El Sistema Digestivo Canino: Funcionamiento y Particularidades

El sistema digestivo canino es un proceso complejo que permite a los perros absorber los nutrientes necesarios para su supervivencia. A diferencia de los humanos, los caninos tienen un tránsito gastrointestinal más rápido y una flora intestinal única. Esto se debe a que los perros son omnívoros y necesitan adaptarse a diferentes fuentes de alimento. A continuación, exploraremos las particularidades del sistema digestivo canino y cómo funciona.

Índice
  1. El sistema digestivo canino funciona de manera eficiente para descomponer los alimentos y absorber los nutrientes necesarios para su salud y bienestar
  2. Tiempo de digestión de la comida en perros varía según la raza y la edad del animal

El sistema digestivo canino funciona de manera eficiente para descomponer los alimentos y absorber los nutrientes necesarios para su salud y bienestar

El sistema digestivo canino es un proceso complejo que involucra varios órganos y funciones para descomponer los alimentos y absorber los nutrientes necesarios. La boca es el lugar donde comienza el proceso de digestión, donde los dientes y la lengua descomponen el alimento en trozos más pequeños y mezclan con enzimas salivales que comienzan a descomponer los carbohidratos.

A continuación, el alimento pasa por la garganta y llega al estómago, donde se mezcla con jugos gástricos que contienen enzimas y ácidos que descomponen las proteínas y grasas. El estómago es un órgano muscular que revuelve y mezcla el alimento con los jugos gástricos durante varias horas.

Después de pasar por el estómago, el alimento entra en el intestino delgado, donde se absorben la mayoría de los nutrientes. El intestino delgado es un tubo largo y delgado que está revestido con vellosidades que aumentan la superficie de absorción de los nutrientes. Los nutrientes se absorben en la sangre y se transportan a las células del cuerpo para ser utilizados como energía o para reparar y construir tejidos.

Finalmente, los desechos que no se han absorbido pasan al intestino grueso, donde se absorbe el agua y se forma el hueso. El hueso se elimina del cuerpo a través del ano.

