Angie tendrá dos autos por falta de uno titulo
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Perianto Del mismo modo que las Bennettitales extintas y que sus parientes actuales las Gnetales, las flores de las angiospermas poseen una envoltura floral, un perianto, el cual está constituido por los verticilos estériles de la flor: elcáliz y la corola. Es evidente que la presencia del perianto se halla en relación funcional con la polinización por animales, ya que en estado de pimpollo el perianto protege los órganos reproductores aún inmaduros de los animales herbívoros visitantes y, durante la floración,
![](https://upload.wikimedia.org/wikipedia/commons/thumb/c/c5/P%C3%A9talo-s%C3%A9palo.jpg/220px-P%C3%A9talo-s%C3%A9palo.jpg)
El cáliz es el verticilo más externo de la flor. Tiene función protectora y está constituido por los sépalos, generalmente de color verde. Si los sépalos están libres entre sí, el cáliz se denomina dialisépalo, mientras que si están unidos se llama gamosépalo como en el "clavel" (Dianthus caryophyllus, cariofiláceas) o el "seibo" (Erythrina crista-galli, leguminosas).2
![](https://upload.wikimedia.org/wikipedia/commons/thumb/d/d0/Kapuziner-Kresse_7148.jpg/220px-Kapuziner-Kresse_7148.jpg)
La corola es el verticilo interno del perianto y el que rodea a los verticilos fértiles de la flor. Está compuesto por antófilos denominados pétalos, los que son generalmente mayores que los sépalos y son coloreados.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/0/00/Dianthus_clawed_petal.jpg/220px-Dianthus_clawed_petal.jpg)
La sexualidad floral está relacionada con la presencia o ausencia de los verticilos reproductivos: androceo y gineceo. Las flores que presentan ambos verticilos (o sea, que producirán tanto gametos femeninos como masculinos) se dicenperfectas, bisexuales, monoclinas o, más frecuentemente, hermafroditas, como es el caso de las flores de la "papa" o "patata" (Solanum tuberosum, solanáceas)
![](https://upload.wikimedia.org/wikipedia/commons/thumb/5/59/Cucurbita-flowers-male-female.jpg/220px-Cucurbita-flowers-male-female.jpg)
Las brácteas de color rojo que rodean a las inflorescencias deEuphorbia pulcherrima adoptaron la función de atracción que usualmente presentan los pétalos.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/6/62/E_pulcherrima_ies.jpg/220px-E_pulcherrima_ies.jpg)
No es una flor, sino una inflorescencia, formada en este caso por un círculo de flores blancas rodeando a un contingente de flores amarillas.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/8/8f/Leucanthemopsis_alpina07.jpg/220px-Leucanthemopsis_alpina07.jpg)
Las flores de muchas especies deangiospermas están evolutivamente diseñadas para atraer y recompensar a una o pocas especies polinizadoras (insectos, aves, mamíferos). Su gran diversidad en cuanto a forma, color, fragancia y presencia de néctar es, en muchos casos, el resultado de la coevolucióncon cada especie de polinizador.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/0/0f/Flores.gif/220px-Flores.gif)
Una rosa azul, obtenida mediante colorantes artificiales. Este tipo de rosas se está tratando de obtener por medio de ingeniería genética.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/7/7c/Blue_rose.jpg/220px-Blue_rose.jpg)
Las flores Pin (A) presentan los filamentos de los estambres cortos y los pistilos largos. Las flores Thrum(B) muestran, en cambio, pistilos cortos y filamentos largos. Referencias: 1.- Pétalos, 2.-Sépalos, 3.- Anteras de los estambres y 4.- Pistilo. Las únicas polinizaciones legítimas son las que se producen en cruzamientos Pin x Thrum o Thrum x
![](https://upload.wikimedia.org/wikipedia/commons/thumb/b/bc/Distyly_primula.jpg/220px-Distyly_primula.jpg)
