tag:blogger.com,1999:blog-24015894063906884342024-03-14T01:32:13.726-07:00Els Homes de TeslaAnonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.comBlogger22125tag:blogger.com,1999:blog-2401589406390688434.post-19913530594387983262017-02-06T23:25:00.001-08:002017-02-15T22:59:26.757-08:00Medicina Tradicional XinesaOrient és una cultura molt llunyana, gastronomía, costums i personalitats són ben diferents<br />
a les occidentals. Una de les traces més notories en quan a diferencies culturals és la medicina.<br />
El món ha evolucionat però la medicina tradicional xinesa ha pogut fer-se un lloc dins les medicines alternatives.<br />
<br />
És considerada una de les formes més antigues de la medicina oriental, terme que engloba<br />
també les altres medicines d'Àsia com els sistemes mèdics tradicionals de l'Índia, el Japó,<br />
Corea, el Tibet i Mongòlia.<br />
<br />
Aquesta medicina es fonamenta en una estructura<span style="background-color: white;"> teòrica sistemàtica de naturalesa filosòfica.</span><br />
La seva creença bàsica és que el cos humà disposa d'un sistema sofisticat per a localitzar les<br />
malalties i dirigir energia i recursos per guarir els problemes per si mateix.<br />
<br />
<b><br /></b>
<b>TÈCNIQUES TERAPEUTIQUES</b><br />
<i><br /></i>
<i><b>1. Tui Na o Tuinà</b></i><br />
<br />
<div style="text-align: center;">
Té en compte els meridians i els punts de l'acupuntura del cos. TUI NA és una paraula</div>
<div style="text-align: center;">
<br /></div>
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que significa empènyer (TUI - 推) i agafar (NA - 拿), amb aquesta</div>
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<br /></div>
<div style="text-align: center;">
tècnica es creu que es dispersen els blocatges energètics i</div>
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<br /></div>
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estimulen i donen energia. El seu objectiu és fer circular i</div>
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<br /></div>
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reequilibrar les energies.<br />
<br /></div>
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<br /></div>
<br />
<br />
<b><i>2. Acupuntura</i></b><br />
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L'acupuntura (del llatí acus, «agulla», i punctura, «punció») és l'estimulació de punts</div>
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<br /></div>
<div style="text-align: center;">
acupunturals de la pell del cos a través de mètodes diversos, com ara la penetració d'agulles</div>
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<br /></div>
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fines o l'aplicació d'escalfor, pressió o llum làser.</div>
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<br /></div>
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És una pseudomedicina nascuda a la Xina abans de l'aplicació del mètode científic que</div>
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<br /></div>
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proclama ser capaç de curar mitjançant l'aplicació d'agulles en punts estratègics del cos pels</div>
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<br /></div>
<div style="text-align: center;">
que passa l'energia.<br />
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<br /></div>
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<br /></div>
<b><i>3. Moxa</i></b><br />
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Moxa (en xinès: 灸) és una teràpia de la medicina tradicional xinesa</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
que fa servir moxa, o l'herba del gènere artemísia. És important en la medicina</div>
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<br /></div>
<div style="text-align: center;">
tradicional de Xina, Japó, Corea, Vietnam, Tibet, i Mongòlia. Normalment, es deixa envellir</div>
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<br /></div>
<div style="text-align: center;">
l'artemísia i s'en fa un cigar, els practicants cremen aquest cigar. Es pot fer servir amb</div>
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<br /></div>
<div style="text-align: center;">
acupuntura o de vegades es crema sobre la pell dels pacients.<br />
<br />
<br /></div>
<b><i><br /></i></b>
<b><i>4.Ventosateràpia</i></b><br />
<br />
<div style="text-align: center;">
Fa servir petites tasses per a succionar la pell. La primera menció de ventosateràpia es troba</div>
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<br /></div>
<div style="text-align: center;">
al Papir Ebers. En la medicina tradicional xinesa és un mètode per aplicar acupressió creant</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
el buit en la pell dels pacients. Amb això tracten el refredat comú, la pneumonia i la</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
bronquitis. Segons la Societat Americana contra el càncer no hi ha proves que la</div>
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<br /></div>
<div style="text-align: center;">
ventosateràpia guareixi el càncer o cap altra malaltia.<br />
<br />
<br /></div>
<div style="text-align: center;">
<br /></div>
<b><i>5.Fitoteràpia xinesa</i></b><br />
<br />
<div style="text-align: center;">
Malgrat el nom de fitoteràpia no només s'utilitzen vegetals sinó que també es fan servir</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
productes d'origen animal i mineral.</div>
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<br /></div>
<div style="text-align: center;">
Actualment a més de les farmàcies de medicina tradicional xinesa que pesen i combinen al</div>
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<br /></div>
<div style="text-align: center;">
moment els ingredients de cada fórmula, hi ha medicaments produïts a la mateixa Xina que</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
combinen les receptes per als problemes més comuns i les ofereixen com píndoles.<br />
<br />
<br /></div>
<i><b><br /></b></i>
<i><b>6.Teràpia alimentària xinesa o dietoteràpia xinesa</b></i><br />
<br />
<div style="text-align: center;">
Es tracta de portar una dieta adequada i adient a la medicina tradicional xinesa.<br />
<br />
<br /></div>
<br />
<div style="text-align: left;">
<b><i>7.Pràctiques físiques</i></b></div>
<br />
<div style="text-align: center;">
Exercicis que integren la meditació relacionats amb la respiració i circulació de l'energia,</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
com el qi gong, el tai ji quan i altres arts marcialsinternes que poden contribuir al reequilibri</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
de l'organisme. Pràctiques com el zhan zhuang, el baduanjin i el lian gong són realitzades</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
actualment fora del context de les arts marcials.<br />
<br />
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Antigues llegendes segueixen les medicines alternatives, moltes d'aquestes són una tàctica per guanyar-se a la gent desesperada amb grans problemes de salut i la medicina tradicional xinesa no és l’excepció.</div>
Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-67288352103149637062017-02-06T23:21:00.000-08:002017-02-06T23:21:45.503-08:00Efecte Placebo<div dir="ltr" id="docs-internal-guid-9372aa21-1771-b917-514a-2cf7f5c29808" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Aquesta substància és important dins de les medicines alternatives ja que moltes empreses administren el placebo a persones les quals tot i no tenir cap malaltia o tenir una malaltia fàcilment curable milloren el seu estat degut a un medicament sense afectes aparents.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’efecte placebo és el fenòmen pel qual els símptomes d’un pacient milloren degut a la suggestió mitjançant una substància inoqua, inhert com l’aigua o el sucre durant l’assaig clínic, és a dir, una substància sense efectes directes amb el tractament d’una malaltia.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La explicació fisiològica seria la estimulació d’una zona determinada del cervell que donaria la millora sintomàtic del pacient en qüestió. Amb unes altres paraules, el propi malalt pot autoinfluenciar-se per la sensació de ser tractat o l’esperança de curació, i com a resultat pot notar una millora notable a partir de la suggestió. Aquest tractament no funciona ni amb tots els pacients de la mateixa manera ni amb les malalties.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Dins dels estudis mèdics, es pot comprobar l’eficàcia d’un determinat medicament en una malaltia a través de la comparació amb les pastilles placebo i per tant, es decideix administrar-la en el tractament de manera seria en un pacient. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">A més a més, els metges segueixen les estratègies denominades doble i triple ceg que impedeixen que els investigadors puguin saber si aquella substància és placebo o no i per tant, arribin a les conclusions dels prejudicis d’aquest en els cossos dels pacients que ingereixen aquest medicament.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La ingestió de placebo es pot receptar a persones amb un desequilibri mental com per exemple l’hipocondría que consisteix en el pensament d’un pacient que creu que pateix una malaltia i que amb aquest tractament, tot i que ell pensa no ser placebo, podrá curar la seva “malaltia" a partir de les mateixes. A curt termini aquest procés psicològic gràcies al tractament de placebo pot ser útil però la malaltia psicològica que el pacient realment pateix hauria de ser tractada ja que en un futur tornarà a suggerir una malaltia inexistent i per tant haurien de tornar a ingerir aquest tractament de per vida encara ser un medicament inocu.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’efecte placebo controversa directament amb el que és ètic i el que es moral. Les diferències entre els dos bàndols, els que estan a favor i els que no ho estan, confronten en la legalitat d’aquest medicament i per tant en l’aspecte d’enganyar a les persones a través de la suggestió.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Per finalitzar, hauríem de radicar vers els efectes de l’administrament d’aquesta substància en malalties de curament en el que el propi cos acaba amb la malaltia en si i, d’altra banda, quan una persona pateix una perturbació mental i psíquica i per tant la seva pròpia ment crea una malaltia innexistent i, alhora, la cura a partir del placebo.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" id="docs-internal-guid-9372aa21-1772-5f81-5885-1c63e1cbf176" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img height="78" src="https://lh4.googleusercontent.com/JXwwdu80-vxXK2GvVNKKnCv9SZdBPz-uEInB_K4oyMFYa_uMrFeDdN2Neb3BUtNl2XPAck_9o6nUGOjrbeySGnXpAGggTxWEFgZOWFh-PrHZFgldS-CYfNCwmcZa_WE-CeLwb9qI" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="97" /></span></div>
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<br /></div>
Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-84686554457725526282017-02-06T23:20:00.000-08:002017-02-06T23:20:03.603-08:00Homepatia <!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
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La <b>homeopatía</b> (del griego ὅμοιος [<i>hómoios</i>],
‘igual’, y πάθος [<i>páthos</i>], ‘dolencia’) es un sistema de medicina
alternativa creado en 1796 por Samuel Hahnemann basado en su doctrina de «lo
similar cura lo similar», que sostiene que una sustancia que cause los síntomas
de una enfermedad en personas sanas curará lo similar en personas enfermas.</div>
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Hahnemann creía que las causas subyacentes de las
enfermedades eran fenómenos que llamó <i>miasmas</i> y que los <i>remedios</i>
homeopáticos actuaban sobre ellos. Estos son preparados por diluciones
sucesivas de la sustancia elegida en alcohol o agua destilada, seguidas de un
enérgico golpe a un cuerpo elástico (usualmente un libro encuadernado en
cuero).</div>
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<br /></div>
<div class="MsoNormal">
Usualmente la dilución continúa mucho más allá del punto donde ya no permanecen
moléculas de la sustancia original.</div>
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<br /></div>
<div class="MsoNormal">
La insistencia de su uso, a pesar de la ausencia de
evidencia sobre su eficacia, ha llevado a caracterizarla dentro de las
comunidades científica y médica como una farsa.</div>
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Algunos homeópatas modernos han considerado bases más
esotéricas para la preparación de remedios, conocidos como
"imponderables" debido a que no se originan a partir de una
sustancia, sino de una energía electromagnética que supuestamente fue
"capturada" en el alcohol o lactosa. Los ejemplos incluyen rayos X y luz
solar. Algunos homeópatas también usan técnicas que son consideradas por otros
practicantes como controvertidas. Estas incluyen "remedios de papel",
en los que se escribe la sustancia y la disolución en piezas de papel y estas
se prenden a la ropa del paciente, se guarda en su bolsillo o se ubican bajo
vasos de agua que se les da a los pacientes, además del uso de la radiónica
para preparar remedios</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSEaWgRNpYcdJfTYBLchdL5xP7FubFHXcuXhWDozWO2v3aqCTdtGYweVATJ2OO-aIWQ4OSI9F-6j46fkJXhJPJkWDnzdTCUATxorGM55-i-CaBdoJNKPhK7Y5Yn-WASWfuTyi0ke5aai0/s1600/HOMEOPATIA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSEaWgRNpYcdJfTYBLchdL5xP7FubFHXcuXhWDozWO2v3aqCTdtGYweVATJ2OO-aIWQ4OSI9F-6j46fkJXhJPJkWDnzdTCUATxorGM55-i-CaBdoJNKPhK7Y5Yn-WASWfuTyi0ke5aai0/s320/HOMEOPATIA.jpg" width="320" /></a></div>
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.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-66746020349502938432017-02-06T23:11:00.000-08:002017-02-15T22:58:00.846-08:00Rebuig dels òrgans<div style="text-align: justify;">
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<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;">Els transplantaments poden salvar vides però no és tan
senzill. Hi ha un gran problema: l’òrgan no sempre és acceptat pel cos del
receptor.<span style="mso-spacerun: yes;">
</span>És per aixó que un dels majors problemes que causa un transplantament és
el rebuig del nou òrgan. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;">El cos del receptor reconeix l’òrgam com un objecte maligne
i extrany i l’intenta eliminar. Aquest event fa que el transplantament
fracassi.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;">El rebuig es dona a terme a causa de la presencia d’HLA a la
superfície de les cèlules. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;">L’HLA és una proteïna única per a cada persona i si el cos
troba un HLA extrany, el sistema immunitari es dispara i elimina l’òrgan.</span><br />
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;">Hi ha de diversos tipus: El rebuig hiperagut és una resposta
del sistema del complement que es produeix en receptors de trasplantament amb anticossos
contra el donant ja existents (per exemple, els anticossos sanguinis AB0).
Aquest rebuig es produeix uns minuts després del trasplantament i ha de ser
eliminat immediatament per evitar una síndrome de resposta inflamatòria sistémica.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;">El rebuig agut pot començar a partir d'una setmana després
del trasplantament (a diferència del rebuig hiperagut, que es produeix de
manera relativament immediata). El risc de patir aquest tipus de rebuig és
màxim en els tres primers mesos després del trasplantament. Tot i això, també
es pot produir al cap d'uns anys. Un episodi puntual de rebuig agut no és un
problema greu si es tracta adequadament, i rarament desemboca en una disfunció
de l'òrgan.</span><br />
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;">L'expressió rebuig crònic va ser inicialment emprada per
denominar a una pèrdua de funció a llarg termini en òrgans trasplantats
associada a un procés de fibrosi dels vasos sanguinis de l'empelt trasplantat.
Però ara per ara, aquesta patologia és denominada com vasculopatia de l'empelt.
