Statistics of CSW

[elf]

It's not possible at the moment, but I guess Margo will do some stats in the future as the new DB would contain informations about reasons of death, when the dog died etc...

[elf]

Character survey (via bonitation code)

All country mixed

Oa (melancholy - timid) = 1.45%
Ob (insecure, not open up) = 7.28%
Oc (irritable - uncourages) = 7.45%
Od (irritable - distrustfull) = 9.38%
Oe (agressive, strongly irritable) = 1.22%
Of (optimistic, well balanced) = 30.12%
Og (optimistic, less courages) = 19.52%
Oh (good natured, not very irritable) = 20.45%
Oi (nearly imposible to provoke) = 3.08%

Of + Og + Oh + Oi = 73.17%.


Czech Republic: 974 dogs
Oi(nearly imposible to provoke) = 2.87474332649%
Oh(good natured, not very irritable) = 19.3018480493%
Og(optimistic, less courages) = 16.0164271047%
Of(optimistic, well balanced) = 34.3942505133%
Oe(agressive, strongly irritable) = 1.64271047228%
Od(irritable - distrustfull) = 12.0123203285%
Oc(irritable - uncourages) = 6.57084188912%
Ob(insecure, not open up) = 6.57084188912%
Oa(melancholy - timid) = 0.513347022587%
O? 0.102669404517%

Slovakia: 547 dogs
Oi(nearly imposible to provoke) = 3.83912248629%
Oh(good natured, not very irritable) = 23.5831809872%
Og(optimistic, less courages) = 23.9488117002%
Of(optimistic, well balanced) = 21.5722120658%
Oe(agressive, strongly irritable) = 0.73126142596%
Od(irritable - distrustfull) = 6.21572212066%
Oc(irritable - uncourages) = 8.04387568556%
Ob(insecure, not open up) = 9.1407678245%
Oa(melancholy - timid) = 2.92504570384%

Italia: 80 dogs
Oi(nearly imposible to provoke) = 1.25%
Oh(good natured, not very irritable) = 26.25%
Og(optimistic, less courages) = 18.75%
Of(optimistic, well balanced) = 38.75%
Od(irritable - distrustfull) = 3.75%
Oc(irritable - uncourages) = 10.0%
Oa(melancholy - timid) = 1.25%

Germany: 44 dogs
Oh(good natured, not very irritable) = 11.3636363636%
Og(optimistic, less courages) = 38.6363636364%
Of(optimistic, well balanced) = 25.0%
Od(irritable - distrustfull) = 2.27272727273%
Oc(irritable - uncourages) = 11.3636363636%
Ob(insecure, not open up) = 9.09090909091%
Oa(melancholy - timid) = 2.27272727273%

Poland: 21 dogs
Oh(good natured, not very irritable) = 9.52380952381%
Og(optimistic, less courages) = 28.5714285714%
Of(optimistic, well balanced) = 42.8571428571%
Od(irritable - distrustfull) = 9.52380952381%
Oc(irritable - uncourages) = 9.52380952381%

Hungary: 11 dogs
Oh(good natured, not very irritable) = 9.09090909091%
Og(optimistic, less courages) = 18.1818181818%
Of(optimistic, well balanced) = 18.1818181818%
Od(irritable - distrustfull) = 9.09090909091%
Oc(irritable - uncourages) = 18.1818181818%
Ob(insecure, not open up) = 18.1818181818%
Oa(melancholy - timid) = 9.09090909091%

France: 10 dogs
Oh(good natured, not very irritable) = 20.0%
Og(optimistic, less courages) = 50.0%
Of(optimistic, well balanced) = 20.0%
Od(irritable - distrustfull) = 10.0%

Belgien: 8 dogs
Oi(nearly imposible to provoke) = 25.0%
Oh(good natured, not very irritable) = 25.0%
Of(optimistic, well balanced) = 12.5%
Oc(irritable - uncourages) = 25.0%
Ob(insecure, not open up) = 12.5%

