tag:blogger.com,1999:blog-37937583374223203662024-02-07T05:58:19.153+01:00IES PenyagolosaBiologia i Geologia de l'IES PenyagolosaUnknownnoreply@blogger.comBlogger271125tag:blogger.com,1999:blog-3793758337422320366.post-44317810629225266552020-07-05T11:02:00.000+02:002020-07-05T11:07:29.564+02:00<h2 style="background: 0px 0px rgb(255, 255, 255); border: 0px; box-sizing: border-box; font-family: Raleway; line-height: 1.15em; margin: 0px; outline: 0px; overflow-wrap: break-word; padding: 0px; vertical-align: baseline;">
<span style="color: magenta;">Les proteases del coronavirus: un objectiu prioritari en la cerca d’antivirals</span></h2>
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<a href="https://metode.cat/noticies/proteases-coronavirus-diana-antivirals.html" target="_blank">Article</a> de <a class="author url fn" href="https://metode.cat/author/ismael-mingarro" rel="author" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; cursor: pointer; font-family: "Open Sans"; font-size: 18px; letter-spacing: 0px; margin: 0px; outline: 0px; padding: 0px; text-decoration-line: none; transition: color 0.15s ease-in-out 0s; vertical-align: baseline;" title="Posts by Ismael Mingarro">Ismael Mingarro</a><span style="font-family: "open sans"; font-size: 18px; letter-spacing: 1px;"> </span><span style="font-family: "open sans"; font-size: 18px; letter-spacing: 1px;">i</span><span style="font-family: "open sans"; font-size: 18px; letter-spacing: 1px;"> </span><a class="author url fn" href="https://metode.cat/author/itunon" rel="author" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; cursor: pointer; font-family: "Open Sans"; font-size: 18px; letter-spacing: 0px; margin: 0px; outline: 0px; padding: 0px; text-decoration-line: none; transition: color 0.15s ease-in-out 0s; vertical-align: baseline;" title="Posts by Iñaki Tuñón">Iñaki Tuñón</a></div>
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<img alt="diana proteases" height="266" src="https://metode.cat/wp-content/uploads/2020/06/1200-diana-alexandra-koch-pixabay.jpg" width="400" /><br />
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La proteasa principal del SARS-CoV-2 és una diana terapèutica excel·lent, ja que un fàrmac dissenyat per a inhibir la seua activitat tindrà baixes probabilitats d’interaccionar amb proteases humanes i, per tant, de presentar efectes secundaris. / Imatge: Alexandra Koch, en Pixabay</div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-92148818120432743922020-07-05T10:50:00.001+02:002020-07-05T10:52:05.477+02:00<h2>
Modelització en Excel de la propagació de virus i malalties infeccioses
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<span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249, 249, 249); border: 0px; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><span style="color: #030303; font-family: "roboto" , "arial" , sans-serif;"><a href="https://youtu.be/xlF63Xd6oFE" target="_blank">Vídeo de la modelització</a></span></span><br />
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" 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" /></span></div>
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<span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249, 249, 249); border: 0px; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><span style="color: #030303; font-family: "roboto" , "arial" , sans-serif;"><br /></span></span></div>
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<span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249 , 249 , 249); border: 0px; color: #030303; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><br /></span></div>
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<span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249 , 249 , 249); border: 0px; color: #030303; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><span style="background-color: white; color: #373737; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif; white-space: normal;">En aquest vídeo s'explica com construir en Excel un model SIR (S-I-R) que represente la propagació de virus i malalties infeccioses, i que permetrà conéixer millor quins són els patrons d'evolució i desenvolupament epidèmic: contagis, recuperacions i defuncions.</span><br style="background-color: white; color: #373737; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; margin: 0px; outline: none; padding: 0px; white-space: normal;" /><br style="background-color: white; color: #373737; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; margin: 0px; outline: none; padding: 0px; white-space: normal;" /><span style="background-color: white; color: #373737; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif; white-space: normal;">Altres aplicacions dels models de simulació:</span><br style="background-color: white; color: #373737; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; margin: 0px; outline: none; padding: 0px; white-space: normal;" /><span style="background-color: white; color: #373737; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif; white-space: normal;">La paradoxa dels aniversaris: <a href="https://youtu.be/hftco_gazay">https://youtu.be/hftco_gazay</a></span></span></div>
<div>
<span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249 , 249 , 249); border: 0px; color: #030303; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><br style="background-color: white; color: #373737; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; margin: 0px; outline: none; padding: 0px; white-space: normal;" /><span style="background-color: white; color: #373737; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif; white-space: normal;">El problema de Monty Hall: <a href="https://youtu.be/zjguamzjt08">https://youtu.be/zjguamzjt08</a></span></span></div>
<div>
<span class="style-scope yt-formatted-string" dir="auto" style="background: rgb(249 , 249 , 249); border: 0px; color: #030303; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; margin: 0px; padding: 0px; white-space: pre-wrap;"><br style="background-color: white; color: #373737; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; margin: 0px; outline: none; padding: 0px; white-space: normal;" /><span style="background-color: white; color: #373737; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif; white-space: normal;">Més informació sobre probabilitat i anàlisi bayesiana: <a href="https://youtu.be/rxhd7td6xo0">https://youtu.be/rxhd7td6xo0</a></span>
</span></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-59618847375218491612020-06-13T12:52:00.000+02:002020-06-13T13:00:59.968+02:00<h2>
PARC PONT DE FERRO CASTELLÓ DE LA PLANA</h2>
Catalogació flora del Parc "Pont de Ferro" de Castelló de la Plana.<br />
S'utilitza la clau dicotòmica de <a href="https://www.nomenplantor.com/" target="_blank">NOMENPLANTOR</a>:<br />
<br />
<iframe frameborder="0" height="480" scrolling="no" src="https://www.nomenplantor.org/frame/frame.php?id=WMUWWbIV5Nt2xCqX" width="640"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-17043734299189819402020-04-17T13:02:00.002+02:002020-04-17T13:06:13.601+02:00<br />
<h2>
Nou assaig clínic sobre la validesa de la hidroxicloroquina per a tractar la COVID-19</h2>
Ha començat un assaig clínic per a avaluar la seguretat i l'eficàcia de la <a href="https://ca.wikipedia.org/wiki/Hidroxicloroquina">hidroxicloroquina </a>per al tractament d'adults hospitalitzats amb COVID-19, la malaltia pandèmica generada pel coronavirus SARS-CoV-2.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHhhuEQcuanHWdSSqsUqCb6RROTsRPXAHkP2LqRqHtLP_VjnmgIbefyVl54gLhpTsQt8_XWY8Vv3MNEJ4Qj0UWROpo-i58gbZ8kwBd14F-4TLOYENzSUiL5DOdxyW9MJ8InyXwj4xssNyb/s1600/Captura.JPG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHhhuEQcuanHWdSSqsUqCb6RROTsRPXAHkP2LqRqHtLP_VjnmgIbefyVl54gLhpTsQt8_XWY8Vv3MNEJ4Qj0UWROpo-i58gbZ8kwBd14F-4TLOYENzSUiL5DOdxyW9MJ8InyXwj4xssNyb/s320/Captura.JPG" /></a>Els i les participants són assignats a l'atzar a rebre 400 mg de hidroxicloroquina dues vegades al dia per a dues dosis (dia un), després 200 mg dues vegades al dia per a les huit dosis següents (dies dos a cinc) o un placebo dues vegades al dia durant cinc dies.<br />
<div>
<br />
L'assaig es realitza en el Centre Mèdic de la <a href="https://www.vanderbilt.edu/">Universitat Vanderbilt</a>, a Nashville, Tennessee, els Estats Units. Tots i totes les persones que participen en l'assaig continuaran rebent les cures clíniques convencionals indicats per al seu estat de salut.<br />
<br />
Es necessiten urgentment teràpies efectives contra la COVID-19. La hidroxicloroquina s'ha mostrat prometedora en un entorn de laboratori contra el coronavirus culpable de la pandèmia, i els informes preliminars basats en estudis sobre uns pocs pacients suggereixen una possible eficàcia. "No obstant això, realment necessitem dades d'assajos clínics per a determinar si la hidroxicloroquina és eficaç i segura en el tractament de la COVID-19", adverteix James P. Kiley, director de la Divisió de Malalties Pulmonars en l'Institut Nacional del Cor, els Pulmons i la Sang, un dels Instituts Nacionals estatunidencs de Salut (NIH).<br />
<br />
Encara que la COVID-19 es manifesta per regla general com una malaltia infecciosa respiratòria, pot atacar altres òrgans i sistemes, incloent el cor, els pulmons i la sang. La majoria de la gent adulta amb COVID-19 experimenten febre, tos i fatiga i després es recuperen en una, dues o tres setmanes. No obstant això, en algunes persones la malaltia s'agreuja, manifestant-se típicament com a pneumònia i insuficiència respiratòria, podent desembocar en síndrome de dificultat respiratòria aguda i a vegades la mort.</div>