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rgx7M7KbpR8h/ePPV9PBnUjyL1H2U1+PMvaL4QzD7P8HDY6KzbvwWtawgVhAj9FOKsfKPhnzhVwZiCif+/fp/rTrPZABpsXvubfZ1jKjLt4IE+Iq2MiN9oAn2QLb5mcmPJjRkfpD1MAR6cMn8uiTkRtU17CIOW3YF4xIKGJBZt8ZklOgplZBwYMfA1QOHiUf6S5RJORL/tPpZHhvoJ2nbWP/wB7n/2Z0/wsWI/vn0YpnSylAvq3h+BmN4mNYTExi8bVrbLlgKgDYjAuTQ7NV5sByxzoM5x/Zm3Vs0GtbVma8WIJuQqTj+y9LG8pZdWCV1Jr4Oa89n+LR2ow/qab2da9duo6wE07eQdZsDi0W6tJSLTxaa/Z6vqvSt6WKYO4GMjMEttGyVds7yPiJMAXLkZ8p0xZKOQLzjTWqQEm1kAMfPqWrP3QyhX9ShilSDHcpHfzPtZUOsdDc+Ql1NtY26LQhRl7wdFMbaljYmQrz76RmYFmZyUSSy4gcecOcZH1HHJlOsBRbXrEUpKXOnkULoWT+LiuNLx9NM8jiCP6nZUofGdo1bOwx+JaqqcxFrhBDjcscbzNYP2s4jKSMT7k5GdxlDTPktyiU8PjCwiHht848pmJGZiY2mPTPjHoof7yBfqAx1cja279+M+jqSqRbHmshPQlBDBRPhPjH47I49V5PGZ4mPitjJfTI0WIhZ7TMFavHkK4FRRyGJ8XqqAJw1hS536z8BnW3SqVI+XNXLXaukV7FdVMcjrH1NoOPCd9tVjydxw1qpGw5+WL7OJpI980mWD8Wm3B42xEQ9HUiPLTezmIUh/dqi1vkfdHWvDZrIcAbcwgtgY60XBAG4vojB2meNh4qj9FbFUas8gRHP8AqdoPYxsu+aH13enJ4/vS4NW0PX4rJZ9Qd9pid5ghvV+cdUY9qPP1J851UHgmqz/1G2siOzll+oNvQQlMztH5d512dud5xygmd2I90X46xmQlp1aCZt2R8CGcHOQ2LMti18xrvoxTZZpiRSBB1Feg/KI+s6tLkqrRjzgd40tk7CY/mjfWU7O4k0XbIINbYWZwNFWPpoEaiBUBRE6l8fIZ1NnmXAJki/QnF5F/j0hQP1xmGq18hkKVrd3HjZTAACxgQGBGPKPRmk9fE5NXzKq2I1Sd3mpVf/USB+nK0SWZXUBM/wBcBITGCGYmJjeJuVenMsCPY+caIuP+uoiSmIjzny0xPClKx8wDeNX461UWj8tjjUH4z9NVzgXoP5ctp1WgsbZmzXiZGY2amvZTYSDUnBCXlP4q9lqtMhT7TbBR7FfuWRyfjkG93rz/AJSvWr1FApKQWsI9kNZtfEqL4+TJVOra+m4voXjGlD1bKQ/u3nViS4dNf3jZ6YaLs/R4DCuomYiI3Z2dMhMftCeJRMawmHm1i6DGXmR7qBkV4HHj8azbOlIUkeK1iA/TWX/hLWMyMeAqb0HT6SiCiYnynw12dKZwuPGfNS5VPqX8YdYjsVQklzO7EiYNCCGYIZ1Yxu+5ILb+37Pt7/dap0OgXUZMSfyjVaI4MRP/ACykdV6cQ6yhkezxjjNik6vvO3If1DtbrrKDIZmPiwIqS9oMazvJRvP4fGZW9kW2GxNQKqXtWxNHtPj7WPZcMpQItlcxGexXdWWZuQCwbCj1ez9Gx0xVmu6p5SNiVOwuFb3WN1Gwg5sZmKAXIo9aZfyEZHC9pa1tVdNmwI22PcqI1m4j7NsT8w4nqzXF47b7THlNWkFaZLlyOfnil94yRtn4a6/Z9OD92q/X/oX7Ix6l6qu7UsVm/A5ZBOsPbZbx9cnffhup8enCexGTR/RyFiNvUv4jqET6pQt0/FrqSDOi9cqd+j0uno2FO/Kfuz1+/oiIHyiI1ZYKoA5Z0yEolbMdeC9UU8NvHwKPwrKV65l6Fr7KXTYh8k20rFZZFaoPdQJmOyTbCxZiMjcbausrgon3sefRvYe44e2MLWH8ehYI1lsTmrpXVdImAXdu7FTRksZfvqilD61m9NiHqw14MRi68rHqpysWD9Ga/wCF3f8A29tT5zphcQnXZ8P4e0z9diY9NH3eYzip8j7vYj1L+Ux+OgO921Jg9+OqbAr5e0sCiUXlDbTOn2E1kue04FagkzJF6nYYaVugjFS2yOPHbI5whMCWT1akhGN5mIj0narJhcsesYNkLH0Wqla2vpuXBRqzj7lDcg5WK+lsBowQFExPoasXLNZeRRtqvYIZlDp94HziYnyn0MEDAhONxmNp1g7Pg6qzbqq2nn+NzA88Zf2+SSnW+/jp8/BGsEO2MrT+rmfpP3XaFEz5PoMH1MtTsquDlKVlEWE1TWasvet5KVZCtYdWXXxSL4rqZC5VnB3bWSYxV6g99gDvXiVlUMbYmvZwVmyA4L/i13/8VjtG60pmSCtZlJO7SrSR5fvXc87RbkXsXUt0CWy63MnkchQpttEVOurpEb8kjLVCyDXLr2OipOsZ1qWJx5LuNPq56FFE28mNWzk/tR09DMzXhA287cu3W1Yb/D5GU8NZTFyMlbpj7zzYtTRcEEM+fotoBkQU+cfOvY4zxMveRMjpNgd2hPmM6JkGuflOsSN3vdaxC4IBaaWz+NyMiNC9JeUV2aCJgAifPjGrE7Fv9B1ig442hH0QHpKuljVOJcc1cuBem7isZfYDLVBDjGNoJlSrMsmUBuauiU4NKZpqrPUBOxpMqbpwuJrCcKxtcIICCYCtXScsBACcgIb9xqTJF3VXi6HzLKFNo2oZVUUWIiHQ7C4l4Vwbjq5ikeC9fZmP73FzuSYsR5NHF44DayKSYJjhcZFRp9I092VwJnVIW4nGutDbZRST4mJ6voylXuNyHBHuXz4xpv3Zf6awyE2KNtbliYFZPwns7XhE9NhQ7kUi06tuLtaqfummUxqvTzVGx1VV1HBbQwQkiAZIOM7eMfjM23dSK39Zkb+i74LIv7C1SjapVj6JXrtEZLwOaMCkSGm6RLL2IRghaQkfjUjR55wd5r92HvgZIKgLq9q+83K0AtRV3WugIYLJXcmg7TaylJkiBXqT/BZ4J8l308Z/mZOr3uk9UfFx3Cax9RCz+sad93/31gI/gSn62Heg0rYajIYmVzyGfxrszTAiBck4o84NjbLzsOjiUxxADniMzp5w1RDEfKdY8+dCmf6kLnV6mu9StVWyUA9RLLU4Hq1mVrGVtvUXS2g8PULLhlZ5dcVdParh+4u/h8hYCt1CZ3XHUFYyoussikBI5j1M3Wc2jLK4yViuYWEwM8hGdpjePL+WgeAtGPIXNiNTG8TGuz5R3V4T5hYZ+PzDzNoUxKYCQ5u0PCPYHbYfDbTfuy1icbTuLtOsIg563EdCMDECMbRHhEetlMl9nhVEES51h8JStV6Qrwd4F1DmS9m1l0qXjW15XYVZuKr8hu05sd170rvG2/SC7TZZKqNpUuH4lKyFFzoSu6g2SPKA9e9bClXJkxvPhAj37KT494SP9qglYQMlynxmZ1hn9HIMX+WwMz+PyVHId7a+usGCawjavbWtQCTB5R8WoupLyIZ0TieYqVHNk/CuhVinUSjffjHtT6+aGoypCrePdaUZxvDBtKns936pZeocpYKumKFt1mbaaDVV25uo4VY/F2Ys169yb0NVkDsQeGxj1uxqbnfhfVsm3ehh3oxfZTbHyFhOQg3T6+XfBZBSp+FKue02JN3TCeIjtJl1A/VGjd4bD/8AOGSTr3Wj7uvBRv8AjyQo/E1hOjpVD+KqktKroRHu0gEfT+S2pXc2s01RJoKSWX8u1Sp25jr1ls28psdnlcyKo3obxG4fYVz/AOsRpeAZM+/u7j+lCFVlAtQQAD5D/wDtV//EAEMQAAECAwQFCAcFCAIDAAAAAAECEQADIRIxQVEQICJhcRMwMlJygZGhBEBCYrHB0WOCkrLhFCMzQ1BTosJz8FSAkP/aAAgBAQATPwH/AOF5LRyiYcNFsf1cXqOQiWdrvV9IVtHzhtIO0jg94g0UOIP9RlyysS3rtEY7ocJB4Ryo+kKm08hAoE7kiBctUsspsb6b9YXiBdaTQ+qqLAd5hCgoeUE1UQHYesrxmKUThmLoBdgd8HRwg3WnfTxpqdYXHw0yW5SYqYm3eQWSkZXxPnJlWcWUpQF110WvalsKtQsbjDuq0QK1xj0nYnpml6ocJVZbHOOWQF7bBxLNVAYwhYTYmgVsi82XqYStKeTWqXaAS9VECphU5Ms7aHpb6SiztFoJSmXOSSksavS7mV1SqbbsqUxvKQzZQmWl/wB2wZINLRephAs8pyfo5U7YGrHfAQAEJ9IusKvtJxe+OSAFgzTKCrV9oeHq4uKx0FH4alIDoPzEMzjMDPhfp36d8dVQvGhUvlJcwI6LhwbQzETJDyyqeGLItUKW2S8WGtftRd6XNFnqhrTd0S5VhEtMwuSzkkls4Mm1MHIsyUqeiDZujkrS0rWNqypxsqxEGVbNoI5O1LL0cXu8T/RxOSrkQwWmoKTATZCeRf4vzLkKSc0qDERyi7aVGhIW9qBdLmzfZ3qILmHJSlSryhJLJJ3Q5pMtW7Xj6u7MM+6AAlM5AvWjGzvzhSq2W3ZRydoFxCUACFOx7lQkNfCqX5EQceGcb9HDRlkvux3a7+/ZZtEpSkqsEKcbNY9PmmSSixtbShaItdGjwZtlKFej0LqYunfBmMlKvR+morbojhAnfu5aErskvZrS6EzwqaCASDMl+yFN3Yx6LO5cnkb0GgZeUSZ3KhiHYlgxGI1evMVcOGJ3Qb5kxdVK/wC4esZk3AAXk4CDevJU9vyXZwm9P6bol9FXjcd0KXUQMBDPBxEXBRVd+sNZUlWYyjrpzj6xv0nFI9nin4a3Zmp+ugYlAIY+MWBMG2myXB8jCgHV+1Fy7ZQEhVkTemiyekDBlhAIWq3cLmugy020pUGblBXZekcihIQlbVYXqDd8BAlp2RZDJHmdXMXLm/euTu5glnUbgN8IlrUklRtT3UkMNjOJiFLtW7WzQiha+L1BcxTM+UGSqZLEy2wQWOwCPaPOS+mtsdyRio0EJ/hejvhLfHNRqdKg4MA20+CoWlSfgYkG1/iWMGg3pOUYWHqv72G6MxlGO9Gr1VC4xkfocNX8B1fspP7xXiwHMC+X6OKKPFfRTAuAFw1zCv5CT7SvtFY5XQovaM3pQpZP7uU9n43xLmqQTK6iiLxAnKEtaXdlDHm1fwpD4zGxyQKmJnTW3wSMEig5gXcjcEKbFZoMQHjqtluy0dWZ+scbx46pumJyPyMLor9e7U4y3+Wr76/3kz/Ua4v4DecI6g9mWNyB565LAAYmFBrR/vLGfUGF/Pi9eaZD/nuyjMm8k4k4nmB0pi1USgbyYGKzgPdSKCB7aMRxF4jOMjgYywV9dYxN2x51h3lnvw79Hakr1NyQ5j3pxtt3CmvhM9JwHCX+bmP/AClp9o/ZJw6x544CDRc7fOyT7njAw5nCZN6K5vBPRT36dxvT3HR72HiIzThzBLN2DhwuiYLLAhSb7sYSoHS90vpTP8RFsQhKlfARZCR/kYWsnyTEtAHmXhUxRg4HFR3JvhKyCTmd5g7K/EX98Gik8Rqj+eoXyk+4PbPdAw1yLNky774KSm4tcdB6yywHfBFP3ocN4ajUsrJSO+kfskxwklrV1z46DcAKkwBslKGx+9TVF8mSKLXxwTvgYAafcNFfXRkc43/QwbweY+/FkaDDe3Nr5AQA2qkO0LVZaXe7Vqq+Av6iFY8DcYFDAUQ/CCq2P8niXsq/CaQnZUgH+Uj3zifZEJuAHMD2SiYTMPfKMWihFoLJlIWoMyawtZKeRVKIqo3ywugJi2oJTKIQFEe7viXNUGKZKilYINTS8wVmUkGc20tSapSMY9HmLshExItBClEmzAWpSpMmd/FKVFyBSuUBZmIe2pwlRekZr5RTecInTJs+ZMs0UtC7lpV9Ik+kTZsxawHStQVcoGhziXNVVTS7SSQXvwhZtKsS5hCQSb2Gn6b8o/toHQlDs479TcY7FNHWT9RHyMXp8dfgsaLJgpMbj0fLQ7JHfEsP5qiZtfGBhAo4d2O44wflDtBDiCpx3G8Qc9x0f2knHtHARfa7Wbx1VfTLnuGgaGhr4bUwmeki4cJd/a1t/RPw0d0YGLxBqn/vCEbX6wafHURlfUwekNAvrloHtcN2+AoACHBhowEJ+sJv8YvOi4wuDVI30yg3qUbydG43HuPq5uT1ph3IFYN5N5Ud5NTrdoOPMaou8IBb4wtMJ/SKw0JLRi2jdGKx3YQoP4C4CAPhCxWBkIBf4wN2vw0+8ih9VNwAvMKvlSBUDtK6StfegvzAofKDlGWnIYj6RjW8CMST8o3fSMwI3iMGxMeUDdr8aae2G+I9V6yr0Sf9lbuZ929J8NfiYT/scIRSX97FffSBhoFDo6zQ9KC9oNDcxhnBaM6u8KUyYOOvwOnekg+pBCHkiyTbFioAIasLSOTmTUgkilbhkxhdlpgl3tZJbvhaAlK1lFqtXwZ4lpBtrkh1M5u3mJgA5Gan2ZlaPgboWGKk4K4HDW/Kflo36iQ6lcAIB22SMSLr7hA0DQY+m8x+kDGLLnwgqZiljWmUKQ7k/KN2acxGUZ63eNPbBHqSUtbIxhjtshSafihCFcrP5ZLW5ijjuiUkkn0iVtIIyAau6MZipyGKvEvCQQpaFNZlvhUVgBipI6JPvNfrbjH9xGCuOekwsbZ7KTdxMHaWpsyY8IzGh2uzgpZQ0NcMBF5hX0i4QRZSeVQUs6mh1KPkIQSlQO61Cg3eNx1/Ax3aOyX9fF6T9MxHsFvaScs4XSWNycV91IXh2RcnRxLwMUsyvroHxJwEA04DcIUYJKilYqlnfGMjiO4xLFBxNwiXtK/EaQvbV4mOxNBPlpOOaTuMG9JF4MZjV3KFmOGjdHC4949eQWly/wDkmXJ4XwnZkIO4XqO8wqprQjuI0701jjCFMhxW6EipfM46JYtHyiaXV+FMKokpm9LZGShADDTvs0jtJfSMQPaG8eYgRlqb01jcdHGkD2h7u8YQPW5QtzFb2wG80iQupH2swVPBNISGA7ho3TBTzGjhG9VPKEKoW3FxCpQxpgRCUpDFGyQ5fKJqyoeFBCQw8tH2XpGz5KY6v/Eoo+WoL+0j5jQbu6HEC4aPdNR5R30MD5wksQYKtiYB7QGefq+2r0hIlkh1NcTezXQpKnJtFKbNNoqa4QtKklCzclQIcQJK+WQaAPaDSwX6ShwhSFqtKX0eUmkGp3mEIUuyV3WykEJffAQoJdCyAm1daYXaOyoHT7y6fDTuUrlB+bUytC+PtZRsq8xqblnlB+bVPQmdoZ74VjvScRqflOp1VQ72VC8erJmpUqbKAI5Nk1IV710GaLPpCJpXd1VAKxxi2FFMv0VTlSiKWjkItCpTKs1yrH7TYlS0y7JUCj2lOLzSBMSkoExnC0mpstRotDocupb8WOjidO5ACdPaRYP5NRamdsoFxUlkLbiLJ0ZJTUmA/RmdE97QFO0wSwlQIwNBqFV61UCeOjEHMHCP5iR/sNTMZ6TDVWg0BO8XH17hXT2lE6d8mYFf76k/oLlPavFUGl8ICbaeUUpC6kdXxgpFiWZaBMeWAKR6RMRMXQUVsDZcG6PxwADsrlpe+FFNuzOUl0qLVANRAmykFSlgnlJtsbQelKR6OtPJonKRtImBnqblQuyoAftCgWpQqxhk8mZRniXZVRyWN8crKTJEuWpiFpO06hV/DQP5gz7Xx0ihHCLrTZRx0JNUhQ9oHuPr33dPEPpxFqh1FoCi2XCGqZfV4VgpDhIoCO0hoEsB0rvTwOUAMbKLhwEWR/EFAvtb4KQbYTQWs4UgGynIbosi1c1/CLAcrTcrjvizQre1a4vWCgWnF1d2nKZefxfHSquAg1NbkqzTB2kLDO4/64gTWCgMaihEXt4eu+4jaP00d0fdgFiDZwgTFSztLSL01hyykzNtMw7rFe6E2zOAeyJiqWWcXYCAoqUShRSSchSmp9tIqPxIPlzmSk1Gnv0ZFm9elC03E3Q72EjDicdHdH3YTeyg1IXyYsmUoLDWUjKH2e03WALRsmWCqpAJFoJerPCr9tRUfjqDFcsvZ+8HEHnNwWdHaZXz9fFHDsE9+MC4aS4olIGG/mAoJtKIKqqNwYQqclQZOINMISt07b1BF7NFsW/C+AsFY4iEzElVnNhhzAvUo3AQJTjxJjMkudHvS/qPX7TKFl84UWNo3u8WhCa+OQjNRqTzEqWVlJFQrZqGzEThyk/kBKNm2MSL2vaCmyoJlosrmqT7Nowj0dBlKVbKgvlWdiCxcvhA9HRySlVdXKgOQt83iwy0pVbtFW405j3plH7gI44ac1qDN3C/+gFIMGWmEpCfhzXVJFkt3c4oXRYtIcY4NHJq+sSk2X7yTA/9q//EACwQAQABAwMDBAIDAQEBAQEAAAERACExQVFhcYGRECChsUDBMNHw4VDxgJD/2gAIAQEAAT8Q/wD4X86cIfNLMB4ufdSkjJGIbrMFCXlgMi7E2f8A138iw0twOq//AGmtHFwPNPECnU7yqnedGys7BqdhgwAD1jNAQE2STw1E3YJ6EtzQWzihAEpC+eo5x/6KCjIXjAxUXhLFEm2WPOslY7emVjNIsg7StTblFhPMiXK3aCObjShAURaULJKAEEcJcpG+uu9Qcx8egSMKDSqPVYecj9mGhhEscNIcOQ5/FG7snm5QCiU3KJJklpNFk6YKGOqArx+Q0J9fvAosFwFIk0lxFgBGYnvTEkNaR6OlOGRCORq4oQgGRUjfZKWw/MyAhYxlm9ECyGWTWWZtUiJiuBgHp/09hBRpBoAnMJ5PWFTjBJlJJYSnNShwn43JyAXb1F0uSIzuqEwW1K3ukE+nKVOalo7yvBfSIlEFg0SLCGJ5UhLL7TSiwK4apwmIohxMUd9LMsHKkhFEdan