El terme rebuig crònic està reservat a casos de rebuig amb una resposta immune
inflamatòria contra d'empelt del que actualment se sap poca cosa.</span><br />
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;"><b style="mso-bidi-font-weight: normal;">Per evitar el rebuig
es fan servir dues estratègies:</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;">Fer servir donants compatibles: Persones amb proteïnes HLA
similars.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;">Fàrmacs immunosupressors: Són medicaments que redueixen
l’activitat del sistema immunitari. Així s’evita la destrucció de l’òrgan.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #ffe599;">En conclusió, la ciència mèdica ha descobert formes d’intentar
reduïr aquesta barrera natural que fa el cos envers l’òrgan rebut per fer que
el receptor pugui portar a terme una vida normal.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdoBIk-JBHB6ku2gKe8xTCu9a-s6gCogufK_9MOjOOJ8sGn7ANedzUpFfdpsBA8fvbuSLGNEV1uBVDS8d51hPz534mRhtw3_FFsa70OpU_1YwXl0gM6maNL1aVqFN2RISW8Nc33RWs4ME/s1600/trans3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdoBIk-JBHB6ku2gKe8xTCu9a-s6gCogufK_9MOjOOJ8sGn7ANedzUpFfdpsBA8fvbuSLGNEV1uBVDS8d51hPz534mRhtw3_FFsa70OpU_1YwXl0gM6maNL1aVqFN2RISW8Nc33RWs4ME/s320/trans3.png" width="320" /></a></div>
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Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-2220897407664711292017-02-06T23:05:00.000-08:002017-02-06T23:05:38.467-08:00La donació d'òrgans<div dir="ltr" id="docs-internal-guid-2f08f4d7-1762-e756-5131-4a457a7bd681" style="line-height: 1.3800000000000001; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Espanya és el primer país del món en la donació d’òrgans el que demostra una gran solidaritat com a societat. 40,2 mil·lions de donants al any.</span></div>
<br /><div dir="ltr" style="line-height: 1.3800000000000001; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Hi ha tres tipus de donacions, de sang, medul·la òssea i d’òrgans.</span></div>
<br /><div dir="ltr" style="line-height: 1.3800000000000001; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En el cas de la donació de sang o de medul·la òssia. El donant pot regenerar el teixit extret sense cap molèstia.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En canvi en la donació d’òrgans.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La majoria dels òrgans que es transplanten procedeixen de persones que acaben de morir i han expressat la se va intenció de donar. Si no legalment no es podría realitzar aquesta donació. El donant ha de firmar un document expresant la seva intenció de donar òrgans.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Qualsevol persona pot ser donant. Però s’ha d’expressar en vida el desitg per després de la mort.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Tot aquest procés està coordinat per l’Organització Mundial de Trasplantaments que s’encarrega entre d’altres funcions de buscar el receptor més apropiat d’òrgans.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Actualment s’està realizant una investigació d’òrgans sintètics per generar més quantitat d’òrgans funcionals per transplantaments i reduir les llistes d’espera.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Un òrgan artificial és un dispositiu artificial que es implanta o integrat en un ésser humà per substituir l'òrgan d'una persona, amb el propòsit de restaurar una funció específica o un grup de funcions relacionades, de manera que el pacient pot tornar a una vida tan normal com sigui possible. La funció de substitució no necessàriament ha d'estar relacionada amb el suport vital.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Les donacions són molt importants per la nostra societat ja que el nivell de mortalitat sería molt alt, ademés s’ha de seguir apostant per la fabricació d’òrgans artificials ja que suposa un gran avanç per la nosotra vida ja que sustituiràn òrgans dificils de transplantar.</span></div>
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Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-74997938956723738062017-02-06T23:02:00.000-08:002017-02-20T23:36:52.883-08:00Tipus de Transplantaments<div dir="ltr" id="docs-internal-guid-6e93db9c-175f-a723-ca50-151f586c3c00" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="color: #ffe599;"><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Els transplantaments han avançat exponencialment en aquests darrers anys. La medicina és capaç d’intervenir en qualsevol òrgan per poder abastir una malaltia o una infecció del receptor a través del donant i el risc. </span></span></div>
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<span style="color: #ffe599;"><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Avui dia, un transplantament d’òrgans és una intervenció més que un pacient pateix per una necessitat i gairebé sense riscs.</span></span><br />
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<span style="color: #ffe599;"><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Dins d’aquests, podem distingir diversos tipus de transplantaments segons el donant i el receptor. </span><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’autotransplantament</span><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">, es dóna quan tant el donant i el receptor són la mateixa persona. No existeix el rebuig ja que és la mateixa persona qui transplanta per exemple un teixit d’una a una altre part del seu cos.</span><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En un altre tipus de transplantaments trobem </span><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">l’isotransplantament</span><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">, el donant i el receptor són bessons idèntics. En aquest cas el rebuig és pràcticament nul.</span><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’al·lotransplantament </span><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">el trobem en aquell cas que el donant i el receptor són dues persones diferents i es necessita un donant compatible i el receptor de seguir un tractament immunosupressor. Per últim, trobem el </span><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">xenotransplantament</span><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">, el donant i el receptor són individus de diferents espècies. El risc de rebuig és d’elevades probabilitats.</span></span><br />
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<span style="color: #ffe599;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtAvdayd69lMTDLXQaSfF45sSehR9qnVFKaMeGhFiBoivJeE05E8_IjoUwqV0CJJcC47NTdUhqDU1bkOA1fXbktgU33CEv7LtFvlQo5JLpNXDgTBHkpk8LkDbhoGqGprXvUojpopR3GWY/s1600/trans2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtAvdayd69lMTDLXQaSfF45sSehR9qnVFKaMeGhFiBoivJeE05E8_IjoUwqV0CJJcC47NTdUhqDU1bkOA1fXbktgU33CEv7LtFvlQo5JLpNXDgTBHkpk8LkDbhoGqGprXvUojpopR3GWY/s1600/trans2.jpg" /></a></span></div>
<span style="color: #ffe599;"><span style="background-color: transparent; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Per concluir, podem dir tot i les probabilitats de rebuig en cadascun dels tipus de transplantaments, els avenços mèdics es fan cada vegada més ràpids i actualment, es fan possibles idees que fa uns anys semblaven pràcticament impossibles.</span></span></div>
Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-55976331793429196932017-02-06T22:58:00.003-08:002017-02-15T23:08:42.106-08:00Transplantaments<div dir="ltr" id="docs-internal-guid-93d8dbbf-175c-fe11-4703-a70b353ab96f" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Encara que la societat avanci el cos humà encara no és capaç d’autoregenerar falles crítiques en òrgans, per solucionar això trobem els transplantaments.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Els </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">transplantaments</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> van ser el descobriment més notori en el camp de la </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline;">medicina</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> en el segle XX. Aquesta tècnica consisteix a reemplaçar </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline;">òrgans o teixits.</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> d’un </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">receptor</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> pels d’un </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">donant</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Els trasplantaments siempre són sempre l’última opció, degut moltes vegades a la seva complexitat, els més coneguts són els d’òrgans (cor, ronyó…).</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La xarxa nacional espanyola de trasplantaments n'ha portat a terme 116 més, dades amb què se superen les previsions fetes per la mateixa associació espanyola de transplantaments, que fa un mes ja va avançar la possibilitat de superar els 100.000 si la donació d'òrgans mantenia el mateix ritme del 2015.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Així, fins al 15 de febrer, i des del 1965 en què van començar aquestes intervencions, a Espanya s'han fet 100.116 trasplantaments d'òrgans, dels quals 3.689, el 3,7 %, han sigut infantils. Pel que fa a la seva distribució per òrgans, 62.967 han sigut renals, 23.881 hepàtics, 7.616 cardíacs, 3.824 pulmonars, 1.703 pancreàtics i 125 intestinals.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Els transplantaments s’han convertit en una de les opcions més viables quan en falles totals d’òrgans això comporta una gran organització darrere i Espanya poseeix una de les més grans a Europa.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Hceg1dW806-ig9-5R_iTMRokVaXWsGlSMRQAgfT_yTfLRWpErowrBWXGe2K1Ecxot44TRTdfpQoJbJZ1AvU4K7XAi-ZDK4KyAwUS2yDkApAWjs4XfaD0yLE7MAgsn89KvaM7OtZ_VL0/s1600/transplametament.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Hceg1dW806-ig9-5R_iTMRokVaXWsGlSMRQAgfT_yTfLRWpErowrBWXGe2K1Ecxot44TRTdfpQoJbJZ1AvU4K7XAi-ZDK4KyAwUS2yDkApAWjs4XfaD0yLE7MAgsn89KvaM7OtZ_VL0/s320/transplametament.jpg" width="320" /></a></div>
Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-52090998978153925812016-12-08T13:32:00.000-08:002016-12-15T00:28:26.269-08:00Video sobre l'origen de la vida.Aquí teniu un petit vídeo que explica amb detall les teories de l'origen de la vida ja mencionades en aquest blog. Esperem que aquest medi audiovisual us sigui d'ajut per compendre aquests conceptes d'alta importància científica.<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxSyNaXPgieEeWZwcc9oqoNjvAG2dlKeK8-_Mkfy2Ku0S5PjT-qRBbDqkL3pWDY8DkkH187dVOe0RlhsorqmQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe><br />
<br />Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-43311244507796889202016-11-30T23:14:00.001-08:002016-11-30T23:20:21.887-08:00Notícia de la Setmana: Terratrèmol a Nova Zelanda<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
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<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
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de l'esquerda és d'uns 30 quilòmetres i que la falla s'ha desplaçat
aproximadament 10 metres horitzontalment i altres 2 verticalment. Els
científics calculen que Kekerengu es mou entre 20 i 25 metres cada mil anys</span>.</span></span></span></div>
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mso-para-margin-right:0cm;
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<![endif]-->Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-35178639055067307252016-11-30T22:54:00.001-08:002016-11-30T22:58:05.674-08:00Prova de Kahoot<div style="text-align: center;">
<span style="color: #ffe599;">Per veure si heu adquirit satisfactòriament els coneixements científics d'aquest bloc, hem realitzat una petita prova amb "Kahoot". És un petit examen interactiu d'alta qualitat didàctica. Proveu-lo.</span></div>
<div style="text-align: center;">
<span style="color: #ffe599;">Aquí teniu l'enllaç :</span> <span style="color: #ffe599;"><a class="" data-bypass="" href="https://play.kahoot.it/#/k/3d5aee4d-0314-4284-9384-31e17a3d8caf" target="_blank">https://play.kahoot.it/#/k/3d5aee4d-0314-4284-9384-31e17a3d8caf</a></span>
</div>
<br />Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-53960989294774010152016-11-14T22:21:00.004-08:002016-11-30T23:18:13.400-08:00Teoria de la platja radioactiva<div style="text-align: center;">
<span style="color: #ffe599;"><br /></span></div>
<div style="text-align: center;">
<span style="color: #ffe599;">Zachary Adam, de la Universitat de Washington, afirma que
processos mareals més grans que els actuals, produïts per una lluna
situada a una distància molt menor podrien haver concentrat partícules
radioactives d'urani i altres elements radioactius en la marea alta a
les platges primordials on van haver d'haver estat els responsables de
generar els components elementals de la vida. D'acord amb els models de
computació publicats en Astrobiology un dipòsit d'aquests materials
radioactius podria haver mostrat la mateixa reacció nuclear
autosostinguda que es troba en el jaciment d'urani d'Oklo, a Gabon.</span></div>
<div style="text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: #ffe599;"><br /></span></div>
<div style="text-align: center;">
<span style="color: #ffe599;"> Aquesta sorra radioactiva proporciona suficient energia per generar
molècules orgàniques, com aminoàcids i sucres a partir d'acetonitril
procedent de l'aigua. La monazita radioactiva també allibera fosfats
solubles a les regions que es troben entre els grans de sorra, fent-los
biològicament accessibles. Així doncs els aminoàcids, sucres i fosfats
solubles poden ser produïts simultàniament, d'acord amb Adam. Els
actínids radioactius, que llavors es trobaven en majors concentracions,
van poder haver format part de complexos organometàl·lics. Aquests
complexos van poder haver estat importants com a primers catalitzadors
en els processos de la vida.</span></div>
<div style="text-align: center;">
<span style="color: #ffe599;"><br /></span></div>
<div style="text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ1lqNPra8KuT3KrKMbjblWz3WYLnLifWGToXAigjMkWLl6xoqXUXBNfa59N9EdaSyqWvEmrigjnvbhyphenhyphenbOT68MYCLGzWyI5EBLg-HSC5xJ8Qdmz2_E2VYZXL5WN06YfRoIqoIA7G03DtQ/s1600/PLAYA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ1lqNPra8KuT3KrKMbjblWz3WYLnLifWGToXAigjMkWLl6xoqXUXBNfa59N9EdaSyqWvEmrigjnvbhyphenhyphenbOT68MYCLGzWyI5EBLg-HSC5xJ8Qdmz2_E2VYZXL5WN06YfRoIqoIA7G03DtQ/s320/PLAYA.jpg" width="320" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-3783616518593726782016-11-14T22:21:00.003-08:002016-11-30T06:11:35.778-08:00Teoria de la platja radioactiva<div style="text-align: center;">
<span style="color: #ffe599;"><br /></span></div>
<div style="text-align: center;">
<span style="color: #ffe599;">Zachary Adam, de la Universitat de Washington, afirma que
processos mareals més grans que els actuals, produïts per una lluna
situada a una distància molt menor podrien haver concentrat partícules
radioactives d'urani i altres elements radioactius en la marea alta a
les platges primordials on van haver d'haver estat els responsables de
generar els components elementals de la vida. D'acord amb els models de
computació publicats en Astrobiology un dipòsit d'aquests materials
radioactius podria haver mostrat la mateixa reacció nuclear
autosostinguda que es troba en el jaciment d'urani d'Oklo, a Gabon.</span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: #ffe599;"><br /></span></div>
<div style="text-align: center;">
<span style="color: #ffe599;"> Aquesta sorra radioactiva proporciona suficient energia per generar
molècules orgàniques, com aminoàcids i sucres a partir d'acetonitril
procedent de l'aigua. La monazita radioactiva també allibera fosfats
solubles a les regions que es troben entre els grans de sorra, fent-los
biològicament accessibles. Així doncs els aminoàcids, sucres i fosfats
solubles poden ser produïts simultàniament, d'acord amb Adam. Els
actínids radioactius, que llavors es trobaven en majors concentracions,
van poder haver format part de complexos organometàl·lics. Aquests
complexos van poder haver estat importants com a primers catalitzadors
en els processos de la vida.</span></div>
<div style="text-align: center;">
<span style="color: #ffe599;"><br /></span></div>
<div style="text-align: center;">
<span style="color: #ffe599;">Aquí tenim un petit Kahoot pero veure si haveu aconseguit implantar els coneixements d'aquestes entrades: <a class="" data-bypass="" href="https://play.kahoot.it/#/k/3d5aee4d-0314-4284-9384-31e17a3d8caf" target="_blank">https://play.kahoot.it/#/k/3d5aee4d-0314-4284-9384-31e17a3d8caf</a></span>
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<br />Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-10705952439881972482016-11-14T22:21:00.002-08:002016-11-30T06:11:41.362-08:00Teoria del Big Bang<!--[if !mso]>
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<span style="color: #ffe599;"><br /></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: #ffe599;"><span lang="CA" style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 107%;">La teoria més coneguda
sobre l'origen de l'univers es centra en un cataclisme còsmic sense igual en la
història:<b style="mso-bidi-font-weight: normal;"> el big bang</b>. </span></span></div>
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<span style="color: #ffe599;"><span lang="CA" style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 107%;">Aquesta teoria va sorgir
de l'observació de l'allunyament a gran velocitat d'altres galàxies respecte a la
nostra en totes direccions, com si haguessin estat repel·lides per una antiga
força explosiva.</span></span></div>
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<span style="color: #ffe599;"><span lang="CA" style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 107%;">Abans del Big Bang, segons els científics, la immensitat
de l'univers observable, inclosa tota la seva matèria i radiació, estava
comprimida en una massa densa i calenta a tan sols uns pocs mil·límetres de
distància. Aquest estat gairebé incomprensible s'especula que va existir tan
sols una fracció del primer segon de temps.</span></span></div>
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<span style="color: #ffe599;"><span lang="CA" style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 107%;">Els defensors del big bang
suggereixen que fa uns 10.000 o 20.000 milions d'anys, una ona expansiva
massiva va permetre que tota l'energia i matèria conegudes de l'univers (fins i
tot l'espai i el temps) sorgissin a partir d'algun tipus d'energia desconegut.</span></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: #ffe599;"><span lang="CA" style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 107%;">La teoria manté que, en un instant (una trilionèsima part
d'un segon) després del Big Bang, l'univers es va expandir amb una velocitat
incomprensible des del seu origen de la mida d'un còdol a un abast astronòmic.
