tag:blogger.com,1999:blog-78170880247016036552024-02-20T00:38:27.697-08:00hipertext i praxiAnonymoushttp://www.blogger.com/profile/00861040627767647667noreply@blogger.comBlogger6125tag:blogger.com,1999:blog-7817088024701603655.post-10523794640374379012014-04-06T13:47:00.000-07:002014-04-07T01:37:28.671-07:00"mapes de connexions" <div lang="ca-ES" style="margin-bottom: 0cm;">
<span style="font-size: x-large;"><img align="BOTTOM" border="0" src="http://img02.lavanguardia.com/2014/04/03/Mapa-del-cerebro-humano_54404676358_51351706917_600_226.jpg" height="150" name="gráficos1" width="400" /></span></div>
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<span style="font-family: Arabic Typesetting, cursive; font-size: x-large;">Fa
uns dies llegia a “La Vanguardia” que<a href="http://www.lavanguardia.com/vida/20140402/54405390186/cientificos-de-eeuu-presentan-un-mapa-con-las-conexiones-del-cerebro-humano.html"> científics nord-americans han fet un “mapa de les connexions” del cervell humà</a> (!!!). No
negaré que la fotografia que veieu dalt, extreta de l'article, té el seu interès estètic. Certament, amb tots aquells cabdells de
colors, sembla una bona metàfora per expressar la idea de
complexitat, tot i que... bé, crec que la constant
aleatorietat d'un cervell viu, palpitant, polsant i en 3D, immers en un procés continuu de
canvi que involucra a un nombre inimaginable de cèl·lules i les seves
micro-interaccions químiques i elèctriques, a temps "real"... uf, això sí que és complexitat! Quan hi pensem,
voleu dir que contemplar una mena de tomografies acolorides és tan revelador? </span>
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<span style="font-family: Arabic Typesetting, cursive; font-size: x-large;">Sí,
ja ho sé, es diu cientisme. Segur que es tracta d'una troballa molt positiva, però ja sabeu, la
ciència dona peu a bons titulars. I no és que cregui en
dualismes ni res de tot això: el cervell és matèria, la ment és una conseqüència de l'activitat cerebral, i estic molt agraït als científics per furgar a veure què hi troben. Em plantejo, però, quin bé fan a la ciència els titulars sensacionalistes.</span></div>
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<span style="font-family: Arabic Typesetting, cursive; font-size: x-large;"><span lang="ca-ES">Exemple:
<a href="http://www.tendencias21.net/Consiguen-crear-recuerdos-mediante-manipulacion-cerebral_a23810.html">Consiguen
crear recuerdos mediante manipulación cerebral</a>. Si llegiu bé
l'article, veureu que no és el que sembla, però el titular ja està
fet (diu que van descobrir que una certa substància afavoria la
retenció en ratolins, i prou). De fet, es mencionen altres
experiments, però la veritat, implantar records mitjançant
persuasió és quelcom antiquíssim: alguns li diuen hipnosi, tot i
que hi ha tècniques ancestrals encara més dràstiques per "crear-te" records, com bé saben a Guantànamo.
Esborrar records danyant el cervell... bé, això tampoc és massa
innovador, ni que s'emprin drogues de disseny o elèctrodes. Al cap i a la fi, no podem dir que un bon cop de pedra al
cap sigui tecnologia punta, i té els mateixos efectes amnèsics. Així que ho sento pels més optimistes:
de moment, res d'implantar-nos entrades USB al clatell, o de rememorar vacances fictícies al
Carib en bona companyia.</span></span></div>
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<span style="font-family: Arabic Typesetting, cursive; font-size: x-large;"><span lang="ca-ES">Ser
un pèl escèptic no vol dir no admirar la labor dels científics. De
tant en tant ens sorprenen amb “bulos” com lo de la fusió nuclear de
</span></span><span style="font-family: Arabic Typesetting, cursive; font-size: x-large;">S. Pons i M. Fleischmann</span><span style="font-family: Arabic Typesetting, cursive; font-size: x-large;"><span lang="ca-ES">,
o allò més recent de que ara <a href="http://www.vanguardia.com.mx/elultimoestudioniponsobrecelulasmadreconteniapartesfraudulentas-1987905.html">fan
cèl·lules mare amb àcid</a>, però això no es culpa de la ciència. Mentrestant, els abnegats tecnocientífics van fent la seva feina en ares del benestar de tots. Ara bé, tornant al tema del cervell humà, tampoc estaria de més que la premsa promocionés amb més passió i misticisme aquelles disciplines que estudien les seves
manifestacions (pensament, cultura, societat...). No cal que surti un altre "divulgador-pop", però sí una mica més de reconeixement, si us plau.</span></span></div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
<span style="font-family: Arabic Typesetting, cursive; font-size: x-large;">Arribats
