356.872008/04/22
C/2008 J7SOHO-1462–1.0–0.0085145.05347.712008/05/02
C/2008 J8SOHO-1463–1.0–0.0072144.524.752008/05/05
C/2008 J9SOHO-1464–1.0–0.0051143.211.112008/05/05
C/2008 J11SOHO-1467–1.0–0.0052144.896.862008/05/08
C/2008 J13SOHO-1469–1.0–0.0089138.5520.062008/05/12
C/2008 J14SOHO-1470–1.0–0.0045144.1356.812008/05/14
C/2008 J15SOHO-1471–1.0–0.0048144.853.152008/05/13
C/2008 J16SOHO-1472–1.0–0.0049145.09352.072008/05/14
C/2008 K1SOHO-1473–1.0–0.0054143.972.032008/05/17
C/2008 K2SOHO-1474–1.0–0.0051144.490.382008/05/18
C/2008 K3SOHO-1475–1.0–0.0079142.9610.612008/05/18
C/2008 K4SOHO-1476–1.0–0.0046144.573.642008/05/23
C/2008 K5SOHO-1477–1.0–0.007144.733.562008/05/24
C/2008 K6SOHO-1478–1.0–0.008135.67353.422008/05/26
C/2008 K8SOHO-1480–1.0–0.008135.3132.422008/05/28
C/2008 K9SOHO-1481–1.0–0.0046143.460.122008/05/29
C/2008 K11SOHO-1482–1.0–0.0083132.4735.42008/05/31
C/2008 L4SOHO-1484–1.0–0.0073145.002.402008/06/02
C/2008 L5SOHO-1485–1.0–0.0047144.03358.232008/06/07
C/2008 L8SOHO-1486–1.0–0.0063128.859.402008/06/10
C/2008 L9SOHO-1489–1.0–0.0051143.977.032008/06/11
C/2008 L10SOHO-1490–1.0–0.0052145.251.652008/06/12
C/2008 L12SOHO-1492–1.0–0.005142.6415.362008/06/13
C/2008 L13SOHO-1493–1.0–0.0047144.01356.622008/06/13
C/2008 L14SOHO-1494–1.0–0.0052144.574.222008/06/16
C/2008 M1SOHO-1496–1.0–0.0048144.60350.462008/06/22
C/2008 M2SOHO-1497–1.0–0.0053146.11357.802008/06/22
C/2008 M3SOHO-1498–1.0–0.0049142.5812.002008/06/24
C/2008 M4SOHO-1499–1.0–0.0060144.63338.002008/06/25
C/2008 M5SOHO-1500–1.0–0.0042139.9622.082008/06/26
C/2008 M6SOHO-1501–1.0–0.0049144.54355.982008/06/28
C/2008 M7SOHO-1502–1.0–0.0065144.71336.232008/06/29
C/2008 N2SOHO-1503–1.0–0.0047143.978358.1272008/07/04
C/2008 N3SOHO-1504–1.0–0.0049144.23354.622008/07/04
C/2008 N5SOHO-1506–1.0–0.0059144.90352.702008/07/05
C/2008 N6SOHO-1507–1.0–0.0076138.61336.712008/07/06
C/2008 N7SOHO-1508–1.0–0.0076145.10333.882008/07/06
C/2008 N9SOHO-1510–1.0–0.0049142.678.052008/07/08
C/2008 N8SOHO-1509–1.0–0.0052144.425.122008/07/09
C/2008 N11SOHO-1512–1.0–0.0076343.97146.662008/07/13
C/2008 O5SOHO-1513–1.0–0.0051144.776.072008/07/18
C/2008 O1SOHO-1517–1.0–0.0048144.058.022008/08/01
C/2008 P2SOHO-1518–1.0–0.0048143.622.842008/08/02
C/2008 P3SOHO-1519–1.0–0.0050144.02357.642008/08/07
C/2008 P4SOHO-1520–1.0–0.0073144.036.582008/08/08
C/2008 P5SOHO-1521–1.0–0.0079138.60336.052008/08/10
C/2008 P6SOHO-1522–1.0–0.0049144.697.372008/08/15
C/2008 Q5SOHO-1523–1.0–0.0051145.24353.332008/08/27
C/2008 R9SOHO-1525–1.0–0.0051144.333.582008/09/05
