tag:blogger.com,1999:blog-52674093218968621512024-03-13T21:37:05.455-07:00Shita Anak Bungsu ..Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-5267409321896862151.post-19609371028646859792013-03-16T16:34:00.001-07:002013-03-16T16:34:28.267-07:00Peluang (SMK)<div style="color: blue;">
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<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Peluang</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Kaidah pencacahn</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Prinsip Dasar Membilang</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Jika
suatu kejadian terjadi dengan ‘m’ cara yang berbeda dan suatu kejadian lain
dapat terjadi dengan ‘n’ cara yang berbeda, maka kedua kejadian secara
berurutan dapat terjadi dengan ‘ (m x n) ‘ cara yang berbeda. Cara pemecahan
ini disebut kaidah pencacahan.</span></b></div>
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<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Contoh
:</span></b></div>
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<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Seorang
siswa mempunyai 4 baju berwarna coklat, biru, putih dan kuning. Sedangkan
celana yang dimiliki ada 3, berwarna coklat, biru dan putih. Jika siswa itu
mempunyai 2 pasang sepatu berwarna coklat dan hitam. Berapa banyak cara siswa
tersebut dapat memasangkan baju, celana dan sepatu yang berbeda ?</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Jawab
: menurut kaidah pencacahan diperoleh 4 x 3 x 2 = 24 cara memasangkan baju,
celana dan sepatu yang berbeda.</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Pengertian dan notasi faktorial</span></b></div>
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<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Faktorial
adalah hasil kali bilangan asli berurutan dari ‘1’ sampai dengan ‘n’ atau
sebaliknya dengan notasi ‘n!’ dibaca ‘n faktorial’. Dalam bentuk umum hal
tersebut dapat dituliskan sebagai berikut :</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">n!
= n (n-1)! </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>(n-2) </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>(n-3) …. </span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">0!
= 1</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Secara
umum<span style="mso-spacerun: yes;"> </span>n! = n (n-1)!</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Contoh
: </span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">1! = 1</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">2! = 2 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>1 = 2</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">3! = 3 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>2 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">1
= 6</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">4! = 4 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>3 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">2 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>1 = 24</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">5! = 5 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>4 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>3 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">2 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-spacerun: yes;"> </span>1 = 120<span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Permutasi</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Permutasi
adalah susunan objek-objek dengan memperhatikan urutan-urutannya. Permutasi
dilambangkan dengan <sub>n</sub>P<sub>r.</sub></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Permutasi
‘n’ unsur yang berbeda ( <sub>n</sub>P<sub>n </sub>).</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Contoh
: banyaknya cara untuk menyusun huruf-huruf H, A, T, I adalah ….</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">n
= 4</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">4</span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">P<sub>4</sub> = 4! = </span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">4 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>3 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">2 </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -4.0pt; position: relative; top: 4.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>1 = 24 cara.</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Permutasi ‘r’ unsur dari ‘n’ unsur yang berbeda ( </span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">n</span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">P<sub>r<span style="mso-spacerun: yes;"> </span></sub>=</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">)</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Contoh
: tentukan banyak susunan 3 huruf dari huruf-huruf A, B, C, D, E dan F adalah
….</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">6</span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">P<sub>3<span style="mso-spacerun: yes;"> </span></sub>=</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">cara.</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Permutasi yang memuat unsure yang sama ( P<sub>u </sub>= </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">)</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Contoh
: berapa kata dapat disusun dengan semua huruf pada kata MATEMATIKA ?</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Jawab
:</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">n
= 10</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">M
= 2</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">A
= 3</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">T
= 2</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">P<sub>u
</sub>= </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;">
</span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">cara.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Permutasi siklis</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Permutasi
siklis adalah permutasi yang disususn menurut suatu pubaran tertentu/melingkar
( P<sub>s</sub> = (n-1)! )</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Contoh
: terdapat berapa carakah 4 anak yang duduk melingkar dapat disusun ?</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">P<sub>4</sub>
= (4-1)! = 3! = 6 cara.</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Kombinasi</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Kombinasi
adalah susunanyang tidak memperhatikan urutannya.( <sub>n</sub>C<sub>r </sub>=</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">)</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Contoh
: </span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">8</span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">C<sub>3 </sub>= …</span></b></div>
<div class="MsoListParagraphCxSpLast" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Banyaknya cara menyusun suatu regu cerdas cermat yang
terdiri dari 4 anak dari 9 anak yang berbeda adalah ….</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Jawab :</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">8</span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">C<sub>3 </sub>=</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">cara.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpLast" style="color: blue; line-height: 150%; margin-left: 45pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">9</span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">C4<sub> </sub>=</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">cara.</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Soal Matematika Ujian Nasional (UN) Tahun Pelajaran
2009/2010 paket B</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Dari 8 orang staf direksi PT. Rajawali Nusantara Indonesia
yang akan dipilih sebagai direktur utama dan direktur umum. Banyaknya cara yang
mungkin untuk memilih pasangan tersebut adalah …. (No. 25)</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 31.5pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">23 cara</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 31.5pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">30 cara</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 31.5pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">45 cara</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 31.5pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">56 cara</span></b></div>
<div class="MsoListParagraphCxSpLast" style="color: blue; line-height: 150%; margin-left: 31.5pt; text-align: justify; text-indent: -0.25in;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">72 cara</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Penyelesaian
:</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify;">
<b><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">8</span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">P<sub>2</sub> = </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">cara.
( D )</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Dari 7 orang musisi akan dibentuk grup pemusik yang terdiri
dari 3 orang. Banyaknya cara yang mungkin untuk membentuk grup pemusik tersebut
adalah …. (No. 26)</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">21 cara</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">35 cara</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">120 cara</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">210 cara</span></b></div>
<div class="MsoListParagraphCxSpLast" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">720 cara</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Penyelesaian :</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify;">
<b><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">7</span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">C<sub>3
</sub>= </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>cara. ( B )</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpFirst" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Sebuah kotak berisi 8 kelereng merah dan 4 kelereng putih.
Dari kotak tersebut akan diambil 6 kelereng sekaligus secara acak. Peluang
terambilnya 4 kelereng merah dan 2 kelereng putih adalah …. (No. 27)</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9pt; line-height: 150%;"><span>a.<span style="font: 7pt "Times New Roman";"> </span></span></span></b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> <b>3/11</b></span></span></span><b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> 5/33</span></span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> 5/11</span></span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> 7/33</span></span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -13.5pt;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> 9/11</span></span></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;">
</span><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Penyelesaian
:</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Dik
: 8 kelereng merah dan 4 kelereng putih</span></b></div>
<div class="MsoListParagraphCxSpLast" style="color: blue; line-height: 150%; margin-left: 40.5pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">n(s)
= 8 + 4 = 12</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Dit : peluang terambilnya 4 kelereng
merah dan 2 kelereng putih ?</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 13.5pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Dij : <sub>12</sub>C<sub>6<span style="mso-spacerun: yes;"> </span></sub></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></sub></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 40.5pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">P(4 kelereng merah dari 8 kelreng
merah)</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 40.5pt; text-align: justify;">
<b><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">8</span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">C<sub>4</sub></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></sub></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 40.5pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">P(2 kelereng putih dari 4 kelereng
putih)</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 40.5pt; text-align: justify;">
<b><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">4</span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">C<sub>2</sub></span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.5pt; position: relative; top: 7.5pt;">
</span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></sub></b></div>
<div class="MsoNormal" style="color: blue; line-height: 150%; margin-left: 40.5pt; text-align: justify;">
<b><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">P(4 kelereng merah dan 2 kelereng
putih) </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-text-raise: -7.0pt; position: relative; top: 7.0pt;">
</span><sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span></span></sub><span style="font-family: "Comic Sans MS"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">(
C )</span></b></div>
Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-29747602031970420312012-06-18T18:22:00.001-07:002012-06-18T18:26:19.416-07:00Matlab fungsi subplot<img alt="" height="157" src="data:image/png;base64,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" 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" width="400" />Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-21917202630219835942012-06-18T18:19:00.003-07:002012-06-18T18:19:25.587-07:00Matlab 3D<img alt="" height="73" 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" 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WvHlfbzPhX66RCHp2NK6d0q4JV3G4NlXdeTyaRt25qmQcW3GSjLX0UEdPx1R2WaGlbrWpYVi8Usy8rn83A3u3DIBbZtfwnRMdqq1agMBGtVKqNjpGNMHalWZgXmh+xfrNgJWTbU1zQNO7Hatu3XlB9+hAG+ZAR0/HUHISSbzSLL4E6RLDdUhrKD8D6jLfxD33etdsD4vUZW7n45BjbyIIQIIXK5HP4vnrpadFwoFA5zFf4uKyEkkUjk8/lsNqtp2q7l3QGOPgI6vpchyj2VfW0XiRXrkjF3CvOocHmOf7WzGGz/UinmJMRisRpeVdk4oioCrr9X6d8rKHvGh0IhSmkikcDUPXSWQLdlX9s5TBCKd/6Q0TGismWUYRiGYeTzeT9vunJ+DXCUEdDxvQyfMlBGMAzDcZzV1VXDMKLRKDb0rGKA6e/sYZ+6ah12J7C1aFUEXFHR8EkIUSwWdV3PZDLFYjESiaiq6gsCuL+HpIzO9JgXfOBT+2JFVXYFI5FI5aEcx7FtGy8HANCb9JBnCVBrBHR8L4NzXiqV0AYBN+IppVtbW8hl6BpR3aBJCIHCbhWPuRNVTG8AACwdxNQRXdd1XaeUqqqazWZxuwy5DFUL13Xn5uYopei/QQg58BgopYVCoSrbbrjBWNkyCr9ZRVFM04zH44qiBG36jj4COv5Kwo9DK4UIn1hN08TmbISQVCpFCPHlTr+C425ViH0Cbdt2tjX6wuABtp2SSWBCSMakZCC4lCD8z+38dLlh3R2JzE+FlmXTZP/zeE9M08zn87quo8MRqsMAgHqOb7eGwL/FUwshsAMe2v1AWRBAJXefMxylNJ1OVys6jsVi2zr4VT4PqLrYtm1Zlj8NB/HyUUNAx19JyHK3Y3yjUB/gnIfDYbQccxynVCrt3HESQkSjUcxaq8WoGGM4gL0+VkGwt/iWS0E4E8QDSoAKKaX4Ih1/cbCoHe+th+Jg8BbJssM95h6Ew2Fd12OxmOM4O2s9xJ6tSyu7gWC1CCEkHA47joM9Pvav0nqep2laVegYNwP2bqiKkzdu2Hqeh7k0hzxvgOoioOOvMDBAi8fjnuehHKHrul+jsevLhk6+NSrl8ieJyozd20EAcAAOGAhLAOCea5Z3nwRICSAAkJa3MbKf/HtHQkHKw9Q932QZc5aRr293FYSQXVuX+r3y/FgYO0V5nhcOh13XxYPf8fKhbHBclRAVzUt9O4tdgbu1uB7CZn2WZQX7e0cKAR0fXVSukf3XBt3RMMkUIx20ofGDMlnRA2nXY9YuOsaz3zE6RnAAIgWVHECA5LG1ld6G5gtPvzTd3l3KpzBIZSA9IbjPyGWgF5p/pX6sincAeQeVWQxmGWOY++VvbPr3dud9wB/uGh3Lik7S206K5O7LF8ViEWPVPeQgtKGoinbsH2qPz/h7kv4/YrEYJtvhFB7Yxf3REdDx0YWf8IsvfyqVUlU1Ho8bhoHNleFOpu87gUXMVXe8RMhy3vGubg9f+CQAB6CCC06AuFf/8N5Ey5VcLDJ+qe1me+fQlaat/jFgwBl3KWHIxBWUhYV/vNwMFMoKg+M4uFGJE1UmkznAehxFVcdxds2eRu34jrJAJpNBvQgj1l0/jFusVckPweXR3tHxruCcp1IpnNTRfiTAHxEBHR9plEolNE/I5XKmafrqpJQSk//vlm6klKgv1yI6xmljP3nHqFRIyUGw9PJSw3MvRcZHAWCy80Y+HHJzyY/+4z/VUBo8QQkVO6JjLPwTQmD2dDqdRmpDLRijVLxLnufd7S3Cq9hWlecD/Y73nsx8qRo1gdvNCqjq7M3s+wRqx3crQ2PeCP4JTmCHrBIMcEgEdPzHgazox+OvZ3G16Hme4ziqquKmv6qqruti5LJtlX2w3H4/s6L6V1XWrPfIrMC4WApJQQhJPFMdbWpLzS6MtDRIkJsjsyvDYyC9jlf/cO3D85IJYMKVggoB7JYQgTlnuVyOEILL7Xw+zxhzXddfTPg35wBSgK+A7xotovh+Rzr2T+r39fCnKP97d10X22bXKLPijvDvki+I5fN5z/N8RXubHBTkydUaAR3/cYBbQP5mFOZdoV7pm8L4eVdVhBAiHo/XqExDlp2C9/CskAAEQDJJgUmgiwOD0fklqmtDdY0ucZRorreuGQDGGpv7LtRFlhdBcEcyLkFSYZoWIWRra0tRlJGREb+MsLpAhrpddOw4TiKRuNtZkHOuaZrjOOl0Gu88Mj7uAdYi7/jAoJSGQiHLspLJJBpYYxAd1PV9CQjo+I8DKaXrupqmmaaJe2uYuYXhCWoRNdITNE3DioaqHxy3szB14bafAaAAkkkO3C5kB9/+jNsWpdbo+QZbLbmm3tvQQgxjZWJ0bXB4uuVqOh5h3ItvhXXbCUWjtmVhgrDjOLXzO95DO8aru9ugG+ddDOQty8K+HvjVH0Dw3XVUkUikKs8Mzhye5+XzeX8j1HXdgIu/BAR0XCvIHYByax80uvVXhdjIHT9QLBaRBaqyw7Mr0ul07YqYMbPC71ixK7gEThmAXBsYbn32pK2WHOFOXm7XogkA6K1rNBKpyNLCyuDI+uho14efMWKammoSwuHWqhnlabnD8LNal4CZFYlEYudvfZPiu72Bfp0ONj/FXUcM8P3cjAOPGXdoqyL7MsbS6TROEphF7je31nXdlzUC7aIWCOi4VvCFSwyLMP7FyKiybXvl5zFiwhVi7YBidI3eJVH2rNjjM1ww6jpuqTTW3jrxYZ2WTnLgizcGk3NLAvhoS1t+K6qkM8NNV7KZcPdjz3G9KIDRCgL0845rFOPj8nxX7ZhSqijK4SdL/K7X19fD4TA+IYeZWvzMiqqIFaqqVh7Kd+nb2tqilOJQK7cBA1QLAR3XChgBYStPNIvApxzKuiHu/vufRzU5l8vtzWWHhJQS7eRrt8y/Y96xKyhQstzVG1ucza0vr90YBJCh6fmlgWEALzo+tTAw5Gj6YH2jraabfvRfufGbAvz0Y4CK0rja+R3vUZWXTqerZTSh67qmaejohBWDBzsUFq1UZVeQUppMJit1ebwh+Ojato2kjFL1Ic8VYBsCOj4ItkkQ/juAmmypVMJNf+zR4NfpirIvuKhwEfOPiT9B2a6mIy+VSjWiYwDAerZK+UV+MdOAMWZSx9CK4+ebuG3qWm760wYpqZLODNTVA9DM4srk9S4pRV9dg5GMD3700eibH3LHYfxzpkE6qFHPC39Bs2t0jE2sq3Jq3wgJp2dN09DCwl8e+U/XHc+FlkZV4Uc0F61k9srHFZMIcTpEg1B/qH4CxuHH8LVFQMd3DVluQVRpeovRTTwexybHBxAc0DkMubIWw0YIIbLZbO12ZkTZ0Q1vkSjXIksuDE1PxOK6qmUyidDoSHx8hnNpemTm3GVXz7uWOXLpMrV1S9cH6pqAO32XW610ZvJqy9D7Z0qLG67ktMI9EomsFpeAzGIYxu0yK3K5XFXuHkou20LaYrGYTCbRHlOWTYvuGPZi+l1VJglk9v0IEbhQwPwQWa4sD0LmwyCg47sGbiVh5RU6FaBDIz6LmDt8gDAB445isViL/DYfmFvqOE7tuAzTElBGcF03m8neCqY8ous64wwcY/rUe24+7gFzhJhtbtNCEQAYOHdBT8Y9xxlsbHXN4ubkwtrAiJLc6Hz1zbWufik/pyRMba5RLIZ0fDvtGLMjqkLHWOpdyaFY2iOEKBaLuVwOexXKcrL5HofCkpNqacd3LDuUZXsmDKUjkYjjOJlM5pCnDhDQ8X6BTycaRGAsjElpvmbnr+n8qPCujo+vnKIoNaVjKaXvUVALoHnCysoKVip7Hink8pRSw7aI5EQIBsJKhvt++3xmZhw4Ay5XRgei41MAsNTbF52bB4DR1o58dMPKFIfrGu1CcrquaeZSo5PN+uKx71lRuw3J2+Ud77oNezDgvap8VHCx5f9voVDwvfDxJ7e7ZJTsq1Xgh3kUe9MxDtX3orJtO5/PG4bhp6MEqsUBENDxF+CrYwDgbxPhgx6PxzVNGx4evqNd2cEeRKTjYrFYU7FCSpnJZA7D+P576MuFUF53I0talrWxsbGtNk8AEMEJYyAg1Nu30dG81X5VUE9SEZ6fWusdklJk15anr3YBwGj71ez6KjWsocYWN5e+2dK09OnFbM+Qf7QvRzvedWMNW3hU5bxYSndHIcJ1XUII9vWo3IGo3MZEoaxa2jFGxwdYAfj52tjuC9+mICVu/wjo+AvwF4boqIKuPbFYTNM03NtxHKdGRf04DaiqWtNENz8AP2SWK5IyKt3YFwOzaNH29/O4smyMKQC4lJIJrrlL9R1mZH2+udV1HU8KMxqZutAkJVMS4ZsN7ZzQzMbmeGsrCN5bd1mPx4aa63N9I6FPLvoDsG07EqltZoWmabtmVriuqyhKVWaCyrYAdwTahGJM4HkeagWVKse2/bfDjOqO0fHewB3sQqGArQ8CNXn/COj4c6BcWCwWFUUpFApYkYGBJMYjGM7UyLQbt/LQE3I/n5cVxjqy7Av8RVvgHbbtAJxz3Ck6sPqJmdHJZNJ1XfwvNv6B8ozyBdVVAgiQIAVIKSQQ0KLZ2Y4uQdz5tuvGVt7ljCj5iYYmzzaJqY6fayKmbaSzAxcvgxBz3X3JlZXZvmvrHdcGXniRObfuDOPMtiwhBP/S845x/6oqsrX/OO3zUFJKdONDb+vKX+E3UpVAAXcFD8PsGNBYlmXbdqFQQE0vIOX94CjSsajo6TsxMTE+Pn74Y25Tu/wFFG6eKIqSTqdLpVI+n9+Z4eTnG/kVdIcfz07g8HBL8M6fFsBAcvREo5JS6YKgXLicEs6kABAggGGToy/8nRC6ru+aWeEvhNFY3d8+klJiTjS27MR9m2KxyMvdnir/i+/h51V5AgQFBzgXlBMBFLb6+1KzswCw2dVXmF5hggLAeEODnkjYNhlvaLRLBe7woXPNTsleHx4JTy+uTI1ujY0t/vcv1bU5zkEw0FwzFloXvDL5rWqQ5S5zu1blYUZaVaJjrAS5W2aXUuLXhy1I0LKOc66qarXoOBaLHWZ3oVKdyGQyuVwun8+j16jfF8rXW4La60ocUTrG7+n48eN/8zd/84//+I+nTp065NMvK7oZYYmRv/RLJBK41ts77JVS4vZUjcQKHFs6nd5PKw0QIKkkknkgAcBTda9YBA5cECo8KSUIkJLBDjqWUmJC9K6vAU45GBsiTaBrJbov4lrBrzbc+Y342U6fx24CBAUPmJCEcMENOn/5MlUKknnaemilpR2AAcBSb3dsYYYDTHa1pdeWpODDF+pUU99anVnuGS4uRRbbri18cGqtvVECMCoN6rqaShmjNaBjjAZupx2jQVK18o4P8DjJclM+TGkPh8OGYWiaVq3oGHX5qugeQgjfXURKmUqlsJUqKiG4lgpk5UocUTpGRrhw4UImkxkeHv7hD394yFkUN2dc18Wyt0gkQgjBgKIyPXaPs2Dy0/7FvrsFXvV+tWkJQEAA9Zi2Pj3X9cmZhudfXOifMPNZACKk5BJA8l3p2DCM29nPY8O9XC6HCXyGYei6TghBQy+8RfjvXfkIAx/HcT53dJMgpZCSCkltENpabKP1KgCVjFiJxHx9iyC2lKCEo9NXWoHD8kjv1uIYcGPyysX4/LTupAebPrVjysiVxrXm5rHfvCiExQXXbCsRilAhWc2i49tlVvjO94fnkV3zjvczPFZua42TH+c8HA6nUqmqNFuilMZisaoUQAshCoUCbuv5Q8X+CehPVKMy968uji4dI+uFQqFvfetbDQ0NAFC5d7Hrt+j3hsD/4oOOrSr9OqJsNlv5J/4q+477v7hIRIOr6lznF4FTQjab3dVIbBuoFFyCp2b6/vD67I2+8LXWaF/P+s35/vr69OqsoMRmQvJdomMAwI7CvNxEAyck5AU/gRSV021XKndg25F9RchXeyRIAQQ4p4K7QNLdg6XxaQ5MSiEZWWhoNYt54NKw9LHGRu5YWiTU+dLz4Y4r06ffufncK+nxsalq5YkAACAASURBVN66P9iOMtxelx2aHf3xo15uk0vmEOKYNhU1iazw2UNzBlG2TvanajQprop2jEZIB3ic/LNXakSFQmFra8t1Xcw5gQo747s9+CG1Yx+y3LYcdqToYfK7L80F2ReIo0jH/lsNAISQUCj0yCOPLC0tSSl1XZ+bm7tdKhjG1JZlEUKwfVEkEnFdFzedD9AYYhvw4LUTK9CrZT+DFMAol30fvzt3+g1gEO/tKK4sAsBWb2/dSy+4hYLLhWBc7tjKAwA/wM/n86ZpJhIJTdNisRgy8mGuzteOfc+KMh1LLoGR0uq5T7ZaGwE7lQKLdA9nVleAM4e5c/WNWmRjc2jk5vtvWRvzPJQNfXIhNTRy46ln1Y2JidYLmemFoV//OtvfzUGalhWLRQQXgtdkK09KqShKJpPBy0FVAQ3p0R2iKjFdFR8ndDtBcRY1ZaxR8jMR72pU+6zKuyOklIVCYVsAVAncjUDT0UOe697AUaRjUe74cOnSpVwuBwA//OEPBwYGAMC27e7u7gsXLkxOTlY+x/gK+fvOKEoQQgzD8F17MHXhMIyM0XGNxAqMv7LZ7B5mwRUQiz035zuvRDsucSE3elqNcBwk3epoC/d2z7Z0SAAuZOWLiG+X67pr62vxeLxUKpVKJbQ/9yMU3xT/wK8iziiapt06KUgBtxQFrsSjl86udl7ixOUCOIjM5EKob1BwDwTfbG6b/eQTI1/IDQ6UNmeBwea1dqeQ1McnQk89Gr3ZuzY2MP7Wy7EzF5ngrksKRklSKnlNtGNVVR3HWV1dLRezeBh1bm1t6bq+vLxclRNV8XHCnBzcfgAAzjmqAX7Sy10dCpNnDk/HuE7atQRUVDRqwap9jJy+5jHyUaRjWU7+feWVV771rW/9+Mc//p//+Z/KrV5VVW/cuFFfX7+4uOg36bEsa21tzS9PqDwaQhzOpLXWmRW+Yr7z/WQAICQD6gJnXIKAUjw8e/1GaWEyOTpGqVhuO0+LRSndUHMbS+Zvtl9LpTcBQFIJEohDXMdRlFI2l1Y1JZVMYclG5aXJKvnY4vrU144lSC6lEAASChvD+cnxxGi3EglxkBZIOx1bu9xECQOwQh+/mbrRSQCMdDh0o8UF0CLrW9dapKuuvXZq9v3Xl682rLfVzZ96lxPPdbXNVJhJAqx8HhACOAcmgH+e8bftOgRILjkVgknJpGQSGN5ckJJbtsk5z2azmDRWKpW2trYqbwWGmY7jbG5uuq7r1wSLMu72vvk2oQe609sPhS9C5TeIQq3neehMBOXvd+8zHj7v2IcQIp/P5/P5PQ7l/woXCrh1XDlUDFO+JjR9FOm4EmNjY319fbsmLRYKhQ8++GBzcxPXj4SQRCKBi/1afHk11Y6R6znn6XR6p3bMAYSUXBIDOGVS2u7I+TNWIRHpbHLjBWbYq5111NTsTHa1pR2oMNLZkfZPLU03FCseSxiankomKXEdRwcQsVisRoV/spy+4gf4EoBJQG/M1b5LVjajrS3Gxgek4AYAc9XVTy5Ry8ysTKf76pNXGy3KDK7FGhs1pUh0faPxEtULkf6+lU//MPjaK9np0cEXX6DZMCWmotlMepwTASBBAggphRQCpPwCHUt/IBKkFJxxxhljUnicudTzBBVboYhjO0gExWIRJ358qHZeo23b+JhhrTl6H0PZkO+ubhcaIVXlccJkzV0FXwyc8dGllN5RDcOGqtXKrMDoeJ9TDqY8U0pxDwOlM142QTzkYL4SOOp0vDcuXbqUTCb9bFlUjQ/QX3k/wLU8Cqy1ODhuqd1GTJQUGFDpCiCCu+H5+fdeB89bv3rOzWfMrY2N/g6Q4ESTq23tHCQwMvfRmwttV5kUhmVRwQUA44wzwjlDSadGtwjdF5PJpP8zDwTjwA0j1NXo2baTSYb6WqXlOUIwgKXL7emJ/vDoqHSLsa4LWjYJAmI3h/JzEyAg2juohiO51dnkYMfip2dio73jL//Wmu+2PTcdK0jmcmF8boMsABhWndwqivGHBbfCYMklV7QSYV4iFXGoFo6vmk5J1zXPoYJJQqk/L2qatqvo6X9HWLqZSCSwHOYA5OV5XrWIjxCSSqV2fTJluaoF883D4fAd6Ri140MOCYHR8X4+6W+ZYva967qhUMhxHMznq8pgjj6ONB37qsXtnteLFy9iNhJ+kfF4HIsyaxod10475pzjDuS2XwlJuPCkK5gnHWAbze+vnD7umdbatc8EtfSN2VD3dQmQm59NDo4SKQyruP7ZuzPnLzKPUMFdRqmUnAvBuOA8GotallU7yQUzCMs/4A54hIMd34r0dQohBfMi3S1eNscpc6QsbWze/N1TTFdBkOLmUOLmADAwtMxWR72UXN1Mxq4N0Xxy9VpLtrdj9dTx2bffiN+oo8ItajnOGQgCEgQAAfAACACTkkvBpKBQToOTQAnhnBcVzfboVjRqO46qGK7LbOp6wpEgpJCCS8F94UE4jqPr+rark+W+UKLsxgAAaCiBaez+xyozH24HPzquShy6R5G0/xIJITBAjsfjoqKdR6XegmxYlYcclav9K8KVqSC+cIc1KX53xz0Se+4BHGk6viMuXbpUaetn2zaWY9ZiaYPPB/q3Vf3gUO4GsuvxmaScetRj0gOHGH0vP5W/3uxqymZXowAa7W1XFpYJQKin05hZdoFrxUKo/fxcc4sWTkohmOC3XlMJnHHcqKnR6g8nrYq4UnjCZlxmJvqLS1OcCwIyPzecXZwFyhxBixuL0QsfATW45K6aiHY1E8cRnG10NltqxnZJ6JMm0HKR/pH8RM/Ws49Mvfy7lbYGy0gkC5sMpOQAHASAK5kLjAAVnAEHRqnHGZcim80qBSUZTWmqmczkDcsDABAEKEgCXABHrUNyqNj4xG1h30et8udYQ1TJVkhk+HOMl33u25sy9mNluU/s040IwTnHLiSYfY887ifzYXRcLc+//UfHe0AIEQ6HscMZ3i4cbVVGeKRw79Cxv3GxdzXHgYFEEw6Ha/QcYFyQSqV2i45BUm5aOpE8NDXZ+/oL6uK4ujibuTlKALaarhhbccppqKtd31hkUpY2Ypn+ztza8mxnH1AuWVlNlyCFxG3PGgUXSFilUskfu6Auo7DV1eDmY1JQLoVTiG50tjBBqJOLjrTFx64ZmWUupKQsOdymbC1zkMW52eTIqA0yMzucnRyxY4VQz7VU0+nen/7j2pm3zeS6XlAYox74uXycmoqZiNjJjF20XMPO5LK5QkHXddeymUcp5UyCBCFY0SktWLlxoAkAKvAAUmyjY1wm77xATOOrfMB8fQMTCTRNU1UVGxHsTWqYtlGVrQ7U6/fP7H5uNXYOQ39OXu6Ah6x3yCFBWTuuSl4gY6xUKs3Pz2OL63u1nO/eoWMkgtqp/qgd17QH805vQ1yUaZpBbBqJbhmeMXj248Xz541iXJkeKkyMm4692XLFLaqeoa1dOe8YeSl5dnGuMDQMkg9ebrXzCudcSAkC9wNFTbucYZxYGRAJykhRD/c0cFdhgoPknJiRq1dcXdeiU7mFLqeUik73MWoLAWZoMjncyAF4oRhrafCYl0vNbXz2vjTV1autpaXhif/6wfRv/m98Y1pJ6sy1XeAEGAdWnJnpe+210YbmwbOfNf/+eHxuTQowiU04Z0wwzgV3KbiesphZaoosXYosfpxarTdKU1I6kjHBvlAwI4TALLGdF7gzu8aX1PxnjxCCzkq5XA5rQf2PbbtXWI9TFe14/61Ld2op/sSgaRpjDAXxQw4Jj5/P53O53OEvENcrKLVns1lci1T+9pDHPyK4d+hYCIHuEzWaOWutHeNrmc1mcUM/k8ngS4Id4B3NJdyzism5hrOxhnbDKiX6W83NJSce2Wi7CBIcvRBq+cwzXBuc9Pj14vQUAGyNTq0OjhHJuZBAgUnBQKAlcS0uwZ9RKsQKySW3Y+uJzvcFcBewdJunpkYLi8vR0SvUjAKHxOB1O7vhSqCWtnH9PLM0J5fYunAy3P5+dKYvffn14vCZ1foPCzcnIxc+XPjoN/HRVqVQJJ5rmK7mFIc72saOHd+8eF4CrLa0JPuvL97oD99c4MJmgnIKLiMguWeFc5O/8xKzpnbD1adJMRpfvlhKNzHH9RhlcGuKwsjRMIydYgWUu6buXwzNZrOYV4sJBpUPD2rHVXmc/IqSgz35+MWZpoleqSiOH35Ue+QdH2CEhmFgl0IAME0T85RTqRQO9d5wI7p36BgXmLzsjF71c+HuDXYDqfrBoexEbNt2KBSyLAu95W5JyRKoy7ik6sJ4qPmTVMdlQaxQW72lJY3EVujKZQ6gxNejV5u5Kxzhha5cclJRAZKoytxnzdSx2K0AQnBetST/ncC32vO8CiJjAF58dSTR87qt5Th4EiQTXNlaXrj4RmFxWEjCudA35jI3e7kUBCA9Nhy78l5oaVAJzSd63gaqi0I0dOMP0avnIo1nYuNXki1nVt86NjXbbTp6KlWKDPZM1bdErvYokVXT1hbqGqWhWq4+efbCRmMzAGrnHjPt1MYFNfYmEKplW6m7CRKsVFdm7U1DL3jcBFn0vwjkkYoNyc9xAN8SKWUqlSqVSug5WXmoapnoY/XTgRc9ssKwxTAMLHw9fEdzWa7KO/wFYt4UOk1jjRi+79ls1rIsbG59DyRg3Dt0jEm7tUsax+gY8+oO8Lfb4B8EbV8wgEokEtFoFE27oVx3IITgTDJOAVj4rePZK2cj3RekXlrruGK7amp2ND88zCWoobnojU4OwHVrs7OOaQoDblv5jbcv2pk0A0EBtWOBEVDt1neVJRIghSDa1tqN0mqjuj5KwSZSMslcI7P+8WO8EKEArpTUo5GhTlJMCSebmh1Mdp5iTCUApY0uNTRCJKTnGnlmLjXWsnnpxWTDe2snfxGbGwSQdjQ88fRvrM3wTFMHI2Z0eXyrZ0BI8Li1erFu5uOzhWjEAnCJUlzrLCYues4YJ1kl3uUJh9KUmmwl2lIy0s+ZAmBVflnY0mLn1fna8d1mC0gpM5kM+rLj6oQQguZwfu3Ggb8UXm5derA/h3J0iTEHKuBon+JvA/jP7f4HidpxtSpKdF0vlUqVhSH4gmD6KQb1lUP9KmZf3Dt0jK/Q7czGDg8pJSFE07S7pWMUnf2B4XEopYlEAt9twzAwUR8Fsp3HZ0wI7pFSZuqZ/0r1Xk4vDpDo1lpHKwCkxvrz01MAEBu+lp2dkhKcTGq9vR5ASEkdNTz2/CuFpSUJjABwCZLfKiWv0W4nOudVLvOplY6uNHI7mpu87LiGw7gUnp5bzQ69pUVmBIAnJZGghCez0z355aV8ZkFJDOurw8As4RTDU5/ZNMfy4exUm5uaD595ZPXMc6tv/Cg2cAMonXn31PypPxRXFzcHxgDYcuvlUiLCuNTWNjdvXHXyyZmmq4pnqqVOM9Xs5DoZjynqnK1ME6CuPmqWeqV0nOKckpiR0qm8CozFdl7j4f0nsa2Bqqq2beO8iJHdYZ5bQgi6ahzszyuBpXF4KLTuxD6qAIB5F/u/diEE2s9XhY6xycjtnlu8jei1jQ+hP88d8tRfJu4dOsa0BMdxfF+36sKPjg8gVqCiimGjruvJZFJRFKRFKKe44e58KpXaWZXHpGDgFgZ6l0+8EL1x3kzHleXZ+MggYyx65Yqa3pICVhs/dbIJYGBmNzeuXZFSAiel0Phy/blw9w0AxoX0AKSQ4Ui4Kk6MO4HLfNu20+nP2xpZmdXs6g0uvdxytxqNCU6A27HFLkeZTS51CqcguRSSC6ZuXvsotTDqCd1mRnq0yXSyBECLrmVWrksG0fBMLjaeG29efe+htcbfZq6e2Oi7PnfilL2xttHZpsdidqm0VFdnUkdIuXSuWUmFASCztDnb/raVPOm5M0buGgijkOunbgSYpuZGbWuVCCp4shRrpc5W5VUYhoEctA07MyvuChKkkEJKmU6nDcOYnZlxbBsjPnYIOr59AdFBDoXzDQYQyINYr4jB6f6nDSEECm6Hf9iklKqq3pHZPc8zDANzwDFvJKDjLw/bomNVVWu6lYcFDrs+W9u0CPwh6ly2baPBK4ZF6AqGmb/+w+3P5K7r7pJ3LJgryOaZDxIXPswMNroldaOn1QiveK6b/PS8ZhUYERvNdbaSExK2hm4okSWgFAQPDzRqG1PLzY3SdTiXngTg0ras2mnHQjDKqGGYILFCmZc2RorRRSK5rcQTk6MAtq2FMis9VFpaYkSLDEvBqQTLVFI3z5lb54FpgoCSXUusDEpCgTnphStmdNrT1uMjH5JMKjF8JjF8LPWH/7149v21ukYvnlmrawRXXxkczyzNCw6OUli60Eg8hwgAJmZef0qff91zJ0xtRtCCk7gGni0dI5vpptTiglGRVrIfqMkukExiLQgXhBBztw1P3PK667BLSpACHxNOOeUcAChjm/GoSUkoGrFNCyoMM/37uc+z+Nrx4b9WjI59P2VfU0bhG9ta7zPikVLm8/ldNZ8DAF2c9j6dKBuXoz1/IpHAzST/A/4tPZo0fe/QsRAin8/7TFf1c0kpPc/LZDK7xiC+FoH/UFU1k8koioLNT/fzROIssqvfsZTcLGnLJ49lRq7EulukrW1cbzOiq45WSDZ8pjHPzOW36tsJIxaQeHOHmYl7wCWIWG+DaxRXLje7kZQLwIUEBtgNpDZ0zLmwTc9JJDJYmiwlyU636FbSpQKYWVweIkpY37zqWlEXQFjFxPQllyqSWdn1PqJuFOLtVmFVekCklVsdMlJLRI2nZxvDPS8qS5/kxl4vzF8qzjTE+19Yf/t/b55/LzM2UtqIrLd1ATdvNrQ5BRWYTE/Ph4bGQIKUoIRCC++/v9nRbKotnK4TPWHlOqXw7OKKqfaB5CAsYq1a+oCSvkL0DcKZy6lkwjT01G7RsZ94cHc3UAjJKQEhmRQOx7Q65rGUrqjAC5bGHS8Wj9qW5e+q+Y0R9nN4nCSqVeC3R5IGllml02lN09Ct2Fecdz0UJl9X5WFTVfUAOXP4DvoOJKi34HRyBDMx7ik6Rv+XGpWBAADmDOx88vwFXS6X03UdPXqwJzSyM07Xe48K371do2OQkJ0bnz7928Lk1WT/INEyG9faqeFYifxmR6sQ4ERjkUutHqO6o8aar7payQNJTS15vZlTku4ayU/OEAACt0pga1S4KIVgnDjE0w1dSg4ghe3kbl6xRB4AMmvL1159ceCj9/pe+XWot11nzAOiRif00LCtDqWiM5JKz1hLha5TTkC4zExvjXxYWPnUM8eswlRutQuYWdpoSg88n2x9L/nB2ystH0hirbd1utmolQovtV2ThLjCWahvN1JZJjkIEWrtVVbmVtveUhfaBHAnN6Xb6w7YpXw998IgBUhd0+qpGyFarJjo4pxTxgWjrmvo1i6pBWg0cRA6FtwBKagEDmax0P3Z+ZGm9s3hSaJbQDmhPKmWqOuhBbBlWWh+v8+vCQ0qqxIdowy9N4diyIke2XvIg+jzuYff8f6Bu4IHENlwuVwsFtG6Fle3lVH/kcI9Rcf5fL4WwrG/uiGE5HK5yuP7ojCaLGOCOiZa+vFypTHVHmfx8453WZFx2Oo6uzz4YWakpTA4zbX01rXLFEBPZDavdQGH5PBoZP4mAe5o2XB7JyeEg3SLqVhvh+RCXdnavH5VSkkAJIhYLGbVIDrG6jYhpWlYW5FlAA4S7GI2sXQVwFzumxxtah8+9Y4SXY+ODbY+8+xy76jiFiXY2bEz6c1GxhzBHCqLenZMTY+DMLOZATM+psevC5oFSUu5hWJ2nlLNzHStnn820XI90dZZmrw5+vOnV86dH3/+ZG5mBoDaudTs5RbGqJCcFEorlzu4a2sri2sdDRKyRuq8yw3b0ZVcG1ALGAhaUPWzkhtAZCZ5zbVzkoEUrqIWY4nUzsvEZOG7FytASHABQIKlqn0tTS3H38isr18+/trIh5eZ7TEAV0gpJEam4XDYsqydWZW3OylGx1XZxPZrkfY+lP8wY1vrXW0ucEutWpkV2F/4bjn0li7PGACoqooZI9XST6qOe5COqzvpYdkosjyltFgsYu08lgM4jhMOh6uSUoOhEEb3235FPC019Vlsoi472Z5fmrMzS5H6D5TlmdVTJ9XFmwAQ6enJrq5JAC26HO3rFpQJ4NmF4ezGFAB4prHcXEdNk3IBlFqWRaqamu1POUIKxrjwhO3mTc/kHk8v95rZ6c2+7tDgNCEkPDgemZ0GgMWrrSut1wY/OGMVM/pWcz7cLmXGA4tQIhyS32oq5TqU7ABw4uj53NYUeJ6QTinRZ6VHSCY789bvFz86ufDuWzd/9WJ2pCvd37P4xtmVq9dyK/ORvt7k1BQBABC5m1Px7kEBQjJvvv295MRTpfgpokw7xUteaRYYAAXHWLH1KQAHhKDuai55HagnpOUR6ji7RMe+SfHd0rHHhBCSGNZw51Ulk5hpaFPzMS0ZvfLauzODw8zzQACUCQ3Dt0gkgpGyqDAA2jXaQKOJakXH+/c7xnwGKWU4HMbVoe/dis8zVuUd/pXEfPZdO6DvE/7loDmU72S7/yXIl4B7io5LpVLVxQr8Fimlqqpihrzf+dSvcK3KxjGuqpLJ5M7oWNVmkzfriqOdke5GKzsT6zyz8PZrsRtXY++8GGq4mO4ZjVy+oKfjAqC4OJIa65cSBKO56etKbBkAPME3W88b0bjHhKA0EglbVnXaC/mD55xLIQ1btR0rEUosr05HMhktny+tnIkNt7a+ctLMZjQQtqYPXr5MPae4FV69cX29o3Xk1RNe5Gax2KcVByywpA3ggZLtS69/JK0EYx7lhllY1pJTxM6Zylhh/p2tD19fevb41sWzuemurb4rHjhrN3rtaFoIa/Vq58jvX5PFgsc4CL54ud6IR4kUFJi6trRW/zuq5az0UHHrGHfCwKVkllLoZ5YipEnBlCKrZC5wb4NxoqhWOh3febGYWXG3caiQknoed+y2k2/mNtcAxPDlK8VEREsnBjraCqHY5LVu5npAP9/EE0IILiil4a0tx3GwAmJbXZ8PrCipinaMmRV3ZX+B55VSYlG4qqqYtSmq51mB0fHBjEy3QUppGMbS0hIudA6Qulo73FN0jA0RqriVh6s2zJ9D551IJILTqe8sVa14HAMiy7IYZWiXfssdEqAwe64wezUz1rncfC56+d3NMy9xNWu7pcRcKzdy6dHRuZO/9ZJhDpCd6MovjgsJwvOSvZdoMY3+v6nhRmVtxQQgnNq2RQgR6Al/60Sywqv9c892uGUdLHbtuYdAw0ZFUUqlUq6YyJVStuIoWt4CYCRfmvrtbN072Y3lxeZ2xjgATLd3xjbXhckHL16y9XDDj/8lOzEF4JayI6a2wiX3rDEtNcC0rJKeFSwmKAMghWRbdvWNQr7Dm2ta+T//z9yvH3OWVqPXbzCzlFsNb92YYlxwYLnR6ZXP6jeH+gBA24yHWltNrlMiKJckqU2986Zrlyy6YRU7De2m4CXGlrVSr3B1yrkLNiEbZvGiZ18TDByHOM4uXbIwpWxvOr51ByvupgABkkVuTrW99Hp0bpoDi86vLtwYJJbR1dwoDPvqO2dSS4s4+UsAXtF6mXPhum4sHrcdJ5lKMr7Lphk2xKlWZgVmie3nw74oh8sjJGXUlNPpNObpF4vFqqwdMTo+5HHgi+l3pmkeqY5QR5GO/e94m0q7U37dluiGTtV3labuN3Hg5c7K2FIvFouhIozJbXhAz/N0XferObaltR0SOPJMJmtqBoAlgVAhOVjCVvLDn2RutmZGG5c+fU6NhRI3LwlCtPhEYXMIBFAjGupqCHU1ASfrNxqczLrgwD073lPHSgoIxqkTu/F+preRgCCCRyMRyzKEpGVTdiaAo6GZuCVycsD/Acq5zZhDORVloxx/qJqmYe0vLlEtywIQLji65UWj64RxTmcX6p7Irq4JEGuNNwqbYQlSjWVGO65KwTYnJiM3J7d6rjX96jnmGEJaSmzIVueVQgd145KAWlrWlR7p5fRMxFAHbfW6VeoqvfTc+v/3/+pro+HRQXMrwj06e6nZyxZcAD2qbF6+ylw13D2obqzEeocLNxc9AMocBl50eGDqrVdLoVZPn2SyZGjTrjVi6j2uuQnSFZIKYdluK6VjhtIFHtGUUiqT2PYdSSn3U5UncC7lQkpJAQgABeHa2tSl9tjU7PSNDgCmZAt95y4JYIMXzxHNnG1suPHyKyCEI7ng3ENpQjIhJZW3jJup4EW1RBgtFAqoaFW+KVXUjlVV3WcKs9wB/w3FrNONjQ00xsMX7cDDk1KWSqWq7ApKKXVdR8fnwx+tujiidOyr76jf4ze9U4U4ZBlI5aOMZXK2bePWtq7rGGv4Z5RSYh1zjTwrMLHJtmxGOIArgAnGmDQtJRYZ/iQ6/HHs8pvOQr2SC+dm+gEgN3NZz226ANrGoLoyWViciE/0rXe1OqkUldLJb0T724FJCoLoqVj/J6mOTynTCcPo2KuIjjkAwQ5Q5Y4aBAQByUAKEIJ7XBDJCNN13bZtLFTBiUrTtC+8Y0Iy4Xguc6yCkNxabZv94H88yk0QSii20NIpgQjJp1o7i9EtoM7UuWY7E29+4lfJ7gEQnmvG8ulXiTsJnDNXgiM1vTebf9swxoCUBFBvvX3z0b9NNZxJd9WNPve8urqZ6LmeHB8DCR6nm5dvmFsxAHBNa+nihbWzn7m2A4RLymmhsNB8yYrHNy8eF1bOFUJQ21D7crkPgBdBEADBac42e6RM6GqvdBLUIbZnwo5lgS9S7fFVlukYpASc9CTA3PXuxMKaXsyPNTUwz9AUdeBSHXfdue72zGpoc6T3ygu/z6ysO8Akk65EL2YpgEsgEqjEwwEwwpLJJLZcwfeCEOL3uq6KWJFOp6vld5xIJHK5XDKZPFhbax8YHVelfAkPVa124NXFUaRjX426ePHifffdd//99z/++OOGTMFz7wAAIABJREFUYexMb9xZJL3/SRhZO5fLeZ4XDocNw1AUBfsOoP7grxb94x+sSHqfwNgznUwamiKwoJl4VHiF9HRm4qN4xzsLbz1llxaKk1fsVIaQYnTkgm2UNGDpqXqSDwtGwq0XV+s/BJdqjKlb/bHJfmBgSTBSs5ml3mR/i6dGAGQ0GrYs+9YdurWopmX/dQGSgyQSPAApmPBsSm1Wyimuc6vXL6b6+V6mX5j8JAAjxHASsQ0AGak/M/Hm88SxPEGFcKdb2vPrIQHMyMZHPjnneKXl7hurPdeina1Dx96galZ1hwyn2ykNcLtEBEgKttmnldpcvYV5i54jty6/u/S7/xp77fjKp6ftiZnFd967eex3yZEJwWl+ZjbSdY1z5lFwANLN7Wvvvu1xmzIXKGRHZ1NDo5I5q011rlICyoFx2x41zE+FWAUOIITrDVMnCVK4Xo9nTpslJ5UN76Tj/Ti6Sdxy4CDlLd9OK5O7WX/FYqxkG5Pn6l2rBIwPXrrslPJLQ/2bUzNqeuvG229NtbUTaktHuAI8CZIDBSbBBaAgxa29PgFQbo6Hza3xgcSQ4vAPJ6VUUZSqMDumMJumiW9WOBzGl+tgh1IUJZPJVEU7xuj46GgUPo4uHRNCjh8/Pjw8XCqV7r///v7+fihLCj62Rce+hRCisjTDVxVQ20It2PM8TE2DLxZEVa68/O9MHsJCaJ9XzTl3HZsxiwMICeB6knnxqXp95XL89z9Lt7zFvVhx5JJtW0ZxNTHRLgW39Fx27AJ3ixzACs2ufPoCNZKehK2Beie6Ll3pcVlav65FFgqrY4XVUQnSsgzGGPqtSyG54IQLLsFjlEnJJXAA07MjibhuO5vhiO2ZicwW0oAoN8iB3dpOSwDOKXVdw1ByxdRKY3N+cXrj2gBIQsEtpWKzje1eLpvsHer9nxPjx95drG/te/uttb62wZdeDfV8ZDrXCBdczxvGgCUV1V22tH7JXeGliDmYvPTyyu9+ufLeW7H+FgCRmZ2O9d+wFCU6ORJqurx1qdHxbEsIBmAkE5GOa5Gea8XVKQu4Y1ibTS2eXpKgxsen89PjUjiUbFE2zPic640DZZIlLacFuAlCCpbTlE7PiZmm7X/1/kOF+v6d3mSB7CkkCMFBiulLTZHeER2ky/lCc0cpGpYSRhpbzUI6urC0MDhoKqnhhvq5a1fzoU1wpcfAAZCUE8EJB4pykgQBUkou5a3HEgeDXRFw3earSQd+ShljmUymKnWbyKEoViA1E0KQlKH8LPki5N4DluU+T4ccEgKXOAEd7wuVYgXiwQcfnJiYgIpsR8ROg00/XsO1Pyv3M8/lcqZpxmIxwzB0XUe/iLvbHBcCk5xq1w2Ec55MJnRDBQEgBZWCqvnVlpfy/e+H3n7GnGm1jXBiqp1TN7l0zU5vSknNzcX8TCflnqQ8vtQfH7+UmroKAOGBFi8WAkYEpfGb9W4hUUquZ0ZvSMGisbBlOVKAlFKCK6RDibRtzyMkny94HovHUpwKXdO5YB71PMao4ELcWf9hEmzBLEtLRiOLfdcKGxEQbLmhwwhHQHrAnZuf1A+8+W52cZoo+cSl7vSNSSsd7j1+/Pr/fWT4pYe80ppkkjOgfMNyWnS1kbK8lAJAJi//fvU3/7zy+qnYjR5eTGWnp5I3x20n5wFwK7/+0ftbbR2WkIRR5qiRG51GPOko6lpHg6BuMbS61dMG4AnhGfnkSsdn3F6nZBygANJ1vSnmrVBnhLJelNElAcfoKxUHUqnP+35xjtO83J9nBQfJQQKXUjAKhn7jtVNT9Q24AJnruJ5cXBYgN4bGNkaGSkVl6PwlANLf1BAbG5mob5ECBJOeZCAMEBqgKykHDkBBUODbYnbslFEqldA9+ZDmFZTSQqFQlf1wrDmqbKoiyh3OUFrBrXK/TG6PQ0kpVVVNpVJViY6xfjqg431BlrvdAABj7MUXX6yrq9u1kmKn/bzf9QufS8dxUqlUsVhEvwirbNfgp0bc1ahc162WX/hOYE6I5boO40AFSEsDYYVm1dYX8z1vZSY+MeID2dCosjEvzVx0upk4iqBOav66nlqnTFKvGJ9sZkp6s7fNyYfDQ+epXZSCeIYSn2zidlE3StHeVu6Ytm1TKoQEAE/IHCGrnjkRWr5YTLdG1y5ouRv52FUre90tdrr6DebNUyfDXQ/EPvQfAE9wLpxSJLZad9nzKAGpJcOrF9uBs8z8YrxnaLOnKzM/z8Al1IoOT2THbjqRjcnnfzv46LPx/lEJlgFAoSicOkraPFhhaiT59onhf/rLlVdeTl/vDJ//7Oavf7166UNulABAW11fbL2ipePpubnY6AgATfT1FJanOQcOEBkZUacnNrrac1tLhEvhgeB08drHbqwLpCa5AMEFL5j2u7bWDFQVABwYMPCsJcPoJ+RWdIyqpW3bjmMjidzpGbhFx0wIECI6ObFyrWOuuYUo1v/P3nv1SJZl52J/QS96FqCH+yKAoB4ESXySLgQJkiCJEnApSCB5iSuSAMnLGdAMOXe86zHd7Olp3z3dVV1V3WXSVVW6Su+99xkZ3psTcbzZdu219HC6cmq62k13Njl3MOspERl58kTE3ivW/tb6vg8Q24cXexNTSFTc3MmuLTEmV9/rUyzeGB62DnYXfnY9iGPQCMilrElvy2uMRNYO6ZAMIn7456CkLJfLYRimWEpaNf/KS5CIiFK7jSupjtPE92Q6TrfwZVGf0v8+DQCYMkqupKQ1jw2ovqCN/Hni1zEdm8eSpsaYV199dXR09PJxz/NGRkZOT0/TR+7du5c6SRNRCvWm+qq2bafaJY7jpI/QE5X106fsTxP4BZszpdVxu9XyA9cgGZQJgX861un704vxHzWO78ow294cUr0Wd0rNw2GtBY+8yu6g4qE0GDsnrd1+0trN1xqzt8rr72qtwWDUKzS37xNpLUVlZVTZp8XsaeAsing08ac8Z8rrTQS9G0k8q+Wqih8oeUurQx5PJ/Grgs0FzkoUTRI2iT7Z6V2jUYpBnGzcuukcHhtFDDWibm5tFkYGSlPTSiaGq9Lkan5jDskWVvP0zdu5az8t//S7u//r7x/+4b9TwlGECFWgoohztYc/Ln39T8/+n/+xO3w7OS30Nteya8NBLeee5y/mp7tbm7X5+aRnAZEEWdlZrc1PN6bmpI45IGgSYffk9WfKwwNkPAFkJBLI7uF8c/0akgFJBJzIicRAHA+TJiRA0qhR69Vq7Y1s5iiMgk6n6bpur2fbds9x2kHgFQrFp7GsJwNJk9GAZBAQ4u33+oTf3rvT71d6itCtNVbuDhChnSvsjo0T0fK9B3HPah2enS+sbf3sn0qb60CovNXq6TWnvM+dvdbRy6EzRlJKTcZoQymkBO/PwiCB1k9St1NhjVS5mB7jYJ9y3abM5ivBjtN0/KT345P7Lv05FT9K1WAubyB9b5+8Z0S8Wuz4SkaYrzx+HdPxJVT3zW9+83d/93efe+65Z599Nj1cKKXK5fLY2Njdu3eLxeLt27dT8Dcdb9zc3EzJ6Wnn9GrfbvwirUvxsehtFPhaxpoICA168eb3yq//a+fwbmt/jHnl2s6wIXBLR35+3RgT2s3a7hgZochY53NBeZFIk6Lc7e9bOwMApDU52TUvv5R27Frbk93DV8LgEYsexs7bkByC6JLuSjaP5BIQqkOADSBCCrheI+oSEpN7ALlfMMY+5lUYo7RkncbGT5+X3RYxZKAlEdjtjR9/r7w0S8qgMURUXd0+eevVvZ/9tD6/wC4O2+/ezPyfv5/7nf8i9xdfbr38rc7tF1rv3Sj+8CtHP/k7Z2owf+fnhR98pXjj+eyDe4rZRMAKjeLd/uOf/5Nn5YGIJKLWful8+60XnMyGIQPaKEDS7YvXf+TuLSMJkqS1Js1rixMXg181KocIpAyYPNerTI0TRkSaEAljAWM993qreSKlSJLwCXDAtFrNRqPh+37qmPeR6RhBE4FRoVXZ67tvkBUWV2o754JQsHD1zlDi2qxnLd0ZQjQnC5vFo6POWeZgZuXs5pv7P3kuFs24+ihs9vOwhOSHlTtebcXv7Sr0jeaGjHl/DOZ9I2zJP8QNJJVPSXfHp68EU+rpVaXjFBv8xEsxxnq9XjrAnlbQKZ/rA52bK5msSAvtDxge/prEr2861lo/ePDg9ddff/HFF1977bXUFOtyVbVarfHx8S996UtHR0fp0A9jLLXSSlHjKxdtuoS9vogzDj4eIO10OnEYGiQgIHbmXf9varf+2CvPdbMb3fJRL7dGRI2dR6JbMUTt7KZTPiQVGckqO2OSd8AgEbMO71k7QyniaB1Px72cQcORovpJfvE6UdNQJNSO4GdGkqEwTsalyhAQmjwXi4g+oRKwafCMgITeEbBGn+aNBNKA1Y2J+sJceW6BINFAUsvy2rpzetTdPykurCa9YlA5r0wueqcZO7tSGL+5++qr7dfecL/576t/94fn/8l/eviv/6utf/s/nf9fv+/9xZ+2b75w8vaPavMj4Pc08fr22ubrrxYHBhqj40HnIgrL2fmF0O4hZ93No8LUhFfeqsz1myhErZFk73ijvjKdWxpFMGAIKOFWrzI92l54RjQHiCylmgIOCXtCrWmzk/bfNBxztaB1Rqhd0ClorC4TnxCi0Wg0m03f91utVhAEH/55EgESEWbWlqsHB4TglMpbw5NogAi2+4f9elUwb3HggUpiJ1dZGx6PXWtz9KG1tjf/Z38RNg9QBMw/CHsLhiy/uabsdrvxk9gdIf4Eb4coZZmop1h56WZJD5SpC8mHWv89HUqpq2rlpYCv4zgff6l0wxJROkCZjpM+fYR1HOfyKPx5whgThuFvq+NPG/gE4+DJePoTeuutt87Pz9OfAaBerwshnuzVXuE7/kVjx+ndJkmiuDQGgQwr95df+T3v8L1OdpJZW82Fd5zDhTC/V125jqJhNC9tPYTEIR1HVqV8MI2IhgOabuWov7rYj5yDjOs7w8A9QO0jyaCSW76u4wCANBZYMgQ8ASOFPErYFoEgYEI9QqiQImWWJRyQJjA7TC19NC/vyddAKgizj/qMb3dOTqv7q6S1X8oX5pYIkZTq1jLH7725+/xXrK1VlQhWbdSnR1tbU9KqddaHa6/+h/z/8juZ//m/P/yD/2P7r7988uyrzsxY5f6bxWe/1+u/W19eKE2PFheGMgPvsF7JEKIh6drZ2ZHy3FR9Z8OogEhbRzvt/U0g5Ra2m5urpGRje9I7Ow4IGfHm0kJYPuqdPHLP7gBcYzBrICZFYIpMz5NRBhIm1xGrYKpcbYDhoNEYIBIpt04pdQmGpt6Gvu+nowKX6xYBAVAhYSy2hx5wxwEwwne3Bx+qMDREufX93MYqES0O3g/aHa9a27w/nshwdXDAPs8vfPNrjZU1JOJJxalMGcN4WEysR6H7RvPsJ8REClE8QZ8EIXilUn0yh35gE6Wi21EUXVLwL/fIB/ZamsGvqjpObZM+8WlP3oOUstvtpu2+yycQ0VUdedON/PHSyf9S8euYjj99DAwMPGnZkDZqvzi941QZ4AtySEyHk+yeHYcBIRiKvc1vN5e/F7bXm8s3WuvXaqPf72WWmotvFCZebh3NOcXt1s4AqpBQNc7W3PoBAhFn0r9oZabbu9OyU1Jeu703aoBr1AkSJvXW+l9rd1IbAq1VMgdxGQ1o7SXJHGqXkCt9CGqXjDZY5mqdMEB0mNxE/FS1VZDLleemyTBCqm6utnZWu5OPArdhyBgSTu28OTMdZQ/ze1NHw3cOX/tW4f4PezO3q7deajy63Zgbrj3z95k//8O9H3yvvbEQHM3mX/tZ8cFIY2m2/N6buRvXtOURoXRq5cVpAl/GQWd3tdL3bm7wriJXEIAkClRlbqR7sZ9bGkSekDKieV6fGghJeb1OZbRP6KDXrFc2X5fyVYnrBjRJRJRcH4KuS3mqzU5KTU/UNmATEdAgkSTShMQSfslLSl9ySspIOUSUzo9rEBokUVyond8dJMUBiYtkb2CAdy1DVDzLn8xMIOHy0MNepaISf/3u/Tj2tocnm+cHuz9/eff6oBAyVrZdGtGyI1nPbw7qKO+evSCDVUKGCPg+boyGtNIyjuNPzKG9Xq/X61mW1ev1Ls+gH5iKS/lQVzXo5jjOZyBJp9hdEARBEFxOU1xVdYyIcRy32+0vaGL188R/3On4A5MVKVJ2JVTRpyMdpEs7JFd+cXqcjqMw5IwpQh1n2NaXe6W3/eJwefj7rd1bUXMbiPu5UWXng3a5OP+mtX2HTKy0Lu2MS6eIxhiMe2ezYTsf2aft40dJJ9/aG0PDBSiDSrv59sxXZP16QhHXZHiZxQ8luRqFSHY0LyFJA76WjwgjNJrpRwarhJSIDTCFT34NIEqTE0GjpUmjJuBJYeCN6s2XE7dMpHXiVqdneOARkYK4tjQC7gXrnBYHbvprw43dsczIj9pjz2eef+H8/lJxfaJ+sBJnCuWpaT9uEpG9f+QWGkRkWLc8PXLad60xMdDZXWdB1744bO5tgpECDRE5O4vnN14QbsMYYsaQYOX5R3Gv21icDWqnikjIOD/3tvDWArUPCAQJGtLGEuq+1PfR+IRElAg4F7iBmKAmQpOmY85Fqpn75BpLR83SodokScgYTkYR1KZmMi+/rQILAAzqi4kx++IUDdmuuzV4DxRrZwrr46NgkvW7D2PX3ZucqR8e7o4O713/uVepSNJBa1oEW0bEbnXBJK7I9Vm9AS5raCJjgDDFj4ELVi6XP14e4HJa3PO8KIra7Xaq9fOB8iWlv19JOk6tcD4DSmseqxdwzl3XTcWDropKZ4xJL/vbdHzF8YG543Ti8otLx1rrL859K93hjmtHsSeIWPNauPdXneOXWkvfhu54JzfENfc81zmfkoYrMnF2oHH4yGscydCu704AcxkqqQLrcFowF7HeOnxQ3xwM6qfSaAWKKApre97pAz/7NW4uBAkCJuINrVvG2KAW4vgNpTfQlLQYRSiTIqFnNGQQSOgVpjNIBkmgoZS5lyJHqUCOQmSErFXOTt5HJAZGGc3tfGt1wC/uVmfnOodzlbEb7fVV0EikCzP93Y3xYGX4/N3Xq4t3GlPPluduqaAUHA7lbrybH95o7CznBq/Xrr2dvTG0+8xz3aGB3Mz41ovPlaZulibHnZn5/EifdbJERBwMCp19NCZbF0SiVb8oLkwXRq8Jt6Ek+aiUoaBaKjy805h/BJgYRUS8vrvonh0FckvrCmk0QIS9SL0sYZaMIiQipjEfq2VCSQYIAIkhoZSy0+k8mY7NYxIpEaUAbrVStZnL4zA/9LB8765TKaJBJCwszTT39gjITqKNu/cgYn61u3S/n4gOphdqpxftXPZocmZnfv7o3rXq6iwZktFOWF8krb36PGdHYfmR56z7/jZhD0ACkSGOqIzBhCWfWCjgY0qUMSaVE0jbkpdYQVqWXmF13Ov1PkN1fMnhSt/ndGLqUu/4Mo3iZ2Jdp4niUyLp/8zxm5OOjTG1Wu2Lq46JiDGWiit+ERdPl5/neQlPwHAv85P23lerSy+7p9eYs+bXVjQFdnWPW3tAEPgluzyPOupmVptr73XPlyVSQsCssnO+JlGQCfzThdz977DEDw1pJQ14VnY+sS/ck2c0mwJlS70j4/44/DELpwQbD8O3onCMs4kwvhbrF7U6A7Mj9Cppo6EeyxxQZChCIDKC0DcG0RhCIomB0h6J2uqyk10nFfiJTkg3t4fc2gURkfBqa2/l7/2wvjJdXX9QGn3xvP/17spg6cGLcWVPhq3O/iLpsLt/vzb/embk3d7+7ln/K+7BYnnjkZY6OFzPvPVsVNjj5xvT//jHKz97OzM1XztYPFt5oHpdbUgTRb1SeeZec22murNuOEtahdL6FAKQEMIQRnbmra/7+SMiIoWaMLSbrYWHAAUhDwz6yvhKZUM9lqjTlCBOJBAtJnbQRGQUajDkAhohZLfb/fi2hB1FsfYKazu5hyOd/cXm7jEhadBuLXvU/xAVxmi2Bh849YYK5PK9WwDydHOpcnzQcq21925YuxdbN98+Gb6FkdYi41TntNZRayGJV317hXePWDyD5kQbo4gMBQRSsM+od5zyrarVahAEqYvj5yeSXIa5UoHNlJXX7XZTs6UUr79sA376SDs0n9hg/BeJ35x0nH7