tag:blogger.com,1999:blog-26953888038989847112024-02-19T15:17:33.935-08:00Living in the BalanceUnknownnoreply@blogger.comBlogger13125tag:blogger.com,1999:blog-2695388803898984711.post-36684852399089474682012-12-07T09:55:00.001-08:002012-12-07T09:55:39.931-08:00"Into the Wild" and the Pursuit of a Better Society<!--[if gte mso 9]><xml>
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<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">SPOILER ALERT! This essay contains many spoilers if you haven't seen the movie.</span></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/taFaFEuwHLQ?feature=player_embedded' frameborder='0'></iframe></div>
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<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>In 1990, Christopher McCandless, a star
student and athlete that had just graduated from Emory University, decided to
run away from his suburban, upper-middle class life. Although the movie spends
most of the time showing the adventures of Chris after deserting his home,
there are very important clues that reveal what it was the drove a young man
with what seemed like such a promising future to seek such a radical deviance
from the traditional lifestyle of his milieu. Just as Freud’s study of mentally
unstable patients produced insights the could be generalized to all humans, so
can the extreme case of young McCandless reveal information about the
widespread but relatively unacknowledged discontent of modern society.</span></div>
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<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>The protagonist of our story was too smart
to be able to ignore the problems of the world he lived in. Most others didn’t
share his views or weren’t capable of noticing, as he did, the causes behind
the boredom, anger and depression prevalent among people. <span style="mso-spacerun: yes;"> </span>Having identified contradictions between the
paths society recommended and the miserable results they could produce, he had
to turn to drastic alternatives for change. Indeed, this made him an eccentric
person in his suburban town, leaving him lonely and misunderstood. In a way,
Chris resembles the Trojan character Cassandra: both become desperate as they
watch everybody enjoy, not knowing that their decisions will be the cause of
their demise.</span></div>
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<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>“Into the Wild” is not narrated in a linear
fashion, nevertheless this essay will approach the story in chronological order
for practical purposes. At the beginning of the narrative, Christopher
McCandless finds himself completed overwhelmed by the superficiality of
culture. He just wants to get done with college, tired of the rigidity and the
disregard for the practical that characterize formal education. Christopher
greatly admired Emerson, who wrote in “Prudence” about the typical university
scholar who “whilst something higher than prudence is active, he is admirable;
when common sense is wanted, he is an incumberance”. </span></div>
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<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Upon obtaining his degree, Chris is still
unsatisfied. He is tired of his parents who he sees as the greatest exponents
of the culture he detests, even though they are the ones that should be the
guide in his life. Among the things that bother him are their obsession with
their social status, their pursuit of money and material possessions, and the
false image they showed to the world to cover the hypocrisies of their moral
failings. In all fairness, his parents did love him, but they didn’t realize
how much pain they were causing him. </span></div>
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<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Almost everything in our society, including
McCandless’ town, is centered consciously or unconsciously around obtaining the
maximum amount of pleasure. It has frequently been claimed that we live in a
post-ideological era, but in reality we have become so immersed in a complex hedonistic
worldview that we don’t even realize it’s there anymore. As a consequence of
this mindset, people constantly sustain neurotic efforts to maximize wealth,
pleasure and happiness, which is most evident in the fact that so many people
have become slaves of their jobs and studies. Even the US Constitution placed
the ‘pursuit of happiness’ at the center of society hundreds of years ago. </span></div>
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<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>The story starts getting into rising action
as Chris takes off in his Datsun with no concrete plans in mind but to go away.
He gives away twenty-four thousand dollars to Oxfam, burns his social security
and informs no one of his whereabouts or plans. However, he sees that his
freedom, although increased, is still limited. He has to deal with bureaucracy
in the most unexpected places and some new acquaintances, despite being quite amiable,
have already started forming judgments and holding expectations of him. Chris
decides to say goodbye to them for some time.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="clear: left; float: left; font-size: 12pt; line-height: 200%; margin-bottom: 1em; margin-right: 1em;"><img height="316" id="il_fi" src="http://twscritic.files.wordpress.com/2012/03/into-the-wild-2007.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="640" /> </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Traveling around South Dakota, McCandless
becomes friends with a rural farmer and accepts his job offer, proving to be
reliable and very hard working. A few months later, he is disappointed to see
his pal arrested for satellite piracy, not so much because Wayne was a
criminal, but rather because the government is more concerned with white collar
crimes than other more important problems, such as the large number of people
living in poverty.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Seeing events as opportunities rather than
problems, McCandless decides to continue his voyages. Chris gets severely beat
up for train hopping even though he wasn’t hurting anybody by doing so. It is
proof of his character that this doesn’t make him bitter or depressed, but
instead he interprets it as part of the adventure in his struggle against the corrupted
state of humanity. Somehow, he manages to reach his destination at Los Angeles
where he gets a job at a fast food restaurant. He soon quits, unable to stay in
a job that consists of mindless repetition in such a dull environment. </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Another setting that demonstrates the
madness of dedicating most of one’s efforts to try to maximize pleasure is L.A.
. Cities are typically loved for the great availability of entertainment and
all sorts of products and services. However, the typical urban dweller, in his
attempts to increase his wealth to enjoy more pleasures, becomes ever more
neglecting of his wellbeing and drowned in work. City inhabitants are willing
to tolerate the pollution, the stress and the schizophrenic-life pace to get
the benefits of living in the city. Unfortunately, they get accustomed to
unhealthy lifestyles that, ironically, make them less happy than those who live
a simpler and more natural life.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>After leaving the city he meets again with
some friends he has made during his traveling. Living with them in their small
hippy community is an attractive young girl who starts to develop a crush on
Chris, or Alexander Supertramp, as he is now known. Even though it seems like
McCandless had feelings for her too, he displays a very unconventional wisdom:
Chris knows that “falling in love” is not the same thing as real love.
