760 lines
357 KiB
HTML
Executable File
760 lines
357 KiB
HTML
Executable File
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> <html xmlns=http://www.w3.org/1999/xhtml style><!--
|
|
Page saved with SingleFile
|
|
url: https://www.infoagro.com/hortalizas/tomate.htm
|
|
saved date: Mon Jan 18 2021 14:56:18 GMT-0500
|
|
--><meta charset=utf-8>
|
|
<title>Agroinformación - El cultivo del tomate. 1ª parte.</title>
|
|
<meta name=description content="El origen del tomate. Taxonomía y morfología. Países y producción. Factores climáticos y suelo. Tipos de tomate comercilizados. Marcos de plantación y poda de formación. Tutorado, destalllado y deshojado. Fertirrigación. Cultivo sin suelo. Ensayo con variedades de tomate en el sudeste español. Plagas y enfermedades. Recolección y postcosecha. Valor nutricional y comercialización">
|
|
<meta name=keywords content="tomates,TOMATES,CULTIVOS,licopersicon esculentum,LYCOPERSICON ESCULENTUM,solanaceae,determinada,indeterminada,calibres,temperaturas,humedad relativa,luminosidad,maduración,fruto,suelo,variedad,elección,beef,marmande,vemone,moneymaker,cocktail,cherry,larga vida,liso ramillete,marcos,plantación,poda,formación,trasplante,aporcado,rehundido,tutorado,destallado,deshojado,despunte,aclareo,fertirrigación,consumos medios,fertilizantes,clorosis férrica,quelatos,acidos humicos,acidos fulvicos,aminoacidos,fertirrigación carbonica,sin suelo,lixiviados,contaminación,acuiferos,agua,lixiviada,contenedor,rizosfera,oxigeno,sustratos,organicos,turbas,fibra de coco,inorganicos,arena,lana de roca,perlita B-12,recirculación,drenajes,sales,plagas,enfermedades,araña roja,tetranychus urticae,tetranychus turkestani,tetranychus ludeni,control,materias activas,enemigos,naturales,quimico,preventivo,biologico,malas hierbas,amblyseius californicus,phytoseiulus persimilis,feltiella acarisuga,vasate,aculops lycopersici,mosca blanca,trialeurodes vaporariorum,bemisia tabaci,encarsia formosa,encarsia transvena,encarsia lutea,encarsia tricolor,cyrtopeltis tenuis,eretmocerus californicus,eretmocerus mundus,pulgon,aphis gossypii,myzus persicae,aphidoletes aphidimyza,aphidius matricariae,parasitoides,sueltas,aphidius colemani,lysiphlebus testaicepes,aphidius colemani,trips,frankliniella occidentalis,amblyseius barkeri,aeolothrips,orius,minadores de hoja,liriomyza trifolii,liriomyza bryoniae,liriomyza strigata,liriomyza huidobrensis,diglyphus isaea,diglyphus minoeus,diglyphus crassinervis,chrysonotomvia formosa,hemiptarsenus zihalisebessi,orugas,spodoptera exigua,spodoptera litoralis,heliothis armigera,heliothis peltigera,chrysodeisis chalcites,autographa gamma,apantelles plutellae,bacillus thuringiensis,nematodos,meloidogyne,arthrobotrys irregularis,oidiopsis,conidioforos,podredumbre gris,botryotinia fuckeliana,botrytis cinerea,trichoderma harzianum,podredumbre blanca,sclerotinia sclerotiorum,apotecios,esclerocios,mildiu,phythopthora infestans,alternariosis,alternaria solani,fusarium oxysporum,verticilium dahliae,mancha negra,pseudomonas syringae,bacteriosis,virus,sintomas,transmisión,metodos,lucha,cucumber mosaic virus,virus del mosacico del pepino,CMV,TSWV,tomatospotted wilt virus,virus del bronceado del tomate,TYLCV,tomato yellow leafcurl virus,virus del rizado amarillo del tomate,ToMV,tomato mosaic virus,virus del mosaico del tomate,PVY,potato virus Y,virus Y de la patata,TBSV,tomato bushy stunt virus,virus del enanismo ramificado del tomate,virus de la cuchara, virus del mosaico del pepino dulce,PepMV,podredumbre apical,blossom-end rot,tejido blanco interno,rajado de frutos,catface,recolección,normas,shelf-life tomatoes,tomates en racimo,postcosecha,calidad,cicatriz leñosa pistilar,zippering,firmeza,maduración,respiración,tasa,etileno,atmósferas controladas,proteínas,grasas,comercialización,raquis">
|
|
<style>@font-face{font-family:'Arimo';font-style:normal;font-weight:400;src:url(data:font/woff2;base64,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) format('woff2');unicode-range:U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+2000-206F,U+2074,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD}body{margin:0px;width:990px;margin-left:auto;margin-right:auto}li{font-family:'Arimo',sans-serif,Arial,Helvetica,sans-serif;font-size:small;color:#202020}a img{border:none;text-decoration:none}.headTopLine2{font-size:11px;background-color:#BFE0E0;margin:0px;padding:2px}.boxMainTopBB{border-bottom-width:thin;border-bottom-style:solid;border-bottom-color:#FFFFFF;padding:2px;color:#666666;text-align:center}.boxWhiteSpace{padding:1px}.txtTitSecc2{font-size:16px;color:#333333;font-weight:bold}a:link,a:visited,a:active,a:hover{color:#0033CC;font-size:small}a:link,a:visited,a:active{text-decoration:none}a:hover{text-decoration:underline}a.Hlink2:link,a.Hlink2:hover,a.Hlink2:active,a.Hlink2:visited{font-size:13px;color:#333333;letter-spacing:letter-spacing: 0.1em}a.Hlink2:link,a.Hlink2:active,a.Hlink2:visited{text-decoration:none}a.Hlink2:hover{text-decoration:underline}.box01{border-bottom-width:thin;border-bottom-style:solid;border-bottom-color:#CCCCCC;padding:5px;color:#666666;text-align:center;background-color:#F9F9F7;border-top-width:thin;border-right-width:thin;border-left-width:thin;border-top-style:solid;border-right-style:solid;border-left-style:solid;border-top-color:#F0F0F0;border-right-color:#CCCCCC;border-left-color:#F0F0F0}.boxMainTop33{background-color:#FCFCFC;border-bottom-width:thin;border-bottom-style:solid;border-bottom-color:#B0B0B0;padding:2px;color:#000000;text-align:right}.contenido{font-size:16px;line-height:150%}.contenido a{font-size:14px}.MTit1{font-size:16px}a.Mlink1:hover{color:#006600;text-decoration:underline;letter-spacing:0.1em}a.Mlink1:link{color:#333333;letter-spacing:0.1em}a.Mlink1:visited{color:#333333;letter-spacing:0.1em}a.Mlink1:active{color:#333333;letter-spacing:0.1em}#cabecera1{background-color:#D4F0F1;background-image:url(data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/2wBDABINDREOERoRERoiGRUZIiMcGRkcIy0kJCQkJC0uKSsrKyspLi4xMzMzMS44ODo6ODhCQkJCQkJCQkJCQkJCQkL/2wBDARMUFBgXGBwUFBwjGhkaIywjHx8jLDMsKycrLDM5MS4uLi4xOTY3MzMzNzY8PDk5PDxCQkFCQkJCQkJCQkJCQkL/wAARCAB3AAEDAREAAhEBAxEB/8QAFgABAQEAAAAAAAAAAAAAAAAAAwIG/8QAFhABAQEAAAAAAAAAAAAAAAAAABIR/8QAFgEBAQEAAAAAAAAAAAAAAAAAAQIA/8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8A22sBaUjooFRSOmQKikelIqKB0Ujpki0oHRSKikeshBD/2Q==);padding:2px;overflow:hidden}.Hlink2{padding:4px}@media only screen and (min-width:992px){body{width:990px}}@media only screen and (min-width:768px) and (max-width:991px){body{width:98%}}@media only screen and (min-width:480px) and (max-width:767px){body{width:95%}.hiddeMobile{display:none}}@media only screen and (max-width:479px){body{width:95%}.hiddeMobile{display:none}}<!--@font-face{font-family:'Arimo';font-style:normal;font-weight:400;src:url(data:font/woff2;base64,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) format('woff2');unicode-range:U+0000-00FF,U+0131,U+0152-0153,U+02BB-02BC,U+02C6,U+02DA,U+02DC,U+2000-206F,U+2074,U+20AC,U+2122,U+2191,U+2193,U+2212,U+2215,U+FEFF,U+FFFD}body,p,div,span,td,a{font-family:'Arimo',sans-serif,Arial,Helvetica,sans-serif;font-size:small;color:#202020}a{text-decoration:none;color:#333333;font-size:12px}a:hover{color:#006600;text-decoration:underline}a.Hlink2:link{font-size:12px;color:#333333;letter-spacing:0.1em}a.Hlink2:hover{font-size:12px;color:#003399;letter-spacing:0.1em;text-decoration:underline}a.Hlink2:visited{font-size:12px;color:#333333;letter-spacing:0.1em}a.Hlink2:active{font-size:12px;color:#333333;letter-spacing:0.1em}.Htxt{font-size:12px}.sbr{font-size:4px}.MTit1{font-weight:bold;color:#003333;letter-spacing:0.1em}a.Mlink1:hover{color:#006600;text-decoration:underline;letter-spacing:0.1em}a.Mlink1:link{color:#333333;letter-spacing:0.1em}a.Mlink1:visited{color:#333333;letter-spacing:0.1em}a.Mlink1:active{color:#333333;letter-spacing:0.1em}.MsTit1{font-size:11px;font-weight:normal;color:#666666;letter-spacing:0.1em;font-style:italic}.sbr2{font-size:2px}.contenido{text-align:justify;letter-spacing:normal;margin:10px}.contenido p{text-align:inherit}.contenido a{text-align:justify;letter-spacing:0.1em;margin-top:0px;margin-right:0px;margin-bottom:0px;margin-left:0px;color:#0033FF}.docmenutable{text-align:left}</style>
|
|