L'expansió aparentment ha continuat, però molt més a poc a poc, durant els
següents milers de milions d'anys.</span></span></div>
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<span style="color: #ffe599;"><b style="mso-bidi-font-weight: normal;"><u><span lang="CA" style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 107%;">Orígens de la teoria</span></u></b></span></div>
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<span style="color: #ffe599;"><span lang="CA" style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 107%;">Un sacerdot belga, de nom
George Lemaître, va suggerir per primera vegada la teoria del Big Bang en els
anys 20, quan va proposar que l'univers va començar a partir d'un únic àtom
primigeni. Aquesta idea va guanyar empenta més tard gràcies a les observacions
d'Edwin Hubble de les galàxies allunyant-se de nosaltres a gran velocitat en
totes direccions, i a partir del descobriment de la radiació còsmica de
microones d'Arno Penzias i Robert Wilson.</span><span lang="CA" style="mso-fareast-language: ES; mso-no-proof: yes;"> </span></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: #ffe599;"><span lang="CA" style="font-family: "arial" , sans-serif; font-size: 12.0pt; line-height: 107%;">La brillantor de la
radiació de fons de microones còsmiques, que pot trobar-se en tot l'univers, es
pensa que és un romanent tangible de les restes de llum del Big Bang. La
radiació és similar a la que s'utilitza per transmetre senyals de televisió
mitjançant antenes. Però es tracta de la radiació més antiga coneguda i pot
guardar molts secrets sobre els primers moments de l'univers.</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0Upd8xFQa6ymi2GJEztK294Vudu0mNmXxv0JY92SVQpNBSgdB3Ks7rsNATKj9rZ_B1hsdDed1SuGUbaVoro5m0Do416P475lnNOs1_QL07ugiLQPGp_Lu1Tq3vd5b6Hy1rhshAWtho7k/s1600/big+bang.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0Upd8xFQa6ymi2GJEztK294Vudu0mNmXxv0JY92SVQpNBSgdB3Ks7rsNATKj9rZ_B1hsdDed1SuGUbaVoro5m0Do416P475lnNOs1_QL07ugiLQPGp_Lu1Tq3vd5b6Hy1rhshAWtho7k/s1600/big+bang.jpg" /></a></div>
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Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-38752214209686403492016-11-10T13:17:00.002-08:002016-11-30T06:12:35.251-08:00Teoria de l'ARN<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="color: #ffe599;"><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Sabem que l'ADN necessita de proteïnes per formar-se i de la mateixa manera, perquè les proteïnes es formin es necessita ADN, llavors, com es va formar una per primera vegada sense l'altra? D'una banda s'esmenta que pot ser que l'ARN sigui capaç d'emmagatzemar informació de la mateixa forma en què ho fa l'ADN, a més de funcionar com enzim per a les proteïnes. Per tant, l'ARN seria capaç d'ajudar en la creació tant d'ADN com de proteïnes i llavors, com indica la hipòtesi del món d'ARN, ser responsable de l'aparició de la vida terrestre. Amb el temps, l'ADN i les proteïnes van deixar de necessitar l'ARN, tornant-se més eficients. No obstant això, encara avui, l'ARN continua sent de grandíssima importància per a molts organismes. Ara bé, seguim amb una gran pregunta: ¿d'on va sortir l'ARN?</span></span><br />
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<a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoTpKo6ultAEgndZ36cyMNdWQ-FP3qRLLVk_kMDVlA-2rmN8rJjYISOWSnaVbaAhKsAk3l7N2CCH_fCQWQ-WNzNE9xHcnPhKhzwlqiWY180usLipEj1iHGc30jnOLnfZhTNAqr4CbaFYQ/s1600/adn.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoTpKo6ultAEgndZ36cyMNdWQ-FP3qRLLVk_kMDVlA-2rmN8rJjYISOWSnaVbaAhKsAk3l7N2CCH_fCQWQ-WNzNE9xHcnPhKhzwlqiWY180usLipEj1iHGc30jnOLnfZhTNAqr4CbaFYQ/s1600/adn.png" /></a></div>
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Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-3363862845618517502016-11-10T13:12:00.004-08:002016-11-30T06:13:49.527-08:00L'origen de la vida - Teoria glacial<a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: #fff2cc;"><br /></span>
<span style="color: #fff2cc;">L'origen de la vida és un concepte molt complex pero a la vegada important per a la ciència.</span><br />
<span style="color: #fff2cc;">S'han fet numerosos estudis, però encara no s'ha trobat la veritat absoluta. En canvi, hi ha un nombre d'idees i teories.</span><br />
<b><span style="color: #fff2cc;"><br /></span></b>
<b><span style="color: #fff2cc;">Teoría glacial</span></b><br />
<span style="color: #fff2cc;">Aquesta hipotèsis suggereix que fa uns 3700 anys la terra estava coberta de gel, la superfície dels oceans s'havia congelat a consequència de la poca lluminositat del sol.</span><br />
<a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2401589406390688434" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: #fff2cc;">El mantell fred i dur va ajudar a que les molècules resistissin més i tinguessin més possibilitats de eficaç reaccions per la aparició de la vida.</span><br />
<span style="color: #fff2cc;"><br /></span>
<span style="color: #fff2cc;">L'amplia capa de gel que cubria el planeta va protegir els fràgils composts orgànics de la llum ultravioleta.</span><br />
<span style="color: #fff2cc;"><br /></span>
<span style="color: #fff2cc;">La terra estava sotmesa a temperatures de -50 celsius i és denominada com una teoria paleolítica.</span><br />
<span style="color: #fff2cc;">Aquest es l'aspecte que deuria d'haver tingut el nostre planeta durant el període Criogènic, fa aproximadament 800-600 milions d'anys.</span><br />
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Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-63178493876660315722016-10-17T12:09:00.000-07:002016-10-24T22:54:55.026-07:00<div style="text-align: center;">
<span style="font-size: x-large;"><span style="color: cyan;"><b>VÍDEO SOBRE ELS TERRATRÈMOLS</b></span></span></div>
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<span style="font-size: x-large;"><span style="color: cyan;"><b> </b><span style="color: #fff2cc;"><span style="font-size: small;">Aquí tenim un petit vídeo casolà sobre el Treball de Recerca dels Terratrèmols, esperem que us agradi!</span></span><b> </b></span></span></div>
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Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-29430133624622825192016-10-12T23:39:00.003-07:002016-10-24T23:12:35.700-07:00Treball Informatiu<!--[if !mso]>
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<br />
<div class="MsoNormal" style="text-align: center;">
<span lang="CA" style="mso-ansi-language: CA;"> <span style="color: cyan;"><b>TREBALL INFORMATIU</b></span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">Aquí tenim una
llista amb tots els terratrèmols que han tingut lloc al món des del 1970, cal
dir que tots els terratrèmols que hem cercat son aquells que tenen un magnitud
significant.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 15.75pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; height: 15.75pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">ZONA</i></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">MAGNITUD</i></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">DATA</i></b></span></div>
</td>
</tr>
<tr style="height: 15.75pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Perú, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,5</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">31 de maig de 1970</span></div>
</td>
</tr>
<tr style="height: 10.5pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 10.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Ciutat de Mèxic, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 10.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,5</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 10.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">31 de maig de 1970</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Ciutat de Mèxic, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,5</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">19 de setembre de 1985.</span></div>
</td>
</tr>
<tr style="height: 15.75pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Kobe, Japó, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">6,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;"><span style="mso-spacerun: yes;"> </span>17 de gener de 1995 </span></div>
</td>
</tr>
<tr style="height: 9.75pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 9.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Sumatra-Andaman </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 9.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">9,3</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 9.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;"><span style="mso-spacerun: yes;"> </span>26 de desembre de 2004. </span></div>
</td>
</tr>
<tr style="height: 12.3pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 12.3pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Sumatra, Nias, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.3pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8,7</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.3pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">28 de març de 2005. </span></div>
</td>
</tr>
<tr style="height: 13.0pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 13.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Tonga, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8,3</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">4 de maig de 2006</span></div>
</td>
</tr>
<tr style="height: 15.75pt; mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Kouriles, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8,3</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">15 de novembre de 2006. </span></div>
</td>
</tr>