Infatuation, is just another hidden form of hedonism. Emerson wrote in
“Prudence” that “genius is always ascetic; and piety and love”. It’s not that
Chris didn’t care for the girl, he just knew that at some point the passion
would be gone, and once that happened he didn’t want to commit himself to a
relationship yet, knowing that he was still seeking that transcendent
experience in the wild.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><img height="400" id="il_fi" src="http://www.moviepicturedb.com/pictures/08_11/2007/758758/l_758758_68b3d618.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="533" /> </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>At his next stop, Alex becomes very close to
a lonely and depressed veteran, Mr. Franz, who tries to bring McCandless into
organized religion. However, it is McCandless that ends up transforming the
retiree. Chris shows him that he doesn’t need to go to a church to feel a
connection to a higher life, in fact, his conservatism is preventing him from
doing so. Slowly, Mr. Franz starts to break out of his routine and vitality is
restored into his life. Unfortunately for the reborn man, Christopher still
feels like he needs more freedom and genuineness that can only be achieved by
spending some time alone in nature, a purifying experience. He has had Alaska
in mind for some time now, so he gets the things he needs and heads north.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>The events with Mr. Franz are quite
revealing. Until the twentieth century, organized religion provided most people
with strength and gave meaning to their life. However, traditional religion has
become increasingly disconnected from people, and in their disappointment, many
of their followers have been turning towards an agnostic hedonistic lifestyle,
perhaps not on paper, but in practice. Many people are unfortunately torn
between false spirituality and no spirituality at all. Alexander Supertramp
possessed a real and profound spirituality.</span></div>
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<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><img height="333" id="il_fi" src="http://24.media.tumblr.com/tumblr_lidafl4BGb1qh9nxao1_500.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="500" /> </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Chris arrives at an isolated terrain in
Alaska where the story reaches its climax.<span style="mso-spacerun: yes;">
</span>Here, he lives completely authentically, alone in nature. McCandless
does not go without his struggles up there, but these form part of the freedom
and the aesthetic transcendence he experiences in nature. Unfortunately, Chris
starts to feel sick and realizes that he had mistaken a poisonous plant for an
edible one. Reaching the resolution, Chris looks back gratefully on the wonderful
life he has lived, knowing he is approaching death. </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Despite such ending, it is nevertheless important
not to confuse the young hero with a hermit, a misanthrope, or a naïve
idealist. He had written in his notebook that “happiness is only real when
shared” and <span style="mso-spacerun: yes;"> </span>it was in his plans to
return to civilization and write a book about what he has learned. As said
before, living in the Alaskan wilderness was only meant to be an experience
where he could cleanse himself of the troubles of his previous way of life, not
a permanent lifestyle. Maybe, he should’ve played it a bit safer.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>The conclusion that can be extracted from
“Into the Wild” is that being a slave of the pain-pleasure ideology makes
people build up defenses, become aggressive to others and stay trapped in their
comfortable and boring lives. Most people unconsciously know something is wrong
but they can’t put their finger on it, much less imagine alternative
possibilities of change at the very root of their lives. However, according to
Emerson in “Prudence” “appetite shows to the finer souls as a disease”. This
appetite is not limited to materialism, but can also include the desire for
fame and status, sexual obsession, among others.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>People are not completely determined by
society, so we must bring greater awareness of deeper understanding of societal
problems into the collective consciousness. I propose an oversimplified,
two-step solution inspired by Christopher McCandless. First we must learn to
recognize how the hedonistic ideology penetrates so many aspects of our lives
and that this mindset is unsustainable, inevitably leading to failure
(typically in the form of a depression or <span style="mso-spacerun: yes;"> </span>‘existential crisis’). Secondly, we should move
towards better guides for life which do not deny pleasure and happiness as
important, but recognize them as second-order values, and which embrace, above
all, love for oneself and for all others, even enemies. In the long run, anger
ends up consuming the hater as much as the hated.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img height="396" id="il_fi" src="http://www.highexistence.com/wp-content/uploads/2012/06/happiness_is_only_real_when_shared_by_nipsadinio-d4loe6j.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="640" /> </span><span style="font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman";"></span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-12621354655208931602012-08-27T17:27:00.000-07:002012-08-27T17:27:42.552-07:00The Greatness of Agnosticism<br />
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<span style="font-family: Times, Times New Roman, serif;"><span style="font-size: 14pt; line-height: 115%;"> </span><span style="line-height: 115%;"> </span><span style="line-height: 115%;">Being an agnostic is not easy.
Religious people believe that you are so lost you can’t even declare yourself
an atheist. Atheists believe that agnostics are people who have realized that
God </span><span style="line-height: 21px;">doesn't</span><span style="line-height: 115%;"> exist, but haven’t reached its logical conclusion. I have been both
an atheist and a believer, but in this essay I will explain why I have changed
my mind and demonstrate why agnosticism is not only a valid position, but a
valuable one as well.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><span style="line-height: 115%;"></span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><span style="line-height: 115%;"></span><br /><span style="line-height: 115%;"></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;">Labels carry too much preconceptions, so instead of letting
others define my position, I will do it myself. My definition of an agnostic is
the following: he who is inclined to disbelieve in deities or any other
supernatural existence, but does not deny that their existence is a
possibility.<o:p></o:p></span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><span style="line-height: 115%;"></span><br /><span style="line-height: 115%;"></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><span style="font-family: Times, Times New Roman, serif;"><img height="400" src="http://upload.wikimedia.org/wikipedia/commons/thumb/5/50/Albert_Einstein_(Nobel).png/220px-Albert_Einstein_(Nobel).png" style="margin-left: auto; margin-right: auto;" width="282" /></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; line-height: 19.200000762939453px; text-align: start;">The bigotry of the nonbeliever is for me nearly as funny as the bigotry of the believer.</span> </span></td></tr>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;">An agnostic is open minded and a free thinker. An agnostic
acts just like an independent voter considering who will receive his vote by
weighing each candidate objectively, without any favoritism for a party and by
recognizing that each side has its strengths and weaknesses. Whether in
politics or in religion, independent thinking is very admirable.</span></span><span style="font-family: Times, 'Times New Roman', serif; text-indent: 0.5in;"> </span></div>
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<span style="font-family: Times, 'Times New Roman', serif; text-indent: 0.5in;"> </span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;">Both atheists and theists agree that there are many, many
things in the universe and even in our body that are still beyond our
knowledge. If you have never seen, heard
or felt something and someone enquires to you about that something, the obvious
position to take is to humbly accept one’s ignorance about the matter. Well then,
shouldn’t an agnostic search for the answers? Yes, I have and I still am
searching, but I believe that some things are beyond our understanding, at
least for now. <o:p></o:p></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: center;"><tbody>
<tr><td style="text-align: center;"><span style="font-family: Times, Times New Roman, serif;"><img height="319" src="http://www.johnlennon.com/wp-content/themes/jl/images/home-gallery/2.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; font-size: 14px; line-height: 20px; text-align: left;">Imagine there's no countries</span><br style="font-size: 14px; line-height: 20px; text-align: left;" /><span style="background-color: white; font-size: 14px; line-height: 20px; text-align: left;">It isn't hard to do</span><br style="font-size: 14px; line-height: 20px; text-align: left;" /><span style="background-color: white; font-size: 14px; line-height: 20px; text-align: left;">Nothing to kill or die for</span><br style="font-size: 14px; line-height: 20px; text-align: left;" /><span style="background-color: white; font-size: 14px; line-height: 20px; text-align: left;">And no religion too</span><br style="font-size: 14px; line-height: 20px; text-align: left;" /><span style="background-color: white; font-size: 14px; line-height: 20px; text-align: left;">Imagine all the people living life in peace</span>
</span></td></tr>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;">I am not a believer in God for the following reasons. I have
no direct proof from my experience that can confirm the existence of a deity.
And I don’t rely on indirect accounts for this matter because they do not seem reliable.