a aquest punt, sé que estic <i>preaching to the choir</i>, així que
paro. Us passo una foto del cap d'una mosca de la fruita</span><span style="font-family: Arabic Typesetting, cursive; font-size: x-large;">, meravellosa
i petita obra d'enginyeria evolutiva (ei, no em negareu que la
imatge és fins i tot millor que l'anterior). Us imagineu
què bo seria poder veure la realitat amb ulls multifacètics, com ho
fan aquests insectes? De moment, ens haurem de conformar amb les Humanitats.</span></div>
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Anonymoushttp://www.blogger.com/profile/00861040627767647667noreply@blogger.com0tag:blogger.com,1999:blog-7817088024701603655.post-33740666133084111442014-03-19T06:42:00.001-07:002014-03-31T14:06:57.070-07:00la Boca della Verità (I)<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
<a href="https://www.blogger.com/null" name="irc_mi"></a>
<img align="BOTTOM" border="0" src="http://upload.wikimedia.org/wikipedia/commons/thumb/1/1b/Bocca_della_verita.jpg/250px-Bocca_della_verita.jpg" height="373" name="gráficos1" vspace="82" width="250" />
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<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
Senyors
enginyers, perquè no inventen com produir en massa la <i>Boca della
Verità</i>? S'imaginen quanta feina estalviarien als jutges d'aquest
país? També en podríem posar una a cadascun dels nombrosos
parlaments d'aquesta disgregada entitat política encara coneguda com
Espanya, per no dir res del salons de plens dels seus innombrables
ajuntaments. No cal que mossegui: una petita
descàrrega elèctrica llençada pels ulls, o encara millor, una
pilota de goma disparada amb mala llet, a lo Mazinger Z, crec que ja
faria. Estic segur que, de moment, la malferida democràcia en
sortiria beneficiada i, qui sap, potser l'economia li aniria seguint
les passes.</div>
<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
Com no crec
que els de Silicon Valley tinguin massa interès en la meva proposta,
he pensat que podria “psicoanalitzar” amb l'AntConc als diversos
grups polítics que formen el consistori de Tortosa, ciutat on vaig
nàixer i on actualment resideixo (em sap mal dir “d'on sóc”,
perquè cada cop em sento més de cap lloc en concret). Desprès
de set anys tractant assíduament amb alguns polítics tortosins puc
dir, a perill d'equivocar-me, que independentment de les seves
ideologies, no són tots iguals. A la resta, o bé no els he conegut,
o bé els he conegut massa... Tot i això, prometo deixar de banda
les meves simpaties i animadversions per mirar d'esbrinar quins
pensaments els torturen: la crisi, la independència, el
transvasament del Ebre, la Verge de la Cinta, quin vestidet em posaré
a la Festa del Renaixement, etc. La llista d'obsessions tortosines és
llarga, però no infinita, així que em veig en cor de triar quatre o
cinc temes candents mentre faig seure als senyors regidors al meu
divan. Ja us contaré en successius posts.</div>
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Anonymoushttp://www.blogger.com/profile/00861040627767647667noreply@blogger.com0tag:blogger.com,1999:blog-7817088024701603655.post-44062332006766449312014-03-19T04:34:00.001-07:002014-03-31T13:55:53.734-07:00beatus ille<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span lang="ca-ES">Fa
poc, l'amic i activista Josep Cid va enviar-me un correu informant-me
de que en tenia una de pensada per ajudar als joves en situació
d'atur. En resum i en les seves paraules, </span><span lang="ca-ES">“</span><span lang="ca-ES"><span style="text-decoration: none;">es
</span></span><span lang="ca-ES"><span style="text-decoration: none;">tracta
bàsicament de cultivar un hort urbà, ecològic i comunitari a
Roquetes, a més d’oferir tot un seguit d’activitats formatives
relacionades amb l’agricultura ecològica i tradicional de les
nostres terres”. En el missatge també demanava ajud material
(eines, bàsicament) i tècnic, així com que féssim difusió del
projecte. Evidentment, i malgrat tots els inconvenients amagats
darrera les utopies, vaig alegrar-me moltíssim de la seva
iniciativa.</span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"></span></span></div>
<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