<tr style="height: 10.6pt; mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 10.6pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Kouriles, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 10.6pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8,3</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 10.6pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">12 de gener de 2007. </span></div>
</td>
</tr>
<tr style="height: 12.8pt; mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 12.8pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Perú, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">15 d'agost de 2007. </span></div>
</td>
</tr>
<tr style="height: 13.5pt; mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Martinica, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,4</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">29 de novembre de 2007. </span></div>
</td>
</tr>
<tr style="height: 13.5pt; mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Sichuan, Xina, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">12 de maig de 2008.</span></div>
</td>
</tr>
<tr style="height: 14.25pt; mso-yfti-irow: 13;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Sumatra (Indonèsia) </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,6</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">30 de setembre de 2009. </span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 14;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Sendai </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">11 de març de 2011 </span></div>
</td>
</tr>
<tr style="height: 13.5pt; mso-yfti-irow: 15;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Oceà Índic </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8,3</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">11 d'abril de 2012</span></div>
</td>
</tr>
<tr style="height: 14.25pt; mso-yfti-irow: 16;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Terratrèmol d'Iquique, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8,2</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">1 d'abril de 2014.</span></div>
</td>
</tr>
<tr style="height: 10.5pt; mso-yfti-irow: 17; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 10.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 153.8pt;" valign="top" width="205"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Nepal </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 10.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.5pt;" valign="top" width="201"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 10.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 131.7pt;" valign="top" width="176"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">25 d'abril de 2015.</span></div>
</td>
</tr>
</tbody></table>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">ZONA</i></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">MAGNITUD</i></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">MORTS</i></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">DATA</i></b></span></div>
</td>
</tr>
<tr style="height: 11.1pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 11.1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Chimbote, Perú </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">66 000 </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">31/05/1970</span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Yibin, Xina </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">6,8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">20 000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">10/05/1974</span></div>
</td>
</tr>
<tr style="height: 14.25pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Guatemala</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,5</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">23 000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">04/02/1976</span></div>
</td>
</tr>
<tr style="height: 12.0pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Tangshan, Xina</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">240 000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">27/07/1976</span></div>
</td>
</tr>
<tr style="height: 14.25pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Michoacan, Mèxic </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8,1</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">20 000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 14.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">19/09/1985</span></div>
</td>
</tr>
<tr style="height: 13.5pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Armènia, </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,0</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">25 000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 13.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">07/12/1988</span></div>
</td>
</tr>
<tr style="height: 10.0pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 10.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Zangan, Iran</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 10.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 10.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">45 000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 10.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">20/06/1990</span></div>
</td>
</tr>
<tr style="height: 12.9pt; mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 12.9pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Kocaeli, Turquia</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">17 118</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">17/08/1999</span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Bhuj, Índia </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,7</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">20 085 </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">26/01/2001</span></div>
</td>
</tr>
<tr style="height: 12.0pt; mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Bam, Iran<span style="mso-spacerun: yes;"> </span></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">6,6</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">26 200</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">26/12/2003</span></div>
</td>
</tr>
<tr style="height: 12.0pt; mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Sumatra, Indonèsia </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">9,0</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">232 000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">08/10/2005</span></div>
</td>
</tr>
<tr style="height: 11.9pt; mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 11.9pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Nord del Pakistan </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,6</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">79 410</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">09/10/2005</span></div>
</td>
</tr>
<tr style="height: 16.5pt; mso-yfti-irow: 13;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 16.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Sichuan</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 16.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 16.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">87 149</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 16.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">12/05/2008</span></div>
</td>
</tr>
<tr style="height: 12.75pt; mso-yfti-irow: 14;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Haiti</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">7,0</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">250.000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">12/01/2010, </span></div>
</td>
</tr>
<tr style="height: 11.25pt; mso-yfti-irow: 15;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 11.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Japó</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">8,9,</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">15 800</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">11/03/2011</span></div>
</td>
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<tr style="height: 11.25pt; mso-yfti-irow: 16; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 11.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.3pt;" valign="top" width="152"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">Nepal</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.2pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;"><span style="mso-spacerun: yes;"> </span>7,8,</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">5 000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 11.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 107.25pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #fff2cc;">25/04/2015</span></div>
</td>
</tr>
</tbody></table>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-size: 16pt; line-height: 115%;">Els 4 terratrèmols més
intensos de la història </span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">Valdivia (Xile)</span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">El terratrèmol
més intens registrat fins a la data va colpejar Xile el 22 de maig de 1960, amb
una magnitud de 9.5 graus en l'escala Richter. Va ser el terratrèmol més gran
del món, percebut en tot el con sud d'Amèrica. Van morir 1.655 persones, i
3.000 van resultar ferides, i 2.000.000 van perdre les seves llars. </span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">Sumatra-Andaman (Indonèsia)</span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">El 2004 es va produir un
terratrèmol de 9.1 graus en l'Oceà Índic, amb epicentre prop de la costa oest
de Sumatra (Indonèsia). Catorze països de Surasia i Àfrica es van veure
afectats. Gairebé 228.000 persones van morir o van desaparèixer a causa del sisme.