Why believe in a Christian image of God and not a Hindu one? Why throw away the
gods of Ancient Greece, the spirits of early tribes or the alien worshipping
religions? I am convinced that they believe their accounts are true, but they
can’t all be right. It seems more logical to consider that the variety of
supernatural entities corresponds to how different cultures respond
psychologically to phenomena they can’t explain.<span style="font-size: medium;"><o:p></o:p></span></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;">What about inferring God’s existence? It is typical of theists to ask non-believers
who created the universe if not God. They argue that the universe had to come
from somewhere, that it can’t exist out of nowhere. Well, the same argument
applies to God. Where did he come from? It makes just as much sense to say that
the universe, or the multiverse*, has always existed without any origin, as it
does to say that God had no origin.<o:p></o:p></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"> So far both
explanations seem to be equally possible, but as we will see, they really aren’t.
First, Occam’s razor tells us that when two explanations equally explain something,
we should choose the simplest. The simplest explanation is that the universe
has always existed, because believing in a God requires believing that there is
a metaphysical being that is beyond our senses which adds an unnecessary and
extra level of complexity to the explanation of why the universe exists.
Secondly, the existence of the traditional God, an omnipotent and
omnibenevolent being, cannot be logically inferred. </span></span><span style="font-family: Times, 'Times New Roman', serif; line-height: 115%; text-indent: 0.5in;">My argument was brilliantly
summarized by Epicurus:</span></div>
<blockquote class="tr_bq">
<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;">“Is God willing to prevent evil, but not able? Then he is not
omnipotent. Is he able, but not willing? Then he is malevolent. Is he both able
and willing? Then whence cometh evil? Is he neither able nor willing? Then why
call him God?” </span></span></blockquote>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;">If God is omnipotent and perfect then he has no reason or
need to create us. Even if he did create us, why did he make us imperfect? How
can something imperfect come from something perfect? To those who say that we
are imperfect, because God gave us freedom I ask the following: given that our
freedom is limited, and we are not omnipotent, why would he give us the choice
of doing evil instead of leaving it beyond
our possibilities, as he has done with so many other choices? Some people say that God lets evil exist so
that we can learn, so that we love him more, so that we can appreciate goodness
or to let us earn a place in heaven. An
omnipotent and omnibenevolent God would be capable of making free humans, who
learn, love him, who appreciate goodness and earn his rewards without the
suffering and pain that exists in the world. <o:p></o:p></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;">Then my believing friends would answer that we can’t know
God’s reasons for making the world the way it is. How is it that believers can
give this unknown metaphysical being so many qualities and with so much
certainty, but non-believers cannot point out that these qualities are
contradictory? The following scenario would make more sense: imagine if a
friend told you that “X” person is physically immortal no matter what. “X” dies
the next day. Now your friend still try to defend the contradiction between his
words and reality by saying that “we don’t really understand death”. <span style="font-size: medium;"><o:p></o:p></span></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></div>
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<tr><td style="text-align: center;"><a href="http://www.epicurus.info/epicurus.gif" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="http://www.epicurus.info/epicurus.gif" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Epicurus</td></tr>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"><span style="font-size: medium;"> </span>Now here is why I am not an atheist
either. Atheists have failed to give a good explanation of why life exists. How
is it that from an inorganic universe, a group of molecules started reproducing
and trying to survive? Even though atheist biologists will deny it, there is a
zero probability that something inert became alive because it interacted with
other inert forces and substances, no matter how much time and randomness you
factor into the equation. It is silly to theorize that life just randomly
appeared out of a bunch of molecules.<o:p></o:p></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal">
<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"> Besides, atheists do not have a good
explanation for consciousness and the mind either. They claim that our
existence is confined to our body and our brain, but that doesn’t explain why
we seem to exist beyond that. How is it that a bunch of neurons have gained
awareness of themselves? How is it that a small part of the universe (the atoms
that make up our bodies) has become conscious of its own existence?<o:p></o:p></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal">
<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"> Finally, even if scientific and natural
explanations are found to the previous questions, who are we to deny with
certainty all supernatural entities because we haven’t experienced them? It is
one thing to say that it is probable, even practical to believe that there are
no supernatural beings or forces, but to say that it is certainly true is a
mistake. It’s just as absurd as saying that there definitely weren’t, aren’t
and never will be any aliens just because we have yet to prove their existence.
Although it is reasonable for now to go through daily activities assuming that
one won’t encounter an alien, that presumption can’t be generalized to billions
of years and billions of galaxies. For all we know, we might be tiny cells that
make up a huge alien. Again, the most probable explanation should be chosen,
until there is reason to believe otherwise.<o:p></o:p></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal">
<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"> Agnosticism is a stage in my
development and that of humanity. Until we have more information and more
answers, it is a stage in which I choose to believe what is most likely, which
is the inexistence of deities, at least until given reason to believe
otherwise. Perhaps the next stages will be reached in a few years or they might
not even exist. If I stay at this stage for the rest of my life, I will remain
curious about the universe but I see no reason to be upset or to believe that I
am somehow stuck in my development. Agnosticism gives me the best of both
worlds. It gives me the rationality, the practicality, the realism, the
objectivity and the down-to-earth mentality of atheists as well as their usual
drive to enjoy life to the most, in case there is nothing else after death. On
the other hand, agnosticism also gives me the capacity to be spiritual without
a religion, the opportunity to take risks with a leap of faith that something
or someone out there might be guiding and helping me, the hope that there is a
meaning to my existence, to humanity and to pain and pleasure, and the chance to
entertain the possibility of an existence beyond the body and of life after
death.<span style="font-size: medium;"><o:p></o:p></span></span></span></div>
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<tr><td style="text-align: center;"><span style="font-family: Times, Times New Roman, serif;"><img src="http://www.biografiasyvidas.com/biografia/b/fotos/borges2.jpg" style="margin-left: auto; margin-right: auto;" /></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Times, Times New Roman, serif; font-size: small;"><span style="background-color: white; line-height: 14px; text-align: start;">"Being an agnostic means all things are possible, even God, even the Holy Trinity</span></span><span style="background-color: white; font-family: Times, 'Times New Roman', serif; font-size: small; line-height: 14px; text-align: start;">. This world is so strange that anything may happen, or may not happen. Being an agnostic makes me live in a larger, a more fantastic kind of world, almost uncanny. It makes me more tolerant."</span><span style="font-family: Times, 'Times New Roman', serif; font-size: small; text-align: start;"> -Jorge Luis Borges</span></td></tr>
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<span style="font-family: Times, Times New Roman, serif;">
</span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif;"><span style="font-size: medium;"> </span>For all these reasons, agnosticism
not only is a valid position, but I believe it is the one that provides the
