tag:blogger.com,1999:blog-18309358642662656812024-02-07T07:14:00.975+01:00Student Collaboration for the 21st centuryCreativity, Critical thinking, Collaboration and Communication for Student-Centered LearningPhilBhttp://www.blogger.com/profile/05624541057118241939noreply@blogger.comBlogger33125tag:blogger.com,1999:blog-1830935864266265681.post-63096873705404476342013-12-05T10:00:00.003+01:002013-12-05T10:00:36.555+01:00The Gothic Style - Maxime and ZoéSee our project at <a href="http://linoit.com/users/hypollite/canvases/Gothic">http://linoit.com/users/hypollite/canvases/Gothic</a><br />
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PhilBhttp://www.blogger.com/profile/05624541057118241939noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-20308207270996451642013-11-12T11:41:00.002+01:002013-12-05T10:27:52.515+01:00The Idea of Progress, Ronan TS3<br />
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #17365d;"><span style="font-family: Cambria;"><span style="mso-tab-count: 4;"> </span>The idea of progress</span></span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%; mso-ansi-language: EN-US;"><i><u>Ronan.Quiguer(Ts3)<o:p></o:p></u></i></span></b></div>
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<span class="Sous-titreCar"><span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><i><span style="color: #4f81bd; font-family: Cambria;">Document 1:</span></i></span></span><span lang="EN-US" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%; mso-ansi-language: EN-US;"> Movie “The sixth day” In this movie a
father wants to clone his daughter's dog. A salesman wants to sell a cloned
pet. He says there are many advantages like : -low prices -20% -as safe as real
pets -they are insured But it's dangerous, and pets don’t have soul.</span><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%; mso-fareast-language: FR; mso-no-proof: yes;"><!--[if gte vml 1]><v:shapetype id="_x0000_t75"
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<span lang="EN-US" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="mso-spacerun: yes;"> </span></span><span class="Sous-titreCar"><span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><i><span style="color: #4f81bd; font-family: Cambria;">Document
2</span></i></span></span><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%; mso-ansi-language: EN-US;">:</span></b><span lang="EN-US" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%; mso-ansi-language: EN-US;"> p62 “ Brave new world ? “ : “ Old man
out ” In this picture there are four muscular men on a conveyor belt and one
man who is different. He's skinny, short and weak. There is a giant claw that
is grabbing the man in the middle and rejecting him. He will be thrown away in
the skip in the foreground. In the bin we can see a lot of men with flaws. They
have been rejected because of their shortcoming. It's an example of selective
breeding or genetic engineering . Today most research in genetic engineering of
humans is banned. The cartoonist might want to criticize selective breeding.
His goal is that scientists will be likely to create the perfect man or woman.<o:p></o:p></span></div>
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<span class="Sous-titreCar"><span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><i><span style="color: #4f81bd; font-family: Cambria;">Document 3</span></i></span></span><span lang="EN-US" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%; mso-ansi-language: EN-US;"> : p63 “ science babies “ They are
inside a kind of glass egg, scientists will be to fabricate millions of
identical “ twins” It's bad if there are no limit . A lot of people would disagree
with this innovation, because we would not natural. This situation represent
human stupidity because we would not have our own personality<o:p></o:p></span></div>
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<i><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="mso-spacerun: yes;"> </span></span></b><span class="Sous-titreCar"><span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="color: #4f81bd; font-family: Cambria;">Document
4</span></span></span></i><span lang="EN-US" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%; mso-ansi-language: EN-US;"> :p64
“Design your baby “ There are two scientist who are trying to create a perfect
baby but, they are using themselves as model . Genetic modification is reality
today. It's a science fact. These scientific procedures are compared to a fast
food order . Parents can choose their hair color, eye color, health and intelligence.
</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Only rich can have better babies.</span></div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com2tag:blogger.com,1999:blog-1830935864266265681.post-28681260661251029102013-11-06T15:44:00.000+01:002013-11-06T15:44:09.231+01:00The idea of progress - Pierre-Yves Reignoux TS3<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">The first
document is an image. We can see a conveyor belt with four men on it
who look the same and one man who is catch by a giant claw because he
is different and into a skip we see lot of person who are different
one with three eyes one hand with six finger this document represent
a form of selective breeding. The ideal of human for this cartoon
it's a white man with black hair and who is strong. It's look like
the idea of race of Adolf Hitler who think the best race is the
ariens. The good point with selective breeding the racism is
annihilated but this similarity stop the creation of new idea and
they destroy any different form of life which are different of them.</span></div>
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<span style="font-size: medium;"> The second
document is a text who talk about test tube baby thanks to that
process babies haven't diseases but it's against nature and this
science must be treated with caution because it affects the
modication of the human phenotype. If creation of specifics baby
isn't regulated, at the end the humanity is only created by this
process. If a man want to create an army of perfect soldiers he can
use this process for control his army so this experimentation must be
controlled by a man who have a sense of ethics</span></div>
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<span style="font-size: medium;">The third and
last document is an extract from a film “The sixth day”. We can a
father who go in a shop called “REPET” who cloned animals. In the
shop, a saler come to the father and explain the qualities of
cloning, he ask to the father who is dead. The father says it's his
daughter's dog who died this morning. The father want to clone the
dog so his daughter doesn't know. The saler secure to the father
they're as safe as real pets and they're insured but the father think
they haven't soul and they're dangerous. These animals aren't the
same as the original so they can be dangerous for the owner</span></div>
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StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-83174165197389573072013-11-04T13:01:00.001+01:002013-11-04T13:01:07.544+01:00The Idea of Progress- Charly TES2<div align="center" style="margin-bottom: 0cm;">
<u>Theme: The Idea of Progress</u></div>
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The three documents that I have chosen are documents related to the idea of progress because they are all three examples of scientific progress.</div>
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The first document is a video which comes from the movie « The Sixth Day ». This video talks about animal cloning , that is scientific progress. In the video, Adam is trying to clone his lost dog. He went to the shop « Repet ». A salesman explained to him all the advantages to cloning his dog. </div>
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For me, cloning is a bad thing because the new dog will never replace Adam's lost dog. This is a dangerous technique and is not natural. </div>
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The second document is the Text A and the picture on page 64. The picture is a cartoon about the cloning of designer babies. In this cartoon, the scientists are fat and are seeking perfection. In the Text A,the scientists seek perfection and it's not a good idea because human cloning is not natural and causes discrimination for designer babies. </div>
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My third document is the Text B on page 64. This document is an article from a newspaper (USA Today). The text talks about a true story of genetic selection. The genetic selection can save lives. In my opinion, the genetic selection is a very good scientific progress because can save lives and cure diseases. But is a dangerous technique and this technique is against laws on boiethics.</div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-90888106889255687552013-11-02T19:52:00.000+01:002013-11-02T19:52:56.255+01:00The idea of progress by Emilie_TES2<b><span style="color: #b6d7a8;">Emilie_TES2</span></b><br />
<h3>
<span style="background-color: #f4cccc;">The idea of progress</span></h3>
<br />As for as I'm concerned progress is the action of going forward,of growing, of being a better example . There are lots of ideas of progress . In class we studied differents text with different ideas .<br /><br />⦁ We studied « helping the dreamers » by Barack Obama . To me this text is very important progress for the history of the United States of America because it's the first time a american president has established a law in favour of immigration . This text is political and social progress.<br />
