tag:blogger.com,1999:blog-45454829184763510882024-03-13T08:43:37.345-07:00The Journey Of My Lifemore experience more knowledgeAnonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.comBlogger14125tag:blogger.com,1999:blog-4545482918476351088.post-6700058004931784572017-07-02T06:26:00.001-07:002017-07-02T06:28:09.578-07:00
Pengelolaan dan manajemen kelas<p dir="ltr"><br>
Pengelolaan dan manajemen <u>kelas</u><br>
           Riky hambali samosir<br>
               Nim: 161301100<br>
             Psikologi pendidikan<br>
                           USU</p>
<p dir="ltr">(Resume 3)<br>
<b>Pengelolaan kel</b><u><b>as</b></u> adalah kegiatan untuk menciptakan dan mempertahankan kondisi yang optimal bagi terjadinya proses belajar yang efektif di dalam kelas. Belajar yang efektif dilihat dari 3 aspek berikut:</p>
<p dir="ltr">Aspek kognitif: ada perubahan dari yang tidak tahu menjadi tahu <br>
Aspek afektif: ada perubahan dari yang tidak suka menjadi suka<br>
Aspek psiko-motorik: ada perubahan perilaku, seperti yang tidak memiliki ketrampilan menjadi memiliki ketrampilan</p>
<p dir="ltr">Fungsi Manajemen Kelas:</p>
<p dir="ltr">Membuat kelas sebagai tempat belajar<br>
Menciptakan proses belajar efektif di dalam kelas<br>
Menciptakan suasana kelas yang kondusif<br>
Berusaha agar siswa benar-benar aktif belajar<br>
Mengupayakan suasana-suasana yang membantu proses belajar yang efektif dan efisien<br>
Tujuan Manajemen Kelas: <br>
Mewujudkan situasi dan kondisi kelas sehingga memungkinkan siswa untuk mengembangkan kemampuan semaksimal mungkin<br>
Menghilangkan berbagai hambatan yang dapat menghalangi terwujudnya interaksi belajar dan mengajar yang efektif<br>
Menyediakan dan mengatur fasilitas yang mendukung siswa agar bisa belajar efektif<br>
Membina dan membimbing sesuai latar belakang sosial, budaya, ekonomi dan budaya</p>
<p dir="ltr">Kunci dalam Manajemen Kelas:<br>
Menyampaikan aturan dan prosedur yang digunakan guru dan mengajak siswa untuk bekerjasama agar mematuhinya<br>
Mengajak siswa terlibat lebih aktif dalam proses belajar dan mengajar di kelas</p>
<p dir="ltr">Dampak Manajemen Kelas kepada Siswa:<br>
Mendorong siswa untuk mengembangkan tanggung jawab dan sadar akan pengontrolan atau regulasi dirinya<br>
Membantu siswa menampilkan tingkah laku sesuai tata tertib kelas dan merasakan teguran guru sebagai sebuah peringatan bukan suatu kemarahan<br>
Menimbulkan rasa kewajiban melibatkan diri dalam tugas dan aktivitas kelas</p>
<p dir="ltr">Dampak Manajemen Kelas kepada Guru:<br>
Mengembangkan pengertian dan ketrampilan dalam penyajian pembelajaran<br>
Memiliki kesadaran terhadap kebutuhan siswa</p>
<p dir="ltr">Strategi dalam Manajemen Kelas:<br>
Mendesain lingkungan fisik kelas untuk pembelajaran yang optimal<br>
Menciptakan lingkungan yang positif untuk pembelajaran <br>
Membangun dan menegakkan aturan<br>
Mengajak murid untuk bekerja sama<br>
Mengatasi masalah secara efektif<br>
Menggunakan strategi komunikasi<br>
Penataan Kelas</p>
<p dir="ltr">Prinsip Penataan Kelas:<br>
Kurangi kepadatan di tempat lalu-lalang<br>
Pastikan bahwa guru dapat dengan mudah melihat semua murid<br>
Materi pengajaran dan perlengkapan murid harus mudah diakses<br>
Pastikan murid dapat dengan mudah melihat semua presentasi kelas<br>
Gaya Penataan Kelas:<br>
Gaya auditorium: Gaya susunan kelas di mana semua murid duduk menghadap guru<br>
Gaya tatap muka: Gaya susunan kelas di mana murid saling menghadap<br>
Gaya off-set: Gaya susunan kelas di mana sejumlah murid (biasanya tiga atau empat anak) duduk di bangku, tetapi tidak duduk berhadapan langsung sama lain <br>
Gaya seminar: Gaya susunan kelas di mana sejumlah besar murid (sepuluh atau lebih) duduk di susunan berbentuk lingkaran, atau persegi, atau bentuk U<br>
Gaya klaster: Gaya susunan kelas di mana sejumlah murid (biasanya empat sampai delapan anak) bekerja dalam kelompok kecil<br>
Strategi untuk Menjadi Komunikator yang Baik:<br>
Menggunakan tata bahasa dengan benar<br>
Memilih kosakata yang mudah dipahami dan sesuai dengan level murid<br>
Menerapkan strategi untuk meningkatkan kemampuan murid dalam memahami perkataan kita<br>
Berbicara dengan tempo yang tepat <br>
Tidak menyampaikan hal-hal yang kabur<br>
Menggunakan perencanaan dan pemikiran logis sebagai dasar berbicara secara jelas di kelas<br>
Cara Menangani Konflik:<br>
Gaya agresif : Salah satu gaya dalam menangani konflik di mana orang cenderung “galak” kepada orang lain dan bersikap menuntut, kasar, dan bermusuhan <br>
Gaya manipulatif : Salah satu gaya dalam menangani konflik di mana orang berusaha untuk mendapatkan keinginannya dengan cara membuat orang lain merasa bersalah atau kasihan kepadanya <br>
Gaya pasif : Salah satu gaya dalam menangani konflik di mana orang bersikap non-asertif dan pasrah dan tidak mau memberi tahu orang lain tentang apa yang mereka inginkan <br>
Gaya asertif : Salah satu cara menangani konflik di mana orang mengekspresikan perasaan mereka, meminta apa yang mereka inginkan, mengatakan tidak pada apa-apa yang tidak mereka inginkan, dan bertindak demi kepentingan terbaik mereka. <br>
Dari empat gaya dalam menghadapi konflik, bersikap asertif adalah pilihan yang terbaik.</p>
<p dir="ltr"> Aplikasi manajemen kelas berbeda di setiap tingkatan pendidikan dan disesuaikan dengan kebutuhan dan kondisi serta situasi yang ada. </p>