/AI2WABqZ6Du3pF+fKslwmEOv8Iv1jHGOxDsoKlLlEsY48vSoMBURJNIhRyIQC0GkLhTsSJfCXkE2KIuwZ6HCyAbXFo/HIQxDgy33NWtpoADZJPQSydoIJ1nNRx7RRJ8xQNskSTVJU6UrYL3RAsahswzRCIAI7jrQLZIyfsp09EDYWfS2EosbrY+aXTt0N5eHCbUXcs6/Kemm56Q/gLNlUalQTDDWLLYecw1AJec0E0qxWfChbSzxSzaUM8QU9dE1DtjCYZuguwItTJCc7SUTYFhIrDUnV+JESgEBQXMNOsAQQtNAxAAWkqAFOsj5bLCSiZoRZqhgTJC20dI/h0KFEuJFO6N6YvHrlySJSzDCUH+55CUcpfKzAk3a31E9l0mLoGo6RDQE4mZmc7fjuEAksBNziyZ0iomGLqTejYLWioLUIqmhSUxBQKzrDRiomCkwOQIm5rTgP5QFowYtSoW2+0I9qt66EOELN3axQpFVBQZRKgnAlqFt9JHZuiw6UMRyHbR5x6Xn/NXeim0UWkbfQ/ooQCIiSJ7nI22pEp2tMzPoyE9sHgcShMXqQ9rZAbiOyUhxS+KjGss0gygJSLXpaoMD7NrUIkmQipJ9nRbkG4ICVtzQiqKfhgkCi6qCgWI0yAHvkkCRxRVUtWIK60xoPtcCk/jH4xl0C07rP6KT1cGkD+CS34EVZhUrYSxVYBVxQDeGCzdKR3DZuaNSTNXEJGFGcGl5ogQQISULGVnmpquRHQ4IzQSmzOTRbUXM0an/AFQ8ASZ4YeRs1AXB6geQakZ0AUiVAWBmI3XIqECMZAuDs7mjUEwLJh42P3TE4TZcVmOgeiCIlqVbqVV89Pg36PdMpj5K+g7uqBiCbA7alQq5bAsJjUkaESkjrJ2oViCo4254ytoREWZiGggN8pclmULKhHljTAwIyInEtBU0QCouwgqttlJchSdnCCmRVfaS10bRny5NtnX+DRrtsLKytCpYgIh9MRMLiKZw6ddqAzqRtWP4sUl3LgxakgQUuhY5i4Tb+QaCBAVyuttBQc92+QEIZMtwiC3qWAYA6gadKXBA8idBqVIpj9sFMggvYjdDwTUvETG4Rre4slBzl9y6vWILab0OKBnZqdD8USCgzZJZuoR1oCVwI4Yaxz1ckNHOEfSalSAnAMxmnkW3tZhZfqP6/az+xDLwu4o97Z4BhSA6N5F0obqAwPAGgBB79lI3DBYuq2AutihFgL5HCGIstNmtJDMi9cXSLBoWo6SLQoAX1Bzk1PsSPNF1F41vOtRSIig29jLDuWf4wmqXyNwmTL8ggvQUkSArgWttJ1P4JgiuIFOrhSYKKjmqGahYhZhkZPR8nMjAXt0nkoDItRgHY6fB9t50ExMmYwmdBouxGAfQwOZHsPUi8P274l1ILLHQ94gteNK0A1RAarRpwwMhEO6DmTr7xf0KDSo2AMtE27MgYdqMuF13+YBQAJVoj/RBasGx2XZuanVMgKtwpKq6XXP8CmnWkOsoDbNIJfiBhf0RxlLP3fA7jv8AaFBQJCJgOEqS0POdw6NfCVQx0GBx7gkUskJTkaMAg4PYlHs1o4uEo9AvojmgQEQRLiNdNOeBR7OLLvMTsFRS2jkdJ1js9yDWrfENgk8hsvI294BQAJVos1CWWdYtULeTAfzPf/jQ6XXYLtGrdSZtIbtobvjRiXAAAsAGA/hGPLslkG9xN5erXqBaDx/qslGe4bNQrMBaBIT4nkpg1YqdTLqYff0lmcxUKXDqC6pPUruKkvi/MRlKNw0xCpn6ZqRqanX3sS5N0nO9QWx4Zw2AdKlCVsjQWjekeSB+KNjmG+A+6kSa1T8ulVXcwHiYoEjk5IJ4Bd4olqM2F2JhS7zVgA5CAcFHQO9TfTI8p00OHDvU+xuJWpPhZqWPOOtGNcAAAgAMB75JdwblNAXnCVclPwZnMCQnosvHYEBt1MBR+aNhBJ03tdt6TSBCSclHzHkxoZvJyRUVX5hwCjDFoqaV6gMDyHYCWh0Q6Q2rK0wwv7Uyo559Cp6ydKwzR4HAHT1hhMxGWz9h8Km0TxrUaQuCQhcHI3KnQDNh1Dx3+aMtytGWj/r++XMP3QMSk4bYDbvSuud2arceAn7rQ94/20QbjjFFJTOovNTMA2L6RUrlfRQKoG7YrPCm5c8lqANCkgQEqoQAZmoHBI+XZBIW7iCkxYayselgpqUYMHQT2GgboSBkOLacVFwSROBrB8mlKkcf8RUUrcJypLslRsXcgM3oQ/7hKBmwEDQAfwCnmQw87pNOpQdzFJZBIlZQUBp4QQUrUTcVROabhlkx0IFymGpUAD2+wIVCEbdaxJ0Hdb0TLNLU8RPQGzwldYzFJNlZxs0WBIbFSo6SR+MxZCZQYFpVZ+TCpDWYWqEnRRHbBmtC7oqShQQ4+iQ4GUJU7fwRjhAZFISKWKlW50DgS39ZbNgJYNBqmw1avhaSYsI2Ldq19h9kWwhCeGiHS07qu7gNCeEX4pmBQLyJ+ji1A+xDcTZ1PkpwXfALv6dGPe//AKeujBeWBbvYvTorNyKjQHUADeYrcjnVgdieja04cN2VrwS1EIes1/rilRA9Zf6HYpMRJtZA4pufIzGCiNCBqWpWh2UdFSzLdf8AOax5FJHW1dUAoOp4GSkhLku2zCFmgQhZBh2Thq8oiHJgXWf2Tal9AgWQFlJ4q6t5vRi7aMoExysrU/gCAAMIMVN+CQEZ3NaXGGQoIjaNqVbAQkEJEQ0EQIQIAwWikpVkKLJtFBAAEQAW0eKmwbrZ60GAAQAADa1QwExE6xQueMAvV1pgcygCuUzRQEEpAM5xvQJQBebc+vEnspPKbLkbe6wSx4xD+s10AB5pW/8ALqbSVlM29sPJQWBmQCd6Cx1Io4uFy4dDTuoYI3oeLCvIEPxCiyS/S9Q7NIFRa72p+2WiECDUm005RnEZHK696ymaQLERDDGX3Vw9Mm2gMhpel1x0Kh4LTd4UAM4YGwFQUdqjGurqz6qVAsgtAd6VKDbA62BQiYm5Pc/1T08wud2Wpd2npZsfYQ0lZBm58n7Gr+NhQLdGRlEXqcRD85x6r8Fj0efUDSW//qF/HW6UgTASfrG7BrQnCAWXMjq5TVfcUOAtxfqf9HFCW2+w+s1QLut1VqygXJ8SPmrGHtY83Kg+GCfSka4BlUC7LX3DCahK81+tvJQipO8UHcxZN0ohCOBBGRvkawWCxiBl6FCa0dygvLka3coIbgkA6p0EGKigxLJtGgNKjxuCcpJi2GkEuzRkSImjhiCrg7SGlhenRA7g09yCIkiQnFFKa1zJwnaSPTGcEe9OMPcmvdYnv+K4LxYHlHYKJLAUJSzRfgNPev0xCp1BKvFICbjUn/5DH791o0KtAXzChtN4BSicLrFqLKBE9DM9KBAARGRHUSnkgfJ0ocYEq2Dd0JnhbSnZo0llYrHWnnBnwExLgTYxSzK0F0Wk6jTYpeYDaGM9GEUqb95m4GvKR1pJDPSIguOk0MdxUYYi7rUgkGRhOo6598V5iXQv6KdfKLsx6T24I4kR+KoFkPp5NNh2Br/ASBQiOo6UxzIi6v5CKNvDeVAlCInJ7YjP6kp/ZS6A9gvN6MHAUNrGlDaHCh+wAAAWCDEbekxikEIYybjScQ1bK5oAGrSRYiUcU0IQCYDIJQC4ohVmx1iA6NOzFgCZTtic1EpSTEqbp0ZamUqAEDYy32tQ6JJQQpy9PaULZGaEAjI0oLd+H+6XYL59DbbQW4n7fwUqMiTxQ7MJk62IKInM2vT2iD8QqoKkKILNDJe6wZIUouBJKfUt3UGCutoulrVCQb7fJADKWiRmhF3BbecRIQEpjepSkGGGAJUG8rpf3WXR4Msv0VXUqDnYogBv8H+/ZCEc2O7564KXFKXfWLbqHWsyCgQM6u7y1eitYvDufspMxOHk/uiH9d/qjS7NK6OXpTVo7ZAbHItwVLMVjIpuwb7xTqOpnxNJX4KeItgu9oQmoYpsILYoRNigdxHjeJe4MG1RFIXRoEIPp1pz0RlblD1zoDc9kh2P3V8Yfv0LDhm839NgkXT7WPweZBPNMnKx0XWlzrTJgNtIEuGZXqcJJlodBLe42amEhyMBaiSYCU0lOUmKmE6Symg8kEqQaFxmQgoBapQ3gLiwRstz3FmYPUIaRQSTaVgOGBo1dwOyaOidKKSPAmicNWSlLwS6G7sF6+WJnvZeTxTSnUfuTfQbY2ptARUIiThHigcAQS4tSgIkXai9NogmrRwTrWDp3ewfvFS41EunAUOIIJJkPzeXlqDesfQVqW6Az0UMROwqdImgzxZRDFxLGLUIker4oKO5zz7oYZwiw1bjEcROJs6T2pK4L20/009ZCI6J6iQ3Kudans+4B+mv8wz/AMemhQva/SptQibjc/OHOakTHiTdYwJQAk2bN0jOw3NaUYInVtnAg/2ULe4iz0Ox0vu0pfFJbt4yRPeplISEtgBwfCoIzFxmEeGsejQJDVGDValg2XITE5P2Zrn6xJ0SE7UTKVulJLCwmNKhr2HYYwHIUlGGGR4nuNCjXkfKMOw9aCPjUV8sdorG7Pdhp8qPS052yEv0d2YaGxqxKUcoalbJtNDXqez5jSLkZHkfdra9F1c/T6TPJIDZmhwmhbwfqPH5zo9hbeaU4TxolWFBXrTLB0foFFccygGyLT9qutGSZArAn+yj5KlDAAHCCamnxVT27DGBiocZ3CpFpV1aupnW1LPXqPHN80mJD+oI/KU9SJBKkBaZ1mbJQjYgYDgLermEmu0ivJRgMhb0v29ZsCEOU0B6nk+QoBLkJEcJSXAMhrf16GLPAo65YButqW7yQ6vHylDdfii/w0ozk+KkYfBGg1zaYszsa41xQYXn5A7JhG5+XKebR64YN1wb0XZ1C40Lki3LUZZgZuID0CwHet5Lt+ah4R4pydmnCJAdC5+qWAk4+d0lL0paDMjQIlvD0oGslFsHVuKcoLrJDAVnKoNJa+AfooMPYP4oehmjoAvEl2PiJ9glSCjhtXiliUfZamouxbo7udXJeihmwlx0RH5Gkdx5Z8mnSsLyteZqMEN5LrOrXagnyRLr+9R2pbSm1IwOSlgQsg46NKclXkI7PDfRtQXPDHo4AcBubp+PHQFYaZEJIayy1aiWjirLdCdMN6Oyj8DIzs2kvNAnBeqgFSwIqhQFboAvY6VWaYtsSoMiRvS6pzMNwS5rpcx6KODDuzaO1ZFZY5jqbUwkSFkAbBzQXILyw9g+fRxT0cFbR/x7NtyCsiCHI3K1qyNET9ZDh9XFRWsDbBfF7YX9YiUNrHDfeaFSYmwg2FuY7+zQoh9mZTvJ3qCSBMRPHochiqgRd1tUlX1wOJ4cJqWrDyoBJxMZhxufjWP1CgAJKC2ELUYxVCtM96kYhRwajyjBAVuQATTMDLQnGT3NafKRYEj0lRAUJciowMpwUZTIlJa1D0jxEBIdYVs6ei7r8A/dfIamJlsd6AgXCeGfM+t+ogm8zefYQ1QQFmYZQ1dKajtRFckdRl9EIEiUJIiWAKAnogb7dC0kHmphzWJFnXAS+9OTiLqBe2Wp9HDN5AyA6pIDNSU2m+SbaAUKNymYCzBPODBuX4rD3ZH0GGWLc5OTStIUfDPDrs0BIJw0I3GhfQxgjQw6gYDCFmKTWz+cgBhP9cVCxhv5vV7ll+qCEzT/ACY9Srou3UkeF7M9p55PeAOijqUl6EYIiiQExiBUdKZEcaYCiSzQ7ks2AiIF7NJLUv8AHpRXHokMAFJjHNST6OQoES5ECMTSrRIqSgW1gIDrSjwM1nJpsqUgAWqdwR4OHR1DzOIpNIbpOobASkgp9xLYK3qTTKZTD0j4XjQFkGA79DRzEA+fQHEWzSt0YpIASdELVoWIUMURKy5wk7NHjkJN76U6CaXsTKhsJJ+c5wTM8ojvNYjAvUCamOR4lqS9W9j9vV3wgswkA6hf2RKd7EpuTVpilG7dwE3JolBQJIzgJKYGTvRtN9EIa1yL4U+/eNJJ03GDSpckuhJnQAgyqL+PMkE9BicUYEYiFvX6MVZpALFiFNDhOYtRk+AC6vxW2VSA1udpmNYrszehqWkNa3OhcerR2uDEUBsAnoaEQTDcpBLw81OhbKFj1w2yXonP3riALSAN9ZmkeDlDOwpEgl8SXqJgBHDBAyrN9mnCOFUS2mx/NIRug996KHdWb0IbQfCa24B4FJD6EAoUXE3qJPIGLN9ZKa4aDOesUSgElxhqimaJISaBm3AykzRosQ7f0BMGd/YdZODQXuIP5Bi77Je6/JFCUQGxtOnapyjZNAapD2j+vRgZVF2STlGPzmQfEKWyoXiaAqCSBU3GUui2lKOShTLBTdYlFGUQ9Asp/wC7IDOMpBhqNqssCErSMzakEnwRNuDhdAM4WryVIJgUChMEBxT0/ZimdQBmzj2ZULxWo/wtYxgwQkkwm/8AIXwI4Cic1IpiFmTsPz0ixEpKpZcELuCNaYIiGBHARY6ejDoH3Tsc2VzBcSXWaDyIAQAWAPfEHLBUMAEVhdip03MAEySZk2kM0JcaYBhmRaFOQoktREyzsC9CC9RIIuLJmpLxaLZRer+BVpKyLP1Tl0L1MGiZlFxBXrV0gxcSTReJX0VFtTiZ+X4/PadIQsNkCGVtejbQkidyCCMtZjOG+mghvhkl3Zg1WwVGq3YYm+Uv8Byehn0IiZi4NKAIgBOYq8QlgNalxq/mG4XL3tLToHgagN2M9gqWNZO1xeVwyLDTKf2EHqLwIeIowe9BWCQZZHgDrQOIEC+wTixK0jnzTQqll1fqjZIk02Z7jsk/8BGS7oeUqxdcn2U4G+RD1gfxJmX0yukN0nrH8KqgYBUbDkKgFNhECIEpOt70nhO1UXzqXwXA6XoYtwWA/wBq6/8A6r//xABIEQACAQIDBAYGCQMBBAsBAAABAgMAEQQhMQUSQVEQEyJhcYEyQJGhsdEGFCBCUFJicsEjM+GCJENTkhUWMDRUY3OAkKLw8f/aAAgBAgEBPwD/AOC8sF1IHjXXQ/8AFT/mFb62J3hbnelxeFdt1cRGW5Bh+L4jERYWJpJWso9/cKxm3sTMSsJ6pO70j50800hu8rMe80Axos6oV3zY650CQbg51szbTxL1U4LqNCNR/ioMXBiReKQG2o0I8vxFnVTYmp9vYWB2TqpCymxFrZ+df9ZIf/DP7RTfSWO3ZwzX7zWLxuI2hMu+cr2VRoL1jNj4vDEMqF0Ivdc7dxogg5igQaYdm/LojbddTwvnUc8kE3WRuQwNwRWBxIxeFim0JGY7x+ISmxYm+WdYrD4XEyb7RAmwG9ocvCsRslCCYGIb8rG4PnTKyMVYEEGxB4UjtG6upsVII8q/6Z2nJGCmHvb74QmnZnd2b0iSTlbOlHGgLhxzHwz+xsDEJ1Rwxycdsd4P4hjSyBCAN1juseIvp04jBQ4rNlIbgy6/5qPY8scgkV94Dg0ZIpysSF7uN0Z7udh4ViIIdoRbyspkt2JBox/K1EMjEEEEGxHIikcginXdYjhw8OhF3mA51FiHgxCzIbFTcfKsLiUxcCTIcmGY5Hl+HyxrLG6NowsajwkaqoftMBmedLHEtwEXnpT4vdNkjGWtyBTYrEEmzIP4omQZsoYc/wD+VFBFB1vVhhvsCQTcC3KsRgIMU7Sb7RyNqdVJ52rFYGfCZut04Oun+Ktvp3r8OiP755Kffl0bF2h9Un6tz/SkNj3HnWv4e6llO6263A2vWInmwB35Qc8g65g/KlxcTneeVQhzujKW99rVJtLCRs/V77Llure/jmaO1MVK1oIQD3AsahMjxRvLHuMTZh38x411sQZhKskQW5a63AA430N+FLIjqRk0Lg2+8LVjsGcFKGS/VOeyeR5GmTezQeK/KrFIzfItw7h07Ex/XwrDI3bUZHmB8vxB0SRSrqGU6g5ip9g4GUkqrRn9Jy99L9H40NwVf99/4NfVZoFsIBuj/h/LKgVcEXyPuNShd0xkA3ze/E8vKuoOEZniuYTm8eu7+pfDlTRriYXgcizC6t7wRTK8TsjCzKSCO8UWJ16cLO0MqsrWNwQeRrB4pMXCHGTaMOR/E5cMrt1iACUDI8CeF+dXN2DAhgbMDwPRu7hKjQXZO4cR5aitrRf1I5wMpBZv3L8x9nZ2PfDSBhnwYcGHzrDY3D4oDcftflOR/E8bBvL1yDtoMx+ZeXlwoEEAg5GmFxlqMx41ioOvhkiAzI3k8Rp8vtJOy2vn8aw21sTHYLLvj8r51htrwTELIOrY8/R9tA3zH4jNH1MzoPRPaTwOo8j0MLrcaqb1tHD9VL1qjsSEnwbiP5+2k7Lkcx76wG1ZMOAvpxfl4jwqDaOEnvuy2IFyGysBSyRt6LqfA36SyjUimxOHX0p0H+oU+08BH6WJTyzp9v4BL7pdj3D51J9JV/3eGPixqXb+OkvulUHcPnUmPxknp4mQ+dYYvI7PJK/VRjekO8bkcFHexyo7RxvWtIJ2Uk3sDkO4dwrC/SGeMhcQokXmMjWGxcGLTfhcMOI4jx/Asel4hINYzf8A0nI9ANjU8KOjxOLowyPEciO8ViMPJh5CjjvBGjDmPtqxQ3BrBz7zyqV1hl07lvQxCcyPKvrQGjPRxZ/UfE087pg1NrNNITz7MeXvJoyO2rH4dIBJsMzyoYLGMLjCyW/bUezsbIbDDsO9uz8abZEnUxwdeqgHeksCSz+7IDIUdh5HdxWfeuXuNYjZ+KwwLNHvIPvLmPPlUcrxm6sRfWx1r6xiFG8k8lv3G4qLa+0IrWxDHubP41hfpHchcTF/qX5VFNHPGskbXVhcHu9eZQyspGRFj4GlBUFDqhKnyy6JpY4lQSGwZt0NwBPPuqWJJVMcqXF/Ag8wan2bNHdoj1ijlkw8R8vt4HPEqOaSD2oajjkktuIT4ChgsQfue8UcHiR/ur+BFY3szCEaQosfmM295PRhdl4jEqHJEaHQtqfAVFsbCpYyM8h7+yPdUcMUItHGqD9ItTyBCLjWlmQG4YXp5uC+2lDX7N791CSQcifEXrE4GCckmMxOfvKMj4ipMDiYCWCdYnErnl3jUUygZjQ6fKoYkRPrE4vHeyJp1jDh+0cT5VDtHFQ4gziS7E9ocCOVuXKsFi48bAsqeDDkfXsSu5iZOTqG89D0bX/sRf8AqfxWG2i8KiOVd9Bpn2l8OYqHFYecgRyWbgrDdPlzqfCwTk9bH2vzLk3nz86k2U4zilVhybsn5VJg8VH6UD25gXHtFHLXLxq450ATaw1rCYCGDdYANIt7sc89DYcqMKDsqACBcAaeyibVPtDqHQxbrMDfPMZU0skzu7m5JzNYLZ4TdlnW7arGeHe3yq8xzu3srflHE+Yrrn7jTFna515CpJIoReWRU7jr7Nam2qouIIr/AKn/AIAqXFYib+5MxHK9h7BWXKosViIf7czAcr3HsNRbW062LP8AMht7jT4jZ+KFpGN9fR3WJ5X76mmed95gAAAFUaKo0A7ujYuMOGxaoT2JOyfHgfXsetjA/eVPmL/x0bXH+zxnlJ/HTDtHExABmEijg+ZHgdaj2nhn9NXjPhvD3Z1HJHJ/amVv2tn7NaYvo1/MfOl9ICwFzwArcHNvbTRsdGB/cP5rd3Q26hD8ATr4Vi8YzM0cZ7NrE8TSgsQBqTYVgNmdQVaUXlB04J/n4UZCCVQW+JpQ8l+0chxNBGFhvNe2djl76vJvEbx86ZnIKtodRp7xY1joEgxDKhJBUNmbkX4E/aGWlSRSbgmCHq2OvAHl0AkEEaisDP8AWcJBLfMqL+IyPruNQvhpLarZh/pzoZ5itprvYRz+Uqffb7UOLxUZCxzNmbBSbj2GkZmjUm2+DZrCw8aVg6gjoZQwsa2xhNwjEKNTuyeJ0bz419HPo9GYI9pYxWupLxREWBC5hj/ArE4iSSVz95jc276JuQeNZO1ib2JuO+gAm92shpW+SoLEAZX5+FX7V7A53rHxGLFSXctv9sE62PPw+3su0uHmiYXF7EdxplKMynUEj2dH0dl3sLLHf0HuPA+ukXBBrdMbPGfuG3lqPdUsYljkQ6MpHtplKsVIzBsfEfZwgviI+659lQow7bkLGRYk8fDnQlELWRfFjqfDlQYMLg36MOU+vYYOispYAqwBGvI1iHWOCZ2FwqG4qQqzkrpQdgUHHjlnXZG6b2A99MR95bkknkQKLFhYjjcfCillvqbeiMifbpWNeZ8QzSxlGsAF5AaW5/ZC3GtHKtkHtTDuFYoWxM/72+PR9HJN3EzJ+ZL+w+vY6PddJgMj2H/g/wAdG1MP1c3WgdmTX93+fsQ4eWfeKAbq+k7Gyr4k1s9MNGZ2jJlkVQN8iyZn7oOZ01NM7Od5mJPM1G4sEY2/KeXcasynka6yT8xrZWGfEYyNrEqh3mPhX0g2nHs3ANdA8k10RTpe2ZPcKg2hhZmRW3o2JtnmL+NAWNghB5nhSq+qk25g5e2hGhRyWNwRnbnRLWsjWtpSvckEWYaj+RU+HjxCFHHgeIPdWIgfDyFH8QeBHP7CHO1MLi9bI9Ob9orHC2Kn/cejYknV7Rg/VdfaPXnRZEZGF1YWIpkaJ2ifUZg/mXn86mhSeJ430I15HnU0LwSNG4zHvHMVHFJM4SNCzHgBW5hsP/cYTSfkQ9gfuYa+A9tRQSY2Pflk3I1NkVQAo8BWGwjYVZ7sGDFbHQ5X1pl3fCjUU6RGMzsRBvgMbbxAPKsPsnZmIRZopmkjOhDAikjhwqKqIEQm1x8TX0hxx2tjwuHBeGEFEKi4YnVqi2VM/pkIO/M+wVFgo41CszyAcGY29lEqgzso9lRLJIsgSJjdciRYEg8zQweJOvVr5k1JgsTa9kYjQqbEe2kZs1dCrrqpFvPwrF4ZcVEV0YZqeR+VMrIzKwswNiOkZHo2SCJJTwOX81tJd3Fyd9j7ujCydViYJPyuDQIIBGh9exGHWdLE2YZqw1Bp1kRjG43X4cm7xW0YYjh0ln3huEHcW29nlYk6VJinZDFGoiiOqLx/cdW86XUVEnV4bDr+y/nnS2N1PEVuOCQFJ8qWCMi7IB8KxGFixG4GLBV0UEAePjWFg+ptvQTSoTruuQD4jjT43Ey2WaZnT7ym1iO+im4WXgKUlzuxqXP6dPM6UmCmbORwg5LmfaajwsERusYLfmOZ9p+xisP1yArlIuan+D3GgbjQgg2IOoI4VtPB9YvXoO0o7Q5jn5fYGgrZ6bkCv+aX3W3a2ulpIn5rb2dEalgbC9gT5CtlYkYnBxm/aQbreXr7Irggj/8Ad1YzChRiMOCSHTeUnM5/56EFzanX+kQNQMvKgbgEaEXqNz1iXtra/jlRJvmdOjfUndHabkoufdSYbEyfcCDm2vsFDBRHdMpMhAAzyGXdQVVACgADQD7eMw5BM8YufvqOIHEd4oEEAg3BraGBMRMsa/0ye0B90/LoAvQBYhQLkmwFCLq8OIxqq+8Z1tGPrcLvD7tm8jrRXLvrBP1eKiJ0vY+eVYdPqUzSRX3G9OP+R31HIkqK6MCp0Pr+PX+zJyYqfBv8isfD1OJew7LdpfOsHGZJ4l5sCfAZ01yN1fSY7o8TR2fBYBCyEC11Ovkcq+oOCCMRx4oKbA7zsxnYAkmwAGvtpcBhx6QZ/wBxJ92lKiILKoUcgLf9nicIyFpIVuDmyD4r8qBVhlmDWI2YrEtCQP0nTyNfUMXe3VedxasHgOpYSSEFxoBoP89CAFWjOYFxbuNQYMCbEwSC67oKnuvkRWIwU0BJtvLwYfzyqJxiII3DEEjUHQ8a2fuI7qWbrCLm57LDmBz5+v44Xwsp/LZvYb1i8KmKQKTZlPZasLgkw123t5yLXtaw7qwab+ILHSNcvFv8eo4jBiQmSIhZDrybx+dHeVtx1KvyPHw5/YbsurcD2T/FWF72z6AqrewAzvlTtu2bf3SDdW5GsPOuIiWQcdRyI1Hr2N/7rP8At6dnr2JW5yH3C3qUsMcy7rqCPh4VLhZYblbyJ/8AYfOgQwBBuD0MoYEHQ0jHNW9Ie8c+kgEEEXBrAy3DRN6S53/MOZ7xp69jBfC4gfoJ9la9GBH+yxnnc+0+qYrC6yxL2tWUfe7x30CGAIOR6GQNa/DQjUeFI/3WPaBI5XtyoMCWHEH49GFE/XRyBQQHZGKnQHmPYfXsSQMPOTp1bfCl0HgKOQJrCjdw2HH/AJa/D1XFRdTLvKOxIfY3+enBxpJDMrqGUynI+Ao7PjCEI5ElyQ5z8jzFNHKJ4oj2HJI5qwte4qOHGwSb6Rqb5MN/Ijz40pJAJFjy9dx7/wBNIuLtn4Lmeh8kf9p+FQC0MQ/Qvw9VxMXXQyINbXXxGYpW3lDcxfowH9hjzkf49DIrFSRcqbg8jp69JjYEJUEuw4IL+/SndppDI4sbWVeQ+fQwurDuNYc70EJ5ovw9WAsXHAOw9hPRgD/SkXlI3vz9fx0rFlhBsCN57ctAPOhbQcMrDh04TDQzCV5Iw3bsPAC1AAAACwHqk8ywRs5F+AHMnQV9axRN99B3Bbj40oIGZucyT3nPowb7mIK8JF96/wCPX8Th52meREDAqBa9iLUjoFUFwDbME2N+NB0OjqfOt7eIVBvOdFH891QRdTEiXuQMzzJzJ9Vxrb06pwRd63e2VXJbdHDU+PDpwaGSffHoxg5/qOVvL8AKIxuVB8RRghbWJD4qKSNI8kRV8Bb1aSCGa3WRqxGhIp9nrvEwv1d9V3bjKvqM/wDxk/5T86XAOT/Umy5ILX8zekRI1VEUBRoB/wC6v//EAEMRAAIBAgMEBgYKAQMBCQAAAAECAwARBCExBRJBURATImFxgSAyQJGhwRQzQlBSYnKx0eEGByNTFSQwNGOAkJKi8P/aAAgBAwEBPwD/ANi8AnQE11Un/G3uNbrXtum/K1HDzqN4wuBzt97xQvO4RBcn4VBs2CMAuN9u/T3UqKosqgDuHRYE3t0YvALId+MhW48jUsEsJ7aWHA8D94hGbQVHsyWRQ3WIARcWN6/6Q/8AzD3UNkG/amFu4VBh4sMhCDxJ1NQY6Ca43t0g6HLpGvQwuppkV03GUEEZisTD1EzpwGY8D94R+qtuOVRTTRCyuQL3twqLHMCBIARzGtAggEG4OhogMCDoRY0uyobmyuQeFAboAA0yo1y9DakLb6zD1fVPd94YYBt8Em47QHO2vTFiJIclN15HSk2mEYN1QJHC9xUO2YJmCSwbt8gbhhUsSSLvo1158v6/aiLEgjMURlQzHQTYU8ayRsjC4IzqeFoJWjbhoeY+70do3V11BppmYkqN1TpRZ8iSag2TAV3sTtKNLgFQh3j51Fgf8fUIHxBkYaksQD5CjhdmYxeykTZaobEe6ocIkIYBmYEWzqfDEEtYnmRmfdRQgbwIK8x860PQeHj0Y/C9fFvKO2uY7xy+8FYKc1uOIqKOPFXEZHMqciP5oQbuW6S3IqQPhX0WV92+6DxOnwpMOkBEhmZWHEHdrA4tMVESrBmU2a