In my opinion it's very positive progress for immigrants because they can have driver's license or scholarship , this is important progress for the U.S.A .<br /><br />⦁ Second, we studied a video « How I harnessed the wind » by william Kamkwamba . To me william Kamkwamba is like a hero of progress because in malawi there was a shortage of food and water there wasn't any electricity it's a very poor country,he couldn't pay for school fees but he learned english and he created a windmill just with a physics book ! to me it's a real experience and he showed that being poor it's not a handicap we can be very intelligent and poor that's why it's a progress technical because now his family have water electricity and help their neighbours but too social because to me willian kamkwanba it's like a hope for the people of Africa .<br /><br />⦁ Finally the last document study in class is "design your baby" it's cartoon talking about cloning and designer babies . The scientists are seeking perfection they are fat ugly and near-sighted and it's ironic that they're trying to make a baby like them ! To me it's like a baby shop and depersonalizes people . I strongly believe it's a negative progress because it's not natural, babies shouldn't be a fashion and a business and it can cause discrimination . However designer babies can be a positive progress for science and for instance parents who can't have babies .<br /><br />to put in the nutshell the progress is very important for evolution of earth there are postive or negative progress but it's different for every people that's why choise the 3 documents because to me we can see lot of different progress (political,social,technical ..) . To me the progress created our society over time .<br /><br /> <img alt="" 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" /><br />StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-28803335029383191482013-10-31T19:26:00.002+01:002013-10-31T19:26:55.326+01:00Idea of progress ( Alexandre F. TES2 )<div align="CENTER" style="line-height: 0.74cm; margin-bottom: 0cm;">
<span style="color: #444444;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 15pt;"><u><b>Theme
: The idea of progress .</b></u></span></span></span></div>
<div align="CENTER" style="line-height: 0.56cm; margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">We
have chosen this 3 documents because they are related in the same
idea of scientist progress.</span></span></span></div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">Progress
is very present in our time but isn't it a danger?</span></span></span></div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="line-height: 0.45cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">My
first document is ' 6th day ' , this video talks about an
industry that raises animals by cloning.</span></span></span></div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">I'm
afraid of cloning because we need to let the dead rest in peace.</span></span></span></div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">Life
has no price, factories can not use life and death to earn money.</span></span></span></div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">We
can't replace a lost dog by the same dog.</span></span></span></div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">Cloning
is not natural it could be dangerous.</span></span></span></div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">My
second document is the text A and the picture page 64.</span></span></span></div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">In
this document, scientists are seeking perfection. Their scientists
are trying to make a perfect human. They using genetic to make a
strong and ideal baby. However, the baby like the scientists and the
scientists are ugly, it's ironic.</span></span></span></div>
<div align="LEFT" style="line-height: 0.56cm; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">I'm
against that because we can't create a perfect human because nobody
is perfect.</span></span></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">My
third document in the text B on page 64.</span></span><br />
<span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">This
document is an article from a newpaper, ' USA Today ' , published on
October 1, 2010 .</span></span><br />
<span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">This
document tells a true story about genetic selection .</span></span><br />
<span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">Molly
was sick and her mother had implanted an embryo so that he can saves
her daughter.</span></span><br />
<br />
<span style="font-family: Calibri, sans-serif;"><span style="font-size: 11pt;">I'm
for the genetic selection because she can saves lives by treating
diseases . </span></span>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-84609907768359716482013-10-31T13:28:00.001+01:002013-10-31T13:28:22.076+01:00The idea of progress by Camille Lacour TS3<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="EN-US" style="line-height: 115%;">I’m
going to talk about the idea of progress. This notion evokes a positive
evolution, the act of improving and perfecting mankind. In class, we have
studied many documents in relation with the notion and I’ve chosen four of them
which, according to me, represent the idea of progress the most and I’m going
to present them to you. <span style="font-size: small;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;">
<span lang="EN-US"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;">
<span lang="EN-US">To begin, I’ve decided to talk
about scientific progress because, today, science is able to do what was once science
fiction like cloning, selective breeding and designer babies and that’s why I’ve
chosen the document I’m going to present. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="EN-US">It’s the cartoon on page 62 which illustrates the
theme of selective breeding. This picture represents a little skinny man
grabbed by a claw to be thrown in a trash container because he’s different from
the other men lined up on the conveyor belt. The cartoonist is trying to show
us with an ironic point of view how genetic selection works. But this funny
cartoon raises a problem. Indeed, we can imagine that this technique could be
used to create a perfect model of the man choosing what characteristics he
would own and this could lead to a world where there would be no place for
differences.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="EN-US">This fact is perfectly illustrated by the second
document I’ve chosen. It’s an article from an online newspaper about genetic
selection (on page 64). In this text, the technique is ironically compared to a
fast-food order that future parents would make to create the baby they want choosing
eye color, height and even IQ. If this idea could be frightening, it could also
be amazing if this technique was used to save a life as in the second article
studied in class. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="EN-US">But science isn’t the only thing to improve in our
present society, that’s why we decided to present two other documents about
another kind of progress: social progress. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="EN-US">Indeed, today, many things have to be changed to make
our society work better and it’s the reason why we are going to talk about a
document which concerns education. In fact, that’s a speech by Sir Ken Robinson
which explains how to change the education of today to allow to every child to
take place in the society because he says that the present education was
designed for a different age and that, now, it doesn’t work anymore. To be
efficient, he proposes to let children develop their differences to allow each
of them to think on their own. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US">As we are talking
about giving a chance to each person, we’re going to finish our presentation
with our last document which is a speech pronounced by Barack Obama. Indeed,
this document is about giving the American nationality to young people called
the dreamers who are sons and daughters of immigrants and who have always lived
in the USA. The President is explaining to all the American people that those
young people feel American in their heart and in their mind but they’re not on
paper and that’s why they deserve the American nationality, because they’ve
always lived in America, they sometimes even don’t know the country their
parents come from.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="EN-US" style="line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="EN-US" style="line-height: 115%;">So
if we try to link together each document, we can say that each of them
represents a form of progress. Even if they are representing different types of
progress such as scientific or social progress, they are raising the same problem
because an advance can be called progress only if there are benefits for our
society and some advances like cloning or genetic selection create a debate,
many points of view confront each other : is it a good idea or not ? The
problem is exactly the same for social progress ; there are different points of
view… So, the question is : Can we call it a progress if the advance creates a
debate in our society?<span style="font-size: small;"><o:p></o:p></span></span></div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-45271304924069852812013-10-30T18:30:00.002+01:002013-10-30T18:30:56.397+01:00The idea of progress by Zakia EL Moussaoui<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">I'm going to talk about
the idea of progress and I am going to begin by defining what the
progress means. It is a positive evolution, it is the act of
improving, of perfecting. We have to study many documents which are
in relation with this notion. To illustrate this, I selected three of
them which I am going to present to you. </span>
</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">In the first place I
selected the document « Free at last ». This document
relates a social progress because in this text the narrator
changes his habits and becomes a better man. This text talks about
the offenders who try to change and stop doing the bad things they
used to do. The scene takes place in a correctional institution in
Bostral where people can practice sports. The goal of this text is to
show that these people can change if they really want it. It's a good
therapy for young offenders because that allows them to escape and
think about nothing except sports. We can say that , this has a good
impact because this system allows these people to get on the straight
and narrow path. </span>
</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">The second document is the
video of a « hero » who is William Kamkwamba. It's a
technical progress because this video talks about windmills which are
built by William for his neighbours and his family. The action takes
place in a poor region of Malawi. I believe it represents a
revolutionary innovation because this construction allowed to help
people who needed it. Morever, we can say that William is a « hero »
due to the fact that without anything he was able to build what he
intended to. The advantage is that this project is going to bring
electricity to William's neighbours. The electricity is very
important and very precious in this region because Malawi is a poor
country; people live in small houses which are badly isolated and
they are no electricity, no water : it's misery. Indeed, these
windmills are their only hope to improve their living conditions.