<div>
La hidroxicloroquina s'utilitza per a tractar el paludisme (malària) i afeccions reumàtiques. En diversos estudis, el fàrmac ha demostrat activitat antiviral així com capacitat per a modificar l'activitat del sistema immunitari. A més té un perfil de seguretat ben establit a dosis apropiades. Tot això ha portat a plantejar la hipòtesi que també podria ser útil en el tractament de la COVID-19. El medicament no està exempt de riscos, ja que fins i tot el seu ús a curt termini pot causar arrítmies cardíaques, convulsions, reaccions dermatològiques i hipoglucèmia.<br />
<br />
(Font: <a href="https://noticiasdelaciencia.com/art/37587/nuevo-ensayo-clinico-sobre-la-validez-de-la-hidroxicloroquina-para-tratar-la-covid-19">NCYT Amazings</a>)<br />
<br />
*En la imatge, captada mitjançant microscopi electrònic i acolorida, s'aprecia una cèl·lula (verd) molt infectada amb partícules víriques de SARS-CoV-2 (porpra). (Imatge: <a href="https://www.nih.gov/health-information/coronavirus">NIH</a>)<br />
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-37249785703120008242020-04-17T12:43:00.001+02:002020-04-17T12:43:58.628+02:00Aquest <a href="https://www.vilaweb.cat/noticies/video-classe-magistral-coronavirus/?fbclid=IwAR0l_20vQAzBVM_53Jtpz-7-btABwdo1U-7CIWt5cwqZNwtlstO-u2m8W9w">vídeo </a>ens descriu què és el coronavirus, com actua, com el reconeix el nostre sistema immunitari i com ens protegeix, i com funcionen els test de reconeixement.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfRCkpKu0LvI_3_yOhG2eY2AkL-Hs0BT_1P2hPAGEqRkpTgCSolQfqxW6TdHVdKjPT1OkrfunCXCdvkDRVC1A6OMdxNgLKeS1DBGQlAvLFEUXGuJi73eP1zplVlWthzyij3Cd1vIZZZhZN/s1600/Captura.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="326" data-original-width="502" height="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfRCkpKu0LvI_3_yOhG2eY2AkL-Hs0BT_1P2hPAGEqRkpTgCSolQfqxW6TdHVdKjPT1OkrfunCXCdvkDRVC1A6OMdxNgLKeS1DBGQlAvLFEUXGuJi73eP1zplVlWthzyij3Cd1vIZZZhZN/s320/Captura.JPG" width="320" /></a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-78354862058925612152020-04-04T14:33:00.000+02:002020-04-04T14:33:55.841+02:00Fa uns dies es complia 27 anys que faltà el periodista, escriptor i un dels poetes més importants del segle XX i dels més reconeguts en valencià: <a href="https://www.escriptors.cat/autors/andresv/portic-vicent-andres-estelles" target="_blank">Vicent Andrés Estellés</a>.<br />
Considerat el principal renovador de la posesia catalana contemporània, d'ell s'ha dit que és el millo poeta valencià des de l'època d'<a href="https://www.escriptors.cat/autors/marcha/portic" target="_blank">Ausiàs March</a> i <a href="https://www.escriptors.cat/autors/roisj/portic" target="_blank">Joan Rois de Corella</a>.<br />
<br />
En el seu record un encreuat sobre un dels seus poemes més coneguts:<br />
<br />
<html xmlns="http://www.w3.org/1999/xhtml"><head>
<title>ESTELLÉS</title>
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<h1>
ESTELLÉS</h1>
<h3 style="margin-top: -1em;">
MANEL COLLADO</h3>
<div class="ecw-answerbox" id="waitmessage">
This interactive crossword puzzle requires JavaScript and any
recent web browser, including Windows Internet Explorer, Mozilla Firefox, Google Chrome, or
Apple Safari. If you have disabled web page scripting, please re-enable it and refresh
the page. If this web page is saved on your computer, you may need to click the yellow Information Bar at the top or bottom of
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Clue = new Array("de no ser res sino s'és ___",
"I ___, i esperaràs",
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"Allò que val és la ___",
"i serà la ___ del teu poble,",
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"mentre dormen les teues ___,",
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<script type="text/javascript"><!--
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DeselectCurrentWord();
return;
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if (ContainsBadChars(TheirWord))
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<a href="http://www.eclipsecrossword.com/" onclick="this.target='_blank'" style="font-weight: bold;">EclipseCrossword</a> © 2000-2013
</div>
<div class="ecw-answerbox" id="welcomemessage" style="display: none;">
<h3>
Welcome!</h3>
Click a word in the puzzle to get started.<br />
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<h3 class="ecw-wordlabel" id="wordlabel">
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<div class="ecw-answerbox" id="congratulations" style="display: none;">
<h3>
Congratulations!</h3>
You have completed this <a href="http://www.eclipsecrossword.com/" style="color: black; text-decoration: none;">crossword puzzle</a>.
<br />
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<a href="http://www.eclipsecrossword.com/" style="color: black; text-decoration: none;">crosswords</a>
like this yourself, get <a href="http://www.eclipsecrossword.com/" onclick="this.target='_blank'">EclipseCrossword</a>
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<br />
</div>
</td></tr>
</table>
<div style="margin-top: 1em;">
<button id="checkbutton" onclick="CheckClick();" style="display: none;" type="button">Check puzzle</button>
</div>
<script type="text/javascript"><!--
BeginCrossword();
//-->
</script>
<!-- Created with EclipseCrossword, (C) Copyright 2000-2013 Green Eclipse. eclipsecrossword.com -->
</body></html>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-10980491763299107642020-04-04T12:19:00.000+02:002020-04-17T13:17:41.075+02:00Estem patint el període de confinament i cal qualsevol entreteniment, i si és educatiu millor encara.<br />
Mirem de fer aquest encreuat per acostar-nos al vocabulari típic de la COVID-19.<br />
<br />
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<title>TERMES DE LA COVID-19</title>
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<h1>TERMES DE LA COVID-19</h1>
<h3 style="margin-top: -1em;">MANEL COLLADO</h3>
<div id="waitmessage" class="ecw-answerbox">
This interactive crossword puzzle requires JavaScript and any
recent web browser, including Windows Internet Explorer, Mozilla Firefox, Google Chrome, or
Apple Safari. If you have disabled web page scripting, please re-enable it and refresh
the page. If this web page is saved on your computer, you may need to click the yellow Information Bar at the top or bottom of
the page to allow the puzzle to load.
</div>
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<script type="text/javascript"><!--
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Words = 28;
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Word = new Array("INTERFERÓ", "ASIMPTOMÀTIC", "VIRUS", "MERS", "ESPÍCULA", "VIRULÈNCIA", "SOCA", "IMMUNITAT", "PCR", "PANDÈMIA", "RESERVORI", "EPIDÈMIA", "ZOONOSI", "CONFINAMENT", "FROTIS", "SEMIOLOGIA", "TAXA-LETAL", "INFODÈMIA", "SARS", "CÀPSIDA", "TRANSMISSIBLE", "CORONAVIRUS", "PATOGENICITAT", "ANTIVIRAL", "COVID-19", "PNEUMÒNIA", "PREVALENÇA", "HIGIENE");
Clue = new Array("Citocina que té un efecte inhibidor sobre la replicació vírica i és sintetitzada per algunes cèl·lules en resposta a infeccions víriques o a agents patògens intracel·lulars.",
"Que no presenta cap manifestació clínica aparent de malaltia.",
"Microorganisme acel·lular paràsit obligat de plantes, animals i bacteris, format per un sol tipus d'àcid nucleic, DNA o RNA, envoltat d'una càpsida proteica i, en alguns casos, d'un embolcall, que utilitza la maquinària biosintètica de la cèl·lula hoste per a multiplicar-se.",
"Malaltia respiratòria causada pel coronavirus MERS-CoV, caracteritzada per febre, tos, pneumònia, dificultat respiratòria i afectació renal i que presenta una mortalitat alta.",
"Protuberància proteica de l'embolcall víric que té la funció de reconèixer determinades estructures de la membrana cel·lular per a facilitar l'entrada del virus a les cèl·lules susceptibles d'infecció.",
"Grau de patogenicitat entre les diferents soques de microorganismes que componen una espècie.",
"Conjunt d'individus el genotip dels quals presenta un o més caràcters fixos que els diferencien dels altres individus de la varietat o població a la qual pertanyen.",
"Resistència adquirida o congènita d'un organisme enfront d'una malaltia infecciosa o d'un antigen determinat.",
"Tècnica de genètica molecular que permet copiar i amplificar in vitro seqüències de DNA específiques, consistent en cicles repetits de separació, associació i síntesi de DNA conduïts per parells d'encebadors orientats recíprocament.",
"Epidèmia d'una malaltia transmissible que s'estén a molts països i afecta un nombre molt elevat d'individus.",
"Teixit o cèl·lula que actua com a dipòsit on un agent infecciós es manté en estat de latència o en condicions de resistència.",
"Aparició, en una comunitat o una àrea geogràfica, durant un període de temps concret, d'un nombre inesperat de casos d'una malaltia, que excedeixen clarament els valors habituals.",
"Malaltia infecciosa que es transmet de manera natural dels animals a l'espècie humana i viceversa.",
"Fet de tancar algú dins un espai limitat per motius diversos, com ara la salut pública, la seguretat ciutadana o l'aplicació d'una sentència judicial.",
"Preparació microscòpica, prima i transparent, d'una mostra de líquid orgànic espès o un teixit semilíquid o pastós, obtinguda estenent-la damunt el portaobjectes i assecant-la a l'aire o amb alguna substància.",
