tag:blogger.com,1999:blog-16321950736034499432024-02-20T07:30:53.189-08:00Art of ArtikelBlog ini berisi informasi-informasi unik dan beberapa pengetahuan di bidang teknologi informasi.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.comBlogger91125tag:blogger.com,1999:blog-1632195073603449943.post-87283087460936652242013-01-23T23:09:00.002-08:002013-01-24T05:36:48.577-08:00Cerpen Bahasa Inggris - Is This Love?<!--[if gte mso 9]><xml>
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<span style="mso-tab-count: 1;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">I
was so excited. It was my first high school day. It meant that I was not a
child anymore. I was a youth! Very fabulous life was fulfilled my mind. I couldn’t
wait to have a boyfriend!</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>I walked into my classroom. I met my very best friend
since elementary years, Pika. We got into the classroom and sit on the desk.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Ta, look at the boys! What do you think?” said Pika.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Umm…”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>I looked around for a while.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“I think no one steal my heart, Pika. They just like
ordinary boy, hehe…!!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“That’s why, you never have boyfriend, Mrs. Chooser!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Hey, hey! I’m still young you know, so I’ll think about it
later!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>I lied to Pika. Actually, I wanted a boyfriend. But, I
preferred handsome, rich, clever, smart, care, friendly, and money saver. But,
that was very hard to find such perfect boy like that.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Hey, Arinta! Take a look!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“What’s now, Pika?”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“This one is very yours!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Ah, not again!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“I swear, cupid’s arrow will be shot in the center of
your heart!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“I…”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Here he comes!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Oh, God, what she said become a reality. He got my
attention! His face, his hair, his body, his style… Everything about his look stole
my heart.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“See! Love at first sight!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“No… no… no…”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Huh? Are you sure?”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“He is handsome, but…”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“But?”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“I doubt about his personality, you know!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Kriiiinngg… The bell rang. The class started. The first
lesson was Physics, and I hate it so much. I didn’t understand any single word
of what the teacher said. I felt bored. Suddenly, the handsome boy looked at
me. My heart beat fast. Whenever only for a while, but he stole my heart. That
made me staring at him.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Hey, you, Arinta! Wake up daydreamer!”</span></div>
<div style="border-bottom: dotted windowtext 3.0pt; border: none; mso-element: para-border-div; padding: 0in 0in 1.0pt 0in;">
<div class="MsoNormal" style="border: none; mso-border-bottom-alt: dotted windowtext 3.0pt; mso-padding-alt: 0in 0in 1.0pt 0in; padding: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Mrs. Lola warned and screamed at me.
She seemed to be furious. No doubt, that was my fault.</span></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>It was break time. I went to the cafetaria with Pika. I
bought fried rice and red soft drink. Suddenly, a basketball flew away, and
everything turned mess. My soft drink spilled into my clothes. The plate broke.
The food spilled away. I got furious instantly. Then suddenly, the handsome boy
came to me and said sorry.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“I’m sorry, Girl. That’s my friend’s fault. I’ll
responsible for this,”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“No… no… It’s okay. I’m alright,”</span></div>
<div style="border-bottom: dotted windowtext 3.0pt; border: none; mso-element: para-border-div; padding: 0in 0in 1.0pt 0in;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Suddenly, I didn’t feel angry anymore.
His name’s Darren. He bought me some food, gave me some tissue, borrowed me his
jacket, and asked to join him. I gladly received all of them. He’s so nice. I
felt in love with him. No doubt anymore.</span></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>As time goes by, I got closer with him, more and more. I
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a criteria that I doubted. Yes, it was rich, hehe.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>One day, he surprisely asked me for a dinner in a cafe.
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Really?”</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Yes, Pika! He said that I must get ready for dinner!
He’ll pick me up at 6 p.m.”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Awesome! You’re a lucky girl! Congratulations for your
first date! I believe, he will ask you to be his girlfriend! I’m so jealous,”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Ah, you’re right. But, that makes me nervous,”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“No problem! I’ll makeover you!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>With Pika’s help, I looked like a princess with the high
heels, dresses, and make up. I looked so beautiful at least for myself, hehe.
Not so long after that, Darren came.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“You’re very beautiful..” said Darren.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Thanks.”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Later, Darren looked strange and unpleasant to see me.
Maybe he felt strange with my dress. Yeah. Actually it was strange, if wore a
luxurious dress to a café. But, it was not a problem, as long as I got his
praise. Hehe. I got on Darren’s cycle and sat calmly.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>After some minutes, Darren stoped his motorcycle in a
café that was not as luxurious as I think. Can say, it was an edge café. I felt
useless that I wore luxurious dress like this. How sorrow. I went inside the
café and ordered the food. We chatted like always. The foods came, and we ate
them. Just usual. But in the end of the event, Darren said…</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Mmm, Arinta, can I say something?”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Say what? Don’t be nervous like that!!”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Ahm.. Actually.. Ah, No..no..no.. I feel embarrassed..”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Deg! My heart beat very fast. And became faster and
faster. I didn’t know what the feeling is. My blood flows quicker. What’s wrong
with me?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“I..I..”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“I what?”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“May I..”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>My mind flew away. Hmmm, will it be true about what Pika
said? My face turned red, but I didn’t want him to know. I bowed down my face.
I felt that he will say that word. Yes, confirmed that he will say that word...</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>“Ta, my money left. May I borrow yours? I will substitute
it later…”<br /> I felt disappointed. Is this love?</span></div>
Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-58391173380755398472013-01-23T22:34:00.000-08:002013-01-23T22:34:05.157-08:00Cerpen Bahasa Inggris - Revenge of a Student<!--[if gte mso 9]><xml>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">“Kriiiiiiiiiing!”.
The bell school was ringing. It was the time to go home. “Students, the last
exercise will be used as your homework. Don’t forget to do it!” said Ms.
Rachel. “Oh, no! Homework again!” I thought.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">I went
to school gate angrily. “Hey, Fred! Why do you seem to be angry?” said my best
friend, James. “I’m angry with all of the teachers because they always give me
homeworks and they don’t want to know how capable I am to do those all. I’m
tired with those homeworks!” “I think so! I’m tired with their behavior too!
Oh, my driver just came! I’ll go home, see you tomorrow!” Finally, my driver
came, not long after James went home. I went home with frown face.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">In my
bedroom, I slept and had a dream. A grandfather who claimed that he was a fairy
who makes wishes become real came to me and asked what I wish. I said I hope
the teachers in my school become students, and my friends and I become their
teachers. He said that my wish can be realized, but only for a week.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">I woke up
at the next day. I only thought that my dream was only a dream. I was very
panic because I haven’t done my homework yet. I went to school scaredly.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">When I
arrived in my school, I shocked because almost all of the teachers greeted me
like I was their teachers. I got surprised when Mr. Thompson, the one who I
hate the most, greeted me with a great respect. I rememberred about my dream
and believe that it was real. I met my friends and I requested them to give
very much homework to all of the teachers. They agreed with me.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">In my
class, I explained the lesson to them carelessly, like what they did when they
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what I explained to them. I didn’t care because they did this to me too.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">“Students,
I give you a project. It’s in a group. Please make a 3D map of the world from
newspaper. This project should be submitted three days later. The group is up
to you. One group consists of three persons. Don’t forget to do it!” I said, as
Geography teacher. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">All of
the students in my class complained me. But I didn’t care, because they did this
to me and my friends too - didn’t want to be complained.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">After
they went out of my class, I smiled widely and happily. “Yeah! I did a revenge
to them!” And then I went out from my class. I went to the teachers’ room.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">“Hey,
James! What tasks did you give to them?” I asked James. “I gave them homework from
textbook page 100 until 145, page 150 until 200,” said James. “Hahaha!
Mathematics is a difficult lesson!” “Yes! I myself didn’t understand about what
I explained to them! Hahaha!”</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">In the
next day, I gave them homework from textbook page 94 until 96. But they should
write the questions in their exercise book and write the answer in there.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">I asked
to my other friends, what homeworks that they gave to all of the teachers. All
of my friends said that they gave difficult homeworks or projects. We laughed
together. We were very happy.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">The
third day, I gave them very much notes. Most of the notes were what I took from
textbook, but I still asked them to write all of the notes. They wrote until
they felt tired. ‘Hahahaha’ I laughed happily in my mind.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">In the
morning in fourth day, I heard they complained that they felt tired. They also felt
bored because they had too much homeworks and projects that should be done. But
I didn’t care. ‘I would give them more homework and difficult projects,’ I thought.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">In
Geography lesson, I asked them to collect their project. Almost all of them
haven’t finished their project yet. So, I gave them very bad marks.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">I thought
I should give them exercises. I searched the questions from the internet. I copied
them and printed them at home.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">In the
next day, I gave all students those questions. They were shock because the
questions were different with what they studied about.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">In the
last day, I used that last chance to distribute the result of the exercise.
Almost all of the students got very bad marks, like 30, 40, and 50. Mrs. Layla
got the highest score in the class. 65.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">So, in a
week, my friends and I gave all of the teachers too much homework and we glad
to see them felt tired. Then, when I slept that day, the fairy came to me and
said that it was over.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">In the
next day, all felt better because all of the teachers were conscious that they
gave homeworks and projects too much.</span></div>
Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-47510429645643998322013-01-23T22:26:00.000-08:002013-01-23T22:26:19.436-08:00Cerpen Bahasa Inggris - Friends Never Lie<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">In
a Senior High School, there were four students who have been friends since they
were in Junior High School. Those students’ names were Alexandria, Senecca,
Lindsay, and Angelica.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">One
day, when they were in 2<sup>th </sup>grade in Senior High School, there were
three new friends that came from other class. They were Carmen, Jean, and
Nelly.<span style="mso-spacerun: yes;"> </span>Because Alexandria and friends
were kind girls, they wanted to be Carmen, Jean, and Nelly’s friends.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">When
the break time came, they approached Carmen, Jean, and Nelly. They talked with
them. They felt that Carmen, Jean, and Nelly were good girls.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">But,
a few months after that, there was an event that made Alexandria and Lindsay
very shocked. Unintentionally Alexandria and Lindsay heard Carmen, Jean, and
Nelly were gossiping. Because of vexed, Alexandria and Lindsay hid and heard
their gossip.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Alexandria
and Lindsay heard Carmen talked about almost all people in her class. They
talked about all people’s bad habits. Even, they also talked about Alexandria,
Lindsay, Angelica, and Senecca’s bad habits. Whereas, they have been Carmen,
Jean, and Nelly’s friends, those bad habits were not true.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">In
the next day, Alexandria and Lindsay informed Angelica and Senecca that Carmen,
Jean, and Nelly weren’t good girls.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">“Angel,
Sen, I think it’s better for you to leave Carmen, Jean, and Nelly. They
obviously aren’t good girls. They like to talk about other person,” said
Lindsay. “Ah, I don’t believe it. It’s very impossible if they’re as bad as
what you said,” Senecca said. “You are surely slandering them. You are surely
jealous because their scores are better than you!” said Angelica. “No! This is
real! I’m not lying! Lindsay and I heard it yesterday!” Alexandria said. “I
don’t believe that!” said Angelica. Then, they left Lindsay and Alexandria.
“Ah, they’re obstinate!” said Lindsay.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">From
that moment, their friendship became estranged. Although they were still
together, Alexandria and Lindsay always leave Senecca and Angelica if Carmen,
Jean, and Nelly came. Alexandria and Lindsay didn’t want to be Carmen’s,
Jean’s, and Nelly’s friends anymore. Senecca and Angelica still didn’t believe
that Carmen, Jean and Nelly were as bad as Alexandria and Lindsay said.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">One
day, after school, Senecca and Angelica heard Carmen, Jean, and Nelly when they
were gossiping. “Hey, Angelica is fussy, isn’t she?” said Nelly. “Yes, she
often talked without stopping,” Jean said. “Senecca is curious too,” said
Carmen. “She is…”</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Angrily,
Angelica and Senecca left them. “What Lindsay and Alexandria said about them
was right. They like to talk about all things that is not right!” said Senecca.
“I regret for not believing them,” said Angelica. “Yeah, I feel the same way
with you. Tomorrow we’ll be on good terms with Alexandria and Lindsay,” Senecca
said.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">In
the next day, Angelica and Senecca met Lindsay and Alexandria to invite them to
repair their friendship. “Lind, Lex, we want to say sorry for not believing you,”
said Senecca. “Yes, and now, we know that they aren’t good girls.” Angelica said.
“Yeah, we forgive you,” said Alexandria and Lindsay together.</span></div>
Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-76512315215024427582012-09-04T17:38:00.004-07:002012-09-04T17:38:31.801-07:00Tips Wawancara untuk Lolos Melamar PekerjaanDalam proses seleksi melamar pekerjaan, wawancara
sering kali dianggap mudah. Namun dalam sesi wawancara beberapa orang
gagal mendapatkan pekerjaan yang didambakannya. Untuk itu sesi wawancara
harus dipersiapkan dengan sunguh-sungguh.
<br />
Berikut tips rahasia sukses wawancara saat melamar pekerjaan;<br />
<strong>1. Berapa gaji yang Anda minta?</strong><br />Jawab: Sebutkan
gaji yang besarnya realistis. Lihat mata pewawancara, sebutkan jumlah,
dan berhentilah bicara. Jangan bohong tentang gaji yang Anda terima di
kantor sebelumnya, bila Anda sudah bekerja. Bila Anda merasa bahwa gaji
Anda di kantor yang sekarang terlalu kecil, berikan penjelasan.<br />
<strong>2. Apa kelebihan utama Anda?</strong><br />Jawab: Pilih potensi
Anda yang relevan dengan bidang pekerjaan yang Anda lamar. Hindari
respons yang generik seperti pengakuan bahwa Anda pekerja keras. Lebih
baik, berikan respons berupa, “Saya selalu diperbudak daftar pekerjaan
yang saya buat sendiri. Sebab, saya tidak mau pulang sebelum pekerjaan
di kantor beres semua.”<br />
<strong>3. Apa kekurangan Anda yang paling jelas?</strong><br />Jawab:
Jangan bilang Anda seorang perfeksionis (menunjukkan bahwa Anda
sombong). Lebih baik, jujur saja dan sebutkan kelemahan yang kongkret.
Misalnya, Anda lemah menghitung di luar kepala, dan karenanya Anda
mengatasinya dengan membawa kalkulator. Tapi, kemudian, susul dengan
kelebihan Anda.<br />
<strong>4. Di mana Anda melihat diri Anda lima tahun lagi?</strong><br />Jawab:
Gambarkan posisi yang realistis. Kira-kira dua-tiga posisi di atas
posisi yang Anda lamar sekarang. Jangan sertakan cita-cita yang tak ada
hubungannya dengan lamaran pekerjaan Anda, misalnya, ingin jadi bintang
sinetron atau jadi novelis. Sebab, Anda akan tampak tidak fokus.<br />
<strong>5. Mengapa Anda ingin meninggalkan kantor yang lama?</strong><br />Jawab:
Jangan sampai mengemukakan hal yang negatif. Kalau kenyataannya begitu,
ucapkan dalam kalimat ‘positif’, misalnya bahwa Anda tidak melihat ada
‘ruang’ di mana Anda bisa berkembang. Lalu, jelaskan mengapa Anda
menganggap bahwa pekerjaan di kantor baru ini memberi kesempatan yang
lebih <strong>baik.</strong><br />
<strong>6. Adakah contoh kegagalan Anda?</strong><br />Jawab: Ungkapkan
kegagalan yang pernah Anda alami, tapi yang sudah terpenuhi solusinya.
Supaya, pewawancara tahu bahwa Anda punya usaha untuk mengatasi masalah<br />
<strong>7. Apakah Anda punya pertanyaan?</strong><br />
Jawab:
Berikan paling sedikit dua pertanyaan yang terfokus pada kantor baru
ini. Misalnya, Anda bertanya apakah kantor ini sudah punya website.
Atau, bisa juga Anda mempertanyakan kehadiran CEO yang Anda tahu baru
saja diangkat – apakah membuat kinerja perusahaan semakin baik, dan
semacamnya. Jangan bertanya tentang kepentingan Anda sendiri, misalnya,
apakah karir Anda akan berkembang di sana.<br />
<br />Apa yang menjadikan
seseorang selalu sukses untuk menggapai impiannya? Tampil beda dan
memiliki keunggulan komperatif mungkin salah satu yang menjadikan Anda
selalu berada di dalam posisi terdepan!<br />
Termasuk dalam meraih
karier dan mengungguli orang lain dalam mencari pekerjaan yang sesuai.
Ada beberapa trik atau strategi yang perlu disiapkan agar Anda sukses
dalam melewati tahapan untuk mengejar karier yang diidam-idamkan.<br />
Modal
nekat saja, pasti tak cukup.. Di sini juga anda bisa menemukan beberapa
lowongan kerja yang mungkin tak ada salahnya jika anda mencobanya.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-84757159387120770662012-07-30T21:10:00.000-07:002012-07-30T21:10:01.011-07:00NgeLike Facebook dapat EURO<b>N</b><b>geLike Facebook dapat EURO</b><br />
Hai sobat balik lagi saya akan share salah satu program mesin uan yang lumayan dasyat, yaitu dari Fanslave.<br />
Jika anda sering memainkan Facebook hanya untuk chat dan ngobrol dengan
teman anda, itu hanya akan membuag waktu anda dengan percuma, sekarang
saatnya anda berburu <u>uang lewat facebook</u> anda dari Fanslave.<br />
<br />
Tugas anda hanya tinggal <b><u>Like Fanspage Facebook</u></b> atau semacamnya yang di berikan oleh Fanslave, lalu anda akan mendapatkan poin yang bisa ditukarkan dengan EURO.<br />
Kira-kira €1 nya adalah 200 poin, jika anda Like satu kali anda akan
mendapatkan 3-10 poin, bayangkan jika anda dapat nge Like 100 Fanspage
perharinya.<br />
Bisa anda kalikan sendiri pendapatan anda perbulannya.<br />
Dan anda dapat Payout ke akun paypal anda min €15<br />
<br />
Banyak yang bertanya-tanya APAKAH FANSLAVE SCAM?<br />
Menurut hasil blogwalking saya di blog luar maupun dalam negeri menyatakan kalau <b>FANSLAVE itu TIDAK SCAM</b>, jadi sudah terbukti kalau sudah banyak yang di bayar oleh Fanslave<br />
Penasaran langsung join aja, caranya :<br />
<br />
1. Daftar ke situs <a href="http://www.fanslave.net/ref.php?ref=348329" rel="nofollow" target="_blank">Fanslave</a> <br />
2. Setelah selesai Login di Fanslavedengan menggunakan username dan password yang sudah dibuat<br />
3. Setelah itu silahkan Log in akun Facebook anda<br />
4. Anda diminta mengkoneksikan Fanslave dengan akun Facebook anda, klik "CONNECT TO FACEBOOK"<br />
5. Aplikasi akan meminta izin (konfirmasi / Persetujuan) untuk masuk kedalam akun anda. Silahkan Klik "ALLOW"<br />
6. Anda akan dibawa ke akun fanslave.com seperti ini<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-DJNxXvyzio0/TvbVlhH8hLI/AAAAAAAABM8/CwJfQNoQb10/s1600/1ieiwpt1.png" style="margin-left: 1em; margin-right: 1em;"><img alt="NgeLike Facebook dapat EURO Fanslave" border="0" src="http://2.bp.blogspot.com/-DJNxXvyzio0/TvbVlhH8hLI/AAAAAAAABM8/CwJfQNoQb10/s1600/1ieiwpt1.png" /></a></div>
7. Klik Link yang muncul, seperti gambar diatas<br />
8. Lalu anda akan menuju fans page aplikasi di facebook, setelah itu anda tinggal kasih "<i>LIKE"</i><b> </b>Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-79096219474083699752012-07-06T19:00:00.002-07:002012-07-06T19:00:25.732-07:00Fisikawan Indonesia Terlibat Dalam Penemuan Partikel TuhanFisikawan Indonesia, Suharyo Sumowidagdo, terlibat dalam penemuan
partikel yang dijuluki sebagai partikel Tuhan, Higgs boson. Lembaga
penelitian nuklir Eropa Conseil Europeene pour la Recherche Nucleaire
atau CERN mengumumkan penemuan Higgs boson pada 4 Juli 2012.<br /><br />Dunia
fisika dikejutkan dengan penemuan partikel Higgs Bosson. Selama ini
keberadaan partikel ini hanya ada dalam model teori standar. "Tanpa
partikel ini tak ada akan ada berat, maka tak ada alam semesta. Tak akan
ada apa-apa," kata Haryo saat diwawancara melalui voice chat, 5 Juli
2012.<br /><br />Partikel Tuhan adalah partikel terakhir dalam teori model
standar. Ilmuwan mulai mencarinya sejak tahun 1964. Dalam model ini,
alam semesta tercipta dari 12 partikel dasar dan enam pembawa gaya.
Sebelumnya, baru lima partikel pembawa gaya yang ditemukan. <br /><br />"Selama
ini kita melihat benda-benda yang punya berat, ada gravitasi yang
membuat bumi berputar. Artinya, harus ada sesuatu yang menghasilkan
massa untuk partikel-partikel itu," kata pria kelahiran Tabanan, Bali
ini. Sebuah partikel Higss bisa mempengaruhi massa jutaan partikel lain.
Selama ini dia selalu ada di seluruh alam semesta, tapi baru ditemukan.<br /><br /><span class="yui-editorial-embed"><span class="yom-figure yom-fig-left" style="width: 300px;"><img alt="" class="editorial " src="http://l3.yimg.com/bt/api/res/1.2/ddUk6hkv_saIPxWwwYsKWg--/YXBwaWQ9eW5ld3M7cT04NTt3PTMwMA--/http://l.yimg.com/dh/ap/default/120706/profile_haryo.jpg" title="Haryo Sumowidagdo" width="300" /><span class="legend"> </span></span></span><br />
<span class="yui-editorial-embed"><span class="yom-figure yom-fig-left" style="width: 300px;"><span class="legend"></span></span></span>Haryo
adalah satu dari dua fisikawan Indonesia yang terlibat dalam penelitian
ini. Fisikawan lain, Rahmat Rahmat, bekerja dari laboratorium Fermilab
di Amerika Serikat. Adapun Haryo bekerja di laboratorium CERN di Jenewa,
Swiss.<br /><br />Menemukan partikel ini bukan hal yang mudah. Ribuan
peneliti yang ada dalam dua kelompok, ATLAS dan CMS, bekerja bersama
untuk menemukan partikel tersembunyi ini. "Ini bukan hasil kerja
segelintir orang tapi kolaborasi banyak lembaga dari puluhan negara,"
kata dia. <br /><br />Haryo terlibat dalam penelitian CMS di Jenewa, Swiss,
untuk menemukan Higgs boson. "Saya bertanggungjawab untuk memastikan
komponen detektor beroperasi. Komponen detektor itu harus terus
dipelihara, untuk bisa mendeteksi partikel," kata doktor berusia 36
tahun ini.<br /><br />Lulus sarjana dan master di Universitas Indonesia,
Haryo kemudian mendapatkan beasiswa untuk program doktoral di Florida
State University tahun 2001. Di situlah dia mulai terlibat dalam
pencarian Higgs Boson, berkolaborasi dengan Fermilab. Pada Januari 2009,
Haryo menjadi bagian dari tim CERN di Swiss. <br /><br />Haryo juga
berperan dalam pengambilan data dari percobaan yang sudah berlangsung
selama bertahun-tahun ini. Dia juga disibukkan dengan kolaborasi dengan
peneliti-peneliti lain serta diskusi dengan peneliti yang lain. Dia juga
terlibat dalam beberapa percobaan lain mengenai fisika partikel.<br /><br />Pencarian
Higgs boson dilakukan dengan mesin Large Hadron Collider yang
beroperasi selama 24 jam, tujuh hari seminggu. Haryo sendiri bekerja tak
kalah keras, biasanya dimulai pukul delapan pagi hingga sebelas malam.<br /><br />"Ilmuwan
itu dinilai dari produktivitasnya, seperti pengusaha. Kalau tak kerja
sebanyak-banyaknya, sulit untuk menang dari peneliti lain," kata Haryo
yang gemar memotret saat senggang. Selain meneliti, Haryo juga menguasai
ilmu teknik. Pasalnya, alat penelitian ilmuwan partikel tak bisa dibeli
di supermarket terdekat. Mereka harus bisa membuat alatnya sendiri,
atau setidaknya tahu cara memelihara dan merawatnya.<br /><br />Lalu apa
sebenarnya guna penemuan partikel Higgs boson untuk umat manusia? "Ini
penemuan yang ada di luar imajinasi kita. Pengetahuan baru yang ilmuwan
pun belum tahu apa kegunaan praktisnya," kata pemegang gelar doktor dari
Florida State University ini. Kegunaan praktis itu mungkin belum akan
diketahui dalam puluhan bahkan ratusan tahun ke depan. <br /><br />Haryo
mencontohkan, penemuan ini seperti teori relativitas Einstein yang
ketika diumumkan tujuh puluh tahun lalu belum bisa dipahami. Kini, GPS
bekerja berdasarkan teori itu. Tanpa teori Einstein, GPS tak akan bisa
menunjukkan lokasi dengan tepat dan akan meleset 50 hingga 100 meter. <br /><br />"Bagi
ilmuwan, mendapat pengetahuan baru tentang dunia dimana kita hidup,
akan membawa apresiasi lebih kepada hidup ini," kata Haryo yang saat
dihubungi tengah menghadiri konferensi International Conference for High
Energy Physics di Melbourne.<br /><br />Penemuan Higgs boson istimewa bagi
Haryo karena penemuan ini mengingatkannya pada kejadian yang
menginspirasi dia menjadi seorang fisikawan partikel. 18 tahun lalu,
seorang fisikawan Indonesia bernama Stephan van den Brick ikut
membuktikan adanya partikel quark top, salah satu partikel yang juga
mendukung model standar.<br /><br />"Waktu itu saya baru diterima di UI, tak
tahu apa-apa. Saya takjub bahwa ada lulusan UI yang bisa menjadi bagian
dari penemuan menakjubkan itu," kata dia. Guntingan koran tahun 1994
itu masih disimpannya hingga sekarang. <br /><a href="http://l.yimg.com/dh/ap/default/120706/kompas_1994.jpg"><span class="yui-editorial-embed"><span class="yom-figure yom-fig-left" style="width: 310px;"><img alt="Klik pada gambar untuk memperbesar." class="editorial " src="http://l.yimg.com/bt/api/res/1.2/3gJItuikFyr3BN5yZgsuSw--/YXBwaWQ9eW5ld3M7cT04NTt3PTMxMA--/http://l.yimg.com/dh/ap/default/120706/kompas_1994_small.jpg" title="Klik pada gambar untuk memperbesar." width="310" /></span></span></a><br />
<span class="yui-editorial-embed"><span class="yom-figure yom-fig-left" style="width: 310px;"><span class="legend"></span></span></span>Kini,
Haryo benar-benar mencapai cita-citanya. Dia ikut menemukan partikel
Higgs boson, keping terakhir model standar, kunci dari rahasia besar
alam semesta. Namun kerja belum selesai. Penemuan ini baru awal
pekerjaan panjang para ilmuwan.<br /><br />Karenanya, Haryo berharap,
penemuan ini menginspirasi anak muda Indonesia untuk menjadi fisikawan.
"Semuanya mungkin asal mau bekerja keras. Jangan takut mencoba dan
meninggalkan zona nyaman," kata Haryo.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-70170090031079305262012-06-29T04:39:00.003-07:002012-06-29T04:39:49.477-07:00Heap Sort<!--[if !mso]>
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<span style="mso-bidi-font-weight: bold;"><span style="mso-tab-count: 1;"> </span>Heap<b>
</b></span>adalah struktur data yang berbentuk pohon yang memenuhi sifat-sifat
heap yaitu jika B adalah anak dari A, maka nilai yang tersimpan di simpul A lebih
besar atau sama dengan nilai yang tersimpan di simpul B. Hal ini mengakibatkan
elemen dengan nilai terbesar selalu berada pada posisi akar, dan heap ini
disebut max heap. (Bila perbandingannya diterbalikkan yaitu elemen terkecilnya
selalu berada di simpul akar, heap ini disebut adalah min heap). Karena itulah,
heap biasa dipakai untuk mengimplementasikan priority queue </div>
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Operasi-operasi
yang digunakan untuk heap adalah </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
• Delete-max
atau delete-min: menghapus simpul akar dari sebuah max atau min heap.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
• Increase-key
atau decrease-key: mengubah nilai yang tersimpan di suatu simpul.</div>
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• Insert:
menambahkan sebuah nilai ke dalam heap.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
• Merge:
menggabungkan dua heap untuk membentuk sebuah heap baru yang berisi semua
elemen pembentuk heap tersebut. </div>
<br />
<b>Heap Sort</b><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>HeapSort adalah algoritma pengurutan
data berdasarkan perbandingan, dan termasuk golongan selection sort. Walaupun
lebih lambat daripada quick sort pada kebanyakan mesin , tetapi heap sort
mempunyai keunggulan yaitu kompleksitas algoritma pada kasus terburuk adalah n
log n.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Algoritma pengurutan heap sort ini
mengurutkan isi suatu larik masukan dengan memandang larik masukan sebagai
suatu Complete Binary Tree (CBT). Setelah itu Complete Binary Tree (CBT) ini
dapat dikonversi menjadi suatu heap tree. Setelah itu Complete Binary Tree
(CBT) diubah menjadi suatu priority queue.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Algoritma pengurutan heap dimulai
dari membangun sebuah heap dari kumpulan data yang ingin diurutkan, dan
kemudian menghapus data yang mempunyai nilai tertinggi dan menempatkan dalam
akhir dari larik yang telah terurut. Setelah memindahkan data dengan nilai
terbesar, proses berikutnya adalah membangun ulang heap dan memindahkan nilai
terbesar pada heap tersebut dan menempatkannya dalam tempat terakhir pada larik
terurut yang belum diisi data lain. Proses ini berulang sampai tidak ada lagi
data yang tersisa dalam heap dan larik yang terurut penuh. Dalam
implementasinya kita membutuhkan dua larik – satu untuk menyimpan heap dan satu
lagi untuk menyimpan data yang sudah terurut.<br />
Tetapi untuk optimasi memori, kita dapat menggunakan hanya satu larik saja.<br />
Yaitu dengan cara menukar isi akar dengan elemen terakhir dalam heap tree.<br />Jika memori tidak menjadi masalah maka dapat tetap menggunakan dua larik yaitu
larik masukan dan larik hasil. </div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;">Algoritma Untuk Heap Sort</b></div>
<div class="MsoNormal" style="line-height: 150%;">
Berikut merupakan algoritma dari
heap sort :<b style="mso-bidi-font-weight: normal;"> </b></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2;">Representasikan
Heap dengan n elemen dalam sebuah array A[n]</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l0 level2 lfo1; tab-stops: list 13.5pt; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Elemen
root tempatkan pada A[1]</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l0 level2 lfo1; tab-stops: list 49.5pt; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Elemen
A[2i] adalah node kiri dibawah A[i]</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l0 level2 lfo1; tab-stops: list 49.5pt; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Elemen
A[2i+1] adalah node kanan dibawah A[i]</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l0 level2 lfo1; tab-stops: list 49.5pt; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Contoh:
array A=[16<span style="mso-spacerun: yes;"> </span>14<span style="mso-spacerun: yes;"> </span>10<span style="mso-spacerun: yes;">
</span>8<span style="mso-spacerun: yes;"> </span>7<span style="mso-spacerun: yes;"> </span>9<span style="mso-spacerun: yes;">
</span>3<span style="mso-spacerun: yes;"> </span>2<span style="mso-spacerun: yes;"> </span>4<span style="mso-spacerun: yes;">
</span>1]<span style="mso-spacerun: yes;"> </span>mewakili binary-heap sbb:</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l0 level2 lfo1; tab-stops: list 49.5pt; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Ambil
nilai root (terbesar) A[1..n-1] dan pertukarkan dengan elemen terakhir dalam
array, A[n]</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l0 level2 lfo1; tab-stops: list 49.5pt; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Bentuk
Heap dari (n-1) elemen, dari A[1] hingga A[n-1]</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-list: l0 level2 lfo1; tab-stops: list 49.5pt; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Ulangi
langkah 6 dimana indeks terakhir berkurang setiap langkah. </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Contoh Heap Sort </b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Terdapat data
16, 14, 10, 8, 7, 9, 2, 4, 1. Data-data tersebut dimasukkan dalam tree secara
langsung dari atas ke bawah dan dari kiri ke kanan. </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
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" /></div>
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<br /></div>
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Selanjutnya
dilakukan heap sort seperti pada gambar berikut :</div>
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<img alt="" 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<br />
<b>Perbandingan Heap Sort Dengan Algoritma Pengurutan Lain</b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Heapsort hampir setara dengan quick
sort, algoritma pengurutan data lain berdasarkan perbandingan yang sangat
efisien. Quick sort sedikit lebih cepat, karena cache dan faktor-faktor lain,
tetapi pada kasus terburuk kompleksitasnya O(n), yang sangat lambat untuk data
yang berukuran sangat besar. Lalu karena heap sort memiliki (N log N) maka
sistem yang memerlukan pengamanan yang ketat biasa memakai heap sort sebagai
algoritma pengurutannya. Heap sort juga sering dibandingkan dengan merge sort,
yang mempunyaikompleksitas algoritma yang sama, tetapi kompleksitas ruang nya
(n) yang lebih besar dari heap sort. Heap sort juga lebih cepat pada mesin
dengan cache data yang kecil atau lambat </div>Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-44594451862701247382012-06-29T04:37:00.000-07:002012-06-29T04:37:07.337-07:00Kompresi Half Byte<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: SV;"><i style="mso-bidi-font-style: normal;"></i></span></b></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">Metode kompresi <i style="mso-bidi-font-style: normal;">Half
Byte</i> merupakan suatu metode kompresi dengan prosesnya adalah memanfaatkan <i style="mso-bidi-font-style: normal;">bit</i> sebelah kiri yang sering sama secara
berurutan. Misalnya pada suatu <i style="mso-bidi-font-style: normal;">file</i> yang berisi data teks bertuliskan ”bilangan”, dalam
heksadesimal akan diterjemahkan pada tabel berikut:</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">Tabel Konversi Heksadesimal</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div align="center">
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: medium none; margin-left: 5.4pt; width: 265px;">
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<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.25pt;" valign="top" width="132">
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">Karakter</span></div>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.2pt;" valign="top" width="132">
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">Heksadesimal</span></div>
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<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.25pt;" valign="top" width="132">
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">b</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.2pt;" valign="top" width="132">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">62</span></div>
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</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.25pt;" valign="top" width="132">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">i</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.2pt;" valign="top" width="132">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">69</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.25pt;" valign="top" width="132">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">l</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.2pt;" valign="top" width="132">
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">6c</span></div>
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</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.25pt;" valign="top" width="132">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">a</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.2pt;" valign="top" width="132">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">61</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.25pt;" valign="top" width="132">
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">n</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.2pt;" valign="top" width="132">
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">6e</span></div>
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<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.25pt;" valign="top" width="132">
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">g</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.2pt;" valign="top" width="132">
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">67</span></div>
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<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.25pt;" valign="top" width="132">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">a</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.2pt;" valign="top" width="132">
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">61</span></div>
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<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.25pt;" valign="top" width="132">
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">n</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.2pt;" valign="top" width="132">
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">6e</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">Jika diperhatikan karakter-karakter tersebut memiliki <i style="mso-bidi-font-style: normal;">bit</i> sebelah kiri yang sama yaitu ’6’.