This video does William's praise because he built these windmills
without help and wihout knowing how to speak english. This makes him
a « hero ». </span>
</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">The last one is
« Sixt-Day », a movie. It's a scientist progress because
this movie talks about human cloning. People who are concerned are
Adam, the scientist and the dog of Adam's daughter. The scene takes
place in the shop which is called « Re-Pet ». This
process allows to clone animals that are dead. This process has lots
of advantages : it's as safe as real pets, it's the same dog , it
will remember everything. <br />For example, it will remember where all
the bones are buried. Also, we can genetically modify it like we
want. However ,it's dangerous for Adam's daughter because the dog can
bite her with his sharp teeth. Finally, the dog won't have a soul. </span>
</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">As you were able to notice
it, these three documents are about different types of progresses
which have both positives and negatives. But it is no different than
the world itself which constantly evolves and progresses but not
always in a positive way.</span></div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-8239338662624689752013-10-29T15:45:00.002+01:002013-10-29T15:45:57.399+01:00The Idea Of Progress (Baptiste TES2)<br />
<div align="CENTER" lang="zxx" style="line-height: 115%; margin-bottom: 0.35cm;">
<span style="font-size: x-large;"><u><b>The Idea of Progress</b></u></span></div>
<br />
<div lang="zxx" style="line-height: 115%; margin-bottom: 0.35cm;">
<br />
<br /></div>
<span style="font-size: small;">The
idea of progress is to advance scientific and technological ideas. To
help us in day-to-day life, for exemple. We are going to speak about
three documents who oppose the ideas in the article.</span><br />
<br />
<div lang="zxx" style="line-height: 115%; margin-bottom: 0.35cm;">
<span style="font-size: small;">The
first document is a video, the movie is "The Sixth Day",
the video talks about cloning of animals. It takes place in a "Repet
Store" which is a store to clone lost animals. Adam came to see
and to know if it is not dangerous as proceeded. The clone could be
whitout soul and have the sharpteeth. But the salesman gives that
advantages. For exemple, have the same dog, save his dogs and that
proven the techhnology. I think it is bad because the dog will never
be the same, it's impossible.</span></div>
<span style="font-size: small;">The
second document is the text A and the picture on page 64. The picture
is the cartoon, shows us with two big an ugly doctors while searching
the perfect baby. The scientists doing research the perfect human
with dna. This babies are "designer baby". However, we
could talk about business, it's not natural. This process would not
be good for the human species, there would be fewer differences and
everyone would be perfect and causes discrimination for designer
babies.</span><br />
<br />
<div lang="zxx" style="line-height: 115%; margin-bottom: 0.35cm;">
<span style="font-size: small;"><span lang="zxx">The
last documents is the text B on page 64. this document is a
newspaper. This document talks about genetic selection</span></span><span style="font-size: small;"><span lang="en">.
There is one for and one against,for exemple, for to save lives, to
cure diseases and to recreate a dead person. And against, it's not
natural, could be dangerous, not completely safe and against laws on
bioethics. I think the genetic selection can bring a lot to the
improvement of life expectancy.</span></span></div>
<div lang="zxx" style="line-height: 115%; margin-bottom: 0.35cm;">
<span style="font-size: small;"><span lang="en"></span></span> </div>
<div lang="zxx" style="line-height: 115%; margin-bottom: 0.35cm;">
<span style="font-size: small;"><span lang="en"></span></span> </div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-17457961859748207442013-10-28T18:48:00.000+01:002013-10-28T18:53:11.211+01:00The Idea of progress (Sebbar Nouhaila TES2)<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: Comic Sans MS, cursive;"> Hi,
I'm gonna talk about The idea of progress. To begin, i'm gonna define
the term of progress which corresponds to going to a higher level,
to expand, to grow in stages. To illustrate my presentation of the
Idea of Progress I chose three documents studied in class.</span></div>
<br />
<div style="margin-bottom: 0cm;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi50NzGLcCushMvw_3KdkXm3TU9H0zGb1N_fUTzU_SKuwhavauWiBmK9VYhP70vfxCC5hTJ0LI3Zv8a8GGutKYJjgm2U8Y9JafZAWW5I8oqGmS6rPDasRYtHMe_fEcUy2atP6i88HPWOcE/s1600/William+Kamkwamba.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi50NzGLcCushMvw_3KdkXm3TU9H0zGb1N_fUTzU_SKuwhavauWiBmK9VYhP70vfxCC5hTJ0LI3Zv8a8GGutKYJjgm2U8Y9JafZAWW5I8oqGmS6rPDasRYtHMe_fEcUy2atP6i88HPWOcE/s320/William+Kamkwamba.jpg" width="320" /></a><span style="font-family: Comic Sans MS, cursive;">First
I chose the document video on William Kamkwamba. It's a technical
project, he made windmill. The people concerned by progress are
William's family and close neighbours. The action take place in a
poor region of Malawi. It talk about a revolutionnar innovation
because in this document we learn that William built a windmill with
nothing. It's beneficial project because it'll give electricity to a
lot of people, it's also a positive impact for them, The author of
the video want to make William's praise for what he've done.</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Comic Sans MS;"></span> </div>
<br />
<div style="margin-bottom: 0cm;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoFNh7lMMzh9N4xtbx0DgstuZJkSX5pLVSm76pjLPq2881ggq5eqRW0HMKmNNh6H7735rt3W6ZQ0mh3QlAd9XRLcvmRuLZRrTdBqVfqRLrMurHwFA29CPqNCAigeNXJkDf_pYwO28ROyU/s1600/runner.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoFNh7lMMzh9N4xtbx0DgstuZJkSX5pLVSm76pjLPq2881ggq5eqRW0HMKmNNh6H7735rt3W6ZQ0mh3QlAd9XRLcvmRuLZRrTdBqVfqRLrMurHwFA29CPqNCAigeNXJkDf_pYwO28ROyU/s1600/runner.jpg" /></a><span style="font-family: Comic Sans MS, cursive;">Then
i chose the document « Free at Last » from the book. It
talks about a social progress because the narrator changing his
hobbies is becoming a better man. The young offenders are concerned
by pregress. The action set in Bostral, a correctionnal institution.
The stake is to show to us that the young offenders can change. The
advantages are that this system make them do sport and it also make
them think of something else, it will enable them take care of their
minds and escape to avoid start their bad habits. It's a positive
impact because it allows them to change.</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Comic Sans MS;"></span> </div>
<div style="margin-bottom: 0cm;">
</div>
<div style="margin-bottom: 0cm;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhelEPcypG2iLRYq_xo-YYT7yQjsVBBrP26_799tZ2l9NFUwz_eJBKjfNh8zzX9KdXLYQznoOcqxl9WV1lyNaaC0zSw-TVwZmHpj9JVpNkhie-SpPbW78UKctdTgcYY5MrweVNJA2MCxQ0/s1600/the+sixth+day.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhelEPcypG2iLRYq_xo-YYT7yQjsVBBrP26_799tZ2l9NFUwz_eJBKjfNh8zzX9KdXLYQznoOcqxl9WV1lyNaaC0zSw-TVwZmHpj9JVpNkhie-SpPbW78UKctdTgcYY5MrweVNJA2MCxQ0/s1600/the+sixth+day.jpg" /></a><span style="font-family: Comic Sans MS, cursive;">To
sum up i chose the document from the film « The Sixth day »
about human cloning. It's a scientific progress. The people concerned
are Adam, the scientist and Adam's daughter's dog who is dead, The
scene take place in a shop which called « Repet ». The
goal of this shop is to clone pets who are dead. The advantages are
that it's safe, it's a proven technology, the dog is the same, it
will remember everything, all the tricks, all the details. But the
disadvantages are that it's dangerous, it will have no soul and it
could have starp teeth.</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Comic Sans MS, cursive;"> To
put it in a nutshell i chose these three ducuments because in each
case there is a progress although they are different. It also proves
that progress exist.</span></div>
<br />
<div style="margin-bottom: 0cm;">
<br /></div>
<br />
<div style="margin-bottom: 0cm;">
<br /></div>
<br />
<div style="margin-bottom: 0cm;">
<br /></div>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: Comic Sans MS, cursive;">Written
by Sebbar Nouhaila. TES2</span></div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-68218388100202029402013-10-28T15:38:00.000+01:002013-10-28T15:38:41.529+01:00The Idea of Progress (Marie L - TS3)
<div lang="en-US" style="margin-bottom: 0cm;">
I'm going to talk about
the idea of progress. This theme evokes the progressive development
of humankind. To illustrate the notion I have chosen four documents
because I think that they show very good the theme of idea of
progress. So we might ask us what are the texts which show the
advantages and drawbacks of the progress ? To explain that we'll see
some documents : the first is “odd man out”, the second is
“science babies” and the last is “design your baby” (he is
composed of two texts)
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
In a first time, I'm
going to explain “odd man out”. It's a picture which represents
four muscular men on a conveyor belt but a man is different : he is
skinny and weak. We can see a giant claw that is grabbing the man
who is in the middle and rejecting him. We can imagine that he will
be throw away in the skip in the foreground of the picture. In this
bin we can see a lot of men with flaws ; they are rejecting because
of their defects. This picture is an example of selecting breading.