<meta http-equiv=origin-trial content=A2shzsdPO+RKe83bUqT9oVkYwGZN6j9O7nrcOASNFPuQz8HefgVYb9qAqn6coNCSDIRtXoi6ybCrjEsYh3caFgIAAAB7eyJvcmlnaW4iOiJodHRwczovL2RvdWJsZWNsaWNrLm5ldDo0NDMiLCJmZWF0dXJlIjoiVHJ1c3RUb2tlbnMiLCJleHBpcnkiOjE2MTM0OTU4NjgsImlzU3ViZG9tYWluIjp0cnVlLCJpc1RoaXJkUGFydHkiOnRydWV9><meta http-equiv=origin-trial content=A2shzsdPO+RKe83bUqT9oVkYwGZN6j9O7nrcOASNFPuQz8HefgVYb9qAqn6coNCSDIRtXoi6ybCrjEsYh3caFgIAAAB7eyJvcmlnaW4iOiJodHRwczovL2RvdWJsZWNsaWNrLm5ldDo0NDMiLCJmZWF0dXJlIjoiVHJ1c3RUb2tlbnMiLCJleHBpcnkiOjE2MTM0OTU4NjgsImlzU3ViZG9tYWluIjp0cnVlLCJpc1RoaXJkUGFydHkiOnRydWV9><style data-fbcssmodules="css:fb.css.basecss:fb.css.dialog css:fb.css.iframewidget">.fb_reset{background:none;border:0;border-spacing:0;color:#000;cursor:auto;direction:ltr;font-family:"lucida grande",tahoma,verdana,arial,sans-serif;font-size:11px;font-style:normal;font-variant:normal;font-weight:normal;letter-spacing:normal;line-height:1;margin:0;overflow:visible;padding:0;text-align:left;text-decoration:none;text-indent:0;text-shadow:none;text-transform:none;visibility:visible;white-space:normal;word-spacing:normal}.fb_reset>div{overflow:hidden}@keyframes fb_transform{from{opacity:0;transform:scale(.95)}to{opacity:1;transform:scale(1)}}@keyframes rotateSpinner{0%{transform:rotate(0deg)}100%{transform:rotate(360deg)}}</style><meta http-equiv=origin-trial content=A2shzsdPO+RKe83bUqT9oVkYwGZN6j9O7nrcOASNFPuQz8HefgVYb9qAqn6coNCSDIRtXoi6ybCrjEsYh3caFgIAAAB7eyJvcmlnaW4iOiJodHRwczovL2RvdWJsZWNsaWNrLm5ldDo0NDMiLCJmZWF0dXJlIjoiVHJ1c3RUb2tlbnMiLCJleHBpcnkiOjE2MTM0OTU4NjgsImlzU3ViZG9tYWluIjp0cnVlLCJpc1RoaXJkUGFydHkiOnRydWV9><link type=image/x-icon rel="shortcut icon" href=data:image/x-icon;base64,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><style>.sf-hidden{display:none!important}</style><link rel=canonical href=https://www.infoagro.com/hortalizas/tomate.htm><body aria-hidden=false><div id=fb-root class=fb_reset><div style=position:absolute;top:-10000px;width:0px;height:0px><div></div></div></div>
|
|
<table width=100% cellspacing=0 cellpadding=0 border=0>
|
|
<tbody><tr>
|
|
<td height=90 bgcolor=#F5F5F5><div align=center>
|
|
|
|
<a href="https://adserver.infoagro.com/openx/www/delivery/ck.php?oaparams=2__bannerid=18__zoneid=56__cb=5adae61e58__oadest=http%3A%2F%2Fwww.infoagro.com%2Fformacion%2Fcurso_superior_productor_horticola_invernadero.htm" target=_blank><img src="data:image/jpeg;base64,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" alt title width=728 height=90 border=0></a><div id=beacon_5adae61e58 style=position:absolute;left:0px;top:0px;visibility:hidden class=sf-hidden></div>
|
|
|
|
|
|
|
|
</div></td>
|
|
<td width=20> </td>
|
|
<td width=238 bgcolor=#EFEFEF align=center><a href="https://www.infoagro.com/instrumentos_medida/medidor.asp?id=301" target=_blank><img src="data:image/jpeg;base64,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" width=234 height=90 border=0></a></td>
|
|
</tr>
|
|
</table>
|
|
<div class=boxWhiteSpace></div>
|
|
<div id=cabecera1>
|
|
<div style=float:left;padding-left:20px;padding-right:20px><span style=float:left;padding-left:25px;padding-right:25px><a href=https://www.infoagro.com/><img src="data:image/png;base64,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" alt="infoagro logo" border=0></a></span></div>
|
|
<div style=float:right;padding:5px class=hiddeMobile> <a href=https://www.infoagro.com/share/youtube target=_blank> <img src=data:image/png;base64,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 width=16 height=16 border=0></a> <a href=https://www.infoagro.com/share/facebook target=_blank> <img src="data:image/png;base64,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" width=16 height=16 border=0></a> <a href=https://www.infoagro.com/share/twitter target=_blank> <img src="data:image/png;base64,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" width=16 height=16 border=0></a> <a href="https://play.google.com/store/apps/details?id=com.infoagro.infoagroApp" target=_blank> <img src=data:image/png;base64,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 width=16 height=16 border=0></a><a href=https://www.infoagro.com/apps/apple target=_blank> <img src="data:image/png;base64,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" width=16 height=16 border=0></a></div>
|
|
</div>
|
|
<div class=headTopLine2><span class=Htxt>Toda la Agricultura en Internet</span></div>
|
|
<div class=boxMainTop33>
|
|
<div align=right><a href=http://www.infoagro.com/empresas target=_top class=Hlink2>Empresas</a> <font color=009999>•</font> <a href=http://www.infoagro.com/compraventa target=_top class=Hlink2>Compraventa</a> <font color=009999>•</font> <a href=http://www.infoagro.com/noticias target=_top class=Hlink2>Noticias</a> <font color=009999>•</font> <a href=http://www.infoagro.com/precios_origen/ target=_top class=Hlink2>Precios
|
|
Agrícolas</a><font color=009999> </font><font color=009999>•</font> <a href=http://www.infoagro.com/formacion/pub/ target=_top class=Hlink2>Cursos</a> <font color=009999>•</font> <a href=http://www.infoagro.com/instrumentos_medida/ target=_top class=Hlink2>Tienda On Line</a> <font color=009999>•</font> <a href=http://www.infoagro.com/video target=_top class=Hlink2>Vídeos</a> <font color=009999>•</font> <a href=http://www.infoagro.com/galeria target=_top class=Hlink2>Fotos</a> <font color=009999><font color=009999>•</font> <a href=http://www.infoagro.com/diccionario_agricola target=_top class=Hlink2>Diccionario</a> •</font> <a href=http://www.infoagro.com/foro target=_top class=Hlink2>Foro</a> <span class=titular2><font color=009999>•</font> <a href=https://www.infoagro.com/tools/recomendar_infoagro.asp class=Hlink2>Recomendar Infoagro</a></span></div>
|
|
</div>
|
|
<div class=contenido>
|
|
|
|
|
|
|
|
<table width=100%% cellspacing=0 cellpadding=0 border=0>
|
|
<tbody><tr>
|
|
<td valign=top><p><span class=MTit1><img src=data:image/gif;base64,R0lGODlhDQAMALMAABiVHqPVg2PHIeXw31awGYDnOcPiqzahIJXYZ1+nUnLRK264PP///9fsyqPJpf///yH5BAUUAA8ALAAAAAANAAwAAARP8CVAa03ylF3QVsUxFYKiCEwgrAJVKI0hDMhikK5iMA0fn67VYsBIEVZBRK9IQwJMg8Gw1kwuCEbConUomXRb0+FgGJvPY8Oj4Wi73Y1HBAA7 width=13 height=12> </span><span class=MTit1>EL CULTIVO DEL TOMATE (1ª parte) <br>
|
|
</span> <span class=MsTit1>The tomato growing </span> </p>
|
|
<p><strong>1. Origen<br>
|
|
2. Taxonomía y morfología<br>
|
|
3. Importancia económica y distribución geográfica<br>
|
|
4. Requerimientos edafoclimáticos<br>
|
|
5. Material vegetal <br>
|
|
6. Particularidades del cultivo<br>
|
|
6.1. Marcos de plantación<br>
|
|
6.2. Poda de formación<br>
|
|
6.3. Aporcado y rehundido<br>
|
|
6.4. Tutorado<br>
|
|
6.5. Destallado<br>
|
|
6.6. Deshojado<br>
|
|
6.7. Despunte de inflorescencias y aclareo de frutos<br>
|
|
6.8. Fertirrigación</strong><br>
|
|
7. Cultivo sin suelo<br>
|
|
8. Plagas y enfermedades<br>
|
|
8.1. Plagas<br>
|
|
8.2. Enfermedades<br>
|
|
9. Alteraciones del fruto<br>
|
|
10. Recolección<br>
|
|
11. Postcosecha<br>
|
|
12. Valor nutricional<br>
|
|
13. Comercialización</p>
|
|
<p>
|
|
|
|
<span class=MsTit1>Patrocinado por:</span><br> <table width=100% cellspacing=0 cellpadding=1 border=0 bgcolor=#009900> <tbody><tr> <td><table width=100% cellspacing=0 cellpadding=10 border=0> <tbody><tr> <td bgcolor=#EBFFEA><strong>Información patrocinada por <a href=http://www.agri-nova.com/>AGRI nova Science</a></strong><br> El aliado ideal para tus cultivos<br> <a href=http://www.agri-nova.com/ target=_blank>www.agri-nova.com</a> <br></td> </tr> </table></td> </tr> </table>
|
|
<br>
|
|
<ins id=aswift_0_expand style=display:inline-table;border:none;height:250px;margin:0;padding:0;position:relative;visibility:visible;width:300px;background-color:transparent data-ad-slot=4661947330 tabindex=0 title=Advertisement aria-label=Advertisement><ins id=aswift_0_anchor style=display:block;border:none;height:250px;margin:0;padding:0;position:relative;visibility:visible;width:300px;background-color:transparent></ins></ins>
|
|
|
|
<p></p>
|
|
<p><object width=560 height=340><param name=movie value="https://www.youtube.com/v/ijaSbC4TpJw&hl=es_ES&fs=1&color1=0x2b405b&color2=0x6b8ab6" class=sf-hidden><param name=allowFullScreen value=true class=sf-hidden><param name=allowscriptaccess value=always class=sf-hidden></object><br><br><a href=https://www.infoagro.com/video><strong>Hay más vídeos de agricultura</strong></a>. Haga click <a href=https://www.infoagro.com/video><strong>aquí</strong></a> para acceder a los vídeos</p>
|
|
|
|
</td>
|
|
<td width=5 valign=top> </td>
|
|
<td width=200 valign=top>
|
|
|
|
<table width=150 cellspacing=0 cellpadding=0 border=" 0" align=center>
|
|
<tbody><tr>
|
|
<td rowspan=3 width=9 background="data:image/gif;base64,R0lGODlhCQADAJEAAABmZv////4BAgAAACH5BAQUAP8ALAAAAAAJAAMAAAIFjGGpy1kAOw=="> </td>
|
|
<td width=30><a href=#><img src="data:image/gif;base64,R0lGODlhHgAaAMQAAAAAAKv/Qv///3mSDMr/pZaFyTU9AG9no081f+L/ISAgH29wbcrK5kM9Tcz/M+7/3kh4Atz/OpLcEL+x2MT/XhElABYLWFtTpP//DIeHh53/Vdj9xZyxAOnh8f//MzQ6LCH5BAUUAAIALAAAAAAeABoAAAXtoCCOZGmeaKqubOu+sFggyBWjFgBBAHCXGYCGQvFULL/RQaLROBIJXyqjqFqvH4CE4ogkMNJTw5cpm82TgiHiaUNsKECjoTr0BpIKAH7y9XAVAQM9BhiDcSJjHSUTABRNAVAYGAYIfSONCyMMWk2eGgERDmEkpAIACgILABUUAa+vDrIeAAwmpqcACwwGobABsgkeBnwjUg/IJB0AwLLOwrQFtwIb1dYPGwIIOh7ODh6DSNMCyOXlAsuRUMJ7cR8PBPHy8svCDhIeGBW2cT3+/wCyCOORDxcMOxx6cDBg8CCACQwsFEtCsaLFEyEAADs=" width=30 height=26 border=0></a></td>
|
|
<td nowrap><a href=#>Enviar a un Amigo</a></td>
|
|
</tr>
|
|
<tr>
|
|
<td><img src=data:image/gif;base64,R0lGODlhHgAaAMQAAAAAAF3/AI+EmP///0ngAPL+6ub/zT9TI3F8bszMzMWtCP//ACQ1HZKSCrO1sT4eAGJgcD97Qrr8A+rn7BwbGlNQVD02QN7kC42MuM/B83OlGUhQR4SUgDUZPhbHNwv/DSH5BAUUAAMALAAAAAAeABoAAAXT4CCOZGmeaKqubOu+plDNNC3AI4Ds/M4BgAnukEpAKMIXoyiYAGBLlONJuQ0wkIwqiioMHNlH4wJwpLhFwOFwWSyCKDSq0wh4NJLFI2mSF/4iGRQEGhEKbgAYZwMFBn+AExAMBJR5DQeKi4+PAxB1H3kKDxB8cZucEGILCgdZLUsGsY4FCBQUYolKsgYDCRYAVRUQDlavswYVDBYUZl4IEC9EDhUbGxUIIoAcxSwAyglTABwRawcROi9VA04OCQLv8AJeLcxOAAk4J1PM+UX9/y5CAAA7 width=30 height=26></td>
|
|
<td nowrap>
|
|
<a href=#>Corregir / Sugerir</a></td>
|
|
</tr>
|
|
<tr>
|