És el que més durada ha tingut de tots els registrats fins a la data: entre 8,3
i 10 minuts. I va ser prou gran per fer que el planeta sencer vibrés com a
mínim un centímetre.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">Alaska (EE UU)</span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">El 27 de març de 1964,
Divendres Sant, un terratrèmol de magnitud 9.2 va colpejar Alaska. També va
provocar un intens tsunami, amb onades que van arribar a superar els 5 metres
d'altura. Amb una durada de 4 minuts, el "gran terratrèmol d'Alaska",
com se li coneix, es</span><span lang="CA" style="mso-fareast-language: ES; mso-no-proof: yes;"> </span><span lang="CA" style="mso-ansi-language: CA;"><span style="mso-spacerun: yes;"> </span>considera el sisme més poderós registrat en la
història d'Amèrica del Nord. Estimacions posteriors xifren en 200.000
quilòmetres quadrats la superfície de l'escorça terrestre que va ser deformada
com a conseqüència del sisme. </span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">Kamchatka (Rússia)</span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">El 4 de novembre de 1952,
un terratrèmol de magnitud 9.0 va arribar Kamchatka, a Sibèria, i les Illes
Kurils, provocant devastadors sismes submarins. Els tsunamis que va
desencadenar arribar Hawaii, Japó, Alaska, Xile i Nova Zelanda.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">T? Hoku (Japó)</span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">L'11 de març de 2011, Japó
va ser víctima d'un terratrèmol de 9.0 graus segons l'Agència Meteorològica de
Japó. L'epicentre del terratrèmol es va situar al mar, davant de la costa de
Honshu, 130 quilòmetres a l'est de Sendai. És el sisme més poderós que ha assotat
al Japó des</span><span lang="CA" style="mso-fareast-language: ES; mso-no-proof: yes;"> </span><span lang="CA" style="mso-ansi-language: CA;"><span style="mso-spacerun: yes;"> </span>que el país va començar a portar registres
dels sismes a finals del segle XIX, i el cinquè més intens a nivell mundial. Va
durar dos minuts. La NASA, amb ajuda d'imatges satel·litza-les, ha pogut
comprovar que el moviment tel·lúric podria haver desplaçat Japó més de 2
metres. Diverses infraestructures s'han vist seriosament afectades pel
tremolor, entre elles quatre plantes nuclears.</span></span></div>
Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-87009796327211598042016-10-12T23:09:00.001-07:002016-10-24T22:56:11.915-07:00<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
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</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #d9ead3;"><b><span style="font-size: x-large;">Vídeo explicatiu dels terratrèmols</span></b></span></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: left;">
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #d9ead3;"><span style="color: black;"><span style="font-size: small;">Aquí teniu un suport audiovisual per comprendre millor els conceptes adquirits en aquesta lliçó.</span></span></span></span></span></span></span></span></div>
<span style="color: #d9ead3;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: black;"><span style="font-size: small;"><span style="color: #fff2cc;">Esperem que us agradi.</span> </span></span></span></span></span><br />
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/N7vB4NKlcdc/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/N7vB4NKlcdc?feature=player_embedded" width="320"></iframe></div>
<br />Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-12737945230281548712016-10-12T23:06:00.000-07:002016-10-24T23:13:15.972-07:00Notícia de la Setmana 1<div style="text-align: center;">
<span style="color: blue;"><span style="font-size: x-large;"><b>NOTÍCIA DE LA SETMANA</b></span></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<span style="color: blue;"><span style="font-size: x-large;"><b> <span style="color: #d9ead3;">Recerca contra el càncer</span></b></span></span><span style="color: blue;"><span style="font-size: x-large;"><b><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
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<div class="MsoNormal">
<span style="font-size: x-large;"><span style="color: #fff2cc;"><span style="font-size: small;"><span lang="CA">Jean- Pierre
Sauvage, Fraser Stoddart i Bernard Feringa reben el Premi Nobel de Química per dissenyar molècules
controlables. Els investigadors han desenvolupat molècules controlables, que
poden dur a terme diferents feines si se’ls subministra energia. L’acadèmia ha
valorat aquest gran invent i l’ha catalogat com que han portat la química a una
nova dimensió.</span></span></span></span></div>
<span style="font-size: x-large;"><span style="color: #fff2cc;"><span style="font-size: small;">
</span></span></span><br />
<div class="MsoNormal">
<span style="font-size: x-large;"><span style="color: #fff2cc;"><span style="font-size: small;"><span lang="CA">Feringa, un dels
creadors de les molècules guanyadores ha posat com a exemple l’ús d’aquestes
per buscar cèl·lules cancerígenes dins del cos dels pacients.</span></span></span></span></div>
<span style="font-size: x-large;">
<span style="color: #fff2cc;">
</span></span><br />
<div class="MsoNormal">
<span style="font-size: x-large;"><span style="color: #fff2cc;"><span style="font-size: small;"><span lang="CA">Sens dubte aquest
és un pas endavant per poder descobrir malalties degeneratives a temps.
Aquestes màquines són capaces de buscar diferents cèl·lules i fer diferents
treballs, com ara aïllar-la, eliminar-la o simplement controlar-la.</span></span></span></span></div>
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<span style="color: #fff2cc;"><span style="font-size: small;"><span lang="CA"> </span></span></span><img alt="Resultado de imagen de CANCER" class="rg_ic rg_i" data-sz="f" name="AySvBZwpjUi8QM:" 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</b></span>Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-77536454971611571352016-10-11T06:27:00.000-07:002016-10-24T22:58:00.869-07:00La Terra: Un Planeta Dinàmic 2<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
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<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">1. La derivació continental a la tectònica
global </span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">En el passat
quant tots els continents estaven units formant un supercontinent anomenat
Pangea. </span></span></div>
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;"><img alt="Resultado de imagen de pangea" class="irc_mi iVnhjhDoKhFY-pQOPx8XEepE" src="http://www.nationalgeographic.com.es/medio/2016/02/25/mapa_960x648_3c8ece7e.jpg" height="135" style="margin-top: 0px;" width="200" /> </span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">2.1 La escorça fragmentada </span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">La terra no només
es manifesta en forma de calor si que també genera muntanyes, volcans,
terratrèmols, però si ho observem detingudament veurem que estan alineats ja
que l’escorça està dividida en gran plaques litosfèriques si en les seves vores
es on es produeixen aquestes activitats, totes aquestes dades van ser
obtingudes a la dècada dels seixanta juntament amb les idees bàsiques de Wegener.</span></span></div>
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;"> </span><img alt="Resultado de imagen de tectonica de placas" class="rg_ic rg_i" data-sz="f" name="rF4VKOvrwleRyM:" 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" style="height: 164px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 240px;" /></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">2.2 L’oceà creix </span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">La prova que va
faltar a Wegener la va aportar a l’estudi de les roques del fons oceànic, no
nomes va sorprendre que fossin volcàniques si no les seves edats. En les
dorsals oceàniques com les que hi ha al centre de<span style="mso-spacerun: yes;"> </span>l’atlàntic i del pacífic oriental, les roques
volcàniques i la seva edat va creixent de manera simètrica a banda i banda,
això ens vol dir que en les dorsals hui ha materials que surten de l’interior
de la terra i que s’afegeixen a la litosfera i eixamplen els oceans. </span></span></div>
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">3. La tectònica de plaques</span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">La teoria que
explica la historia i els processos geològics rep el nom de tectònica de
plaques, diu que el magatzem tèrmic del nucli escalfa el mantell i es produeixen
corrents de convecció el materials calens pugen i els freds baixen.</span></span></div>
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">3.1 La litosfera en moviment </span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">Igual que hem dit
que els oceans s’enxampaven i ha llocs on xoquen i donen lloc a serralades, a
diferencia de les altres la litosfera oceànica es destrueix al entrar al
mantell, això ho anomenem subducció. </span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;"><img alt="Resultado de imagen de tectonica de placas" class="rg_ic rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSEeJixBfM6iKq3W9KqQtlBCLBlfSJFRCw-TnjRgp-zuHBVg20JNQ" data-sz="f" name="7JX5_RH5y1rOyM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSEeJixBfM6iKq3W9KqQtlBCLBlfSJFRCw-TnjRgp-zuHBVg20JNQ" style="height: 149px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 328px;" /> </span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">3.2 Creació i destrucció del relleu</span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">El relleu és una
conseqüència de la litosfera. La col·lisió de les plaques tenen grans papers
tèrmics i mecànics que formen afilats relleus.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">Els cratons són
grans pedres que es troben sota els continents. Aquests degut a la baixa
densitat de l’escorça continental, s’inflen<span style="mso-spacerun: yes;">
</span>i provoquen una erosió fins que tornen al seu estat natural.</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="mso-ansi-language: CA;">4. Històries d’un vell planeta</span></b></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">La Terra ha patit
grans canvis des de la seva creació fa 4570 Ma i sempre està en constant canvi.
