|
|
|
|
AL CIEN POR CIEN ® |
|
|
|
|
|
|
La Zarzuela |
29/06/2024 |
|
|
|
|
|
|
|
|
|
|
|
|
RESUMEN FAVORITOS |
|
3 - 4 - 5 - 6 |
|
3 - 2 - 5 - 1 |
|
5 - 2 - 1 - 4 |
|
11 - 9 - 4 - 2 |
|
4 - 3 - 5- 1 |
|
6 - 1 - 4 - 2 |
|
|
|
|
Medio Informativo Especializado |
Media Acumulada |
Sin Bonus |
Grandes Premios |
Hándicaps |
Copa |
Premios semanales |
Clasificación combinada |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
![1](data:image/png;base64,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) |
|
![1](data:image/png;base64,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) |
![1](data:image/png;base64,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) |
![1](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIIAAACCCAMAAAC93eDPAAAAY1BMVEUAAAD///8EBATs7Oyjo6M1NTV9fX2wsLDU1NT7+/vv7++zs7OsrKyFhYX29vYICAji4uIQEBCNjY1tbW0bGxvIyMhERERYWFibm5t0dHTb29tlZWW8vLwsLCxKSkohISE9PT1q5aKrAAAFNklEQVR4nO1Z67qrKAzlVouoiLeieOv7P+WAFmtvuz3K6Z6Zj/VHSyxZCSEEAMDDw8PDw8PDw8PDw8PDw+P/CnT3vH+//fGR4I9RxHkjs7vGTAZ5TJLidK+n1AJCkvZw303fJnWdbqNwhAYilldSkYAWoarP2mA02Rx0eBHwKs+soEwqPrXdW/IhYtupCIyaMRchvEFI28lMwm4EIQyPgxGcOtvONnohvvZKB1Ao0/kdwq4HCbtvNWYTkBG+/NxK4bju8gj5oyLNSVRPmo2gouu/bxwImZO4wtAaH04PUelgzMmxYldtRhCqjtRBTTp6R5XTqK6TjV6YUJ6IWAZA1KfFnFF2i7KQJodFydhc7edVMe5QDuwE78lFUV6CKdStYOhmcrhZvp4FrZoFdJpMqYtE0Rqvi+FRkBhF1ZOBnuIodpalUAokh7ifHbAWIJBrU8GjYOJAdLuzRIlAEErwNKSOon9uKq1caZ8pIDCA9IkmBMbzgw8MUnDunVLw+FfgXVS7Kw/+QMW1RcfoT7nX2aQcyIxkaWkvLY1hU5BXaJx5KLhkfLW02HU8umShF5A/dLqNAl1aLqsGPBoK8SsGkTMGWymw8tcp5A7nyjYKamOl5JCCu1h8T2E9I8JLJRWGndOU9YZCEC040tBSGL9I4UbTUjYSt4n7jRdWyG2lK1zG4ooCpxdU4gWF0FIIHC9elsIj7igsc6NyvX5+RkEXdzYU4cmp/o8pALDs7SLnNcRHFND1M704/AoFAJazh9yx/hWFh739DYXaNgr3DJ5RCB8o9Iuk+AvV5FI1BcmMwAbeikJn2XXO9YNPsiMCcvHRw3nXdygAoKwTyOqPXytZDBK7QuLDApe7yvcUMmzrBI6ZBSevOvwbFJ4XTvEXKZyeMvgeBbRaHH6NQvMkb355IMRTAn+ZQrymUL9g4JJCwbEBu6bems0txJw24RdgtTMGqDzPueaaaspL9ukRAlb6iJ0Hr2sKP8m+cMTyn8SjX9KvnEdZjPWztbqUey4DwGTBhz0gUPP1T2t7h/cx0DXZxxXxyJfStRTK/usMmx3atfmyw+rT6VXj68RleL6hQCAW+458SCUV/7T44PXVX7k9YUj1DnMzEDgIAjKhsrm3n0MiBUE4Antin14+R4Cw7QwAGERuqgGTh1NZvPs6FTEozvetI96+tUHgNEVXbo6NTpRBm/NRamPdPM1yba5f+jaHZcKntewwnE0IoxRkYw13RMIpnI58aahXKpj0eDW1Uvs4d2qYqDRC6X1UwKE53MgrKoqptlcs7D6d04+QLJ96CWO9HhfmEOcw203oHF/6NWEtnnQlPCNmMxnDapgCB5vIDFhZ7dldHeYruRrKRLsD6fJMTqOjcGgDLAiHYTJbMjnwsNUvvOKGYMF0ZLZYtpDt2tsgE91CSB0F+i2aJtcJR5pMM7kjgAmozPCUOAYiEloZjQHTpUqqTBTpOYors8vdt2wPsMPmPNtcCOqNwdnsDopp45ge9eDnppbKMM6IktrwIwUD086KTKKOBIirRFOM9tzWIVMmqjn8BhjpOZKADIwK1nWncpy3Quf/QcCk4Zlk6ZGWIFIgoyYsIlgETCdMENN9XsAQXwYz1aWYmANRUkqaMRNCSQk7msNYtDqNqUrrwtGgKG9aKmCDW9AwspOB3jG3dlK1KjrfRLfMTcwlvcni+iOZGLd1TDUjxSo4c6GHpIz33htH0F0Rug09o+8/ugFC9qYauamV+uTFlfTPNFyoXuHZXbWHh4eHh4eHh4eHh4fHb+Mfi8I+EjMeLTUAAAAASUVORK5CYII=) |