"Conjunt dels símptomes d'una malaltia o d'un malalt.",
"Taxa que expressa el nombre de morts en una població de persones afectades per una malaltia o un problema de salut, per unitat de temps.",
"Difusió ràpida de rumors, informació inexacta i notícies enganyoses amb relació a una malaltia infecciosa o un problema de salut pública paral·lelament a la seva propagació o evolució.",
"Malaltia respiratòria causada pel coronavirus SARS-CoV, que es manifesta amb febre alta, tos seca, cefalees i miàlgies, de vegades amb diarrea, i que sol derivar en una pneumònia greu.",
"Coberta proteica formada per capsòmers que protegeix l'àcid nucleic d'un virus.",
"Que pot ser transmès d'un individu a un altre, d'una espècie a una altra, per contagi o per herència.",
"Família de virus amb RNA monocatenari de sentit positiu, de forma esfèrica i amb càpsida de simetria helicoidal, amb un diàmetre de 80 a 130 nm, que presenten un embolcall amb espícules en forma de pètals o punxes.",
"Capacitat que posseeixen els microorganismes per a produir una malaltia, ja sigui espontàniament en l'espècie humana o bé experimentalment en els animals de laboratori.",
"Substància química que inactiva selectivament els virus que infecten organismes vius o en debilita l'acció.",
"Malaltia respiratòria causada pel coronavirus SARS-CoV-2, que produeix símptomes similars als de la grip, com ara febre, tos, dispnea, miàlgia i astènia, i que quan afecta persones immunocompromeses o amb altres patologies prèvies de base pot derivar en una pneumònia greu.",
"Inflamació pulmonar aguda, sense participació bronquial, causada per un agent infecciós, caracteritzada per l'ocupació dels alvèols per un exsudat que es consolida i dona al pulmó una consistència semblant a la del fetge, acompanyada d'una simptomatologia variable que pot incloure febre alta, cefalea, tos productiva, dispnea i dolor agut o punxant al tòrax.",
"Nombre de persones afectades per una malaltia determinada, o exposades a un factor de risc determinat, en un període de temps concret amb relació al nombre total d'habitants d'una àrea geogràfica o social.",
"Ciència que estudia les condicions i els factors personals o ambientals que influeixen en la salut física i mental, amb la voluntat de prevenir l'aparició i la difusió de malalties, i prescriu les normes que se'n dedueixen per a conservar millors condicions de vida tant individuals com poblacionals.");
AnswerHash = new Array(80396, 88897, 23573, 66941, 97324, 85265, 49933, 92678, 81332, 65605, 66762, 4244, 8877, 32504, 93139, 44453, 11157, 55047, 4843, 91980, 26287, 54327, 27653, 91511, 71796, 58429, 15093, 92259);
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WordY = new Array(3, 3, 5, 8, 8, 10, 12, 13, 15, 15, 18, 19, 0, 1, 1, 2, 2, 5, 5, 6, 7, 8, 11, 14, 15, 15, 15, 18);
LastHorizontalWord = 11;
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{
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}
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</body></html>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-63906245425834760352015-06-19T19:51:00.002+02:002015-06-19T20:10:24.715+02:00Guardonada l'estació meteorològica <div class="separator" style="clear: both; text-align: center;">
<a href="https://sites.google.com/site/elgustodeinvestigar/_/rsrc/1434539218719/curso-2014-2015/trabajos-galardonados-2015/premio%20grupo%203.jpg?height=293&width=400" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="234" src="https://sites.google.com/site/elgustodeinvestigar/_/rsrc/1434539218719/curso-2014-2015/trabajos-galardonados-2015/premio%20grupo%203.jpg?height=293&width=400" width="320" /></a></div>
Fa uns dies ens fèiem <a href="http://bigpenyagolosa.blogspot.com.es/2015/06/lalumnat-dinformatica-construeix-una.html" target="_blank">ressò</a> de l'estació meteorològica construïda per l'alumnat d'informàtica de l'IES Penyagolosa.<br />
Doncs bé, aquest grup d'alumnes, integrat per:<br />
<blockquote class="tr_bq">
Iván Chinarro,<br />
Daniel Sales i<br />
Alejandro Zarut </blockquote>
que exposaren el projecte a l'alumnat de 1r. ESO ha estat guardonat amb el primer premi d'Informàtica i Tecnologia del "<a href="https://sites.google.com/site/elgustodeinvestigar/" target="_blank">Gust per investiga</a>r" de la UJI.<br />
<a href="https://a3c9f2a6-a-62cb3a1a-s-sites.googlegroups.com/site/elgustodeinvestigar/curso-2014-2015/trabajos-galardonados-2015/premio%20especial%20ESTCE.jpg?attachauth=ANoY7crhLFnztzdd-lTINZteXm1-dE-BHRELUiI9hb-fj0wi5TS84frZCPgH28u-KkaRsKovK-fCEq1AfKH-c7iQX05rZOSOi84EJOUYZOdElQ5X9gdnkNlxjpvNRigvpACKuRStqbTPYg-o0D3hx44_vH5NclTZgitxf6axwgrRQG0b3nheQgPHRjOlKbmGaHURixMPFTblnxxW5o8STxsPOu3jDKOsafqovrL-OAqusmFur3Ydd0Cg-Czs3TSlg7PDMU448WVQVT8vKK7V_jq8csLagn2LdXACnNugle4XYl1GeLjEjsU%3D&attredirects=0" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://a3c9f2a6-a-62cb3a1a-s-sites.googlegroups.com/site/elgustodeinvestigar/curso-2014-2015/trabajos-galardonados-2015/premio%20especial%20ESTCE.jpg?attachauth=ANoY7crhLFnztzdd-lTINZteXm1-dE-BHRELUiI9hb-fj0wi5TS84frZCPgH28u-KkaRsKovK-fCEq1AfKH-c7iQX05rZOSOi84EJOUYZOdElQ5X9gdnkNlxjpvNRigvpACKuRStqbTPYg-o0D3hx44_vH5NclTZgitxf6axwgrRQG0b3nheQgPHRjOlKbmGaHURixMPFTblnxxW5o8STxsPOu3jDKOsafqovrL-OAqusmFur3Ydd0Cg-Czs3TSlg7PDMU448WVQVT8vKK7V_jq8csLagn2LdXACnNugle4XYl1GeLjEjsU%3D&attredirects=0" width="320" /></a>El <a href="https://app.box.com/s/4w7vns4yu11io2vmaqcv58zc4i988e7n" target="_blank">projecte</a> tractava de construir una estació meteorològica utilitzant tecnologies de baix cost per a substituir la vella estació que teníem en el terrat de l'institut. A més el projecte s'ha realitzat de manera que les dades dels diferents sensors són enviats a Internet i publicats en diferents pàgina web de meteorologia d'àmbit mundial i de recollida de dades. Açò possibilita que hom puga visualitzar la informació meteorològica des d'una pàgina web, consultar l'evolució mitjançant l'històric de dades enviades i descarregar les dades per a realitzar estudis estadístics des de programari especialitzat.<br />
Es també digne d'esment el Premi de l'Escola Superior de Tecnologia i Ciències Experimentals (ESTCE-UJI) al millor treball de recerca, al grup format per Joan Capella, Marc Iturralde i Yoel Melul, així mateix de l'IES Penyagolosa.<br />
El seu projecte: "<a href="https://app.box.com/s/96tdirmo462tzfd0f48azag9pzi0st9d" target="_blank">Mesurant amb la llum</a>" estudia diferents aspectes de les interferències i de la difracció de la llum a partir d'experiències com la de YOUNG. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://app.box.com/representation/file_version_30890848653/image_2048_jpg/1.jpg?shared_name=vqf07kujlmp8pp70jryaqji7y89f0cgy" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="318" src="https://app.box.com/representation/file_version_30890848653/image_2048_jpg/1.jpg?shared_name=vqf07kujlmp8pp70jryaqji7y89f0cgy" width="400" /></a></div>
<br />
<a href="https://sites.google.com/site/elgustodeinvestigar/_/rsrc/1434538701121/curso-2014-2015/trabajos-galardonados-2015/premio%20grupo1.jpg?height=292&width=400" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="234" src="https://sites.google.com/site/elgustodeinvestigar/_/rsrc/1434538701121/curso-2014-2015/trabajos-galardonados-2015/premio%20grupo1.jpg?height=292&width=400" width="320" /></a>Però no acaben ací els guardons. També s'aconsegueix el premi de Matemàtiques i Física i Química amb el treball: "<a href="https://app.box.com/s/d27wmtugplaf28c41znsc97q6u9unwju" target="_blank">Lents d'aigua</a>"; el grup format per l'alumnat de 1r. de Batxillerat:<br />
<blockquote class="tr_bq">
Andrea Gallén,<br />Ignacio García i<br />Rebeca Herbella
</blockquote>
estudià la refracció de la llum a través d'una lent d'aigua, obtinguda en omplir d'aigua un vidre de rellotge, comportant-se com una lent convergent, obtenint-se imatges reals:<br />
<br />
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<a href="https://app.box.com/representation/file_version_30890857749/image_2048_jpg/1.jpg?shared_name=eglbhof6tg3irv9dmafdkbs71frs288y" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="318" src="https://app.box.com/representation/file_version_30890857749/image_2048_jpg/1.jpg?shared_name=eglbhof6tg3irv9dmafdkbs71frs288y" width="400" /></a></div>
<br />
<br />
Felicitats a tots tres grups.<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-68514934847784054842015-06-02T19:30:00.002+02:002015-06-02T19:31:36.608+02:00L'alumnat d'informàtica construeix una estació meteorològica<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvjBQiGBuuT9rMfL30xYbm7DpFfGIDH6tLdYZTBUq-rgZnOtvJEFK-qm5F1-pME10RFi4NggbTyWB55kpG846O5u0MtjIHxlvQeQZLm5Ge61sMU1ygwSQRLddJZWt4lYVJt8NOKVV_ixGu/s1600/aparell.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvjBQiGBuuT9rMfL30xYbm7DpFfGIDH6tLdYZTBUq-rgZnOtvJEFK-qm5F1-pME10RFi4NggbTyWB55kpG846O5u0MtjIHxlvQeQZLm5Ge61sMU1ygwSQRLddJZWt4lYVJt8NOKVV_ixGu/s200/aparell.jpg" width="77" /></a></div>
<div style="font-family: Arial, Verdana, sans-serif; font-size: 12px;">
Avuí l'alumnat de 4t de l'ESO: Daniel Sales, Ivan Chinarro i Alejandro Zarut, ens han exposat, en classe de Ciències Naturals de 1r. de l'ESO el seu projecte: "Estació Meteorològica a l'IES" que en breu exposaran a la UJI i que ha estat supervisat pel <a _fcksavedurl="http://mestreacasa.gva.es/web/iespenyagolosa/29" href="http://mestreacasa.gva.es/web/iespenyagolosa/29">departament d'Informàtica</a>. </div>
<div style="font-family: Arial, Verdana, sans-serif; font-size: 12px;">