|
<td><a href=https://www.infoagro.com/hortalizas/tomate.htm><img src="data:image/gif;base64,R0lGODlhHgAaAMQAAAAAAH7/SX+zTjBSBf//9aFqvAE2AO7/5rrSn0x4Gq3djNfvw1YScz7EIJPZcc73p1SKEyRCDC9eHQcSAL/ymdTfueH/7JbNbfD//2epNTpxBBkyAJC8Yi9iAP///0R9HSH5BAUUAB4ALAAAAAAeABoAAAXwoCeOZGmeaKqu4gJMQCwDCXsidKLvyRTZJUQHFQBogKOK4UTwCIZIjzLFgUQ9mk+KAmiyEJdOrLMpmzcDGEBwUUFkk/hsNtnIJ6hH9+oBaE0KACIYhIQHh4iJBx4MSyZcHguSk5SVCxUeEY4lXAsKn6Chop8EmieBng6qq6ytFwsGmyQHABQeBLi5ursiEwIoHHNxw8RqMQMqExcHGRtzcx0PLgopB44fABIR29wREjAiHRzVNA40KXoQ5r8pGgMaE1CnAB2atiwLPxgW/P0eGVaiVEBWqJAFDw1qRMHxLAYMeUAOFJhIsWKBBXwyiggBADs=" width=30 height=26 border=0></a></td>
|
|
<td nowrap><a href=https://www.infoagro.com/hortalizas/tomate.htm>Imprimir</a></td>
|
|
</tr>
|
|
</table>
|
|
|
|
<div id=box1 class="myHide sf-hidden">
|
|
|
|
</div>
|
|
|
|
<br>
|
|
|
|
<div id=box2 class="myHide sf-hidden">
|
|
|
|
</div>
|
|
|
|
<div class=box01><a name=fb_share type=button_count href=http://www.facebook.com/sharer.php>Compartir</a></div>
|
|
|
|
|
|
<br>
|
|
<br>
|
|
<table class=docmenutable width=150 cellspacing=0 cellpadding=0 border=0 align=center>
|
|
<tbody><tr>
|
|
<td class=MTit1><table width=100% cellspacing=0 cellpadding=0 border=0>
|
|
<tbody><tr>
|
|
<td><img src="data:image/gif;base64,R0lGODlhCQAMANUAAP//Bf//BP//AP3/Cvz/B/v+Bvz+COz8Bev6BOj2BOXzA7fXsrfWsZzrJpjhIpDbGpPVH3+7dnPGHHu2c2q0FEi7GE60Gk+xHke0F1GtJj+tMzavIjusMzmqHTOrHjqoHzenLzmlIDCmIzmjDTqgDjObKyWSG////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAUUACcALAAAAAAJAAwAAAY2wJNwSCwaj8gkg7PpeEALoaaBCBweJWGlIOgaRkJJd0wRYgjjAUkociQACohJGPlYMpfQRBgEADs=" width=9 height=12> Cursos On Line </td>
|
|
</tr>
|
|
</table></td>
|
|
</tr>
|
|
<tr>
|
|
<td background="data:image/gif;base64,R0lGODlhAwAJAJEAAP///wBmZv4BAgAAACH5BAQUAP8ALAAAAAADAAkAAAIFhH+By1YAOw=="><img src="data:image/gif;base64,R0lGODlhAQABAID/AP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" width=1 height=10></td>
|
|
</tr>
|
|
<tr>
|
|
<td>
|
|
|
|
<img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso_superior_productor_horticola_invernadero.htm>Productor Cultivos Hortícolas en Invernadero</a><br> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso/curso_hidroponia_cultivo_sin_suelo_on_line>Hidroponía. Cultivo sin suelo</a><br> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso_superior_control_climatico_invernaderos.htm>Control Climático de Invernaderos</a><br> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso_superior_fertirrigacion_cultivos_intensivos.htm>Fertirrigación en Cultivos Intensivos</a><br> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso_especialista_gestion_tratamiento_residuos_agricolas.htm>Residuos Agrícolas</a><br> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso/curso_superior_control_biologico_plagas_cultivos>Control Biológico de Plagas</a><br> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso_superior_nutricion_fisiologia_vegetal.htm>Nutrición y Fisiología Vegetal</a><br> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso_especialista_aplicacion_plaguicidas.htm>Aplicación de Plaguicidas</a><br> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso_especialista_prevencion_riesgos_laborales.htm>Prevención de Riesgos Laborales</a><br class=sbr2> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso/curso_especialista_agricultura_ecologica>Agricultura Ecológica</a><br class=sbr2> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/curso_superior_seguridad_alimentaria.htm>Seguridad Alimentaria</a><br class=sbr2> <br class=sbr> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/formacion/pub/><strong>Otros cursos...</strong></a>
|
|
</tr>
|
|
<tr>
|
|
<td background="data:image/gif;base64,R0lGODlhAwAJAJEAAP///wBmZv4BAgAAACH5BAQUAP8ALAAAAAADAAkAAAIFhH+By1YAOw=="><img src="data:image/gif;base64,R0lGODlhAQABAID/AP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" width=1 height=10></td>
|
|
</tr>
|
|
<tr>
|
|
<td><div class=MsTit1 align=center>
|
|
<div align=left>Cursos para profesionales, estudiantes y titulados </div>
|
|
</div></td>
|
|
</tr>
|
|
</table>
|
|
<br></td>
|
|
<td width=5 valign=top> </td>
|
|
<td width=150 valign=top>
|
|
|
|
|
|
<table width=150 cellspacing=0 cellpadding=0 border=0 align=center>
|
|
<tbody><tr>
|
|
<td class=MTit1><table width=100% cellspacing=0 cellpadding=0 border=0>
|
|
<tbody><tr>
|
|
<td><div align=left><img src="data:image/gif;base64,R0lGODlhCQAMANUAAP//Bf//BP//AP3/Cvz/B/v+Bvz+COz8Bev6BOj2BOXzA7fXsrfWsZzrJpjhIpDbGpPVH3+7dnPGHHu2c2q0FEi7GE60Gk+xHke0F1GtJj+tMzavIjusMzmqHTOrHjqoHzenLzmlIDCmIzmjDTqgDjObKyWSG////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAUUACcALAAAAAAJAAwAAAY2wJNwSCwaj8gkg7PpeEALoaaBCBweJWGlIOgaRkJJd0wRYgjjAUkociQACohJGPlYMpfQRBgEADs=" width=9 height=12> Medidores para hortalizas </div></td>
|
|
</tr>
|
|
</table></td>
|
|
</tr>
|
|
<tr>
|
|
<td background="data:image/gif;base64,R0lGODlhAwAJAJEAAP///wBmZv4BAgAAACH5BAQUAP8ALAAAAAADAAkAAAIFhH+By1YAOw=="><img src="data:image/gif;base64,R0lGODlhAQABAID/AP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" width=1 height=10></td>
|
|
</tr>
|
|
<tr>
|
|
<td>
|
|
|
|
<img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href="https://www.infoagro.com/instrumentos_medida/categoria.asp?k=3&_calibres">Calibres </a> <br> <br class=sbr2> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href="https://www.infoagro.com/instrumentos_medida/categoria.asp?k=40&_medidores_dureza">Durómetros </a> <br> <br class=sbr2> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href="https://www.infoagro.com/instrumentos_medida/categoria.asp?k=40&_medidores_dureza">Penetrómetros </a> <br> <br class=sbr2> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href="https://www.infoagro.com/instrumentos_medida/categoria.asp?k=1&_kits_quimicos">Kits Análisis </a> <br> <br class=sbr2> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href="https://www.infoagro.com/instrumentos_medida/categoria.asp?k=110&_kits_npk">Análisis NPK</a> <br> <br class=sbr2> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href="https://www.infoagro.com/instrumentos_medida/categoria.asp?k=53&_medidores_ph_ce">pHmetros </a> <br> <br class=sbr2> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href="https://www.infoagro.com/instrumentos_medida/categoria.asp?k=20&_refractometros">Refractómetros </a> <br> <br class=sbr2> <img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href="https://www.infoagro.com/instrumentos_medida/categoria.asp?k=64&_humedad">Higrómetros</a> <br> <br class=sbr2>
|
|
</td>
|
|
</tr>
|
|
<tr>
|
|
<td background="data:image/gif;base64,R0lGODlhAwAJAJEAAP///wBmZv4BAgAAACH5BAQUAP8ALAAAAAADAAkAAAIFhH+By1YAOw=="><img src="data:image/gif;base64,R0lGODlhAQABAID/AP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" width=1 height=10></td>
|
|
</tr>
|
|
</table>
|
|
|
|
<br><a href=https://www.infoagro.com/video><img src="data:image/gif;base64,R0lGODlhAQABAAAAACH5BAEKAAEALAAAAAABAAEAAAICTAEAOw==" width=66 height=15 border></a><div class=box01><p><a href="https://www.infoagro.com/video/video_agricola.asp?id=33"><img src=data:image/jpeg;base64,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 width=122 height=72 border=0></a><br><a href="https://www.infoagro.com/video/video_agricola.asp?id=33"><strong>Cultivo del melón. 1ª parte</strong></a><p><a href="https://www.infoagro.com/video/video_agricola.asp?id=40"><img src=data:image/jpeg;base64,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 width=122 height=72 border=0></a><br><a href="https://www.infoagro.com/video/video_agricola.asp?id=40"><strong>Cultivo del pimiento. 1ª parte</strong></a><p><a href="https://www.infoagro.com/video/video_agricola.asp?id=24"><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAA8KCgsLCxAMDBAXDw0PFxoUEBAUGh8YGBgYGB8eGBoaGhoYHh4jJSYlIx4tLTExLS08PDw8PD09PT09PT09PT3/2wBDARAPDxISEhYSEhYWEhUSFhwXGBgXHCccHB0cHCcvJSAgICAlLysuJycnLis0NC8vNDQ9PTw9PT09PT09PT09PT3/wAARCABIAHoDAREAAhEBAxEB/8QAGgAAAwEBAQEAAAAAAAAAAAAAAgMEBQEGAP/EADgQAAIBAwIEBQAIBQQDAAAAAAECAwAEERIhEzFBUQUiMmFxFCMzQoGRscFScqHR4SRTYvCCkrL/xAAZAQADAQEBAAAAAAAAAAAAAAAAAQIDBAX/xAAqEQACAQIEBQUAAwEAAAAAAAAAAQIRIRIxUXEDE0FhkSIyQlKBM6Gxcv/aAAwDAQACEQMRAD8AifSI10KOQ1E4JzXFKc+ZL1PN9TmQDgaOMq40+rqM/FHMlWmJ+R0QEMf0+5CR5EagGUr37bVWKcFVturtfoOnY057COJhGvX4z7e9ZviS+0vIUROIogNR06D7cvzqVxpfaXkKI4ltE6nfOdgBsf5qHx5L5SrpULFvh/h0LRtCxAKPj6wZk08ySf0rXmSd8TVeg6LsMmS21mK3hQoBhTgFmKj3H51D4vErZum4raE/AjdgWjjWMDA09T13o5s/s/IUXYOa3hZ+FDGgAG5xv+dax4zvVt0LjhvVJ/hyXw3ggMQhJzhD/wB3rSPErqjSOCXxXgFbUAehGHxV1erKwR0Xg+WKMZBjXfrp/vRV6hgj9V4C4MP+2v8A6/4oq9WGCP1Xg4Y4OXDX2OKdXqGCOi8GZOAJnA5Bj+tarI4p+57sGc6E2G+AfnavPl/JL/ploujuYhw5dtGAGTtWGG7TGSWvi12t0Utoxoyc7bnA5n8BW3KpGrk60Kp3NLxGf6mBU8sq/asObHuTWNiSC5kdvJpJLDOBTjG9QAtlBtXLnBOyLnGMc60dmBXZys0BQnJHXrpH+acrjGfSjgMrb76T87GsroRwOOnIfv3qQLLKNNBcnrjetI5DO3EsLBnbZvSGO+mnXQBKMqR5XzDbBPOtOazTmsajLNsm5zjze3+aa41ehXN7WB4QOceQ/vW9TUAhuWOXXpQBkTfavnnqP61uslsefP3S3YmaSWTEeAo5Ka4Wljk8/UzRD/DLcZdZC5jO+wzg5HMHvU8Rp9mimVOBGTgBc9v3rnvqyRK3KcQJKdKZ9faqUKiB+kwIFuGm8qH6ssev3tvetYxftoVRjXkEsfEUZ17nTyPY0nWtwEodJl0ZOAcD9KYGq1uHtrdS3kSNdhjmef8AWh3GZbT6PL/34qXAkstpGZQjN5TuR3qchjmA1DRsOtSrXAsjEbRYX142BrXNDAeL6NHnv6j+1OlEITrUnKen+H+E9s1rwnY34TsO9S71