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Australian Shepherd

Urbany's Cup Of Joe

Australian Shepherd·Dog·RA FDC NAP NJP CA DCAT SWNE SWE SEM SHDE DN CGC TKP FTI
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Lifetime
27.21mph
Rank =142 of 2,922 Australian Shepherds · tied
Average of the 3 fastest runs of the whole career
Breed percentile
Top 8.7%
Faster than 91.3% of the 2,922 Australian Shepherds on the lifetime list
Best single year
—mph
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How this ranking worksShow
  • The speed is an average, not a top speed. A season figure is the average of the dog's three fastest runs that season; Lifetime is the average of the three fastest runs of the whole career.
  • Who is listed. From 2018 on, a dog appears in a season only after its third run that season, and on the Lifetime list only after its third career run. A dog with one or two runs is not on these lists yet.
  • Rank is within Australian Shepherd only. There is no all-breed rank. Dogs at the same speed share a rank, shown as =75, and the next rank follows without a gap, exactly as the AKC numbers them.
  • Percentile. “Top 5%” means the dog is faster than 95% of the Australian Shepherds on the Lifetime list (2,922 dogs today).
  • Speed is not points. Titles (BCAT, DCAT, FCAT…) come from points, and points are MPH multiplied by a height handicap, so a smaller dog can out-title a faster one. These rankings are speed only.
  • Source. The AKC's public Fast CAT rankings, refreshed here every two weeks; this record was last checked on Oct 21, 2026. More in Fast CAT 101.
Urbany's Cup Of Joe has at least 500 career points — FCAT is within 500.
Computed from Fast CAT titles on the official record. Claim Urbany's Cup Of Joe free and count every run toward FCAT.
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Speed over time

3-run average per year · lifetime as reference line

Year-by-year

Official AKC ranking record
YearMPHRank in breed
Lifetime27.21=142 of 2,922

MPH is the average of the dog's three fastest runs in that season; Lifetime is the average of the three fastest runs of the whole career. Rank counts only Australian Shepherds listed that year, and = marks a rank shared with another dog at the same speed.

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