ppV5eX9AxJJ0e/+LACqWU4zhMgYoKvY0XK7vfqB9fF9aZczaqWNcEF97xIDcckPVyj6TfSJCQ+9WpZ8L8LKBClG5xPq5vKCRJxNtnzbXXNCTKIACXzO5ejAKr+Zmbofe1iE8zvq3FtlQ/N/qEIDDqTKpDhJ5WJ0wOKL0u8UZkXtGQQ60ivmWwg5jqbXJETkgEaIi0BmaYUs55/+3W/gRyDwFjr5Jbn+SGYmNAFBtbU4wlROjmhuvzPyeKevVdr3tCqtdavOsdTjT3fnwx8kJYynSX7lVm322vT2Se++bZm88lVpFIVY6nmruHe0MPp374D53DTHZ3f/kHz2y981Z1d9pgxJlt7e/lXrteWexDHYNWCHFlfSVuFom0SVj5YL250R8WtgjJIGgiFdn1uYcysoWaVbgVmW2lK4BWpJYQJVFMCGRQwIw25wSEqA35xgBjvNvtfvxXviKjAaprG7W1NWbVqmOzDLQCw33r4N4Q90NNtD0+3CweOmfHa//41cy7t/dvvrV7/2aowrXbd6Jsc+Xdt85vXtN2rNG36w+lskWQCdpzSpT96rzvPoj5PURjiFJpDPWY1/DZ6tBLC5KURFcoFK6qldftdj/R/vlT3mfKyksTcerokSIhv+pmB4AkSVL0/HPe1ZXHb046Tll5X6h1aSq5+ZnTMT4VT/42ved2u1WqX/DWhLv/77z6c93KALPP2tlJJOMXd3hjXRCxpOFkRqQSXCnh15yTQev0geEtlFH9dEiKBiiShqS739x6XXLbABhkca/iFCeIer3zm1F3VMERoY8GlaprkyVNCFbE14zmZEiIPdAXBFaiZkL9ijQLHN81WCBNRLGhSKdQJJAh4ghAIbcyteU5N39U2p1LuuXWzv2knSeQhNrZX/RzRU0UBD17dw2jKKqsFadftUubzbkfujPfCooLzdUXtV/VPrj7M7m3nvOO18rL7zaGrhdv3ZRRIJLM4rVb9b3TwvA9Elo7YWX4QXNvb/XZ/1CefLe4MtXbO2Jeq7h5n3FLGWnQeM1GbX0cuF/eW+vWzrVstDaHQEogrg2SgNLKgNucjqAv0u8I00FkaHQsDxVUiTgaQEOBnPLFFhqDJJAUInIuUoOuj9nMQByUyY+Mxr2aiXhucEjEgTRApLcGh6JWnUi62YvZr327s7/cmBmvzoz1dha2/uFb0Wlu/t5At9vYvTe498KbYaPBCX1rOomOVdKIimvGtL3qiAgXu/b3CFuPhytA6/f1jn/VNfkkLJC+qEqlkooTXZ4CP/OQUrplrkqk+FKz4vKeU33XJw100m318dvfGJOCFb9Nx1ccT1fHqVrxF4Qdf05u5eVwcVoIp+sm1bgKwzDVSLRtt1XNObkftNb/NGrfjdsHTnkuisocdOdshsehMDooTgedE0FIvNOrrCd+zevs26UN4RbqmUlNQEKh1GF13D67G1rHCNroMKgfu/UtRAoqJ15tMsFHBIk2pDEjzAIZTsRjccwhY5Bpc8TlBinS0AjlhIDdQL/N5SEBoYkMhSnQmLo1cwJjgtrWjF87IaCoWy+t38+/949BaZ13Tzwr01gel53zpL3enP5hbfZucX+5MvT96KjPPhu2DvqBeOC77ZNVAr96eDfMXa8NfOdi9Hp+7K50i9mh/rO++0evP5ObGIKY50cHJWNB28o9GDJE9bnBw6/8iaifE3GXot75iX26YSAyUhOKwmp/cWHCqZ4ScU2qsTXCei2NCSiJLDqb/UGv8aLCesy3hHYAQ6NJQompYyKGFHJtu+KkF+9J4xgCJELCdLz9E9KTkdx2skODChODdDZ0P2kWgIAMnS8ttQ53jHCyC0vH194FaEWNSmFyiohnBx4e3749+dzrldzh2f2HZ3cHSwvTmoi5Z2FvQYMV5neVLHnNUeFtt5rfFWLhUsoz7Wpc1cqv1Wq5XC719UhB5HSc/zMMSKTV8ee/JfxoVl6r1UpN8NJknaqPffylLj/Ez39jVxu/Oek4xY4551+Eeyk9/qpP+9ef+QqXNQjn/HEKrqSQdPqI5wZh/ai+/v+FpcEkN5Y01htHN7hfjkpTrDSJRCJx7fMhqUMhExMWmudTEmLQQSe31Nx7L+lmEVApoUTTLoxyd6+bGZcAqCP7bJyFFiCTQcu6eDvCMVRNYRRSRcKsMVUCAizEct0Yn4DHfNtgFTGM5JbGtjR5n28gSjSKKElHrICIgBSRSoLS4pTkdamRSNonI/7JZDO30Tp6UHrwrdLKq3Z+4Gz6e9b67cg6b108CtvrSHa7uKpinxSVtgfcxoRz8U519e+kPedcjORuXCv+7LXewYp02/m+OxP/9v8OzzeDi1pjdkSQKK5s1E92OFHSyc/87Z/UpwaJEm4UBFFpeQRZmzT4rWxu9nZxsZ8gRg1GU1g7653OIQhUfiM33ju/b2XGDJFU54E41IhoDBgvEpsGmwBRqA5CbXeTLW7sS1iAMfbJM1KGrNOTwtykIglI7aPj+vqUIjCarIuLzPjDzu5K5/CotjAX1k5MwrPv3lehGxQLlaXR/OBk5u7dxt5a5tHgxesvERmdOF51wpATNdZUmI29nai76Lauh/41woQw1f4TtVrtqvpvSZKkLfHUDbLZbH7i7PBHXYpzngp7ff67+hi9YwBIxw1brdYninUgYhiGlmX9tjq+4vhQRberZX9cRjpZ8dE0TfP+UL55X17x/bHQ9/vVQEQGTTpXVKlUUp37x0g3GiStNSGGYbuTfd67eClp3e9svlTZ+nrr7G77rN96kfa/AAAgAElEQVRZ/Fsrcz/sZv3cVORW0TCjI7e54rVOQEfGKO5lyivPod8hFcWEoXvml5eV9p2zh0IHkLjO2aAEpTFUPOyczzCxa/iRNhrBgGoofUKgyMQxXwLpkCEJxxL20YgwKTNVNCSdZFsZG9EQKTIEhIoMAhpCr16q7a5L6mpksd1uHI6RZIaMU93zj+a0bMad3XZmg4hU1LbPFghiP7fdOJxmzlrn5Pn85teS2mLv8C3tZQHIu3hQG7tmzQ3v//RbhPFR39vz3/mGtpruebEyN2ZIlftHkmYViazl7dM7NzZ+8vWUpshJ2qW1zuFoK79X39/gdqF1OMLsBhhSgpRkjdX3TBw7zYtGZo3CVvNwUigGWPXVugIDBhAFg22mTxNRFlDhyLtsKVGuIUMkiEhK5bruUwsML+UjiJAM5ifve7WcAaUNSifIDL8rRagNCcfZeOW55toCKREWzyqrDyVBc3G1cbCnlJ8bfYdXq2evv5qfHTt+NLr3/a9yq2OAuaVxxW0eTEetUx43vOZE7EwH9sugL9LzudI6tcJ54sbwsfB9aimASIC/YI88Qev75UjNmdKWOBEBgG3baTl5CYZ8KNr2IVvi6qxL8aPdQNLiPf05HTdMi5snn/CBP0kL/895S19E/Oak4xQ7TkvjLygdfzQrL6UJGDKkOYJAVKi1MUgGIPAcweNGrS64KJfLjLFfZgQBEAKRMUBGK5n13de5c8fP/NzL33Yb94j8JDwMnQUWe73sWGf1u9rvGE2SdxqF26B8ANIESZSvHb2p3IoiRxG6+R3unSggO78qgt2wl++Vlgi0RAUq7GRnVdhhcsmYDgGR5BzeAVgDdSH0u1yNALRBx4lcBSwo3YlZDikJWI7JMqbWIag1kTGAiISysb0QNssuScC4fToZdnOaCFS3tvcQREhoansLSdQx5Dv799yzObvwqDf/3TBz122+Wzt6xfCuDIpBeU4ZIWMnzE8VNgaZ0zh78dv1hZH1WzcuBu7rICrPzXVLNQBdGRoMrQ6Qacyv26e7u7deyo7chrhpN04bG8NH7/6DlZknA0QUt0/axzOGFEOpNIWn692D0cLOrBEKiXonw8wrClKBOuaySUZrjAQ1Hf2A62NURGh8fhjKClCa6Qxj7IP8Wky1hzgZICAi1LFdG/05j12FaARSorIj95ld1wRho3L2/NfjsM2AjB+dT92MhJvUrcK9+0iivDTkZPPFvmv7L/3k6L2xzR99tb0+I0l6jVXRrchozWvMIW/1amN+eBjXB2U0kRAzRgvOU7HvX9wYGkJGGgkUoSCDQBoe23ERgSZUH5aR087ekw2YNN+llNdms5lm6lTk6+M3GgCkgO+V1OyfHoZOxw0viTlPH5fTsevfVsdXHB+ld/zFVccfqXec/kM0RErpKGG2MFGz14wUy1fLccx8y9NCCyl/WUkDkZghaUghKjJxHAw7F99u734nsue93pKOD3Wcd8qbWjASMram4uZDu7Ipk57X3vUaJ6S1RAboWPW5qLdm1yYQExBhrzghRVsghq18UJvtVeaTdklrlaBAHbrN0chZ0HAiYV/jnsCHIfws1g+Z2E3UiCteifVAonZ8eU1BkdAEyaE2ViQvfJ5DJCJOGAOCQUEkQLSLy6MY9kKiILDqmT6NjjDUO1/z2xuCRC+729i7wxtT3f3X6muvxo3ZRv7t2N4mHXjuXGBvkpLd6hyPqorQ7Z7FjQsrt2Zd7IpaYfav/+js4Z3azACRvujvD2w7TvxiX1/CGAOZG5tI/Gwrc7H4na8Up67Vt+bD/IVd2LRLB8S7whCIsLU1qGOLoEvasGa2OPLtxK6iIkWYNNac0g4QcNMI+SaRJUzFlwVL9ElTQA0IWkLFjs4MASIRaiH4pV/iLz56BCRJaNAQETGrePTes3EnKxEADClqzM50z/Y16fryTHttpHa2qJAAsTE37uXOAWR2bCZsVoNKuTz2QJSO17/75fVnvlPtu9W48TagDtlMYL2mxKjX+4Yxp53WeMhOgs5tngwFhnNEJcST1Wu6sBANqfTrXqIhTaQu8X7E1Pfl6X0ipUx1Ly9f4CV/Lx1v4JwXi8U0z348KggAvV6v0+lcSTr+lZykU6xZCFEul1N/0ic7kykw+Fvs+IrjA9Vxo9H4Z6iOP/xTfKx0WKpfRNwplrMsctu1SsIFJ4qIGJFCTHUCnnQzQhRIHEmRNsCPvO6LfvalqHQtZuft9jrpIKivJW4eJUFY6NYHyCjBis3Sg+bpoGEJSQQKWbTmN1aJuNWY4m5Funm7NigRGXEVR+3T0XbmXXAcqVWEigQlvf1ebVCoSU+9JGBfmWMJ1VCtIYIhN5K7TO4ocxzIEYc/kFAIxaNIZxOs9aKced/MSSBqjYqI29WdysakDjoEnnUwmrQ3VNRKyqXazDW3PNbNvlFZ/oZfHY9yD3vnLwksJ17Gra8KIpa0e5VlNEL6Z055QuoyS86ti0kIN+P2dmPtFsX86Jm/is82SnN3VcKLfUNJYEdBpzD4QMVSal7pH5RWgzhtvPlibeZZQw4nEjyqbt+HyIoNaVJhYdPLbhIlYXOvczbbPHkISQ3BV+RFvfXOxSMNfmJ8jy+5bN4Te6HquHwl5GeIgCAUdu3kQqNM1eTjOKrV6r9UGCIRAhFoojQdOpnN0tK91u4woGSkDJJzvNteno+qBWtnQcl2aW7QsAiMkZZ1MT0MAJ3Dk9rqOjdU7OvTdjX78I35//BXreGR3LN/r+RUYCZ4NGLgWIubUs5FrRHde2S5/XF8E1jeSFRSdDqdJwsFQ2SIEbpEghAJAYil4MUTTtcfVLInImPMh6oRyceVxGXnuVgsfnzTLB2HuBLbvTSHppZgn/L5aVGfdjjL5fKTlXUqIfTbdHzF8XR1fMnkufL/hYhpM+FJiaIkSaSUvW5PcVkqlfwocMNAKtCCjHh/qQMQgDaSoX5q7SKhobSwImlC+82g83LYm1NsPWjPCa/L/LzdmZPkogS/sc6iE0VIwILmeiv7CqgaSULjuZ37EFoaKU4stzoVVuYje5uTEcgJyMlOdE5fx4QxozklJAFYppm/aeRZJEeU7iESGIjUBtdFAFDGisQWAoGJA7EkIBOom202G6PbjXOKLDJEBtBwqQhBNk6GG0fDrewj6+zH9bm/75Yf2sV3Gmtfs7JD3DsJz29K5xCJvOIsj7ocXKtxV3o5nThh/laSm4y8rU7m21Hu5bjdH5ffYmc/AmuANW8WJ7/inuxfDD9r7Sw7extJO7rof0gkuqcHjbkV4si6rYuxOzzhiqh9urLx4z+P2xuMCJD5xXm7vC8BOCAq3j141DwZb+dWETyvPs86ewhoELRs145f8uMpVy7ZbNJKpiTaQJJr244zGo3RAijsRVkBAaBAg0q9P3v+S+nYIBnkSDEY0rK2Ms5aZ9WVO4Y5gsAQMb+VuXO9MTEpWFsQtzYW/PwBISljylMPk5YV+73s0EOSUN3Y7mR3GqsLhbGh1srU1t/8kWgtA/W42hLiGFUg5ZgUEyx8KXHXo8pbQKtAIKXodrtPJkcAbbQhYCK0IQ4JFYLWII0xaC7RY/10Ok5ZIR/llfPkg+lcUPmxr8elEdqTT05VMj7HtvvF/7pk5X2GP0+PtpdFfUpO+S1YccXx9GTFr+Qk/StFmu5TeFoplZ6AGo1GEATdrpWEfhzFQoNJCxHgwssHzXU7Pw9hhUAJQeIpkANJG1RkDJGU8Wqv/nfS6Yu6Gyw8cwuvKTbUrQ1oZhMqFuTt5gOUShoNzAtqW7E96fRmSYGKT/3OutGgACSSUx63zm7oxJegAMAgsu5qWLuFIBgCGEOCmL/pdt4kFWsoJeIk9V6TuhrpRWNAaxbJPQENJIr1PtdngHHJW+yqnKMzocqRIQJJWNPkK163C8PEA4y0nxsLawucB8Ipe41FQSZJuk5+VVEzCHNOdVRHW17hjpW7EVnrTv5NP/uP0uoL7JFu892Y5SU0En9NymNOkdK7lbnv7v70m3t9z3W2t9293ahmn42PE3Fnc6e1uklAYSF7PjVkiBLC4srQ9jPfaGzdMuCDjqXw6wejEFe1DH2rXpl7xbl4YEQCiCw4ti7GCKUhgxh3Tn4WefOSuhKtDl9TRhgEjcKKT7mRaAAocVklUS0gRobiOK5Uyr+kjE6UasFzIgZKOvXiyiTysLY/5TdOkQgJDPHcnZe91WVJLEIVVgq11QkAkEjd1WXrYINIlofvJZl91S3kx247uXxtYqI8+fbJ3/xZNDtiSGlViMS6QZf0kVsd2R76s42Xfjr9zJd2Jp73WjXQqmN1pFS/+I4AgbJp1fsqJwPNs41mbpR7B6hcozmASfvN+GHpOF3bn3KsLZ3hTQ2rhBBBEHxAHC618LgqoYnPc6m0eGKMlUol27az2exvq+MrjqfnjlN/vC/oey/Vtu92u7ZtpyPoiKg1GARQ3IABQ8Zogno7P1g7ftjNTJQWXmjuvuGX52PV5CQud/DjDndk0CFNZLqd9h+71je88qt+/TXr7LWwPta5eM4qvRW2NyDoWs2HIimSJDK+252VQR4l7zQXWbjvlxd5UhVGGQ2MDHfO/fLbZCQKjRI0xm5nLqjfkRBpVKg1QRJ1ZtzmPdBlQidmJ1IXiAI0fixXtXZQE9edQOwaEgICL7kAFG22UeHTrjroxRdIhgyQCdGIoJf3a2OkPZBhtzSpRQ8osPJLKohQ+F51UUZt6S13z74dNB6EpdfC2luaZzQ79NqDDGqCNOusM++EE2npJK1VZRJOwOy95GJ+4f/9H+ythdryql8+qKzOty4ONMnWxHQ3nw+JnL3N2tySJiLi5ZmR0+uvZefuBq0DINREbmO7uXXd2h+qnS6FjaleftoAaYVS9TqZByB66UHdzg50StOcSCD2RClSPYNak28lx4G0ERGQB9LyWAEwNhpAw5O+G5TK8gMRkCCjDItLu42DVUIKm4XG8QIhETJQUW3hdpjfNBqZlEqy6vw4s3oKKXLa5eG3nMJ56dHt02vf6Oy/e/bOj1m92ujvq628dfDX/5t97c+Z8VCQJw8k5avLgws/+Cs7f7T9xrvds6Pm/s7Ut59tnJ67ri+VxMcuASK22uXFduUFFcyZqNYtvNfKDDDnnDAGA5pIE8KHgRVKqWq1+uln5tIaOU12KUnqciounay4kuo4xYI/DwydjoKkpPA4jguFgpQybTP++pTJvznpOK2OPwMr73IcOJ21TGka+NivTwgRRZHneZZlOY5zenr6ISwgNAoVSWMAEKVXWWll7tqNXUPEeied7EDQWmsevWGopwyRNmA0S307tDJGko4Mv+lZv+93v+s2+9zOTRmtGF5m9groWuKfd/P9bmuADENALstda4JUooCU6HVzr4W1WYlMgTRaKVS8MxbV3jaaIRjSIJIzL5yIW6MybkkAVKhZ1Wk+kOGhEDuEsdZNJncQu6RJQylRq8bUJXYcOZ6YU0ByoyyXdamtIpt0+W6JzQndVaCMJgLWyC3FbpaMYuFFrz5ORvpu1q2uUNIOOze7p6+F9kQ385KwH4DsBNai4DkCCr2l2N9GRVLGdnvaKEegTvwd5R0RcmECZs+HuYut73wpuDjOzfZB5Nfmh3uVYyTKDg/GzVpMWBwfZvlGQFqGjfzsTPdk++ze9c7+RGJXuqWlzvZLlamfhb2aImPQt7OL3OsiSFTgFYaYn2VotCbeLddPriVQAKTQxI0kp8k1mvuq3eBZMERK9Uynwc4NBAgoGP9l61IEQjKoATwSJHn7cM6rHhsyyg/KGxPAQuLYqR238yvWQZ9IYoNoiMJ6qbk8E5IKWKk++E/lif6gV29s9Lulrd7ZbGnqdn2sr7UyePZ3v3/+t/9tFG9GaBSV7fqj+z/8y8bqqo75+cg9gcy5qBVGp1bvPygc5TnFoWmBJMNb1fLD0NmJ3EdKOqhsv3NHRw0rNw/KBiOBpHlfDeqD2+Fp7PgTt8+Tz7xkrnqel+J7jLEryXepG8jnucLlfF4QBCm1MhX6+PUxzfvNSceImCK5n8GTNG0cX/qip43XIAgqlUoYhp1OJz0opYM7T09WIBEgkiRSYWBd9IonxOvtTL8QruG2dbhoeKOx91ZQHkVDCJHGSCIBJQY1ICGthP6fdmr/PupMirAVO2eg6lZrQicOggbdCHuPfHsqtE5B+k5vSskmaKk1oPbc8mtxbxqBFEhDWvN60Bpm3Uc8LCERKeG2ppUqK3edu9sSBRnhO4+Yv6vFQRCskyEymMjDRO0zlY3UqiPf9vm0L2d64k4rvu/pE5sv+jxnNJbZaSArJ+EjZjoSEjdoiahVPRk1ECAIuzQDvm8iv5F5wW70dxuvNArfZt4p91fj7gKJkCdnobtBWqu4HHY3SEakKfI3WLBLIJTgrt1v8EKSLWQttmaOhwdy91+S7Xpx4m4chJWpAdYtQwTHDwdkry0JzsceJMWmBpE0s5nZCYJk/53XCsPfr23c6NR3o6jjV5a5mzFKkKa4seVVx4mYUeS1j5zKBoAro7pVnm1evOgm82BAkejEZam7JElAWOcHEiOEuCarmejIYGiQhJCXOOn7y4fAIIAxAWmI49raDHdrSD4aUducSNqHUqnqwaRKanZxsVc5IEIkA1pVloed4lr9bJS1jtu7a0Z3k9ZO52KDiOoL71SGnj25/kLz2S93/vd/FRdvagqZ0zzsu7X7+i3tB7XFg+r2iiHK9I+EjarXbRxPjSeezUyAITqVPtt/iDoTuA8UURxm/e4IgeZezqpcRx2CAUD1oQ4vT09WfIaI4zjlZB0fH7uu+5mvcxmImJZEVzKkcQl2f6gh8r9g/Oak48+pdyyESH1Oq9VqeuxSSnHO048qzdQpK+9DvkuRQBkwJNqHbuGB5gpAha2FoDpnjAwuDqLqPmuvdGa/CWFFoq0NJ02IWpA2GMbyuTD6RuT2GbEdueskrKA7GiY5AYRchM6SNhktrcA69Tp9iTeLEpXRoECGp3Z33Os8QuYrowBl1JsX4bmMc5E1RaQ1azvtYcOViV2vd0eha0D0uvcMbxpZC6MJhCbTOYsNt+PBEBYSKEY654ldoUOm/Q7bcmG/rWYqvC8xbUu0XNGuq7O9/HrEomql1i2seaUDRBDhoV+cYOGGW33PzrwikmW3OyLdCmHXtR6quGuitte6wdi0YAOO9Wzkziq+LsSQZf3UxBZpBeGu6B1qwxiB9LfCwspR3+uF1eteIVcbn1A8zozd0pGdlIPMyBAZlvju6dhD4yUEzD3baW+uE8nM5Ghl6eW4MmyQAiLuHjqZUQDfKKncdqvQD2grY1iY9M7GEuukXZ6IgyXPeqcTTDJjGeKBrMYyQ0YiyrY48OSpy6sd3TkP84H2JOqYsaema1CTIoMJIQ+s5sK84YEmYYjHtaPG3ljsZTons2BEIpLOzl2lIkOGiKyDodrU61rGhpiT2Yjqm0CyuTspOw3eKzYO+5sLg+0Hr5z/m3/VGfm6ig523nyrtj5XebBKZM4G7nudVtL1T957T8oQSVunWzsv/ZPgIJqnrYsfC3PMwk0WbxKC25uU8TloYvFpK/eT2DoAIkmIBp+ujgEgiqLPQ/BLAcN0T3U6Hd/36/X6Z7vUZaRDGlcynWYemzOlMMtlEfbrEP8RpOP19fXUEPfpeHqy4qP0jtOe76Woa/rDZUeuWq2mbbonHdHxsVz35RknnZD/kGWKCDJR2unlB4PKbaUjCaSZ2zu8w8GLgmY3M4Wx1dl42S70C+VpIFJkgKQhxR54zpfC3js6mXGaP+61n7d7N6PWujEmIjfxl7h3oNAYSaSKfvufRHBA0gAiCDvsjEvjxMFO3NtEQi2rfmvcQGyA+c1Ro099e5pHRdQGNfetZS07ijVcaxWNg1L7/q2IP/J4JtZ1m60LdBSSosBma0KFGsmTVVdXYtIVtleM1nxdbCW7bVU5amcSJQmxm32kXUeJRqv0Q692I/Ene53rRmZN3AqsJZIy7M5G/p1YbvneK0H32USsxuENkdw1qizZruf9LAyHWDwTJdPM+T5GRxp5Asi6863t+4XRN0ub/XG7npuYhnYvO9MnZJhctAuPhg2ZpN3Ojg2TMoyS2vZseJIh1G4+l5+a9qoL0imTjFFbVm7YT7rMIILpVKZ5aBMAiHrz6Hkr90glDaIwDLcK/q18PNsSGVtXatGODx1XNYrhTDlcdHRLkiolnYbsxsS0gSfldYiIDCkSACjQRJ3T1vK8IVRICBqEnV8fbq3fk2EndX72qztuYQmJRNhpH95tHo6IKI4MQnxc3Z1UWspWobt2D1XYKcw4Zw/KD1+ofPm/7r72R7XZn5X73s4v9zuFYtxrnzy8jVo3t48q8zOaFJLOLa7tvvbT6sacV3sl7t0lGXj2pNI9ED3XGjbGVkba9oTyMr1inwZbGmk0PJ2OP391/OSWsW07JS5HUZRmwA9MX3zKQMTU7u9qGSWfkl74zxa/1ulYKdXX1/c7v/M7H0qOpKeq47S9+6HpOP0mJKIUDhZC9Hq9KIrK5bKU0rbt9K8+/oNJxSU+jAYCRJFtrYXOQuxshP4eoBGGvMK6bx8KUtbFCG+1g9pm9fDlxM6hRjQSjTFwmnh/k/hf86wXnc53k95qYC169qPAngr99Tg+8OwZIwOlhFRRaC8odhBYm5xXCVH6a0m0h2BAe741iqoZWYsiPDZIiMiD/dAaCKwxwNgYiUYndjn2llkwzbwzTZEBkYQPOT8RCAYplqVQHmrDQBNXrsdXgQJh4la8GRrXBT+XrDjJZj6Y7kL1lBc5og46tcxAFE763otO+znDGtyrOPaOoTCwbohgKmL3ffe7IOaZ2GC8nyCH4LB4BZVLgFpecDZPJkSwlJkS4jWj+2OYjdVS0u4rzr/R3RlurUy55UxxayU+zRdnHwFRbX7JPtpThN3Dw+byvEGKKSqsjvuZC2VM7AZHd8e9zIZfnkflBobczqldnZHENBD3ClZ+Me6dt/NTnezrsb+mkEgSZ9W2/24mXq6pco2fnYaPzpOdNmvY8uIi3HNMZIyxIT4LawnJKI5T7PgXSwVQE0vzTON82MmvCSLUhIYU6ebecHdjgDCBlMsoveZuPw+bjYtNEVS5u9c5XVZgBIl2dtsrnRBh7ezA7VYMevX9B85if/iX/6X7b/6zne/8iZfdOx8aA2FOJsedzAEZnZ2asU+zmkxkd88ejCZNa//tvw9713mwpdxS6C9rNCI4CrvzSAygGDjzJCh2tu3WJMjoQ9PxrzRZ8fGRlrQpOSuOY9/3fd9vNpvpbNKvdKm0Ekrx6M95V4gYhmGtVvv1ycKX8WudjhcWFv7yL//y937v9z5NOiaiVBHio1p5qWRaHMelUilVG0m/pdMJ4k+UgkNEpdRH6R3LxOpVH6Fuahl3G1MgLIMqjq3O6QKqQLq1ztmUkaJ5fMupDKJ2FEmkahJ83e19Wcv7STynREGK89BbJeMYDBNv0mu9wnhGgkQIw2A7CQ7JCJ4UXXdHJYexPaVMlxSBVlG0H3WHwvZ90DEiIWqt7V7hhvAyMQaAsdGkosO4fdNrPQTeZogaeRzeicI9iWQAleJevKl1BxUhxh7f4qYJxAN57rOSQpGX20K38sliU9T2eDYyseju1wqvRHpbtie5v6skuZ0xzQoi3HR6Pxb8DosfKpPROuHBtoaGNkokJ0wcaiPRJGG4q1WRAMiglNscThACBVmub/Bmf+7uDzs7j+KLbG7iYWwXguPz0uIKEGVnxoLsiSJqbW511paBCBK/MD6g/FZigBNlB4fD4/3mxRiHFtOkWWJn3yPoGSaSzl5p4x/r5+PSs5CVetZUTIK4MbwWdgfbItfWHU68oysFVpMkkPyzoGFJSUAxJEdxPQCplIrCX85WgIYSQIMorYPribuqCeh9qQiIKjOd07fIcEOEqIjIre5Xl1+NrFNDpCHq5GYSO6eBdNyr7o0Je7ebfVgaey44nWzu3HGPb3q3vlr57/7zwkvP9/bPS4ubJg4P+/tU2FMsOBka8IOYjOwebJWm5wzRxfJgfemaMT3m3WU8A0Sis6yDPUMk/C0dbwtD0sR2eUwHNa3V02iFUqpcrlwJd4OIUkW3tDFDRKmvh2VZv6rrXdp/u5IhjdTz6cOPuf/S8WudjuM45pz/wR/8wdPpOH0rL9NxCs+nRnYpGJRWwQBgWZYQolarpWaIl/g9PU7EH0AwPirwsd4xaEOoiBSm5A1DCMyrT7PwlBEojXFnO3H3AYTU4BTWw868Cdv1oz4RF93qSPPg5ai7jEYZ2R/Y/6D4o9hfE2xfq3IcryneQk5KVTmb1nzfcVcSVhDJTuRvo5EGGCjNoiOn/YqWWwYUAqIi0Fav9pwI1wxK0IgGQVUD60fIqxJRYqDBGN0I6jeC3jKh1EiIWsjlhveiUJHRaAzEshLwU4VWrOwm36gk4x2x1RP79XA+hk5L5Zoil4CfieoZUW2xTuSMablqFEuaC5jYcbxjd64rdlv41xHyWm3oJAMQh2xRyVmAQJoMY8MIoTFaqXycLCEEhG0wRS53GWqQREZIceSWJusTb5RXBoVVz0/c5U43PzkRlHMQi9zYg8iqgDSl6SmnmNGEzPaaI0MgbEbIZdwcfKuzuRS7B6w2RtxlSaNzfL11+PN2YbZTWvFq/TLcJIMGmG1PCNk0kkAlcXsyTPK1pMapE5leLi4HqElTlbul2DKgQKoLv+PqmAleqdWUSX1Q0oVBhMIQ/P/svdePpWd6J/bP2HC6sA0DujPgu72QDVg2YHh34dVKu+PFaldarTSKM0PNaCI5Q84wDZuxyW6yc66u2JVzzlWnqk7O4cvhzU/wxeH0UNRkNgVZ4O+iUMA5OPUd1Hme83zP+ws2E8HZy17pI6ZECf90fXbtpVdP7785OHuPVA2YAckRyd5Ba+VlUueOrWLW0msfT7GOTXrWPXm7N74JVqYAACAASURBVPcd1X6iy6PeyiX/8H6vcLv/+K3Nf/1/JLVC9f6sbHeyymlj8olk9puVwt1rKRM6d3rnWlapg3NZnm9du67kcR7c1JCA7UatRe0ycEHWH0fTk6wA2SbL0n8MkCMDDeluH78bg2jTNHsmZINhyQyZFZ+8nxhWqO/7nucNJ+Xho8Oy/ZkyLiLKsixJkmdyVUmS/Op6639I/KNux8yslPqd3/mdp+04DMOpqamnOVfXr18ftuPhqmu4Ox6SbLTWQ2OnbrcrhPiMFBn+ybojz3OwwGSZDTICarBs1KlffsOpTk5OOwBdDmrzYAW4bhw+rBX+Oqi92i+92Sy9Flavtze+0y//ALOtzP/dJPnjNPlBFHxv4H/Fj54XyT6axOmayDfAtpkkGZNFU3H8MroGWXagyaHJjyL/VWcOGAktsXNWrqfhNSW2CBUiEpLI5mX+ltOnxJlhZ5EYwzx8A/QB09BbQzsMO+mlXB8ismMW2G3nc+10vicLAbTr+fbAXPTtaSNfrCazA104UpsO+Sw/PdS7Z9l6HKwypDYtqnSGVCvoXzZiSmajqC/QFaW6aey4dN/K9BvaTmg7ItwPlfuxtg/AFTL1EGyVLTNExq45LCNbtozYdW6hPP1qc/ZWffleHtdLIzdIuuKj+6JdMnF8cftGagPQcHbreh70DYNfa9YnHxHlllin3fb1F4qPrpj4orbwYuf4YacyE9XuB2ffdlmdiY0sRP49NAyWU3/ZpGtI2jHlgyWTb5dVJaQ2IhdVuwUBA/ZNeCzrQ3FjXUQN2RdGJllmAZ62YyR2pNg5nfX67Tuys9DbHFm5ea24vbz62qWN628t3Xy+cONFNsKCTZXvF8dFeypqzILLEMERp/1Sc+9q0pwxeV14J0l7l9mKoBq0NwGPGi/+59KPvq8Gta33rwSF04Wvf6PyZNZaLoxNDE7XGSlr+wf3H5Iw1iEjns/MNRZeM+EhEeh4LQ9nNTPIIxVOMRKwZbIyXIzDS1a3hyqVT7Zja1WtVn8m0zERDR3dfmZ7HQrk+v3+YDAYqq6HHNOf2Y6H9Luf5aX3a2O4O/4sxuWfH/6xt2MhxG//9m8/3UgYY3Z2dq5fvz4xMeF53t27d4d3PUPDikqlUqlUhuuIT2bVDCfiz3glQxJlrVZzDojp4xxPB2whiSdi766MN1CTZocs8sFa3J2NowWVb4GsZ8GoDid0UAmKP26v/1/t438uer9rgt9Ns2/odFqGoyp7hLKrss0welfK+yQFGiCMwXSTaDlN7qKtknMETqtmnq1YvRtHC0w5WXb2PE3ugKrk6RhBiqisbSXpFJqm1A+IOoCMjsEdSfmiM8tDOwMmh5CE8gMvG82gENpKLy/21Ukj2cm47TjOtDdIWgJsjqadLwf6/FTs+tDw9MViProRfCDiOXZ5ljx0cldk14zYJnus1HVrV6R4IMx71o5pM8LYY/QsPrRmi12CrivdNQHvaLtq3QlCQ9kFQsHgLBttD3U8Wnn5D1Vhur54L45bpXsPOWkfXXsjbzZU2imNjRiX6DSu3rqr0tAweAdnze15zdIhZ71iuDJSvPeRdzDaad5P+6usE+Jm3Lzv8gEaRtPzutOoBIMz0bHoLzEqRuPEauY96WBcMX123DJh0bbIYQb2MOvkaB1xB8SpaJycnVaKJeaPGbvE7JiQgNFG3nwSV+PWxeobX1n/8Bazib329tiDOCjc+/1/UZm+y6zj7lrcXmD2/Pq66Byik47ZBMf+4dU82gfQKUReayePLpgp6+0k1YmzN/+2Pj129v77h29c3vzhy0fvvnm+unr40b2t53/IKmXgypO59lHBEBsEcvnxe9cPXv9PaeN6nk/HzXtWXjDlKjzMxf7QpcK5lkhmZTYpsr2ffLrxqX/FcHf8THy4Prk7/vsPwU+AiN1u1/f9Ybjaz6u+NE2fVYRHkiRf7I5/EwghvvSlL30qUMBau7+/f+fOnT/7sz/zPG+ojR4MBmEYDkXS/JPlw9Ofz+QEYPhJHdL4gZE4J8OkoiS8DVgOB49I9Q2BBga56bdeS6P7SCVGZgcqnskG1/Tg3az4z7qn/13n+L/QvZdEMpEFV53YYZOS7uXxTBo/zLMxK4tsySk/F4vOtK3spMkcgySbJ9mMc01GmySLRh+xy+J43JkGO5en80YeMWRCzWtVIidzfRugy2DZOammHcwqNUngkWMCZkqi/I0g363n676p5JAp1gPd9EyNUIPTYXqWmUwRe7betqe57Z0l021orcdzW+3XtDx0qhJE37N6TGbTbBupeFubm9K+5dwWow+0gGbAjpHOpZljZ9gxYFW5RaIBYNm45dRcsbDJmLJhRQMJK0lhsvTSHyXHC97+tF+/KI9P10feWn/tr4+fzOy9e6l+a4QZo7h0+uAOG0uE1fHptFdMWSNQXN3zD2Y780+yyrmB/bwzBhYNctrfyLMFAEvA/e6C0/uEgCoYNJfR9dkyWi9oj3TlwaEoIAoPxamoIpC1cJF2EiMccoLyOK8kMsuipFGtOWPBARAwS4sMCOFgNGkX9x5M+d7JwdRMb/+CCfYeT4etRmFm8s5f/2Fa2Y9qmwghoyIr49p2Hjd0fJZ21tANEu9QDgoKreY4bM0lvUXjL5Rv/cXhc185euGl02tXsR9ejIygiJm59OjW9puvD3aLaM3x3Rti0M+IgV13a6u7sFsc/9A7+yANxr3aO0oV2JTS/v0McmBDhEIcazOHqpMGs0w5OSYa0uYdI1vjhkfiz6Rkfl5WHv0kGeeTtdlsNpMkCcPwqfkGfQJ5nqdp+hkvaYjhbe4X7fjXw1AalyTJz5xtEfH111/vdDppmg6P74anc59fOJPWutVqAQAxIzsmQxatOM2TSWar8uM0miCnnFFZMAfqQKuNKHki8r00u5Jk/zmOfi9P/1uT/o9x8C/ax/9zWnnFiYIWk37/5TD4sczvOzkgwybzs/yREvMyPQAXMmtyTstlmRzJ+MTYFSbDwOAacXJPigkpDtgyo7WymUbzVu3m2TKjI9LaHEu1xw6sPRBymdFoO41wTpQTITlUasXPZpqilELkmDVwRmlHlrRFZAx1oZFthM4L2Ds1S2zSqiivi82LdL7jfUA4SPN3lR61et7oe8Jc1vAYYJtwl7AtzamGEcCasbUcRwFiRiKOhVtzWGDH7DThIDNjuV61rsmODbY0T3uTT6rvfzU82IjO1wbr07uXL1dGXxYnqyhlc+TD6q3R2upuXNkojD00zjjnGqOPEr+eMrIx7d1p2an199Z7u4sMvtdciKGDio0set4DdpbIZWI+8qYcDbV661qss2JyHPXv9ZLHe/F6O7sY2PQ4OQtAO7TdrNcTAQI5NEdpqa+SWr2Rp5mWqlKpSq2TpO8gQ8eDyo3Crbe847Zj9Fu1rWuPmbl2enY0seQyufDue6tvfjssnjMzWwfMRvXC4t20OW4pNowEXtzfzXtlm9fj7min+OFg4/uF7//+wbvfPXr7Rxj7jaXN+sYJM6tW+/jRh1p5JyPzjeWViycPGXKD4CA8e/92GMm02T15+IEMFq08TpLttH9L+mOSnUXNTkbJjHVNgiwLV404Y7CEjOyILSM764Z+x5+9iIayqV9Rlfd0d1yv1/M8b7Vaw475dIJOkuSZpKAyc5Ikn50K/Xng/wftmH8S6/n3cfPmzSGZcZjvPTyp+5ySpId/JYqiYWwHs2NggiyJHrm8SOC0s36wYvJ1Ec0qWbKOERhtnMWjcfyqFK8n6b/N1W+F4o998+Oo9f94p/8mib6ZZ1e12BPZtlBP0A3QArvM6I0o+Z7Vq0wOidEyuX6WfKiTWcYIOAdkAiHk7TR9g0yOjgxniEpk6+HgOqo2g0UiooEQC+wGQkw4W0JkB4tki8yCGAjQmNlU3Qyh0c/OiAQYtoiB7dbyw2ZequeVi3TiPLlR0as7yZInLzxormTzp/FkHt519EDZl8kdZekVad4SegLwTOjHuZxK7BuJeSu3E7kbC8ybiRvPzLbGA41bwu0xZQzMgAZ2tDu27jTVy0ixwz1rl6qXXolXrzbXx+OTteql74qLtcHRI9nrMKn67jUZDLz105MXv5kW9yXbOI1rE7eNjhUxG9mYv6eydlQplZeW2LIYrAVinqxDl3rteac6zBqgHQyeIPcY2YqttH/FhWciWus0XlDZVl13Vvy9ctzZD1c3VbWLoed6J3nTESvQe6JRygNPCocI1mmthdYXjaqRcdwuFm7++dIL38u7IZMCk+7cGw177Uwnq1fvulgcjU/t3Hhz6d1XGAEcGTbGVZLmvdybVxBYckSWOQmad3vl14QsMKTN22+cfvevqzMjSfM8rbWORp+gQkIojk9GxVPDrPzBxje+7h8dMrMmTMpHldFHOZDTULj/SlRcMawJgqh9LR/MODQI6HQxSeYNoSNrxFkWTjBEBAxMw3ZstB2yP5/JssLzvF9RSjcs9uFcNTRKHqquhqc+w86eJMkzmdmHzgf/eNQfT/GPvR1/6kz2UxgyK4bsCOdcv9//VUIKfuOL0Vp3u11CHBp4s2WwjTC4TTJHAwbYaJmE74vsNYCWRUaKnVlEPYt22sj7mfmDVP/JQL7ZU6sqG+0e/l7uvSDyD9gqtmx1QZt7YAtKbCq5B7Yo5ARiB4DAoNXHRo1qPUaQASIgg/Ose2jMXXa+A6NYI6E0E0nyHruYHRIQYabErlGPjNxAlzgEBydGbbMDAkLsa3hXmmlFNhS9XNeAVA79vtorismGOggxV5z11HHPxT0w5ez0PJm9EFsHgx/LaMTaGwhLWs8JcVmqS0rNJeq+MpvalXI7h9RjRG1q0m0hBwoaOa4MzAcKz4gtkkYKM7UO4KMh4TrCbjm4J6P1k2t/qaob9elbFzcueffeRdFqrd1GrUXSbuw/1Jyic+U7PyqvPmayst27mLtPIADRpElr/o6CrvGi8wePQIOxvt9fBAgYWASbKjxgZHYqGrwv4/F4cBQOHvi1r+WdkczbVNkTI/dTUOuiEZOo6uJkfFzI68W0PBudHOe9atLdiutzg+ZFs6UI0AEQWURizqVpb09tvfmcd1I/vT8KlFmG5v52cWKemetHByfTs3mnvz1yd/ZHf+XtLkpmzT0VTjlblrqd+EWAlJC1PM+TGRkti3xHNve2/+Yr/cXx1sQTdVS8eOe6CiJm6R0VK+NLbKVh9KtnZ7culx9Pcw7AXB0b9cvHmpBRDw52agsbQJzLLZ0vZ/6YVSVGTpMHRtaAwBGSi7LoMdgiOnbIDgzRx2ZAz5B3/Ms6OzJbZiBGAAMgiRQCDF3yszgHB81WXco8y7KnRLfPsn4crqGbzeYXy4pnjE+p8oaj6+dnP/+xYASBGIe00jxbFNkkWyBnGTVBKvRdbe85u2LtvLI/1uoDY97M1Hci+WrXfDm09yI1ajAiMHH3ubT5o9h/N0/uGbWkzfUk/aHI7jjbYQJmq/SG0NPkUmcq1u0wGk1LBg/YAYE2sEa062DL4bYD54AJB8rdVHCNMGMkQkDHxm7H6QtoG4xIjESxMiNsUwZl7KaFhUzNWkgF2qbc6chmKyslpqGc384vcgoJ0FrZMueS+zEktbzclxv14M8Q1pydzO2VzIxpO6Pk3dzcErClsBGbLQkNh0bbViaPkBQSMVtpj4XbyOxhakuW/EwVlD1jNozs2BjYMfaj2FurLn87K60dXvpeZ+VGeDiftirt01km1zlZ82uHBFkuk+7aR5X5u2n9wtvf7p/uIClCk/thdeUBcU7and2/nYUdTVZ357Q+tjrOwwmv+lLk3Q97k3HzraT1ssoeGVUSYgrsGSOz0wIeMKWnot21UUa0lfRCI2KXr+SVBdEMIR84OxIOojhTaInQMltk54hlXl2eaR6fkuWj+w/9WgmYTd/fuvEInGTON65dFoPm8cJSYeLe8p//vk02ZXwC6SljhJwK1ZbJuskWUm8dje9MKsRF9ea3zz749u47Lxbef2/jW98rvvp2dX42bBbO741rT0oWOu4VHk2mWa85M9fdPsQwOblz0+YqZXCsQdqTO9dkfzNOVhgd2JLMFtB14/Q6mZjRMDpGENmYlutMbEFra4GksWbIO/5cd8efADDbod8nETE5ZkvDo0VCdkyOw6Bnrbq4KPq+PzTw+jsZDr8m8CcpqF+042eMT7XjwWCglPqcROhPp2PnHLFhFoxSqvvaTCK2mWJ2aHDJuDmGhF1XmTtGL6I9FvDcwP7bWv5HzfyVQKxYaCALIqfSu0HlDRRlId7OxG2lzp3bszDKVGeyDMSGlFqS+opxS4SSyAHEEkcIyxYKmvaZI4KBMkvoIgKp3Zx1a9rOOOszSuYInDJuItdvM0imnBmYlDQP0YREVY0jgA2h9y1Uc4aiPDkJtnPqIxhA65mgITsZpolrNtRSPXrSyE9rultJH+b2NtOmMC8E6l3fTuVu1uJaJx3piIW2vNuVD3296KnxbvqRsOuOE8eksJnKM0K2Nk50LYXjyCwDBYwfx6hkriFwLiw+aK9e8lbeGezd8M7HrX/SXb7pBw2nsb/6MPfP2bm0VuqczsnecWN+pr89ExQONTMi9o83/YtNIEeWWmtLvcMnRpTz2rWg9A3Pfz/sTPVrL+fxpEk9Ng0nx5k8Qmt0W4pZRkVoHDxk9NswONZ9JHuehS2VO8RzSDZVj4kS5gm/dVKpAAAwEA//SxwVz49H7xE7Q9zvNQr370OeAXNxa2v/7gdnY4/WXn198Wt/Whif3r35cP5P/lX12h/l8ZgkYOcAs5xDla/5/qtS7iAKwyIdu13+nf+lcv/17vbh/pX7/eopM3V31rde+m7rwSQzphhUxqeT05phtHl+MTd/+OHVYHeXmBWjZqIc9j96pX9w2UHoMAXQNjnP0ysiXwMAYM1EBF2j35XZZr1+aKBhjHGOhz4Bz2o6Hjq6/RJG/zC7hAgJkREZHBtghawBDBh0GhGw2+12u93hZvmz+P58ocr7vPApkbTv+5+f3/GwHXueB4BMjjkm8Ix7DLBtzSljzuCknSfssmG0fQcTzu4YsxCYv+3YP6ir5zrpSG6b4ByyArSgS4P6K8lghiE0eg+sQrCOLiTcIvQYkOwA9LqWVwhryAYpB4sOdq2Z1PaJ44DIMrA1584tO7elzAJhiNhVbpNJMEprWtpNKD0Jps1kiJDQGbuu7bR2a8DbBFbpEwM7PZnWbKciDyLTRMuAHFF8lq2dpYsNceyZ7kBUL6LNQn5Yllc07Ds1KfU3AvWDtr7k6elQzMem2JF7KTYl6wzqnXQz1heh2vH0WQQnEexakGAYLQBbT80GesKx/FhN4VTHHiayE+/+uDX3RvPqv7f+fnt/SptGa+WyygMTxvXt+9r6QBRtzQfdGnDkHW0dvPP9vF1PiAFMb/Wu9JtATAC23y49fCHypkU0q9ofYT5g5ZzY0/k5GybIpJx2zrPITudS3SQXWZJOL4M7iTley5tKy1jL4yTQxKGzx0FPIBnmnax/GngIDD/Jb5XsTt67FuxsWTY5EBOX5ubru1sqiypjMwtf/U5zdYF0Xht9Mvv8CwsvvXB+79rkv/lt0/tAwzEbY4mVa9tgVRg/c7POLg8ev3ryv//3/jsviIPT2uxy3uszUd5sNWaX8sNCe3e1dbLbP9isr6wwsCDWzPl5YfMrf8Fx5ihXzMTsHR2dPHyrNnWPHGsKDFqWjdj7nnNHhkgTEhrrZpybVGo1TY+1aVYrFWsgz7MhYf+z85GGE9IvZqcho2XlPn4fQMSIDMiO0BFa0ogWDKPFoaXX8HCoUqlorZ86fPHfjSn5pVc1FKd8lrf2OeGfVDsexnr/un7HvyKGy4rBYGDtMMVSWFsydpc5BKwZ2NWwqO0BAzpXTd3buXkQ6DdTs+yryYG535H3QnOOwypm4wgIhAhHvPZbJt8xetfi0O6SrT3Tbsy6DetmCPfRbVtTIA6RLDjr3LnU7yPuIzECM0lCT+tpbd4l7DISc6pxmrDHzml9gXgBWFB2i9HRx06QpdT8QNlZJsXEDgpBPt1Lo4jzgW3Xw6IEE7pBJ6/0TbmUHdZEJWXImduuepKO9dw1R6eRvp6buz397fP8pYq44sulbr7UFFuBK4SwO1CVHI1lq1h5ulSXtwN7AGyQJCNpzD250s8WpU0cISAJuAj0tkgH3fnvl29/uTb2bdNpeIcLSb/Y3p1l9JPmbuNiWTK6NOmuPsp1Biwxb1189IoL2gLJ5mFr7poSiWPLYJLytrf4BlGuuJWnqzY/YevAnSbJPYLMsdZ2Vbp5R8SYSzXmTAXJgqv24jt90d3Iy22dAqitqN8Dh8hFz6uCJUcncffxxYkhBnJMCpnTQWf9h69fTD7BLLUA5NiE+c5H1y4e3+if7MpOevxosnO8x8zt/b3KzGh7fmL6//yXB698VZlZlRXAdTK57cwhMWuZ+LfeKHzpdwo/+Mr2d7+28cI3Sjc+0L1yVmucjI17FzVmBpSVyamLdz7iJLTI0qKxtr2/cfTWa1m5hmw0IGfydGwkr9WLE9etpwywRo/UgpXjDrYcC4eE2NL2HkNiYQXpjAC1VsYk1WrlqaPbUx/w36xknpr1/KJ2jKgtEACDAB0Z4YOJ0Tgw7BxbQmI1JOIFYfi02Icri2ECXhzHQ5b0r9iRnzq6fTEdP2N8qh0P9dCfn2PeUERkrSNkxlzbBQCfyRILgNNYv5Gb0VSthvqjBK5FbqZrb9bNC011L7KHvtqwLJGZySE5Q0hsnDqQ+bdUfi2XN3L9knPLYA+NfZLpF7W7QRCTcwiJtgdITSIF4Cm7a+yitbtMQIRIGiHT7j0LI8NtIBM4XAdcBtMEV2TKiT0BswAxITISYT2xzwMVhoFplkp9MWfRWBISoa36R8lRVZ8KSNGyINNQzVJWPMtKZXnW09PCzKRqvKrfK+qRFfncjHpuKXuzIGeaer1pVs/je7V8sS0KvutJznJIfVVKXNtTZ7GpO86BrSdKsa1n4Ht52XLo2Hb1Xq7P8tb6xYM/Ll/5g7Q66xd2o+ZBfDCZlC6YTXNnJO+VFbPqnje2HiIjA0NYLI685Z+uEKMO2rXlSSOlBkFk2ju3azPvyDyXHGhTy7I7aC3aNI0eOX1umQFamR4HCpkTo460mWPHGgYDe2MgOjtRYTqpR5RdqKiURYa5LPMdGRDarjNvFc4a0jA75oyIzu6N5b1ycXo+2DlhdBbZhenJRzfOb93Kew3LLKLoYnapsr+iB83Ce1dP3ntn+8/+cuV/+Geq1c+4mJsnho4t9dL9leNLzxffeLE1MVafW2ntraNJ0tLF5qvf2r30ourEzCQ5kvWwPbvYHBsLSqc5IxL0tjZbe+u61zobGyVDDMY7PywvLjNwdfH9uPDEGavUCthThJYyi4RdtuBgwdh1BgY4NXadEZiR2DhwpWKpUqkMc9M/y8E4APi+3+/3f8FzCNkpdiJK+8uN88utyju99vtZMMUmJsuOCFkyAyJ9au8x/Kqw1larVSHEp232fj6G8tovmBXPHp/aHYdh+PklSTOztdb3A0TNaAC6BqfYKUaLRFrXlX2CdCrMbmZWNRRa4p2KunKcP1eRjweqZV0K5JCBOWMmBeBQyPwi8L5l1GW0J1I+SeTfODvj7AninnaLgD44tkiADYsPEdvSFqzrIfjSPkRsERIiWDjWdtTaPWbJLBiYqKndPWNHGQdMOaORbslghdERGm1OInnXuBozMJGmTqQ3yaYM0hGXZWcn2yvobmYcK8wgKIliM2+U1H5RHqRuMRdTneSHJ9mlDXl3Wd39SDx/N7+ynk6X8+3TZKEtSyljiqlnd+pqqavOc+cZRGNNoEuRracu8GRBgJRAvjqP3JmjoCvPBQziwtXK5J+2F39o+oXG0YQU9c76u8LvWOnaqxOQDpi5V5yOautsLTN7J7NZaaW6fA9NmFb3OvvbhGzQKhN29+72d6eTzjGiJoiSdNraBgFZeSayKQeEmqTcMbBDgA4KubnL1knwOvp24hoh5Hei4npeP5PeSdRLmbsEm0krRR0TvV6qjdc6zESsdJwUbj1CnYDIzsfmknodyLYWVvuF/aDVrIzMeKfHlnV8enZ4+Y3C1//86LWXyyNT52++sfdf/5eVF14xxTveypfLr3754Nt/cf7v/nnj9/7X5sibxx++1X4yY+MkvCjXxx63tub805PK6FTeL2d+uzg/nSctnfbqT+bTJEgGlcr0KOQDBFtenA3P6miTk5GrKvSAOThabc0/Z2ASzAU6NJhaW0B3yK4jzQg6j9AihlKPEYZMiogBMUmSYbjnMJY0juPfrF6extN9oh5/Wpg0jOsjY+Rhv/4wD5ZEsOjX55y6aBa+l3QfsdOIZHi4ZMMgCD4ZXTqkJD81Vi6Xy8PUiKePfuqXn/5doiRJ2u32b/amPlf802nHQ6nlz9O8PxMYY9rtDqJkkspuWldjYEJEUJnaAOwSqVwdW1cN87nIjJbzmwV5vSS2MwJ2zM4ycxj6nU7HD4J2uxPH7Wbjkh9+FeQRo1UwrnGXaBg8ualpmwiRiDHT7pKxU2glkyPWlg6N22LInPYtbCA2pdkFbBMqdswoMn3N2ClGYNaMbOyJMqsMuXMFY6vKnWV2k5CZ0LEL9SqbKhG2bO8ka8eUlHSrktRaol6R9bZLLXFo9Wm2XFLvVvRXj9O/butxDTpCOZYtXxGPH4vpoismGHR0q6kqwgWeKh2nq+fZsSKFaMmgxqSrC9V8XaAPzGxZQlxTG7HaC+RJnJ32Tz/KTq/4xx+J4LR1tI6qV9u6T1bk7bPu/jIBkcoa249M2rfIaML29l00/fbeYto8yI9H/cJuyswcmdhv7y0njSn/dMIhO8Q82xRikR0jDJJsHExMSIDrRqyRZcOtTI4Z6DLaSO/39QqQOxRiM/dO8sFVv1DWiXOwmfZqTgHC4yB487SSOyDGxtJauC/EEQAAIABJREFUf3sfiJk5qbbPHo93NxY66xuKnWYHftQYXzj88Y9O3/heclbiVLWmHpy/+WZ3bOr0q/9x/bf+q7P/6b85+Ff/2/5f/ofiN/+q+Nx/8D58Q5cPotWF8+9/v/DuD9cvvyp754aRmWWzfvTW88VHd1ToWZCSOe71yuOjF6N300GDUTuCpF8tTk4NjjebSwtEqAlh0DsY/RslbyFEYpijByHYSWsntTsGQiJiUspOOdtjSojQGNtqNY0xw7FGCDGM603TdFhW9MvMtp7iqU/QT59PyGSGQgKHCsFY6Xn1G0n7uuMeqCCoLwPlqbfUPvompHUynDEBOXQwXBb/gtK21jabzafGysw8dLAZCkmePm14CPRFkvSzx6em4ziOP79lxXB3HMexs4Yp1zhJ3GayxLk0FalLzEbBuW9m29mT2B0O9FElHTkLHnmqIQwEnpel/lDPHUXR0OUPDCtxkIl3o/xr7AIwodCHRJaRiXqKRpE6RCnYulbzyjxmFEyOCBmNsksOTwzOEXrsULs9ZXbYMQMbUxT6vpDbRIZZMivEhtQbDi4MrgEkDruRWkXUDMyIkdsauP2czFlazq3QTmoQZ0ltNjkoyQvpWoe6tBrvFcTjgn7pRP15x0waUuwgBbuvmtfTzQ/01s14Y12dn9rGYVja8LYusnMFeVfWurrjCDPKBOqKPDtOVySljpANa5KhaxSiGUettPu4v/FC9/BxNtiLKjPp+WS89qC799i6rF+eSitraEgOmu3dUTKKCGXU7OzeJRNkkd/aHGkvXss7VcGMrJLacVDYVul5Y+kW2NxZJF1L/Aco+04fpPFlmb1v9LJVoyJ805hHzvg6W8thFxFyV1/JrgVoWqB3s9Qxz4nB5aB4FAdzUa+uBROdK/kni9vHXgaBd3z3ps2FZiYkJld7NLH5/iXZbTESoCNwjf3J9tKDwfST0sP3z65fLjz/5fOrP6i/d7n65hs7//r31/70j8+vf1CbvnNy+Uf1O+903v1g9603qpPX8uaRlO3+xdZgeSqvVrzT49L4w/qTx+ez1ynOrIaAtTaD+q0fV56MSUa0KMggu8b0o8LVqzIMLRKAQcrLsw/D0nWAQk6MpBmVc5PSvs+YIVliYHKANe0WiCQSGmufbmOfGmNmWTYcPz3P+9UZZkPfnyzLftr4kIkUDX0QkVHnsbegk52kNZqbKoMJG/PaNnReSkrvhNUFtLFmMkgIEIZhq9X6pUUqpfR9P8uySqUynMw+pUUAgCRJ6vX6F+34GeNT03Gn0zHGaK0/p3aslGo2m84SYitWtx2cE/vA7cTNA/nGyZ6+2zKPmmqpbg6L6XLRn+9Fh/VqRee23moom6Zp+tTbEwCsYWMqQq9H+UdCTDIMtF0C6DIwIwMdK7xhYMbhGlsj1JKFgyE9npEtbmfuXaQTdkxASDVjZ9mBdU3lNh1WErUPFDBrIosYCrOWqFGAC3CIlEVm01KTHDOQgKMNObWTN3ITM4BxKpTxRdbpc1hV5b1kZzVZ38+WDrNHB+a5lrljObfICABELVC3uyfLYeU4L+3Iwnpw2LDJmW2VRAMdIuSe6bRMN2fbMf22aLdks60aiAiAGq2ErGj2m60Lf/2b/vR/6p6MStmqzL7dXnix+ug7/Y2R5vpcc/Rl2d2QjH59v3e6xIiMyqsd+uVVdgk4am89PB9522YRIinm+GIxK65pm3bm3oZ4V6uSSG/GyV9m8XUZr6pkKQsui2RJpRsie1GoV4zYlPk7ufhbq+6jW9yJ36vr0HByEA0SC6nBj0S/qORC7D1OeyFB35pXziv3jlqd1YnO4gQzS2bDSC6vj0+1thfPl2+39+e012ktz3i1PWJm5Nbukr8/b/3tyvWXim98pzp26eKbX1n75jdK83dqlz88eetKceQhO7Rhr7I8EZXKRtqoXD+5dHnnha+VJ+6qjm+Z/cZZe/URs0natfLM/bi+WV0clV4oiFMCBuivTdU/uu6YgIwGUGyDwl5nfgTkbM4hsWDQDkekuUOQESlizUAMscKrSCESOgedTmd4lzmcK58a0uZ53m63kyT5pMn4Ly6ZKIo+mZWHrB05IETSDCyjYhrPMgbRYESmDbaQeNN5cAy6n9ZG0t6YzpeBrUVm+OV0iE9KxoYa3WHW2nCt8XS0H1rvfpKV8Y8H/3TaMRENnaieiRnV38dwOs6yDIFzsxupJ1F2EMuLQG73xGio9xvJ/EBddN3cmb56kI6f+JvHtU1CjQqHaeuOP/Y2evqCSGQxEHYF4TjVryDNOthQZoqwbeFEu9XUXHHunDkmRIe13KwDZogaMBFmMxK30SlGZtbMmbHr2q4LvU3sI9vMHSlXIjJgGUHHdiQ244zDe19K7YmEIwJmywpra3J0PjjSRjlwXRcVs3biUiTVUt6h6uaY1mT5TD85TF4X2EdGZAImIgbmQuiNh/Xx4MjD/iBvNVVdsG0ng67qIYKDrC7rLTVoZXVArdGUxYXVRpJwgD016MEgHhzVb/3fonyrt/fOYOdHveXLmbfr1x4jNGRQqE//ONgckZ1Ke+uxDNqMxDaq70+qdEBOIoJo7LYX32MCtM4Qd7emlH+BzP31H2XFr2f5nNF1C2vaLTDlzMrhBoHPyECnFrYYUqIq5g+0HtX6ejO/tJAsBmyPlDyMIpY8k3p1dCnxa1ljXgy6Sm6k8urm6eL1H5ZnxmQ3sWgU6+C0UNtYY86d7HZO1o7e+UHp8gvtwnq/VCjdvF99PFZbGyvevtS59kp96f3i1Fu6tnvw3NfPn//Rybf+pj554+LNF0++/5X6g6uVW7cOX3i+/PpL7emHaacWHR82Nx8Tx04jW+6tz3Q2Jmvri1mrwczZxVlzdVSTscDhaaG2PFNcHBNBixEFOkloup3i7XfzdE7jPuLAmAOwbW0XLewzIbFmZHD1WN627hzROIe+73+SLfqpahqGMAzj1fkT3mw/s2rSNP2k7w9waEgDMhOirUX+NYIGgpPiKAs22bDMV+L2ClsT16dEOBE3XkcYAGoGDsPw58VQ/DwMXQ2GS/BhIslwUh46un3Rjp8xPjUdD1cBn5NnxfA+qFarWacDua6pZTjKXKOVzwbmLHSFrlmMsVvOFoty/jQdj6AJ7JwBBhp+on/WV4QBzoSbA1cx6ti4ewZmIvty5t7L1ao1ntZ1IU8IGdkykbRryp47jAWsGSwp0xOq8RNdE2l3EJl3ACuMTGgclnO9Q2gJULlOYpcDuYL4sfxUQzsxW0yKLQsXH4qHdVmtJ75n4l1Z62JiQPo6redeZtNy1jjOi+vBrYY4QKah9b5jIEeO6cLkt9LKpfB4JCkHEFXTotJCmPwiK3s6Bpf3TbQUbqcmYXLA2Df9IOtrUhZcKSkrRuEvVh/96+Dk/dLcN1sbP4Cw7LWWs/4hcR6Xn+TJOSSd7vqD9tRrBBYAXVCpb91zCAjOQpY0duozryrhkyGnw9bWpJVdBEgq9weHf8R8QkRAWtonRD1CMLRvYA1IahIGF8jGCKx0yXcVy7FvT25Gy2NJa1cOVsJu6vBEZ/N5iJYnU39b5atZdD/sH55ebF57J/W7JytratBxeXgx/kQmAwDFjuNStb0xrtOWX9g4ufT14Mm18HShuHR1cLDC1OudjKf1g/BifOkrXyr++3939s6rOx+8Tv1OcLJ2+uh+7oei1yiO3FBJw7JFxNrOUq9ygsSyXi9NPdx9+7smKrJjdAzKVuZuWP/ChGlh6gkmUbe81TlcZdDOAlnsHqye3v6+CDadvanMjoMLdoB4IfU6D52kKNB2R6g9adaJnDHQ7/efeqr9PMRxHARBEAS9Xm8Y/vAzSyYMw08mKhFrZDMcU5V8EvqvoR4wgZV52r8HGFuTxo3HBJkcLEh/PDt5ySQrgBodDaV0v25pD68ty7I8z0ul0vCbYxhK8oXf8TPGp8KZfkF06WfDx7c5zkGeC0v9UO8YMoY5NI3QbmimgfF6+rQhDrq6UfCnB7ahnQVD1gKSYbYfuwx/GsgEFne0XXeuocwGYaZpL7UPAWJEstRM9IrDiIiRFGA1N6vC7Wo4BjAAeSyXiWJmzexivdUXjwx0iDQ5YvQzPe1sqqCQworhNFCnGtrMRMiW4khsEnkEbIxKzJyk3sDqxfhiKT+PQEZGFZP2AL39dHc2mV1Ib29FMxEIJDXMHjJD/hHqiMWKaI9Fzcm4uS5afdT1tKE4DSE7zRuBSU7z1o6s1lQb0RrihEQxO3HWRjZoipZljk/f9Ff/qrfy3bzzxG9PszG909tG5UbE6eE9g4lllQ9WO7M/isOBQg4vFuLyMjACcA5pdD7t71+P2tuIrKOz5tY0sGVD2i+2tr7uTIHIkjXajQEcs2OkgXUPHWQOAWGL7SaCk+gpvUJgBZ1v6N0niV+T/q2wvKaTDGku6goNBSUfJ5GPPJX01tYep+cXzJRn3crCfG1sLDw/YmZ0LOPexfyUk9qyii9Oov1dZhCD8+bGjdzbayxcrt//bn/zWu3BD/ytD7e+9C+7tz9ozowVHzxKG9Xe/mFavWBmmWWVtYU07wM71Sqfv/92e+pueeFh3irF5wednUXgOGdWzEnlqDl3t745F4YhWWWjVmlunHROCHmzVF2c9AuTSelVYz7S9pApRNCEoOwcuCYBG1rSbhtcN1MrRM4YOxgMfrHRxNPTvCFxYmgh/zRA+qcfbsQkSeI4/rsvpZkYsZTmj0yyJ9NVIkVos94daavKYdJ4AMqzajVsPc5KHyWd94xLCDgMw263+2uV9tPF8dDTZrjLbjQaSZKUSqVf/XX+wfBPpx0DQKvVelZEt5+eADABGmJARyLXtXr9oPzEl5vkWJDtphWjggTVUbZ2kCweJ9st00yxjYSEPxHiDzfBP3s8dkwGXCL1FGE9lyeAIRBn5tDAEQJZEooLqTwHyB2CwKpvbwh3MLSkYFZC7ylbRHaZPUxdNdQboa441oSOEaS7iM1kotaQQmCMXS1RxSG9DTgIxbp2XUuZdLVqviSgXXdyPe01Zbgv2stR4SA8mRdHB+JkVxyNi3dP9EZGhDQUJVpAcg6ckwh5WXlLcWtT+rNpezrtT3vlHdEp2/BufjSd14VKfSu2ZFOjsYiWTMPUOqp4nlX7VrPu5Htf6U/8v2Hpw6i+mkd7yeA4Kh8icdZaCZtLkp3NTXg+Kb39xvES6ri7d8tEHWbngIUI4pOHNq11d+8D2riy65/NWcoYtFWivfKeSB4SAmlGaCg3i5AQZtatOjgnYMK6gftMArGn9W12icWwbXe2vJ6P6shml4JySWWLSVhRWejgbhRKQ2GcrD6+ZK1vmYApbxX23vlqbfWmV6+YoF1bvZK3t1hJ2d4tTryXtcvV9Tul29/1l+9VVq9WFt9zeTMs3M07+7K5vP9X//HgT/+Q4mSwubH1yrfL9+8cPv/H8fl2Pui350erk7f9ndnK1PXW2PXSnfcZBRvLmitLM2lvzzA7Ftn57umlr2Xtc8Emw5Rs7m0sx2cXllV97aFsN03W7K69Q7Ym5T5j36ITRAYqTi8RdhWNIXrMJhK7BksOjOf5v9TR7ZOyi2HOZKfTGQwGw93FUwlJFEWfnI6BFZJhTSKdNWaHVSrjR9blgv28t6vTPWAZt9ZMWHbuMKotxf3FQfUVk68SsFBKaUlMT53yf61ypp8Ew2utoygqlUrDrcuvThT5B8A/nXY8PGob3pt89nb8NKggyVLtVLfX0EpXqzUvbleD3cz2GDh0va4sMcm2Luxlk4f54lG652EATIy/4gfGEQl0TpoFogvtzqQ71MwKelKcubyn4714MB/4NwEL0gxCfZbCeSgPETNmy6wdBoHYFFCMVMGSkNT2VNEwIiETK/J6+pqCY0ImYkVeJI4INVIC5DLbTMxxpg9yWaiZ4wtTX067bWsYeU/763mr75JJWW5BdyJcHwuvD6gkkenjVbUjR8YBOAOgJNvptLOY9o9sOpN2qiK7EpcX4npN92ezGhjt0J4or2dTQsfoFMJFelzICw6l7Nysj/6Wt/llna8NShNOx93SFZHWUcWDs2tGt6wm0d8OSssMJukVO/uPugfXnQ41MZOJO4W4usRoW7uPbdTp7k0Jb0ujJYcILti+HXevAhZYMzul3TyCx5YR2hpG2DFToN0MWJ9RSLNG0AdwfbN0lLVLSWItfZh016PgYTyYTNop8VQUN6xTF9X2/Kih1ABrQO90Pi7O5v1qZ/NO4/Zf129/b7Ax05+9cf7Rt5tzVxsrb5enfxB7Ra063cIHTH5eLbfmL0d7Dy+mLjUffbj3/Rcurr5tSJemHqjaubc2sffq12qTc72JscqH3ylNXgOpmKm0vRg2mwlL7aK8328uTun+RX1zurW/FxVW+3uLBq0BZ4lk0CgtjvbPDtvbc8ia0DRWRk1ek2bX6iaQzlk7EmDnpH3i8ALBMXOOBwLPrcFut/sbnIcPx5dmsxnHsRBiWIxxHH8yUQlYIiCIdpZMMcZsUxHPGNeVnKm0nvafMGU2q4a1acYgqs3KeC2ovpcFY4RxGCatVvdjb9tfsx1/CmmadjqdOI6HlLgv2vGzwad2x0OC5Gf3rBh+vQdBYKyt1etpng4GLa1Fkofn9W1fVR0ycd5VR56rdGTxLFtsuaNDf6OaVSWbj2OEf5VLIEYwjBDLndRNW9zPzRPDXeA8DCc6zRfjzm0RXB70v9zz3xJ6yzntgEN9KKHGRMyGGBOz1pP3FWRAZMh58kJTiszMNtD1tpjO7BkyEvD/x96b9siWXVdiX/yjbNifDfibZDTQrYYI2QJsqG1IplsW2pZalNhsiRIpV1EsqjhUsQbW9KrePA/5cngv53nOiMzImOc733vmc/bgD1EslVklqfhYBAoNLiQSgcghTtw4Z9919ll7bSJbuCWLfQQGZA2dkbpX+QZBVUC0kF+syMgA+YDH8TSyoeHMqZxu+NN3sw/3zIZjCQGZgNkxMzFLq/IkMkKcd7rbVt2Ieh0nlvNhjrhh8/0g2cJZORm4ijlEQZyYCWFAQHR8Uo4j6HMYJrX/ebz+r+VkTgyf6eSMdZac3fI21fH+oHuHArFWUfs9nTWD95Z5tPOz6OAd4tIiMJaj8we2mjDpolNLa4+mh/eMvJAA3jEjF7UPxPB2wMcMnsEGWDf4PYDVEFaM/0mAR+CjEPZ9WEZg69vObnNQsX92ZNsrSSnA17TYlnLLipeL4SjgiSifmjJ5tJoPogwN22CqqvPso2ArZA5pfbR1N5eVVel472baPWL28fmcLS5DqMa1u+lgXra3Rtf+uqjfTE4fFv35bOfRZGFj56XvZL3LrH4y3tth5snerWrSQA5sJ/3FRRhbC5hHp73nT0pgySm7ce/BnfPbr2fnZ+CDwdBbve7GY/RskJFV59nbtRvvoygheEvcqy3K4YHFWOgjhArIeCqEe1aGjwgDBARCh2elaQLwzPvll11EM1ufmYfXLCjPWnv8/xS+RAzBiPvOrBIBQ1DVurP7hAxuWEQPCXNwUdS7hVbk42dVMV/1bgT9DMOWNUYJ9/EpzK+wvkMIs4KR2YB/TRY3L4avdDj+Fy/T57Ljf74M5JNt1CyR/4n8ZfbT0Wg0O6+z1g6HQ2MMMwMBc0B0FsVQnCSm5ZkqumwXyy1ZP63OW+68Kc66VVOS8owzIdoXmjHIBJ4JdOhH6p4Km5W+C3Yixekk/p41K+wpuHUIi3F8JU/vUpAYsHLjWNSILRJ50ql/FJnnjiWxB+bKtzN9HNhUtlX6UeG7kToFNrPktQxbmT0PyCYkqVvulU9ysobJgdhNmz2nHFBLl60iMUBbRdzXk7ti4aa9muGIA3MgcErKXEndG4210YNhH01ICjFgfj1qrZlsUyVTpyNn9rMIiMdG7coYKSg0R1VfoArIYyMOq1wzeL2aHfyrov2eTxuqccfrSXE8p3pL7My0fqvQDbDs4kbSvIFsQ9CWoWzcHuy8jpAhKFU04uZDh0Bg0Oju4quDjVuOrCYZkMHa5PwH5eh1D3edX3bwkQ3XhHnFh/veHyn3oQovOXti/S2F35SwZGnP2TvsRBlqW8X6B2l/1WYmhMdpqoiulfmVaHJo7b3B2fmjj7y1ihxZOzrZSlqH5Bx72du8a0SKzKJ7Nj7dYGbRW4vrD1VWSzZ/Mn3w0rT9dLD6HTtaYI7HZz+TkIg8b96fT1buXnz/L4brS4d3fgbKCDG42LsRDHMI6dnmsHYs2TBCtrWSnz/Lmkfd5WudzSfD5WvBaU9gmIvOxnjvLiFz8L7stZ/8ON5/TExk0SAX03q68whISr8VsAN0VuFi5lYK+ywgegAgCJgWattDNhqNX8B+/rOuEcPhcDQajUajT5pIoGeCxOifEmwjERFbe6jVc3ZMocjiR8F2AX00vOdVS2T1PJ7L+zeNvBfsgyLrTQYJfVy6MktZvAhmjm4zU/xf3Sbpy8VXOhwz8+Xl5dra2j91BvpZZcUXMdiclbrPDlhnlR3GmF6vNzssllLOjKM+9RfI7Il8YfLN86cTez62o6N8+SLbGcP42LbOxTi2kWONsxzxF81U8KypMzFpyqd6JVBH2UdFdj0Zr9twz+EWkRWw6VwfrSiSG2X2kAEsiKnct5A6CLltlKE5VbsaJ8yOGBylU7lR2IvC1j1Ly2EsTy3FM/WrgnKi9oVv5mZf4XioLmMoFLNnPSj7OtiUcLMaZ2QaNj8Q423dfCpWF928sbnXkKe5FqLdbFnjsrT4uX0AMHDFfNemrxbtulHNItVE6yKeAkiP28W4QgPse3LSNVPFsCXGoyA8+eLyP+b1P69Gi0XrWuf47zuN1/trfzK9vDk9uzs9uw0YGFTeXBfTXSAgMKZs5+35fLyd9taYRNJZKIdHAgM6JlbRztX46H5gDiyRnTe9uPlW2v+GoW8qex9sn3xhzYn3pxyYaKzsEmFGdKnsvITrCp4aexuh4bnsh81NN3k1ade8PiyrltHHzr+dJQ+VeXb6bP/B38TnT0zZVzLpbd4CNACcDw7ji21Ubd3fbD37Wd47mJw9GT75Rnzy7uj09e7Ba77M1Hgv788Fpqh3kvfWEStVn6+9+X+b0Ub/zpvj1fWD11/uPLqh+0n7/lvVsOOYfd5v3v++yE7z5sVw7dn5T785nrtZTkaOKanNR611x+yBOGSd7Q9M2St6tf7yw7K3M9i7FUJliNARFvlg46Ng9oTbmcgl6Q4cXnh2iW4qSD2FQBaRlF8xvlWW4svijMaYWq2ulEqSRGtDhOAbRn1o3RwxISPAOM8ek82ZME+WbHUQiItkU6YrQZd5914xfSTy21p+4MyZKh2QJgJGmm3RXgCzxiKfzmh/dfCVDseNRuNrX/va1772tT//8z//3F/4BXY860T7L+6zZqWf1trJZJIkyWQyKYpCCPExF/6c9k7I7JGhcOJgsNWWR03V3BG1jF3HtlaL1aZIPAckzzNTCkTm8LlCis8AmAIwG1YTeekwBdyYRP8Xmb6zGwAnRAPrNzEQ+CyYR9noAzADxCBCLVOHmWlUoeGYE1srfYOZiD0wxPpiLFc9l0QWgGNTL0NzdnsxjF29ULgzT1PLduplJFs2QMVioAeJrepOnelSEC5knUdFY1l2Hpa1S9HvdzpKyl6vD8CEDMEyBkQOBMiOgyPAFOmlrLUAartMLOKeKVpSEvJZNu15TeTLUBxV7a5PjkRaMUPxtNr6H/PGt/LLl5PmG1Z0i/EzlT12Vdw/eXlSv1WkI7ajae2+cVGwAZypzh+pqmm9nJxe89VwfHbfVV0NTMEhWt2fKzsPgIkDI4Yyn1eTtWrwnjc72j0nJwk8UUOZLcQMSVd21/gOczCup+0uwdSE55l7F0jkdiVQcTtNr6TTa1X0OMu856uiOHX5xu4dm9Tz3u7w6Hlv8ZXOk+9HrcPo9FH37jfGp/fGh1daj/90cPh62r3R3fqhnW6zGybNZ8bGAYqoec+4xBT98fp3ita8GryfrvzlZPH70+0Ho80lF0WYTBpXvj+4fbv7/hu11/6st7XcW316+c5fX374ymjlYVQ/zi8OssMFzayIg4j763fRVhiImOWg3l786eh4WZcJouod3DBZwxA4rwC4vXdTTa4pf79nrumQMhAAZ76Rh5pnHcggsHan2gyHw/G/KHT7IgCAKIpnyoper2eN7Q4ui2rB2z1t7xMnzMDkiuIR2BoAO3Ui46XArPPLsr8a0BfNGyrbLAaPhfhBGj2ajiLgCikwIvPn95z+FzErUJhMJr8Jx78EQghf//rXHz9+bIz5nd/5nfPz89nzn95ifJYdz8LxJymLT1/xqqpm/Hc6ncZxPDsFnrGAT1fs/EJqP8w2WRAc+YnJenriOU9xcm4HU3L70XFDnku0xPixhgL45zupLxCOCZlg5iuRmaH1naK4lxdvM10at05QQWh6/5TQEw1DuKvFapEuMxYO80G5VLhWoIDsJEYTu4+OgFyF04E8jNQWsgbyhMFBmcoLiwWxkX7Skc9GrhPYQQhpKIbFkfIu4tBz41Mz2KrSsVMXViyk3dv55YaZLMh+RggBEGf1hIRAhIEIiDgwEgUGx96zx4eufMNEDVWemTLy4qhMDFHL6sNyyhgMqH01WE66uYXgTVX//ersD8b1N4vOT51oeJulg3kIuSniLHqIYRR393oHP1HjNUDUgXQVFY2rNgjFpAYH6fGj6eU6ogJAgNL7OGpeKZv3EFxAZFDZ4A7qQdp7GMpEwZzyNaJAiNIveNpCQO+j0mwFCB6zQu2GUAF2Mn1DuNPCPHP+dODd3cIs2OSn0TD2fCCr07gx2H+CgZHZyMF0+Xumt237Z9HSy7p5V+XHWW8hG6wwsenUxGCN2VaD+aK1D+V5efDytPZGPF4YH/1DuveSS/by4k4yXQ7J+OBHfz5ZezzY32L26dFj0dwMoRouvhqt3NbF1Fd5f/lD0BEzByibu/fAHRScAAAgAElEQVSMihDYIxfHi0ljHYmhyMcn8+0733EmkwSMVEZn4/pTcqzQOcK0uZmebDOwsM2p3baUE6DBUWzWgQpEIgzKdyaylsjI2sDIPNPMv+gSJiSlKmslEM6WRFZ2lf2IqOf8dqCj2b5K6w2jdjFQsFEyWghhO+iFfPIdoNVycFPHp0VzXZbv59lLTpZA1rMlJP4V7Oe11i/si/RrxVc3HBtjfuu3fmtWh/NHf/RHT58+nT3/iZKGP48dz/IPs06mzGytrapqZuA060Q7s6r64jkjz4zI5MGxbenJyJWIpiPawzBtyVFHTBwHohc0hGViJkAOnln6jlCLcfSqdctIF9qvMQYPdY+bRIQ4tvCQIMuyJ7I6LdRoqHYS1wYgDt6jG+gj4woFeV9uFDQYi1MLKTAQSyaO5UUFbWMTqboFDmrVgUXLlhXKjjhwTnrPFRS31MG1qL1cjm+KYeTMejW+VjXrcujI42fuLj9X7jkiIGQkRgxxEHPpYMeqFRmBoyWZDkNQFvZEXIFHgJ1ysiGGBi1XS9P9/yZq/r4rz4rpCkEaD5Zt1SYv4v5ScH0CRnExOvtu1X0GEgz5YrJfxKsBjQMiLcbrr5jsCJgRHQaQxXYRPSk7950ZecZgh1nvLodKJLsiWgVoVG6fuGJ0HlIV1pkcsxF2zYYhki39s8p2CbFUu8IvT/39YfFUc7iZyaFzT0X5VhS3gr9aX5k2dzigIZc01kV3Hdnb4ii6mAvMTsrpyQoFF0wen90J4jjuP2mvfKfo3ok7b2f7P7TZntT70+E1FwpEMRktOZWRrRpPv31+683mzRtOZqbsdDbmLaBMGtHuI8eo2eWtpaixrtigy6rO7vjoIbMQzKDS/ur9tH3Z3XlQtJ+ljcW8t+dDcGBtlfb376GIbAheq2ntvcnxdQqSwmRkDiq05BjAlOrE+ggxeBgWtn5ZbdQHR0o7BmYOv2I4jpPxNOrPzn8DE/EJ4QqTBNi1bpNn5XmhJ6sthpiwnuTvGDNHfgPCa+hv6/LDYngzaz+y1eNO9w+i0T4SWQ6EM7XlC42KSCk1Y2Mv+s5+XfhKh+Pf/u3fnoXjP/zDP5yF45lm8JPf+ayy4pNGWFLKyWQihOj3+865siyZeZYvnpWKfMEP4+Ogg6DRnJa9EnXsy72yXZf9oZx4toF8oPCiU5aYFbILzI4uB5P3i+qHiI2AZ8ZtMQYLi4iXDOzxwLkTNuxsfTR9V9lejp2h3fJcsmPwnPr20G4mri1CE5hTO4zckImZQmA/hUbXHFc6Qm8Ni648kyHlQIGwFnotiBnIQfWwPD036tzbOZnUvN6qRotlOwPJ3n8OGaHZPsDPxG/IDIwMzkh3ZTB4UMSVgxObnsmMgXds0Q32XJZnVSZZeM7C8Jujg/+6mv5UjG6HULPppRodE6ciXROjU3bMFrPoiUoO8v6mmJ6iiqLWfQOF9Z4cBF8knR+48RKh00RkOOvfAdsQ0SNbrjKwqc7K6EHAYPJxMX7ClAj7FELMaJiU9YeMGTMFHGq/xQQOBoU+gQDWt3J9oulgMbv3XCSnpfioLJqMPx5G99LRo8OPiqLJBN5m0eGjIEuFcnpxV2UDYhaNh9XggS/3ekd/1z//e9l5d3zyXVk0CJrZ8I7XdcaJiI/L8b5lre153noEIaCNBmt/Hx/cq/3FN9XlkWN9uf9EDpoUaHy8WHWOADRVaXdzTgkZAiLw6OCWqjo2O0tbu51bL3WW3tdqwqYyKh4fXAcgB4VHiGv3q9EukxzXnmW9taz2yOkpBcxMZwrH5C161r6Zq2OPWaEuDTT68mAku8paAmbGXyUch4DaGK0lf0xmSxvm0A/YM9GZdmuMhtETTsryqXc71i0Zf8eHY/YEoWPdOoVjq79VJd9S8ZMi+7YztxHZMhOHF84df2Iz9Jtw/EsghDCLwgDwb//tv63X68xcluWVK1eWlpZmUfjq1asz39JZeM2yrNvtznxDvPefVLh/2hjw0/hC4yAOTEhQBHGiB4b9pUlWRaehp449YyAMgeFFpywy+9n4LFxM0uvK3CaMjNsJ4YyD0uEGYcJoTHiKISXLjD1p3/Swb8j05I6kAQYmzxWOTqvHSWgDeAKWVHTUkQ+aAjqW3VA/rXYsVuwJCWLXyW2X0SHwCEXbtJlMIHOohlMIS7K4dHZOJ6vleFzFgT1gwM+8Q2QLCBSY0YC7NMWRE1NPEJRfajbeTNNdX1qs5sXUMG9beUuM2kpaYmQTxFbZ/t+r/l/oeEFMFp1YjZo/wbIdxDjtP7dQoUcrj0ejG2SAXRX1bk5b12V8jMAyGEQnstMivlu2HwedaGYno6x7G0Oh7X7Wf8oe88m8VieOyJs4699n553vG79OuOdhUbqPhHtXuXXlniXu7y0uA3UKM+dw6sCluuap98iev1x2N8rpy9Gg7eGhUtvJoHN4i33FyGJyPm0seWadDUb7t62+rDpX+tvfTqeP88YPyvNXvJ6oaFtMFyUbWR6Vkw0E9q7MmysohEPIx5s6q1sidGXv6feqznIxd737+st2Mkh6z8eXj4DZFcPx5pPg2TMXnYukdmwYpJPJxk96d78/3J2b1p4XrUVxdkMxOx8o6MHJghUTQG9Aq9HG5HBFjI/ji3l2pmg+Loq6B7ZO9vWGxxzJOBolZjd3x5XrB1Kx6e81NrVXP6/r//xy0i80uZGnURxHMQExGsK289tMMVti8BafIjYoAAWVi9uVvo6+Ap8JM+9DAeh0mAM/Jrwlqz9Kh7er/MdKvksYHFtkeGGt24wdf5rVfXXw1Q3HzFyv13/3d3/3937v9370ox998qQQYnl5+YMPPnj48OFLL73U7XZHo5GUstls9nq9WTPpL3MQyEDkGcY6bvkoZ7M1vTy1sWBExJmIAl+YQdDPGzcSFXJLumfK7BPG2q1BGCFMVbjFqJgyh48Jc0ZP2BTqPecfA3EcBhN34cl4SGPbq8mdNPRnwjnPZmgOC9v0wZV+0g+d8+qsDCkBE2IV4pFoeBaEpIPrisuMS2QYlJOJLe5UeRNgO5vslNOKHDNYxs9eU4/ChZIt66Q5OH21vfFqfPh4vPa+Ga5MQ7Zl3dWimhPV21l/LZ0uJ5PFUBpiDkxhqMb/q4j/vZq8H3dejUZz07PX4uZPkt796Oy6Kp5XbEIYRYMPrOwgMoGx5XH7+C9Bj1izZeVQpN3boNMiXhPRGaIW6YKabhKA9VnSWguqVfRuIWjNHHCaDm8Ee25Dp3CvGf9AmiPjtwp9xYX9gPXSPUn0Q6nrmb2e2ucWKbPb2k9bwb5VjevoFlX1RlQcWPPsfHnaXvfs2Yvk5LErT3zVnmz8bXT+06R