<p dir="ltr">MENGAPA KELAS PERLU DIKELOLA SECARA EFEKTIF<br>
Manajemen kelas yang efektif akan memaksimalkan kesempatan pembelajaran murid. Manajemen kelas yang mengorientasikan murid pada sikap pasif dan patuh pada aturan ketat dapat melemahkan keterlibatan murid dalam pembelajaran aktif, pemikiran, dan konstruksi pengetahuan sosial. Secara historis, dalam manajemen kelas, guru dianggap sebagai pengatur.</p>
<p dir="ltr">Isu Manajemen di Kelas Sekolah Dasar dan Sekolah Menengah<br>
Pada semua level pendidikan, manajer kelas yang baik mendesain lingkungan fisik kelas untuk pembelajaran yang optimal, menciptakan lingkungan yang positif untuk pembelajaran, membangun dan menegakkan aturan, mengajak murid bekerja sama, mengatasi problem secara efektif, dan menggunakan strategi komunikasi yang baik. Baik di level sekolah dasar maupun menengah, kelas bisa jadi padat, kompleks, dan kacau.</p>
<p dir="ltr">Kelas Padat, Kompleks, dan Berpotensi Kacau<br>
Kelas yang ramai dan kompleks dapat menimbulkan kekacauan dan masalah jika kelas tidak dikelola dengan efektif. Dalam menganilisis lingkungan kelas, Walter Doyle (1986) mendeskripsikan 6 karakteristik yang merefleksikan kompleksitas dan potensi problemnya: </p>
<p dir="ltr">Kelas adalah multidimensional. Kelas adalah setting untuk banyak aktivitas, mulai dari aktivitas akademik seperti membaca, menulis, dan matematika, sampai aktivitas sosial, seperti bermain, berkomunikasi dengan teman, dan berdebat. Guru harus mencatat jadwal dan membuat murid menuruti dengan jadwal.<br>
Aktivitas terjadi secara simultan. Satu klaster murid mungkin ada yang mengerjakan tugas menulis, mendiskusikan suatu cerita bersama guru, mengerjakan tugas yang lain, dan mungkin akan berbicara tentang apa yang akan mereka lakukan setelah kelas dan seterusnya.</p>
<p dir="ltr">Hal-hal terjadi secara cepat. Misalnya, dua murid berdebat tentang kepemilikan sebuah buku catatan; seorang murid mengeluh bahwa murid lain menyontek jawabannya, ada murid yang mendahului giliran, dan lain-lain.<br>
Kejadian sering kali tidak bisa diprediksi. Meskipun membuat rencana dengan hati-hati dan rapi, kemungkinan besar akan muncul kejadian di luar rencana: alarm kebakaran berbunyi, seorang murid sakit, komputer rusak, dan sebagainya.</p>
<p dir="ltr">Hanya ada sedikit privasi. Kelas adalah tempat publik dimana murid melihat bagaimana guru mengatasi masalah, melihat kejadian tak terduga, dan mengalami frustasi. Apa-apa yang terjadi dalam diri satu murid dilihat oleh murid lain, dan murid lain itu membuat atribusi tentang apa yang terjadi.</p>
<p dir="ltr">Kelas punya sejarah. Murid punya kenangan tentang apa yang terjadi di kelas pada waktu dahulu. Masa lalu memengaruhi masa depan, karena itu penting baru untuk mengelola kelas dengan cara yang mendukung ketimbang melemahkan pembelajaran esok hari.</p>
<p dir="ltr">Memulai dengan Benar<br>
Salah satu kunci untuk mengelola kompleksitas adalah mengelola hari-hari pertama dan minggu-minggu awal masa sekolah secara cermat dan hati-hati. Dengan membangum ekspektasi, aturan, dan aktivitas rutin di minggu-minggu awal akan membantu memperlancar kegiatan kelas dan memudahkan pengembangan lingkunagn kelas yang positif.</p>
<p dir="ltr">Penekanan pada Intruksi dan Suasana Kelas yang Positif<br>
Dalam sebuah studi klasik, Jacob Kounin (1970) tertarik untuk menemukan bagaimana guru merespon perilaku murid  yang menyimpang. Manajer yang efektif jauh lebih baik ketimbang manajer yang tidak efektif dalam manajemen aktivitas kelompok.<br>
Murid harus belajar secara aktif dan sibuk mengerjakan tugas yang membuat mereka termotivasi, bukan sekadar duduk diam mendengarkan. Sering kali mereka berinteraksi dengan murid lain dan dengan guru saat mereka mengkonstruksi pengetahuan dan pemahaman mereka.</p>
<p dir="ltr">Tujuan dan Strategi Manajemen </p>
<p dir="ltr">Membantu Murid Menghabiskan Lebih Banyak Waktu untuk Belajar dan Mengurangi Waktu Aktivitas yang Tidak Diorientasikan pada Tujuan. Manajemen kelas yang efektif akan membantu memaksimalkan waktu pengajaran dan waktu belajar murid. <br>
Mencegah Murid Mengalami Problem Akademik dan Emosional. Kelas yang dikelola dengan baik akan membuat murid sibuk dengan tugas yang menantang. Kelas yang dikelola dengan baik akan memberikan aktivitas dimana murid menjadi terserap ke dalamnya dan termotivasi untuk belajar dan memahami aturan dan regulasi yang harus dipatuhi.</p>
Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-42781773977982118482017-07-02T06:22:00.001-07:002017-07-02T06:22:26.036-07:00 Pendidikan Anak Berkebutuhan Khusus<p dir="ltr"> Pendidikan Anak Berkebutuhan Khusus</p>
<p dir="ltr"> Riky hambali samosir<br>
Nim: 161301100 <br>
Psikologi pendidikan<br>
USU</p>
<p dir="ltr">(Resume 2)<br>
<b>Siapakah Anak yang Menderita Ketidakmampuan itu?</b><br>
 Istilah disability (ketidakmampuan) dan handicap (cacat) dulu - dulunya merupakan istilah yang dipakai secara bersama, namun saat ini itu dianggap berbeda. Disability adalah keterbatasan (ketidakmampuan) personal yang membatasi pelaksanaan fungsi seseorang. Sedangkan handicap adalah kondisi yang dinisbahkan pada orang yang menderita ketidakmampuan. Biasanya disebut sebagai anak berkebutuhan khusus atau pelajar yang tidak biasa.<br>
Beberapa jenis ketidakmampuan dan gangguan (disorder) sbb:</p>