![1](data:image/png;base64,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) |
|
![1](data:image/png;base64,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) |
![1](data:image/png;base64,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) |
|
1ª Carrera |
|
2ª Carrera |
|
3ª Carrera |
|
4ª Carrera |
|
5ª Carrera |
|
6ª Carrera |
|
Puntuación |
Total Jornada |
Media Anterior |
Media Acumulada |
MEDIO INFORMATIVO ESPECIALIZADO |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
9 |
10 |
|
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
|
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
|
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
9 |
10 |
11 |
|
1 |
2 |
3 |
4 |
5 |
6 |
|
1 |
2 |
3 |
4 |
5 |
6 |
7 |
|
1ª |
2ª |
3ª |
4ª |
5ª |
6ª |
Media |
Bonus |
|
|
|
1 |
TurfNacional |
43.29 |
31.81 |
30.54 |
23.41 |
7 |
|
1 |
15 |
|
15 |
5 |
20 |
20 |
20 |
10 |
5 |
10 |
5 |
5 |
|
10 |
25 |
15 |
5 |
15 |
10 |
10 |
10 |
|
10 |
15 |
10 |
10 |
15 |
15 |
10 |
15 |
|
5 |
10 |
5 |
10 |
|
|
|
10 |
25 |
10 |
25 |
|
10 |
10 |
30 |
30 |
20 |
10 |
|
10 |
15 |
5 |
40 |
|
30 |
|
|
10 |
10 |
20 |
35 |
30 |
70 |
29.17 |
0.00 |
29.17 |
44.07 |
43.29 |
TurfNacional |
1 |
|
|
|
2 |
A las manos |
43.14 |
30.30 |
28.57 |
21.10 |
6 |
|
1 |
49 |
|
15 |
10 |
30 |
10 |
10 |
10 |
5 |
10 |
5 |
10 |
|
5 |
15 |
50 |
5 |
10 |
5 |
5 |
5 |
|
10 |
10 |
5 |
5 |
50 |
10 |
5 |
5 |
|
10 |
10 |
|
10 |
|
|
|
10 |
25 |
10 |
25 |
|
10 |
10 |
35 |
10 |
35 |
|
|
10 |
10 |
|
20 |
10 |
50 |
|
|
20 |
10 |
10 |
35 |
45 |
40 |
26.67 |
0.00 |
26.67 |
44.06 |
43.14 |
A las manos |
2 |
|
|
|
3 |
Huffington Post |
42.69 |
30.75 |
28.39 |
21.88 |
5 |
|
1 |
42 |
|
|
|
20 |
20 |
20 |
10 |
|
|
20 |
10 |
|
|
10 |
30 |
|
30 |
10 |
10 |
10 |
|
35 |
20 |
5 |
20 |
5 |
5 |
5 |
5 |
|
10 |
10 |
|
10 |
|
|
|
10 |
30 |
|
30 |
|
30 |
|
50 |
10 |
10 |
|
|
40 |
|
|
50 |
|
10 |
|
|
20 |
0 |
40 |
40 |
20 |
60 |
30.00 |
0.00 |
30.00 |
43.40 |
42.69 |
Huffington Post |
3 |
|
|
|
4 |
El Diario Vasco |
40.84 |
29.90 |
28.57 |
20.47 |
6 |
|
1 |
61 |
|
10 |
5 |
10 |
30 |
10 |
15 |
5 |
5 |
10 |
10 |
|
10 |
20 |
10 |
10 |
10 |
20 |
10 |
10 |
|
10 |
15 |
5 |
5 |
10 |
35 |
10 |
10 |
|
10 |
10 |
|
20 |
|
|
|
5 |
20 |
5 |
30 |
|
20 |
10 |
40 |
10 |
20 |
5 |
|
10 |
35 |