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xud27f59O9dPPHXXbfyOr2kNdVpv5epNRXl+q+ONduke901PsmnJN5SyGNWZmIyAxbIzgE4HTPOeDXf6FqE2qaHaXtxB5EsyZZOcdSMjPY4yPY9T1rmoY2nXm4Qvp+PocmGzCjiKjp076a7aNeRo0VyPiHxvHp9y2naXD9r1EOqYwWRWJ5Xg5ZugwPXrkYrm9W8TeLdE1NI724hRmCzCFY0ZNpP3cgZ4IK9c8dehqK2Y0aTe7tvboZ181oUW1q7aOy0R6lRWZ4e1R9Z0K1v5I1jklB3KpyMhipI+uM/41zfifx42lX5sdNit55I8ebI5JVW5ymBjkcc59RjNbVMVSp01Vk9HsdFXG0aVFVpv3Xt8zt6pat9v/sq5/svy/tuz915nTP8ALOM4zxnGeKp3HiawsdFtNSvn8n7VCskcK/MzEru2j164ycDkZxmpNN1W08S6PLLZyXESPuhY/ckjbHY8jOCCCM03Vpz/AHalq18ynWpVL0oy95ro9TjvAfiDUJJL9dQuZprGCAzvNLucxkY4zyeRk4/2eO+aOneIdX8ReM7MJdSW8LTAi3SVlQRr8xBx94kA8nrnsOkXiW8j0CS48PaPF5EJRPtUxyZZm25wWz93BHAA53dic4WhTX8GuWkmmR+ZeB8RptyGyCCD7Yzk8YHOR1r56WInCUKDk3yvW3rt8j5WeKqU5U8NKTfK/et112Xe35nu1FFFfUH2QUVieIfFFj4djUT7pbmQExwIRk+5PYZ4z+QODXGal4l8Xppltq7GGztJz5aLHEvPGQxD5PIzj/d9wTx18dSotp3bW9unqcGIzGjQbi7tre2tvU9Oqvf3sOm2E95cNiKFC7cjJ9hnueg9zXO+CfEl3r9tcpeJH5ttsHmIMbwQeo9flPTjnoMVy/xC143uojSoHU21qQ0hAB3S4PfPYHGOOc56CorY+EcP7aPXb1M6+ZU4YX6xDrt6/wDAKmq+IfEGp2j6ul1JaWK3HkRxQSlSGK7sZGC2ABknueO4HpHhrUZNW8O2V7MP3roQ54+ZlJUngDrjOO2a858YkadaaT4fjZcWcHmTiOUsplbrkH8SM9n6CvSPD2nHSvD9lZsGEkceZAxBw7fMwyOOCTXLgHU+szUpN2Sv6/8AA1Rx5Y6v1ucZSbslf/F/wNUadYGv+J4dHP2eFBNdkZK54j44Lfpx6enGd+vJPt/2jWVvr1fMVpxJKmMgrnlQD2xwAavNsbPDQjGDs5dey6n1OFoqo25bI667n8R2WlHVZr2FQGVza+SAArEcEkZzk4I/XNa3h/XE1uzZimy4iwJUHTJ6Eexwfp+pz/Fep28nhlTBIkq3bKEIbBwDuJx7EAH0zWL4F/5Dc3/Xs3/oS1zLEyoY6FGEnKMkr3d9XfVfhtoaezU6Lm1Zode+KtVvNUePSmIiyViSOIOzgZ+bkZ5647D86iuvEHiLTLwQ3dwnmLhmjKxsMeh29M/UGu0mutM0WCRc21vhTL5KFUZ+Oy8ZJxivNP8AStb1f+9cXMnuQufzO0D8gK48f7eg0vbOU5PZOyXy/I1ock/sJRR2kfiW6j8Lvql1DCJnkMduq5Cv7nk9CG9OnvWHZ6z4ovkkkt5i0cYJeRo41RcdcsQB3ruI9Ms47CGya3jlghACrIgbkd+mM8nn3Nc94s16D+yxa2VzHK9wcO0Ugbag6jg8Z4HuM13YylVp01Uq1mlFbJ2bfXX18jGlKMpcsYXu+vRGPY+LtbadYQYbmSVlRBIgGCTjjGOue9eiV594L0r7VqDXsqZhtvu5HBc9O3Yc+oO2vQa1yV1pUHUqybvtcnGcinyxVgrjvFPiS6sdQS0sJvLaNcynaDknkDkdhzx6+1djXmNrNd3euHVxptzdoJy+xNxAPVRuA7fL+VPN684QjTptpye6volvtr2FhYJtykr2Len614m1S4ENrcFuQGfyU2p7sdvHQ16BCrpBGksnmSKoDPtxuOOTjtmuDTx3qIdS9tasmRuCqwJHscnFdBq+ux/8Is1/aSFTcDy4iQQQxOD06EANz0yO9YZfiqMKc5Oq5tK+t9vJNsuvTm5JcqV+xV1/xS1rcfYNMUS3ROx2xu2seAqju2fw7c9spvFOr6VeGC8ZLh12+akkWwoepCkYzwRzgj0yOTX8GWS3Wt+bIhZLdC4OMrvyAM/qR7j2q/4+hRZ7GYL+8dXRjnqAQR/6EfzrknXxVXDyxqm42eiW1tvnr3NYwpxqKja/mdjZ3UV9ZxXUJzHKoYcjI9jjuOhrF8Q+Jk0jFvbhJbw4JVuVjHvjufT8fTNjwqjR+GrMOpUkMcEY4LEg/kc1Q1fSYLXWl8QTyZtosPNGc7twACbcdedvX+XT1q9WvLCRnT0btd9k1q/kcsIwVVqWqV7eZgP4n1+wu9l1IC6gFopYlHUZGcAEdQetd3pd+up6bDeIhQSA/KTnBBIP6ivNJJRretyTXNzHaiZx80mSFGQAOB2Hc4HHJFemada29np8EFod0CrlG3btwPOc++c1xZNVrVKk7zcodLu730/A2xcYRitLMtVV1DULfTLN7m5fai8ADqx7ADuatV5p4t1A3uuSxh8w2/7pAMgZ/i4PfORn2FejmON+qUedat6Iww9H2s7dC7J4k1u8invom+y2cXy/JCHG4/dBJHXkZPAHpkgHZ8OeKG1a4e1u44458boynAYDqME5z3+memOdDR9Mhg8PQ2bxECaLMysNrEsPmBxg98euAK4jwijN4ltiqkhA5YgdBtIyfxIH415XNisNWouU2+fdP5fdv0Om1OpCdlbl2PTK4DVvGV7JeuunTCO2Q4VvLG5+nJ3Z75x04PNa3jPVxa2X9nxMRPOAXwCMR89/cjHfjPtXNR6fqeiQDUZdOwRjy5JCGERI4Yr2bOMZ4B7Zxi81xlRz9jRbSjrJq+n3Cw1KKXPPrsmd/pEeoR2C/wBpziW5Y7iAoGwf3eOD9ferVzcw2lu9xcSCOJBlmPauT8MeJ7q9vhY3x81pcmOQKFKkDJBAxxgf57dNqlgup6bNZu5QSAfMBnBBBH6ivTwuIjWw3PQu2tNd7+ZzVKbhUtPT0OMvPFerXjTzacvkWkHLNsDHBIA3E5Gc9h79cZq/4a8U3N9epYXqiR3B2SqADkZJ3Dp09PTvnNZGqzDSNGGgJg3BfzLt0JKnuoGR6bTxjp3ya0PBmm2Rm+2m7jlukB2QoSDGCBkkHBPXHp7nt4eHrYmWMjBVLv7Sb0XdJeS006nbOFNUW+X0O2ooor6o8wKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsnxV/wAihrX/AF4T/wDotq1qyfFX/Ioa1/14T/8Aotqmfwsip8D9D5hooor5w+SCiiigDe0P/kAab/16xf8AoAq/VDQ/+QBpv/XrF/6AKv15dX+JL1Z5Fb+LL1YUUUVBkdn8NP8AkY7j/r0b/wBDSvVK8r+Gn/Ix3H/Xo3/oaV6pX1OU/wC7L1Z9pkf+6L1YUUUV6Z7AVyvxICn4fawGGV8nkfiK6quT+Jgz8Ota5x+4/qKGJ7HzRLcxx2ghEHmAL1x0rMuLWaEIqrhZfulqsRN5P7uRxtfAzWndzK2llZE3JG2Iieuf8K5leNzn1TMZY12CFtzMD/D61dnBnTbhvMXHJrNjkeKZecEHhu1advqEklwzIqnpnjjrVONldFLe4kSyG8ZZcpGgDOx6DHam61PHczQfZFKI33/UVY1m8huboQwgISd0p7H2qkjFJfNeP5ZF2hu2ahJJp2JSvqMnszayOW3MuBtNbGlqlrpRKRo1y75dm6p9KxLmR5HyHJj6Mc8Z9qlh33Pk28e7cGwcHr9arlbSQ7XNG/fdOjSH5B1A71VaRZgyQD5CP4up9qm1C3HnPFyTHnIHfiqNtOyyBREAApI9qLdS2tCW4kQxPBDaKrnAZi2SavRK5sEtriNhcISRtHIHaori0iPkTRfeKfvDnoalsA3ltLK5VtpUux7VnJ80WZSIYbYSP5ly3CjJBPbPSrcE2mQx3YlTmRcxtjPT+VNmHlwCdkUs+OR2Ue3rUeqXNp50DRRD7K8e0svUH1p2btYIpsr22owxTETPiE/nmrVsPs1xdu74Dx5U5456VzDAS3J/iTsfatlo1MbQiYEFV28+tOcNNOo5R0uVVjlkmjjdAY2GAQOpq9DoOpra4a3b95yvGcj1xVi0gCO0FxIoaJspt64rrL3xJZWVlHdWpd7lU27yOM/Sru3tsTNzvaOxxVrojtbGXG6eMkbapx2Gy423AyoyzZPT2rRutRmltjevmN5CTlOAaoNvETLMxYSYbI6mkpMtXZpTzwPbwwqBtcEEY/Kqcl3u08abNCiuknmLJnk+xqzBJAkazqAxhGdtJFHbXl1vu7ZwJASrqe9RF8ujBRsQzpK8EW//AFLkBtp+6aguY/sDtHgsVI2nHatG5ntJkSFd0bp1/wBqqcty63brI3mKV7DpVRelhRfMNguYd7Ncgt3UL0BqqZWj1EzYKpnn3qwYwLOKRYwdz/NnvS3FnM+2WNflduM9/YVSsnqXy2GTsYmjDKEEg3AgdqimPnHZtGQuASOtad4sgtrUzQYRU2sQPeq4nWWNIztHlOGDgdqV9boSuUYbaUt8qgKR8xPUCtWPM7JwiQp0bHJ4rSt9FtruOSd9VhUonHbd7VPFptlbWb3/ANtSQRDaIm6n6UpyvqJmHcKzQlIlA3tkL3GP6VY05ViMkbiPMwyG6nNXY4dOmQ3sc7GZeWU9R7AVNbSWURQS2w2B2xKDyM9M1m3vYl6CaXLEmoRWYVjPh95H93aaxbLSbu/tb2OK3Z4ssyt6MK6fStPtx4njmefAKPjH8XymuYi1S6ty8EU7pHHMzbU/i5qqTb1RtSSauc+tzcwjywzIFOCPer1lrd/ZuGjlJ9ia0tShY4MVuoilHmK5681Fp2nW9wP3g+ZT/Ca3c42941im9