<p dir="ltr">1.      Gangguan Indra<br>
Gangguan penglihatan</p>
<p dir="ltr">Beberapa murid mungkin memiliki problem visual yang menuntutnya untuk menggunakan kacamata. Tetapi ada segelintir murid yang menderita gangguan visual serius dan dikategorikan rusak penglihatannya. Ini disebut dengan low vision dan murid buta.<br>
Anak low vision hanya dapat melihat huruf – huruf yang besar atau dengan bantuan kaca pembesar. Untuk anak yang " buta sacara edukasional" (educationally blind)   tidak bisa menggunakan penglihatan mereka untuk belajar dan harus menggunakan pendengaran dan sentuhan untuk belajar. Untuk pendengaran, mereka menggunakan buku rekaman (recorder textbook) dan untuk penglihatannya, digunakan huruf Braille. Namun, salah satu persoalan dalam pendidikan murid yang buta adalah rendahnya penggunaan Braille dan sedikitnya guru yang menguasai Braille dengan baik.</p>
<p dir="ltr">Gangguan pendengaran . </p>
<p dir="ltr">Pendekatan pendidikan untuk membantu anak yang punya masalah pendengaran terdiri dari 2 kategori : pendekatan oral dan pendekatan manual. Pendekatan oral antara lain menggunakan metode membaca gerak bibir, speech reading (menggunakan alat visual untuk mengajar membaca) dan sebagainya. Pendekatan manual adalah dengan bahasa isyarat dan mengeja jari (finger spelling).</p>
<p dir="ltr">2.      Gangguan Fisik<br>
Gangguan ortopedik</p>
<p dir="ltr">Biasanya berupa keterbatasan gerak atau kurang mampu mengontrol gerak karena ada masalah di otot, tulang, atau sendi. Salah satu contoh gangguan ortopedik adalah cerebral palsy. Cerebral palsy adalah gangguan yang berupa lemahnya koordinasi otot, tubuh sangat lemah dan goyah (shaking) atau bicaranya tidak jelas.</p>
<p dir="ltr">Gangguan kejang-kejang</p>
<p dir="ltr">Salah satu jenis gangguan kejang-kejang yang paling kerap dijumpai adalah epilepsi. Epilepsi, yaitu gangguan saraf yang biasanya ditandai dengan serangan terhadap sensorimotor atau kejang-kejang.</p>
<p dir="ltr">3.      Retardasi Mental</p>
<p dir="ltr">Retardasi mental, yaitu kondisi sebelum 18 tahun yang ditandai dengan rendahnya kecerdasan (biasanya nilai IQ-nya di bawah 70) dan sulit beradaptasi dengan kehidupan sehari-hari. </p>
<p dir="ltr"> Klasifikasi dan tipe retardasi mental<br>
 Retardasi mental dikelompokkan menjadi retardasi ringan, sedang, berat dan parah. Anak dengan retardasi berat kemungkinan besar juga menunjukkan tanda-tanda keadaan neurologis, seperti cerebral palsy, epilepsi, gangguan pendengaran, gangguan penglihatan, atau cacat bawaan metabolis lainnya yang memengaruhi sistem saraf pusat.</p>
<p dir="ltr">Penyebab</p>
<p dir="ltr">Retardasi mental disebabkan oleh faktor genetik dan kerusakan otak. <br>
Faktor Genetik :<br>
Down syndrome >> bentuk retardasi mental yang ditransmisikan secara genetik sebagai akibat adanya kromosom ekstra<br>
Fragile x syndrome >> bentuk retardasi mental yang ditransmisikan secara genetik sebagai akibat dari kromosom x yang tidak normal.</p>
<p dir="ltr">Kerusakan Otak :<br>
Fetal alcohol syndrome >> serangkaian ketidaknormalan, termasuk retardasi mental dan ketidaknormalan wajah, yang menimpa anak dari ibu yang suka minum minuman beralkohol selama kehamilan.<br></p>
<p dir="ltr">4.      Gangguan Bicara dan Bahasa</p>
<p dir="ltr">Gangguan bicara dan bahasa adalah sejumlah masalah problem bicara (seperti gangguan artikulasi, gangguan suara dan gangguan kefasihan) dan problem bahasa (kesulitan untuk menerima informasi dan bahasa bekspresif).<br>
Gangguan artikulasi >> problem dalam melafalkan suara secara benar.<br>
Gangguan suara >> gangguan dalam menghasilkan ucapan, yakni ucapan yang keras, kencang, terlalu keras, terlalu tinggi, atau terlalu rendah nadanya.<br>
Gangguan kefasihan >> gangguan yang biasanya disebut “gagap”<br>
Gangguan bahasa >> kerusakan signifikan dalam bahasa reseptif atau bahasa ekspresif anak.<br>
Bahasa reseptif >> resepsi dan pemahaman bahasa.<br>
Bahasa ekspresif >> kemampuan menggunakan bahasa untuk mengekspresikan pemikiran dan berkomunikasi dengan orang lain.<br></p>
<p dir="ltr">5.      Gangguan Belajar</p>
<p dir="ltr">Learning disability, yaitu ketidakmampuan dimana anak : (1) punya inteligensi normal atau diatas rata-rata, (2) kesulitan setidaknya dalam satu atau lebih mata pelajaran dan (3) tidak punya problem atau gangguan lain, seperti retardasi mental, yang menyebabkan kesulitan.<br>
Salah satu gangguan belajar adalah dyslexia. Dyslexia berarti kerusakan berat dalam kemampuan membaca dan mengeja. Banyak strategi intervensi yang difokuskan untuk meningkatkan kemampuan membaca anak.<br></p>
<p dir="ltr">6.      Attention Deficit Hyperactive Disorder</p>
<p dir="ltr">Attention Deficit Hyperactive Disorder (ADHD) adalah ketidakmampuan dimana anak secara konsisten menunjukkan satu atau lebih ciri-ciri berikut ini : (1) kurang perhatian ; (2) hiperaktif dan ; (3) impulsif.<br></p>
<p dir="ltr">7.      Gangguan Perilaku dan Emosional</p>
<p dir="ltr">Problem serius dan terus menerus yang berkaitan dengan hubungan , agresi, depresi, ketakutan yang berkaitan dengan persoalan pribadi atau sekolah, dan juga berhubungan dengan persoalan pribadi atau sekolah, dan juga berhubungan dengan karakteristik sosio-emosional.<br></p>
<p dir="ltr">Anak berbakat (gifted)</p>