Gejala seperti inilah yang dimanfaatkan oleh metode kompresi </span><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV;">Half Byte</span></i><span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">.</span></div>
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">Saat karakter yang <i style="mso-bidi-font-style: normal;">bit</i>
kirinya sama secara berderet, maka algoritma ini mengkompres data tersebut
diawali dengan ”<i style="mso-bidi-font-style: normal;">bit</i> penanda” kemudian
<i style="mso-bidi-font-style: normal;">bit</i> pertama dari deretan yang sama
diikuti dengan pasangan <i style="mso-bidi-font-style: normal;">bit</i> kanan
dari deretan tersebut dan ditutup dengan <i style="mso-bidi-font-style: normal;">bit</i>
penanda.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">Bit</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;"> penanda (<i>marker bit</i><span style="mso-bidi-font-style: italic;">, dalam penelitian ini disingkat ‘mb’</span>),
berupa suatu <i style="mso-bidi-font-style: normal;">byte</i> yang boleh dipilih
secara acak asalkan digunakan secara konsisten pada seluruh <i style="mso-bidi-font-style: normal;">bit</i> penanda pemampatan. <i style="mso-bidi-font-style: normal;">Bit</i> penanda disini berfungsi penanda
bahwa karakter selanjutnya adalah karakter pemampatan atau akhir pemampatan.
Dalam penelitian ini, penentuan <i style="mso-bidi-font-style: normal;">bit</i>
penanda dilakukan dengan mencari frekuensi nilai warna yang paling sedikit yang
terdapat dalam sebuah citra.</span></div>
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<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">Deretan data sebelah kiri merupakan deretan data pada <i style="mso-bidi-font-style: normal;">file</i> asli, sedangkan deretan data
sebelah kanan merupakan deretan data hasil pemampatan dengan metode </span><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV;">Half Byte</span></i><i style="mso-bidi-font-style: normal;"><span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;">.</span></i><span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: FI;"></span></div>
<br /><div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span lang="NO-BOK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: NO-BOK;">Setelah data nilai dijadikan array 1 dimensi dan
telah dirubah menjadi bilangan biner, maka </span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">langkah proses kompresi <i style="mso-bidi-font-style: normal;">Half Byte</i> dapat dilakukan. Langkah awal
ialah membaca data apakah terdapat deretan data yang <i style="mso-bidi-font-style: normal;">bit</i> kirinya sama secara berurutan sebanyak tujuh data atau lebih,
jika memenuhi lakukan pemampatan. Kemudian berikan <i style="mso-bidi-font-style: normal;">bit</i> penanda pada <i style="mso-bidi-font-style: normal;">file</i>
pemampatan.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;"><span style="mso-spacerun: yes;"> </span>Selanjutnya tambahkan <i style="mso-bidi-font-style: normal;">bit</i> kiri data pertama dari <i style="mso-bidi-font-style: normal;">file</i>
asli dan gabungkan <i style="mso-bidi-font-style: normal;">bit</i> kanan karakter
yang sama ke <i style="mso-bidi-font-style: normal;">file</i> pemampatan. Lalu
tutup dengan <i style="mso-bidi-font-style: normal;">bit</i> penanda pada <i style="mso-bidi-font-style: normal;">file</i> pemampatan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">Contoh kompresi <i style="mso-bidi-font-style: normal;">Half Byte</i> dalam bentuk tabel disajikan
dalam tabel 3.2, untuk menyederhanakannya maka penulis memproses langsung data
bilangan heksadesimal dengan <i style="mso-bidi-font-style: normal;">bit</i>
penanda ‘ff’. Dari tabel 3.2 data asli berukuran 30 byte dan data hasil
kompresi berukuran 25 byte. Dengan demikian proses telah berhasil mengkompresi
data sebanyak 5 byte.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">Dalam kompresi <i style="mso-bidi-font-style: normal;">Half Byte</i> ada beberapa ketentuan selain
yang telah ditunjukkan pada tabel 3.2, antara lain (ditunjukkan pada gambar
3.7, 3.8, dan 3.9) :</span></div>
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<br /></div>
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<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">Bila pada <i style="mso-bidi-font-style: normal;">file</i> asli ditemukan nilai yang sama dengan
<i style="mso-bidi-font-style: normal;">bit</i> penanda, maka <u>dalam <i style="mso-bidi-font-style: normal;">file</i> terkompresi hasus dituliskan nilai
tersebut sebanyak dua kali secara beruntun</u>.</span></div>
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table.MsoNormalTable
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mso-tstyle-colband-size:0;
mso-style-noshow:yes;
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<div class="MsoListParagraphCxSpFirst" style="margin-left: 49.65pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">*)
Nilai yang ditulis ulang karena sama dengan <i style="mso-bidi-font-style: normal;">bit</i>
penanda</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">Bila terjadi
penggabungan <i style="mso-bidi-font-style: normal;">bit</i> kanan menghasilkan
nilai yang sama dengan <i style="mso-bidi-font-style: normal;">bit</i> penanda,
sehingga nilai tersebut diduga sebagai <i style="mso-bidi-font-style: normal;">bit</i>
penutup, maka <u>deretan <i style="mso-bidi-font-style: normal;">file</i>
tersebut tidak dikompresi</u>.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">*)
Nilai hasil kompresi sama dengan <i style="mso-bidi-font-style: normal;">bit</i>
penanda</span></div>
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<br /></div>
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<span style="font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">Bila banyaknya
nilai yang dapat dikompresi berjumlah genap, maka <u>nilai terakhir tidak perlu
dikompresi</u>.</span></div>
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<br /></div>Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-86314267721732911452012-06-29T04:31:00.003-07:002012-06-29T04:31:48.709-07:00Kompresi Subsampling<!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;"></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Subsampling merupakan metode
kompresi dengan mengurangi jumlah piksel yang diperlukan untuk
merepresentasikan suatu citra.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Karena mengurangi kualitas suatu
citra, maka jenis kompresi ini termasuk kompresi lossy (hasil dekompres dari
data terkompresi tidak tepat sama persis, tetapi persepsi terhadap semantik
data tetap sama).</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Subsampling
dapat dilakukan dengan dua cara, yaitu :</div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; tab-stops: list .5in;">Mengambil piksel-piksel tertentu dari citra, misal
piksel-piksel pada baris dan kolom saja </li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; tab-stops: list .5in;">Mengambil ratarata dari kelompok piksel dan
menggunakan nilai tersebut sebagai ganti nilai kelompok piksel ini. </li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; tab-stops: list .5in;">Teknik pertama, yaitu mengambil piksel-piksel
tertentu dari citra, dipengaruhi oleh faktor subsampling. Jika faktor
subsampling adalah 2, maka terdapat 2x2 blok yang merepresentasikan
gambar. Jika faktor subsampling adalah 4, maka terdapat 4x4 blok yang
merepresentasikan gambar . Begitu pula untuk faktor subsampling lain.
Karena hal itulah, semakin besar faktor subsampling, </li>
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<div class="MsoNormal" style="line-height: 150%;">
<img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Teknik kedua, yaitu mengambil
rata-rata dari kelompok piksel dan menggunakan nilai tersebut sebagai ganti
nilai kelompok piksel ini. Cara ini lebih kompleks, tetapi menghasilkan
kualitas yang lebih baik. Subsampling sebanding dengan pengurangan resolusi.</div>
<div class="MsoNormal" style="line-height: 150%;">
<img alt="" src="data:image/png;base64,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" /><span style="mso-tab-count: 1;"> </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span> </span>Pada
umumnya, setelah dilakukan subsampling, resolusi gambar akan berkurang. Namun,
jika resolusi gambar tetap dipertahankan, maka kualitas gambar terlihat
menurun.</div>
<div class="MsoNormal" style="line-height: 150%;">
<img alt="" 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4v93oJ2tREWhqvGrdZse60j0LGiZp4BXja0K6xroRqBtZlZkVdbY/+2H2xjnQ3yDiAiGStp4oO42+0yhwXqQ8fKPmbQ25GX3cCtim3L9j1aQ5+w6xiKRdvtX89a8RZwcUO7wpo5j7eQN9NbkNNEveXw4LDb7TKHBepDx6K3IC978JZgKy0MV42bgff9GowHLSq6tJGmgtC8WL8CvAxloky7Qh3oDVhMo9oVcDfViE6ng3WgUCBGT0aM9bLzFBApG7kMDDViPdRsI2g9n23sShoD7/s1mNv0FmhXhrcY2pXTW/o7/eAtwW7EwnDVuHnmzetiRkWa0ADsI+qQJyleHj0ZIedbXqzN9GtX6Zt0vD+mGoHFocgLp2pEXugf0B4QZ4i5RPK55CgBVzM0jLpvwPPenLrFxuHlVryFbaRc3OktHu3K6S3IOWl7C3QpxAoyjpR87vjoGFwteEswtTBcNW5+xFdx9YyhIkzeTrB/rp7nEWoEUSr2e9XrkOdNz6bj/XH0NIIqDjUCygRyYVzOE75MkBGOZ/KrO8wqCtZ9hJl1G+pIfnXFj6FMGCpLXaSM3778vtQ6bbd/PWvIW7B/7nreQp7n8RbkwljPW3Qf4eAtwTwWhqvGLf+Sz7/N10PKzmguI++AXWf6bqraFY6YgVEdKy92LlftCmVk4EZ95MymVsF1V5nEcWXFuiuuFXX+UqykMdB9JtFi3H8rfZ2yZpV3Nf82X8wXy+/L8/Pz5fflYr6gMtF2+9ezG/cWI6eJ01tUu1JvUR3L9hb4oXoL8/FTB+W6q0xiRLNi3dX1vYXrC+t6y3w+p7fM5/MN9Zb7ZmG4atyqoz8tG+oCj4i2grrgqW/gXFuNSF+nzLmevEyQh3T4cNjb6e092uvv9JGnABi52+0mLxOgadWuYtkZFsf0TepcSQPUjL7PQLhkAKpb2JFjBntYfl/qP57RAiq33f717M56C3Ouq7f0d/p7j/Z6Oz3kQHF6C7Wr4C3BrmlhuGrcgJevr0DgyBzqqj3Y32LMFTWJi0jio0utm3saqRrR/6HogN5OEOOHPDqI9YJ2tf1ge7w/XiwW5F7YKzaTHNvoQVS74rqr+be5EaWGNaSaW0FzeDvRMbjUYrEAl8J5YnzoZ9BF2m7/enbj3gIOVMVbVO+Eh6Dt1FsM7crwFmhR6i3xQQxvWS6W5F6Gt0DXzK9qV1x3VeYtmrdlpbeASy0XS3Ap9Rb6CXym7fYP5rMwXDVuNuJbT4FAmfsvGEhZZ/MNNWL0ZAStC3XwXX4KNQJ4WfMUYH8jIG6N9VI1wojaYhlrd1SN4PM40X3+OafywT5o/m3OtVOGSkFOgCsju53zGD2L2m7/enZHvCV7n1XxFsaR3gVv4dqp++Mt983CcNW4GXPxmg9Nzxi42MDLnMGnZmDHd+m3GHMFvQHoFfdlTfzN618+IsHw96/KOeZeuLfs8OHQ1q4mbydlnGB6dedW55OTB6SyHxLfD+6rfFFzdhhl4OW9R3v9H/rj/XHb7V/PbtxblIuXeQvjOW/QW7hv9fDh0Nauru8t1Fmd3sL8hHGxXxf5vVGGz2yot9w3C8NV45ZLVNL0bPrJlYtBEXTmyoMHbjT/Nme/YMzmK2rOi1zX6DvsLHCqalAnYD4CaFfUFbiSBhvIGtoVUbChRiAzAvAydDL9jUZkF35XLBm+Fe8bR0XfrNnb6Q13h8OHw8HuYO/R3ujxaLA7GOwONq4D8niLc91V5sqDB250a94CLl7mLapdVfQWjRVsyFsGu4Phw+Fwd0hvGe4ON85b7puF4apxM+KvgOmITJ24Mrfm3z1KhrG2Jv98Zd2VU7vKRV3nfsFcSUM1Amu2kKUUn3a7XeS80DwFiMsix/JoV6hDvEx93qijWhe5FHSywe4Aekn/hz56nPH+OH4R4wyPGLfwadvtX8/oCYr9m/YW4/0b2pV6C/cLdnoLnlm9BTkvNAcKvIUcy6NdoY7tLbafkFuTS0En+8d7y32zMFw1bkTBnJfXIziWMauun2KFps23FB3bqFkxJhDl/Ns8ehqNnoyip1FeqBGM9dIc21jpCeSL+lhnQ7w83B1Cgdd9s6BPJEXW7cnbCbijIvG4yLFtRHbZR/Q1wLzDh0O8GXKmvUd75FLj/TGy2Ol51MRvabv969lKb5m+m1b0FiPveBPe0tvprfSWwe4A3qL7ZtneAu64trcMd4cXDnPVW8CfyKXoLXoeNfFb2m7/YD4Lw1XjxpU0xrw58CB2TbXn1nUfKdVs+F1ETAF7Qm8wZvmZg0DVCMZZYRUwNAADEXNeiPq58jDGYjlVByfGR+4MsAQ8A9dXQdsgCoYiMnw4NJAv3glRsH4KvNztdrcfbCOJVG+nt7W1hd5n42K96C2GJod2p7cYul0k+0ipZsPvVvEWtq/HW3D9Kt5ixHnW8hb4pHoL/b+it9CvannLxsWR3jcLw1Xjln3IkJscUVVAoOP9sa7b1wglnYsn3sQZno+fxzqzb+DNvFix/8na2cjQkLIPGdZXUbXGFUaPR9QqoqfRYHeAu0dPI492dbHOt4guM1SWXCK1Jm8noyej0eMRlQOUyauM87jvBQTeHaKX6e30wJ/8WkXb7V/PGC9wF7zF0JCQh6mut5RpVzflLao/qbfAT+Az/Z0+HOYf5i33zcJw1bgpfmRuNM7F4zzysxlHzatmzNdHzyJdnaPcC9e0Y8D0DFGzrk2xkS/qTN9Nx/tjrKTp7fSgXY33x8yvwXwW1bUr5A8E8lUUTLzMAWn7wTZ2T8e+xjbXNPgH3w+ec+/RXtvtX8/W9hbN2Wi8H8Nb9L017S3QruAtjBU0vGWldoX8gbW8BfsaO/92dG4jlrjBTfSW+2ZhuGrciBbBscBvVu5rZaDa9E0KJIh9gKAoEAVHV/cryouMBuiPWEakGVAk6iCbwLw8Y7f9bJhHQp3B7gAZ3ubf5uP9cf45Pz051cwIuWTd1vU3iEAbPR4pT8JqHrAKgwHwDDE7GQbUCCBrvgdoWni2ttu/nvFtX0RSvL/cA/6f5y2Tk0ldbyFPukFvgaZ1Z70le5/Nfp/xv4v54ud//8zdL7/++dX+yvR/px3LPL/u08dP6S/p5LfJ7Gx2/rfvYRq6+6+//Dr5bTI9m57/XfzepaNmGK4aN2esF7AeUCf+bo0ZfH9kFzGvIl8iaJyJi5hAlicnE8YH4moGRyFPimVfIs04ZxwNlA1lRRE3NBjli+AKKCPajRq+Pz4Q0XHkZIzsghpBngHNo/9Dn/dtu/3rmTOOFO+haW9hW6NMbwEf4nmDK7Pt7PyEa3gL4j/JF+ktzIFJb/HHB8ITyMlWegvv23b7X7W/z6OfoslvE57IPmb2SJD9YaY6HD0Z2dV0zKOdnp0OdgfRT5Fz4DHs08dPN3v36dnUeffZ+1l8EH/9r/lIYbhq3Ig0FdXybw9QVM8jLgt4MJcsalAy8iLfOSEtECjPAMlivzvkXGdu9enZlGtoFFNr3Ncca0tlX6LkZYI9hQe7g+hpNP82B87NP+dQAhiTlkvsopMNgFPuPdrj2h3el8gXKgXQNFDweH88ejwaPhwCKbOM89hFSdULviuo7m23fz27cW/RXOxl3nJ6cgoONz2bMrf62t6CPYWreIvGCtregjHs1rxluDu8W97y9/nhwWHyP4meGewOov3o+Oh48OOAI8Hgx4F+b/5tbo8WnU5nsVgY1wdPig4iP6PSu4/3x8dHx8Mfh7zs8Mcr4ZRld18ulsbVcPfDg0Pn3X/+98+DHwfzb3M9GYarxs2I09O1UMCk6Juou2DVS1msV/4lx4y/IlYDb2YfM4xSHKtYxhG6yPRsamBbnGd8F3QOxEbHL+LB7gA9IGKXF4vFYHdgaFfMw5a+SVVXI1cgqgVPMuL9qEY4tQrM8g0fDo+PjnXdDL6l0V+R5LZou/3rmRGnp2uhwHcvRrJCd6G3OONIPd6ifPqmvAXP4/SW5WIJb1Htijke6S1Gvgl6C/zBiPejtzh1UHpLcpSs9Bbmtmi7/S8tPoo7nU7+5TLr7vRsSo6y/L6MD2IOBspOTv9zenp2WvH6g91BpbHq/Pz07JR3X3xfHB4clt19ejZdebXjo2P/3ZeLZafTGf1rtPh+OcqG4apxQ9hV9iEjyoueRtglCDP4VAh4zIuVLnmxQpOoNi9yAXDRTH51tQpUa2Bk9CanJ6fYPY9H9EF6HmU9jx5Kz3/64xPL4G3QCQa7A/SY+G7yMsFKGkONACIGkgU/GD0eAf8C7QJ9AwXjU6yjguZBdBw/jzU+ECibMWl4t6pMtN3+9awVb6GfcKxSbwH30vP0DZ43fIbeorzN9hZoVzfoLVh6ZXsL4wM3xVuy91nH0nvyqwnjlcfogDF6MlrMrxIpy2ZnM3zx08eqW3zd4N2nZ9Mqd8favun/Xg5+Ybhq3IhJ+Xdr5yOIi72CMLeeF3u5IhcA5u6Z+xzKMzWJrMjnxpx7+ZccPQtHLOOo2JmY2n5CrYOr8Yg6irKN34Xr6BoajWSz8TLGHiBfxh/iJDMORM+i3k5v9GTEWEHlneBkoyejvUd7vNedwstVrKK3kKca3kI/Ye7zMm9hzr075S1cn2d4i8HFDW9BXJ/fWwzeCU52Z71l9K9Rp9M5/c8KksQBgxzl63+/4szoX6Pk30n2McO2XmqL74vB7sVc4uL74uufX/MveUWOVf3uP//7508fPyk3gi2/L3n35fel5+6nZ6fGRGK94cqIUakRAfL3+exsZsyx0qpEm9hW6+7Ts6kxx1rl7p4YlepGvJy7orlURbBn8BmFZayXyq9mJTCyTUO7MjCy9kcGRlY8nhS7DdkcS/sgxjei91FOZvAz6F7OVUTI5dPf6Y+ejFLZb8nQSICCgZqRpwDomzksoqcREDfXbA13h0DWd6cDqmg34i3GeqmV3mLzb7Qy+JbBv53eYnMs9RbGN8I3lJMZ/Ay6l9Nb+jv95FWCEai6tyCnBjwBI5l6C3Nb3ClvyT/n6I6y9yu2i0Q1jcWwe8Xhj8PZ2ZUwh9nvF9RqsDtQDcwZDXHNuw9+HBhzg3p31cDsu3/982Lw4/NXHq6sGJXzahEgi78Ws99nHE7tC1eMNrGtyt3nf839d18ZaVMWo1LdiGqNfZiwVh9qBPdgxYhixFAZUV65K9rKiPhKZddX3WcBR7tvMjAv0K5mK9CjZgc3vovn1zPkAcC8xMtObSaRPYsx9mA1jKJg4GJqD1QpEPdFDYPHtRuuFaO3GPswIQ8IvQX7/P7zvIVzDIa3OHVf5s5gPkmnt8QH8WZ5S/rmYvsVP3DP/y9Hp7/465LBOHvFTqeTvklZB7oRR5rlYslvVR+xePf5X5fREFXuDs2syt0Xfy1w/vjoGGeqDVd/n0cH0ZUYlWoRIJOTSfI/CUcLx4Ah0SaeWBfbqkS/nJ6cVrk7Im08sS7OGJXqRoSr6z/iFzFnaTT7NY5QI7C600CyVCMUTes1kbudMVTaB2mOHD1ybwjuH6E9jmbZwafgTDavUh7Gfg1ZBoiUoRbgacGT9NcxCo5qBPbfYp4LKA3j/TFzAzK7Ac+jjLivwe4KR7prdsvegtztTXuLk1cpD6viLeBJfm+5mAws8lzQW5gb0PAW8Kq75i3x84sO3T9cYdSZvZcufnk++302O5tN/3fKMYlGjsK+jryHnKH6yjNc/wr/W57Pfp9Nz6bOu/Ne7Of5PJ67G113peEK99YYlfPKESDnV/mT8ZFGm3hiXWyrGP1yfpU/GR9ppI0n1sUZo1Ld7JyB4BbId85VL8DL3L+VsV6M48J38y85Y4iJlA3saefYdpaV92hcIvsm7Y/sPkt7KKO3whFolxgWmJcIFzj6Ii5Zfrs+G6K5oFsQa8cv4r1He7w+eiLGhhFZMw/3Gk3Wotk5A9HuyHdObwEX597QjCNljCi+6/QWwx9s/3GWlfdoXOLteAv8Ab9Ff7s+G1ocmqjfWxh3eje9pUofmH/JO1dZi22L74vsY0a8zvyZlwNY0ftRc+p0OgCjB4UAACAASURBVFVmkqrcffl9+enjJ96d+Rhr3b32cOWMUTmvFgFy8TR/fjXuSqsYbWLbLd/djlGpbrr+yaPx8K8XcVxcZ6Nz9EDQiKdSxcKYx19+XyoO1U+NjNec8cc1jZwCeAasX4meRvwukC8zhEIniIqd+thzAecSKUMtgHKAbAuatw0IWs9DgdA865qPTuMG8S0yBlwfz3DnFn6uMl3/5NF4qnsLYjVv1ltwzTW8BVy5zFvAda7jLZpn3fYW3OLue8vqPnB5Pt4f//zvnytd7u9zAnGcsPmN3nT+56pppOV5tB9Vv3t0EOndbW53Xv6TjfOrhytnjIodAWLHn1xWLh8wbLusWR6pYke/eHjPjdydkZfmYrcKpvP7jHRwYk8jtoqzbUY8VdnKGNSEWpAWOdRVE2KfYutGukuskVOO3A6YGut4uE