best answers, the right attitudes and the greatest emotional, intellectual and
spiritual satisfaction. It puts together the best of each of the alternatives
and throws out the worst. And that is why I am proud to be an Agnostic.<o:p></o:p></span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><span style="line-height: 115%;"> </span><o:p></o:p></span></div>
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<span style="color: yellow; font-family: Times, Times New Roman, serif;"><span style="background-color: black; line-height: 115%;"><a href="http://en.wikipedia.org/wiki/List_of_agnostics" target="_blank">For a list of famous agnostics click here!</a></span></span></div>
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<span style="line-height: 115%;"><span style="font-family: Times, Times New Roman, serif; font-size: x-small;">*Multiverse:
is the hypothetical set of multiple possible universes (including the historical universe we consistently
experience) that together comprise everything that exists and can exist</span><span style="font-size: medium;"><o:p></o:p></span></span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-16365133003430896022012-08-19T00:44:00.000-07:002012-08-19T00:56:29.903-07:00Yes, Your Dream Does Mean Something (A Beginner's Guide to Dreaming) Part 1Hundreds of years ago, dreams were considered a channel to the divine. Gods, spirits and the universe revealed things to us when we were asleep. The Egyptians, biblical characters, the Aztecs, all of these gave special significance to dreams and interpreted them to see the future or gain valuable information. Unfortunately, today dreams have been reduced to random electrical activity in the brain. However, we will see that dreams are much more than that.<br />
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While it is true that dreams have their origin in electrical activity, it would be silly to dismiss them, just as it would be silly to dismiss everything you think and feel just because it happens due to neurotransmitters racing from neuron to neuron. Even if the electrical activity is random, the way the brain chooses to interpret it is clearly relevant.<br />
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<tr><td style="text-align: center;"><img alt="http://www.yourwealthforlife.com/blog/wp-content/uploads/2011/06/Couple-draming.jpg" height="200" src="http://www.yourwealthforlife.com/blog/wp-content/uploads/2011/06/Couple-draming.jpg" style="margin-left: auto; margin-right: auto;" width="132" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Yeah right! That dream you had about your ideal partner was just random brain activity...</td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td></tr>
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Hundreds of writers, historians, psychologists, philosophers, kings and even common people like you and mean have pondered about the meaning of dreams. Is it a message from the gods? A vision of the future or of your past life? Your imagination and creativity set free for a while? Your true fears and desires being revealed? A metaphor or a symbol? An internal compass guiding you? Maybe its all of that and more.<br />
<br />
To avoid creating an argument about the existence or non-existences of gods and of the possibility of seeing the future/past, those two possibilities will not be further explored here but will be left up to you to decide whether they could be true or not. (At the end of the article there will be links if you are interested in any of those topics).<br />
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<br />
<u style="color: red;">Dream as Creativity, Imagination and Problem Solving</u><br />
<br />
<a href="http://msolongo.com/wp-content/uploads/2012/01/Collective-Unconscious-work.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="318" id="il_fi" src="http://msolongo.com/wp-content/uploads/2012/01/Collective-Unconscious-work.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="320" /></a>The interesting thing about the unconscious is that it keeps working for
you, putting bits and pieces of information together and analyzing
things while you rest. Even if you don't remember your dreams, the
labor of your unconscious isn't lost. <span style="color: white;">There are two ways dreams can help us in this area. </span><u style="color: white;">Have you ever had a problem where you couldn't make up your mind, go to bed and when you open your eyes you know the answer? </u><br />
<div style="color: white;">
</div>
<span style="color: red;"><span style="color: white;">Lets use an example:</span> <span style="color: red;"><span style="color: white;">I had met two girls and felt attracted to both of them and couldn't decide which one to ask out</span>.</span></span><span style="color: red;"> </span>One of them had stunning good looks but I got along better with the other one. I spent the whole day thinking about which one I should choose (for those of you one step ahead, I couldn't choose both because they were friends). So I went to bed and entered the world of the unconscious, hoping to gain some insight from it. Anyways, I had dream in which I went a got a really cute puppy for a pet, everybody was so excited about it, but it bit me and ended up causing an allergic reaction.<br />
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If I hadn't been so driven to get help from a dream I probably would've ignored and forgotten the dream. But that wouldn't have mattered because as soon as I opened my eyes I already knew who I wanted to ask out: the "nice" girl over the "hot" girl. My interpretation of the dream only confirmed it. Here's how it went: everybody had seen me flirting around at a party with both of the girls and all the guys told me to ask the hot girl out (that's the PG-13 version of what they said anyways). In my dream those were the people who were all excited about the cute puppy (emphasis con cute). However, one of my more mature friends advised me to "choose the girl you had more fun with, because when you think with your libido instead of your head, you end up getting hurt". So, getting bit by the hot girl (a.k.a the metaphorical puppy in the dream) seemed like something worth going after, but getting hurt in the end (yes, you guessed it, the metaphorical allergic reaction) was a deal-breaker.<br />
<br />
So in the end I chose the "nice" girl (who was good-looking as well by the way) and 3 and a half years later, here we are married, with 2 beautiful kids.<br />
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<tr><td style="text-align: center;"><a href="http://www.motivationals.org/demotivational-posters/demotivational-poster-11877.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="http://www.motivationals.org/demotivational-posters/demotivational-poster-11877.jpg" border="0" height="254" src="http://www.motivationals.org/demotivational-posters/demotivational-poster-11877.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Just kidding; she had a boyfriend.</td></tr>
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As anticlimatic as that was, it was <u>not</u> my unconscious' fault for choosing her, because the dream never told me to go for the nice girl. Even if it did, it still was been my conscious's responsibility to have found out that she had boyfriend (the unconscious had no way of knowing). However, there is also a positive note to the finale, because later on I found out some information about the hot girl and her ways that make me grateful that I didn't ask her out.<br />
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Now when it comes to creativity, the unconscious can also be of assistance. Dreams often deal with issues that are important to us, and since the unconscious has access to millions of videos, pictures, sounds, memories and thoughts that we can't access as easily, dreams can often express important feelings, desires, and ideas in original and unconventional ways. Below, a short list of some great people inspired by dreams:<br />
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<ul>
<li>Paul McCartney: woke up humming the melody to what would become the song "Yesterday" by the Beatles. </li>
</ul>
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<ul>
<li>Authors: Mary Shelley (Frankenstein), Edgar Allan Poe, Stephen King, Robert Louis Stevenson (Dr. Jekyll and Mr. Hyde) were all inspired by their dreams</li>
</ul>
<img height="200" id="il_fi" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/a7/Frankenstein%27s_monster_%28Boris_Karloff%29.jpg/200px-Frankenstein%27s_monster_%28Boris_Karloff%29.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="159" /><img height="200" id="il_fi" src="http://ncummings.com/poe/images/raven.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="149" /><img alt="" class="size-full wp-image-3592 aligncenter" height="200" src="http://www.andrewmarcec.com/wordpress/wp-content/uploads/2010/09/book-cover-the-shining-lrg.png" title="book-cover-the-shining-lrg" width="132" /><br />