|
20 |
5 |
30 |
|
|
20 |
20 |
10 |
35 |
40 |
40 |
27.50 |
15.83 |
43.33 |
40.70 |
40.84 |
El Diario Vasco |
4 |
|
|
|
5 |
Bigmanturf |
40.09 |
29.75 |
27.50 |
23.59 |
4 |
|
1 |
45 |
|
5 |
5 |
32.5 |
32.5 |
5 |
5 |
5 |
5 |
5 |
5 |
|
10 |
10 |
70 |
|
10 |
|
|
|
|
10 |
10 |
|
|
70 |
10 |
|
|
|
10 |
10 |
|
10 |
|
|
|
10 |
25 |
10 |
25 |
|
20 |
20 |
20 |
20 |
20 |
|
|
10 |
10 |
|
10 |
10 |
60 |
|
|
10 |
0 |
0 |
35 |
40 |
20 |
17.50 |
0.00 |
17.50 |
41.34 |
40.09 |
Bigmanturf |
5 |
|
|
|
6 |
Turfmanchu |
39.81 |
28.66 |
27.14 |
22.18 |
5 |
|
0 |
74 |
|
5 |
5 |
21.7 |
21.7 |
21.7 |
10 |
5 |
5 |
5 |
5 |
|
5 |
20 |
20 |
10 |
20 |
15 |
5 |
5 |
|
15 |
20 |
5 |
10 |
20 |
10 |
10 |
10 |
|
5 |
5 |
|
10 |
|
|
|
10 |
30 |
10 |
30 |
|
10 |
10 |
40 |
20 |
20 |
10 |
|
10 |
25 |
5 |
25 |
10 |
25 |
|
|
10 |
15 |
20 |
40 |
30 |
50 |
27.50 |
16.67 |
44.17 |
39.57 |
39.81 |
Turfmanchu |
6 |
|
|
|
7 |
La Hora del Turf |
39.39 |
31.65 |
26.96 |
26.59 |
6 |
|
2 |
31 |
|
|
10 |
10 |
10 |
20 |
20 |
|
5 |
20 |
5 |
|
|
20 |
25 |
10 |
25 |
5 |
15 |
|
|
25 |
20 |
|
|
30 |
15 |
10 |
|
|
10 |
5 |
10 |
20 |
|
|
|
10 |
10 |
10 |
25 |
|
10 |
10 |
|
25 |
55 |
20 |
|
15 |
25 |
|
30 |
5 |
25 |
|
|
10 |
20 |
0 |
35 |
65 |
55 |
30.83 |
0.00 |
30.83 |
39.87 |
39.39 |
La Hora del Turf |
7 |
|
|
|
8 |
Historias del Turf |
39.27 |
29.22 |
25.71 |
24.55 |
5 |
|
0 |
64 |
|
5 |
|
35 |
20 |
10 |
10 |
10 |
5 |
5 |
5 |
|
|
10 |
50 |
P |
20 |
10 |
10 |
|
|
10 |
40 |
P |
20 |
20 |
10 |
|
|
|
10 |
|
|
10 |
|
P |
|
10 |
20 |
10 |
40 |
|
P |
20 |
20 |
50 |
10 |
10 |
|
10 |
10 |
|
40 |
|
40 |
|
|
10 |
0 |
30 |
50 |
10 |
80 |
30.00 |
0.00 |
30.00 |
39.79 |
39.27 |
Historias del Turf |
8 |
|
|
|
9 |
Todoganador |
39.01 |
29.19 |
27.86 |
21.46 |
4 |
|
0 |
73 |
|
10 |
10 |
18.3 |
18.3 |
18.3 |
10 |
5 |
10 |
5 |
5 |
|
10 |
20 |
40 |
|
30 |
|
|
|
|
10 |
10 |
|
|
60 |
|
10 |
10 |
|
10 |
|
|
10 |
|
|
|
|
30 |
15 |
35 |
|
10 |
10 |
30 |
20 |
30 |
10 |
|
10 |
|
|
10 |
|
80 |
|
|
10 |
0 |
0 |
35 |
40 |
20 |
17.50 |
0.00 |
17.50 |
40.21 |
39.01 |
Todoganador |
9 |
|
|
|
10 |
TurfOlivense |
38.73 |
30.29 |
29.02 |
21.42 |
6 |
|
1 |
57 |
|
15 |
10 |
10 |
10 |
10 |
35 |
5 |
10 |
5 |
5 |
|
10 |
30 |
15 |
5 |
15 |
5 |
10 |
10 |
|
25 |
10 |
5 |
10 |
25 |
10 |
5 |
10 |
|
10 |
|
|
20 |
|
|
|
5 |
25 |
20 |
20 |
|
15 |
15 |
20 |
20 |
30 |
|
|
|
|
|
50 |
|
50 |
|
|
10 |
10 |
20 |
25 |
45 |
100 |
35.00 |
0.00 |
35.00 |
38.94 |
38.73 |
TurfOlivense |
10 |
|
|
|
11 |
Turftotal |
38.47 |
28.69 |
28.63 |
21.57 |
6 |
|
0 |