7K9l9ycqatdN4+MBA6kAU3S0upbPTqHMXbQRciOK+jJ4yGLSDqnsrgPXAsjiYnv9DZ+8JcNl++Gp77lp36Wrr+kty0NDxoL90LW2c5EU7OngweO+PJ3tv9LYfxYd342d/beQQmZlsfHo/nwwVEhNn3YOo9cQiszdYjhrP3opPV9lqRi6nd6LRu4EFkkzDYglt7Ue5OeuI+djXLQEilz4/Hx1rqHAm7yXP/IILChC1MVoZBGKunN/14YKookAc2OOGhyMGCt7n8mlprhIYRvbQlmGb2HtsWdhk6nr7ThT9QJULefxj4lM/k/a/6E1iltWcCd1e7D/8+vCVDsfMXKvVPska889P22YP6vX6N77xjeFwmOe5935WPh9CeAHJ5D8HZEaS5NtimIbiTIwbVWRnZxw/F7S9+IsRMwUmYCpzfd2ENe3rRH3lniNYwK52Txg9QmXCTaaUCbyrWbtg1QOiWGDRlTXJk8yeFlBO/WQomoEIqAIMlZ0MzFFms0KPFJuBGQ903xMRBcumK9oZTpEdI1/K1gRTRpzabKe6XCzLhnMPi8mByQMSIAB9jvCeUIHPpoPdcWfFFheT88cgT1XrXm3uW7XTe0wYCVxR4mkWH6TJKASFHNAjaZP/QE2+XvT/NOv/v0HuWLFm8ucUpiJemDS+kwzvetUq050y3iCHniRSJZJG0v9ATdcQHBDK7EzGcwAkzUXcf446jgc30aaEQI7T/rzOH4j2AjFLJgKfDB/n8h0BO8I9M24fkQP6Sh8rfwnEJoREnToY2FDvl+8kfj2xtdI2VEg38/ZqVY6I3+ont5Lh3tpP1OQsN8Oy9WS09cp0eK1o/jCvfx/8hR1umtGJZ0qjlSo/8qyr6Qfp5J4sj0T7x3nrP1bFB7J8SzS+JaO3KnlF9P5Sjd5wZo/sSa/3s+P4o9r6VZBl3FrOx8vlqNF/7/XWrVfbG3cnD787vPonw40H6cVBvno12b2JMqqYi+Qov7zHqBC8mJzG9UUg4mCMGA+ObhNpmzcnF+u97VdMf9sQB4KyXO63/jKxTxK3mOn3GvrdXB2VNp3ai6E6NOQAUIEelK0qRJ4CEzO5X0HDAFE0iqKYiIHL3DwT7gSJkRWzQ4id32AuSnXuQke5fQOnhEAkTXhOkBM4ExYRe96tGvsTqz5Kkz9zfjEwAyGzebFRIaLW+tO1gl8dfKXD8eder59XLyMzX7t2bdaJa3a+1+v1vvxO0kSIYRJETU8vsv6z8z1FH/sB/eovQsSAGsk6vEjMa8pvGzgD6mg/zxisPwQ8I8TgO9ouMmaEoNwyQNfr5eD2PKmWOuvowzz0HAZDRa9qVVQ5NoQA5C+qg4HqeRKAVIK+FK2KHHtAhnGYNkLLcWGgupD1pjq3vphQfC/d2VPFWpVdKQeX5MkhefqYJ81GTEhczXqwZqMnjcPX0EfsXDq4SMZLDGK0f708v+PTM9ZasRHMFNhyAJ8FcNaeqeyvZXy17L9ixTpAVaarELQLcTp9xi6FKhat61HvA1A5OYNgjU6T6Qb5NB09qNQ5Wkw7TwK0ERFI5qOVrLOQj5cQEQKwZpEtjs6/b5MasnLEHLiIFrL8GqB3WGV6ATAJyBa7qdvUKEzg3JwIc0LBF+504m5P9XaneiY53RLHP4wGh8Cn2t0cXg52vi/aH6TRwvTgb0TvsbcDMVq2ZaRVUXYXEVIhDpPmd2R8Lx28KS7+uoqvJ9kNOb0JrmHMuCo/CPmO12Pp6jK+rdy+kPft5MPx8IMV1z7feNuNmnZ6ER9d98xGxtnRu8gVcZVc3DDDLiBLFuOjp6hjxey9muzd9irzSGDjbu1BMDlDSgjZ2Xx8dGfSuFXktVAciebVkguL7E0+uXhlUG0LyHXIL9WewAEAKywu5ZEGG8gaMkPZj93AkiNgmh3CveDstkZLY2wgcFRG5vlE7xmSwAWhQ+8szFtYFeYkYLA0zuxeCB6xhHDgwzpDAIyNf4R06PyDSv9xnPwHKeeRS48eyXw8Kf9xi/kFh/WPZSAv9L5+jfhKh+N/EZ+rrPiSwzGGQL5lsudx81ROE5WBe8Hb8mdBxB6dJxvp+5m5LcweYNdAV4dNJm3DCtKQyHm8C3DOwEBlBQ8RcvQdLdZ86B5XW3V1IZjRS0YxstOuHjtWgFXho0ZV75mWZk2BA1BTdZJQsWdEJzFdNWddWR/Ki0N5ulru9UWtJxsrsl4L2dv5xZ6JEQmJ3ceznZA9IzECUQoMwVRJ+92i/cAmfUaBajKu3wmmTC5Xys6jyeGHvuwE9AENg2f0HoXzo3z8Z+n436nijswOGJtp8dD5FkPIow0lW4zM4EUyV47vmapBCtjqdLpuRJ/QKtvJh0/kcLeMty1nFAiAvRzEl38L7tQzIzEH9MVp3PgJ4ACxYs+E5FU9Gt1mCI64wkPtTtgzkarCcRnOERhCnskDBCcgHesjSeNztRG7xqk+vZN2f5zJjSDXG/PReANBeN2pBg84QNDdvD/PQaS9D6rkx7J8lDRfNvEbVtyIB9eCiZjGTt0P9hI5oO9X5RKBZPRaH4tqz6H3nAdzWI+e7ro4b60mx8+9mwwOrlhXQID45J6RU2D05WV2/MB5qYlEe6+8XLfAEHzSWkoGxw4YPafT5aT7DEyRtedHOz+erPzYu35g55yrLj5ypuEYKbj04o12/twHtsxDc943TVbswdXNsQqSiBzj0E1Grm/ZYuDPnhn8ErObTDTOoihGcgby3B7k4ST3TaRZ393KwF7mPgLMACmwEaEmzQWACz6X5sC4C2GOUnMjM0+k+8Dat8fx14viTYC25yJ8EoWRPxaYfrHsxaySuyiK3xzlfcl4saq8XwqIwaFrpaN6PoyCbPZbIXwJCvmPQczoAIej6i3tN4RdQcqV3/c4IsocPiIeE+cOHxH0GAgoFn6RsGC0Si7FYmFgeidlpyJgUAQgUV5UDc1RbkexjmPMW1VLkSXPBBzbuCMGloODqqf7z9LjkRxUJBNSq6IrQBVePShHO7q8nlxMOHBAQvIfz3MgdsAMSOSZPUW9LVWcgDiN2o+9C2whba+X6Y4W7fT0at7bSU+uApXIGZPiwGTZ6wfV5A909r1s9KqI76aTH6ejW2CGpnpWJetkDYQgxGFVrATVy6ZLUBkjdovsIQWNIVBgGT/O2j9CSAI5R5qBg+yWg+8SnARi4MBcgj4phh8SJp+oq8CmyWCBXIqeDZncHEMwRGzpMjGLBjqAlfDLBZw6LibyPMM4DeNWdacfTko/Xpf6e8nwsHe/SrsInIwXdbHNzqTxA1ssu+paPP6pLpfy9L1SbAGyKg9sUefAXvV1uUyQEwZVbTvVZvDsOU/Xg99jExiKiX1yWG7ErPXkcrC3yYGT5k46OGDGcrIVD+YIlA9ueDxnyyERghmPjj9APSEwqOLh6ZL1JbnIjHeac38S7787be0q1S47T4MZB3KBXH4xZ4ouUOU5pK2r03K+DGMkU2Lelg22FND0fWeqpwgYiAqfd6umY01AX5h0fs7kRjRaOqUEkhO2X9q2pXGqdgE0ISGpzCxP1bKhMaJlz4hZrjc19pzv52JvWl3J5Kb02Ug+TORHKnyYmz8ZF3+CoUEYkAgZZl/AIbCHL2YtNGPHo9HoN+z4S8ZnPStmeYwv8UIDo0NvwQEFF2ypqkBfnms1MQPYsBFVbzk4quxzIqH8fYAKsW3cAoMj9NrtEE4YKEBb+VVEh+StexLLZUd8ro5SOyZg8uzJ9nWjq8/GbigpSIa+nGSuImQOrL08ry7HbthT3amdNlXcUJkDMoBbKpHGGeY5I+6NuhdGaib2yPhxYoYRCNizdQhk2aWXUX/eoeGQTfsrZVbjwLbqTeoPkH1U29BJPdn4nq92kYhYMCL4LSn+tIi/LpI3i+nVMnlNZo/K8W48uD7uvwTmiB0628yKp2g1c+n1WTpcSaKrGFroDXgkF1R6r5y8QiEL4AIp8lIkT2X0wKhFxFlKUarqQRW9h6akWcobmcHH4xvB7LInx1TAWRV2petn+iA2D0bmrdKvZebphfmo8s3Cn/ZUw2N1ph407OpINhjD/Wi0390MOvOyiDp3CQqfDfv9fyiL10X8CkIBNqmSu4GMcnGR3YNQg3CUV286c8qAIXTK4iH7kj17d1mJdQJhEQBGjexnRRiw90GrxspHYvAcy9Pp7jyBCCHrndxzKg/IeXyUXDyhEAJzPlovehsUSp+Psp3X4v2XJxdX48PHk9qHcrrMxBiomOxV8WYgQ96Vk1rW32FSilgXtUnv7sQfERYeqKPb2kqLuoKiKzsePCIZUH3V0VTNNPeflZx/wcmN5KNJOo0GSDZTpwYq4LLSJ8aNgYL06UTupuEiCueIswp/KUN7YBZjtSBdX/hWZvcUpooGmV8VsJLYV/rqf5HhGjNQCIxMSEQ0i8j4xYw3icg59+keJV8d/JcTjhFx5nf8JbPjj72KmZGc0e1ex+GXGY6RTCYfp/JDDUfK7yPmxi+iJe9Prd9jtAgD43eZCkZnw4GlPUL2hNI8Ev4BE0zDqC+6jgAcWrIj09rL9nOuDBIQx6YYqYmnAAENmlPdbhRnIz8VbI13u1VsgQjCsRpHtgDEZzJ/XqVmxog/7dH8cbbCBa4YqnzwUZksEUDA4FQ6bd7zOAZnktMlJ3KVxdnFk/zsrcHuDwgQGIAy5V5O4z9Lom+COTJqR6tlpmmw7SxdktXzKt1w8rBIl4IbcWBEyTYtojtVdp2DJsOICtypTOZFcV+mJwEzDmD1mcgfgR7k6SPCDD2D75fFnDfbqnpOrAIzkw6+lec/CG4R0CucJmZtoN/I/TMThh7T1Kwr6FssBn5xIueneq9ZzTuM6767Zxb2xcqqTc/yVre56akUyaZIHnjYTMc/VNWaFge22nSUFtUDrx4QrOviNSs+NP6pcN+o/F8pP2fDTi5f0e6HBFMOeVWueX8awJToFZwdV9cjKNkQecprb403v9Pf+6g991ObtpEw667mkxMmAywmBx/ptFOqYdlfPH/4vcHB6rD2tDx7c7L5qpYJEXmRpp2bjIlFJ00ad65Zn7Fi7aqocQudNkBBJ0n71tgcVH7gPQ/cYKh7nm1A35XNCiUGsKS6ulVAhgzEQC+qYZi5QxhTBSwydWrRAlnns1jsOHaJOSv9yLBIXFOYgoARbWGaA7Ge6L7F4NgV4Sy2hxWkWbgc6eeRW2/Z/7NV/R+d9iF5osCzXr0f5yu+oHKVqKqqfr//G3b8JeMX2LHW+svyO/4EnxwVAJEPQQjxJQrpkFlg0iufZnZeuB3nhgDn3j9lSDzOO6gzaoQ1F54xIbPQZhOgg4SOOFYLyr6JlArCrhiUlHjUqZz21XC/bI9DNXPO0GSbZavEUqGJXXaimqemI0gHCoR0IiYpKEQ3CcWxHDJiK+gNU4af5+U+icgzlkREzJW3jWR8Ixk/QBNbJAaX9VarfIWRfbafnr7PUE/Prph4pf/02256RhQp+77T3w35LRQ1VS1Z+5zBg0uyfN67MVMItpklPzXFJoeAKAHY6Ysym5f5clAxe4uYlukCuAGESTp9Cm7KIMpiKZg2k06TxeBO2Lkin3O2x5ho8V6g0jAzClUsa/NWXH0wdUeD6lTZVm7Pi9AlYgIWfhSrM0dooZyq1QpHfb3YFKsjyHrlxop88s2kttZcUtMtCv348ntFcr+o3hLlO+y7olh0fk37H2XV3zmzFOxHwbwNYTfATjAL5FSgqccbzr3r7b61K8b+rKruUhAhBEAn1UrLHKzl45ZUgqA2fJ6mB1UWtZ691p/7XrR/Nz58pzf3F2XzSnbxcPLs25PF/zw6vls0Noqjn4nuIkEFbKLevDBjw4Be5O07UF1qIIMhaj9wVYcNa3JR67bJu+jyKtuN6j8clls1va4wLTirq2PrNSMPTCcJE0CXUXquzod6OOvt+MLpCgSM4/5kOnbQy1XDEwQiRz5StQJ2p3rfsUFiF0Sk6oLK1MaROA9YJrI3rs4lpoY4tYNOeXBR7h6ljzr69Fy+diR/dyruVzq7HFxaNoE9E31xefSsUkwp9ZvmTF8yPpcdf8nNmWimLGbHJKzpdrsEvxL1pk89AuapH3TESh7qhXvsYCD8A+Xesf6OgH8ItMmOvdlGXmfPgG3jVpgKZGWwSOyKNU98aDlyHd2e+EEVokHSzFGd6/xSlRwYHRnUA9Pr+NHExH05KrBalz1pNQUMCAMV1UwMRBW4NTF2AcoAy0XqZv30ZiaGxEhsGQI7DswesnjFqJ4un1X5CiETGSf7SfOxVZdZulyefKto/32/9oNssKwP3zWXb3j7dln9sc3+k0u+UcTfjKPvVslDVT0V+RqEmMgQuVJsObNuqmU0Q0ZvfVvKHbIFuHaR3WeItDyoyi1wgM6Jat7m9WDPq+wJAzBDWT638jCYyzx9gKACTmS25sLUsgctVDYPYX0k3um4JxUWjN6Snsi6Q0HkHSVjfSLAoAuJijKfaRqfyEd9f9Qr9y9M8/30qN5doHCk5f1y/B2wXVXMo22b6pZwf6vxqtNvkT+32Ah+HTE1XJnwnEzCjgMlFp6yLzggw8i668p+AHCBwWFIjHwMrhpDWKuKuXK0H59N2w+ZGOU0Pv6JTI/i7ul0+3tp/Z7M2io/jc/fAJsjsy1HWecRktREcrxVdZeAvGejym7av+ohBQSZ1YvuLnskcio+zDoPxGhrMryvJ29E1dqqeNiV62PR3tVbIzE0Vk9w1ND11GXdqnVS1c9F332ewPGXmOpA2qTWmMrVctv15B2SRSxgdKlvFVAnRAoMDvIwutS7bX2uwHBgDTbzw5G5aOqjptxPoDH1Zw21fKa3D8SjVfHvmuFvatXqfrrWUxcD1RckPQOw/2TB/jPDJqLftC79teCz7PhLzx3/Iz38OTumF/0UEQkBnXeAwIQYkNn3xN5IrVZ+mvg3c7g6NldU6JvQyM0thzeDP3Z2gfCcA7twJv0Cs0FGjZe53aMQWzPvfZhgeSJOelU7dTmhTzEcVVPAAA4EmgSz+ao2NQmFEIi6Ju9UiSMM3hdeHVURBnQcDqrhyCvp8FlVCiD2bAk9IQM5YsUAaNmSLVvpdIXQg59Gk6toMwQKEE/bV9P+fzJmk31axlfS6cvF8JYc3kyP/r0a/Rtr/sbIGyq/A2HDmVqe3MiSb1XZh2gL4ELaVSGWObBz56raQtuS1SJiwcBMUlRLIn9YJveRckRmYKJGmdwoRjfQtRmBmINtqnRB5g+8OWcEYqHVubXrHFjpC622CWPhr8f6icHcgcNAuR1NdBNIMZsR1Hr2WIZRBelIjAvMRq7ZVftH7lHT9PeSk8vuq0HfydK/Db6L0FDVbfT3rXkH6cLTY3Rd9tbhAlGDgT1eelxm0kzgQ83BKoGDAICx8ssAFxbmgq+RPlZmziGxdRG4q/Fktxxl7ZukKvJi0r5lQQKHMllSvWNPrBmj8V2V9yAwuGrcuRKqLlr2UGYXH1idCfIA2bR5T+kxBibXT9pzQXardCu/eDjd/6bK9pCdrzad3Oy7qGdOq5Bs+/1VsdxWF5fm/LFarumWt0pguNY+irO80tIGN+tV9kvTSaI4TrLJqGdOJtgG1G8NgGQAACAASURBVOiYwKUYbYndqe0xaADiQDkW+/Lg1JwXqAg5IGsyXXl8KJaP7dFQD0s/rKvzJ9XzBXF/UX571/7r0+qd82qxIfaP89OdZK8hmqlJtJUYZs3UPtnc/SIAwFo720m/2EL+9eG/nHCMiLMK6RlB/tJfa3ZU2G63f5VkBSLNyHuWJdbqy87ReXp/Yucy/yy1C1VYjc2qZ1GYjvJ1osqGBenfZpowsnbnFk6JGIkLd6FDkzF3bt5CMvR6NTnouKkFAxAsQUNMxlARUoGuJ0YrSa0fCgrgEWO0x8VYoifvDYSzMoqD9Wx7ctyWiSa+XSUTH9izJ/KEHMgRK0JEz06lyYembDEFBqjK1Sp7Rt4JeeLUUag2pXygxT672OZr2eivysl/GG7+t8XRf2cGf5dP/rPWK6Zar8pVZVbRjcF0bLliiiUjNghyBmAy3u7L6jVwB8yBWTEGtNN48o4pt5mI2DAjQyjyt8v0ZxwYuQT2FKo8fr9IHjIaBmTkAPta3GQrC/WIaEBQWlgp9X5uLgwCeOt43FP7sb3IdGtkjhv5Rq86H9j98+pO22xPcNpWl5dwUpcX58Vme/A3Qe2K7CFiWar3rX4TzQ3mA8SGdO84mBf2rcq+Y9yO0puFed2EDwPuIHUcbFAoCAgDGn9k4YgRiHIHtcLOW39EHnzwu6rc07olsu2Lj5Ros3dpsppPDkIITiZx811wefDGxEdp5z4H54GLvBUNV9gTkisnp9l0HYlYsRofid6ezZt6Mjc8/Nvx+TvxYFXnKya+inDmiYNumfJpiaoresBYUnZo6wUJA/LAtJohYgAFuJCNKuva/W5RFSGEF2jXRIBO21zHe+lWy1148mzZo2urQcv0unlLe+HRWzQjMZy6eOrjTtHPfekwq6qJ85K8di5qyuMjcbBVHa6V2xtlfQrtA/u/dfX3W2p3y2yf6/Wx2eu7071+rTFqGNDOOuZ/kiDPGqp2u93f5I6/ZPwCO1ZKffllID/HLCutlHrhm6oQwgfo94fW2MGwL3TRzxod9bxvrwz0TwxUmT6q3NBQEqlLgykQa9fNzR2He8SRtPsBYkAGspmpG4iIM+O3K7ffLLIjE51UUwgQEAOE3BXHcqCY21U60snUpjtq7JAQUGM4V8nQCsCgGesm3dHTLIixT8/VNACt6OLCKAaGWTgG8rPWI2TAtfL0R+SGGDR4ppBl8Y9U9tSZGoNCw+giKW6oZF0mr1fZv6ny/77q/Q/J5n+lGv/KFh8JeSyyq0EecmB0DL5Q4rpN32a7Q2goIEJk3XOrHoI9ZGRGYALva8bcdWaBqWLKmDx6U1ZvW3WfKQ8Eji1zXJavG7XDwIyeKBBM1HTdqPeN2mIECsa4Ewf1SJ5qcghKulbP7tar5dQ3LE4k9oZqN8XLBAcX1e6l3DyrNkYurtnjjrwj/XMrt7y4COFCyFsUltEuA66a8KEw89Jfl+EtwAPALQU/9Lhk/IFy66V/XcFdhIIBMAy0nyMUFBgJA0eX4mGMCTs9Qf+gzLVDS1ifrEeDZUbythk3roMnCpRMrotykz1TISe9K9b3Ani01bh5FXQUgJ1N0sGHkMflqDXp/Xh68P+k7btV70CPHqrJfQ6ALKQ4snrNEaLPVXUTeNwt08o7DlAXk6nX7Livq1MzJXCeeLdMJ0YBI2BoNptCCCnlL0d0kLJoehQ3TnWjrs4rcOwhR12r+o5F4fJ2Ma5ADH00SAeMxEhFqOqqtZtv9FRHIJbMLZfs25NOGHZ9uys6GYIB3navL8HXD8ul43xhU905NvMpjEd23BKNk8HxIO5ra/4py2YimuWOfxOOv2T8QifpXq83M9j8dWxDZsmQf4odf9LwaUZ+Z9+JaEbVLy8vlVKtTlsolSaZ046ZLcuxijr2qG5fjtxzg3mqdwNT6QeJPvbMjvNYz2mIjL/0sFnZOUSBZD0Nc7MPbJiFw4vIPIlMGTHuFRMZAiI7BAd6T/b3RTRUpSbv0K1VwxwDOSDjRk6cqiQm19LFXjG8nV3sVKNt0X9cXEqwidY7eRyICSkwMhAQB2IMqNRzKd/zpgEWAJBJmfKBSH5m3UKAJtJQmdvavO7CXxn3Pwn1+8b8wPsr/x97b9JkSXadif2S/hf6A9qQC5mMxgW1krTRSgtJlGSiTGQPYhOiQDUHkA02AALEUIWaK6fKyso5MyIjImOe53jz/J7P7ne+Z9LiVSUKEwGS6DY0jcfeIgY3D7fwez8//p1zvs9P/qv08L8w9beJlHh2+adW/TD4i9p85mGXsRPdKwgzhMS6U4BLodzUR8FNOEiESwsviIY23IF4xYEEnXavIF548xJhD6IEBqArbT508T6hYkGSKAh6ftyU32TIhFhQAl44elqF8cJ3ajst1LDhyTz25n4E7IFtYQalnVvGNCzG5mrmzwfmpGMPutX3GAul3/bxiYUfYDx3/pZx79Txq4HWmIzBNaJEWFxsBegyOyYIMDTwJOCF9kdAbRdfBnjNwEghivYwGpRru1Vak91T5ZW2iMzAUI6a7koghpDmnfejK4WibQaL6SOkGECq7HW9WJHgGZxavFKLD2zeqrO18fnvpVdfSyevddOy6R0M2yxCoWqS5+J1BHYwUs1jEseCVt0lPJ2Aadsxo5uF5szMGUOK9lCPI3pGulZVyzYRg8jn5fHBYOCcK4rCey9fGDX8XVuG2Lv6qGpPqZjExdRlKG7k867NGGIUmMS6pUZXZliBERCOXLO9bLo9M9zW3d1msFG1H9Y3W8Vgc9E/ygcjXTEFQZy783X3L1+6rx7UtyZ+fOGut7KtQdPqqfZNeZOEZLAYJHlWlbXWerl5l2TLksxcKu7+yiHiHx//dOB4CZchhJ/y8vjVxBJblwn4z/ztm5u9tHeaTCZN0wyHw6ZplFLWWmSKCJ8rUTJYaXqqf6o3WuajCgcqTpp4TMKFbWsYoVhL09zvRAbipvHPNX7CHJjrQL0m7iy7e4gXTXyFUoHIlS87pgokwGIQ1tVw1UwtIkTwQqemaJtKAmIMicBq0d9qpi2VluBW1ewa3DSaO3nrxJfW+M2msCyChMthcBYiQcyNe8QwUM06xBmzIPaceSCxdP61cc+0fbcJ/067/1vF/7rx//tC/WHm3yvMEeqT6cVvzwf/R509aOpVVb3XlH+k1N+SzwUFhZCHwT1wbg3igNCL1MGPtH4Jvm38Q8SxkPjYNWZTonX2xsELQUdwbM0mY0AprN2O/sSEt5DGLLg8K4ZNZ5+LOGIQFuKewVuK5tfVxtjfRPZEbNkMm45FAwyeKTGThT8qadqvRgXNazjr67Xav6Bw01Tf8fFth9/z4cDY19af2dgOmDXwssFHHq8NHCncQCIAQgiN3wBuC/sYlYr7pf8UOEEKKA0y1nHLxXZX2ce6eF6UFsBR5Ehim0lnNYQaoi5Hj3R+RBxjjOlgO5hRkABmmLWexHyoJ+dF+27/7PeS8e1iuuWnx27+XGQoJNF36vIxiAWJVX0f4xEToIxN/YBwEUSiWzf146mUB+4sUFWTPXQDLY2heGgmDWgBzDDsqDQiyJca7Zl5PB5ba5umcc793QkmEQ8X/e3ebsPGceyp4QySVjMp0S3dCypxJ6Z/XPZmUSlhzTgy2aCZi8eG7FboXri2d3XP6vOmyppqnmcSAnCZYH3gv7+pfn/PPD2355qbien2YGjEKVGDZqhZg/AiSZumWcraLB8eS1COMSql/pk7/hXHT2THg8Hg56XGb2qt/+C2nTfc8c98X/PehxCKoqjrejabLT33ltYkS/gGABd9wEiROQoLlpBcq+1jfaujD5VMM3diMYlclu4VkmaC2l7pMI1kmNjCbhPvMxGLtnFo/NEXc/pa+70Y+4JUs9+txyURAndMc+jKFb3wAcFjyTQDf1gtQCjHcNIkz5rRls+QiIEOfXNuKvGyaetvlJ1WNC9s0QAJ8OdwTCLMLlwY95K9xHDs/GvEmfLPwPclCGPEcAXhA4Q1479S+/8h8//j2P1FK/xZja/KaqWY/k/J2f8c60/L6t/HMKGYOrOKvisUUTjGXnTfDuGuoCOOIIaZtF6v1Q8gjhiERBOhNavevzB2hXkmFIUqq15TzD1sWbshwQS/HXGfBUGYue/CfR3uRc5QWBiZito+mtYnI399Hc4NKfFMSEVMJraThkHfXrTNwUmxcq1fn+rVjr6yZCb6Yx8vg7rt7PsWPtThLRuee95P4W9z/3rmP0rtZ7U7yszLmb5XhJcq3ASwDi8cnhI6JmSudTha6DUNCUiNRAhW4acGEojyXl5+lFeaQyQXBGdkH1089FUvEFbluW+/iMIgoelsNf1XtthvxqvDg6/MW9+txwegDurFQ2+uhYEDJtlTiJfshUKu0sdsahZwfsM024LIbLx6FOy1FfH+Ipm9e6VPN5uDPBQk0rHzERSCcmIWC19xJEO0rhIbvfDnGwqJfAjL175+v2+tTdP07yilANI8ZJO8E8ljpHmcbqrLgU8jE6IISElmzwxGvj6vpmdmdu6Ss3JkhRzCNOrLZlaBKnx92kzyaCo9r6uZeEFQCZdH9tMT+1avXk3hoqP2+/HywlwkvnQSE8i7+aABA8IsXJWl9z5JEmONfNF3PB6P/5ms+BXHT2fHy6ffT/+jUQTpc9nqyMvq/N/7zwHAkj5brsjlF1mWLRaLLMuSJCnLcqlz/9PBzCgSJTKBBGF2g7Czr59c14/zcOIoyc1OYF34QxvOhQQwZnYNyTAhEBVmu/HPA9ZeTOUOXUyJRBg8lb3mWel6AigIJzpp2+YyVB2vPMmBKSdGUYyeQozxoE7bpt4vZx1TNOBXTJoAiucJhJUm8V4qT+8Vw0dNeldPTARL7NiKZyTgqJW5HaFLJEIO/Gn0b1v3AceUAyN1ffw0hB94+1HEBwa+X4Y/m4WvTeLjETzq+RfsjuvWf+nKb5rmAfgrCSJYWPsEcS+EDetXmHqADwiHTJ4kZ3IYNo3/NnOPQUgKIiG8qe2fEF8Kg7Bj9tFfO7Oj7R2EtqAATi09ZgLixtFzHy+0ewo0ZFkKqavC3itdy4juwHkSJgIikdIwOrDrLXWQhmGKVRbqWdNK4HJoro6ag6l/2/uVIrwH8VHjv9n4t3NzOw13an5WwaaCDUEWVjruO5wYLDJ3lrgXBdwFqiAIswLqV2bbYDn3F8SpIcygpeOJY+yWeiPJn+TlVWMMu8jlvvMPByvV4DNVJ021lR++VY9ez4af5O2vZTtfr/v7VXLqmgc2fyViUTD4UzvbFyRmUmrdVqfikTDoeiMWl4wuwKCZbaFrDIu2e1btejEebWU/VOGypUfPqvMZpKmbnpkxIfR8c9JMBWNg2sxnU9M44aUmBDIvc503+ytJEu99r9dbtvH+xAQWI0xCNWlSJuKAFvyzqn1uUs0ggTzCgZ6PfImEFsNQp58VnSd6elrNn+rBh9nVVpk8qmYf1/3UK4mxUHlRpoQiRCiho09Ow8NUvbLx6twcneqLC9V5VR1eqKsT296rLltVNyHll13JIvNkobzvDAbamBjisrNiac/265Mm/9OB42VnxXJO+mc890joixkjIIG/l9+ziHyRHQ+HQxGp6zpN07IsJ5OJ9345G/J382iynCWRyBKFRGO2Ub67ru4M9bXhorRtHWovfmGPIyTMonFUxnNkL8waytQceehX4dhwWbp1IIckzKHGccusLVyb0WOAcfR3q/4VNEgsyHkIT/S8EQD2SHBqqg/zwQhCCMARN0126pQEsUhrzVxFRJDnKt31za2ik7hg0AdWEoQoErasv8u8+NwWh6befBrhPY8PPL6w8JaH7/vwLeW+ruJq4Z4V5vZC3+k3T9v+aUZzgdSV/40pf7cu76XF1yC+9n7P+HeU/U7wO4yWWZiHEZ8LgPAgwCFTK+KqhzVBYmSRGvC5Cd8nHAl8bmrFXNX6L0JYEYxCzDKzcYMxYW47eikYXXgaobNcAMI+8CpQm5gtNr2mm+N04Ht90ylpPnRXZUwwihM/cBcTO6jJ9MxnqblX2G9W7kHtV114koa/mtk7STibuq2RWq/CxGCWuXUFp0uxO+RF7p4WflOFYSRLYmt3pkKbWWoalbGLmNw0rzpFb+Lw6WKeI1Ygz2bpwKma/MOkmZvTUftrs8GD6fjt2c0fpJ23bX2DeuSTexi6XgJIo/JH5GaRBHmqs08RK0bhmJTl20QDlOhhXpcfRbKG6rq460NqJJDPXflMMJUg1t0S1wLgp3Vrw3ZOm9aL/LyCxnr/2k4N2cC0ns22s8VS6p1+zptljLGua+99t9v98eoZo/gbu8hiwwIcMQPYUvNDnZ/W8zzaflSXKpEAAdESXOl8FEzCdBnNZ0W768s0hC2Tn/rGMQJErXSWZW/OPg+dnnu5CPvn6vA4Di5U11OehOlpdVVj4cm0bdq1eZCl1S6ziEYolAKAs7Ozdru9vPj/SI1Y/7D4pwPHy86KEMLP7shh9izIIl4kiPlcW+aXjeWce1EUWZYtc4EkSQBgmRQs84JfOIHCIizAEr1wP1w9b76/6z8aupV53Oo1HyzMxdg+nrqHwLNIsXTHhlKQhoRS167iADGWYbvBq9K+FIjMQgypv5yH7lQdRWwM8YHJPyz7JQKQBOQAtKYXbXCNUMs3503+oEnGAGIoRhyh2dEpRJEoh7boBCNBdnV54/VGWZ4pw1izOGIRiS48CrZLQYgCIxBegT9nTgB7yn8WcTfA3cp9ax6+1XXf6Km7ddif1UczfzR2R4TRuxuj/thk/y3GdetfaPue988QToM7RDgVREJhJIAzpHXENcRr5kBYm/iYsRQQouNIz2M8DrAp5L/QOB3o8PUQjgVBGJgCwgHFDcSXjFPBBunUxV1ZWsGTxHAR4uZyh6Zmdmh2W3BacspBXGj6qjVz857qts3pZXN4lL9Kmr+q9CdV+ObC/nAcNvJwOHKftvX7l/Xjnn0x9ecju33ZvNPXr1LXd6iFg/MXHlqBdOHOinBpsM7NZeSCKCKHxF03aitRW0+S2d1FPrc2F3TApXXr8+S5Nlu1Zl80+olwKiwcu67Y8jJzyMqsNM0hkhB5qx8GNQAGkKCbF8buMZBEbor1YK+EglBhy9ug54JW53dceSFUB7Xrs3/t7SbG2pZ7ZX3siC9MeWmzOjZPqpuVutPTyctmkJETkhPT/HX33MIXsmmMPzGl92YIdiki/KYTlJlF2Iq9UX1Nismj8IVvOrq2JB1dbOv5Iz0agrHMRqQb9LWpJLAEOXFly2ti6XhzU+YAGAiISCn1ZQuPHGaX1fbEHV6pi43qaK++HOp+5HBukplXQFwjnZVZQZGEhBmFVYxAzCxaa2NMv9+v6/qf4fhXFj/tlffzGt2IOSAiiSfRQAHIEX15VS3fWd6MkCwBPYRgjDHGLFnppeHIl+mI5UJcche/cPyERJiBJFYSV6vHz9Vbh+5J371u60/mcFhir9/cXrid3I3qeJOZY0+VZ2XJT+2541JYLC3m7oEKK+KZiB3bmT2pqZ7b4xrTYfTbVXKlqxNVlCIxCkRaGHPQZCehPm8yTdixdrepCSUSAsJ5k/aCZZErwqe+FJYr53aa4sz5l1nFXBN5K0xcN+4WhYZBmBVT4+MaYgLoPF142IowrO2d3N7quD8/8P+qEz4dq+0Gq3E4zeKcyRVh14T7Nvm33nwoomPY55hLFKY0xudEbeIozMDnGv8ccE+Qlvs+xPOIqwgXEI4FDYMN9AlRX0iYlY8rIW47vyXsZGnvTKMQ/xLCS/bMlBNVOj5nVsIoSBhHAV8wQk3N0I4mZrCwE0sWgA1UHX24U748r05SKGeStsP2uP5XKvz+SP/lBfwve/HbZ/6zm/DgWN3quJdz7ic4msJxCddeijLO5uZ05rYWrh2YkCSIruByYl5VcQrMTIGRLY2nzTMH3Xt5/e3BpIRQMaBnobjdmK9OszwQgjP2Q4Qd4oJ8qcsnnnpO0PpRnn0mzjBiDBdV9Zy4IpRoszr/RHwQJ+LTfH7flRemvqXT79WTj/X8bj3762b2N/P8Xmf62JXv72VvHavvK/WNg/ITDVHpuFOlRqiLer3uj2L2suw8bCZdVey65o8Ojq7KWpiYglAQQf7xaeQvuwAj4lLkdjAYhODHet5pekSGwQPhTpXkNrADx3wV1f2su1PNt3VxadVuNq0ALUpL6SPTFDH2gttpUr3UeCVmpLquvwzHNdcX9nqozoaud6av9m1rJz9RpKbYXFYjIE8cJ6FumdwIEiExAzMRM7HWejweL7G43+879yuTzP1Hxj8dOF4y9M65n91ZQSKWskifFdkHnWsIJO5HdltvmiKWjERVVcaYZRbc7/eXi2x5zD9GJpVEkCMxTKl+UN162vygG64rnM38lRZJQ5bYK89cQT5QD8twE6SxbBZ2nIUJshdGYBrZ2wp3OQoxNlTMTCuITWLrWl+eN1kdYhPhqZrlhARCAX3AO834yDcSJRA74HWVTxl8BIzUC/5pvehZvVIl38m6Xa0myHdsdgbx0SKvJDJGzzFiT/k7BleRU0YG7HvcJISA8zp+puLHqf12A69G9p1L87U9/ednzf2xPS1o0bWHC9+M1PmNWtPU9vY7RfodjiVBy8cngl5QMYyRX7F0PJw42naw48KWxKW8P4qUDt928WPGmUQRlEDHPrSFTaB94C2kTIcV4lJIREqmuQ5fRzzCQMxWOOjwCmkmFES0h1ZuH3upOq6/gJQAbWMznQ/CqGW7JeZe1DSOj9TRsdq5rj9J9CcL979tuf/uaf17bzffuq9vb5oXZ7592ry+qNd7zdpIX3ggFghiZ+asVa33bccJMJFnKajf0/fyOPUsTChRtORTd3TWJKuzbDPLV/IUPRMgMO4p85Xz9twGR2zda1fvBwoExtpbwY0ZRTDW5XtkRhJEaJaXb0OYSRQBZYp3XXaiq/Uk+2GefUflD5N8a2yPLc2Vve5U2w32E+he1AmxnMX5Z/mDvHq5oc/7oQTAA5VqwAxgr5lV4g+CvlvNFq56bfI/v+l+cNlBEQAUjiJI8gskDQHAaO2DX2udnNezgMFCsM7vm6RhtsIF80WZzJ0rY9ix9Q+K4aNyvlXlt9TiT8r2nXp+u178ddkbOgMsy49nssZ8efcR+77rXLv2Y7u3Y69GtGi70avy6qzpv65vWn7qqSow3yl6k6iA8M1Dg4m981rr5X7/tRKv+KcDx0Q0m81CCD/PJbpn7KtFsqGaWxdXE+fjlwrCAFBVlXNuNBoZY4bDISI2TfOmiXhZIVwe8A++eShL9WC8sqP7zUfr9o7iWWpuKjANq5E6c+iQuKJkYp+m7lCB1VwP1IFjzSCCGMgNmp2522Ni4piFYWITlLqkfDfbKKMJQLXIpa57toksjvmyLm5Vs8umcSQWiVE60e6aggNNIrxoircXvbUmz7xbrZJ36tlhU7+bjY5AP5ln14AkQcQZ3PNwDdw3tB7xxtF9B8cO10r7RPvN2q6n5slQvxr7nev6zo1d69jdguqBOTmvd3pNays/P2tac71b0Xd1/Z53HxHv+7hKMBMvjIsA70O4D3BMlCORihsBxkIsYolnOn7o4qogCaEgMzoHT5D2XThiNExs437EIwERTh1tKP/EwBUwIgNhDHDs8Uw4Eo8rvzXWLwf2bOpLT8GhjaQ79c2OOpjEKbCJUo7UqO8XE5x09NOZ/bTlvr7v3v7GxeHfJtffyu/cLu9s2ZWjZmcexp5VYaeTujMxo6k9m5jzErO5aSmfiIglM3TthHqj+tKRWT5cLOiN7PTuOE28D4zPu+OhcshRET8ZTlcX+fNJagRDnNjqcXTBMBt7ZuxroSCA3hyqYlc4CpLTJ7Z5huHc6ZU6eytdfL/Unw2yRwECsalBX/tzJw5QznU/g4iMB2qwAFujbNTTRDU75vyBPm3InOhiZB152VDJ1KsJ4HqR1uwbjndmxZ/snMx9dLQkKn4yO/4Z63y5YZhfq3yrSM6caUQGru7awgoDyjDabZ15IEG5tmpdV5olI3pYzra9nse4Ze2p0gEEkZg5sETmqqqSJHmTibPEgR1chcGKO94vz7vNYM56q+iPTXZhZrfry9VmcGmnG/XwrJwFwi8MjEVI6rpeKrotreV/fVos/jOA43fffVcp9eM/+1za5N0P3pvMx0sNQCYum9pyACJgJCFBlijCnAPem2SP5snUWhR5cd1vRXAiPgQAWIrWDwYD731VVW9sp9/wD8sRDyIKIbw54BfHG6sC+nwZICGRSzl/rPZeqZezcFa4QepaliW1SeFaASMyjn27oYnD6cJ0kzBK7QVzEBAiKeNwZFqDZjegR8KBu85RAdeWqo490mDAiUfJY9wpF7XItbevTTklfpEnCyRP7BCCx6063/Zqryk7zp0ZvaOMkBQeb/m6C7hZ5Q+qdKUutpT2jauKcem3iOZCgljo8Cqz7zfhMPVPq/gK6WpePWs1H5yqj0+a+0O/346nh+F83ZydmktFRU3lsbmqJRhMVbyH8Yk23/Vwz+G3DXw7xNc+rgR45uEuY8EojAI0MvBIqAFInb8GOjHuAGLDTMwoyJFeavxrgoJBCMXjhYU1jgIwcPg60lUVNpGRGJgIqR9gnbm2sOew01N7l/ao4uggELsqJG3VncZpSw+HbnxSnS3ioqTp2G1exbfXyrfudx9fl8VfXdffPuv95drt79Urz/RO37TO8v0b36857dubtWrjyHS9ECEAVnndaiBNQjd10yC0MO3M9oCYmIb15Kv7B8/niiQKuk5p743nIHSaq+fzFFHuDcbnTmFsIP8oukIzR6yVfh+xcogQTZM8ETQUvFd7xeRr0/Gt1+13rW8jmSAyaWZZUBasE3thzw2lXqAdx5d2xDEsbH2u8yBypKtp0Jb0anHzLO9tq+SlToSkZ5rLuopEm6q8jl6Idkz41tXgsrUAQE126a7yeYMS9d66ggAAIABJREFUL33Q4c1SRxYQAWZyMYvurkmnEDeb7NCol3myQHAi4qVTF9deE4sB3M5mU/Aew4XVh40ShCyEo6K0yJVweOMNjLw0w3yzvUjoUg9fVscXqt+yyfPseM5py+Ztl4twK9SvVeqFa8b9ejFG96P9yBJieJMd/4oVx/5x8WsNx1VVfeUrX/kX/+JfzOfzL/2YWJYezvLeh+9M5kMWFGAOlCymAWpDzkdCjxFRBdwsy8dp9jftyfq0EERBfD5KPzk49851ut2maZqm+WXux7KaN5vNftnsmIU//3xR/UAKweypizvNyok5KGP3pjiteVbG6bwZOFKOdB3KmesRRyEsadDSa02cMkQicOTH+qaS2cxeqZhaNF3dqsUQRZZmYs+qmIvmAKKEdutkR9enSpfMjci+0ZeNEhCDsSF5lC8+qhYpkZAsiD6t85yASdaasuOjAX43zT7QzZM8NYWbz/Zyu0mihZgx1mHV0QWIym3bS7t0a2NzZ99+91H9g9Xq8RR67fKo684P1HkeC4mSedVzHY+WUcifAjwNcYOhR3Cu4+2ATxnnDGJhM0BX2AgZIedwI9COsVeIhYgLeOTjmaAwA0sVaLvxtxkK5sjCxJnFNYhz47eYE+ZChReMUViLBKYixBcBzzydEfkFXO7WO0UsI7osqqtmYaJnxIlfbJaHh/nxlbq5LNdPy4dn8KfvD299fNJfG87/Zjz9zurR8839r+un33Ib2835dn3+uD7YLfdGfjij8trPslghE4pkmF2p3a66dGiEyHI51Jcea4P5q+nxk6x4cJU2aAFtiPJ8khyV5a1xMnEgQS6a5u58EiiGxcsGhoTCpG39IPiFYSJZuPLdpvikqO/pYhurbqmGT0bdmoRJvHDiqraeRTaGq4OqdVBddereme4+zY76ZrqIaqsaKfSLYI6aFEnObLVm8gtTvFd2RugrgM28CBz3gj5qGgE5jvj2eP7wqOt9AFABNOBcWC+XtzAIk3AUtkIU6QvfaS9dbQ50xSiRadPob88nT5us4/U0xnWVLzswrp05tEpQQggrVdUH7nrzsMwShCD0ebF9KalIVJblfD7/0VYlmWL9ab730nT7oM9cb9Od1WL361EBjiLtqkUCUbz0g95XKX7hMEbMb7LjvwcY/SeJX2s4XllZ+epXv/obv/EbPw7HPxI3/eD9d2ezCYsQCFiuspRAkXdiyTper5u/Gvefq3qOcKP8o4t+YBHw59p/vHcBhD7Gn8ds/HQs4TjLsl9eQohEvHwhU0kiJAtonic7B2p7v361V63dNMeD+qJTvpzaPS2VompuLjw2TEaISsivyscTcxGJkX0dexM1UGIqzBfmIo2dqRs4MYIs6HWYKDuIHBsWCbJj1duLoUWWSF6wIFrPszTgDOJqmR6WxU6SzIQDIxLtqKzlciPcCm6vSL3Ip7X5aqEeJUUhqGHdh2MCEZSAJ7XbJSIbB1V4mdrtLO613MPX+qP7+t4zd/i6bCdYWJ/Oq2kEsigtO0xjbslLZB87WbwTcd2HA44CkOjwmrkRaRBLDU9ZpiJOWAIdVPH9iBMmYkZEpcMGYS5ceTwJvGd9z8UBMTOJkDh62cSPAEZMUcQbf+NhJGJEgohW8TMFL4EUgSgaXKjtcTPKsD5Q4zEoCuC97+X5BNSCJifl4QTSY31/T/3F0+7x617xvYvBD8eL7360Pp3MPjN7/2/z8p45O7L9IeU3qtczc4kWwbXNrCEdJeacnzeHfd91EhglUJi6duJaozDshnmUsDnIdpPCSuRgcxe+cTV/vCiAhDDawPeHw1mEs/lhT61IYERAe+jVC+cntVptqrea+iMPHYBAWiLKpRsNQiGAxDAlva0mY5uOqsm5mj5QnbnLRrHYaQbPq85eM97J2wdmUrN/rWeLaGYxrNSzVOSVXtyreh2nXqpCUZwH96rKY5BehPfq8hvnrakKAo2lV43dj3BJX9wpkaWTR1xacjBHImKSA+OunBMiZlqJ9tDoiTXbZfrvmtF39OJcqWvv3lXplrOnTf3Duvxhlj4ukr+cJZvOBlmKy7PI53CMgM45rfWPMBSkAXimLu83R9fNANHcKY/baryvx1cuE4JrqM90IkGA+LRJpxRFhFgis/efc8e/5Eb+Txa/RnC8pAWIaDqdDgaD5VyjiPzO7/zOdDp9c8ybo0Xkw/c+mE1nxC5yLIgmRS7AHuSiMfcm00eL7J2r7sijRXDOPzrvTK1jDBMPz7tzs1w1Xz7nL7q8EEKapr/sXVyaebGAiJAIiBG96g4f1i9vio3zamvAQ83JSF3N3PXEXo7NzUhdlzAk8oLkopvWrRTbbXPYsPeiF3a7iqVnduxH6rBrt4u4QHYSWSAGaObmphDtgzQeH1TJJ3WxQCSIEr1E2bPmgS6Py+JCq1pkvy4utRJgRhp68zqfViKEslEW7ehPMP7L+ez9ad3GhYrP2FfsBNFVfs3j0INdqJWJfnJdv2z5vV7YPW1erNerL6rzQzVpxHeacemLWqIBc2UuA6PnIGgXdnRp3rF8S/uXCJZ42vi1AJrIMkYb94CGzCbAwITDJjwLeE0gS4rCxWsPrwFPfOgTVwY6NWwQiWAUZhWel/GHACWjMHOkiYbnTCACyL3M3S/DViRiBBfV0B0MfH9Fd28gF4gx+K4uJt4Yil3bHfv+mT/fbv5tLx7dO+qcJM2/OWg9GGfvvvMCtG/B9P3q6Hl1c66mQ5NG0OflNPdGMFbQ9NQISWXVcOSHbd1V7BmEUSxn183pkZqlVEmMmXF3rycFokC1APtHm9P9ee0FmT1HuazU00n63uhiVN8SDEQ1+WOVf7OuHmt7xKAFGFgcYyQPouYwP3FTwgjoJ+zuZldneu7AZ4LPm3kRHTBNyW+aeYZNN2S3iutdM3to+m1XCsq6ytrBJBBfNosLq94q+vtRiZeXdTKG4JDv5NWf7V/dOxyJKBPvIh4HOtX4QoUnQH1ZEhe0TDtYKAiEWvhlVSysl4iaebVOEx+VyJT5w2x2Zd1V3bzdLP64GX2q8nea7I+z+b4zO0atVkYzgSy7lPhzey0WJs7zfDab/Wj3RVEoz5ruubpcLQ5zMYf1/FzND/TkTn45hGqBakNNBuhLgGNdrJscmJeTLM0/Z8e/MJYUrTHmd3/3d3/rt37rzp07ImKM+e3f/u032XFVV3fv3z05PVpqwL//wcf9yQxJWw4a5Xw428yL74wm78+Tjg/IcjYrDyd5RSisnvfml4VCRody/3I68+7vNQeyhOP5fP7LkhWfE2lLuopY/Fk8/X7z0Qv7rKt2EhklkOfluAoLI6IZJuaqV5/koSJ2kWSmprntB7ELnE1hkMf5TO8FjsCCwpPYOjVrlhohZmRmaNg+rbYXobKB15qib/221i9VVQmJ9eLoBOAvk/4oRiNSikxifJ3NG2IhsSi3s+RTVb/W9QdV9oGuJoxfLcf/5yK7NG2yGxDEMzThqnB7hnTiD8fms4E/2GierajNU3cyUsf95qplRgWWB274WF1WYZFxNfbTSRgzChJF0V0z79gnGv7W+I+sP2W0Ea9qe4CRCYhoYuCRgxMT9wijj4vGbzJZImFGlqaGt1y8JCLAGHlS4ipgLlwCD+qwl5tXwA2RMArKpImPEC2AbsKugv2ZvgCJQg1Enpj9FPpPqs6hGlW+PrWzfii9uIG9vqyHF7a3pz86ct9J0d057K4uqj846uz204/efS4sU4hvT04PoLrTdF6UvVlUFYWrau7RoYQTNzuqu7nJrfihmy58RSyMggyd2L19c3g1SmJEifKkn2xllWB8PRg96CQfXo89BYmIRJH5437ydq+vy0+ZJtbt18XLYDYFZ0LCBEvNExAEIRbQGLfrkSenwHRN/iLvH/pCSIzIjWv6thGQwHJQTVJoKoHzYnoemmd+cSfrpMHfeH1TZjXJC7WYEh6H5uvlYOzCgSnOrWLkT6bpd8+6318f1LZswrrQQAQj3tT+MxVWav84wCGBCyxALIACYUT+RTOpwANQC+JemQKwBdm26qSuJErN8kmdzQJKkFd1vWodiryoy2EwSOGLHogffQjJOfdlPUUicSItXXbd7FlzfBEWIwi7KskE7trx07zTbxaPy96tsrddLnbK+cNynBN6Yo7o/I8n2r828WsHx0sJHqXUcsJHa/2bv/mbXxKmgFbv+sGDTz547/12p/u99z64nM4zD1tp8XZ/+P7l1WFWvMjKzeFMSLTQ0PsHN+2MmQl302ZlmAkHCPjJ1aLn7C9r5/LF5Xnv/+4h/R87Xn5k4WXFHMD5B8Vnq2rjxh6cqIMjfdxurhssA0Ngym2Z+1kBs1Hds1QlkPVNP7IWlMg4Du1OdVDFBUpYrs85LY79YeAgUQIFJ7CI1TvJxqpL9ur6PHiJnES4n2dzJCQqQ1xrqpdNdey0l2UPrjxW2Wp03RhWq/xhlv1tMtm3zbVu3s/Tx9Z+BO6/n45/2Owmfr2BspL5zH86sVvDpt1R6ykdnOiXD6snt+3e8+bkRl234nClam3Wk/Wsde7mO01vtW49LS8aDoIokResz5txFXrGbvvwUNm3BGaCzvitGIcIpcUXVXjHxmPmkgmJoXY3Hm5ImFgsdtJwz8A8MkYyiODxSocdkZmCjYBN4c6aOAIOzCQSTDhysGvijYN+FD1X1wEL4cAcR3C2X53PgppCva1698vjjh91XevVYn+rOD90vfX5Bw+P16Ym3t7vfaM9/n5v9ODh/sl5X5DmmfmDz26/stUjv1i1k4dN/zqWx2Zx5pKBzU/K4fOyNSeHRCmUAz0Nwsgchbp6dKJnD8/6ZQQinHt/+6Y7NfHxWb8AvNudDBrHIMRWxD5Jmq1FEuoNVd1SzUYIDRIxGyEPhLA0koGlmAQB252qV5HuxWKkk3ZoXusEiREog7DbLJZjHD1TnjUpiCysvlKVY7mtpk+q+VGdrRazUmTT1Reqsh7eLbOnqlrT+fOmBOQdaw+8Xz2bvbo6NHDERExi46GNp4jGuWnlPyzMZw56yLkQCcipa/Zt7gWcyFbdXAcfkHTgh8ViHqOQbFv1WpXMsoj4SZ1PRdbm84fttgGrwhf1ui/BMTMXRfFl+2cUZOLEh1c264bpYdMuhDdVlhKNvX/YzFL0CfqH5eQavRZp6frY1paFgZfaXr92YPxrBcfLKudPUAHe+6985Stfav/+vCo2nUwe3H/4v/7hHz24vH6Q5PcX+Xe640UQQSGBh63JwGmkEqN/1h7PjSeWofZ3u4sQTURcGWaXs+LzO708I8vnpbeff3nOuZ9TyuNlgRGEQRhEUDiwgJBIyDFd8ftvFx8/cq8ntMji6NxdXeiLkWmN/KCkKvWjXE8jYKBQwrhvWl1zVmKOJIhIjKPQPak3vcTITpCI+dwOj6pzjx5QgJ0W3VWDPdv7atZaVTWRcEQAuGj0YaO8yEqZtp3NSF6WixwDISPLQbBfT2crtp5446M8rrJhdELS9+5PZ4tPKvV/pbM/NCudeDQ2NwN9fNPcy8LROHTGoTu118fNs6fNq/fN3if1+Zbrv6iv911yZPMjVzOyQxja/H5x1fMaOSDGOTYXZmKxqtUWwqQOtyr8KwMryj0o3XddPDL2GHzHh1OWRUAGMQ4K5a5YlIFBES4VznJ/AmKQkFCQqjo81nHHxhYR2ThL7AEsq7ogjlp5eC/QjRAiS2rONcyJBcQM/MWmumAfQgiretSJi13bfZEfDHy1pXsn/PqvXz/db6eXubt9Ov79s+76vPzo7ReZNULSPp/+5aOX96vZsUuPTHIcqltV93U1+Sy93tMLi3bg8p6uEcVweW07ORpgyWK4LvNU/OtJvjeuWRoRuzsvv3U62JvWwnwyTlfGmRAhmiD+1tlwVlcQp9EdCBlg8IJILAzEEoWXPX/LySIWPtPTSztv2UWAUEJYUfOKkJCV0KZJRs5IZEW4Uy0qogJptU5s5IH3j21xiuEH5eC1zvrMr4tEEx9WasO6XVt+L5unzGkIH9dl0iTbJ08MdxGFY6zMGsQZoyDaym947DbusvKHBjuR/X5V9EKQADXARl5UxFroRJUnphSChOhRmVXCIvKo0beT/NFo9OF4lhu7yPNkOA8uOOfe0BRLOA4hfLmzQhiYcIq0ovOa7Ep+3ffNiak71gjIusrazgjIlVEXRhGID/SsmSsiJnbeWmu/APp/qDPrf4T4NYLjXzrIS1yi5jc+eXD7qlUzi+BmoXYHJSMI6fVpuZPkSBGBXsyT/XQSmSoP77UnlTWReT0p1qYJfxmOSQR/ARwv56R/VnbMLEiCXjAKRSFkAsAJZafq4Hm9/v3m2VP17HHxbN9entmbjFIQjezGdnBQrbf0lUYjwEJopDmrTzrlBaABQE9BQ3Xtr/b0SRULIJAAZaiO42SipoWttLBwVDFrmVbOxd9MBzvOMJN4QeYK6HldbTVNS2vNQswHun6tSkuS2rCiyg/StOcDCxHFqfMPq7qKwi6sNs1DY/4kG7/wZ4JggXrupoKBcNNv2sfq/Fpfd9zNE733/Wbnvrr+tGyNnWqYrtSkQA/MjuRMF5Ng9s1iQTaIK2LR1QsnvvYvPM1rms79tqXTEA/K5t2iejud/Ies92o2/I6290HqKIAM2l7osFWHS88R2JXudYRkSRCzUBoeZuE5UxQEJJP6fccNIjn0Ke5O7UqkmlCApI7d1Pe8SGBpYDz1FxhVy5tdUzDBhZpPYjMDc+q6n4Uf/snWyrCKK1fJx93pn153ryb1rfdeGlIi8mx1f/Wk+0RPNux8Q89r9C9UViL2bLNrchJW6M7KpEFkboaUXJoFMpzmi7tnN41w6sK9s5GJLnLcHqf/39pFGkkgToz9+KwL4D1RO68fHbctkv0RUvy0ad2PfTsIxYPipvJaPAeRtXI+iSGKBOFhMGd1CgG08GmTjE3tWbaqRd9aB7xSzQvkq+i/mfXW6uJptlh4fxWap3UlJPfT9OPFbAj8fmMNzq1b9zRjigBjEw4IQRhtPFVwgcJAsYoXI/tsYPeP04s5RSTct/W6qxFlFP3ddNxx+kSpDzL950l5r6jfmSVf7Y4+XBRf67TPrRMWj4QRsjRdLObLqWsiWpLIP5EdC7Mn0oTHTdYHv9Yka9Vip8me17OIPPLmuCmIZIb4tEoMIhGt28U5WCGqm3I0GjGyLOmefygS/crjPzc45iUPG4mBRP7mnQ+/+2rbSESuUx0+7k3nzMjUcu7uYFRiaTC2rPukN3YcG473WoN504j3Y23udnrAb1Ji/pFKys8P59x0Ov2ZZAWIwFKRglAoCse5yT9u9v+qefqxPXihro5D++N659B0LnRvpMeFT+ZmNjKTeZwMmn4esyBOYT3Xk8yNus1w6gqiKOSGejiK4ynMr9U4CkT2bT1IKa+h7qp5lIjiJ2Yyi3PF9kU++zidG2GBwMiW5f1s8X4+RxYGDgwmwJNFfuTMSZH2GzOK9lmeFMyB2YqsNs2aNRblzIc7ulm3ydjfSIzo/Fi3WcoEJof17uN67ZY52HD9Z+rmue5umNmxzYFlrIoklEsPyWkIr3VqRLqxOTIL4nCsx0lQhLH0OwbbXrJ5NYyWY5Mkw8+K9D3v/h90m6Z4lk6/Z+ttIRHJGno2d08CBUQhEhsvKru93KKB5gu7n9kjImBEYl/G4woukF0VLiu8ycxYxymJi0waR7PmJEokEgAzMOeayw2VjBAyr/ar8QLqTT07960X1Sf/YfNwrvzjo6sPR/O7k9nGce/Jkx0kGyN9fPvlaJyNXPUsT/ddUmF9XGfj6BqIW2quY7CCV248gxJZAuCFahfQPY3Dp1edzqzQIhvz6fp48eo6eXHV+2DjemC9Y/Ikn551htp4kWfnnU5WBxFA+OWafmTg9Kd6EUgkMJLcONVuchBhFofwyiQphNLro2p+J+/s1dlFU6wW04lQS1dt3YiXJypdc+pFkT4ukrmEV1UzgnhuzbfGk22Vfq9oOpBGv1WJjmy9P47UIfbETeN2iUdEDqXIdK/GYQH9kb2+qboP5uM/nk7fWxQPp/U3J/W/GWZ3JtWTYfLt1uhJUa7V+t8Pxgc+nHr/ZDiOJEhC/z97b9Yj2XVmi/0j/wPD/8KGX/xmwAMMuGEDhhu3u337dlutbkpUty4lUk2RlEhWkTUPWVNWVlVmDTnPU+QUGXOcedzz3t/ghyhSlES1iEa7IV1oPQSQmYE85+CcWLH3931rLcKvAss5iqIkSaSUWuvZYujXsniIHSIzH7d5x+meN8ui6Hj9y6I71tojL4qsFyAEXi7js2AJKHZ2RVYABNZLKRHw9+ac/jvjj5KOGQIgaOZrV25f39i50MKwI403R5NjYwKwxfDgbBwLCciS+XEvVypYj09G8ZfjsWVuTbh1PjCMTJ7YE4d/aWH8FUIIVVX9dgeA+C0PU2CGoMn0QnqkJk/E0T+5tX8oNnfaeNEkz3y6106TUFeuvCguRmbasPKEKoip6Y/CsGcHhcsD6QrEZT0VIEqVjOTIktSkD2XUokpCeaT6DFKzO20nDoSg5qQdCFQBw0U7/SydDpxl1sx4aezdNLmZRbUHBKIQ2PF83XxcTEsPPnDBbreudqRix02gRdW+E48/bqtXbXltOn2qzmKaOnS5yRIzCiTX5N4zv/aRevq+2v5Z0dkSec/r501yIeqH7XQ+7cegAxE7Pm6qM6sCgkTYl0li6mU1acCyRwNF5V8HslIdWLOTRN+zzSq70oabTILDkWt3stGjoEfGTjJ4NbUrNngGhIAe61yvWsot1pXeNShSdegwQ0IkUjTJ7HITDmq378BLn+Ty1HMbKHguUrnjsWEM5DDR5yM7Wq8Tz7wlo64u91z8ou7eL9e2kpUrb46mxj847P34xfGdxb25F1snnT4zt1J/dvWp16auyr+9s7ATRFdPIq93ROGJjnSRWWEwDH10oKagGR2Mwuhxb2u5KAbSzp/2M+de95L/eGtrfVJq5u3LeO0yckgWeS+ulvpRjnR/71x4CEQUBNJ3IGTiyMGtNmsD0sxHOIT1OlaIDNwQ3tTRShXt1emBKO4U/R3d7rXl51n3vog3rbgvY6fxQrQbqm6R360mr2S7oc1q244RHmZVpMUv4vR2fentjkUfMJdmy5EOxNIkyg6ZLAdWfljIIwfCkZPY9uoXy/H69XRnvx2dOf3zZHik7JD4UV2cmYIZN0pxUApmXh6Mh60KSIDgwQf2iPB1fsdkMsnzvK7r6XSapil/JdEiYkDkQBdKrJuqDbBWxNbTM1v9vBnsiXKhzV+KIg1wYMSJaJk5QXpd5ufByVqORxOcKVhmDZ4/DPwx0jEzEiIB862rN1cuek8HUxUYPJ439ePREIE5uFHl1kZi6sOOkD847L9/MpkfJR+dR//zq92588mLXvKPR8PEBoCA6Gd0+nvp2Fr7rXngxAyB2bFnasksi9FD2d+Sk1VxeaPcu1L1l4z4ZT3ugTtoEkMeyZXYXDT9MrSa2Hg1EZeb1U7PR5qtYSRGGdpj0TtUvQYrDgGJznUy9umxHoxCxs5qgolOcxNFkJzJMQEg0NDEL6v0cVkYgiL4R8lUIO227WZVSmKPPGr0kzK7nicXxgXA4ECFMFdV80o8rdKlOl+z9hdF8UrUL+pyozpwVBlqh7o/wHRHT07U5dN6+cPy2X8Um3/Xns+baqGMHrfJ8zb/vOjv62a1TlKlhMNnqrAG2QIT5+jetINtOZUUwBNiW7j7PrQA3Sj5z3X59+z7DjY0bnhWGt84f+JVNx5f0TJW0KSq25g+oyJUHrj03dxtZ3pXuzEwVfaosYdAIQA7tBO5mPoVHSoMHChN9ZqkBgmQZWk7OsRMhpFGurMg9kZeld5ttBNjzZvk5GF79rw52hldPNnsXyr/883+3Hr/00+evPuTO6JqA/Mozj67/owZD48vPnj4atGZjXYyQrdcRm3wsdPHbWrIC5QbKjUWgXREzZed/l9cXbu72vne9f0vHp8sbfXvbV1u9xNmHkh5b/WIkSVhrMyj4+F2XD49HgARETAq/C4rN+LK41xTTAGRmJE98TOVF8aV3u+o8lkbPxJJzczMp0bsq8YTd7R42ubLovy07C+LYgr4vEkF0IbU7yfprTp+nlXS80KWdgG2lf7bozltDtlY7y4K2BKQ1n4SyxUV+sBl4DZzhxJi5z2QrcygDvvAaQ6XkT9dNeO5asLIuXY30klForL6ziDeFubxKH45HiumhoEp4NuB49+86jRNy7KcRfbxWx02eAD2mFq72MYt8nYRN9IWNnwio2OtlkX103pwQ8ZPi+hm0l2W5UtZX2vjR20qPGhpAoFjpD/R8b8es5nwmXKe+NqVa/00e9KdjIW1FADgxjg9c+FQiWeT7PtvLj/vjp70+vNR+c5er2tcAXztzflR1O5n9d8/3e3VxjMjIb0VF/2LRyZyzgkhvsXXmBgCaSYRzGJ9+bTu3yvPV23xQozXZPSoiD+uk10tEys7ukQIBF6wzX0zqKfnKkmqsTBZ38YdOVFoA3NgKLnZFJ1uSBx6BAbEBpp91T2yI40KA3pEg82F6R6q8xQKDuAhjHzZU+nNIt6zbj3NTqwmZOXxYTIdecgAHyXjKPhTY+bzxAeCwF1vbhTp36SjI+vZIxDtKb1lwhSrkekyYG17h+3hVtu/mx+sqelSc3aj2PtevvPjdvjPzegwWEO8JsoLbwPy2Ls1Uc2Vk4tgyREGYGRDvKgmPZ0pRgtMwTX2NGCqzUGaX3XuIQfr8IWHFNlKeAC0zVRJMafVrnfehCpXG8ANkQnEDQ174kkD584BoNKQ5XLbkwkUGlWO5Jup7ThgRkBSid3NQ8SMRCBDkamzwBlwOrF7q/ZQM6yodEFFr9tRRxZ35fGJHd5YPb3M5F6h/vzB3rhx+yvdn/70oQqeGF+82tnYOkHmuYcv1066m0rfarOOl9uqPPfSI74UQuebAAAgAElEQVQRUQkGIXR0MTGlZfemqQ4NXHl6fJ60j7eS668vmfl0Ur7YOkWkyvu5zdNSOwTtyb/oxh8u7XVbEwgZFdJ3m6kk1oGeJZMDqwnftkPWTdNp606ZH6k6Df5BE7UBPPEU4UUdVx4boud1VppwpvX/W13Mmep2k2+IWll4mjUdp97Npn0b1kR7vxUK1ErxsKWuMuWkWTpXy2Nx2KsWLpvHQ7EzVvtTu95VK5I0IAHEmdxRZAIBcDnVxztqfFyXsc83k+lRI/rSvHdQ/NPh4MZZ/z+sn3WNJ08aA/Ks7fLt+9S6rs/Pz733cRwbYxjZAjgABFoUSZdCx7S7qg6WFqq48JAhPxRlV8uRNj+XyQ1Z1AYKxKd5dlg348GEQvAMv9+D498Rf2x0zMzMhtkhs+crV6/GcXzaiPk4Sby9bOXPdibfPxrNTcZrSX61Ez1MW2Z0Dm4cDVungc3S3mUnqwPzaTdf3OlZ5plN0Fe669+JWdpIv99/Wzt+K6Z/W3B2FGqyB2Jy5spN3z5q4xvVuGvVjWb4UOTzVaYR+3UyCpKcZx8kWEO+cNV61ZFYM9qa/EWbZrom4omrjvWg5+N+MzEYHHFA77BZLA/6IWMPFgkCAcgdebIlOw41IXm0LYhd1dvU4v1Julk1jOSJDPN+XS+X5ZuqPjSNYaqQnkVRpP1EyrkqudTqUtrForLoLWmJdDtPr5bLrZ22wKtyY7Xd7Yr+k/r4P7eDX6jpbT2dE9mtbNwxOvJhX4mOFmwYAoLnjnPvJGdnwQYiRwGBJPFLGRdOWSJHhGSFi0r1pBCfaLtvwnOmzLiH5KfshXOLjCMCcHY3Tj8EFzHayu4VPgUijXViO339pIHaOUSUAUOpOgqKxo8rfSFg0BddDY7QEtnSV5E7ZnJArEiN9F7sj6dq/djtLDZbm83kenH+QEW360HXmafF3omNr705FwY+27n40cuTlhwzr7w8fLqxz8y/+PRpmdQW8PqXz4uy3LpIf3h0viazPthlkRLya5Of2JodFr7aEd0J+Pc3Ds6UWVw9juK2luLTlzvEmLf29puODEgE8yfRflyz04j6sFafrp40xIGQoXW/zzttBmTWNjw8PnzeFkxMhEwcQbjWTHNlLbED2qvzkZaE7D3t1cW+UQR8KNqVtg6e71XZlpJrovlxOTpjWq+bE+OeK/FBkQ4DPElyEwrtbnXtfsdeHDfzCUwa0JHbrTmpyUxd2ak2e+piKIcNTUp7IcLIMitiqZNx20E2wttT231W7NwaTb6/efHJ0fhCh8fj6XEtZSAWQDZYRgockOG3KroAMEvCZOYoiqy1w4teLYWEQJ7m8sFTEQ+9W2wyhbxXl4dSaKCe1SttSYFHJtxpM+OYgVdEsyQaoxwHbzn8nsyIf1/8UdIxfmWCffWLL+JoKsj+8Oji55fJ3OV0c1Be2+lbCsy8X9k75ymDIhT3z+L9OGVKt5N84aSPxFllby5fAnhw6Nkz4qw9+DsPiui911o7hIDMDimAIbLEFFgg76ti6uoBmy/r3rVq+kSWy0rMi3EP7EFelOA3mtKCZyQEnGUoWrBDk3ZF7NFbdIrtvhntmWmvTYJ2CuhI5KktOFgL+sxMXoteX2bkEJEgIHi3KAZdnbEjhzMH9no59J6J5vv9QR2YgvPoA7K29E/982dt65gcBA98EMLH0/FqmsXgAwZr3UqRbdf1oTJ3y/J+HR02lzLkKyqer84rbt6Io39Qm38h+39ZZD+osi+b7H5dXK/Ld9Lpz4rk0jrw5IMH5FdtuaSauTYLlrwP4PDS+6ci9YEAKTB4xjbk4+YnmfrUhE0TjpAGxr2iIBFOjX/JAZgqY1el/Fw1Sxx0E7KBPikxilTfWz3F44HtAAYABjCtOxnq/YkbexSIOtLdwsdAxKA92Fjtg69KyCN7vN8uHJtda4rcqNWmN1cmW7q5CO6FaPZksZid9qS89/LYEv/d887+tJplElnr78+/XN86u3b9NaGp6uL6tSVmfu/D1b/58OVtNayBNoq4BRiAeyMTVgSh3VeX81n82e5o7zxdO4nWOjGg/2L+KGuExHDzZa8Ulgk3h/laZ6qRwKuNk8GbzigwEwUG+O1xit/xcSDtzXHRzlWlYyISDLjj/c/qvHWsmDH42Jk1VQYIHFSqxFpdG8fK43xbNN6PHbyoSkb+SOcfNsljo5/muQT+XjR82KT3iurCtUN1VbrLJJwVumeZhBOZugisgDiVVWZGEKjw+Z7e2Glfj0yvAedIRWIQ+cKRZw6RL7oy2tLV3awT6WTUtE96Q4UMRAEIZ34fwDDb/r4d2f8q4pKoKIpvmiWIVjoQ3cueUnbF2bl0eiTa+SqLgoi8vdEoD22D4laZW4PBh7k6ufQhBKqd+3TavRhGAUmxR/xOBaF/H/xR0vHX+OKLL+IoAqa5k2gpKgKDZL63ezltW0ahvHmwfV55y1AdZuL+/tBh6Cl3f/tcAlbOXXtzIYRGD548IyL7f4GOZ6vjXq8nQmiYgdBw8IRsiQN3dHW9Hr1pko/r3pEWK012vZz+JBslVu+Ltt/qW/X0U1POJihnbvchBA9BoznLR2PbenSxydeb8yVxqrz0AQNQ4dRFM7RkJq45E2PJalNOVQgIDB4qqxba4W4Ts2NPbJgsu77Inw8HN6Lp67YxjARgic9rcS2a3ksTBGIHBnmnrD+PJy9U44JnYbzhY+c+mkZ/Nx6dGN2C2pAn+/pkoz4bqeLUxe9Vnf9DHP434ey/Fs2fVc2OMxHwcqtWlR4BbhTFrpGCaeTcUpvnSE+bdGIdBsLAR9a8lMVXU94hILnQDuu/ae1THV56GgY8s26dyQTc97TCyESJsasEcZPNg+/KoHt6ra932iAAWWDWl/sBlUc22OT26LTeKrkN4Dn42o0TOXTkEWQgG5mjcbM5VCe1vxzrzrmNGFl4XFLTG2U6gHBYlRta3RXHG+a8Oymf7w+OW/2z9UtE/ioljstWf/+Hn3x2dT54uDhPbt1c3j3p/uVfXzmbtMuuelnnT0U5lBKJz9oyMXYI7lkS/U8/u/3waLS0dnExkXdenwPT0nb/8CwhxpXjaP1kAsxJq++unwkAYeydxd1ceaDAZL9WCH8HkHFi53L0sKxyAHamIHrSVPfL4kQph8zB1RjeFGlhA6Dveft5MrrRxJuqvCHzx6qUwM+a6sLYvg+38mxOlO/Eoy7RQlZeKfIf1MWjNs5hx1PbMX1rlEM7kL3WpZZkgbLbDCW1DsiCmtQnlb4YqsGejHb9+MQODGtGC6AHzTgnHwBDqFbM4MPpyXZVOh04hMBASOyZcfbyKzXA224R/qbRBBIBKq0lAN4/vZiPo661n6SDHdc4j49LKUBatK/q5kS3BK5r1HxbWuBA9FqUh9YSMFFgh3+qHf/b4IsvvphGETNHuX2+cc42E2R34+rJeeoZifzi6ehNJiyjBry7M5haMIB3N88m1iq0c2sn42w2GA6MNJtT+13HmrV6pZQBMQRGwJZdAMcOz0A9yLs7TfqoKbas7mj5QXV5VxSLbZ0z38qiT6v0Sh4v+28mibHWejweGS0OLk8PqumgSi6bqID2TEV9mWkMAZG9P1XRuknP28Rb7cifumLoW0YKGDbqydDL1XqaYKCAjmzDPHW+U6ZDhGvjoTVAyANnnk9GOdJcGl1ay8ydtnmdJxp5JU86jSgDrSmxlBXH1h0ZtVZm6/XwjTruc7xdD4Uzy2L8o3b436rhf1XEf1ZmV6rqnST6vEx3hQzIFLA1bjcvD51brLLYO098rNsVUVhkT7xSZ2fBfUXHyMgYhnH1PR/WtH+JnHrcCX6bSVm/GWCfCRBz7V+yJ1l3hHhtMb1sV4b2NCArsoguV5eVmXqm3MaxOevr8yRUHpE9eWzGzYWkJrBSJPrmsKNe5xwjGGHFuSgMsoGwoKcfF5cV0esq3QX9sdmbcLnRSW+8uXxweH7ctuxbJmQGJETms97k2q3n168v/fCdG++888X9R4tpXiM7A/TStD9tpvfjXqzNC13ebSZvymIzL37+aPfNUXb31Wkh/BfP9yvw3XG5sNRnhkkjrrw69syB3BfrndrC2sl0aa+PzACK2RLRTGP/HYCEqjRmPksG3rOnM+eeNvmJ9w+LhDUhesm0JcQd3a5Vxa6o74r8dpsd6Oa1LH5UjK+1yYcyvVqUAXizag+M/VS1H1bZtAmPUnFXNT+dvHKuyUCdmAyQqjAa2A6jRTR9czF1I0Q07IcynzZ5QEdgSl8utZ29ttuIaWAZuWSqxo4826B8s6KHg6DGdbHdTkeuCuCZyTIFnoXMfuVPS8xvTWqpqqqv1bnMHAABXKDAyJ2iXoimEnlNNR8Wl2fG3G2bc28ZuOfcQlt6Igd0p45TH4B4bP3dtjDETOCR5L+Cev7/wR87HX8ZRRNi2QI82pn2q1yj9QB39vpDYSxyv1H3DnoFIkM+v39xVNbMtH053TiPmPnNQW+3FwfmWbGK3m6Pvh0zVd5gMKCAbJg9ePaMQfvwopr2gqkcztfVIyPvNXkX4VldTQKs6PZH5XAFw/O6TVsTnCvLchYy4r0v8gKRhHexbXeqUcOWyElUG2JSk6PgPdhLaO9Wl4lV7AEBGnTrJg4YYl3tiNQxb8vsKGj2gbxugZ62+fNi7IlXi6qTNynA82jYdZYc96RZTNJj7x5k48pZMiBMeJaXn+T50zqzzgH4gvlpVX5S9pwzl7Z8o+v5sny/jv66nv4vo+xv4+x2lv4kae8Lse/kwybLQmAAdOQN/6JMnouaHbdEEnCpiGKEHPBlkRRECIyzuMIAUs6X1RcB32i3wqSMf4nhlFG48AZoyBw89HV4yp4opEX1oJFntZ/2ddciCjJosdXxWJ8LrGM9FlhmIRuZyBGwIwQf6f7UdAVUsRilfnqsTlPQZDk4OG8nNbYcwoYp5nUyBnjaZg9U9N7F/nY//4dbK3dWL3KpAzOReXvn3zIEA3NWy73DbpSWb58KdGTZIPeDe14lc+X0VhW9arMSXCCXS3f39s7nT7enxl1fPOy1VSnk/SeX3gYJ9tPXZ410nsKby9Fqd/rlYqfVnhmZFLNH5vDdev7EZJ0edYfPqqxjtQV+URVnVqdET4q01s6CR+BFI97PRyfGlsw10nKRCCR2vKL0XZHvBHU9Lxfy7JWV18uq1fi98eBB0zzM2qNgl8WWt3ZgB4VKFclDvdM1R4WqUpUdtjs5Zt6T8c2knraIlliSH+jpxKYy1FE73hGXq6KXU43BeQgDPR3KKfuZu0W11PQ3xHjs6hadIQyAgEizpOFv0LEx5jdTlJA8OwRsAy+kiQxUePwwHa8K8Wk5vlJGXa0PINwW7QnAGPFpUz+QIvFwLtVn+fTcB3aoCNo/mGrFHz0dx9GEuNUsdgpz+yxxQIx0NE52BlPLbACf7p+Og2NudrPiaW9smXMbHqyeOqReVD3audSEsxxTfFuw+nbMVsdCiOBDILQMjOgDHTdNR6kh8y/y8dU2/yxPxsLGCh7X1bO6fG9wfuG8DHhvPD246M1G5bz3bdt675l4Vrny7Hface4FYQDyFzo7tQWQn/r2sJk+q0eZnvWsKSCcquTUl4flWDpjkHpeH4vSEXGAiVdP2uROlWgPiYdfJPHTrNirK8lMmtjyi0n2ZZxEAJpAeu+An0XZl8NoP2uIvAA7XzZ303SpSEi6TZVda4vvl/H/WA/+u6z3o37148voCPyu8cutZIcXWq00uQCsmfeV/Dgezec5eC4pcIDdtt7T8sybN7KyxBDobQSmT8r6htSvLTy3/ogxd+E5YUaYW1gkkkzO4p7FPWbDXCv3XLpFIproUR5qTYEcWmhP5N7QnVpsgKFB0ZN9hQoDhUA5RqftRmKmMqSa1IVMptawY8RwJntZSNjprtWnulw3cklWV4uTu5snSyuXdw+6DUtmx4DhG5rNX4dnng1GCqYwc1xnYsfscBZ4wMyWsWHm5wtHH91dfn0y3jlLXhwOJMKDZ2fTRgXCe+vdy2ntkWOpv3dr5fXxrDAamO3syN9RwYvMOoDPzHpbr8q6H8JjUXpAIF4T9bqRIVCt/EKbPy6zofYNMgAciHpbihDYmPC8SQugMfL3yvF7Kn03jU60fVbJK1H6T9PxtWac2J4gda43czU6K0/fiMMdPVpXk2f18abtbevJlk7fFKcHYiQ5MGCrRacaBfCMoWD9qjxdbXo9nYbga3BrolejYocMkPvyjRgmoe3KZFfEx01ceyMILeHXVV1kBsSyLCeTya9deWBLyiP4wA/LYuicJrpZ5JcBpl7+bNi/URX3RfluFn+QJwttfa1I/zwa3qjTx7L8RRk/aUr2zB7+VKz4t8EsnIkA0Yk6uFs7E2mRmCMXfrk33Mia9UH8NwsnP1jpfXmYfLrZ++u5reeD5KJWt7dOI2uKVn22dFR6x46AGH4fHc9WxxiCJzCMHHhXNu/n0zmpfpJPV40aOrdU5Yr4szL/KM/n8vhKXbDB1Jg7VVEGjwDMPItJdc6FWWI9kucwMUW3STwgYJBod9vxvk7Pm6gGNTBiXRUaGD17ogzE4+rkzDfgABRUAJtlXIeAwCu633X5qpDHxhLAnaT4+GKiPAMABa8DXu9PHgyTsXYewRCtJ+l+VjiHm7X4NC0+m6brRTX05qhNY1c+ys/ebSf/a96dk+2fbYwXMv0XZ70fnY0y65aq/Fho9nwq1VJdnXm/EE9Gzj/OsjGiR4/BD4N/WZSbql3XAgIyzFY7JOx6Y14Kv6bwhQvnhJfOPWMAgJGDZ0yeUAv/3EOF4Jmn0t1u9QPGtPbTrjn3CIDeQLNdr/X9EaNFz5bcWPcznyChA55Af799lYU0YI5oslAM25SBHbt+yPsiRbIT7/eq0QtRLIhsux0iI7J1zATesydskd66QjDzr7bPCMwlY2ACZkFEQMDogYACIbKbhdN8NakzztqffvD8i4cXdR2+eHZeIq3t9l5fxsx83C2eH4wZqND+H1/1skYHZb+yzHlrBPhdyhXEbC1MuuNImwdN8VyJjtHsAIB2gl+qShd4oc6PrRlou17WHhC9LiDcq6oGPAd17M2TqnCBN5TaEmpo9I08W3PuelI+bNp3B8uXrpiE/HXz4kz0N6uLzCtEvoDJeRgBoEM6aId7or8pBttiOPbloEkKrwFZI49c22unDYrTNj5VxZ5JD03sCSlwy3SsotiV4DSi35HJs3p4VMbnbZGBcwCzbzZkDgAzR7dviKSZPWkSFgED3ymKc6cDhuWi3RMtk3iW1xvWmUCvtVoYT4OjCHFuHB0KwYGLQI8nkwLAEYY/GGu3/xLomIk5IDKtTtvHF9P5bny1E/3vDzt31i4OT0cvh8lPV49PSt2r9YfPjxe2u4+PLv7T486bQU3Mn7+6uGgadsEDOv6W+fOvQUTeeyklBwQHHkiYcKOcPJblSys/rcbB8WpVPVXVtbp9N4pOwG8LuSpbCLAg2h2jkYG+ip1+G/70lUYbCQHDaRGPgy8J+qa+W1+8lmNvFHtnAOeaqAgegQLQrq5uV4MBA3pkEzTDyybNhZkEv1b3IbgzqZelVIB3Lyefn41z4RjIEOyWzUI07Tv7sDuRns+benHUk0gcYAzqk2lyL6kfpOmXw8HU26eyN9eO/qzsXZcVE/9yY3LtovzlaPhXx72ro8mU+VFRRA5s4Ft5fi/OItMChYWm2hKCASwEi/5VXd8rkkvvUSOh9cwIbSYXM7PZ+EPpFxCHPnS8X2GEAEfGLzEaCkKFJxAUAiNNpH8kzALAofemqw8lVC2HRHTH8uxIngWQ5AgDVr7qygugcuSSqb7o6eNTPwHUDKCg7DZdxQowiOBO6rFmVRE8aUefNpN5nctgESyynn0jB2Ziy1/vlvkb7mJIM19fppntOjrwAZzHEBACYiCyGDxBK1sj9aRK7y92/u+/3m+FvPvifGRMFLUPnneYOS3NnVeHmmltb/zqYCxFMh0NnPNSqV/lyHynUTcG77WQIsCVOr+XZcp6h94SCbJLRbEs9FKbl0wV0YM2jZxF6zzQlrJLQiZOLbXy/6yyF01TOL+UV8rjfNO8Ew+vTrPl1hzX590QvWgHpy4eufJQDi1b7cWZ6JVUszWNFttiqthKdheueFF1H9e9Sy9aChb8aT5twCCAJRrr9m51uRkqi8GjT7w4rkYADsEJ8utNlKEvmYaqXarGpbez1vfMw74ofsOzYlb7Ak8eCPbyeqNqCMJm26zkJULY1eJVljOEFGEximMX2PGpMk+SOEBoWb1Mi526VeQD/SlJ+t8Cs1YeMhOFgG7r4vL7t96sjfJz0W6n1d2NMTM3zLdX9staMdPeZfTiMG6YX3WLv7y6NW313Z3pZlRyQA9g2f8LRaTZ6rjX63nvFdKEeaHK9qRsmfeaIrWya/H9afbzOv+HSbSvFTHdy/NSOR/gZtukPnBw3/6f+a2ja2LkZputiLhfxJmVy3JaoA8EQHxg6kvZMPKlavdVvaSrc63ZkaeAiPuqOZByoy0uXcWAF9Y9k81uVj4fTraK9tUgcsyNMQ+749hah9Bp1O3+5OFwlIWApBXIheGoKpVmWszSf5p0V4K9kvd/0aZ/30xzYmbaafV/Okhel2Y5UStF8kVveGM4+WKYrefFteHww+GkCJZMOLL2RZpJAnSI3q079yBPagJ2LFU5zjPrh1H7KHOvLO5p95qDC+EIYI9ZmrAAIeVA4GvlrzFLQvbQlXY74LZ2rwlxbM6nbjQxRW37mppOOymhYg/osAV7Ji4G4iwx04BlgdmhHkh27IFQdUUv8gUCe8DD9rL1NRI+lJN/zs8m1oAH/68VA3jvZynjzDxzHSvqeDSZFHmSRFOPoabw0e3n/fT54ubB3iTT2sw93qqMVz7cXdw9mNYPnp1oESD4ENxsS26tNcZ89xg3Z8Sg19UevmiKNSG9D448IDGbN0p/lIucQJN3xIky9+usQY6MedUW/ymf/LzJTrTetv796fRam/6kzd8T1YjgfpFfb9u/ji92zXRdntyrupKhJ6ZTl6euflV2V9W0D2rk1V4ZVwiWgZ0Tuj2sJ8Mg9pvorI63dXGgSk9EDgmw2+SntjmwZa+MoiBX5FQYgRCIaBLsns4sYWCuCV+0cY3wdowaARF+w++YmMPMMYE8kI+UuxXnhihy7lqaVYFy7+5meQKBLa/X7XxdGeQG6G6UjoMnCCMTXkwqGegPJxbkvwQ6JmYiS9RKY1b3+4OkZG6ckzdWu5WygnGtl7w+mRKHBszVxQutrQX33pPT+f2L+c5obnfIzAHJz1Y9vxuzDxsEaPM21fZZmYfA28bMVcWbuv3BOHou5Nj4B3kpCfe1ftHW3nPhw7U2LwiZfycdE3FwXkDYr+PECYtgQ1hWydAJYJJMrfXbMk+c2xR54/3U+/U6R8+GEAM2LlyV6csmrUghuUGAe3V57/RsJGSDsDhI9hu5PYo345w0