C/2008 R10SOHO-1527–1.0–0.0045143.89358.692008/09/09
C/2008 R11SOHO-1528–1.0–0.0052144.646.982008/09/08
–SOHO-4814–1.0––––2008/09/11
C/2008 R12SOHO-1529–1.0–0.0055143.89359.862008/09/13
C/2008 R13SOHO-1530–1.0–0.0052143.926.652008/09/15
C/2008 S4SOHO-1531–1.0–0.0052143.77359.062008/09/18
C/2008 S5SOHO-1533–1.0–0.0051143.77.872008/09/20
C/2008 S6SOHO-1534–1.0–0.0051139.97326.882008/09/28
C/2008 S7SOHO-1535–1.0–0.006144.23359.592008/09/29
C/2008 S8SOHO-1536–1.0–0.0049143.91359.12008/09/30
C/2008 T8SOHO-1539–1.0–0.0065144.744.462008/10/06
C/2008 T9SOHO-1540–1.0–0.0049144.23357.32008/10/05
C/2008 T10SOHO-1541–1.0–0.0079145.133.342008/10/12
C/2008 T11SOHO-1542–1.0–0.0048144.27358.152008/10/14
C/2008 T12SOHO-1543–1.0–0.0078144.235.62008/10/14
C/2008 U2SOHO-1544–1.0–0.0051143.77359.412008/10/16
C/2008 U3SOHO-1545–1.0–0.005144.19357.942008/10/17
C/2008 U4SOHO-1546–1.0–0.0057144.355.682008/10/17
C/2008 U5SOHO-1547–1.0–0.0051146.27335.032008/10/18
C/2008 U7SOHO-1549–1.0–0.0066144.842.92008/10/21
C/2008 U8SOHO-1550–1.0–0.005147.15356.222008/10/21
C/2008 U9SOHO-1551–1.0–0.005144.820.672008/10/21
–SOHO-4815–1.0––––2008/11/12

2010s

2011

From 2011 onwards, most SOHO comets have not received an official designation from the Minor Planet Center. Exceptions include notable comets like C/2020 X3 (SOHO), which appeared during the total solar eclipse on 14 December 2020.
Comet designationName/ discovererPeriod ea
q
i
Node
Perihelion date
–SOHO-2004–1.0––––2011/01/04
–SOHO-2005–1.0––––2011/01/07
–SOHO-2006–1.0––––2011/01/13
–SOHO-2007–1.0––––2011/01/13
–SOHO-2009–1.0––––2011/01/15
–SOHO-2010–1.0––––2011/01/16
–SOHO-2011–1.0––––2011/01/16
–SOHO-2224–1.0––––2011/01/17
–SOHO-2012–1.0––––2011/01/19
–SOHO-2013–1.0––––2011/01/22
–SOHO-2015–1.0––––2011/01/22
–SOHO-2014–1.0––––2011/01/23
–SOHO-2016–1.0––––2011/01/24
–SOHO-2017–1.0––––2011/01/30
–SOHO-2576–1.0––––2011/01/30
C/2011 B1SOHO-2018–1.0––––2011/02/01
–SOHO-2019–1.0––––2011/02/02
–SOHO-2020–1.0––––2011/02/04
–SOHO-2021–1.0––––2011/02/05
–SOHO-2713–1.0––––2011/02/06
–SOHO-2023–1.0––––2011/02/13
–SOHO-2025–1.0––––2011/02/22
–SOHO-2026–1.0––––2011/02/23
–SOHO-2027–1.0––––2011/02/24
–SOHO-2028–1.0––––2011/02/26
–SOHO-2029–1.0––––2011/02/26
–SOHO-2031–1.0––––2011/02/27
–SOHO-2058–1.0––––2011/02/27
–SOHO-2032–1.0––––2011/03/02
–SOHO-2577–1.0––––2011/03/10
–SOHO-2034–1.0––––2011/03/12
–SOHO-2036–1.0––––2011/03/22
–SOHO-2037–1.0––––2011/03/24
–SOHO-2038–1.0––––2011/03/29
–SOHO-2039–1.0––––2011/04/06