The cartoonist wants to see us that it's as if humans were created in
a factory, and he criticize selective breading. He wants to shows
that scientist will be likely to create the perfect man or woman.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
In a second time, I'm
going to see “science babies”. This document is an article
written by Aldous Huxley. This article was published in 1932. This
text talks about test-tube babies : they are inside a kind of glass
eggs, scientists try to eliminate abnormalities to fabricate millions
of identical “twins”. For the scientist, this work is wonderful
and amazing, he seems to be emotional, for him it's progress. A lot
of people would disagree with that because it's not natural, with
this innovation maybe everyone would think the same thoughts. The
author denounces the attitude of scientists, this situation
represents human stupidity because they wouldn't have feeling or
personal identity, they wouldn't be really human, more like robots or
machines.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
In a last time we will
explain “design your baby”. This document is divided into two
texts :</div>
<div lang="en-US" style="margin-bottom: 0cm;">
-The text A is an article
from internet newspapers published on January 29, 2010 about designer
babies. This text explain that scientific procedures are compared to
a fast food order : parents can choose their baby's gender, hair
colour, health and intelligence ( but only rich people can have the
best babies). The author wants to show that genetic modification is a
reality today, it's a science fact, it's really happening today? And
readers can understood that is useless to do that.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
-The text B is an article
from a newspaper, published on October 1, 2010 about genetic
screening. This text shows us that designer babies are also useful
because they save lives. The author takes an example, that of Molly
who needed some marrow to survive, so the scientists picked out her
brother to save her. With this text, readers understood that
sometimes genetic screening represent a necessary choice of life or
death, so scientists try to get a healthy baby.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
To conclude, all of the
texts talk about scientific progress and the picture talks about
social progress. “Odd man out” evokes a reality about the
standardization if the society, this picture denounce a few-things.”
Science babies” talks about test-tube babies, he shows the
drawbacks of scientific progress : scientists create the same persons
it's a form of distopia because we wouldn't have a feeling or a
personal identity. “ Design your baby” evokes the possibilities
of “choose” your baby. To me, it's a bit useless but the second
text talks about the health of the baby : they can picked out marrow
to save lives for example, to my mind, it's very useful.
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
Finally, we can say that
texts about “design your baby” show the advantages of scientific
progress and “science babies” shows the drawbacks. “ Odd man
out” shows a little bit drawbacks but it's more a reality. To
finish, we can ask us where will go the progress ?</div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-79573283836663894612013-10-26T17:28:00.005+02:002013-10-26T17:29:13.826+02:00Flavie TS3, The Idea of progress<br />
<div style="margin-bottom: 0cm;">
I am <span lang="en-GB">going</span>
<span lang="en-GB">to</span> talk about the notion of progress, I've
chosen different documents to illustrate it.</div>
<br />
<div style="margin-bottom: 0cm;">
→ For example, we have studied an picure
about progress scientific. On picture, we can see four men on a
conveyor belts, and a man who is short and weak. The man is rejected
in a giant claws, only because he's different.
</div>
• Only people diffrent are concerned by
progress, also it's real because today many people different are
rejected of society. I think we can talk about dehumanization,
because we are all different, but scientist development is to create
clones.
<br />
So, on the one hand technical progress
is positive, but on the other hand it's negative beacause persons are
rejected.<br />
• The cartoonist's message is that
scientists will be likely o create the perfect man or woman.
<br />
<br />
<div style="margin-bottom: 0cm;">
</div>
<br />
<div style="margin-bottom: 0cm;">
→ We have studied another document about
progress scientific. The title of text is « Science babies ».
Scientists try to eliminate abnormalities to fabricate 'twins'. I
think scientists don't know limits of progress, and isn't natural if
we can have a perfect baby. I suppose this situation represents human
stupidity because we wouldn't have our own personality, we are more
like robots machines.</div>
<br />
<div style="margin-bottom: 0cm;">
•This document illustrate also progress
because there is an innovation scientific. But there are limits in
progress, for me isn't a good idea to create the same babies.
</div>
<br />
<div style="margin-bottom: 0cm;">
</div>
<br />
<div style="margin-bottom: 0cm;">
→ I have chosen another document, it's
an article from an Internet newspaper, written in 2010. This article
talk about designer babies (test tube babies). We can see 2
scientists who look like each other, the baby in the test tube looks
like them too. So they're trying to create a perfect baby,but it'sz
ironic beacause they are using themselves as a model. This article
represents progress scientific because they aim is to create a
perfect baby, and it's possible ! But I think it's a good idea
because they are not perfect, and they'll create the same babies.
This is the same problem than in text " Science babies ".
</div>
<br />
<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "Trebuchet MS", sans-serif;"> → To conclure, I think progress is a
good new to save people's lives, to improve living conditions, to
create new technologies... But there are limits, and scientists don't
realize ever where are the real problems.</span>
</div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-25242165035544805062013-10-25T12:31:00.001+02:002013-10-25T12:31:38.861+02:00Idea of progress (Adriane TES2)<div align="CENTER" lang="en-US" style="margin-bottom: 0cm;">
<span style="color: #ff950e;"><span style="font-size: 15pt;"><b>The
idea of progress</b></span></span></div>
<div align="CENTER" lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
In 21<sup>st</sup>
century, exist now many news technologies to change or reveint the
world. This idea pf progress is positive when affects innovation or
creation of news products. But there is still the big question of
cloning, to whether it is good or not.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
First, we are going to
study the positives effects of the 21<sup>st</sup> century skills.
Second, we present the drawbacks of them.
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
In poor countries, news
technologies are rare. So when there is a little progress to help the
country, it's a good new. This is the case with William Kamkwamba. In
fact William was born in a poor famers's family in Malawi. Where
there is famine, where there are no electricity, no water, William
learned physics on his own, to built windmills. With this process, he
can generate electricity, pump water, regarge cellphones, use
computer and help neighbors.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
In USA, a developed
country, there are news technologies to save lives. A article from
«US Today» about true story shows that genetic selection can cure
diseases. It's the case with Molly who has cured of a rare illness.