Las inflorescencias de lasBennettitales son muy similares a flores.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/4/46/Bennettitales-cycadeoidaceae.jpg/220px-Bennettitales-cycadeoidaceae.jpg)
![](https://upload.wikimedia.org/wikipedia/commons/thumb/c/c5/P%C3%A9talo-s%C3%A9palo.jpg/220px-P%C3%A9talo-s%C3%A9palo.jpg)
El cáliz es el verticilo más externo de la flor. Tiene función protectora y está constituido por los sépalos, generalmente de color verde. Si los sépalos están libres entre sí, el cáliz se denomina dialisépalo, mientras que si están unidos se llama gamosépalo como en el "clavel" (Dianthus caryophyllus, cariofiláceas) o el "seibo" (Erythrina crista-galli, leguminosas).2
![](https://upload.wikimedia.org/wikipedia/commons/thumb/d/d0/Kapuziner-Kresse_7148.jpg/220px-Kapuziner-Kresse_7148.jpg)
La corola es el verticilo interno del perianto y el que rodea a los verticilos fértiles de la flor. Está compuesto por antófilos denominados pétalos, los que son generalmente mayores que los sépalos y son coloreados.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/0/00/Dianthus_clawed_petal.jpg/220px-Dianthus_clawed_petal.jpg)
La sexualidad floral está relacionada con la presencia o ausencia de los verticilos reproductivos: androceo y gineceo. Las flores que presentan ambos verticilos (o sea, que producirán tanto gametos femeninos como masculinos) se dicenperfectas, bisexuales, monoclinas o, más frecuentemente, hermafroditas, como es el caso de las flores de la "papa" o "patata" (Solanum tuberosum, solanáceas)
![](https://upload.wikimedia.org/wikipedia/commons/thumb/5/59/Cucurbita-flowers-male-female.jpg/220px-Cucurbita-flowers-male-female.jpg)
Las brácteas de color rojo que rodean a las inflorescencias deEuphorbia pulcherrima adoptaron la función de atracción que usualmente presentan los pétalos.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/6/62/E_pulcherrima_ies.jpg/220px-E_pulcherrima_ies.jpg)
No es una flor, sino una inflorescencia, formada en este caso por un círculo de flores blancas rodeando a un contingente de flores amarillas.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/8/8f/Leucanthemopsis_alpina07.jpg/220px-Leucanthemopsis_alpina07.jpg)
Las flores de muchas especies deangiospermas están evolutivamente diseñadas para atraer y recompensar a una o pocas especies polinizadoras (insectos, aves, mamíferos). Su gran diversidad en cuanto a forma, color, fragancia y presencia de néctar es, en muchos casos, el resultado de la coevolucióncon cada especie de polinizador.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/0/0f/Flores.gif/220px-Flores.gif)
Una rosa azul, obtenida mediante colorantes artificiales. Este tipo de rosas se está tratando de obtener por medio de ingeniería genética.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/7/7c/Blue_rose.jpg/220px-Blue_rose.jpg)
Las flores Pin (A) presentan los filamentos de los estambres cortos y los pistilos largos. Las flores Thrum(B) muestran, en cambio, pistilos cortos y filamentos largos. Referencias: 1.- Pétalos, 2.-Sépalos, 3.- Anteras de los estambres y 4.- Pistilo. Las únicas polinizaciones legítimas son las que se producen en cruzamientos Pin x Thrum o Thrum x
![](https://upload.wikimedia.org/wikipedia/commons/thumb/b/bc/Distyly_primula.jpg/220px-Distyly_primula.jpg)
Las inflorescencias de lasBennettitales son muy similares a flores.
![](https://upload.wikimedia.org/wikipedia/commons/thumb/4/46/Bennettitales-cycadeoidaceae.jpg/220px-Bennettitales-cycadeoidaceae.jpg)
viernes, 8 de enero de 2016
Deportes sin implemetos
1. Atletismo: el salto de vallas
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_tIKuhSzO7lwUyhrqQNPohGRYvs7JsvyXRiOrTHej_01TvdLaTJe2Fe6b90TOz37t3Y0X9yFAIxdJqCA6NnK-wiHdtbC6qxCiJkBm3MkbDIgC0KLh5fFIqIruwAT9bfPyIBLg=s0-d)