6l0+kg8urw4BDouLfT63a7W1tbxOPQCahDoDchr0LON2J2roxBhBhnpZirAt/F8XLP9aME+l9c5Cwgf63bXu1ai95iaEJOf8B59RYjXyW5HdoC3sI1cPSW+CA2vIVc3+Mt4NDMtb/SW1Df9hbkn2T+C+SiBH9tu/3PzysMV+n/S6Ofrqzt9YN79IHkjoZ2Zd50Fbu65t0N7cp/d6PrXtGDl8WoVIk/MR631oBhxHQYViX+5GbvPv/zgniV/Ubf00q/AzRnzIfwr8ipVK93dK6dguZEVYBIFngZq1V0/6SLkak4g1l+9p6IvIK6wAguKA2D3QHi/fC7VEVIX6fILMBsAsTFcRHBhRU2eDPdbhfYWXWp+EWsq21YptpBjH93VtJUtGmRV+I2vcW5dgqjndNbJieTm/UWxPtV9xaN9yvzFupSG+ctfu1q9vvMyEMx/3O+kut0Op1ff/kVZaozDGE4L7o+DirL78tff/k1fZ0amv3s95mRh+Lrn1+r3D39Ja1+d+N81eGqLEalSgSI/p6KA4Yz1sW2pu+usS4wO0aluikOTV4lmCtnj7NSu7aPRrSxvw+qckT0l32eeHla5KpgNiDmAIyKvW41lwQ1diNXAjQqaOPIkETNgHnbqD1AXcB8I+qDP7E+6nCdjWY0UH2ibnu1a8ppNtpbNCckcwAa3sI6Tm+BRlXmLVxb5vEWxARW8RZqn223//m5NzJQezM16kDRTxF6Qp0HWswXmj9i8X2BObNOp4N5qeX3pXEd9rGD3QHnrta7+3w+17svvy95d8zJLb4vjOtcfPGvC5KQHF1E+a3owd3jfLX4E+cr9t/OEetiW7X4k7XvXrbWoeJFbNN5fyBK7A9kYOSKeFn7HeeaKsXmjHW2OZbi6ORlArx8enKKQM3p2ZTKNp4c2Bk9i2YTYFxW+iallqDrtJhBAIg7LXZFYqQWY/xwHfQjQNmDYgcjamDc42pQ7DU82B10u10gd0QzM2tcsoE7GN2at2jeE72mk2Op/6B9sdYKucyv6S26TmultzDGj94y3B0a3kINjHtcca9hw1vw/HfNW8g/jL4Io45zwMj/70KGpy412B3Mfp99/fPrp4+fDg8ODaV//m0ODQkjBO4YP7+cOdeLI/dElbtTl9K7RweRfXc8Z9ndYbXXXfGBPLOTi+8LjQCx538rDhhVok1sW35favSLrVXc1N3XHq6I4DCfTkynPYvdH1Xsg1aeMWK39Ax7K+Dl6Fk0PZsCh05OJtAYyAvTN+l4f4wrA/WDD01OJkDK6eu0/0Mf+dmAZ3ncfrDNWDXqE+ANUOCJu5U/QZlAWdfKxEWOdkaOIaMBajJ6bVDsQVy3vdq1f4C3YP8q21vig9jwFuR+tL2F8ZBObyGnV/7k8RZqoiu9ZY25kyaMeR+MiAFwF6eRzXz979fJbxNwo8HuIP1/aRn6n/81n/w2GewOkqMk+ikymM3s/WywO8AdwQFu9u6Lvxa4+/HRsX13mB0xcAPD1YVZESC0SgNGrWgT192N6Je6d18ZacOLrI6cuWrc4TR9kyI7NTNDR8+u7PpKTK2RWsZR1QL9rtHLaE/U7XY1LovPg3wWVBdsrQufAskC+UK3IObFtxghhpzWwLDYl4gKAbQBrobp7fSwpgqBhchZoKoGtQRwL2aBI8oG82DcIG6KO/I8yrUaq3W7O96CpuHz0B/oLQYPc3oLzju9Be2OtsPtyrylv9PnRB98DJzJ9paLOPUSb2HcIHg5vUXXabXd/heGnH7RQftsr9PpVIzBvnFDPPaViAz/F2oMV1YEiHHeP2DUjTa5/buvza5i2dtU13kQ93HNU7xqL58qdRgTyJrEksp10jcp9QDidK5QYZzV+Gq+aiLu8f44KfIdTN5OEHnFWKxut9v/od/b6W1tbQFlE/lirOr/0O92u8xEwCwGBuaFPoFdYtFhab4DXBNXA07neVwZNeu2V7sWy77JhrcYe+Aq9/X7g9+XuIapzFvArat7C+MAV3oL9MWb8hZon1W8BXMAd9xbwGZsHf02DTl92rn33+fozzXmfC3tqtw6EgFCWzlg+KNNlt+X6S+pHaPivDujX2rdvUqkzdrDFdErMB0QH2bnARi73S7m2YFDgQSTYlce3W+XaJfZpokunSgbSJbKAXPuUb2nQoAnhOrAORysRCE233u0Ny1y7VCZQH3mc8O98KN4xHf524HfO52O1iEng65AVoG3xDU0XIWD34veFuqO8qrkZTIo1vfUba92Tb2FOg29pb/TX+kt3G/3RrwF48HNegtzRXq8hb/d6S3kZNf0FvCqu+kt0IrS1/XEkRu0+bd5tB+tnc3nmoYcs/X2uyqLUakSAULzDxgro03sGJUq0S83dfeLn2bFqFQ3KsmYZ4c20+12gSKBKDFzMipyaQOrYuYN9+0WtrW1pWX0CDzPjNTJUdLtdrn+H3zLUCkYp4c6Rh+E/mWwO0jfpOR/yJmdSq4drnTxKCiYvaECcdmZPrlInNPtdlGn2+1qzgvmWQfyJU438ikwWwGuSaSM69Rtr3aN3gI/gc+UeYvmZb+OtxwfHXe7XeYWoT+otzBOj75U5i3kf8jHfwvegvfAPOuGtxi5WjzeckfWXdHm8/noyahu5tkbseyP7PQ/p+vl8bm+QTmrvZtwWYyKM/7EjgCBIS/GxYBxdZVtlWgTPYkYFWf8iR39wl9+nbvDrr/uivG4e8XuqIZmzvl3zMgD7RKfXsY3S86C0ePR7N0sfZ0SU19o0c9j9B24DuszNgyaOc6ros5eA+dxd+7lasSkOdeuOiOtqSKAPw2LPSDApfDY/Z1+/CLG8xtcEGqE5rZIJIeC5hVkxJci67rt1a5RB4Kuc7PeghXB5OvqLYiRc3oLYghb8RbG9XHQAr9EZIftLdSuNLeF4S3MK7gZ3vL3+exs1sqI1ZZ9/fPr5LeJcx+MFcNVWYxKxQiQ7GM2OZnokHB4cHh6dkpWVCXaRGNUkCew4t0/ffxk3D0+iKdn01p3h9k7r1Q34y9T/26ZIwB1NE4JdTQHgX1k7gN2PZi119i5uMhJAQxu4OWoyGE4uboHkvZWxLzGelXws1jyYqTWOlZcDb9oa2trUKyvggJBLaG30+t0OlAvwKWgiFBHIRbG70qtfKyKlIG4mVuhbnu1ax5v0fd8s96i+US4P5nhLZrDcHJ1f7WK3qJ5Kat7C/NfOL0FXKrMW/C7qngL87a03f7BfLZaiUGMyl34s+/cpRiV6oa/TJ09VwzLM0mRXY2Iz/5LSySHm2JV/K1i1p4r9qlqcO6eUVtAxLgyPmW/wysDU7NnwYw/Y8PQlyWSNc6OtOYZcErg4m63i/wUjOVTXtjtdjWai3GGVCaM3041Auh4UOTVxlPhmW/cGRq12/EWvPMb9BbGuF/fW8Ap4QzwFo3lU15oewv86v54y32zSoEDIUalY8WoVDf+nUzPpvmXnLrxYrFgPFtc5ENDtNJgd4A4K8S82eQPF+l0Osx1BjTKeXxgRhyZSw3z+ygzRx/uCC1EYxdVw0B9G++jz7Lnc7QM3Mr4q62tLcRlESkDLOMNI8B9JHtijWRvXI17VC6IK3OOSCPBNg4vl3nLcrFkPFtc5Fq0vSU5SjzewjyK9BbmMnd6C2II0fqajxHvXGMXVR+9jreA26m34G+kircwb6TyqsTKmenxlrsAyoN5rNJwdRdiVMb74zsVo1LddBbi/Pwcc+6f/vi0/L7EXD8itfBHSPxIbqH6ud0TcS9gQFFdrcL4KCNzGuKguN8uM7NhTonInToE+hHGkml0WfompTZA7Gwr58nLhMI4yuh0uMQH2hXSDYyLvawMXBwVGX2MTOE8Dop8Fuin8LvwzjfI6noLeBK5xenJqcdbuBdwXW8ZFPvt0luQS+J2vKW/06e3ULvqdrvQ2y5ii2p6C/NZbLS33DerGpa9mC9CjMp6ZszgdzodzpvjL589C/4Ot7a2gBkxj8+l3VtbW0ZP1O12kZ8NcYDdbhdRZOj3gaAxU497RcW+tINizT+QKdHluMhljvOIA9S/f2YTYDQarkkdy0bNqrLgW91ud/vBNscqZuYGgubzGPp8KnkXNV+4oQVyToxrjG7QGW7BbsFbEAdYxVuw57XfW5h7AnGAK70F8YfM196ot9h7ERhaYGytS2u7/YP5rM4qohCjspbpuhbGdHFeAjFURm5yzryPHo9OT065+gRdD6f1Ed/MvYWMlTSMqQNSJjomglaVgjF4zH2AMp+ceBnXiYoM2ZoxwalJUC9h3m5oG5jMwZotckoifXseyTgmJbsx2ccb8oVbsrreQt4Db5mcTNbzFsbUVfQWcppb85b+Tj99k3INYvCWe2i1F70Gq2vx1T2luJYoeZVoTjPNbYGYPY1r6hZ5cYA0e8UuQcguOi4yUg+L3YAwm8/c5MxPAwSNOr2dHvjTSHZTHRZ7CxH5UhvHuhZmtGP+Ajyz5jtwHg3FAvkL0mInWVyZOd8MzmRjZFyB/I8aHjkW88613f71TGPn8FugG9Fb7NwWaF+NmbyOt6BNy7yFetVKb4Gfq7cwtrBRb3Hyb3qL+pKxh3V0Z3IGBiuzMFw1btw7FXP6nOvncVTsJET0N3s/Y950zKqnb9L5t7nn3+TtBCvz8V1FkcCzOI+5HWBtxGvln/O0yJO9d3XnVv1rB+YdFHnegKbxbMDCe4/22GsYq3PSIjO3Yl58V/EvMjVAJTVwsaodabF/kkapca7J0Cc2Di+v4S3Z+4x50+t6C75rewvOI05vbW9hDsmN8BaMzW23fzCfheGqcSNPAo7DSnv8FeWfc/RN6Gu492taxByz5uTtJP+S55/z/Es+/zbHMfuYoZx/zrOPGXPNpW/S7EOGXgBXRh3uMKvraYBhsw8Zno2Yelxkwo6LTAS6pzDwPqIzGD9mK+d6F/ZoiN0aFBnhmCEbccm6Gkb5pa1LaR2+W9UhNhEvkyfhNzbnLcxj2ZC36J7C4DEXsTxFbGpFb0HsYhVvUX5p61Jah+9WNc5N5OL3zcJw1bhxjZHix9n7Gf8m2ctwZl/7HX4r+5B9+uNT9iEj90Kfkn3IZu9mOI9y/jk30HT+OWcd9j78e+ZaFhrir5DPDTFd2psQvXY6HVUs+FsYaaa6lAoqZWVdg8WcF5HkZdf1N4Mix+CgyMWOsoHE227/esY1Ruot2ftsbW8h98o/56cnp1gvjPMoO72FdWxvYRvR8N/re4vqUlW8Rddg0R8iycuua/sGRY5B5mJHeaO95b5ZGK4at2Gxyw7/huOr+QIQr0VsizPZx4veZPl9OX03nX+bp29S9CPEvLgOOASw8GKxyD5k+G72MVt+Xy7mCyO7gfaD1CGwpkfX3wDJQm/A06avU6x9AcLlOk1oG+BbwPvMlm3URyQbOyMjox37PmR149yjYmQgYigien3m8kheJdBF2Ae13f717Ba8Bbkfkd7F8Jb5fF7FW7AWyvYW6F5VvAV8qzlvUf5U5i14ho32lvtmYbhq3DiTY+znm3/OoTHo3r7AsAC5n/74ND2bzt7PmJNNdx+PX8TZhwzrrsDVklcJexnea/5tzjLOX8zVFHnkdL+ovUd7nU4Hf9vImIBnQ0QZM7npzq3YN0u5nZYv5nOK2DBmYUAmBd2RCNdnHjwqNNwnSfdK5h5L2YdMMzukRY47vqu05m6frRu9xdjPl96ie/va3pK9z4z3oN6CmUNwNXgL3iHvNf8213fLXBXqLeR/9BZwlOhpxJlDj7fAD8nttHyD3qJ7Jav/296i73njvOW+WRiuGrfsY4beh9pPKnutAo2iDhFxcpQww5szO4AeqU5zRghIHH+HuILmyFG12Y5FZLyfEW/Gb+lcP3MSqmZONUW1B+YO17U7xplBsXeRHhlLxpgufea4yErgef6227+e0Vuo/az0luOj41vzFiMW0X7nhreojsichB5vYU6Ktb2F/plIjChjKcfFHsRlz992+wfzWRiuGjfwDM2Wxvkc5Qqf/vg0eTsBTyIuTov9WJOrcb1GVBVjiLleh+enstP5lVGnWPsSF7sf6c5AGutlrFYx6mj8VVmfqDWZ4wDXQdYDoGOg5pHszMT1NyuPeh3j07bbv56BZzi9RbkCvAU8iZw7LfZ6Dt5yT7zlvlkYrho3I/ZJewTNYw2dwIjoVWxr9z7a12jsnN1DlWFtxaHkMcZ5m1cZXKfsXtrr2Rica3EMjIw6yqv8WH5lnbbbv57dmrew7Wp5C9udPMY4b/Mqg+tU8Rab33Odn+EtqKO8yj9PsLJO2+0fzGdhuGrcjDwF9kyIrjVJJfu1jVWdczsTyZnNPGzOaDG79yGedR6NTxUjG3WocBh9H38XsbbzalAgFOcqvo6KPAiKgp3oG0dmT9hEvOzxFvDs4C3BW+6theGqcTMwpoF/2dcQk+r8e1ysZzT2z7UxqeJZRdZ2v2P0Pno09l314GXjOs6r6d0NrM36inn521WvKsPCsZXfgSjbqNN2+9czg7/6vcV+V/AWux1tb+E7X9tbbJ8s4+J1vcXg8ayvfJq/3fh7KeNVRu4YeotRp+32D+azMFw1bkR2l3/JgmoVgSr601l+O2uA9j4a5Wxj1ZXau4GLy/oUxbnGp2mRg0A5AX/X5VzlVR7AMvclIlKOnkaKphVrO7UQ+1N9k223fz0L3hK8JViZheGqcVNehWNUZNmx195rXjUbTdto1MDLyVUNwOit/H2QfRfjjKFPGHWI0405JeM3cs8txeCKqXlN1a5iSwtxnndqWm23fz1TXmV4i/3eNGdjXW8x9oC+cW8xtE+jDucADG8xfiP33NK/EV7f8BaNF7X5mX3eqWm13f7BfBaGq8bNRqNOXSFxKQFGPLGeMTR5Q3XQvsnoF/xaOtGu86mMyK7oatY1fiu9mvONXMFA3KwzOZkQNet5A18rFrbjx5i/TjH1xuHl4C0rveX05DR4y/20MFw1bmVzLM44Y2cvU1ZGZLPdEzn7I899/XjZLhvfgn4wkTw9Bqa2NQnqKzZeZp7s9E2qeyPpnsK2buHRtNpu/3r2j/cWtJ16i8HXbb2T2q3NxZmDP32T6r5ruqewrYl6NK222z+Yz8Jw1bgZfQf/Jg0860S1Olfj6WuMqxnfraKlG3jcQPHGLJOB92PZk8lGtU7ka8eMGcdIdoMl8jUwsq1AGEgZe8W23f71LHhL8JZgZRaGq8bNRq8eRFzWN9mfluFlox+p0vs4sXDZHqxGnUhy+iXF+q1UtASDhxncyyjrE/KazC+HMvOIk4cpdlbkjvptt38921BvKdvf2agTSU4/9R/Va5WHGdzLKBveonue4ReBYyn3Mni54S1Bu7rjFoarxs2JZO3exzja9Y3eJy3W4pQhZec1nYjY0ysZvY+NnYlVE9ES0jcpzusdndkNFAujjtkHWbFwiATjfXXnp+SqXoJsdW23fz1r1Fs4YgVv+Wd4y32zMFw1bk41oqxfcPY+zv5F8x2UzSD5522ANxW3Or+rfVD6JmX8oaEhaa80eTvBeT65Efc4ejJCHXyquebs9UaqdaVFpNxlD1hoD5GVCwNZw9tu/3p2Z70FXFbbqIq30K8MDcn2Fl0vaMQ9Gt6ieSzttYyqddneQr0qsnJhbKK33DcLw1Xj5px1UVRrz+fYn2q/UDbDU6Vf0/OXI4SoC8w+x16A342LXfX0U2bF5nVYnzMtiqD1SMSN30V1wV61Y0eIGatnnEfkDm+7/etZo95CLh68xT5iX4K22z+Yz8Jw1bitxMtlvZKBW43eh3jZzsNdpjqUXdPJsSbWfoBGHxoX66iAUom7Dd6D+tQhjHVXul8w8buBnY0YMMXj0LGGD4eab5D7MGEXpbbbv55tkLcox6riLWgv9RZdOwXeg/rUOI11V7pfMOcGDF5uxJcq14fv0VvAsTbaW+6bheGqcVO87OxNnH/hSbHCn9/VdSpGH6S9Rtm9ymZvnNdPXl7J5KSIVb+FeCrs3GrX0ecxdAVVFxLJfad4WZ+qLNaLuxxx9yPiZX6r7favZ8FbgrcEK7MwXDVuRj/CeRKPfgCsqnWgA+GMlp3fTaz5HGpOzt5B17UkxW5+Bm5lP4Iro47mxjZi89Iim04qOhn2+kpFS0iLGELi6PH+GJl/7ZjDuIgtnEjcF3ZCMvblSiQGrO32r2c34i1oL5zRcnVvsfMBqrdofhPbW6hZerzFiM0zvIXr7Zzeohzd9hZ7X7SJxJTCW4x9uRKJL227/YP5LAxXjZsxV+OZsTH6BefMj9ZXjFymW6Qyg+/ps1QDSK9mGSBuhaKgT4tdWeMXsYGXeUf2WZfR7cWTUNvgHfHp6MmIvQ+yZSvW1rsY62Zs5oGabbd/PQveErwlWJmF4apxs/Ey/+aNHsHfyxhzOKpDlOUF0HkY1AfWLsv7h7/58f44lvUuseSXM75FHSKWnOi2DqEcDpiXO6cAC2tubK61iq/mz8YV+Gw2/9PfwvKGrrtq1FvKco7Y3oK2K8v7p95i5GJf6S3MiW5rnMrh0Nb0FviG5t3nWiteR9dy8dls/uf0lrDu6o5bGK4at6RkVyHGOKE3of7s1yeMvkl7N6MvAzKFYpG8TLDnrHMWCLv+qEKQiiaB+X39q2YWgMHuABpA+jqFKsAdWomCccfhw6F+F2XElREpQ9XAyhg8TyQ7G8WSm6AMmyeiXvC3tN3+9eyOeAv2LA7eEuxOWRiuGjfwBpsDaV9jz//YKNvuO4zex0DcxowHY+eSQkNibghqP6iz92jPwKTEzmmxRurw4BARVgaGHe+Ped7e18rQDFS7Soo9ZInEk0Jv0Osrpjawv2JnPvnG4WXwBpsDteItqiExNwS1H/UWI286n4HtbngLdUqet/e1MvRI1a6SYn9q9RbuNRxfzblO7VPnFZSX88k3jovfNwvDVeOGHkFX4CMSyViTb8zPOOd20jcpMKbR+xgomzhUMebw4XD0eAQ0yhWXuq4FOdNGj0d7j/YU1Ro4VFUBXctCpAzUrHVSWYWTXN1DdnIyIdrF2hc8z96jPVxTn1kjuIxdjtKruyjpc7bd/vUseIvHW05PTtVbBruDe+4t983CcNW4ES8rz7AVbKNs9DvkDdQh0kL7IV4GZ9I+i7oRUDAxKXmJ6gecw0EvQLypGlJyNYc6Y67wzIz7AuLWtS/E5owHI7YlfgdGpgY2fDhEHBeO+BTf1dwE+vbwXcXdG4eXycWVZ6znLYwJVO2H3oJ3rt5CX6K3sL34bqlNOr3F0JCUu/Au/FswvEXX1ZH3R5IzhfMT8HP1hzJvoT8Yz8y/HWpgG8rF75uF4apx0xUkRKAGvvP3Ozp3b6vr9kwR4oZxX6DX0eMRMaki3ORlMt4fU4HYe7QH5cDIKaDPqUoAr4kjVrQAcaM/In7nt6isYPaJPQWe08jPvfdob7g7BBJXhD7eH/NN2k9yOce4gXg5eMt1vGWwO7hX3nLfLAxXjRt7Cuc6FeRD056Ff6WGim6r5TrPk4g2xuskRwkyoY2ejAa7g95OD0g2LfQJ/q3iSI2B2Qd0H6nx/tgZJ8bcFkC4/R/6wLa8vj7P5TyP7D+k2hX3IoqeRXxyrLPRtVlxEQNGLsJfQc2j/0O/t9Nru/3rGdvXuQbuBr1F9Ui2Yy1voX5Jb9F9pOAtdgwqc1us9BausYsl32AsefrVPw1vMdZm0d/I7dTnN9db7puF4apxYx9BJKjomHv/2EftHbRn4VFn4Y14sESyAIz3x8wmMNgdjB6PLv9WJRsb1QsoAVj5z2dGmZFjjE9jvgBcubfTw/VxXn/1RS9cfFe1irTIU8B74c0A8w52B3geKhNUWRQv82lRp9vt9nZ63W637favZ8Fb2vKW/k5/47zlvlkYrho3nbe5/DuUvOZGz2LP5xAL24q6ga+n76aci48k9/nw4ZA4lGXVjfgkjK2iBqAciHNHOruy92gPKHv4cNjb6SHOcPhwqPsPKV5OizUxqmPFopNhXoizQ8xbwTxv1EiSq3kFGQ/W2+kNdgfbD7Y3Di87vUXzmlfxFtZf6S3U+SLJfT58OOR7Zll1I7+3qP5UxVvgk7q3mXJx9RbN/a97TNvewnhX1a74d6Q5Lw4PDjfXW+6bheGqcUutWCntjzhHz/PEuTqrg081P6kdi6w6hyJKxHRRdTBm/HWWf/Z+xu9yRQsRPef3iZFVgRjvj4FPB7uDvUd7OK/9VCLZ3jQTNn4pULZGcE3eTmbvZ9OzKXqivUd7o8cj/S2JxLMBZeP88OEQudg3ES/foLcg/3pz3pK9z67jLeC+w93hTXlL9j5bz1uQi30Tufh9szBcNW6YozfUBcbmXfY7siaJ+JccaPl9mVj77RoRzPrXTvw4fTflHBHyFJCXKO9h7F/2McN5Y01VYu2PhWdTBaK30zs8ONza2hrsDoYPhxeaueBZ5ouLixwHxLycL2KeC7yB7GMGNQJ4HHzRwMuxrANDbNj2g208z8bl2HZ6C2Pz6CG6Jkm9BRwF3mLst+vxFvIhw1s0F77yHsb+ZR8znDfWG68piAAAIABJREFUVGn9RPI3Gt4SH8SGtyhXZi5Kegv5NL2FeS6c3gK+aHDxWNaBbbq33DcLw1XjpthQES7QqPZKkyJrAJGvjZ2BE3VWhz0Rv8uVNIq+VW8gSrVXxqgKYq+nAXKH9sDrI34vehb1dnrRswgEC+jViBDTazITwUUP+DxGhFj8ImZkGn5L7IpYi639ioDfwavwljZxv6v74C2D3UH0LOrv9Fv3FvAqvKWw39XdtzBcNW6c32d8nWo5inYTiQRTHsMzKCsOTYv1NHGxDsnWioy1Sjp3n1zNtXF4cMj9HjVHu+bYZkxXImukgJf7P/SByhmjpTpEdDVfA3MQsEwsTE0LV8CORLivEXumvwv37f/Q53vGFdpu/3pGb+Fv1He40luUr6OsHDct1hvFxTokWysy1iologsmr67k2sA7Vy1W80fY3sI1Uiu9RWM+ydXoLSiTZ1PTsr3FiGvV30VvUV/aOG+5bxaGq8aNGgPjsqKn0enJafQ0MqKNWUeVCaBOje8injVW26gmkVhrXxSZxoWGz+skouQb+N3QPxTz4rdAjRjsDoa7Q41AG+wOUokoA55lJBiVA9U5oDpM3k6gQGDFDKPUNMsc+QefRFfYRE8jRKxtXAfk9JbJyeSf5y2D3UHwlmC1LAxXjRv/nvnXrlj1Mk7XwsU6h6P7PCnf0vkiXsfA2hoHRRydiBala8IMzcNYzUN+hlU10AnS1+n2g20oEL2d3vTdFLM9wLlpEbVFzsT9WxUvK89jX6lrdBQvc62PcgL2y5rbYuPyFDi9RTku/cfg3Ootus+T+pXtLcqt1U/sHIDkYbomLLmqp9reQh10DW9BO9reYuRUpLfo+j/l4uotxt8CfZI8rO32D+azMFw1bopeOSPPWZr0atQWFQI7y5kxO8+avP7latyXV0Y7A10a8VTJqyT7kGkcV1Jk5iZCZ5lKBlbnEP8Od4e9nR4Wlo4ej4BqgViJjnVlTPQ06u30UAf3RbQY6xgoG8oNUDk/xVGfKpZINmZhaLv969l98BaE4fV3+sFbgtWyMFw1bqnkEYitNfkGGuXMRiTrS3ROX/GysfIGSoBxhliSvCSWNSs6IxRb+1RBCVDON303ZQ4Cxlz1dnpQI7YfbE/eTvo/9LvdruZHANrlGVyTmJcYWXUIPqfqZ9Qe9Dr6/Ig9U36w92iv7favZ/QWZ76Pld5iaFHKvSp6i+qgqrnae/sa+1QZ3oI4Q/UW1L8pb1GNk8+p+hl1zTJvQVyr8q2N85b7ZmG4atwUq2rsluYs4Lz/6ckp59PZBwHhqtJAVEiFgKj5cpZDIriAWIFtgSJxTa4+uZx/E6UBKDWWzNa4I2PwgL5n72YoJ8UuRN1uFyoFKFdcZOBm9m4+D/Mm8F7pmxSIG7lT+Sv4PNQzkEkhKnJv890CKeNew4fDttu/ntXyFow3G+EtiB2NnkbTd1OUbW/p7/TX9hbk8r9v3nLfLAxXjRtwMVCw5nog5jVm/Nlbqa6jWpSuQdFvGXGAxJ7UAIBPiVs1Ho93BN4kEudzcqYIiB4x6+nrFBOAqhVhlMJaXUaFsax4WZ8zllg15lagbsHfjjGMR4Oz8jrE45O3k7bbv57hndBbyMUreouxNi6+ur5Nv2XEAdJPqC8a3qLxeOotql3xOVd6i+ZYqe4tfM5Y4mCd3oI6trcYMbGxxOtuorfcNwvDVeN2JU7ByhQAvZrrY7D/E3GiYmoiZSMrQfw8Rpwh0CvqcE4fGa+51gSaAbNoJ0WOgLHs7kqEzgg0InGq9MTX6evUUCaAgrvdLq7JSDDcFyFh2C0JsVgGHh8+HCYvk9n7mWbsxu+ank2hYQA1M1vd9Gw63h/rm0yKDAvRs6jt9q9ntbwF+z/V9RbEGVb0Fowlt+8tuC/WQq30lux9dj+95b5ZGK4aN2JAciOdf0+LfX0014DBb2zt6lJpL3Ai8S8wJtcwMScb5vfRCzC3G/QG5W06yx8VWXmMe6nygdhizt1Nz6b8vbgO4sHQ8UGxYAwY0TT5WVzkp8g/59ASeNS9lLhKBkgf+RfYL3OvJrzzttu/npFfkhuptpcWe4aptxj8xtau6C30H/oG3rz6D/ODGN5CLVN5m8dbDJ3V4y3021reovsU296i+7TZ3qLrCLkPHN552+0fzGdhuGrcNKqKM/JArGPZiedylkZWwDCjgaoRQL66ZkVVByJlztRjlj8qMrahTA0gsmLAMJsP1Dl7NzOeRPMWAqeDMyk6Hu+P+zt9YOHx/rjb7aKH2nu0x/OxRKwpUo4kggt1cM24yKmqmRdGj0fgYXhmfIu/cRPx8kZ7C3I46ZNo3kLMAYAzGd6CBEjqLcglyPM35S3gYf8Yb7lvFoarxm0ke5uOJP80MaCRPyIp1rIYOSDiqzF+qroTbzInG+MAyXUUw+I8ZvzT1ynyC+Be/R/6dvyhrvsxnhNlrKQBPt3a2kKsF+Iv0BntPdrb2trCs0GTQDZuPI8R6xhd3eOYXJBInxoJc9wxplHrbCJeHsm+ySPJbR9bezrr+wdHTyQHRHw1xs/2Fvgh84DwPZNjrfQW7I9lxx+qDzt9m96SHCVreIsR6xhd3eOYXJCeQP2V3sKYRq2ziVz8vlkYrho3XYEPxAcch3WayGymEVbEg+P9MVEq8Clm4YmdjbUjkeS9VvwLtSAu4seoN0RFlBQUBUZS8Y5chcOVNNQ/NEKMqgAUgk6nExdRZLwLUDN0COQvYEQWYro0axx4mLF65vTklMoEGQDfABhAIpkdkiJzQdvtX8+Ct/i9BbOI6i3gYYa3TE4m98Fb7puF4SpYsGDBgm2AheEqWLBgwYJtgIXhKliwYMGCbYCF4SpYsGDBgm2AheEqWLBgwYJtgIXhqnHLPmSz97Pp2XT2bjY9m7KcfcgmJ5PsQ+Y5b5Rn72dNlPPPuV3OP+eok3/OUf/TH5+q1zHOe8rN/a7sQ3Z6ctp2+wcLFuxmLAxXjdv03ZSjjh6n76bTs6n9qZ43yg0ds4+ZXc4/59c547myUW70OD2btt3+tW16NlVPYHnjjtnHzPYH9Rnj07twbLvxg/ksDFeNW3aVP52enGJkIt9Cf4TzTh7mL6/BOWyeZJQzL2fKrsGraj1nxbL//bTd/rUNvpG9z+gnKF/08ptTzj/n8Aqezz/n8ByjfHeeue3GD+azMFw1btOCP4En2cdsFfe6kaPNhC7/Si3eU1bH/ynv4kTNFTlclaPx3vw1227/2hbYVYvHths/mM/CcNW4ZV7OlFm8KivRtAx9y+AWWQUu5TxPnuQsG3UMLqV1yp5Br+nkcDdS9nDTttu/tt0RnuEsgxJp+dMfn1DwnHeWW/8tznLbjR/MZ2G4atwMTmBgZ+cxW8Ub1kPcfoVppSLlZEJax2ZgZXe0r8OjH3HXZZybyK7WaNlbO7KVWdZj2XnnsfXf4jy23fjBfBaGq8YtK4n9c8YBGvyprE71sqEbGTzJjvHLLM6EOn5e5dfAnM/j0bqq/K4yTqnnN1S7uiM8wyhX5Ezrle/Ibwza1R23MFw1bja7cvKkm4oGdKpHHh5jcKaVDKnsWKWm/TxVnrPK0fNW227/2rbeG2j6WJEzrXds/dfx2HbjB/NZGK4at8zSVLKCE1ThVXXXTnli9lbypLKys34ZP3Oe9z+D/znv27qrO8Iz2MqN8io/37p97tV24wfzWRiuGjebAajyZEQDrnH0K0BlilStI5WJ6kcP96ry/Nc5Gkyr7favbTf7Nq5zbJRRVeFbt8+92m78YD4Lw1Xjlrn4k7HWKivhW9XL1TnNDZar8zObezm1Kw9HXHs9VtvtX9vuIZeqXm76PbTd+MF8Foarxs1gVFV0KX8dJ09ayatqHYlqlVc5Py07s/JJ/Gecv309HtZ2+9e2W+AQd41L3R2Vq+3GD+azMFw1bkSFznVCmYtj1S07uVRWgfco1/FwKbu+cb7KvTIvz8sa07Habv/a9o+J92uinDWsabXd+MF8Foarxk3Zla1arYcBnVqR83wVXcrDq1ayq7LrrDxmFusyyn4uVZ1ptd3+tW1tr/inMqrb1LTabvxgPgvDVeOWWzrN2uWK+Slq8SRFr6yTWxpVbulV/mtmFThW2TPrb7R/i/52u75RnpxM2m7/2ha4VMXyjb+foF3dcQvDVeNG7FY9050TBfvZVRX+5DnD80a5yhnPXeqyvTIeVvbby97PRuPlG2cMm8ulbl/Harvxg/ksDFeNG5HgTeWkWGMdlc177HK+iktV/K79DHmJXpWXxDGWlXMXl1r5bttu/9p2D+P9brZ8nffWduMH81kYrhq36yM+W+NZyUhyL6PKy9WpiqjW/m5ylBgo3rjvGkfnb3d+ar+rzcXLgVFd8xjY1T/VwnDVuBHx1cpPkXtz/a3BpWydySjnLu1KEauNZFEnfZMmL5PkVWLcl89pP4/z+f3cy8OlckvT0nLb7V/bbopXTe+2XjX/Np9/mzdxfY7TLGeV4wnbbvxgPgvDVeO2Bosy0LHNqDzHvERDWu+48grxizh9ncYv4sODQ/2W8eR5CefzHKswy6xEwdLzbbd/bbsn7Cr/ks+/zZtjVzbTqsK92m78YD4Lw1XjRpRXZe3UyjVJuUsHyl28iqjTX3899Prpj09gVMnLZPRkhBErFz6UW/ys7Bn8HLGMh9nvpOzdtt3+te0fyaVQSF4m8YsYR5sDNf0MVd5h240fzGdhuGrcVmK63KXKGGc8Rw+vqsiu6mLw9E16fHScvklR3nu0N3w4jA9i45eWPW2VZ7b5k/MtGZ/ax03Ey/9ILkUunhwl8Yv4+OjYZjxN3z1oV5tuYbhq3IjsbK3FwxXy8ti53OJMZbzKeb4irzo9OXWen72bXSpV72aQH5xItgrPK+NbFetkQbvakNi/9HUKLk521dbz+N9n240fzGdhuGrcDPxooLkyDuFhG3m1uL6VWHvydsJycpTo+eRVMj2b6nXwVMDFyasE9Q8PDjFulelGZSqa89mcv9FmS05G5TyDmm23f237hzEqHJNXCWaMj4+OwbHaepLArjbXwnDVuOUFJ/DnYmCdvBr/MMq5i295kGb6OiV/wnWQv5woePZ+Ro2B10xeJuP9cfQ0il/E829zImXi5fhFPD2blt3XmZ8wc8U0Vs9J6Iyl1HLb7V/bNlGjwmhknFdGdUee0yjb77btxg/mszBcNW5OrmCwAQ+XcrKN66DL9E0KnDs9m6ZvUuBc3it5lYz3x9GzCOXjo+PoWTTYHfR/6He73a2trcHuIHoWHR8dg5MZfAtXjg9iD/Yv44j2Gf87KeOm+T1gV9f0gRs/YmQyzpNRtcil6jKtths/mM/CcNW45XW0q9zLn2z+UZFLsYy48+hZFD+PJyeTydsJuNFgdzDcHfZ2et1ut7fTi55Gs3cz9DXR06i308O//k4fdcCuRk9G8fN4vD+On8fRswg9FDkZnh/ilic/of0bPXzLn2/e+W7bbv/adtd0KTyPkz/Bo5Rh44jRK3oawUOiZ1GZdnXXuFfbjR/MZ2G4atzK2JVyAj+vcp6xj/5Pp2dT9DjkTNOz6eRkAm4E/tTb6W0/2MaABKVqvD8ePhySXcG2trbigzj/koOH8Zh9zOKDGOUyLriSGdi/2n57/qPxDttu/9p211gUnsTJn7KPGbUo1aXgaaMnI/gGNE6ndnXXuFfbjR/MZ2G4atyI4Dwxfk4+YfMMT3klcpycTNBfkDOdnpymr1Nwo8HuYLA76Irln/PkZYKZQHzUKay/0wciBl7GMXoWzb/No2dR9DTCXCKeHzXLnq2iPlelTpmO1Xb717a7w6uIb8jIwY2GD4ejxyMQbngLPsVxvD/Wj+AzYFGsAy4ONZQekknuibZ+e9uNH8xnYbhq3Ax+UKa15JY6ZbAlD9b286rcYlfJUTJ6Mpq8naRvUuDf3k5va2sLPQv4k6FdoffZ2tpCHwTtysbL1CqQdT67GnO48lhR66qlabXd/rXt7vAqjlXJqwS8GW2NlXYck7a2tg4PDqNnEbk1PoK3wKngJ6zDHCg4z/at4smNHttu/GA+C8NV45ZbPClzxfKVaTl2bgjWqYUcwaWoH6h2lb5OB7uD/s7ldF9/p4/ILqBpImUoW72dXvIqmX+bMyqMK7Fs7WqlMmH/Fg+nNN5V2XvbaO2qrAWZZK9ii1+njHspu0JE6OjJKHoa7T3aGz0edcSUew12B/oR3AbYyNauyLTQatPmc1v4y203fjCfheGqcTPYVV7CEvIKus56R0QA8gyfQbUrBllsP9judrujJyOuu8o+ZocHh9C0ejs98jPnM+O3pK9TIuUyzcOJoz1al5NrVjm23f61rawd59/m+Ze8CQ8pu5eyq/H+GFrU6MkI7ErHJOVexnAFjpW+SYGNDO0KfCuwq2BVLAxXjRsRnCe2LS/Rq/wcy18GEqdeZddRjQfRFoj9S14lk7cTjeW7jEi+io6pUeWreBLyX1SMY/Rwx7Kc8WUcaxO1q1qt3FD59OSUu4mWaVeqdOqnjCPFR8QrznupdtXi72W57cYP5rMwXDVuBp8oiwnMr82ujPzW03dTxmihvwD+dWJYak6MxYDWZcd0xQdxb6dnrLvKv+TAyOBq9rOt/I0r81w4owSdVzbqt93+te06PnBTRzBvjQm0tSuNFIV2BX/gcAVeBf8pu5dqV3fh2HbjB/NZGK4aNyK4lbqLXV4DIYJUAecSF2PFDLkRyrP3s+nZlJFaXDEDHUvXXQEjU6Xo7fQQBwgNjPkseF9EyeN5cH2DU678LVXyH67c0+sfpl3dTrlsfZVdVh/DkXWUhY8ej/Ye7al2pRqVCnKt/F6j3HbjB/NZGK4at1qcwF92HqFnqKqRf8nBq8iHwHjIn1DOPmTQruIXMVBwp9PZfrCNWcHsQ4acF6MnI37a7XYPDw63trbG+2NoG4gEy7/kiPUiD5ucTPA8xrqc6bupZ5ejitGPnrdnn2m7/Wubp61v4VimNdpHcnFl8MqZ0O7Dh8O9R3uqXSm/b27Xq8Cu/nkWhqvGzUBwdfNQeMqMzeN5AlXVEsCucD59k8bP4/xzHj+PoU+gDvlTf6eP4QrjzezdDCpF8jK5WEAjfRMfQ38XxrCsyDGhihdX21T/jVW4pmdtVtCu/GWQG1uhzIU/2UfmN0GMqKFsdbvd0ePR8OEQ9VXBIrvi+ip73ZWu0Lq198By240fzGdhuGrcgB+rxLBV4VLKqHgG+JQoFVwHMVfAv4gMJLNhTdwXagT5E3oWRAYiEl21q/R1Onw4BKMCvj48OMy/5Jrfnb+Fv+746Hj0ZIRcgvqcK39pGQNb+d4Cu6py1GhDxnxi/MhEmzTyVjD7CSNFVbvqdrtgVKiP4UrzByq7stddoY6uzQrsKhgsDFeNmxPN3QjHAq1RjoUyskvEz2NDu7roCwrtClo6NCoj9q+/0z89OZ28nSBLBXolxoDhiLugPnSs/HOevEqAspHfPS9Qs6Ez2bxwZblKbKRzD7C227+2Nc0hwKj0Xy5cCp5jcy/k2sC6K3gC8kza2pUzfyC0K32AvGDA1LFQViWVNYN2Few8DFe3YAbe92swnqOhTpV9Cu5CzMscbnmJdoU6wL/dbtfQrhAPRu2q0+kcHx1vP9gGuxrvj3HN/Etu5LnAXCJ4lWLzzIpgvP5aorLVWv+wdVc3dQSj0mMuXAo8SWvSV6fvplh3xeGq/0Pf1q6c+QOhXbHFld/rX0H2IQOvol/dsrLVduMH81kYrho3RXDXWUdFZErk6zyioNiW2hUzZOef8/R1Ons382tXk7eT0ZMRtSuspImeRcDUxrOhj6PqMD2bKp+LX8Tgaqy/Hmr2vDdnzGHQrvy8qop2Za+6w7orPcNd0FS7gicA5WhkoD6bve5K81w09B6CdrWhFoarxq0uMyhDxMpL0jcp0K6e5xHaFTkNdgfW65DnTU4mwMuIoYB2BR0LuTB0nhA533gmu7ofsaJgXVXGPHLMX6A1DR2rLtMy3h5++/L7cqPxcq03cE1eVUW70vO67kp5M7zI0K7AkzBcMTLQyCFpr7vSPBe3f2y78YP5LAxXjRsA7Hq8yhn7hx7EUwczKtSucJx/mzNKkFwEI5mOSdyp6PTkFPWRYZ34muuuclEp8mLdFbQrjI7OPa6yYgcsXW3D2ELuv5W8Slizyruaf5svvy+X35fn5+coUMdqu/1rW9Ncyq9dUd3kdZhnPXoagVchZyC0K/0WxqTeTg91wObhUWXrq+ycF3ZeQeNRg3Z1by0MV43beijP0KJ45Ijir38lesKlXWE84NosRCTvPdrbfrC992ivt9NDVgvEaGE/RnAv1a50H2FgZK6tMdZdgWPZ2Q2ULyp+t+MMjW8t5ovl9+VisVh+Xy7mi/m3OcpgV4vFglduu/1r2xreUotL+bUrvH+9DvkxswXiCO1KORZm/Ho7PdRBjsGLKIwSFcrOeRFbeQX1aQO7us8WhqvGjajwmnoVLsIc6kSaBK36XUboUcECu8IZlJGj3dCuhrtD7A2BFVrQoozIwP5Of/RktPy+JPeaf5uP98e5ZGSfvJ0Y2hXXXfGFqA7HJyHbc/4ug0vxH85PTiaMbeOx7favbdfhBzZzUi3K5l56vop2pazdo10xdzs3E6muXdGr1cONfxrfofysjMPpd8nCzwsijn950K7uvIXhqnFbqbh40HFmKT3gQ8quVPXhUbWr8f4YWhc+JdMChgVqBrvqdDq9nd5gd7D9YBv9C3oljQxU7aoM7XKlF7E5n8fJBfPPOXUyxpLlX3LNfWC/mYvVqUUuO6z7McqHB4dtt39tuw4/sJmTalF2TaPVVmpXiBvkntRl2hVzt3O4qq5dKaOy2RWOxlhFflbGwPS7y4UMV4vl8vtyPp9T72y36YP5LQxXjRtRHve31bKuSTI4h400yULIrso4FiP0oE6B6+C+vD5GiMtx4mWCuEFGHrMvIC7G3UePR7Z2hfHJuZ4su7rPr6Fd4XnIGnX3LL4f3Ff5oubsMMo4YrZqvD9uu/1r203xKmVXZfX1vK1dgTPpG44l57pqV9C0UB/sivtj+bUr1LH5Vpl2pexK13UhJ28Zr1IWZe9rvNFc/F5ZGK4aN2VUXI0E3Odcd+X8FNxo/m3OUcRgJ0Zkna53sXMGqgZGvMzRCNoVsTDXXWFnWEO7Il42tCuyK+R0N3bINZ4Wv0vzwSMfh51PgZyJ51Hu7fT6P/T3Hu3hSGVlE4erm+JVONpaVBm7srUrMCTNxa4511W7wjvnqixlV37tCnWqa1fKrqjLpq/TyclEd2gzeBX4E7hUbO1rrOW2Gz+Yz8Jw1bgB5TFaD0fyGEWC5F42gvboXkpTWFAsbGtX+efLnfeIl7nuitoVc8FR2ULMRX+nr1ktMBqRY3m0K9Qhu7qI5nBlpSNbUiwcPY0Gu4PB7mDv0d5wdzjYHQDRA93zPJA+Ph09GbXd/rUNjXixfvZ9ZmRNvMAuVh0/u7KvY2tXGt2XS0ygjgdGHCmVLdWuBrsDbTWMbdOzKWJNDe3Knxuw7EfZWTOUb+nd/VwKz0ZfGj4ctt34wXwWhqvGjQzJwHFcX3IxkokGwzpZsTOvk43ZChBZi2Jh8I/5tzkxLzEsNQmqU72d3t6jva2tLfAkXZUFdpUcJcDUqi3hOaknUS3LijwXmi9OuZSTP+G+/R/6wO9YwYPc3jzDIzJr6BmyK/yWttu/trGtMRrZ+zWrP7BOGbvC+7SvY7MrxmQauqPOtunYwBySSbHXMO412B0oD74ItTiZXKxJv6pd+XMDlkUzqs+YI2hxnjkzPVwKzwZPQzRj240fzGdhuGrc5sW6K0NlwXH+bT57P7OVGN1HylAO8F0izfxzDnXK0ISYsUK1KyoWWAWMMcngT5o1x1gprJF7NiI28kpQx8KTgFPiGbi+CkoYORP0M6zaUZ6EN0DORC4F/oRotP5Ov9vtch9brP7ZRDWCWUKcnABvGHF3ibU3lc2Zyspl2pVeU8+oB6K9bO2KXFy1KwSUwpdsLlUWK6jnPfzbOOK+9Ku9R3t4Ti3jGfj8/C2o03bjB/NZGK4aN+JfzubjSFyJWTXGs5EPAYeqlsPzzOpmcynm5XPug2Wg7Om7qc7w6B5FabGH7OjJCHgZZY92NX03JSdjDngbNYNdjffHuoKHObzBq4zzuG//hz6wsGYEx7ecmBrP3Hb717a80PycnCAXVclegWdzprJjmXal11T+pD4GjmtrV3hOQ7vCnsJAPzaXsvmWrV05+bezjDvSh8G26UUo4xn4/DwGdnX3repwlb3PZr9bCQL+Pp+dzQY/DpxfWcwXP//7Z0Y/f/3zq1ljeT77fXZ8dBztR4cHh+P9cfpLyhjT1fb3+fRsOvzRPd1c/e7j/XF0EEX70a+//Mq7X/zeys/iMSJH5OjLP+dQGjBO4LyiUZY1C5+BIuPn8VzWcumnuKYRd5dfjSG0kbURtaV507MP2Xh/jHVXvZ0etKvRkxHjNeJi3XFeWbtCzwWepJwJK3hGj0fcQB37KhE7O9+GslWNG4QOdwNNeLuWi25kH8u4V2ytl9KjrW/ppzYn05o4j/HG1q6UgbGO3t2vXZWV7T2x6C3kSThv8yStj/Pk3FwTpmXVt9pu/GA+qzBc/X0e/RRNfpvoucVfi9nvs8HuAOOB/aXsY9axLPsju7zC9wXyifHKs/ezTqcz2B3M53P/E83/mvvv/unjJ//dl9+X8UHsvPtivuCZ+CD++l9rnKtphurAox//GhwI/Tv4zeHBIWbVyJl0bRNXRMVF3BTLiEsE50Cdi9jf8vzu9nHydkLeBqzK7OzZx4z6BBE68w3qai3EKyKmgzwJa7+Ayg3sTF0Ev13XVwFNAx3zPUDTwqfXbL7bt/zqejWDY5VxL/8+Vba+pXVspqU12e46M2zwrVR2CTE0JL925fF/Y08scnHyJJy3eZLWxxk8A3iecj6rnPwxAAAgAElEQVSyMfLyths/mM9WDVd/nx8eHCb/k+i5yckk+Z+Eo4VjwPj7fLA7iPaj46PjwY+X1ZSHTX6b4KTyHqj60YEP45yenFa5+3h/fHx0PPxxyGrKwzx312DWn//98+DHwfzbiuHTb0SLNhYGR8k/58hfnlfYB4sClf5T/jR7N7sQtIq4KZanZ1NGVZWpArlkpphb+QmN5zE4GXQ45Wf41coXgfG5moerrFbGByKWkpyMcYBAx+SmyG433B3yvtdpu1as7G1rTCDOgzPFklcC/qBMHe9Zv6vsKrH2qVIu5edbZRqYEddH30POkVjiPuiBvCy5lK7WUi0Kra+cm/sa93Z6yjjLYgJtrUt5WNuNH8xnK4ar+CjudDr5F8dib+VPxkfTsylnDsljjOGB403+f5cXPz46LiNMhil/Mj46PTvl3cnhqtw9OUqMCy4Xy06nM/rXaPF9sfKRyoyYUTkQ1kJxPb+ex18v8HImOfe4QkVzsRMLG7v0Ts+m6KGAaoF5JycTjkBkYLovEeL9yIc0rgwMBuMrWFH2MYNuBK6Ga/pZIz5FpJ+um1GeBE0L3AuciSoXeJXmo8On1E7IsfBp/4f+JuJlz9tzRglqXgnwIVVJwb30u3NZj6VKlfIzjQ8s41t63vnMjOJDDkmwK2icypyMfa2Ui2scoLIrMHKcV3aufDQuiQm0tS7lYW03fjCf+QaG7H3W6XTKVq58/fNr2YCRX81lMv82twcMnokOovO/L2pGB5HBb8rspu5+eHDIu2NgM7gd4uWm/ztd+Uhlll+N0+MR/TWQqeI+rJEqiwy8iAJ/eZkkTfkQGdLpySnwLMYqlnF+9n6Gcl6s92LuCd03BHdPX6ez9zPEg0VPo/xzjh2wlt+Xg92BoV0xj/vk7UR1NWJbciDwpPhqvB+1K3zKzN8ox89jlOMXMeIGNZ5QYwU1t8XaDdeWgTOV6VW2dnVBQYQnKQdysnAnT1Idy1/Wox1DyPVMF0TNyrmuXKpsFgHjpbIr/1G1K/U0zQ2POvQ9I24wrLu6++Ybrkb/GnU6ndP/nDo/9QwYjtuwZjE2JP9OLkesnyIsO7cZT5ld8+6MwsDdF/PF4vvCeffTs1OcXy7WjLsAQpy+m5ITILM1dBoiSo39yyWXmqETZEXmiLlkFNS1TchlzlGKY9Xk7YRHcC89z/GM540js3IobwM+HewOoJ/hu7FEBqp2FRVZvbn3FfZMUtRMdnV4cGhEc5FLoTdkfCDYFTQt8D9cbXPzFFzsAV+iV2kZdcBvjFwnuibPYEVlPEl1LH/Zzn+hXI3rmXBlO+d6ldzqF7ORws+M+xpl1a7w3pQ5kW3jU/ieETcYIgPvvpX29fnnHN109j5zVlhjwNB4DWDzjhjW5ThC+G7x7vM/TZmKN5qdrblzErUc5Ak8PTnVPIGcwafWAsSKMmYFoUAw9znWryhKpb7NGX+MQzpi6VG5F8pY1YscfZOTCcpaB1fjEXWUkxm/i/OQYIdG3KPNri5CLV4myLermgTzUyA3fPQ0om6hvBOcLHoaEU2jvF6rtWjKn2KJ69N1Vza7KuNAqI+2UI6lfAjXV3/wl1HfzrvB65Dlf/rjE9rRyMhO7y3TrsiQuI7Kjg+0z2t+CluXUn1LeZXysLYbf4XN3s8cEdrn5+fn558+fvr1l18nv02mZ1PictP+vphDqnXTTx8/pb+kk98ms7OZ58qYG7vynDcRWa1W+tzpm9SYQDOs+oCR/1/eQdDdX1cUoMV8Ef0U6ZhxfHRcMZB9jbvP/7oyFM3nc+PuyVFia1SLvxZ8tioP5niAgl0Z+BFnDBXKnv0v0y34KZA1sTY0J5tR6ehlMKrk6l6xuI7NsXTE0ihHg5MZ/Ay6l3PN2faD7fR12tvpMbOcjZ2TVwk4E3Ax1/pEzyLmsCCj4potRgbe/Q7INuVPGten666Ue/k5EOqjLZRRKR9iO9qs2nk0YlyNLBvUqOCl0Ja4Jp3nVZeytSvGwXIdVWzFB9rnlS3ZupTqW2U12278cnNFaMOmZ9PB7iD6KVqJ9dmrV7zn6dnp2leevZ8dHhxeP7JarfS54+fxTQ1XCKBw7us6/d9pp9PR+L34eVxlTK57dydHxN01dtF59+o0zmlEjkaEEuf0wKUQfYARxTmzz5hAZ2yeER9o7LCg2SgQczF5OwFnQplcSjmW5rYwxirmSje+i+dXvqUqgsbvOZW8VPZVQoZArJ1SzgQWxZwX1LQQDqroe0PVCKeWY5TtHICqS9ncC9zIroO3bfBs5dBOjsWoTnqUk4cRIfF82e/SOsqN7HVR4GpUOnmekX6GXqVsXo84D7dRHtZ245fY3+fRQWREaOM8dA3V4MsMsQhVu7LiyhpbUGZYBWRf+ed//zz8cXjNyGq10ufm7a85XOVf8k6nk75JjfOM2Tv9z+nX/37V+D0ngrjZuzNeEXfX2EX77tccrlQbiGRPJqw9cq7bx5nDg0NjfQzqY5xT7qXXRO525gO8HLGOEmPdjO4Poms8jfHJWAHKmUCbVykPw9FQ7Kjb4T0Ye9FqzCS1K2b+1n1sNfOFKl44jzKw8ybGenkUHU+UoOpSNvfi/hpGHbz/Mg5dxq40l6BmFDSONo8v+0VaRxmPvS4KXI3tbuQxsfUq1Uo1PlDVrLvProC57QhtnB/sDlaOKF//+9W3+McyxIRf88qMrK6R/MFrDQ9Xy/Px/vjnf/9sf8KVTxh7F4uFcqyVz13x7tF+VOXuy8VSOZZReeWr8NvcyhmII2bwuEbqMrb7ZaKRgYz6wxnEgKEOeZXBVJwRXPZReY/GJbIP0tHLHuF0PDPGNhzBjRTtKh/C3fFb9Lfrs2G8gcpFpJy8vMgRhetDgeB6LPIwfHcThys79k/1qtzKW6F6lX4XrWDHBNo5Bu22q3LEt4wYVNtnqG8B2bA+ztv6qJ3hxWDhyasEb0bLuh5L9So79s/WtO74uitwFztCe3o2Rb/06eOqTZCX5+P9Meuv7GBnZ7PqV472I9a3r3z9yGq1Zoer9P+l0U9XuKS98okfKaNcOeN5m3evPog6Tdc/eTQe9heXY5LkDCT/AFKOZQcjrpQiD1vMF8rJVBMy8qNTH8I106t7COEZkGMCGepQB2gUOZm2H2wzFssY5wbFjlO6RgrsCuuB4iL/IXUaPQ+9SvOsM3uhETeoezKlb1LUxDNs4jJhO/ZP9Sryabap6lX6XcbdGDGBNhtzIpKVR5uB8To6/qnKZcSaGmfwLYOLG9oVY+Xpbyjreiz1DTv2z9a07vi6K2eEtgaLLb8vv/75Nf+SlzGh9P+l07NpxRmpxfcFr7z4vlh55dOzU8+VOUauHVmt1qB2Nft9Zsx7zv+ck+uQS11+/Lc5MCy/L3/95VcgxDXubsznfv3zK+9OLuW5O+2aw5XGBCoCtZmKMe8PTYj7Dhv6kL2OCnoS5gM58hlHZ/6I9OqewvqpcjswMMR3Ab/vPdrrdDqI04OugLi+i4RshUKA3BNUEYBnyauQIZAMj+uoEE+IO6avU+aqwHdx1Kw/0P/wXWQXRF+2Xqu1aGhTskznuiv91B8ZiPq4pq64MlrZYLeqadnnL3eyt7ylbFTTsn3EFTSPn/Ie5VLKsdQzy9ZR2VxKeZtqV3czZyAjtA3tf/b7Bbwe7A50XsqOG5z9PkO/V3G40ivrnNN6V57/ebHsdXp2AwSrqchA/VSNv5nXZ44+rruieoSsSHhxRszeTd2d+Qm57srQruZ/Xbzu5MjSOauZIkdgf2P2zMCkN3L0xHTZ6BXsCmubdH4/fZNqXgBgUo61iNMjW2IkHs4j3g+/SzUnMJ5Y8nSQRTHeD+ux8Ga63S41CepSyHFATM2ysjdytfVarUVTpoJfdLOeYER1roz9G8uewvAN1NHYQnJxjdPTOE8joo9tij8uzeNnsyKtb6tTuP7lCFrwddS5HImv1rHjVKM7mTOwrB+GtsT+arlYsrfUceXrn19HT0ZA7RWHK6YWupErX7//VCt9bmY5Klt3dSXO5CrPW8wv6aRhl4tw/74YjX795VecQJyexubpF41Z1CuxKNe4e/pLWnZ32PXXXRmoEIiP49PKSAf7qHF9/n6qyhqa05PTtNgr1jhPdsVcFczyxxyA4EDcH5l1jLgyPI/qDcgvwH2BMaOIayKGEIiYa2WAghETqHGAg2JPYc1/oXkx1mu1Fs2YGYO3rD1i2e2u66XKfEPraO5BHJX/KZci0ypbF6XnwWnwx4Uy2JWtOWl9O/YvKXYAIEtTvqV/fVqnLG6w7cY3rWyWi7yH/RJ7bKpcmDAkH6g4XJGrkQ9d88pVblrRSi/BuVE7q8Wnj58mJxMdEg4PDqdnU85OGuuZ1K7MYP59fnp2OvrXKPopig/i+Cg2+Obs/QxR//ruso+Zcff4ID49O13j7tOzKe5+eHB4fHTsXH93/blXxZhkD8YoVZ1daeyWc02VMjlGxtvYWc8gNgyoGQxmcjIBEyJeTt+k0LQmxY5W4DTJqwQ5AtC3IkZL+QHzTYCfJcUeWppdm3koeAbjuuoKwMLc40ox+NbWFuO7yMCYz3C9VmvRNMf59dnV9Rl59aPGoPLKynU0lk/P2wqW8iHlUhfb1T8cgscb+SnsSD/WNPYOtucYcGy78U1j32UMVzzPXuvrfy/HDKjv0U+RovyKw1XFK2cfL2lM+8PVeREf4s+PfjvWkTnDWzZEtlSJrS8z4n302pyR157CHr38eNkzhhl1ylQEjmQ4c3pyGj+PJycT6EzTsykUKUWm6DfRKzFmb3o2Ba9KXiXYW3Zg7T/U3+kzshGoFvn9oqcR4jWAbYni8V3oWMzzhmsCTUOjIlpHPBh1CKDvQbEH8Q06w+2YshbwiVsYq5w8rG6ZHEuvrFxH2Y+et+MDlQ8pl9LYP40JVH9TvUojUQ0/GVs7zJXlR23RyoYrmwMZlcsEEXs0MszmbXrl+Z/zulfW7173bfg/BlMx8kHcsmHfqXbu/fd5p9MZ7A6us26A2BA4EdiQ+k0sewQTe3pyo0VXc0vzu8aYpCNZt9vd2tpiQiM+D/oXalE2Xsan4D3gSVC5sC4KsYIYveIibxvzBRAFj4v9q5RRbT/YxpoqoN34IAZnopaA+vFBDO5F5UzxMpkZkbVGhW1uFjj8FrQ7NT+DB2jcoD+Koe6xLA5Q+RPKeAZEh+I5ed5gV2jHwe5A+ZNyHZv3qJ+jHTFVaNdXrmbvF6w+Y1/H1sDabnzTyoYrQ7syK/939XBVFvtgaFdrXPn07MqEHM/fwNvwfwwdKH1tLrO9NZt/m0f70Q2ui65l2Cv5mnfnXDmOXBuUWHvgJqt2fqpSR1UE1Ozt9GyuM3k7Af/gzCRGJqxnAteBRkUsvPdojz3aeH8MTkb8i8h1oN1ut4s+BTvgTd5OyJMQBzjcHSIGTNdmIfZP0THULOwpjJEe55kPcLg7xBgcv4gZfwgkTk3rppzh1gw8Ei0IfmDzAFWS7JVw1zmWRa4rf9LcFsQlo8cjnrfZFXxP+ZNyHZv3GAxs+HCIYcaurzU157rGFmqsoF7H1sDabnzTyrQr6kmaHA5nEI6/XCxnv8+mZ9PZ77PZ2Wz2+yz9JdWxClxn+X2Z/pJq9PXKKy8WC14T1//1l1955dnZrGze8vpvY/Ul5vP56MmojDk2atkf2el/Tq+z19R1DMrZ9XNe8e92INkZ0LMDmaJPx166wImY5UdN3W9X0eK42C03KvbVtTkZxi3qTFGRc48xe9ST8ITQqDjjB+0kKvbigsaAnpE6FpFy+jpFfnQ8M/gc5vrwXf529BedTkfrEDUDX5OZ4S1xxRXXbOH3ovfEKKu8CnOSdzPWa6XhzRucgBxLcwna+/na5ZW5zJ3XUaUQPqPX1NFI13hdxNEcxDr+UfvUM0asIFfydbtd1EcHB6+4CMEospwYK6v0OjZnKlt9pUxOy203vmlpSWTg8vsS67E6nQ7mfhjbXNZXOxUmjb7mdXhl9L2M2a51Zdj1c66qVRvx/j7HWHr9+22Kff3z6+S3yY1kFGbcAUYL4L5utwvOgbEKGJmZ17HeCLMuaOxuiSGuj/9l/nKsYmG2CCoKqmlpL6NxU0TZYGB48qTYExY1iei5LsqD2YHBqVexEwTXxIiFOt1uV3NexEWedTAMrFDWNWQ4MrcFrkledTdjvVYax2DlBORYkeT687Bq5zqqKkfVzMBrQUT0muZc39X8gQa7UhVKzyjvAb+BD+NT9qEcrsryVuh1bM5UlttC12Bpue3GN41cx865Ov82h86Enhk14+el+Mw5qOgkHuMy5t/m0Mauc+WLS93OuqtgN2XUgTCfvlfspWtEWHCdEGfSqQxRUTDyBw4fDrEimLupgq+gvwCL0voT2d0KXIr9iKF/4DzuzjFPo0ImJSudnXH5RLXgT8C2HLTAL3s7veOjYzy/wQUNpQojVvIqoR5GBkCMrDys7favbXiTfGNkpTYfUjULvBzfhVqJboIMvtvt4rsEQFQ0ua4OiiZ1KdUy9for1S/VkwxtlSpp2TykzY10v2C7zBY/PjpWH1B9S+9u62TKutpufNOYY8K57+Dir8Xkt8lgd3B8dBz9FPkZhXNQ0ehr1Zzmf81x5eQoWe/KsOvvF6gWhqvGzejHjXUq2tdTs4FeCHbF3BZ2mfHol1NqO/3hw6HGzjEWC7PzmimHOD1+HqdXd8zC2hqNOeRqKu1ZIsk0qOOT8XvxiygYMP8FRi/oT+hYwQgZ10d9gswJd0yu5phPip2OiaD5uzaRXeFN7hU7KQ93hyjbTEg1LbQmvsvpVrxV5hnBt5Svw2c0MlN1KY390+uvVL9UT7JzUeo6BzvKw+ZGFwNMsf+ZUda8gsqTVN8yuLihkyk/a7vxHYYplqaBV6eZ6OvrR1arheGqceOcCTEmMTLznsWSi0/jlMAh7BFO//6hHxBpMr8DNTDm02OMH/UDcD7OCgILs09RngR9iJGEyVGiMYFGZJoxNwh+gE5za2tLFQWDF2IyUNfKUHXAL7JnAhWPD4os7HGRW6HFKKG1Tftuex8y5Vhl3Kssuk+vieHKjjnEWGJrVHYOCzsvOz0EV7P1qljy/jnZ+eTtxM65bvuD5r+wFSn/vZyrsu743tNgP8Z+gTdo2Jvq5q9bRFbfVPxBGK4aN42tmn+bA/Z2u93l9yXj2Zg9Dwh3sDtA7jv87XUsI3aOi8x44C5UfbAqBTwD1wd7o/bAHH1A6FDONHZRFS/Ud0Y5k5kZ7IplsBxcExwL/Sx5FagV3BpThbonlu6krKqMjlu8cq/Yj/j/t3fFLm4c319/gkuVcXfX5boTpMl1OXARgQsfpAgihTlchK2MSbek+GFSGJEiHCkCchFwE9B1l+ZAKQL3LQxKYXDj4ooUKlyoSHG/4t0+fzRv3mhG0u5opffBLJPN7OxqZ27e++znzRuOG2wvu5L6k1StNO4VsFXcJpsrJ+YQ8wS69maxZalase2hNqVeJZmW8xV6+PP9xzpcp4Vrp4g/3QdfKNpV+F6YFwPXb20zF681Qvv2w+3Zk7M6oq/Hf4wb2u/KsCnw3wnFxpTPy263O307nd3O6G+e4vpQaTiEPU852oLVCMS42gv4Xo6GtU1s7Zw8e+yVc2whRYJR9BfzPIzFIHbIegk/M/nROA86MWDDn4e0Poz4E/nL9Bv5exRrV+Qvn1V7WUlfnt4h2io8cj4L8qnpd20kHqlh0HujfH2oB2Bedv6U5+hS1LP4uQ9HC0YYIieTe1/hee7HAeTO//TdGM4vWETIh7JgfRd1LPktEVUr9GawzCOHeZhk2/Je+H9R0yogNjJv1wcwu53VEaFN0deb2o8KsanIaoSZq9rh6D2dTodVFvL1eE7hWZu4CH3Hf/P6jcOosDB6PcJs1hRzSEyLjuSD0714F+NelXOPPWviIv0qlzmdH1e7itC1dOzDLkQl7Dw0qPK1j0TmQ1YIiOd1u92jgyPUTjhmGtdOyTVA7C/zU3lz1pWL69Jy938y6L1Rvj40V5iXnd+eo0sR3wqYK1y1xpwMeZvMB48RgFgTOZbDtPD9L3zb9O2p5lgszJVOOhM9PJbx52NuQFa/WLWV7Ap5mHzavF2/BP/d0Tqn3M+xHBuMrEaYuaod7LuRL8l7R5VVbvIR7PGDvIc8wfEfY16rRLMPz1APHjxgfuPEjFGOidNq315cp8V8CzUtVkGKKtcG+6f8vZHKZ9XerJx9gPNreBUsOrIPzkoYRXyNquwG6CkjYwt80cJjYC1R7v5PBs7v9N56kOdCEg76vzQkiDM5343ZaBEHopHG/5fjA5mvU8ZIHo30JIdVtkZnNRjGKDLHGih5AnHMaOxqAPn9cD3WvdGCdVSYw8L1Wny8StaRYyZ35xtCMHNVOzB2jv5OSDcavhoSRxmI3BYYVUXeH/uSxEvYYr15/caJbiJ/k7Sf0yo3Oe8yRXyL6hweHJIfjXvv8k5UzJPoGUi9wPyHjq9NHm44vhm519mTM+ZPrED0qjwFgegSfh7kf2xTUe9pac5AJ/aS8yXS76IxwOaK10Wxueo/6mvmalBl0B98M3BoCrdJ2hXVofuWVfz30cERrgNDfoZrwkrY4fd0MU8gq5IDPXcU5vfD9Vj0eLiOCnNYeFl4KN5EWXmWu/MNIZi5qh3sS5LnyMoQHzEakGZbilCnI2edmP4zpb1fvcfhz0PyNOkq9B9Jr6LzFKdHf/8vnr8YvR5N307LH0v2hfuwn29ZxSWOqvwFlN+PeRg9G/nUqB84a7nY2uF8QdeiTaK8Hs4qGbwKY70cvYTOE89DNauN/rLzlvpf97kfnXwWwyqec1Bl+qcyvX8aG/OP89vb2/nH+Xw2pzKdxwwjGKVJd5T9SPXv4yYqns2j11nDx/zeidxjLs6cJjIynt/JAHIJOjG0Sxm5bG0HuPhewcxV7cDVJxS3xn8tN3/fkDdKew3zTsH814V/abcfbm/+vsENYadvp1TgHWZJeRr9Nrr684oV+9HrEdXh3UMwtwX9DV/9eUXPxgyM86Zz3ooC9hQmO0Ff/zmKzIklc3gVM0XysntV/kBeB9PtdnHPKodfSl0K6/C7RU+5pewK51NWE72RgcjAkEnTm6exMf84d/7RearP5oriGo4OjjhS1JnfqT5GCWI8IY8BZuRFlZtfxuBJZSt8RKuDUXyY62+prXKsr8axcne+IQQzV7WDv7Mj2yDL5KwLYd8TrRRfNb4cT99Oad88sjqTvya8kx4eJ39NHO41+WvC/5dXaDJ/It2I9TCM+OAcGXLuKL4vOp0O6lv8WzguEXUpbp+/QckyrsHinBeYl515wMPPHvaqHIOci52VP3yrufs/GfQr5G6/chdgfOdYh8oUSYgjgc7Io+TrdB7vgvyJzvcWc2Aya3fsTaGsf3JYDq+vkqOxI0DnnRF76MsliCNQ7okl827k7nxDCGauagfvyYRrUJDf0F69xIR4b9/p2ynlrZh/nE+uJ7cfbke/jaZvp8zDKCaQ9qkqvi8o1/X84/zqzyu6dvp2St60kwsDrSbHBJIvTHyFvGDMd0AWjr7UYU4B4kOkhA2qzFKkfLDG4OQgQOHNC9ZjeMdh9ILJm+aMD9w+5/IYVhlveTbM3f/JoN9FlgnzSlCsIJ7HGR/rUHn6dsr8G1k4/cMy1mHiPn075fxhyKFHVR6vewHpyxPuC+pBhxvFK0n0l4LhjqhaSUEOoeUSxLEn98SSeTdyd74hBDNXtYP+JtlXZS948teEFCnc25f8UPZwqWZRZfBjb5fyDpAfzVxt+GpIZ9Arn/4z5TKd5y97rFex13n61SmFO/PuvczGeKUOZ45grcvL8OhY/ljyHl2o0lGkopOTm46sSfBxCFnm+Mi/CJU/fEuc6Sd3/yeD+gL5DZXprVKZamp8COvjVZKxSfZGNXHtF83jyKWwd4i74N5X1O/DaoUTM2bmQGhfkVfhWivJsbQy5rzA/IFSqULWhfGEyP/ydr0hDDNXtYM8WfrL5JVPFBfHe/hSHeZPHBnB1iX8RZ6PQ4jN4z1eh7BrMK6AQdaCq2eco5OdD5UhZ3UL3xfrc04KJ3sCrS3DtV+c7Q3Po1ozhKg/jqXEjHneY+7+TwbFvCG/oTLZHipTTY0PYX3iW8SlkHvJvYCxfVz7VVbRm8ylsNfuE/fB3lds4ZDfIAfir5f0XYF5Fa61khxLAyqdmD9QKlWopWE8obGrtsDMVe2gWYC/jxMDoJgo5Ao0R3C0Be7c6uje6DNi9BRrSPg1BnOJ8lWcs4DKFG8m91LCNjHOcCD2WwpbUIy/oms5votXgzG7wn28cM/ccBnbcerk7v9kyDx+GCWISpU8huMUtIiDmBgHXJ+E67dwPHCsJo6NweL+194xo9WXZXwzkWMjqZ3cnW8IwcxV7XBmAZxTqEw61tWfV05sBXIUaQMcLoXRYtKehTUDjvpzou+Gi6udnBgq5jraveT6IWRsrBw4HGtQZQfn5wkzv6V1cvd/MmQeP3qHWJbcKLwrhxwz3lEUuNbhtbx+C+MVed2Vw8JlfzlqllZfHh3mHai5Wju5O98Qgpmr2oGxc2iN+LsZrkwaQa50zI8n82E7frGzlsUbW+hcy9/ri8UMEUOx2snxf2Ud1sMcS8m/i/mcw9X4PPvpTt5xjt1yfGQvV+N9m1rtL2PuPo39IJfyeCFKXnasj+/fWScXaFPmDZHcS/Zv5LooPGrcyGFFXt6mXVtAfg2tTu7ON4Rg5qp2SI8SOVAJuzfhaiFkS3TG+1ftrHThr/YaG3MYm3Ne3kVjV0473tbc74G+FhyPm/epkr685FWDxWwgzMmcOrn7PxkF5O7T2A9yKW8/ensE6+MbxvPhNrV+dM54uXiSxQqwIuadGm8Lc/Ew68rd+YYQzFzVDvbpHD8U1/8XkJdvINaCIN8qRVSF18tmW7U0UsNjmYL7bLGmhfdCvuX8Ll7jVbJlln0AACAASURBVCzqYVxmtYN5FedxcPSSwrfnE/I21lEGVc74NvrLxB6c9+ZwINSKtHciOZamS8WwqxWOklfF8y38LZI/aefxbyeVYxWWM3DrYeaqdkjvsqh25pXeKCoBknt5v+0gu5LeMdq28Pwi7+Kckd8AHV4o7yV/I2dAwF/tcALklOViNkWHdckzUtPK3f/JIE0F80dIDiR5Z5j9SJamsS6NXa1wDGtUMdciH5K/TuNVq3Gs0rJabD3MXNUOyV20v1VpD5zoczyjxXEhr5Ix7mG7hZzP+1SOX+zk6OOrRosZAgeLOyE5MYfljyXtre5wTeR57C+zXuX41MTJHI5F5dz9nwypCQX6q9B1TY1XbZA/LR3PkqN7eVUMD5PcUatPZVyDJa/VdK/cnW8IwcxV7QjEE5eL2pK0K3ytt+yNBNOsV+C+YXYly9ILpjx1TlSh/F3oBX+yf4vsiu3WqMoIzCoU7ylcCJUroGnl7v9keBmnZg+8LEoeYyIGVzsG7q6xq/iajuLrsCutPvN4XoOlMTPJz3J3viEEM1e1w7E0jrcr7QfWlF9pwscStAdv+0vnKWlZi0W9SvrytGaLyw4H8vIk5ATeI+4djNqV1C1Qr3J4Fe2hnLv/k6HxoTAr8noqMWOmJtYV4EwyllW7Fvs6hochn9N4VWHaVWth5qp2SK4T4E+aJZP/V2NXjtVZP0ow7N3jOhs8UyzuOev1l/EuzKikxz2oshFSmbPOf4rRAKaFPI/q5+7/ZIS9kxj+FO/f1Me6ApxptLhSMMC3kAnF8LAwGwtHDxq72n6YuaodXt4jbdVQaEsBTiYtluRV3ja9/Mk/1yjxgXgeuRT6s2RL+Fq2NFJ7cNZjDb4dLFisRR6GcYN8X9wnDLng8NWQchvm7v9krMaKVjtSVsDA9+oV+FbA5kmtSPIkLMfX1/gWMzmvBkbtUx3SunJ3viEEM1e1w/s3r1kRr63yWiPO6e58yZFMTrNSTgSEdi0ypFEVQ8HeMXOaEtSv4c9DOs9PjgoT6QpUp6x2rXTiD7k1uhZXnjn3YqVK5sKgHPO5+z8Zjdmq0W8jyhCm8arV+FbAwsXktsByfH2NbyGT03gb1SGtK3fnG0Iwc1U7vN/ohr5vNeXi10KvGlHq3wNjrCCeR3+Tzzu7KGGODCqjP8vxeKRdOTaP/FaHb+G6KOZn9LtYi3J4kpbDELUrb54CysCdu/+TIZmNpi3F2CTMf6FlF1yNUVFNbY2XY+2oDmVDl3xd8iqM69P4WdjKIq8qlJhAXKdl7Gr7YeaqdixlV5oNc1iOY6twDpIzTuArjWzTy7GGoAB5fWeOvyJO82n2WeQ9Q1417Ft3xbyKYwKRz7FlwohBZG/UWv9RH/MN0n5dtI9XG82VnOudURHweOQR819gjsFwm5EsarS4Msxrz3C0UI52jQk544rj+jR+Fv6GibwqRrWikZy78w0hmLmqHd6/f+f7nrQHBewL7nAgabHQxmj3Girf+rztF4uZnBz/l88XTwvePUjWwefx5hvkXAwjX15Bx2J58xdwBjneK4t952G1p1fu/k9GeP7VuBf9dq2mZFoau9KOmKMEeZW8i6MbUQuY+1zTpZzR7pzH+EBpranf5fiXOQZlGY+5O98Qgpmr2iF92LLKUOCwK7QrTh2cKZxZw2uTJN8KfKvBVVBD2vtR5LMYVbkzqGWqg1nDi8XYPPZt+RvOECIpSpG9glkX7fdYgkaFHIvZ1bCKEqR9s1D94memlnP3fzLCX7c07kVcQas5rPTOyKzt8shvfuE7W/XO5XmH/WDuc02XkmwMz2N8oLSRqEJhHZljUJaxTu7ON4Rg5qp2OF/2At/3vDORtC6OrfJ6ypIbYU1p4TA/hde2sf6ET0vqAmtRHH/l5GWg9ssfS9alyAcfVjnx6I70DGdPzoi3UfsynpA5HObKI53MM8O2cN1Vaq4/eQxncw+3iVxK8qewVbv3UZ57bFh8jJ+sL/sUuRGe1+qjHsaqmPcZcne+IQQzV7VDUwjQF46xScPFL35DUK3k7OZ+tXtWUH2vNUKuQ56m1BIkYyurPatKiOOiax3VCjkc1eSdU6hlzK7N3wnLxWzr1AI/m+R/+Fu43MZ1V1IHCutM8kgalVYn3CZyKcmfwgyM2ZXGfmJi/GR9WRO5kWRjsj7qYXKEY83cnW8IwcxV7eDv7/hXjV/GWHuQjArPoJ7knYMcy8df9mgGYd0C2+Qn4dVLHLPHXx0dzQBzRvSOe7RPVVntdcv7+bJdpDtSPBhfS2ViAMyrSAOjJ6Ej7oPl5NsuRKwg/mr8Lbn7Pxka14lhNmEWpR1jmJz2PMhxmU9LC0cap+Q0yIHwTFjrGsDeV3it5FKSl8v6rebiewUzV7WDv7l71SPkQM7R8WelpXFslTNHEKPCv3/SeNhSsjVi7YfqnH516jAY9HyZ91A8Hu0qy/XPnpzxefTNkS05rA4ZFXM18prZg+b2kYE5TBGZFkYb5u7/ZGhcJ4bZhFmUdoxhctrzcI9Ipos2j2ICwyul8ExY68K9r7Q1VeGcgfK+xq62H2auagd/i+e/fyfuIOwpO/aJGIl3VuIWmLWgT3r61enJlyfkbxK/GS2uhTr58uTF8xfsBTMHcliLtgcV8yr0ebGdIazB4l9K3yfZTz/6/Iieh5kWPjPG+zl7Yo0W99zC58zd/8nAWV7b7yqeY4VZl8aZcD8tye1wDNC4Qo7FnIa/DTp8SJa5prMuCnkPcmvkanIdlVxTpbUpOVnuzjeEYOaqdjgRTajrlD6dyeFeaJN4zkLth9kVRkY53w+JM6EvPKqyRZAHysxm+GrYO+7JnBFOhB4+If86jrAifoYrpT59V4QsGPjVbvTbiNcak0bVf9Q//eqUY/+Ib6GXjc/Mb4M1sPayK6fHMR4yUj2K4VKyNYchlWL3NacmHU++POk/6mNN5jQjWPmEfEiWZU2ZJxDZFXK18O7A4TYlJ8vd+YYQzFzVDvbd2G8tIcpA+0LozCYvnr9AXiW/FqL9G70esf9LPiyvzXT4EPnCrFeRwsTrqAaL+QAdf5+fjfgT+cvka1M7HLWFz8N2lHxq5l7sa2Oc4elXp0efHxFvQz5HLb8Q+xpzHveyypHRRn9Z8hjqL8mKNI0qHFuo7Y+F11I/IseS3IW5VP/rPj4nc2vkTIXQkGicIE8qxLo69vC4XIKyVYBGRRlM6DhQ9uOW7eB96UzuzjeEYOaqdvBMQXPEm9dvnEg8xz4x9wpo4FKZcDQD9hkpb97gm0HvuHd4cEi8h64lL7isVjiR79l/1OfoKcdLPXtyNvJFFRZVRgDiQyfHJ8STuH18Hvp17POiliC9Y+JVveMercrCtVnoNd/bKvgVdF/6ybn7PxmSxyCP1BgSjg3Jh8L/F+sgZ8K7yyNzKe6XQZW5UbIreaTRgjwJj07PDhZXXKEuReXeca933KM8JjKqULYpeRWdyd35hhDMXNUO9HkHkKec/UTt2w75hugPOrEYqNk4X/+GkDOC2BVxpt5x7+TLE+ZDA8jdxxoD1aQ8ESXs1UuxfCNYp8y+dv/rPrV8eHBI7bMmwdoYz4bo4xMfQt2C7kVvhnxk8pdRe8M9kPh9ko/P3n2323342cNut5u7/5Mh9SrkQ6zhhb8Ker0c5McOV2aewRokvnMn+wPyKi8PY702oD8hH0J+U4g4QI1voQZG56k1J5MF80Jp4/nvonhaPPzsYRudm72Cmavagd4rKxBsY5B/4Ne/8ofyzes3aIccLvVp9gE2NrmesCeOuc9ZXSD+hPF1qByUsO6KOBnG+NHs6eS8YE+cYgIPDw4pzpB8c1S2MNqQNDMnmzsrUoNvBvQkPKdQm5wVkGsOIbYCowcPDw57x72jg6M2TkBSr0I+5Ch2S4+SkUuNCo9O9kVk25jBhHmVl4eNRB4KqT8hH9KYUJhvoQZG56lNXF8lVSsZr0j/9/DgsI2jZa9g5qp28LwwXIxHYp2A8zvwfIT+L/vX5Y8lZrOVX4RwvRTyD/JzWaNy9CHUhCbXE76WlS2eC5w4K44DZB/88OCw2+0efX5EzIzXWrEG4zwb+9pkk5x4P7K+o9cj8p3pLvhb0GdnDYM4AXnZ9Dy5+z8ZkgNpcX3amfiaqDkRX0HejFzKqz/h+OFxy/kmCogPRM2JjmQekA95x4Z3HRXyNla/WA+LWbM1gByDDx486FbI3fmGEMxc1Q7OQo1aFM/dzsoktkDDKvMFzVnzj3PnW5//Ow+slKLj5HrCug5FjTMvQc+XPdnp2ymdd9ZUDcX+WPRsqFcdHhwOvh10u93eca//qE88DNkPeehcxhVp7I8XVZ4LegPTt1Pyl0kbI77osKsS1oFRXOLRwRE9T3szsuPYCGiW3jPxNaU69ek73rMCuVT4iGrWYHG1HI5P5D3EfZEPySg+vIuswwyJVwpyNOnSNVvIAruA3J1vCMHMVe0YiDUfPFOcPTlDG8Zx4cyTBov5AkbVju9llYvP+b5B9XndFXI1RwNgK+L4yKiZsbaEeQrIzyW9gdonNnP+9PzhZw+Lp8W9uap8YeQK2CbnraD2qR0qcxwj/RZvfCP6yKxh8B5X9JZavd8V8lrkQE7+CIfraLF/mE9dXos1UaPCWEH5DHSesqU42hWOK2RUxH6oX6hMHAv1J6l1YQ51/D5B98I9tCj7FLYfo59ZRva2wMxV7WCvcFDF1+E3epxBhhA3uPB3u6g0UB20YY6P7GhFxeJaJVQshouR9INvB5yxG/8vs7qyyltBlqOo1kj1jntnT85Ojk+Iw3EsolQj0I6y6kBlZk6saVELpC7QfdHvRg+anpx4Hr9naiF3/yeDv5uxeicZjKY8abF/+H/ltVgTNSpsTT4DHclCOCPQYUXcJo0c0quoTBwL9Sc5ZjCHOo581mLZjyHbie3H6GfI+XJ3viEEM1e1gy0B2wDaI4O9Vz5yHfQfiYVgNCCvK3LWZo2q/OuolqFvzjwG9xbiXOaonznfJLF93sOXZzdSlSjKC+MVe8e9EuIPSeviuEHWmUpYI0Ua1fDnIfnarFoNvh2gF4yxXug783oseiq6Knf/JwO5I87gGpdC3UjjTBhPiJxJxhmG28H7Op6W/EYtvytQmxSDR/+oJq6XojOYGwWZmdS0UK9y3g9fK89TO9hmS7n4XsHMVe3Av2TSBpDZOGtTHEZVLu7Gi2XHrmA7jk/t+NFSi8I1YY5C5sxHzM9oDRZ5puWP5dHBEfmzhweHk+sJrX05/eqUNDOqw5yJzmOuisHiSuQCsryzV07a1aBa2ePNCId3YU8/d/8nA5UkyZAkl5KMR44QbE2qVuG7aCzN8ZbkaNRySdwHWRwcHR4cUk1cL0VnMB8gruqT7A31KqmraeeZmXGbLd17eq9g5qp2INcpKv2G1jCxRoW2oajioBw/2tFy2Ffl9rkOn39R7TWFXARjveiO48sxxk0NqzzuJazuYuWM80oQT6J8cUefHx0eHD787CGu1GG/lWPMeB0VxUFQHfaRsY7DyfiOpJkh/xgt7o00qOIeObIxd/8nA9c/yTVSjhaIWmaxGEkoeY+sg2MsrGlJfuZwKcm3HFbEa6ScaEBHT0JOhlqX5EzYJv8VvFjc1wqfQeNeqH7l7nxDCGauagf/DbNnN4QMDg53Ib8SGYbjmSK7ctZp0bd754yjOvRhP6qB2Nt3sLhPFelGyPkm1xPiQ7w6p/yhpPiusydnRwdHw5+HveNet9s9OT7hnBTEjTi/BrXJagHqEMyN+DnR0rNnje04v5TXANHx5MuT3P2fjEJEUTqc21Gz5P/VeI+sI1lUPD9zuJTkW6hX4Rop4jHIe7TIPdS6JGeS666QkUvNTONexLGohdydbwjBzFXt4G/3Tn5rKjsqEdkb8vswn56TH485BOtJqA2UsEaKfXDmQwXkecOYK/TZUQ1im8HrcjgGj3zbyfWEykW1Z1W32yXmRCoFsyvO9c7PQxFczJ+ofWJaR58fOb4/cyzOucA61hBiIMlnp3udfnWau/+TgTkj7m25iMdDbqRpS8h+wrwK7Y2TX5+5TjgXhvac3rVQyHVkrj9kVMirZHwgnUeuhjoZrtOS/Gyg5MXI3fmGEMxc1Q72AcsfS8z1wAzJ+W7DOSlQ10HPl6OknKuc7/LMVOjIWhHzHozHK6u9eukJ2Ufm5yTWRdrb4JvB4cEhPSflIXQ84sODw/6jPkdnDV8Nucz52jHjAHIFeirKxEFeOXm+VIe8bD46nJXbYXYy/Ll9ExD3MkcGSnUqPgJQ1pS8yon3YXUQVTSNgeF5r4om10Ih15G5/qi+zHkh4wPpiFwN/y5Q3ZT8TMuLkbvzDSGYuaodn77OQY5zLtMaKf4bo5hg9AGdHIPMqHBtFsUZkp84rNajFNWev6whkWJEBgb9ZScvHPM5nr+Yt6EPzs/g6FjEmR48eIA55TjBLq+JoffAa6SKSq8iv3tyPelDfnf6XaPXI16jw7/r9KtTynyBb7KA3He5+z8Z2hqphfXgSl4J5E+s7Tk8bGlOCmTDzGWlZoZrs/A5vXtNlZCBgnXH86fntDgXGRLyKlxBxQyMtFKuTy3TwJb7YKGChdwLtS7UPnN3viEEM1e1gz049ppRrWF/FjNTOPxGalcYl0FHZkvEdfDMoMqzTjoTlTl/BHIXzgLHUXbI/4pF5Yy+W/Yf9cmTJe/1zes3/HupHfJ8aTYhfYs4U1llbKNnwBVU/Uf9m79vSKMi/Qn1thLWVBH/IBvPOhy1ye88d/8nQzIk7QwepbbE48phV9q1WMZ8gFIhwzryqZi1II8ZVhkoWMeiI5krXP+EvIr+Id+iq7A+tUxxhnIfLJk/0FGLi0XlLHfnG0Iwc1U7mJcMq1VKrPGcwb5NHH9VQIwWzzWoXZHPiCucZE4Bzuk3qFY4cX4/1g8wxwTm6+NsFEWVwwnzqWPeQmJ1uCsV5g8kX/jsyVm32yWvmbIY0HmMb0RehfF+VIdzfhOTG8Aao5MvT4iH8eq0QZVRnvNc5O7/ZMh8ffQGZN4KqVFJHUtyIywjf8J4S+xNrINr7KSmhXyOx62M+yBFE7UrMlqadiUzYuAZal/yNtS6kIfhl0+551buzjeEYOaqdvCXcWY8mMHa4Ux8xK9wrCF5/ehhlfeBVYH7bybPCoyeYu7FuhHpQ+WPJa3npXtxdiX2xzHDhcx2QUdad0VsBv1legb6DNjtdunZSMmgXAac7Q1jHYvFPY6ZCzIvZEWNMyIOqphGrNNSdoXchd4M7QslVSupUUkdS3IjLCN/wmO/yr5II4rrUPme3AhNC/kcrwKUdpSoNmpXNGY07Qrj95BX0bNR+5K3odaFPAzjSuSeW7k73xCCmavaUUC+hrLKycZ7QXE2I9zLh2PDMB8Sq0SY4xz1MOYTrGNxO+Sb43mMqSurDH5Uk++I+gfbkhHkRKdnZg2JvNROp4NrX5grkA0ji8V3JH8Z820PXw2JhxWLa63Gf4zD+bb5GyCywzauu0KuQ29V7uEr4wMxkhDryP2oHC4+WIwDdFYs8VHGK2L7zn0dtZX5DWVsQp2JDBXmtkDmJPNZIGfiMX+2uN8VPYMzWpx4Qry2gDVYuTvfEIKZK4PBYDC0AGauDAaDwdACmLkyGAwGQwtg5spgMBgMLYCZK4PBYDC0AGaumsDkejK+HG//cfp2OvlrssIx+5MHjrk7PxnZ39imRsU6RxstBgkzV03g6vJqcj25+vNqcj3Z5vLN3zfTt1P6l1Tekuf3lnN3fjJo3pz8OeE5NG955VGxTjnX783d+YYQzFw1gSx+orGrlvrL2d+YsSvDdsLMVRPYEp6xtLyyR7wlz+8t5+78ZGwPr6Jyw7yKR1SW35u78w0hmLlqAln8RGNXLfWXs78xY1eG7YSZqyawJTyDy00qENl/b+7OT8b28CrTrgxbBTNXTSCLn7gN/nL2Xzppob+c/Y0ZuzJsJ8xcNYHt4VVralSp5W34vbk7Pxnbw6uo3DCv4pFj2pXBgZmrJpDFT9wGfzn7L5200F/O/saMXRm2E2aumsBO6lJ1lOt4J7k7Pxl1c4jsvbzmCKn1/eTufEMIZq6awM77wtvsU+fu/GTYCGl4hLR6tOwVzFw1gZ3Upeoo1/FOcnd+MnZSi9rgCDHtam9h5qoJGLvK6Dvn7vxk2AhpeIS0erTsFcxcNQHTqFYob+pd5e78ZNTHq0y7WlrO3fmGEMxcNQHzkVc47q2/bOyqgVGxM6Nlr2DmqgmYRpVRx8rd+ckw7cq0K4MXZq6agPnIKxz31l82dtXAqNiZ0bJXMHPVBHZerxq+GpY/lnSs+16p7y135ycjlRNk7/2YcvGsGHw7kMcGRkvS+8zd+YYQzFw1gZ33i9lWDV8Nt82/zt35ydiZUYHHwbeD4mkx+HZw/vQcyzZaDPEwc9UEdl6vcthVrfdKfW+5Oz8ZO6lFBdhV3aPFtKudgZmrJmDsaoPHnfeXd2ZUOOzK4VVUttFiiIeZqybQal0qptykdoXlGI6Vu/OTYdrVZkeIaVc7AzNXTWBnfORtYFepvnPuzk/GrrIr064Ma8LMVRNotS4VU25Su8KyaVdtGTmmXRnWh5mrJrAzPrKxqwawq+zKtCvDmjBz1QS2TaNC61J8X5Q/lPJ4++GW//WOe/SvC0AfGdkVtpPxN3I5d+cnI/sbc8o4EvBfV0HHh1za1c6Plr2CmasmsG2+MFqXF89fFN8X5fOy+L7A8u2H2+k/Uzr2jntHnx+xuXrw4EG320Uf2bF/3E72X9rGCSj7G3OOOBLwyCMBR4VmrnJpVzs/WvYKZq6awLZpVCuwq5Pjk9XYVfbfm7vzk5H9jTnlutnVNvzG9o6WvYKZqyawzexK8ioqe9kVetPoI7v2r2on+y+dttBfzv7G4tmVw6uorLGrLNrVzo+WvYKZqyawDZ4jWpT+1/3BN4OzJ2eDbwbIqHB+WapdIYvS2BXG6eX67bk7PxnbMFpMuzJsIcxcNYFpbp/RYVRnT876X/fpiLzKMVdh7Qo5maZdYcyV+cuR2IbRgkfTrgxbAjNXTWAbPEe0KMSriGNFsiupXcWyq0q3y/Xbc3d+MrZhtGDZtCvDlsDMVROY5vYZA+wK9aql7Aq9adSoNO3K2NUK2IbRgkfTrgxbAjNXTSCX0qBFAGrXanXYFz46ODo8OKR/3njC4vsCfWfTrlZALi0KFU0sa+0cHhzieAiXc/X+zo+WvYKZqyYwzeQLa+urtGu1OuwL0wT08LOHhweH3njC8nmJvrOxqxXQ5AjBI3JuPGrt8EjAUaGVt4E57eRo2SuYuWoCTXqIMexKu1arw2wJ/eVYdmXaVSKaHCH4T/IqKmvtRPIq+per93d+tOwVzFw1gekWsCvkQNq1Wh3WG9Br9ubCePH8BeoTxq5WQJMjZE12FcOr6N82MKedHC17BTNXTSCXGoHsCo947fDn4ei3ER017Yqv1SIDty1PIJZzd34yTLuy0WLwwsxVE5hm8pe9tor2+OBr2VYNfx5q2hVfq6272rY8ga32l3ONFtOu2jha9gpmrppA3V5hKrvCazV2hXVS2VXdvzepnLvzk5FrtJh21cbRslcwc9UEpi1hV5p2xddq6662LU9gq/3lXKPFtKs2jpa9gpmrJlCH0hBTX9OrvLrU8NUQ13VqdbzZK8Z/jN+8fjP+Yzx6PcL2cd0V1td+1Arvx6s6aOdbgbqVS62+lpt/9HqE/ctlznVC/7js5VgBz8n7u7SH1NrR6msvef5x7v3XZEcbUmHmqgnU4QvH1NcYFR6xDporrY43NyDNYnTE9jEyEOt7f9Hth9tN+cWt9pc3NUICM7u3vpabn3vWOXKuE+fo5Via7dR+lzZC1O/bSn3tJc9n8/nH+e3t7fzjHMtNdrQhFWaumsBqvCqsNMTU1/QqLGvsSqujsSv2u7F9XHcVya5WflfyhcvzrcCmRsim2JXkVVSWvIrKXu0qwK68v8vYlUHCzFUT2FV2xT54JLvi+sauAsjFrrR9pVdgV1K72jZ2JXkVlZvsaEMqzFw1AdZvJteTddQI9G1j6mu7A+O1GAmG5sobMaipDti4pldhtosY31nLN4jtaO3jMXfnJ8O0q8CPMna1zzBz1QRSdxPW/F/0bWPqo4+sMTOMAUNz5V2PpfnFeF9Nr8JcgjG+s5YRA9vR2sdy7s5PRi52ZdqVmastx8bMFfnC/J/zj/OLXy96X/Q6nc750/PJ9UReMrudDX+610te/vTy/bv3MTeaf5yPfh2t3PL9czY7LFm/mVxP1lEj0LeNqa+xK7wWV9iksitux2VXPr1qFXblyze48+wqnleZdmXsSuLmrxuciu8xv7u6vOod95ZePrmeXPxyMfp1FDtPzu/Gl+OT45PIli9+vRhfju/m1XP+F3GLCpswV/O78+/OL3654BPvP7zvHfecDW/e/P4GL7q6vpKb4tz8b4kwPvswW9ry5HoSbnlyPTl/eh4YyhtHLnaFPvI67Mq7r1Uku/LmElyTXXE7WvtYbqyXN4Vc7Mq0q7abq/l8fv50YSq+u7ub/zsfX4552gxcTtXOn55HMofZvzMygSu3PLmenH93/v5D1O3uNmCu/rsrnhUvfniBZ84en40vx+/fvccfs/B7/rvrHffOHp+VP5TEkwi9L4LG/7+7s8dnV5dX79+9J3vubfnk+KT/uB9uefjTsPdFrzGL5fX6i2cF/r1pddDPxfPoQmret5YDUNOu0C9GduVlM9gO6kxo5zBLgpYFA49eLaR33Os/6p98edJ/1D/96hTP47tCXx6zbzTTxRuElrsvNaff0rftHDWCorXPPYK903/U924xvCntSnsPWk6NpDdQfN++T8efML87f3pe/lDiuTe/v3FmQu3alz+9pO9VkV+exr+PN9Lyy59e9o57s9tZzE3XNVcvnr/odDpoM68ur2YfPt17+s+Ufw+fv7q8n/flogAAFodJREFUGl+OqUweAdeZ/qOGco0vx2iHsWU+P74cx7Q8+3fW6XT6j/vzeRP+lFdTGXw7wL9brQ76uXheY0t4jNnjCtkVesRodbxakRYBiHYO8yNoOQax7PXWe8e9ky9PTr86pSOex3eFHj3mNmygfzcLLbtEataJwHv2ljXWpbXPPeIc5f7C3W53U+xKew9aTo3I387l3J2/Omgq9s6f+MEpcG3vuJc6H67f8mw26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<span style="mso-no-proof: yes;"><br /></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Subsampling efektif untuk citra yang
berbentuk persegi dan berukuran kelipatan dari subsampling faktor, dan efektif
untuk citra dengan sebaran warna yang tidak terlalu variatif. Namun,
subsampling tidak efektif untuk citra dengan detail warna yang besar, dan tidak
efektif untuk teks.</div>Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-39754045426690262352012-06-29T04:28:00.001-07:002012-06-29T04:28:29.955-07:00Fuzzy Subtractive Clustering<!--[if !mso]>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Pengklasteran Subtraktif didasarkan
atas ukuran kerapatan<span style="mso-spacerun: yes;"> </span>(potensi)<span style="mso-spacerun: yes;"> </span>titik-titik<span style="mso-spacerun: yes;">
</span>data<span style="mso-spacerun: yes;"> </span>dalam<span style="mso-spacerun: yes;"> </span>suatu<span style="mso-spacerun: yes;">
</span>ruang (variabel). Konsep dasar dari Pengklasteran Subtraktif adalah<span style="mso-spacerun: yes;"> </span>menentukan<span style="mso-spacerun: yes;">
</span>daerah-daerah<span style="mso-spacerun: yes;"> </span>dalam<span style="mso-spacerun: yes;"> </span>suatu variabel<span style="mso-spacerun: yes;"> </span>yang memiliki<span style="mso-spacerun: yes;">
</span>potensi<span style="mso-spacerun: yes;"> </span>tinggi<span style="mso-spacerun: yes;"> </span>terhadap<span style="mso-spacerun: yes;">
</span>titik-titik di<span style="mso-spacerun: yes;"> </span>sekitarnya.