In fact, her parents turned to PGD to pick out a embryo to implant to
give birth to their son. And with his cord blood cells, they have can
save Molly.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
Genetic selection is
also beneficial when women can't have babies naturally. They could
have them with this process.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
But progress can be
excessive because genetic selection isn't natural and it could be
dangerous. It isn't completely safe and it's against laws in
bioethics. It's like a baby-shop bu babies shouldn't ba a «fashion»,
shouldn't be a business.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
In «The Sixth Day»,
about human cloning, the actor Adam is in shop called «repet»
because he want to clone his daughter's dog. The salesman tries to
convince Adam to clone his dog, is presenting advantages like for
example it will remember everything, all the tricks. But he doesn't
explain the drawbacks because he want to cell this new technology.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
Also, in our society,
many people are rejected because they feels different because they
are not as muscular, for example, as the other men. But it's
dangerous because people might commit suicide. There shouldn't be any
differences between people. In classroom, we have seen a cartoon
where here are a lot of tall muscular men but one of them is
different. He's short, skinny and weat. He's being rejected in a
dumpster by the factory.</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<div lang="en-US" style="margin-bottom: 0cm;">
<br />
</div>
<br />
<div lang="en-US" style="margin-bottom: 0cm;">
So there are news
technologies which help people or countries, such as in Malawi with
William Kamkwamba. But sometimes, the progress goes very far without
even worrying about the dangerous effects that they could have on
the hearth and in the society.</div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-27595842098718358262013-10-24T14:35:00.009+02:002013-10-24T14:36:29.271+02:00Haïdée - T ES 2 - Idea of progress <!--[if gte mso 9]><xml>
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<![endif]--><span lang="EN-US" style="mso-ansi-language: EN-US;">Hello, I'm
going to talk about the idea of progress</span><br />
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">First of
all, I would like give a definition of progress: it's the forward movement/ advance/
development; it’s also the gradual betterment, especially the progressive
development of humankind.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">So, I have
chosen 3 documents to illustrate the notion:</span></div>
<div class="Standard" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US;">first
is William's action in Malawi</span></div>
<div class="Standard" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US;">second
is the speech of<span style="mso-spacerun: yes;"> </span>B.Obama : “Helping the dreamers”</span></div>
<div class="Standard" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US;">and,
the last it's two text of designer babies</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">This is a
choice very various to present idea of progress,</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">I start with
William's action the poor farmer in the country of Africa: Malawi.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">In Malawi,
there are big famine is in his country; where he live with his big family, it's
a farmer and know misery. So, to fight is curse, he learned physics on his own
and, after, he built windmill. Now, his family can have water and electricity,
they can recharge their cellphone and help their neighbors,</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">In this
document, progress is the windmills and </span><span class="hps"><span lang="EN" style="mso-ansi-language: EN;">its</span></span><span class="shorttext"><span lang="EN" style="mso-ansi-language: EN;"> </span></span><span class="hps"><span lang="EN" style="mso-ansi-language: EN;">result</span></span><span lang="EN-US" style="mso-ansi-language: EN-US;">.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">To me, He is
very brave and the windmills it's really a progress for his family. It's really
an example for every young person in his situation or not...</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="mso-spacerun: yes;"> </span>Second is the president's speech, It's Barack
Obama who speak and he tell that, he want with his secretary Napolitano,
“helping the dreamers”: the dreamers are young American undocumented. So, they
can have their driver's license or a scholarship and it's so bad of them. Maybe
they fell different so the president want find solution for this younger American.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">In this
document, the progress is social and political.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">To my mind,
the speech is so interesting and new. One president who wants helping young
people it's new and, I suppose, very new and again infrequent.</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">The last
document its articles of newspaper, speak about designer baby.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">The first
article it's negative and presents the defects of this progress. The text
speaks about “The shop of baby” or the difference with the “natural baby” and
the negative’s result.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">The second
present one advantage of this scientific progress. Molly is sick and for cure
her daisies, their parents choose to make another child.</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;"></span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">If, we use
this progress to cure daisies or to help some mum to have children, I agree
with this technology.</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">So their 3
documents are very different but, I think, the progress is not a bad thing if
we reflect before at the different results… The world is progressing since
every time so the progress in generally is very good but like everything with moderation…</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Thank you
for your attention</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Good bye</span></div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-56285418608028513212013-10-24T14:35:00.005+02:002013-10-24T18:31:58.907+02:00The idea of progress - Pierre TS3<div align="CENTER" lang="en-GB" style="margin-bottom: 0cm;">
<span style="font-size: large;">The idea of progress</span></div>
<div align="CENTER" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div lang="en-GB" style="margin-bottom: 0cm;">
I am going to talk about
the idea of progress through four documents in a sequence “Brave
New World” and they are two extracts of texts, a caricature and a
film. The idea of progress is an advancing in a development
scientific.</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
The first document that
studied is a caricature. In this caricature, there are many perfect
men on a conveyor belt, and one different man who is weak. The skinny
man is rejeted. They have been rejeted because of their short
commings and he doesn't correspond to the ideal of standardization.</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
They are clones, it's a
selective breeding or genetic engineering or eugenics, and today,
it's oublowed.</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
I'm think that no es un
idea of progress because there is a selection of human.</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
The cartoonist is message
is that scientists will be likely to create the perfect man or woman.
</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
After, the second document
is an extract of the text on a test-tube babies. They are inside a
kind of glass egg, like an incubator and the scientists try to
eliminate abnormalities to fabricate millions of identical “twins”.</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
So, I'm think bad if there
are no limits and is bad from the idea of progress.
</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
A lot of people would
disagreebecause it's not natural. Everyone would think the same
thoughts and we wouldn't have a feeling of personal identity.
</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
And I think that the
situation doesn't represent progress but reprensents the human
stupidity.</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
The human become more
robots or machines that be really humain.</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
The third document is an
extract of film that the tittle is “The Sixth Day”. They are two
characters, a salesman who wants to sell cloned pet. And a father,
who wants to clone his daughter's dog. There is an advantage that are
benefits. I'm think they are new technologies for clone dogs but it's
a negative points for the scientific progress because it's dangerous
and haven't soul. It's an innovation but it's a heartbreak.</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
And this last document is
an article from an internet newspaper about designer babies. There
are two scientists who make the test-tube on babies. They are trying
to create a perfect baby but it's ironic because they are using
themselves as a model and they are fat. A genetic modification is a
reality today. It's a science fact and their parents can choose their
baby's gender, hair colour, eye colour, health and intelligence. They
search the best baby. It's a scientific progress and technical
progress. It's an innovation.</div>
<div lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
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StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-84449445021379498172013-10-24T14:33:00.004+02:002013-12-05T10:28:42.952+01:00The Idea of Progress, Haïdée, TES2<!--[if gte mso 9]><xml>
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<div class="Standard">
<u><span lang="EN-US" style="mso-ansi-language: EN-US;">The idea
of progress</span></u></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Hello, I'm
going to talk about the idea of progress</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">First of
all, I would like give a definition of progress: it's the forward movement/ advance/
development; it’s also the gradual betterment, especially the progressive
development of humankind.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">So, I have
chosen 3 documents to illustrate the notion:</span></div>
<div class="Standard" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US;">first
is William's action in Malawi</span></div>
<div class="Standard" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US;">second
is the speech of<span style="mso-spacerun: yes;"> </span>B.Obama : “Helping the dreamers”</span></div>
<div class="Standard" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US;">and,
the last it's two text of designer babies</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">This is a
choice very various to present idea of progress,</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">I start with
William's action the poor farmer in the country of Africa: Malawi.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">In Malawi,
there are big famine is in his country; where he live with his big family, it's
a farmer and know misery. So, to fight is curse, he learned physics on his own
and, after, he built windmill. Now, his family can have water and electricity,
they can recharge their cellphone and help their neighbors,</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">In this
document, progress is the windmills and </span><span class="hps"><span lang="EN" style="mso-ansi-language: EN;">its</span></span><span class="shorttext"><span lang="EN" style="mso-ansi-language: EN;"> </span></span><span class="hps"><span lang="EN" style="mso-ansi-language: EN;">result</span></span><span lang="EN-US" style="mso-ansi-language: EN-US;">.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">To me, He is
very brave and the windmills it's really a progress for his family. It's really
an example for every young person in his situation or not...</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="mso-spacerun: yes;"> </span>Second is the president's speech, It's Barack
Obama who speak and he tell that, he want with his secretary Napolitano,
“helping the dreamers”: the dreamers are young American undocumented. So, they
can have their driver's license or a scholarship and it's so bad of them. Maybe
they fell different so the president want find solution for this younger American.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">In this
document, the progress is social and political.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">To my mind,
the speech is so interesting and new. One president who wants helping young
people it's new and, I suppose, very new and again infrequent.</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">The last
document its articles of newspaper, speak about designer baby.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">The first
article it's negative and presents the defects of this progress. The text
speaks about “The shop of baby” or the difference with the “natural baby” and
the negative’s result.</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">The second
present one advantage of this scientific progress. Molly is sick and for cure
her daisies, their parents choose to make another child.</span><span lang="EN-US"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;"></span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">If, we use
this progress to cure daisies or to help some mum to have children, I agree
with this technology.</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">So their 3
documents are very different but, I think, the progress is not a bad thing if
we reflect before at the different results… The world is progressing since
every time so the progress in generally is very good but like everything with moderation…</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Thank you
for your attention</span></div>
<div class="Standard">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Good bye</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<br /></div>
<div class="Standard">
English test</div>
<div class="Standard">
Haïdée DAMIEN – ETIEVE <span style="mso-spacerun: yes;"> </span>-<span style="mso-spacerun: yes;"> </span>T ES
2</div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-71492487694812946132013-10-22T08:21:00.000+02:002013-10-22T08:21:44.576+02:00The idea of progress (Anaïs TES2) <div align="CENTER" style="widows: 4;">
<br /></div>
<div style="text-align: left; widows: 1;">
I
am going to talk about the idea of progress. First of all, I would
like to give a definition of this notion : the idea of progress can
be defined as an imporvement, a development or a change, a technical,
a scientist or social advance which contributes to making the world a
better place. Today, the idea of progress can be negative or
positive. For me, the documents that seem to best illustrate the
notion are « Free at last » an extract of novel,
« Trapped on the track » a cartoon and « How I
harnessed the win » an extract from a film. I have chosen these
documents because they each represent an idea of progress as a
scientific, technological or a social progress.</div>
<div style="text-align: left; widows: 1;">
<br />
</div>
<div style="text-align: left; widows: 1;">
The
first document I have chosen is from an extract of novel, written by
Alain Sillitoe which the title « The Lonelinessof the Long
Distance runner » was published in 1959. It deals with the
problem of freedom, it's social progress. The narrtor is a
delinquent, who is in a correctionnal institute. He's a young man who
likes running. He could want to be a professional athlete. For me,
everyone can achieve a goaln to accomplish his dreams. The things
that you may not be proud of doing, it was allright to believe in
their dreams and want to achieve them, as we say the narrator in this
text. Some people have done terrible things, but mostly they regret,
mistakes of the past they want to forget to start a new life. This
text represent the idea of progress because people who live in this
prison can be free when they are running in the forest. It's a new
way of life for them. It's a progress because it's a modern concept.