2. Gimnasia: los giros, los saltos.
![](data:image/jpeg;base64,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)
3.La lucha : los deportes de adversario, la lucha
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_v1f4tOE9vtT89tT6sCXFP0DbbAFxUlZ13dvOzdWYZia8NzOtEQMmI53tmSwNQBISrufZOYLYBxvCxk20y1N07VNBSrWOV716JSJApmfHWcZekZvO1kUltr7Pr5eATyiK8F1hluP-uX=s0-d)
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+fkZSmtTnYPOmA5AoECBSGxwKYrEw0pAgaCl1O/6BWEGHdj1bNcuRldSYVO5uUkmuLU25V3Ho6KC2tlfpwVNuQqrLDJCgfzZe7b40aUnWQ289hxYFdx5wqAGoEI0AKaAFQMagAwVPh8qnkB2QjxpAMr0UMsWro8KVMQidGI8K3x8RETLxEqioANJMkA6kgyukrsNPCsHzyy06L2H6Qv1ge5DEa9nssf9cT41pui40wT5s0ePdNnxFoWgGyyCRdIuARtlnY1moRiOctyot/Zv0abiGIGe2vUW+1cMBS5Gotoe86E9w86nJKlS6kRx9r6Ha/aPxu2hAs3QrW2ARbSuCoG7Le0G8iRvtyrOEeTDNG5Wn06I85tcTIYuCSSZMnee8/WtJQUkPTZpYZ31XaXH4iriZg1zuDR70M8Jq0zHuY9CxU3OrHNwpePQGtYw7zlzaiuIkdzhmHPs4+2Tzz2ryfHKa2XgcbLeGsm0sLicLcWZC9Y6nXeMyCKlxt2aQzuEdo9ziV3LC20PLMLiP8AAGjaaPWpKkZ+Nxl9wR1eUGPZB5eP970bFZi9Xaq0dl0BvtcRkecw07QgkcjrWGaKT4PQ02Rzjy+hV+0rBR1L8u2h9YYfJqWlfLRnrYvbFrwOJVRXaebYsooC2MbYoC2JbQFAbmIqKYWCFBgD4a0ho0F4G4E3CLK7/eEBz/LaHaPmQBpvUOS6FxT6noXR3oxiEwtprK3rlu6zMmayFIGnbGVmhTuJjauXN7T6HfpsqgqbA6VdDwXtWbtzqb7Iz2s3aV49sNlnLATvG+kxFGDdBNsnVTjkao80xmCa27I/ZZWKsO4gwdeddidq0cD4dMhFqig3Ibq6dBuHKUUKxjboCxFKB2R5qB0IUgDV4pUARcHegQQsEiRr5fpRYckg0t+Z+Q/rW/SIu0rCsBsVAE9jDszBV3JieQ8zypNlKNnrPQTiFzDKbYRzh8pe2+QhGvWgXcBiI+8TrV9RWFXyza0uDnvtFBfFOSFSYCIhzL1QH3bbwnZy9kfDnsuDky8O2c0tuOc1Rzt2Z+OxHaKjQDfxNB0Y40rZVFBqEtDEIikMWUUWwCRO4x5UOQqOm6A34xQUsYZSInmNRv61hn92zq0fE2u8637SLRGFtXAdQ4HmCCPnWGnkvWfI6NXBSxc9jPN0xreHqiH5iu/g8pQ7hjiAd1X8sf8AiRT4FsY3Wr+Aehb9TR8xbWX+FYuwpGe1bOu9zrHEa6ZQQO4a988qzyKT6PyOjA4p+2l9TUu9LEUxawthFExCJJ1BkmPA/mNZeobjUpPzNXqFGdxgqJMR02uOjJliQQYaNCI5DxqI6OKd2avXtxraF9l/DUxfEbNu9DW1D3WU6hig7II7pIPpFdMuEcseWfSy3ADliAAPAeQFcqbcqo1apHj/ANsmL6riGBugewpYn8SpdQlfcSP9VdEVwRLsOH6ccJcYs9WpcMqmV1nKAkxzkIG8nFPHJJckZVyqOcvcPup7Vq4vmjD6VopJmVMrsI3+NOxDTTAGaBjEUAVqk0CWPXkPnQIfKaQAxTGOrkGRIPhR1BGsbvWBUZC7MYBXRpJgeDU5LarTC77Cs2AaSFkkSCrDKwIMEQdyDUKS7RbWeh/Zx0Te0/7XiEi2iZ1gyY3J8DoAPMmsdRKnsTNsUaW5lDiGMfGcQuJolprrM2WFHUq2XMnImPnrVQxqiXJo9G4tx1VDAycPadciIoCqFtrlVyw9nst7JM5qbVGaTcuX2nDce6H3xcRR2mdFuE65R1lzKVn+CUB8BtRB7iMuKXrODn+leHWxduZNFQra7s90IM7KvJSQTWpLx27OS3M0Gr4HoEOwoCx8tArGdaTLiMq0BLg2+htstjrCjWWPuyNNZZ17DNtM/wCajrvtZ4lrawynaXf3dkfP3VhpYcuR06udRUe885k12UedYsxoodiznuooViLmih2AXNKhizE0xHb/AGO4zq+K2J/fW6nmSmYD3rUTXslQ6n0hnnuHmNPfWaNTh/tM4ZYvqguOFuISUyxMNGYN4GB7qzyZlBcdTfBgc5JvoeL9M7NtLqBYP3YmTOoMDy0AHpT0rlKLcu8nXRjCa29xgLiCvskjyJHyrp2nEO2Nc6Z29ST86aig7Bhi27/gD8xTomkixZ4qyiOrsP8Az2LRP5soPxpOKfeUnQn4kCNbFgeKh1PwePhRt+LG3fYUjeX/ACx72/Wj5gQimAwoGKgAlmhdQL1y+UZCNcoUwZgk6mRPjyrTJ3Cj3lrA8Zxb3FVLjM7kWwDDSbhAjtA7k1hthHlotOT4R7V0owv7Hw0YVnCqtucQ6aGCDKIPE7eVc+NKU3KjWT4o8Qs8Ya1cLWQEEnKCAxjWJJnUjeDXS42ZKbXQu4vpCcQLS3ItlTGZZKENuWTkR3g8zUqFFPI5fA9ExXSOyLDMl9l7ajOLp7YCD7xkXQsWnQAEzvOtOPApJvtPMOKcW/aLha7nc6gHORpPINmj3mq5M3ZBNjmLo05Mh+aijkXJNbt4Tm2IHklpvhnFHtFCfC4cns37gH8diPfluGi33CGOCT93EW281up/sNFvuFQK8OZpyMjx+Esd/wDTS+QKSXUiuYNl00nn2l79oJosbmmdz9mPDhaZ8VcQMw+7sKWGrHR38gDE+dcupydII79Fh3XMw+m98XsbcZFMBVUlQcpZRBy++PQ1ppk4w5MdZOMsj2nN3AQdiPMEV0WcyQytNAmhzTEhp0pDoBqTLj0Dt00TI1uidxlxlh10KXFuTEiEMnNqIXkTPOoySqLZeKDlJJHsXSD7Q+qtkhiC2gyaNPgpOnjXCnkyOlwj03ixYVulyeX8R6VXrxJmJO5Mk+fftXRHTxjyznnrJPiKpGJxbidzEXTcunM5AXQQqqohVVRoAByroSrocMm27ZRNUFg2xrSBhRTFbGy0ANloAUUBZ03Tjpe3EmtM1i3ZNsOPu/385XVjA2yj305SsmGPY3ycvBqSxZaBh26cFyDJse3aPu9wA+lVkFEk4JxD9nxFm+BmNu4jx35TMVlKNpouMqdnW/aB0/PEAEto1u2SGcMQSxAgDTkPoKiENo5SvocNWhI1Ah4oAagAnGtMQMUhj0AIUAanAr+VyDEFSdROoBiPf8KaIydBcUIkkQdZ86bJgadjpabVi3at2wGVSC0wvOCAOckHzrlenuTk2epDXbcSglyc8L7D+zNdHBwNBLi2HNvzN+tHAqQQxrf86/MUUhbUO2NJ3VT/AKV/SjagSDXGCB93bO+6D5ijaBHexCt/00X+UMP91FfEfPeCjL3aedAqZLhr2VpUlY8dInYjnSavguEpRdoe/iS5liTy1O1CikuCpzcnyNmoJI3RCZFw+qfoTTViGNleVwH/AEsPpRbExxhxydfiPpRYhxhDye2fO4o/8iKLKJf8LugZoUjfs3LbfBXNCmugmir1TTqpp2JjdW34T7jRYcDA0