ixaeMNQWQiRUkDcAY6VpR+NZlkCtAuVGDxU9loen71fDOQeM9jU8PhzTblGkkjO8uc4Nc0p0uxslU7lOXVIr+M+VaqHJycDp71swXRe0SAygDbzkd6ki0LTo1KrHg+oY5q5HaW1kmI4ty9eeSK5a3JUVkDpX3MO20q2u7lbzVBi3tvnCj/loewroNV1I2ekjUNSwm5f9Gt+yDtxTLqQzCGOOJSgIOCOtZfiK3uNQnWXUQWjACRxJ2FKnVjCKU+grKlG5yk08mryPNkvKTuGTXWeFdKlmsriCIiOfAd8jIPNULPSUju1ZIWjwMc+ldt4XiMV9KgThk+8amWMTmoLZnG5c8tTlpo5tEvjPfrsjPOUj4+tUYPFlqlw0jSsc5UlU+8K3PiDKwtigYle61xVtZwaTpQ1K6QNNKcQoew9TXZSjGaZdSjDY2/D2oTXF3NA4b7Kcvlvlrpo0ubi+tbUxsz26mRpjzkE8foa8hm1G5uJd5kZST0Q4FeleCPEMo0+aK5hke4GBHKOcr3BrLE0/ZU3KBhOmoxtE7PXdbt9K0CG2gP7+5PlRIvUD1rCv2/4RHw+JLQjzrrgAjkZ6tmrMcFlqGqtqcm4WtouSz9h7VwfiTVj4h1zzY3dLWP5EQngDNZ4azgmzShTVODfcrajpxuBFbW825z+9l3t1J960NE0UvdpE20TuwRCeg9TVeS3uLeRYIuXcjy16sTXV6La6hppvZrgwOLSIPJu6qT1APrXfSacbRZ0Uo80l1NG4fTfBNrsaMy3cpwq9Xc+/tT57XUX0ufVtZu1iXyS0dqrZ2j3rl/Diz+JNem17UiXjRsRhug9MVr+NNRMGhXm18h18tc+ppuSi7I99QlUourLRWPJ7PIuDeupMUL5I9TmvY9C8dWesWIikUQzwIEji9T615NeAW2k2tuOCcu59WPaq1szRfvFYqw6EHmtpQTPnWze8TSNJLc3L3KySebgH37/AJVyxlZpCxclnOWqa5kaViSxPPf1p2l6fLqep29rGMtNIEH0oegNnrvwj0U2en3Wt3AA8zATPpnj9a73UYZda8RWLSgLBbjcQehPeqS2qWVlY6TbcRwqGmx6dMfnWpdSG2sbq6kBDeXhK592XaxwnjXVhf38kjE+VEGI54wo+X9a8m00/aNTJDspeUEY92rqPFeoeVpswBwZnES5/urzn8c1i+E7VrrX7KJVBJfcR7Dmt6jtG492kek+N7hn8PW1moz5skaAZ5O3g1qzieytIrNdpSG2WL6FuKzNftg2saaFAKQI9yyseMZGK02lNxp1xqE+Ayney/7vIryrq8X/AFqdnLZDbSSOSyvJW5KuDnPZVx/MUyfzD4findQtzOTgn0bkUaQFl8KcAiSYknjn5m/+vVbxVfNELW0UEbGC8/7IxWsGp1EjNrlicx4fn1LxFa3XhSyVY1uJjLNOeQoFczrXht9Fkn3XayJE+wEfxGu60aCTwt4a+1EkT6izEbR8wT1rn7K3XXfEAa5f/iW2AM8xPcjoPzxXTGTk7W6mLikrnOazpdxo8Fm8848y5j8wRg8qPetTS/DrXPhw6zPcMluH2kA9Kzr9b3xV4qkCRsHlf5E7Kvauh8R3o8PeF4fDEcvmTs/mTIMYUdh9a0nDmfLEz0MBbeCSVmj1Bse9TJaQStg6oVPTGKxYZc4DKsY96SW7hRmCjIHes+WV7ArH2H4UXZ4P0RA+/bYQDd/e/drzXlt5e/8ACUeMInmaRYLi4SFADgpGWAGM5AODk9sk16b4MO7wL4eb1022P/kJa8013w1qXh69knjim+yRybobpGztGRtJI+6eQOcc9K4M2U+SDSvFPX+vvPBz1VHCDSvFO7/T9T1bVdGtNU0d9OeKNI9mIsJxEwGFKgY6enpx0NePeGfO/wCEn0zyPM3/AGhM+XnO3PzdO23OfbNdNP471fWbBrLTdNkS7ZB5ktuWdgvRiqgZXkjnJxn1wa1fBngyTS5hqWpDbdrkRQqwIjByCSRwSRnjoAfXplW5cZXg6C0W72OevyY/E05YdaR3drfL1Wp29cr8Q7r7P4UeLZu+0TJFnONuDvz7/cx+NdVWD4v0WTXNBe3g5uI3EsSlgAzDIwfwJx05xzivVxcZSoTjDex7eOjOWGnGG7TOV+F8EbXOpXBX96iRorZPCsWJH/jq/lXF6nHeRancrqCMl4ZC0wYAfMTknjjnOeOOeK1/DGvXfhvUp4hZSXDTYia2zsbzAcD+EnIywx7+1dR4X8OX19rT+ItbjaOQyM8VvIpzu6AkNkgL/COvAPQDPz8KaxNGnRhfmTd+y82fL06SxeHpYenfmTd9NEm93+hD42vJNL8MaXoO+MytCgn2MD8qAAcEZwWGQePu/Wqnh+W28NeELjWJJlW/vw8doFAZhtyBwR/e5PUYC9+KsfEfR76e9h1OCBpbZIPLkKAkpgs2SOwwevtzjjPM6FJqUkkY0/S1vLmE7Yp3R3+z7s4wN2xcElgWHXJrSvOVPFu62Vo/5rv1+Zriak6eOd1srR308136/M6n4f8AhmaOZdbvE2LsItkOQxzxv+mMgZ65z6E+h1yfh3wpcW2o/wBt6xctPqcgLbe0RIIPI6/LxgcDnGeDXWV6+ApeyoqPLb8/V9vToe7llH2OHUeXl/N+b7enQ8++J92RHp1msq7WLyvHxnjAU+o6v9efSoPhfBG1zqVwV/eokaK2TwrFiR/46v5UfErSrtruDVEj3WqwiF2Xko25iM+x3Yz6/hmn4AuNWtbm5Fjpn2qCfaskjv5aoVP97BHR+QAT6V5cpNZlzTWn39Dxpycc35qidvRvpZfiafxPuyI9Os1lXaxeV4+M8YCn1HV/rz6Vj+HPC8mtWmmyvbYtRdym4lIALRhY8DqCQSHXI6EmrPxIt5pPEdn5cMjebbrHHtUne29vlHqeRx7iu38J2U2n+F7G2uF2yhC7LggruYtgg9CM4PvWioLEY6fOtF+lvzNY4dYrMqiqL3Vb8LafM474nXzte2WnjcI0jM5+bhixKjj22nn/AGjVDw5eR+GtBuNceLzLy5c21pG+QNowWfr8y5wDgdVxkZ4r+OLeZvGl0iwyFpvL8oBTl/kUfL68gjjuK1/Dnw9edUu9ZLRxsAyWyHDnno/HHHYc89QRXO1Wq42cqa1V0n0XS5yNYitmFSVKN2m0n0XS/wB2xxF3d3F/dyXV1K0s8h3O7d/8+nau3+JeqmS7ttKjZTHEPOlwQfnOQAe4wMnrzuHtXM+INMuLPxLd2otGjMk7Nbxov3kZjt2gflgfTtW14/0e+i1241PyGezmCESoCQmFVcN6c9PXP1xzxVWFGqtd1f8AE5oqtChXjre6T/8AJrnS6V4Rsb/wtpEV1JMY1H2l0iIRZWfB+fucD5c5BxnpVvxXrcOjeGB9ieNXuEEVr5RAAUj7y4I4C9COhK1w2jxeIvE1pDpC3Mw0uMgPIy/IgXnBbq2MjC59OgGR0nxA0OZ9HsJLGHNtp6MjoCSyJhQD7gbefz9SPShVbw0p0YW0Sv1fT7kup60K7eDnUw9O1opX6vo7eSXUqfDTSEdrnV5NrFD5EQ67TgFj044IAIPdqxvHsjzeI3ke6tpQB5aRQvuMSqcYY4ABJ3HGSR09KpaDJ4imjmsNEe58uQhpBEdoU9Qdx+5nHqM4xzWj4l8IPoWi2U6K08mW+1zL91Sdu0AenUZ7k84yBXC5SnguSnB2Wrfnfp3/AEPOcpVMv5KcHaOrfd36d/0+46bwLqLxeDry7u5Zpo7SRyAW3FUWNTtXJ+uB0rzG4nkurmW4mbdLK5d2wBlick8V2+h2erN8PdWtobK4RpXWWFgdrTKdu4KOpG1f+BbsCsTwv4XuPEN3ubdFYxn97MB1/wBlff8Al1PYErqrWhRpRT2/r7gxMa1enQoxTen6/pb7jO1W8l1G4F0YWhtgBBbpuZljRAAEBPXAIJ92z3r0X4af8i5cf9fbf+gJVPx/obR6Ppx061xa2XmK0caklFIB3H2+U5J7n3qx8NGmGj3UT20iRecJY5mBCyZG0gcc42eveunC0ZUcdyz1dt/kdeCoTw+Zck3dtb/K7MT4l3Zl1y2tRKrRwQbigx8jsTnPfkBeD7etbfwygjXRby4C/vXuNjNk8qqggf8AjzfnXO/EHSru31+XUXjza3O0JIvIDBQCp9Dxn3H0ONb4eXGrQ2zW0emb7GWbzDdO/lheMHHB3/dxgdD1PPCpSazGTmu//A/AVCTWbSdRPr0b8k/uPQ6r397DpthPeXDYihQu3IyfYZ7noPc1YrI8Uadcar4bvLO1CmeQKUDHGdrBsZ98V7tVyjCTiruzsfS1pSjTlKCu0nb1PN/Dls/irxkbi+KuATczKeQQCMKAc8ZKjB/hBroviXI72ltD9qtkjQ+YYC+ZZGOQCFxwAN3OQDkjqBnhtLn1bTtVxpouEvhujMaR7mPqpXBzjHQjjHtXUSeCdSfQr/UdR8651ZgvlQ+ZvYAMMknPzHaDgc8epwB85QnOeHnThFtu7b/rr5HyWGnOphalKnBuTu5P01+/yK/w/wBReyvdQaSWY2kFlJcNCrcEqVyQM4zgYzWT4fM2o+LIJ5Fae5Mj3IVWCeZIoaQDOMDLAD8av