<ul>
<li> Jack Nicklaus: the greatest professional golfer of all times changed his swing after realizing in a dream that there was a better way to do it</li>
</ul>
<img alt="Jack Nicklaus" class="size-medium wp-image-1458 " height="200" src="http://bigmouthsports.com/wp-content/uploads/2010/06/jack-nicklaus-25-june-2010-199x300.jpg" title="Jack Nicklaus" width="132" /><br />
<ul>
<li>Carl Jung: came up with his model of the unconscious from a dream (in an attempt to improve Freud's oversimplified model in which everything came down to sex and aggression).</li>
</ul>
<img height="200" id="il_fi" src="http://www.kheper.net/topics/Jung/person.gif" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="143" /><br />
<ul>
<li>Albert Einstein: got clues from a dream that allowed him to discover the Theory of Relativity (yes, the one with the E=MC<span style="font-size: xx-small;">2</span> equation).</li>
</ul>
<img alt="" class="lensPhoto lens_intro_img" height="200" src="http://i3.squidoocdn.com/resize/squidoo_images/-1/lens8369671_1259836655einsteins-dreams.jpg" width="178" /> <br />
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<ul>
<li>Salvador Dali: the most famous surrealist artist was constantly searching for new ways to explore the unconscious to get more creative material from it</li>
</ul>
<img alt="Soft Watch at the Moment of First Explosion, c.1954 Art Print" border="0" class="mainImage shadow" height="257" src="http://imgc.allpostersimages.com/images/P-473-488-90/20/2040/IQJ4D00Z/posters/salvador-dali-soft-watch-at-the-moment-of-first-explosion-c-1954.jpg" title="Soft Watch at the Moment of First Explosion, c.1954 Art Print" width="320" /> <br />
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Ok, I think you get the point. Maybe you're thinking of a new idea for a business or perhaps you're unsure about whether you should move to another city. Try putting this wise Latin-American saying into practice: "Why don't you consult your pillow?"<br />
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<br />
Ready for more? Part 2 will include "Metaphors and Symbols: the Secret Language of the Unconscious" "Dreams as Your Inner Wisdom" and "True Desires and Fears".<u> </u>Check it our here.<br />
<br />
You Might Be Interested in:<br />
<br />
<ul>
<li><a href="http://www.tbm.org/dreams.htm" target="_blank">Dreams: God's Neglected Means of Communication</a></li>
<li><a href="http://www.newworldencyclopedia.org/entry/Precognition" target="_blank">Precognition at the New World Encyclopedia</a></li>
<li><a href="http://becauseilive.hubpages.com/hub/Reincarnation-Recognizing-Past-Life-Dreams" target="_blank">Reincarnation: Past Life Dreams </a></li>
</ul>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-60793591872695892332012-02-17T15:02:00.002-08:002012-08-19T19:00:49.912-07:00Why the Dark Side Isn't as Evil as You Think It Is<div>
<span style="font-family: 'Times New Roman'; font-size: medium; text-align: -webkit-auto;">In the extensive world of Star Wars fandom, there seems to be nothing worse than the Dark Side. Sure, they've got the awesomeness of Darth Vader, the elegance of shiny red light sabers and a man-made energy-beam-spitting "Death Star". But putting all that aside for a second, the average viewer thinks of the Dark Side of the Force (yes, the capitals are on purpose) as the equivalent of a futuristic and sexed up Nazi regime.</span><br />
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I'm not trying to justify all the things the Dark Side has done, but its kind of hard not to cheer for them when the "good guys" have freaking Jar Jar Binks on their side. Anyways, the point is that the Dark Side isn't as evil nor is the "bright side" as nice as people describe them. The Jedi Order held the prophecy of the "one who would restore balance to the Force", yet they were dominating side of the Force, which could only mean one thing: the bright side of the Force was going uncurbed.</div>
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<a href="http://www.absolutelyfengshui.com/images/yin-yang-symbol.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;"><img border="0" src="http://www.absolutelyfengshui.com/images/yin-yang-symbol.jpg" style="cursor: move;" /></a>However, as the Yin-Yang symbol shows, each opposite contains the other. In other words, the problems created by the Bright Side world give rise to the Dark Side. Later on, the problems of the Dark Side would bring the rebellion in which a real balance is established, learning from both the mistakes of both the Bright and the Dark Side.</div>
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The return of the Sith was the most fearful, intolerable thought the Republic could have. It was like their version of 2012 except that nobody was making lousy movies about it (for those of you who have been hiding under a rock during the last few years, 2012 is supposedly the end of the world according to Maya prophecies). However Emperor Palpatine's revolution was the one that overthrew the corrupt and bureaucratic galactic government that pretended to be democratic and fair. It ended the influence of a Jedi Council that had become arrogant, authoritarian, close-minded and very repressive with their emotions because of the excessive concern that "fear leads to anger, anger leads to hate, hate leads to suffering."</div>
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<tr><td class="tr-caption" style="font-size: 13px; padding-top: 4px; text-align: center;">No emotion, no attachment, far too rigid</td></tr>
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<a href="http://chfs.ky.gov/NR/rdonlyres/9A7628A1-E577-4AE8-8E90-221DCEF43ADA/0/ArrowBottom.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="http://chfs.ky.gov/NR/rdonlyres/9A7628A1-E577-4AE8-8E90-221DCEF43ADA/0/ArrowBottom.jpg" width="88" /></a></div>
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<tr><td class="tr-caption" style="text-align: center;">Slave to emotions and greed, the people of the Empire have only their own interests in mind and will stop at nothing to obtain what they want</td></tr>
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<img height="190" src="http://i25.photobucket.com/albums/c64/SonOfTheSuns/LukeSkywalker.jpg" style="cursor: move;" width="200" /><a href="http://images.wikia.com/starwars/images/0/01/Hansoloprofile.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="http://images.wikia.com/starwars/images/0/01/Hansoloprofile.jpg" style="cursor: move;" width="158" /></a><img src="http://t2.gstatic.com/images?q=tbn:ANd9GcQszYuM1bzuL9xDmy-PzTuTTJuZ0zFzmS6sCKMmhhSPd-Mz2acEbWmzoFXu" /></div>
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These 3 characters are the balance between the Dark Side and the Bright Side: Not too arrogant to want to rule the universe but not too uptight to run away from their feelings and desires.</div>
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<dd style="background-color: #d8e9fc; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #3a3a3a; font-family: arial, helvetica, sans-serif; line-height: 23px; margin-bottom: 1px; margin-left: 24px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="background-color: transparent; font-style: inherit;">"</span><i style="background-color: transparent; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">Evil is a word used by the ignorant and the weak. The dark side is about survival. It's about unleashing your inner power. It glorifies the strength of the individual.</i><span style="background-color: transparent; font-style: inherit;">"</span></div>
</dd><dd style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 1px; margin-left: 24px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
―Darth Zannah<span class="noprint" style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><sup style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 11px; font-style: inherit; line-height: 0; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"></sup></span></div>
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If everybody is constantly putting themselves aside for the collective, then nobody benefits. Now, if you stop and think about it, most reasonable people would at least partially agree with this quote. Even Jedis:</div>
<ul style="font-family: 'Times New Roman'; font-size: medium; text-align: -webkit-auto;">
<li>Obi-Wan Kenobi used his anger to defeat Darth Maul</li>
<li>Anakin used his hate to kill Dooku</li>
<li>Luke used rage to disarm Darth Vader</li>
</ul>
<div>