–SOHO-2040–1.0––––2011/04/08
–SOHO-2041–1.0––––2011/04/14
–SOHO-2042–1.0––––2011/04/15
–SOHO-2044–1.0––––2011/04/18
–SOHO-2045–1.0––––2011/04/18
–SOHO-2047–1.0––––2011/04/19
–SOHO-2048–1.0––––2011/04/19
–SOHO-2049–1.0––––2011/04/21
–SOHO-2050–1.0––––2011/04/23
–SOHO-2051–1.0––––2011/04/23
–SOHO-2052–1.0––––2011/04/25
–SOHO-2053–1.0––––2011/04/25
–SOHO-2054–1.0––––2011/04/25
–SOHO-2055–1.0––––2011/04/26
–SOHO-2056–1.0––––2011/04/26
–SOHO-2057–1.0––––2011/04/28
–SOHO-2060–1.0––––2011/05/01
–SOHO-4824–1.0––––2011/05/04
–SOHO-2061–1.0––––2011/05/05
–SOHO-2062–1.0––––2011/05/09
–SOHO-2063–1.0––––2011/05/10
–SOHO-2064–1.0––––2011/05/12
–SOHO-2065–1.0––––2011/05/12
–SOHO-2066–1.0––––2011/05/14
–SOHO-2067–1.0––––2011/05/14
–SOHO-2072–1.0––––2011/05/19
–SOHO-2075–1.0––––2011/05/20
–SOHO-2073–1.0––––2011/05/21
–SOHO-2074–1.0––––2011/05/21
–SOHO-2076–1.0––––2011/05/21
–SOHO-2077–1.0––––2011/05/22
–SOHO-2078–1.0––––2011/05/22
–SOHO-2079–1.0––––2011/05/24
–SOHO-2081–1.0––––2011/05/26
–SOHO-2082–1.0––––2011/05/26
–SOHO-2084–1.0––––2011/06/01
–SOHO-2095–1.0––––2011/06/01
–SOHO-2085–1.0––––2011/06/02
–SOHO-4825–1.0––––2011/06/03
–SOHO-2086–1.0––––2011/06/04
–SOHO-2087–1.0––––2011/06/05
–SOHO-2088–1.0––––2011/06/06
–SOHO-2089–1.0––––2011/06/06
–SOHO-2090–1.0––––2011/06/06
–SOHO-2091–1.0––––2011/06/07
–SOHO-2092–1.0––––2011/06/07
–SOHO-2093–1.0––––2011/06/09
–SOHO-2094–1.0––––2011/06/09
–SOHO-2097–1.0––––2011/06/15
–SOHO-2098–1.0––––2011/06/15
–SOHO-2099–1.0––––2011/06/15
–SOHO-2100–1.0––––2011/06/18
–SOHO-2101–1.0––––2011/06/20
–SOHO-2102–1.0––––2011/06/20
–SOHO-2103–1.0––––2011/06/22
–SOHO-2104–1.0––––2011/06/28
–SOHO-2105–1.0––––2011/06/28
–SOHO-2108–1.0––––2011/07/04
C/2011 N3SOHO-2107–1.00027–0.0053144.436.4312011/07/06
–SOHO-2109–1.0––––2011/07/08
–SOHO-2111–1.0––––2011/07/12
–SOHO-2112–1.0––––2011/07/13
–SOHO-4826–1.0––––2011/07/25
–SOHO-2116–1.0––––2011/07/26
–SOHO-2117–1.0––––2011/08/01
–SOHO-2118–1.0––––2011/08/03
–SOHO-2119–1.0––––2011/08/04
–SOHO-2120–1.0––––2011/08/05
–SOHO-2121–1.0––––2011/08/09
–SOHO-2122–1.0––––2011/08/09
–SOHO-2123–1.0––––2011/08/13
–SOHO-2705–1.0––––2011/08/15
–SOHO-2124–1.0––––2011/08/16
–SOHO-2125–1.0––––2011/08/17
–SOHO-2126–1.0––––2011/08/19
–SOHO-2127–1.0––––2011/08/19
–SOHO-2128–1.0––––2011/08/21
–SOHO-2129–1.0––––2011/08/23
–SOHO-2130–1.0––––2011/08/24
–SOHO-2131–1.0––––2011/08/25
–SOHO-2132–1.0––––2011/08/31
–SOHO-2133–1.0––––2011/09/01
–SOHO-2135–1.0––––2011/09/05
–SOHO-2136–1.0––––2011/09/07
–SOHO-2137–1.0––––2011/09/07
–SOHO-2138–1.0––––2011/09/12
