P22pZzV

L01 · TIČAN STATION
Status
too faint

Discovery

digest2 score71
V magnitude22.1
H magnitude15.8
Observations4
Arc0.040 d
Not seen0.62 d
NEOCP noteAdded Sept. 13.57 UT
MPC markers none

Who observed it

Discovered by F52
Pan-STARRS 2, Haleakala
Telescope1.8-m Ritchey-Chretien + CCD
Usual observersJ. Herman, T. Lowe, P. Minguez, A. Schultz, I. Smith
Usual measurersK. Chambers, T. de Boer, J. Fairlamb, H. Gao, M. Huber, C.-C. Lin E. Magnier, Y. Ramanjooloo, R. Wainscoat, R. Weryk

Names are the people who usually observe at that site, from Project Pluto's tables. MPC's astrometry records only the observatory code, never the individual, so these are not the observer of this particular object. Automated surveys list a telescope and no people.

Orbit

Perihelion q3.9223 AU
Eccentricity e0.9030
Inclination97.5°
NEO-like yes
Scatteredness 3″ × 2″
Observed from L01 no

Tonight

Best altitude 66.0° at 21:30 UT
Exposure30.5 min
Window0 min
Alt / Az now 44.0° / 256.0°
Sky motion0.94″/min
Moon separation132°
Sun altitude-34°
Ephemeris rows13 of 22 usable
nearSun×5, belowMask×4

Sky-plane uncertainty

-2-2-1-11122+0″, +0″ — 22 of 44 variants+1″, +0″ — 10 of 44 variants+2″, +0″ — 2 of 44 variants+0″, +1″ — 4 of 44 variants+0″, -1″ — 1 of 44 variants-1″, +1″ — 1 of 44 variants+1″, +1″ — 2 of 44 variants-1″, +0″ — 1 of 44 variants+2″, +1″ — 1 of 44 variantsR.A. offset ″ → east leftDecl. offset ″
Variant orbits44
Distinct positions 9
MPC rounds offsets to whole arcseconds — this cloud is small enough that the rounding dominates
Cloud extent ±2″ RA · ±1″ Dec
Scatteredness 3″ × 2″
L01 field2600″ × 2600″
One pointing covers 100.0%

Drawn from MPC's own variant-orbit offsets, at the same epoch as their plot. Each orbit is one solution consistent with the observations so far; the ring marks the nominal position, and the field box appears only when it is comparable in size to the cloud.

Dot size shows how many variants share a position. MPC publishes these offsets rounded to whole arcseconds, so a tightly constrained object has thousands of orbits landing on a handful of grid points — their own picture is drawn from unrounded values and looks smoother. Sizing by count puts that density back rather than stacking invisible dots. Hover any dot for its share.