Titik-titik dengan<span style="mso-spacerun: yes;"> </span>jumlah<span style="mso-spacerun: yes;"> </span>tetangga terbanyak<span style="mso-spacerun: yes;"> </span>akan<span style="mso-spacerun: yes;">
</span>dipilih<span style="mso-spacerun: yes;"> </span>sebagai<span style="mso-spacerun: yes;"> </span>pusat<span style="mso-spacerun: yes;">
</span>klaster.<span style="mso-spacerun: yes;"> </span>Titik yang sudah
terpilih sebagai pusat klaster ini kemudian akan dikurangi potensinya. Kemudian
algoritma akan memilih<span style="mso-spacerun: yes;"> </span>titik<span style="mso-spacerun: yes;"> </span>lain<span style="mso-spacerun: yes;">
</span>yang memiliki<span style="mso-spacerun: yes;"> </span>tetangga<span style="mso-spacerun: yes;"> </span>terbanyak untuk<span style="mso-spacerun: yes;"> </span>dijadikan pusat klaster<span style="mso-spacerun: yes;"> </span>yang<span style="mso-spacerun: yes;">
</span>lain. Hal<span style="mso-spacerun: yes;"> </span>ini<span style="mso-spacerun: yes;"> </span>akan dilakukan berulang-ulang hingga semua
titik diuji.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Algoritma Fuzzy
Subtractive clustering adalah sebagai berikut (Kusumadewi, 2010) :</div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Menentukan:
</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
Matriks
X yang merupakan data yang akan dicluster, berukuran i x j, dengan i = jumlah
data yang akan di-cluster dan j = jumlah variabel/atribut (kriteria).</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAABgCAIAAAAcrk60AAATmUlEQVR4nO2dL2gjzfvAK15x4hUnvqLiJy5QcYETt3DiAmcucOIWTnQhogsnSqgoS0VZKspSU5aKsFSEJaIMEYGpKExEYSsKE1OYiMJEBDYiMBERIyJGRDxixfxEkl765973TfOnvTYf1aRh58+zzzwzzzzzzIpe8mpYeeoKLFkcS2G/IpbCfkUshf2KWAr7FbEU9itiKexXxFLYzwVo+sG+ZeUs9ygUWuseiwqWlbOsHIpaMJMilsJ+LkAHsWLGymWdMpVa676Iy7b59q29z1gXZiLtMWH3eFgM/EPf3XWdHQdVqUy01lonMr70/UPfO/CihgStoYnRse8fBqgSy1lU4l9IlKwH/qHnH/q4FoPW0Cak5PuHfljiYjYv/fPg2gvrBA36FIQ8c9Ah4r1JniAJPXWcbcfddf3DwD/k4/8cE3YXGe9T6S+mmbOsdSuoRDEMS1XXtvX5TeabFV4J0BqaQfAtZbzL5o9jkUzbwH8nkapuuz/eGl+z/jlXWus2Rhtp43+GfcDj/vwrsDB6ETql/olU/RiufXzqs0lbJzEpWVbOsr4b5qfVlRU0/s8xYTfD9NqqexY/oCp9EZez9mWsBqJVlB876JjEkzbm8Shxaro1zgeN73Nx4gb74UN1/aORohgEmx4686NTj6lpHsVpYfXNX78TdiMw1ladMntgZE6UuPIzR5R1NfS4vHCiS8IX2dEJQCO0ipS2NPQ4XHmkGiy0AosC6o7zeSW9Hkys03dQNDpaXfkrHP/urmY7Zf6QGQbdZeibG5ZJVLZoLXqCjlac5LzgmESn+eg85C9p9L6hK+WxZ60a9uZDKjcRikWH/6bZ+ZPfFSN5IWW8X3XLTCRPo1OibGQ/rtrHkQD9ArUaeLyH8REhBSdcz5OHxKAUqP6dtoMGJfsAdyZPikaHj9RsrXuMfEmlVuyw9qiWTA/EbCOT+ivrn81mHfLMUOrcJqeYKw0ywmXfOpW3mgkAMvK3sHss7whbNUK7FtPu7a8VJY/SbIAOp7kwqmD/QwaXmZi+aZOiYvYTRWUcfMmiQrTAieFCSEDWLHKFaFeB1lrLuIK8XDRmtgXfss0NM/MhIMfq7rytL3lPqTsa8EjNVlyc2ugkFgDqzLELGN/9BUAzym9S2h7/UrLTyDmYxUK8L+SZjUpM9AEuPPcY+a17v+lQZ4uSxk2LJa8G2a/Z7FfLPhNyAevDR6M4zVmZ1ZV0iUaDzpIEbaRTf2fMnzwe1lypOqN1HK5jcih+CRskP7PsjSBq3n/sI2x2IqDloCoerblZsInw5dhA2oxQzrT2XGuNsPaoZuXA/ZnN5gI/F089DEhoOuFpwIevLke7CFXG3u4uIxuWteeY7zBr6KFmXLOoyqOLCBdc93ueNGGqVcxcARmfInyK8bUYDtD9mF1gckZIVahbr6lg2wQfiDEBKXHlh+8Ra9+bxEys2Q0afs9Ym5lMdVANpWqu+z5jfg5RbfTwbkwLvl8M/TXMGoOXAOCS4JLvbYV4nU8l7DYj61nrx6pxOtROaPr+l2z2gxdUR+NWL+bHgX8S+O8xqw0qIGVH8ubgT843nKj9Msw8p1sEH4xptgaQ3Nlj/H4DJ7XZ0KB423EPw7AxEDbIqyA49Lx9FF3dfnqLhh8JvR7XH6VOouDHdAa+w8hW3tsP/KvBOw7QROGR6+2HuHrbSCmGPmF6ebtWIHWX0pqUycuYvUu2HUWFsTYmStYDsxbHvXvtm2o2/k8ANKPgA6GN8b6WcTEKp9Ts/06Xos8kuhx7A0DqThTVo2m9E88D6GBScdwvTv6HH57TocO8L+W5j66lvP8uT7fO/kfaFH2M2K0JmpJlitbjBRnLPkefI3Y9+phIrRhr80hqraXs67vL0D8Nee14O6b5w7R+WPmDYDSV4+FmSLsPjVtz0exEyQ6h5cBZ88MK5YPFQ1+IFsa7gfsF4ToXcxV4AqpL6ZnvffDDImVtqRKAekirYb5E6QXmFyFua/WHC/suiZQNQo69bI7dXWEPeOw6+x9RjJbS6Q+p9Fo6tZZyKyxOtO6E4d7wm+y6HVzfXQTOEhC8YmQ/p1NrqfRa2ipgkUBccu21dGotlX6fznzN4sZUFQAlROdmIQtaKdEWcuTJgr4UHSHn2cQHUDTcTGW+majxm7nnnGw29BX0QSkFfVCDohOAvhp+o9Sch1DQMFbWaEGgBvQU3HclTvZ4wU9Sxnsf14efVdE1/5exzgfiBXUVGB9SVokudmd92MO//f8cbfYLJpGstJpe89FQ2AqKTuZvw7oYCbvmG+9TZnHBwv435jYbf9kA9OK49Wuchp4QTSFuPvdV3IpF75kt5edis5c8T5aa/Yp4pM0GEV+4zo7j7Di4LkBrdR2Gh46z44Uni4lBU/Gl6+65zo6DLrnSWrcwOnKcHdc/Yi8mMkk1Q3TsOjuOX8Ii0VpxWnKcHcfZwfQR7t5HajYIaDjOt7eZdRtdS9Bat1H4PZV9bzmlxUSXSmi6Xu5tdt0KLmLQWncI2TIyq0a+EL+YgENoh9FR2vyesY+J1Fr3eVwyM2/eWNs06kz+Rj/eZoOIK6Zdi4duORnxootKZIEb20qeWfkrPtRjxeITJzzC8QtzldTdoDbaQU6krDpo16ePkLSexmYnStbDzD7lXQ1dKi/dqLbI0FKttVaN0D5mtAnQ4+rKiy7QCww4lASdM78iIZHQDKKKSx89ck6zzoYuw9+d4ASTsh1dRU+gUv2Y5NyggEklTy/xyww41JIfBcFmgM/9qOxE3SmeNN1sXPHCqvHuCafrICtGZu1tvsgWMSt8Kq5d9+tKZsOnEx0Euc8062zo0Oirsbpih7Un8h6omOUy6b9M/3TBbugF0lfy2DHfps0ZhBI/VrOhzWgOkVMSfsqgk/vxCKATDXONL1ac5VBUIeHXLCpE/J5mQzKow9hXyfxrNWNkvIejQ4L28mjdje5pNvyuRQmAvh+W9Dib3WNxxQorsQStzl27QFDn1lPlVZj5lDY+GsY+GTOlMS0Te3cWY34/FhUTlVncB6j5TgH5t+LrQDWQ+S1jfDSMHTTso0SwMz/9IW18Ms0yf9YBhyPkuR1VMO0o6BBU9Kzz27scPerv5Y2PhrHu+o0xySZKNZB9ye+K7TGa3eeq6YRVMjSTCQt+huTiJn5PqTYjp4w2OL0Ivc9ZfC6U1rLgOrlsZj0INsS0y7NEqms7PMM3AYd4F6GSHFUAVJtFZyyqc3ZF/C9ZVOZSA7+MyBlndU5Knv8tP+UW5wJQ13l6FUadwdpWxGfE/Ul/rXf6nFYZueTsiqGfVriPboXfgGBSyTsz1olj0Ook+GJkc8Yo4BDkZd5ZMzIffDSM9gIlxTC0T0O85bC6lFqrWkQqQbCD0Pp0MWgtir4Y2W+rqaF2AjQ895ORWXP9ynDTCXqCNYaiF3sePedSa9EScRu01roXs0036jzj6NJ+zDZt6/2KUabDYakX4c1M5q1p7XCRaK1Bg+TN0U7MGWZHeGjIEsWreWcP0/un9SfW7BYjB15QxKg5FLZqoLAYBMeEXt97epvELbgV03wydQxah9MDLygg1JCDUBNoEVwKggKKLu/NE7uRaKtYjVkvULoT0Sv1rIfxvoiPA//ID2qxGGin4rQSBIUgPLkX8d5juidZa9T2RMma66+F/H5k0vz2s6FNohq+vVoQcXHq6NL/TpfSGmJqLPwIJLQJqdOXEXCotdY9JpqYSTW2HQAgmbfNRoPrGPPZ9QKtGGtEUVdrrZS+6W6QZYpy840/G9Ln7JrQnoZEaa0laK2VVox3YtrTWitx9zDcHwgI2Yl4Xw8kPRwDEqUaYfYyfqCX57GfDe2Il5zsfohOMSnkWV/Hfa37cVwP0Laf/xSgS8ofiHSdFaC7jBfz9hEOypgUHdbTHLSq+dFpYB5iUglZNSBdPccqLIBExSU7KGOniEnZizsxGTjXQIpzD9WluD96zUGzAa6J99EwPhnGR8P4aAQXsdJad0J0YBifjMynTDZno3lOhqFJgi/ZQenGR8MrU6W1OPHsUa2y3y3ceL7zs/9En0fb+eyojc7h6Hh6l5PdkHYecnPNxWYPVvojbr4GGHkA5u/ZgJs6JDAoC8Zr9Sf5VX7LsD9v+jkB2aGsEmS+RQ9viy0jVV4OiqKtVOZzJqjBwyHxyxi0l0MCshOLjvjt4YelZr8ilnHjr4ilZr8iljb7FbEIze4LWsXkis9xYZtIdonxBfuz/SQToWJyiqLrSQ4YLcJmS+LkDLswz6x4fYb3rcyWTxfrKVGdiFYj1lz8binoFrK+pp3TeILQv0VotmLBgeOdRHMME0sEKbrOEVpwzKGqWVbO9S/1E3jjutTbyftnkyQzXdrsqZDUPWPoflau58kiNDsBpZT8h3PDs0ApqdQTxD3CTfFdKfsLLD8B1VNqohIXYbN71Fk37AM8xyNYwMNdM/PTfaKNaoAT13yXtS8WaLw7xPyazpfoBMEBi9BsGTk/DOtgngdzgAc72cxPb8ETtF/UPWfXMi8WWHwbm1/S+eJkwp6/zU6UaHPRnWdqjUTJbhy3xZMlQAIperFY5DAOKm7xyfK2LD1oMwWgQdCWg+ryOe6WL8Jm92N07IVn8zyhAyKqBF5pntOC/1YP3UTBh4xzPn9h93hw6KLLeILIyUVodpe4Gxn7+IFDGzMDGN43s9tB9MQKBdBhtIRYe/4ztWZof0s7p5Nk/V2Eze7HuOSjczbH6N1E0LMwKJPnlZ1ojoDu8fDYx7XnptlLngnL/exXxFKzXxFL3/grYqnZr4ilzX5FLDX7FTGVzU6UuMznN03zh+mVI6U1tDHaM80fVn6LsCmzvfwziYzPbXvDNH+YQZUrraEZBjum9cN2dqMXk/Ruxkyn2aBaAd5NWVv54DJWWmvF2IFp/Z/hFMUDB8tmSKJ0Owi3Vq1td3Cns+5Rups11zJOSbwk1wq0ET7O5zfz3mHAQWsQ7CSf38rnN0PanHD/fnqbrS7y7jUf7i0qKipOWCQLSVQF6ty2bzIc9qK47KBy9AR3B86VLmYnGeu7YR1iAVqDEKe2+WbF2owmvq1qBja7S9wCJZegJIW6Ty7QwvIcQgvl92l0DdCN1JUXXb24SxoHtAJ8GQbDdHdKnjv4IKCtyd3vM1hnJ4LtusGejyruYhNKggYRbeaDowCVHXpFnnrLa270aHRJnaKAREIjiCpu1H1UANZMZuPyLJNde2seTBI1MRtAnhjG6tt8ccHrBQDJWF3cpCOCbsyvOL+5N01JVmfxzOI1lCijYMND50F0MkVGy+ltNrR4vJvP/J31iovesYcWYz8t440VLDjDIQh6/MZYC3Bj8Fnpkpv927BqepRByjc+pMwTNrOpYjvwvq+kv7pPmLtUa0XZT0ROKdmy0F5I77YNoK9uncfvg1QzSmbSpXQdRecM57LoiLB7D4WxO4aUklJK2ZWzucsrkbxiZD4F+HpUVMmz3pn25ehCmHqY/WzYsxK2AlX28qvp7Lfppp9T2ew+jysmqlIBWreQVwyd2p3GKXGKeEtKrTWA6jFcwNbPWQy5ivGTLDrnItG6EToF5F/f/gFIUUG0JZXWoFh46KTepVKfrPzZbPof+lL14FfsMoCUY/fDgJo4zvd3JFIcYbKL8bGLvtq4c68mcDdrJwCoB3NbPD53qRJxNROck1GWsTjaD4M9fms+nAAM2wyq6OW/Z4zvQbgx9ZXKvTi+yPrVG+cJJ9theHT7BoNEg5QAWgOn5wxXY9EW9NBBuelGwoWjag49DaM2QI+RkmtWxB1ZQJ3y2li2MVDyOjTP+QOXYD7SZrcp/pBOr62sltigx6Hhu59TqbeWcySHP5aMbtjZ4UVmAO2Y1TDex+GUedCaUfA+lf64mjoZZTisu/kPqfRq3r3JaNmhZN0yK4OUTEp2lRq8FteMHf5JCejVtcuuQ9IanFeU4gK73/HdAz9KQu/WCQzoC/bgiYlHaraScRmRakRacjiA9Di9IFGV0vpoMOsLXrCdCzHmN1UzyHDYE7yCSTWibTXMcNil9CIiVcpvriWUPC7m7erty0J6TPd4NKnX6ckQfDdvrb0xihgNhiLFop2M8Xcmm2MjrVXiyHOPcPQr26hgFSu/Q1jnoUf+F5vtnD5yBSvrPu2OJ44UYjEZDhMQVz5pjxUtmWiRqC3/GE9qIkUFhcUgrMVD0fZjVg3DUhiWRjkutVIlJziNgpvDZiDkpeevId57cBbM2fE/aLbExvvVzHre3nacbQdV6QThbT1Bt5FQUmk90iZQC8lwqNox3cYxSJVoAK0hVj3G+npgUBZ1o/MigFYoQY6NnaDazN1m8fgtu5LQU8fZdpwt0/66+uYvPP6EMWF3qX/oOduO/dO2clZQiSbQ8SSO3rneLhZaQ19ryWjV8XKO9cH1TjDtzK/LQYPA/3P8Qyq01qDiYzso+OaOHxzkaS1C7T/+5uwRKi4QcR2rQdJQrXVfiEZonMdq3H5JTEqWnbPtDdvZ9pxtOv6IFT0T+jHdyts5FLW01ho6GBdMK2fZOdvecvBcD7BLFm3YVg6zrtZasiMvv26ZP0zzu+nsB/Pde10oQmwifz3kSstBo/pCXPioof57BooZCXvJ3JGy4Fpf8r8ciB2OdhCdxHO+FPYfSAKyQ6NikPlBJ0pesxT2H0gXuZ9XUh+zqDmZN3op7FfEUtiviKWwXxFLYb8i/h/m7xbgZbtsZAAAAABJRU5ErkJggg==" /></div>
<ol start="2" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Menentukan
:</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
a.<span style="mso-spacerun: yes;"> </span>r<sub>j</sub> (jari-jari setiap atribut
data); j=1,2,..,m.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
b.<span style="mso-spacerun: yes;"> </span>q (squash factor).</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
c.<span style="mso-spacerun: yes;"> </span>accept ratio .</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
d.<span style="mso-spacerun: yes;"> </span>reject ratio.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
e.<span style="mso-spacerun: yes;"> </span>Xmin<sub>j</sub> (min data yang diperbolehkan
dalam setiap atribut data) ; j=1,2,..,m.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
f.<span style="mso-spacerun: yes;"> </span>Xmax<sub>j</sub> (max data yang diperbolehkan
dalam setiap atribut data) ; j=1,2,..,m.</div>
<ol start="3" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Normalisasi
:</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<img alt="" src="data:image/png;base64,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" /> </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
i = 1,2,…,n ;
j=1,2,..,m</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
Dimana
:</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
X<sub>ij</sub>
= data ke-i atribut ke-j.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
Xmin<sub>j</sub>
= minimum data pada atribut ke-j.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
Xmax<sub>j</sub>
= maximum data pada atribut ke-j.</div>
<ol start="4" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Tentukan
potensi awal tiap-tiap titik data</li>
<ol start="1" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level2 lfo1; text-align: justify;">i
= 1; i adalah data ke.</li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level2 lfo1; text-align: justify;">Kerjakan
hingga i=n,</li>
</ol>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l0 level3 lfo1; mso-text-indent-alt: -9.0pt; text-align: justify; text-indent: -1.5in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>i.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>T<sub>j</sub> = X<sub>ij</sub>(T<sub>j</sub>
merupakan data ke-i atribut ke-j); j=1,2,…,m</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l0 level3 lfo1; mso-text-indent-alt: -9.0pt; text-align: justify; text-indent: -1.5in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>ii.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Hitung :</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; text-align: justify;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI4AAAA8CAIAAAA/nRUhAAAHXUlEQVR4nO2cPWjjyhqG3/IUt9gyxW0Cp0l3DbfYwGliSLGGFGvY4hi2CGKLi9giiC0Wsc1iUgSRIogUZnARUIoFpQgoRUBpAnZhkIuAVBjGhYspUqhwMYWL7xZ2vP6RY1u2kkjHDy5seTKj6NU3M9+PDNqQEvDaJ7BhUTZSpYaNVKlhI1Vq2EiVGjZSpYaNVKkhi1JJ+dpnsDSyO79N1qTilVKp4r/2WSyNbLLi/2zxbJssSSXdb1Bvw9c+jbg8usq/y97sGSE7UvHqrnKdWp36dOzigTXLtrIi1QPb+h55R0r/DJGUbtaka9vR9gCgeGzzfpctW9sDsF06dpcdQ95quxc88qtsSCVrR6rzGPkVZ4eWkEREvAocuX05wxuFtdY3fssCYA07lF4ZuhPzThD2ftmL2mVkQqq2vX3qRX8VOE83NmdA8WmGlDdO9K0bE98CUPWJiKRv7etLW9Mo9XIxaibPglS8ChbMa9S2cthZpyVNnEMF+NsJe9w6WE0nIur5xscIm8yAVKF7aD6zcRo0ui4CbK2WNM6DCWxv/zlrHl4K6Z3otak5MANScfPT3HVB1r4ClQSVorCmAXp9PZ2Jy11ragJIv1QB252rQbemA0Zj0S690+hNI2atiD3fOsjn94DzNXnfD2bpcnLTnn6pbhQczbiCQ5om8Jx3OYFseV496tWK7IJbH1Xnca1zbF3FoTtxLP1SXZe2j+dcH+8MOKol4h73uP1RsTtERBQwIHKDI8NrDUuFuxoaPjsTx9Iv1Y2yc/x88MxnQO4iqk3LQnUFM+hx60CxOsPPnAHRHT4Y2t2IRc4dt6H9kUmr2jmZKVXYdKyvOQA4ZE598upIwcOYUfiwdq7uAvhTtQfrv/QqWh4A3pVOXD6+f+OVvNUQoi3442LjNvQ//pFWNQPpm/u6u0D2YWU4A+MtK39o8e5i4/4DrepZuPnJfon4bsBwUCj83hwuMG5Di2VVwrOOAGDng6J8UUp/be18Ntz2RCPpVVhk5Cpx6uXSZaxZrMUwIzC6XvgF9LpnweKLj9thhZ+T29qFrCq8UQHT6w0+yoZZAPTRdbJb0wDtfvYlkzKp3GzTVG/jdM0vFghHrYHQ/mT6RP45Ct9c3ltsXGEXp3y4haTyz4BxkcVVEdDHPJVnF0rv2FjcrVmOGyV3GmMC5CzRONM0vWXGDfStWGsVNwF9wmICBkC/H56H5O2nBlJ4dzXRJSmEJCLJnaMtfLZFQlJdl3Jny0nFL3TzXH1uDkiGJcYN9K04a1XAAMWdiEJ2nAKweymIQr9aLgCD+bdt70K1G759tIW/bEHSr6p5APuKtmzJQzcMH6NeEytiTKt628SzKl4F3k9lkQMGQB0kUn0GsAciIv6rgG/9uABn/fxNt2ZE+/BzmJW9xZk/dlsub1UpICjHsCph70V44PJeB7btNhH1c6DGwGQCBiBX5TQsmGqayWYfZlhV6VMxv5cv7Ofze/nCfmHk/e6bOq59USP+qThWJZwSYD5MHA2dQ+BwkELzq8CP4aZDeicAYDQHn/3zuNmHMAw7YShC0RGhGHk/4ZLMsKpas1a7d507p3brOndO7d517twF3r90ey+IijXHWKvkvQ6YE4uMvNWApxglCecDlJuQiES7f8mEvQ986QvJrSmlw2t9EfH8mZmI8dPZrFVERCTd78DJ6DZb+lUFUAZTHxGFNRU7diCsX471ZGf0YOLACak/N5a9rrCvRq5vcyR2Gazsh27WKgq5c6YAAPLqj7L2VSnt594hX77iY6t6iwHAf0y/6xtA4afjNV3jA8qNkW//a/i933/BKwW7GYq2ECHRo4gbMH2iaSi/0lf5PIeOXTyZ3DCvIQYo2iERUY+oR9QVPBByRBjZnriOI7HLjmfsadNFBMsRsPKLe0iJ8+gq1QSkWo4Ww8di4bw/6XH2d9xyuSFNU73KnFTCKp2+tlT8Avp9zYLlUz/DtnIxQvzI+hvmDeSrBrFLfo7id9etYLouZ2li56veMm8oX9UjIn9gWyuStFV1Q9EPqnUHOdyXIGa+KgF4VWMVbazcIDYJWlXoVbR+ukfWyxjGOV+AN2RVayRRq5JeGap7b+tXoV+F0Xip/UtDz2LFUsPInScm1YOB96Xi2bw6wyTGTcKvemVaVi6xeYlXAIz57y9EwIpXk15M+qUi34x+CG51OAPK9Vdw2sTlrjWVNsqAVMI5YIk8qB2w0YqS3yRvZP6p6kxN6hmQinh1Hf7ZdLcX76YXjBepc+JmVIYvC1JRy1rbIxizEf2141GILhERT86Xaxrvou6GTEhFwvmQeJ1svzB2GF9OrDBt5nPN2ZCKqGGM59USwmdPj90lNVjDwAzfICtSEXk/k9+tjTzBkchIYU2b7RtkRyqi0P6cM5vz28VDEPkj+5epUvCVkZ7+L3WyiG+ELElFRNL7kdeT+u0e/rvufO10HOV99M9VDMmYVEREtHINQCSsoml3ST04Erbn95xFqTLKRqrUsJEqNWykSg0bqVLD/wHTjcn5DjK2UgAAAABJRU5ErkJggg==" /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l0 level3 lfo1; mso-text-indent-alt: -9.0pt; text-align: justify; text-indent: -1.5in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>iii.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Hitung potensi awal :</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; text-align: justify;">
<img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; text-align: justify;">
Dimana :</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; text-align: justify;">
D<sub>i</sub> merupakan potensi data ke-i</div>
<ol start="5" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Cari
titik dengan potensi tertinggi<span style="mso-spacerun: yes;"> </span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span><img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span><img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Dimana :</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
M
adalah titik dengan potensi tertinggi</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
h
adalah posisi titik yang memiliki potensi tertinggi</div>
<ol start="6" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Tentukan
pusat cluster dan kurangi potensinya terhadap titik-titik di sekitarnya :</li>
<ol start="1" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level2 lfo1; text-align: justify;">Center
= []</li>
</ol>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.0in; text-align: justify;">
Center merupakan pusat cluster</div>
<ol start="6" style="margin-top: 0in;" type="1"><ol start="2" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level2 lfo1; text-align: justify;">Vj
= Xhj; j=1,2,..,m. </li>
</ol>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Vj merupakan nilai normalisasi pada
data dengan potensi tertinggi.</div>
<ol start="6" style="margin-top: 0in;" type="1"><ol start="3" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level2 lfo1; text-align: justify;">C
= 0</li>
</ol>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>C merupakan jumlah cluster.</div>
<ol start="6" style="margin-top: 0in;" type="1"><ol start="4" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level2 lfo1; text-align: justify;">Kondisi
= 1</li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level2 lfo1; text-align: justify;">Z
= M</li>
</ol>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Z merupakan potensi titik yang diacu
sebagai pusat cluster.</div>
<ol start="6" style="margin-top: 0in;" type="1"><ol start="6" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level2 lfo1; text-align: justify;">Kerjakan
selama (Kondisi ≠ 0)&(Z ≠ 0)</li>
</ol>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l0 level3 lfo1; mso-text-indent-alt: -9.0pt; text-align: justify; text-indent: -1.5in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>i.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Kondisi = 0</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l0 level3 lfo1; mso-text-indent-alt: -9.0pt; text-align: justify; text-indent: -1.5in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>ii.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Rasio = Z/M</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l0 level3 lfo1; mso-text-indent-alt: -9.0pt; text-align: justify; text-indent: -1.5in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>iii.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika Rasio > accept ratio, maka kondisi = 1</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 81.0pt; text-align: justify;">
<span style="mso-tab-count: 1;"> </span>Hal ini menandakan ada
calon pusat baru.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1.5in; mso-list: l0 level3 lfo1; mso-text-indent-alt: -9.0pt; text-align: justify; text-indent: -1.5in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span>iv.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika tidak</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.0in; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika rasio > reject ratio, maka kerjakan :</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.0in; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Hal ini menandakan calon baru akan diterima
sebagai pusat jika keberadaanya akan memberikan keseimbangan terhadap data-data
yang letaknya cukup jauh dengan pusat cluster yang telah ada.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Md = -1</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Kerjakan untuk i=1 sampai i=C:</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.0in; mso-list: l0 level6 lfo1; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIQAAAA2CAIAAACJJKaOAAAF7ElEQVR4nO2bL4jjShzHv/KJEytOrHimcOIVzhROvMpbWPEKawonXuGpcuKoOsKJJawLK5ZQUUJFCRWFrDjIioU8UeiZhawopKKQFYWpWBFREVExouL3RNJt+i/9+3qzl36omLT5ZTL5ZmZ+8/tNQUeEAT/7Bo5MOIohEEcxBOIohkAcxRCIoxgCIYIYnDW14hsAp8WKxYZERNQzigDeFtS2v7d6Rp51dQakMh/S6XenQCr9/lTr7u3yuyOCGERErAF8NLzIF8bvUmuwt+vzR+UEKN1FavBtCbI93FsVuyOKGG4NqLovh95tYZ/vbEcFIP3g099yt2y4iw1W4NwozmgP9zWDIGJw+xtQZ+FRVy9892LP3whXBXBp87kfvP50LUOP9fzoaTw84P6kj3Ln+mzB1eZth6Epn694CYKIwXQgGwjAHeWLtfb9r4Y3JQAr+lnfKCBTqrXsWgHQ2ci3q6UUoDwSdbQMAJwZfSLiTjmfBvBHNld1+WJbr1UtZQPbtpoC0GBxVUcQRQwDkB+JiNvfZGev47hzDUCLex59IwfJDhyFjgoYjIgGrSIku2PJDY+GtoRCOIFxR8FvRi/WljsyJLttyt+ZU171HkQQQwzuKIDRI+/fotZZ18itYjFTbyLTAVxYy8Vg5gdITZ+IqKvlAOWRExE9KjgvFKsOEVFbBcazSydSXmbbVnFRCm03QQwxns0coN2apfq6PZqI/I5l3VvmnWndW9bdpNx6ig5yzADwyVzqID8ZAHKf5eJf6dPPBht3SrcCQHVHRESsBtTCG4uWl9myGvA2tN0IMcToGQDwKeb93R6nAkB15mYh/8klInZ7FnnTX2AaID0ENkwH9CealMfDzjJbPRxyN0YMMboaILVilnc9A5t0min6ZnbOm/KbktomIuIPCnBm9sPvWUO2nol6OqCHTzkoe47zTNTTT6C53LOa3lq2L1cIRs5VrRBCDL9ZlB9izxh6fAe/nrfVNAAgc1EsXqSBjNoeS8MdbTLb5IOZmTWAynjE72hAtnDLOIU9+PRcDx2pZbbl6dli4PvBzQ/9+FYIIQYNY11Z7qjv5dbuLpbH3LbjPi+oi/eZt7xf+pGfuDdrHm9Lg5YE1aWwFfELfjHEWAHT/rb2F6I6LNxWL4MJa3UrYsXgzPyaBU5SH7K588wJkDnPZbYeu7emp6fXXjcJR1fP3/lERD09taoVS8UIxtmpyBr51peJL3EwWOPFmXl9uHXkv7ZcvlYrlojR0U4BeTayRtRtxfk8/wtMh/5q+wVROGOv1YqFYrgagKt515zI8/cYNVoJa8hatbSdzy4OrCFp1ZKyRisWiBFE1vYwMowWfY4sZ4EYzjUw3af8tqlXVK2iqWXNXC/15pSXBI7q22UQEsG8GEwH8M6czSe0VQByc58zBh9x5VqWrxT5UlKuVPlSWqP865zPB7MPc14Mz7qY7RlE5N0XAH2D4NfQ50POfc6H3Pcj5ek5R6vp8qWk3KjypSTfqMkpK9fy/Gp8wTDFagCU6bUit6+A8gYjjFtZJ759ZIpF3pRvSwBuIgGWkasCQWQtpGeEo/+Tfny++2LJOuPZKgD4vSBVdKMi594AUKYScAP/JT28SwjvSJS4cAgfMNZxnQ7zZx63Z0nQnBERd5T3klC7XV41WwUKR44yDn7p/xx8Sf7rspUYHS1/HwS/jNRx3bA/thGDNZD/2mIjYnVM9kkc2Zmteka4Lcs1FmSAj2zPlsklVpf0mvTaQ3ii8SoyfUkhYWJw3ws2Bg69uMT1TyIxYow8py6dAcoD9x9kMePHiRGDiLijQmr9MJV7361h/X2kByNJYnQ1/JnPb74F9mAkSAxWBaBtsQX2YCRHDNcA5IdDpvA3JjFi9AwEO/sEJiliuPUTlN3ZfvGSlRGDpIgxQ7jIGIRbj7z9/a12FxIqBhsSDR3toxwkAAT5N3hCxSAiIqZ9CnciC+JiJViMSPZekMhIQsXwgv3U42SM/fxT72ZMQsUQcz91QsXQqiUBF4AJFUNM/gOZa6mnO6wJiwAAAABJRU5ErkJggg==" />, j=1,2,…,m</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.0in; mso-list: l0 level6 lfo1; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.0in; mso-list: l0 level6 lfo1; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika (Md < 0) atau (Sd < Md), maka Md = Sd</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Smd = √Md</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika (Rasio + Smd) >= 1, maka kondisi = 1</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; text-align: justify;">
Hal ini berarti data diterima sebagai pusat cluster.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika (Rasio + Smd) < 1, maka kondisi = 2</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; text-align: justify;">
Hal ini berarti data tidak akan dipertimbangkan kembali sebagai pusat
cluster</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.0in; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika kondisi = 1, maka kerjakan :</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>C = C + 1</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Center<sub>c</sub> = V</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Kurangi potensi dari titik-titik di dekat pusat
cluster :</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.0in; mso-list: l0 level6 lfo1; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><img alt="" src="data:image/png;base64,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" />, i=1,2,…,n; j = 1,2,…,m</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.0in; mso-list: l0 level6 lfo1; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><img alt="" src="data:image/png;base64,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" />, i=1,2,…,n</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.0in; mso-list: l0 level6 lfo1; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span>D<sub>i</sub> = D<sub>i</sub> - Dc<sub>i</sub></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.0in; mso-list: l0 level6 lfo1; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika D<sub>i</sub> <= 0, maka D<sub>i</sub> =
0; i=1,2,…,n</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.0in; mso-list: l0 level6 lfo1; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Z = <img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.0in; mso-list: l0 level6 lfo1; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span>h = i, sedemikian hingga D<sub>i</sub> = Z</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.0in; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika kondisi = 2, maka :</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>D<sub>h</sub> = 0</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Z = <img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 2.5in; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>h = i, sedemikian hingga D<sub>i</sub> = Z</div>
<ol start="7" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Kembalikan
pusat cluster dari bentuk ternormalisasi ke bentuk semula</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span><img alt="" src="data:image/png;base64,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" /></div>
<ol start="8" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Hitung
nilai sigma cluster : </li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
σ<sub>j</sub>
= r<sub>j</sub> * (Xmax<sub>j</sub> - Xmin<sub>j</sub>)/√8</div>
<ol start="9" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Hitung
derajat keanggotaan setiap titik data X<sub>i</sub> pada cluster ke-k</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-tab-count: 1;"> </span><img alt="" src="data:image/png;base64,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" /></div>Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-1441618793476820762012-06-29T04:21:00.002-07:002012-06-29T04:22:16.068-07:00Fuzzy C-Means (FCM)<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Fuzzy C-Means
(FCM) merupakan salah
satu algoritma fuzzy
clustering. Fuzzy C-Means (FCM) adalah suatu teknik pengclusteran data yang
keberadaan setiap titik
data dalam suatu
cluster ditentukan oleh
derajat keanggotaan. Teknik ini
pertama kali diperkenalkan oleh Jim Bezdek pada tahun 1981. </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Konsep dasar
FCM yaitu menentukan
pusat cluster, yang akan
menandai lokasi rata-rata
untuk setiap cluster. Dengan cara memperbaiki pusat cluster dan derajat
keanggotaan setiap titik data
secara berulang, maka
akan dapat dilihat bahwa
pusat cluster akan
bergerak menuju lokasi yang
tepat. Perulangan ini
didasarkan pada pada minimisasi
fungsi obyektif yang menggambarkan jarak
dari titik data
yang diberikan ke pusat
cluster yang terbobot
oleh derajat keanggotaan titik
data tersebut.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Output dari FCM bukan merupakan
fuzzy inference system, namun merupakan deretan pusat cluster dan beberapa
derajat keanggotaan untuk tiap-tiap titik data. Informasi ini dapat digunakan
untuk membangun suatu fuzzy inference system. </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Algoritma Fuzzy
C-means clustering adalah sebagai berikut<b style="mso-bidi-font-weight: normal;"></b> :</div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Menentukan:
</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
Matriks
X yang merupakan data yang akan dicluster, berukuran k x j, dengan k = jumlah
data yang akan di-cluster dan j = jumlah variabel/atribut (kriteria).</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
<img alt="" src="data:image/png;base64,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" /></div>
<ol start="2" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Menentukan
:</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
a. Jumlah cluster yang akan dibentuk (n >c ≥
2).</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
b. pembobot (w > 1).</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
c. Maksimum iterasi (max n). </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
d. Kriteria penghentian/treshold (<span style="font-family: "MS Mincho";">ɛ</span> =
nilai positif yang sangat kecil).</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
e. Menentukan fungsi obyektif awal (P<sub>0</sub>).</div>
<ol start="3" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Membentuk
matriks partisi awal U (derajat keanggotaan dalam cluster) dengan ukuran k
x i; matriks partisi biasanya dibuat acak, , dengan k = jumlah data yang
akan di-cluster dan i = jumlah cluster</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
<img alt="" src="data:image/png;base64,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" /></div>
<ol start="4" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Hitung
pusat cluster (V) untuk setiap cluster, menggunakan rumus :</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
<img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
Keterangan
: </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
V<sub>ij
</sub>= pusat cluster pada cluster ke-i dan atribut ke-j.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
μ<sub>ik
</sub>= data partisi (pada matriks U) pada cluster ke-i dan data ke-k.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
X<sub>kj
</sub>= data (pada matriks U) pada atribut ke-j dan data ke-k.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
w
= pembobot.</div>
<ol start="5" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Hitung
nilai obyektif (P<sub>n</sub>) dengan rumus :</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
Keterangan
:</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
μ<sub>ik
</sub>= data partisi (pada matriks U) pada cluster ke-i dan data ke-k.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
d<sub>ik</sub>
= fungsi ukuran jarak untuk jarak Euclidean pada pusat cluster ke-i dan
data ke-k.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
w
= pembobot.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
P<sub>n</sub>
= nilai obyektif pada iterasi ke-n.</div>
<ol start="6" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Perbaiki
derajat keanggotaan setiap data pada setiap cluster (perbaiki matriks
partisi)</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
<img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
dengan
: </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
<span style="height: 8px; left: 0px; margin-left: 265px; margin-top: 20px; position: absolute; width: 7px; z-index: 251655680;"><img height="8" src="file:///F:/DOCUME%7E1/Owner/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image012.jpg" width="7" /></span><img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
Keterangan
:</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
μ<sub>ik
</sub>= data partisi (pada matriks U) pada pusat cluster ke-i dan data ke-k.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
d<sub>ik</sub>
= fungsi ukuran jarak untuk jarak Euclidean pada pusat cluster ke-i dan
data ke-k.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
d<sub>jk</sub>
= fungsi ukuran jarak untuk jarak Euclidean pada pusat cluster ke-j dan
data ke-k.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
w
= pembobot.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify;">
X<sub>kj
</sub>= data (pada matriks U) pada atribut ke-j dan data ke-k.</div>
<ol start="7" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Menghentikan iterasi
jika pusat cluster
V tidak berubah. Alternatif kriteria penghentian adalah
jika perubahan nilai error kurang dari treshold |Pn -
Pn-1| < <span style="font-family: "MS Mincho";">ɛ</span>.