72 |
|
5 |
5 |
22.5 |
15 |
22.5 |
10 |
5 |
5 |
10 |
5 |
|
5 |
25 |
25 |
10 |
25 |
10 |
|
|
|
15 |
25 |
5 |
5 |
20 |
10 |
10 |
10 |
|
|
10 |
|
10 |
|
|
|
10 |
30 |
10 |
30 |
|
10 |
10 |
27 |
26.7 |
26.7 |
5 |
|
20 |
25 |
|
25 |
5 |
25 |
|
|
10 |
10 |
10 |
40 |
36.7 |
50 |
26.11 |
0.00 |
26.11 |
39.16 |
38.47 |
Turftotal |
11 |
|
|
|
12 |
Porunpeloturf |
37.73 |
31.47 |
26.96 |
26.54 |
6 |
|
0 |
39 |
|
10 |
|
17.5 |
17.5 |
17.5 |
17.5 |
|
10 |
10 |
10 |
|
10 |
30 |
25 |
|
35 |
|
|
|
|
15 |
20 |
|
|
50 |
15 |
|
|
|
|
10 |
|
25 |
|
|
|
10 |
25 |
|
30 |
|
10 |
10 |
20 |
20 |
40 |
10 |
|
15 |
20 |
|
25 |
|
40 |
|
|
20 |
0 |
0 |
40 |
50 |
50 |
26.67 |
0.00 |
26.67 |
38.34 |
37.73 |
Porunpeloturf |
12 |
|
|
|
13 |
Apuestas Hípicas en España |
37.11 |
30.26 |
23.93 |
24.76 |
2 |
![<strong>Trofeo</strong> Logro Premio · Gráficos vectoriales gratis en Pixabay](data:image/png;base64,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) |
0 |
65 |
|
10 |
5 |
20 |
10 |
15 |
35 |
|
5 |
5 |
5 |
|
|
25 |
20 |
|
20 |
5 |
5 |
25 |
|
20 |
20 |
|
5 |
30 |
|
10 |
15 |
|
|
|
|
25 |
|
|
|
20 |
25 |
|
30 |
|
15 |
10 |
32.5 |
32.5 |
10 |
5 |
|
10 |
5 |
|
15 |
5 |
65 |
|
|
10 |
0 |
10 |
50 |
20 |
30 |
20.00 |
0.00 |
20.00 |
38.06 |
37.11 |
Apuestas Hípicas en España |
13 |
|
|
|
14 |
Graco Dislate |
36.81 |
30.46 |
30.80 |
24.33 |
7 |
|
0 |
37 |
|
|
15 |
20 |
|
10 |
20 |
|
10 |
15 |
10 |
|
5 |
25 |
20 |
20 |
20 |
5 |
5 |
P |
|
15 |
30 |
|
P |
30 |
10 |
|
15 |
|
10 |
10 |
10 |
|
15 |
|
P |
15 |
15 |
|
25 |
|
20 |
25 |
10 |
20 |
25 |
P |
|
20 |
20 |
|
40 |
10 |
10 |
|
|
20 |
25 |
0 |
40 |
45 |
50 |
30.00 |
0.00 |
30.00 |
37.19 |
36.81 |
Graco Dislate |
14 |
|
|
|
15 |
Dycturf |
36.40 |
28.21 |
27.50 |
22.56 |
7 |
|
1 |
85 |
|
10 |
5 |
15 |
30 |
15 |
5 |
10 |
10 |
10 |
|
|
5 |
10 |
20 |
|
65 |
|
|
|
|
5 |
25 |
10 |
10 |
20 |
15 |
5 |
10 |
|
20 |
|
|
10 |
10 |
|
|
|
15 |
10 |
35 |
|
10 |
40 |
20 |
20 |
10 |
|
|
20 |
20 |
10 |
10 |
20 |
10 |
10 |
|
0 |
0 |
15 |
35 |
20 |
20 |
15.00 |
0.00 |
15.00 |
37.59 |
36.40 |
Dycturf |
15 |
|
|
|
16 |
Almirante Cuatro |
35.99 |
29.72 |
25.71 |
24.54 |
7 |
|
0 |
69 |
|
10 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
|
30 |
25 |
20 |
|
10 |
|
5 |
10 |
|
35 |
5 |
|
5 |
40 |
5 |
10 |
|
|
5 |
5 |
5 |
10 |
|
|
|
|
25 |
25 |
25 |
|
60 |
10 |
10 |
10 |
10 |
10 |
|
50 |
10 |
|
5 |
|
35 |
|
|
22.2 |
0 |
10 |
25 |
20 |
10 |
14.54 |
0.00 |
14.54 |
37.18 |
35.99 |
Almirante Cuatro |
16 |
|
|
|
17 |
Masdehipódromos |
35.71 |
30.54 |
28.75 |