<p dir="ltr">Kriteria anak berbakat ini sangat berbeda dengan anak berkebutuhan khusus yang telah dibahas sebelumnya. Anak - anak berbakat (gifted) memiliki kecerdasan diatas rata-rata (biasanya memiliki IQ diatas 130) dan bahkan memiliki bakat yang unggul di beberapa bidang, seperti seni musik, seni lukis, matematika atau bidang lainnya. <br>
</p>
Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-72075375941250455002017-07-02T06:18:00.001-07:002017-07-02T06:18:47.745-07:00Bimbingan dan Konseling psikologi pendidikan<p dir="ltr">Bimbingan dan Konseling</p>
<p dir="ltr">           Psikologi Pendidikan<br>
           Riky hambali samosir<br>
              Nim : 161301100<br>
                 Psikologi usu</p>
<p dir="ltr">(Resume 1)<br>
Zaman yang semakin canggih karena perkembangan teknologi memiliki dampak yang besar bagi setiap umat manusia. Peluang-peluang untuk membuat kehidupan menjadi lebih baik dan situasi yang kompetitif berada di depan mata kita. Pendidikan yang bermutu merupakan salah satu unci untuk menghadapi perkembangan zaman ini. Transformasi IPTEK, profesionalisme tenaga kependidikan, serta pengembangan kemampuan peserta didik berupa sosial, akademis, dan moral. Bimbingan konseling juga berperan serta dalam mewujudkan pendidikan yang bermutu. Bimbingan konseling mengatasi masalah, mencegah masalah, dan mengembangkan kepribadian setiap peserta didik. </p>
<p dir="ltr"><b>Pengertian Bimbingan dan Konseling</b><br>
Bimbingan: suatu upaya pemberian bantuan kepada peserta didik yang belum memiliki masalah agar mampu mencapai perkembangan yang optimal dan sesuai dengan potensi. </p>
<p dir="ltr">Konseling: layanan utama bimbingan dalam membantu peserta didik yang memiliki masalah agar mampu mengembangkan diri dan mengatasi masalah. Konseling dapat dilakukan melalui tatap muka dan melalui media, konseling juga dapat dilakukan secara perorangan maupun kelompok. </p>
<p dir="ltr"><b>Fungsi Bimbingan dan Konseling </b></p>
<p dir="ltr">Fungsi Pemahaman <br>
Fungsi bimbingan dan konseling membantu peserta didik agar memiliki pemahaman terhadap dirinya (potensinya) dan lingkungannya (pendidikan, pekerjaan, dan norma agama). </p>
<p dir="ltr">Fungsi Preventif <br>
Fungsi yang berkaitan dengan upaya konselor untuk senantiasa mengantisipasi berbagai masalah yang mungkin terjadi dan berupaya untuk mencegahnya, supaya tidak dialami oleh peserta didik. </p>
<p dir="ltr">Fungsi Pengembangan<br>
Fungsi bimbingan dan konseling yang sifatnya lebih proaktif dari fungsi-fungsi lainnya. Konselor senantiasa berupaya untuk menciptakan lingkungan belajar yang kondusif, yang memfasilitasi perkembangan peserta didik. </p>
<p dir="ltr">Fungsi Penyembuhan <br>
Fungsi bimbingan dan konseling yang bersifat kuratif. Fungsi ini berkaitan erat dengan upaya pemberian bantuan kepada peserta didik yang telah mengalami masalah, baik menyangkut aspek pribadi, sosial, belajar, maupun karir. </p>
<p dir="ltr">Fungsi Penyaluran <br>
Fungsi bimbingan dan konseling dalam membantu peserta didik memilih kegiatan ekstrakurikuler, jurusan atau program studi, dan memantapkan penguasaan karir atau jabatan yang sesuai dengan minat, bakat, keahlian dan ciri-ciri kepribadian lainnya. </p>
<p dir="ltr">Fungsi Adaptasi <br>
Fungsi membantu para pelaksana pendidikan, kepala sekolah, staf, konselor, dan guru untuk menyesuaikan program pendidikan terhadap latar belakang pendidikan, minat, kemampuan, dan kebutuhan konseling. </p>
<p dir="ltr">Fungsi Penyesuaian <br>
Fungsi bimbingan dan konseling dalam membantu peserta didik agar dapat menyesuaikan diri dengan diri dan lingkungannya secara dinamis dan konstruktif. </p>
<p dir="ltr">Fungsi Perbaikan <br>
Fungsi bimbingan dan konseling untuk membantu peserta didik sehingga dapat memperbaiki kekeliruan dalam berfikir, berperasaan dan bertindak (berkehendak). </p>
<p dir="ltr">Fungsi Fasilitasi <br>
Fungsi untuk memberikan kemudahan kepada peserta didik dalam mencapai pertumbuhan dan perkembangan yang optimal, serasi, selaras dan seimbang seluruh aspek dalam diri peserta didik. </p>
<p dir="ltr">Fungsi Pemeliharaan <br>
Fungsi bimbingan dan konseling untuk membantu peserta didik supaya dapat menjaga diri dan mempertahankan situasi kondusif yang telah tercipta dalam dirinya. </p>
<p dir="ltr"><b>Tujuan Bimbingan dan Konseling</b> <br>
Merencanakan kehidupan studi dan karir peserta didik dalam kehidupan yang akan datang<br>
Mengembangkan seluruh potensi peserta didik seoptimal mungkin <br>
Menyesuaikan diri peserta didik dengan lingkungan <br>
Mengatasi hambatan dan kesulitan yang dihadapi peserta didik  </p>
<p dir="ltr">Ragam Bimbingan Menurut Masalah <br>
Bimbingan Akademik <br>
Bimbingan yang diarahkan untuk membantu peserta didik dalam menghadapi dan memecahkan masalah akademik. </p>
<p dir="ltr">Bimbingan Sosial Pribadi <br>
Bimbingan yang membantu peserta didik dalam memecahkan masalah sosial pribadinya. </p>
<p dir="ltr">Bimbingan Karir <br>
Bimbingan yang membantu peserta didik dalam perencanaan, pengembangan, dan pemecahan masalah karir. </p>
<p dir="ltr">Prinsip Bimbingan <br>
Bimbingan diperuntukkan bagi semua individu baik yang memiliki masalah maupun yang tidak memiliki masalah </p>
<p dir="ltr">Memandang bahwa setiap individu itu unik </p>
<p dir="ltr">Menekankan hal yang positif pada diri sendiri dan orang lain </p>
<p dir="ltr">Usaha bersama dari guru dan staff pendidik yang lain di sekolah </p>