–SOHO-2139–1.0––––2011/09/14
–SOHO-2140–1.0––––2011/09/14
–SOHO-2578–1.0––––2011/09/27
–SOHO-2143–1.0––––2011/09/30
–SOHO-2144–1.0––––2011/10/02
–SOHO-2145–1.0––––2011/10/03
–SOHO-2146–1.0––––2011/10/08
–SOHO-2147–1.0––––2011/10/11
–SOHO-2148–1.0––––2011/10/11
–SOHO-2149–1.0––––2011/10/12
–SOHO-2150–1.0––––2011/10/13
–SOHO-2151–1.0––––2011/10/15
–SOHO-2152–1.0––––2011/10/16
–SOHO-2153–1.0––––2011/10/16
–SOHO-2154–1.0––––2011/10/18
–SOHO-2155–1.0––––2011/10/21
–SOHO-2156–1.0––––2011/10/22
–SOHO-4827–1.0––––2011/10/25
–SOHO-2157–1.0––––2011/10/27
–SOHO-2158–1.0––––2011/10/29
–SOHO-2159–1.0––––2011/10/29
–SOHO-2160–1.0––––2011/10/29
–SOHO-2161–1.0––––2011/10/30
–SOHO-2162–1.0––––2011/10/30
–SOHO-2163–1.0––––2011/10/30
–SOHO-2164–1.0––––2011/10/31
–SOHO-2165–1.0––––2011/11/01
–SOHO-2166–1.0––––2011/11/02
–SOHO-2167–1.0––––2011/11/05
–SOHO-2168–1.0––––2011/11/06
–SOHO-2169–1.0––––2011/11/07
–SOHO-2170–1.0––––2011/11/09
–SOHO-2171–1.0––––2011/11/13
–SOHO-2172–1.0––––2011/11/14
–SOHO-2173–1.0––––2011/11/15
–SOHO-2174–1.0––––2011/11/16
–SOHO-2175–1.0––––2011/11/16
–SOHO-2176–1.0––––2011/11/17
–SOHO-2177–1.0––––2011/11/17
–SOHO-2178–1.0––––2011/11/17
–SOHO-4828–1.0––––2011/11/18
–SOHO-2179–1.0––––2011/11/21
–SOHO-2180–1.0––––2011/11/21
–SOHO-2181–1.0––––2011/11/22
–SOHO-2183–1.0––––2011/11/28
–SOHO-2184–1.0––––2011/11/29
–SOHO-2185–1.0––––2011/11/29
–SOHO-2186–1.0––––2011/11/30
–SOHO-2187–1.0––––2011/12/01
–SOHO-2188–1.0––––2011/12/01
–SOHO-2189–1.0––––2011/12/03
–SOHO-2190–1.0––––2011/12/06
–SOHO-2191–1.0––––2011/12/07
–SOHO-2192–1.0––––2011/12/07
–SOHO-2193–1.0––––2011/12/08
–SOHO-2194–1.0––––2011/12/08
–SOHO-2195–1.0––––2011/12/09
–SOHO-2196–1.0––––2011/12/10
–SOHO-2197–1.0––––2011/12/11
–SOHO-2198–1.0––––2011/12/13
–SOHO-2200–1.0––––2011/12/13
–SOHO-2201–1.0––––2011/12/13
–SOHO-2208–1.0––––2011/12/13
–SOHO-2202–1.0––––2011/12/14
–SOHO-2203–1.0––––2011/12/14
–SOHO-2204–1.0––––2011/12/14
–SOHO-2205–1.0––––2011/12/15
C/2011 W3Lovejoy6980.999929478.70.0055538134.356326.3692011/12/16
–SOHO-2206–1.0––––2011/12/16
–SOHO-2207–1.0––––2011/12/16
–SOHO-2209–1.0––––2011/12/18
–SOHO-2210–1.0––––2011/12/20
–SOHO-2211–1.0––––2011/12/25
–SOHO-2212–1.0––––2011/12/25
–SOHO-2213–1.0––––2011/12/25
–SOHO-2214–1.0––––2011/12/26
–SOHO-2215–1.0––––2011/12/26
–SOHO-2216–1.0––––2011/12/28
–SOHO-2217–1.0––––2011/12/31

2020s

2025

Since February 2025, new members of the Kreutz family are also being discovered through the Compact Coronagraph instrument aboard the GOES-19 satellite.