<br /></div>
<div style="font-family: Arial, Verdana, sans-serif; font-size: 12px;">
Es tracta d'un interessant projecte pe a recollit les dades meteorològiques en el centre, de manera informatitzada, en base a un aparell amb una sèrie de sensors que detecten la valocitat i direcció del vent. Així mateix integra una placa d'Arduí, que en ser de plàstic transparent, permet el pas de la llum i de la humitat per a que la placa puga recollir aquesta informació. També es composa d'un recipient informatitzat que actua de pluviòmetre junt al càlcul de la pressió atmosfèrica.</div>
<div style="font-family: Arial, Verdana, sans-serif; font-size: 12px;">
<br /></div>
<div style="font-family: Arial, Verdana, sans-serif; font-size: 12px;">
Els tres alumnes han destacat el baix cost de funcionament i de fabricació. Està cannectada a la xarxa, de manera de deixa les dades a Internet en base a tres enllaços mitjançant un servei: <a _fcksavedurl="http://devicehub.net/project/355c3beb-14fe-4407-a6b9-dfd6116658f5/ui" href="http://devicehub.net/project/355c3beb-14fe-4407-a6b9-dfd6116658f5/ui">DevideHub</a> que ajuda a interconnectar el món real amb internet i en ell s'emmagatzemen les dades en línia i la possibilitat de controlar l'electrònica de qualsevol tipus connectat a Internet.</div>
<div style="font-family: Arial, Verdana, sans-serif; font-size: 12px;">
<br /></div>
Enhorabona a aquest alumnat i al professorat d'informàtica per aquesta utilitat de gran aplicació per a diversos departaments:
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<div style="font-family: Arial, Verdana, sans-serif; font-size: 12px;">
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-77729330027614718762015-04-02T11:35:00.000+02:002015-04-02T11:49:25.821+02:00Una nit al museu de ciència<br />
<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;">
<a href="https://sites.google.com/site/nitalmuseudecienciesdelbovalar/" target="_blank"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLWy3Rl1uay_L_IUOCswblBp7R1mO2OEnC2jxG1rTcxwDoLbEO9tbhDwFVcPKz8kefCS8weyhDCEClrptc_fE-zKA-Vw2z9bZ4IiLbTpzeeV9cvdJtxsFMCoSYy10HNBBPTumfawC8D3qo/s1600/web.JPG" height="198" width="320" /></a></div>
<br />
Recentment hem encetat un projecte col·laboratiu entre l'<a href="http://repasdenat.blogspot.com.es/" target="_blank">IES Bovalar</a> i l'IES Penyagolosa per a treballar, amb l'alumnat de 1r de l'ESO, els animals.<br />
<br />
Utilitzant l'argument de la pel·lícula «<a href="http://night%20at%20the%20museum/" target="_blank">Una nit al museu</a>», on a la nit tot allò exposat cobra vida per encaminar les activitats cap a un producte final: classificar i conèixer millor els animals que han vist en passar aquella nit màgica al museu de ciències naturals.<br />
<br />
La primera fase consisteix a elaborar entre tots (<a href="https://sites.google.com/site/nitalmuseudecienciesdelbovalar/home" target="_blank">Google sites</a>) un museu virtual (a partir de la idea original de <a href="http://animaliavirtualmuseum.wikispaces.com/" target="_blank">Jordi Doménech</a>): hauran de decidir quins animals hi ha amb l'elaboració per grups de 12 panells informatius (dibuix, característiques, classificació, ecologia, ...) que fan referència a: 5 animals vertebrats (1 mamífer, 1 ocell, 1 peix, 1 rèptil i 1 amfibi) , 5 d'invertebrats (de classes diferents), un de fòssil i un d'inventat (mitològic).<br />
Hem començat pel vertebrats i, la part tecnològica, està costant molt. Anirem fent a poc a poc.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-53770776792003329962014-12-24T14:44:00.005+01:002015-01-06T12:10:55.833+01:00Feliç 2015<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKBAbsPjrghKdQLt4D7YosynXzUDq8rFPlzSOWDlwbhguM1vZh7-xIFD9y8oJqbDUOVEjZybGYDG6mq2hsOkq5F63ym6DTpp0JB04H-5NtvekVzRypj6neMEApBPCDdarCv_bI9NlZomlU/s1600/nadal.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKBAbsPjrghKdQLt4D7YosynXzUDq8rFPlzSOWDlwbhguM1vZh7-xIFD9y8oJqbDUOVEjZybGYDG6mq2hsOkq5F63ym6DTpp0JB04H-5NtvekVzRypj6neMEApBPCDdarCv_bI9NlZomlU/s1600/nadal.JPG" /></a></div>
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<span style="color: red;"><i><br /></i></span></h2>
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<span style="color: red;"><i><br /></i></span></h2>
<h2 style="text-align: center;">
<span style="color: red;"><i>BONS NADALS</i></span></h2>
<h2 style="text-align: center;">
<span style="color: red;"><i><br />FELIÇ 2015 </i></span></h2>
<h2 style="text-align: center;">
<span style="color: red;"><i>SENSE RETALLADES EDUCATIVES NI DE SALUT</i></span></h2>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-9791601964800425612014-12-19T14:24:00.002+01:002014-12-19T14:48:23.756+01:00Marató TV3-2014<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMtspgxAvA8PXxiNKxqhJA0Xr_qT74Z2IT_FFACJbO3DSAiAzJwi_tMIesryqjDcuRjWssVvCa1dOK_wv01h4ah8JA_RtmKXSk1-kEPMTSNJpaZ3luFK30L7OwZlZ-Ti8Mnuu1Pdziv2Nm/s320/marato14.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMtspgxAvA8PXxiNKxqhJA0Xr_qT74Z2IT_FFACJbO3DSAiAzJwi_tMIesryqjDcuRjWssVvCa1dOK_wv01h4ah8JA_RtmKXSk1-kEPMTSNJpaZ3luFK30L7OwZlZ-Ti8Mnuu1Pdziv2Nm/s320/marato14.JPG" height="32" width="400" /></a></div>
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Com cada any, el departament de Biologia de l'IES Penyagolosa ha participat amb la <a href="http://www.tv3.cat/marato/" target="_blank">Marató de TV3-2014</a>. Enguany, la 23a edició de La Marató ha estat dedicada a les malalties del cor. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZeSW7-JtGvATHD2JHLFRW1XKq4_UJQjL2QeT6YjjfxXhlRMwJGyQQO6bQORsyp6H_Ph-y3mjslklNA2bS7ekTkuUFFv_5m0L5SbnRD5oSGwmsSm8s77I3P32wsKJqPGJe5W4NUAW1qyiB/s1600/DSC_2018.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZeSW7-JtGvATHD2JHLFRW1XKq4_UJQjL2QeT6YjjfxXhlRMwJGyQQO6bQORsyp6H_Ph-y3mjslklNA2bS7ekTkuUFFv_5m0L5SbnRD5oSGwmsSm8s77I3P32wsKJqPGJe5W4NUAW1qyiB/s1600/DSC_2018.JPG" height="212" width="320" /></a>Ha estat Jorge Esfors de l'Hospital Provincial qui s'encarregat de transmetre eixe esperit solidari, de sensibilització i de col·laboració per a incrementar la dedicació, en la investigació, d'un conjunt</div>
de malalties que causen la mort d’una de cada<br />
quatre persones i recaptar fons per impulsar la seva recerca biomèdica.<br />
Es pretén ampliar el coneixement que té la ciutadania sobre les malalties del cor des del vessant mèdic i humà.<br />
La nostra ha format part de les 4.000 conferències als centres educatius per a informar i informar-nos de eixes malalties cardíaques que afecten tothom, tant homes com dones, i a qualsevol edat: des de menuts fins a gent gran. Les malalties del cor són la primera causa d’ingrés hospitalari i fan perdre molta qualitat de vida a les persones que en són víctimes. <br />
Ja coneixem el cor, com un múscul que té un sistema elèctric propi. Cada estímul elèctric el fa contraure per impulsar la sang. En repòs, el cor batega a un ritme constant de seixanta batecs per minut. Bomba cinc litres de sang cada minut, que es distribueix per tot el cos a través de les artèries i les venes, i té unes vàlvules que només permeten que la sang vage endavant. <br />
El problema és que el cor no es regenera, tenim el mateix cor quan naixem que quan morim, per tant ha de funcionar tota la vida. No obstant això la xarxa elèctrica pot envellir, tenir curt circuits o altres problemes. Quan no funciona bé, el cor pot deixar de contraure’s de manera sincrònica i perd el ritme. És el que s’anomena arítmia. L’arítmia més perillosa és la fibril·lació ventricular: el cor tremola i no és capaç de bombar la sang. S’ha d’aturar ràpidament, sinó provoca mort sobtada. Quan les vàlvules s’obren o es tanquen malament es donen les valvulopaties, i provoca que la sang no circuli en la direcció correcta.<br />
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El cor pot tenir defectes de naixement. Pot ser que no estigue completament ben format. Aquestes malalties s’anomenen cardiopaties congènites.</div>
Les artèries que nodreixen el múscul cardíac s’anomenen artèries coronàries. Quan una es tapa parcialment, causa dolor amb l’esforç (angina de pit). Quan es tapa totalment, mor una part del cor i es produeix el que en diem infart.<br />
El múscul del cor pot afeblir-se per diferents motius. Quan el cor no té prou força per bombar la sang, la persona nota cansament i ofec. És el que es coneix com a insuficiència cardíaca.<br />
Cada vegada es van perfeccionant els tractaments i s’intenten adequar a les necessitats de cada pacient. N’hi ha un ventall molt ampli que va des de medicaments fins a operacions a cor obert.<br />
La tecnologia és cada cop més sofisticada i ja hi ha des de marcapassos sense cables fins a desfibril·ladors implantables sota la pell. Moltes operacions s’intenten fer a través de catèters que entren per artèries de la cama o del canell. Aquest és el cas de les pròtesis de vàlvules o els “<a href="http://www.nlm.nih.gov/medlineplus/spanish/ency/article/002303.htm" target="_blank">stents</a>”. El gran avantatge: els pacients pateixen menys i en 3 o 4 dies poden tornar a casa.<br />
Hi ha símptomes que han d’alertar que hi pot haver un problema al cor: manca d’aire en fer un esforç o de vegades en repòs, mareig, palpitacions, dolor al pit, als braços o malestar general. Els símptomes són molt similars en moltes de les malalties del cor.<br />
<div class="separator" style="clear: both; text-align: left;">
El més important és avisar un equip mèdic al més aviat possible. Cada segon compta.</div>
