tag:blogger.com,1999:blog-57437586297268094812023-06-20T20:56:24.889-07:00agriculturas Anonymoushttp://www.blogger.com/profile/17555527643074902275noreply@blogger.comBlogger5125tag:blogger.com,1999:blog-5743758629726809481.post-73133509721082327682012-11-16T12:20:00.002-08:002012-11-16T12:20:16.488-08:00agricultura tridimensional <h3>
<span style="color: #674ea7;">agricultura tridimensional </span></h3>
<br />
<span style="color: #274e13; font-size: x-large;">se describe para metales comunes materiales de construcion metálicos construcciones transportables para férreas cables y alambres no eléctricos de metales comunes ferretería.</span><br />
<span style="color: #274e13; font-size: x-large;">tubería de seguridad productos de metales comunes no comprendidos en otras clases este nombre dad una de los veintena dos con esta propuesta se pretende aprovechar al máximo el suelo mediante el mejor uso de los espacios tanto vertical como horizontal desarrollada en china en los años 90 del siglo pasado el uso de la tierra se logra al mayor numero de cosechas.</span><br />
<span style="color: #274e13; font-size: x-large;"><br /></span>
<img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSERQUExMUFBUWGBgUFRQXFxgXGBcVFBcVFBcUGhcYGyYfFxojGhQUHy8gJCcpLCwsFx4xNTAqNSYrLCkBCQoKDgwOFA8PFykcHBwpKSkpKSkpKSkpKSkpKSkpKSkpLCkpKSkpKSkpKSkpKSkpKTUpKSkpKSwpKSksLCkpKf/AABEIAM0A9gMBIgACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAADBAECBQYAB//EAEIQAAEDAgQDBgMECAUDBQAAAAEAAhEDIQQSMUEFUWETInGBkaGxwdEGMlLwFCNCYnKS4fEHFVOC0jOisiRDY3Oj/8QAGAEBAQEBAQAAAAAAAAAAAAAAAAECAwT/xAAhEQEBAQADAQACAgMAAAAAAAAAARECEiExA0EiURMyQv/aAAwDAQACEQMRAD8A+X4NzaYY8OlwN2RGpknW+ibPDGv7Qt/EHZjaxk3adPFZOHyh0ulwHvFl1GCo0y+q2kHBjqQcAdQQGuO5tMorF/y4NdJqD/aC4/Ie6ZdVaQLOMWvA66CURuBeRIAi9yd/CFQYJwJlxOmgAHUazyUw0xQ4xVa0Ma4MaCSAImTrc3UVHVqsFxqPvEmSJiYk2WpgavZil2dIZ3sLnPABNnEWzJ2txaqW1LmWuYGmGzBBn1KvVXLswFRxdlaAWtLjJ2aJPihYLAVHk5hlGVxBJy3AkDx+K6ininOqtaZuKgMkXIBykQLRZJYN5c5gdBkuBkkz3LAt8bpiyq4/hTQaIygdpAbEjKbAzznOPRH+ydHBdozPSfUqgE5bdkcoc7NUkhwi2hhNV64y4R/4XtaSY3bT/quQ4fjqlCsalJxY8FwDm2MGQduW6zL1hyPfans3d7suwqEuLmAFrQDBbDSSQBJ16LDd/wBMa/mF1f24+1TsXka9gaWB0umS/tRTfcZQBGX3K44wPvaaCOe6v+zGDUbF+u+/X3SuUzYXTuEY1zspIaNS43AA+J6Ild1LL3e0zbCGxPMnNPXTop7phFzHHXTovObp4I1NpPIAKSm0LFqgtKKSqF3j4ptC76Un5I2Bpd4zy+ikgTrbRFw0d7wstgpw4DXGTmBAA2IMzfnp7p2i8Mrtpth0OaA42F4udwAT7Kj8O00iZGc1Bab5cpkx4kXTLcFGNdTmSagaHbABwvAGkA6LNjWnWcbuRkuDEzIsddNFNfi3dkhpg3FyREX90pwd8tLTuYmOpHzS5cO+J2geZg/ALORrWpxzHtpywuBccpEC0EZtZ1uLLJxFE5xTtmyzqI+6X6+CFxJwc