Comet designationName/ discovererPeriod ea
q
i
Node
Perihelion date
–SOHO-5169–1.0––––2025/01/01
–SOHO-5170–1.0––––2025/01/03
–SOHO-5171–1.0––––2025/01/13
–SOHO-5172–1.0––––2025/01/15
–SOHO-5173–1.0––––2025/01/21
–SOHO-5174–1.0––––2025/01/22
–SOHO-5176–1.0––––2025/01/27
–SOHO-5177–1.0––––2025/02/02
–CCOR1-0010–1.0––––2025/02/06
–SOHO-5178–1.0––––2025/02/07
–SOHO-5179–1.0––––2025/02/07
–SOHO-5180–1.0––––2025/02/09
–SOHO-5181–1.0––––2025/02/10
–CCOR1-0001–1.0––––2025/02/11
–CCOR1-0002–1.0––––2025/02/11
–CCOR1-0003–1.0––––2025/02/11
–SOHO-5182–1.0––––2025/02/14
–SOHO-5183–1.0––––2025/02/15
–CCOR1-0004–1.0––––2025/02/16
–CCOR1-0005–1.0––––2025/02/19
–CCOR1-0006–1.0––––2025/02/23
–CCOR1-0007–1.0––––2025/02/24
–CCOR1-0008–1.0––––2025/02/25
–CCOR1-0009–1.0––––2025/02/25
–CCOR1-0011–1.0––––2025/02/27
–SOHO-5185–1.0––––2025/02/27
–CCOR1-0012–1.0––––2025/03/03
–CCOR1-0013–1.0––––2025/03/05
–CCOR1-0014–1.0––––2025/03/06
–CCOR1-0015–1.0––––2025/03/07
–CCOR1-0016–1.0––––2025/03/08
–CCOR1-0017–1.0––––2025/03/12
–CCOR1-0018–1.0––––2025/03/12
–CCOR1-0019–1.0––––2025/03/13
–CCOR1-0020–1.0––––2025/03/13
–CCOR1-0021–1.0––––2025/03/16
–CCOR1-0022–1.0––––2025/03/17
–CCOR1-0023–1.0––––2025/03/17
–CCOR1-0024–1.0––––2025/03/17
–CCOR1-0025–1.0––––2025/03/17
–CCOR1-0026–1.0––––2025/03/19
–CCOR1-0027–1.0––––2025/03/20
–SOHO-5186–1.0––––2025/03/25
–SOHO-5188–1.0––––2025/03/27
–SOHO-5187–1.0––––2025/03/28
–SOHO-5189–1.0––––2025/03/31
–CCOR1-0028–1.0––––2025/04/01
–SOHO-5190–1.0––––2025/04/01
–CCOR1-0029–1.0––––2025/04/06
–CCOR1-0030–1.0––––2025/04/06
–CCOR1-0031–1.0––––2025/04/08
–SOHO-5192–1.0––––2025/04/10
–CCOR1-0032–1.0––––2025/04/11
–CCOR1-0033–1.0––––2025/04/13
–CCOR1-0034–1.0––––2025/04/15
–CCOR1-0036–1.0––––2025/04/16
–CCOR1-0037–1.0––––2025/04/25
–CCOR1-0038–1.0––––2025/04/26
–CCOR1-0039–1.0––––2025/04/27
–CCOR1-0040–1.0––––2025/04/27
–CCOR1-0041–1.0––––2025/05/02
–CCOR1-0042–1.0––––2025/05/06
–SOHO-5193–1.0––––2025/05/09
–SOHO-5194–1.0––––2025/05/09
–SOHO-5195–1.0––––2025/05/09
–CCOR1-0043–1.0––––2025/05/13
–CCOR1-0044–1.0––––2025/05/15
–SOHO-5196–1.0––––2025/05/15
–CCOR1-0045–1.0––––2025/05/21
–SOHO-5197–1.0––––2025/05/21
–CCOR1-0046–1.0––––2025/05/22
–SOHO-5198–1.0––––2025/05/23
–SOHO-5199–1.0––––2025/05/24
–SOHO-5200–1.0––––2025/05/25
–SOHO-5201–1.0––––2025/05/27
–CCOR1-0047–1.0––––2025/05/28
–SOHO-5203–1.0––––2025/05/31
–SOHO-5204–1.0––––2025/05/31