UV2iLUrDbY4NMlqg7GrDzqo9R0G9pjmIUmDr4SYHxNE3yJIKzg3uHKiFjOwGs91EYSl7qFddSTF8LvWf/ltPb/mUge/altY2yqVFIVsWUbUBbGNkeNA02x1tUBuoc26BbgHtGihqQItGjqNug+rpUO0OJEnbTSgFTY5mJOvnSKpEJB7qZLDa2QAe+kmU1wBFMkagYqYiVth6/OgnqDFMATSY0WVWB486kojTemImI0PlSGUpqhD0AED8qYhUhAwKdAONKAGzUhlx7hDFcoMeQ+lQmmrKeOnQrNwsQAg37gfpRJpIcce50WXtgMRoezIIAGvcQR41mpto1eCKdFYNB1AHpW8OTncUSYZ3kG3oYPsyDHOs5VzZahVNF/AcTvI4P3gbbNrKgnXU99OMkk12FV0OlxHTi6qBCzNIIbNqtzXnOhHnWUIQu0aST6M41LwJYsikyYgAfKK1boxWNvgQA/Av/d+tLcS4PpYKldfu5jXRm1+dNyHDG+qZdwHDOuS5cS05W2FLlbg7OcwoAK6k+FJzS6saxSl0Iblu0Br1oOmnYOnedKamS8MkuRktYZt7l4HkOrRh6w4ot0NLmqJDhsMNP2hwRyNgn4h6It9a+o5x7GiB8GhOl4HzR1+hp2RTS6A3MGMuly3p3kj5rQCfPQiOHaPaQ+TigrcghZYLpBP8y/rVGTabAGGujZfcQfrU2i20E1l4jI/5T+lVZKqwRbbmjflP6UrKpA5TJ7O3fRY1C+LBciQB+tNkxT5HkU7E0xLG8a0mykmhOaQwLR1FDAnPMUgIOqGmtWTbGe3qBSBPgsXcCyDMSII79df+KqhWaHR3ji4Ryxw9rEBkgreBIGp1Ec4irxZdl/EjLi9Z20dmftTwxUB+D4VoAG6/W0aly5sezijzzH4lblx3VFtqzswRdkBJIVdBoNqllFKKRRbUcydT/ZqGXbJ8PZYaqBK67kSI2GlRLnhmuOW1cLn7B4J3e4vYDkyArEiTH4vD6UOKihb5TZFjrLo7C4AGgEgGRB2rbG01aMpKmNhnuWzIJQmIDKe0OesbColtd2aY4ylJRRuX3c3LQuo1q2+surBXHeCYzDyNcr91tdTscIRmo3ZTxN5FuuABliANeYnKBJ5+lVCMnFd4TlGLfauiJ3xCvhhaGc5YIAC6H96dJjTv76lRaybmNyjLEkjCuXdTl25DwrqS4VnBKScnt6Frh10oWJ1kRv8D4a1GSG6qNcGRRuy3w/iJtIVXeNdJBMyCR4Hv7hUZMW6XJrhy7YUl0I8GzX7vV/vXGgwIlj/AMVbgopNdhksrdp9pDf4c9pEuEjtE9mDI8SYikskZScQeKUIqYSkmyxK9gsMx5yNj5UqW9Ky9zeNujQ/w0G2uQEt7Vwbwo1JjkAI99ZrI3JmjxRhBPzMziYA1AhWErAEeMa1tilap9TnzRSla6Mzq0IJNwANafYZdpG86A8qF8CuQrbGYBih0JItW7jtorNpzk1LpdStt9CcXLhgBjO3tH31DddTaMIOlQC4l9ZZhGkH41T7DP1a5ZDbuM2505nLmA84qm6REcabCFyBymd43oCq4Qy22jMACJjXX1ilauhuD27hyCN0UehB+dVRnYAagottaGn3S6rmkO4keEk6+FZ713mvqZvnvVkCXU/Cdp9vl4SK0VmLTQb4u24hhcgbDOpA/wCyi5DS4B6i13XQfHL+g0pLxQna6oh6u33v7h+tO2HNCNlfxN+Uf+1Pkm+wXUj8R/L/AFo5CyzheD33Mizcg8ypA/M0Cs3KK7TVJnV9Hujl32riKe4Zs8eMW83xrg1GoguN6R34EkvajbNBOjFtLq3WukFTOQBVE6g6ly0a/hqYalzjthFy8E/vRE4Lfu4XwKOP4Lh7l1mZ7pzbrbA2EACWA7u6ulPUxivZjH+5/ZGccUZy4tv4fuNj8F1uX2sqnTrGSdQBsFGmm1aYYQXE5Jt9ya/Jr6vOvahGq72jR4pxG5et27V9bTKh7EDtDSIBB7qpYsLT2Tf+fImUc0JLfFc9OQeIXrNy0ts4ZLYQEA2iA+sEzIPMA1msDb4n5p/kbk4Re6PX49ClhMBZRHQLdIfnKlhpGmWKnJGpJynHjx/c3wRyODUcbafbx+SgejSFV7bqZPaNsGRGxh95199XHJJc8NfP8GEtNJ1GufFX+pBd6LkLIvr45kZY8zJqlmb6Rvw/8M5aScOJNLxaQOH6NXF16y0RII9o7a7RtSeVN01Xki46fLGLa5T7uf0NXgnC3w1zrh1Ruktlz5siA/gGksdR4DzpZHOSqKvy/I9Pjxxm/W2vADFdH3ub3FIkmA6jn4+ZrBPLF36t+R6TjoZ8PK67q5I73CsRmMqLuoiWQ5lA2IBieU1pBxauVr5P8Hn59sJ1je6P+cFs4O+bbXervLiWYK2SMvVkGYAO0ACO8U08cFVmM5TnyyDh/B3Nsi5auGbbJDLoJghhH8q1M5wTuLQ05SilJdDlMbwu6juot3IDEA5G2nTlW8csGuq8zFxafQscOwBDDOhiNip/pTyTVcMrBBOftFXiFoZiVEKIGs695E08d1yTm27vZKinTfv+laUZWaPD7oC7gSZ8xtpWWSLbNscl0Cz6kDTtEzzP9KGrXIKW18F/hOVg6ugZYzMwEtqebcvOspx6NPkuEm/Dt4H4nes21yYeYYHPJkjaO0PanXlRGEpO5jeWMYbYdphlpI8xXQcy7jTxVxFUBRsoEDZiObEc451jjUt1s687hsqL8u0CFZA5Dbhcq+YEa++tJN9EcuOC6y6FXiNvLcbslRyB7oFGN3E0zw2zaqiFr7QBJgSB5U9q7iN8qqwsIELLm0j3HzpSunQ8aTmkzXXhXXtda0ikIobKpI2IJhdZ0rKM3GNSN8sIufsoNeHveYdll7OWdToNgBrpvrtpSjKMPeZOZuXRGbdwxRNVAkxJ0YQToatTTdpi9XULaHwiJlZmOi7gbxy38a1TfQ55x5VdpVOJX8PyqrJ2HqF3ihJlEtp4xnb87zXDD0Tjr+bKU/F0vJHU9TL+lJEN3G3X9pyfM/Tau3FpNPi9yCRlLLOXVlW4VG5+P0FdFkEN5CfZX1On9aNwqIupYe0SfSB8KNzCizZ4jkAUIpj+HWuLJosc5bnfmzvx+ks2OKjCqXwQVziFxlI0QHXQa+/lVY9Jjx9DPNrc2X3mVkv3V0V9PJT8xVZNJp8juUefmPF6Q1OJbYT48F+A149eUZAQwP8ACuk7mY09KI6LAlSj+pOTX6ib3Slz8KX6E2H4hp2iRO/dVrS449IomeszTVSk348luziBEIVHp+tRPTYpu5qyseszQVQlXgSEkqVOoO42qoYccPdSRnkzZMnvtvxIzhV8vU1qmZArgp2JPu+ZrLLnx4leSSRvh0mbM/5cW/08yT/D27vlWEfSGnatS+jOl+itUuNn1X5IrmGI3kehrpxZ8eRexJM5c2mzYf8AUi0OmHY7T8aMmXHDibS8QxYM2RXji34AvZcc2HvpQlin7u1+QZMWbH76a8SN1ujcsR4yfdU3gv8Ap+g/U52rUZeTIc5Pj36A6+OlNww9yJUcrTpPj4EVwjmB+RP/AFp+oxPs+r/JDlNdf0K7BfwJ+RP0p/w2J9j83+Retmv/ABEuFxrWiTbVEJENFtNR3GBtSlosUut+bKjqZw6UZWNwK3DPZU/wrlH5Z0q44FFUmyJZLdiwXDraDtKlwzMsDp4AK1J4L/qf+fIFOuwJ8Ha/yk9Huj/fS/h3/wAn9PwPeu79S/gMebKhbdpQASeZknUkkmTR/Dvvf0Ikoy6r6sz+O/fwxXKwkDKCQQd8wjlGkVksbi+EzThrqZuCwAJPWI0RpuuvurRY3Lo6EmjRwuFtW2V1VpR1dZae0pkaFe+k8Ev+X0/ce9Ls+v7EvDstm8t9S+dSSTm9uTLB+zqDJ99EsEmq3fT9xqau6NrE9IHu+2JGuggaHYHTUCuJejIrJv3W/wDPidEtUmqUa+ZnC1abL1iBwpkAmJkyc0b1rLTzV7JVfwGs8JxUZL6mde4IhuFlbLbLSEkGF7s0ifdTTyRik02+8n1EJO9yQ54CO5T46f8A6VG+Xx8n+DX1C7Nr+ZuC6TsI/mP0rubOAWSfaY+Q0H60AOjKNtP776dAIYgHbXy/WgA0E6sfQfrRyBKAOVNMCO4BzNOxFfqGbvAp2IcWwKYCyCqpiG6gd8U6YCKkbN8apR+AmxDP+I++q2ruFb7yVM5jtsPU1hLT4Xy4LyOmOs1EVSm18xzP+Y8+Z/Wj+HxV7i8kP+L1F/6kvNk9tb59lmI8RA+IrhyL0didyST+F/Y9LF/+pmVJuvjX3Ct4TEAyHA9fpFYZfSGhnHa4uS8P3N8Por0hGW+MlF/D8JUWDZvMIZlI8q5Y6zSY5bseJp+J3S9Ha3JHblzJr+1MYYa4ogOPDSY+NRk1ekyPdLFz4muLQ63EtsM6rucSpewFwmc413gET510YvSOmhHaoP5uzlz+iNVknveRX8E1fjQdjD3F/fnwIMVGXU6TN70HfeqsvBotdp/dyprud1/nzLNzA3WGwA79Vq8DwQacVPyTMdVPNNNTnjv4OSIrWEuKIGQ+ZU1vk9VkdtTXhf5OTA8uGO2M8T8a/Anwzn91PRh8qUXigus/mi5yyTf+3fwf2oi/ZG520PmR9BWb1GB+7lkvk/u2bx0uevawwl819kiJsC/K0o9ZHuNXHU4f6szfyr6mU9Fn/o08V/8AW76MJcK3O0PNTHzpSz47uOd/NDjpsqVT0q+Tr7sY4T/6m9D/AFpLP3Z181+xUtLF9dNL5P8Af7Ef7KQNLbN5j6qa2WV5Gl61fL97OaWGOGG54JNL/l+U1+hCLQJI6shhqVOsehg1c5ZIL2sqryf3X0MsSwZX7GGV93vL7P6hnDCNbTD+WfkTWXrsifs5Ivxr7UdP8Nha9vBNPvin+jbIzh1H/SY+cr8ia0jknLrkivCmYTwYor2cMn47l+R2w68ldfQn6VXrJr+qL+hHqcMl7k4/JsEWF72/KR9DUPNlvhLzT+5a0mmq25f9Wvswcqfx/krX+f3R8znrRd8/JE5Nb8HCQtfkwBrT4AMWPxGfDlRwBMNKKAeihgPc5DeigsktWeZ1NG0CyAKqhC6sGmrQCFgd1UmxUM2DFNNioi/YSTA+dOWWMFcioYZZHtiuSe1wdzuQPjXl5vTmGHEE5fQ9nB6AzS5ySUfq/wAfUt2uDDmSfWK83L6bzy91JfU9PD6C00Pfbl9P0LdnAKvsqAe/n768/Jq8+Tic2z08Wl02L3IJfIl6k1zHVvQLIaaodoAqafBVoYKaLHZZHDXImB766YaaclaPOyelNPCW1t34BW7DL7KrPfJNdmPFPH0gvM8zUanDqOJZpJdyjwZuO4PeumXckchoFHkJrshrcmPpiXmcT0Gkl/vP/qUz0cdRObT0/WrfpTIuuP6jh6I082lHNz/axYXABTLds8pGg8hXn6n0jkzLbFbUe1ovQ2LTvdJ7n8ez5F4gV56mz1XjRGLc7NWvrPgY+qvtC6lu+h5F3AsT7wspqN8e4rY6DtWpMA99dOmf8xWjzPSa26eRnYoFb6lv31MRPI16WpW7A/g0eF6Llt1KXemWRXjH1tDkGmqIaGYeFXuRDxvqBkpOSBQJ1xjjSffWyzTSOCfo7A5N7fI//9k=)
4. Natación: juegos en el agua. 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)
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