8BtyHG40IJEewO26o+e0c7xj5LeYmlhg3Oe0W717XgTum+L4od2iz7rNY3d/T4qaFfs3TAdYC8jQaW6qv8AmZa4ljGAeE+Nz1XLlt5b/TUzCMjeQqGk3XN7LocLxFlWe1AZtLRqs3jFSk0kMGb946Dy5+KcedtywvGSbKQNORGYQvITKluS8urnrTp4U/nquq+zdIZ2l13FvZzIgDlA1XPlgcGh8hogF15OtzHiFvcGwLmgGmWuvmaJ1jlz8NUY5dv+VX1y0OpjYzPL8wlqOIYH9+SI+6NT7iFqnBZySREm421J+ZS/+UNk2k8zP1Tqme6I/itPKAykQW/dJcLAmSN91NLHzd7JJiTOsaIrOGNGrR6Sg1xlMAAeSZXXY0aXEqYMim6YItG+qBiOKs2ZB8vyFfg9Fxe0TqRPgujxHBqTyBUa0CRJjbc2vYcv6JZVlc5xDjFAtYDREC8SNQbEeSycTWw7jajB3gn5Le4x9k34YjMCyXEMMBzXDo6b+BgpHsz+3SDure67noufqsfEYWhUMua6YAmToBAWfieEsiGl0TMEaWifZdOMHTcO64tPJw+aFU4O4bSOYWe/KL1lc03AZGuDQS50d7QNA1Ebk28gqfoLui3auBI2QH4cjZO/I6yMpmAMgFwEmBrroiP4ORYu9v6p+mwSA6MtwZ6gtnyzSoqV9RmBHRLeS5Gc/hFvvH0Vf8oHMlPHEjn8VH6bHP8APikvJP4lm8LH4T+fJXpYBsxl9ZRRxB3JV/TDMwPVX+R48aA3Cco0gC3KGtu0l2/3XWA2016rOdijfRR+nvAAzQBpYWnxV68k2Oho4doAAsBMRaCTJPrCUq8AYZyvcJ6A/RZJ4pU/1HeUD4BCdjap/bqHzd9VZxsLY0MT9mqgaHNe0+Mt+KQ/RHtd3gCN4c2/nNkvUc86lx8Sfqqtw5Oy0zWi7hNVzWkNsBcggzP7Vtkli+GPomXOLQdCNDvsmBiKlMZQ8jaBMc0niMS5wgucQplUt2xm5n2QMQDN0w92tvbpHyQolok6LTIThYBSiMA6nkvJrLqcbixVa/O85w3RzXA92wE+g9FmYPGuYbG242PiPmtLiIJnNfkViNciu24TxouBDe9zY7X/AGu1K1qVam8QO4/k60+GxXz3B1i1wIsvs/2K+z9LFYDt6lJr3tc5pkvH3cpFmuHNGmJQ4W7cKanCROkrpKlYUhkp0mMA5DNH88qKXE3kgH4Bv/iAtayxcFwt7O8Kb455TbzhbFSlmHeEHrAv6rZqYsupOabiJPxXNYkj7rTZTRsM4lTGH7OuGviwH3rCYDvC4tsei5zinD6D+5RrVGUzeHd4tdyaREsjZyvUAiNt/ogU2yVAjQ+zmHY7Matd97sAYxrhyOseIQ8Tge9+qcWfukn4/VbjsPy2Sz2QZIUslXaFUw8sh0B0Q4aEO001Gk9QZGqwcbw0tOhPgJXT4PHuzVgTPdpbCQP1gifJXDZuTJuFZIuuCq4I/gd/KUu/AP8Awey73EABJPeFRxh4bU/CoPBqhXVuqhDe4KGOZbwR27kUcFG7lsVAlqiDMdw1o6oRotG3sna2izateFBd4byQXEIJqlea0lBYJ/hbBJJEpALQoCGoEONHvgaW26lZtRwHMpviT5qeAHzPzWfXddVFu16D4rzqh6Iak+CGjUntAu0FeS7Xryz1XXU4nCvm4MLnHkgnxhdVT+0lZxLclMiZAMz8Vz/EXl1QzoCYH4QXF0DpLj6rTL2HevvX+D+Inhtdv4ahP8zW/RfAqDLr7d/glVmhi2fwu9nINbiNGbgJOjTvELfkZiCgGgAJ3WgoaZDCNzM+aw8RTyhdGHR5rDxtMQb35KDJNQzr/cotIbobWnVF7MjXzCA9GtGthz+SBxGefUEbozKWcOOgbshYhphoOigW4U+a1UG/6qkfR1UfNaFPDZhYLN4dS/8AV1Gj/RYfR7l1FLFBjIAuisd/CXuSOI4Q8CbLTxONfJus6vi3EQT1Q1h4utlDidp8zyCSp4ox3gA83DQS4ZdzIGoMDzR+MYTtGEDUEOtqY2HVKYHDNLWmHQ2WtzAB0GCScx5gei3xk/dLueRFbGGYAdJtoBsTrc+yVxGIdcwJiQCSZMTGo+C0zSB2BNxcudEC+gA0QzRds3KN/us+F/dbt4T4zOPK/WNRLy5/4TEQI3PTkg1qd1r1GRM6zzPzSdakFy5Xbq/GaKauBCK4IThCgqdLpmg+WpPVMYcoM/GO77vGPQBJVjc+KZrDM5xG7j8UJ2EJJOl0AMyiUw3C3PIWnmiik0bKWrgPYLyYc47W9F5Z7GNLBUyKkFz2OB1aL+UBA4lhgyoQM0fvWKZw+HdIdqY2M/FAx7HSC5rm+Iid+fVboXpL6z/gliP1mIZzpT/K7+q+TNcvoX+EuMyYt371KoPQT8lIj6a+xJJjaUHEmRPSPJNYnu3dBkB3QrFrYy55LQfogFsrnsXXieX0MrRGLhoA3SPYZyRMeKgRw1XMZ5fBaGCpdo8zfa+ypguCHPAM9VqO4YadwgLT4WA3Lz1UcQ4S3sgdx8kxhCd0XEukQiuD4fIxxH/wD2qH6roMUQ1c4KmXiDv/AKI//VbdWrOvKUgWqOkLNxzLWWhUaFmcRxAb5fBVCVR4y6X3Q6dQbieU7FK1sXKoyv8A3UDrqpKXqkqRV6yqPqBFLPakqrU3UelKjuZHz9EACxQMKXGANUZjxtPnZGpvA1Pht7/0QZuLw5YcpBB5GxQ+2DfvEDz5InGqhqPu52km5veAs9mGDdApqJp07T+easCiZ1XXosqG4FQiFirCihuavIuVeU1ca3D8Tk1aT4f3ROO40VQ05XNidYuSLWnohNCrVpSIWtrDMaF1v+HVWMdRH4i5n8zSFymWDBW19mMR2eJou5Pb8VZ9H2niOIAEHURl8CBKw5vK2uLQcpF+6BbmAshtOzuce62PPuQncHhQSSfJZ9JxgarSwVQB0aqBrBDK9P4t0tSlEQc0o5qZhe19UC03gKuMe5oBDSTyAKO2s0OJEjkULEU+1MS4+Zt5BZacQ6g92Lzm2ZjhG/dcHEx4FN1KhRsdgOyxAblDS3tAYmTanueeZvogvpk2Av0uVpML1Kp9khUbNitD9Aquk5YHMzH090NuEpNkvq5j+Ft//H6rn/kl+etdL+/HO4jhRLraH2TfFPsqKMEV6dRrgCHsJI5FpGodbRb1KoyBkp6EHvZYkcxeR0JVMTWe4DvCBy08lrjbfsxLn6rmmYMjTNHM90HzdCrXBAsR5X9zC08TTHOSs3FuAlaRnVmTMkn8+iXEDQCEWo8lCcxREmpbVDDlBaohAKpd7j0A+JVHtRaZs431+AAVgM2xWNCxaoyo3ZnkhuB5Jq4rCgM8FIZ5ojW9FKoeVeRmryzrQzWqN7lVbfRU7NdeziHiIJsiYGrDgeRB9CvPp78hdMDBfq+0Dmzmylk94WBDo3adJUafbuG1w6kRPeLWlvQRJPusilXzVDnO9yr8Dxo7OkYkmi31yhvyQOIMLZJET+bLoGm0xqNETDS509UgyrDMxIy7k2AS9L7X0KZs/tOjQT7mAoOpdTS9bEZTqEhh/tG2ozOAW3cA37x7uW9oAHeG5Wfi+OAGzZ/iPyaB7lFbR4gNN/zsq/p3Z3LoPU5fjf2XOu4u52hyjk3uj2+aE7qoNSrUa5xe57nkuLrSImLZib6DbZHqcSgSxgaT+1GY+9vZYmGrd6Fv4uoG207o+AVGDjK76h7xP+4z/wBosljSbu4noO6PqoxeMEkb/FI0690Rp02i1oHxRcZS2Fh0VcFh3OvBgXPkrYqp9UGXWpLMxbb6ytDEVDfVZNQmdUAHAoRBTbaaBWCgXIVSiinooqNIBsJ09VBbC0e4JGt/UqXU9k43DwADoLeih1LrK46sIFqE6mAVoOw99FV2GV1cIBqK2lyTAww2shvZ/dYtXAzQUKzQdj815XVL0TBlEdWB0UikFLBpAXTXE3w0NLsr/uua4GBJ+6TI62lZb6RJzCABDfPXSVpMbkcDy+az+zJLiYgbAR7Bbl8HYYTjtVlGi2lSLyKcZy4Nb94nYyfOEpxj7V4t7W06j2tDRYMF4dJu4ySmfs8AaDekj3WRx6oDUkaRlnnH91bWiT3l13OLj+8SfirsdBCXaiNKyjuPsuM1N99DP8wH/FFxGHk+CzPsjiI7QTqG+2Zajn3W1AptAOiM5wIC9l3SuJqxb82QEokCoPD4ELd4tRloveBblsuUFeHtPku0NKWA3MtvJ6k2QcRiaMOXqdCCtfGYOTfVQMLCBrDuEAcvyEjjHXTGmnrok8fiWtMkoM+rTnfVL1sLCcdXdUjIwAczYfU+iUdgSf8AqOJjYd1v1PmVAn2wEiZPICY8eSh9Ak/D8+ae7AZYAgcghYZ8sE8vhb5LIUdh9ApNAS0c3D4z8leu6CoaJe3zPoP6qcvgddRhUFITyRKfqOqu1m64NAvoBAfhU9KrromqznYZ3ihuw/MLSyeSBVYrqs6q3ooTD2heVZLimp7LdFbTO5V6bbquatOnNirHBQZEdeRH1TIaEQNGyBnhAIZUA1LpB6OF/gVm8YIIbANjE+I2m+y1+E/eI6T73+KzOLUYYejvmQum+RWNEFMDRAN1ak7ZBufZypFQjmPotbE14ICxOEmH+RCdqVu+JW5fFaLKpPolarviVcPNtbqBSQL1KdwV2/bgUaWpJYCQP4nD4ALlaL2/xHpt5qMXxetnFKlTDjlDiS7K1rSSBMCTodE0a1ZwmXHy1KzMX9oabTDO+7TKwZ3exgeaAOEOdevVdUH+m3uM8Ld53mU5RwbWiKbWtHICP7rnfyf0aQIxFU7UW7/tv/4t90OpwxtNzXy5zi6C5xk3BjoL8gtoCEtxQfq3GNIIi92kO+Xuufa76Ios0SeJamTj2MAJOokRcwRrA2Q+0D3A7EE+Nl6LcikyEnRESOTnD3kfFbFfDbtHiPmFkPEVHDnDvaCsSy/EAr6o/D2S8k6BvxI+iXrarS4JSnP5D0k/NTn8BWhnMKttk4/CjcBCNEDovOpCrW2CIxpAhGrYcHW/JVBjRXVLvbC9IOqO5oOqC6FQvVp8rryuTC8thOjRgSrilF7+KI1usnyXhJss2ua9Ns9EwymUGiDKeplUH4bR/WDqCOWyW47RgVIg2m1+qPTafBexTJa4SJgj2V7eYOQARad14heaFrRocMec7R1WriqYDwLSszhbJqMB/E33K28XSyGG25kanxOsdFvi0lrSW7Dx1/l1XjTBjU+OnoPmopOsvB62D0xF/aOSFw101Kz+bhTHhTEH/uc9WNcAFx0aCT5CUThGDLaTAZkjM7+J5Lz7uK5fkviHgFZjQfqqCnzVsi4aLOohUrYWQRNjqqPcRqP6qaD/ADVlVinhrmGGjMDoY+KZwnDSwl06/sjTxvutZwlUmF0vLw0i6TtB+CyeLUstRp0kFpPMi4K6N8HZZHH6PcaeTh7yPmufHyjCquutbhsMpF2rnEkAchYeGhWOut4dTikwfuj3v81v8nwJYfHdoYy9ZR30k4aYAsAPBBNOdFyhpN1AJWrTIK0iyNUJzQi6zHEhDyp+tS5JJzY6rUUNzV5ecV5bMWm8DxP0RWUJuop04keaYpmFy9c9UbhSmWsgWELzahGikVJuN1dBA22qnKENtxdX7Mqo5CqIJ9FDSmMcyHv/AIj8UCmF0ineHvhzT1afcLpOJ1LlctQMFb3Eqlz6/Nb41pfDmVaoQCUth3qtatqtIpijnimP/cc1nkbu9gV1DHfkrA4LSzVpizGT4OeYHs13qt+rh8zSNAbGLE+a4c77gnMDfmqmkdikuE1WBoH7W4udCQCddea02VDpHuuVCzpO88xyKgNi+/sm64A2FyJ5lBY28eY+isVDWWUGmjObl1ul+1E2PktMoAXN8bxVXNleMrdgNDBkGd11DXL1ag17S14Dgef5srFlcV2cedh4nZdhRZLWxIsLEQq4fhrGXiT+IxPlsPJXq14U53VUcShuqEXhX/SByUOcsQBe5L1bdE0XgbIb6c3VkCRf4odRn5CbcDyCXqSJ0WgmaM9VKKankvLQmhcK72AGw1vMfNKYapDvG60GOBsVzrADHnkjZoEkb9UQUouEamBNwmitB4PyKPk81EX7oB9lAY6955DYKyq5zi7f1rut48pSIWnxzDFri6SQRY8iBBHks2i7MBzXSfNVIC2sa+cp5tafZY5C0Kj5az+Ee0j5LfFRGPgKNUBr0TtYBK1qNjgLYa534nn0Z3R7hy1MS52U5Tci2yBgKOSkxh1AE+JuT6kpsskW5Ly36MTh2EeKgzWIub67x7rcjmfLr9FWjUE5Q7qRO4tPoB6IkKD2S2iiiYAB1RAVG6IE6nrG9zcn2OiC+lF7Jst5oVQLUC5PW68KkboZpawoaz+quqZbUmxQcRSB3uEMjxVHYmFLVXyHYeSpXFlftJ3S9SvNgdNbLIsHWVO0ibKm0r1W4QVdWtzShxOsqaFQnlHJeqU2mVuAHaBeS1Wj+8QOSlaNWpO9UV1Q/TxSVKqm6BmfzossHqNY8gOiYmdfbZKUtSOR+KM2omKeY2RIJsmqc87LMp1T6rRpPhTADFYQO7pEg+soFThjWtytaA12w1HIyU9UEmdxol8SCRrvyV3By1egWuLXbFS2p3B0ke5WrxykOza7cEN8iCfksNpt5rfBYM0pzBUM72tMwTJ8G94/D3SVJa3CGAvcfwtEf7nD6LXK5Fa9XHMzb6wT56rQoXbIn0XPNYBUANwXQUTGyHkAnaL6dF50rfp4YTI1Khzb+CtQcQ0XOmvkpLlcQMgohcNPkvEKMqoh7whOqhTWsF5uiICYAS9SoNtU0+mLlBriyLoJq7EIZp9fX5KKg0K80SLrNaUrYfO2NRbpoZ+QQiyNQfK6dDUtVfdWQVe/Qbbzql+1ynodEVwDtUB9EDqoKuHem2s+SpVrBBdV0iAPDmq5rLaUOtVC8qV2wvIj/9k=" /> <img src="http://t2.gstatic.com/images?q=tbn:ANd9GcSoj-clLKYzD_MfPqdvUk4UuaJAk7ws8w6vgn4iem_AZRVSzox5" />Anonymoushttp://www.blogger.com/profile/17555527643074902275noreply@blogger.com0tag:blogger.com,1999:blog-5743758629726809481.post-44961350943815144492012-11-16T11:58:00.005-08:002012-11-16T11:58:48.310-08:00agricultura mesianica<h3>
<span style="color: #674ea7; font-size: small;">agricultura mesiánica</span></h3>
<br />