21.10 |
7 |
|
0 |
67 |
|
10 |
|
25 |
20 |
45 |
5 |
|
5 |
|
|
|
5 |
40 |
35 |
|
5 |
5 |
5 |
5 |
|
15 |
30 |
5 |
5 |
40 |
5 |
|
|
|
5 |
|
|
10 |
5 |
|
|
5 |
40 |
5 |
30 |
|
15 |
|
15 |
50 |
20 |
|
|
50 |
5 |
|
15 |
|
30 |
|
|
0 |
0 |
10 |
35 |
35 |
30 |
18.33 |
0.00 |
18.33 |
36.68 |
35.71 |
Masdehipódromos |
17 |
|
|
|
18 |
Hipódromos y Caballos |
35.70 |
31.50 |
28.21 |
23.82 |
6 |
|
0 |
47 |
|
10 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
|
30 |
|
30 |
|
30 |
|
10 |
|
|
|
30 |
|
10 |
30 |
|
30 |
|
|
|
|
|
30 |
|
|
30 |
|
30 |
|
10 |
|
|
|
10 |
45 |
45 |
30 |
|
20 |
|
|
40 |
|
40 |
|
|
22.2 |
0 |
10 |
10 |
45 |
80 |
27.87 |
0.00 |
27.87 |
36.13 |
35.70 |
Hipódromos y Caballos |
18 |
|
|
|
19 |
Agencia EFE |
35.69 |
28.59 |
23.93 |
24.17 |
5 |
|
0 |
91 |
|
5 |
5 |
15 |
22.5 |
5 |
10 |
5 |
22.5 |
5 |
10 |
|
|
60 |
10 |
10 |
|
10 |
10 |
|
|
|
70 |
|
10 |
20 |
|
|
|
|
5 |
5 |
|
10 |
|
|
|
|
30 |
20 |
30 |
|
|
|
40 |
30 |
30 |
|
|
50 |
10 |
5 |
20 |
|
15 |
|
|
20 |
20 |
10 |
30 |
30 |
35 |
24.17 |
18.33 |
42.50 |
35.31 |
35.69 |
Agencia EFE |
19 |
|
|
|
20 |
OcioCaballo |
35.35 |
28.16 |
23.57 |
24.39 |
7 |
|
0 |
100 |
|
|
|
20 |
20 |
20 |
10 |
|
10 |
10 |
10 |
|
P |
30 |
30 |
10 |
20 |
|
|
10 |
|
|
30 |
P |
20 |
20 |
20 |
|
10 |
|
30 |
|
|
|
10 |
P |
|
|
10 |
20 |
30 |
|
20 |
20 |
10 |
30 |
20 |
P |
|
50 |
20 |
|
20 |
10 |
|
|
|
20 |
10 |
20 |
30 |
40 |
20 |
23.33 |
18.33 |
41.66 |
35.00 |
35.35 |
OcioCaballo |
20 |
|
|
|
21 |
Spanish Turf |
35.32 |
32.10 |
25.54 |
26.91 |
7 |
|
1 |
53 |
|
10 |
|
40 |
10 |
30 |
10 |
|
10 |
|
|
|
10 |
20 |
50 |
|
20 |
P |
|
|
|
10 |
30 |
P |
25 |
25 |
|
10 |
|
|
10 |
|
|
20 |
|
P |
|
10 |
20 |
20 |
20 |
|
10 |
P |
60 |
10 |
20 |
10 |
|
40 |
10 |
|
30 |
|
20 |
|
|
0 |
0 |
35 |
30 |
30 |
50 |
24.17 |
0.00 |
24.17 |
35.94 |
35.32 |
Spanish Turf |
21 |
|
|
|
22 |
DC PRO |
35.29 |
30.00 |
26.96 |
26.39 |
7 |
|
2 |
62 |
|
10 |
10 |
10 |
20 |
|
10 |
10 |
10 |
10 |
20 |
|
15 |
20 |
10 |
10 |
20 |
P |
15 |
10 |
|
20 |
20 |
P |
5 |
25 |
10 |
10 |
10 |
|
10 |
15 |
15 |
10 |
5 |
P |
5 |
10 |
10 |
10 |
10 |
|
P |
25 |
25 |
10 |
40 |
10 |
|
10 |
10 |
5 |
30 |
10 |
35 |
|
|
30 |
20 |
10 |
20 |
40 |
60 |
30.00 |
19.17 |
49.17 |
34.52 |
35.29 |
DC PRO |
22 |
|
|
|
23 |
Cadena 100 San Sebastián |
35.15 |
30.76 |
34.29 |
22.56 |
7 |
|
0 |
55 |
|
25 |
|
15 |
20 |
50 |
10 |
|
|
|
5 |
|
15 |
15 |
35 |
10 |
|
15 |
|
10 |
|
15 |
20 |
|
20 |
20 |
25 |
|
|
|
|
|
|
30 |
|
|
|
|
30 |
10 |
30 |
|
35 |
15 |
30 |
|
20 |
|
|
20 |