Anakin is The Chosen One because he initially destroy the imbalance created by the faults of the Jedi Order by joining the Dark Side. He then destroys the imbalance of the Dark Side by killing the Emperor. So yes, he did fulfill the prophecy of the one would return balance to the Force. And no the Dark Side is not pure evil. Now get out there and enjoy your Dark Side before the world ends.</div>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-70170200486152560262012-01-07T21:25:00.000-08:002012-01-07T21:25:11.779-08:00Balance is the key to Barcelona's success<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.uefa.com/MultimediaFiles/Photo/competitions/UCL/77/02/22/770222_w2.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="112" src="http://www.uefa.com/MultimediaFiles/Photo/competitions/UCL/77/02/22/770222_w2.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The result of balancing individual glory<br />
with teamwork</td></tr>
</tbody></table>According to former Argentinian coach Basile, Barcelona and Messi are successful because the Spanish team plays, precisely, as a team. "However, for Argentina, the first thing any player does is give it to Messi and hope that he will create everything" he explains. In addition, defensive players in South America are much less "uncompromising"" and the referees are more likely to let them get away with it.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkYvwmLcYcyiGBeUmotKKP1NMSzh5A3MD7E-lGZdGZBuPm9TAwu8S1f8uBGSiQ_VUaMu1U9UuiezCQgOeo8l3aWx0q0Qb49iFtMW9P4cxxAs7cF79Kwi99hWxFlWH4u7ORH6j45kxOcayZ/s1600/610x.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="134" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkYvwmLcYcyiGBeUmotKKP1NMSzh5A3MD7E-lGZdGZBuPm9TAwu8S1f8uBGSiQ_VUaMu1U9UuiezCQgOeo8l3aWx0q0Qb49iFtMW9P4cxxAs7cF79Kwi99hWxFlWH4u7ORH6j45kxOcayZ/s200/610x.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The result of trying to make Messi do<br />
everything </td></tr>
</tbody></table><br />
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Barcelona continues to defeat Real Madrid, even when their rivals are favorites and locals. Messi continues to lack that shine when he plays for his country. A possible explanation is the balance between the collective and the individual that has been achieved by the blaugranas. Barcelona plays a game of high passing rates and cooperating with teammates without placing the individuals as mere pieces of the whole. They have managed to leave from for each of the player to develop his own individual style, to become world-wide celebrities and to reach success on the personal level as evidenced by Messi's Ballon d'Ors and Xavi's World Soccer Player of the Year. In opposition, Real Madrid has the Argentine national team are almost completely dependent on their number one star and place very little value on collective importance.<br />
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<span style="background-color: #783f04;"><span style="font-size: 16px; line-height: 19px; text-indent: -48px;">Niblock, Gary. "Barcelona play as a team, Argentina rely on Messi - Alfio Basile." </span><i style="font-size: 16px; line-height: 19px; text-indent: -48px;">Goal.com</i><span style="font-size: 16px; line-height: 19px; text-indent: -48px;">. N.p., 23 Jul 2011. Web. 7 Jan. 2012. <http://www.goal.com/en/news/60/south-america/2011/07/23/2587922/barcelona-play-as-a-team-argentina-rely-on-messi-alfio>.</span></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-44136386008513905302012-01-07T18:31:00.000-08:002012-01-07T18:31:16.307-08:00Churchill and Gorbachev: Rise and Decline of Their Empires<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"><tbody>
<tr><td style="text-align: center;"><img height="200" src="http://www.yarnela.com/i/PrintPortraits/Gorbachev.jpg" style="margin-left: auto; margin-right: auto;" width="150" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Open minded but too passive</td></tr>
</tbody></table><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img height="192" src="http://www.world-war-2-diaries.com/image-files/winston-churchill-colour-portrait.jpg" style="margin-left: auto; margin-right: auto;" width="200" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Strong but stubborn</td></tr>
</tbody></table><br />
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During World War II, Winston Churchill's strong and powerful personality helped him toughen Britain and defeat none other than Adolf Hitler. On the opposite pole, Mikhail Gorbachev's open-minded and calm attitude helped to gradually reduce decades of oppression in the USSR.<br />
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However, after their huge accomplishments, each of them experienced large defeats. Churchill's iron-fisted rule over India only aggravated their injures, fueling an independence movement lead by his nemesis, Mohandas Gandhi. Similarly, Gorbachev's passivity would end up in the disintegration of the USSR. It's not that he caused fall of the superpower, he just failed to take measures to prevent the breakdown.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIZaF3QeEsq16IvEIy_noKyrOBbIjyTBCLum6-3k2FiISA8fZDExoUKTUGR1M_37ezUiW16sb7rbkrcYM18ANcEmPbmEil8Ew1eOZRimgMKa5g5lHZl9VRNdzaqc9lqOdohQcOb9mc5r3j/s200/gandhi1.jpg" style="margin-left: auto; margin-right: auto;" width="135" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Balance: tolerant + determined</td></tr>
</tbody></table><br />
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In terms of balance, both Gorbachev and Churchill had very strong positive attributes that brought a better society for hundreds of millions of people. But during a ruler's times, different problems in nature cannot all be resolved be the same approaches and their focus on either aggressiveness or open-mindedness proved to be costly when the opposite value was needed. Leaders should know that the virtues that have given them success must frequently be complemented with its opposite virtue to prevent the type of problems that have been described. Gandhi, for instance, was a man who was more inclined toward the peaceful and tolerant side of the spectrum, but unlike his two peers, Mohandas was able to move towards the middle by knowing when to be unyielding to his oppressors.<br />
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<span style="background-color: white; font-size: 16px; line-height: 19px; text-indent: -48px;">Anand, A. (2011, Dece 21). Anti-thesis - gorbachev and churchill. </span><i style="background-color: white; font-size: 16px; line-height: 19px; text-indent: -48px;">Russia and India Report</i><span style="background-color: white; font-size: 16px; line-height: 19px; text-indent: -48px;">. Retrieved from http://indrus.in/articles/2011/12/21/anti-thesis_gorbachev_and_churchill_14055.html</span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-33205582679920325752011-12-19T14:09:00.000-08:002011-12-19T14:48:37.088-08:00The Middle Way: Tibet Leads by Example<div class="separator" style="clear: both; text-align: center;"><a href="http://www.individunification.com/Middle%20Path.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="201" src="http://www.individunification.com/Middle%20Path.JPG" width="320" /></a></div><br />
Siddharta Gautama or Buddha, as he is more commonly known, preached on the Doctrine of the Middle Path. Today, his spiritual descendent, the Dalai Lama seeks "to bring about stability and co-existence between the Chinese and Tibetan peoples based on equality and mutual co-operation."<br />
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In a diplomatically rare position, the Nobel Peace Prize winner recognizes the needs and interests of three parties in the Chinese-Tibetan conflict: the Tibetan desire for increased autonomy and respect for their culture, the People´s Republic of China's need for national unity and the international community's call for a peaceful region. The Dalai Lama claims that although the 17-Point Agreement was biased in favor of the Chinese, he agreed to comply with the treaty to avoid further conflicts, but the PRC military violently attacked Thasa, the Tibetan capital. While in exile, he declared the the agreement void due to Chinese aggression, but since his return he has expressed willingness to negotiate.<br />
<br />
<div style="text-align: justify;">The Middle Way approach is not a choice made solely by the Dalai Lama because it is a democratically supported policy. Among the requests made by the Central Tibetan Administration are being "governed by the popularly-elected legislature... an independent judicial system... (management of) religion and culture, education, economy, health, ecological and environmental protection.<span style="font-family: arial; font-size: 14px; line-height: 19px;">" </span>On the other hand, the Chinese goverment would be allowed to keep a limited number of troops in the region and control of international relations. Both countries should agree to increase their sincerety, respect for human rights and efforts towards reconciliation.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">This non-violent approach is one the greatest political implementations of balance. The Middle Way can be implemented in any international or intranational dispute. If all leaders agreed to promote peaceful coexistence with among all groups, the world would be a safer, more stable and mutually benefitial place.</div><br />
