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Ch
Shonleh Enough Already

Sire

Welsh Corgi Cardigan

More Details

Breeder: Sharon Curry

Color: Blue Merle and White with Tan

Country of birth: United States of America

Country of residence: United States of America

ID: 219730

(5 Gen.) Ancestor Loss: Incomplete Pedigree, found 12.28%

(5 Gen.) Pedigree Inbreeding: Incomplete Pedigree, found 0%

(5 Gen.) Genetic Inbreeding: N/A

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Kein Bild Vorhanden

Progeny List [1] Edit Dog

CH
Aurigan Cap'n Crunch

CH
Cloverfield's True Enough

CH
Claymores Diamonds R Forevr

CH
Windshyre's Tapestry

CH
Sisterwood's Tri'd 'n True

Cardicar's Klasy Blue Ceridwyn

CH Chandlers Precisionist

Glenmar Diamond In The Ruff

CH Twinroc Poet Of Pluperfect Hsas Roms

Pluperfect-chandler Phoenix

CH Larchmonts Tiger 'n Disguise Ht

CH Sisterwood Starkist Pewter Romb

CH Liveoak Thunder Rolls

Demi Dragon Slayer Of Blutrix

CH Pluperfect Garvins Peerless Romb

Chandler's Pym Of Pluperfect

CH Pluperfect Pennywise Roms

CH Davenitchglenmar Diamond Lil

CH Pluperfect Pennywise Roms

CH Phi Vestavia Original Sin Am Cdx Hs Roms

CH Phi-vestavia Evan Evans Roms

CH Chandler's Rememberance

CH Spectrum Huff Of Larchmont

CH Sisterwood's Pteri Tiger Romb

CH Pecan Valley Spellbound

CH Sisterwood Stark 'n Dark Roms

CH Tafrnwr Coedwig's Blackstorm Romg

CH Bearwood's Blue Jean

CH Davenitch Clean Sweep Romb

CH Pluperfect Polesden Lacey

CH Chandler's Jolly Good Fellow

CH Pluperfect Popstar Of Zircon Romb

CH Phi-vestavia Evan Evans Roms

CH Windshyre's Murphie Brown

CH Davenitch Sand Piper Roms

CH Davenitch Shiloh Luca Romg

CH Phi-vestavia Evan Evans Roms

CH Windshyre's Murphie Brown

CH Davenitch Peer Of Pluperfect Romg

CH Phi's Amazing Grace Ap Ronel Rom-v-g

CH Joseter Joson Romg

CH Phi-vestavia Luck Be A Lady Am Cd Romg

CH Davenitch Sand Piper Roms

Chandler's Her Roy'l Happiness Roms

CH Phi-vestavia Cardach Aeron Ax Oap Njp Romb

CH Phi-vestavia Havana Rulin

CH Kennebec Ice Anchor Romg

Kollageâs Sassy O'sisterwood Romb

CH Aragorn Appraxin Blue Merlyn Romb

CH Aragorn Amanda

CH Sisterwood Challenge O'heart

Kollageâs Sassy O'sisterwood Romb

CH Rhydowen Chippendale Romb

CH Springshire Tafarnwr Viviane

CH Sisterwood Blackstar Molasses

CH Bearwoods Whistlin Dixie

Am/Int CHAurigan Cap'n Crunch

2000

AM CHCloverfield's True Enough

2002

AM CH
Claymores Diamonds R Forevr

1998

AM CH
Windshyre's Tapestry

1996

AM CH
Sisterwood's Tri'd 'n True

1998

Cardicar's Klasy Blue Ceridwyn

2000

AM CH
Chandlers Precisionist

Glenmar Diamond In The Ruff

AM CH
Twinroc Poet Of Pluperfect Hsas Roms

Pluperfect-chandler Phoenix

AM CH
Larchmonts Tiger 'n Disguise Ht

AM CH
Sisterwood Starkist Pewter Romb

AM CH
Liveoak Thunder Rolls

Demi Dragon Slayer Of Blutrix

X Aldershon Truant
Aldershon Enough Said

(5 Gen.) Ancestor Loss: Incomplete Pedigree, found 12.28%

(5 Gen.) Pedigree Inbreeding: Incomplete Pedigree, found 0%

(5 Gen.) Genetic Inbreeding: N/A

Generation	Unique Ancestors	Total Possible
1	2	2
2	4	4
3	8	8
4	13	16
5	24	32

pedigree incomplete, values might be very inaccurate

Explanation of the values:

* Due to Computational constrains the isonometric coefficient is given which is a derived value from Wrights coefficient that might be lower than the Wrights for dogs that are inbred to inbred dogs.

Population average for dogs is about 6.25%.
The higher the value, the more inbred the dog is. The Inbreeding-Coefficient (IC) is a measure of the degree of inbreeding in an individual dog. It is the probability that two alleles at a locus are identical by descent. The IC is calculated by summing the probabilities of all possible paths of common ancestors that connect the two alleles. The IC is expressed as a percentage and can range from 0% to 100%. The IC is a measure of the degree of inbreeding in an individual dog. It is the probability that two alleles at a locus are identical by descent. The IC is calculated by summing the probabilities of all possible paths of common ancestors that connect the two alleles. The IC is expressed as a percentage and can range from 0% to 100%.

Shonleh Enough Already