qaGFcfbyfzN+tbrJbHBP3S3YCpl98+XB/PlXC165bsuK/wALYVt40LMrFnGW0n1HA0g55dawbq6P45DAnl1Dyge396KCMm6d1bHMnO1dHDiqFRRZHa2y6Y7lMNjV9bt/5ZzSblfC+1gua1isBH1GNA2ONwfispTw53egAXtkztE9uxiIJLfrtUR4ueJbAFczCMAlSC346vn3oi6/ghUvgPiNziROEisNWkmtYyXcYoWniFm2ZYtUeCCVI+cik8L6iK4JQwDR4JIzpP71m0AOiRZdYXrqx2z8UWzzAquryERK025HJO5rWuJATWwkuJc5C6mI0jkDjIqla5UXS5oXMBgXSD9X/EeerqB81eNpquxceI8meduPt5P5m/WuxZLY5p+6W7HggxLD5znfAO3964uJTG9zTTZDLdYZFdcaOEcBj7884rKSyAEKWXSExSUQoJtbNnvVcgnb6tsbZ7kVdfThyqPoaqeEQu3+oAcdjv8A5ojGnWgguEkR4UWEVTlV+fmuaVZSdcwFXL8GLWu++n+U96uMRh2tlayJFcXTZGdWRuDg4GPeh+mwHpIbSLhZ3A2OgbfnvVRSoAm9UKhzsnWlIDytzJFa+IpNgAemUrywev4U4ttU8CL7grFGTo1N93pSAnW2NxLxJW1In2SYxp1czWsF6f8ARj9PATRbjzk7EdO5pS0ENh+kSKY5JBpGxP4+9CrXYE6OpgXAAnkAOQGbB7716MfatjKXue45S22k6W04GwxvWE41rudSjWMdkC15od4+QXScH7wOkbGsOWRgZsQ8OWADIL/dX057fFJOxJE/iUEIScg51adCb/Gr2oo3uh5l8N9FdR8dDpCc98b9t+dS3TsIGTU+GP1jj1dfwFYusnqByW1+kRMmnyMOvMVasAHguuGFrdwqtExZievbGfap4l3UZ6SK6h0+vIA36AVUWhkUt6JdejeLu235CivgR5jxJV1N/Cf60o52EUJe8J4rCcanChkPcY5fhVUbWLpUB08yCREgDKTu/bHsaqL0AY08mgrErLnk+OtJvRARTTXUSOZHLR7DB3I+MVUFVpDiquhn16CyRjP3Pdmja2E14hMYBEaZY98AHRt97B5Vk82dcfatkcfw6d8H6PIDnfCN2+KVyiJ9SZMOzDbUeWO9S4p5iaTEcK4mdT6DgnUP0/rUtRitehOFIt8O4kitAQQdO/TPbOe9YzoZs2IzoVQV3GBkdNuVY5SEWhMKrZ8rfnitBmbPDcmUzLHoYaiE/wCPQE96loAROJiA0Wll9XPU3tjpUNCKUaEkFlBbc6fu7cgM1aoMkvYRKjuoBk5jthWorS4EV1hp4ZYMhl+//wAWpQdmmIZC8MM2lpMnnknl7VVX0VgNSOfXpVG9fIHrTxAZMss08zpLatIsOpdSHynsff4pp0viVx10ZJKoSRkHJSRvz2716ELxi+yMHm9z0/h94lr4TbyPkjdfL8t3x2qTrjktkH4T4xM54E5LysThsADTjkcY7dqBmP41Dm5l4fPOW/XFZd+7K6EFuX1ZHl1bHPQc+VKcara4mrGu97bKqELxJWX1YzueYB9q5naxgFAAsaMT6xrb89qy+VWA24vmZlgRvLnp2HOrxeBibq9FlbZZmZd2wu5xSScmkgIoLtb62adQYixblz996clhlhdwYxjGkLXl9I3BjHJdz2CiqUcToFCcXZuuFeJqWNFIghPQb6mPfUKJ+n0W7g7WPP3fjd2J+DDpi3Hnbpnlz5AZrohwY0vcpRVD66tb2Bbd7aWPxBLjiaGhR2OqHDSAq6K2wOc4rXCiqIutk8fuLeOSGeJ7ghZo7LH1uiV+EJB5dO7Ny1ZxvUcmGn9hhQU9z4vaxpLHeRXELMyM0C7LLHjUjcRFP3tj1o5MNP7FhQYkMo4jep/Mfk79a6I2SXY5pZvc9B4T4vBHarAzaWjznVtnPm2P41DOmMlRXWSH219Z2kRWOVdOcnLAnoOlHnwPFHVGde3UZuHcOrazvp7fIrNJ6ManHVeTPDgSe3OhqVLA5x+yNCSWGIJoKHAwuGGBnntWGCbeT8GFa9SO4d3Vvr9nIOnPLHLfnRyn9W/wdVqSi5MUkWFbEalfJ/SnyZOts9UFtUE7zXL6dfDifIkz26Y7ULhuPxbY6oKBmtWwpBh+8i//AEPelKEpfF11oLEjvjRW4jjWFm0n1op8ux5sO+OVHBjOLdYv9Q4yQu52URQjSgGAF/cilHhzrWSfgmqrmYd7ZyPfamR+CxXUyLqIXAzjoTXVBPDS5pGSpmjTvZkkWzt+Jcyi1Ew+mrBwpBGyBY4AobcZG+T941RWKOqDj8QEMEd1Cs6eJLax2YTheVDG6sJw+d/Kvpxz9qAxR1Xk54t4i86JbQRF0DvNLMlt9HDu+kehc8tO5Pf2ooGKOqDh+yTIx5Rt+FaLI5ZZvc//2Q==" width=122 height=72 border=0></a><br><a href="https://www.infoagro.com/video/video_agricola.asp?id=24"><strong>Cultivo de la lechuga. 1ª parte</strong></a></p></div>
|
|
<br>
|
|
<br>
|
|
|
|
<table width=150 cellspacing=0 cellpadding=0 border=0 align=center>
|
|
<tbody><tr>
|
|
<td class=MTit1><table width=100% cellspacing=0 cellpadding=0 border=0>
|
|
<tbody><tr>
|
|
<td><img src="data:image/gif;base64,R0lGODlhCQAMANUAAP//Bf//BP//AP3/Cvz/B/v+Bvz+COz8Bev6BOj2BOXzA7fXsrfWsZzrJpjhIpDbGpPVH3+7dnPGHHu2c2q0FEi7GE60Gk+xHke0F1GtJj+tMzavIjusMzmqHTOrHjqoHzenLzmlIDCmIzmjDTqgDjObKyWSG////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAUUACcALAAAAAAJAAwAAAY2wJNwSCwaj8gkg7PpeEALoaaBCBweJWGlIOgaRkJJd0wRYgjjAUkociQACohJGPlYMpfQRBgEADs=" width=9 height=12> Anuncios Gratuitos </td>
|
|
</tr>
|
|
</table></td>
|
|
</tr>
|
|
<tr>
|
|
<td background="data:image/gif;base64,R0lGODlhAwAJAJEAAP///wBmZv4BAgAAACH5BAQUAP8ALAAAAAADAAkAAAIFhH+By1YAOw=="><img src="data:image/gif;base64,R0lGODlhAQABAID/AP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" width=1 height=10></td>
|
|
</tr>
|
|
<tr>
|
|
<td><div align=left><img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href="https://www.infoagro.com/anuncios-b2b/categoria.asp?cat=hortalizas">Comprar Tomates </a> <br>
|
|
<br class=sbr2>
|
|
<img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href="https://www.infoagro.com/anuncios-b2b/categoria.asp?cat=hortalizas">Vender Tomates </a> <br>
|
|
<br class=sbr2>
|
|
</div></td>
|
|
</tr>
|
|
<tr>
|
|
<td background="data:image/gif;base64,R0lGODlhAwAJAJEAAP///wBmZv4BAgAAACH5BAQUAP8ALAAAAAADAAkAAAIFhH+By1YAOw=="><img src="data:image/gif;base64,R0lGODlhAQABAID/AP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" width=1 height=10></td>
|
|
</tr>
|
|
<tr>
|
|
<td><div class=MsTit1 align=center>
|
|
<div align=left>Anuncios clasificados de compra-venta de hortalizas </div>
|
|
</div></td>
|
|
</tr>
|
|
</table>
|
|
|
|
<br>
|
|
<br>
|
|
|
|
<table width=150 cellspacing=0 cellpadding=0 border=0 align=center>
|
|
<tbody><tr>
|
|
<td class=MTit1><table width=100% cellspacing=0 cellpadding=0 border=0>
|
|
<tbody><tr>
|
|
<td><img src="data:image/gif;base64,R0lGODlhCQAMANUAAP//Bf//BP//AP3/Cvz/B/v+Bvz+COz8Bev6BOj2BOXzA7fXsrfWsZzrJpjhIpDbGpPVH3+7dnPGHHu2c2q0FEi7GE60Gk+xHke0F1GtJj+tMzavIjusMzmqHTOrHjqoHzenLzmlIDCmIzmjDTqgDjObKyWSG////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAUUACcALAAAAAAJAAwAAAY2wJNwSCwaj8gkg7PpeEALoaaBCBweJWGlIOgaRkJJd0wRYgjjAUkociQACohJGPlYMpfQRBgEADs=" width=9 height=12> Mercados </td>
|
|
</tr>
|
|
</table></td>
|
|
</tr>
|
|
<tr>
|
|
<td background="data:image/gif;base64,R0lGODlhAwAJAJEAAP///wBmZv4BAgAAACH5BAQUAP8ALAAAAAADAAkAAAIFhH+By1YAOw=="><img src="data:image/gif;base64,R0lGODlhAQABAID/AP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" width=1 height=10></td>
|
|
</tr>
|
|
<tr>
|
|
<td><div align=left><img src="data:image/gif;base64,R0lGODlhBgAMAIAAAB6tmv///yH5BAUUAAEALAAAAAAGAAwAAAIOjI+pa5DgDoxhxilpTQUAOw==" width=6 height=12><a href=https://www.infoagro.com/precios_origen>Precio de Tomates </a> <br>
|
|
</div></td>
|
|
</tr>
|
|
<tr>
|
|
<td background="data:image/gif;base64,R0lGODlhAwAJAJEAAP///wBmZv4BAgAAACH5BAQUAP8ALAAAAAADAAkAAAIFhH+By1YAOw=="><img src="data:image/gif;base64,R0lGODlhAQABAID/AP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==" width=1 height=10></td>
|
|
</tr>
|
|
<tr>
|
|
<td><div class=MsTit1 align=center>
|
|
<div align=left>Mercados nacionales e internacionales de hortalizas </div>
|
|
</div></td>
|
|
</tr>
|
|
</table>
|
|
</td>
|
|
</tr>
|
|
</table>
|
|
<p><strong>1. ORIGEN </strong></p>
|
|
<p>El origen del género <em>Lycopersicon</em> se localiza en la región andina que se extiende desde el sur de Colombia al norte de Chile, pero parece que fue en México donde se domesticó, quizá porque crecería como mala hierba entre los huertos. Durante el siglo XVI se consumían en México tomates de distintas formas y tamaños e incluso rojos y amarillos, pero por entonces ya habían sido traídos a España y servían como alimento en España e Italia. En otros países europeos solo se utilizaban en farmacia y así se mantuvieron en Alemania hasta comienzos del siglo XIX. Los españoles y portugueses difundieron el tomate a Oriente Medio y África, y de allí a otros países asiáticos, y de Europa también se difundió a Estados Unidos y Canadá.</p>
|
|
<p><strong>2. TAXONOMÍA Y MORFOLOGÍA </strong></p>
|
|
<p>-<u>Familia</u>: <em>Solanaceae.</em><br>
|
|
-<u>Especie</u>: <em>Lycopersicon esculentum</em> Mill.<br>
|
|
-<u>Planta</u>: perenne de porte arbustivo que se cultiva como anual. Puede desarrollarse de forma rastrera, semierecta o erecta. Existen variedades de crecimiento limitado (determinadas) y otras de crecimiento ilimitado (indeterminadas).<br>
|
|
-<u>Sistema radicular</u>: raíz principal (corta y débil), raíces secundarias (numerosas y potentes) y raíces adventicias. Seccionando transversalmente la raíz principal y de fuera hacia dentro encontramos: epidermis, donde se ubican los pelos absorbentes especializados en tomar agua y nutrientes, cortex y cilindro central, donde se sitúa el xilema (conjunto de vasos especializados en el transporte de los nutrientes).<br>
|
|
-<u>Tallo principal</u>: eje con un grosor que oscila entre 2-4 cm en su base, sobre el que se van desarrollando hojas, tallos secundarios (ramificación simpoidal) e inflorescencias. Su estructura, de fuera hacia dentro, consta de: epidermis, de la que parten hacia el exterior los pelos glandulares, corteza o cortex, cuyas células más externas son fotosintéticas y las más internas son colenquimáticas, cilindro vascular y tejido medular. En la parte distal se encuentra el meristemo apical, donde se inician los nuevos primordios foliares y florales.<br>
|
|
|
|
|
|
|
|
|
|
<br><br>
|
|
<ins id=aswift_1_expand style=display:inline-table;border:none;height:90px;margin:0;padding:0;position:relative;visibility:visible;width:728px;background-color:transparent data-ad-slot=0336239172 tabindex=0 title=Advertisement aria-label=Advertisement><ins id=aswift_1_anchor style=display:block;border:none;height:90px;margin:0;padding:0;position:relative;visibility:visible;width:728px;background-color:transparent></ins></ins>
|
|
<br>
|
|
<br><br><a href="https://adserver.infoagro.com/openx/www/delivery/ck.php?oaparams=2__bannerid=162__zoneid=162__cb=0fce47eeaa__oadest=http%3A%2F%2Finfoagro.com%2Finstrumentos_medida%2Fmedidor.asp%3Fid%3D2120" target=_blank><img src="data:image/jpeg;base64,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" alt title width=300 height=250 border=0></a><div id=beacon_0fce47eeaa style=position:absolute;left:0px;top:0px;visibility:hidden class=sf-hidden></div>
|
|
<br><br>
|
|
|
|
|
|
|