<p dir="ltr">Pengambilan keputusan adalah hal yang esensial dalam bimbingan <br>
Berlangsung dalam berbagai situasi kehidupan </p>
<p dir="ltr">Jenis Layanan Bimbingan <br>
Pelayanan pengumpulan data <br>
Penyajian informasi </p>
<p dir="ltr">Layanan konseling <br>
Penempatan dan tindak lanjut <br>
Konsultasi </p>
<p dir="ltr">Penilaian dan penelitian <br>
Asas Bimbingan dan Konseling <br>
Asas Kerahasiaan (confidential) <br>
asas yang menuntut dirahasiakannya segenap data dan keterangan peserta didik (klien) yang menjadi sasaran layanan, yaitu data atau keterangan yang tidak boleh dan tidak layak diketahui orang lain. </p>
<p dir="ltr">Asas Kesukarelaan <br>
asas yang menghendaki adanya kesukaan dan kerelaan peserta didik (klien) mengikuti/ menjalani layanan/kegiatan yang diperuntukkan baginya. Guru Pembimbing (konselor) berkewajiban membina dan mengembangkan kesukarelaan seperti itu. </p>
<p dir="ltr">Asas Keterbukaan <br>
asas yang menghendaki agar peserta didik (klien) yang menjadi sasaran layanan/kegiatan bersikap terbuka dan tidak berpura-pura, baik dalam memberikan keterangan tentang dirinya sendiri maupun dalam menerima berbagai informasi dan materi dari luar yang berguna bagi pengembangan dirinya. </p>
<p dir="ltr">Asas Kegiatan <br>
asas yang menghendaki agar peserta didik (klien) yang menjadi sasaran layanan dapat berpartisipasi aktif di dalam penyelenggaraan/kegiatan bimbingan. </p>
<p dir="ltr">Asas Kemandirian <br>
asas yang menunjukkan pada tujuan umum bimbingan dan konseling; yaitu peserta didik (klien) sebagai sasaran layanan/kegiatan bimbingan dan konseling diharapkan menjadi individu-individu yang mandiri, dengan ciri-ciri mengenal diri sendiri dan lingkungannya, mampu mengambil keputusan, mengarahkan, serta mewujudkan diri sendiri. </p>
<p dir="ltr">Asas Kedinamisan <br>
asas yang menghendaki agar isi layanan terhadap sasaran layanan (peserta didik/klien) hendaknya selalu bergerak maju, tidak monoton, dan terus berkembang serta berkelanjutan sesuai dengan kebutuhan dan tahap perkembangannya dari waktu ke waktu. </p>
<p dir="ltr">Asas Keterpaduan <br>
asas yang menghendaki agar berbagai layanan dan kegiatan bimbingan dan konseling, baik yang dilakukan oleh guru pembimbing maupun pihak lain, saling menunjang, harmonis dan terpadukan. </p>
<p dir="ltr">Asas Kenormatifan <br>
asas yang menghendaki agar segenap layanan dan kegiatan bimbingan dan konseling didasarkan pada norma-norma, baik norma agama, hukum, peraturan, adat istiadat, ilmu pengetahuan, dan kebiasaan – kebiasaan yang berlaku. </p>
<p dir="ltr">Asas Keahlian <br>
asas yang menghendaki agar layanan dan kegiatan bimbingan dan konseling diselenggarakan atas dasar kaidah-kaidah profesional. <br>
Asas Alih Tangan Kasus <br>
asas yang menghendaki agar pihak-pihak yang tidak mampu menyelenggarakan layanan bimbingan dan konseling secara tepat dan tuntas atas suatu permasalahan peserta didik (klien) kiranya dapat mengalih-tangankan kepada pihak yang lebih ahli. </p>
<p dir="ltr">Asas Tut Wuri Handayani <br>
asas yang menghendaki agar pelayanan bimbingan dan konseling secara keseluruhan dapat menciptakan suasana mengayomi (memberikan rasa aman), mengembangkan keteladanan, dan memberikan rangsangan dan dorongan, serta kesempatan yang seluas-luasnya kepada peserta didik (klien) untuk maju. </p>
Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-50737805433811790152017-04-09T06:38:00.001-07:002017-04-09T19:18:22.827-07:00HASIL OBSERVASI PSIKOLOGI PENDIDIKAN DI SD NEGERI 064988<div dir="ltr">
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<b>Laporan Observasi: Manajemen Kelas</b></div>
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Disusun untuk memenuhi tugas Mata Kuliah</div>
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Psikilogi Pendidikan</div>
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Oleh:</div>
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<b>Kelompok 6</b></div>
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<a href="http://winwindi.blogspot.co.id/">Melisa Windi Tri Lestari 161301084</a></div>
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<a href="http://rikyhambalisamosir.blogspot.co.id/">Riky Hambali Samosir 161301100</a></div>
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<a href="http://babangdani.blogspot.com/">Muhammad Dani Syahputra 161301101 </a> </div>
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<a href="http://pumelta.blogspot.co.id/2017/04/laporan-observasi-manajemenkelas.html">Putri Amelia Tambunan 161301109</a></div>
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<a href="http://hanamagenta.blogspot.co.id/2017/04/laporan-observasi.html">Annisyah Maulidina 161301111</a></div>
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<a href="http://maswinda16122.blogspot.co.id/" target="_blank">Maswinda Ainun Mardiah 161301122</a></div>
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<a href="http://rollercoasterkehidupan.blogspot.co.id/2017/04/normal-0-false-false-false-en-us-x-none_9.html?m=0">Bina Swita Manalu 161301131</a></div>