<span style="color: #a64d79; font-family: Courier New, Courier, monospace; font-size: large;">esta fue planteada por el japones mokiti okada se basa a una serie de principios filósofos orientales que ensaltan la naturaleza que produce la elevación de la humanidad y de la paz mundial atravez de la tridia verdad, bondad, lógica y belleza.</span><br />
<span style="color: #a64d79; font-family: Courier New, Courier, monospace; font-size: large;">la naturaleza representa la bondad se alimentaba a diario con los ejercicios de observación de energía cósmica y la belleza se crea y disfruta por mio del arte que cuenta una gran relación de arte.</span><br />
<span style="color: #274e13; font-family: Courier New, Courier, monospace; font-size: large;"><br /></span>
<span style="color: #274e13; font-family: Courier New, Courier, monospace; font-size: large;"><br /></span>
<img src="data:image/jpeg;base64,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" /> <img src="data:image/jpeg;base64,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" />Anonymoushttp://www.blogger.com/profile/17555527643074902275noreply@blogger.com1tag:blogger.com,1999:blog-5743758629726809481.post-73204247099078814812012-11-16T11:44:00.000-08:002012-11-16T11:44:02.562-08:00agricultura permacultura<h3>
<span style="color: #6aa84f;">agricultura permacultura</span></h3>
<br />
<span style="color: #674ea7; font-family: Courier New, Courier, monospace; font-size: large;">la permacultura constituye en un sistema proyectado sostenible que integra armónicamente la vivienda y el paisaje ahorrando materiales y produciendo menos desechos a la vez que se conservan los recursos naturales es el diseño de habita humano sostenible y sistemas agricultura les que imita las relaciones en contra de los patrones de la naturaleza.</span><br />
<span style="color: #674ea7; font-family: Courier New, Courier, monospace; font-size: large;">a mediados de los años 1970 dos ecologistas de Australia el doctor bill mollison y david holgren comenzaron a desarrollar una serie de ideas que tenían la esperanza de poder utilizar para la creación de sistemas agrícolas </span><br />
<br />
<br />
<img src="http://t3.gstatic.com/images?q=tbn:ANd9GcS6igqFGnOMrHYcqcTc-AO7N_J4VB4d2N3yD586D_MGmh2hSKzf" /> <img src="http://t1.gstatic.com/images?q=tbn:ANd9GcQ5HP6psGBW_meQsKVpKN6HOKgRXQITLEkSyLwuuFN2e6mudNHU" /><br />
<br />Anonymoushttp://www.blogger.com/profile/17555527643074902275noreply@blogger.com0tag:blogger.com,1999:blog-5743758629726809481.post-87509664742783452592012-11-16T11:30:00.003-08:002012-11-16T11:30:56.491-08:00agricultura asociativa<h3>