|
-<u>Hoja</u>: compuesta e imparipinnada, con foliolos peciolados, lobulados y con borde dentado, en número de 7 a 9 y recubiertos de pelos glandulares. Las hojas se disponen de forma alternativa sobre el tallo. El mesófilo o tejido parenquimático está recubierto por una epidermis superior e inferior, ambas sin cloroplastos. La epidermis inferior presenta un alto número de estomas. Dentro del parénquima, la zona superior o zona en empalizada, es rica en cloroplastos. Los haces vasculares son prominentes, sobre todo en el envés, y constan de un nervio principal.<br>
|
|
-<u>Flor</u>: es perfecta, regular e hipogina y consta de 5 o más sépalos, de igual número de pétalos de color amarillo y dispuestos de forma helicoidal a intervalos de 135º, de igual número de estambres soldados que se alternan con los pétalos y forman un cono estaminal que envuelve al gineceo, y de un ovario bi o plurilocular. Las flores se agrupan en inflorescencias de tipo racemoso (dicasio), generalmente en número de 3 a 10 en variedades comerciales de tomate calibre M y G; es frecuente que el eje principal de la inflorescencia se ramifique por debajo de la primera flor formada dando lugar a una inflorescencia compuesta, de forma que se han descrito algunas con más de 300 flores. La primera flor se forma en la yema apical y las demás se disponen lateralmente por debajo de la primera, alrededor del eje principal. La flor se une al eje floral por medio de un pedicelo articulado que contiene la zona de abscisión, que se distingue por un engrosamiento con un pequeño surco originado por una reducción del espesor del cortex. Las inflorescencias se desarrollan cada 2-3 hojas en las axilas.<br>
|
|
-<u>Fruto</u>: baya bi o plurilocular que puede alcanzar un peso que oscila entre unos pocos miligramos y 600 gramos. Está constituido por el pericarpo, el tejido placentario y las semillas. El fruto puede recolectarse separándolo por la zona de abscisión del pedicelo, como ocurre en las variedades industriales, en las que es indeseable la presencia de parte del pecíolo, o bien puede separase por la zona peduncular de unión al fruto.<p></p>
|
|
<table cellspacing=0 cellpadding=20 border=0 align=center>
|
|
<tbody><tr>
|
|
<td><span style=text-indent:0;margin:0><img src="data:image/jpeg;base64,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" width=140 height=150 border=0> <img src="data:image/jpeg;base64,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" width=106 height=128 border=0></span></td>
|
|
</tr>
|
|
</table>
|
|
<p><strong>3. IMPORTANCIA ECONÓMICA Y DISTRIBUCIÓN GEOGRÁFICA </strong></p>
|
|
<p>El tomate es la hortaliza más difundida en todo el mundo y la de mayor valor económico. Su demanda aumenta continuamente y con ella su cultivo, producción y comercio. El incremento anual de la producción en los últimos años se debe principalmente al aumento en el rendimiento y en menor proporción al aumento de la superficie cultivada.<br>
|
|
El tomate en fresco se consume principalmente en ensaladas, cocido o frito. En mucha menor escala se utiliza como encurtido.</p>
|
|
<table cellspacing=0 cellpadding=5 bordercolor=#CCCCCC border=1 align=center>
|
|
<tbody><tr>
|
|
<td><strong>Países</strong></td>
|
|
<td><strong>Producción tomates año 2002 (toneladas)</strong></td>
|
|
</tr>
|
|
<tr>
|
|
<td>China</td>
|
|
<td>25.466.211</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Estados Unidos</td>
|
|
<td>10.250.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Turquía</td>
|
|
<td>9.000.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>India</td>
|
|
<td>8.500.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Italia</td>
|
|
<td>7.000.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Egipto</td>
|
|
<td>6.328.720</td>
|
|
</tr>
|
|
<tr>
|
|
<td>España</td>
|
|
<td>3.600.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Brasil</td>
|
|
<td>3.518.163</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Rep. Islámica de Irán</td>
|
|
<td>3.000.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>México</td>
|
|
<td>2.100.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Grecia</td>
|
|
<td>2.000.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Federación de Rusia</td>
|
|
<td>1.950.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Chile</td>
|
|
<td>1.200.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Portugal</td>
|
|
<td>1.132.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Ucrania</td>
|
|
<td>1.100.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Uzbekistán</td>
|
|
<td>1.000.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Marruecos</td>
|
|
<td>881.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Nigeria</td>
|
|
<td>879.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Francia</td>
|
|
<td>870.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Túnez</td>
|
|
<td>850.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Argelia</td>
|
|
<td>800.000</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Japón</td>
|
|
<td>797.600</td>
|
|
</tr>
|
|
<tr>
|
|
<td>Argentina</td>
|
|
<td>700.000</td>
|
|
</tr>
|
|
</table>
|
|
<p align=center> Fuente: F.A.O.</p>
|
|
<p><strong>4. REQUERIMIENTOS EDAFOCLIMÁTICOS</strong></p>
|
|
<p>El manejo racional de los factores climáticos de forma conjunta es fundamental para el funcionamiento adecuado del cultivo, ya que todos se encuentran estrechamente relacionados y la actuación sobre uno de estos incide sobre el resto.</p>
|
|
<p>-<strong>Temperatura:</strong> es menos exigente en temperatura que la berenjena y el pimiento.<br>
|
|
La temperatura óptima de desarrollo oscila entre 20 y 30ºC durante el día y entre 1 y 17ºC durante la noche; temperaturas superiores a los 30-35ºC afectan a la fructificación, por mal desarrollo de óvulos y al desarrollo de la planta en general y del sistema radicular en particular. Temperaturas inferiores a 12-15ºC también originan problemas en el desarrollo de la planta.<br>
|
|
A temperaturas superiores a 25ºC e inferiores a 12ºC la fecundación es defectuosa o nula.<br>
|
|
La maduración del fruto está muy influida por la temperatura en lo referente tanto a la precocidad como a la coloración, de forma que valores cercanos a los 10ºC así como superiores a los 30ºC originan tonalidades amarillentas.<br>
|
|
No obstante, los valores de temperatura descritos son meramente indicativos, debiendo tener en cuenta las interacciones de la temperatura con el resto de los parámetros climáticos.<br>
|
|
<br>
|
|
-<strong>Humedad:</strong> la humedad relativa óptima oscila entre un 60% y un 80%. Humedades relativas muy elevadas favorecen el desarrollo de enfermedades aéreas y el agrietamiento del fruto y dificultan la fecundación, debido a que el polen se compacta, abortando parte de las flores. El rajado del fruto igualmente puede tener su origen en un exceso de humedad edáfica o riego abundante tras un período de estrés hídrico. También una humedad relativa baja dificulta la fijación del polen al estigma de la flor.<br>
|
|
<br>
|
|
-<strong>Luminosidad:</strong> valores reducidos de luminosidad pueden incidir de forma negativa sobre los procesos de la floración, fecundación así como el desarrollo vegetativo de la planta.<br>
|
|
En los momentos críticos durante el período vegetativo resulta crucial la interrelación existente entre la temperatura diurna y nocturna y la luminosidad.<br>
|
|
<br>
|
|
-<strong>Suelo:</strong> la planta de tomate no es muy exigente en cuanto a suelos, excepto en lo que se refiere al drenaje, aunque prefiere suelos sueltos de textura silíceo-arcillosa y ricos en materia orgánica. No obstante se desarrolla perfectamente en suelos arcillosos enarenados.<br>
|
|
En cuanto al <a href="https://www.infoagro.com/instrumentos_medida/categoria.asp?k=53">pH</a>, los suelos pueden ser desde ligeramente ácidos hasta ligeramente alcalinos cuando están enarenados. Es la especie cultivada en invernadero que mejor tolera las condiciones de salinidad tanto del suelo como del agua de riego.<br>
|
|
<br>
|
|
-<strong>Fertilización carbónica:</strong> la aportación de CO2 permite compensar el consumo de las plantas y garantiza el mantenimiento de una concentración superior a la media en la atmósfera del invernadero; así la fotosíntesis se estimula y se acelera el crecimiento de las plantas.<br>
|
|
Para valorar las necesidades de CO2 de los cultivos en invernadero necesitamos realizar, en los diversos periodos del año, un balance de las pérdidas derivadas de la absorción por parte de las plantas, de las renovaciones de aire hechas en el invernadero y las aportaciones proporcionadas por el suelo a la atmósfera del mismo.<br>
|
|
Del enriquecimiento en CO2 del invernadero depende la calidad, la productividad y la precocidad de los cultivos. Hay que tener presente que un exceso de CO2 produce daños debidos al cierre de los estomas, que cesan la fotosíntesis y pueden originar quemaduras.<br>
|
|
Los aparatos más utilizados en la fertilización carbónica son los quemadores de gas propano y los de distribución de CO2.<br>
|
|