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<a href="http://asyifarizvialmiraza.blogspot.co.id/">Asyifa Rizvi Al-Miraza 161301157</a></div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3pgyuvba2RPCS4HPOtbGISUwC8gJl0h8_BKOiQKYHWqNcToF7kM-rHEDzj20pih04zOoN9WTf7FC60a2s10_Vq09YK28pl2S6WefN5yygJOVaOLpbEqhZueWgWQJBQigk7HINp57SlGiI/s1600/logo+usu.jpg" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3pgyuvba2RPCS4HPOtbGISUwC8gJl0h8_BKOiQKYHWqNcToF7kM-rHEDzj20pih04zOoN9WTf7FC60a2s10_Vq09YK28pl2S6WefN5yygJOVaOLpbEqhZueWgWQJBQigk7HINp57SlGiI/s1600/logo+usu.jpg"></a></div>
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<b>FAKULTAS PSIKOLOGI</b></div>
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<b>UNIVERSITAS SUMATERA UTARA</b></div>
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<b>MEDAN 2017</b></div>
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<b>KATA </b><b>PENGANTAR</b></div>
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Puji syukur kami panjatkan kehadirat Tuhan Yang Maha Esa karena dengan rahmat, karunia, serta taufik dan hidayah-Nya kami dapat menyelesaikan <b>Laporan Observasi: Manajemen Kelas </b>ini dengan baik meskipun banyak kekurangan didalamnya. </div>
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Kami sangat berharap makalah ini dapat berguna dalam rangka menambah wawasan serta pengetahuan. Kami juga menyadari sepenuhnya bahwa di dalam makalah ini terdapat kekurangan dan jauh dari kata sempurna. Oleh sebab itu, kami berharap adanya kritik, saran dan usulan demi perbaikan makalah yang telah kami buat di masa yang akan datang, mengingat tidak ada sesuatu yang sempurna tanpa saran yang membangun.</div>
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Semoga makalah sederhana ini dapat dipahami bagi siapapun yang membacanya. Sekiranya makalah yang telah disusun ini dapat berguna bagi kami sendiri maupun orang yang membacanya. Sebelumnya kami mohon maaf apabila terdapat kesalahan kata-kata yang kurang berkenan atau pengetikan kata per kata dan kami memohon kritik dan saran yang membangun demi perbaikan di masa depan.</div>
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Medan, April 2017</div>
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Penyusun</div>
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<b>DAFTAR</b><b> ISI</b></div>
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KATA PENGANTAR....................................................................................... i</div>
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DAFTAR ISI...................................................................................................... ii</div>
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BAB I PERENCANAAN.................................................................................. 1</div>
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1.1. Latar Belakang (Pendahuluan)................................................................ 1</div>
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1.2. Tujuan...................................................................................................... 1</div>
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BAB II PELAKSANAAN................................................................................ 2</div>
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2.1. Data Lokasi Observasi............................................................................ 2</div>
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2.2. Teori Pendekatan Pembelajaran.............................................................. 3</div>
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2.2.1. Pengertian Teori Belajar.............................................................. 3</div>
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2.2.2. Macam-macam Teori Belajar....................................................... 4</div>
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2.2.3. Beberapa Pendekatan pada KBM............................................... 11</div>
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2.2.4. Beberapa Metode pada KBM..................................................... 14</div>
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2.3. Motivasi................................................................................................... 16</div>
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2.3.1. Defenisi Motivasi........................................................................ 16</div>
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2.3.2. Perspektif Motivasi..................................................................... 17 </div>
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2.4. Orientasi Belajar...................................................................................... 19 </div>
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2.5. Manajemen Kelas.................................................................................... 22</div>
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2.6. Kesimpulan Hasil Wawancara dengan Guru........................................... 23</div>
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2.7. Fasilitas Kelas.......................................................................................... 25</div>
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2.8. Evaluasi................................................................................................... 25</div>