agricultura asociativa </h3>
<br />
<span style="color: #990000; font-family: Courier New, Courier, monospace; font-size: large;">bajo la mirada de la agricultura asociativa los cultivos se manejan en varias estructuras de plantas que crecen mejo juntas la rosas es una de cultivos asociativas mas conocidos en el cual se incluyen el maíz el fríjol y las calabazas.</span><br />
<span style="color: #990000; font-family: Courier New, Courier, monospace; font-size: large;">sin embargo el desarrollo actual se vasa en conceptos generales como los de la competencia y el sineojismo </span><br />
<span style="color: #990000; font-family: Courier New, Courier, monospace; font-size: large;">entre si o de los microorganismos del suelo o con los insectos o plagas.</span><br />
<span style="color: #990000; font-family: Courier New, Courier, monospace; font-size: large;">estos cultivos se distribuyen habitualmente en estructuras q pueden incluir arbustos acta arboles y palmeras mas del suelo.</span><br />
<span style="color: #990000; font-size: large;"><br /></span>
<span style="color: #990000; font-size: large;"><br /></span>
<img src="data:image/jpeg;base64,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" /> <img src="http://t2.gstatic.com/images?q=tbn:ANd9GcRHF8Kn7pu6VYUn8-Y2bimTdhxxpFIl7WMhcgCFHPY9FhocofO2" />Anonymoushttp://www.blogger.com/profile/17555527643074902275noreply@blogger.com0tag:blogger.com,1999:blog-5743758629726809481.post-4265212976562870592012-11-16T11:16:00.003-08:002012-11-16T11:16:38.614-08:00agricultura regenerativa<h3>
<span style="color: #990000;">agricultura regenerativa</span></h3>
<h2>
<span style="color: #ffd966; font-family: Courier New, Courier, monospace; font-size: large;">desde años 80 del siglo pasado j.i rodable en pensilvania venia trabajando en jardinero alejándose de los tradicionales métodos de cultivo y desde ese entonces se han producido frutos fertilizados bajo este sistema abalado en los años 80 generación de las propias observaciones basada en los recursos que conforman el sistema bajo esta filosofía la producción involucrados todos los elementos de cultivos en el uso de los abonos verdes y reciclaje de materia orgánica.</span></h2>
<div>
<img src="data:image/jpeg;base64,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" /> <img src="data:image/jpeg;base64,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" /></div>
Anonymoushttp://www.blogger.com/profile/17555527643074902275noreply@blogger.com0