W8Sxcz8/PXnSz3raSsb1olhMaxY8kPKX/e4rXb5fRf/YVt8bjY6C9egIIEH6y43Lp1n9ppvFxr532H2SpH+1f3E/SiTwtSjrCsOea8B7WRJ7T4Ep4KM0eZ2mtRSj865W7SRLKvMmN3N1eOTxlTF77NCH54RDQmXCCwqaZtnPfmvmoKjCa+dHBJH0DxznDWZ7ojOWA0elhTDVZd8m7AN4bNmfif6h6Fv0EIwDfaymeWiIPFEoTTZuJ5pBcDhXg0ZlhsNhaA5F5m0gB/Cv3bHOOgFCiH6/L4QYDAbWe2kMITJR8LoNR6lZ2D259mr1Yul4QAz33xyc5jUzvtjofvz58cLLXa10sIRfCfWzLJtMJlLK32xefTvIOy1lEzzdy5MzYzwgueCJPePTqv55mjVIGDQE0yA9aOsv23K5Lk9ss+Pl87oVSGxtx7iXtRwHuNmUH4+TO5X+oqofNt0lfXKlOVo1ad9Xj4vDpya+WvReynhDV6+b+G7Wny8nl1oyUOX9oUiFs+zBIZ6q5kY+WG9zScjIrddrzbgBTVqnsnkkxgs60cwBkD3vmWasWgT0RBNvN9pM4Fe7EILZ6vibkxXEEBgoMEII4AcOvsxy7ULweDVPchPY4nxZnljLnkfGfZFNamRE3krLk1o4QMHyRpbH0vK/Nhv+3xx/9HQcRVPmmeGI64+n46K+v3kewFvGN8ejg/MpY1uDu74+iIVGlhvbg+PLHJgXNvrL/WRu4/Tj+T0/C1Ji/LpY8c0Y6dmPSiml1Pb2tnHubDheGI92q3pdy7/Lhu8X0e2q+DBNJdJKVnbrgtHdk1UvgAc+tPZNU/sAjN9Ox7OSBXoIRPvRcCMdG0LjoVZmv0p0CAKD9TQnokcyTxEokAVcbNM8AAKGgCbwh2K86SR5C2AboidZ+rIsLGv2IRPh2uX0ymhiHZINDmixP9xtW2Fga5B+0BvdmsQJYuphbhrfa7KFevROnf73cfSgFMiAWHMIHPjm2ehKkt8Yjc89PLiMBfNG2TyKUiB+mmdHacVEiPCgyM6MdcjKwJ3e5d5gAg51GzMHYjeVn7RuWdmuM12wPXaFdjcpuOAa6e4xVgxBufkQEkJGNK1/hKFmcAafaDquXb5an+ZuYkhA4Dbojhx50AFdpPK+inbERAJCQPLQ8/WwnVqyIYQK2ws5KknnQRzJ3rYYOg6pbTsqkwjsvkWZ+/WEOH4Dsz/NRGLW2iRJjDHD4RAAZgETRDOHXkbwjMrDng27yEfj6NGVz9c+uHrGzOuX6auTiZL+0cLBtTvHtWwARK83VMpIKb33s7H0OI7zPM/zvGmab57Sb54ns3Vm1L8MHk6Fmh8MOTA7AMCC6GZ/8NF01FgIoH0Qhvhmnr9XJJpYIbEJx5V4rSR5aym8ln5fQ0U8Fxe3svLnebQqp4+r/UfteGrU07p7rtM1LXabhhE106ZMe66tgjloktUme9jE51YDcwikkddV0SVJg3kAACAASURBVHNmINr9Kh0FuynyC9+it2Rcwfi8jl6L/EJLRayAXovUAMx0pIeqvtStJiQkfmsqgdbambXbV1cdkD0HJkAAnxJfz9LMKiK9maXHSjbkOqJZKrKGyTmYH/cTbR37SuqFSS4ZGdpdLR9Vhf5uFaF/B/yx0/GXUTRhlojgkKWpG8bbm5fnUWmYz3P15XZ3NiT8rBNvjCvmtjcq7q50PWF/Wt9ZPcsNfnhvu7Eza6dftfJmcxQzVFVlje33+23bjkajYFwW8B+Sy4+K+KfjwcO2ypFeVdW50laF+3k1IVhW4tPx9LxsjYAHWp01kp2baQV/DV9ZcBAxWs+AUymeZsPCGQAGQ0t1lFnjje7I4lo9WdC1ZXaMhLirmgPTOqRAvCerh1W0oSQbdMER8mZdHVAIrNgGtPzx0eDjQcTMBrBfy/tnYwfMIRxl1Xtng/lB/sv++C/Ppx+Op/9cDD5r2v+rLv+3dJQZ5ABIBgnZuYNS/Lhf3x6NxkItDNPTVqnWPjkfO/adulgeJoIdBHfUtM/Kynjcb8WrPGNiL4MQ07bNz/vzU/lBZRYdbFn3yod1Czeb8G4IUwfPbXjFgARe+yXAMREHKFv9hFAyMOBhKeYjMTwy+VD0FTrw5Nl3xSgLZeWLuJ1KMnsySa0iYEQSYA/EqEahGUss9/LjfTE6E/HATO+XnZHKalOuyvGUvUf67SbuLA8BAGaMPHsYhBCXl5czubz3fuYx9lt3FQAJMQj/SsI8k7f+hPjVeFJ/793dG5+v3H92+qMPXt++svbqzYkkQ+wJ2kaUzofLy0ullLX2a2uUoijath2Px2VZzs7qtx8i64Os6+BDrcPN0dBYRADy9lioR+PoWV2etzJgcBQO2uZ1Vb+s6otaUOBggmC6VlVvlOjJ6tMy+ats9KmojpX55yxbC+7qePVudbqsikfZaMe2ffCLTZ4ErADe2HrLlIaAMViChTp51MaPm+RCtgb5uK0OTR0QkXnqzVwT321iCQgQPNG5avbbqnZhr87Pq+rAqj1Vz9xzHdFyk5beeSYEYkTk2eq4+LXaMQNyYGRAAgwG+VGWJdYy2FqYp3EmmdoAX+ZZA8gWoko9y/PAID1+GDdvLEwrt5tWH1yMa/MnOv63wNerY8eowU2Gp96qSa1uvDkCQs88t3ueaWDmtWH6k+cXQ+WJ+dGLw8LaUtsbz4+8wZsLJ723dle/chMpiqJpmul0Wtf1eDyeLU+01pPxqCWey+IL6boeH8axRNYOX+T1CPFalH16Obk/ir5/2P9Jd3Jz2Lt7cf7DUTR0EIK1v+0Z9006Np4DZmV5XmZbbW6QgfjEtM+aqNPEJ6oYE70s03L2QKNPvX/dpC3zqVW7ojq39qmQ7LhlR0Dn1r5uUkIMCBd1M3fYfdJNB42KIdw460918B5jpx+cd0sHCvnTy8F+Ifar9hORfN+U/0M82LYWISAQAFsGybLw9rOj6fVxdJJnb3K5lGQuhDtnSWOUceFOv47RofeNCXfjPEd4mBV7Rb31Zk2IchiNrauj6heJfFCFxxpf1OEnDh829qYIz4xfa9zPtN1hdIgTZTaJKib2YSrN8syDjVFKeTfHSRTCQTMwCIAOWbau2Jbnl37ksUWEOOiDdsgIjgkIDnU0UtFQZfvN2Vp1eNCOFKPn8KoZbonRiRity37BweG3T5R57+u6nvlcG2P6/b61tmmaEIL33ns/a7j91m1FxFr5fqJuaNxC1q3fCHZg2afGXZz37z7ce/bitK0UMhsywTl01gVlPSAAIvZ6PaVU27YzgxRErOtaShnHsZTfolowzo8HPbTeBb41HU6ttUzkzcokW63kxMFclgdDtcObyXgasNDwKJ6WRIL51Ogvs/Q/5PFnSTow6tTqn8WTd6PJO3X7KM3uNZ2b+uTz/GK+rh6K5if1aL6Kn7bFL9PJlWyy3YqJh4y5o+WF0QI4du6lLBeqZLNMHQNTCEQZ8fMifV0W3VYAcBXCahVnwVMABXgi5SfFaGrMLHDKYFiUqQH0SAhMgJ4BMMySpH+VxYOIREhsmDw6drjZ6C/G6QvdvFT676fZurJ71v0kKRbq5kDqxUz84CJajquFJP3B8Oxvt3fn42opS7umJvOnyYp/Ed/cGM7w9TTCN3/5drKC2TMhaS1qspqZ5/bH8weTpdPpew+P/vb2/u2twZ2tg//ns/UPHp/Pbw4+fnLwsBN55ger56NCv1w/XTnqIXqtWinEbHsopVRKhRACADMhG0doNbi23dbVfFUwwEHR7rWiG8Jnw+aDs+LT3vDv9s8WsuLImPnTYaHBM28rfft84gkZLMG30/FbVT4gASkphbHLMjvzZiDa7SL9NBtcgJ/5AK7I+lwotNCS0sGvVWWnbZZFKsm3AR+JtvBoA3qEYXArVSaRPftHJxeDRgkZHpxczo3yTlEG0jXT/HS6lxfMfJgWr0YTQ/zO6fgDaf6qGH0mSo9k0QbA4AERBAMyP4vy+3nzZBSdWrl0MWHmx9NqrW6R+fogy5RhhybwUlY9E+pWnBrEJI6CVZeTWPkkCe8V9lWjX+fySeHmHCWF2AbUgerCLEq34vxxgI6xHSKJ5LQ9s/6EWSKhR5+aew3tGggdkSa2sqSA/Ng1z8vTkgSz9wAW/IYaVUGws4b8sStW8/NYFALblOVONSnBI0DXik2dREHcyk52e+eI6JydPV0zc5LZrmg22ui9r6pqFpb49XtmAADkWZzs2ybArNpp/LH0K61dQkwRGum20XtHOjAwq69uvwcOMwMrBgTEgDhLU5+1BweDgTGmLMvZcQGgLMvZKWmtZ3bAiEhIDkPZ5mgREJeyZKOqA7Fy8uFlPHIuYJhPsonyr9NiQwpLhAD7sn5SVa+FWsinA1+de/+4FLl1yFzpcD1JrzXF47b8R1P9VPZ+LLofFMknSXzqfB5woaxf1VXX+12tb1fVz6rqiRKOmA0w8IU1j+vscVN0jGyYDdKeqk+0aJg32ronxYWRR6IOQJ6QgS4DfJYOturaIgNQR6cHqiRimJV9kIAJEX8zSforDy/HBBjYYwH0UulHpn1QFp/n5aM0fZqmd7Lyizyer7JFZRalXWnlWGupmzprArNh0Nz84WSY/iHS8axQMCvXfvTRRz/+8Y87nQ7PTE5/vej+NR0zMyIOBgNrLTN1JuW7NzfWxsV61P7w/tl+XAHry6R+8uLiuBB3OtM//8eXuwfZ60764iyf5PXPriyXxaSpszwtlVIzT9WvgYTANqBTrTzrjx7/f+y9SbNl13Um9hs88syeeGBPyhH2QAPPFA5FSSpXRcgVkqWokqySo6xSkSVLoimyKIoqUuwLBAEQRIIgeiCRff+yeX3f983t+3vOvff0/e7XWh6czFQSSKRAEiUzFPziRUZmvvsy793n7O+svda3vhV6I5Q1w/9Tz7o8Tp6vNc81rLOcLY3dLdsDoqrkN3s91ISgdoJo3poQGaJnPYIfn4sdx+FJ3hb5+aR3UqQjpbbisFkwRCRgjtHzaeQorUWhtF4R4lLsxFqQ4RJxOQu3hSRJoHRhzEIcjRE7bjjd6GkiAtp1gi+snrbSlEg2crFcGyoJSQFT9UHI5WaYvNwavpRmf1IdulpLNMIYQFRS5nECXPds6yDJbtfHNzsTW6S3G4NA6lM/vTcOgGg3itccl4AUYEPw5wb+bs4IBZAGQUEUj8VRs7iRqIWY3wjZdKYnkRoGrAZkCrAcUZMQFXKb6/tStQC1xiIXZ8q0CZVGSCFpZvciNUdQeILvR50c87SQB1mwlbijPEUiA0jGtHlQ4b7UwmbhfmLvJ7ZQipBSokoeDViqkQJtlpMxA5hPg6Mkynk+HHSVUvV6vcwFF0UxHA4/Sc3dIAAJQlH22AOmuW4WZleY00KcEBComMvpjyvkPhsAYNt2URRhGJZ+ZkSUpqkxpkxrEJExwFTRnXSkBDTiJAlnJh4aGvLsdt/NgYHOz+Ls3dFkxQsKjcJwULww+vudwdQkFEYpExjBPIXXA+99375uT5aC7KZrv+T3/yx1/jzx/iZx/ypy3kri69n49cifCbxQiwzR5mw7HW+l/nwcbESRq8A1cN8fe0K7Uq3F8Wqa7mfpURalhGgw1bidJTd92wF47KK4lsSHnB2n+VaSSk1zrB/ih9fKGMM5fzJ3/POgyLLJaPQJBk78Q+MXlI5LbvriF7/4O7/zO1/84hd/7dd+rdlsfrSO8SQdI2JeFFJKpRST6v7maSI4kdrccc9qPmGmTHJ/qe7k3BA9WOxfm6tdnj/+0dWTRMN7l+tpnJMxBA9J/8mRXLLss9I5GXYrSN/q+DcHwRdO7Eu+X2HycnNgy9gQv9UZtLXQWm5a3owfImABZrY7qDGOCEj62Sq68vAbpylnUjK4F40GxoBAT6q52A0QSGkwNJ9FXSlRUTfLL8b+m5kPGjlpQbgn2GaeGkQOEgFnOe9Jea82rMcZgiag2cpgru9NDSbHdnCrPppwNKhXuuPjjE1y/dVK6y0v+dOW8wM/4YRxkUujXdcVnPc7PRbncexlBbu91T9/NnSE+sCeHCVFL2YPumMJZlTwt60xQyKDtpY/srxEolGF0oIr0sY7Y3Mtdmaz+4FaDtmMgMIvBrm2DbGA7yWmq4E09GL1hjJV0GRQpfwQsE5AhjBSrUBue2obMWcKNrJhn3lOEEVGdTXfj8YCCTWSNoXms8zeYpN+4qYgbRadZn6OKBGHmh3mHiIxA9vJ2DPC0uqK1eKct7vNKIpOTk7yPHcc56cQPwERCqKUgBAxgcNRMa+on6gFphMgVphNprd/NpPz8j6UUvZ6vTzPXdct0xclPQFA+feMZV440ZoQZE+J24NRhlSJs1XHRzK5UZ4yX21YJ1yhUIWJUeuDILkzcmbD8Ewykpo4nQXxndC7GE3OeeN7eXokxA9y///2ev+HY/9+I/oDJ/ntYPJCaG8qMZXGLzvOm3745tiq65xQG4mHWXE9DO8kcU1rEkA681Gfxslr40HPGEmkDCcBJwX7sTvYFQUgkaSJNjNxFALm2sxF3m6ebsYu/whRwqOuvJ+fjsulS9IEP8mklX9Y/ALR8cOq9BPF6+XlZSEEEf3BH/zBvXv3iKiMmkvNA30kOh4MBiUdK4KtgTuz3yPSHssvzdeEYoryXcufWWsSUdvzL+5Weyl77tXd0wG79uC0byVGIRj8EB2X7wkByWBfsHPt7p4dTbfH672QNO1k3uYwJEHttLjRdzTkhvv3u5O+EAy1z9TddjcA1Ihk/p6LX/6/48nESTMStJEnRywngVLDfOZNpARDGZJV8LU0XuHZcRwHzFzJwpqSqBEBHGNWvMkIDUOBGi+E/t2xN9UYaxCAfJSKmyc9o7Uv9etHre9sVW5b/fuO/1KteWfoXDgavWmNvuhG//okWO71GeedXpdxPhlPBONEJJF4apEo7i1Vnl+sbAbpRpKvWb6r1VR7lCmZGHm971hMkqZ1e7Q4dkiR0cwYZcBEZryfbhywG21xN5K1VNSZdoOipimUxveKY4GpApIQBuJSpmbBGAV+JnYRx2hIAQZ8m6umI04VhgJpM5/sxxYzBjXGhHtFMGYZaNAIuZa3wva6CrUxBnQCcjUfB0aTwFSbnXDMjUFDp7nXFnEkzau9s7yQWZ6VTFcUheM4Sqky9ixvrYdpgadwwcNuBAQAUjn0hnwq1TVj8oTPAuaIo1RMaZP8zJvi8Y6QUlqWVRRFKX4vb5iiKKQUZ6dHvW4vTTKtREB4uzvsaTPbn4wY1wgMqRPGX91rroc5qULoPNbqbntkK9PhbDr021I9iPz1LJGaSNEDz3vTHb9fJF+Ix98NJw8EO1dx/9Vc6592x789yn8UBG8n4fmcb0u5kGXzYeIrIKC2EPdd904Y7mQZM0haxEatxsFmka1kSYAIiuVKTofBiRRTwXgiFQLtCr6bF6RBkvKNvhO6+1Hw0XUoM0UlG/ycAIA0TX+yKviLgl8gOn5cxS6LGI8Vl5VK5bOf/Wy32y1fU/5a7pwPRcdFUSilAIxBFkuamu6mXGnSG9XRwdmEiDTB8uJZbGfKqEt3Kp4wu2fx35473awOF9Zb8DQLLTSoFFdG5oIuWONuXghSM81erGkMdMmxfSIgmra8Ri6ITCTSy12bKy1ANKPi/mCkgCQRKdTPbDSQUkopM1YkRhlNXSWns4Ar0EhtwfbjkBFxpKpiL4fWmihSIOJ0wPMZlhEjMpoM3WPRoRFGqnoU3vajr2312pkgmSuSt5qTQychnRvJL5xY1bjY8NPvrNSutPqvNYYzvfCyF/6vjf6r4yBKc8Y4GgAAwbjRxnHdSLBusxIyxw/z56ePXmkOw0Q96IwiNDOdcbNgmtSh7R0EaZGrG9U205qACDUgA5RdGR3nU5v8nAUHsdjnmsXiMNcHQHmqu7FsAJAhjPlZKiqZ3JSmXuhjbg4INAIpMB7bAfADXkv1wJZiPxrt5i4jIk0KqafFaTRJ0bioqqFzlnoHzCNAQmQEB4XfKWLiaDSe8riRhxJpoIuDaBQbuM6SVP1EmRURyxJumqa+79MjRjZPEagiYUEGjSYGY4fNjIt5hTaXHc7bZDQaj4lZND+va5gxptRaAECWZXme1+t1xpht24wV/V6HiLqdZp5nmZBLtjMbJvd7E6mkNACGlgbjmd74wXBiq4IU7oXePdsxmlBis+DPNRqvTuxQwlDCouMfZkUtF38bjP8fp+cpQNSZ0P/5W0vvXTl4biA/O0xeG1vzkb+vZKJppyhed4fn3dFWFHgAnjK7QXQni22FJ1myWSQZ0U4S76ex1rRZpKtpIolGSs8F7lCo23HgAABoMhqINsOgUjxlrZ4ySfpnRcnsWZY97Wr+/4xfIDouo4+iKD772c/+5m/+5tWrV4moXq9/7nOf63Q69OiU4TjO40vyoeh4NBpJKdM0YYU77ra3DroLfYchNQbRizeOanbUmQTz+/0r8/WcqNlyVzfbHjP/9m/Wp5fsO3MtZdKnJPg0FlImYA4df3cSJER3rNG0NVnx4pe3Os+td29X+28et768XLt90q268YPu6GASkpGAxXoQb098IDTlZM1n+g+Uu92yrCgJJKIEuhO7I6XBUEa0EAWngm3EznoyuR8HG4wjIhptK/0g9JUmjkID7LFiJ82Os+w0Tx2gz60Nq7kgACvjF47b0hhCOBq68y1bEI3tbKvuJETX6/3TlP9qZfJbnXCsOckUpEyjWEvV63SLvJiMJ7xgmnQIjJRaaLt/NtsrCrzY7YfKrPTc3ZwpYvUoWYjS9YGzaXlEqJEQ0aBUqNt5Y1+cP5E3Q90N8ppEN8y2jEk1xr7Y5iomkBpTn+/kJlPg5nIllrcMdAkJgbjxPHkqyAhRHcqjndQJQG3FjgOKkNBQhrAdjxuaneX+QGTSmJNkMjTcGESNnuKb6UQjgcEDFHfSYR+VT/oonQwQ74ZBIJX5u+wUSinLvRrHcRAEnuc9KiI9JTpGEkjEgQXqNNZbMatyskfmZqCrTCsJx1wvEBQf+cGfGqWogzHW7/ezLKvX60VRVKtVRCACIQip0FoOO4PjOH+u2tl1Y200KAMKzh+3h7nYcf09LxlzM9XvWSANB4W0YU/uOP5+GN8d25/rNf9y0L8U+B94zm9Fvf+YulwDEd/b7s7MVrr1yZ2be3/8oP3Zjvt8b/il09ZXe8P3nPG7gXPJ8c4iFhMVoFDDqije8LyNLJMSCq200ntZvMTZjcgbK22QyFCL8Yuht8qYIVSkASiRsDBxxk9jSWOMEKIoip+fQxExSZLhcPjL6PhZKAMQpZRlWa1WK47j4+PjP/qjP9rd3RVCSCkBIIqiy5cvX79+fWdnR2t97do1z/NKEtda9/v90rtSKJ0n0VgWX768f2O+eX+59cJs+/Pn1q+t9T5Y6/3pqxsv3zubPmi9/Pa2L+Ub0+3vPH/y3s0TlnOiJ2e1IBFq4KjESpw9t1876kSv7bef2xpearjPH7c/OGy7ERuExWtbZ9Vx1AzTKye9P52trTU8ZhQjdb1vjQquUWiDCg3Rszqsyo8vCqYYKxBI04Eo1lgmgJpc3Aq8HwSjqmIFypbU9+NUogJgAvV0mhwIAUYaNJaG99xwVwitQSC82HLfPmglgIun/aYbEAhf4weHViiMMebWSaPLio2xe2T57w6Cf9IZfK/aRqZavZpgeb/by9KUkBCQEEkZhsBBEiscBS9vWu2U3bHGTsyruVxrTTISTZ2+1bHeO2uHAhDJAAGgNpjp6DC/vp7NjuRRzI9j6WZYjeWJMSQh9tmGRmUwz3Ul4l2FBlAwXfXEZcQEAVBTJmq+qDMi0N1mttqHSJKpFclpEQsiA4RAJzy5Gw4sxTUiGaiyeJUFqAAkKMAVFZ4VcTsNVzLnUtheD0e1PLibDg+V3MrzdpY/6SPzZCxc3l2MsSAISuUvESCq0hweEQEhN5NeupFAPRSHiex08+3j9OaQH9us0slvRqr10ATu44EfweMcBWPMGOO6Lue80+lwztM0Lb8rpczzvGB5u9uW0iSZZ4wijSMJLzZsm3NtuFGQZvn5/XaoRSrl1YF/bxIehKmkHKX0uZhqdEIAIpq2J/OeXxPyR/3erUz+ntVflFyBkKk8//Z6JIQhOjizv/by+veqk3c6o4Mg2Y3i631rYBCItr1g3gszNEXOFh33XhAs2Z6HiCAJVA745ni8Mgk5IUdFEjjQC+PJ/SiQpCQyUFRl4qLdVwClVPBJuiyjY8dxfkpSeTqklD/hRvQLg18gOv4QEPEzn/nMr/zKr/ze7/3e7/7u75alvPI2bTQa9+/fv3bt2te//vW9vT3GWKfTybLs4OCgzC4hEhIYgsXN7vJm15CWpOf3ur1RQkRdOzx/e3/Xct+Yqt25b7e8+GtvrP7Vi5sjiz0xDoZKGbJGGSvx6vHg9YY7b4Vv7VSdNIyQP2gOQ54RmVoq75310YAkqmfFQsPe63urHbuv9FS7X2iDmgsiREPEnvF5S+HUyLaTKBVEZCgwcDlyVuN0Lg4Pi+JGGE4ISQuGeC9KOlqRMgblgeBznqcMhVIteP6r1sjTGhAQcG4SXGsOL1V6K5UhM6BJ746C5e4ECbther/ec5BuN+xqxv/soPsbg3BjZJmgiBnT8OEY5JEkGwgxN9iKspv7teW+szcOBsqsVlsRgEX6jUp71XYVPpzNXfrt2EV1il3aTQ4LORjms5Y46RZTjtziwFJZT1lTInDkkTiR2kUEYyhX43E+LU0EBgFZwA4LGBtCjWFcVBBdQB4iLCeurZWWIKTeSYP7gZ0hAiIBxcasJpPQaKVNkBdT4XAqHDR5FoPpiGwvdVsiu87ttSytCLGSxs/2rCjTF2maTSaeH46ljpQsZ49wJqNBujSUm6Gud8NZix802MqEdQk0N7IlzjwdPtsP47GyrXwAlH+UUpaCtk6nUxbxPo4+AKDU5Ha7HQDUShmAGx2vE0ekM47UDbJ7xx1JRiCseMn3G1agAFRBoLYHk40wRsBQqJmGxQwd+fFylHzZC35/1LPQAJnj7e7iUs0QKFC3bu8PRsEtK/k326NXegMv14OimJlMIq0UiJNMXBond/zwII4F0p4b7wapNigJq1l+e+w+sMPQCJAMjKkwftENL07soWJKFlTgYui/U2vonBklhBBPVlMRkTFW9j0+ayk/AX4ZHf90eKyscF13PB5blmVZVllHLjujypdFUfS1r32t0WiUNF1GCmVaGaG03lKpkLfu72TSSDJuWNy7e1qmh6dnOt1Jpkn/4FuH0/es12ZP/vCrD25v9OnvhpE+cro1sN6cVEY+EWwMJ9UgIlINy6n0XSLMEO9UW9U4N1pJI6fOesMgzYiOuv2rR/XV/kQTIgAiwCML849D2VlQFIXWpnSxyIjuTOzZJImR0NBKGG6zghSSgVPOV4vMIEg0uYBZx5vL4rloUuPium0Pspw0SsBqlt+23BcWW5cO+i5RDnR979ThsYHsxklrwtTZyL9/Nnzn1PpqL/iLI8unh8M2Psoe5uFjyqBRyhhOdDSIP1irvzEYSaKrlr0X5kt7g4O+UyApbQjBECoigXwzW55LFupiY8jmrWJnyNctNhPIU5edjdN1jZFGyE0vLjqAhUEh0bis5Rf7iagBoIK+XxxqlGiMoSQQNWHGiLlGOkjDThYbgY0orIh8Pw2bLDVEGkgDDbJsP4/6WVLxnGOR3mOTjAiAMqOncidEU3B+KXaXjJjOk2e7LD7sljbAMi44Gw76YZgQIVfOJK4P+OyAV1vRjM+bCbmtfDOHhAxKNF1ejyGmj3YA/SSUUuWQ8uFwWEbBeZ6XgrbSi/UZSg9EelxpLIqi2+lore5XuzsjXxlhQD2o241JDKhTgmYv+MHC/n6UoCFfwt2mHWhUihac8YEXxRKm284SS/+4e/SWMxEEguuLb64EUQGUW73oyoUdQzS/b/8v79Z+da/53YNJN83OguH7zd5Omi7aw/Pdyc2RZ8iQQm1oK0j2k9wWYsEau9qsp8lyEJCQHOC67/YKeRQl275PkkINd8ZjW2rQutvt5nmeJMnj1ETZCDMejz+t3PGnkvf41PGLS8cfbQN5rHkoNWFEdOXKldFoRI8CilKxr7UmQEJDhIbkcXW4vjMoF373bDi/3fOVHobF9FyViNrN+LXXt1++cfDlHxy8eqlKRA89JJAUkiKqxcVcr1eQeGDH57te287nevlLC/UTJ06k3rbDnf6YEEGrOI+uH7RyJYRGafT5/WbDSzkIBUiaSVLPnllbvvPxeBynWdmqVyDViuJeEiYEEky14NOeVxAJEhaKB3EUoUKkAPDH7uRC6DeNzJGaWT43GqFAobAt+Vst5+35zlrXXu4MZlrO5jAgonbg3xq4LaIX95ov7bdf2mz8/sbwTsslIq2ZAv3RZrMn6FgYLY0BrWC553xl5figGf3ouPvD/Y1g1QAAIABJREFUzcpgEJMh0GCgtDdGQJpo+3L84ChfarDrLbEf42iQb8UqFmQ8vjPOlxJZlzhKxRETvgauUKQwGrEzRUnA9yVEuakk8lgDkTKS4rGqe9ICzMhQIOVq4u5n0UAwodFTcj51UkKJBECO1peDwWEWhcaEhEd5YCWRRJIatxLPEgUV+lw+OifCmcBH/Sxv1fIxb7RGjaBAMCmNagxPms7qRB7UsrVGdthJFgTxQEX9rKJQGWNyyPpFo6AIUX0oIfH4opfHcKVUr9crUyLlhFyl1JNeGc/mjnK/lC8rnc/WTyrXa5YkLRW/dNx3ohSM0URTG7X6JLo/HIXMrE2CAy8hbSaCX+x1EgMHfr4S5i9Fk881mlcW6uOBv7vXWFquEBFRcfviwaDrpiK/cX770on/P027Fyf89er4he7opZb1XKXfSdwc2eYkqgQ5oSHDM62vu961oWenDFBygDtOUBOsJvjyyCVufG0e2ONAYUeqm76PXGktuRBa6263K6WM47jc9UVRPHYFeeZO+nvwODr+xTFye4xfRDr+5PiQsqI84BhjEJBQERiNiQS8NXV62nLnNzrXFypfe2n71Utnd7fr33xu/8pUd8L5rbXmtbnBS6/Vr1zezHNZnssNACOycvGjhZM7Z8MPNjtfuDe4ttuZ2Rn+v3eaF0+suZPexbXjb19ZWa87uTaGaKs2OJ7EihCNLqS5sF3zuTQoNAIZrkg/20i83PBZnnOly3m6DCjSMOWMEm0kQqHxruc2pDZaSZDradZloi34TOxcCJwrrmsMUY6RxretQcaUEWqE+KXZxuyuRURHA/tL13euHPe3B+Hzm63bh7XXN2oXWuNbLffrJ/YfztW9WNlNi6vEkDH64fH58a3/hA27JizHBklNsDry5zZHN0+67SR7ZE4HQAZAlzOBj2T9cnGpw+cstjnWniP7Dq8WQIlSTnHC0YmEE/ATPz8QOtWYS9KuOghUB4hi0cz0ScSrhWoYQJSGU1zPD7t5QyEHjb4274WDRZaU6R0EWhXxschJoCvFfO5fy9ym1oikALk028EoJigAJ1IsZWOpcLfIv+3bF30n/Huuz8ObrGxdQKIM4317scu2LLneY1ZPbge6L1CPCztWARAoMpGauGyoKEFQWj9kzJLcLct6nGQr5Ws/xz54CpgU7xwOC9DDnN06GyijCSnn+vXtlmPEMOOzDffacMKQSOdL4+GhE6cGX+9MXqqOv9Cw/9py3El06a29dy9vRUYQqWE7uHNpnyje2m5t7PXu9L3/9gfBb0/174fBfduXRAej5MCZSOITNDc74wnLiWQMcN/23mvbgUEtC2LCYeZdz50ajdxUGpNzov2kWAziPc63wgRAGiUfHyONMeVxIcuyOI7DMHyc2PmZyfTxE+uXdPwp46NdeWVYYYwhMoQKQWgNfTv4/it3lnb7HTexfP7+te0TKzzu5C+8sv3yO5s/uLB7bbY+NVd//YcrthUSYWkRFys9e9K8vVtb7wevr9WcIjNistrprdk+ESHpm/uduaazWrOubTcXW/bdis2NFqgRc8sv7u50MgAEiSgMAWLpTfV0lCG/1tqy7SjLSjGrQgRD+2HYCGMyRJq2imwzjkgQKVqLs3Pj0d0sGnFeKHy93/WFRma4pqvOqJkz0IKTObfXXh1HBKo6CC/sDU7C8M3D4deWuk0vfGfmtJLyW4fDX18cPXc8VBqSMGJF1Op1tQHED0dkjxzY8eHIItQIoIiItCIySMYoU+ZkkMAgIKWoriT3ZrILljr12CTV7oi1CkoZZh5vx2pUACmiSXEyiPcKiBTmzAQOq3CKAYFD4rAFtziQkCIJA5BiWMn22+lZhiIj2EmTucg/CANOJIkQMTJmM/GbWbznDzuiaCi15LsCEQyioZ3Mq/NUIzGDc4XtaMky87rrf9e3TsyzTy+PAIhEnFiPHe2nC3vZ1ojXUsgH+a4kriAbs6owHFEJkuOsWZiUSEghhJBhGGZZNhgM4jiOoijP81LCUT6JS039z7oVPvI2CW8cdEa52HLT2bpdjvpsu+kHe51YJaTk1erwxb2zoyRqMn6j5xaJmffjv+0OvrXbf77hvRNzomxh5vTL37jR7QVE9ODGqTUcM568/eb28ubwlfMbv/m+99/9wH5hf7Dfn5wGTqbVXGfUzzgZ7eTs3ng8UHrNDkYR23Ym657LDBAvUNJ1P7xuuaQpIQ1aJkrdHDvnx07AZEqGKUWPZC4l7ZZHhyAIut2ueYSfea0AIEmSfr//y9zxp4wPRcdlI7/W2qABQiJOhgSXQLLd82dX6uUr7YG3slWXREkhrt07nd7pvPjGwd3p3je+s7y10Xg0o5LWKvXTKEyIVhtu3UuRaG3ozTUmREQGm1Zwc78lCQnTSZG8PH/2443SN9kYyk96/urRUBIZrQCKnMpU6rNE7GXoxDmXWpclewOAhibSXIg8BxERR2CuRkFLqfUgvDQZf7M3sAwgEgLOj5y1LBUoNcKBHy37IeiCVLgepLNMIOC9tXbDCYiK64tdO04ncTqz3d0Psr+cqf/67GDaSRkJAqNklmRZwVi32/3J8OFhPr10vQMqux9AgUJdAHJAgWUx3BAZMqhTgj0xfCN9vS5Pm7wWyOEkOYnAZ0ixdH1+IihmhmIzsfm2w6ue7CsSsaj42ViiNCiE1p7ccOW6BkLKFImRtLqi3ktPJ5pVeXiaZRHgvjsZqnLWJxDRehbeikehkWSAG9qIwibPDSAjGmu5nriZwUKZFeYuyCQGuhql33SGCywrb6O/G5D3d7//iX2rCRzdP0qnd/PZjfSAofBZx5V2RiZUjlMcG9BoeI7ZkFUzFguRO47n+4HneUmSlDliejSjCx95B/48FPNRKKKzobM1nNxujQ/dkFSqCNZa7t7ZGKQwqnh3q7kz8jeH42+deN85ti4Mxt+vtCyh3zrqvlS3TyVTJK+9v7J31Ll3d+/WzYOXnpsd2M7dqca3vzHznW/M3J2q/tZXDv/rL3l/sWrP2cUH9cZAiZEWC81BogwRrTjBufqwHzIyFCp1o10LNIA0OcIH7fHF5tAYUAZQcTByOU3PDUYKJEdQaB4HLiUXl/dhFEWNRqM0ctKf5CjzMXicO/4lHX/KeJKOjTFlV94TdQ94zCGItLbdWttvj1LZGqWv/Hj56u32dt2Z2xjcutufRPrHb28+//LaKy+tlj80W7FfWTy9ezx88Ub9+zcbNzeGL98/+sr1jfsHfc9lkYY7e51eXqBhyJkCfmGz9cLMkZ8KAiLis9utTpDTw3whlIKpZ4ypLt8/IpYeco+PtEVeCKXPt1o7OasruZUkXxoNXh0Pa2kWI85YziDKJBmSqlbIG6NAaFBG9lI+bftSa5TiMMoeeFEW5lfnjznhxEuvLTcR5Y2Ns5ZfvLdn/cal2l9t9BINCoV62D2otdGl93mv13vs5PtQ/gWAj9QnSAhUFikBEQgQEDQgAhhIO8q65q6v5utnYvske1CPp+vZaoe3Rtq2WLuQPmhpUFhFPTAjhamrarnxJsUpN742IFErFL5qjNiJJKXBaOB11owgHfHactreZAECENB+Fq2zhCNmAEPNr+f+dJ4YQwSSSDtGLyRhAEhAllJvRvbVyNtOgiu591xobyp+lBXnkuRqGAIRMYnK8DIIRkAkRaDKKU1AgJSSambdijg5KTat/MSW454a78cHh3FlNW8sxqe2tDgZUDoFvy17kTcZOxMBn2bk+4mA1MyKS5X+1aPhOE9Jixxppjqs1T3S5BXZB5tHQlKq6O3VViXMdsfR/aPhOGIv7LW+OPFywjDJr76xwJUotHzlhQcv/2DmnTd2v/3Ne17ApmdOb1w7/t3P3PzVN7pfWhj/p7nh99babx02G0zODZx3Ou5qf3TtpP3Dg07CpNJkEHc9d3XiKaJOlD3o2HebdjvnWmujwYA+c+L7tqeJk1YfypE/XreytqmUKsXXjuM8bgorBbKfcIXL3PGHp6D+YuAfDx2Xyf7SKPZpWSEQpJfWO999cW1qqbl+Yr31fvPV1/du3a2++3b75lT78p36H//73X/5exv9WKxVrPeXrHc3Jt/94Gyj0QtlvNe0rizsn7jR/Nnw6mLnR3cqK3ULCSg3xtBOe7x8Yp36ydx2TxiTS3VjpRqJn+4B/rhewRgrO6+EEO12WzB2Nhy/0ezc8kabfrjsh7fGXkZojBkyeaM/zADQqEjp+c4kL3IScSLNlf5wpCWiakt51YkXj8cb9Ykks3U03D3q+gKubLTO7PTPrjf+xfnKxbZvjEHgBomgbHN76FtW7oFer1cGcUbrn1hb/MkvQATNSDMkDrSTVd/P31vJb9qs6RS2L1yNha3OToK1Yd5imGjiIXOcYqiQKVQMo1ax7ImWJlU6jxeYdrJKN6sVmKMhqdMaaxmjcm0vRqc+GgAtjQkBlmM3lSYUciEcTYyZicKu0kiajAaglTzZ5EU9ipdj70YR3fecCDRqWkqje6EzHTk/iv0b9sQDQK0EaIXlnLyykeWRATqCJFUtOtPx3jo/GMBwJTraKzoP8urAeKGeeHxwHNd3+NAyGRkRaqunh1a/V3Ah6R88EDM0MeqVleqlzY4hQ2gKpOtbFTdipLHhhFe3KkRkRezaco2IdlvOUdPfGQdfPWrfLrgg6nZGN96fI8KMpR+8u6RIWeP02s1tafD2zfXv/Ofdc68e/83s5H/8yvHF9vBub3L5zD633rp63P3y8tn9vu2B2U+K6ZoFAMzohNSDzrDL5VSj56bZWVLMdMYcyRjFlVloDhsZA9JohHmalwQipmla5o4RsWwHK4qi3W6XqZ7H/kp/L0qlSpZlv8wdf8p4qmfFU70FEI3WAERbB717S2cxEBEtbvQu3t7rB9n79+qf/evd3/9T+7/6H6rP3aq9O3t2c7v/3KXKtYNen4e7nfHCUVfphw7l63X31np/ca/mTiIyFAh9eakaZxKI390d1sdeP+U3tjo/7Wcpuwotyzo7O4vjuBT8ExFoI4h+OBoOmKKcEsDLQyfgnJTOGb01mbS4QK0R1QN7dJL4JDkZuj0e70sZc1GJkm/Wu19faA8yTihnHhy7IdvrRIu1ycV95y+u1f/PaycVpowWqLKHgu0nNHn4hLtet9stW9ifWNYnvqh0cytIkjC0J+y7+dKWmXbNqaeHwyKMkTLI46ybcccTo2HecrVlpT0JBWmjjeGUHxf3xrKpEFADAbrK6bBul/cC6ZPBVLstYZGRysSVvJ0oaUAzrZShSpIe5Ml2EQ04I0ldJW9nviYiRQppmxc/HHV2WZYjZkTLaVCXjAT4XN1JJrOyuBhMrlp2l0sFEBKAJjKoyyEohkgQGZJUWLq9kqzMBCsV2W/n/U4+qLJ2rXByMorEOBsP2MSBpBUNFIYj1nT1KEtjIaTljP+BZVWgUYK6vt/b7IZAYEiFXN5Zr2ZaIOBu2186HhKZjdpopTYhous79aHPrtet5wZ2qACIZubWTw47Bmhk2dduLBsSD+a3dg473aF78/rK17+7UztI1zrmv/+afe7EvVPr9wpx/aCrkNpuvNDqALEQ1NUzaxynBpRG2UiSt1vug66FMhWAV+vjSS6AhMPlrVonF0YjaSwA9MfRse/7DyUujxRWSZKUnV9a66c6QX8U5T9lWdYvkxWfMj4UHWdZVl6qp71WIHAiQqL20Lt6u/LqG/vXpnrv3Kg89079L7/X/dz3e//8Tw9+6yuNf/Xc4b/5xvwH89XFs8m7883Pf+v0pfP19xeqw0lESgZ+em+pKoAmcXJz8Whv4OwPxusHPUIgZKOcT203Fivjta730dREqdEpqxOPBf9hGGqte71eURSe5zHGyhRB6XEex7GS0m5Ze17wwPc1YEB46MXbfkwGkdFCFK76IXEkBdWETY2cXNO44O9Zo2/W7KmhuztyXlg6enO6YgzUwuTuci1Gur7ROnWL761a356uPb/dZaVvnWGE8EjQ9mForRlj5UQ4KeXDcUGApV16Oc5MoOaKExMT1r0V3p0qps/i3UZ+epTuxyaWRvaLniNHEjjDzNFWIzvz1EgoDhLJwEg2OrzWyo+FjkEZY/gg7TkmHCvPSgZEoi+6tgoQhURx6J/t5b4BAGYKQz1jvpv0ysFo3GBONJ8FHS5yjQd5shGHS3FQExw1oaY6yxdiXwtjONyMnY5Qe0H0km3X3BgVJQSkCIEK0gI0CkRBBZq+tI6Lw8v53L1oeyauVnKHI6vlXVYwrclDeZCNHJMT6FzEPd5t5VUGYXna9oKAc9HpdMpS88ffpZ8awBCR2beDjdpIEQmSnUk6u9OTxJDo1mp76CWGxL3dXn2cZlxd3mkGTJ876rzrB6iNlubq7YWuHZKm/e364uoRIr37/i0/jdfWKxevbr/85g4Rt1j6z16t/vGd3oWTlpPmC93R4iTwAG8ed/2YIZpjL5lvDAENGNmT+q/XGvUoI1KkzfwgPnAjIDhwwpn2gLQBJEMM8Sneh+V5MUmSj4oFH+eCu91uydGlSFxK+dQUcynB+rS8Oj9d/OOh49IZ9mPn7yIQMSJJWAAloyC8cPX0/Rs7MwedC3O93/jXi//y36/8xXOH//Zvj/7n/83+3//d4NWrtauz+9/54XbHyZGwZYf35mvvXDm8slIdKY3GAGU+mBs7w3fv7aYFp3IWNNF223vhg522l37UoaJ8V8aYJEmEEOVkh7KxO89zxh727OV5XqpEGo1Go9EIwiDzI0+oG8Ox0EYRdoW8NvYjg8RwItVde5JJBKB+JL951j4/9qYm42XHvbjf7yksiDbscOFkRERXN5rVUeJr/cba2dv3629tDj5/dWe54xOhIoMG0BhZSgc+un6PtLelIZZlWWmcuOMJGNDGaEJJqIkizQ7EzlR6bZdvN1i1kp101WgiJ/vF4j6b88UkR51CkZpoVAwt1htlQwFcgslF0s8qOSlLdL28L1EFajLKLEYig2KY9FP0akU9AYHAczQ1YV/JG6yM3oHm8uhbbsfmGjQVZAwaS8rZJNrJ073AEcrYSt9JvAwIBWWAM0EQMiOIzpTcTNKKUd+xButOAhpNmQ8H4oTKICqVIdtM26tp4yRtrsZ7d5OTg7SfkLZV1mU+GQJDPZEMMg8IFRASNpVTyZoEHOhhWbB8hpUtHj9PJeqTAlFrkxpza/F0wqQmNbfTr4wzhXKc82tL1bxQGcgbm/UgEoOYX9msBVJ/aam2keSAKo7YxfMzEVcEdOfOeq07jCL5/ttLBuHy5dW3zp/MzHc1JZzE539U+d3X7JeW23OV7lDI24c1kKY2SmZrFoGJAe6ctoZMGkPTtd7Fan+zYSkkAdJK+d2OFQNN1brDnButCI1B89T5waUc4km/mg/dmeVDLk3TTqdTRs0lDzz19WmaDgaD/1Ir/3PgHw8dl6tclvI+GnogAqAi0GSM0UyDJiIriA6q9u6Zu3Pm1XtxoXWQ5//Xn/f/m39i/8dvNxq9aO/Umd4682NBRBtng1euHN6aPnG9RKAEIQno3nLjpXd3Qm4UIZBCRJvJH189zAuuf9KN6LFDUDnyK0mSKIrKgz8iRlEkpWy322X4WUqgyobvbreTcX8ShZt99yDNCWQOeL/vVJksJ+DeG01m42TDCR7Yk+/Vuku2rxGMppvVkZ3lRNm+k81XHGbkzeWqRFquOS/NnH3/wu5cxf13Pz4KCiBQBREaQmMkaTRP6R8sI46yF6JMuhVZnoZxnmVxmiCRQBiy0Vy+8gq7++Ni7n6yfpofj1UvMF4vb1fz42ZxOkg6TBexiYZpP+S+IB6y0Cu8BINe2sl1IYlxw/vxIESnkVVSExmQSGbM7SY/7eZ1YQwJzgBamFz0DwaSFYQnPN/K4gqX05HPgVBJMoIRvRe4d/LEABiluTb7RXbAckU0MOZ8nL7sjuZifyoKfuR7XaU/mHgv9+3osZDCoFJaMu37Vk20zqfrF9OTndx2uN8Qky022mfOgtfZZ0lMwAlqySgxBRlUQIpoN3eazEOlDRIigZFKybIc+jiUK5f0098VDy+YkkBIuFkZ7XQjSfL2eqMRFaixnRQ316oAMM7F1fW64bjeGa817f2+/8XV5pgbTeakO566uM4BE5mdP/8gzPNavT1zdy+M+Pvvrd+5dTax4pwy0mZxNfrca/W/eW//+Vun3UxOn3UsP5VAN84abpIA8IMwnW3ZG83Rfs+ZSHX/sB4bTBAVpQ9qw20/nW7ZEoiBISgQUOFT+lfLdFmaph/9oI8DhbI7TAhRVjvKQSpPWZhfKiv+C+FD0fF4PC4fkk95JJLBUi8LpSAA4cPRaynRYkvLzj/7Fxu//s+Pvvrto6OGM7vR/YvPH77x1v7GSVcRRRG/e207LJQh6vbcpaWz5Z3RwrENpCUa0lQf+JcXKghIKIUQjPEoikpXMN/3i6IoM8JlqktrXbYAWJZVlhceD6x88iNIgoE9qiX+LcsjLQnkUZ7f95KBEFXXO1cffumkdRz4BarjOFut2YwQFFsaumu2Q5hFSf7gyFodp+8utypW9JU3j/c6yZ2Z9ntr1hsrVlmz06WsC+GRRPrDS1166ihjOBgJBowpuzySwA3jSaSCw6g57+29Fc5/P9l/KarsFFa96B1GlXp8YKmuIkQiT43r2UGdVwLtgzLEyRjVzfu1om6pkTGAUhmlBnx0mh0PipbSuTCGtBmbyW6ymctAAHLQgCYybCnuHAXjrjF3IieQ3CDNxOGZ5AAKAPpJPpVmV9JQcmOUBiV9wKtxtBZns7G/yNh7vruSZy0hHxT5K6PxpTj5et0ONXADbasj8nTQtmQhD3qH09n6t4qpv01XNovJmQqvedWNdDLndXdy9ygP1nN7vxifckeS0mhKp46VbNxVOQFiOZ0cAfHvShqlT7EQosz8PC4rwaPB1Z+QKZ7s2Xv8U6aU5QD308gYs3XSur1StZS5tVlNJZChw954tmoR0tkouLbbIoQrm+1BLM5td95q+dJoQ7S4Ud1cOQNC2/UvvDtNRItLW0cnjeOzwfvvrkzfOSID0nBSRVqkn3tx8fuzredvVt/fGPSz4lbNVkS1sbde7ZDRKZlX1yo39hvSgDF062wwyHJJaIB1neTcbm3PSwokAYaQExqD+ql0HEVRaXb60W+V+NC6lb7VUsqyNv6wQQyxDLR/6Vnx6eND0XE5SexjlBWfBIggnBH/4heXPvP51ZsL/XNvbL/+1u5hLX77/HFvnBkiBdRsW4tr1Y4TPVg4DkPu5umlqRMujdFAhFPTR4ddL8+z2HfCKLJtmzFWRsHlY7mMkeM4HgwGaZrGcfx4AtvHQhIJxUhN94Naws6S5IHrf+GkdqFv7/l+I+G3TntJxgh4VMgbRx1PaSLeTfJrpzYYAmbOzXX+5IXD1283Ppg6fvXm0dDmV6Zb37nZ3RuxT7hSaNAYI42WCEIrUfAky9w48FJ3ydo/nx5cTU+O1Wgh672XNG9F4y1ZXIg7DiSTomvl/RzzRGejfNgvGo2i5epAKmG4VCCGzNqPTkcQaFAkSSjpkb8W7frGB6O0JlRmBP4+O9YgFJEgJKWNkVts/L5vvxW6o1yiEISyJcXdyDdIVZk/SP3A0IPYrxWFNkhSS4VTXvi+40y0EQAnki9FLhmSht4cj78d+5/pTmZOm0UhA3eUyijjYIlskA+vxKsvpotvhYfn8+7VtDNm+ZixgzQMCaThE8WuhJ2twiMiRQAEPqj1dBKieVga/Zhrq7XmnHPOSzv5UjX/U7WcPTyyPCHzKm+wbreb8bTd7iSMeWF8a72+1PVnjgYIBpGWT/vrHYeQNjuj+UqPK3llozNi+j9MHSwOXCCNRB+8N2/bPhFtrJ9trBwT4ZVLi+Mgm549fO4bdw72m3EcSs6NLAzJ712q/Ie39/bD/Ls3djfrzjv7djsTQHCzMqyHxU5z8NpiZaZiAylSsDEM1toWERqFhZZvHg0GXDNEY0w5zQWetmClJP+xld0nRxRF4/E4TdMgCPDRnMPS7/iXyopPGR+Kjl3X/fkaKNEoCWBeOjf/0mv7f/wnh5VmMT1fk4TjKL9x4yjJuCZFJE7qzgsvb3cnPpBRoKamK+1eRmBiVrxxabXXcjiLff+hsJFzLqV0XbdMUwRBwBgrKfjxU/3ZqklpwMgQkHbi4ntHjSUn3PPjey27Ok40UEpmqT/angRaC1LmZt1qh5kiGSt9o2InQiDg21vd//jccq7EXmWytNrZPxm/uVr9+sW9QGpF4tnejw+X14A2hkuRpGmaplZ/wNLE9UbrcfNmfHY779yNWqvcWU2to8xZS8MfJYPXmKWIpGFuMemE7WE+DEWoUQcq7+TjAJIEo1FmeVlgM6+dDgvSBpGhGorxblLrSp+jAUVk0DbhcnAS6QKICJC4FkbNJb2/9Drvx6GShEIpLDI081G0nvOlPPKMRKUGQk7FngvU48Va4B4zfjsJx1wRywujqpytpSEo6kj14sT7w/7gBx0bNBCX0iQdmdwtKlO8cy3pLubOUuZcS0eZNtLQQRK4nCVkMlNwaa6Hk7u+VRgwRJLgTOeHhWcAEFB/vNr8cS6eiBhj7Xa7THp+8vu1DPpKTeRgMEiSpNPpxEmc57kQihAVCCDa6U5euVvdaXuEvCC8td22vJQIrq/Xh0HRiYsHh+2zSHzuQfXtazNC6DAuPjh/n3GFiJcvzdl9vyiy996djgv5rW/cufz+vpRciNyyGlmSFwVbro///K2d2Xa42A2+dn7j5bv7r8y0zgbxd+6efu1OY3fghdxcWe8UyMHwiPFr+91MaQPGKvKLGw2OBICogaB0AHyqqzSWxPrThrTl6/8/9t6sSbLrOhf7J4rwD/CLI/xkO+6LrQjbLwpFKDRGSLREOnw1XOtKJAWSl7REggQBiiBBTMQ89Fjd1VNV19g1ds3zXJWZlfN05nnY01rLD7sqkQC6Gw399tMiAAAgAElEQVR0i8TVxYoORCM785x9ztl7nbXX+r5vua7rOI5pmoZhEJGOjj/XcX4z9u/KHWuUwpOwm1AiUjJzv/izXyz/X3++9pMfldY3a8vrZSTa2+0szB8LypmC2eXiz19aq5k+oCJEw0xujxwAqq1ie2LlhAQJFuUq1NAcx3G0WK2W1Oi9KvDj9ohRZYSccpJkM3nxsJxlQERWkt08OM0FMojbXnT1pBERgGClIB0+bkhUEnG40CyHKRK9PV3519fXiWh47Lh66I0vHV/YbYwf24JQUnjOQcP+UfU+yfPcsqwkyyq1WpoktUpVKcWliEiUU9sTUSG379qVm1F3IrbXg+5eHt3wjZu+OZvFWcRlJgVxM+/W41pGDBRlSG3hn2TV07xq5AYAcFBFt+GoJCRpiagadgxM91MzAKEApJLl0NhLukeJnZLS9Z6miKfC5oVOZdAwHaAEMaCUlNyKshfbXUehIJ5BQhlsROHtyJ9IwgJnCVFLqeHQsRWnFPdj9i9e82WvvZhn73X8X9reN7u+g0SZbGbWUFR8I1r+u2Tln/3qJMtupe61yNrMk/HY3U1DDgRMAhPHSbyXZ7tptJMEjEgptRGZpTQigQjAH94jTyc9+zfaOqec53n/rO59oSd5oYG3QgjP83SfoSiKkiTRobFUkohQkgQGkGQEvkpfudOo+wxUZjIxsFhmec5kdnm+FEXpYsdZOGkuW9mlWrK0sre2stto2nfuzBFRkuVXrkzGoWy2ulcHJi2X/d9//oHZTYhISS4hAAX1WrMZJW9NFS7drxSdaHCrVE+i5wfWBqeK+03v9dlyqIC4HFwrlcNUqFxRNHbQPnEzonS62Nqt2WfZw/OKxUNE/lGvoM+9onXcrddRlukMhmVZGqfcu5+f97D/RvbvzR1/Ln7Opw04glSmk/7kp6PvvL3ykx+ubm9Zo2PblZZLRKsrjc3tztLKyf5RfWW/NTlfJDpbbbdGd5pucmf6sFhvd6udMAga7Xqvtc8TmkJgiAQoUYyWGwXLEQgx8ZvFymmaAUgQ/MZJq5wypQTjcPmo5mY5AGwa3kS1gwQLpe7ttQICXLm67HSzK+MnV9bq9VQJBMSkN//hvAMAYywIgjiOtXcwDJMpGcax3kdmSvok1zLvfubu5fZmbkzF5gW38VbQ2pHZr+PafO7vJ2GB806pnfmpBJlhYmTdbmbFIEKZNbPulnNwHJ/GlCmplFLtxGqkloFJOe4GKmMER6Fp8JiTdFnUjmwL2EracTFDkCmp7cQ84EnZD0c97yiMpcQUeSLUTNt8x7GLXCBILjNKoJDlr9ZPi5kgRjJjIGkqS27G/oTvj3vBARNX7M4V0xgM4jc951unzf2ENXl46NevJPt/nk//B7X6Xb9y0TW3s7iURuO+9YbfGgutLssppzAVU7EbAHHA8dCwpAQpt92WpYTedmtO+WOyQPSrOkkS3dfG9339iXYZOgvnOI5hGKZpOo4TBMHDomk4K5AwQJ4RbFfMxUKTEzW89PpSkYi3/ODSzBGiunvS2G66EyWjwKQX5kOD4wNXp3Z2TpGo0bJv3ZxRkoaHV4rV9uS9wusvzyJgo16RnAvFpOBEpIiGV4qvj27WnfjWbCFRcmipfOqmRHhj/sBwQpJipe5MHnSBuMBws+VNlq2QJ1fuH2USiASROmejAz5oOwFPr3Wp3oJsb28HQaCjty9P1uLflTu2bfvJ3DEShiCUUHBvrPzWm4tbO52f/vjee+9sPP/CzNaBMTxx9MwzkxsbTSIy4vzywKaSQIqI1F7BuHCveG38gOc8iR0hpOAftZN40usUueQgQKDihp/f2a9kgELJdhTfPKkyCYR81wwmK6bu9Tdd6RzaARE5WXL5pCqk6gbZtcNTx2QDl9ZrXvbrwZ3J+6UEOVOKQPRuoIZ2arFdndDU8oZKAVOKCwFSKQUx4V5ij5q12cAec+onJAa9+kzmLYfeUB68FbZcCSuhFUnBFaDCWqUWR6GfeeWwfhSXq+GpmbUs5Z0GrRhyQAkgGbDTsHWcNFoiYAgk0BNpIWxmlB7F9TiPBOB21PFEREq4Mt8NrRBxNTSPWX671fC5IkUTlrEbpSecTzldAcSZaiXZpO+ux9GS7YQShWJhzqbc4GW7M55EDhEpRKVWXXc+jspSfdi1X6qV54OT+2nre/Hcf4y3fhiVr/qd4zwmokDBrGfbCh3G9wJnJ4vvJdFOGgJTCHSYBPtZWAFx5FsxIkckdU6Nf2x33BOPTdO0Xq8zxnQF2PM8z/O63a7ub6+zHDq4e2CxRJ1FfhxlKjgymQyu7DfC/LRi39suScLNSnfuqMkQb64dzlft2aNmgjlH1awY3/7HXxqGT0QbG4XpqQ0guHJpce+4fuX6jB/mkqnQr/I0PC03MuYkQQRK1Zzkm2+sHLbj8fla04l2a+7Mdo2IZg9L68UWIBXdbGilqhQXSlbS/NZ+ZbPpzuyccpBIAs41BJAkPSh71mvO9OSrSbPyXNftZXi+csePZZ+5l/9EKU+DDR+/MN1/ItKxIaSIgkgd7Lfef3t1eqp5bXB9d8N45ZfrLz6/tLXbmL5fnhw/IpJA6uaNvWbLRyRQMhXizYH9xY02kdTUaTxfEE94E4iIKMlIegRKSZQ0dmqUDZ8SnkoYPG5FKSdSpoLho1aY5a0sHy1br+1ZK35Wz8WF466dY5Lyq4fN2eXO2v3G+FL9wsTR1lEHKBZchn6g5yVjrF6vSyl7W8JPbJOlFCiAAVZ4uuWbLSmX0+Be5F1LrIJkS1G04ntvmvVdzr1MzIWmDyoGgQAs5wBQbdRMFtyvb1lRM6QoocxMfTf1gASjPMR4PaxshJUcOFNKSpQgToPGYdYoZk1QDJEqmVdNTBRsLzObPAVFa6lbFdmY1dpL4uM4mXWsVAHlsOE4y0lgId22uvU84YizgbeUZW3O7rnGVpzaEudCfyMO2krM5PEVx/qgXH6zVP9x0PxXrzAa1t/wnB95zZdcZzDw3nW7I1H0Wuh8ENinnBMQILYRbsTudcfiAihXSslUyonIno79ahJzJE5nCkSf6Y57N7kn7aZreroAtb+/77ru0dGRZuL0JBo+kej45DEJgBQBEEjgChFKXXdiq3T3/knHDXOi8Z1yoeXUuLgyvzG8XfGF1GKwALSxfjI9ux7H+d3hxUbDZRxffvHWnVvzXhAREQIQBShZngkmwnq1CkplmXzmF3ODa63l/cZWtWmH6eC9XYl0VHfG16sZUcRgaPnEimMuwUccOTh9f7FQbLmCmCL1UdMHUg9sZIWIruuedyx8IgOAIAi0ZoUGxX6VrHgs64enPPALn4iODcPQ9/fzPrNeSlcICiOPi/DkuPjmr+YuX9oamzzc2aomKRu8uo5EQcIvv7fBshxJ7e937o0fEaHgSpAavL7uOgyIPbA0/GSWS5IpESiFIHbdeOK0nZMCwvGmM1roLDfNmxXrBzPFl9dKQ8e1yUL3J3e2hw9bd49rP5wrXNqoM5BDx8ab79/vVMNrt+ovXlzosKzVbOVJoh2x7/uPxsByUgIVCYoVHISeq2AmC9/xGuOuNRUHhhDv2O1bkTsSOZmg3STcScNEo5e0IRFRhrhRKRasZo4iQ+ZjXvE7kcoMGZSj+hE3dqJ2yDOGJAC5yC3m3fYOPYh0ud+WbCtsxixYTBoBSlR0lMbF3CpDfrtu3TIdS3JiDISMGVx1rakgPExTklJK4Qi82ul+4JhFxhCJkEuiEdP+aaP9nmMfcRkSXXbcX8SNobTxnNv4X2L3v4vjv07ZYJqOJsmLXvSLwBtPwo0oQiAlIBE4GXjvWm0XiJRCyYSC9Ty5ZjcN+XhanefWY2lqqoiGzeroWCMulFJZlunoGPtYD593Gt1Zqzx7bQuJfKIr60Uz5ssd56eXxqt+dJZRAWJSENHWdmFw8N5zP3lrcXH34rsjz//Lh5GraUpA9LHyJCJmeWY0msMjpWde2yh3omuzx6RoYHrfjJM8ljfv7VhMkKCp/fpeywKQAmmrZX0wd5xIBRQ8Wlqrd4t0dPzk7lgH2pps9YSHeur2pXbH1OcoH2ifiI6DIPhiQDeNN6qUK0mcV6rHeZYAwI3ryy/9Ymprq3vrxlrG4eqlJdePOCY3r2yarVgR+WF26/p2HDMiLBSModvbElBRT6DxKT5sJgkYEYJAkbhSDezXJ1rO3ZPyy3uNf5zYu9ey9t1gwQw/2Ci7QgLR1N5x2XZiKWe74fN3t9dq3V/MVJ9/d6vm5N974eDy2FoCVmBGeZ5KynuSu48YgQBMER3CxdRbCJ2Lfuty5uygWomi/YwNOfYcS9ZZvBUHmNNQbHQkJ0mk8CzqAQKpMs5iVPuZ5eYRI5mSKvDwvl1pRnYoUgmimTgHicFRkZKRyqpBe8Qr+MgEKgLKUR1Exk5q1mJLKKUk1gRfj2ptJV8+NhbdIIIEM0gVTwkG2+71jhGQkhJAUSVjN4zOSNfwmSRFTOQrrj3t+VWfTQTJWByORq2DJChn0c/Dw//dLf0PofN/GO1/bJlvuu4l15xJogwoV2rCtw+ylDgVo2gpCu6G3laaZAQpCCXBzsUlr+k+XNj606aUcl03juNKpRKGoaaHpGmqUxb9pTwtj6Vzx59LNEcbUl5NkndmTjb2y4du/OZKdd8I3xlZmt6vcCI4F4HigjGliKjd8t5558bI6NzOZjEJOAKdyYh/vDapAJSSgnHDzf/2p/NVg12aOsyZnNys7FTaRHR7eqvqRiTpuB2Nr58SkEQ5tXhcargMBPLwcVZKLzp+8kgWEaMo+krv+HENz9vorq2t/cEf/MEf/dEfbW1tPfCbnyZJf4IG0tsG0scxA0SkG+tp/kW9Xk+SJElSKRWRQKmyOG93nO9/b2B6qjY4sB3zfH6utL5aRmILM6XNtRoSItHE6F7xyCSi29c3G/UgyXwFkogIJZF82Eby85tShJKIkKOMgWD01Lm0Wq4FSSLUaNk8NBIiAhIjO0Un8ATikZ+MbpSIyMnFhaWj4yB9ZbLzy4ut9Yr1n59fSEgBesRJKMEo7rEPHv5IiGKMJU2xaMCuTUTegNXylCwk+S3beMc23nedFGEqtJuM8VyNpFaEQAoRPnLHKEGnnh3Id4Ouq3g98Y687j2vZvBcAqCEVPEdt5HLlBGrhEY78TZS85QFEhAAJUApD+5G7YQL4qAAAxD3Um/RCG63vPGmEaucFGco98JwyXAXTXszCoEoyeVMt1VjuZvy1a5R53zHjJYCL0JFqBai8Iet5g/8/ROMBp32X8dHf+O2/qTcvuJHt9tdn6uulPddw8slAgQS7rj2QhLPxm4E2OBiwrVdVAwkCTrNsvHQ7neTPX/aD1bRDpdz3m63GWO6cNdPBumBLj5N9NAAA8uyenCdfkjMI+YQgshJOErtHpYvj+z++OrixPZx0fAYkdDNwkESKCQhpFSf3OCBlExBTiQQEeCjayGiJEkY517sP/v6/dlN595u9ajlHFSde9tVINopt2d3TonIT8XNxWOuwPC8kamjnKtUAbHHwlkS0VPMHTPGvgBI4zdgX1J3rJTinH/rW9+6fPnypUuXfv/3f/+BsdsnomPNLe7v84jn2t50jiTX8GSNvY+iyPd9TZPTZxSC1yrlPM1r5QYT6Xvvzv3yxemh2wflptnpBgOXVomoUXNvDm4oJIV5o2KNDR/XGv6d61tA6rRSTrPA7DpCcESlyzJPZU90noQUugztcjGxcZxJIKADPxnaKOvoZrXirJe6jMjh6tZSIUg4IA0uHjXj/LARzW12VrY7MwctJJKMCS65zkY/xumJYZ2xCaebJaqYssUorGTZ+0ZrKgkGI+8wl3ko7kZOiNRJ84XIEUSCkBFAb7Gda79JxIPEWfZb5cxnjLVltp25ORJTIAm6qd+MzKJ06okZk+wqthpbClAiMICD2L0RtlIgEiRJIca3befDUtMVaqZjH/oxEWsxNtbsREL4Cic73UqazbW7nTBQIDlRMWcv1o7ftFsex5jBTGCPdlsTvj0TWzOx/92g9h/j8i3D+0Gp8WqrtZ5Fi7brEe2z+LrXThgRp4Usf67T7ChJgELhsGc1hCABQtJwaJ+y/KMrPkdE6M2Hxpvrnni1Wk2X6b6YlpA+smEYjuNoZerPfvGjovNzhZmsOH6KCnuxLur2kupBsaoWteOIDEA3XSHGWJ7nGtphWZZl2THPNk+aIwvVo044sVW3Y3FjthBzagXZteltAZKID2/Wj91kfOl0/ajDkDJ6CMz4Qdero+PPe6MeeKgoir5i5X1u06zzb37zm++///4Dv/BpgU0Nvez/jl4MWiZCE+Fs247jmIi0sLqUUkfH1Wo1jeMkyBRnBIDEqg3763/5ztxCZXhsmwk18OFK4jMhxaVLa7adAuWSq8sX1t9+636nFUqIiEBw3mnXWcpCL+ac9yL9JzYgEvIMBqFyossHtT3blyrPeHJr86ARRgxE18tubtUdKQRPRzY6dcsnlq0dt9ZPGhZTLw5v35rYM8KoWW6AzBPBuOSPaNnZbxxgJfaqSZIBved33/bN14zWWBa3EIdTO2RqI8hWGdv0w1/XS6dxTEACsUd4xb4/JLEt2f2okyAoRAa4GZkt4CARFXiopoPmFrMSyhVCqnA5tLgQQGALvuKZo17XVgqRJEmF0X3fu2raBKLLxZ1610QY7XQrSY6gmIJ2zC/WW6NemAOnPPSlmu1aK2G4ErrX2u3nmvXvNiq7UdLK7cnY/IHt/qFfn+bhtSB5tWzcsc1B2561vZ0wSgi3w3DfDzugZmz/crVlZjmgAKS1JF7NE5LkSDngG36ffroGq3DOtQuuVCpaLkrvRXSg8OT7Jy2EEkXRoyM+REAAwhyBEzJCQEDodTt5AOb3oyd2tsMBJaVwXVufsdvthmHoui7p1k9KcsjH5043C/boYicFcW3qpBvkroCBmWMvCgnlZtt/d6F0dWS/VKuHuQjDENTj8g+fVoM7DV/Rm+MnPNRTty+RO9YvfCnl1NTUtWvXTk5OiKjZbD777LM//vGPtRqIDjF6P+m5Y/1bXfRARM65LkwnSdLtdl3X1ZJpetOn6RgaCq6lRqIo0uAhJQVJQskQpFQcCd/49crkbO3qla1EhJPDxyd7BhHOz9cWlwt69o4NF65c2kIiIRJQOQoiSmTOK6e1JEkMw+jB3XpJwMe/IX0/VIhS0LkuEULN8qcOK6A4gVxvOmOHDQWKFN3Za576PmG43vCmym1CqBrx5PJphvTzK0uFiq2UTNwoTqxSs4rEtXRHv8CxFlcAOuumotuUVrm47dlbWT7oe1cTdzZPbri+h2R5+VoS72XpTx37A6O56HofWGaJCxJEUqdYztyxRFS6CyGCUHIvtGp5DKBQqbpIN1NXAgmAw9QbdZuriSNQklBC0UrimTznSh0HzmmebyVRiWeMSJHIKW3xfDkJc2AS5JzrXq27q37CkCslpUTLzd8vt6ZadiIYEV80jE3LJKBA4J1Wcz70xx27grgZmj8J7P/N7b6bJihoKgreqLeWwvSdjvWjSv2lw9peyCpx+kKjes3stjK26QTLQZChRAmWlDcCmyPtpMlqGuVIcZohom3bOg+mRW16HDw876sCn1Oh4tPWn9ao1+tBENi2rZ3ypzIkqJAUAZKlKEcFxJFAP+czd6zOpEv0BDjzxQCS5bngwrGdLM0ajUaeZ0lyluA6vxapAFAiIOs43vsDy0MTJY/n9zbLR3UzJ5raahUrHSJpcvmjC1uVdkxESZ40i0d5ltq23e8BPmG9f/I8r9PpPJXc8VfdQD7bdEEpSZJnn332b/7mb8bGxnrP6etf//rU1BQRBUFw5cqV+fl5Hd5eu3at0+kQkXbBeupr4o1pmlEUhWHYyxgAQKvVSpKkVqvFcWwYRk+v52N25j3OrF71bt/aGby23bScYtEcv3uiSHWseOD6EhNSIN29tdNs+P1BRO/nQgjTNDWATA9DA5ge0yPrlaazKFJKIhRSngkdRIlrOr8eX7LznIB8QVd3KlwKItq1/Im9KjBsh8mF9UJOlOTi9vxhqmhquXrUCHS6gwsV5l4Qdjv1jlJn3XmVUlxwEICSBOme0cCQOgre8M0hx70WxG84tk24HUWbWZYQ3bG8wZbxXK3xUttwROghjHWtgAMBKGL92rUKQJ4dXwCqmky3nUbOMqZYBrAS2IdZuBN1GzwKhByLzURwyaUCPOLpVh4W0+AkC5QiI8tXUi9GVCSlSoNMzidupKRErCbZzzZP60wo4QHkGafxUrOZ8UPDWTXNjShfcH0uMwJxr9UthoGp+EEU1VH8OOv8B+/0nxI7FCCFOMqj95vGdSu+74eTteb1bvitgjlldK843oV6F3naYvySZQlBigsP2XDg1xSMxeFc4TjP0lq1kaZpj/r1mzTTNLMs0wqudI7ZOCM7nDky6Hv5fmQ9wL4OifT/+r6fpkm1WmU563YNPRUffGLU/xFA/LBgfvcHo8VuWg+yoekDRnK70F5YqwDxyfnNu5ObAkie0aGBpZkGRGmEO51zxz9Br1VKacD1U3HHXym6fbb1pk7vk7/7u7/71re+9d577/3Zn/2Z1pZGxDiO79+/f/HixZWVlVdffdV1Xc65YRi+75fL5WKxqGumOgpmjNm2nSRJq9XyPE8nl+G8N/hjjQrp1q3F4dub62uVIMmufLiSQx5JefXSRpKq5eWjpftHZ1Px46Y7MWvTcXqlUumVZR7n1P1hVJZlaZr5vt/pdDzPs9rtiPF7pdZ03Q4FVPz41cWTV1bqkwXjwm79HwZ23l1tX91ufP/y7siO4UsxuNsshlGlk9yZrhEhkQAgTmmW+4mf2ratpaLjOBZSKKUICAglKeSKBK0H3r3YFEDLUbjN8xbguBfUkvxG1/hO9/QgTkbc+MTPiONpmo50O4qRApmT+Gize57HV0qBUn4SZjwfK2xVQjMn1RL5nNeZcOsFmWdSEcfV2K6yRApQgLmECbsxlToBgUTMlJqMrRh1t20o8fyFsJGkSgmYKDeuVRqzLUPILCFYs4O5TocrbpG6VbVeO2lthVEKtG6nh12fOM3ncSHu1Jj7R3n1L8JGg0uUICTLJLxWbV+q2c0g2SrVckFX65aRihBpuN718yQmvNMxHMaYZAxgJ89G0mTad+tRpDIhtQjzv6l+5kNMTzCNk9PPFM/1J+mR3qe3rex0OpqrrdPc+pFpe2QYAYSSgCTlgvCtd5evjWz5Qg5PnbhgOyy6PVSeXygtLB+njHUsp9NtM5ZkcaSEREDd0SPLMh3/4vkN7L8uzcp7KrfoK0W3z7azPXnfg69Wq9/+9re/853v7O3t0XmXb/3lKIpWVlaeeeaZ8fFxz/N0IkJK6TgO51xntTSRKQgCXevQyvQ9IPPjw7+7dvW9N6Yvvr2uSF25sNRxfYEwebd4b+JgbGw5Z0I9aJr23i5wzjzOskxnqD/hkR9WE2eM6VdIvV7XWFQdXCMiKZYAmES/mtofXj2e3DoZPWy8ML57VPGNOB3br9/a7Zg5Wy7az13ZGd2qvzC8utqqWF42OF5SiIQCgQQyBTlJEkJyzh3H6XQ6UkommCJFJBUJBIwEjPtGpHhDqskkLKC6HoSvdLrDlvlOtbWVJDHRaNNsCU6SFjx/NnAoJaFEiqKfAqGhzZVKJU6SUrWSx4mZJXNxtxx5u55Vz9OFxCwCyxmioLLMl1KXGCokV8iLdm1DZASYEUhFk4lpKEGSBIfptP2ub54k3PWyK+VGQjTb7hb9qMHF3VrbB0ki9+L0Vs2tBWy2Y75WqP/ksLwQRCNu8KPGocfjK5H/F+3qTpaTIuIKgCPSyHHj+2sHxZyPVtqJErPN7oEXo5ILHXsvDIFw1Ql2A1chR041Jd617JU4RCLJQYH4wtDgJ7T+qaWzJZpj+bAsmV4ROllXqVR0dVEI0Qsee0vmgbq1fXbWUlCRYqQYwfjM7oXLm6++tr151No8bL78y+3FlaokEogZyxiPTaNlGkYap3p4RJTnuaYglstl+vi6QEQdHT+VW6Qjj6/c8dO39fX1oaGhe/fudbvdOI7zPLdt+/DwsNVqdbvdT6yHL/AAAJAo39lsfuNPLntefnhkzM4WiGh7rfn//dONKMyJiCh5uFDMx0wppZuT6r5zOqXY/wbSjIw0TTudTp7njUZDCKEzMx8/UA4qy4lurRaXSt2cKCO4s13qmikROlkwcL/Mlcq5ujZfKPjZ8Hr99YuVHOXNyXUzygEYKQQC1AFsn5mG2bVNJ/NFGhOBRLrH4lXFLaLXDfdivXO5UflZobQVpUdSznc8znFN8Mm2JVAh0p12+yjPKAMNhIj9QEjWbneyLGs0GmmaxnEspCQiRCJBi4k1GxsZIhG1eL6cOkIgA7AQ73umI1QxT/YC934SrgYeScwRCGg/jzYTX0o8SaKj1J3zo5k0n6m2juOUFGUK7rbskVK3E+WKUY5wu1TbDCNSVIjzy4VOJU8G6u3vnZSH/O6yUH9Ytd+0PJJAhJwgQYYM7UB8Z3L1XpBca5ntJN/P8rGqQUTbXjhqOySwkvNp05BKcoYuwYBtL7XbgWFq/R7sg/T85q1/nidJIoRoNpval/WwdDqhUa1WkyRpNpuf7IL4yGM+7Cu6VACUA2VEVOtGly4fvP/24dDtw9OaDWdkaF2M0P8l13F1aafX6S7LMv166Imu6chJs2C+6C35yPTrp9PpfEUDeWqmgS+FQmF9ff2tt9564YUX3n///aGhoVqt1kMZe56nJ9yTYAxRoWIKAebuHV/8cH5oZP2lfx2fnt4cGJgsl/TkkPSg7l6PMJ1I0Y0/iEj3x0vTtHIuFsEY0/KsDwvhFQLIGIGbYXZ76SQBAsjKdji0UJJICapb66dlIyCA6bXiescholfeOJ4tWlMbpf2KA5ChVBp19lEy4azDmGCCN9t13zKdMDwIgtdatQCcujsAACAASURBVEnD/Vmh/mHXOQrj26Z16MYENGO7W15AnO7Z/mGakVKBhLvtbjvPQPBasx26Ua1ajZPYdV29NTnbgWrUHpKS6Etxz+/4IElgKGEuMB0pMlScaC327ybuRuI5WR5wuBd4EXCFkoB8BaOR1RJs1W2nQlYy9vPC6VTbTJWAPOWKhivmhYNGHDMOtOfHd0/ruZSpEuPHlVbEU1Rjzc5WHE0Ezje98C9qZlkojhwJBVFCjKSEnF5br7x/ZO640UrX84QaLtYyCY2cDzVbIMkRYrzVdriMQdkJG603OlGcJkmr0/ADX8swfUkWPAD4vs8Y293djeO4XC73kgOMMY3/eQqnQR0gAxFHkkgAJJEwFwlRSJQpKVGnjFHRGR797Lztdtv3fd/3e045z3Ptpuv1uu6M0xOSf+JhYpZlQRB8SZ5Ov/3X6o6FELdu3bpz5878/Lx2ammaLiwsXL9+fXBwsF6v669pfnqe581m8wvefSAQQimfKPTc9N7Ezq9+eWtl6ZAJHeIpQkmgp9fnOep5UrhUKhWLRc3I6vWe6dU0HibfnBNliqFKkWh0u7FTc4k4Ibu7Wqt0fEVY86KJ5RMiqrb866vHhDSyVnvmg935ve78bgtJkgKtjd5LKQKilAoAQAJxUABVy3qvWhxvNMcN791yK5PC4+K25XqEPhNj3W5CLAJ+y/ADhQKhxNlE12p0u55nBkkiYqYIpO4yAtBr2akQdTO6jBAlFgN3Nw9JQYy0kUZHaYhEEmEy8j4ImqECwQEZjcR+VaVa+otJGgqtKbfbynxS0AX188PiSSqkTFGGrYwPbp7u2MFwtWpLNXbcsDOuCKtd936jGxGtNcxd1z/Kgn/17N+r1yfSTAqZEqIiAspVmsZuFiYfrB79cPaknYsb5U5CMFKtl5kIEKeqXYNzSXKm5Z5kqU/5frVTtDwiykgmsZPmrF6v6V3Obx1NpaPjRqOhJZWzLDs+PtZAo/5M2sMyZo9rSKSAyCcQpIgoI0qkipSQoBiihUwAFwjJxzGPoLE2+hi6e2S73e5tBzWbOQiCbrdr23a1Wn3Cu6EtTVPDML5KVjwF62GDHljklVKWSqWBgYGhoaGdnZ2eqql2yuVyWcehn2ORIBECkkB6YE0ZP9Ki+rj1YEy9XIQ6b8njOE6WZaenpxpjp/EkzWZTC031fk4P3yHCGatVEPFuwG4tHFkogDLXz6d3ypwoiPMPZwvFMCeiwdn9VhJ37OC92wdvjW+9P1GIEZXStTroCWjBOQEWgDhToKhsh/c9W5BaMMNqmADxUTNYC7Ny4r5XaQ5U7HXLG+rYb9WtHFARVZzuvO9nAjCTenC65xP1EdIQEc4+JIXIEU3J1gMrhIzJ3JT5nOcf5fFJaJym4XgYVIQkAQByn6f30xgkkMhzorHAvevZjHJAqQhHTbuWCgkpEszV7c26nRKtO+7ru/XplkdEZsbun1RjUvsJW284DSm/W298wzbesI2UQGU84iKJ00q5EsdRvVYVQnT98J/nj9ZjPlzpupxNGs6eFyHRfNNfTTzCdNdl027YIXW3VA24BEQJChWq8/11s9mMoqjHnXsUMuELWW929QPmNHKgB+XUYGff9/v7fnHO9SZMrwU8f18+EQgakYiThjKfT6WP3C4QIRA9dB/Zex8EQaDbNegBB0GgW+XWarVut6sjZT1OnQ76AgN+WBu937r9V+OO79+//6Mf/Wh6eroXV376O/11jKOjo7GxscuXL6+vr+s1oNvTaT6e5qT+mw64vwYipdRNmKrVqi4fZ1kWx/En3gpRFFmW1ZOb+gxDIgRCJZDubRfny6192xler33zvbV35sp3l06fvXHw3M311b36yGJ95qgNQGN3S6N7zX96YcvMYqUUoUJE7NGyzl8pklRAaTtno7VOjnQcZxfq3eUweqNi//NO/Vax9cFp/V9265PNaKrlPbfbemO/Pn5S3rbDe7a7l2UKiDhIlDnhA7WU1LnIGQJygIRwLY+2WcSBxTm7GFhX7HojCwTgTJbupSkpJSgPCYZ9N2CCclaKw6u+M+TZqEDnO+eC4CBjhLkjxc3dhiuE4n5HiFfXKreKzYmO/Vqhc6tr38/4z/bbVyvmS/uF/9Qx/h+7sxZHrUpF+FnltMo518oySikpFRG8VbTHm8lo0zz2490gmGs7iLQfZTNdk1HsJnyo6cw53pJhxUQKQDuj/otGRO0QtV/+AhPpUVPgHIGgoZCIqDEV1WpVlx80MuzT66UX0GinrJs0alTGbytm7I1Tv05qtVq73d7e3u6J62tMlGVZpmnqst4jXMGjTxTHsWVZX0XHX9C2tra+9rWvPf/887/7u7+7uLhIRA8skvRemD035zjO+Pj45cuXV1dXe0rwOpd/enqq2ev9P3+6w9brQcOctY57L1LWi6f/jD2tvyRJtO7wo/r06JATEYE45p0kfvWDjeGZ1nbbub3TvTBZ8jLZ9tnrt7anK9bN2eqzrx81vPjwyJ7car/6wXG16yMqIgnU6x50zpFFRahAybFm626rO91y/st27YNi5e5J/V92a0dumioxXvPLRkpEOYOBo5YnsZzld0vGc0e2DUhKIQhOkhM+kALbc8cEZ/X+SMLdwB7Juquhsxh7dxPfJWKIXSFHApsDkGJIaitN97J8h8XzqV9VMGGYCUeda1zO0qudNhDNVo3NpiVIkLQnS+3NbpAjjpacF5aa03Xrp5v1tyvOjZb52knje6Zx2XUToew4TpXi7AwIcd6wDgjSapaN1JMVzxu33JiH16pGhrKd59M1x4CABLvdsN4+LLhCBYhCAQII+hi2r4fk0bla0zQfjHb/LHvg5MyyjHOuoZyNRsPzPO1Yewic/oCgH6XQnwdL01Rv1DqdTm/h/OZdlQbUa4Ekx3E0n8U0TQDQpFk6Z9giYrvdtm1b46Z6R3jMMetLtm37q9zxF7Rvf/vbN27c8Dxvb2+v2+2qh8iP9TZr2Lc7JiLHcaanpy9cuDA2NtbfnqMnHaCFkqmvfdkjHlUPjdeLf/s9rEazNxoNPbd0Sad/lveviv7Dwsf7xGiPbFmW5vV9sukUEp0LpnEMGYmlpXar6hCJnPj41EkYMyJYWq4tVg0keutm4cVLW6un5ocTu3tl6+7IHhEnyoFIIEitZaw4yBxAAtGWG724djxV7by6Wxju+ARUcMLljkmkrDwZOqykIInETsdbqLQIEhIiTN0ruzVAJBRAgpNUD3HH0KPanMvcSoVXI2eJhT6RUjjsuhWpMiAmcDo0y4IphaRUk8lf+d2JxPeBCGjOdws8A0xJiQPG/mlze8UOb26XIpEylK00G9xtpQAk4pWDZisVCml4v2ZKebdQv9gN3i3Vj+JU30dfl5b6Hg0iIuSI6e0DY67ZHa4bMaorp20zzwTPble9Ng8I8gnDm+w6SJRpnSdFnB6lUGZZlp5v2il/Jv69B9ZW5+rGQggdxeseTp7nua6rBYk+jSPqXxEPnG+9eahBolLKMAx7Gi96Yj8VXnKv70aPl0hEWZb5vh8EQbPZDMOw1WppPOgnfs4Yk1Kenp5qfnnv1eI4ThRFcRzrTQD02aMHkySJ53lfRcdf0P7yL//ya1/72h//8R//6Z/+qUaofIEKCed8a2trYGBgdHS0Xq/3krMa4ZBlWbvd7s2bRzyq/uCCzjFDGlGrgxSN1HlykJMemw5bejnl3r9ptJBmuikAy8muT+93FXCCw7Ixs1tXlKVBdmN8O1GsE0Rv3joZ2T199pXxlQPz0gf7UkVEGSEpBKFAKQmSIchMQjGIrlUabqJqbjpRbTEih/HJQjPhIIDGq8ax6QtSXeA3juoGy3NgitN2x58uO0S6v87Z8td/HnBpPY+MZ3H5UZrOhF5IxEAth8FxmORAUqomywZ8M1HU4Xw8dF+2Gi2utKDNBstHAoMoIsk8oNfa5n+ZOpyvuYBCgLxbMle6sSKq+9adYikhNVXrHjSMUzsaqZgvdt23C9VEogJEQSge1PAZBCpup/z9hZ3Bw3obabpl7ngRKZho28UkCwEHd0tdLnV5Qb9aPrMVEyJqeFm32300tozOHZmeS7qzvW7BaVmW4zhPnWmiqa16LfQHKE94WOjrcqLVC3TKrgec0O+nRyw9vcryPNerrKf7QUSdTicIAsMwdCVcv7EesX61O/6qlPfF7a/+6q+uXbtGRH/7t3/75ptv0jn24PGtN3HzPN/e3r5y5crAwEChUOhNNSGELn08Zo5fTw5dq9EtXrIs0xPuMTDzj2W9rIsWutURxHlQo/8IxERxAKGIwsmV4mHFJVIS+XtTx60oYgIWd6q71S4RTayUtivm0kJtfL589fKRF4Q9NS0mlOs4eZZUanWHicG5ZSdKQqLJRteI0wzYUNVY7zqQiXrEb580FBAR7LnRTKEpIedCMYRbe5V67GOvdKcIkcTDESe94FjXeFIJ13zHVpwEt6S67XkpICMpFA77/kSaznnOSZ7NW/Z6lCAAAu9yedv2XRCgACRdtNxvTmwvnDQjoSzG7+yUucwZyMv7jZMg5iwd3S8fZuzyYeWHh+YfrVaWrYCECFEoRShA4admFCghZE5UaDjPj23vMdHMkqGaAYA7Trhi+Qtdf6ncIVKKJGkIHxLCZ0DQe26upyz4wPper/Tn+77rus1mU8d0WulYe6Ie5/7peha9FjTm8qkcUI85iiIN7ahUKrpY91F19zz9/TChVzhvQ6WTyFoOwfO8XubH8zwt2P+ZNSENdPN9/yt3/PlM79SI6Hvf+96bb77ped43vvGN0dFRekju+NGH+sQuptVq3blz5/r167u7u70P0zRttVpZlrVaLf1J/1zvpeo8zzNNMwiCngv+xK7wqTxp7JNL1nNIO+UoitI0EZwTASKXXCkhEWLLza9PHeyUuvOLtZevHn7/g+PLC+W3phr/8urJcdWopdGdyWISy2vXjobGjo6OumnmsCxtddp5nndbHcVZlAZrjjtTbpas+KX91o9Wi0Ml85WV8rPz5df2u5f2Os/OVd5c2d9vtI0suV+xyrZF0lVShiy/tFM/rR0xnkdxopRCQACQoB52I/rxTqiQJK2myVQWIAcT1WjgNnOuFBlcXDbdD23bQUZKFTJ2yzQUkqJcAt2zvCpjTBIo8X6ne3mn2jKC6VLzxmnnyHII8xM7HD+sEtFWxag17IFm8P/utH5vsvidtdOIoeAyQ4GIivCTfBg6I5oBgCIaP26MHpSbSl1rWglCBPLt48Ybh9VA5gQ5EBAgnO0LPkNNvfdYtX/RJb5Wq9WLMDTxRzsXnZHQNLn+I3zCvtgEe9jw9F900KpXRP/IH5YK6BXieq8KrWbXq6DonqH9P+ntUD/zcvr/Vf+qlxKMoqi3BsMw1CrSvapp/8LsnVTXzJ/0Tv0b2JfdHeusWalU+uu//uvf+73fe/7553sFsadyimazeffu3YsXL87Nzfm+rz/sCbm2Wi39xtYEYr1J1EU2fGrKmZ/DtFOWUup4nDEutKqQlKiQEK/eK748uHFcczuRuLh8OnXcOm5FowvtH7y4MDTXeOmDpWI7Gp08ffHVxbm5ar1RyKLccxwGidbtrKX5v86fvr/XfXn25IP1410r2LOiq2vlkygx82ij6d3Y7RyF8Vip/spa9UfzLZ9A8ZhAnlj+jWI7yT3JmQYS2LYthFCPt0tQqBhAU8HtwFahJA5HeX45dBcC90Zgj8bx3U6HlMhVlgkcse2G1PJwOB8Fq1HIBJFQBzkbsqOccLvtPDeyX0sSQTB5VKtHsS+zX++0llre1aPWB3X3T5abQ00/Icq4RCWIAB6Y78Wz/YMgCgHnD04HlnZfmS+tdvzlavf1+dJSJwYp6ItOxf5prJtDn5ycnJ6eBkFQqVSUUlpx4osd/MlNe940TXVuulwua+beIwJYKWVPKKYnfKEjeq3I/BSHh+e8ao1W0vONiJRSPXa4Fh39tPyFbpT+VSnv81kvS0tESinTNKkP3PPkx+/lmNrt9vz8/LVr1xYWFvTOUXfBqVar7XZb45d74Qmcsdf4bx7h30tt6/+tVCpxHEdRyLkgEoriZiTu3D/lSpKiJJS3hvZJZSmFd+5X1lcbI2Oldy8fl4zoL/5q4dLAAREpqRTmCWBK5Ck1dlA2vLidqfnTGs8SIlovdw6bXSAUlI/sVmqBvglqtWT/dHhr2/RSIFJiruqsNC0iBuc931qtlp70j3NdCCCEyhUt+t52lh8n2YRrfb9bX8jiDqILdLvVrOZMSkmChuJwPY90FbMuxJDtmgpWwmSi4+xkGSe5ZURXZk9HjuuXyuYra42NML5dMF5erH9vfGelZb290/7GtjN3Wk/SHEERCjonk31qWGefSlC5Ak7UsOOb840PV6q3DmttJyWBIGJ8HP3+B5lu1K23YjpADsPQ931NoNc14d+uO9ZlQ+2/dNGs0Wg8LIDVPGyNtNOsa0TUlD+ddfkCoLRHWC9W02fRZ280GnrfrJTS+ehqtaqRy/3ldE2S/ipZ8fnsE9sT+vhG76kcv39+dLvdCxcuPPPMM6+//vrCwgLRWcsDTd80TVND0PXZfyuKBP27RT0GPENQ5ZbZZqktibZOnaWtElBMJI8LnfUdE4nMNB29f5QTXblReOXtox+/tveD52eChClkEjJKU+LRVM3Yj9KU82vLxc2O7zA1X3Hvlwx96qWKuVbtIjKUkLJwdPXYStmdjUIjTAnp5qHRCgNC0V/aFkLoHF8vS/gwZKsAjKVUEk4Y/1m3NZJGxzyfM7xCmqEk4mo/iqZcH4FIYpHl456VAZIUIcB7ln3HNV87Lt0rNolkTmpstdToBKbgL8yUrq2UB9f2f3HvoByw93bqW0H+f47VX20kURJIwRqVUp5FRARIUoON+10GnstGkkSUPYHKmCgjIspIekrl8KnL0TOkB7zpv2pE1HxfvdHWyqs9NqY2HWPqBGuv91IPwPMbcyK9tQZ9hCYttNJut7Msy7JM6ynqclxPgAX7MsK9a+8hQ57iCHu4pt7s8n1fpxN7n+i6S6VS0SJi+uHmed5jY3+p7Evtjn8zBgDFYvH69etXr14dGxubnZ2dmpq6c+fOjRs3enQM7Zd1skJrAOkZ9tsdOfVl+oyuIdK8Xq+ZkTm1Up9er584zp3lyn/+5e7bgycbm/XBicP7C604he8+t/bs28f/8/+6fFoPFXEhSYl0pVR9fmzz4m7rB3crL42X7q6Vfjlb+puh2svLtbHl/b2W/8FGLVVCqgSI7he7y4UOEVWceHr9oOSng7tNAZnCB2SKNTJE64s+rMgpASPgkmURg0sdsyGQgHYYH+8awEhJ4TB+t2N6qIhLLvAD23Q4JExOhcFdP9jJ+dWVQzvmJFMjya/f2yNQhhcNzB4RUa1tzmyf7jrxbKH5s03zfxoqLSaZbm0RBZ4UrFwuJ2kmz9Ey/cM7d8da8kaekc0EkSRJjFEGqB6A5AOAPhHXntS1RgXoPc2jK056DBrz0w/E/K3oYPR7PSmlzl3s7e1VKpWebu2XYS3QeTZPk60rlUo/LkUppZ2ylkHvJcS/VPaVOybO+dTUVKFQ6Ac8ah995cqV4eHhra2tnpg3AJimadu21v357Y36Y2bbdpLGzW7D6naa1epJqfbah2uvXNgq1f1K27t6bWtk7ujWzP5b1/YuDB3dvF/71ou7//3/WLh6vUvEFNGy4b+7UVqsmXc2TpebgSKqetbo4pET5m4crbbtH15auzhdPq6ZuUJfyFtLhx5nOQISFhvtF+8fTxbahA/OdPZyfEEQaOWaB1yAIiSVMSeN0hnDO/RCkjxWasgwdjlnACrD6bZZyBJFUhHdDaIR25u23Hf3ypGknY5/Z6OgGy8vHLTuHXc54dRmc7/YTVDcnD3u+Pn1jcqWGf3pcPnZDT8i5EpxqbhUQik/CBljlUo5TdOPE+h1WQ56f0cCIEIAUgKRFJJO2X/6ghBRMzIMw9AcszRNdaHpccC8ve2XTtdqcn+vs8xv2HSJTEqpyX66NqDfrK7r6j4PvbrLb9c01ISI9DtM9+dWSmm9UH33qtWqZVnVavWr3PFv33o7qU9z3vozIT3HUigUxsbGrly5sr6+3s+najabvu/Hcdzj9T31jWT/ePo3vDp9rOUvNP7U87wwjmOeSekTgeeaYc6u3JypNAwiyiWMzR2bdp4SvX1585V3N5//cOdv/3n/mR/o4NGaOSoXYjG63rqxXK7Y6W7Nu7BQdpggiSRxvW7OnzSDRMys7c/vl+6ddPfLBhExBaD8FOWrs6cF2wFg/IEQ475Nqwb5f1o7MQ6TWqMZxE6t0yozMeSYuVCUy4YXrHRdhhIlq2fppOHWCA7D+G7H+E/j6ztJtlQxtgqd1fXSYcNhpLiUg1MndhgIGQ9MFfMkLVvO1fvHphC3148GTu3vzpZuVBOSHKSUSAJA6qbIAHmWSSl1s65zmgYiKjxneusgWSAKFApTBIFSITCijyoZ+nL0llmD2XWJSdef6eMl/s989P07cc65aZqapqG/A30UpCecY5+e9kSksb2tVitNUy2O2sMRQV/HayLSjk9/of+wv/nkLJwrVfXSLFowpFwua7Czzg5Vq1X9/ui57y+J/TfnjvVM+vrXv/4P//APj/8rx3HGxsYGBgZWV1c1I0O/bHX5xTAMvUiebnZMnTW3/khtS1P1TdPsdDq2bZummSSJfvMDqHPdljP4mGl6I7PH18dOp9bbF4f3nv3V0k9e3rox0/j5m7s3JovvD+z8wR8u3F6uvzi4/9pY+fu/Xnlv/PjOev3n11d/fGXlyuzxymY9iETFCkdXjxOQAByIFkvWP7y+bHOQSqHkUsXtOL81eRTzBJSEh3dB7S/A6sZFQRCsrq4mSXJweMCZSKIMBGQohMJrVqeWCS5DWwVjTS9S4JNqZvKlSv0dw5g23RMvGRzY52nGlPvuROHG/GkmgFA2bG9wug5StB3/8mKBSM2s1bfqzmbdvbpTff5+4dcr5fUgRqW1kx5sAKC9Tw/W2v9Me/tfXePqvd01uEpvh6vVahRF8IXISo82zZvQ4DPsg+t+sVnXK5X3aHhacrMnnKI7oj6mwzIMw/M8zZSj8zfTFxjVF7b+dxidNybWuDfOebFY1NG9rtU7jrO5ufnWW2+NjIx8eTzyf3PumIhWVlZ+53d+5+///u8f58v90Ue32x0fH79w4cK9e/d6ffyISCu0aVXfpzhOvdq1X9BkE9/32+1275XeK1hLKQE+kvSWUmm8r5PiWx/u/uTFucWjzrGTfzha/rt/nv7F1d237h4/91bxr76z8Kuh7cHVxi8urE3tGx7RTtW+v1P2GU9yeVix3588fHl8sxQmJIlynhFbK1ivXtzYrnQYCWJSAOxUzJm1iiRQUj3aHWstPdd1dZCiNW7iONbiIUoqqYQkQEmbtjvruUhgIrtrhNfb5geN7gvrp+tO0ExYRnTYdG4PHyApQenqvvvsr/d8KYnk2lF7ebepiIbXTg87Psvl+NxRN0gvLTV+NHz4yr3CrzftGFIuo0/X3/qHSkRaXidJEtd1+72qXvO6HKcFtWu1mm5Pzv7/9s7suY3ryv/vUzVv8xfMw9RUzdPUzDxM1SxxlV3lVMYeO+VNkuWRncTOeHfsxJ5JJfHIiWPLsWLHkmz5J0u2JWIhCULcd5EAIZIACHEBARIECAIEse9rd6P73vN7OMJNi6QoLiAJS/fzoLLJZuN2A/j2veee8z2iiGmI+Ofbb4q4TZhuYh5hoVBYWVlR9uwSh0PFYj/cHcEsTwDYoi5jI/hxxcgyrh33MqrdgU+UarWKRjG41mEjyWQyLperpaXl3Llzn3766ejo6Pz8fEOZV9xDcow3PZPJHD9+/NSpU7/+9a9hG/NZtpRTL0htNhvu+6kjoYFAAN1aWStfdv6NK0HGpr9Vak1DsNcqpg1hDxv1JrV6456QP9e4KQpRZEIoFagsA/iT2U7z0gdfOt76vfX9L+0/+9D8zpnrPzs9/+ALw0+85vvNZ8sX9PMffuH45Cv355dczoUUThznA/HmMWf3rN/iXFYUAIUkxXJL70wuVdT1z5eVKpWJAtA/6XGHsjIBoghKVVFfC6ml65dKJezfinWMoMppwX8LhXww6C9XhVKpCAqURfLVWnAkkTYmEh3x3GgqZwmsGcwzFIDKIgC52jPtCSXxho0OzF/sdQ7aViQiGa650sViRSp+O+yWJHkhkhuYCqzkhPe7XF+aPWcGPMMrOSBiRRG26BdAVRZorGiY9aHAVNZwOIzzR0xCx8cw+5ywt2ZfEwnQuaJQKLDIz7qbz/53YzISJm5iA19swIg/UcfEWGbINq9CnfuBJsvRaBTvzDa/C1uw7kLWCSjuJbJ6E3wusj8MBoMDAwNGo1Gr1ba1tY2NjY2OjhqNxpGRkXU5LYfOvSLH7C38+OOPH3vssdOnTz/55JPRaHTXK0pRFKemprRarcFg8Hg8LDKYSqXQWBk1CNeSt8sooLXcSQBAsyFcjQqCgFVMasOjbfBnRcakWSpLQKpoDL7sy9+Yi3RYfFfHYzPLKXcwPDIb+96jy4/9zPV/lyY//HJ8ajGRLhGTI6TpmbvmWB6eWkrkikBgZjZgml0WAIasPtdSDIBaHEH74hoFyIuyod+ZEkVJJEQuUEKJcjPFLZVKsSwCv9+/tVcOJUSQKvFCNrK6Vi5VconiQC49kowuSoUyJRSgnJUMHdNpQRCqolAROtun4wVRBCrKpO1bWyhfsbpWB0dXBuyrABAIJPsn3AC0eWp+LJj+vM3XuZj41jz71Y1QRhJBoTJQcvvSOYwAqBOzcCM+HA57vV5sHau2TNvJG1R/8CPEJLVSqSg1KxXmbsgeLRhITafTuVwOHzPYwHCfOl5nMhn8LpTLZUEQcBq+zl5um5Basj8LXguCgB8z9K3F7US8dlmWo9Ho9PR0Z2dnnquFSgAAIABJREFUU1OTXq+32+3Ly8vqbBZJkqampjQazdDQ0Daz4w+Ae0WOoTbPvXTp0n//939///vf/7u/+ztMLt7pN4reuk3h8/k6OjoMBoPb7WbHFAoFSZLwg7huUqNGURTWFozJ1jp7uZ1MspgcK9gyiiqSQgSFShIRZUjJIGKdWVmurqYDRZA/PmN/8+1uQ9fCh2cdr707fkZntThiussL3+omZldiAAAVGQh1LK92ObztfT5ZliqkkssXdH3OHFXmlxLX7CsSAJEVIgn5XAGnkxiIQCNdpgVbD1yQZUEhIEMik43HU6IgVYslQvOU5MsykarU2Du3FsyAAtFM+Ztue0qhskLjibz2ik0RgYDy1eWlb6/OJ2SlezwYTRaCAvmww2EYn/vw7Kw3Vv6kc6o/mFRAoEBr7dpuMxZCFEUpFovoEYHV8JgW4vf7RVHEJsR730arIzgfTCQS2AealfOxXV98U3Dxjjle7Kmzf0FevEsYfcbvgnKrU/6OUGqZiHgVmDWo7oeZy+W8Xm9HR0dzc7PBYBgYGJiZmVFbh7N1JIvAoCjXpQVfXbhX5JjeWm7f09Pzi1/8Amrv0O5OpajMrsLhcHt7u1artVgsLMMcPz1YxKlu84VTZpZCj9VZuClMa23Y8XsirytMuNPQVHKsACgUMDGAKlSpElGSqSRXiVIFEaAKglDpG3YeedpwRbtytcup085/fm78/Hl7IiuVS2Jvn3M1UqSkDKSSKSq/O2+edSarlJSVPAEy5ghM+BID11fmgymBVoMrfrEkBAI+URSwnAxUNk+k5j5624ETkBRSlQkIigSUAOTCiZVoKlnIlTJxIACg3HCH+y1LBMDtjl275lUIAULn51d7B90ggyTJmjaX2b6iN3l+1zQ+7vB+fNn1scG3EEp1dS4sLeY+6/XOJjMKKOjhRuGWqgS2wMcFyurqKsYi8IkCqqCWJElYSodxW9YF+RBhH0gsgYtGo2gQjN1vV1ZWqtVqNptloS12PPuY7dNDRR2awNfCcDxWWrNj1Mev+3OofYlwor26uloqldBIC4/BALHJZNLr9Vqttrm5eX5+fl1b0nULBUUFO4y99F76au6de0WO15FIJJaWlup+2ng8brFYLl++bDKZmCij+GLak9vtxrQhNBg8jDRSAoSCAlQRCVTTefLKG4NPPtM7Mrnc379QJWAaW3HMrQJAbKXQ1+4SiVAFuGb29A4vGDvnRABCJFBoNl/92ujWDbnnlpcrYkYoC1Sh22ynvTVU9R/pbDafyyfi8WwmXSpL2hZ7RlaGLJ5FN+bwK71DC465IADNZAVN63i1Sj2L6d/+v3HPSkzTYVsOZ21zIbttZcDsuzjgXqmIMinTSpUoRFZuLjswrQ1jRNhNTlGUO27J4pQTPc/YE3Tv175T2MQWB4AFfjh/DwaDS0tLuHfKDt7XufB2QCHGCQrG3BVV7TJLVkH1RE9nTPDAfXJ2k9Pp9MTEhFarxXCwxWLB3mbbGcOmMUNCSLFYfO211x5++OFTp07tU/TmjtyLclwX98stEATBZrO1t7f39fXNz89jEybc6nW73ZVKhVUxHYYcy0AIKCDLFbFalCh8+tn8//7K3jXgsowvX7cuF6tyS5s1lc8TAKc7OjbutU4HLZM+kcLV7qlANEsBqAQE5E6z0zC0JADIMlYTS7QecoxQAFJb2JbLZUEUY7FYV6/D5oq2dM+mMnkAUBSib3VEYyWgsOSNtvfYAaCvc2ZuJSdUQae3ZvJSb5/b7op+arjRbV8WAWSlqhBZlqulYhE36HAJjwuUjVV5tx1eLVghyzJzjNzom34AoOUbhunRtYctqqDWoRndMqF+1q+7hk1OsUYRH2nqA3K5HGbLoaeS2uY7lUrZ7fbBwcHm5ubLly8PDw9jcU1dBkYpff/99y9cuBCPx9944w2v11uX0+6Ue06Oaa0Gf5+kUBTFaDTq8XguXbr09ttvnzt37uuvvw4EAuzBjtKMTlfrxnAg3xMJqAwEFEVWaEUBORAqv/Ry18SNyKkPJ/708UQ8UfWH8z3DC2WAIqFffzPZ0nKjJCqEgvXGypjVRwCUKlGg2jE8uRhIVwHkm97tm1aB7BI25WRuCYJQCUYyl76Z0rZOV+UqABFFuUU/mc1IlIJ51G2zr1BKr7aaVqPZeLrSonHIIrlqnDEvpl47P7WaK0FVLAvSUtBbLueDKzdbJamzCOQNHbO2Hh5b8qOsoH/NOoHYRRYB+8Mtfsue8aVSCbt84i4FCwuoo3BYRIoJeYe7/chCBGy/MRQKYR56Pp/HPHq11xpWJJpMJtyRGxoacjgc6gZXeHvZxH/XAyuVSg8//HBbW9vHH388NTV1WLfonpPj+iLf2smJEDIwMKDT6To7OzFmBwAej6e1tbWjo8NqtbKPEavawjgXU5/d7XLsACpDzWaBQhWgXFWkX/+6r7PH98UXtq++sp79xLoWrVz4dqqj33O1Z/rKRZdB45FBohRiqUJb57REQKHiWjjX3OoAAHKzt5EM65t21h9RkS9evNHduwxAgcjxcLa1yYq3q1lzPRrOpDKVVt2kVCXT89Gxa958otLd5/xm1PvqmYmcJKwtL1SrSrZcpBud5vHe7PnO53K5tbU11gIVdpi6qx6JOtYJcLMbuiRJmD2G21lYAbTNc2LyGbr/wD4UkW6BfLP94J8vBy2HMNOuWCzabDb0YwMASmkkEpmcnMTUtJaWFrPZHAwG93W0pVLpgQce+OUvf/nBBx888MADfr9//15rC7gc1xNKKWuDpoYQsrS01N/fr9FoHA4Hi0yJophKpSRJwlqDXWfd7WiIQAmAglbpADIA7e1dfPPVrr5hl9Mf6ez0/Olj0/nPJz54f3gllJVlaNXeSCaLVFFEudrZ51xZywIoo6PLDtsaAAGQAXKUSpQcxOy+f8A364xRoECp1bJsNwcAqqlCqfmyrVQoRWOlluZpIPJl/Ww8nluajXcMe35xfrp3MlghiiDmgao7i9YZWksJz2Qy4XAYTSpUWeE7gO0VoyHZysoKSjAWgGCMdRcfFUopGhMGg0GMMh+MIuOyA1M5mesF+oiyzN9UKmU2mw0Gw7lz5z755JPR0VGcLB/A8ACgXC4/8sgjuLJ55plnxsbGDuZ118HleE8sLS2dPXv24sWL6g3ZdZEQ9TcnmUxisbXNZmM5xegOjLVq+75Kutk3tFa/JyiCIHh98R/crx+zhnuGFmLZkrF1CgBaNFPJRJFCaczktU/4gRYIKL5ArqPHJSlgNM6lUsU/N7sDkYKwv5NjCkSBWCrf3DKhyIRSqrvsyK4JANWlYKy1yQUgzcyt9g8tSpXKJc2sKFfbjZOmuchnHX4AqBAoUYHSIlSpcqeGHbscYG0PCjUumUwmEolMJqMu4NyO/GFpHxr4Yl0ve8YrqgamO5VjVtNBKc3lcriltumm5S5qNLb4FZqrsE84pZQF2cvlstvt7uzsNBgMWFfl9XqdTmdXV1d7e/vIyAgW1G3d+27v4HP05MmT//M//3P69OkTJ04cVq8QLse7Jx6P/8d//Mfrr79+5MiRN998EztGb4wVslwf9pN0Ot3f34/bEeipDwBYdIs7S0qtE8Tu5lYMFkNUj0EUxVQqWSoVg8FgPlcIh4MAyq/fGW66MmVsn04VxebLNypl8frw8rTDS6CyFik1N09QEAEqokDaOmenFxJ97S4AKsuyIsu1tp37nVpAFUIJQH/vgtsdzhYEvWZWECkAHTMv3JhYA6CTE0v2SW8hW2nSuXMVSd9lNkwFfYEc4IoACAZq6L5FVdhNZm835jgWi0V0sWBbFyznF99cbFqBplTomIHdb9dtLaoz83atUOwPMYqCpTosbwETLrcZysDLYYGIdTUamJ2GGydsFpzP5wOBgM1mMxgMTU1NHR0dTqcT21Sy08qyHA6HLRaLVqtdXl7e77gKynGxWDx//vy7777r8/n277W2hsvx7kmn0yaTCQAqlcp9992HRUHb/9xIkmSz2Zqbm/v7+4PBIPthPp9HOwKqKoPexfCoqlQBq0swxw4LATAXVVEUQiUAeWZ69dwnVoPRlkiLbc221UAytlYw6uxilUqUNmsdqVgJ59XmyeCZCyPu+dWqIO9leDuHKLSiEIjEim1tVt9yvrPDLdGqotDezhsBfxoAWjWTqXjO5Yz2jyxG4+X/p5nRmN2VyuFb8WYymWw2G41GsTEuE2WMHqTT6Wg0iq4RB9xSE3PjMB6COT8sErLNYbAEfFRhTA1GR1BWXkEpjcViN27cMBgMWq22vb19eHh4aWnpdjXK7KVxZbDf2SB0g3f5YaQ8AXA5rgs6ne53v/vdjixj2ANfFEWHw9HU1NTW1uZyueitxVSYt7Q7ZyJMqi2VSrhnuFJrXLYul6BalQlViiXxT6ev9w8sWMaWl5cTXVftskyNmpl4vEygbLWsWc03q5u8gYyu9UY4Esvn0qlU6o6Ne+tFtSpKcj6wGixVhGtDrkvn7dbJNQUEQZIMmql8qZzNVfTf2iSxPDS8MusOzzljH5yZdS0nKUj7vce4TVBcAoFAOBzGRC7sZoDOyEx0DmyTjVUe0Vr/JK/Xi/bt26yGwKrlWCyG9SZo7s4Gn81m3W53X19fU1NTU1NTd3c3dpJWF19smq/NJJ7NSOp1yZuiTuNhpTH7+oq3g8vxXjEYDCdPniS3OsDekXVLWgBYXl7u6OjQ6XRer1epOWDgIhcr95iFEKia5lGVZw0A4JwXdRwlWL1OJKrGvSyCARSAygBgt/tGhhcNzY5ksmzQOmRC+ntmFhcjANVIOH/VMKWQKiVKb9+02xsHoAAK2rNhz3lQFaHuYr7MMlLVoRVs3Y3OjdFoJJ+PC2KREJLOFE++cy0WryhAk6misdkqyUo4Umy+YgcgGt1sKikY2uZ/97k9GIhIcgmAytX69FfcAlrLfmNvjfpdxjpmbEtaKBRmZ2ez2Sy2lWGHHWS2AxuzOgCC/2LmHOsvp/6Asfe3WCxi9LlYLMbjcSZhxWJxZWUFd621Wm1HR8fs7OzGKmS6mbGR+rdsbOpH1KlTp/R6/X7chHUvd8DvAoPL8e4hhFy5cuWtt95Cg83tR9xuB6U0HA5fvXoVi62ZjCqKks/nsSMZesSgeLG+kGhXFIvFUIixkBdnLpuGs299VZRjUigLzXpzy5WJUCBraJ7KFKS5+ZWBPgcASNVKk3YsXxJTkYKmaaQgVWRSZdth+OpYUgHbKYneDLY3hW1W8vk8boLhvS0UCpIkYvdoAEqBWEZ807YQAHg8kZ4OGwBMjHus4550QW7STool8qv3xiyuaKWcrgrVaCx+MMWvrDoOo6jqSpN8Pr+6usrmenh/0PsGU9AOXou3gBCCVlYotfgT3I7D3UUsYsSD8VM3NjbW0dHR1NSk1WrtdjuzNqwXo6Ojf/EXf/HBBx/U8ZyNBpfj3RMOh//hH/7hoYceevzxx9955x3W1XR3Z1PnY8TjcbPZrNFo1A4YAJDL5VZXV9FIQVEUdGZh3xDsFoFHUkqxOPvOBS8EgAoAVQBYDq79389bnDfig9ecC4vxoiBd+cpUyosAVfOkzzIcGGq3BVajIshylQD982vJsoyOYlh8uFM5ppRiXRxWkUWj0Xw+n0ql2ISFECLLVaoQIBRAIFQpC0JzkzWbqQz0OhbdUQDoNjpWVxMLwWxX53w8VPjTldl8VaGkqAhSIp7Au7SvkkdqrZdxR255eRmt3LHel9TsRpnDH9ZuYH1aLpfLZrON44OOSJKETj0Wi4U1KsXPGKU0lUp5PJ6urq4rV67odDqTyeRyudTBK6rKpt/jSMrl8ksvvfT888+fOXNmj6dqZLgc7x5ZllOpVDQaXVtbw2bJe/yqq5dLAFAul0dGRnQ63dDQEHra4id7YWFhbW1tbm4OZ14sBAGqtSfdwBavChRNOCUFxD+dHm76Zmp2Nmy+5gOAvg6nZyFCgBbK8H//axzuvwFA5SqhMv7VzWEzxWcZVKw4jX0V2dcSNRHFCE0JsKQNAzLqobFlci2ugkHgKtZxZDMlvcb61XlbrlIpV+W25tl8odLdv3h9LDA0fCMlCQQIVQjQmy+Ks3gsiUZ9xNPuqPqGLU3Ui3e8FlR8LGdQFIUtbm73jqjfOAAIhUIY68eHGYvbbGdUu4aoHIXY9h2aYaKbM1ZgZzIZQki5XMZHptlsbmlpQXfZubm5de8aVQXQ7vzx2x6nT59+8803z549e/Lkye0XT37n4HLc6JRKpZGRkY8++ujTTz/t7+9HKVEUBbfRksmkOq11VyiY/kVAqEI5Eiv+5letS0sJQ/MkAMy7Av29cwB0LZa93DSaypQp1JzjNrNiQR1hkz7sJaiOroiiiJa7aCgqCAJ2k8OL2ul3zDqx+sc/WMKJZEESWw2TJQHOfWrR62fiuTKBKr0p34RVfmARM7pMYLYZzlK3L3xyrRWLJEkYSMH5I2667qhMbiOUUjSiTKfTrFvurs+2nZdj+88YYMEED8wAYY9YLNywWCznz5//5ptvXn75Zb1eH4/HDyqjBgDglVdeefjhh//pn/7p7//+751OJ+zznTksuBw3Lrlc7vr161evXm1ra+vt7cX/MBgMDoeDBSVKpRLupWzsxLptlJslzoRIsqAAOBy+7r5JjcaaK4rxdLHD6PaHEle7xjL5ikKBKHDT+GIz2VHvULP2w2hEgGVgaLPALINZdQOmFux8R5u45uJteselL8c/+mCwpWXq7GfXk1lJAiLIAr35zKgyOVavndG/DVMAt6+hhUKBefKtrq5isS/LAWC+9Tu8CmDDg1qUFjun7GvIu1qtFovFVCqVTCbT6TT2l2IfrVAoZLVa29vb9Xp9W1vbtWvX8METi8V6e3s7OjrcbveBZSCUy+VUKvXee++99dZb+AjhcszZR9TZP4jX6x0ZGcE1LDvG5/MNDg7qdLqZmRmWOZ/P5yuVSjgcxhxSRdW9aRsfXAUrJEABRZFlIgOA2xN48zW93ba65Iv8/mSfVjOZThcBBEURqAIABaBltpVHVfZm+NJKza8Op/ArKysej8fj8SSTSeaMvq5EZYt99i2gVAFQZLkyNb7SZfB5fHERqAJEJqJCFYrbfiAyOaa1OmaobTnixFYURfUiQ33fUGQJIdh4IhgMiqLIbG7YqdjKYC/r6HWvm8lkMBzPZsrq93TrV1Efpr63Ug1siIcbbvgBQw/u+fn50dFRrVar0WiuXbvm8Xg2zQ5eW1szGo3z8/NQi06Q/U9Cn52dnZychL1VwTQyXI4bAvxsxWIxdBS8Y+ZjPB7v6enBrjOsMyPuoeFmGq3toqgTWm/34kDpTdt6AAAZt/UmJpbPftbW2TMw0O9MJXGOVgGQgAKAAFRis2NSs/dmlrtYDoBPCPzmg2prHp8ZtD7WYgJAHoDlZVMKRYDyzRLBm3Isb2FTQW426yuEw2GcKd+8Cyq7dLylOGPd84B3BiEE3e4xtk5upopX71gkrV5toEqip3OxWMSUCVajj9PwsbExvV6v0+m6urquX7/O+u9tCvs4YfW2egey0XYjv1twOW4UxsbGHnvssUcffbSvrw9u0xed1lwR8H8TiURfX9+VK1cGBgZisRj+ENfLqCCsyOoOUwkMsN4UZQqUyHIJoCSLhJAqQB6oTKlSsx+qAu6qqTSuXC5Xq1W/34+xVEywxTmdcmtPE2yro86g2gvY7gRkAEUBKgKt/UtqFwXK1pMojJ/iLU0mk36/H9viYaAgn89jvPuw/MhJzTMzm82Kooi3Dp+7Wz/MMEqO95nFylnag6Iofr//+vXr7e3tmCBsNpsxNwYP2Hr6yT6H7NMYDAY7OjpGR0fvyknrgcHluCEoFAonTpyYm5vr6en5yU9+ghq68bBNV4XVatXhcGi12r6+PkwOAwBMT0YPMGZAw75j6wWaAoACQGp7dECVKpFFKgNRiKxklapECSEyOqlJOJRSKacoCmu0KgiCuuAKVO6jbCucrcSxlAtDyep0C3X4Yjv3rfZMoAAlgDwoFJTaT2sXRVX3TQ0bJOqULMs4Aw2FQpFIJJFIYOU6i3HXJWFrp1BVbQghBOtiMDmEfQbU6wxay0PHN0WSJAzCkFob9cXFxebmZo1GYzQaTSbT0tIS1m0z2Adsm8EQAPD7/Q888MDzzz//4IMPnj17livyruFy3BD4/f4nnngCACqVyqOPPrruG7IdZFnGztZtbW2siSp+OXEHBtO8MBK67XpuTPhVmLlMzTM3wjblcCNrp6NFMDiAu0NMplnv7d2dc7OLuKmneNWs+jaZTBYKhbW1Nfx3nW08Jnfn8/lkMskU+bBqZ9eBgosll6zNRywWw7gKRorYwel02u12m0ymtra2pqamlpaWhYUFtpbaI3hnfD4fLukWFhYeeughHq/YNVyOGwK/3//kk09SSovF4iOPPLILOUZEUfT5fF1dXTqdbmlpiX0xCCGYQYWFubDtPCFKKe62o/hiQnEsHsOTqJeruwDVTRRF9YIa+6fVd4aFEQmWHRyPx5PJZDabzefzGIhQLxfU0+F8Pp/NZpPJZDQaVQ6pId5GMGUQL8Tn8/n9frS/YFsO6IhmMpmuXLmClcpWq3Wl1g8Bbp3b7gV8urP/1el077333sGvIe4auBw3BIlE4vHHH5ckaXV19amnnmKNdnZ0EnUEIxwOYzMFk8mkrkdAw61IJMIyqDZN1Mea73Q6XSqV1tbWisVisVhEgwX17pBSY3dXrc4QwIgB9hC6XQ3FxjPQW2GnVR+MzaEzmQx6X2ATTLwWdrD6AUBrtjWs/EwQBEEQEokEZoagAG163+oLu3b2LwCUSiU0DsYWpYqi5HI5tGmNRCJTU1P9/f16vV6v11+/fh1v5rpzsgKTveum+ta1traePHmST433ApfjRuH8+fMvvfTSs88+29bWBnXqr5rJZMxmMxawsm0cQgirX8DCbsxzwEABtsyJRqPJZBL9ag8yZkoIwZ5DzMoOAxcYwbjd3iY7AGqyJQhCJpMpFAqhUAgry6vV6h7zIvDBE4vF8O5h5GefFBlPy8oF8Y3w+/1of6GekKbT6cXFxdHRUdyR+/3vf28wGPZcGbSDcaIct7e3/+Y3v8GHKI8d7xoux42CLMvoxg21b/7eP9Z4hlKpNDo62tzc3NnZuba2hr9SFKVYLGLvNXTqyWQy8Xg8lUphsh0mVB38V4tNS/P5vN/vRy+L21UMU1UjWnR5L5fL2A0TM2rR7xH1uo6R31AolE6nsbClXudcB54cnXowQZBFt0VRXF5eHhwcbGtrQ/vgycnJlZUVAEilUn19fW1tbTMzM/Xyi9gCfGzMz8//7d/+7VNPPfXss89+8sknXI53DZfjRoF9bRSVyeQez8nK3gCgUCgsLCx0dnYODw9jhwV0p11cXMzn806nU+3koKg6K+9xDLsYM0uMwyGhEQTr8a6+M7Iso2k65pAsLy9LkoT+IVBLFsSQSL024kjNcIMQsrq6ms1mmfUP3YwtTrXxMFTPbDYrSRKaQxWLRZYgGI/HrVarXq9vamrS6XQoweodSHaB0Wi0t7fXaDQyA89tDmmn4O0tFAoul2t6etpms3m93jqe/16Dy3FjsU/yxxba4+Pj77777unTp7VabX9/P1v2Yt4FmnMyCTsUOd4IpbRQKGDLTgxqAwCbM+IO1YH1uNwIGjmxTqDscbJpiRq7q+TWErtYLMYM7dBuGI8vl8szMzOtra16vb6lpWV4eNjr9W7T8j+bzZINlXJ7ifVz9hsux/cEgUBAq9VeuXLFYrHgKj4QCAwMDOj1etbZGoOVGKPEDKpG2JahtQpsTKGdn59Pp9M4l8dkYXUG7qGAr848TrEKnKXTbXo81iVj2gY2Z8KEYjwgk8m4XC6TyaTVarGJhtvtTqfTu8vrwMH09vY6HA71FiWnAeFyfJeDioAN4dkPmXjF4/H+/n6tVmuz2VgpM9oSob3Owc861RKGi2tsrIlbWOl0GnMksLMcqPT6gMfJUOdgRKNRjDNgnbr6IYHXhbcUB49Z20rNdCkcDmPmuEaj6enpsVgsaot3dRBppyM8f/78j3/848cee8xgMMDhNYLj3BEux3chuVyupaVFr9ejA8Mdv8CpVKq3t1ej0QwODrKW5upaA1QNSuntygX3CMsiwJPLsozt15h3JaYxqP+EGXUy7wV6awX5AUNVBZPY+w5nygBQqVQSiUSxWAyFQsViUV2CEYvFHA5Hd3c3qnBfXx92la3jwAKBAKZO2mw2LPjkctywcDm+26hUKs8888zTTz997NixF154AasqttBQlrFQKpWwiWpfX18ymWR/gpZs2Kd9n77JKKOZTAbj16VSKR6Pl8tl9E0mqu5z6/4QfTsx5IoBjUOMWuDsFatmZFn2+XyFQsFsNmPgmx0mCILX6+3u7sbUtP7+frfbzR4qUG8nX5vN9txzzwFAKpX6z//8zx25iXIOGC7HdxuCILS3twMApfS+++5bW1vbej8dp3XM6LZarVqtVq1WazQaXS4XOwxblAqCsNP62q2//OitEQwGmd9YPp9H5WVOF8ycbNNTUUrRoiEYDOZyuXK5fFizP0mSsF4GU0EwpxD99txu99zcXFtb28DAgMFgMBqN09PT6xp6sjh4fYsSmRzncrmHHnpoU7dMToPA5fjuYV0U1WQyvfzyy5h4e8ev97oD0J7t6tWrLS0tHo+HZdeWy+VMJoPd6UEVZNjizGz7iE3S0ZxsbW0NE9RY486NQ6K3tjXaeuR4klAoVCgU0NKX1jKOt7727cPuMK1VJ0qSlMlkWLtCvC2s+DsSiczOzra3t1++fPnixYvvvPPOxYsX0SN43WWuu8A6ynE4HD569GgqlRoeHn7ppZc2hn04jQOX47uESCTy4x//+Omnn56engaAqampn/3sZ9hBZy9L+KWlpfb2djRgZCmu5XK5VCrl8/lIJHJKi1pgAAAL3ElEQVTHM7PtOPRYyGQyGEjFvk0YiNjd2LYAg87ovFzftTmpmdajBzEuGqrVKntipVIpl8vV2dmp0WhaWlq6urqcTif77czMjNFoNBgMTqfzwMLcWq32iSeeeOKJJ1wuF3uQcBoQLsd3CaIoTk9Poxv99evXX3vtNbT1kmu94HZ0NoxgsD2lbDaLeVcWi4UZtKORfDqdjsVim+Y24KQYu/klEol0Oo3+bVCbMrOkgjoqJhs5Jp9h/UhdNsfwnJjtgGke7FZgHfa1a9c0Go1Go2ltbZ2bm8tkMkxwUcTZu7C6utrX17fOQ26fwHs7MzODZXusmpzTgHA5vtsQRfFf//Vf/+3f/u348eMvvvjixoyr7bBpcCCXy5lMJp1O19HREYlE2MthhgPuVqFrGrpeZLPZWCyG9u0bT75PdWKwYaUfjUaZZTuOcNPgLK3ZX7D5I60ZMqAEo7Mzuxb0R7ZYLOjXYzAYJiYmQqHQulutvszbmait+3l9Y8cbEwf5Vl7DwuX4bgNncMvLywsLC+ixWS8rRfyPXC7ndDp1Ol1nZycatANApVIRBMHtdgeDQY/Hg5nL69r2HCKUUkzYSCQSt5uTsgk7djaJx+PVapV5OtOa7VwsFrPb7UNDQ1hWYzKZlpeX91gyg+rv9XoNBoPZbIa7tE0y545wOb7LwZX73idEpNYQj51qdnb23LlzX3zxBfOvWV1dVRQlHo9ns1mcIzdImBLVDcvEBUHAWvB1x1BK0X0C7S9Y7yi0xVhZWRkaGmpqampubh4aGnI4HCxBG2o3eS8aurCw8MADD7z44osPPvjgV199tevzcL7TcDm+m2Fr5L2fga1zK5WK0+lE27CmpqaBgYHBwUEstmYvRCkNh8P5fD4Wu2lUT2sVZQc/76Oqxm5QKzvEUAOaBZdKpVAohJtyTKZlWV5YWDCZTGgb3dzcbLVamY0ROzOzbN7FA0/9V263+9q1awAwOTmJfWE49yBcjjlbQTcU5oZCoe7ubqfTGY1GmZpEIpHBwUGtVmu321krE0IIBgfQrhdq+4qHcgkYF5ZlGX2I0O45kUjMzc1hg1d2dTMzM3q9HptoTExMYBPY/RjYpg+nL7/88qOPPuLh3XsTLsecrSC1vqJMsNRTYFbZjD/EztY6na6npwcNJRCs8ohEIgeTS7ApKMFoFpFIJDAugRPbUCjU09NjNBovXbrU2dnZ29vr9Xp33R9rR4yMjJw4ceLNN9/E6ozLly9/9NFH9d3K43yH4HLM2QqMqB49etRkMuFPmGejOoihVhBRFKempjQazfDwMLMeBoBUKoWRWZwpqyetu1YfuqFFtPpUoijm8/l8Ph8KhTDNg/0KrTDsdntLS0tTU1NXV9fg4OCZM2dGR0fV8QqqauS8H0SjUbPZPDExUa1WNRrNb3/7W8zcaJCYO+eA4XLMuQOnT5/+q7/6q97e3h39lSRJ6JXe0tLCiq0JIblcTpKkYDBYLpdprQB61wFlFhdmTwg0rsQaZcy3k2WZZacFg8Hh4WGj0ajT6YxG4+Dg4NLSEjubLMsWi0Wn0w0PDx9wsbXNZvvrv/7rI0eO/Nd//dcXX3xxYK/LaSi4HHO2wul0Pvvss6+++upO5Rj3zWRZ9vv9RqOxra0NE+Dwt+l0WhRFv9+PGXK7Fj6ct0qShC2ise4jEAgQQpg5QzQanZ6e7u/vxyYa2FO5UCiwagi2x4hnKxQKNpvtwNrN4VWk02mXy3Xjxo2pqSns1XJgr85pHLgcc9ZTLpc///zzP/7xj6jFZ8+efeutty5durSjZTvGNNj/+ny+rq4u9L/HCDKlFNN1A4EAzl7V+RvqU7F4CIoUrTVeQgnGGo2VlRVKKZsFFwqFlZWV7u5unU7X2to6NDQ0NzfHSlfYCNV5EWTL5srqUdU9P2TjJXM5vjfhcsxZT6lU+sMf/vD+++9brdZnnnnmqaee+pu/+Zv7778fvRn3EkjNZrNms7mpqWl8fJxVGGNGcyAQwKprzJJWvwqWk2BcAs3bkslkuVzGxqZsFlwsFldXVycmJrq6ujQajU6nm56eDofDdakJRn3UaDRms5k31ODsE1yOOVuBCQmvvvrq5cuX91hiy7bsstksNqJvb28Ph8P423K5jA2Sy+Uyto5mf4gGPdlstlKpLC8voxyzX2WzWbvdjvbtbW1tJpPJ7Xarm5jsPQSMw7ZarX/5l3959uxZ4LNXzv7A5ZizCevW4w6HA+uh9yLH60wbSqXS3NycXq/v7u5GX0qotb7Gqrl4PI7mRFgmh45ISDabdTgcWH6i1WoHBwf9fr86O3hjEt4ekSTplVdeeeSRRy5evAg884GzP3A55hwm1Wp1aWmpq6vr6tWrN27cwN6plFKfzxcOh6PRaC6XY34RPp9vfHxcp9NhHym73R6Px/cvbqAoitvtnp6eTqVSFy5c+OUvf3n69Olz584Bl2PO/sDlmHPIxONxtL94/fXXdTpde3s7c+SRJGl8fNxqtX722Wdnzpzp6+sbHx8PBoN1dJTfAkEQ3nrrraNHj7a3tz/xxBPHjh37l3/5l3//939Xz9M5nDrC5ZhzQGxMzEgmkxhtGBgYWFxcLBaL8Xh8eHhYp9PZ7faOjg6tVtvS0jIyMmKxWC5evNjd3e3xeLCKBBOW97V6TW124fF4JiYmXnjhhTfeeKNcLvPYMWc/4HLMOSDUU1rUuEqlwrby1MRisZ6entnZWbVrGgAsLCx0dnbq9frp6ekDkOON9PT0DA8PA0CDGIdy7jK4HHMOjtnZ2d7e3lQqRSnFXnYbj9lo377ugGw2u7a2tsfq6p2ibOBgXpdzT8HlmHNA2O32Z5555sSJEz/84Q/Ry2KjmLKKDFTbdcKnLtOoe1enrVGPal9dLDj3MlyOOfsLq2P+6U9/arPZJElqb2+Px+PbNGLeVPiYlDNx/Oabb15++eULFy7weSvnuwuXY85BUCqV7r///l/96lc//OEPL168iCXUe59johZ3dHS8/vrrAwMDR44cmZycrMuAOZyDh8sxZx+pVCpvv/32T3/6056enu9///v9/f0LCwv33Xef0+ms45L/Jz/5icFg6Orqmpub45tsnO8uXI45+4gsy2azeWBgwOv1HjlyZG1tDQCOHj06Nze3l9mxoiiSJHk8HofDEQqFjh079txzz/385z//wQ9+4PV663oFHM7BweWYc0C0trYeO3bs+PHjp06dkiRpLw1V0df4vffeO3LkSFNT049+9COn0wkAb7zxxuXLl+s6ag7n4OByzDkgKKUul8tqtWK+xF7kGD3V0OlNUZT333//1KlTZrP5+PHjMzMz9R02h3NgcDluRFwu18LCAgAoijI6OnqILeb2iT0ada7781Qq9d577504ccJoNNZjdBzO4cDluBExm83PP/88IWRxcfHo0aNqu0jO7VCb03M430W4HDccmHLw4osvWiyWr7/++sMPPzzsEX0HUJdpHPZYOJxdwuW44cBZ3uTk5NGjR++//3673X7YI/oOQFUc9lj2BWxPddij4OwvXI4bDvbF+9GPfvSP//iPrP8b514G10wej0er1QLAwMDAyMjIYQ+KU2e4HDccmHWQy+WOHz9+4cIF4PFQTm36n0qlnn766Y6Ojscff3x6evqwB8WpM1yOGw5CSLFYfO655x555JFisVj3vsWc7yKUUiw4dLlc//zP/8xzSO5KuBw3HJhUu7a2hvltB+/qy2lAmByPj48/+OCDGo3msEfEqT9cjhsOdd94LHPgcszBYEUkEjl27Njw8PD3vvc9bpZ098HluOFA/cUYBXfX5SD4GQgGg9euXQOA8fFxh8Nx2IPi1BkuxxwOh9MQcDnmcDichoDLMYfD4TQEXI45HA6nIeByzOFwOA0Bl2MOh8NpCLgcczgcTkPA5ZjD4XAaAi7HHA6H0xBwOeZwOJyGgMsxh8PhNARcjjkcDqch4HLM4XA4DQGXYw6Hw2kIuBxzOBxOQ8DlmMPhcBoCLsccDofTEHA55nA4nIaAyzGHw+E0BFyOORwOpyHgcszhcDgNAZdjDofDaQj+P9hWVxu+ajGYAAAAAElFTkSuQmCC" width="400" />Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-21720055866974840332012-06-18T17:54:00.000-07:002012-06-18T17:54:16.544-07:00Matlab 2D<img alt="" height="77" 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" 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width="400" />Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-27324425546033678132012-06-11T05:08:00.000-07:002012-06-11T05:08:48.109-07:005 tanda untuk putusin pacar<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:RelyOnVML/> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> 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<div class="MsoNormal"><span style="font-family: Papyrus;"><span style="color: blue;">Di masa awal hubungan segalanya terasa manis. Tapi kini semuanya justru bikin stres. Orang yang dulu selalu membikin kamu tersenyum, kini lebih sering membuatmu menangis (dan sulit bernapas).</span><br style="color: blue;" /> <br style="color: blue;" /><span style="color: blue;"> Jika itu terjadi pada hubunganmu, mungkin sudah saatnya kamu mengajukan pertanyaan : Apakah ini waktunya berpisah? </span><br style="color: blue;" /> <br style="color: blue;" /><span style="color: blue;"> Bagaimana melihat tanda-tanda waktunya untuk putus? Berikut kami sajikan lima tandanya.</span><br style="color: purple;" /> <br />
<strong style="background-color: magenta; color: blue;"><span style="font-family: Papyrus; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Lebih sering menyakitkan daripada menyenangkan</span></strong><br />
<span style="background-color: white; color: magenta;">Cinta yang sehat akan terasa seperti saat yang paling membahagiakan. Tentu saja, pertengkaran kecil memang tidak terelakkan, namun jika kamu lebih sering merasa sedih, marah, atau cemas daripada merasa bahagia, sudah jelas bahwa hubungan itu tidak baik untukmu.</span><br style="background-color: white; color: magenta;" /> <br />
<strong style="background-color: magenta; color: blue;"><span style="font-family: Papyrus; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Hal yang dulu kamu sukai kini justru mengganggu</span></strong><br />
<span style="background-color: white; color: magenta;">Pada awalnya, hal-hal yang berbeda merupakan awal untuk membangun ketertarikan di antara kalian. Namun lama-lama, perbedaan itu justru makin mengganggu. Pada awalnya, ketika kekasihmu sering keluar untuk berpesta, mungkin kamu akan merasa ia orang penting dan seksi. Namun kini, kamu merasa bahwa sikapnya yang genit danekstrovert membuatmu merasa tidak nyaman. </span><br style="background-color: red;" /> <br style="background-color: red;" /><span style="background-color: red;"> <span style="background-color: white; color: magenta;">Ketika sudah tidak ada gairah, jika kamu merasa perbedaan yang mendasar itu menjadi sumber konflik di antara kalian, sadarilah bahwa mengubah kepribadian bukanlah solusi terbaik. Beralihlah darinya dan temukan pasangan lain yang lebih cocok.</span></span><br style="background-color: white; color: magenta;" /> <br />
<strong style="background-color: magenta; color: blue;"><span style="font-family: Papyrus; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Selalu ingin menghindar darinya</span></strong><br />
<span style="color: magenta;">Saat awal menjalin hubungan, kamu ingin bersamanya sepanjang waktu. Kamu sering meneleponnya dan mengirim pesan teks, serta menghabiskan waktu bersamanya setiap kali ada kesempatan. </span><br style="color: magenta;" /> <br style="color: magenta;" /><span style="color: magenta;"> Meskipun normal jika kini kamu merasa tertarik dengan hal lainnya, waspadalah jika kamu sudah mulai merasakan tanda-tanda seperti menghindari telepon darinya, atau selalu membuat jadwal dengan teman-temanmu. Berhati-hatilah dengan sikap yang seperti itu, karena itu bisa membuat pasanganmu marah, jika kamu merasa bosan dan tidak peduli lagi dengannya, itu merupakan tanda-tanda hubunganmu tidak lagi berjalan mulus. </span><br style="color: magenta;" /> <br style="color: magenta;" /><span style="color: magenta;"> Mungkin sudah saatnya memutuskan untuk berteman saja.</span><br style="color: magenta;" /> <br />
<strong style="background-color: magenta; color: blue;"><span style="font-family: Papyrus; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Selalu mempertengkarkan masalah lama</span></strong><br />
<span style="color: magenta;">Tanda hubungan yang baik adalah dengan dapat menyelesaikan suatu konflik untuk membangun koneksi yang lebih dalam. Jika kamu terus bertengkar dengan masalah yang sama, lagi dan lagi, itu adalah sebuah tanda mendasar bahwa kepribadianmu tidak cocok dengannya. Kamu mungkin juga harus mengakui bahwa kalian tidak cocok satu sama lain. Maka beralihlah darinya kemudian cari seseorang yang mungkin merupakan pasangan idamanmu.</span><br />
<br />
<strong style="background-color: magenta; color: blue;"><span style="font-family: Papyrus; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Mengincar cowok lain</span></strong><br />
<span style="color: magenta;">Ketika kamu benar-benar jatuh cinta dengan seorang pria, maka secara alami kamu hanya akan tertarik padanya. Seakan-akan dia adalah satu-satunya pria dan tidak ada pria lain di dunia ini. Jika tiba-tiba kamu mulai mengincar cowok lain, membuat alasan untuk berbicara dengan rekan yang terlihat imut, atau menerima ajakan makan siang dari mantanmu, mungkin hatimu mulai mencari hal-hal baru.</span><br style="color: magenta;" /> <br style="color: magenta;" /><span style="color: magenta;"> Dengan memperhatikan tanda-tanda itu, maka sudah jelas bahwa sudah waktunya buatmu untuk beranjak darinya. Dengan demikian kamu bisa menyayangi dirimu sendiri dan juga pasanganmu, untuk menemukan cinta sejati dan terakhir.</span></span></div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-43060184033622774592012-05-14T05:14:00.000-07:002012-05-14T05:14:34.317-07:00Mengingat 14 Meihari ini tepat 14 Mei adalah hari kelahiran Pangeran Antasari di Kayu Tangi Kesultanan Banjar pada tahun 1809,, beliau <br />
meninggal di Bayan Begok, Hindia-Belanda, 11 Oktober 1862 pada umur 53 tahun).<br />
<br />
Be<span class="text_exposed_show">liau adalah Sultan Banjar Pada 14 Maret 1862, beliau dinobatkan sebagai pimpinan pemerintahan tertinggi di Kesultanan Banjar (Sultan Banjar) dengan menyandang gelar Panembahan Amiruddin Khalifatul Mukminin dihadapan para kepala suku Dayak dan adipati (gubernur) penguasa wilayah Dusun Atas, Kapuas dan Kahayan yaitu Tumenggung Surapati/Tumenggung Yang Pati Jaya Raja.<br />
<br />
Semasa muda nama beliau adalah Gusti Inu Kartapati, Ibu Pangeran Antasari adalah Gusti Hadijah binti Sultan Sulaiman. Ayah Pangeran Antasari adalah Pangeran Masohut (Mas'ud) bin Pangeran Amir. Pangeran Amir adalah anak Sultan Muhammad Aliuddin Aminullah yang gagal naik tahta pada tahun 1785. Ia diusir oleh walinya sendiri, Pangeran Nata, yang dengan dukungan Belanda memaklumkan dirinya sebagai Sultan Tahmidullah II Pangeran Antasari memiliki 3 putera dan 8 puteri. Pangeran Antasari mempunyai adik perempuan yang bernama Ratu Antasari alias Ratu Sultan Abdul Rahman yang menikah dengan Sultan Muda Abdurrahman bin Sultan Adam tetapi meninggal lebih dulu sebelum memberi keturunan.<br />
<br />
Pangeran Antasari telah dianugerahi gelar sebagai Pahlawan Nasional dan Kemerdekaan oleh pemerintah Republik Indonesia berdasarkan SK No. 06/TK/1968 di Jakarta, tertanggal 27 Maret 1968. Nama Antasari diabadikan pada Korem 101/Antasari dan julukan untuk Kalimantan Selatan yaitu Bumi Antasari. Kemudian untuk lebih mengenalkan Pangeran Antasari kepada masyarakat nasional, Pemerintah melalui Bank Indonesia (BI) telah mencetak dan mengabadikan nama dan gambar Pangeran Antasari dalam uang kertas nominal Rp 2.000,<br />
<br />
Hayuu generasi muda mari contoh semangat juang Pangeran Antasari dalam mempertahankan negara Indonesia,, dengan berkarya,, bekerja keras dengan tulus iklas sebagai sumbangsih kita utk memajukan negeri tercintahh ^__^</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-x0fcYB8IJkg/T7D2srJMNpI/AAAAAAAAAGM/iTWfcCXFcpU/s1600/380218_171225826338767_476614459_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-x0fcYB8IJkg/T7D2srJMNpI/AAAAAAAAAGM/iTWfcCXFcpU/s1600/380218_171225826338767_476614459_n.jpg" /></a></div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-89967872563353408212012-05-11T18:28:00.000-07:002012-05-11T18:28:39.053-07:00poster segitiga<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-V126-ylX2MM/T627s40qRLI/AAAAAAAAAGA/jWrfDmErwGY/s1600/poster+shita.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-V126-ylX2MM/T627s40qRLI/AAAAAAAAAGA/jWrfDmErwGY/s320/poster+shita.jpg" width="240" /></a></div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-3204526924856568162012-05-10T00:46:00.000-07:002012-05-10T00:46:59.410-07:00LKS dari Poster ku<!--[if !mso]> <style>
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</style> <![endif]--><!--[if gte mso 9]><xml> <o:shapedefaults v:ext="edit" spidmax="1027"/> </xml><![endif]--><!--[if gte mso 9]><xml> <o:shapelayout v:ext="edit"> <o:idmap v:ext="edit" data="1"/> <o:rules v:ext="edit"> <o:r id="V:Rule1" type="connector" idref="#_x0000_s1026"/> </o:rules> </o:shapelayout></xml><![endif]--> <div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span style="height: 4px; left: 0px; margin-left: -1px; margin-top: 89px; mso-ignore: vglayout; position: absolute; width: 624px; z-index: 251663360;"><img height="4" src="file:///C:/Users/Rosita/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif" width="624" /></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">LEMBAR KERJA SISWA<br />
</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kelas : VII SMP<br />
Pokok pembahasan : mampu menghitung luas dan keliling segitiga.</span></div><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><br />
</div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">RASIONAL</span></b></div><div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-indent: -.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Segitiga merupakan suatu bangun datar yang memiliki tiga sisi. Dan Segitiga siku-siku dapat dibentuk dari sebuah persegi panjang dengan menarik salah satu garis diagonalnya.</span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">TUJUAN</span></b></div><div class="MsoNormal" style="line-height: 150%; margin-left: .5in; text-align: justify; text-indent: -.5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Siswa mampu menghitung luas dan keliling segitiga dengan menggunakan rumus yang ada di poster.</span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PETUNJUK</span></b></div><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">LKS diselesaikan dengan individu.</span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Selesaikan latihan soal pada LKS ini.</span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PERTANYAAN</span></b></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%;">Contoh soal dan penyelesaiannya :</span></div><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: .75in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Segitiga PQR mempunyai panjang PQ = 18 cm, PR = 2/8</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"> PQ, dan QR = 5/6 PR. Hitunglah keliling segitiga PQR.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jawab :</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PQ = 18 cm</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PR = 2/3 </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">PQ =<span style="mso-spacerun: yes;"> </span>2/3 ×<span style="mso-spacerun: yes;"> </span>18<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>12</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">QR =<span style="mso-spacerun: yes;"> </span>5/6 PR =<span style="mso-spacerun: yes;"> </span>5/6 ×<span style="mso-spacerun: yes;"> </span>12<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>10 </span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">K = PQ + PR + QR =<span style="mso-spacerun: yes;"> </span>18<span style="mso-spacerun: yes;"> </span>+<span style="mso-spacerun: yes;"> </span>12<span style="mso-spacerun: yes;"> </span>+<span style="mso-spacerun: yes;"> </span>10<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>40</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Perbandingan panjang sisi-sisi segitiga ABC yaitu AB : BC : AC = 4 : 5 : 3. Jika keliling segitiga ABC itu 84 cm, hitunglah panjang sisi AB, BC, dan AC.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">Jawab.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">AB : BC : AC = 4 : 5 : 3<span style="mso-spacerun: yes;"> </span></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">AB = 4/(4+5+3)<span style="mso-spacerun: yes;"> </span>× Keliling = 4/12<span style="mso-spacerun: yes;"> </span>×<span style="mso-spacerun: yes;"> </span>84<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>28</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">BC = <span style="mso-spacerun: yes;"> </span>5/(4+5+3)<span style="mso-spacerun: yes;"> </span>× Keliling = 5/12<span style="mso-spacerun: yes;"> </span>×<span style="mso-spacerun: yes;"> </span>84<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>35</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">AC = 3/(4+5+3)<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>× Keliling = 3/12<span style="mso-spacerun: yes;"> </span>×<span style="mso-spacerun: yes;"> </span>84<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>21</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Diketahui panjang sisi sebuah segitiga sama sisi adalah ( 2p + 5 ) cm. Jika keliling segitiga itu 87 cm, hitunglah nilai p.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jawab:</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Segitiga sama sisi, maka ketiga sisinya sama panjang.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">K = 3 × sisi</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">87 = 3 (2p + 5)</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">87 = 6p +<span style="mso-spacerun: yes;"> </span>15</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 0.75in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">87 –<span style="mso-spacerun: yes;"> </span>15<span style="mso-spacerun: yes;"> </span>= 6p</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 0.75in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;"></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">p = 72/6</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-tab-count: 2;"></span><span style="mso-spacerun: yes;"> </span>p =<span style="mso-spacerun: yes;"> </span>12</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-indent: .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Latihan Soal :</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Segitiga ABC sama kaki dengan AB = AC = 10 cm dan panjang BC = 7 cm. Hitunglah keliling ABC itu.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Keliling segitiga sama kaki PQR adalah 125 cm. Jika panjang PQ = QR = 47 cm, hitunglah panjang PR.</span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; tab-stops: .75in; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Perbandingan panjang sisi pada RST adalah ST : RT : RS = 2 : 5 : 4. Jika keliling RST = 88 cm, hitunglah panjang sisi ST, RT, dan RS.</span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: .75in;"><br />
</div><div class="MsoNormal"><br />
</div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-44151645692184208672012-05-08T04:35:00.001-07:002012-05-10T00:37:32.902-07:00poster segitiga buatan ku :D<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-VO1L9x_SaV8/T6kDtXmGC4I/AAAAAAAAAFs/6jjniE29inI/s1600/poster+ku.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://1.bp.blogspot.com/-VO1L9x_SaV8/T6kDtXmGC4I/AAAAAAAAAFs/6jjniE29inI/s320/poster+ku.jpg" width="227" /></a></div>sebagai tugas Pengembangan Media.<br />
buat teman" boleh untuk menjadi motivasi kalian .. :DShitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-70753293895064352542012-05-07T06:18:00.005-07:002012-05-07T06:43:09.930-07:00cara menghitung KKM ( Kriteria Ketuntasan Minimal )MENAFSIRKAN KRITERIA MENJADI NILAI<br />
1. Kompleks : - Tinggi = 1 - Sedang = 2<br />
- Rendah = 3<br />
2. Daya dukung : - Tinggi =3<br />
- Sedang =2<br />
- Rendah =1<br />
3. Intake : - Tinggi = 1<br />
- Sedang = 2<br />
- Rendah = 3<br />
Jika indikator memiliki kriteria : kompleks rendah, daya dukung tinggi dan intake peserta didik sedang. Maka nilainya adalah : ( 3 + 3 + 2 ) / 9 x 100 = 88,89 dibulatkab menjadi 89.<br />
<br />
Contoh 1<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td rowspan="3" style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 172.3pt;" valign="top" width="230"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; text-align: center;">Kompetensi Dasar dan Indikator</div></td> <td colspan="4" style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 242.6pt;" valign="top" width="323"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">Keriteria Ketentuan Minimal</div></td> </tr>
<tr style="height: 16.6pt; mso-yfti-irow: 1;"> <td colspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 16.6pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 184.1pt;" valign="top" width="245"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">Kriteria Penetapan Ketuntasan</div></td> <td rowspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 16.6pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 58.5pt;" valign="top" width="78"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; text-align: center;">Nilai KKM</div></td> </tr>