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BAB III PENUTUP........................................................................................... 18</div>
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3.1. Rangkuman Hasil Observasi................................................................... 34 </div>
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3.2. Dokumentasi........................................................................................... 35</div>
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DAFTAR PUSTAKA........................................................................................ 38</div>
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</div>
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<b>BAB I</b></div>
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<b>PERENCANAAN</b></div>
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<b>1.1. </b><b>Latar Belakang (Pendahuluan)</b></div>
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Manajemen kelas merupakan salah satu serangkaian upaya dalam menciptakan dan memelihara kondisi kelas yang memungkinkan peserta didik untuk belajar dengan baik. Guru yang baik akan berusaha menguasai kelas dalam peoses pembelajaran dengan keterampilan mengelola kelas yang optimal. Manajemen kelas yang baik akan membawa peserta didik pada keberhasilan dalam mencapai tujuan pembelajaran.Artinya guru mampu menyampaikan bahan pelajaran dan dapat diterima oleh peserta didik dengan baik.</div>
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Oleh karena itu, sebaiknya kelas dimanajemeni secara baik, profesional, dan berkelanjutan. Untuk sampai pada tujuan yang dimaksud terlebih dahulu diperlukan pemahaman akan hal-hal umum/prinsip-prinsip manajemen kelas. Bahwasanya dalam kelas segala aspek pembelajaran bertemu dan berproses; guru dengan segala kemampuannya; murid dengan segala latar belakang dan potensinya; kurikulum dengan segala komponennya; metode dengan segala pendekatannya; media dengan segala perangkatnya; materi dengan segala sumber belajarnya bertemu dan berinteraksi di dalam kelas. </div>
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Pengelolaan kelas yang buruk akan menimbulkan permasalahan-permasalahan baik itu permasalahan yang sifatnya tidak mengganggu, hingga ke permasalahan yang serius dan terus menerus. Hal ini akan menyebabkan dampak-dampak buruk bagi peserta didik dan guru tentunya. Dampak terburuk dari gagalnya manajemen kelas adalah tidak tercapainya tujuan pembelajaran yang diajarkan saat itu.</div>
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Untuk menganalisis keadaan tersebut kami selaku kelompok 6 memilih SD Negeri No. 064988 Medan Johor untuk diobservasi melalui pelaksanaan manajemen kelas dalam proses pembelajaran di kelas 6A dan 6C.</div>
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<b>1.2. </b><b>Tujuan </b></div>
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Tujuan dalam observasi ini untuk mendeskripsikan :</div>
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1. Pelaksanaan manajemen kelas dalam proses pembelajaran di kelas VI SD Negeri 064988 tahun pelajaran 2016/2017.</div>
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2. Faktor-faktor apa saja yang pelaksanaan manajemen kelas dalam proses pembelajaran di kelas VI b dan c SDN 064988 Medan.</div>
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<b>BAB II</b></div>
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<b>PELAKSANAAN</b></div>
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<b>2.1. </b><b>Data Lokasi Observasi</b></div>
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<b>Identitas Sekolah</b></div>
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Nama Sekolah : SDN 064988</div>
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NPSN : 10209938</div>
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Alamat Sekolah :</div>
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Jalan : Jl. Karya Jaya</div>
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Desa/Kelurahan : Pangkalan Mansyur</div>
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Kecamatan : Medan Johor</div>
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Kabupaten/Kota : Kota Medan</div>
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Provinsi : Sumatera Utara</div>
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Telepon : 061-7882712</div>
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Kode Pos : 20143</div>
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Email : <a href="mailto:sdn064988.medan_johor@yahoo.com">sdn064988.medan_johor@yahoo.com</a></div>
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Kepala Sekolah : Hainah Harahap, S.Pd.</div>
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<b>Objektif Observasi</b></div>
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Waktu pelaksanaan : Jumat, 31 Maret 2017</div>
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Lama pelaksanaan : 1 jam</div>
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Pembagian tugas : </div>
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<u>Kelas 6A</u></div>
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Pewawancara : Annisyah Maulidina</div>