1S7ThCMFG9NcoF/N393OngLRrJG4Z93tECwfnlTqLBlGRyI5HlQNta1PTtHDdW5lUdkntdxPH7wVmQhlYgjQio9p4hLBrOO/X4Udps2oZf02rrY5TfrTvfny+NbPxjYCcsykowswHwIrETLPipp4wVVmJTn4+dbP2kYnCSnsnK/wDNYiJfrB6r5P8AJqZSCQRmMqt0zRh0IIuLWI7qxEBgkKnMHNTzH3mkxUbjEmMnMcR4UQAAVN1IuCOXRsjF9dE2HkN2UZX4rWJjKMPdfw09HE4ZZkKnTUHkamw0sJO8t1/EMx954aWx6tj2W0PI0QQSCKw8zYeaOVdVOnMcRUgXE4cMmYIDKfSaMHTKpcFC996Ox/EuVTYCRLmM745ca0+8UfrY1fiOy3iND59GxMTvK+GY5r2k8OIrFRdXJcDstn5+m0YOmRrE4NJsz2X/ABc/GpMJPFqlxewK50UddVI8R0gE6A0IZm0iY+RpcFim0hPnlS7LxLa7q+J/ik2T+Ob3Ck2bhU1Ut4n+KXDwJ6sSjyqUhVCoo32Nly+PlQw0G4qGNSANSMz31NsuFwTGSh5aipsPLA27ItuR4H7iwrdspwcW8xp0Qyth5Y5U9ZTfx7qBixeHV1PZcXHcakjaNirD+/TIDCxqeOyoQdJE/eurfn8a6puQoRd491CMNOczaNfi39VuqOHodVJ+A+6jGwF2AUc2Nh8ahCOTM723hZABey/3rREYtdmF9LrRQ2JFmHMfOioYZgGurjORjX3U+Cwr6wqPDL9qm2ULExPnyb+akjeJ2RxYg2PtwJUgjUG4piCd4aMAw886NbGxZid4XP8AtsL/AKTUsKSLZhccDUuFkjuR2l7tfTxP1JPJkPuYVh8Di8WT9HwzyAHMqOyPM5UP8f2mRcxxDuMq3/en2DtNFLGBSALndkQnLzqAHcLsCDIxex5HT4dASwBdt0HTiT5VvRjRS36jb4CjK+gO6OS5VFh2nVyCLgjXjUmCmcFGiNjrYiocCbgycPsj500SstnC25GmwmH3rpJunuamwQYetn+ID97VJhpU1W45ih8akdmbqozZrXZvwj+Twp8NDJEIivZGnMHnfnWIgfDyFG04HmPboTvQJ+UlfmKNYH61/wBPzqDFvCN0jeXkeFR4mCU2B3W76lwqSXJWx5inwUg9UhvgaaKVNUI8ukkAEnQC58qxX+TbTx80pw+IWCBXIWNVDE24tev8b/1H2rh9oYXAbZxC4rCyFUEu6FeLeNgezYEcxQUm/dW2NoQw4doFG+0yMjFToCLHPnWInfFLJLIqgqERCBawGQXvAFYXBlrPIMuAPzo4bDkklVJOt6OCw7aIvkbUdnRHTeHnUOHWFd0aam+pqSaCL1mF+XGpdoMco1sOZp5ZJPWcnoSWSP1XIqPaDiwkQN3jWsTLhpoX6sKstuyWBAHjbWo41jWwuc7knUk8T0Y+DroGIHaTMfx7dhTlKvcG9x/ujWB+tf8AT8+mLFzRWAa45HOkx8bfWJY8xnSSwSerIPCjEDyNSKI0durGQJ05V9Lnve6+G6KxGG2Xj1K43ZkEl/tBAG94sfjWF/0+2O21sJiYsa8eDEgaWJu2ezmFDagHjetrbZYO0GGZTGQQzDiTqKjQyOF3rX4mkhiRImZgwUErfQluNKrSAGQnPPdBsB3UI1QXsB4VLNHFbeOumVdZHZTvCzGwI50VDixuQe+sRGIpWUG49MOu9ub3aA07unFRdTPKnAHLwPtuGYLMgOjdk+eVG4rBtade8EelA2IaSOOJmLOwVRfUnIVjcJ9G3Y98uCmbc2GTW7uVSxmJ2VuGh5itajkeJgynP96mQShJYwe1kQBfOtq7VaPELs3CbvWybscst7lC5sVXhcDU1hMJGsUa5mOMbkak8Fyue80oz7qxbukV0yzAJHKpHfECAbh3uJtkb0mDSOQNvk2NwDzpNbc6xMZjmcE3438fTxt0kikGo+VA7wBHEX6NrJaWN/xLb3e2jKmO+FcfbF/PjSMUdWHAg0CCARocx6OwVDbUw1/sh3Hiqm1Y/ERSA4WFGnxSkFY4890/nJyUHvqfAyYkE4lxcX3Y1yVe5ic2p42iO6y7tv8A9l0TJI+ydohHZW6tirKbG4F9R4Vs6KTEY/Bxo26zSrZuWd71ECqAEWuSbcrm9KAQ1PFOHnAQuJNDyzvnUSmJEQHQWPjW416xG1MJhWZGYmQahRf3004xLGQMDflw9G/Rjx2Iz+aoTeGL9I6NqreBG/C37+3YZ95WjOo7S/MdGCl3o9w6rp4eg8qR23jmdFGZPgK2NFJidowLJI8MR3t4RtZyCLZsNL3ztUOHhwqCGGJY0U+qotnzPM99Y3BmW8sS3b7aj7XeO+mjDCxAI5GvocN79StbfxcWz9lYm5AeRDHEo4lsvhWwMLJNjY5kbdEDByfDhUeMibdDKVJ91ZAXJFu6nkgALtKoHG5FPtvDLiVChjGFcZAdpsrEfGp9ozzTSSCR0VtFViLCmUjtX3gTr39/fUUrxNvKfEcDUUqyoGXzHI+gaFY76tP1VhzeCL9I6Meu9hZe6x93tysUZWU2INxV1kUOuh1HI8qjdonVl1FRyLIgdTkad1RSzsAOZrell9QGNPxMO0fAcPOpJEwz7qJvOc2Ym5Pia/x/ELNi3FiG6s1HL14/8wDtDiQPtD50oNwa282HwuDmn6sHFMhEC33S7cCfyjiaxP8Alu2oCYpMLDG447p+FzWIxWM2nM0k8zSSAZA8r6ADStk4UbPwg60hZH7TX4chT42JfVu3hkKkxuIkFg5VeQNBWc6En30+6hQtIozzF7ke6jPAOLnyApMRADqwB1BFwfdTqBYqwZDoR+1QTGF7/ZPrCgQwBBuDmD6OON41HI3+VYQ3gTuuPj0SrvxuvNSKIIJB9uilMTXGYOTDmKG4wDqbpx5jxrCu4lZI7HeFt46Zce+khUMHYl3/ABNw8Bwo0zb80x7mt5ZVszE/RMZFIchoaGJw5RZDKEAIsS1iCchY1jNuz4QN/wBsJAGV1UsfO1YrauJxU7yyNvE8WuTappTOu7JHGw71vS4eJLmOMK3AjnQO8Ax40VCi7kKO/wDimxMa+opY82yHuFPPLILF7DkMh8PQgl6tiGzRvWHzHeKIsbXvxBHEc6wc+6erY9k+qeR9HFNvSOvKP53rANdHXkb+/oYgWubXNqx0PVYh8uy3aHn7erFTcGoZ94wzWAKtutbu/roJsKRv9wE6E5+dEWJB4G1NjMSIGiEp3baHuzp5JJW3nYsTncmrVuG1yLDmch8aaaFNXLHkunvNHEuN4IAgJJyzOffRJJJJueZ9OCUECJzb8BPDuPcaIIJBFiKwuJ3wI3PaGh5/30kgAk6DWus35t86M3wOVYRurn3TxuvmKvWIXfhkA5X92dSP9IjCSEbw9V+XjToyMVYWI9vwpuJU7gw8qwsnWQrzXI+VTvuRSHuy86S17n1VzPgK+ly3JYK2fEfOvpSEZw+5jQxIVQBECQNSTRxU32SF/SLUzMxuzEnmTf8A7uKYOAkhswyVj+x/miCpsciKixpAAkBP5hr519Kgt6/wNYjFdYNxAQvEnj0OTvK44gHzFS4gmOGRDnvEEeWlRYmOUWvZuRpwYZWWwIB0PEViyzIpCruA8s17j3e34X69BzuPeLVBO0LXAuCMxU+IaawtZRwqdtyEDi5+A9hixG6AkgLKNOY8P4qwK7ykMvMfPl6C9pGXiO0Pn0kk6kmkBYkbu8CLMvMVNEYZGQ+R5j27C/8AiIvGh0Ys9qNeSD45+xJI8ZurWNJLHLkbI/8A9T/FEFSQRY9AJUgjUU6jJl9U/A8ukEggg5isSnqyD1WytyPt2GNp4v1D49HOsV9e45WHuHskM4IEchy+yx4f1RBUkHUdCMVvbjqDoadPtKOyQDzteipAU8641P1Qjdd4glQyg8SOR9ugBM0Vvxj96Op8TQz99Yg3nmP5z+/ssL9bHY+sg96/10DUViHZJImViCEGY8TX0xy3aUFLAFRl5jkaVozFI47SgA8iDfjTSYaVN1pGFs1O7mD/ABRABIBuOftuFXtPJ+EZeJyHQmbL4ipc5JP1H9/ZYX6uVGOl7HwOtMN1mHI2oa1ivrF7kX9ugMyhgDkRY9/ty4aVgCbIDxY2+FAKiBFNxe5PM9C5Mp7xUwtLKOTH9/ZmNyp5qp+HRix24zzQfDL2/DIAplIub2XuPE0b6nj0Cp55IurVGt2bnzNEkkknP2SKMyuFBtxJ5Aca6qDTcY9+9/VMd43tYcB4dGIXehB4ofgf79vhkh6tUZipBPC4zp0YsSFNuFhcWoow1U+6gtgWbsqNSalk6yRmtYHQcgNPZcOu7CzcWa3kK3QFudTp/PRap2CRbv2ntl3Dj9wBmGjEedCWQaSMPAmmd39ZifE39mSWSO+45F+RpcWbASLv20N7GvpMX/G//wAh/FHFKPUiz5sb/CmZnYsxuTqf/VX/AP/Z

