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AlondraSophie Carrasco

Created on August 1, 2024

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Transcript

Protocooperación

ABP

Ciencias y Tecnología
  • Alondra C
  • Ayelén R 1medioB
  • Alonso C Biología y Tecnología

Definición +/+

La protocooperación es una interacción biológica en la cual dos organismos se benefician mutuamente, sin embargo esto no es esencial para la vida de ambos, ya que, pueden vivir de forma separada. Esta interacción puede ocurrir entre reinos diferentes animales.

Ejemplos

Tortuga y peces limpiadores

Los peces limpiadores se alimentan de los parásitos y restos de comida que dejan otras especies de peces más grandes, estos hace que las dos especies salgan beneficiadas.

Ejemplos

Picaflor y flor

Los picaflores, mariposas y muchos otros insectos se alimentan del polen de las flores y con su cuerpo trasportan el mismo polen hacia otras flores (polinización)

Ejemplos

Hormigas y pulgones

Los pulgones realizan agujeros en los árboles para alimentarse de su savia y las hormigas los estimulan con sus antenas para que secreten ligamaza. Las hormigas protegen a los pulgones de los depredadores, de manera que ambas especies resultan beneficiadas

QUIZ 1/3 Interacción: Protocooperación

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Quiz 2/3 Interacción: Protocooperación

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QUIZ: 3/3 Interacción: Protocooperación

Bibliografía

Foto:

Información: https://www.ecologiaverde.com/protocooperacion-definicion-y-ejemplos-1954.html

