martes, 14 de junio de 2011
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![](data:image/jpg;base64,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)
An interesting data
Close to 30% of Mexico (55.3 million hectares) is covered by diverse types of forests, most of which run down the Mexican Pacific Slope and are one of the Planet's main sources of biodiversity.
Mexico is home to 50% of all known pine species, but it also harbours a remarkable 135 species of oak (compared to 87 found in United States and Canada together). Mexico's dry forests run from Southern Sonora to Chiapas and represents the largest extend of tropical dry forest north to the equator.
Mexico forest's
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRlxXqNQL8uOdBQasDkctJhjQ237DINxsLthjqN-IksJtqkbEX1-tiSPOaXEmSZQglZB8Q_Yo3D-PshPddJ4cZlDP1U4CQ-Gvi8vHFpcx2uIjKs86BvWIqcxobDVYGHyRRgpQzMv6I2LC8/s200/mexico+forest%2527s.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBpGMcca3f8rnPNz4bZRU2w7G0WZBqcFS7Uwo3azAOK5VdeD0WwftPf113mIy7rtDuem-w7TaFXphInTtfNMHLpl3buVOf_fOvk5nPi5IG-3HR9NbVKWZp2NAhKg8FweO86DYBeEer4pMQ/s200/mf.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkDOKqXfPwbsHiV2pRYQlcjGCyk8CGZdl1fFFlUbqDlrCg75cq3rVfUN4Wf01zv7MP3hyphenhyphenGH0Fj55yVWixpS6w6ARi4TGtGE1PgdRvzGrANqKukoSDkLKEkmIbZKqjLCxn1Yk9xIxIh9g9R/s1600/a.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidtRcikUcTyaeGjqQ9xXniHz6gDoRx5mE3wCa7K_8yIU3bejXl8cFPPWl_Pis82X5c20gVqtpPysmPTdNemsLjHqkQKzwddhenhGMr3v7PTQ-MzC5Q8VONBPD6y-wcybnPd8Y88yWBIzm6/s200/a2.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi171q4xyNvjQEPRjvTKVlIC86MB0r3LZoeUTFn14c4AZR7McknzKP7eeSPHSC9Ws-YljQkhaMik5lvREmV1rO3Z0OMELLZQ_MOvNV-jmG6p4PsxSw-I3RFaZR2br2iW0zQ3MUhPICyo5pl/s1600/a3.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji6LmBq6dyfUTeVw64TbEkQ21EsFOFuP1UOBY-lm_saBiEVgUa11syy8LQ_cAN1m4EOqzdU9r9puCS1amBq2_eQ2EopaKT428AvkCLS1xr6gmpVQIEPbBw0B4f1hI_2Ufe3ps0-h18Q-c_/s200/a4.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTp575zWBcUXw_DsYrjXqh2CRezBllWASlB-WD_zdOTN8ieJRwZmkTPMqkUQA7Qif5ADP4ZT5tn4cY2xVxMViYB9pWe7QQxY_dKNLH-AujFLp4LsbAv41HuxcBUcTI4PKNLZsyM4jO5Vjp/s1600/a5.jpg)
This site is intended to disclose Mexico Forest's biodiversity through photo galleries. Please feel free to view each gallerie, & if you want some picture in an extra size, don't hesitate in contracting us.
If you also want to donate, you can also do so through paypal, so we can continue improving our st uff to upload better picturies.
We have a new donation system, through micropayments using you cell phone. Please read more about this new system in the micropayments donation article.
lunes, 11 de abril de 2011
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