En el cultivo del tomate las cantidades óptimas de CO2 son de 700-800 ppm. En cuanto a los rendimientos netos dan incrementos del 15-25% en función del tipo de invernadero, el sistema de control climático, etc.</p>
|
|
<p><strong>5. MATERIAL VEGETAL </strong></p>
|
|
<p><u>Principales criterios de elección</u>: </p>
|
|
<ul>
|
|
<li>Características de la variedad comercial: vigor de la planta, características del fruto, resistencias a enfermedades.</li>
|
|
<li>Mercado de destino.</li>
|
|
<li>Estructura de invernadero.</li>
|
|
<li>Suelo.</li>
|
|
<li>Clima.</li>
|
|
<li>Calidad del agua de riego.</li>
|
|
</ul>
|
|
<p><u>Principales tipos de tomate comercializados</u>: </p>
|
|
<ul>
|
|
<li><u>Tipo Beef</u>. Plantas vigorosas hasta el 6º-7º ramillete, a partir del cual pierde bastante vigor coincidiendo con el engorde de los primeros ramilletes. Frutos de gran tamaño y poca consistencia. Producción precoz y agrupada. Cierre pistilar irregular. Mercados más importantes: mercado interior y mercado exterior (Estados Unidos).</li>
|
|
<li><u>Tipo Marmande</u>. Plantas poco vigorosas que emiten de 4 a 6 ramilletes aprovechables. El fruto se caracteriza por su buen sabor y su forma acostillada, achatada y multilocular, que puede variar en función de la época de cultivo.</li>
|
|
<li><u>Tipo Vemone</u>. Plantas finas y de hoja estrecha, de porte indeterminado y marco de plantación muy denso. Frutos de calibre G que presentan un elevado grado de acidez y azúcar, inducido por el agricultor al someterlo a estrés hídrico. Su recolección se realiza en verde pintón marcando bien los hombros. Son variedades con pocas resistencias a enfermedades que se cultivan con gran éxito en Cerdeña (Italia).</li>
|
|
<li><u>Tipo Moneymaker</u>. Plantas de porte generalmente indeterminado. Frutos de calibres M y MM, lisos, redondos y con buena formación en ramillete. </li>
|
|
<li><u>Tipo Cocktail</u>. Plantas muy finas de crecimiento indeterminado. Frutos de peso comprendido entre 30 y 50 gramos, redondos, generalmente con 2 lóculos, sensibles al rajado y usados principalmente como adorno de platos. También existen frutos aperados que presentan las características de un tomate de industria debido a su consistencia, contenido en sólidos solubles y acidez, aunque su consumo se realiza principalmente en fresco. Debe suprimirse la aplicación de fungicidas que manchen el fruto para impedir su depreciación comercial.</li>
|
|
<li><u>Tipo Cereza (Cherry)</u>. Plantas vigorosas de crecimiento indeterminado. Frutos de pequeño tamaño y de piel fina con tendencia al rajado, que se agrupan en ramilletes de 15 a más de 50 frutos. Sabor dulce y agradable. Existen cultivares que presentan frutos rojos y amarillos. El objetivo de este producto es tener una producción que complete el ciclo anual con cantidades homogéneas. En cualquier caso se persigue un tomate resistente a virosis y al rajado, ya que es muy sensible a los cambios bruscos de temperatura.</li>
|
|
<li><u>Tipo Larga Vida</u>. Tipo mayoritariamente cultivado en la provincia de Almería. La introducción de los genes Nor y Rin es la responsable de su larga vida, confiriéndole mayor consistencia y gran conservación de los frutos de cara a su comercialización, en detrimento del sabor. Generalmente se buscan frutos de calibres G, M o MM de superficie lisa y coloración uniforme anaranjada o roja.</li>
|
|
<li><u>Tipo Liso</u>. Variedades cultivadas para mercado interior e Italia comercializadas en pintón y de menor vigor que las de tipo Larga vida.</li>
|
|
<li><u>Tipo Ramillete</u>. Cada vez más presente en los mercados, resulta difícil definir que tipo de tomate es ideal para ramillete, aunque generalmente se buscan las siguientes características: frutos de calibre M, de color rojo vivo, insertos en ramilletes en forma de raspa de pescado, etc.</li>
|
|
</ul>
|
|
<p><strong>6. PARTICULARIDADES DEL CULTIVO</strong></p>
|
|
<p><strong>6.1. Marcos de plantación</strong></p>
|
|
<p>El marco de plantación se establece en función del porte de la planta, que a su vez dependerá de la variedad comercial cultivada. El más frecuentemente empleado es de 1,5 metros entre líneas y 0,5 metros entre plantas, aunque cuando se trata de plantas de porte medio es común aumentar la densidad de plantación a 2 plantas por metro cuadrado con marcos de 1 m x 0,5 m. Cuando se tutoran las plantas con perchas las líneas deben ser “pareadas” para poder pasar las plantas de una línea a otra formando una cadena sin fin, dejando pasillos amplios para la bajada de perchas (aproximadamente de 1,3 m) y una distancia entre líneas conjuntas de unos 70 cm.</p>
|
|
<p><strong>6.2. Poda de formación</strong></p>
|
|
<p>Es una práctica imprescindible para las variedades de crecimiento indeterminado. Se realiza a los 15-20 días del trasplante con la aparición de los primeros tallos laterales, que serán eliminados, al igual que las hojas más viejas, mejorando así la aireación del cuello y facilitando la realización del aporcado. Así mismo se determinará el número de brazos (tallos) a dejar por planta. Son frecuentes las podas a 1 o 2 brazos, aunque en tomates de tipo Cherry suelen dejarse 3 y hasta 4 tallos.</p>
|
|
<p><strong>6.3. Aporcado y rehundido</strong></p>
|
|
<p>Práctica que se realiza en suelos enarenados tras la poda de formación, con el fin de favorecer la formación de un mayor número de raíces, y que consiste en cubrir la parte inferior de la planta con arena. El rehundido es una variante del aporcado que se lleva a cabo doblando la planta, tras haber sido ligeramente rascada, hasta que entre en contacto con la tierra, cubriéndola ligeramente con arena, dejando fuera la yema terminal y un par de hojas.</p>
|
|
<p><strong>6.4. Tutorado</strong></p>
|
|
<p>Es una práctica imprescindible para mantener la planta erguida y evitar que las hojas y sobre todo los frutos toquen el suelo, mejorando así la aireación general de la planta y favoreciendo el aprovechamiento de la radiación y la realización de las labores culturales (destallado, recolección, etc.). Todo ello repercutirá en la producción final, calidad del fruto y control de las enfermedades.<br>
|
|
<br>
|
|
La sujeción suele realizarse con hilo de polipropileno (rafia) sujeto de una extremo a la zona basal de la planta (liado, anudado o sujeto mediante anillas) y de otro a un alambre situado a determinada altura por encima de la planta (1,8-2,4 m sobre el suelo). Conforme la planta va creciendo se va liando o sujetando al hilo tutor mediante anillas, hasta que la planta alcance el alambre. A partir de este momento existen tres opciones:</p>
|
|
<ul>
|
|
<li> Bajar la planta descolgando el hilo, lo cual conlleva un coste adicional en mano de obra. Este sistema está empezando a introducirse con la utilización de un mecanismo de sujeción denominado “holandés” o “de perchas”, que consiste en colocar las perchas con hilo enrollado alrededor de ellas para ir dejándolo caer conforme la planta va creciendo, sujetándola al hilo mediante clips. De esta forma la planta siempre se desarrolla hacia arriba, recibiendo el máximo de luminosidad, por lo que incide en una mejora de la calidad del fruto y un incremento de la producción.</li>
|
|
<li> Dejar que la planta crezca cayendo por propia gravedad. </li>
|
|
<li>Dejar que la planta vaya creciendo horizontalmente sobre los alambres del emparrillado.</li>
|
|
</ul>
|
|
<p><strong>6.5. Destallado</strong></p>
|
|
<p>Consiste en la eliminación de brotes axilares para mejorar el desarrollo del tallo principal. Debe realizarse con la mayor frecuencia posible (semanalmente en verano-otoño y cada 10-15 días en invierno) para evitar la pérdida de biomasa fotosintéticamente activa y la realización de heridas. Los cortes deben ser limpios para evitar la posible entrada de enfermedades. En épocas de riesgo es aconsejable realizar un tratamiento fitosanitario con algún fungicida-bactericida cicatrizante, como pueden ser los derivados del cobre.</p>
|
|
<p><strong>6.6. Deshojado</strong></p>
|
|
<p>Es recomendable tanto en las hojas senescentes, con objeto de facilitar la aireación y mejorar el color de los frutos, como en hojas enfermas, que deben sacarse inmediatamente del invernadero, eliminando así la fuente de inóculo.</p>
|
|
<p><strong>6.7. Despunte de inflorescencias y aclareo de frutos</strong></p>
|
|
<p>Ambas prácticas están adquiriendo cierta importancia desde hace unos años, con la introducción del tomate en racimo, y se realizan con el fin de homogeneizar y aumentar el tamaño de los frutos restantes, así como su calidad. De forma general podemos distinguir dos tipos de aclareo: el aclareo sistemático es una intervención que tiene lugar sobre los racimos, dejando un número de frutos fijo, eliminando los frutos inmaduros mal posicionados. El aclareo selectivo tiene lugar sobre frutos que reúnen determinadas condiciones independientemente de su posición en el racimo; como pueden ser: frutos dañados por insectos, deformes y aquellos que tienen un reducido calibre.</p>
|
|
<p><strong>6.8. Fertirrigación </strong></p>
|
|
<p>En los cultivos protegidos de tomate el aporte de agua y gran parte de los nutrientes se realiza de forma generalizada mediante riego por goteo y va ser función del estado fenólogico de la planta así como del ambiente en que ésta se desarrolla (tipo de suelo, condiciones climáticas, calidad del agua de riego, etc.).<br>