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<iframe allowfullscreen="" frameborder="0" height="270" src="http://www.youtube.com/embed/2AHDlEVWVkA?fs=1" width="480"></iframe>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-51327485996649164992011-12-11T18:51:00.000-08:002011-12-11T19:01:41.264-08:00Nietzsche: Fighting Fire with FireIn the 19th century, Nietzsche argued that since Plato, Western Civilization has been too concerned with the Apollonian aspect of the world. The Greek god of light, Apollo, represents order, structure, rationality, the direct opposite of Dionysus, god of ecstasy, drunkenness. Examples of Dionysian energies are the arts and other creative pursuits.<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://upload.wikimedia.org/wikipedia/commons/c/c8/Ouroboros-simple.svg" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="File:Ouroboros-simple.svg" height="319" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/c8/Ouroboros-simple.svg/600px-Ouroboros-simple.svg.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ourorobos: Greek symbol for "eternal recurrence"</td></tr>
</tbody></table>The German philosopher also claimed that religions and other beliefs such as Plato´s theory of forms were a severe flaw in humanity´s thinking because they dealt with speculation and were concerned with "other-worlds" instead of reality. Nietzsche argued that the weak used these ideas as an escape, due to their incapacity to deal with life. If a person is willing to live in a cyclical universe of "Eternal Recurrence" where life is repeated over and over again, that would prove that he or she has come to an absolute acceptance of reality.<br />
Perhaps Friederich Nietzsche´s most controversial idea is the idea of the Übermensch or Overman. The Overman is a new creature that he believes will result from the overcoming of humanity´s defects and its evolution into something greater. This new being is characterized by its "self-confident, self-reinforcing, self-governing, creative and commanding attitude" which has also come to reject all forms of morality and emerged even more powerful from the resulting nihilism.<br />
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One example of the overcompensations made by this philosophical giant is illustrated by his excessive admiration of the individual in opposition to society, the Dionysian over the Apollonian, which if implemented into society would result overtime in an opposite, but equally flawed reality. However, his awareness that he is not a Übermensch suggests that he knew that he was an imbalanced thinker as well and that someday his excesses would be overcome.<br />
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His adamant opposition to "other-worldliness" is also unbalanced. It is not unreasonable for him to challenge people´s obsession with Heaven, alternate realities and additional "other-worlds" as a reason not to live present life, the only certain one, to the fullest. If one is strict, there is no place in Nietzsche's philosophy for plans for a better world, which is in its essence an "other-world". However, he proves himself wrong with his prediction of the Overman, because it is a "detachment" from reality too. It is impossible to live only in reality without considering, to some degree, other possibilities.<br />
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Further evidence of Nietzsche´s imbalance is the Nazi´s use of his ideas to justify their actions and promote their ideology. Although it is true that Nazi Germany distorted and cherry-picked Nietzsche idea´s, his extremist positions, without any clarification that moderation is needed, facilitated their abuses and crimes.<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.sinj.com/19/images/hitler-new-order.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="378" id="il_fi" src="http://www.sinj.com/19/images/hitler-new-order.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="328" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Did Hitler believe he was the first Overman?</td></tr>
</tbody></table>Nietzsche goes overboard in his deconstruction of morality. It is perfectly fine to challenge morality to the smallest detail and to submerge into a nihilism, but only as a temporary state of transition between inherited values and the Overman. Nietzsche predicts a new mentality with the overcoming of nihilism and morality but provides very little help about how humanity can reach that new stage.<br />
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Nietzsche´s philosophy can be seen as an intellectually violent reaction to the excesses and deficits brought by idealism, religion, reason, morality and his own psyche. Nietzsche was raised in a very religious environment which understandably led to his rebellion against religion. The culture he lived in had become too stiff in regards to all these elements he opposed, but he sometimes failed to recognize that the ideas he condemns once started off as reactions to problems of the time and later became an imbalanced force. Religion and morality were a reaction to the savageness of a prehistoric man. Rationality and order were used to overcome superstition and anarchy. Nietzsche failed to see that his ideas could suffer a similar fate too.<br />
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Wicks, Robert. "Friedrich Nietzsche." Stanford Encyclopedia of Philosophy. Summer 2011. Web. 11 Dec 2011. <<a href="http://plato.stanford.edu/archives/sum2011/entries/nietzsche">http://plato.stanford.edu/archives/sum2011/entries/nietzsche</a>>.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-20198702742866074032011-12-04T15:52:00.000-08:002011-12-04T16:02:08.758-08:00The Communitarian Blueprint for a "Good Society"<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a 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" 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" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Guy Fawkes, a symbol for opposition to totalitarianism </td><td class="tr-caption" style="text-align: center;"><br />
</td><td class="tr-caption" style="text-align: center;"><br />
</td></tr>
</tbody></table>Sociologist Amitai Etzioni theorizes in his book <i>The New Golden Rule </i>that the best societies are and were those who managed to find balance. He finds that contradictory forces such as order and freedom, individualism and collectivism, tradition and modernity are not really incompatible, but actually complementary and enhancing if both of them appear in adequate doses.<br />
<br />
The "widely held notion that in the West: that more freedom is better than less" is strongly contested because continuous enhancement of freedom ultimately "undermines the social order upon which freedoms are based." One instance of excessive liberty is the American Civil Liberties Union support for the right to produce child pornography. However, Etzioni's opposition to a libertine society does not mean that he sides with traditionalists and social conservatives who "see few areas of behavior which they are willing to leave open to personal and sub-group choice". In this extreme, the Christian Film and Television Commission proposed a legal ban on any movie that has low moral standards, such as those containing "lustful kissing". In this scenario, the Communitarian approach encourages the protection of freedom of speech as long as there are no physical threats and "community-based, rather than state-based, mechanisms" to protect specific morals (unlike conservative morals).<br />
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<tr><td style="text-align: center;"><a 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" 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" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The need for a good government illustrates the need for order</td></tr>
</tbody></table>In addition, he also challenges the traditional right-and-left map for organizing political ideas because it puts opposing intellectuals in the same category. How is it that both religious fundamentalists, who favor strict determination of people's lives, and laissez-faire advocates fall under the right-wing denomination? On the other hand, both civil libertarianism and communism are grouped as left-wing ideologies.<br />
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Throughout the book, Etzioni provides numerous specific examples as he develops his thesis for the promotion of the abstract concepts of autonomy and order. Here lies another great theory that endorses the need for equilibrium and the condemnation of extremes. Without some degree of order, there are few choices available for libertarians. Without some degree of freedom, there is no value in norms and morals that are forced upon, and not chosen by individuals.<br />