+CLC7vLy8jjt5Ps11aS2slzj5YiQDn/AGj0+XOec9qxgNU8N6qrmOS0vIs7S6A8HKkjOQR155FY80lSpSlflTf6f0jn5pxo0ZTT5E3+a/Tb/hzs4bSHQrmTxJ4q+bUJpibe0jIcqc9Rk4OBjHOFGOc4A9DrzPQNB1TxPqsesa60ht49pUSoB5wHIAXGNncnGDk45JI9Mr3cvvytqNova+77t+p9Lld+SUlG0Xtfd92/UK5XUPBFvdXjzW1z9mR+TEI9wB745GB7f/qrqq5jxB4hx5ul6YJpb5vlLQjOz+8BjktgdumeuRTzCOGdK+IV0tu9+y9T26Dqc37tnIa7FZW+qPbWKERwARszMSXcfeJz054444967fwnpLabpZkmQpcXB3OrcFVH3QefqfXnB6VmaF4NMbpdaoASpJFtwR7FiOD9Pp7iutuZ1tbWa4cEpEjOwXqQBnivPyzAyhUliq0eXsuy/wCG0++5viKycVSg7nmniiGaLX7kzzRyPId42H7q9FU8cHaB+lT+HvDZ1pJJ5JjFBG4X5VBL9yBzxxjnB6+1ZpF7repSOkTzXEzbiEBIUE479FGQOeleo6dZJp2nwWkZysS4J/vHqT+Jya4MBg4YzEzqyXuXfzv/AFdm9eq6NNRT1K+qWbf2BNZ2ckcAEQjDSt8qoMA5Jz/DnmvKa9D8aak1ppaWseQ90SCw7IMZHXvkD6ZrA8JaNLd6lFeTROLaH94rkEB2B4APsee/TB61rmtP6zjIUKS1Ss+y/wCGRGFl7Ok5yN/w/wCFV0yaO9uJS9xsG2PGBGxHzcgnd1x6f06WiivosPhqeHh7OmrI4KlSVR80jN13VRo+lvchQ0hISNWzgsfXHsCfwrm/CMU+p6pPqt7LJK8I2Rs+cbmznHYYBPHT5u1bXivT5tR0RlgUtJE4lCKMl8AggfgSfwxXP6DrH9laPcWccEk2pNcNstxG2R8oyT9MHjrx2615OLqNY+HtnaCV15v9XfY6qUb0Hybsy/EiLJ4nu0tlDbnUBYxnL4GRx33Z/Gr/AIltX07Q9GsiXGFdpELZG/5SenBwWYCtfw94Ye3nOoaoN91uLIjNu2nP3ie7fy69elvxZpLalpYkhQvcW53Iq8llP3gOfofXjA61yf2fVlh61dq0p6pdle7+fka+3iqkIX0XX5WMjwC6h79Cw3kRkLnkgbsn9R+dJ4v83UtestMg2MwXtklWY87sdAAAenTmsDSL+70fVleGEtLnynhK8tzyvqDkD8fyrt9H0i4/tS41jUVC3UpIjhyG8peg5HfAA47devCwbeKwkcJFPR+96Xv9/kFVezquq+2nqWr/AFC08OaTErsX2II4YyfmkwMf/rP/ANYVB4cu9Q1K3fULyUCOQ7YoEQBQBwWzy3UEYJ9fUYqeM9MuL6zt57aN5WgYho0XJIbHP4ED8/audtPEOoLpEOkafARJhwZEyznJLfKB04z6+vFdmIxrw+L5al1BL3Uur0/4PkZQoqdK8d29fIpa+ltHrt4looWFXwFUEANgbgP+BZ9vSvRNAgnttCs4rknzQmSGzlQSSAc9MAgY7YrA8P8AhB7eeK91FtskbbkgU5wQeCWB/HA9ueorsaeU4OpCc8RUXK5bLsnqLFVYySpxd7dQrxl3aR2d2LOxJZmOST6mvZq8u8QaNLpWoShYnFozZikwduDztzzyORzzxmsuIKU5QhNbK9/nb/IvAySk0+p6Nf3q22kz3sbxkJEXjYn5WOPl+uTj865jwLprKJ9SfIDjyox6jILHp6gDr2NVdOl1XxBokelJEEt43VJLo4wEAyFx3IwOntnrmu2s7WKxs4rWEYjiUKOBk+5x3PU11UX9drwxFvditP8AE9/u79zKf7mDp9X+R5rcTx6x4tDuA8E90icZG5MhR7jIFeg62iyaFfh1DAW7nBGeQpIP5jNebaro15pM7LPE/k7iEmx8rjJx0zgkDOOtbg17Vtf0s6bbWRedgFmnRsAjk89AucY5ODyMc15WCxXsvbU60Xzy6W3euh1VqfNySg9EVfBdo0+uicZCW6MxO3IJI2gZ7dSfwrcvPEk99q8Wl6M6De217kqGxjklQeCAAfr27E6+haOmjaesOEaduZpFH3j6fQdP1xzXCJHceFtfSae3eRYmcRk/IJRgjIPPYg98dK2cKuAw1OD0UneTXTbT7u3bQhONepJ7tLQ6rxjFbr4eBn+edGVYZGHzFu/QY5APtx9K53wXBPJroljJEUSMZTzggjAH54OD/d9qcLbWfF15HPMvl2w4D4xGg7lQT8xyPzxkgV2ukaVDo9gtrCxbnc7n+Ju5x26DitKdGWOxixKjywjaz6u39fciZTVGk6bd2/wL9FFFfRHAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWT4q/5FDWv+vCf/wBFtWtWT4q/5FDWv+vCf/0W1TP4WRU+B+h8w0UUV84fJBRRRQBvaH/yANN/69Yv/QBV+qGh/wDIA03/AK9Yv/QBV+vLq/xJerPIrfxZerCiiioMjs/hp/yMdx/16N/6GleqV5X8NP8AkY7j/r0b/wBDSvVK+pyn/dl6s+0yP/dF6sKKKK9M9gK5T4l4/wCFd6zk4Hk8n8RXV1yfxMG74da0PWD+ooBnyxsE2YwQsStkk9aWa6dituRghhsLHAxUsNsbq8S0t1YscbQe5+tLr4hLwQFcTQ5WQjuc+1YuXvKJnZFS4uYVmjiIGwEbj1rStkWJrpbcEwtHuVsVjC1BlUTIwTgkkda6S1dEjWHIUNCdq+opVJWi7Bp0MCRlmjjVH3SDJOR0o8+eWLyJXKRrkqOlRraDcHXP3uRzWrDHZT/v7kSPI3Hlxjn2pylGKugdkZZTNugZgpPKg96uaS8v2siL/WkHGPWoryzkTZG1u6gHCs/UA81f02HyZX+zROxC7TIPU03Nct0FlYWEyyO7h/3mWznvVU2r2UIuZSY5XfCg/wB31qwIVht1ZywG9lPvWhbmHV2xNC5s412rnruxUTnyrm6BsY93doZFWN8O45KngmrAlF75MMiEeSR5hHU/41WvNFFtqJtQ4b5QQVPC57GrlvYKs8bG4jUxryoPJqZOCs0Ky2ItSu1d2aDfFsO0Kxzvqlaymd/9Q0ipkvGOwqzdWkdzdZtYZQBy24/rU1nCuloLuRsSOdpjB+8tP2kYx03BWTsZiva21wVkV1Xkhc0s0sE9zC1tCygcYZs802eMfaJWMBZTyDnpVjT5FtrhJ4YPMdOcEVo2krla7D7q4NhfeaZszbcEAdDVMXk1z5ihmIbkjHU1qPp82uXbXDQpC7ydD3p1jG2kX5DQK5UlTjnmslUSWm4lbUpXE0lkFhlUNGyg7Ov41JHPdTo0sUMRhiXcSVzirV1AJ5Jbm4lQTMfuEYAFO08+XBNbRlVhlOGk61MqnucyWouhlNqIZsmNdrcEIMVpwXsk0SrFtCQKW/CoNT062tL7yLSRbhSoYuDgA+la6Wjf2Mm5IIGIJaTPLj0oq1Eoqy3G7GbfARlX8pnMqhgwHSmw/wChWwuLmEuVPQ/xVYsr9HvoZr0N9mVgCijnb6CrOq391qkrtHaKIXGFXGNq9vxolKcWo9BpOJXi1S1u8FIQqn/lmB0NSLqLSW3lmF2SA5GxehqGOyg0dUmdcygbwQcg+1W4dWkaykDMsaXEmchOgrGo0/eitBN2ZGb1ZrNwJGRWwvluO1Ty2EMFvEzSplhjYo7VUiiWa+MUDM9sDzK46VPqlzDBaCG2mMjk/K2M4olLlajHqNyT0MY28ts4O1iVbO32rVXTGNkt3MJSrtnYeMfSobF/KMU15ubncuf4qlmv31G/dsyxwk/KmD+lVUnKTsugrr7iC5tPJhMzqyFj8oB5+pFaclusFghQlzxtB/iPpVW61Czs9QhnkQuyY4bpx61ZuNTlvm8yxZGUqW6cKT1rObnLla26kvuS6FqIl1aJJVYygMgwOB8prm0uTa308TR5HmnkDPetvSFWyukuEiRpcNuTdySR1zVaHTpBLK0pjcby+FPTNdCcVdmkF0LNxGdS0Xz1J8yB8Y6fKaZY2tskW5WbzRznsau6R9ntZPLmXKyAr16Zq0kmnW8jwbkQp1BByRRJ6aG8FqPskYopLHeecA1p2e1UcED5ZMc1nwXNu00TxzLtxirqyRKbhS4/1maycX2N7l8Aht+zg96mLBRtPU1US/iZABIABTjcxOVAlT8TWLTXQd11J47aYMSwYr2C9qjvot0QbLkj07VeinUABJ0yPU1FdlGTesi5H8IPWspwT0kRKKaszHhhnW4CoS+4ZBJxirtnqsmnzMSSzhSuRQ7ebB8jiE9yx7VXiitkY7PMnf8AvAjFcssNdpxOaVBPWJV1CRtVRWkidyT6e9c54xiM17BAjr5axgKF7GuwHmw27MoIZj930qtcW8SiN7i33ISDnHINOhivYT11OdycZNM4TTPDs00css0Miqg+XPGa7/S4GjsYIIIwrSDBUdSKnSWKSJScDbwAR2pZNXjsm+0QIDIq7U9qzxOLqYlqNrIiUr7lHxdfva2CaBZkbxzcMvr6Vz2n2LS2pyAGBG0nvV/HmXkl1K26WY8/Wi0