Tiempo de digestión de la comida en perros varía según la raza y la edad del animal

El tiempo de digestión de la comida en perros es un proceso complejo que depende de varios factores, incluyendo la raza y la edad del animal. En general, el tiempo de digestión en perros puede variar desde 4 a 6 horas, aunque puede ser más rápido o más lento dependiendo de la individualidad de cada perro.

Los perros de raza pequeña suelen tener un tiempo de digestión más rápido que los perros de raza grande. Esto se debe a que los perros pequeños tienen un metabolismo más rápido y necesitan procesar la comida más rápidamente para mantener su nivel de energía. Por otro lado, los perros de raza grande tienen un tiempo de digestión más lento, lo que les permite procesar la comida de manera más eficiente y evitar problemas digestivos.

La edad del perro también juega un papel importante en el tiempo de digestión. Los perros jóvenes tienen un tiempo de digestión más rápido que los perros adultos o ancianos. Esto se debe a que los perros jóvenes están en una etapa de crecimiento y desarrollo, y necesitan procesar la comida rápidamente para apoyar su crecimiento y desarrollo.

Imagen de un perro comiendo

Javier Torres

Soy Javier, periodista de la página web Veterinaria, dedicado a brindar información sobre cuidados, higiene y salud de las mascotas. Mi pasión por los animales me impulsa a investigar y compartir consejos prácticos para garantizar el bienestar de tus compañeros peludos. Con mi pluma, me esfuerzo por ofrecer contenidos relevantes y útiles para que puedas cuidar a tus mascotas de la mejor manera posible. ¡Confía en mí para mantenerte informado y poner en práctica todo lo necesario para que tus amigos de cuatro patas estén felices y saludables!

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