20 |
10 |
20 |
10 |
20 |
|
|
10 |
10 |
35 |
30 |
40 |
40 |
27.50 |
17.50 |
45.00 |
34.60 |
35.15 |
Cadena 100 San Sebastián |
23 |
|
|
|
24 |
Eurosport |
34.76 |
31.06 |
26.96 |
23.24 |
7 |
|
0 |
70 |
|
|
|
20 |
20 |
30 |
10 |
|
10 |
10 |
|
|
|
30 |
30 |
|
10 |
5 |
|
25 |
|
10 |
30 |
|
25 |
20 |
5 |
|
10 |
|
10 |
|
|
10 |
|
|
|
|
35 |
|
45 |
|
30 |
10 |
30 |
30 |
|
|
|
30 |
|
|
30 |
|
40 |
|
|
0 |
0 |
35 |
45 |
0 |
60 |
23.33 |
0.00 |
23.33 |
35.39 |
34.76 |
Eurosport |
24 |
|
|
|
25 |
A Galopar |
34.22 |
30.72 |
30.00 |
22.93 |
1 |
![<strong>Trofeo</strong> Logro Premio · Gráficos vectoriales gratis en Pixabay](data:image/png;base64,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) |
0 |
54 |
|
|
|
40 |
20 |
20 |
10 |
|
10 |
|
|
|
10 |
40 |
30 |
|
10 |
10 |
|
|
|
10 |
20 |
10 |
10 |
20 |
10 |
10 |
10 |
|
|
|
|
20 |
|
|
|
20 |
30 |
|
30 |
|
10 |
10 |
35 |
35 |
10 |
10 |
|
40 |
10 |
|
20 |
|
30 |
|
|
0 |
0 |
20 |
50 |
20 |
40 |
21.67 |
0.00 |
21.67 |
34.92 |
34.22 |
A Galopar |
25 |
|
|
|
26 |
El Correo de Pozuelo |
34.14 |
29.10 |
27.30 |
21.94 |
7 |
|
0 |
98 |
|
|
|
30 |
30 |
25 |
|
|
|
5 |
10 |
|
5 |
10 |
30 |
|
40 |
5 |
|
10 |
|
10 |
10 |
|
30 |
30 |
10 |
|
10 |
|
5 |
5 |
|
20 |
|
|
|
5 |
20 |
5 |
40 |
|
60 |
10 |
10 |
10 |
10 |
10 |
|
50 |
5 |
|
20 |
5 |
20 |
|
|
10 |
0 |
40 |
45 |
20 |
40 |
25.83 |
0.00 |
25.83 |
34.60 |
34.14 |
El Correo de Pozuelo |
26 |
|
|
|
27 |
Perico Quinielas |
33.07 |
28.62 |
26.78 |
22.35 |
9 |
|
0 |
111 |
|
10 |
10 |
17.5 |
|
17.5 |
17.5 |
|
17.5 |
10 |
10 |
|
|
25 |
30 |
10 |
25 |
10 |
|
|
|
20 |
25 |
10 |
|
25 |
10 |
|
10 |
|
10 |
10 |
|
10 |
10 |
|
|
10 |
25 |
|
25 |
|
25 |
25 |
20 |
10 |
20 |
|
|
25 |
30 |
|
30 |
|
15 |
|
|
20 |
10 |
0 |
35 |
40 |
45 |
25.00 |
0.00 |
25.00 |
33.52 |
33.07 |
Perico Quinielas |
27 |
|
|
|
28 |
Madridturf |
32.31 |
29.37 |
26.25 |
24.02 |
7 |
|
1 |
92 |
|
5 |
5 |
35 |
30 |
15 |
10 |
|
5 |
|
|
|
10 |
30 |
30 |
|
10 |
5 |
5 |
10 |
|
10 |
30 |
|
10 |
30 |
|
10 |
10 |
|
5 |
5 |
5 |
15 |
|
|
|
5 |
50 |
|
15 |
|
10 |
15 |
15 |
30 |
30 |
10 |
|
35 |
10 |
|
10 |
10 |
35 |
|
|
0 |
0 |
20 |
20 |
40 |
20 |
16.67 |
0.00 |
16.67 |
33.18 |
32.31 |
Madridturf |
28 |
|
|
|
29 |
Príncipe Duero |
32.30 |
31.10 |
28.39 |
21.95 |
7 |
|
1 |
70 |
|
10 |
17.5 |
10 |
17.5 |
17.5 |
10 |
|
17.5 |
|
10 |
|
|
100 |
|
R |
|
|
|
|
|
15 |
20 |
15 |
15 |
10 |
5 |
20 |
|
|
|
|
|
R |
|
|
|
|
|
|
100 |
|
|
|
R |
100 |
|
|
|
|
|
|
R |
|
100 |
|
|
20 |
0 |
30 |
100 |
0 |
0 |
25.00 |
0.00 |
25.00 |
32.71 |