Una trucada al <a href="http://www.112.es/" target="_blank">112</a> pot salvar vides. <br />
<div class="separator" style="clear: both; text-align: left;">
Per a millorar tot això cal més inversió en les investigacions sobre les malalties. Negar la necessitat d'aquestes investigacions és dir no al benestar de la ciutadania. Ara per ara s'han aconseguit vora als 9 milions d'euros per part del poble. Només la negativa del govern fan necessàries aquestes iniciatives.</div>
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<div class="contentbody" style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: arial, verdana, helvetica, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17px; margin: 0px 0px 30px 4px; orphans: auto; overflow: hidden; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
<b>Mireu aquest <a href="http://www.ccma.cat/video/embed/5388832/" target="_blank">vídeo</a> en 3D i descobriu com es dóna una malatia coronària.</b></div>
<!-- Blogger automated replacement: "https://images-blogger-opensocial.googleusercontent.com/gadgets/proxy?url=http%3A%2F%2F1.bp.blogspot.com%2F-ZI9f3Ev6wkU%2FVJQeG8ff9cI%2FAAAAAAAAA-Q%2F5nutbG53so8%2Fs320%2Fmarato14.JPG&container=blogger&gadget=a&rewriteMime=image%2F*" with "https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMtspgxAvA8PXxiNKxqhJA0Xr_qT74Z2IT_FFACJbO3DSAiAzJwi_tMIesryqjDcuRjWssVvCa1dOK_wv01h4ah8JA_RtmKXSk1-kEPMTSNJpaZ3luFK30L7OwZlZ-Ti8Mnuu1Pdziv2Nm/s320/marato14.JPG" -->Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-45573324505720701602014-07-03T13:53:00.000+02:002014-07-06T13:54:02.855+02:00NOVADORS 2014<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.novadors.org/wp-content/uploads/2014/05/jornades20141.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://www.novadors.org/wp-content/uploads/2014/05/jornades20141.jpg" height="116" width="320" /></a></div>
<br />
Enguany des de Gandia, s'han iniciat les <a href="http://novadors.org/jornades2014/ca/inici/" target="_blank">XI JORNADES NOVADORS</a> 2014, aquest mateix cap de setmana.<br />
<br />
<div align="JUSTIFY">
<b>Novadors </b>és una associació que arreplega experts en noves tecnologies i docents
de tots els nivells educatius. Aquesta associació tracta de contribuir a
la innovació educativa tot promovent l’ús de les TIC (Tecnologies de la
Informació i de la Comunicació) en el procés
d’ensenyament-aprenentatge.<img alt="" data-mce-placeholder="1" data-mce-resize="false" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" title="More..." /></div>
<br />
El <a href="http://novadors.org/jornades2014/ca/programa/" target="_blank">programa </a>no té res que envejar a edicions anteriors:<br />
<blockquote class="tr_bq">
<strong><a href="http://vimeo.com/87033578" target="_blank">PetxaKutxes</a>, </strong></blockquote>
<blockquote class="tr_bq">
<strong>Ponències </strong></blockquote>
<blockquote>
<b>Tallers </b>...</blockquote>
És un espai participatiu i obert de diàleg en el qual s'aprèn ensenyant i s'ensenya aprenent. Es comparteixen activitats, tasques, <span style="text-align: justify;">experiències</span> ... tot encaminat a <span style="text-align: justify;">millorar
l’educació i es possibilita l’ús de
les noves tecnologies per a afavorir el canvi educatiu.</span><br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<a href="http://2.bp.blogspot.com/bGTqPuEaYmEPci9cGv5NrM3xaXW4upIvPCf1VycjvRquDnydS3ZXEY_h55WkSeelF6LqRbp71kWyv9rlLEVM9vB0ieuXPUkCko4S5-t9bus4aggLiwAFAXhdPq3eeVs6iM5i" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/bGTqPuEaYmEPci9cGv5NrM3xaXW4upIvPCf1VycjvRquDnydS3ZXEY_h55WkSeelF6LqRbp71kWyv9rlLEVM9vB0ieuXPUkCko4S5-t9bus4aggLiwAFAXhdPq3eeVs6iM5i" height="150" width="200" /></a>Absolutament tots i totes tenim coses meravelloses
que compartir i que aprendre.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Es pot <a href="http://novadors.org/jornades2014/ca/siguenos-en-la-red/en-twitter/" target="_blank">seguir a la xarxa</a>. De ben segur que prompte podrem gaudir de les activitats exposades.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Per a obrir boca us deixem les <a href="http://novadors.org/jornades2013/?p=40" target="_blank">petxaKutxes </a>del 2013. Per posar algun exemple us deixe la de Ricard: "<a href="https://docs.google.com/a/uji.es/presentation/d/1HeJBKN92DlDg5lGWZ-aMmkL5CEcq0nf87nowRmjOKU4/pub?start=false&loop=false&delayms=3000#slide=id.p8" target="_blank">Itineraris botànics als parcs de Castelló</a>".</div>
<div style="text-align: justify;">
Esperem que ben prompte Sergio Mestre ens puga fer gaudir de les <a href="http://ambitcientific.blogspot.com.es/2014/06/novadors-2014-xi-jornadas.html" target="_blank">experiències mostrades </a> a aquells que no hem pogut gaudir de l'esdeveniment. </div>
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<br /></div>
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<strong><br /></strong>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-85519166199921467652014-06-06T20:48:00.000+02:002015-04-30T21:05:03.293+02:00Visitem el Museu "El Carmen"<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjpTJ67lBws8efDrs_VyrXmluy01eaytgxh5oYLwnabvikfWp1G1NHLUNYrrqJ8sRCCx49Xzkz51T-z2WLzgCj6Z1DlBHyRgze0wY4n44yQ3oC4Q7Qh91_IXDiFEeok3szSwqrWX-mKkbs/s1600/baja.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjpTJ67lBws8efDrs_VyrXmluy01eaytgxh5oYLwnabvikfWp1G1NHLUNYrrqJ8sRCCx49Xzkz51T-z2WLzgCj6Z1DlBHyRgze0wY4n44yQ3oC4Q7Qh91_IXDiFEeok3szSwqrWX-mKkbs/s1600/baja.jpg" height="213" width="320" /></a>Després de fer un recorregut pel barri jueu d'Onda i veure el seu castell, hem visitat el <a href="http://www.museodelcarmen.com/" target="_blank">Museu de Ciències Natural del Carme</a> d'aquesta població.<br />
L'alumnat ha pogut veure la fauna de diferents zones de la Terra i altres curiositats que tanca el Museu.<br />
El director ha anat explicant al nostre alumnat de <a href="http://www.museocarmenonda.blogspot.com.es/2014/06/el-ies-penyagolosa-de-castellon-en-el.html" target="_blank">1r de l'ESO</a> cadascuna de les tres plantes de les que consta el Museu.<br />
Començant per la planta baixa hom ha anat recorrent les 32 vitrines amb la fauna del món. En la planta primera es troben les aus de grandària menor tot just amb les seccions d'Osteologia, Anatomia, Malacologia, Oologia, Fitopatologia, Entomologia i Botànica.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfhzciJpsTyKc1KlO2P6E2oqWaZSgjNIANYmWViBnO-YmzftPZsGh5ED5atfBf34IC3kl9iOFKsW3o6Buh1QX8AEELQyq3Bjb4o2c_Cz4GZDr_eNFydtWzSoohbkOGKG4xdg0iwPKy86CE/s1600/IMG_0002.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfhzciJpsTyKc1KlO2P6E2oqWaZSgjNIANYmWViBnO-YmzftPZsGh5ED5atfBf34IC3kl9iOFKsW3o6Buh1QX8AEELQyq3Bjb4o2c_Cz4GZDr_eNFydtWzSoohbkOGKG4xdg0iwPKy86CE/s1600/IMG_0002.JPG" height="265" width="400" /></a></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: left;">
A la segona planta hem pogut contemplar un estudi de la matèria, la formació de l'Univers, la terra, l'evolució fins a la vida i fins avui.</div>
<div class="separator" style="clear: both; text-align: left;">
L'alumnat, en principi ha passat a l'aula de projecció on el director del Museu ha contat la formació del Museu i s'ha projectat un audiovisual.</div>
<div class="separator" style="clear: both; text-align: left;">
Actualment compta amb més de 2.000 espècies de mamífers, aus, peixos, rèptils, crustacis i batracis. D'altra banda n'hi han més de 5.500 espècies d'invertebrats, més de 1.500 plantes en els diferents herbaris, 3.500 minerals, més de 500 fòssils i altres seccions.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-89599525431011539962014-06-03T12:48:00.000+02:002014-06-03T12:50:45.894+02:00L'IES Penyagolosa, el més guardonat de la província en les Olimpíades Acadèmiques 2014.<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.castelloninformacion.com/wp-content/uploads/2014/05/olimpiadas-uji-640x320.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.castelloninformacion.com/wp-content/uploads/2014/05/olimpiadas-uji-640x320.jpg" height="160" width="320" /></a></div>
<div class="resultado" id="resultado" style="border: 1px inset grey;">
El <a href="http://www.castelloninformacion.com/" target="_blank">diari-digital de Castelló </a>s'ha fet ressò del lliurament dels diplomes de les Olimpíades
Acadèmiques 2014 en les seues diverses disciplines a la
Universitat Jaume I.<br />
<br />
L'acte ha estat presidit pel rector, Vicent Climent, acompanyat per la vicerectora
d'Estudiants, Ocupació i Innovació Educativa, Pilar García Agustín i altres autoritats.<br />
<br />
L'<a href="http://mestreacasa.gva.es/web/iespenyagolosa" target="_blank">IES Penyagolosa</a>, que aquest curs celebra el 50 anniversari, ha estat el centre que ha obtingut més guardons amb un primer
lloc en Física i tercer en Matemàtiques de l'alumne Alaá Moucharrafie
Abdulsamad, un segon lloc en Biologia de Jesús García Vázquez, un tercer
premi en Física d'Andrea Rierol Ram i un segon lloc en Història i
Patrimoni de Víctor Bellés Blasco.<br />
<br />
L'estudiantat guardonat ha rebut un diploma
acreditatiu i un premi de la Universitat per valor de 100 euros. A més,
aquells estudiants premiats que es matriculen en alguna de les
titulacions que s'imparteixen en la Universitat Jaume I rebrà 600 euros i
tindrà la possibilitat de participar en programes com «Estudia i
Investiga» o els «Premis a l'excel·lència acadèmica», entre d'altres.<br />
<br />
Vicent Climent ha destacat el gran talent
d'aquests estudiants i, especialment, el seu esforç i treball continuat.