<tr style="height: 3.5pt; mso-yfti-irow: 2;"> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 70.0pt;" valign="top" width="93"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Kompleksitas</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 69.1pt;" valign="top" width="92"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Daya dukung</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 45.0pt;" valign="top" width="60"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Intake</div></td> </tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;"> <td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 172.3pt;" valign="top" width="230"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 0in; margin-top: 0in; text-indent: -22.5pt;">6.6 Menyelesaikan model matematika dari masalah yang berkaitan dengan ekstrim fungsi aljabar dan penafsirannya.</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; text-indent: -27.0pt;"><br />
</div><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -22.5pt;">6.6.1<span style="font: 7pt "Times New Roman";"> </span>Menghitung nilai <span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 4.5pt;"></span>dengan menggunakan turunan fungsi dan pemfaktorannya.<br />
<br style="mso-special-character: line-break;" /></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -22.5pt;">6.6.2<span style="font: 7pt "Times New Roman";"> </span>Mampu menggunakan turunan fungsi dalam menyelesaiakan masalah yang berkaitan nilai ekstrim (nilai maksimal dan minimal).<br />
<br />
</div><div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -22.5pt;">6.6.3<span style="font: 7pt "Times New Roman";"> </span>Mampu memecahkan masalah dalam kehidupan sehari-hari yang berkaitan dengan konsep limit fungsi dan turunan fungsi.</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 70.0pt;" valign="top" width="93"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; text-align: center;">3</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">1</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">2</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 69.1pt;" valign="top" width="92"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; text-align: center;">3</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">3</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">3</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 45.0pt;" valign="top" width="60"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; text-align: center;">2</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">1</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">2</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 58.5pt;" valign="top" width="78"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; text-align: center;">74</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">89</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">56</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">78</div></td> </tr>
</tbody> </table><div class="MsoNormal"><br />
</div><div class="MsoNormal"></div><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td rowspan="3" style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 172.3pt;" valign="top" width="230"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; text-align: center;">Kompetensi Dasar dan Indikator</div></td> <td colspan="4" style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 242.6pt;" valign="top" width="323"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">Keriteria Ketentuan Minimal</div></td> </tr>
<tr style="height: 16.6pt; mso-yfti-irow: 1;"> <td colspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 16.6pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 184.1pt;" valign="top" width="245"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">Kriteria Penetapan Ketuntasan</div></td> <td rowspan="2" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 16.6pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 58.5pt;" valign="top" width="78"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; text-align: center;">Nilai KKM</div></td> </tr>
<tr style="height: 3.5pt; mso-yfti-irow: 2;"> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 70.0pt;" valign="top" width="93"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">Kompleksitas</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 69.1pt;" valign="top" width="92"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">Daya dukung</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 45.0pt;" valign="top" width="60"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">Intake</div></td> </tr>
<tr style="height: 179.5pt; mso-yfti-irow: 3; mso-yfti-lastrow: yes;"> <td style="border-top: none; border: solid black 1.0pt; height: 179.5pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 172.3pt;" valign="top" width="230"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 0in; margin-top: 0in; text-indent: -22.5pt;">1.1 Memahami konsep integral tak tentu.</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; text-indent: -27.0pt;"><br />
</div><div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -22.5pt;">1.1.1<span style="font: 7pt "Times New Roman";"> </span>Mampu mendefinisikan integral tentu dan integral tak tentu.<br />
<br style="mso-special-character: line-break;" /></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -22.5pt;">1.1.2<span style="font: 7pt "Times New Roman";"> </span> Menghitung nilai integral tentu dan integral tak tentu.<br />
<br />
</div><div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -22.5pt;">1.1.3<span style="font: 7pt "Times New Roman";"> </span> Mampu mendefinisikan pengintegralan fungsi f(x) terhadap x dalam bentuk.</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 179.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 70.0pt;" valign="top" width="93"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">2</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">3</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">2</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 179.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 69.1pt;" valign="top" width="92"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">2</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">2</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">3</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 179.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 45.0pt;" valign="top" width="60"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">3</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">2</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">1</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 179.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 58.5pt;" valign="top" width="78"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">74</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">78</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">78</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">67</div></td> </tr>
</tbody> </table><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com4tag:blogger.com,1999:blog-5267409321896862151.post-21746022847711221322012-05-01T07:18:00.000-07:002012-05-01T07:18:53.986-07:00Silabus kelas XII/1.<!--[if !mso]> <style>
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<div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Nama Sekolah<span style="mso-tab-count: 2;"> </span>:<span style="mso-tab-count: 1;"> </span><br />
Mata Pelajaran<span style="mso-tab-count: 1;"> </span>:<span style="mso-tab-count: 1;"> </span>Matematika<br />
Kelas/Semester<span style="mso-tab-count: 1;"> </span>:<span style="mso-tab-count: 1;"> </span>XII/1<br />
Standar Kompetensi<span style="mso-tab-count: 1;"> </span>:<span style="mso-tab-count: 1;"> </span>Integral<br />
<span style="mso-spacerun: yes;"> </span>1. Menggunakan konsep integral dalam pemecahan masalah.</span></div><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Alokasi Waktu<span style="mso-tab-count: 1;"> </span>:</span></div><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 25.25pt;" valign="top" width="34"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">No</span></div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 65.65pt;" valign="top" width="88"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kompetensi Dasar</span></div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 112.5pt;" valign="top" width="150"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Materi pokok / pembelajaran</span></div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.5in;" valign="top" width="144"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kegiatan Pembelajaran</span></div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="top" width="102"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Indikator</span></div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Penilaian</span></div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 49.5pt;" valign="top" width="66"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Alokasi Waktu</span></div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .7in;" valign="top" width="67"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sumber Belajar</span></div></td> </tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"> <td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 25.25pt;" valign="top" width="34"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1</span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 65.65pt;" valign="top" width="88"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.1 Memahami konsep integral tak tentu dan <span style="mso-spacerun: yes;"> </span>integral tentu.</span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 112.5pt;" valign="top" width="150"> <div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 10.35pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -9.0pt;"><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; 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><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Merancang aturan integral tak tentu dan integral tentu dari aturan turunan.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 10.35pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -9.0pt;"><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; 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><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Notasi integral dan pengertian integral tak tentu.</span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.5in;" valign="top" width="144"> <div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 10.15pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -9.0pt;"><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; 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><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mendiskusikan dan mendeskripsikan pengertian integral.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 10.15pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -9.0pt;"><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; 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><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menjelaskan dan mendiskusikan notasi integral dan pengertian integral tak tentu.</span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 76.5pt;" valign="top" width="102"> <div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; mso-list: l1 level3 lfo2; text-indent: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.1.1<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mampu mendefinisikan integral tentu dan tak tentu.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; mso-list: l1 level3 lfo2; text-indent: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.1.2<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menghitung nilai integral tentu dan integral tak tentu.</span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; mso-list: l1 level3 lfo2; text-indent: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.1.3<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mampu mendefinisikan pengintegralan fungsi f(x) terhadap x dalm bentuk </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -6.0pt; position: relative; top: 6.0pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="mso-spacerun: yes;"> </span>( integral tak tentu ).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"> <div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 6.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -6.7pt;"><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; 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><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tes tertulis</span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 6.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -6.7pt;"><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; 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><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Penilaian LKS</span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 49.5pt;" valign="top" width="66"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4 X 45 menit</span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .7in;" valign="top" width="67"> <div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Buku paket</span></div></td> </tr>
</tbody></table><div class="MsoNormal" style="line-height: 150%;"><br />
</div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-71750925283717436552012-04-29T19:38:00.001-07:002012-05-01T07:27:44.854-07:00Silabus kelas XI/2.<div class="MsoNormal">Nam Sekolah :<br />
Mata Pelajaran : Matematika<br />
Kelas/Semester : XI/2<br />
Standar Kompetensi : Kalkulus</div><div class="MsoNormal" style="margin-left: 2.0in; text-indent: -2.0in;"> 6. Menggunakan konsep limit fungsi dan turunan fungsi dalam pemecahan masalah.</div><div class="MsoNormal" style="margin-left: 1.5in; text-indent: -1.5in;">Alokasi waktu :</div><div class="MsoNormal" style="margin-left: 1.5in; text-indent: -1.5in;"><br />
</div><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 5.4pt; width: 696px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 26.35pt;" valign="top" width="35"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">No</div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 77.4pt;" valign="top" width="103"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Kompetensi Dasar</div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 94.25pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Materi pokok / pembelajaran</div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Kegiatan pembelajaran</div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Indikator</div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Penilaian</div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 45.0pt;" valign="top" width="60"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Alokasi waktu</div></td> <td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Sumber belajar</div></td> </tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"> <td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 26.35pt;" valign="top" width="35"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">1</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 77.4pt;" valign="top" width="103"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">6.6 Menyelesaikan model matematika dan masalah yang berkaitan dengan aljabar dan penafsirannya</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 94.25pt;" valign="top" width="126"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Model matematika dari masalah yang berkaitan dengan ekstrim fungsi aljabar</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Menjelaskan dan mendiskusikan penggunaan turunan fungsi dalam menyelesaikan masalah yang berkaitan dengan nilai ekstrim</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">6.6.1 Menghitung nilai <span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 4.5pt;"> </span>dengan menggunakan turunan fungsi.</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">6.6.2 Mampu menggunakan turunan fungsi dalam menyelesaikan masalah yang berkaitan dengan nilai ekstrim ( nilai maksimum dan nilai minimum )</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">6.6.3 Mampu memecahakan masalah dalam khidupan sehari-hari yang berkaitan dengan konsep limit fungsi dan turunan fungsi.</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Tes terulis</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Penilaian LKS</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 45.0pt;" valign="top" width="60"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">4 X 45 menit</div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">Buku paket</div></td> </tr>
</tbody></table><div class="MsoNormal" style="margin-left: 1.5in; text-indent: -1.5in;"><br />
</div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-28488149187557241202012-04-26T07:11:00.002-07:002012-04-26T07:11:29.710-07:00<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:RelyOnVML/> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Materi Statistika</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kopetensi Dasar</span></b></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -.25in;"><span style="font-family: "BookAntiqua","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: BookAntiqua; mso-fareast-font-family: BookAntiqua;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #231f20; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menentukan rata-rata, median, dan modus data tunggal serta penafsirannya</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -.25in;"><span style="font-family: "BookAntiqua","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: BookAntiqua; mso-fareast-font-family: BookAntiqua;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: #231f20; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menyajikan data dalam bentuk tabel dan diagram batang, garis, dan lingkaran</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut kami penerapan belajar yang sesuai dari kopetensi dasar di atas sebaiknya menggunakan metode eskpositori. Metode ekpositori yang dimaksud adalah menerangkan materi terlebih dahulu, memberikan contoh soal dan selanjutnya memberikan latihan-latihan pada siswa. </span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kita sebagai guru menerangkan terlebih dahulu kepada siswa apa itu rata-rata, median dan modus dalam data tunggal dan bagaimana cara menentukan rata-rata, median dan modus tersebut. Seiring menjelaskan materi yang ada selipkanlah contoh-contohnya. Setelah meraka faham baru kita berikan suatu latihan-latihan untuk meraka terapkan materi yg telah dijelaskan. Selanjutnya setelah siswa selesai mengerjakan latihan tersebutnya, sebaiknya guru memeriksa pekerjaan siswa dan menerangkan hasil jawaban dari latihan tersebut.</span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Begitu juga pada kopentensi dasar yang kedua yaitu<span style="mso-spacerun: yes;"> </span><span style="color: #231f20;">menyajikan data dalam bentuk tabel dan diagram batang, garis, dan lingkaran. Terlebih dahulu kita menjelaskan bagaimana penyajiaan data dalam bentuk tabel dan diagram ( batang, garis dan lingkaran). Selanjutnya berikan contoh dan latihan-latihan pada siswa.</span></span></div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-43401907821136902512012-04-26T06:38:00.000-07:002012-04-26T06:38:55.133-07:00RENCANA PELAKSANAAN PEMBELAJARAN ( RPP )<!--[if !mso]> <style>
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</style> <![endif]--><!--[if gte mso 9]><xml> <o:shapedefaults v:ext="edit" spidmax="1040"/> </xml><![endif]--><!--[if gte mso 9]><xml> <o:shapelayout v:ext="edit"> <o:idmap v:ext="edit" data="1"/> </o:shapelayout></xml><![endif]--> <div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="FI" style="mso-ansi-language: FI;">Sekolah<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>: </span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="FI" style="mso-ansi-language: FI;">Mata Pelajaran <span style="mso-tab-count: 1;"> </span>:</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="FI" style="mso-ansi-language: FI;">Matematika.</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="FI" style="mso-ansi-language: FI;">Kelas / Semester <span style="mso-tab-count: 1;"> </span>:</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="FI" style="mso-ansi-language: FI;">VII / 1</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: 120.5pt; tab-stops: 106.35pt 120.5pt; text-indent: -120.5pt;"><span lang="FI" style="mso-ansi-language: FI;">Standar Kompetensi</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="FI" style="mso-ansi-language: FI;">:</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="FI" style="mso-ansi-language: FI;">1. Memahamisifat-sifat operasi hitung bilangan dan</span><span lang="FI" style="mso-ansi-language: IN;"> </span><span lang="FI" style="mso-ansi-language: FI;">penggunaannya dalam pemecahan masalah.</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="SV" style="mso-ansi-language: SV;">Kompetensi Dasar</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="mso-ansi-language: SV;">:</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="mso-ansi-language: SV;">1.1. Melakukan operasi hitung bilangan bulat dan pecahan.</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="SV" style="mso-ansi-language: SV;">Indikator</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="mso-ansi-language: SV;">:</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="mso-ansi-language: SV;">1. Memberikan contoh bilangan bulat.</span></div><div class="MsoNormal" style="margin-left: 135.0pt; mso-list: l4 level1 lfo1; tab-stops: 1.5in 117.0pt 135.0pt; text-indent: -.25in;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Menentukan letak bilangan bulat pada garis bilangan.</span></div><div class="MsoNormal" style="margin-left: 135.0pt; mso-list: l4 level1 lfo1; tab-stops: 1.5in 117.0pt 135.0pt; text-indent: -.25in;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Melakukan operasi tambah, kurang, kali dan bagibilangan bulat.</span></div><div class="MsoNormal" style="margin-left: 135.0pt; mso-list: l4 level1 lfo1; tab-stops: 1.5in 117.0pt 135.0pt; text-indent: -.25in;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Menghitung kuadrat dan pangkat tiga bilangan bulat.</span></div><div class="MsoNormal" style="margin-left: 135.0pt; mso-list: l4 level1 lfo1; tab-stops: 1.5in 117.0pt 135.0pt; text-indent: -.25in;"><span lang="NL" style="mso-ansi-language: NL;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="NL" style="mso-ansi-language: NL;">Memberikan contoh berbagai jenis dan bentuk bilangan pecahan.</span></div><div class="MsoNormal" style="margin-left: 135.0pt; mso-list: l4 level1 lfo1; tab-stops: 1.5in 117.0pt 135.0pt; text-indent: -.25in;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span>Mengubah bentuk pecahan ke bentuk pecahan yng lain.</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="FI" style="mso-ansi-language: FI;">Alokasi waktu <span style="mso-tab-count: 1;"> </span>: </span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: .5in; mso-list: l10 level1 lfo4; tab-stops: 14.2pt 117.0pt 135.0pt; text-indent: -.5in;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;">Tujuan penbelajaran.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: .75in; mso-list: l6 level1 lfo5; tab-stops: 28.35pt 117.0pt 135.0pt; text-indent: -39.8pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswadapat memberkan minimal 5 bilangan bulat.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: .75in; mso-list: l6 level1 lfo5; tab-stops: 28.35pt 117.0pt 135.0pt; text-indent: -39.8pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa dapat menentukan letak bilangan bulat pada garis bilangan.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: .75in; mso-list: l6 level1 lfo5; tab-stops: 28.35pt 117.0pt 135.0pt; text-indent: -39.8pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswadapat melakukan operasi hitung ( tambah, kurang, kali, bagi ) bilangan bulat.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: .75in; mso-list: l6 level1 lfo5; tab-stops: 28.35pt 117.0pt 135.0pt; text-indent: -39.8pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa dapat menghitung kuadrat dan pangakat tiga bilagan bulat.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 28.35pt; mso-list: l6 level1 lfo5; tab-stops: 28.35pt 117.0pt 135.0pt; text-indent: -14.15pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="NL" style="mso-ansi-language: NL;">Siswa dapat memberikan contoh<span style="mso-spacerun: yes;"> </span>berbagai bentuk dan jenis bilangan pecahan.</span><span lang="NL" style="mso-ansi-language: IN;"> </span><span lang="SV" style="mso-ansi-language: SV;">(biasa, campuran, desimal, persen, permil)</span><span lang="IN" style="mso-ansi-language: IN;">.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 28.35pt; mso-list: l6 level1 lfo5; tab-stops: 28.35pt 117.0pt 135.0pt; text-indent: -14.15pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa dapat mengubah bentuk pecahan ke bentuk pecahan yang lain.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 28.35pt; mso-list: l6 level1 lfo5; tab-stops: 28.35pt 117.0pt 135.0pt; text-indent: -14.15pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa dapat melakukan operasi hitung ( tambah, kurang, kali, bagi) bilangan pecahan.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="tab-stops: 28.35pt 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: .5in; mso-list: l10 level1 lfo4; tab-stops: 14.2pt 117.0pt 135.0pt; text-indent: -.5in;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Materi ajar.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: .75in; mso-list: l1 level1 lfo6; tab-stops: 14.2pt 28.35pt 135.0pt; text-indent: -39.8pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Bilangan bulat.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: .75in; mso-list: l1 level1 lfo6; tab-stops: 14.2pt 28.35pt 135.0pt; text-indent: -39.8pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Bilangan pecahan.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: .5in; mso-list: l10 level1 lfo4; tab-stops: 14.2pt 117.0pt 135.0pt; text-indent: -.5in;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Metode pembelajaran.</span></div><div class="MsoNormal" style="margin-left: 14.2pt; tab-stops: 14.2pt 117.0pt 135.0pt;"><span lang="IN" style="mso-ansi-language: IN;">D</span><span lang="FI" style="mso-ansi-language: FI;">iskusi kelompok, demonstrasi, dan penemuan.</span><span lang="SV" style="mso-ansi-language: SV;"></span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: .5in; mso-list: l10 level1 lfo4; tab-stops: 14.2pt 117.0pt 135.0pt; text-indent: -.5in;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;">Langkah-langkah kegiatan.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 14.2pt; tab-stops: 14.2pt 117.0pt 135.0pt;"><span lang="FI" style="mso-ansi-language: FI;">Pertemuan pertama.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 32.2pt; mso-list: l11 level1 lfo7; tab-stops: 14.2pt 28.35pt 135.0pt; text-indent: -.25in;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;">Pendahuluan.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 141.75pt; tab-stops: 135.0pt 141.75pt; text-indent: -113.4pt;"><span lang="FI" style="mso-ansi-language: FI;">Apersepsi</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>:<span style="mso-tab-count: 1;"> </span></span><span lang="FI" style="mso-ansi-language: FI;">Mengaitkan materi<span style="mso-spacerun: yes;"> </span>yang akan dipelajari dengan pengetahuanawal dengan<span style="mso-spacerun: yes;"> </span>cara mengajuaknpertanayan.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 141.75pt; tab-stops: 135.0pt 141.75pt; text-indent: -113.4pt;"><br />
</div><div class="MsoNormal" style="margin-left: 32.2pt; mso-list: l11 level1 lfo7; tab-stops: 28.35pt 117.0pt 135.0pt; text-indent: -.25in;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;">Kegiatan inti.</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l11 level2 lfo7; tab-stops: 28.35pt 42.55pt 135.0pt; text-indent: -14.2pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;">Guru menyajikan pengetahuan (menjelaskan) tentang cara meulis suhu di atas atau di bawah nol derajat.</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l11 level2 lfo7; tab-stops: 28.35pt 42.55pt 135.0pt; text-indent: -14.2pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru menjelaskan cara menggambar garis bilangan .</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l11 level2 lfo7; tab-stops: 28.35pt 42.55pt 135.0pt; text-indent: -14.2pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru mengecek pemahaman siswa dengan<span style="mso-spacerun: yes;"> </span>tanya jawab.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l11 level2 lfo7; tab-stops: 28.35pt 42.55pt 135.0pt; text-indent: -14.2pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Gurumenjelaskan himpunan binagan bulat dan lambangnya dilanjutkan dengan menjelaskan tentang lawan dari suataubilangan bulat.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l11 level2 lfo7; tab-stops: 28.35pt 42.55pt 135.0pt; text-indent: -14.2pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru menjelaskan<span style="mso-spacerun: yes;"> </span>entangperlunya membandingkan beberapa bilangan bulat</span><span lang="IN" style="mso-ansi-language: IN;">.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l11 level2 lfo7; tab-stops: 28.35pt 42.55pt 135.0pt; text-indent: -14.2pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru mengecek pemahaman siswa dengan tanya jwab.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l11 level2 lfo7; tab-stops: 28.35pt 42.55pt 135.0pt; text-indent: -14.2pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru menjelaskan tentang mengurutkan bilangan bulat.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l11 level2 lfo7; tab-stops: 28.35pt 42.55pt 135.0pt; text-indent: -14.2pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">h.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa mengerjakan latihan</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; tab-stops: 28.35pt 42.55pt 135.0pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-spacerun: yes;"> </span>.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 32.2pt; mso-list: l11 level1 lfo7; tab-stops: 28.35pt 117.0pt 135.0pt; text-indent: -.25in;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Penutup.</span></div><div class="MsoNormal" style="margin-left: 68.2pt; mso-list: l11 level2 lfo7; tab-stops: 42.55pt 117.0pt 135.0pt; text-indent: -39.85pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Dengen bimbingan guru, siswa dimintamenbuat rangkuman.</span></div><div class="MsoNormal" style="margin-left: 68.2pt; mso-list: l11 level2 lfo7; tab-stops: 42.55pt 117.0pt 135.0pt; text-indent: -39.85pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa dan guru melakukan refleksi.</span></div><div class="MsoNormal" style="margin-left: 68.2pt; mso-list: l11 level2 lfo7; tab-stops: 42.55pt 117.0pt 135.0pt; text-indent: -39.85pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru memberikan PR untuk soalyang belum selesai dijawab.</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-spacerun: yes;"> </span>Pertemuan kedua.</span></div><div class="MsoNormal" style="margin-left: 30.0pt; mso-list: l2 level1 lfo2; tab-stops: list 30.0pt left 1.5in 117.0pt 135.0pt; text-indent: -.25in;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Pendahuluan.</span></div><div class="MsoNormal" style="margin-left: 30.0pt; tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="SV" style="mso-ansi-language: SV;">Apersepsi</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="mso-ansi-language: SV;">:</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span> </span><span lang="SV" style="mso-ansi-language: SV;">Mengingat kembali tentang operasi di SD.</span></div><div class="MsoNormal" style="margin-left: 120.5pt; tab-stops: 1.5in 120.5pt 135.0pt; text-indent: -90.5pt;"><span lang="SV" style="mso-ansi-language: SV;">Motivasi</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="mso-ansi-language: SV;">:</span><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span lang="SV" style="mso-ansi-language: SV;">Pentingnya materi ini untuk memahami ateri selanjutnya dan</span><span lang="SV" style="mso-ansi-language: IN;"> </span><span lang="SV" style="mso-ansi-language: SV;">manfaatnya dalam kehidupan sehari-hari.</span></div><div class="MsoNormal" style="margin-left: 30.0pt; mso-list: l2 level1 lfo2; tab-stops: list 30.0pt left 1.5in 117.0pt 135.0pt; text-indent: -.25in;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Kegiatan inti.</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l2 level2 lfo2; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -14.2pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru menjelaskan cara melakukan operasi penjumlahan dan pengurangan dua</span><span lang="SV" style="mso-ansi-language: IN;"> </span><span lang="SV" style="mso-ansi-language: SV;">bilangan bulat.</span></div><div class="MsoNormal" style="margin-left: 66.0pt; mso-list: l2 level2 lfo2; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -37.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Secara berkelompok siswa mengisi tabel penjumlahan dan penguranan.</span></div><div class="MsoNormal" style="margin-left: 66.0pt; mso-list: l2 level2 lfo2; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -37.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa mengerjakan soal latihan </span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l2 level2 lfo2; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -14.2pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru menjelaskan cara mengalikan dan membagi dua bilangan positif dengan positif, positif dengan negarif, negti dengan negatif</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l2 level2 lfo2; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -14.2pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Secara berkelompok siswa mengerjakan tabel perkalian dan pembagian dari bilangan -3 sampai 3</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l2 level2 lfo2; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -14.2pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa secara individu diberi latihan 3 dan 4.</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="SV" style="mso-ansi-language: SV;">E. Penutup</span></div><div class="MsoNormal" style="margin-left: .5in; mso-list: l2 level4 lfo2; tab-stops: 28.35pt 1.5in 117.0pt list 138.0pt; text-indent: -21.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Dengan bimbingan guru siswa diminta mebuat rangkuman.</span></div><div class="MsoNormal" style="margin-left: .5in; mso-list: l2 level4 lfo2; tab-stops: 28.35pt 1.5in 117.0pt list 138.0pt; text-indent: -21.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa dan guru membuat refleksi</span></div><div class="MsoNormal" style="margin-left: .5in; mso-list: l2 level4 lfo2; tab-stops: 28.35pt 1.5in 117.0pt list 138.0pt; text-indent: -21.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru memberikan PR</span></div><div class="MsoNormal" style="tab-stops: .5in 1.5in 117.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: 14.2pt; tab-stops: .5in 1.5in 117.0pt;"><span lang="SV" style="mso-ansi-language: SV;">Pertemuan ke tiga</span></div><div class="MsoNormal" style="margin-left: 140.2pt; mso-list: l11 level4 lfo7; tab-stops: 28.35pt 1.5in 117.0pt; text-indent: -1.75in;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Pendahuluan</span></div><div class="MsoNormal" style="margin-left: 117.0pt; tab-stops: 1.5in 117.0pt; text-indent: -88.65pt;"><span lang="SV" style="mso-ansi-language: SV;">Apersepsi<span style="mso-tab-count: 1;"> </span>:<span style="mso-tab-count: 1;"> </span>mengingat kembali tentang kuadrat dan pangkat tiga yang pernah diterima di SD</span></div><div class="MsoNormal" style="margin-left: 117.0pt; tab-stops: 1.5in 117.0pt; text-indent: -88.65pt;"><span lang="SV" style="mso-ansi-language: SV;">Motivasi<span style="mso-tab-count: 1;"> </span>:<span style="mso-tab-count: 1;"> </span>Pentingnya mteri ini untuk memahami mteri selanjutnya dan manfaatnya dalam membantu mempermudah menyelesaikan perhitungan dalam kehidupan sehari-hari.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 32.2pt; mso-list: l9 level1 lfo8; tab-stops: 28.35pt 117.0pt; text-indent: -.25in;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Kegiatan Initi</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l9 level2 lfo8; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru menjelaskan arti kuadrat dari suatu bilangan bulat dan akar kuadrat suatu bilangan bulat</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l9 level2 lfo8; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa diberi latihan<span style="mso-spacerun: yes;"> </span>soal-soal kuadrat suatu bilangan bilangan bulat</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l9 level2 lfo8; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa diberi latihan<span style="mso-spacerun: yes;"> </span>soal-soal akar kuadrat suatu bilangan bilangan bulat</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l9 level2 lfo8; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru meminta siswa untuk mengartikan dari suatu bilangan pangkat tiga dan akar pangkat </span></div><div class="MsoNormal" style="margin-left: 42.55pt; tab-stops: 28.35pt 42.55pt;"><br />