32.30 |
Príncipe Duero |
29 |
|
|
|
30 |
Hipotour |
32.11 |
29.60 |
33.39 |
25.06 |
9 |
|
1 |
57 |
|
|
|
35 |
35 |
15 |
15 |
|
|
|
|
|
|
50 |
|
|
50 |
|
|
|
|
40 |
20 |
|
|
40 |
|
|
|
|
|
10 |
|
|
|
|
10 |
10 |
30 |
10 |
30 |
|
|
10 |
30 |
30 |
30 |
|
|
40 |
|
|
20 |
|
40 |
|
|
0 |
0 |
0 |
40 |
30 |
40 |
18.33 |
0.00 |
18.33 |
32.88 |
32.11 |
Hipotour |
30 |
|
|
|
31 |
Corta Cabeza Wordpress |
32.10 |
29.47 |
24.64 |
24.88 |
7 |
|
0 |
94 |
|
15 |
|
45 |
25 |
15 |
15 |
|
|
|
|
|
20 |
25 |
30 |
|
25 |
|
P |
|
|
15 |
35 |
P |
|
30 |
20 |
|
|
|
20 |
|
|
20 |
|
|
P |
15 |
30 |
|
15 |
|
25 |
20 |
15 |
20 |
20 |
P |
|
25 |
25 |
|
25 |
|
25 |
|
|
0 |
0 |
0 |
30 |
40 |
50 |
20.00 |
0.00 |
20.00 |
32.77 |
32.10 |
Corta Cabeza Wordpress |
31 |
|
|
|
32 |
El Periódico de Cataluña |
32.08 |
28.44 |
26.61 |
18.17 |
7 |
|
0 |
130 |
|
15 |
|
18.8 |
18.8 |
10 |
18.8 |
5 |
18.8 |
|
10 |
|
|
|
40 |
20 |
20 |
|
20 |
|
|
|
10 |
|
|
80 |
10 |
|
|
|
|
10 |
|
|
|
|
|
|
50 |
|
40 |
|
|
|
50 |
50 |
|
|
|
25 |
50 |
|
|
|
25 |
|
|
20 |
40 |
0 |
40 |
0 |
0 |
16.67 |
0.00 |
16.67 |
32.94 |
32.08 |
El Periódico de Cataluña |
32 |
|
|
|
33 |
La Biblia Burrera |
31.63 |
27.94 |
20.78 |
23.06 |
7 |
|
0 |
129 |
|
10 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
11.1 |
|
|
80 |
10 |
|
|
10 |
|
|
|
10 |
10 |
|
|
|
|
|
80 |
|
|
10 |
|
|
|
|
|
|
|
10 |
80 |
|
|
|
80 |
10 |
10 |
|
|
10 |
|
|
10 |
|
80 |
|
|
22.2 |
0 |
0 |
80 |
10 |
20 |
22.04 |
0.00 |
22.04 |
32.16 |
31.63 |
La Biblia Burrera |
33 |
|
|
|
34 |
Turf-Cat |
30.69 |
29.01 |
27.32 |
19.53 |
7 |
|
0 |
121 |
|
10 |
|
35 |
35 |
10 |
20 |
|
|
|
|
|
10 |
30 |
40 |
10 |
10 |
|
|
|
|
20 |
30 |
|
|
40 |
10 |
|
|
|
|
20 |
|
|
|
|
|
20 |
20 |
20 |
20 |
|
20 |
10 |
5 |
20 |
45 |
5 |
|
30 |
50 |
|
10 |
|
10 |
|
|
0 |
10 |
0 |
40 |
65 |
20 |
22.50 |
0.00 |
22.50 |
31.14 |
30.69 |
Turf-Cat |
34 |
|
|
|
35 |
Turf Español |
29.93 |
27.07 |
23.66 |
21.10 |
9 |
|
1 |
145 |
|
20 |
|
10 |
30 |
5 |
5 |
|
10 |
30 |
10 |
|
45 |
5 |
45 |
|
5 |
|
|
|
|
30 |
10 |
|
30 |
20 |
|
|
10 |
|
5 |
65 |
|
5 |
|
5 |
5 |
|
5 |
|
10 |
|
26.7 |
26.7 |
26.7 |
10 |
10 |
20 |
|
5 |
5 |
5 |
50 |
25 |
5 |
5 |
|
15 |
0 |
60 |
10 |
20 |
55 |
26.67 |
0.00 |
26.67 |
30.11 |
29.93 |
Turf Español |
35 |
|
|
|
36 |
Galope Digital |
29.92 |
26.25 |
27.43 |
22.71 |
6 |
|
0 |
115 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
0 |
0 |
0 |
0 |
0 |
0 |
|
|
26.27 |
30.12 |
29.92 |
Galope Digital |
36 |
|
|
|
37 |
El Debate |
29.31 |
29.31 |
25.89 |
21.46 |
7 |