tQ+oeWjMg59+a6HXUYckdLDlVUnZbC2c0VpPJdzgm9gU+TxkE1p63fTQfDy2QuVvtVmLtgcsvHFaZ8NxXVgizMFLsI4GH3nbuPpUepWsepeKtP03aFh0mIb/9/wBP0r0sFV5qTkejgIe0aXcm0rS/7M0O3tRkYXc31rlfGG+bTra3GS88+QPpXqs1nHBpX2qX589EHpXlfjjUo47+Ixr5Zt4jsU+ppwpN1FI+hxuJjHByhFdkcVqkiy3ywIdyQDZn1Pc1GG4+boKrRgnJJ5JzmppDth+td7Z8oQM2Tx1r1P4XeH4d8uuXMe2G3XEe7u3qK810y3ku7yOGOMyNI4UAV7+ltDZaCun7wsNtHhyONzHrWNSXQtK7NDw1c2+pXk0r/OzPubb/AA9gD/OofGOoBo1tY227SZH98cf1qTTdITQdGN35zF7gZjj4GCeB9a4bxlqTRzG3Z8MoxIc88fe/Wpp+87ltps4HxTdi41CK1UhhbIEb3bua2/hxAJvEUs7cLbwE5+vH9a4cymW5kmdiSSST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/CsvGH/QI/8AJmH/AOLo/wCFZeMP+gR/5Mw//F0UUf2fS7v+vkH9l0e7/D/IP+FZeMP+gR/5Mw//ABdH/CsvGH/QI/8AJmH/AOLooo/s+l3f9fIP7Lo93+H+Qf8ACsvGH/QI/wDJmH/4uj/hWXjD/oEf+TMP/wAXRRR/Z9Lu/wCvkH9l0e7/AA/yD/hWXjD/AKBH/kzD/wDF0f8ACsvGH/QI/wDJmH/4uiij+z6Xd/18g/suj3f4f5B/wrLxh/0CP/JmH/4uj/hWXjD/AKBH/kzD/wDF0UUf2fS7v+vkH9l0e7/D/IP+FZeMP+gR/wCTMP8A8XR/wrLxh/0CP/JmH/4uiij+z6Xd/wBfIP7Lo93+H+Qf8Ky8Yf8AQI/8mYf/AIuj/hWXjD/oEf8AkzD/APF0UUf2fS7v+vkH9l0e7/D/ACD/AIVl4w/6BH/kzD/8XR/wrLxh/wBAj/yZh/8Ai6KKP7Ppd3/XyD+y6Pd/h/kH/CsvGH/QI/8AJmH/AOLo/wCFZeMP+gR/5Mw//F0UUf2fS7v+vkH9l0e7/D/IP+FZeMP+gR/5Mw//ABdH/CsvGH/QI/8AJmH/AOLooo/s+l3f9fIP7Lo93+H+Qf8ACsvGH/QI/wDJmH/4uj/hWXjD/oEf+TMP/wAXRRR/Z9Lu/wCvkH9l0e7/AA/yD/hWXjD/AKBH/kzD/wDF0f8ACsvGH/QI/wDJmH/4uiij+z6Xd/18g/suj3f4f5B/wrLxh/0CP/JmH/4uj/hWXjD/AKBH/kzD/wDF0UUf2fS7v+vkH9l0e7/D/I//2Q==" 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<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"></span></span><br />
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"></span></span><br />
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Quan pugui,
però, vull contar-li algunes coses que vaig aprendre quan vaig
retornar de la capital. A l'agost del 2003, <span style="font-style: normal;">desitjant
un altre entorn pels meus fills,</span> vaig abandonar Barcelona per
recuperar els predis paterns. <a href="http://culturaclasicaylatin.wordpress.com/2007/11/24/beatus-ille/"><i>Beatus ille</i></a>, diria <a href="http://www.xtec.cat/~sgiralt/labyrinthus/roma/litterae/horatius.htm">Horaci</a>, el
qual, no hi ha dubte, mai va haver de patir els rigors de la vida
pagesa. El problema és que, lluny de trobar-me amb un <i>locus
amoenus</i>, vaig haver de confrontar l'eterna realitat del camperol:
feina, més feina, plagues, epidèmies, climatologia adversa, moltes
despeses, i cobrar... ja veurem quan, i quant.</span></span><br />
<a name='more'></a></div>
<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Sortosament,
tenia més perspectives laborals, i els esteroides que la bambolla
immobiliària injectava a l'economia feien fàcil trobar feina,
recordeu? Tot i això, el cuquet del camp va picar-me fort, i tots
aquests anys he seguit mantenint, a temps parcial, un estret idil·li
sadomasoquista amb els ametllers, les oliveres i els garrofers al
secà, i amb els tarongers a la riba de l'Ebre.</span></span></div>
<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Perquè us
conto tot això? Perquè igual que Josep Cid i bona part dels joves
que espero que aquest engresqui, quan vaig tornar a Tortosa no tenia
massa idea de com “portar les terres”. Quan preguntava “als
vells”, me'n adonava que tenien molta pràctica, però poca teoria,
fet que gairebé impossibilitava la transmissió immediata dels seus
coneixements. Tanmateix, moltes vegades em quedava amb el dubte de
què eren coneixements veritablement útils, i què era el fruit
d'una endogàmia epistemològica que arrossegàvem des del neolític.</span></span></div>
<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Per altra
banda, els agrònoms amb els que parlava tenien molta teoria, però
llevat de notables excepcions, demostraven poquíssima o gens de
pràctica, més interessats en gestionar les subvencions i la
paperassa que en submergir-se en el seu entorn. Afortunadament, tenia
a Sant Google... Quina meravella, disposar de tones de rigoroses
publicacions agronòmiques, complementades amb la saviesa dels
intrèpids pagesos internautes!</span></span></div>
<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Tal com ens diu
Joan Campàs, les recerques incansables van confrontar-me amb la
limitació del nostre coneixement enfront d'una realitat immensament
variada i esquiva, tot i que gràcies a l'experiència acumulada pels
altres i la benevolència de la climatologia, aviat vaig començar a veure
els primers fruits. Tanmateix, cada dia, el camp i la intuïció em
deien coses que mai han estat escrites, i que mai ho estaran perquè
formen part d'un espai i un moment irrepetibles. De fet, aviat te'n
adones que a més de destriar i adquirir coneixements, és necessari