Alternatif adalah ketika perulangan melebihi maksimum iterasi ( n > max
n). Jika iterasi belum berhenti, kembali ke langkah 4.</li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify;">Jika
iterasi berhenti, ditentukan cluster dari tiap-tiap data. Cluster dipilih
berdasarkan nilai matriks partisi terbesar.</li>
</ol>Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-23877293150012331642012-06-04T02:55:00.001-07:002012-06-04T02:55:37.547-07:00Beberapa Hal yang Tidak Perlu Masuk Dalam CVSaat <a href="http://shine.yahoo.com/work-money/well-rounded-r-233-sum-233-six-jobs-170100175.html">melamar kerja</a>, kita ingin memastikan CV kita <a href="http://shine.yahoo.com/work-money/killer-resume-hired-machines-204100738.html">berbeda dari yang lain</a>
— tapi bukan untuk alasan yang salah. Nah, supaya CV kita tidak
berakhir di tempat sampah, pastikan lima hal berikut ini tidak terdapat
dalam CV Anda!<br /><br />1. Objektif atau tujuan<br /><br />Memang ada masanya
ketika para pencari kerja merasa perlu menuliskan tujuan atau bayangan
pekerjaan mereka. Ini memang bagus bagi para pencari kerja, tapi
membuang-buang waktu perusahaan. Kenapa? Soalnya mereka justru sedang
mencari seseorang yang bisa memenuhi kriteria mereka (bukan sebaliknya).
Anda boleh-boleh saja menuliskan objektif, tapi cukup save di komputer.<br /><br />2. Informasi pribadi<br /><br />Tidak
ada perlunya mencantumkan status pernikahan, selera seksual, jumlah
anak, agama, atau afiliasi politik dalam CV. Jika kamu punya blog,
bolehlah masukkan URL bila memang ada hubungannya dengan pekerjaan.
Jangan masukkan nomor SIM — bila CV Anda ditolak, informasi pribadi Anda
bisa disalahgunakan oleh orang tak bertanggungjawab.<br /><br />3. Gaji yang diinginkan<br /><br />Diskusi
gaji lebih baik dilakukan seiring proses rekrutmen. Jika Anda memang
diminta menuliskan rentang gaji yang diinginkan, tuliskan rentangnya
selebar mungkin dan bersiap-siaplah untuk negosiasi.<br /><br />4. Pengalaman/kegiatan yang tak berhubungan<br /><br />Tiada tempat bagi pengalaman kerja Anda yang tidak berhubungan, keanggotaan klub, atau hobi Anda dalam CV.<br /><br />5. Kelemahan<br /><br />Dalam
wawancara kerja, sering kali kita ditanya apa kelemahan kita. Tapi itu
bukan berarti kita boleh lebih dahulu memberi tahu pihak perusahaan.
Fokuslah pada kelebihan Anda.<br /><br />Selanjutnya, ingatlah lima hal penting berikut ini ketika menulis CV:<br /><br /><strong>Jangan menggunakan CV yang sama untuk semua lamaran kerja.</strong>
Jauh lebih baik bila Anda “menjahit” sedikit CV yang dikirim untuk tiap
lamaran, sebab jenis pekerjaan yang berbeda membutuhkan keahlian yang
berbeda pula.<br /><br /><strong>Jangan lupa surat lamaran.</strong> Inilah
tempat Anda berkesempatan “menjual diri” — menunjukkan keahlian Anda
serta menjelaskan CV Anda bila ada yang janggal. Ini juga bisa jadi
tempat yang tepat untuk Anda menunjukkan pengetahuan Anda mengenai
industri — dan perusahaan — yang dituju.<br /><br /><strong>Jangan sekadar mencantumkan posisi pekerjaan terdahulu.</strong>
Tapi berikan penjelasan sedikit kepada calon bos mengenai keahlian apa
saja yang telah Anda dapatkan — dan kaitannya dengan pekerjaan yang
sedang Anda incar. Jangan lupa juga cantumkan prestasi yang diraih.<br /><br /><strong>Jangan sampai ada salah ketik.</strong>
Apalagi bila Anda salah mengetik sapaan yang harusnya “Bapak” menjadi
“Ibu”. Sehebat apa pun Anda, besar kemungkinan CV Anda akan berakhir di
Recycle Bin.<br /><br /><strong>Jangan membual.</strong> Jika CV Anda lolos
persaingan — dan itu memang tujuannya, kan? — bos yang baik akan
memeriksa semua keabsahan fakta. Mengecek fakta lewat Internet tidaklah
sulit. Dia pun bisa bertanya ke mantan bos Anda. Jadi jika ada yang
janggal di CV Anda, jelaskanlah di surat lamaran — atau jelaskan
langsung saat wawancara.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-41805349385981550642012-05-28T16:29:00.002-07:002012-05-28T16:30:31.788-07:00Sifat Manusia berdasarkan Golongan Darah<b>Golongan Darah Manusia yang susah men-tolerir kesalahan orang lain:</b><br />
1. Golongan darah A (dianggap paling tolerir karena Manusia dengan
golongan darah ini disebut-sebut memiliki perfeksionis dan narsisme yang
terlalu besar)<br />
2. Golongan darah B (menempati posisi kedua sebagai orang yang bisa
tolerir kesalah orang karena memiliki sikap yang easy going tapi juga
easy judging)<br />
3. AB (suka asal Beda)<br />
4. O (easy judging namun ada kecenderungan pardoning)<br />
<span id="more-562"></span><br />
<b>Sifat umum manusia berdasarkan golongan darah</b><br />
A : Terorganisir, konsisten, jiwa kerja-sama tinggi, tapi selalu
cemas (krn perfeksionis) yg kadang bikin org mudah sebel, kecenderungan
politik: “destra”<br />
B : Santai, easy going, bebas, dan paling menikmati hidup, kecenderungan politik: sinistra”<br />
O : Berjiwa besar, supel, gak mau ngalah, alergi pada yg detil, kecenderun gan politik: “centro”<br />
AB: Unik, nyleneh, banyak akal, berkepribadian ganda, kecenderungan politik<br />
<b>Orang yang paling bisa dipercaya berdasarkan golongan darah</b><br />
1. A (disebut-sebut konsisten dan selalu taat hukum)<br />
2. B (paling bisa dipercaya karena dinggap mereka akan selalu menjaga balance)<br />
3. B (dapat dipercaya ketka mereka ingin menjaga kenikmatan hidup)<br />
4. AB (mudah ganta frama of refrence)<br />
<b>Orang yang paling disukai untuk jadi teman berdasarkan golongan darah</b><br />
1. O (dianggap orangnya paling sportif)<br />
2. A (orang yang selalu on time dan persis)<br />
3. AB (kreatif)<br />
4. B (tergantung mood)<br />
<b>Orang yang paling banyak meraih mendali olimpiade olahraga berdasarkan golongan darah</b><br />
1. O (jago olahraga)<br />
2. A (persis dan matematis)<br />
3. B (tidak terpengaruh pressure dari sekitar)<br />
4. AB (alergi pada setiap jenis olahraga)<br />
Orang yang paling kuat ingatannya berdasarkan golongan darah<br />
1. O<br />
2. AB<br />
3. A<br />
4. B<br />
<b>Panjang umur berdasarkan golongan darah</b><br />
1. O (tidak gampang stress, antibodynya paling joss)<br />
2. A (hidup teratur)<br />
3. B (mudah cari kompensasi stress)<br />
4. AB (amburadul)<br />
Orang yang paling mudah gendut berdasarkan golongan darah<br />
1. O (nafsu makan besar, makannya juga cepat sekali)<br />
2. B (makannya lama, nambah terus, dan lagi suka makanan yang enak)<br />
3. A (hanya makan apa yang ada di piring, terpengaruh program diet)<br />
4. AB (makan tergantung mood, mudah kena anoressia)<br />
Makanan Sesuai Golongan Darah<br />
Anda mungkin tak pernah berpikir kalau golongan darah ternyata punya
hubungannya dengan jenis makanan tertentu. Tak heran ada yang menyatakan
“Anda adalah apa yang Anda makan”.<br />
Menurut hasil penelitian Dr Peter J. d’Adamo dalam buku Eat Right for
Your Type, ternyata ada jenis makanan tertentu yang baik dikonsumsi
oleh orang dengan golongan darah tertentu, begitu juga sebaliknya. Orang
yang bergolongan darah “O” misalnya, ternyata sebaiknya tidak
mengkonsumsi kopi atau teh dapat menghambat aliran energi yang dimiliki.<br />
Sebagaimana diketahui, ada empat golongan darah yang dikenal yaitu O,
A, B, dan AB. Keempatnya berlaku untuk seluruh ras manusia. Entah itu
orang asia, kaukasus, afrika, amerika atau australia.<br />
Nah ide d’Adamo didasarkan pada fakta yang menyatakan bahwa golongan
darah “O” banyak dimiliki orang zaman pra sejarah saat mereka masih
mencari makan dengan cara berburu. Itu sebabnya, menurut teori itu,
orang modern yang memiliki golongan darah “O” sangat baik mengkonsumsi
makanan yang kaya akan lemak dan protein.<br />
Golongan darah “A” yang baru diketahui belakangan saat pertanian
ditemukan membuat para pemiliknya serta pemilik golongan darah “AB”
lebih baik mengkonsumsi makanan yang kaya akan biji-bijian dan
karbohidrat. Sementara para pemilik golongan darah “B” berada diantara
“O” dan “A”.<br />
Menurut teori itu, orang yang bergolongan darah “B” tidak dapat
membakar lemak seefisien kaum “O”, sama halnya mereka tak bisa membakar
karbohidrat sebaik pemilik golongan darah “A”.<br />
Berikut beberapa jenis makanan yang cocok sesuai golongan darah.<br />
Jenis makanan: Produk Susu<br />
Golongan A: kefir, mozzarella cheese, ricotta cheese, soy cheese, soy milk<br />
Golongan AB: yoghurt, cottage cheese, farmer cheese, feta cheese, goat
cheese, kefir, susu kambing, mozzarella cheese, rice milk, ricotta
cheese<br />
Golongan B: yoghurt, cottage cheese, farmer cheese, feta cheese, goat
cheese, kefir, susu kambing, mozzarella cheese, paneer, rice milk,
ricotta cheese<br />
Golongan O: rice milk<br />
Jenis makanan: Ikan<br />
Golongan A: carp, cod, mackerel, monkfish, pickerel, red snapper, salmon, sardine, trout<br />
Golongan AB: cod, mackerel, monkfish, pickerel, red snapper, sardine, trout, tuna<br />
Golongan B: caviar, cod, halibut, mackerel, monkfish, pickerel, salmon, sardine, trout<br />
Golongan O: bluefish, cod, halibut, herring/kippers, mackerel, monkfish, red snapper, salmon, sardine, snapper, trout, tuna<br />
Jenis makanan: Daging<br />
Golongan A: jantung, hati, sapi<br />
Golongan AB: lamb, mutton, kelinci, kalkun<br />
Golongan B: lamb, mutton, kelinci, menjangan<br />
Golongan O: kerbau, lamb, mutton, kalkun, menjangan<br />
Jenis makanan: Buah-buahan<br />
Golongan A: aprikot, blackberry, blueberry, cherry, lemon, nanas, plum<br />
Golongan AB: cherry, berry, anggur, kiwi, lemon, pepaya, nanas, plum<br />
Golongan B: pisang, anggur, pepaya, nanas, plum<br />
Golongan O: pisang, blueberry, cherry, berry, jambu batu, nanas, plum<br />
Jenis makanan: Sayuran<br />
Golongan A: bit, brokoli, wortel, bawang putih, jahe, lettuce, bawang, labu kuning, bayam<br />
Golongan AB: bit, brokoli, wortel (jus), celery, terong, bawang putih, kentang<br />
Golongan B: bit, brokoli, kol, wortel, terong, jahe, merica, kentang<br />
Golongan O: bit, brokoli, bawang putih, lettuce, bawang, merica, kentang, labu kuning, bayam.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-7254246660499010852012-05-28T06:19:00.002-07:002012-05-28T06:19:35.650-07:004 Cara Menyenangkan Cegah Kanker ProstatKanker prostat menjadi ancaman bagi kaum pria.
Pertumbuhan kanker prostat seringkali sangat lambat, bahkan bisa tidak
menunjukkan gejala selama bertahun-tahun. Padahal penanganan kanker
prostat sangat kompleks. Sehingga daripada mengobati lebih baik kita
mencegahnya. Askmen (25/4) membocorkan empat cara menyenangkan untuk
mencegah perkembangan kanker prostat.
<br />
<strong>Masturbasi</strong><br />
Meskipun orang yang sering masturbasi sering dicap aneh, namun
ternyata beberapa penelitian menunjukkan masturbasi bisa menjadi salah
satu cara untuk mencegah kanker prostat. <br />
Menurut penelitian di tahun 2004 dalam <em>Journal of American Medical Association</em>,
untuk mendapatkan manfaat perlindungan terhadap kanker prostat, maka
ejakulasi sebanyak 12 kali per bulan (masturbasi atau berhubungan seks)
itu perlu. Apalagi setiap peningkatan tiga kali ejakulasi per minggu
berkaitan dengan penurunan 15 persen kanker prostat.<br />
Lantas bagaimana mungkin ejakulasi melindungi pria dari risiko kanker
prostat? Sebuah teori menjelaskan bahwa hal ini memungkin penis untuk
membersihkan diri karsinogen (racun). Dengan kata lain, mastrubasi dapat
membersihkan penis Anda.<br />
<strong>Olahraga</strong><br />
Bukan rahasia lagi jika olahraga merupakan salah satu cara pencegahan
paling ampuh dari penyakit. Karena sebagai manusia, kita dituntut untuk
selalu menjadi aktif. Olahraga meningkatkan sirkulasi, sistem kekebalan
tubuh dan menaikkan tingkat energi. Anda bisa ikut latihan aerobik,
bersepeda gunung, jogging, atau bahkan menari.<br />
<strong>Sarapan sereal</strong><br />
Jika Anda mencari cara yang mengenyangkan untuk mencegah kanker
prostat, pilihlah serial alami yang tinggi rami dan cobalah mengganti
susu sapi dengan susu kedelai. Rami dan susu kedelai mengandung bahan
aktif yang melawan kanker prostat.<br />
<strong>Makan saus marinara</strong><br />
Saus marinara merupakan saus khas Italia yang terbuat dari tomat.
Tomat merupakan sumber lycopene, sebuah antioksidan yang kuat yang dapat
mengurangi perkembangan kanker prostat pada kaum pria. Sebenarnya,
tomat hanyalah salah satu dari beberapa makanan anti kanker prostat.
Mengonsumsi makanan ini dengan kombinasi kreatif seperti saus marinara
hanyalah satu dari empat cara menyenangkan untuk mencegah kanker
prostat.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-18232080727365876032012-05-28T06:18:00.001-07:002012-05-28T06:18:29.649-07:00Tubuh Sehat Diawali Konsumsi Minuman yang TepatMemiliki tubuh sehat ternyata dipengaruhi cara memilih
minuman yang sehat pula. Jika caranya tepat, porsinya juga tepat, maka
hidup sehat tidak lagi sulit digapai.
<br />
Berikut ada 12 cara sehat mengkonsumsi minuman sehat seperti dikutip
dari grup facebook GERAKAN SADAR GIZI yang ditulis ahli gizi Rosihan
Anwar Sgz.<br />
<strong>1. Awalilah menu minuman (atau makanan) pagi Anda dengan jus sayuran.</strong> Brokoli, wortel, bayam, dan ketimun adalah sayur-sayuran dengan konsentrasi air juga serat yang tinggi.<br />
<strong>2. Konsumsilah teh setidaknya 2 cangkir setiap harinya.</strong>
Minuman teh hijau memiliki manfaat lebih banyak bagi kesehatan
ketimbang teh hitam dan mudah ditemukan di tempat perbelanjaan terdekat
di rumah Anda. Usahakan memilih teh tubruk (bukan teh bubuk) dan bukan
teh celup. Ingat, tidak pakai gula.<br />
<strong>3. Makan 5 porsi buah yang berbeda setiap harinya.</strong> Ya, buah juga sumber minuman. Bisa dikatakan dapat memakan minuman Anda sendiri.<br />
<strong>4. Jangan kaget melihat jumlahnya. Satu porsi buah bukan berarti satu buah.</strong>
Seiris pepaya, seiris semangka, beberapa iris apel, jeruk, dan mangga,
bisa jadi pilihan tepat. Mungkin Anda bisa mulai mencari tukang rujak
yang dapat menjadi langganan Anda di sekitar tempat aktivitas harian
Anda. Sudah sehat, segar pula.<br />
<strong>5. Kurangi asupan karbohidrat dan lemak dan tambahkan porsi sayur Anda.</strong>
Karbohidrat dan lemak menyerap air sehingga mereka yang mengkonsumsi
terlalu banyak karbohidrat dan lemak biasanya mudah merasa badannya
panas.<br />
<strong>6. Tidak perlu makan suplemen.</strong> Mengkonsumsi suplemen
berarti minum air putih lebih banyak agar tidak ada pengendapan ginjal
akibat bahan-bahan kimia pembentuk suplemen-walau para produsennya
mengaku menggunakan teknologi alami. Lagipula, bila pola makan Anda
sudah benar, berarti kebutuhan vitamin bagi tubuh Anda juga sudah tepat.
Vitamin yang berlebih juga akan keluar melalui air seni, jadi buat
apa-apa buang-buang uang?<br />
<strong>7. Lebih banyak minum di kala pagi menjelang sore</strong> dan kurangi ketika menjelang malam. Anda tidak mau kan terganggu tidurnya karena bolak-balik ke kamar mandi?<br />
<strong>8. Saat puasa lebih baik mencukupkan porsi minuman dengan cara mencicil dari sejak buka puasa hingga imsak.</strong>
Penyerapan cairan akan lebih efektif ketimbang minum sekaligus empat
gelas pada saat sahur. Bukannya terserap tubuh, tetapi malah beser.<br />
<strong>9. Bagi ibu menyusui, minumlah sebelum dan sesudah menyusui</strong> agar mempercepat pengisian ulang air susu ibu.<br /> <br /><strong>10. Minum usai olahraga memang melegakan, tetapi minumlah dengan perlahan dan tidak sekaligus.</strong> Lakukanlah dalam keadaan santai alias tidak ngos-ngosan karena picu jantung masih sangat kencang.<br />
<strong>11. Pada suhu udara yang sangat panas dan kering disarankan mengkonsumsi minuman dingin</strong> untuk menghindari dehidrasi. Biasanya terjadi di daerah-daerah gurun pasir atau savana.<br />
<strong>12. Hindari soda dan kafein.</strong> Soda menyerap air yang
begitu banyak sehingga kita akan selalu merasa haus walau sudah meminum
air soda dalam jumlah banyak. Sedangkan endapan kafein dapat mengganggu
ginjal Anda.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-49284427641284283212012-05-14T15:32:00.002-07:002012-05-14T15:32:25.113-07:00Sylvester Stallone “Terlihat” di Lukisan Abad ke-16<br /><span class="yui-editorial-embed"><span class="yom-figure yom-fig-left" style="width: 630px;"><img alt="" class="editorial " src="http://l2.yimg.com/bt/api/res/1.2/ZLs6fZjrk9sOCVOxNjghsA--/YXBwaWQ9eW5ld3M7cT04NTt3PTYzMA--/http://media.zenfs.com/en_us/News/Reuters/2012-05-11T145939Z_1527117354_GM1E85B1R2G01_RTRMADP_3_ITALY.JPG" title="Lukisan karya Raphael tahun 1511 (kiri) dan Sylvester Stallone tahun 1995 (kanan). (Foto: REUTERS)" width="630" /><span class="legend">Lukisan karya Raphael tahun 1511 (kiri) dan Sylvester Stallone tahun 1995 (kanan). (Foto: REUTERS)</span></span></span>Selalu ada hal baru yang bisa ditemukan di Vatikan.<br /><br />Ketika
sedang mengunjungi kota suci itu, Anthony Zonfrell (20) terkejut
setengah mati karena melihat Sylvester Stallone di salah satu karya
pelukis besar Raphael.<br /><br />OK, memang sih bukan Stallone sungguhan.
Tapi sang bintang "Rocky" dan "Rambo" — yang siap tampil kembali di "The
Expendables 2" pada musim panas ini — memang memiliki kemiripan dengan
salah seorang objek lukisan yang menggambarkan Paus Gregory IX
menyetujui Dekrit Vatikan, yang dibuat pada 1511.<br /><br />Ada kemiripan
di tulang pipi. Mirip di mata yang sayu. Hidung, rambut, dagu yang
runcing. Orang yang berada di lukisan itu sangat mirip dengan Sly.<br /><br />Fakta yang cukup menarik. Apalagi, Stallone sendiri juga berprofesi sebagai pelukis.<br /><br />Tentu
saja, ini bukan pertama kali seorang selebritas memiliki kemiripan
dengan orang zaman dulu. Beberapa orang bertanya-tanya apakah Jack Black
dan Paul Revere adalah orang yang sama. Setahun yang lalu, seseorang
menemukan foto usang seorang prajurit era Perang Sipil yang terlihat
persis seperti Nicolas Cage.<br /><br />Dalam wawancara dengan David
Letterman, Cage mengakui kemiripan tersebut, tapi berkeras kalau dia
bukan penjelajah waktu dari abad ke-19.<br /><br />Pihak Stallone sendiri tidak berkomentar.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-40932899074295316912012-05-13T08:28:00.002-07:002012-05-13T08:28:12.756-07:00Learning Vector Quantization (LVQ)<em>Learning Vector Quantization</em> (LVQ) adalah sebuah metode
klasifikasi dimana setiap unit output mempresentasikan sebuah kelas. LVQ
digunakan untuk pengelompokkan dimana jumlah kelompok sudah ditentukan
arsitekturnya (target/kelas sudah ditentukan).<br />
LVQ salah satu jaringan syaraf tiruan yang merupakan algoritma pembelajaran kompetitif terawasi versi dari algoritma <em>Kohonen Self-Organizing Map</em>
(SOM). Tujuan dari algoritma ini adalah untuk mendekati distribusi
kelas vektor untuk meminimalkan kesalahan dalam pengklasifikasian.<br />
Algoritma diusulkan oleh Kohonen pada tahun 1986 sebagai perbaikan dari <em>Vector Quantization</em>. Model pembelajaran LVQ dilatih secara signifikan agar lebih cepat dibandingkan algoritma lain seperti <em>Back Propagation Neural Network</em>. Hal ini dapat meringkas atau mengurangi dataset besar untuk sejumlah kecil vektor.<br />
LVQ melakukan pembelajaran pada lapisan kompetitif yang terawasi.
Lapisan kompetitif akan secara otomatis belajar untuk mengklasifikasikan
vector-vector input. Kelas-kelas yang didapat sebagai hasil dari
lapisan kompetitif ini hanya tergantung pada jarak antara vector-vector
input. Jika vector input mendekati sama maka lapisan kompetitif akan
mengklasifikasikan kedua vector input tersebut kedalam kelas yang sama.<br />
<div class="wp-caption aligncenter" style="width: 479px;">
<img alt="competitif learning" height="145" src="http://www.willamette.edu/%7Egorr/classes/cs449/Unsupervised/competitive-5.gif" title="competitif learning" width="469" /><div class="wp-caption-text">
competitif learning</div>
</div>
Dalam pengenalan wajah, sistem sudah mengetahui bentuk atau fitur
wajah tertentu, dan LVQ digunakan untuk mengenali dengan mengklasifikasi
fitur wajah tersebut (identifikasi/verifikasi).Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-37203246801855659452012-05-13T04:33:00.003-07:002012-05-13T04:33:35.943-07:00Jangan Bagikan Ini dengan Kekasih Anda!Dalam sebuah hubungan, Anda mendedikasikan diri untuk
cinta dan mengharapkan hal yang sama dari pasangan Anda. Adalah normal
untuk berbagi hal-hal dan ide dengan pasangan Anda, tapi terkadang
berbagi justru bisa berbahaya.
<br />
<br />Kadang-kadang sebuah hubungan disebut sehat bila ada beberapa hal yang tidak Anda bagi dengan pasangan. Apa saja itu, <em>boldsky</em> membaginya dengan Anda: <br />
<strong>Password facebook</strong><br />
<br />Facebook adalah jaringan sosial paling baik saat ini di dunia.
Jika Anda memiliki lebih banyak teman lawan jenis, sebaiknya pasword
Anda tidak dibagi dengan pasangan Anda. <br />
<strong>SMS</strong><br />
<br />Mirip dengan mengobrol di situs jejaring sosial, chatting di
ponsel melalui semua pesan lebih umum. Untuk kehidupan cinta yang sehat
sebaiknya hindari berbagi pesan Anda dengan ponsel pasangan Anda. <br />
<strong>Nomer teman</strong><br />
<br />Anda mungkin percaya pasangan Anda, tetapi berbagi nomor teman
dapat berisiko. Percaya dengan teman pria atau teman wanita adalah etika
tetapi jangan percaya begitu saja. Jadi berhati-hatilah jika Anda
berbagi nomor teman Anda dengan pasangan Anda. <br />
<strong>Tabungan</strong><br />
<br />Hal ini lebih berlaku untuk pria. Jika Anda mengungkapkan jumlah
tabungan Anda, maka pasangan mungkin minta dibelikan sesuai misalnya
cincin baru. Tapi ketika Anda tidak setuju, dia akan membahas saldo
Anda. Ini akan menyebabkan perkelahian, sebaiknya dihindari. <br />
<strong>Rahasia tersembunyi</strong><br />
<br />Jangan pernah berbagi rahasia tersembunyi dengan pasangan Anda.
Jika Anda memiliki kehidupan cinta yang bahagia, maka jangan pernah
berpikir berbagi masa lalu dengan pasangan Anda. Adalah umum memiliki
hubungan masa lalu, tetapi Anda harus tahu pasangan tidak akan
menghargai itu.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-34676392601284857322012-05-12T18:41:00.003-07:002012-05-12T18:41:23.437-07:007 Gurun terindah di dunia<div dir="ltr">
<span style="font-size: x-small;"><span><span class="Apple-style-span"><span><span class="Apple-style-span"><b>7. Farafra (Mesir)</b></span></span><span class="Apple-style-span"><img alt="" border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijI7lQBe3YxP7f88kWL4TvJ8o4TrICbDRjCOzuDzV0tgrXVqtF_cnmv1fKICBzP48-fFUdwKwDiFfPswUwUe-96Xza7tlz2qmNzz8wCeRTwrqTLWqMLJOYZJ3RiMD1tVeT1GfDo56KUt8/s400/4.jpg" width="361" /></span><span><span class="Apple-style-span">Gurun "Putih"</span></span></span></span></span></div>
<div dir="ltr">
<span style="font-size: x-small;"><span><span class="Apple-style-span"><span><span class="Apple-style-span"> </span></span><b><span class="Apple-style-span"><br />
</span></b><span><span class="Apple-style-span"><b>6. Atacama (Chile)</b></span></span><span class="Apple-style-span"><img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj091eVO2TerVl0mj4jFAwavSfkbCXC90agOXu0xkc5V0QwslF32tM7pTq16d60f0bMDY7oYFavT6fdUcoJ1d5DB1j_3batO3Ivj0Q2stcAG1ILVz9iYffPNBPbC2e9eRb4ZwpouXHF2kA/s400/5.jpg" /></span><span><span class="Apple-style-span">Gurun yang paling Asri, penuh dengan bunga-bunga indah, sulit dipercaya</span></span></span></span></span></div>
<div dir="ltr">
<span style="font-size: x-small;"><span><span class="Apple-style-span"><span><span class="Apple-style-span"> </span></span><b><span class="Apple-style-span"><br />
</span></b><span><span class="Apple-style-span"><b>5. Namib (Namibia)</b></span></span><span class="Apple-style-span"><img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWBRRFMPUDXekFTaUD34Sjvt__dd-zSOQcoL_OtQTryH4ePVYg4sxksETM2E7RXJpKOVnLvaR5MNCqUQzDK_jPChqnOI-KS5PATZSRm0aZQGBtEL9qfo980qZmNpRnHHuKil4ayVUYsWM/s400/6.jpg" /></span><span><span class="Apple-style-span">Satu-satunya Gurun Pasir yang ada Gajahnya</span></span></span></span></span></div>
<div dir="ltr">
<span style="font-size: x-small;"><span><span class="Apple-style-span"><span><span class="Apple-style-span"> </span></span><b><span class="Apple-style-span"><br />
</span></b><span><span class="Apple-style-span"><b>4. Simpson Desert (Australia)</b></span></span><span class="Apple-style-span"><img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFJOs7cD3jKb6kzJ_0jhB1lCUMsALRjwqSFuwN6vNiyxHFOwE9v5Pjy439b5pZbI6DiXlMbZ5GXXO-Ue1hfEDWFjioW6XyngfnTjQClRwmUEjhdRvkX4cDmwlfU1prTo5dUYVwOFowHuY/s400/7.jpg" /></span><span><span class="Apple-style-span">Gurun Pasir Merah</span></span></span></span></span></div>
<div dir="ltr">
<span style="font-size: x-small;"><span><span class="Apple-style-span"><span><span class="Apple-style-span"> </span></span><b><span class="Apple-style-span"><br />
</span></b><span><span class="Apple-style-span"><b>3. The Black Desert (Mesir)</b></span></span><span class="Apple-style-span"><img alt="" border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxoGiBh8i2iU4IIoXyylp5x9iADsc0vJ7qP0prmtcmBrTofA3zCxZ_9IH02XZxQNNYEVP8GudALgu8lzUqabvG0xUcKFr9Ri-pVTyQGIOkfyjeEjJS8UaSLuDlPO_zte1yXw4viVweVo4/s400/8.jpg" width="318" /></span><span><span class="Apple-style-span">Gurun Pasir "Hitam"</span></span></span></span></span></div>
<div dir="ltr">
<span style="font-size: x-small;"><span><span class="Apple-style-span"><span><span class="Apple-style-span"> </span></span><span class="Apple-style-span"><br />
</span><span><span class="Apple-style-span"><b>2. Antarctica</b></span></span><span class="Apple-style-span"><img alt="" border="0" height="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5MoArhW8n15eGyXbE-7lQNYTjEy38xfAKugJpaqX2nR9CNE1B7Z2Rbw0qkd_bQouBO-MF5ynf_DA_Xuxbd4qH1u16uSsMMVe4BLaX_gy5jbQo1XTBsBzd8qIjxjuHxcGTItYvd3La8-s/s400/9.jpg" width="400" /></span><span><span class="Apple-style-span">Gurun Terlembab dan Juga Terkering </span></span></span></span></span></div>
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<span style="font-size: x-small;"><span><span class="Apple-style-span"><span><span class="Apple-style-span"> </span></span><b><span class="Apple-style-span"><br />
</span></b><span><span class="Apple-style-span"><b>1. Gurun Sahara (Afrika Utara)</b></span></span><span class="Apple-style-span"><img alt="" border="0" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAGrjcE3nkBt_GIrti7dHubTrF5G0H0gThh1yVp7XYJbS-VBavDuLXx_S0JzEg1M8z0ZPUazvPnTXc5MdOpxlPz1BpEzjd_UX75ajh0QZMCEMa7M7fcsr7_16f2fFEOcqX9nm2yYzzUEo/s400/10.jpg" width="400" /></span></span></span></span></div>
<div>
<a href="http://www.blogger.com/goog_1628361995"><span style="font-size: x-small;"><br />
</span></a></div>Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-77232223539935725342012-05-12T18:39:00.002-07:002012-05-12T18:39:41.105-07:00Rumus GalauGalau entah kenapa menjadi kata yang sangat popular akhir-akhir ini.