|
|
<br>
|
|
En cultivo en suelo y en enarenado; el establecimiento del momento y volumen de riego vendrá dado básicamente por los siguientes parámetros:</p>
|
|
<ul>
|
|
<li>Tensión del agua en el suelo (tensión mátrica), que se determinará mediante un manejo adecuado de tensiómetros, siendo conveniente regar antes de alcanzar los 20-30 centibares.</li>
|
|
<li>Tipo de suelo (capacidad de campo, porcentaje de saturación).</li>
|
|
<li>Evapotranspiración del cultivo.</li>
|
|
<li>Eficacia de riego (uniformidad de caudal de los goteros).</li>
|
|
<li>Calidad del agua de riego (a peor calidad, mayores son los volúmenes de agua, ya que es necesario desplazar el frente de sales del bulbo de humedad).</li>
|
|
</ul>
|
|
<table cellspacing=0 cellpadding=5 bordercolor=#CCCCCC border=1 align=center>
|
|
<tbody><tr>
|
|
<td><strong>MESES</strong></td>
|
|
<td colspan=2><strong>AGOSTO</strong></td>
|
|
<td colspan=2><strong>SEPT.</strong></td>
|
|
<td colspan=2><strong>OCT.</strong></td>
|
|
<td colspan=2><strong>NOV.</strong></td>
|
|
<td colspan=2><strong>DIC.</strong></td>
|
|
<td colspan=2><strong>ENERO</strong></td>
|
|
<td colspan=2><strong>FEB.</strong></td>
|
|
<td colspan=2><strong>MARZO</strong></td>
|
|
<td colspan=2><strong>ABRIL</strong></td>
|
|
<td colspan=2><strong>MAYO</strong></td>
|
|
</tr>
|
|
<tr>
|
|
<td><strong>Quincenas</strong></td>
|
|
<td><strong>1ª</strong></td>
|
|
<td><strong> 2ª</strong></td>
|
|
<td><strong>1ª</strong></td>
|
|
<td><strong>2ª</strong></td>
|
|
<td><strong>1ª</strong></td>
|
|
<td><strong>2ª</strong></td>
|
|
<td><strong>1ª</strong></td>
|
|
<td><strong>2ª</strong></td>
|
|
<td><strong>1ª</strong></td>
|
|
<td><strong>2ª</strong></td>
|
|
<td><strong>1ª</strong></td>
|
|
<td><strong>2ª</strong></td>
|
|
<td><strong>1ª</strong></td>
|
|
<td><strong>2ª</strong></td>
|
|
<td><strong>1ª</strong></td>
|
|
<td><strong>2ª</strong></td>
|
|
<td><strong>1ª</strong></td>
|
|
<td><strong>2ª</strong></td>
|
|
<td><strong>1ª</strong></td>
|
|
<td><strong>2ª</strong></td>
|
|
</tr>
|
|
<tr>
|
|
<td><strong>A</strong></td>
|
|
<td>1,63</td>
|
|
<td>2,95</td>
|
|
<td>3,68</td>
|
|
<td>3,80</td>
|
|
<td>4,21</td>
|
|
<td>3,39</td>
|
|
<td>2,40</td>
|
|
<td>2,04</td>
|
|
<td>1,94</td>
|
|
<td>1,55</td>
|
|
<td>1,59</td>
|
|
<td>1,46</td>
|
|
<td>1,70</td>
|
|
<td>1,88</td>
|
|
<td>2,84</td>
|
|
<td>2,88</td>
|
|
<td>3,19</td>
|
|
<td>3,39</td>
|
|
<td>3,69</td>
|
|
<td>4,03</td>
|
|
</tr>
|
|
<tr>
|
|
<td colspan=2><strong>B</strong></td>
|
|
<td>1,48</td>
|
|
<td>2,75</td>
|
|
<td>3,04</td>
|
|
<td>3,51</td>
|
|
<td>3,39</td>
|
|
<td>2,40</td>
|
|
<td>2,04</td>
|
|
<td>1,94</td>
|
|
<td>1,55</td>
|
|
<td>1,59</td>
|
|
<td>1,46</td>
|
|
<td>1,70</td>
|
|
<td>1,88</td>
|
|
<td>2,84</td>
|
|
<td>2,88</td>
|
|
<td>3,19</td>
|
|
<td>3,39</td>
|
|
<td>3,69</td>
|
|
<td>4,03</td>
|
|
</tr>
|
|
<tr>
|
|
<td colspan=3><strong>C</strong></td>
|
|
<td>1,38</td>
|
|
<td>2,28</td>
|
|
<td>2,81</td>
|
|
<td>2,83</td>
|
|
<td>2,40</td>
|
|
<td>2,04</td>
|
|
<td>1,94</td>
|
|
<td>1,55</td>
|
|
<td>1,59</td>
|
|
<td>1,46</td>
|
|
<td>1,70</td>
|
|
<td>1,88</td>
|
|
<td>2,84</td>
|
|
<td>2,88</td>
|
|
<td>3,19</td>
|
|
<td>3,39</td>
|
|
<td>3,69</td>
|
|
<td>4,03</td>
|
|
</tr>
|
|
<tr>
|
|
<td colspan=4><strong>D</strong></td>
|
|
<td>1,14</td>
|
|
<td>2,11</td>
|
|
<td>2,26</td>
|
|
<td>2,00</td>
|
|
<td>2,04</td>
|
|
<td>1,94</td>
|
|
<td>1,55</td>
|
|
<td>1,59</td>
|
|
<td>1,46</td>
|
|
<td>1,70</td>
|
|
<td>1,88</td>
|
|
<td>2,84</td>
|
|
<td>2,88</td>
|
|
<td>3,19</td>
|
|
<td>3,39</td>
|
|
<td>3,69</td>
|
|
<td>4,03</td>
|
|
</tr>
|
|
<tr>
|
|
<td colspan=5><strong>E</strong></td>
|
|
<td>1,05</td>
|
|
<td>1,70</td>
|
|
<td>1,60</td>
|
|
<td>1,70</td>
|
|
<td>1,94</td>
|
|
<td>1,55</td>
|
|
<td>1,59</td>
|
|
<td>1,46</td>
|
|
<td>1,70</td>
|
|
<td>1,88</td>
|
|
<td>2,84</td>
|
|
<td>2,88</td>
|
|
<td>3,19</td>
|
|
<td>3,39</td>
|
|
<td>3,69</td>
|
|
<td>4,03</td>
|
|
</tr>
|
|
</table>
|
|
<p align=center><strong>A:</strong> trasplante 1ª quincena de agosto.<br>
|
|
<strong>B:</strong> trasplante 2ª quincena de agosto.<br>
|
|
<strong>C:</strong> trasplante 1ª quincena de septiembre.<br>
|
|
<strong>D:</strong> trasplante 2ª quincena de septiembre.<br>
|
|
<strong>E:</strong> trasplante 1ª quincena de octubre.</p>
|
|
<p align=center><strong>Tabla 2. Consumos medios (l/m2.día) del cultivo de tomate de primavera en invernadero.<br>
|
|
Fuente: Documentos Técnicos Agrícolas. Estación Experimental “Las Palmerillas”. Caja Rural de Almería. </strong></p>
|
|
<table cellspacing=0 cellpadding=5 bordercolor=#CCCCCC border=1 align=center>
|
|
<tbody><tr>
|
|
<td><strong>MESES</strong></td>
|
|
<td colspan=2><strong>DICIEMBRE</strong></td>
|
|
<td colspan=2><strong>ENERO</strong></td>
|
|
<td colspan=2><strong>FEBRERO</strong></td>
|
|
<td colspan=2><strong>MARZO</strong></td>
|
|
<td colspan=2><strong>ABRIL</strong></td>
|
|
<td colspan=2><strong>MAYO</strong></td>
|
|
<td colspan=2><strong>JUNIO</strong></td>
|
|
</tr>
|
|
<tr>
|
|
<td><strong>Quincenas</strong></td>
|
|
<td>1ª</td>
|
|
<td>2ª</td>
|
|
<td>1ª</td>
|
|
<td>2ª</td>
|
|
<td>1ª</td>
|
|
<td>2ª</td>
|
|
<td>1ª</td>
|
|
<td>2ª</td>
|
|
<td>1ª</td>
|
|
<td>2ª</td>
|
|
<td>1ª</td>
|
|
<td>2ª</td>
|
|
<td>1ª</td>
|
|
<td>2ª</td>
|
|
</tr>
|
|
<tr>
|
|
<td><strong>A</strong></td>
|
|
<td>0,40</td>
|
|
<td>0,65</td>
|
|
<td>0,93</td>
|
|
<td>1,31</td>
|
|
<td>1,88</td>
|
|
<td>2,25</td>
|
|
<td>3,40</td>
|
|
<td>3,84</td>
|
|
<td>4,39</td>
|
|
<td>4,24</td>
|
|
<td>4,15</td>
|
|
<td>4,03</td>
|
|
<td>4,88</td>
|
|
<td>5,09</td>
|
|
</tr>
|
|
<tr>
|
|
<td colspan=2><strong>B</strong></td>
|
|
<td>0,33</td>
|
|
<td>0,66</td>
|
|
<td>1,03</td>
|
|
<td>1,53</td>
|
|
<td>2,06</td>
|
|
<td>3,40</td>
|
|
<td>3.84</td>
|
|
<td>4,79</td>
|
|
<td>4,66</td>
|
|
<td>4,61</td>
|
|
<td>4,54</td>
|
|
<td>4,88</td>
|
|
<td>5,09</td>
|
|
</tr>
|
|
<tr>
|
|
<td colspan=3><strong>C</strong></td>
|
|
<td>0,34</td>
|
|
<td>0,74</td>
|
|
<td>1,19</td>
|
|
<td>1,69</td>
|
|
<td>3,13</td>
|
|
<td>3,84</td>
|
|
<td>4,79</td>
|
|
<td>5,09</td>
|
|
<td>5,08</td>
|
|
<td>5,04</td>
|
|
<td>5,48</td>
|
|
<td>5,09</td>
|
|
</tr>
|
|
<tr>
|
|
<td colspan=4><strong>D</strong></td>
|
|
<td>0,44</td>
|
|
<td>1,03</td>
|
|
<td>1,50</td>
|
|
<td>2,84</td>
|
|
<td>3,84</td>
|
|
<td>4,79</td>
|
|
<td>5,09</td>
|
|
<td>5,08</td>
|
|
<td>5,04</td>
|
|
<td>5,48</td>
|
|
<td>5,09</td>
|
|
</tr>
|
|
</table>
|
|
<p align=center><strong>A:</strong> siembra o trasplante 1ª quincena de diciembre.<br>
|
|
<strong>B:</strong> siembra o trasplante 2ª quincena de diciembre.<br>
|
|
<strong>C:</strong> siembra o trasplante 1ª quincena de enero.</p>
|
|
<p>
|
|
|
|
|
|
|
|
|
|
<table width=200 cellspacing=0 cellpadding=10 border=0 align=right> <tbody><tr> <td><div align=right><span class=MsTit1>Publicidad</span> </div> <table width=100% cellspacing=0 cellpadding=1 border=0 bgcolor=#009900> <tbody><tr> <td><table width=100% cellspacing=0 cellpadding=10 border=0> <tbody><tr> <td bgcolor=#EBFFEA> <div align=left> <strong> <a href=https://www.infoagro.com/formacion/pub/curso_superior_productor_cultivos_horticolas_en_invernadero.asp> Curso Superior en <br> Productor Hortícola en Invernadero</a> </strong><br> Desarrolla y aborda en profundidad, y de forma racional, el proceso de producción de los distintos cultivos hortícolas en invernadero, describiendo todos aquellos factores que condicionan este agrosistema. Se tratan diversos aspectos tecnológicos incluyendo temas dedicados al riego y fertilización, cultivos sin suelo, control fitosanitario, sistemas de climatización, gestión de cultivos y un análisis económico y ambiental de los mismos...<br> <a href=https://www.infoagro.com/formacion/pub/curso_superior_productor_cultivos_horticolas_en_invernadero.asp>Más información</a><br><br> <a href=https://www.infoagro.com/cursos class=Mlink1>www.infoagro.com</a> </div> </td> </tr> </table></td> </tr> </table></td> </tr> </table>
|
|
|
|
|
|
|
|
|
|
Existe otra técnica empleada de menor difusión que consiste en extraer la fase líquida del suelo mediante succión a través de una cerámica porosa y posterior determinación de la conductividad eléctrica.<br>
|
|
<br>
|
|
En la práctica en los enarenados de Almería la frecuencia de riego para un cultivo ya establecido es de 2-3 veces por semana en invierno, aumentando a 4-7 veces por semana en primavera-verano, con caudales de 2-3 litros por planta.<br>
|
|
<br>
|
|
En cultivo hidropónico el riego está automatizado y existen distintos sistemas para determinar las necesidades de riego del cultivo, siendo el más extendido el empleo de bandejas de riego a la demanda. El tiempo y el volumen de riego dependerán de las características físicas del sustrato.<br>
|
|
<br>
|
|
En cuanto a la nutrición, cabe destacar la importancia de la relación N/K a lo largo de todo el ciclo de cultivo, que suele ser de 1/1 desde el trasplante hasta la floración, cambiando hasta 1/2 e incluso 1/3 durante el período de recolección. En el cultivo del tomate en racimo el papel del potasio en la maduración del tomate es esencial, pudiéndose emplear en forma de nitrato potásico, sulfato potásico, fosfato monopotásico o mediante quelatos.<br>