desenvolupar una sensibilitat especial per comprendre les senyals de
la natura. Sé que potser us sonarà d'un holisme esgarrifós i
cursi, però la <i>res cogitans</i> ha d'estimar i estar tan
indissolublement unida a la <i>res extensa,</i><span style="font-style: normal;">
que pensar en dues entitats separades resulta, com a mínim,
contraproduent. </span></span></span><br />
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span style="font-style: normal;"> </span>
</span></span></div>
<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Una mica
d'hipertextos i una mica de mal d'esquena, i en un parell d'anys les
oliveres abandonades pel meu pare tornaven a fer goig, modèstia
apart. Quan recordo tot això que us he contat, em plena d'alegria
pensar en l'aventura que emprendran els que reprenguin l'antiga
i necessària tradició que ens plena de menjar olles i rebosts.
Quina gran desgràcia veure com la crisi destrueix moltes il·lusions
i obliga a molts a marxar a terres llunyanes... Per sort, les noves
tecnologies proveiran als joves hortolans d'una gran i valuosa quantitat
d'informació, i els permetran comunicar-se i establir nous contactes
amb una facilitat sense precedents, multiplicant exponencialment la seva capacitat d'adaptar-se als nous reptes.</span></span></div>
<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Espero que
la noble iniciativa de Joan Cid i d'altres similars donin als joves
sentiment de comunitat, justifiquin que es quedin amb nosaltres, i
que els ajudin a recuperar l'autoestima. Evidentment, de conrear un
hort difícilment podran viure, però estic segur que idees com
aquesta desencadenaran sinergies molt positives, generadores de
projectes que a més de donar continuïtat a la vida, ens prepararan
pel que sembla ser un inexorable canvi sistèmic.
</span></span></div>
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<br /></div>
Anonymoushttp://www.blogger.com/profile/00861040627767647667noreply@blogger.com0tag:blogger.com,1999:blog-7817088024701603655.post-32473189584734928042014-03-13T11:28:00.000-07:002014-03-31T13:45:25.523-07:00lliçons d'integritat moral<div align="JUSTIFY" style="margin-bottom: 0cm;">
<img align="BOTTOM" border="0" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/ce/Three_saddhus_at_Kathmandu_Durbar_Square.jpg/800px-Three_saddhus_at_Kathmandu_Durbar_Square.jpg" height="440" name="gráficos1" width="640" />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
A finals de
gener, la BBC World Service retia un merescut homenatge radiofònic a
la dignitat dels<a href="http://article.wn.com/view/2014/01/20/Nepal_doctor_strike_leaves_thousands_without_care_7/"> metges nepalesos</a>. Al nostre país, per causes que
mereixerien ser analitzades, la notícia va passar desapercebuda,
però <a href="http://www.thehindu.com/news/international/south-asia/nepal-doctor-strike-leaves-thousands-without-care/article5596456.ece">no menys de 4.000 d'aquests professionals</a> van secundar la vaga
de fam d'un company que va rebel·lar-se perquè al seu hospital van
posar-li un cap triat a dit, és a dir, el nou director era un càrrec polític
(ei, que consti, almenys també era metge!). Ell, tot indignat, va
manifestar el seu rebuig, reclamant amb tota justícia una sanitat i una
educació lliures de la interferència dels polítics.</div>
<div align="JUSTIFY" lang="ca-ES" style="margin-bottom: 0cm;">
Suposo que
si aquests senyors sabien què passa per les nostres contrades<span lang="ca-ES">, </span>considerarien seriosament l'auto-immolació amb benzina o llançant-se daltabaix del Everest. Aquell dia,
emocionat, vaig sentir-me temptat d'agafar família i maletes i
emigrar a aquell país. Nepal és pobre en riquesa material,
però bé que ha de ser molt ric en riquesa humana. Voldria
manifestar la meva més gran admiració per la integritat moral
d'aquestes persones.
</div>
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Anonymoushttp://www.blogger.com/profile/00861040627767647667noreply@blogger.com1tag:blogger.com,1999:blog-7817088024701603655.post-32838883374304608312014-03-13T05:31:00.000-07:002014-03-31T14:03:09.443-07:00primeres passes amb l'AntConc<div align="JUSTIFY" lang="ca-ES" style="font-weight: normal; text-decoration: none;">
<span style="font-size: small;">Hi ha un senyor al que admiro sincerament i
profundament, tan per la seva erudició, com per la capacitat que té
d'explicar de forma amena i entenedora quina és la nostra realitat
econòmica dins del context mundial: Santiago Niño Becerra. La meva simpatia, però, no treu
que hi hagi qüestions amb les quals, amb tot la humilitat del món...