video:https://www.youtube.com/shorts/Z0WyIVtriRo

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dpEV+LU0AQ0UHiuW3LpvMsvKjDSiSsDbtSEa9Vf9yk2U8he48PDt9ZhLke0bpNrxlsu9WlXGt6VQbgar423sZMsuOfemTF5Ia7X/Yepi6qWyAszgIbAtpzIt25zizx8l4++0YZsUZw362FeqwrUncEECpqRyYL18/SYwhOD+UWcmJVCV/oYw5UvZiRqdf1nZx4QlKmzrkpKNxNqoctMhVDjQ6H4vE9QLTh5X8ZyoZ/rY53H8HBtzTejy1QVHa7KbnXKNTf8ec9HjVX5Z68HGMdMQx+NNI5SpDdwbeOvzTXLmmnVUawUZ7uzuGI9Rs+Rm7naPBjk35UVknCMauj1VFKtrkg35E2AnoeUo9tHlzlj6Q7SFYi6BSP6XBmMnlf2uzmbw3TsTbGHMVYkMDYgnW84X9WTpm6xJxuO0DxJLAn3d9NGBuR3Nt/OTKE62rPI5eOTv4GVUMwPLaogGZgRAVGs8opgmMDNgnMVEvs6nVIsAbAnW356zTFKVpJ1Z1cfLJSUVqzaRRa3/frPoYwSVH0CVGFjVqUqgcLnS+q2385jPyi7R2RqUaujJxvtHXDWp0wq9LEE+YnByM2SWo6K+hH27ND2a4urlxXSzfDlDXItre1/KVxJK2pmWbDJ146NTG4PCuD/AKiIeYzL9iZ1ZMeCWnSIhmywdNWZHDuAYZmcCuWykfIQAL3336cphDi4ZNpSs2nnmqajR2K9k6gN6VRSOVyQw8wNZE/46X+D/wCRx5kX9yAVKr4dlWsUB/hINyO+2gnJPHPC/k0apxyK0aXDONVa+ZQisBocx08wNTPRwZZZl0jnyYMcVd0P0eDopLM252Ggt2msOLjg7ZD5Muoow+L49aFUql8thpc2zEXt9p5/Ly1Pxizrwpzhc+xijgq+IGanUNK+vO9+hKma4sGeatPxRllyRx/FqxvHYwIFpYsozAAk5Sb/ANSi1p0yzRglHLtmOKHl8sRocL4xhW+Bagv0YFb+BItLjysctJnNlx5W9owvabHirUApt8IWzW2JvtpvPO5c1Oejr4+N418inCGekcyNlvoeh8pOHL9Po1yrHNVJWaaZWJL2JO5JnRHkY2/kZOfiqjpDdLDUzsQD2YTqjLE1pmEs69srxXAg0y9xmUX3FyOYPWc/KxQcfJNWjzOWsc42jz4M8o8okRCZs1JRYB4yGgDRENE2Ft9Z1YoY405PZ6fGx4IpPI9v0K1jVB+FqnqbTsnKSVrR78HFrZmYr/MPoazDtnP2E5ZZJt/cV5410bq+y3ukAU5nI+Jt2J6DoJ2Lj1EWLkxvYpw/2dZ62WpcKFLHXU25epmcONctm2blRhC47GOK+y2VSVANtdJeThxq0GDnRk6ejyCvVoMSunUcjbrPOqeGWjuklI9P7OcfNZjQrE0y1vdsDa5/lJOxPKduDlub8J6PM5GPwfml0PN7H4QsWqtUck83t9tfrNXw8Mnct/8A0xnyMk18VX+jzXtjxpcNkoYJDTFN87PzJAItrqRrqTvYTm5GVQfhj1Rjl+tBKTV2Zz+2VarYP8HUjc9wDoPrOefKyP2dGDkR6kqDYbEYUuHZq1Uk3IAUa9yTIhLGpeUrZ2LLOqhR77hntFhVGRbowW4R1sWA/lbZvI3nqrl46paPJ5EZub8zzXtLxF8Q6n3TAICAetyOngJ5vI5P1HpG3G5OHEmk+xLDV1FhUpEjwIPkbTOGVL7lZ1/3IP7Wje4fgqFXShVs3/rqCx8AdjO/GsM/tZEuY196T/aNRuDqFJZSCN+luolZuPFR8jlnlU3SemVp8LVh8LAeU5Y4sc/tdM482BvptGfjcI9M2YeB5HwMzyY5QdM8vJjnDsz3mKtmDbZCtEwCAxAbNQyigLGNEsBVgSzqZsbiEW07/BUZuLtFqrFtyT++kc5ym7bOh8nK/Zn1sKp5TPZK5WVew5xdTLlztbxN/Wbf2MtVY5czK1Vk8NxBpPnW17WPcHcfSGHPLHO+wxcmal8nZuU/aNWORUzPYnKCL2HM9N56ceX56jE9XHU2mk0vyef47j6zA2ppT7hbt/8AR2meWeRrqj28OFR/ys8Nib33JnlyWy8kSKuOr86r6ENqx0I1B8Y/qT/Jx5NI9Vw3F4HHrfGsaNcCxZfhRwNn2IDdp2RlizL/AMumjB5ckI0tr9huLcN4VRouFre9fIcoBDNm/hIIFhrKnHjwg0uzRTyZFUoJI8jw75hc272vr+k4IpvopQyxXw3+meuYUqlH3db5d0qqCcp7je3UTXy/xmjP+44zqap/h+zTo+xjhbisCLXurFdOo5HzndHhQrsqfJ489PHs89WxVWjVamKq1QLWbRgbi+45+c4p41GVLY/6OHLG1HxNTA8TzWDqAeo2/tBY32jizfxk4q8bs3quPqFDTJ0O997dLzSXIm4+DPOeacNPTFFcjYkTnoz/ALGT8l8TxJ2plGsR1I10m8s8nDwYT5DlHxZjVZznK9AlaIVhkaTsNm7Vlli7GAmBeBNEJARciBQGoImSxWvUy9zNoYXLZ6HF4Esu5aRmYh3bmfAaCa/SUUe3i4WHEroJ7PVmoV1qKpfdWA/lO+u3IekUMyxzsz5HIx143R7Li+JoVqe9j0trO2fKxSiYYOdDG7crPG43AU01UFjyzbX/AOI/JnD5JvSO/Dz1yJVBHnMZQI31JmMo7OmcLGsLgRTpipUBsx2A1yjdvW0Jw8Yq/Z53OywwwSftm/iPZU1EWrSIYEA6dOonb/T80pRZ6EOTjkJHgT02F1I8RBcZxZvGUH0a2Fw5RddiZlyY+NHh/wAu18a7LmnfQEjsCbHxXYic0ZOPTPLxcmeN3ZP/AIGnU1p6N/Lz8uondiUMi12fQ8b+RhkXy7GMLwhho6nx/M6o4PydMs0PTNCpQKqAeRtfqOU5eZiUaZ4n8lGDqaAMJwnkC1WDEZ1cxGbF80TYgyGJBs9FUlM1fQu0EIowjJaKAQFWy4MRQN44peSsrGl5qwTUk8Z6mXJjxx1s+izcyGGCoC2GUnUeXKeZkyymeLl5+WfYwottpIs43JvshjKEVfDZlv4zuwY7hZ9N/FKKw2u2L4fgyX95U1A2HeavFGC85HbyORHFCzK9pg1w2uUi1uQ7Wnk5cjnPyZ8dy88suTyYb2R4lVpEBW+Hmp1Hpym2LkTxvTHh5U4fHtHtX44hFnpX8Dp9Z3L+QVbR6cOYlsxsXXDtcCw2AnDnzPLKzm5HIeWVsEJkc4WmxGoNj2lJtO0UpOLtGzg+MOBZwG77GduPmSjqWzphyn/kUxmMNS2gAHr5mZ5+Q8miM2bz16FWnM0c7FKxghGZXMVkSFC0RDGKJiotM9I20o0ANEIGTKAqICom8AKEyRHWgMpaBJeFBQNoxBKNYqCNLGdGDO8euzs4vNlg16KuxO8WfPLKyeVy5Z3vSEOL0c1I9QQZx5erODItGXwJbMPGQp2Zxez0BM2O6wd4AEEaAKgjEGSMEFEBnPABKuYkIzq0XZDE2gQNUBJKSs9AWlGgJmgANowIvACGMfQgd5LQiymIZ0CaJvAH0UJjuiSFgBcxjoo63BHUESJr4smXRi8NXLUtOKMjmNaodT4ztXR2J2iqxlh1ghh6YlWAQRoC6xgc8QCNcxWISqCIzYqyawIGKSxFJGyxlGoMmIDowKExgUJgTsETESWVpI6LgwBFjAGCJgSWWMAkLGdT3EmrEzL91lqnxnnPTaOUdxYs58vtPQg7ijpj9pVJRomMLKKDIIFFoexEqYxHOYDsTqxEtiziBFgCusEINTgNGq0RoBMAOEAKmMCjQECMLIOBksZcNEKyWaCAHmjJDJGMIRAZxiaAUxyf6gPWxnm5dTZzSVMPjk+U9VH0JnbgfwRtB6A05saIZQR0UGWBVFzH7BlQYCIcwAVqmKhMWYQMyloWAVYxo0jFs0AtEIgQGQYwBVDCgAgySKJgKiREBeA2CbeCID0jK9DDgwYyIkCBY5dFP70M8/lKpWc+RbCYzVEPiPtOjjO4l4xZJ1GtjCGBfoOhgNFmhYyhgIqxjGL1YiWAaMhg4hBFNoWNI0c0PZoCcwAoGggJvAaBVICANJJZwaAi6wAIIgBvAloJSjAODAETAojELdAejfe04+WumYZbsvUW9AHo33B/SPi7sMfYks7jYYQwotBVMTKovmiTBlSZWgKMYmIBUgIAxiZmVvCwLCCAbDxmllGMYEKYhhBEMFUgJgHEBMoDEQFUxWASIbBtGiS1MxiQdTAZN4FdhF1Rh4H9+s5uVH4WZ5erCqL4d+xU/UD8zLiv5NGcOzLDT0DcNTeMtB1MRaJLQBnAxioq0QUBcwslgTJMygOsEKi8CkEV5ZS6IzQAIhgMuDJKRVoCYB4MTAxEF0MADiAyrLEQcsYvYZTAoteOxhcJuR1U/r+JjnV42TkXxG8Il6VVf6CfTX8Tj4zqZlDswbz0zcIkCkHVoFWWBiKLAygIaIADRWQ+gTGIigQbWAkGECkQGl9hZxMAssrQGhhTJLRxgMBUiIFiYEF1MAGUgBNoiSjxiZdWgNMJGiwmEazr429dIpK00EujW4anxleoYH7fmeZhXzOaPZ5a2tp6qOhdBVhZQZRAtF7RDLCAHMI2AFxESxeoYENAQdYiRhIFo//Z

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