Aquí estan<span style="mso-spacerun: yes;"> </span>les diferents fases que
distingim.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">1. 4570 Ma:
Esfera de roca calent.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">2. 4440 Ma: Es
forma la Lluna a partir de una col·lisió amb la Terra.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">3. 4400 Ma: Es
formen els primers mars.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">4.<span style="mso-spacerun: yes;"> </span>850-580 Ma: Una glaciació global converteix
la Terra en un planeta blanc.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">5. 250 Ma:
Pangea.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">6. Actualitat</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">7. + 150 Ma: La
Terra canvia i els continents i oceans creixen i es mouen. </span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">8. + 2500 Ma: La
Terra es converteix en un mar de foc.</span></span></div>
<span style="color: #fff2cc;">
</span><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: #fff2cc;"><span lang="CA" style="mso-ansi-language: CA;">Qüestionari: </span></span> <span style="color: #fff2cc;"><a class="" data-bypass="" href="https://play.kahoot.it/#/k/d46f5d35-fc48-4e94-877c-50029b29784c" target="_blank">https://play.kahoot.it/#/k/d46f5d35-fc48-4e94-877c-50029b29784c</a></span></div>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com0tag:blogger.com,1999:blog-2401589406390688434.post-74329312756264090632016-09-21T23:28:00.001-07:002016-10-24T22:58:51.425-07:00La Terra: Un Planeta Dinàmic<div style="text-align: center;">
<span style="color: #e69138;"><br /></span></div>
<div style="text-align: left;">
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="font-family: inherit;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;">La Terra es troba sota constant moviment, igual que la resta de l'univers. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: left;">
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="font-family: inherit;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;">Totes les capes de la Terra (Geosfera, Atmosfera, Biosfera, Hidrosfera) tenen cicles que els mantenen estables com si fossin un ésser viu.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: left;">
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="font-family: inherit;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><br /></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: left;">
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="font-family: inherit;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><b><span style="font-size: small;"><span style="color: black;">L'atmosfera </span></span></b></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: left;">
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="font-family: inherit;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;">La composició de l'atmosfera ha canviat al llarg de la història de la Terra i segueix fent-ho ara. </span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="font-family: inherit;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;">La composició de l'atmosfera és 78,1% Nitrogen, 20,9% Oxigen i 1% Argó, però als inicis del planeta, l'atmosfera no tenia oxigen, i tenia grans quantitats de Diòxid de Carboni.</span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="font-family: inherit;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;">La presència d'un efecte hivernacle de CO2 evita que la Terra es refredi per sota del punt de congelació de l'aigua, i manté la temperatura terrestre al voltant dels 14 graus.</span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;"><span style="color: #ffe599;"><span style="color: #fff2cc;"><span style="font-family: inherit;"><span style="color: #fff2cc;">Sense efecte hivernacle, la temperatura terrestre seria de -18 graus centígrads.</span></span></span></span> </span></span></span></span></span></span></span></span><br />
<span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;"><img alt="Resultado de imagen de atmosfera" class="irc_mi ib9SovRIu6jQ-pQOPx8XEepE" src="http://cdn3.lageografia.com/wp-content/uploads/partes-atmosfera.jpg" height="414" style="margin-top: 0px;" width="537" /> </span></span></span></span></span></span></span><br />
<span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><br /></span></span></span></span>
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;"><b>Hidrosfera</b> </span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;">Com la distància de la Terra al Sol és l'ideal perque la Terra tingui una temperatura que permeti la presència d'aigua líquida (Entre 0 i 100 graus centígrads), l'aigua de la Terra forma ocèans, que es troben en constant moviment.</span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><br /></span></span></span></span></span></span>
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;"><img alt="" src="data:image/png;base64,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" /><span style="color: #fff2cc;">La Terra als seus inicis, no hi havia aigua. La Terra després de la formació dels ocèans.</span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><br /></span></span></span></span></span></span>
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;"><b>Geosfera </b> </span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;"> La esfera més gran de la Terra, de 6.378 kilòmetres de radi. Feta de roca impenetrable, arriba fins al centre de la Terra. La seva densitat és de 2,7 grams per centímetre cúbic. Els materials que es troben a major profunditat són més densos-</span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;">La geosfera es troba en constant moviment, el centre de la Terra és rota constantment; creant un camp magnètic que protegeix a la Terra de la radiació provenent de l'espai. </span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;">Com que l'interior de la Terra és fos, les ones sísmiques es poden propagar molt fàcilment.</span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #fff2cc;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: #e69138;"><span style="color: blue;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="color: black;">La temperatura del centre de la Terra és molt alta, tan alta com la superfície del Sol, a 5000 graus. </span></span></span></span></span></span></span></span></span></span></span><br />
<span style="color: blue;"><span style="font-size: x-large;"><span style="color: #e69138;"><span style="font-size: small;"><span style="color: black;"><span style="color: #e69138;"><img alt="Resultado de imagen de mapa terrestre biosfera geosfera atmosfera" class="irc_mi ib9SovRIu6jQ-pQOPx8XEepE" src="http://html.rincondelvago.com/000752254.png" height="339" style="margin-top: 15px;" width="640" /></span> </span></span></span></span></span></div>
Anonymoushttp://www.blogger.com/profile/02856603248341639072noreply@blogger.com1tag:blogger.com,1999:blog-2401589406390688434.post-12101441567247815612016-09-19T23:25:00.000-07:002016-10-11T06:30:06.591-07:00Introducció al Post<div style="text-align: center;">
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<span style="color: blue;"><b><span style="font-size: x-large;">INTRODUCCIÓ</span></b></span></div>
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<span style="color: #fff2cc;"><span style="color: blue;"><span style="color: black;"><span style="font-size: small;">Aquest blog l'hem creat amb la intensió de donar a coneixer la ciència a tothom d'una forma comprensible per a la població general. </span></span></span></span></div>
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<span style="color: #fff2cc;"><a href="http://www.juventudtecnica.cu/sites/default/files/materiales%20periodisticos/ciencia2014.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Resultado de imagen de ciencia" border="0" class="irc_mi iToceWmtqnkI-pQOPx8XEepE" src="http://www.juventudtecnica.cu/sites/default/files/materiales%20periodisticos/ciencia2014.jpg" height="228" style="margin-top: 0px;" width="320" /></a></span></div>
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<span style="color: #fff2cc;"><span style="font-size: small;"> Ens hem inspirat en la figura de Tesla per anomenar
aquest blog, perquè va ser un científic de gran envergadura. No només
això, ell va colaborar a la ciència sense cercar profit econòmic o
social, ell va viure p</span><span style="font-size: small;">er a la seva vocació, la recerca científica.</span></span><br />
<span style="font-size: small;"><img alt="" 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" /> </span><br />
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