«Si hi ha alguna cosa que òmpliga de satisfacció a tot professor i
investigador és que la gent jove, els alumnes, ens superen i veure que
l'esforç que hem fet per a estimular vocacions ha donat fruit» ha
assenyalat. Així mateix ha instat a aquests joves a no perdre la
curiositat i la il·lusió per conèixer. Finalment, ha convidat als
alumnes a continuar amb els seus estudis superiors en la Universitat
Jaume I i els ha demanat que adquirisquen el compromís de retornar a la
societat tot allò que els ha aportat l'educació pública.<br />
<br />
Enguany la inscripció a les proves ha sigut de 478
alumnes de 36 centres de batxillerat dels varis pobles de la província,
la qual cosa suposa un rècord de participació en aquesta iniciativa,
sent la prova de valencià la que més inscripcions ha acumulat amb 210
concursants.</div>
<div class="columna-nueva-200" style="padding-top: 100px; text-align: center;">
<div class="bloquecontroles">
<label for="direccion">Direcció</label></div>
<div class="bloquecontroles">
<label for="marcar">Tipus de sortida</label></div>
<div class="bloquebotones">
</div>
</div>
<div class="copyright">
<img alt="Prompsit" src="http://apertium.ua.es/circulo_prompsit.png" style="vertical-align: middle;" />
<a href="http://www.prompsit.com/">Prompsit Language Engineering S.L.</a>
Consultar <a href="http://si.ua.es/es/vuala/">documentación</a> sobre <a href="http://www.apertium.org/">Apertium</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-70369367767153433862014-05-19T03:08:00.001+02:002014-05-19T03:09:56.904+02:00XIV Matinal de l'evolució<div class="separator" style="clear: both; text-align: center;">
</div>
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Amb un <a href="http://www.uv.es/diuvdocs/Jornades_Professors/MatinalEvolucio_Programa_2014" target="_blank">programa</a> tant interessant com en edicions anteriors, aquest cap de setmana ha tingut lloc una nova edició de la <a href="http://cienciesenelbroch.blogspot.com.es/2014/05/xiv-matinal-de-levolucio.html" target="_blank">Matinal d'Evolució</a>. Unes jornades, que any rere any pretenen l'actualització científica per al professorat de secundària i Batxillerat.<br />
Sergio Mestre, des del bloc: "<a href="http://ambitcientific.blogspot.com.es/2014/05/xiv-matinal-de-levolucio.html?utm_source=feedburner&utm_medium=email&utm_campaign=Feed:+mbitCientficelBlog+%28%C3%80mbit+Cient%C3%ADfic+%28el+blog%29%29" target="_blank">Àmbit Científic</a>" ens presenta un seguiment detallat de l'esvent. D'allí s'han extret aquest punts que tot seguit reproduïm i des d'on podrem fer el seguiment fotogràfic i dels comentaris de <a href="https://twitter.com/search?q=%23matinalevoluci%C3%B3&src=hash" target="_blank">Twitter</a>.<b> </b><br />
<blockquote class="tr_bq">
<b>El mite del cervell reptilià o el negligit paper de les emocions en l’evolució cerebral</b></blockquote>
Paul MacLean va proposar una idea d’èxit, que l’evolució del nostre cervell havia seguit un procés additiu en tres passos: al cervell reptilià, capaç de generar respostes eminentment reflexes, s’hi va afegir
als paleomamífers un sistema límbic capaç de generar emocions,
i als neomamífers (primats) un cervell pensant. El nostre
treball i el d’altres indica, pel contrari, que l’aprenentatge
emocional, la capacitat d’aprendre a reaccionar emocionalment a estímuls
nous, ja estava present als rèptils i va ser l’autèntic motor de
l’evolució cerebral. Som ani mals emocionals fins i tot quan pensem
fredament.<b> </b><br />
<blockquote class="tr_bq">
<b>Enrique Lanuza i Fernando Martínez-Garcia</b> </blockquote>
Fundadors del laboratori de Neuroanatomia Funcional Comparada
de la UV. Combinen estudis sobre evolució cerebral amb
l’anàlisi de la funció de l’amígdala, el cor del cervell emocional, en
la generació de comportaments socials amb una forta càrrega emotiva.
Actualment investiguen el paper de les feromones en l’atracció sexual,
el comportament maternal i l’agressió, i compaginen la seua recerca amb
la formació d’una novageneració de joves neurocientífics.<b> </b><br />
<blockquote class="tr_bq">
<b>Noves dades sobre evolució humana a la llum de la paleogenètica</b> </blockquote>
Les noves tecnologies de seqüenciació massiva permeten des de fa pocs
anys la recuperaci ó de genomes sencers d'individus del passat i
d'hominins extingits, com els neandertals o els denisovans. Amb
aquestes dades genòmiques és ara possible contestar preguntes
evolutives complexes com ara quina és la base genètica dels
trets adaptatius de les poblacions humanes, com reconstruir
migracions passades i la història demogràfica de les espècies
d'hominins o fins itot patrons reproductius i l'anàlisi d'hibridacions
que no havien estat detectades des d'altres camps científics.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-68375089861250275242014-05-13T23:15:00.000+02:002014-05-13T23:15:01.265+02:00T'agraden les aus?<div class="separator" style="clear: both; text-align: center;">
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Si vols participar en la Campanya: "Volar, viatjar, viure" dins d' "Un refugi segur per a les aus silvestres", pots omplir, des del teu centre, una <a href="https://docs.google.com/forms/d/1jp_NAbZZ2a0n-hko5UwD0aYgQ2DFp9D7FMnOY0OwS9U/viewform" target="_blank">enquesta </a>sobre les aus, la seua importància en l'entorn, problemes de migració, la caça, el parany i altres qüestions d'interés.<br />
<br />
Entra en la web de l'<a href="https://docs.google.com/forms/d/1jp_NAbZZ2a0n-hko5UwD0aYgQ2DFp9D7FMnOY0OwS9U/viewform" target="_blank">enquesta </a>i participa, només te durà uns pocs minuts.<br />
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-92024959117191012312014-04-06T11:52:00.001+02:002014-05-13T22:54:42.485+02:00El Bloc "Penyagoloseta"<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGnpcTZP-8EpmLXfZqK9db77fieeQK183jNtrocJTPetCBKTDF40JFc2xuH6fs8e3dUgkfjCW5sfnU5UPLbfRLRuISrHb-us7RzhzvwkWwDM4DBtFehzkH7vI64piX7tcMw5ipW9cxIALG/s1600/bloc2.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGnpcTZP-8EpmLXfZqK9db77fieeQK183jNtrocJTPetCBKTDF40JFc2xuH6fs8e3dUgkfjCW5sfnU5UPLbfRLRuISrHb-us7RzhzvwkWwDM4DBtFehzkH7vI64piX7tcMw5ipW9cxIALG/s1600/bloc2.JPG" height="320" width="280" /></a>L'alumnat de "Biologia Humana" de l'IES Penyagolosa està duent a terme, des de principi de curs una tasca important, posar al nostre abast aquelles notícies que van apareixen als mitjans de comunicació i que els resulta interessants per als joves i les joves de la seua edat.<br />
Els bacteris, les cèl·lules mare, el càncer, les malalties neurodegeneratives, les drogues, les vacunes, són alguns dels temes tractats.<br />
Donar una volta per aquest <a href="http://penyagoloseta.blogspot.com.es/" target="_blank">Bloc</a> ens endinsa en el món de les ciències i ens descobreix el món que interessa la nostra joventut.<br />
Ens adonem que la ciència està viva i que té futur, malgrat els polítics de torn. Així mateix sabem que els futurs científics i les futures científiques estan en les nostres aules i si alguna cosa podem fer per aquests estudiants és animar-los a seguir endavant amb les seues il·lusions, amb les seues inquietuds.<br />
Si ens donem una passejada veurem que la tasca educativa i educadora és gratificant. Ens han invitat a comentar el bloc i a votar-lo si és que ens ha agradat.<br />
Donem-los aquesta satisfacció.<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-7322477531504566252014-03-06T20:52:00.001+01:002014-03-06T21:30:11.099+01:00OLIMPÍADA DE BIOLOGIA 2014<!--[if gte mso 9]><xml>
