Si quereis ver mas perros busquen los enlaces de los perros que estan mas o menos en el centro de la pagina a la derecha debajo de los peces de colores.Ahi algunas palabras que tiene links a wikipedia eso es para enseñaros mejor de que va. DEBAJO DEL TODO PONE ENTRADAS ANTIGUAS SI QUIEREN VER MAS PERROS DENLE AHI

viernes, 23 de octubre de 2015

SETTER ENGLISH


Los orígenes de los setter datan de finales de la edad media en Francia .Aunque, según Edward Laverack, en su libro "Los Setter", el setter es un spaniel "mejorado". El setter ya existía antes que el pointer en Inglaterra, por lo cual en la creación del setter no existiría sangre de pointer.
Fue llevado a Inglaterra donde se separaron distintas estirpes: el Setter galés (o Setter de LLandidloes), el Anglesea Setter, el irlandés, el Setter blanco y rojo, el Gordon Setter, el Ossulton Setter, etc.
El Setter inglés actual nace en el sigloXIX gracias a los esfuerzos del inglés Edward Laverack (1789-1877), aficionado a la caza y que crio Setter durante más de medio siglo de manera totalmente endogámica a partir de una pareja obtenida en 1825. En 1874 publicó un libro con el estándar de Setter Inglés. Debido a que los concursos de belleza aparecen poco antes de su muerte, Laverack solo logró tener dos campeones de estos concursos. A su muerte solo poseía cinco ejemplares de la raza, pero había difundido la sangre de sus perros por medio mundo.
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sKIFCSSgpo8Hi2SZ4ASAmZqg5HofrChlT2Pmp6dT0vYxtns5cAJrG6uu3fh5UmXMS6C7KbwqJJbl4vjCwpwnwkEPp9/Zgmy41JUFghBz5FtItshA9/WZCpilpGIuPCMsnc5QxsUqzzgkVlrSzNQ6eUCLmoRLUgJCuSSx65RWm1SyFAowlOY16uRE6mOzfXneYmCWlBKiksojLevp8YTXxaV0wh9xtzhR2XtJSpJCWSTUFy4LP8AB/SPot1WGQtS6KIGSicnNORpWLSbAx0++ZdkQkK45sziTL/pB/MvbkNYGvTtBMBScTOKVpyoNIr7V9iLRKnd4kmdiL95Sv6ti3ltCOfYJqnRSgzND0iHNw3PWwpdND1YNSXH0GdttE2ayZ6khJDJw/OFdmvtdmQoHiwkhPOOk2CeoFgWyHzzipdiqmXMdLKoTvGUstyTH1f9RjNVBeK+DZ3J2nlz5aRhKZiUsAvJ/nAtusE5dpM1JYpSkMksN3MKr3uoSggy1KxKDhQNI670zksuYlakEEnnFvqtkZY+uVRtbo1ap0qckS1oRMmJHEM6/wBUZm9AJUtSUqWti5ICsI2AGmzwLYrVgm98hRQHLA5xVfF5TQ6krSkKDqyq8TPNGbFPqoOdptfKJJXIWlM1MoFQoty7nLWDLNfndJCUJwgUaMndKpieIOUu4feCrnkd/PKVKwhTk19ucarIuEet0nVwyY20lq8eQm8J3fT1rUOIeEZ0A5R7Js4mKxJOBTOw3G8GXdLAmLEkKCBwkqFTuQ+eUAGYAVLBFFeHIs+sc+TI0+Dkyde8btxdP7beL2oa2e82xd4jCtgCRtvFspInoUsTCkjhFWxUzgddpE1JUUAbl6xfYQEkPLOEgcW3No5YyUfc0eZg6mOLI519PgDuialGJEzMKz3homyyVVKfeJ2uxYihTpU5bn1iFrmTApil21ERKTnNtEdVlWXK5ruKUykJlUIJIDAwCi1KxpSwYGrUcwqwsUhSg2YIq3WJWa1YCTRT76dI0avg5h9abRxELUwBokZxVOtIYzJQIIOsKpd4qCnUAp94Ll26WwAYBVFVyhaa3EPZF4oXKJmsOmvlvA6UBCipDrQoVB0hGueAClKnbKNBc1pCpSQCkE0JVo0Z5G+QC7JPBWAwKG1GXzBiu+7KmXLdQCkuXKc2zGcXqlJqFFnGaKxRdltSQuVNTiQDhCmr5wlFPd/UaRm5tsWghaQQnblEbTbjNAT3dR+YZ+cOreoBC0pFGLPHthkBKEYQ1Kx1LLStGqiZg2ZT5O0EXfImYscsqSRsKmNDaG4aZloYSEiWH1heqGm2ZoXtxpxYitCqvkeojQvJn8eIIYsWDF4WGSJlrKiBVDmnlDKVJSkmmsCmo7C0WCTVlKmlKKxtmC2jc4IupcxaZpUDySd2J8hlBlkCUFakBj+0GXbLUEFa81OSfgPg0aYZa5A40hJOcpkqLAKIB3Baj+cTKkgKKwAp2ds8LF/jBirMlCgVAlKlOOTkQTPkJV3koBiACCd8yPT3jroRbcckKSUtqT6xrrntKU/wwqqaNud4z1wS0BQyqCmkOrHLMuaqY1CMxvV/lFRA08kC0S1IVkaOKEUz6v7x8jt3ZqcLVMlHgCTVZU5OoI5ER9S7PTCEnERm4894zf8A8n2RQmyp6HDpwEjkXY+sRmSasduqPn15Jm2cj+ItYH5k6ciIVW68FTRQKd6k6w9l2VbEgkamKrQ4khi6yHJYRwqasnSxLZr2nJSA4bQGrfSH939oBNk91Nm4VOwIFGhPYpKJhGIhBTnziFou4YimXUH80aSjFCHF/WdcsJSAFJOpoOQEIbXY5gYrlkA6vSDLZY1LVLlqWouMiaUhrIu3gwqxFI3JjJSSdlqLM7+IWOFGUeWCYlMwHJncnJ+kO7vu9Ciuj4S1Ylb7ol4CwAIBLiLWRdxqLEqL2WFKwKocy3PSOvSYhTKTTF4j7wZd90oVLB1Id4Ft9iYIQ9CqIn7pfQc3OSVvgOsC7OJfClalZKJoG3hlY7RLWGSoqFKPQNvGVmLKUlCcTcvnBVwoT3Z8QWC7f1DlEygqMjTqs6iFOAC3CUqcCEs+9p4LY8qZCJXfeC5b4zwvQKzi+ddUlRKu9PFX1jKK08iYqndnc8KhFX/TUxvGmNIizFJpWIzJSjpSGskvJFsz0vs6sfnRHL7NzDqj4xoDZiNPhE0y1bHyh+pLyFsz6uzMyjKTzgiy3LNRTGGeoh0pK+ceJkL2jOUpNbtCtl9ilhCCCxju4FWo+fWK0WRTknLaLCCN4zt8Jj1NcFE67UqBGLOmUXy7KkJCQrIRPuo8KW0PWC5+R65eQebdzgMsOCDF8+zvRxE28o9QncQnKfkPUkApuxQmFYUPC0XyrIQXJFYI7kmPFSFaOYeufkfqSK7NZVqUU0Yl/KNBLl4Uso6+UKbApSV11+UOUqC0l6A+0ep0n4LLUm1uKycalSzUBXoBn5GLVy0sZylEMctCGILeRHpElAIds1AN/wCMJ7TImKlSwlXCHxPzUXjqGaG6ZeE75FxrDqxpfEMhl8IzdltGCiS6Wz6l4bWe2Y0qUCwGUAD66pBSpDF2DK59Y0E6xy50tUuYl0n7BGxEY5FuwALD5Oemv1jX3NaRMSFAuDD7AfNu0N3qs6lSs6Ok7g5ffKMdJsU6