|
|
<br>
|
|
La adición de inhibidores de la nitrificación ralentizan la oxidación de amonio a nitrato, de manera que el amonio se mantiene durante más tiempo en el suelo, ya que este tipo de fertilizantes afectan a las bacterias que participan en este proceso. De esta manera el nitrógeno se suministra de forma gradual, ya que se adapta a las necesidades de cada cultivo a lo largo de su periodo de desarrollo y disminuyen las pérdidas de nitrato por lixiviación y desnitrificación, pues el efecto contrario tiene lugar con la adición de abonos minerales con elevado contenido en nitrógeno amoniacal.<br>
|
|
<br>
|
|
El fósforo juega un papel relevante en las etapas de enraizamiento y floración, ya que es determinante sobre la formación de raíces y sobre el tamaño de las flores. En ocasiones se abusa de él, buscando un acortamiento de entrenudos en las épocas tempranas en las que la planta tiende a ahilarse. Durante el invierno hay que aumentar el aporte de este elemento, así como de magnesio, para evitar fuertes carencias por enfriamiento del suelo.<br>
|
|
<br>
|
|
El calcio es otro macroelemento fundamental en la nutrición del tomate para evitar la necrosis apical (blossom end rot), ocasionado normalmente por la carencia o bloqueo del calcio en terrenos generalmente salinos o por graves irregularidades en los riegos.<br>
|
|
<br>
|
|
Entre los microelementos de mayor importancia en la nutrición del tomate está el hierro, que juega un papel primordial en la coloración de los frutos, y en menor medida en cuanto a su empleo, se sitúan manganeso, zinc, boro y molibdeno.<br>
|
|
<br>
|
|
A la hora de abonar, existe un margen muy amplio de abonado en el que no se aprecian diferencias sustanciales en el cultivo, pudiendo encontrar “recetas” muy variadas y contradictorias dentro de una misma zona, con el mismo tipo de suelo y la misma variedad. No obstante, para no cometer grandes errores, no se deben sobrepasar dosis de abono total superiores a 2g.l-1, siendo común aportar 1g.l-1 para aguas de conductividad próxima a 1mS.cm-1.<br>
|
|
<br>
|
|
Actualmente se emplean básicamente dos <u>métodos para establecer las necesidades de abonado</u>: <p></p>
|
|
<ul>
|
|
<li>En función de las extracciones del cultivo, sobre las que existe una amplia y variada bibliografía.</li>
|
|
<li>En base a una solución nutritiva “ideal” a la que se ajustarán los aportes previo análisis de agua. Este método es el que se emplea en cultivos hidropónicos, y para poder llevarlo a cabo en suelo o en enarenado, requiere la colocación de sondas de succión para poder determinar la composición de la solución del suelo mediante análisis de macro y micronutrientes, CE y pH.</li>
|
|
</ul>
|
|
<p>Los fertilizantes de uso más extendidos son los abonos simples en forma de sólidos solubles (nitrato cálcico, nitrato potásico, nitrato amónico, fosfato monopotásico, fosfato monoamónico, sulfato potásico, sulfato magnésico) y en forma líquida (ácido fosfórico, ácido nítrico), debido a su bajo coste y a que permiten un fácil ajuste de la solución nutritiva, aunque existen en el mercado abonos complejos sólidos cristalinos y líquidos que se ajustan adecuadamente, solos o en combinación con los abonos simples, a los equilibrios requeridos en las distintas fases de desarrollo del cultivo.<br>
|
|
<br>
|
|
El aporte de microelementos, que años atrás se había descuidado en gran medida, resulta vital para una nutrición adecuada, pudiendo encontrar en el mercado una amplia gama de sólidos y líquidos en forma mineral y en forma de quelatos, cuando es necesario favorecer su estabilidad en el medio de cultivo y su absorción por la planta.<br>
|
|
<br>
|
|
La clorosis férrica es característica de especies que crecen en suelos calizos. La deficiencia en hierro acorta el ciclo vital de las plantas, los rendimientos disminuyen y los frutos son de peor calidad. El quelato férrico, es una de las mejores soluciones para combatir la clorosis férrica, pero tienen un elevado precio, por ello si se disminuyen las cantidades de quelato que se aplican se reducirían costos y aumentarían los beneficios.<br>
|
|
<br>
|
|
También se dispone de numerosos correctores de carencias tanto de macro como de micronutrientes que pueden aplicarse vía foliar o riego por goteo, aminoácidos de uso preventivo y curativo, que ayudan a la planta en momentos críticos de su desarrollo o bajo condiciones ambientales desfavorables, así como otros productos (ácidos húmicos y fúlvicos, correctores salinos, etc.), que mejoran las condiciones del medio y facilitan la asimilación de nutrientes por la planta.<br>
|
|
<br>
|
|
Las sustancias húmicas complejan la mayoría de los metales presentes en el suelo, aumentando su disponibilidad en las plantas. Los aminoácidos también juegan un papel importante en la captación de nutrientes.</p>
|
|
<p>La <strong>fertirrigación carbónica</strong> consiste en el uso de agua carbonatada para el riego. El agua carbonatada se consigue mediante la inyección de CO2 a presión en la tubería principal de manera que al disolverse en el agua de riego produce ácido carbónico que reduce el <a href="https://www.infoagro.com/instrumentos_medida/categoria.asp?k=53">pH</a> del agua y origina diversos bicarbonatos al reaccionar con carbonatos y otras sales presentes en el agua. El agua carbonatada recibe a continuación los fertilizantes habituales para el riego cuya solubilidad mejora en un agua ligeramente ácida.<br>
|
|
Para aportar CO2 al sistema de riego hay que tener en cuenta la presión de la línea de agua de riego, la distancia del punto de inyección de CO2 al primer gotero, la temperatura del agua, el sistema de difusión del CO2 en el agua y la cantidad de CO2 por litro de agua.<br>
|
|
La utilización del agua carbonatada es rentable en el cultivo del tomate; encontrándose la dosis óptima en torno a los 0.20 g de CO2/l, produciendo los mayores incrementos de cosecha. El mayor tamaño de los frutos se alcanza con una dosis de 0.35 g de CO2/l (Aguilera <em>et al</em>; 2001).</p>
|
|
<p><u>Ventajas de la fertirrigación carbónica</u>:</p>
|
|
<ul>
|
|
<li>Acidifica el suelo modificando la solubilidad de los micronutrientes.</li>
|
|
<li>Aumenta la calidad y el número de frutos.</li>
|
|
<li>Favorece la disolución de los abonos utilizados.</li>
|
|
<li>Evita y elimina incrustaciones en la red de riego.</li>
|
|
<li>Ahorra abonos.</li>
|
|
<li>Sustituye parcialmente la utilización de ácido nítrico.</li>
|
|
</ul>
|
|
<p>
|
|
|
|
<br>
|
|
</p>
|
|
<table cellspacing=0 cellpadding=0 border=0 align=center>
|
|
<tbody><tr>
|
|
<td width=150> </td>
|
|
<td width=250><div align=center><img src="data:image/gif;base64,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" width=72 height=79><br>
|
|
<strong>Página 1 de 3 </strong></div></td>
|
|
<td width=150><table cellspacing=0 cellpadding=0 border=0 align=right>
|
|
<tbody><tr>
|
|
<td><a href=https://www.infoagro.com/hortalizas/tomate2.htm><strong>Siguiente página</strong></a></td>
|
|
<td><a href=https://www.infoagro.com/hortalizas/tomate2.htm><img src=data:image/gif;base64,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 width=35 height=30 border=0></a></td>
|
|
</tr>
|
|
</table></td>
|
|
</tr>
|
|
</table>
|
|
<br><br>
|
|
|
|
|
|
|
|
</div>
|
|
<div align=right><br>
|
|
<span class=txtTitSecc2>Síguenos </span> <a href=http://www.youtube.com/user/infoagrocom target=_blank><img src="data:image/png;base64,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" width=32 height=32 border=0></a> <a href=http://www.facebook.com/pages/infoagrocom/187876971228996 target=_blank><img src="data:image/png;base64,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" width=32 height=32 border=0></a> <a href=http://twitter.com/#!/infoagrocom target=_blank><img src="data:image/png;base64,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" width=32 height=32 border=0></a><br>
|
|
<br>
|
|
</div>
|
|
<div class=box01><a href=http://www.infoagro.com/ class=Hlink2>PORTADA</a> • <a href=http://www.infoagro.com/agrointernet/infoagro.asp class=Hlink2>Contacto</a> • <a href=http://www.infoagro.com/agrointernet/anuncios.htm class=Hlink2>Publicidad</a></div>
|
|
<div class=boxMainTopBB> © Copyright Infoagro Systems, S.L.</div>
|
|
<br>
|
|
<br>
|
|
<br>
|
|
<br>
|
|
<ins class="adsbygoogle adsbygoogle-noablate" style=display:none!important data-adsbygoogle-status=done></ins><ins class="adsbygoogle adsbygoogle-noablate" style=display:none!important;width:100vw!important;height:100vh!important;bottom:auto!important;clear:none!important;float:none!important;left:0px!important;margin:0px!important;max-height:none!important;max-width:none!important;opacity:1!important;overflow:visible!important;padding:0px!important;position:fixed!important;right:auto!important;top:0px!important;vertical-align:baseline!important;visibility:visible!important;z-index:2147483647!important;background-color:transparent data-adsbygoogle-status=done aria-hidden=true data-vignette-loaded=true></ins> |