</div><div class="MsoNormal" style="margin-left: 32.2pt; mso-list: l9 level1 lfo8; tab-stops: 28.35pt 1.5in 117.0pt; text-indent: -.25in;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Penutup.</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l9 level2 lfo8; tab-stops: 42.55pt 117.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Degan bimbingan guru siswadimintamembuat rangkuman.</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l9 level2 lfo8; tab-stops: .5in 42.55pt 117.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa dan guru mekakukan refleksi.</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l9 level2 lfo8; tab-stops: .5in 42.55pt 117.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru memberikan PR.</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="margin-left: 14.2pt; tab-stops: 1.5in 117.0pt; text-indent: -14.2pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Pertemuan ke empat.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: .5in; mso-list: l5 level1 lfo9; tab-stops: 28.35pt 117.0pt; text-indent: -21.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Pendahuluan.</span></div><div class="MsoNormal" style="margin-left: 28.35pt; tab-stops: 28.35pt 117.0pt;"><span lang="SV" style="mso-ansi-language: SV;">Apersepsi : Mengingat kemali blangan pecahan.</span></div><div class="MsoNormal" style="margin-left: 85.05pt; tab-stops: 1.5in 117.0pt; text-indent: -56.7pt;"><span lang="SV" style="mso-ansi-language: SV;">Motivasi<span style="mso-spacerun: yes;"> </span>: Pentingnya materi ini untuk memahami materi selanjutnya danbermanfaat ke pelajaran yang lain serta mempermudah menyelesaikan perhitugan dalam kehidupan sehari-hari.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 85.05pt; tab-stops: 1.5in 117.0pt; text-indent: -56.7pt;"><br />
</div><div class="MsoNormal" style="margin-left: .5in; mso-list: l5 level1 lfo9; tab-stops: 28.35pt 117.0pt; text-indent: -21.8pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Kegiatan inti.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l3 level1 lfo10; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru mesama-sama siswa mendiskusikan jenis bilangan pecahan dan pengertian pecahan.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l3 level1 lfo10; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Dengan garis bilangan guru menjelaskanbilangan pecahan pada garis bilangan dan menentukan letak suatu bilangan pada garis bilangan.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l3 level1 lfo10; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Untuk Mengetahui pemahaman siswa<span style="mso-spacerun: yes;"> </span>dilakukan tanya jawab.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l3 level1 lfo10; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru bersama siswa mendiskusikan pecahan senilai.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l3 level1 lfo10; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Untuk mengecek pemahaman siswa dilakukan tanya jawab</span><span lang="IN" style="mso-ansi-language: IN;">.</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l3 level1 lfo10; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru berxamasiswa mendiskusikan cara mengubah bentuk pecahanke pecahan lain.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l3 level1 lfo10; tab-stops: 28.35pt 42.55pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa diberi tugas latihan.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; tab-stops: 28.35pt 42.55pt;"><br />
</div><div class="MsoNormal" style="margin-left: 30.0pt; mso-list: l2 level1 lfo2; tab-stops: list 28.35pt left 1.5in 117.0pt; text-indent: -15.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Penutup.</span></div><div class="MsoNormal" style="margin-left: 66.0pt; mso-list: l2 level2 lfo2; tab-stops: list 42.55pt left 1.5in 117.0pt; text-indent: -37.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Dengan bimbingan guru, siswa diminta membuat<span style="mso-spacerun: yes;"> </span>rangkuman.</span></div><div class="MsoNormal" style="margin-left: 66.0pt; mso-list: l2 level2 lfo2; tab-stops: list 42.55pt left 1.5in 117.0pt; text-indent: -37.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Siswa dan guru membuat refleksi.</span></div><div class="MsoNormal" style="margin-left: 66.0pt; mso-list: l2 level2 lfo2; tab-stops: list 42.55pt left 1.5in 117.0pt; text-indent: -37.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="PT-BR" style="mso-ansi-language: PT-BR;">Soal yang belum selesai dijadikan PR.</span><span lang="SV" style="mso-ansi-language: SV;"></span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt;"><span lang="PT-BR" style="mso-ansi-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>Pertemuan kelima</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt;"><span lang="PT-BR" style="mso-ansi-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>1. Pendahuluan</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="PT-BR" style="mso-ansi-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>Apersepsi: Siswa diingatkan kembai tentang operasi hitung dengan tanya jawab.</span></div><div class="MsoNormal" style="margin-left: 78.0pt; tab-stops: 1.5in 117.0pt 135.0pt; text-indent: -78.0pt;"><span lang="PT-BR" style="mso-ansi-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>Motifasi<span style="mso-spacerun: yes;"> </span>: Siswa diingatkan pentingnya materi ini untuk materi selanjutnya dan hubungannya dengan kehidupan sehari-hari.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 78.0pt; tab-stops: 1.5in 117.0pt 135.0pt; text-indent: -78.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="PT-BR" style="mso-ansi-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>2. Kegiatan inti.</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l7 level1 lfo11; tab-stops: 42.55pt 117.0pt 135.0pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="PT-BR" style="mso-ansi-language: PT-BR;">Guru bersama-sama siswa membahas operasi hitung tambah, dan kurang pada pecahan</span><span lang="IN" style="mso-ansi-language: IN;"> (s</span><span lang="PT-BR" style="mso-ansi-language: PT-BR;">iswa diberi latihan soal-soal</span><span lang="IN" style="mso-ansi-language: IN;">).</span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l7 level1 lfo11; tab-stops: 42.55pt 117.0pt 135.0pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="PT-BR" style="mso-ansi-language: PT-BR;">Guru bersama-sama siswa membahas operasi hitung kali, bagi pada pecahan</span><span lang="IN" style="mso-ansi-language: IN;"> (</span><span lang="PT-BR" style="mso-ansi-language: PT-BR;">siswa diberi latihan soal</span><span lang="IN" style="mso-ansi-language: IN;">)</span><span lang="PT-BR" style="mso-ansi-language: PT-BR;">.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l7 level1 lfo11; tab-stops: 42.55pt 117.0pt 135.0pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Guru bersama-sama siswa membahas cara meniliskan bentuk baku bilangan</span><span lang="IN" style="mso-ansi-language: IN;"> (s</span><span lang="SV" style="mso-ansi-language: SV;">iswa diberi latihan soal</span><span lang="IN" style="mso-ansi-language: IN;">)</span><span lang="SV" style="mso-ansi-language: SV;">.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; mso-list: l7 level1 lfo11; tab-stops: 42.55pt 117.0pt 135.0pt; text-indent: -14.2pt;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Dengan berkelompok siswa mendiskusikan cara membulatkan bilangan pecahan sampai satu tempat desimal atau dua tempat desimal</span><span lang="IN" style="mso-ansi-language: IN;"> (si</span><span lang="FI" style="mso-ansi-language: FI;">swa diberi soal latihan</span><span lang="IN" style="mso-ansi-language: IN;">)</span><span lang="FI" style="mso-ansi-language: FI;">.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 42.55pt; tab-stops: 42.55pt 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: 30.0pt; mso-list: l8 level1 lfo12; tab-stops: list 30.0pt left 1.5in 117.0pt 135.0pt; text-indent: -.25in;"><span lang="IN" style="mso-ansi-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;">Penutup.</span><span lang="IN" style="mso-ansi-language: IN;"></span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l8 level2 lfo12; tab-stops: 42.55pt 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Dengan bimbingan guru siswa membuat rangkuman.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l8 level2 lfo12; tab-stops: 42.55pt 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="NL" style="mso-ansi-language: NL;">Guru dan siswa membuat refleksi.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l8 level2 lfo12; tab-stops: 42.55pt 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="NL" style="mso-ansi-language: NL;">Guru memberikan PR.</span><span lang="FI" style="mso-ansi-language: FI;"></span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="NL" style="mso-ansi-language: NL;">E. Alat dan sumber belajar.</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="NL" style="mso-ansi-language: NL;"><span style="mso-spacerun: yes;"> </span>Buku teks, penggaris.</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="NL" style="mso-ansi-language: NL;">F. Penilaian.</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="NL" style="mso-ansi-language: NL;"><span style="mso-spacerun: yes;"> </span>Teknik penilaian<span style="mso-spacerun: yes;"> </span>: test.</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="NL" style="mso-ansi-language: NL;"><span style="mso-spacerun: yes;"> </span>Bentuk Instrumen : Pertanyaan lisan dan tertulis</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><span lang="NL" style="mso-ansi-language: NL;"><span style="mso-spacerun: yes;"> </span></span><span lang="SV" style="mso-ansi-language: SV;">Instrumen.</span></div><div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo3; tab-stops: list 28.35pt left 1.5in 117.0pt 135.0pt; text-indent: -21.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Tulislah lima bilangn bulat yang lebih dari -3 dan kurang dari 10</span></div><div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo3; tab-stops: list 28.35pt left 1.5in 117.0pt 135.0pt; text-indent: -21.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="height: 55px; left: 0px; margin-left: 166px; margin-top: 18px; mso-ignore: vglayout; position: absolute; width: 280px; z-index: 251657728;"><img height="55" src="file:///C:/Users/Rosita/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif" width="280" /></span><span lang="SV" style="mso-ansi-language: SV;">Letakkanlah bilangan -2, 0, dan 3 pada garis bilangan berikut</span></div><div class="MsoNormal" style="margin-left: .25in; tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: .25in; tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo3; tab-stops: list 28.35pt left 1.5in 117.0pt 135.0pt; text-indent: -21.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Hitunglah</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">62 – 125</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">(9 + 12) x 6</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">(-36) : 4</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">8 x (-12)</span></div><div class="MsoNormal" style="margin-left: .75in; tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo3; tab-stops: list 28.35pt left 1.5in 117.0pt 135.0pt; text-indent: -21.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Berapakah</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-text-raise: -5.0pt; position: relative; top: 5.0pt;"><img height="25" src="file:///C:/Users/Rosita/AppData/Local/Temp/msohtmlclip1/01/clip_image003.gif" width="48" /></span><span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">4<sup>3</sup></span></div><div class="MsoNormal" style="margin-left: .75in; tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo3; tab-stops: list 28.35pt left 1.5in 117.0pt 135.0pt; text-indent: -21.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Tuliskan dua buah pecahan</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Desimal</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Persen</span></div><div class="MsoNormal" style="margin-left: .75in; tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo3; tab-stops: list 28.35pt left 1.5in 117.0pt 135.0pt; text-indent: -21.8pt;"><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;">Ubah kedalam bentuk</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="mso-ansi-language: SV;"><span style="mso-text-raise: -12.0pt; position: relative; top: 12.0pt;"><img height="41" src="file:///C:/Users/Rosita/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif" width="16" /></span></span><span lang="FI" style="mso-ansi-language: FI;">= ... %</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;">3,4 = ... pecahan biasa</span></div><div class="MsoNormal" style="margin-left: .75in; tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: 28.35pt; mso-list: l0 level1 lfo3; tab-stops: 28.35pt 117.0pt 135.0pt; text-indent: -14.15pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;">Hitunglah</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-text-raise: -12.0pt; position: relative; top: 12.0pt;"><img height="41" src="file:///C:/Users/Rosita/AppData/Local/Temp/msohtmlclip1/01/clip_image007.gif" width="45" /></span>= ....</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-text-raise: -12.0pt; position: relative; top: 12.0pt;"><img height="41" src="file:///C:/Users/Rosita/AppData/Local/Temp/msohtmlclip1/01/clip_image009.gif" width="36" /></span><span style="mso-spacerun: yes;"> </span>= ....</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;">2,5 + 3,75 = ....</span></div><div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo3; tab-stops: list 42.55pt left 1.5in 117.0pt 135.0pt; text-indent: -43.65pt;"><span lang="FI" style="mso-ansi-language: FI;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="mso-ansi-language: FI;">21,2 – 9,85</span></div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 1.5in 117.0pt 135.0pt;"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-69856647096866624502012-03-30T03:11:00.001-07:002012-03-30T03:11:58.535-07:00Kode Etik Guru<!--[if !mso]>
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<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BAB
I</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENDAHULUAN</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l5 level2 lfo1; text-align: justify; text-indent: -28.35pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.1<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Latar
Belakang</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Istilah </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">e</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">tik
berasal dari perkataan ethos, yang berarti watak</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">. Menurut UUD 1945 pasal 1 berbunyi “tiap-tiap warga Negara berhak
mendapatkan pengajaran”. Berdasarkan pasal ini jelas bahwa semua warga negara
tanpa terkecuali berhak mendapatkan pendidikan. Tujuan utamanya agar generasi
muda penerus bangsa dapat memajukan negara Indonesia ini. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Berkaitan dengan itu, visi Menteri Pendidikan Nasional, Bambang Sudibyo
memandang bahwa pendidikan pendidikan sebagai proses pembentukan manusia
seutuhnya. Untuk mewujudkan visi ini dibutuhkan dana memadai(aspek kuantitatif)
dan tenaga pendidik yang profesional (aspek kualitatif). Ditinjau dari aspek
kuantitatif, Mendiknas lebih lanjut mewacanakan guru akan makin dimanusiawikan
dengan menaikkan gaji untuk memperbaiki mutu pendidikan nasional.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Dengan kesejahteraan yang terjamin, para guru akan bangga dengan
profesinya, mampu membeli buku, dan mempunyai waktu luang untuk belajar. Pada
prinsipnya, menaikkan anggaran pendidikan selalu disebut sebagai conditio sine
qua non (syarat mutlak). Namun, pembangunan dalam pendidikan seharusnya tidak
dipahami dari aspek kuantitatif saja, akan tetapi aspek kualitatif juga perlu
diperhatikan.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Dalam konteks ini guru adalah jantungnya. Tanpa guru yang profesional
meskipun kebijakan pembaharuan secanggih apapun akan berakhir sia-sia.
Berdasarkan uraian di atas, makalah ini akan membahas bagaimana etika guru
profesional<b>. </b>Uraian dalam makalah ini di mulai dengan pengertian kode
etik, tujuan kode etik, fungsi kode etik, kode etik guru indonesia dan diakhiri
oleh kode etik guru profesional terhadap pekerjaannya.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l5 level2 lfo1; text-align: justify; text-indent: -28.35pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.2<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Rumusan Masalah</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l6 level1 lfo2; text-align: justify; text-indent: -28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Apa
yang dimaksud etik dan kode etik?</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l6 level1 lfo2; text-align: justify; text-indent: -28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Apa
fungsi dan tujuan kode etik?</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l6 level1 lfo2; text-align: justify; text-indent: -28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Apa
yang dimaksud dengan kode etik guru dan kode etik guru di Indonesia?</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l6 level1 lfo2; text-align: justify; text-indent: -28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Apa
saja jenis-jenis kode etik guru profesional?</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l5 level2 lfo1; text-align: justify; text-indent: -28.35pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.3<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Tujuan </span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Mengetahui
etik dan kode etik.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Mengetahui
fyngsi dan tujuan kode etik.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Mengetahui
kode etik guru dan kode etik guru di Indonesia.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Mengetahui
jenis-jenis kode etik guru profesional.<br /></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;">BAB
II</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">TINJAUAN
PUSTAKA</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 28.35pt; mso-list: l0 level2 lfo4; text-align: justify; text-indent: -28.35pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.1<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pengertian Etika dan Kode Etik</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Etika
berasal dari bahasa yunani yaitu kata “ethos” yang berarti suatu kehendak atau
kebiasaan baik yang tetap. Yang pertama kali menggunakan kata-kata itu adalah
seorang filosof Yunani yang bernama Aris Toteles (384–322 SM).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut Kamus Besar Bahasa Indonesia
(2012) Etika / moral adalah ajaran tentang baik dan buruk mengenai perbuatan,
sikap, kewajiban dan sebagainya. Menurut K. Bertenes, Etika adalah nilai-nilai
atau norma-norma yang menjadi pegangan bagi seseorang dalam mengatur tingkah
lakunya. Dari pengertian di atas, disimpulkan bahwa Etika merupakan ajaran baik
dan buruk tentang perbuatan dan tingkah laku (akhlak). Jadi, Etika membicarakan
tingkah laku manusia yang dilakukan dengan sadar di pandang dari sudut baik dan
buruk sebagai suatu hasil penilaian.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kode
Etik Dapat diartikan pola aturan, tata cara, tanda, pedoman etis dalam
melakukan suatu kegiatan atau pekerjaan. Kode etik merupakan pola aturan atau
tata cara sebagai pedoman berperilaku. Dalam kaitannya dengan profesi, bahwa
kode etik merupakan tata cara atau aturan yang menjadi standart kegiatan
anggota suatu profesi. Suatu kode etik menggambarkan nilai-nilai professional
suatu profesi yang diterjemahkan kedalam standaart perilaku anggotanya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l0 level2 lfo4; text-align: justify; text-indent: -28.35pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.2<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Tujuan Kode Etik</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tujuan
utama dari kode etik adalah memberi pelayanan khusus dalam</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">masyarakat tanpa mementingkan
kepentingan pribadi atau kelompok.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Adanya
kode etik akan melindungi perbuatan yang tidak profesional. Dalam proses pendidikan,
banyak unsur-unsur yang terlibat agar proses pendidikan dapat berjalan dengan
baik. Salah satunya adalah guru sebagai tenaga pendidik. Guru sebagai suatu
profesi kependidikan mempunyai tugas utama melayani masyarakat dalam dunia
pendidikan. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Dan tujuan kode
etik guru adalah sebagai berikut :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 14.2pt; mso-list: l7 level1 lfo9; tab-stops: list 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Untuk
menjunjung tinggi martabat profesi</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 14.2pt; mso-list: l7 level1 lfo9; tab-stops: list 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Untuk menjaga
dan memelihara kesejahteraan para anggotanya</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 14.2pt; mso-list: l7 level1 lfo9; tab-stops: list 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Untuk
meningkatkan pengabdian para anggota profesi</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 14.2pt; mso-list: l7 level1 lfo9; tab-stops: list 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold;"><span style="mso-spacerun: yes;"> </span>U</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">ntuk meningkatkan mutu profesi</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 14.2pt; mso-list: l7 level1 lfo9; tab-stops: list 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Untuk
meningkatkan mutu profesi </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 35.45pt; mso-list: l0 level2 lfo4; text-align: justify; text-indent: -35.45pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.3<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Fungsi Kode Etik</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pada dasarnya kode etik memiliki fungsi ganda yaitu
sebagai perlindungan dan pengembangan bagi profesi. Fungsi seperti itu sama
seperti apa yang dikemukakan Gibson dan Michel (1945 : 449) yang lebih
mementingkan pada kode etik sebagai pedoman pelaksanaan tugas prosefional dan
pedoman bagi masyarakat sebagai seorang professional.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Kode etik guru sesungguhnya merupakan pedoman yang
mengatur hubungan guru dengan teman kerja, murid dan wali murid, pimpinan dan
masyarakat serta dengan misi tugasnya.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Menurut Oteng Sutisna (1986 : 364) bahwa pentingnya kode
etik guru dengan teman kerjanya difungsikan sebagai penghubung serta saling
mendukung dalam bidang mensukseskan misi dalam mendidik peserta didik. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Etika hubungan guru dengan peserta didik menuntut
terciptanya hubungan berupa helping relationship (Brammer, 1979), yaitu
hubungan yang bersifat membantu dengan mengupayakan terjadinya iklim belajar
yang kondusif bagi perkembangan peserta didik. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Dengan ditandai adanya perilaku empati,penerimaan dan
penghargaan, kehangatan dan perhatian, keterbukaan dan ketulusan serta
kejelasan ekspresi seorang guru.Seorang guru apabila ingin menjadi guru yang
professional harusnya mendalami serta memiliki etika diatas tersebut.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Etika Hubungan garis dengan pimpinan di sekolah menuntut
adanya kepercayaan. Bahwa guru percaya kepada pimpinan dalam meberi tugas dapat
dan sesuai dengan kemampuan serta guru percaya setiap apa yang telah dikerjakan
mendapatkan imbalan dan sebaliknya bahwa pimpinan harus yakin bahwa tugas yang
telah diberikan telah dapat untuk dilaksanakan. Guru sangat perlu memelihara
hubungan baik dengan masyarakat untuk kepentingan pendidikan. Guru juga harus
menghayati apa saja yang menjadi tanggung jawab tugasnya.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: .25in; mso-list: l0 level2 lfo4; tab-stops: 28.35pt; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.4<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Kode
Etik Guru</span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; tab-stops: 113.4pt; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">K</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ode
etik guru di sini adalah norma-norma yang mengatur hubungan kemanusiaan
(relationship) antar guru dengan lembaga pendidikan (sekolah)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">, </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">guru dengan sesama guru</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">,</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> guru dengan peserta didik</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">,</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> dan guru dengan lingkungannya. Sebagai
sebuah jabatan pekerjaan, profesi guru memerlukan kode etik khusus untuk
mengatur hubungan-hubungan tersebut.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; tab-stops: 113.4pt; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Fungsi adanya kode etik adalah untuk
menjaga kredibilitas dan nama baik guru dalam menyandang status pendidik.
Dengan demikian, adanya kode etik tersebut diharapkan para guru tidak melakukan
pelanggaran-pelanggaran terhadap kewajibannya. Jadi substansi diberlakukannya
kode etik kepada guru sebenarnya untuk menambah kewibawaan dan memelihara image
profesi guru tetap baik.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; tab-stops: 113.4pt; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menyadari pentingnya fungsi kode etik
tersebut, berati guru harus mampu melaksanakan tugasnya secara jujur, komitmen
dan penuh dedikasi. Hubungan-hubungan sebagaimana di maksud di atas, juga harus
dipatuhi demi menjaga kemajuan dan solidaritas yang tinggi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; tab-stops: 113.4pt; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kode etik tersebut mengatur tentang apa
yang harus dilakukan dan apa yang tidak boleh dilakukan guru dalam menjalankan
tugas profesionalnya. Berikut ini adalah kode etik guru Indonesia yang
dirumuskan oleh Pengurus Besar Persatuan Guru Republik Indonesia (PGRI).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; tab-stops: 113.4pt; text-align: justify; text-indent: 28.35pt;">
<br /></div>
<div class="MsoListParagraph" style="display: none; line-height: 150%; margin-left: .25in; mso-list: l0 level2 lfo4; tab-stops: 28.35pt; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="display: none; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-hide: all;"><span style="mso-list: Ignore;">2.5<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="display: none; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-hide: all;"> </span></b></div>
<div class="MsoListParagraph" style="display: none; line-height: 150%; margin-left: .25in; mso-list: l0 level2 lfo4; tab-stops: 28.35pt; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="display: none; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-hide: all;"><span style="mso-list: Ignore;">2.6<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="display: none; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-hide: all;"> </span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: .25in; mso-list: l2 level2 lfo6; tab-stops: 28.35pt; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.5<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">K</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">ode Etik Guru Indonesia</span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; tab-stops: 113.4pt; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru Indonesia
menyadari bahwa pendidikan adalah bidang pengabdian terhadap Tuhan Yang Maha
Esa, bangsa dan negara, serta kemanusiaan pada umumnya.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; tab-stops: 113.4pt; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru Indonesia yang
berjiwa Pancasila dan setia pada UUD 1945, turut bertanggung jawab atas
terwujudnya cita-cita proklamasi kemerdekaan Republik Indonesia 17 Agustus
1945. Oleh sebab itu guru Indonesia terpanggil untuk menunaikan karyanya dengan
berpedoman pada dasar-dasar sebagai berikut :</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l1 level1 lfo5; tab-stops: 0in 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru
berbakti membimbing peserta didik untuk membentuk manusia Indonesia seutuhnya
yang berjiwa Pancasila.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l1 level1 lfo5; tab-stops: 0in 7.1pt 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru
memiliki dan melaksanakan kejujuran profesional.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l1 level1 lfo5; tab-stops: 0in 7.1pt 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru
berusaha memperoleh informasi tentang peserta didik sebagai bahan melakukan
bimbingan dan pembinaan.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l1 level1 lfo5; tab-stops: 0in 7.1pt 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru
menciptakan suasana sekolah sebaik-baiknya yang menunjang berhasilnya proses
belajar mengajar.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l1 level1 lfo5; tab-stops: 0in 7.1pt 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru
memelihara hubungan baik dengan orang tua murid dan masyarakat sekitarnya untuk
membina peran serta dan rasa tanggung jawab bersama terhadap pendidikan.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l1 level1 lfo5; tab-stops: 0in 7.1pt 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru
secara pribadi dan bersama-sama mengembangkan dan meningkatkan mutu dan
martabat profesinya.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l1 level1 lfo5; tab-stops: 0in 7.1pt 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru
memelihara hubungan seprofesi, semangat kekeluargaan, kesetiakawanan sosial.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l1 level1 lfo5; tab-stops: 0in 7.1pt 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru
secara bersama-sama memelihara dan meningkatkan mutu organisasi PGRI, sebagai
sarana perjuangan dan pengabdian.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l1 level1 lfo5; tab-stops: 0in 7.1pt 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Guru
melaksanakan segala kebijakan pemerintah dalam bidang pendidikan.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; tab-stops: 7.1pt 14.2pt; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: .25in; mso-list: l2 level2 lfo6; tab-stops: 28.35pt; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.6<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Kode
Etik Guru Profesional</span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; tab-stops: 113.4pt; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Dalam Kode Etik
Guru Indonesia dengan jelas dituliskan bahwa guru berbakti membimbing peserta
didik untuk membentuk manusia seutuhnya yang berjiwa pancasila. Dari ketiga
kalimat tersebut, ada beberapa etika guru diantaranya :</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l3 level1 lfo7; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Etika
guru terhadap peserta didik tercermin. </span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; text-align: justify; text-indent: 21.8pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Dalam
membimbing anak didiknya Ki Hajar Dewantara mengemukakan tiga kalimat padat
yang terkenal yaitu ing ngarso sung tulodo, ing madyo mangun karso, dan tut
wuri handayani.Kalimat-kalimat tersebut mempunyai makna yang sesuai dalam
konteks ini. <span style="mso-spacerun: yes;"> </span>Pertama, guru hendaknya
memberi contoh yang baik bagi anak didiknya. Kedua, guru harus dapat
mempengaruhi dan mengendalikan anak didiknya. Ketiga, hendaknya guru menghargai
potensi yang ada dalam keberagaman siswa. </span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; text-align: justify; text-indent: 21.8pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sementara itu,
prinsip manusia seutuhnya dalam kode etik ini memandang manusia sebagai
kesatuan yang bulat, utuh, baik jasmani maupun rohani. Peserta didik tidak
hanya dituntut berlimu pengetahuan tinggi, tetapi harus bermoral tinggi juga. Guru
dalam mendidik seharusnya tidak hanya mengutamakan pengetahuan atau
perkembangan intelektual saja, tetapi juga harus memperhatikan perkembangan
pribadi peserta didik, baik jasmani, rohani, sosial maupun yang lainnya yang
sesuai dengan hakikat pendidikan. Ini dimaksudkan agar peserta didik pada
akhirnya akan dapat menjadi manusia yang mampu menghadapi tantangan-tantangan
di masa depan. Peserta didik tidak dapat dipandang sebagai objek semata yang
harus patuh pada kehendak dan kemauan guru.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l3 level1 lfo7; tab-stops: 14.2pt; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Etika
Guru Profesional terhadap pekerjaan</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; tab-stops: 14.2pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>Pekerjaan guru adalah pekerjaan yang
mulia. Sebagai seorang yang profesional , guru harus melayani masyarakat dalam
bidang pendidikan dengan profesional juga. Agar dapat memberikan layanan yang
memuaskan masyarakat, guru harus dapat menyesuaikan kemampuan dan
pengetahuannya dengan keinginan dan permintaan masyarakat. Keinginan dan
permintaan ini selalu berkembang sesuai dengan perkembangan masyarakat yang
biasanya dipengaruhi oleh perkembangan ilmu dan teknologi. </span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; tab-stops: 14.2pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>Oleh sebab itu, guru selalu dituntut
untuk secara terus menerus meningkatkan dan mengembangkan pengetahuan,
keterampilan, dan mutu layanannya. Keharusan meningkatkan dan mengembangkan
mutu ini merupakan butir keenam dalam Kode Etik Guru Indonesia yang berbunyi
“Guru secara pribadi dan bersama-sama mengembangkan dan meningkatkan mutu dan
martabat profesinya”.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; tab-stops: 14.2pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>Secara profesional, guru tidak boleh
dilanda wabah completism, merasa diri sudah sempurna dengan ilmu yang
dimilikinya, melainkan harus belajar terus menerus (Kartadinata, 2004:1). Bagi
seorang guru, belajar terus menerus adalah hal yang mutlak. Hal ini karena yang
dihadapi adalah peserta didik yang sedang berkembang dengan segala dinamikanya
yang memerlukan pemahaman dan kearifan dalam bertindak dan menanganinya.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; tab-stops: 14.2pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>Untuk meningkatkan mutu profesinya,
menurut Soejipto dan kosasi ada ua cara yaitu cara formal dan cara informal.
Secara formal artinya guru mengikuti pendidikan lanjutan dan mengikuti
penataran, lokakarya, seminar, atau kegiatan ilmiah lainnya. Secara informal
dapat dilakukan melalui televisi, radio, koran, dan sebagainya.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; mso-list: l3 level1 lfo7; text-align: justify; text-indent: -14.2pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Etika
Guru Profesional Terhadap Tempat kerja.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; text-align: justify; text-indent: 21.8pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sudah
diketahui bersama bahwa suasana yang baik ditempat kerja akan meningkatkan
produktivitas. Ketidakoptimalan kinerja guru antara lain disebabkan oleh
lingkungan kerja yang tidak menjamin pemenuhan tugas dan kewajiban guru secara
optimal.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; text-align: justify; text-indent: 21.8pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Dalam UU No.
20/2003 pasal 1 bahwa pemerintah berkewajiban menyiapkan lingkungan dan
fasilitas sekolah yang memadai secara merata dan bermutu diseluruh jenjang
pendidikan. Jika ini terpenuhi, guru yang profesional harus mampu memanfaatkan
fasilitas yang ada dalam rangka terwujudnya manusia seutuhnya sesuai dengan
Visi Pendidikan Nasional.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; text-align: justify; text-indent: 21.8pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Berkaitan
dengan ini, pendekatan pembelajaran kontekstual dapat menjadi pemikiran para
guru untuk lebih kreatif. Dalam pendekatan ini, diartikan strategi belajar yang
membantu guru mengaitkan materi pelajaran dengan situasi dunia nyata siswa dan
mendorong siswa mengaitkan pengetahuan yang telah dimilikinya drngan penerapannya
dalam kehidupan sehari-hari.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 14.2pt; text-align: justify; text-indent: 21.8pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sementara itu,
sikap profesional guru terhadap tempat kerja juga dengan cara menciptakan
hubungan harmonis di lingkungan tempat kerja, baik di lingkungan sekolah,
masyarakat maupun dengan orang tua peserta. Etika profesional seorang guru
sangat dibutuhkan dalam rangka meningkatkan mutu pendidikan nasional. Seorang
guru baru dapat disebut profesional jika telah menaati Kode Etik Keguruan yang
telah ditetapkan.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; tab-stops: 28.35pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="DE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: DE;">BAB
III</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="DE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="DE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: DE;">PENUTUP</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 28.35pt; mso-list: l4 level2 lfo8; text-align: justify; text-indent: -28.35pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="DE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: DE; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.1<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">S</span></b><b style="mso-bidi-font-weight: normal;"><span lang="DE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: DE;">impulan</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="DE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: DE;">Kode etik bisa dilihat sebagai produk dari etika terapan,
sebab dihasilkan berkat penerapan pemikiran etis atas suatu wilayah tertentu,
yaitu profesi. Tetapi setelah kode etik ada, pemikiran etis tidak berhenti.
Kode etik tidak menggantikan pemikiran etis, tapi sebaliknya selalu didampingi
refleksi etis.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="DE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: DE;">Supaya kode etik dapat berfungsi dengan semestinya, salah
satu syarat mutlak adalah bahwa kode etik itu dibuat oleh profesi sendiri. Kode
etik tidak akan efektif kalau di drop begitu saja dari atas yaitu instansi
pemerintah atau instansi-instansi lain; karena tidak akan dijiwai oleh
cita-cita dan nilai-nilai yang hidup dalam kalangan profesi itu sendiri.