uJNDlWPt3au5RaZKmH8RAdB15p8/ePkgmKBbXnn5iPLzwnjltVEynKxLabmWRwpq/wA4a2KwYakRcSsdI9BX95xzynkarYlTkiKLJ/HQsswSX84YzUvRwBC1WI6RFlj+qJubLWaQVY7Ng7zmpx6RVbZSlIUEjQiOllW7RcEKNA8P1JfAvVYnssiYiWkYTQMYGtljmKKCEFgXMaESlvHolzNDFLPLnYPVZlVWecgnCgjFm4iqYmfLIShFQKED3jXKE3LOPP4wzhPK32RDkYpdomqbvJKiroW6w6/xFLDFIU4AFIdpM01DekSedy9IbzfH6hqKpad84l3nnC5NrVXlm/tEfxujHfKJ0SIDkrUTl8YkqauoCWgKXbXOTRMWzUwmn4EEJnTC3DXqItCz+aF6JxPhoN47vgHep6Q6fgBi6o5YG7iFZtKjQZ5xfKJoXD7QKLQ7LZlpA39IvlzEkZlucUpmkUI9YjjFXqIbXYZcZYOVeYMd3bbwIaDhGZiPeKOhrnDUfkQwCwCxNDvEpakNQkQvJH5tMgYlJlktQZOTWBwVANUlDh1F3pBiwySNGMIbOpliuuTHeH8xZegjt6SOmLNIFC5IIS5dqpPX5RXPu9c2RQtxn0GfxidqLhIGTt0iywoUUlCjQJV8T+4jsNACx2hIGEB0788oYWaYU6Ur8YGnWEJQydIDu2YUqwlRp7RNiNVZFAgco1dyzwAAIxKLQgEVIOzZiHd2TgDmQOcUmM2JXxAxj+211pln8QEpwqovkrQ+fv1jSy52JDjMRO1WdNokqlqyWkjodD5EQsuNTjQmrPlK7aliQU5ZNETeSWBIIPSBJ9mVLUpCgxSSD1ECTJZcVPKPK9KJjY4TeEts/ICIpvFI3IgGXZ2ORBiQsz5DLnE6IoLCTeKNUGJf4jLBcJJgASlAuRF3dFsmiGkKw0Xmg6GITLySPCPKBjZaOAYqXYpjOGiFCNhZ3+LqD8NXpHgvVX9MTVJapB9IskyEl3Sx1imktwKlX2shsAplHJvRR/IRBH4JopXKIOfrAnFhYEUh6V84glINS2zQdLu04efKvxjyXYyoBOGratG+y4AGFjZwkBt/Zoj+BoQSOdekMvwgZiSw2itdjTTQUOfvzjLVvuAvTZq0Jb9olOsWWZ6wwlyS5AoBoIgmUdCH67mnSGpACSpP+VnBbziX4ajs3TP7yg8SCrWvsM/OOm2JncpcCtQx2ibsALcqLZMPhFi5aTuDy9ILROQlITiBpntQH3iqakOOJmq4q9HPvlC7gUqswAJZTUYvvEV2WgbFi+yINlhTVVu7Hq1IpshKl1KqfeUGpiKvwQmNmD8H2iabCUnx0IyhssFOQzq+n7GIzpRLOMmr1zH7RCnJjBpdgAaod/t/WCkukMrN848lSU4sYYfsB6GkGTpDpc9R6NHpdI/azSANLnJwk9X9WgSTauJWdB7wrk3knvFSzn9/KGC5oSknlHVZZNZxy1OSOnKFtpCUqSoFlADPI9YvnXiE4WBYgMRzii32YKqMznDYDy77WmbhIZxTpDyzzMn9Gj5rd9rMpRP5Tn9Y31itSVIHEA9QesCdgjTXHM4tQNtKwZY7cy8Ogf3/AGMIbApiBjOedIfGSAsnevrn8Xi0xiXtvcyX/EB2UwUBvofSMTPsTnEAr1pH1+12cTpK5Z/Mluh0Pq0YIyXSxSElOY5gt7x5fWx9OepdzKa3M+hAJIViBFMn9Ykuzj/tmtc39BDSYWzO+keIkhNQsBVc2ZjHJaa4IFhs01RGWdXO2kEIlNm55QV+HUklpgLmtPP2i0THowLVyq7MISaewAYkqDh2Hts8UqzCVZu3DRxm3pDBVmICiUnJwH58/ukRm2RSas5FQzQ0lYACpKgokPhGj5x0iQSkqL4eeecHnGk8SCUvprlnyrBRWl6oo9H+/toqUq7AKxILAgEgFn3fcaEGPcKw4ILjOgMGzkkijJJ0GXPzgaWsVcEl8wYSTkAIJqgnNy2uXP75RGUk4suI1cfPbSJycs9Xrsz+sS7xy6Q3MxzWZkzIDkal3+MDzJSKsTR8qx5OnnKgrXy1Pwidl4gp0lIrU8j7Q7l2YbgxsJKnTMKRmd9KwYiyJLlX/Of35R6iysAavsMotRZSXzYVJelK08m9Yp1VFIqNlZmLgCntWsUGypdlhTNzyG/3pBymSKgszuC+uw6/CLypk7PUODz9RSJQUJrNZhVsgoEFt2ce8MJdkSA7U0B+/KLFVS7APt8RvoY6UcQo/CXPvR84epvYKZQsgkHCwOtaMQ2cVIRKCiySKkEvkXfX7rDCzkLObihY9HGW7n0ic5KQKJ4cQfdgxJ+cSpMAUJSxcqYZnOmf0iyXZglPiepb5dOsWowlNEqKXcMNDz2ikTQtTOpLE7bOx+6Q9VjpkpSDhLpzqerU+EFsVylAZsQOrQsnz1FM3A7NmchRn+sF9llKMjEryfpn97x6vQKos1xoS3lYgyqDGkAu2bc9YVKUo+KoZiN4f3jPJmKD8KkjCOZMZu2JMvE51Lax2NFh93TkthGXtEbZak5P5wqs7TJeNmILEfOPZqAUk/Z5QgOE1Cz8Ia/hu8lllEKQKAHNhCO75dWLP8Y0PZhH8bi0Bbnl+0NbMA27UWifLlYF4MgVO5Ybc4+jqWU4MR4imvlCCzyky6pAS3pXOGF+rKkyJqKCr83b941sZoLJPHn9ISdorqOIzZSSt/EkaHcDnANnvgYyA4KWB89oPF7ECtTGeXHHLHTITVmVK5jupCtQx6szfeUcV0SVD9q5Gm8bWStM9LKFdDqDpWMnbJRlzFJWAfy5ZtUEVjzs/TrEk1wZyjRV3fCo4nA2zyf6iKJC1M9AMWFyPTzzgiVPLl0gtwg5HauhDB35x7jeiUsqjv0zjk27ok9tdlLEKLOGBJ3IZm6xSrGEMSSw9hhMHpmlalUAYAHyb6xXOWEqfiyYHRjrGVqtwB5IdKgc6tXPWnPKPZ0oFGZBSK0NfSPJ9oRVyAQSxbcBi2sWJtB8OJLOx9SW+kXs+ABQhClVxUKhU+0VGTLGq07j70guZOCWSzEg1XzHt9IhJcjNA0qNvKNIyrYAPugapYBJ2y2ioyTmHzry6wSqUTVJoz8xQ0byEWzsioBqMNmjnM6Fy0uFY8i4d+TZ7vBGNiHIbDXb05t7xAL4gn+rQjbN201gifLchmSoBq0IOo5Qws5CFqwJ1qKZbkRHEB4Sas4IyA055xOylT8YdSmrqVDNgN8/OJYDhOTgkiuh0PKsEo2M9d2wljo3/kPIj2iFomgqGJR3SNNM96t6xUgNxOUkjIlxTI8mc1GkWqoxLAgVOoOT+0JrsFlaJmHEyU6k6jJ49XagNGdnYVox6mhgrvXIGYc16AUb7oDFRV4ktXMOz0HwzHxhUuQsFXOY0lviFT00PLUGLkT24imjuSKsGZ2HIRameCSM6BuWY9xHMlSS5pkW8TvkTtWGkmFk3FcL1DsNvLKB5EwFRBNW9c2Ppryi2SVSy7JCdVYjTKjGhflAKbRKlOqWHOIkOXZy7cgNo2w9PKatFxTZ7bZGJCkhfiBSVEMWJNSNqZ7QzuiypFn7vGVuCCrrtCFN4d8e7UkNMod9TQ+saCxWUS0hKAwj1eng8cWn5NYqhDbbvCJqTiUSlGEE6gGhO5yHlGcv3ESGIzrGq7TTAlSDqQR7Rir2m1IfSNm9ygq55gAUk5Ky+MeBeGh3oICkLSEviqDlBYm40AuHCmr009YUZJ7CTTJy/FU+cOLpH8ZBB3y6GEHe1FaN6/ODrktTTklzs3UN5xQz6Bc6JqSrvFJUl3QRn0MOb7lKNmTXwqBfRiCPciEVinEho0IlmZZJkpPiI4Tsc0k8nAhp2wM0ZyU1K0voNTzidmtwXQF21hdYLjUjESoLWRRRqQa+gyiFgtBCFOgJWCQeZGvSBugNNdluKVpTuW6QZb7ZJmTlpWl0gtiDguAxy2hN2cc4px8KaJ/zK5chFU5S8JKcJINQ5GvLMs0c2fNpSVWRKR6tSHoolgWIq+ElvNkn1i5AlK4kqZSSWZ6hnq9Dp6RQgMSHzJLDSuXw945Mg4XCicydxQ5aZtHlSSszCZktMxDk4SWOg3L+T/GBis4cKwyQ9cySdmhfMvAJPdqdwaEDMMaffLeLhPSwFVYaqL/7X65w1hYj21HFhCUjhPFllkoORnk3WKZ1iUrQg5uDXLNsg31zg5NoQTqKllNn565Z8o6dJVXAsJU1ATs59c/hDtxGQspUDgUCQn+rRJb24hSLVJB8SATk4GnrFCVLclRSoHTM1GWkEonnQkjRhGLlfyKxTNlTAcSDQsCPn1bnVhHSbccLKBBxF+Wv7RKatTUfCrQkAgjPo4qIolSlhKgtyTq2+QI1BAHrD0mYVaFEZpcFw+RBZ/MRGWpSgQWp4XNW0Ynlr9IqDYWxEHm5y0qdPvKIzZ4CeIgkajoSSBvn6tBQExPxFiSofmblTI5HOCJicKixxOnXq32fOAEzsKfyuQzh2r1r584ibwSoKBBCh4SD5e2cNoA3vRR0thDVegauWfTOJIkpBIK6JFGatXz1yTXnCe0213IVQUDtqABX1ilVsOFncDLcVcdYEmA4mTwghQLh60/yqcjUnLyDRK0WhDhQIbWlcx99OkZwrLuHbQVYO/1iAmqUTmG30oIrQM0arXLAdKhl0c5acmEBf4wgJLCrgjzzfesKC7BLA7jcOH9zFYASGOe5+DeYJgUVyIZW69hMQQ2EhThjyGYP3WEXfTAVJJoder1gpMtKmJYVrvuRWDrusdmKVmcVKUxOZAHINmaV6R1YZNbJmsJPgs7C2dUyYVnwoDPuo/QP6iN4tLQju+9LPJlpTKACXwts9XJPvHT+0KCFMRi0juWSKW7Nk1W7Mz2ttGOfhP5Q3ma/SEMyUHzcsXB++kN7RMK1KVUrJBLjkPhQ+sCzgpwnCz1HNi58gY4pZHKTo53K2CSrMnTzf1+keFL0H3Uh/vcQdNQBhZwaabgZ00cekemWniIZ8OYy8WL3SHiVkaEpE7kKUEGYkK1Y9PhkYcSr4kqXx2SWMJACgohT0yOSjrGb7tRIdTGg6Pp6+8NZFimJxYnDYWJ1BVhzGWpjqh1FLc3jkVbmxuyYCARDm571V3ndiQol6KyDcztGd7PSimWAouUhi24+8vqI0Mi1pDHE3TmWH2Y6I5IloynaObOk2mbLwFsRUnYpVxJr0LU1BiixSpswtMZAc5VOjF+pjY3ha0Yh+JdaTRCkmoo7AjWhzhDb7WhCylHGgiju5FBXQcQZxtHPnclwzOVo5NmmNwqZCXAG7sxpo4BfnELHZZhT/EKsQoWPMeeTiLLPalHhw1ITmGGYB9vgYJU+INMSHU+5LYfLIEHyjz5ZZbmZWmXMolT1GbZHrqGJ9DF0tDZnEBochR670w/GKlWg0xFndhok6j4H1jjPJUohQApzzb9jC1N9gsoNhTM4u84g5GVM00/3RMWEGuJsR3dqD5g9WgcS2CmBIrhfIApClAdSot5RTZipISklJISHCicVKlQ0Jd9dYv31yA0ShKUkCYwcgNoKAA9A/wAIotdlBScKzjZhioHYOere8UmyJx4VKPE74SAwGH1qlUV2VACA5BUCKE5lw6v/AKqPrCStbsC+yOW4wSAglhuSGryb4wUiRhcICWc5n1im73Q5YNjUA5qQ5br5xEy0GisRKeFwc2A9TWInDfYRWc5v+mflAs3wS/0CPY6CX7kgVr0ga0+I/pPsI6OiI8CB1+DyP9sVStOh9hHR0X3A6f8Af/kYHRr0/wDYx0dF9gDpHy+kD/mPl7R0dEyBk/z/AO0xXPzT96iOjofcZKZ+X9Q9hAa8j0Mex0MRJHgR0PzgqZkP1D3MdHQ5FBQ8R6fJMeTc0f7/AGjo6J7iOV4B9/mRAFq/ljqf71x7HRcRgk/8n+qPlG3tXgX/AKfyTHkdGc+387giyxeKZ+of2Ig+zeD/AGj3EdHRsuV+RoiSf5aOp9jC1P8AOR/pD2EdHRpk/Cv53YPgYL8Y/Sn3VFVk/wC31V7Kj2Ojg7/l/gkCmeA/rgn/ALR6J/vEdHR0oQVZf5aP0p/tEIF/z0/6fzjo6EuWMLvP+aP0q/tmRC8PGj9Y/wD1j2OhQEhgfDK/UP70R7Zs1/q/9Ux5HQsnA2f/2Q==

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