</div>
<div style="text-align: left; widows: 1;">
<br />
</div>
<div style="text-align: left; widows: 1;">
The
idea of progress can be negative. We can see this in the second
document « Trapped in the track », a cartoon. It's the
idea of progress because we can be most fast with illegal drug as the
athletes today. Illegal drug use, doping and inequality between
runners who use drugs and runners who don't are critized in the
cartoon.</div>
<div style="text-align: left; widows: 1;">
The
cartoon's goal is to show most athletes are not real athletes. He
wants to show that too many athletes are cheating.
</div>
<div style="text-align: left; widows: 1;">
It's
the idea of progress with a negative aspect beacause today many
athletes use illegal drug, I think their health is at shake.
</div>
<div style="text-align: left; widows: 1;">
<br />
</div>
<br />
<div style="text-align: left; widows: 1;">
But
the idea of progress has positive aspects as the extract from a film
which is title is « How I harnessed the win », by William
Kamkwamba. It's a technological progress because he was built a
windmill in Malawi, a poor country where there are no electricity and
no water. We say that he didn't speak English and he never used a
computer. I think he's courageaous man because he learned physics on
his own and he was make genereating electricity and pump water for
the lights, to recharge cellphones and help his neigbors.
</div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-54094906581491473762013-10-19T15:45:00.001+02:002013-10-19T15:45:41.669+02:00The idea of progress - Juliette TES2<div align="CENTER" style="margin-bottom: 0cm;">
<span style="font-family: Impact, sans-serif;"><span style="font-size: large;"><u><b>The
idea of progress !</b></u></span></span></div>
<div align="CENTER" style="margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;">The idea of
progress is an important point today because the world is always
changing !</span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;">This notion can be
positive when we talk about new creations or new technologies which
permit to save lives, for example. But it can be negative too, like
in the cloning case.</span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;">First, we are going
to present two examples of the positive effects of the idea of
progress. And after, we are going to talk about negative effects.</span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWcm_mxnrK9xRZRIaVtqaTnXmatoqAM_ez2lq95qiOEgkvmUwCTCYLaZWehehSXzZtZJAAgwP4mG8rH94LSn4KMoW_RqY6arI0rSXLxIwekWWd3VwOlY_GPcI6oolkKVV_WlkHmLGoJ2E/s1600/6thday.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWcm_mxnrK9xRZRIaVtqaTnXmatoqAM_ez2lq95qiOEgkvmUwCTCYLaZWehehSXzZtZJAAgwP4mG8rH94LSn4KMoW_RqY6arI0rSXLxIwekWWd3VwOlY_GPcI6oolkKVV_WlkHmLGoJ2E/s320/6thday.jpg" width="233" /></a></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;"><br /></span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;">The idea of
progress can take several different forms. First, I think at the
testimony, which call 'How I harnessed the wind', on the website TED.
In this video, the idea of progress is represented by the wish of
William Kamkwamba to move everything to change their life. In fact,
this person was a poor farmer in Malawi who live with this family in
a little house without electricity or water. To sort out this
problem, he had read books and learned physic on his own. Finally, he
built a windmill to pump water and to generate electricity to
recharge cellphones for example. This progress help their family and
their neighbors too.</span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;">But there isn't
just technical progress. Even if there are arguments for and against,
Genetic selection can still save lives. This is the case in an
article from the newspaper USA today. This text explain that Molly, a
young teenager girl has a rare illness. Her two parents have choose
to give birth to her brother, Adam, now 9, who has, after a PGD, the
same genetic characteristics. The cord blood transplantation was the
only solution to save Molly's life !</span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;">But progress has
its limits. It can beginning a factor of discrimination like in the
cartoon 'Odd man out'. A lot of muscular men on a conveyor belt are
presents. One of them is different, more short and skinny, and he is
being reject by the factory. The idea is that progress can create
differences enter humans. We could be dehumanized and people might
commit suicide because they wouldn't be any different between people.</span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;">'The sixth day'
about human cloning is a second example for this problem. This
extract from a film presents the character, Adam, in a shop called
'Repet'. He wants to clone his daughter's dog. This scientific
progress can be dangerous for a lot of reasons. Each of them is that
we can “lose” our soul. </span>
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;">To conclude, we
have seen that progress can be a lot of things. It can be
technological, scientific, mental (with the wish to change of W.K), …</span></div>
<br />
<div align="LEFT" style="margin-bottom: 0cm;">
<span style="font-family: DejaVu Sans, sans-serif;">And if these
changes are sometimes good or sometimes bad, it's at the humans to
determine those which are necessary for humanity ! </span>
</div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-88846633650243305702013-10-19T11:33:00.000+02:002013-10-19T11:33:16.538+02:00The idea of progress (Marion TES2)<div align="center" class="Standard" style="text-align: center;">
<u><span lang="EN-US" style="color: #31859c; font-family: "Book Antiqua","serif"; font-size: 16.0pt; mso-ansi-language: EN-US; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #31859C; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: accent5; mso-themecolor: accent5; mso-themeshade: 191;">The
Idea for Progress</span></u><u><span lang="EN-US" style="color: #948a54; font-family: "Book Antiqua","serif"; font-size: 16.0pt; mso-ansi-language: EN-US; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #948A54; mso-style-textfill-fill-colortransforms: lumm=50000; mso-style-textfill-fill-themecolor: background2; mso-themecolor: background2; mso-themeshade: 128;"><o:p></o:p></span></u></div>
<div class="Standard" style="text-align: justify;">
<br /></div>
<div class="Standard" style="text-align: justify;">
<span lang="EN-US" style="font-family: "Book Antiqua","serif"; mso-ansi-language: EN-US;"> <span style="color: #404040; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #404040; mso-style-textfill-fill-colortransforms: "lumm=75000 lumo=25000"; mso-style-textfill-fill-themecolor: text1; mso-themecolor: text1; mso-themetint: 191;">I'm going to present the Idea of Progress. First, I'm
going to speak about the case of William Kamkwamba in Malawi. Second, I speak
about the man offender who runs in the forest. And finally, I take the example
with a cartoon who show the system of cloning.<u><o:p></o:p></u></span></span></div>
<div class="Standard" style="text-align: justify;">
<br /></div>
<div class="Standard" style="text-align: justify;">
<span lang="EN-US" style="color: #404040; font-family: "Book Antiqua","serif"; mso-ansi-language: EN-US; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #404040; mso-style-textfill-fill-colortransforms: "lumm=75000 lumo=25000"; mso-style-textfill-fill-themecolor: text1; mso-themecolor: text1; mso-themetint: 191;"> Firstly, it would be better to define the term idea’s of
progress. The official definition is: “main focus in the complexity of the tool
world, the concept of progress accompanied the great moments in history. He
crosses and challenges the legacy and traditions, resulting in a wide variety
of development and resistance against the change process.”<o:p></o:p></span></div>
<div class="Standard" style="text-align: justify;">
<span lang="EN-US" style="color: #404040; font-family: "Book Antiqua","serif"; mso-ansi-language: EN-US; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #404040; mso-style-textfill-fill-colortransforms: "lumm=75000 lumo=25000"; mso-style-textfill-fill-themecolor: text1; mso-themecolor: text1; mso-themetint: 191;"> In the 21st century, the idea of progress has positive
aspects, as with William Kamkwamba, has built with his own hands a windmill in
Malawi. This man lives in a very little house with no electricity and no water.