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Divendres 21 de febrer de 2014, a les 16:30 hores en l'Aula Magna de l'Escola Superior de Tecnologia i Ciències Experimentals de la UJI de Castelló, l'equip de Biologia de l'IES Penyagolosa participava en la Fase Autonòmica de la XIè OLIMPÍADA DE BIOLOGIA 2014.<br /><br />Un total de 7 alumnes de 2n de Batxillerat conformaven el grup del Centre i, coincidint en la festa de les paelles de la Universitat, s'acomodaren nerviosament en els pupitres. <br /><br />Encara que la durada de l'examen tenia una previsió marcada de dues hores, no els va caldre utilitzar tot el temps ja que prompte finalitzaren les dues parts que componia la prova: 60 preguntes tipus test i una sèrie de qüestions relatives a un text d'actualitat cintíficobiològica. <br /><br />Una setmana després, ens assabentarem que, un any més, el departament s’havia col·locat en un lloc davanter en l’Olimpíada de Biologia. <br /><br />Ha estat, en aquesta ocasió, Jesús García Vàzquez qui ha aconseguit situar-se com el segon classificat, amb un 8,9. De ben prop, en el 4t lloc s’ha classificat Celia García Gargallo, amb un 8,5 i Gonzalo Aznar, amb un 7,9 en el lloc 7è.<br /><br />Ha estat una actuació molt destacable de tot l’equip ja que tots 7 han ocupat llocs del davant; els hem fet arribar la nostra felicitacions a tots ells i a totes elles.<br /><br />No volem tancar la notícia sense enviar també, les nostres felicitacions als Departaments de Matemàtiques i de Física i Química per les destacables situacions de l’alumnat del Centre a les respectives Olimpíades de Matemàtica i Física.<br /><br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-64967028203085648532013-11-12T20:17:00.000+01:002014-03-06T20:59:45.945+01:00La Marató de TV3 - 2013<div class="separator" style="clear: both; text-align: center;">
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Avui, el nostre alumnat de 1r de <a href="http://iespenyagolosa/">Batxillerat</a>, ha tingut l’ocasió de rebre una xerrada sobre les <a href="http://ca.wikipedia.org/wiki/Neurodegeneraci%C3%B3">malalties neurodegeneratives</a>. <br />
Són aquestes les protagonistes de la edició 2013 de “<a href="http://www.tv3.cat/marato/quees">LA MARATÓ DE TV3</a>” que es durà a terme diumenge 15 de desembre. <br />
El jove auditori ha estat prestant molta atenció a les explicacions de Jorge Esfors, del àrea de Psiquiatria de l’Hospital Provincial. Jorge, un exalumne meu, ha explicat que naixem amb 100.000 milions de neurones i que amb el pas del temps, algunes es van perdent i moren, però el nostre cos només és capaç de crear-ne algunes de noves, molt poques. De vegades, però, les neurones emmalalteixen o moren més ràpidament del
que és normal. És llavors quan apareixen les malalties
neurodegeneratives, què “No es contagien, ni s’operen, ni s’hereten, què
són incurables però amb tractament”.<br />
S’ha destacat el <a href="http://ca.wikipedia.org/wiki/Malaltia_de_Parkinson">Parkinson</a>, l’<a href="http://ca.wikipedia.org/wiki/Malaltia_d%27Alzheimer">Alzheimer</a> i l’<a href="http://www.fem.es/Esclerosi-Multiple.aspx">Esclerosi múltiple</a> què han centrat l'exposició.<br />
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Due ha continuant dient que “no són malalties de gent gran, sinó que poden afectar qualsevol edat, des de la infància, que encara no es coneix la causa de cap d’aquestes malalties. Només se sap que entre l’1% i el 10% són hereditàries. Un dels principals problemes que tenen les malalties neurodegeneratives és que quan es detecten, en molts casos, els malalts ja han perdut més del 50% de les neurones, és a dir, la malaltia comença molts anys abans que se’n face el diagnòstic. Quan el pacient arriba al metge, la malaltia ja està molt avançada i les opcions terapèutiques són d’eficàcia reduïda”.<br />
És per això que les persones que ens governen no poden insensibilitzar-se davant de les necessitats de les corrents investigatives en la línia de conèixer molt més sobre elles. Per tot això no es pot permetre els retalls ni a les dependències que ocasionen ni a les investigacions que puguen anar en la línia de trobar les causes i les possibles curacions.<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-49961454159274552282013-11-07T21:37:00.001+01:002013-11-07T21:37:42.442+01:00Marja Sklodowska, més coneguda com a Marie Curie<div class="separator" style="clear: both; text-align: center;">
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Un dia com avui de 1867, a la capital de Polònia, un professor de física i una mestra gaudien del naixement de la seua filla, la què seria la primera dona europea en rebre el doctorat en Ciències (1903), la primera persona en rebre dos Premis Nobel, un de Física junt a <a href="http://upload.wikimedia.org/wikipedia/commons/e/ee/Pierrecurie.jpg">Pierre Curie</a> i <a href="http://www.nndb.com/people/608/000072392/becquerel6-sized.jpg">Henri Becquerel </a> pel descobriment de la <a href="http://ca.energia-nuclear.net/definicions/radioactivitat.html">radioactivitat</a>, i un altre de Química, vuit anys després (1911), per haver preparat el <a href="http://ca.wikipedia.org/wiki/Radi_%28element%29">radi </a>i investigat els seus compostos.<br />Parlem de Marja Sklodowska, més coneguda com a Marie Curie.<br />
Però no acaba ací els seus mèrits; també va ser la primera dona, membre de l'Acadèmia Francesa de Medicina (1922) i la primera mare Nobel amb una filla Nobel, Irène Joliot-Curie. La primera dona que va ser professora i cap de laboratori a la <a href="http://www.paris-sorbonne.fr/">Universitat de la Sorbona</a> (1906), la qual la reconegué com la primera dona graduada en ella. <br />Per tot això i més seria, així mateix, la primera dona a ser enterrada sota la cúpula del Panteó per mèrits propis (1995), víctima d’una <a href="http://ca.wikipedia.org/wiki/An%C3%A8mia_perniciosa">anèmia perniciosa </a>causada per les llargues exposicions a la radiació el 4 de juliol de 1934 en Passy, Alta Savoia, França.<br />Però malgrat la seua intel·ligència, rigor, voluntat, imaginació, passió i sobretot, austeritat, la seua carrera no va esta mancada de dificultats i lluita per a superar nombrosos obstacles per dedicar-se a la ciència, doncs a Polònia, les dones no podien anar a la universitat.<br />
Mai no va renunciar a la seva passió investigadora, de fet, podent fer-se rica amb els seus descobriments, es va negar a patentar el procés d'aïllament del <a href="http://ca.wikipedia.org/wiki/Radi_%28element%29">radi </a>deixant-ho a la disposició de la comunitat científica.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-2644770509903399512013-07-10T12:36:00.004+02:002013-07-10T12:36:44.494+02:00Les herbes valencianes<div class="separator" style="clear: both; text-align: center;">
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<h3>
La salut dels més pobres </h3>
En el butlletí d'actualitat en R+D+I de les Universitats Valencianes, <a href="http://translate.googleusercontent.com/translate_c?depth=1&hl=en&rurl=translate.google.com&tl=ca&u=http://www.inforuvid.com/inforuvid/index.php&usg=ALkJrhhRgLNrhlei2_8aXW2bv31In9R1KQ">INFORUVID-Jul/13</a> acabe de llegir un article de Segundo Ríos Ruiz, Prof de Botànica i Director de l'<a href="http://translate.googleusercontent.com/translate_c?depth=1&hl=en&rurl=translate.google.com&tl=ca&u=http://www.torretes-jardinbotanico.com/index.html&usg=ALkJrhi8cvyXRIlRLZ1vXa5kWCY1QpiRIg">Estació Biològica Torretes</a> - Jardí Botànic Torretes de la <a href="http://translate.googleusercontent.com/translate_c?depth=1&hl=en&rurl=translate.google.com&tl=ca&u=http://www.ua.es/&usg=ALkJrhi0tzdl1pBIdaJOqk_FOgSv49j5mw">Universitat d'Alacant</a>.<br />
Segons Rios, "<i>En l'actualitat, comprendre la medicina tradicional ens obliga a mirar de reüll el passat</i>"; és ben cert, si parlem de la salut en una època caracteritzada per manca d'higiene, guerres, epidèmies, el coneixement de les plantes, com remei contra aquells dèficits, era prioritari.<br />
D'altra banda el cost del metge i dels medicaments receptats era molt elevat, si fa no fa com ara, per tant,
"<i>la major part del poble únicament acudia en casos d'extrema necessitat</i>".<br />
Precisament aquestes regions catalano-parlants i àrees limítrofes, van aprofitar les plantes en diferents àmbits de la vida quotidiana, molt més que en l'actualitat. En apòsits, banys, cataplasmes, ceres, liniments, olis, pomades, sufumigacions, ungüents, infusions, càpsules, col·liris, extractes, elixirs, maceracions, pols, sucs, tintures, tisanes, xarops ... les herbes que tenien al seu abast constituïen la matèria primera principal de la medicina casolana de baix cost, propera i eficaç<br />
Un altre aspecte foren els vins medicinals i els esperits i licors d'herbes.