Instansi dari luar bisa menganjurkan membuat kode etik dan barang kali dapat
juga membantu dalam merumuskan, tetapi pembuatan kode etik itu sendiri harus
dilakukan oleh profesi yang bersangkutan. Supaya dapat berfungsi dengan baik,
kode etik itu sendiri harus menjadi hasil SELF REGULATION (pengaturan diri)
dari profesi.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="DE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: DE;">Dengan membuat kode etik, profesi sendiri akan menetapkan
hitam atas putih niatnya untuk mewujudkan nilai nilai moral yang dianggapnya
hakiki. Hal ini tidak akan pernah bisa dipaksakan dari luar. Hanya kode etik
yang berisikan nilainilai dan cita-cita yang diterima oleh profesi itu sendiri
yang bisa mendarah daging dengannya dan menjadi tumpuan harapan untuk
dilaksanakan untuk dilaksanakan juga dengan tekun dan konsekuen. Syarat lain
yang harus dipenuhi agar kode etik dapat berhasil dengan baik adalah bahwa
pelaksanaannya di awasi terus menerus.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; mso-list: l4 level2 lfo8; tab-stops: 28.35pt; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.2<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Saran</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 7.1pt; tab-stops: 28.35pt; text-align: justify; text-indent: 21.25pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Dari makalah yang saya buat, diharapkan para pembaca mendapatkan informasi
yang diinginkan. Sebaiknya dalam proses pembelajaran Profesi Kependidikan diberikan
penjelasan terlebih dahulu agar lulusan kami bisa lebih memahaminya.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-80369220125552596932012-03-26T05:01:00.001-07:002012-04-29T19:40:54.547-07:00TUGAS 1 (SUPLEMEN UAS)<div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">TUGAS 1 ( SUPLEMEN UAS )</span></div><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sebutkan dan jelaskan perkembangan Kurikulum Matematika Sekolah Di Indonesia ?</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Apa penyebab munculnya <span style="color: black;">model pembelajaran matematika modern ?</span></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Jelaskan ciri khas dari <span style="color: black;">Kurikulum Matematika 1984 ?</span></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">4.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sebutkan dan jelaskan tujuan pembelajaran matematika ?</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">5.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sebutkan dan jelaskan tahap pemecahan masalah ?</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">6.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Jelaskan kurikulum berbasis kompetensi ?</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">7.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Jelaskan KTSP ?</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 9pt; text-align: justify;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sebutkan dan jelaskan perkembangan Kurikulum Matematika Sekolah Di Indonesia ?</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 27pt; text-align: justify; text-indent: -9pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">a.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Matematika tradisional (Ilmu Pasti)</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 27pt; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Matematika diletakkan sebagai salah satu mata pelajaran wajib. Saat itu pembelajaran matematika lebih ditekankan pada ilmu hitung dan cara berhitung. Untuk pertama kali yang diperkenalkan kepada siswa adalah bilangan asli dan membilang, kemudian penjumlahan dengan jumlah kurang dari sepuluh, pengurangan yang selisihnya positif dan lain sebagainya. Kekhasan lain dari pembelajaran matematika tradisional adalah bahwa pembelajaran<u> lebih menekankan hafalan dari pada pengertian</u>,<u> menekankan bagaimana sesuatu itu dihitung bukan mengapa sesuatu itu dihitungnya demikian</u>,<u> lebih mengutamakan kepada melatih otak bukan kegunaan, bahasa/istilah dan simbol yang digunakan tidak jelas, urutan operasi harus diterima tanpa alasan</u>, dan seterusnya. Urutan operasi hitung pada era pembelajaran matematika tradisional adalah kali, bagi, tambah dan kurang. Maksudnya bila ada soal dengan menggunakan operasi hitung maka perkalian harus didahulukan dimanapun letaknya baru kemudian pembagian,</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 27pt; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">penjumlahan dan pengurangan.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 27pt; text-align: justify;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 27pt; text-align: justify; text-indent: -9pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">b.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pembelajaran Matematika Modern</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 27pt; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pengajaran matematika modern resminya dimulai setelah adanya kurikulum 1975. Model pembelajaran matematika modern ini muncul karena adanya kemajuan teknologi. Selain itu penemuan-penemuan teori belajar mengajar oleh J. Piaget, W Brownell, J.P Guilford, J.S Bruner, Z.P Dienes, D.Ausubel, R.M Gagne dan lain-lain semakin memperkuat arus perubahan model pembelajaran matematika. W. Brownell mengemukakan bahwa<u> belajar matematika harus merupakan belajar bermakna dan berpengertian</u>. Teori ini sesuai dengan teori Gestalt yang muncul sekitar tahun 1930, dimana Gestalt menengaskan bahwa latihan hafal atau yang sering disebut<u> drill </u>adalah<u> sangat penting</u> dalam pengajaran namun<u> diterapkan setelah tertanam pengertian pada siswa</u> . Dua hal tersebut di atas memperngaruhi perkembangan pembelajaran matematika di Indonesia. Berbagai kelemahan seolah nampak jelas,<u> pembelajaran kurang menekankan pada pengertian, kurang adanya kontinuitas, kurang merangsang anak untuk ingin tahu</u>, dan lain sebagainya. Ditambah lagi masyarakat dihadapkan pada kemajuan teknologi. Akhirnya Pemerintah merancang program pembelajaran yang dapat menutupi kelemanahn- kelemahan tersebut. Muncullah kurikulum 1975 dimana matematika saat itu mempunyai karakteristik sebagai berikut ;</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Memuat topik-topik dan pendekatan baru. Topik-topik baru yang muncul adalah himpunan, statistik dan probabilitas, relasi, sistem numerasi kuno, penulisan lambing bilangan non desimal.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pembelajaran lebih menekankan pembelajaran bermakna dan berpengertian dari pada hafalan dan ketrampilan berhitung.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Program matematika sekolah dasar dan sekolah menengah lebih kontinyu.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">4.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pengenalan penekanan pembelajaran pada struktur.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">5.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Programnya dapat melayani kelompok anak-anak yang kemampuannya hetrogen.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">6.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Menggunakan bahasa yang lebih tepat.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">7.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pusat pengajaran pada murid tidak pada guru.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">8.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Metode pembelajaran menggunakan meode menemukan, memecahkan masalah dan teknik diskusi.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">9.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pengajaran matematika lebih hidup dan menarik.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 27pt; text-align: justify; text-indent: -9pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">c.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kurikulum Matematika 1984</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 27pt; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Di dalam negeri, tahun 1984 pemerintah melaunching kurikulum baru, yaitu kurikulum tahun 1984. Alasan dalam menerapkan kurikulum baru tersebut antara lain, adanya sarat materi, perbedaan kemajuan pendidikan antar daerah dari segi teknologi, adanya perbedaan kesenjangan antara program kurikulum di satu pihak dan pelaksana sekolah serta kebutuhan lapangan dipihak lain, belum sesuainya materi kurikulum dengan tarap kemampuan anak didik. Dan, CBSA (cara belajar siswa aktif) menjadi karakter yang begitu melekat erat dalam kurikulum tersebut. Dalam kurikulum ini siswa di sekolah dasar diberi materi aritmatika sosial, sementara untuk siswa sekolah menengah atas diberi materi baru seperti komputer. Hal lain yang menjadi perhatian dalam kurikulum tersebut, adalah bahan bahan baru yang sesuai dengan tuntutan di lapangan, permainan geometri yang mampu mengaktifkan siswa juga disajikan dalam kurikulum ini.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 27pt; text-align: justify;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 27pt; text-align: justify; text-indent: -9pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">d.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kurikulum Tahun 1994</span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin: 0in 0in 0.0001pt 27pt; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dalam kurikulm tahun 1994, pembelajaran matematika mempunyai karakter yang khas, struktur materi sudah disesuaikan dengan psikologi perkembangan anak, materi keahlian seperti komputer semakin mendalam, model-model pembelajaran matematika kehidupan disajikan dalam berbagai pokok bahasan. Intinya pembelajaran matematika saat itu mengedepankan tekstual materi namun tidak melupakan hal-hal kontekstual yang berkaitan dengan materi. Soal cerita menjadi sajian menarik disetiap akhir pokok bahasan, hal ini diberikan dengan pertimbangan agar siswa mampu menyelesaikan permasalahan kehidupan yang dihadapi sehari-hari.</span></div><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin: 0in 0in 0.0001pt 27pt; text-align: justify; text-indent: -9pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">e.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kurikulum tahun 2004</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 27pt; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Setelah beberapa dekade dan secara khusus sepuluh tahun berjalan dengan kurikulum 1994, pola-pola lama bahwa guru menerangkan konsep, guru memberikan contoh, murid secara individual mengerjakan latihan, murid mengerjakan soal-soal pekerjaan rumah hanya kegiatan rutin saja disekolah, sementara bagaimana keragaman pikiran siswa dan kemampuan siswa dalam mengungkapkan gagasannya kurang menjadi perhatian. Para siswa umumnya belajar tanpa ada kesempatan untuk mengkomunikasikan gagasannya, mengembangkan kreatifitasnya. Jawaban soal seolah membatasi kreatifitas dari siswa karena jawaban benar seolah-lah hanya otoritas dari seorang guru. Pembelajaran seperti paparan di atas akhirnya hanya menghasilkan lulusan yang kurang terampil secara matematis dalam menyelesaikan persoalah-persoalan seharai-hari. Bahkan pembelajaran model di atas semakin memunculkan kesan kuat bahwa matematika pelajaran yang sulit dan tidak menarik.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 27pt; text-align: justify;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Apa penyebab munculnya <span style="color: black;">model pembelajaran matematika modern ?</span></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Model pembelajaran matematika modern ini muncul karena adanya kemajuan teknologi. Di Amerika Serikat perasaan adanya kekurangan orang-orang yang mampu menangani senjata, rudal dan roket sangat sedikit, mendorong munculnya pembaharuan pembelajaran matematika. Selain itu penemuan-penemuan teori belajar mengajar oleh J. Piaget, W Brownell, J.P Guilford, J.S Bruner, Z.P Dienes, D.Ausubel, R.M Gagne dan lain-lain semakin memperkuat arus perubahan model pembelajaran matematika.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Jelaskan ciri khas dari <span style="color: black;">Kurikulum Matematika 1984 ?</span></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">CBSA (cara belajar siswa aktif) merupakan karakter yang begitu melekat erat dalam kurikulum tmatematika 1984. Dalam kurikulum ini siswa di sekolah dasar diberi materi aritmatika sosial, sementara untuk siswa sekolah menengah atas diberi materi baru seperti komputer.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sementara itu langkah-langkah agar pelaksanaan kurikulum berhasil adalah melakukan hal-hal sebagai berikut :</span></div><ol><li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"></span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Guru supaya meningkatkan profesinalisme.</span></li>
<li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"></span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dalam buku paket harus dimasukkan kegiatan yang menggunakan kalkulator dan computer.</span></li>
<li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"></span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sinkronisasi dan kesinambungan pembelajaran dari sekolah dasar dan sekolah lanjutan.</span></li>
<li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"></span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pengevaluasian hasil pembelajaran.</span></li>
<li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"></span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Prinsip CBSA dipelihara terus.</span></li>
</ol><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">4. <span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sebutkan dan jelaskan tujuan pembelajaran matematika ?</span></div><ol><li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Memahami konsep matematika, menjelaskan keterkaitan antar konsep dan mengaplikasikan konsep atau algoritma, secara luwes, akurat, efisien, dan tepat, dalam pemecahan masalah. Objek</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> dalam pembelajaran matematika adalah: fakta, konsep, prinsip, dan skills (Bells dalam Setiawan: 2005).</span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Fakta</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> adalah sebarang kemufakatan dalam matematika. Fakta matematika meliputi istilah (nama), notasi (lambang), dan kemufakatan (konvensi).</span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> <br />
Konsep</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> adalah ide (abstrak) yang dapat digunakan atau memungkinkan seseorang untuk mengelompokkan/menggolongkan sesuatu objek. Suatu konsep biasa dibatasi dalam suatu ungkapan yang disebut definisi. “Segitiga” adalah suatu konsep yang dapat digunakan untuk mengelompokkan bangun datar, yaitu yang masuk dalam pengertian “segitiga” dan “yang tidak termasuk dalam pengertian segitiga”. Beberapa konsep merupakan pengertian dasar yang dapat ditangkap secara alami (tanpa didefinisikan).</span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> <br />
Prinsip</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> adalah rangkaian konsep-konsep beserta hubungannya. Umumnya prinsip berupa pernyataan. Beberapa prinsip merupakan prinsip dasar yang dapat diterima kebenarannya secara alami tanpa pembuktian. Prinsip dasar ini disebut aksioma atau postulat.</span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><br />
Skill atau keterampilan</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> dalam matematika adalah kemampuan pengerjaan (operasi) dan prosedur yang harus dikuasai oleh siswa dengan kecepatan dan ketepatan yang tinggi, misalnya operasi hitung, operasi himpunan. Beberapa keterampilan ditentukan oleh seperangkat aturan atau instruksi atau prosedur yang berurutan, yang disebut algoritma, misalnya prosedur menyelesaikan system persamaan linear dua variabel.<br />
</span></li>
<li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Menggunakan penalaran pada pola dan sifat, melakukan manipulasi matematika dalam membuat generalisasi, menyusun bukti, atau menjelaskan gagasan dan pernyataan matematika.</span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><br />
Penalaran</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> adalah suatu proses atau suatu aktivitas berpikir untuk menarik suatu kesimpulan atau proses berpikir dalam rangka membuat suatu pernyataan baru yang benar berdasar pada beberapa pernyataan yang kebenarannya telah dibuktikan atau diasumsikan sebelumnya (Fadjar Shadiq, 2003).</span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><br />
Penalaran induktif</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> adalah proses berpikir yang berusaha menghubungkan fakta-fakta atau kejadian-kejadian khusus yang sudah diketahui menuju kepada suatu kesimpulan yang bersifat umum.</span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><br />
Penalaran deduktif</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> merupakan proses berpikir untuk menarik kesimpulan tentang hal khusus yang berpijak pada hal umum atau hal yang sebelumnya telah dibuktikan (diasumsikan) kebenarannya.<br />
</span></li>
<li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"></span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Memecahkan masalah yang meliputi kemampuan memahami masalah, merancang model matematika, menyelesaikan model dan menafsirkan solusi yang diperoleh. <br />
Salah satu kemampuan yang diharapkan dikuasai siswa dalam belajar matematika adalah kemampuan<b> memecahkan masalah</b> atau<b><i> problem solving</i></b>. <b>Pemecahan masalah</b> adalah<u> proses menerapkan pengetahuan yang telah diperoleh ebelumnya ke dalam situasi baru yang belum dikenal</u>.<br />
</span></li>
<li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Mengomunikasikan gagasan dengan simbol, tabel, diagram, atau media lain untuk memperjelas keadaan atau masalah.<br />
Gagasan dan pikiran seseorang dalam menyelesaikan permasalahan matematika dapat dinyatakan dalam kata-kata, lambang matematis, bilangan, gambar, maupun tabel. Cockroft (1986) dalam Fadjar Shadiq (2003) menyatakan bahwa<u> matematika merupakan alat komunikasi yang sangat kuat, teliti, dan tidak membingungkan</u>. Komunikasi ide-ide, gagasan pada operasi atau pembuktian matematika banyak melibatkan kata-kata, lambang matematis, dan bilangan. Mengkomunikasikan gagasan dengan matematika lebih praktis, sistematis, dan efisien.<span style="font: 7pt "Times New Roman";"></span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> <br />
</span></li>
<li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Memiliki sikap menghargai kegunaan matematika dalam kehidupan, yaitu memiliki rasa ingin tahu, perhatian, dan minat dalam mempelajari matematika, serta sikap ulet dan percaya diri dalam pemecahan masalah. Pembelajaran matematika PAKEM </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">dalam hal ini<u> adalah pembelajaran matematika yang mampu memancing, mengajak, dan membuat siswa untuk: aktif berpikir (mentalnya), kreatif (dalam berpikir), senang belajar dalam arti nyaman kondisi mentalnya karena tiadanya ancaman atau tekanan dalam belajar baik dari guru maupun dari teman-temannya, serta kompetensi yang dipelajari terkuasai</u>.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><br />
<br />
Matematika sebagai salah satu ilmu dasar, dewasa ini telah berkembang pesat baik meteri maupun kegunaannya. Mata pelajaran matematika berfungsi melambnagan kemampuan komunikasi dengan menggambarkan bilangan-bilangan dan simbol-simbol serta ketajaman penalaran yang dapat memberi kejelasan dan menyelesaikan permasalahan dalam kehidupan sehari-hari.Adapun tujuan dari pengajaran matematika adalah:</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><br />
</span><ul><li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Mempersiapkan siswa agar sanggup menghadapi perubahan keadaan dan pola piker dalam kehidupan dan dunia selalu berkembang.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></li>
<li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Mempersipakn siswa meggunakan matematika dan pola piker matematika dalam kehidupan sehari dan dalam mepelajari berbagai ilmu pengetahuan.</span></li>
</ul></li>
</ol><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0.25in; text-align: justify; text-indent: -0.25in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">5.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sebutkan dan jelaskan tahap pemecahan masalah ?</span></div><ol><li><span style="font-family: Times-Roman; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Memahami soal/masalah - selengkap mungkin.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><br />
Untuk dapat melakukan tahap 1 dengan baik, maka perlu latihan untuk memahami masalah baik berupa soal cerita maupun soal non-cerita, terutama dalam hal :</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><br />
</span><ul><li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Apa saja pertanyaannya, dapatkah pertanyaannya disederhanakan.</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Apa saja data yang dipunyai dari soal/masalah, pilih data-data yang relevan. </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Hubungan-hubungan apa dari data-data yang ada.<br />
</span></li>
</ul></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Memilih rencana penyelesaian<b> </b></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">– dari beberapa alternatif yang mungkin. Untuk dapat melakukan tahap 2 dengan baik, maka perlu keterampilan dan pemahaman tentang berbagai strategi pemecahan masalah (ini akan di bahas lebih lanjut pada bagian tersendiri).<br />
</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Menerapkan rencana tadi </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">– dengan tepat, cermat dan benar. Untuk dapat melakukan tahap 3 dengan baik, maka perlu dilatih mengenai:</span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;"><br />
1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">keterampilan berhitung,</span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;"><br />
2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">keterampilan memanipulasi aljabar,</span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;"><br />
3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">membuat penjelasan (<i>explanation</i>) dan argumentasi (<i>reasoning</i>) <br />
</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span style="font: 7pt "Times New Roman";"></span></span><b><span style="font-family: Times-Bold; font-size: 11.5pt; line-height: 150%;">Memeriksa jawaban </span></b><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;">– apakah sudah benar, lengkap, jelas dan argumentative (beralasan). Untuk dapat melakukan tahap 4 dengan baik, maka perlu latihan mengenai:</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;"><br />
1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;">memeriksa penyelesaian/jawaban (mengetes atau mengujicoba jawaban),</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;"><br />
2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;">memeriksa apakah jawaban yang diperolah masuk akal,</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;"><br />
3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;">memeriksa pekerjaan, adakah yang perhitungan atau analisis yang salah,</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;"><br />
4.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;">memeriksa pekerjaan, adakah yang kurang lengkap atau kurang jelas.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span><span style="font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;"><br />
Sumardyono, M.Pd., <i style="mso-bidi-font-style: normal;">tahap dan strategi memecahkan masalah matematika,</i> online, </span><a href="http://p4tkmatematika.org/file/problemsolving/TahapanMemecahkanMasalah.pdf"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">http://p4tkmatematika.org/file/problemsolving/TahapanMemecahkanMasalah.pdf</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">, 23 Maret 2012.</span></li>
</ol><div class="MsoNormal" style="line-height: 150%; margin: 0in 0in 0.0001pt 0.5in; text-align: justify;"><br />
</div><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin: 0in 0in 0.0001pt 0.25in; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;">6.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kurikulum berbasis kompetensi dapat didefinisikan sebagai sekumpulan pengetahuan, keterampilan, sikap, dan nilai sebagai kinerja yang berpengaruh terhadap peran, perbuatan, prestasi, serta pekerjaan orang. Dengan demikian, kompetensi dapat diukur dengan standar umum serta dapat ditingkatkan melalui pendidikan dan pelatihan (Ella Yulaelawati, 2004: 13).</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 0.25in; text-align: justify;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0in 0in 0.0001pt 0.25in; text-align: justify; text-indent: -0.25in;"><span style="color: black; font-family: Times-Roman; font-size: 11.5pt; line-height: 150%;">7.<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kurikulum Tingkat Satuan Pendidikan (KTSP) </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">adalah kurikulum operasional yang disusun oleh dan dilaksanakan di masing- masing satuan pendidikan. KTSP terdiri dari tujuan pendidikan tingkat satuan pendidikan, struktur dan muatan kurikulum tingkat satuan pendidikan, kalender pendidikan, dan silabus.</span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin: 0in 0in 0.0001pt 0.25in; text-align: justify;"><br />
</div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-85760660278136775612012-03-24T17:09:00.002-07:002012-05-01T07:30:15.611-07:00KurikulumKurikulum merupakan pedoman yang kontinuitas yang terjadi tidak hanya di lingkup kelas, karena bisa terjadi di kelas lain, di pendidikan lain, bahkan antara pendidikan dengan pekerjaan. walapun dalam pekerjaan hanya merupakan efek setelah menuntaskan kurikulum yang ada dalam sekolah.<br />
<br />
menurut saya, Kurikulum merupakan suatu kumpulan subbab sebagai panduan guru dan sekolah untuk melaksanakan prose belajar mengajar dimana kurikulum tersebut merupakan dokumen tertulis yang diakui oleh pemerintahShitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-31386671425930430522011-11-06T02:28:00.000-08:002011-11-06T02:28:47.899-08:0010. Jelaskan Kompetensi standar yang harus dimiliki oleh seorang guru matematika, baik pedagogik, profesi, sosial, dan pribadi!<div class="MsoNormal"><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 115%;"><span style="color: purple;">1. Kemampuan Pedagogik.</span></span></div><span style="color: purple;"> </span><div class="MsoNormal"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Dalam Undang-undang No. 14 Tahun 2005 tentang Guru dan Dosen</span><span style="mso-spacerun: yes;"><span style="color: purple;"> </span></span><span style="color: purple;">dikemukakan kompetensi pedagogik adalah “kemampuan mengelola pembelajaran peserta didik”. Depdiknas (2004:9) menyebut kompetensi ini dengan “kompetensi pengelolaan pembelajaran. Kompetensi ini</span><span style="mso-spacerun: yes;"><span style="color: purple;"> </span></span><span style="color: purple;">dapat dilihat dari kemampuan merencanakan program belajar mengajar, kemampuan melaksanakan interaksi atau mengelola proses belajar mengajar, dan kemampuan melakukan penilaian.</span></span></div><span style="color: purple;"> </span><div class="MsoNormal"><br />
</div><span style="color: purple;"> </span><div class="MsoNormal"><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 115%;"><span style="color: purple;">2. Kemampuan Profesional.</span></span></div><span style="color: purple;"> </span><div class="MsoNormal"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Menurut Undang-undang No. 14 tahun 2005 tentang Guru dan Dosen, kompetensi profesional adalah “kemampuan penguasaan materi pelajaran secara luas dan mendalam”. Surya (2003:138) mengemukakan kompetensi profesional adalah berbagai kemampuan yang diperlukan agar dapat mewujudkan dirinya sebagai guru profesional. Kompetensi profesional meliputi kepakaran atau keahlian dalam bidangnya yaitu penguasaan bahan yang harus diajarkannya beserta metodenya, rasa tanggung jawab akan tugasnya dan rasa kebersamaan dengan sejawat guru lainnya.</span></span></div><span style="color: purple;"> </span><div class="MsoNormal"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Dapat disimpulkan bahwa kompetensi profesional guru meliputi :</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: purple;">1.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: purple;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"><span style="color: purple;"> </span></span><span style="color: purple;">Kemampuan penguasaan materi pelajaran.</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: purple;">2.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: purple;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Kemampuan penelitian dan penyusunan karya ilmiah.</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: purple;">3.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: purple;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Kemampuan pengembangan profesi, dan (4) pemahaman terhadap wawasan dan landasan pendidikan.</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpLast"><br />
</div><span style="color: purple;"> </span><div class="MsoNormal"><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 115%;"><span style="color: purple;">3. Kemampuan Sosial. </span></span></div><span style="color: purple;"> </span><div class="MsoNormal"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Guru yang efektif adalah guru yang mampu membawa siswanya dengan berhasil mencapai tujuan pengajaran. Mengajar di depan kelas merupakan perwujudan interaksi dalam proses komunikasi. Menurut Undang-undang Guru dan Dosen kompetensi sosial adalah “kemampuan guru untuk berkomunikasi dan berinteraksi secara efektif dan efisien dengan peserta didik, sesama guru, orangtua/wali peserta didik, dan masyarakat sekitar”. </span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpFirst"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Dapat disimpulkan bahwa kompetensi sosial guru meliputi :</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: purple;">a.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: purple;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Interaksi guru dengan siswa.</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: purple;">b.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: purple;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Interaksi guru dengan kepala sekolah.</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: purple;">c.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: purple;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Interaksi guru dengan rekan kerja.</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpMiddle" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: purple;">d.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: purple;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Interaksi guru dengan orang tua siswa.</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpLast" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: purple;">e.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: purple;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Interaksi guru dengan masyarakat.</span><span style="color: purple;"><br style="mso-special-character: line-break;" /></span><span style="color: purple;"> </span><span style="color: purple;"><br style="mso-special-character: line-break;" /></span><span style="color: purple;"> </span></span></div><span style="color: purple;"> </span><div class="MsoNormal"><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 115%;"><span style="color: purple;">4. Kemampuan Pribadi.</span></span></div><span style="color: purple;"> </span><div class="MsoNormal"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Guru sebagai tenaga pendidik yang tugas utamanya mengajar, memiliki karakteristik kepribadian yang sangat berpengaruh terhadap keberhasilan pengembangan sumber daya manusia.</span><span style="mso-spacerun: yes;"><span style="color: purple;"> </span></span><span style="color: purple;">Kepribadian yang mantap dari sosok seorang guru akan memberikan teladan yang baik terhadap anak didik maupun masyarakatnya, sehingga guru akan tampil sebagai sosok yang patut “digugu” (ditaati nasehat/ucapan/perintahnya) dan “ditiru” (di contoh sikap dan perilakunya). Kepribadian guru merupakan faktor terpenting bagi keberhasilan belajar anak didik. Karakteristik kepribadian yang berkaitan dengan keberhasilan guru dalam menggeluti profesinya adalah meliputi fleksibilitas kognitif dan keterbukaan psikologis. Fleksibilitas kognitif atau keluwesan ranah cipta merupakan kemampuan berpikir yang diikuti dengan tindakan secara simultan dan memadai dalam situasi tertentu. Guru yang fleksibel pada umumnya ditandai dengan adanya keterbukaan berpikir dan beradaptasi. Selain itu, ia memiliki resistensi atau daya tahan terhadap ketertutupan ranah cipta yang prematur dalam pengamatan dan pengenalan. Dalam Undang-undang Guru dan Dosen dikemukakan kompetensi kepribadian adalah “kemampuan kepribadian yang mantap, berakhlak mulia, arif, dan berwibawa serta menjadi teladan peserta didik”. </span></span></div><span style="color: purple;"> </span><div class="MsoNormal" style="text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Dapat disimpulkan bahwa kompetensi kepribadian guru meliputi</span><span style="mso-spacerun: yes;"><span style="color: purple;"> </span></span><span style="color: purple;">:</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpFirst" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: purple;">a.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: purple;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Sikap.</span></span></div><span style="color: purple;"> </span><div class="MsoListParagraphCxSpLast" style="margin-left: 54.0pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: purple;">b.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: purple;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 115%;"><span style="color: purple;">Keteladanan.</span></span></div><span style="color: purple;"> </span><div class="MsoNormal"><br />
</div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-18377569840976082752011-11-06T02:11:00.000-08:002011-11-06T02:11:20.239-08:008. Pada sebuah sekolah kelas VII SMP dengan siswa berjumlah 30 siswa akan diajarkan tentang konsep perbandingan yang berkaitan dengan skala, jarak dan kecepatan. Sebutkan dan jelaskan metode pembelajaran yang cocok dipakai dalam kelas ini, sebutkan dan jelaskan model pembelajaran yang menarik dipakai pada kelas ini, buatlah langkah-langkah pembelajaran yang mungkin dilakukan!<div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="color: #231f20; font-family: "MV Boli"; font-size: 16.0pt; line-height: 150%;"><span style="color: orange;">DEMONSTRASI</span></span></b></div><span style="color: orange;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-language: IN; mso-no-proof: yes;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"><span style="color: orange;"> </span><v:stroke joinstyle="miter"><span style="color: orange;"> </span><v:formulas><span style="color: orange;"> </span><v:f eqn="if lineDrawn pixelLineWidth 0"><span style="color: orange;"> </span><v:f eqn="sum @0 1 0"><span style="color: orange;"> </span><v:f eqn="sum 0 0 @1"><span style="color: orange;"> </span><v:f eqn="prod @2 1 2"><span style="color: orange;"> </span><v:f eqn="prod @3 21600 pixelWidth"><span style="color: orange;"> </span><v:f eqn="prod @3 21600 pixelHeight"><span style="color: orange;"> </span><v:f eqn="sum @0 0 1"><span style="color: orange;"> </span><v:f eqn="prod @6 1 2"><span style="color: orange;"> </span><v:f eqn="prod @7 21600 pixelWidth"><span style="color: orange;"> </span><v:f eqn="sum @8 21600 0"><span style="color: orange;"> </span><v:f eqn="prod @7 21600 pixelHeight"><span style="color: orange;"> </span><v:f eqn="sum @10 21600 0"><span style="color: orange;"> </span></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas><span style="color: orange;"> </span><v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"><span style="color: orange;"> </span><o:lock aspectratio="t" v:ext="edit"><span style="color: orange;"> </span></o:lock></v:path></v:stroke></v:shapetype><v:shape id="Picture_x0020_1" o:spid="_x0000_i1025" style="height: 416.25pt; mso-wrap-style: square; visibility: visible; width: 451.5pt;" type="#_x0000_t75"><span style="color: orange;"> </span><v:imagedata o:title="" src="file:///C:\Users\acer\AppData\Local\Temp\msohtmlclip1\01\clip_image001.emz"><span style="color: orange;"> </span></v:imagedata></v:shape></span></div><span style="color: orange;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Metode demonstrasi sejenis dengan metode ceramah dan metode ekpositori. Kegiatan belajar mengajar berpusat pada guru atu guru mendominasi kegiatan belajar mengajar. Tetapi pada metode demonstrasi aktivitas murid lebih banyak lagi dilibatkan . Dengan demikian dominasi guru lebih berkurang lagi. </span></span></div><span style="color: orange;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Ciri khas metode demonstrasi tampak dari adanya penonjolan mengenai suatu kemampuan, misalnya kemampuan guru membuktikan teorema, menurunkan rumus atau memecahkan soal cerita. Sedangkan yang berhubungan dengan penggunaan alat, misalnya pemakaian sepasang segitiga untuk menggambarkan dua garis sejajar atau saling tegak lurus, jangka, dan segitiga untuk membuat lukisan-lukisan geometri, penggunaan daftar, missal hitung, atau kalkulator untuk melakukan perhitungan-perhitungan. </span></span></div><span style="color: orange;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Setelah demonstrasi selesai, apakah itu dilakukan oleh guru atau oleh murid, hendaknya disusul dengan kegiatan diskusi. Dalam diskusi ini dapat diberikan atau diminta komentar, kritik, saran, atau penjelasan yang berhubungan dengan demonstrasi yang dilakukan. Diskusi ini penting terutama jika demonstrasi dilakukan oleh murid.</span></span></div><span style="color: orange;"> </span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Adapun langkah tersebut adalah sebagai berikut:</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">a)</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Merumuskan dengan jelas kecakapan dan atau keterampilan apa yang diharapkan dicapai oleh siswa sesudah demonstrasi itu dilakukan.</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">b)</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Mempertimbangkan dengan sungguh-sungguh, apakah metode itu wajar dipergunakan, dan apakah ia merupakan metode yang paling efektif untuk mencapai tujuan yang dirumuskan.</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">c)</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Alat-alat yang diperlukan untuk demonstrasi itu bisa didapat dengan mudah, dan sudah dicoba terlebih dahulu supaya waktu diadakan demonstrasi tidak gagal.</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">d)</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Jumlah siswa memungkinkan untuk diadakan demonstrasi dengan jelas.</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">e)</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Menetapkan garis-garis besar langkah-langkah yang akan dilaksanakan, sebaiknya sebelum demonstrasi dilakukan, sudah dicoba terlebih dahulu supaya tidak gagal pada waktunya.</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">f)</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Memperhitungkan waktu yang dibutuhkan, apakah tersedia waktu untuk memberi kesempatan kepada siswa mengajukan pertanyaanpertanyaan dan komentar selama dan sesudah demonstrasi.</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">g)</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Selama demonstrasi berlangsung, hal-hal yang harus diperhatikan:</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">1.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Keterangan-keterangan dapat didengar dengan jelas oleh siswa.</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">2.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Alat-alat telah ditempatkan pada posisi yang baik, sehingga setiap siswa dapat melihat </span><span style="mso-spacerun: yes;"><span style="color: orange;"> </span></span><span style="color: orange;">dengan jelas.</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">3.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Telah disarankan kepada siswa untuk membuat catatan-catatan seperlunya.</span></span></div><span style="color: orange;"> </span><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: orange;">h)</span><span style="font: 7.0pt "Times New Roman";"><span style="color: orange;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 12.0pt; line-height: 150%;"><span style="color: orange;">Menetapkan rencana untuk menilai kemajuan siswa. Sering perlu diadakan diskusi sesudah demonstrasi berlangsung atau siswa mencoba melakukan demonstrasi.</span></span></div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-7094963206951676032011-11-06T02:05:00.000-08:002011-11-06T02:05:05.798-08:007. Sebutkan dan jelaskan teori belajar aliran psikologi tingkah laku!<div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 18.0pt; line-height: 150%;"><span style="color: magenta;">Aliran Psikologi Tingkah Laku</span></span></div><span style="color: magenta;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Sebelum membahas psikologi tingkah laku alangkah lebih baik jika kita lebih dahulu membahas</span><span style="mso-spacerun: yes;"><span style="color: magenta;"> </span></span><span style="color: magenta;">tentang psikologi belajar mengajar,yang sifatnya masih umum. Psikologi belajar atau disebut pula dengan teori belajar adalah teori yang mempelajari perkembangan intelekual (mental) siswa. didalamnya terdiri dari dua hal, yaitu:</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="color: magenta;">·</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">uraian tentang apa yang terjadi dan diharapkan terjadi pada intelektual anak</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="color: magenta;">·</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">uraian tentang kegiatan intelektual anak mengenai hal-hal yang bisa dipikirkan pada usia tertentu</span></span></div><span style="color: magenta;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Psikologi mengajar atau teori mengajar berisi tentang petunjuk bagaimana semestinya mengajar siswa pada usia tertentu,bila ia sudah siap belajar. jadi pada teori mengajar terdapat prosedur dan tujuan mengajar.</span></span></div><span style="color: magenta;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Jadi dalam proses belajar siswa merupakan subjek dan bukan objek, selanjutnya peristiwa belajar dan mengajar ini sesuai dengan istilah dalam kurikulum akan disebut pembelajaran, yang berkonotasi pada proses kinerja yang sinergi antara setiap komponennya.</span></span></div><span style="color: magenta;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><br />
</div><span style="color: magenta;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 18.0pt; line-height: 150%;"><span style="color: magenta;">Aliran Psikologi Tingkah Laku Menurut Para Ahli</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">1.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Teori Thorndike</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Edward l. Thorndike (1874-1949) mengemukan beberapa hukum belajar yang dikenal dengan sebutan law of effect. Menurut</span><span style="mso-spacerun: yes;"><span style="color: magenta;"> </span></span><span style="color: magenta;">hukum ini belajar akan lebih berhasil bila respon murid terhadap suatu stimulus segera diikuti dengan rasa senang atau kepuasan teori belajar stimulus respon yang dikemukakan oleh thorndike ini disebut juga koneksionisme,teori ini mengatakan bahwa pada hakikatnya belajar merupakan proses pembentukan hubungan antara stimulus dan respon. Terdapat beberapa dalil :</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">a.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Hukum Kesiapan (Law Of Readiness)</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Yaitu menerangkan bagaimana kesiapan seorang anak dalam melakukan suatu kegiatan. Seorang anak yang mempunyai kecenderungan untuk bertindak atau melakukan kegiatan tertentu dan kemudian dia benar melakukan kegiatan tersebut, maka tindakannya akan melahirkan kepuasan bagi dirinya. Tindakan-tindakan lain yang dia lakukan tidak menimbulkan kepuasan bagi dirinya.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">b.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Hukum Latihan (Law Of Exercise) dan Hukum Akibat (Law Of Effect).</span><span style="color: magenta;"><br />
</span><span style="color: magenta;"> Hukum latihan menyatakan bahwa jika hubungan stimulus respon sering terjadi, akibatnya hubungan akan semakian kuat. Sedangkan makin jarang hubungan stimulus respon dipergunakan maka makin lemahnya hubungan yang terjadi. </span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Dalam hukum akibat ini dapat disimpulkan bahwa kepuasan yang terlahir dari adanya ganjaran dari guru akan memberikan kepuasan bagi anak, dan anak cenderung untuk berusaha melakukan atau meningkatkan apa yang telah dicapainya itu. Guru yang memberi senyuman wajar terhadap jawaban anak, akan semakin menguatkan konsep yang tertanam pada diri anak. Kata-kata “ Bagus”, “Hebat” , ”Kau sangat teliti” dan semacamnya akan merupakan hadiah bagi anak yang kelak akan meningkatkan dirinya dalam menguasai pelajaran.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Disamping itu, Thorndike mengutamakan pula bahwa kualitas dan kuantitas hasil belajar siswa tergantung dari kualitas dan kuantitas Stimulus-Respon (SR) dalam pelaksanaan kegiatan belajar mengajar. Makin banyak dan makin baik kualitas S-R itu (yang diberikan guru) makin banyak dan makin baik pula hasil belajar siswa. Implikasi dari aliran pengaitan ini dalam kegiatan belajar mengajar sehari-hari adalah bahwa: Dalam menjelaskan suatu konsep tertentu, guru sebaiknya mengambil contoh yang sekiranya sudah sering dijumpai dalam kehidupan sehari-hari. Alat peraga dari alam sekitar akan lebih dihayati.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Metode pemberian tugas, metode latihan (drill dan practicc) akan lebih cocok. Karna siswa akan lebih banyak mendapatkan stimulus sehingga respons yang diberikan pun akan lebih banyak.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Dalam kurikulum, materi disusun dari materi yang mudah, sedang, dan sukar sesuai dengan tingkat kelas dan tingkat sekolah. Penguasaan materi yang lebih mudah sebagai akibat untuk dapat menguasai materi yang lebih sukar.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;"><br />
</div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">2.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Teori Skinner</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Dalam bagian ini akan diuraikan teori belajar menurut skinner. Burhus Frederic Skinner menyatakan bahwa ganjaran atau penguatan mempunyai peranan yang amat penting dalam proses belajar. Penguatan dapat dianggap sebagai stimulus positif, jika penguatan tersebut seiring dengan meningkatnya perilaku anak dalam melakukan pengulangan perilakunya itu. Untuk mengubah tingkah laku anak dari negatif menjadi positif, guru perlu mengetahui psikologi yang dapat digunakan untuk memperkirakan dan mengendalikan tingkah laku anak.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Skinner menambahkan bahwa jika respon siswa baik ( menunjang efektivitas pencapaian tujuan) harus segera diberikan penguatan positif agar respon tersebut lebih baik lagi, atau minimal perbuatan baik itu dipertahankan.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><br />
</div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">3.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Teori Ausubel</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Teori ini terkenal dengan belajar bermaknanya dan pentingnya pengulangan sebelum belajar dimulai. Ia membedakan belajar menemukan dengan belajar menerima, jadi tinggal menghafalnya. Tetapi pada belajar menemukan konsep ditemukan oleh siswa, jadi tidak menerima pelajaran begitu saja. Selain itu untuk dapat membedakan antara belajar menghafal dengan belajar bermakna.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Pada belajar menghafal, siswa menghafal materi yang sudah diterimanya, tetapi pada belajar bermakna materi yang diperoleh itu dikembangkan dengan keadaan lain sehingga belajar lebih dimengerti. Selanjutnya bahwa Ausubel mengemukan bahwa metode ekspositori adalah metode mengajar yang baik dan bermakna. Hal ini dikemukan berdasarkan hasil penelitiannya. Belajar menerima maupun menemukan sama-sama dapat berupa belajar menghafal atau bermakna.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Misalnya dalam mempelajari konsep Pitagoras tentang segitiga siku-siku, mungkin bentuk akhir c2= b2+a2 sudah disajikan, tetapi jika siswa memahami rumus itu selalu dikaitkan dengan sisi-sisi sebuah segitiga siku-siku akan lebih bermakna.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><br />
</div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">4.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Teori Gagne</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Menurut Gagne dalam belajar matematika ada dua objek yang dapat diperoleh langsung oleh siswa, yaitu objek langsung dan objek tidak langsung. Objek tak langsung antara lain kemampuan menyelidiki dan memecahkan masalah, belajar mandiri, bersikap positif terhadap matematika dan tahu bagaimana semestinya belajar. Sedangkan objek lansung berupa fakta, keterampilan, konsep, dan aturan.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Fakta adalah objek matematika yang tinggal menerimanya, seperti lambang bilangan, sudut, dan notasi-notasi matematika lainnya. Kemampuan berupa memberikan jawaban dengan tepat dan cepat,misalnya melakukan pembagian bilangan yang cukup besar dengan bagi kurang,menjumlahkan pecahan,melukis sumbu sebuah ruas garis.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Konsep adalah ilmu abstrak yang memungkinkan kita dapat mengelompokkan objek ke dalam contoh dan noncontoh misalkan konsep, bujur sangkar, bilangan prima, himpunan, dan fektor.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Aturan adalah objek yang paling abstrak yang berupa sifat dan teorema. Menurut Gagne, belajar dapat dikelompokkan menjadi delapan titik belajar yaitu: belajar isyarat , stimulus respon, rangkaian gerak, rangkaian verbal, membedakan, pembentukan konsep, pembentukan aturan, dan pemecahan masalah.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Dalam pemecahan masalah biasanya ada 5 langkah yang harus dilakukan. Yaitu :</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">a.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Menyajikan masalah dalam bentuk yang lebih jelas.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">b.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Menyatakan masalah dalam bentuk yang lebih operasional.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">c.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Menyusun hipotesis hipotesis alternattif dan prosedur kerja yang diperkirakan baik.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">d.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Mengetes hipotesis dan melakukan kerja untuk memperoleh hasilnya.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">e.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Mengecek kembali hasil yang sudah diperoleh.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;"><br />
</div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">5.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Teori Pavlov</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Pavlov terkenal dengan teori belajar klasik. Ia melakukan percobaan terhadap seekor anjing, anjing itu dikurung dalam suatu kandang dalam waktu tertentu dan diberi makan. Selanjutnya, setiap akan diberi makan Pavlov membunyikan bel, ia memperhatikan bahwa setiap dibunyikan berl pada waktu tertentu anjing itu mangeluarkan air liurnya, walaupun tidak diberi makanan.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Pavlov mengemukakan konsep pembiasaan atau conditioning. Dalalm hubugannya dalam kegiatan belajar mengajar agar siswa belajar dengan baik maka harus dibiasakan. Misalnya, agar siswa mengerjakan soal peekerjaan rumah dengan baik, biasakanlah dengan memeriksanya, menjelaskannya, atau memberi nilai terhadap hasil pekerjaannya</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><br />
</div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">6.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Teori Baruda</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Baruda mengemukakan bahwa siswa belajar itu melalui meniru. Pengertian meniru di sini bukan berarti menyontek, tetapi meniru hal-hal yang dilakukan oleh orang lain, terutama guru. Jika tulisan guru baik, guru berbicara sopan santun, tingkah laku yang terpuji, menerangkan dengan jelas dan sistematis, maka siswa akan menirunya.</span><span style="mso-spacerun: yes;"><span style="color: magenta;"> </span></span><span style="color: magenta;">Jika contoh yang dilihat kurang baik maka ia pun akan menirunya.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><br />
</div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: magenta;">7.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: magenta;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Aliran Latihan Mental</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Aliran ini berkembang sampai dengan abad 20, yang mengemukakan bahwa struktur otak manusia terdiri atas gumpalan-gumapalan otot, agar ini kuat, maka harus dilatih dengan beban, makin banyak latihan dan beban yang makin berat,maka otot atau otak itu makin kuat pula, oleh karna itu jika anak atau siswa ingin pandai, maka ia harus dilatih otaknya dengan cara banyak berlatih memahamidan mengerjakan soal-soal yang benar, makin sukar materi itu makin pandai pula anak tersebut.</span></span></div><span style="color: magenta;"> </span><div class="MsoListParagraphCxSpLast" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: magenta;">Struktur kurikulum pada masa itu berisikan materi-materi pelajaran yang sulit, sehingga orang sedikit yang bersekolah karna tidak kuat untuk mengikutinya. Disamping faktor lain seperti keturunan, biaya, dan kesadaran akan pentingya sekolah.</span></span></div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-26163234803366889252011-11-06T01:55:00.000-07:002011-11-06T01:55:41.441-08:006. Apa perbedaan antara belajar dan pembelajaran, berikan satu contoh kasus belajar dan satu contoh kasus pembelajaran!<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"> </div><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Belajar Merupakan Tindakan dan Perilaku siswa yang kompleks, sebagai tindakan, maka belajar hanya dialami oleh siswa sendiri. Siswa adalah penentu terjadi atau tidak terjadinya proses belajar. Proses belajar terjadi karena siswa memperoleh sesuatu yang ada di lingkungan sekitar. Lingkungan yang dipelajari oleh siswa adalah keadaan alam, benda-benda, hewan, tumbuh-tumbuhan, manusia atau hal-hal yang akan dijadikan bahan belajar.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Belajar adalah proses mencari, memahami, menganalisis suatu keadaan sehingga terjadi perubahan perilaku, dan perubahan tersebut tidak dapat dikatakan sebagai hasil belajar jika disebabkan oleh karena pertumbuhan atau keadaan sementara. (Syaifuddin Iskandar : 2008 : 1)</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Sedangkan pembelajaran/ instruksional adalah usaha mengorganisasikan lingkungan belajar sehingga memungkinkan siswa melakukan kegiatan belajar untuk mencapai tujuan pembelajaran dengan menggunakan berbagai media dan sumber belajar tertentu yang akan mendukung pembelajaran itu nantinya.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><br />
</div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 18.0pt; line-height: 150%;"><span style="color: red;">Kasus pembelajaran IPA kelas V SD</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Bu Is akan mengajarkan IPA dengan topik pernapasan pada manusia, di kelas V SD. Ia mempersiapkan media berupa gambar organ pernapasan dan model organ pernapasan dan model organ pernapasan manusia. Ia juga mempersiapkan LKS tentang nama – nama organ pernapasan manusia.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Sebelum mengajar, Bu Is memberikan apersepsi bahwa salah satu ciri makhluk hidup adalah bernapas. Bu Is juga menyampaikan tujuan pembelajaran yang akan dicapai yaitu tentang macam/nama organ pernapasan manusia dan fungsi masing–masing organ tersebut. Setelah itu,</span><span style="mso-spacerun: yes;"><span style="color: red;"> </span></span><span style="color: red;">Bu Is memulai mengajar materi tentang organ pernapasan. Ia menyuruh semua murid menarik napas untuk membuktikan bahwa manusia bernapas dan untuk mengetahui dimana letak organ – organ pernapasan tersebut. Bu Is memasang organ pernapasan manusia di papan tulis, dan tanya jawab tentang nama – nama organ pernapasan manusia. Setelah itu Bu Is memberikan LKS sebagai latihan secara berkelompok. Siswa melaporkan hasil diskusinya dan kelompok lain menanggapinya.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Untuk menambah pemahaman siswa, Bu Is menunjukkan model organ pernapasan manusia. Hal ini juga bertujuan membuat siswa lebih tertarik untuk mengetahui siswa lebih tertarik untuk mengetahui letak dan fungsi organ pernapasan manusia.</span><span style="mso-spacerun: yes;"><span style="color: red;"> </span></span><span style="color: red;">Sambil menunjukkan pada model, Bu Is mengadakan tanya jawab tentang fungsi masing-masing organ pernafasan pada manusia.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Setelah itu Bu Is mengadakan evaluasi, dan setelah dikoreksi, Bu Is tidak menyangka bahwa hasilnya tidak memuaskan. Hasil nilai murid yang mencapai 75 ke atas hanya 10 orang dari 30 siswa. Bu Is merenung, mengapa target tidak tercapai, padahal dia menargetkan 75 % siswa mendapat nilai 75 ke atas ?</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><br />
</div><span style="color: red;"> </span><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: red;">1.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: red;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Mengidentifikasi masalah yang penting</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Bu Is mengajarkan materi IPA dengan topik organ pernapasan manusia kelas V SD.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Media yang digunakan adalah gambar dan model organ pernapasan manusia.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">LKS yang berisi gambar organ pernapasan manusia dan siswa disuruh untuk menjelaskan nama.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Mengadakan apersepsi dengan menyatakan bahwa salah satu ciri makhluk hidup adalah bernapas.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Menyampaikan tujuan pembelajaran yaitu supaya siswa – siswa mengetahui tentang nama – nama organ pernapasan manusia dan fungsinya.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Metode yang dipakai demonstrasi, tanya jawab,</span><span style="mso-spacerun: yes;"><span style="color: red;"> </span></span><span style="color: red;">penugasan, diskusi, ceramah.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Setelah hasil ulangan diperiksa ternyata hanya ada 10 orang siswa yang nilainya 75 ke atas dari 30 orang siswa.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><br />
</div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: red;">2.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: red;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Bu Is sudah merencanakan dan melaksanakan pembelajaran dengan baik, ternyata hasilnya kurang memuaskan.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><br />
</div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: red;">3.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: red;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Analisis penyebab masalah</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: red;">a.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: red;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Bu Is terlalu banyak menggunakan metode, sehingga dalam pelaksanaan masing – masing metode kurang tuntas.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: red;">b.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: red;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Bu Is tidak memberikan pemantapan materi dan kesimpulan di akhir kegiatan belajar mengajar.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: red;">c.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: red;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Bu Is kurang menguasai materi</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54.0pt; mso-add-space: auto; text-align: justify;"><br />
</div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: red;">4.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: red;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Alternatif pemecahan masalah</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Seharusnya dalam proses belajar mengajar, Bu Is tidak terlalu banyak menggunakan metode, karena hal itu justru membuat proses pemahaman konsep menjadi tidak mantap. Pilih beberapa metode saja yang dianggap paling tepat untuk mengajarkan materi tersebut.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Pada akhir proses belajar mengajar, seharusnya Bu Is memberikan pemantapan dan kesimpulan, supaya siswa lebih paham terhadap materi yang diajarkan.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Sebelum mengajar seharusnya Bu Is sudah menguasai materi sehingga dalam pelaksanaannya berjalan dengan lancar, jelas, dan agar yang disampaikan mudah di serap oleh siswa.</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;"><br />
</div><span style="color: red;"> </span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;"><span style="color: red;">5.</span><span style="font: 7.0pt "Times New Roman";"><span style="color: red;"> </span></span></span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Pemecahan masalah</span></span></div><span style="color: red;"> </span><div class="MsoListParagraphCxSpLast" style="line-height: 150%; text-align: justify;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Jika diamati lebih dalam, kasus yang muncul dalam pembelajaran Bu Is adalah karena kurang menguasai materi. Padahal salah satu kompetensi yang harus dimiliki oleh seorang guru adalah kompetensi professional. Artinya ia harus memiliki pengetahuan yang luas serta dalam dari bidang studi yang akan diajarkan serta penguasaan metodologis dalam arti memiliki pengetahuan konsep teoritik, mampu memiliki metode yang tepat serta mampu menggunakan berbagai metode dalam PBM. Guru juga harus memiliki pengetahuan luas tentang landasan kependidikan dan pemahaman terhadap murid.</span></span></div><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;"></span></span>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com1tag:blogger.com,1999:blog-5267409321896862151.post-41723807287675930262011-11-06T01:47:00.001-07:002011-11-06T01:47:38.827-08:005. Jelaskan 4 tahap perkembangan kognitif dari individu menurut Piaget!<div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 150%;"><span style="color: red;">Teori Belajar Kognitif menurut Piaget </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Piaget merupakan salah seorang tokoh yang disebut-sebut sebagai pelopor aliran konstruktivisme. Salah satu sumbangan pemikirannya yang banyak digunakan sebagai rujukan untuk memahami perkembangan kognitif individu yaitu teori tentang tahapan perkembangan individu. Menurut Piaget bahwa perkembangan kognitif individu meliputi empat tahap yaitu : (1) sensory motor; (2) pre operational; (3) concrete operational dan (4) formal operational. Pemikiran lain dari Piaget tentang proses rekonstruksi pengetahuan individu yaitu asimilasi dan akomodasi. James Atherton (2005) menyebutkan bahwa asisimilasi adalah “the process by which a person takes material into their mind from the environment, which may mean changing the evidence of their senses to make it fit” dan akomodasi adalah “the difference made to one’s mind or concepts by the process of assimilation” </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Dikemukakannya pula, bahwa belajar akan lebih berhasil apabila disesuaikan dengan tahap perkembangan kognitif peserta didik. Peserta didik hendaknya diberi kesempatan untuk melakukan eksperimen dengan obyek fisik, yang ditunjang oleh interaksi dengan teman sebaya dan dibantu oleh pertanyaan tilikan dari guru. Guru hendaknya banyak memberikan rangsangan kepada peserta didik agar mau berinteraksi dengan lingkungan secara aktif, mencari dan menemukan berbagai hal dari lingkungan. </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Implikasi teori perkembangan kognitif Piaget dalam pembelajaran adalah : </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">1) Bahasa dan cara berfikir anak berbeda dengan orang dewasa. Oleh karena itu guru mengajar dengan menggunakan bahasa yang sesuai dengan cara berfikir anak. </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">2) Anak-anak akan belajar lebih baik apabila dapat menghadapi lingkungan dengan baik. Guru harus membantu anak agar dapat berinteraksi dengan lingkungan sebaik-baiknya. </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">3) Bahan yang harus dipelajari anak hendaknya dirasakan baru tetapi tidak asing. </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">4) Berikan peluang agar anak belajar sesuai tahap perkembangannya. </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">5) Di dalam kelas, anak-anak hendaknya diberi peluang untuk saling berbicara dan diskusi dengan teman-temanya. </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Menurut Piaget pengetahuan (knowledge) adalah interksi yang terus menerus antara individu dengan lingkungan. Fokus perkembangan kognitif Piaget adalah perkembangan secara alami pikiran pembelajar mulai anak-anak sampai dewasa. Konsepsi perkembangan kognitif Piaget, duturunkan dari analisa perkembangan biologi organisme tertentu. Menurut Piaget, intelegen (IQ=kecerdasan) adalah seperti sistem kehidupan lainnya, yaitu proses adaptasi. Masih menurut Piaget ada tiga perbedaan cara berfikir yang merupakan prasyarat perkembangan operasi formal, yaitu; gerakan bayi, semilogika, praoprasional pikiran anak-anak, dan operasi nyata anak-anak dewasa. </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Ada empat faktor yang mempengaruhi perkembangan kognitif yaitu : </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">1) lingkungan fisik </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">2) kematangan </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">3) pengaruh social </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">4) proses pengendalian diri (equilibration) </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Tahap perkembangan kognitif ; </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">1) Periode Sensori motor (sejak lahir – 1,5 – 2 tahun) </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">2) Periode Pra Operasional (2-3 tahun sampai 7-8 tahun) </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">3) Periode operasi yang nyata (7-8 tahun sampai 12-14 tahun) </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">4) Periode operasi formal </span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 150%;"><span style="color: red;">Kunci dari keberhasilan pembelajaran adalah instruktur/guru/dosen/guru harus memfasilitasi agar pembelajar dapat mengembangkan berpikir logis.</span></span></div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-34684225872191244692011-11-06T01:43:00.000-07:002011-11-06T01:43:07.129-08:004. Menurut anda apa saja masalah yang dihadapi dalam Pembelajaran matematika di sekolah, bagaimana cara menghadapinya?<div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Comic Sans MS";"><span style="color: red;">Selama ini selalu ada cap “menakutkan” terhadap pelajaran Matematika. Padahal, pelajaran hitung-menghitung ini bisa dibuat menyenangkan. Bagaimana caranya?</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;"><span style="font-family: "Comic Sans MS";"><span style="color: red;">Tokoh Sains dan Matematika Indonesia, Yohannes Surya menjelaskan, Matematika terasa menyenangkan ketika seseorang mengerjakan soal-soal Matematika dalam waktu yang cukup lama. Larut dalam keasyikan sehingga membuat seseorang cenderung tak ingin diganggu. Salah satunya dengan menggunakan alat peraga.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;"><span style="font-family: "Comic Sans MS";"><span style="color: red;">“Asyik dan menyenangkan. Ketika kita bicara asyik, kita cenderung tidak mau diganggu. Biasanya orang benci Matematika karena dianggap susah dan tidak menarik. Tapi dengan alat peraga, Matematika akan menjadi lebih mudah,” kata Yohannes, Jumat (1/7/2011) di Jakarta.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;"><span style="font-family: "Comic Sans MS";"><span style="color: red;">Bagi mereka yang sudah menemukan keasyikan Matematika, pasti akan mengerjakan ribuan soal, seperti tidak mengerjakannya. “Puji terus biar tambah semangat. Terlebih jika mengemasnya dalam sebuah game atau lagu, itu akan sangat menyenangkan,” ujarnya.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;"><span style="font-family: "Comic Sans MS";"><span style="color: red;">Ia berharap, dengan menyukai Matematika, logika anak akan berkembang. Selain itu, Matematika akan menjadi teman dan Sains akan disukai. Dengan menguasai Matematika, menurutnya, mempelajari Sains juga akan lebih mudah.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;"><span style="font-family: "Comic Sans MS";"><span style="color: red;">“Itu yang kita harapkan karena logika yang berkembang akan membantu dia (anak) dalam menyelesaikan masalah,” tandasnya.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Comic Sans MS"; font-size: 20.0pt; line-height: 150%;"><span style="color: red;">Membuat Matematika mudah</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;"><span style="font-family: "Comic Sans MS";"><span style="color: red;">Yohannes juga mengatakan, harus ada perubahan persepsi terhadap Matematika. “Pendapat yang menganggap Matematika sebagai momok harus kita ubah. Karena Matematika begitu gampang dan semua orang bisa memahaminya. Saya yakin setiap anak bisa Matematika,” ujarnya.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;"><span style="font-family: "Comic Sans MS";"><span style="color: red;">Untuk membantu anak cepat memahami Matematika, selain metode Gasing, cara lain bisa dilakukan dengan konsep bermain, dan lakukan latihan sesering mungkin. Jika sudah mengerti, dua jam sehari latihan mengerjakan soal Matematika akan terasa cepat karena sudah dianggap sebagai hal yang mengasyikkan.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;"><span style="font-family: "Comic Sans MS";"><span style="color: red;">“Jika sudah merasa asyik, anak akan merasa kurang hanya dengan dua jam. Di Papua, anak-anak yang saya ajari meminta enam jam setiap hari untuk latihan Matematika. Bahkan mereka bilang, mereka mau belajar Matematika sampai jam 10 malam, karena asyik,” tandasnya.</span></span></div><span style="color: red;"> </span><div class="MsoNormal" style="line-height: 150%; text-indent: 36.0pt;"><span style="font-family: "Comic Sans MS";"><span style="color: red;">“Dalam Matematika, mengerjakan soal bukan menguji, melainkan memuji. Semua orang suka dipuji, itu konsep yang selama ini belum dipakai orang,” tambah Yohannes.</span></span></div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0tag:blogger.com,1999:blog-5267409321896862151.post-6848791044823926942011-11-06T01:36:00.000-07:002011-11-06T01:36:18.288-08:003. Apakah definisi Aksioma, Postulat, Dalil, dam Teorema!<div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 115%; mso-ansi-language: EN-US;">AKSIOMA</span></div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Aksioma adalah pendapat yang dijadikan pedoman dasar dan merupakan Dalil Pemula,</span></div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">sehingga kebenarannya tidak perlu dibuktikan lagi.</span></div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Aksioma yaitu suatu pernyataan yang diterima sebagai kebenaran dan bersifat umum,</span></div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">tanpa memerlukan pembuktian.</span></div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Contoh aksioma :</span></div><div class="MsoListParagraphCxSpFirst" style="mso-list: l4 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Melalui dua titik sembarang hanya dapat dibuat sebuah garis lurus.</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l4 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Jika sebuah garis dan sebuah bidang mempunyai dua titik persekutuan, maka garis</span><span lang="EN-US" style="font-family: "MV Boli";"> </span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">itu seluruhnya terletak pada bidang.</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l4 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Melalui tiga buah titik sembarang hanya dapat dibuat sebuah bidang.</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l4 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Melalui sebuah titik yang berada di luar sebuah garis tertentu, hanya dapat dibuat</span><span lang="EN-US" style="font-family: "MV Boli";"> </span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">sebuah garis yang sej</span><span style="font-family: "MV Boli";">a</span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">jar dengan garis tertentu tersebut.<span style="mso-tab-count: 1;"> </span></span></div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 115%; mso-ansi-language: EN-US;">P</span><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 115%;">OSTULAT</span></div><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Postulat adalah pernyataan yang diterima tanpa Ada yang menyamakan postulat dengan aksioma sehingga mereka dapat dipertukarkan</span><span style="font-family: "MV Boli";">.</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Ada yang berpendapat bahwa ada harapan bahwa pada suatu saat postulat dapat dibuktikan</span><span style="font-family: "MV Boli";">.</span></div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Contoh Postulatpembuktian dan dapat digunakan sebagai premis pada deduksi</span><span style="font-family: "MV Boli";">.</span></div><div class="MsoListParagraph" style="mso-list: l3 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Postulat Geometri</span></div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;"><span style="mso-tab-count: 1;"> </span>Dengan <i>mistar</i> dan <i>jangka</i></span><i><span style="font-family: "MV Boli";"> :</span></i></div><div class="MsoListParagraphCxSpFirst" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-indent: -18.0pt;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "MV Boli";">D</span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">apat dilukis garis lurus dari suatu titik ke titik lain</span><span style="font-family: "MV Boli";">.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-indent: -18.0pt;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "MV Boli";">D</span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">apat dihasilkan garis lurus terhingga dengan sebarang panjang</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-indent: -18.0pt;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">•<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "MV Boli";">D</span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">apat dilukis lingkaran dengan sebarang titik sebagai pusat dan jari-jari sebarang panjang</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Postulat Ekivalensi Massa</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l3 level2 lfo3; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Hukum lembam Newton menggunakan massa lembam, m</span><span lang="EN-US" style="font-family: "MV Boli";"> </span><span style="font-family: "MV Boli";"><br />
</span><span lang="EN-US" style="font-family: "MV Boli"; font-size: 18.0pt; line-height: 115%; mso-ansi-language: EN-US;">G<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>m</span><span style="font-family: "MV Boli"; font-size: 18.0pt; line-height: 115%;">a</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l3 level2 lfo3; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Hulum gravitasi Newton menggunakan massa gravitasi, m dan<span style="mso-spacerun: yes;"> </span>M</span><span style="font-family: "MV Boli";"><br />
</span><span style="font-family: "MV Boli"; mso-fareast-language: IN; mso-no-proof: yes;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"> <v:stroke joinstyle="miter"> <v:formulas> <v:f eqn="if lineDrawn pixelLineWidth 0"> <v:f eqn="sum @0 1 0"> <v:f eqn="sum 0 0 @1"> <v:f eqn="prod @2 1 2"> <v:f eqn="prod @3 21600 pixelWidth"> <v:f eqn="prod @3 21600 pixelHeight"> <v:f eqn="sum @0 0 1"> <v:f eqn="prod @6 1 2"> <v:f eqn="prod @7 21600 pixelWidth"> <v:f eqn="sum @8 21600 0"> <v:f eqn="prod @7 21600 pixelHeight"> <v:f eqn="sum @10 21600 0"> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"> <o:lock aspectratio="t" v:ext="edit"> </o:lock></v:path></v:stroke></v:shapetype><v:shape id="Picture_x0020_3" o:spid="_x0000_i1026" style="height: 81pt; mso-wrap-style: square; visibility: visible; width: 135pt;" type="#_x0000_t75"> <v:imagedata o:title="" src="file:///C:\Users\acer\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png"> </v:imagedata></v:shape></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l3 level2 lfo3; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Postulat: massa lembam m<span style="mso-spacerun: yes;"> </span>= massa gravitasi<span style="mso-spacerun: yes;"> </span>m</span><span lang="EN-US" style="font-family: "MV Boli";"> </span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">(dapat diterangkan oleh Einstein)</span></div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Postulat Robert Koch (berupa etiologi spesifik)</span><span style="font-family: "MV Boli";">.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 108.0pt; mso-add-space: auto; mso-list: l2 level1 lfo5; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">mikroba tertentu menyebabkan penyakit tertentu (setelah Pasteur menemukan mikroba)</span><span style="font-family: "MV Boli";">.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 108.0pt; mso-add-space: auto; mso-list: l2 level1 lfo5; text-indent: -18.0pt;"><span style="font-family: "MV Boli"; mso-fareast-font-family: "MV Boli";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">dengan kata lain: setiap penyakit disebabkan oleh satu sebab mikroba tertentu</span><span style="font-family: "MV Boli";">.</span></div><div class="MsoListParagraphCxSpLast" style="margin-left: 108.0pt; mso-add-space: auto;"><br />
</div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 115%; mso-ansi-language: EN-US;">D</span><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 115%;">ALIL</span><span style="font-family: "MV Boli"; mso-ansi-language: EN-US;"> </span></div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Dalil (theorem) biasanya digunakan pada matematika, hukum pada ilmu alam</span><span style="font-family: "MV Boli";">.</span></div><div class="MsoNormal"><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Hubungan tetap di antara besaran</span><span style="font-family: "MV Boli";"><br />
</span><span lang="EN-US" style="font-family: "MV Boli"; mso-ansi-language: EN-US;">Contoh:</span></div><div class="MsoNormal"><span style="font-family: "MV Boli"; mso-fareast-language: IN; mso-no-proof: yes;"><v:shape id="Picture_x0020_2" o:spid="_x0000_i1025" style="height: 245.25pt; mso-wrap-style: square; visibility: visible; width: 237pt;" type="#_x0000_t75"> <v:imagedata o:title="" src="file:///C:\Users\acer\AppData\Local\Temp\msohtmlclip1\01\clip_image002.png"> </v:imagedata></v:shape></span></div><div class="MsoNormal"><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 115%;">TEOREMA</span></div><div class="MsoNormal" style="text-indent: 36.0pt;"><span style="font-family: "MV Boli";">Teorema adalah pernyataan hubungan definisi dengan definisi lainnya. Contoh: Teorema Pythagoras menyatakan hubungan ketiga sisi segitika siku-siku, Teorema Langrange menyatakan hubungan grup hingga dengan subgrup-nya.</span></div><div class="MsoNormal" style="text-indent: 36.0pt;"><span style="font-family: "MV Boli";">Bagaimana memahami suatu teorema. Belajar begaimana membuat teorema baru dari asumsi-asumsi yang telah diketahui. Belajar melihat hubungan definisi dengan definisi lainnya sehingga bisa ditarik suatu teorema.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com1tag:blogger.com,1999:blog-5267409321896862151.post-29260457170660013592011-11-06T01:19:00.000-07:002011-11-06T01:19:50.372-08:002. Jelaskan Karakteristik matematika sebagai ilmu yang terstruktur, dan sebutkan unsur-unsur dalam struktur matematika!<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Matematika</span></span></span></span></b><b><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> Adalah Ilmu Terstruktur</span></span></span></span></b></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Matematika merupakan ilmu terstruktur yang terorganisasikan. Hal ini karena matematika</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">dimulai dari unsur yang tidak didefinisikan, kemudian unsur yang didefinisikan ke aksioma /</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">postulat dan akhirnya pada teorema. Konsep-konsep amtematika tersusun secara hierarkis,</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">terstruktur, logis, dan sistimatis mulai dari konsep yang paling sederhana sampai pada konsep</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">yang paling kompleks. Oleh karena itu untuk mempelajari matematika, konsep sebelumnya yang</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">menjadi prasyarat, harus benar-benar dikuasai agar dapat memahami topik atau konsep</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">selanjutnya.</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Dalam pembelajaran matematika guru seharusnya menyiapkan kondisi siswanya agar</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">mampu menguasai konsep-konsep yang akan dipelajari mulai dari yang sederhana sampai yang</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">lebih kompleks.</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Contoh seorang siswa yang akan mempelajari sebuah volume kerucut haruslah mempelajari</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">mulai dari lingkaran, luas lingkaran, bangun ruang dan akhirnya volume kerucut. Untuk dapat</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">mempelajari topik volume balok, maka siswa harus mempelajari rusuk / garis, titik sudut, sudut,</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">bidang datar persegi dan persegi panjang, luas persegi dan persegi panjang, dan akhirnya volume</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">balok.</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Strruktur matematika adalah sebagai berikut :</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">a. Unsur-unsur yang tidak didefinisikan</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Misal : titik, garis, lengkungan, bidang, bilangan dll.</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Unsur-unsur ini ada, tetapi kita tidak dapat mendefinisikannya.</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">b. Unsur-unsur yang didefinisikan</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Dari unsur-unsur yang tidak didefinisikan maka terbentuk unsur-unsur yang didefinisikan.</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Misal : sudut, persegi panjang, segitiga, balok, lengkungan tertutup sederhana, bilangan ganjil, pecahan desimal, FPB dan KPK dll.</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">c. Aksioma dan postulat</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Dari unsur-unsur yang tidak didefinisikan dan unsur-unsur yang didefinisikan dapat dibuat asumsi-asumsi yang dikenal dengan aksioma atau postulat. Misalnya :</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">-</span></span></span><span style="font-family: "Times New Roman"; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span></span></span></span><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Melalui 2 titik sembarang hanya dapat dibuat sebuah garis.</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">-</span></span></span><span style="font-family: "Times New Roman"; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span></span></span></span><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Semua sudut siku-siku satu dengan lainnya sama besar.</span></span></span></span></div><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;"><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">-</span></span></span><span style="font-family: "Times New Roman"; font-style: normal; font-variant: normal; font-weight: 400; line-height: normal;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;"> </span></span></span></span></span></span><span style="font-family: "Times New Roman", "serif"; line-height: 150%;"><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Verdana", sans-serif;">Melalui sebuah titik hanya dapat dibuat sebuah garis yang tegak lurus ke sebuah garis yang lain.</span></span></span></span></div>Shitahttp://www.blogger.com/profile/05004589211080188814noreply@blogger.com0