He learned through physical books. In my opinion, I find this very brave man
because with the windmills, he could save his poor family from the famine by giving
electricity.<u><o:p></o:p></u></span></div>
<div class="Standard" style="text-align: justify;">
<span lang="EN-US" style="color: #404040; font-family: "Book Antiqua","serif"; mso-ansi-language: EN-US; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #404040; mso-style-textfill-fill-colortransforms: "lumm=75000 lumo=25000"; mso-style-textfill-fill-themecolor: text1; mso-themecolor: text1; mso-themetint: 191;"> Similarly, taking the example « Free at
last », the idea of progress is positive. Indeed, in this extract from the
novel « The Loneliness of the long-distance runner » to Alan
Sillitoe, he speaks of a young offender in a correctional institute in Bostral,
who runs early in the morning in the forest to release tension in the prison.
This is his passion, for him it's a time when he thinks of nothing. This man is
getting to be one of the best runners. I find this idea of progress very
interesting because it give another caricature of the prison in general, the
offenders can get out of this prison a few hours to relax.<u><o:p></o:p></u></span></div>
<div class="Standard" style="text-align: justify;">
<span lang="EN-US" style="color: #404040; font-family: "Book Antiqua","serif"; mso-ansi-language: EN-US; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #404040; mso-style-textfill-fill-colortransforms: "lumm=75000 lumo=25000"; mso-style-textfill-fill-themecolor: text1; mso-themecolor: text1; mso-themetint: 191;"> However, the idea of progress has limits and especially
negative aspects. Indeed, in the cartoon entitled « Odd man out », there
are a lot of tall muscular men, but one of them is different. He is short,
skinny and weak. He is being rejected by the factory. In the foreground, we can
see a rubbish bin for rejects. For me, the cloning system is not normal, people
might commit suicide. We could be dehumanized, are treated like merchandise.<u><o:p></o:p></u></span></div>
<div class="Standard" style="text-align: justify;">
<br /></div>
<div class="Standard" style="text-align: justify;">
<br /></div>
<br />
<div class="Standard" style="text-align: justify;">
<span lang="EN-US" style="color: #404040; font-family: "Book Antiqua","serif"; mso-ansi-language: EN-US; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #404040; mso-style-textfill-fill-colortransforms: "lumm=75000 lumo=25000"; mso-style-textfill-fill-themecolor: text1; mso-themecolor: text1; mso-themetint: 191;"> To conclude on this idea of progress, she has advantages
for innovation, with against for cloning, she has very drawbacks. The case of
William Kamkwamba is proof that it can work miracles.<u><o:p></o:p></u></span></div>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-42376598306239077332013-10-17T19:30:00.001+02:002013-10-17T19:30:27.086+02:00The idea of progress - LaurieTES2<h4>
<div style="text-align: center;">
<span style="color: red; font-family: Georgia, Times New Roman, serif; font-size: large;"><u>The idea of progress </u></span></div>
<div style="text-align: center;">
<span style="color: red; font-family: Georgia, Times New Roman, serif; font-size: large;"><u><br /></u></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilvkkZ80EzXmoyE-J3pqUbxXPqBUrUtHK1YvPvuWATD4dWoAo87lCpC9LGPi-2VjthPbtyWWRSsoxq6P-_kIVrTrSy2ewtslkmwGSU8BWJntyViv_4YWkCb-q6vAmSoAFc9SimyEwHWrE/s1600/anglais.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilvkkZ80EzXmoyE-J3pqUbxXPqBUrUtHK1YvPvuWATD4dWoAo87lCpC9LGPi-2VjthPbtyWWRSsoxq6P-_kIVrTrSy2ewtslkmwGSU8BWJntyViv_4YWkCb-q6vAmSoAFc9SimyEwHWrE/s320/anglais.jpg" width="320" /></a></div>
<div style="text-align: center;">
<span style="color: red; font-family: Georgia, Times New Roman, serif; font-size: large;"><u><br /></u></span></div>
<br /><span style="font-family: Georgia, Times New Roman, serif;"> My presentation is going to deal with the idea of progress. The notion of progress is very important in the 21st century. There is a lot of evolution : both social and scientific... I will present this notion with 3 documents. </span></h4>
<h4>
<span style="font-family: Georgia, Times New Roman, serif;"><br /> First, the cartoon « Odd man out » represents tall muscular men. Only one is different because he is skinny, short and weak. He is rejectd in a bin by the factory since he doesn't have the same body and isn't as muscular as the other men. This document represents social progress in an imaginary society. Here, the progress is very negative since everybody have differents and flaws. I'm desagree because i don't want society to become like that. It's unfair for the little boy as is throw away. There wouldn't be any differents between people.<br /> </span></h4>
<h4>
<span style="font-family: Georgia, Times New Roman, serif;">Then, we can see an article from USA today (B page 64). It was published the first on october, 2010. It's a true story of genetic selection. Moly have an illness and she is alive due to his brother. He make a genetic selection when he was a baby. Now, Molly is save, but we don't know side effect (for the future). It's a breaktrough for the medical progress. This true story give hope about the end of illness. People are optimistic because it's a real progress. In my opinion, it's very positive ( since a life is to save !). If medical progress continue, a lot of people can cure of illness. </span></h4>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5H4XL-GgVE2rIMt2QM3j6ekS62FwZD1M1XCQfI70N7CtHEzMtrvZsWn676M158xwKuqqBZgVJ0Mg7Ib2CAjoV6vTyZxQudU9WtWv4Q9aL2MUOKqwxPSRbz3Iq3toptQ985FJCqONi3XI/s1600/anglais2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5H4XL-GgVE2rIMt2QM3j6ekS62FwZD1M1XCQfI70N7CtHEzMtrvZsWn676M158xwKuqqBZgVJ0Mg7Ib2CAjoV6vTyZxQudU9WtWv4Q9aL2MUOKqwxPSRbz3Iq3toptQ985FJCqONi3XI/s320/anglais2.jpg" width="221" /></a></div>
<h4>
<span style="font-family: Georgia, Times New Roman, serif;"><br /> To finish, we can see a segment from the movie « The sixth Day ». This movie is about cloning. It's the story of Adam (a father) who go in the shop « RePet » for clone his daughter's dog. The salesman tries to explain the situation and to convince Adam to clone is dog. Adam want to have the same dog. This document shows a proven technology. I think it's very dangerous and negative. In this imaginary society, everybody is alive and the « true » isn't here. So, this true person is dead. Cloning is dangerous for the real life. For me, this innovation for to brnig back to life is negative. We must dead a day. </span></h4>
<h4>
<span style="font-family: Georgia, Times New Roman, serif;"><br /> In conclusion, the idea of progress is mixed. A part is very positive progress because people are alive for a long time and they are in good health. But in an other part, it's very dangerous since the life isn't a movie : we can't to bring back to life, humans must dead a day.</span></h4>
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-36320604127297648282013-10-16T18:39:00.003+02:002013-10-16T18:39:53.538+02:00The idea of progress (complete version) Arnaud CHICAUD TS3The idea of progress is the topic of today. Let me explain the reason why I have chosen this topic. To my mind the idea of progress presents advantages and drawbacks. We see them through four documents. One of them is a cartoon, the author wants to show us the perfect society of tommorrow, the second is an extract of novel on mass production clones and fertilising, the third is about Molly's life for make think about real great progress of the science today. And for finish this redaction, let see the last document who is an extract of movie untitled « The sixth day ».