El vi de la Edat Mitja Alta, malgrat la baixa qualitat en aquests entorns per la seua apresa i que molt aviat es feia agre, era molt consumit i, a més, d'acompanyar àpats quotidians, s'usava per a macerar herbes i fruits amb fins medicinals. Per això, el metge valencià Arnau de Vilanova, recomanava d'afegir anís, què potenciava la maceració d'herbes en els aiguardents tant com saboritzants com per les seves aptituds medicinals i posteriorment, l'increment en l'obtenció popular d'aiguardents va augmentar el nombre de preparats hidroalcohòlics a base de fruits i herbes.<br />
Si bé, en aquella època la medicina va estar centrada en els monestirs, la fundació de l'<a href="http://es.wikipedia.org/wiki/Escuela_M%C3%A9dica_Salernitana">Escola de Salern</a> o la de Toledo, en traduir obres mèdiques magistrals llatines escrites en grec i àrab i la saviesa popular, va possibilitar el seu accés per tota Europa, deixant d'estar la medicina, exclusivament en mans dels monjos.<br />
No obstant això n'hi ha grans diferències entre els licors monacals i els casolans, ja que els primers són molt complexos, amb més de 70 espècies presents en una sola fórmula invariable, gràcies a l'ús de condiments i espècies oficinals, aquestes últimes cultivades habitualment en els monestirs, mentre que els licors casolans solien utilitzar entre 6 i 30 espècies, de manera que cada família podia tenir la seua fórmula pròpia.<br />
Més de 120 tàxons de flora medicinal valencià son utilitzats en licoreria tradicional, molts d'ells són endèmics (16%). La transmissió d'aquests coneixements ha estat oral, sent escasses i recents les referències escrites.<br />
En la medicina tradicional valenciana, les herbes silvestres són recol·lectades pels pastors i pels herbers, dedicats a recollir plantes per a vendre-les als apotecaris, i ara a empreses farmacèutiques.<br />
Actualment aquestes plantes són cada vegada més escasses i només es troben en llocs molt concrets, per això les fórmules tradicionals de licors d'herbes valencià-aragonesos tenen com a origen les antigues tisanes medicinals que van canviar l'àmbit aquós pel hidroalcohòlic, que permet una millor conservació. <br />
Els noms de les plantes són molt importants ja que tenim una riquesa lingüística elevada. Més del 40% dels noms vernacles recollits de plantes utilitzades en licoreria tradicional són binomials, i els recol·lectors són capaços de diferenciar fins i tot a nivell de subespècie, determinant a més, la seva idoneïtat o ineficàcia per ser usades en aquests preparats medicinals.<br />
Ara per ara es classifiquen els licors d'herbes en quatre grups organolèptics:<br />
- <i><b>Les anisades essencials</b></i>: són aquelles necessàries en el preparat i en cas de no incorporar-les, aquest es considera inacabat. La principal espècie és el <a href="http://ca.wikipedia.org/wiki/Gitam">Dictamnus hispanicus</a> (Gitam), està present sol o en fórmules complexes en els licors coneguts amb el nom propi de la planta: Gitam, al nord valencià o herber, al sud.<br />
- <i><b>Les plantes bàsiques o patró</b></i>: són les que s'afegeixen en major quantitat en les mostres, formant el cos del licor i s'agrupen en:<br />
<ul>
<li>camamilles (<a href="https://ca.wikipedia.org/wiki/Matric%C3%A0ria">Matricària</a>, <a href="http://ca.wikipedia.org/wiki/Santolina">Santolina</a>), </li>
<li>poliols (<a href="http://ca.wikipedia.org/wiki/Calamintha">Calaminta</a>, <a href="http://ca.wikipedia.org/wiki/Micromeria">Micromèria</a>, <a href="http://ca.wikipedia.org/wiki/Menta">Menta</a>) i </li>
<li>rabogats (<a href="http://naturalezamotril.blogspot.com.es/2011/03/sideritide-siderites-hirsuta.html">Sideritis</a>). </li>
</ul>
-<i><b> Les plantes secundàries</b></i>: són les que donen lloc a variacions locals en els complexos macerats hidroalcohòlics d'herbes. S'agrupen en<br />
<ul>
<li>cítriques (<a href="http://ca.wikipedia.org/wiki/C%C3%ADtric">Cítric</a>, <a href="http://botanicmontserrat.blogspot.com.es/2011/01/lipia.html">Lippia</a>, <a href="http://ca.wikipedia.org/wiki/Melissa">Melissa</a>), </li>
<li>sàlvies (<a href="http://ca.wikipedia.org/wiki/S%C3%A0lvia">Sàlvia</a>) i </li>
<li>farigoles (<a href="http://ca.wikipedia.org/wiki/Rosmarinus">Rosmarinus</a>, <a href="http://ca.wikipedia.org/wiki/Teucrium">Teucrium</a>, <a href="http://ca.wikipedia.org/wiki/Thymus">Thymus</a>). </li>
</ul>
Les combinacions de les bàsiques i les secundàries permeten determinar l'origen geogràfic del preparat.<br />
- <i><b>Les plantes particulars</b></i>: apareixen en les mostres de forma esporàdica. Aquí s'inclouen espècies dels gèneres <a href="http://ca.wikipedia.org/wiki/Artem%C3%ADsia_%28g%C3%A8nere%29">Artemisia</a>, <a href="http://ca.wikipedia.org/wiki/Origanum">Origanum</a>, <a href="http://www.floracatalana.net/genere/Satureja">Satureja</a>, <a href="http://ca.wikipedia.org/wiki/Cent%C3%A0urea">Centàurea</a>, <a href="http://ca.wikipedia.org/wiki/Lavandula">Lavandula</a>, etc. La seva incorporació en els licors dependrà dels coneixements sobre la flora local dels que els elaboren, per tant, mai s'inclouen atzarosament.<br />
Si falta el coneixement, simplement no es posen.<br />
Algunes de les espècies més usades en l'elaboració d'aquests macerats hidroalcohòlics tradicionals estan seriosament amenaçades a les àrees de recol·lecció habitual per l'increment en la producció d'aquests preparats o el canvi d'ús del sòl.<br />
En aquests casos són necessaris programes de catalogació, seguiment, cultiu i reintroducció així com el foment en el cultiu d'aquestes espècies silvestres, per evitar la seva sobreexplotació. Els treballs etnobotànics permeten retenir entre fulles i gravacions aquests sabers, encara que en molts casos és difícil transmetre el coneixement real basat en l'experiència dels majors i en el lent aprenentatge dels més joves. Les noves generacions mantenen aquesta tradició, però el seu coneixement està esbravat, a causa de la ruptura un parell de generacions, de la relació entre l'home i la natura.
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-63260479237381827362013-06-05T18:10:00.001+02:002013-06-07T01:21:08.218+02:00El gust per investigarCom altres anys l'alumnat de 1r de Batxillerat ha presentat el seu projecte del "Gust per Investigar":<br />
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<iframe width="440" height="300" src="https://www.youtube.com/embed/Z-gGinElE5M?feature=player_detailpage" frameborder="0" allowfullscreen></iframe>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-32379232901718529642013-05-30T18:35:00.001+02:002013-05-30T18:45:05.862+02:00XIII edició de la campanya Mulla’t i Corre per l’esclerosi múltiple<!-- /breadcrumb --> <br />
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<tr><td class="tr-caption" style="text-align: center;">Imatge cartell mulla't i corre 2013</td></tr>
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El proper 2 de juny s'organitza la XIII edició de la campanya Mulla’t i Corre per l’esclerosi múltiple de la <a href="http://www.fem.es/" title="Enllaç web FEM">Fundació per l’Esclerosi Múltiple</a> i l’<a href="http://www.mitjaterrassa.org/">Associació Mitja Marató de Terrassa</a>, amb l'objectiu de conscienciar la població i captar fons per lluitar contra la malaltia.</div>
El proper 2 de juny es celebra una nova edició de la campanya <a href="http://www.fem.es/el-mullat-i-corre-per-lesclerosi-multiple-se-celebrara-el-2-de-juny.aspx" title="Enllaç esdeveniment ">Mulla’t i Corre per l’esclerosi múltiple</a> al Circuit de Catalunya de Montmeló, organitzada per la <a href="http://www.fem.es/" title="Enllaç web FEM">Fundació per l’Esclerosi Múltiple</a> i l’<a href="http://www.mitjaterrassa.org/" title="Enllaç Assoc. Miitja Marató de Terrassa">Associació Mitja Marató de Terrassa</a>. L’objectiu de la campanya és <b>recaptar fons i sensibilitzar la societat sobre la lluita contra l’esclerosi múltiple</b>.<br />
Els preu-donatiu de les inscripcions per als participants anirà íntegrament a la Fundació per l’Esclerosi Múltiple:<br />
<ul>
<li> <b>Preu adult anticipada: 12 €</b></li>
<li> <b>Preu menors de 15 anys anticipada: 6 €</b></li>
<li> <b>Preu adult dia de la cursa: 15 €</b></li>
<li> <b>Preu menors de 15 anys dia de la cursa: 8 €</b></li>
</ul>
La cursa solidària consta de diferents proves d’atletisme:<br />
<ul>
<li> Cursa de 10.000 metres</li>
<li> Cursa de 5.000 metres</li>
<li> Cursa d'una milla d'adults</li>
<li> Cursa d'una milla infantil</li>
</ul>
La jornada també comptarà amb curses de patins amb les següents categories:<br />
<ul>
<li> Milla infantil</li>
<li> Milla adults</li>
</ul>
Aquest esdeveniment compta amb el suport del <a href="http://www.circuitcat.com/ca/" title="Enllaç Circuit de Catalunya">Circuit de Catalunya</a>, la <a href="http://www.fcatletisme.cat/" title="Enllaç web Feder. Catalana d'Atletisme">Federació Catalana d’Atletisme</a>, l’<a href="http://www.montmelo.cat/" title="Enllaç web Ajunt. Montmeló ">Ajuntament de Montmeló</a> i el <a href="http://www.sport.es/es/" title="Enllaç web Diari Sport">Diari Sport</a>. <br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3793758337422320366.post-87610344856328739782013-05-22T20:31:00.002+02:002013-05-22T20:34:40.459+02:00Dia de la biodiversitatCom cada any ens trobem davant la necessitat de celebrar la maltractada Biodiversitat.<br />
Volem dedicar aquest dia amb un llibre força bo i que no pot faltar a les nostres prestatgeries. És un llibre-guia del company Ricard Pitarch sobre la flora ornamental de la UJI i paga la pena donar-li un cop d'ull:<br />
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