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Q'Momoka Go Of Ramsraspel Kensha

© Oliver Raspel

Q'Momoka Go Of Ramsraspel Kensha

Breeder & owner
Stefanie & Oliver Raspel - RamsRaspel Kensha
Kennel
Ramsraspel Kensha
Sire
Ryuuichi Go Shirai
Dam
G'Shourako Go Of Ramsraspel Kensha
Call name
Momo
Gender
Female
Date of birth
31 May 2015
Country of birth & standing
Germany
Colour
Red
Breeding status
Retired

Genetic indicators
The three figures are recalculated for the generations chosen.

COI — inbreeding

0.78%

Low. Common ancestor: Bandou Tarou Go Saginuma Kensha.

AVK — distinct ancestors

79%

49 distinct ancestors out of 62 possible.

Pedigree completeness

100%

Complete pedigree over 5 generations.

Value for the breed's diversity

Very common pedigree — rarer than 2% of the Akita born in the last 15 years (since 2012)

How often its ancestors (over 10 generations) appear in the pedigrees of the 27,337 recent dogs: using dogs with a rare pedigree helps keep diversity in the breed. Over: 6 generations 8 generations 10 generations

Common ancestors and how they connect 1

Over 5 generations: each ancestor found on both the sire's and the dam's side, and what it adds to the COI.

AncestorSire's sideDam's sideShare of the COI
Bandou Tarou Go Saginuma Kensha ♂ gen. 5 gen. 3 0.78%
COI over 5 generations0.78%

How the lines connect

Only the dogs that lead to a common ancestor are drawn. Each coloured line goes from a common ancestor down to its descendants. Click a dog to open its page.

Q'MomokaRyuuichi Go ShiraiRyuuichiMiho Go ShiraiMihoLaLa RaRa Go Musashi AiwaLaLa RaRaHakuhou Go Musashi AiwaHakuhouBandou Tarou Go Saginuma KenshaBandou TarouG'Shourako Go Of Ramsraspel KenshaG'ShourakoFuuga Go Hiratsuka KenshaFuuga

Sire's side Dam's side Coloured circles: common ancestors, same colours as in the pedigree

How these figures are calculated

COI — Wright's formula: F = Σ (½)n₁+n₂+1 × (1 + FA), summed over every path through a common ancestor A. The number of generations must be fixed for two dogs to be comparable: a more complete pedigree mechanically raises the figure.

AVK — distinct ancestors divided by the theoretical number of ancestors. Over 5 generations there are 62 possible slots. 100% means no ancestor appears twice.

Completeness — the share of slots actually filled in. The AVK is misleading without it: a half-empty pedigree shows a low AVK even with no inbreeding at all, simply because data is missing.

Pedigree

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Offspring and relatives

Grouped by litter, with both parents at the top of each block. Click to see the puppies of a dog.

Direct offspring 2 litters · 5 dogs
Litter of 26 March 2018
Kazan Go Kagayaki Kurabu×Q'Momoka Go Of Ramsraspel Kensha
Litter of 16 February 2017
Souhei Go Shirai×Q'Momoka Go Of Ramsraspel Kensha
Full siblings 1 litter · 1 dog
Litter of 30 April 2014
Ryuuichi Go Shirai×G'Shourako Go Of Ramsraspel Kensha
Half-siblings, sire's side 16 litters · 35 dogs
Litter of 29 March 2019
Ryuuichi Go Shirai×Ziggy V D Mulligenvree
Litter of 13 July 2018
Ryuuichi Go Shirai×Geisha Go Atatakai Seikatsu
Litter of 4 June 2018
Ryuuichi Go Shirai×H'Miya Sakuraban
Litter of 15 March 2018
Ryuuichi Go Shirai×L'Sarasa Go Of Ikenohatade
Litter of 29 June 2017
Ryuuichi Go Shirai×G'Seishin Go Of Ikenohatade
Litter of 24 March 2017
Ryuuichi Go Shirai×Natsu V D Mulligenvree
Litter of 29 October 2016
Ryuuichi Go Shirai×Nagasaki No Gen Go Tokimitsu
Litter of 14 June 2016
Ryuuichi Go Shirai×P'Suzume Go Kiyama
Litter of 11 May 2016
Ryuuichi Go Shirai×Chiyoko Go Of Minami No
Litter of 17 January 2016
Ryuuichi Go Shirai×L'Masayume Go Kiyama
Litter of 6 April 2015
Ryuuichi Go Shirai×Inari Oyakata Hopf
Litter of 15 March 2015
Ryuuichi Go Shirai×Chiyoko Go Of Minami No
Litter of 1 March 2015
Ryuuichi Go Shirai×J'Toranosei Go Of RamsRaspel Kensha
Litter of 4 February 2014
Ryuuichi Go Shirai×J'Toranosei Go Of RamsRaspel Kensha
Litter of 9 December 2013
Ryuuichi Go Shirai×D'Yumi Go Etnakitaken
Litter of 1 March 2013
Ryuuichi Go Shirai×Hana Go Shirai
Half-siblings, dam's side 1 litter · 3 dogs
Litter of 13 March 2013
Yuushou Go Musashi Aiwa×G'Shourako Go Of Ramsraspel Kensha