|
0 |
120 |
|
|
|
30 |
30 |
30 |
10 |
|
|
|
|
|
|
50 |
30 |
|
|
|
|
20 |
|
|
R |
|
|
100 |
|
|
|
|
|
|
|
|
|
|
|
|
50 |
|
50 |
|
|
|
R |
100 |
|
|
|
|
50 |
|
20 |
|
30 |
|
|
0 |
0 |
0 |
50 |
0 |
40 |
15.00 |
0.00 |
15.00 |
30.10 |
29.31 |
El Debate |
37 |
|
|
|
38 |
Olja's Team |
28.61 |
27.51 |
25.71 |
23.29 |
9 |
|
2 |
126 |
|
35 |
|
70 |
10 |
20 |
|
|
|
|
|
|
10 |
35 |
35 |
|
20 |
|
|
|
|
10 |
35 |
|
|
35 |
|
20 |
|
|
|
40 |
|
|
|
|
|
15 |
35 |
|
10 |
|
|
40 |
35 |
15 |
10 |
|
|
35 |
35 |
|
10 |
|
20 |
|
|
0 |
0 |
0 |
20 |
10 |
20 |
8.33 |
0.00 |
8.33 |
29.74 |
28.61 |
Olja's Team |
38 |
|
|
|
39 |
Cope Guipuzcoa |
28.29 |
27.39 |
27.50 |
20.55 |
9 |
|
0 |
134 |
|
15 |
|
|
32.5 |
32.5 |
20 |
|
|
15 |
|
|
20 |
20 |
35 |
|
15 |
10 |
|
|
|
25 |
20 |
|
15 |
15 |
|
|
25 |
|
|
20 |
|
20 |
|
|
|
|
25 |
10 |
25 |
|
30 |
15 |
25 |
|
30 |
|
|
30 |
20 |
|
20 |
|
30 |
|
|
0 |
0 |
30 |
25 |
60 |
40 |
25.83 |
0.00 |
25.83 |
28.43 |
28.29 |
Cope Guipuzcoa |
39 |
|
|
|
40 |
La Ciencia del Turf |
25.78 |
23.05 |
13.67 |
18.42 |
9 |
|
0 |
165 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
26.27 |
25.75 |
25.78 |
La Ciencia del Turf |
40 |
|
|
|
41 |
Caviar Turf |
24.06 |
22.58 |
16.40 |
14.26 |
9 |
|
0 |
172 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
0.00 |
25.40 |
24.06 |
Caviar Turf |
41 |
|
|
|
|
|
|
|
|
1ª Carrera |
|
2ª Carrera |
|
3ª Carrera |
|
4ª Carrera |
|
5ª Carrera |
|
6ª Carrera |
|
|
|
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
9 |
10 |
|
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
|
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
|
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
9 |
10 |
11 |
|
1 |
2 |
3 |
4 |
5 |
6 |
|
1 |
2 |
3 |
4 |
5 |
6 |
7 |
|
|
|
|
Porcentajes de probabilidad conjunta |
|
9 |
4 |
19 |
18 |
16 |
11 |
3 |
7 |
7 |
6 |
|
9 |
27 |
28 |
4 |
18 |
5 |
4 |
5 |
|
14 |
22 |
2 |
9 |
31 |
8 |
6 |
8 |
|
6 |
8 |
1 |
12 |
1 |
0 |
1 |
7 |
25 |
8 |
31 |
|
15 |
12 |
24 |
25 |
19 |
5 |
|
23 |
16 |
1 |
23 |
4 |
33 |
0 |
|
|
2 |
5 |
0 |
|
26 |
17 |
1 |
39 |
6 |
7 |
2 |
2 |
|
|
Previsión de dividendo ajustado |
|
8.9 |
18.4 |
4.1 |
4.5 |
5.0 |
7.0 |
23.6 |
11.3 |
12.2 |
14.1 |
|
8.7 |
3.3 |
3.0 |
16.0 |
4.4 |
13.8 |
16.0 |
13.8 |
|
5.2 |
3.7 |
21.5 |
8.2 |
3.0 |
8.7 |
12.4 |
10.5 |
|
11.2 |
8.4 |
23.2 |
6.5 |
20.1 |
35.4 |
23.2 |
9.8 |
3.4 |
8.7 |
3.1 |
|
5.3 |
6.0 |
3.5 |
3.7 |
4.0 |
10.8 |
|
3.6 |
4.9 |
19.7 |
3.7 |
13.4 |
3.0 |
29.7 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|