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<span style="font-family: "Times New Roman"; font-size: 12pt;">Etzioni, A. (1996). <i>The new golden rule:community and morality in a democratic society</i>. (1 ed., pp. xiii-118). New York,NY: Basic Books.</span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-28649539794538596082011-11-27T18:46:00.000-08:002011-11-27T18:46:32.768-08:00The Future of the Middle East Hangs in the BalanceEgypt is a key ally to the United States because it is the largest Arab nation with a large influence on other smaller Arab countries. After three decades in, the Egyptian Revolution led to the resignation of President Mubarak who handed the political power to the Supreme Council of the Armed Forces.<br />
American policymakers are searching for a balance between getting involved (further fueling anti-American sentiment in an already hostile region) and non-intervention (with the risk of fundamentalist groups taking power and becoming aggressive towards Egypt's new democratic system, Christian minorities and their neighbor, Israel.<br />
One of the leverages the US has is the 3 billion dollars of aid provided to Egypt of which 1.3 billion dollars is military aid.<br />
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“If, over time, the most powerful political force in Egypt remains a roomful of unelected officials, they will have planted the seeds for future unrest, and Egyptians will have missed a historic opportunity,” Secretary of State Hillary Rodham Clinton.<br />
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The decisions that are made today regarding Egypt could determine the future of the relationship between the United States and its allies and Muslim countries. If the United States continues to support military rule the chance to create a large new democracy will be lost, and the losers won't hesitate to blame Americans (the kind of thinking that inspired the 9/11 attacks). The same hostility would probably rise from an democracy enforced by the presence of the US military. However, a hands off approach would create a virtual anarchy resulting in a possible civil war and/or a new totalitarian government.<br />
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This is an extreme case of the importance of balance. History has showed us that both isolationism and interventionism can have catastrophic effects. In the Middle East specifically non-intervention policies allowed the Taliban to come to power while American involvement encouraged the development of terrorist cells such as al-Qaeda. It is up to the Obama administration to rise to the challenge and find a way to promote democracy and stability, a chance to truly justify the Nobel Peace Prize that he was given for not being George Bush.<br />
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Shane, S. (2011, November 20). Balacing us policy on an ally in transition. <i>New York Times</i>. Retrieved from http://www.nytimes.com/2011/11/21/world/middleeast/united-states-seeks-balance-on-egypt-policy.html?pagewanted=1&sq=balance&st=cse&scp=1Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-29691720046479514592011-11-20T21:00:00.000-08:002011-11-28T14:40:16.066-08:00India as a Role Model of Mixed-Economy SuccessIndia's energetic sector of the economy is mainly state-planned, but an increasing role of the private sector has allowed for increased the efficiency and competitiveness of Indian companies. However, the Indian bureaucracy still has too much influence, even in what would be considered private ownership, causing huge losses which offset most of the profits made private and public-private corporations. India's middle-way needs changes.<br />
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India is still turning away from the socialism it pursued during the mid-20th century. As a result, it is still suffering from the excesses of a state planned economy. Such transitions necessarily take long amounts of time, overcompensation must be avoided too. India's turn towards a mixed-economy has helped position itself as a future world power and despite the challenges that may surge, it must avoid the temptation to return to complete government command and keep moving towards the center, where the government and private roles balance and complement each other, working hand in hand. The question now is: how can India move towards a more capitalistic economy without deterring the economic progress the lower-classes have seen during the last decades? India, literally, has the world to win.<br />
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October 2011, The Power and the Glory, the Economist (print edition).Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-51115095479188736592011-11-14T14:00:00.000-08:002011-11-14T14:00:25.461-08:00The Concept of BalanceThroughout history the idea of balance has appeared in several multiple differences and in several different cultures and time periods. From religious Taoism in China to the modern Communitarian political ideology, from Aristotelian ethics to human nutrition, the proposal of avoiding excesses and deficiencies emerges time and time again.<br />
Whether one believes balance appears repeatedly because it is a "universal truth", a natural tendency in any existing system or simply a genetic predisposition is a very subjective matter that will be left up to the reader to make his or her own conclusions. This blog will provide information regarding several different examples of theories that involve equilibrium to help readers and the blogger improve their lives and their society.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2695388803898984711.post-77093110338869791632011-11-13T18:25:00.000-08:002011-11-14T14:56:41.766-08:00Freud's Structural Model and BalanceIn 1920, Sigmund Freud first elaborated on his structural model of the human psyche. According to this new theory, the mind is divided into 3 distinct parts. Humans are born with the Id which contains all our drives for pleasure and self interest. Soon after birth, the Ego is developed whose main focus is on interacting with reality and find ways to satisfy the Id's desires. Over the next few years, the Superego appears, which is all the rules inherited from our parents and society or the principles a person chooses.<br />
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Even if one does not subscribe to the idea of these divisions in the mind, there is still much to learn from this structure. In healthy people, according Freud, the ego successfully manages to balance to opposing forces: one's intentions (Id) and what one believes should be done (Superego). On one hand, giving in to a hedonistic lifestyle (too much Id) brings harm to one self and to others. On the other hand, an excessive sense of morality or other concerns (an authoritarian Superego) leads to a denial of one's needs and creates suffering. (Source 1).<br />
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<span class="body" style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10pt; text-align: left;">Analysis does not set out to make pathological reactions impossible, but to give the patient's ego freedom to decide one way or another.</span><br />
<span class="bodybold" style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10pt; font-weight: bold; text-align: left;"><a href="http://www.brainyquote.com/quotes/quotes/s/sigmundfre403611.html" style="color: #0000cc; text-decoration: none;">Sigmund Freud</a></span><span style="background-color: white; text-align: left;"><br />
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Freud's conjecture is a relatively recent example of balance in Western civilization that provides a clue of how to live a better life: people should examine whether they are attending sufficiently their wants or not. If so, they should also reflect about whether or not their choices regarding self-satisfaction are in line with their principles, whether the benefits outweigh the total costs or vice-versa, and if there are better ways to find gratification.<br />
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Observation: When in colloquial conversation a person is referred to as "Egocentric", in the Structural Model he or she would be describe as having a strong Id.<br />
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<img src="http://www.makingthemodernworld.org.uk/learning_modules/psychology/02.TU.04/illustrations/02.IL.21.gif" /><br />
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Source 1: <a href="http://allpsych.com/psychology101/ego.html">http://allpsych.com/psychology101/ego.html</a> (Accessed: October 14th, 2011)Unknownnoreply@blogger.com