Holland: 8 dogs
Oh(good natured, not very irritable) = 12.5%
Og(optimistic, less courages) = 12.5%
Of(optimistic, well balanced) = 37.5%
Ob(insecure, not open up) = 37.5%

Lithua: 2 dogs
Of(optimistic, well balanced) = 50.0%
Oc(irritable - uncourages) = 50.0%

Finland: 1 chien
Of(optimistic, well balanced) = 100.0%

[elf]

Average COI 5 generations = 10.6013135212%

Repartition (COI round up inf integer)

COI(5G) %

0 = 5.48780487805%
1 = 4.15396341463%
2 = 3.35365853659%
3 = 4.69702743902%
4 = 5.51638719512%
5 = 5.0019054878%
6 = 5.73551829268%
7 = 6.3262195122%
8 = 7.40282012195%
9 = 6.58346036585%
10 = 6.73589939024%
11 = 4.96379573171%
12 = 5.17339939024%
13 = 3.1631097561%
14 = 4.08727134146%
15 = 2.6581554878%
16 = 2.04839939024%
17 = 1.08612804878%
18 = 2.11509146341%
19 = 2.74390243902%
20 = 1.49580792683%
21 = 1.34336890244%
22 = 0.47637195122%
23 = 1.20045731707%
24 = 0.876524390244%
25 = 1.6387195122%
26 = 0.219131097561%
27 = 0.428734756098%
28 = 0.333460365854%
29 = 0.409679878049%
30 = 0.62881097561%
31 = 0.485899390244%
32 = 0.657393292683%
33 = 0.209603658537%
34 = 0.15243902439%
35 = 0.161966463415%
36 = 0.104801829268%
38 = 0.00952743902439%
39 = 0.00952743902439%
41 = 0.0762195121951%
46 = 0.00952743902439%
49 = 0.0381097560976%

Repartition intervals

0 < 5 = 23.20884146341%
5 < 10 = 31.04992378048%
10 < 15 = 24.123475609749999%
15 < 20 = 10.65167682925%
20 < 25 = 5.3925304878039997%
25 < 30 = 3.029725609762%
30 < 35 = 2.1341463414640001%
35 < 40 = 0.28582317073178004%
40 < 45 = 0.0762195121951%
45 < 50 = 0.047637195121990002%

[elf]

Dysplasia

NB: Following results according to DB entries. Some percentages have limited interest because of limited dogs number. To notice: more a result is good, more the owner/breeder will be likely to send the result, and conversely. So this dysplasia survey must be taken "as is" (this is only a stat), and conclusions must not forget the last said point.


Czech Republic: 713 HD results (on 3140) represents 22.7%
A = 48.2468443198%
B = 16.4095371669%
C = 17.8120617111%
D = 10.5189340813%
E = 7.0126227209%

Italia: 380 HD results (on 2703) represents 14%
A = 59.2105263158%
B = 32.8947368421%
C = 4.73684210526%
D = 2.10526315789%
E = 1.05263157895%

Slovakia: 151 HD results (on 2482) represents 6%
A = 72.1854304636%
B = 11.9205298013%
C = 12.582781457%
D = 2.64900662252%
E = 0.662251655629%

Germany: 71 HD results (on 498 ) represents 14.2%
A = 39.4366197183%
B = 42.2535211268%
C = 9.85915492958%
D = 8.45070422535%

Poland: 52 HD results (on 127) represents 40.9%
A = 88.4615384615%
B = 7.69230769231%
C = 3.84615384615%

Hungary: 39 HD results (on 192) represents 20.3%
A = 38.4615384615%
B = 25.641025641%
C = 20.5128205128%
D = 7.69230769231%
E = 7.69230769231%

Holland: 38 HD results (on 249) represents 15.2%
A = 52.6315789474%
B = 15.7894736842%
C = 21.0526315789%
D = 10.5263157895%