In the first document we see a sort of factory of human clones. It's very strange because all the clones look like each other. A little man was selected by the machine and are rejecting in the ben. The cartoonist likely to show a negative aspect because for exemple the rejected clone represent a real person in actual society because he is different of other people. Clones here represent the ideal of a perfect society which is stronger and dark-haired. This document show a society which is standardize like a big factory.
The second document is an extract of a science fiction novel, intitled « Brave new world » which show a society really advanced in the clone process. In this extract, we see a lot of clones who are the same baby in incubator. A sort of egg which develop a perfect intelligence and a perfect body too. The writter use this way in order to show us the bad aspect of cloning because babies are in a sort of test tube. This is called the « bokanosvskified eggs will bud » and there are no mother, just machines. Imagine you don't have mother, it is horrible ! It's a sort of mass production, so it's a bad form of progress.
The third document in a extract of a text about an incredible life, Molly's life. She is a little girl who, thanks to scientific progress, has been saved. The progress show good face also have many bad faces because, in order to save her scientist can build her clone brother after picked out him in test-tubes for have « a perfect candidate ». The PGD technic manifest a great advanced for this idea of progress. This document offer a good point of view, I think.
And in order to finish this redaction evoced the last document who regroups the two point of view, I think it's the best. It's a movie extract untilled « The sixth day » with Arnold Schwarzenegger, it's about clones pet. A father is bornning to sadness of his daughter, so he wants clone his death dog for enjoy her. But he isn't sure it's very good idea and I have reason on one point, he thinks it's dangerous, yes, because imagined the clone attacks us and always have the question of ethic. But there is a good opinion too imagined his daughter reaction when she sees a new dog, she will be happy, you know fellings is very important to normals humans;
I think the cloning should stays in debate some years again, we aren't sure of results
Arnaud CHICAUD
TS3StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-35336748053866932442013-10-16T06:44:00.002+02:002013-10-16T06:44:22.673+02:00The Idea of Progress (Arnaud TS3) The idea of progress is the topic of today. Let me explain the reason why I have chosen this topic. To my mind the idea of progress presents advantages and drawbacks. We see them through four documents. One of them is a cartoon, the author wants to show us the perfect society of tommorrow, the second is an extract of novel on mass production clones and fertilising, the third is about Molly's life for make think about real great progress of the science today. And for finish this redaction, let see the last document who is an extract of movie untitled « The sixth day ».
In the first document we see a sort of factory of human clones. It's very strange because all the clones look like each other. A little man was selected by the machine and are rejecting in the ben. The cartoonist likely to show a negative aspect because for exemple the rejected clone represent a real person in actual society because he is different of other people. Clones here represent the ideal of a perfect society which is stronger and dark-haired. This document show a society which is standar (?),
The second document is an extract of a science fiction novel, intitled « Brave new world » which show a society really advanced in the clone process. In this extract, we see a lot of clones who are the same baby in incubator. A sort of egg which develop a perfect intelligence and a perfect body too. The writter use this way in order to show us the bad aspect of cloning because babies are in a sort of test tube. This is called the « bokanosvskified eggs will bud » and there are no mother, just machines. Imagine you don't have mother, it is horrible ! It's a sort of mass production, so it's a bad form of progress. StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-54514192168627490282013-10-15T16:51:00.002+02:002013-10-16T06:38:21.862+02:00The Idea of progress (Kilian TES2)To illustrate the idea of progress, I choose 3 types of progress form, the technical science, the science for the social, and progress aberation.
To begin, with a film, « The sixth day ». This film talk about the clone, in particulary the petclone, for exemple daughter dog. So the shop could create the same dog, with a proven technologie, but maybe he haven't soul. So cloning animal have good advantages, and desavanteges. Maybe clone could be dangerous if humans are cloning.
For me, clones are a form of idea of progress because to clone need a new technologie.
Second, with the science for the social, with « Brave New World », Huxley. In this books, they can create a lot of identical babies. The problem about this technologie, is that everyboby would be the same. They would't be any originality, novelty or diversity, this is the problem of the creation. They can control the population, and can desumanize people.
But women who can't have babies naturally could have them with this progress. Cloning depending the goal to use that, he could be an advantage. Everyboby are concern by this problem, it's a society problem.
Third, the CHS Globe Online, January. For illustrate the document, there are a comic picture. She represent a test-tube baby, the baby look like the scientist. The scientists are fat, ugly and the near-sighted his ironic that they. Because, of below this picture, we can read « nobody's perfect but we working on it »
The text compare cloning at a baby shop. Designer baby depersonalizes peaples.
In the United States, cloning is illegal. But many think that shouldn't be. Some people claim that humans have already been cloned al though it's illegal. For me, this progress represent a aberation, because, chose the baby for me no represent the progress, anly dehumanisation.
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-78703062853246184622013-10-15T16:48:00.001+02:002013-10-16T06:38:48.623+02:00The idea of progress (Yann TES2)To illustrate the idea of progress, I chose four documents. First, I will present technical progress who help quality of life. Secondly, I'll talk about scientific progress, which save lives, thus a social solution. And finaly, I will present scientific progress who is superflous.
Progress can improve the quality of life. The first document I have chosen represents this idea. William Kamkwamba, is a young man who lived in Malawi, a poor country. Despite famine and food shortages, he learnt physics on his own. Then, he buildt windmills from parts he found at a scrapyard. So, he helped his family because he improved their lives, and his country, because he became a role model for students, and thus a hero for students all over the world. That's why progress must be essential in order to live better.
The second document I have choosen represents the idea : progress can also save lives. It talks about genetic selection. Genetic selection is necessary in the instance of save lives. That can avoid genetic diseases. Scientists can choose babies who aren't with illness and then save life of babies and thus improve parent's life.
Then, the next document exposes progress can be also unnecessary, inessential. Parents can select baby's appearance. Everybody would be the same. There wouldn't be any originality, or diversity. Defects and difference are rejected. Genetic selection is dangerous, because that stops difference. Difference is necessary. I think this text doesn't represent progress.
Similary, an other text expose the same arguments. In this text, people is created by a machine. That's why persons created don't have real personality. Machines create only comportements, no mind. It's not human and natural to be created by technology. That dehumanizes population. They both talk about creating babies in a laboratory.
In the three documents, the idea is different. Progress is necessary in the importants instances, but insessential in the instances less important about perfection.
StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0tag:blogger.com,1999:blog-1830935864266265681.post-3648427795949546862013-10-15T15:51:00.001+02:002013-10-16T06:39:59.661+02:00The Idea of Progress (Axel Tes2)In the classroom, we have read a lot of documents about the idea of progress. I will prensent 3 documents: a video about education, a man who hace changed his vrllage and a subject about cloning.
First, a video by Sir Ken Robinson. This man wants to change education because for Ken students are in the same class beacause they have the same age but they don't have the same level. So we must creat a class with the same level. Plus, he must emphasize languages because today it is very important for work. For example, English is language the most spoken in the world. There is idea of progress in this document because he wants changed education and he wants to change.
Secondly, a video about a men who have change his village. Is William Kamkwanba. He is a hero beacause he has created a windmill for his village. What are the consequences for this ? Malawi is a true village. It has water and electricity ! For this he is a celebrity in Malawi, in the press and on television. This village is better today. For this thing it forward too. He learnd English.
There is idea of progress beacause il have change his village and it is better today ! Thinks too a windmill.
Third, a other video about cloning. The video is a part of the movie « The sixth day ». The principe is simple. Just clone an animal from a dead animal and an animal like him. There are a advantages and disadvantages. It is the same anilmal but it is dangerous. It's no « soul ». It's a new technology and there out idea of progress.
In conclusion, idea of progress in very important today and progress is a part of future.StudentPMChttp://www.blogger.com/profile/04477023199829772082noreply@blogger.com0