diguem-ne que en discrepo.</span><br />
<a name='more'></a></div>
<div align="JUSTIFY" lang="ca-ES" style="font-weight: normal; text-decoration: none;">
<span style="font-size: small;">Com a persona profundament perplexa enfront la <i>res
publica</i> <span style="font-style: normal;">peninsular, </span>sóc
seguidor habitual del seu bloc a<i> <a href="http://lacartadelabolsa.com/">“La Carta de la Bolsa”</a></i>. Allà,
mentre aprenc amb les seves lectures descarnades i raonades de la
nostra actualitat, extrec aquell plaer malaltís i morbós que devien
sentir els beneïts medievals enfront l'acolorit Apocalipsi del Beat
de Liébana. Fins aquí, tot correcte. </span></div>
<div align="JUSTIFY" lang="ca-ES" style="font-weight: normal; text-decoration: none;">
<span style="font-size: small;">Potser és una interpretació errònia per part meva, però on sovint no n'estic d'acord és amb el fatalisme amb el qual
adoba els seus posts: justificar la situació podria fomentar la
passivitat i l'acceptació enfront la situació actual.</span> <span style="font-size: small;">No
senyor. Gràcies per obrir-nos els ulls i explicar-nos allò que no
acabàvem d'entendre, però no ens digui que les coses són així
perquè havien i han de ser així. Al meu parer, les coses són així
perquè la nostra societat arrossega un seguit de problemes ètics
des de fa segles. Això, si bé és un factor que ens determina,
també és una condició totalment contingent: podríem haver fet les coses d'una altra manera, i com diria Ramon
Alcoberro, som imperfectes, sí, però també som perfectibles.</span><span style="font-size: small;">
</span>
</div>
<div align="JUSTIFY">
<span style="text-decoration: none;"><span style="font-size: small;"><span lang="ca-ES"><span style="font-weight: normal;">Mentrestant
ens decidim a fer alguna cosa al respecte, m'he entretingut passant
per <a href="http://en.wikipedia.org/wiki/Concordancer">l'AntConc</a> nou posts del bloc de Santiago (entre el 27/02/2014 i
l'11/03/2014,
<a href="http://lacartadelabolsa.com/archivo/seccion/10/Opini%C3%B3n">http://lacartadelabolsa.com/archivo/seccion/10/Opini%C3%B3n</a>),
els quals, prèviament m'havia llegit religiosament, agrupat en un
document, i passat a format .txt. Com veureu, la tria de paraules que
he fet no està exempta d'una certa malícia... Aquests són els
resultats:</span></span></span></span><span style="text-decoration: none;"><span lang="ca-ES"><span style="font-weight: normal;">
</span></span></span>
</div>
<div align="JUSTIFY">
<br />
<br /></div>
<table cellpadding="4" cellspacing="0" style="width: 153px;">
<colgroup><col width="98"></col>
<col width="39"></col>
</colgroup><tbody>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;">
<span style="font-size: small;">justícia</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border: 1px solid #000000; padding: 0.1cm;">
<span style="font-size: small;">0</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">ética</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">0</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">derecho/s</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">0</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">corrupción</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">0</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">bienestar</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">0</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">sociedad</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">1 </span>
</div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">comunidad</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">0</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">individuo</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">0</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">persona</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">1</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">trabajador</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">0</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">trabajadores</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">7</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">empresa</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">9</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">empresas</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">12</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">competitividad</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">5</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">beneficios</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">2</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">paro</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">7</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">desempleo</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">9</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">economía</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">15</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">capital</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">1</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">capitalismo</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">1</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">cambio</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">2</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">mejor</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">0</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">mejora</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">1</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">mal</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">5</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">euro</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">12</span></div>
</td>
</tr>
<tr valign="TOP">
<td style="border: none; padding: 0cm;" width="98"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;">
<span style="font-size: small;">peor</span></div>
</td>
<td style="border: none; padding: 0cm;" width="39"><div align="JUSTIFY" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;">
<span style="font-size: small;">2</span></div>
</td>
</tr>
</tbody></table>
<div align="JUSTIFY">
<br />
<br /></div>
<div align="JUSTIFY" lang="ca-ES" style="font-weight: normal; text-decoration: none;">
<span style="font-size: small;"><b>Conclusions:</b> </span></div>
<div align="JUSTIFY" style="text-decoration: none;">
</div>
<div align="JUSTIFY" lang="ca-ES" style="font-weight: normal; text-decoration: none;">
<span style="font-size: small;">Si tenim en consideració el seu discurs, Santiago no
aparenta ser un home particularment preocupat pels temes socials,
però tampoc pareix ser un home sense sentiments, ni un defensor infiltrat del
sistema. Curiosament, i contrariant la seva reputació de pessimista, tampoc abusa
de termes negatius com ara “mal” o “peor”. En certa manera,
es centra en observar, descriure i predir, fet que atès el seu rol
de divulgador mediàtic, és ben comprensible. De fet, quan s'ha
mullat i ha fet algunes suggerències de collita pròpia, aquestes li
han estat criticades per ser “políticament incorrectes” (com és lògic,
termes com “tecnócrata”, “inmigrantes”, “población
excedente” o “eugenesia” fan saltar ràpidament totes les
alarmes).</span></div>
<div align="JUSTIFY" lang="ca-ES" style="font-weight: normal; text-decoration: none;">
<span style="font-size: small;">Al meu parer, detecto un fort component materialista en
la seva explicació de l'esdevenir. Així, l'esclavitud s'acaba
únicament quan interessava que s'acabés; l'estat del benestar no té
cap element de conquesta social: és, pura i durament, una graciosa
concessió de la classe dominant per a que callem, produïm i
consumim; la classe mitjana desapareix perquè ja no interessa, ja no
és necessària per a generar PIB; les revolucions “ja no estan de
moda”, i millor que ni ho provem, que l'estat té mesures
repressores de ciència ficció, i així, etc., etc. </span>
</div>
<div align="JUSTIFY" lang="ca-ES" style="font-weight: normal; text-decoration: none;">
<span style="font-size: small;">Per acabar, és notable l'asèpsia amb la qual mira
d'evitar la retòrica rancia de les ideologies. Així, per exemple, en el text analitzat
només diu un cop “capital”, però ho fa per dir “Colonia es
una capital rica”. Tanmateix, gairebé mai ha dit “socialismo”
més enllà d'un context descriptiu (per referir-se a l'època
Zapatero; de fet, recordo que només un cop ha emprat l'eufemisme
“economia dirigida” per suggerir possibles alternatives).
Tanmateix, en els fragments analitzats, només empra un cop la paraula
“sociedad”, però atenció: la paraula apareix al títol d'un
document que està citant, no com a part integrant del seu discurs.
Vaja, que no sembla ser un activista. Tot i això, i per si
de cas mai llegeix aquest post, aprofito per declarar-li la meva
total simpatia. Tant de bo aquest país tingués abundància de ments
instruïdes i clares com la seva, amb veus disposades a parlar fort i clar. Gràcies, i endavant!</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/00861040627767647667noreply@blogger.com2tag:blogger.com,1999:blog-7817088024701603655.post-63711093377535480842014-03-10T15:02:00.000-07:002014-03-10T15:20:19.700-07:00hipertext i praxi<div lang="ca-ES" style="margin-bottom: 0cm;">
Navegant, desprès d'un
llarg viatge, potser ja no creus en res, potser el desengany t'ha
solcat el front i tens el somrís amarg. Bé, de ser així, ja em
disculparàs, però no vull deixar-te descansar, ni tampoc escoltar
els teus gemecs. De fet, vet aquí perquè parlo d'hipertext i
praxi.
</div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
<br /></div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
<b>Hem de fer saltar la
fertilitat dels pensaments que ameren la xarxa al món físic, </b>
</div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
aquell món on a voltes cantem de joia, però on
sovint també hi patim.
</div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
Aquell petit
lloc de l'Univers on naixem, estimem, creixem i morim,
</div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
<b>on han rebut la vida els nostres fills,</b></div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
<b>que són els fills de tots,</b></div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
on viuen en nosaltres tots aquells que ja no hi són.
</div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
<br /></div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
Navegant, m'és igual si
són les paraules d'un boig i d'un il·lús. Que potser tenim res més
a perdre? Mai gaudirem de l'aventura fascinant si no acceptem la nostra responsabilitat amb<br />
<b>la
vida.</b></div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
<br /></div>
<div lang="ca-ES" style="margin-bottom: 0cm;">
I vosaltres, joves ferms i
plens de promesa,<br />
<b> aixequeu el cap</b><br />
i no us cregueu tot el que us diuen
els profetes de l'abatiment i el conformisme.<br />
<b> Sou la nostra
esperança,</b><br />
perquè el món de les persones sempre serà un projecte
inacabat</div>
Anonymoushttp://www.blogger.com/profile/00861040627767647667noreply@blogger.com0