France: 23 HD results (on 684) represents 3.3%
A = 30.4347826087%
B = 26.0869565217%
C = 30.4347826087%
D = 13.0434782609%

Belgien: 6 HD results (on 124) represents 4.8%
A = 33.3333333333%
B = 50.0%
C = 16.6666666667%

Lithua: 5 HD results (on 24) represents 20.8%
A = 100.0%

Finland: 2 HD results (on 36) represents 5.5%
D = 100.0%

[Vaiva]

Elf, there are three dogs born in Lithuania with adult bonitations: Walkiria Girios dvasia (Og), Wesper Girios dvasia (Oc) and Imija Girios dvasia (Of)

and

6 dogs with HD results - Waidila, Walkiria, Walmaj, Wesper, I'Hakoru and Imija Girios dvasia, all A

[elf]

Ok, it seems there is 1 dog missing for each country, sorry for them .

[elf]

I found the bug in the code, there was 1 dog not counted for each country, here is the correction:

Character:

{'Slovakia': [548, {'Oi': 21, 'Oh': 129, 'Og': 131, 'Of': 119, 'Oe': 4, 'Od': 34, 'Oc': 44, 'Ob': 50, 'Oa': 16}], 'Belgien': [9, {'Oi': 2, 'Oh': 2, 'Of': 1, 'Oe': 1, 'Oc': 2, 'Ob': 1}], 'Czech Republic': [975, {'Oi': 29, 'Oh': 188, 'Og': 156, 'Of': 335, 'Oe': 16, 'Od': 117, 'Oc': 64, 'Ob': 64, 'Oa': 5, 'O?': 1}], 'Poland': [22, {'Oh': 2, 'Og': 6, 'Of': 9, 'Od': 2, 'Oc': 2, 'Oa': 1}], 'Finland': [2, {'Of': 2}], 'France': [11, {'Og': 5, 'Of': 2, 'Od': 2, 'Oh': 2}], 'Germany': [45, {'Oh': 5, 'Og': 17, 'Of': 11, 'Od': 1, 'Oc': 5, 'Ob': 5, 'Oa': 1}], 'Lithua': [3, {'Og': 1, 'Of': 1, 'Oc': 1}], 'Hungary': [12, {'Oh': 1, 'Og': 2, 'Of': 2, 'Od': 2, 'Oc': 2, 'Ob': 2, 'Oa': 1}], 'Italia': [81, {'Oi': 1, 'Oh': 21, 'Og': 16, 'Of': 31, 'Od': 3, 'Oc': 8, 'Oa': 1}], 'Holland': [9, {'Og': 1, 'Of': 4, 'Ob': 3, 'Oh': 1}]}

Dysplasia:

{'Slovakia': [152, {'A': 109, 'C': 19, 'B': 18, 'E': 1, 'D': 5}], 'Finland': [3, {'A': 1, 'D': 2}], 'Czech Republic': [714, {'A': 344, 'C': 127, 'B': 117, 'E': 51, 'D': 75}], 'Denmark': [1, {'A': 1}], 'Poland': [53, {'A': 47, 'C': 2, 'B': 4}], 'Belgien': [7, {'A': 2, 'C': 1, 'B': 3, 'D': 1}], 'France': [24, {'A': 7, 'C': 7, 'B': 6, 'D': 4}], 'Austria': [1, {'B': 1}], 'Germany': [72, {'A': 28, 'C': 8, 'B': 30, 'D': 6}], 'Lithua': [6, {'A': 6}], 'Hungary': [40, {'A': 15, 'C': 9, 'B': 10, 'E': 3, 'D': 3}], 'Switzerland': [1, {'C': 1}], 'Italia': [381, {'A': 225, 'C': 18, 'B': 126, 'E': 4, 'D': 8}], 'Holland': [39, {'A': 20, 'C': 8, 'B': 7, 'D': 4}]}

Cheers