Setahun yang lalu saya berangkat ke China untuk melanjutkan studi saya,
masih teringat dalam benak saya bahwa pada saat saya pergi kata galau
hanya diucapkan oleh teman-teman saya yang wong jowo. Begitu pulang
dari China kata galau ini nampaknya telah meraja-lela entah berkat
apa. Mari kita kupas galau itu apa sih? menurut kamus besar Bahasa
Indonesia galau dalam konteks ini artinya kacau tidak karuan. Jadi
saya mengartikan bahwa kebanyakan orang Indonesia saat mengatakan
galau itu mengacu pada perasaan galau. Dimana artinya perasaan mereka
sedang tidak karuan yang akhirnya menuju pada penderitaan batin. <br />
<br />
Manusia dalam hidupnya sering mengalami penderitaan, namun jarang yang
bertanya-tanya apa sih penderitaan itu? kebanyakan dari kita hidup yah
jalani saja. Kita sering tidak peduli dengan apa asal dari perasaan
tidak enak yang saya hadapi ini. Penderitaan nampaknya merupakan
sesuatu yang sudah ter-install dalam diri kita dan tidak dapat
dihilangkan. Bahkan Eric Cassell seorang ahli medis mengatakan bahwa
walaupun tugas seorang ahli kesehatan adalah mengurangi/menangani
penderitaan pasiennya, sangat jarang sekali penelitian yang berkenaan
dengan topik ini. <br />
<br />
U Kyaw Min seorang ahli Abhidhamma (ilmu yang mempelajari tentang
pikiran manusia) membuat formulasi matematika yang dapat mengukur
tingkat penderitaan.<br />
<br />
<img border="0" height="43" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2yq_YuM2YRt-iznks9iyGmIB-5Gww0-h74V7B00H3gV9HZI0aa-pxH_b81p3qZz5aUjWxEKvt4cxa1knDGD6ly_TqMV8z6UuY4c2PNC7invVvFz834TxSDscXBFy8uffTJWwgh5XET0Aj/s400/galau.jpg" width="400" /><br />
Bila hasilnya lebih dari satu maka anda mengalami kepuasaan, bila hasilnya dibawah satu maka kita mengalami penderitaan.<br />
<br />
Misalnya jumlah keinginan adalah 70 dan jumlah keinginan yang terpenuhi
adalah 50. Maka 50/70= 0.71 maka artinya kita menjadi menderita.
Untuk mendapatkan kepuasaan maka kita bisa meningkatkan jumlah
keinginan yang terpenuhi menjadi 70 atau kita bisa mengurangi total
dari seluruh keinginan menjadi 50. Saat itu salah satu dari dua hal
tersebut terjadi anda akan mengalami kebahagiaan setidaknya sampai
anda memiliki keinginan baru yang ingin dipenuhi.<br />
<br />
Anda mungkin sudah menyadarinya bahwa apa yang saya maksud dengan
penderitaan diatas adalah penderitaan batin. V. E. Frankl seorang ahli
psikologi membagi penderitaan menjadi beberapa kategori yaitu<br />
<br />
1. Penderitaan fisik<br />
2. Penderitaan batin<br />
3. Penderitaan spiritual<br />
<br />
Penderitaan fisik dikatakan adalah penderitaan yang tidak dapat
dihindari. Saya juga menyarankan untuk tidak menghindari sakit fisik.
Alasan saya menggunakan kata sakit disini adalah karena sakit belum
tentu menderita. Saat kita mengalami sakit kita bisa saja hanya
merasakan sakit tersebut dan tidak menderita karena sakit tersebut. <br />
<br />
Tentunya sebagai hypnotherapist saya tahu bahwa perasaan sakit dapat
dihilangkan dengan cara tertentu. Hypnotherapy memiliki banyak teknik
yang dapat meredakan rasa sakit fisik ini. Lalu mengapa tidak
dihilangkan? <br />
<br />
Pasalnya karena rasa sakit merupakan sinyal adanya sesuatu yang tidak
beres. Rasa sakit memberikan sinyal pada diri untuk memperbaiki
sesuatu. Untuk itulah rasa sakit menjadi penting. Bagi hypnotherapist
yang aktif menerapi orang saat anda melakukan terapi anestesia
sebaiknya selalu didampingi seorang ahli medis kecuali bila anda
sendiri terlisensi untuk melakukan kegiatan medis. <br />
<br />
Penderitaan lainnya adalah penderitaan batin dan spiritual. Ketiga
penderitaan ini dapat dibantu dengan mengetahui apa hal yang
menyebabkan orang yang menderita semakin menderita. Shizen Young
seorang pengajar Buddhist membuat sebuah formula matematika untuk
menjelaskan hal ini:<br />
<br />
Penderitaan = Sakit X Perlawanan (Suffering = Pain X Resistance)<br />
<br />
Mari kita masukkan angka untuk menjelaskan rumus diatas. Anggaplah anda
sedang merasakan sakit, dari skala 1 sampai 100 berapakah rasa sakit
anda? anggaplah 70. Lalu sekarang kita ukur seberapa anda menahan rasa
sakit tersebut, anggaplah anda menahannya dengan level sekitar 50.
Maka penderitaan yang anda alami adalah 70 dikali 50 yaitu 3500.
Sekarang anggap anda mengalami sakit sebesar 70 dan anda tidak menahan
atau melawan rasa sakit tersebut. Alhail 70 dikalikan 0 adalah 0.
Tidak ada penderitaan. <br />
<br />
Konklusinya adalah rasa sakit adalah sesuatu yang pasti, tidak ada
orang yang hidup tidak merasakan rasa sakit. Namun kita bisa memilih
untuk menderita atau tidak. Dan cara untuk menjadi bahagia adalah
bukan dengan melawan rasa sakit tersebut. Tetapi dengan menerima rasa
sakit itu, mendengar rasa sakit itu, menyadari rasa sakit itu dan
membiarkan rasa sakit itu pergi. Alhasil anda tidak akan pernah
menderita lagi.<br />
<br />
Dengan mengetahui apa itu penderitaan kita, maka seharusnya kita
menjadi sadar atas apapun penderitaan yang kita rasakan. Dan dari situ
kita mulai berfokus dimasa kini dan menikmati hidup yang ada sambil
menuju pada impian/keinginan yang membangun.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-77263036566107503512012-05-12T18:38:00.002-07:002012-05-12T18:38:33.210-07:00Misteri Gunung Salak<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">Misteri menyelimuti kecelakaan Gunung
salak,Gunung Salak berdiri dengan anggun di wilayah Kabupaten Sukabumi
dan Kabupaten Bogor, Jawa Barat. Banyak pecinta alam mengungkapkan
kekaguman atas keindahan gunung ini dengan cara melakukan pendakian.
Namun di balik kecantikan gunung setinggi 2.221 meter ini sederet
kecelakaan pesawat berujung maut terjadi di sini.</span> </div>
<div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: x-small;"><a href="http://adf.ly/1810704/terselubung"><img border="0" height="320" src="http://1.bp.blogspot.com/-wU09XY5DQ0Y/TktrbYCnkYI/AAAAAAAAAgY/GXPzU0uWLrE/s320/genie.jpg" width="258" /></a></span></div>
<span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Beberapa
sumber mengaitkan ini sebagai hal mistis,karena Disini sering Terjadi
kecelakaan yang merenggut korban jiwa ,bahkan Mulai tahun 2009 deretan
kecelakaan terjadi di sekitar Gunung salak,apakah Gunung salak Mencari
Tumbal... <a href="http://adf.ly/1810704/terselubung">terselubung</a>
akan sedikit membahas kilas balik deretan kecelakaan Mulai dari tahun
2003 ,mistis tidaknya gunung ini tergantung anda yang menilainya.</span><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;"> Beberapa kecelakaan pesawat yang pernah terjadi di sekitar Gunung Salak antara lain:</span></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><b style="font-family: Arial,Helvetica,sans-serif;">1.Helikopter Sikorsky S-58 jenis Twinpac</b></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">
Helikopter Sikorsky S-58 jenis Twinpac dengan nomor H-3408 milik TNI
Angkatan Udara jatuh di areal kebun kacang dan tanaman singkong di
dalam pangkalan udara militer Atang Sanjaya, Bogor. Pangkalan udara ini
terletak di kaki Gunung Salak. Tujuh anggota TNI AU, yakni dua
penerbang dan lima kru mekanik tewas seketika setelah helikopter buatan
Amerika pada 1970 itu terhempas.</span><br style="font-family: Arial,Helvetica,sans-serif;" /><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxupKEUM8gf6G403jGYMmeDaY5hFbjWcY2tdNtr8cUVlSoHuQVyZUo5g6nhVvk52pOtnWg5mYy1hpuNC7SapiMt9y-nuzM6sVT3oeQrbrdrTK4N-x7z44ApdNlYuSU96YQ84frp4Ao8ILE/s320/hankam_1_54.jpg" width="320" /></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><b style="font-family: Arial,Helvetica,sans-serif;">2.Pesawat Cessna 185 Skywagon </b></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">
Pesawat Cessna 185 Skywagon jatuh di Danau Lido, Cijeruk, Bogor. Atlet
terjun payung bernama Edy Cristiono tewas dalam peristiwa itu.</span><br style="font-family: Arial,Helvetica,sans-serif;" /><img border="0" height="219" src="http://cdn-www.airliners.net/aviation-photos/middle/5/3/1/0271135.jpg" width="320" /></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><b style="font-family: Arial,Helvetica,sans-serif;">3.Pesawat Cassa TNI AU A212-200</b></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;"> Pesawat Cassa TNI AU A212-200 jatuh di kawasan Gunung Salak, Bogor, Jawa Barat. 18 Penumpang tewas akibat kecelakaan itu.</span></span> <br />
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<span style="font-size: x-small;"><img border="0" height="240" src="http://media.vivanews.com/thumbs2/2012/05/10/154394_sukhoi-superjet-100-dilengkapi-perangkat-canggih_300_225.jpg" width="320" /></span></div>
<span style="font-size: x-small;"><b style="font-family: Arial,Helvetica,sans-serif;"> </b><br style="font-family: Arial,Helvetica,sans-serif;" /><b style="font-family: Arial,Helvetica,sans-serif;">4.Sundowner </b></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">
Pesawat latih jenis Sundowner jatuh di daerah Tenjo, Bogor, Jawa
Barat. Saat itu instruktur penerbang Nicholas Burung meninggal tak
lama setelah kejadian, dalam perjalanan ke rumah sakit.</span><br style="font-family: Arial,Helvetica,sans-serif;" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieQR46UBCs5GyKWp_M2G__nvkCJa20oztIVtq35jBqsBkvrxLgwv4x-b08E9gPrzU-So70_Z2VhlYreUuJKzJvk98jm8Lsk0XODyBeXXPgQEt79rhzSJBdKA0EcKgyVtlkMpT25xUte-Q/s1600/images.jpg" style="font-family: Arial,Helvetica,sans-serif; margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieQR46UBCs5GyKWp_M2G__nvkCJa20oztIVtq35jBqsBkvrxLgwv4x-b08E9gPrzU-So70_Z2VhlYreUuJKzJvk98jm8Lsk0XODyBeXXPgQEt79rhzSJBdKA0EcKgyVtlkMpT25xUte-Q/s1600/images.jpg" /></a></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;"> </span><b style="font-family: Arial,Helvetica,sans-serif;"> 30 April 2009</b><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><b style="font-family: Arial,Helvetica,sans-serif;">5.Heli Puma</b></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">
Kecelakaan pesawat TNI kembali terjadi. Heli Puma milik TNI AU jatuh
di kawasan Lanud Atang Sendjaja, Bogor. Dalam kecelakaan tersebut, 2
tentara mekanik tewas, sedangkan pilot Mayor (pnb) Sobic Fanani dan
kopilot Lettu Wisnu, serta tiga anggota TNI lainnya mengalami luka.</span></span> <br />
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<span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5UEbm6PZL-gIhkX3Jh9HzS062aX5ous9ncvQvAIyZyKxxTvP1xdh73TxK9BCQBy2Tt_P2c8vRlJfxQKZwMcrw3iOBj4wTj1gWhvV_mdGXYxlKD0A8UbS-EPlLowBlprDm7uB2lp2q_3E/s1600/images2.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5UEbm6PZL-gIhkX3Jh9HzS062aX5ous9ncvQvAIyZyKxxTvP1xdh73TxK9BCQBy2Tt_P2c8vRlJfxQKZwMcrw3iOBj4wTj1gWhvV_mdGXYxlKD0A8UbS-EPlLowBlprDm7uB2lp2q_3E/s1600/images2.jpg" /></a></span></div>
<span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><b style="font-family: Arial,Helvetica,sans-serif;">6.Pesawat Sukhoi Superjet 100 </b></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">
Pesawat Sukhoi Superjet 100 yang sedang melakukan joy flight hilang
kontak di kawasan Gunung Salak, Bogor, 9 Mei 2012. Sehari setelahnya
dipastikan pesawat buatan Rusia itu jatuh di lereng Gunung Salak. Badan
pesawat pecah berkeping-keping. Dalam pesawat tersebut, terdapat 45
penumpang, 8 di antaranya merupakan kru asal Rusia.</span></span><br />
<div style="text-align: left;">
<span style="font-size: x-small;"><img border="0" height="186" src="http://img.okezone.com/content/2012/05/10/407/627554/jybmTsjllf.jpg" width="320" /></span></div>
<span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"> 9 mei 2012</span><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">
Tak hanya pesawat, manusia yang sedang mendaki pun 'hilang kontak' di
kawasan Gunung Salak. Pada April 1987 lalu, tujuh siswa STM
Pembangunan, Jakarta Timur, ditemukan tewas di kawasan gunung itu.
Mereka terperosok ke jurang di Curug Orok yang memiliki kedalaman
sekitar 400 meter di punggung gunung.</span></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">
Dari Wikipedia, Gunung Salak lebih populer sebagai ajang tempat
pendidikan bagi klub-klub pecinta alam, terutama sekali daerah
punggungan Salak II. Ini dikarenakan medan hutannya yang rapat dan juga
jarang pendaki yang mengunjungi gunung ini.</span></span> <span style="font-size: x-small;"><br style="font-family: Arial,Helvetica,sans-serif;" /><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">
Gunung ini memiliki jalur yang cukup sulit bagi para pendaki pemula.
Hal ini dikarenakan di jalur yang dilewati jarang ditemukan cadangan
air. Meski tergolong sebagai gunung yang rendah, tetapi Gunung Salak
memiliki keunikan tersendiri baik karakteristik hutannya maupun
medannya.</span></span>Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-57106127623965632892012-05-12T18:35:00.001-07:002012-05-12T18:35:14.155-07:009 Penampakan Unik Di Google Maps<div style="color: black; font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"><span style="background-color: #fefefe; line-height: 17.25pt;">Google
maps merupakan salah satu layanan google yang sangat popular dan
banyak digunakan oleh orang untuk mencari alamat atau tempat tempat
penting. Dengan 2 pilihan opsi yaitu map atau pencitraan satelit. Nah,
pada pada saat kita mencari tempat dengan pencitraan satelit terkadang
kita menemukan penampakan yang aneh di google maps.Di</span><span style="background-color: #fefefe; line-height: 17.25pt;"> </span><span style="background-color: #fefefe; line-height: 17.25pt;">Google</span><span style="background-color: #fefefe; line-height: 17.25pt;"> </span><span style="background-color: #fefefe; line-height: 17.25pt;">Maps
kita memang bisa melihat penampakan banyak tempat di seluruh dunia
dari tampilan satelit, baru baru ini situs Masahable merilis 9 gambar
misterius yang berhasil ditangkap oleh google maps.</span><br />
</span> </div>
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<span style="font-size: x-small;">Ke 9 Tempat misterius tersebut adalah.</span></div>
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<span style="font-size: x-small;"><b style="line-height: 17.25pt;">1. The Badlands Guardian</b></span></div>
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<span style="font-size: x-small;"><span style="line-height: 17.25pt;">Kontur bebatuan yang berada di wilayah Alberta, Kanadaini</span><span style="line-height: 17.25pt;"> </span><span style="line-height: 17.25pt;">kalau dilihat dari atas seperti orang Indian memakai topi khas suku Indian. Di bagian </span><span style="line-height: 17.25pt;"> </span><span style="line-height: 17.25pt;">“telinganya” wajah orang tersebut </span><span style="line-height: 17.25pt;"> </span><span style="line-height: 17.25pt;">Nampak seperti memakai earphone, yang kenyataannya merupakan jalanan dan sumur minyak.</span></span></div>
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<span style="font-size: x-small;"><b>2. Firefox Crop Circle</b></span></div>
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<span style="font-size: x-small;">Beberapa
saat lalu di Indonesia sempat digegerkan dengan penemuan corp circle.
Namun, crop circle yang tertangkap google maps ini sangat unik. Corp
circle ini berbentuk logo firefox. Ini bukan crop circle karya alien,
tapi buatan manusia. Crop cricle ini terletak di Oregon dan dibuat oleh
kelompok pengguna Linux Oregon State University pada tahun 2006,
sebagai peringatan pencapaian 50 juta pengunduhan dari Firefox kala
itu.</span></div>
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<span style="font-size: x-small;"><a href="http://adf.ly/1810704/terselubung" style="background-color: transparent; clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwEUa3ELp51VAliw_EKdOOgG3nADj2DBi8jzHxP30Zzc1ROmbq2eJ-yw4iVUDUwusJHqZXNHN8AdJ-AMyk_23FqtEyiKodjb_O8lVkvpyPjiDhVgrMH0_5xQ4-CpHjVLy_KuJGycb1GTz9/s200/4.+Shipwreck.jpg" width="200" /></a> <b style="line-height: 17.25pt;">3. Reruntuhan kapal</b></span></div>
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<span style="font-size: x-small;">Foto
yang terlihat di atas adalh sebuah kapal karam yang tergeletak di Laut
Merah dan tidak dievakuasi karena medan yang sulit disebabkan
banyaknya karang.</span></div>
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<span style="font-size: x-small;"><a href="http://adf.ly/1810704/terselubung" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin8byZ0QtAegoBF6l1E_q-iRQWlhYCXdUhN8D7PvGd0djHYD0eaxN5F0AdwO-pPNL61yCy9xZ-IpmAF84ksbbHl79OndyzLGFDDojS4U273_ALB6Dz6Vk_20TqwhB4CoxOv-KavMQSRF6P/s200/15.+Crop+Circle.jpg" width="200" /></a></span></div>
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<span style="font-size: x-small;"><b>4. Crop-Circle di Area 52</b></span></div>
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<span style="font-size: x-small;">Lagi-lagi
sebuah crop circle yang indah tertangkap oleh kamera google maps.Crop
circle itu terlihat di kawasan Tonopah Test Range, Nevada atau
dikenal sebagai Area 52. Kawasan tersebut merupakan milik Departemen
Energi Amerika Serikat dan merupakan daerah militer tertutup.</span></div>
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<span style="font-size: x-small;"><a href="http://adf.ly/1810704/terselubung" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF7FC-7Zm6boWfkW2mCRhy8aDqMS8G0sHTOURBqzJZqACHsbrJeKic0Pih4PksgxkCSscSRtPlULIVXsm3ub6E59O6OWu9L94V7EHbbsnMTHu5gIuIQXToJa-dibKRNSVFwaSi2GF8B9xV/s200/13.+Rainbow+Plane.jpg" width="200" /></a></span></div>
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<span style="font-size: x-small;"><b>5. Pelangi di Pesawat</b></span></div>
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<span style="font-size: x-small;">Kalau
di Indonesia ada pelangi di matamu, lain halnya dengan vision yang
ditangkap oleh google maps ini. Sebuah pesawat terbang sedang melintas
di atas wilayah Rock Hill, South Carolina, ketika difoto oleh Google
Maps menghasilkan gambar warna-warni layaknya pelangi. Sehingga tampak
seperti pesawat berpelangi</span></div>
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<span style="font-size: x-small;"><a href="http://adf.ly/1810704/terselubung" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvdzlbazKZNnEOAbxdFqAAKyQthuG70GliPOJvVfLJAtbCYvKvu3DpB3HsapZzsZlBzDwMn0V7YOHEfPhMeATfryHjw7CTEIKRjevTixBhyphenhyphenHP9GxBBnoxiSWd_dpqKYWUfiVm9HOf76dr7/s200/8.+Russia.jpg" width="200" /></a></span></div>
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<span style="font-size: x-small;"><b>6. Situs misterius milik Rusia</b></span></div>
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<span style="font-size: x-small;">Gambar
ini merupakan sebuah kawasan di dekat pegunungan Siberia tepatnya di
dekat kota Egvekinot . Entah karena sesuatu hal, gambar yang di dapat
google maps kabur pada daerahtersebut. Bisa jadi ini merupakan tempat
rahasia di Rusia</span></div>
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</span></div>
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<span style="font-size: x-small;"><a href="http://adf.ly/1810704/terselubung" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrZl0zxUmWZgSNYKl4_qWVT9kS5uVaqMQJojwHpIwqWUjRMIMZnuBmJJW5a54YpMWcuetGan4xJ8EjpTzFlKM82MAtCeHOZOTUUrm9GcOg0nz0xFkRHPZ1kxNmw8-1ATk_5_mFaRAn0OhH/s200/10.+North+Korea.jpg" width="200" /></a></span></div>
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<span style="font-size: x-small;"><b>7. Korea Utara</b></span></div>
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<span style="font-size: x-small;">Korea
utara memang sangat tertutup dengan luar. Begitu pula dengan lokasi
yang berada di Korea Utara, kita tidak akan bisa melihat secara detail
lokasi di korea Utara, ketika melakukan perbesaran foto, maka yang
Nampak hanyalah pegunungan dan bebatuan. Mungkin teknologi korea Utara
sengaja memblokir google maps sehingga tidak bisa mengetahui Korea
Utara. </span></div>
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<span style="font-size: x-small;"><a href="http://adf.ly/1810704/terselubung" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiedNIBOD2asDhyphenhyphenn_ZnXA8L-5gihaRIMjPcIpA7vFgfa6OTZr_XHggXacFPuP6BkxKkhhTJnYBWK_Mo9P1Iey6Yd3N6z4VCak-8slYOIwv5W-hibqI0iK2p0PUiCxC5ePpXJwhzorxH0ptu/s200/ufo.jpg" width="200" /></a></span></div>
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<span style="font-size: x-small;"><b>8. Lokasi pendaratan UFO?</b></span></div>
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<span style="font-size: x-small;">Infrastruktur
gedung ini terlihat seperti sebuah piring terbang (ufo) yang mendarat
di atasnya. Namun ini sebenarnya merupakan sisa dari eksibisi UFO yang
diadakan di Belanda, dan tidak pernah dipindahkan semenjak itu.</span></div>
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<span style="font-size: x-small;"><br />
</span></div>
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<span style="font-size: x-small;"><b>9. Penjara Dublin</b></span></div>
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<span style="font-size: x-small;">Gambar
penjara di Irlandia ,penjara Dublin ini sengaja di edit menggunakan
photoshop demi keamanan pihak penjara. Gambar ini diedit sejak tahun
2005. Sehingga, foto satelit yang kita lihat bukanlah seperti aslinya
karena sudah diganti dengan yang baru.</span></div>
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<span style="font-size: x-small;"><br />
</span></div>
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<span style="font-size: x-small;">Masih
penasaran dengan foto foto misterius tersebut ? anda bisa mengeceknya
sendiri di google maps, barangkali bisa menemukan tempat misterius yang
baru </span></div>Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-51603855799307187502012-05-12T06:46:00.002-07:002012-05-12T06:46:28.907-07:00Sejarah Pembuatan Sukhoi Superjet 100Sukhoi Superjet 100 merupakan pesawat penumpang untuk jarak tempuh menengah yang dirancang sejak tahun 2000. <br />
<br />
Superjet 100 menjadi pesawat penumpang pertama sejak keruntuhan Uni
Soviet dan juga merupakan pesawat sipil pertama buatan Sukhoi yang
terkenal dengan jet tempurnya. <br />
Biro rancang pesawat itu bermitra dengan berbagai pihak asing dalam
pengembangan Superjet 100, termasuk Boeing, dimana sejumlah ahlinya
turut serta dalam merancang pesawat tersebut. <br />
Sejumlah pihak asing yang juga mengerjakan Superjet 100 diantaranya
adalah perusahaan asal Italia, Finnmeccanica, yang menjadi investor
terbesar, perusahaan asal Prancis Snecma untuk mesin dan perusahaan
Thales untuk perangkat avionik. <br />
Selain itu firma asal Jerman Liebherr juga turut dalam pengerjaan
sistem pengendalian dan sistem penunjang kehidupan pesawat Superjet 100.
<br />
Program pesawat ini sempat tertinggal karena penundaan pengembangan mesin serta sertifikasi. <br />
Superjet 100 melakukan terbang perdananya pada 2008 dan mendapat
sertifikasi untuk beroperasi di Rusia pada 2011 dan di Uni Eropa pada
Februari 2012. <br />
Mesin ganda Superjet 100 --yang bisa memuat 100 penumpang-- memiliki
kecepatan jelajah 828 kilometer per jam dengan jarak jelajah maksimum
antara 3.000 hingga 4.500 kilometer dengan muatan penuh, tergantung
kapasitas tempat duduk. <br />
Pesawat tersebut dibuat dengan tujuan untuk menggantikan pesawat
Tupolev Tu-134 dan Yakovlev Yak-42 dan bersaing dengan pesawat penumpang
dari perusahaan asal Brazil, Embraer E-Jets dan perusahaan asal Kanada,
Bombardier CRJ dengan menawarkan alternatif yang lebih murah dari
keduanya sebanyak 35 juta dolar AS per unit. <br />
Pesawat tersebut terjual secara lambat namun berkesinambungan di
pasar yang amat berkompetisi, dimana Maskapai Aeroflot asal Rusia
mengoperasikan sebanyak tujuh unit dan maskapai asal Armenia, Armavia
sebanyak satu unit. <br />
Menurut kabar tidak ada satu pun maskapai yang menghentikan
pengoperasian Sukhoi Superjet 100 pasca terjadinya kecelakaan pesawat
sejenis di Indonesia pada Rabu. <br />
Sebelum kecelakaan terjadi, Sukhoi mendapat pesanan Superjet 100 sebanyak 100 unit termasuk dari maskapai Rusia Transaero. <br />
Hingga berita diturunkan masih belum ada keterangan apakah sejumlah konsumen berniat menarik pesanan mereka.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-28520116706262729662012-05-11T04:36:00.003-07:002012-05-11T04:37:23.026-07:00Apel Bantu Cegah Pembekuan DarahMengonsumsi sebutir apel per hari ternyata dapat
menurunkan risiko pembekuan darah yang mengancam jiwa. Pembekuan darah
merupakan cikal bakal dari risiko penyakit serangan jantung.
<br />
<br />
Sebuah tim di Harvard Medical School telah menemukan bahan kimia,
yang disebut rutin, sebuah agen anti-pembekuan darah di pembuluh nadi
dan vena.<br />
<br />
Rutin bisa ditemukan di apel, jeruk, bawang, teh hitam dan hijau,
yang diharapkan bisa menjadi alternatif pengobatan di masa depan untuk
melindungi terhadap serangan jantung.<br />
<br />
Dalam penelitian tersebut, para peneliti menemukan bahwa bahan
kimia tersebut membantu memblokir enzim yang berbahaya yang terlibat
dalam pembentukan pembekuan darah. Enzim ini - rotein disulfida
isomerase (PDI)- dilepaskan dengan sangat cepat ketika gumpalan darah
terbentuk dalam arteri dan vena.<br />
<br />
"Rutin terbukti menjadi senyawa yang paling berpotensial
anti-pembekuan darah yang pernah kami uji. Penemuan ini menunjukkan
bahwa rutin dapat mengobati dan mencegah jenis gumpalan darah," papar
pimpinan penelitian Prof Robert Flaumenhaft dilansir melalui FoxnewsDedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0tag:blogger.com,1999:blog-1632195073603449943.post-66582007362057777742012-05-03T15:48:00.003-07:002012-05-03T15:48:45.506-07:005 Hal yang Tidak Boleh Diucapkan Orangtua Kepada AnakBukan rahasia lagi, orangtua harus memperhatikan cara mereka
berkomunikasi dengan anak-anak mereka. Apa yang kita katakan — dan cara
kita mengatakannya — adalah masalah penting. Cara komunikasi orangtua
akan memberi dampak pada hubungan orangtua-anak dalam jangka panjang.<br /><br />Kalimat sederhana yang keluar dari mulut orangtua saat sedang frustrasi dapat berdampak besar.<br /><br />"Kata-kata
bisa menyakitkan dan tidak bisa ditarik ulang, jadi berhati-hatilah,"
ujar Debbie Pincus, seorang terapis, pembimbing orangtua dan penulis
"The Calm Parent: AM & PM".<br /><br />"Kita manusia. Kehidupan kita
gila-gilaan dan kadang kita tidak memberikan waktu beristirahat dan
berpikir kepada diri sendiri," ujar Pincus. “Hanya berhati-hatilah dan
bertanggung jawab, dengan siapa pun kita berbicara."<br /><br />Berikut ini lima hal yang tidak boleh diucapkan orangtua kepada anak mereka.<br /><br /><strong>"Aku tidak peduli."</strong><br />Anak
kecil senang bercerita tentang segala sesuatu. Tentang pembicaraan
mereka dengan teman-temannya, bentuk awan yang mereka rasa mirip dengan
ular laut, alasan mereka menekan seluruh isi pasta gigi ke dalam bak
mandi. <br /><br />Tetapi terkadang orangtua tidak ingin mendengarkan
mereka. Jangan pernah mengatakan Anda tidak peduli dengan cerita mereka.
Itu akan membuat anak-anak merasa tidak penting dan menghilangkan rasa
percaya.<br /><br /><strong>SARAN:</strong> Beritahulah anak Anda bahwa
masalah itu bisa dibahas di lain waktu, ketika Anda dapat fokus pada
pembicaraan sang anak. Tetapi jangan ingkar janji. Jangan lupa membahas.<br /><br /><strong>“Kamu kan sudah besar!"</strong><br />Putri
Anda berusia 7 tahun tapi masih bertingkah selayaknya anak umur 3.
Jangan pernah menyalahkan tingkahnya sembari mengatakan “Kamu kan sudah
besar!” Ini akan membuat anak-anak merasa dikritik padahal mereka bisa
saja sedang punya masalah dan butuh bantuan untuk menyelesaikannya.<br /><br /><strong>SARAN:</strong>
“Ketika Anda hendak bereaksi, ambillah jeda waktu sebentar,” kata
Pincus. Pikirkan matang-matang dampak perkataan Anda, jadi bukan asal
reaksi spontan. Jeda membantu menurunkan adrenalin sehingga otak bisa
berpikir tanpa emosi.<br /><br /><strong>"Minta maaf!"</strong><br />Anak Anda
merebut mainan temannya dan membuatnya menangis. Anda langsung
memerintahkan sang anak untuk meminta maaf atas tindakannya. Anda memang
bermaksud mulia, tetapi memaksa anak untuk meminta maaf tidak mengajari
mereka kemampuan sosial, kata Bill Corbett, penulis buku dan pendidik.<br /><br />Anak
kecil tidak dapat langsung mengerti kenapa mereka harus meminta maaf.
Bila selalu disuruh, mereka bisa saja makin lambat memahami alasan
meminta maaf bila telah melakukan tindakan buruk<br /><br /><strong>SARAN:</strong>
Minta maaflah kepada anak kecil yang dibuat menangis oleh anak Anda,
sehingga pada saat bersamaan Anda memberi dia contoh bagus kelakuan yang
ingin ditanamkan.<br /><br /><strong>"Masak nggak bisa juga?"</strong><br />Anda
mengajari anak menangkap bola lima kali berturut-turut, dan dia belum
mahir juga. Atau, ketika belajar soal matematika, dia tak kunjug paham.
Anda pun langsung bertanya “Masak nggak bisa juga?” Komentar ini akan
menjatuhkan mental mereka.<br /><br />Sebab, sebagaimana dikatakan pakar
pembelajaran Jill Laurean, anak-anak akan menangkap pertanyaan itu
dengan berbeda. Mereka akan mengira Anda bertanya “Kenapa nggak bisa
juga? Apa yang salah dengan kamu sehingga nggak bisa?”<br /><strong><br />SARAN:</strong>
Ambil waktu istirahat. Jika Anda sudah tidak tahu cara lain mengajari
anak mengenai sesuatu, berhentilah. Lanjutkan pelajaran ketika Anda
sudah siap untuk mencobanya lagi, mungkin setelah mencari pendekatan
lain untuk mengajar apa pun yang sedang dipelajari anakmu.<br /><br /><strong>"Ditinggal ya!"</strong><br />Anak
Anda menolak meninggalkan toko mainan atau taman, sementara Anda telat
janjian. Jadi Anda memberikan ultimatum untuk menakut-nakuti dia:
"Ditinggal ya!" Untuk anak yang masih kecil, ketakutan ditinggalkan
orangtua adalah sesuatu yang sangat nyata. Tapi apa yang terjadi saat
ancaman tidak berhasil? Anak dengan cepat belajar kalau ayah atau ibu
memberikan ancaman kosong. <br /><br /><strong>SARAN:</strong> Jangan bilang
kepada anak bahwa Anda akan meninggalkan mereka. Sebaiknya, bikin
rencana perjalanan (dari toko mainan ke tempat selanjutnya) sebelum
berangkat dari rumah.Dedyhttp://www.blogger.com/profile/07714663558948447718noreply@blogger.com0