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Cameraman : 1. Muhammad Dani Syahputra</div>
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2. Maswinda Ainun</div>
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Pengobservasi : 1. Annisyah Maulidina</div>
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2. Maswinda Ainun Mardiah</div>
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3. Meilisa Windi</div>
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4. Muhammad Dani Syahputra</div>
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Kelas 6C</div>
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Pewawancara : Asyifa Rizvi Al-Miraza</div>
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Cameraman : 1. Putri Amelia Tambunan</div>
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2. Asyifa Rizvi Al-Miraza</div>
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Pengobservasi : 1. Bina Swita Manalu</div>
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2. Riki Hambali Samosir</div>
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3. Asyifa Rizvi Al-Miraza</div>
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4. Putri Amelia Tambunan</div>
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<b>Narasumber</b></div>
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Guru Kelas 6A : Ibu Suwarni</div>
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Guru Kelas 6C : Ibu H.Siregar</div>
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<b>Objek Observasi : Seluruh murid kelas 6A dan 6C.</b></div>
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</div>
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<b>2.2. </b><b>Teori Pendekatan Pembelajaran</b></div>
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<b>2.2.1. </b><b>Pengertian Teori Belajar</b></div>
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Teori adalah seperangkat asas yang tersusun tentang kejadian-kejadian tertentu dalam dunia nyata dinyatakan oleh Mc. Keachie dalam Grendel 1991:5 (Hamzah Uno, 2006:4).Sedangkan Hamzah (2003:26) menyatakan bahwa teori merupakan seperangkat preposisi yang didalamnya memuat tentang ide, konsep, prosedur dan prinsip yang terdiri dari satu atau lebih variable yang saling berhubungan satu sama lainnya dan dapat dipelajari, dianalisis dan diuji serta dibuktikan kebenarannya. Dari dua pendapat diatas Teori adalah seperangkat asas tentang kejadian-kejadian yang didalamnnya memuat ide, konsep, prosedur dan prinsip yang dapat dipelajari, dianalisis dan diuji kebenarannya.</div>
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Belajar merupakan kegiatan yang sering dilakukan setiap orang. Belajar dilakukan hampir setiap waktu, kapan saja, dimana saja, dan sedang melakukan apa saja. Belajar juga merupakan aktivitas yang dilakukan seseorang untuk mendapatkan perubahahan dalam dirinya melalui pelatihan-pelatihan atau pengalaman-pengalaman. Belajar dapat membawa perubahan pada si pelaku, baik perubahan pengetahuan, sikap, maupun ketrampilan. Pengertian belajar sendiri adalah suatu perubahan dalam tingkah laku dan penampilan sebagai hasil dari praktik dan pengalaman.</div>
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Jadi teori belajar adalah sebuah konsep yang abstrak yang membantu peserta didik untuk belajar.</div>
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<b>2.2.2. </b><b>Macam-macam Teori Belajar</b></div>
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Dengan berkembangnya psikologi dalam pendidikan, maka bersamaan dengan itu bermunculan pula berbagai teori tentang belajar. Di dalam masa perkembangan psikologi pendidikan ini muncullah beberapa aliran psikologi pendidikan, diantaranya yaitu :</div>
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1. <a href="http://belajarpsikologi.com/teori-belajar-behaviorisme/">Teori Belajar Behaviorisme</a></div>
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<a href="http://belajarpsikologi.com/teori-belajar-behaviorisme/">Teori behavioristik</a> adalah sebuah teori tentang perubahan tingkah laku sebagai hasil dari pengalaman. Teori ini lalu berkembang menjadi <a href="http://belajarpsikologi.com/">aliran psikologi</a> belajar yang berpengaruh terhadap arah pengembangan teori dan praktik pendidikan dan<a href="http://belajarpsikologi.com/macam-macam-metode-pembelajaran/">pembelajaran</a> yang dikenal sebagai aliran behavioristik. Aliran ini menekankan pada terbentuknya perilaku yang tampak sebagai hasil belajar.</div>
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Menuru teori behavior, belajar adalah perubahan tingkah laku sebagai akibat dari adanya interaksi antara stimulus dan respon. Seseorang telah dianggap belajar sesuatu jika ia dapat menunjukkan perubahan tingkah lakunya. Menurut teori ini yang terpenting adalah masukan atau input yang berupa stimulus dan keluaran atau otput yang berupa respon.</div>
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<a href="http://belajarpsikologi.com/teori-belajar-behaviorisme/">Teori behavioristik</a> dengan model dan hubungan stimulus-responnya, mendudukkan orang yang belajar sebagai individu yang pasif. Respon atau perilaku tertentu dengan menggunakan<a href="http://belajarpsikologi.com/pengertian-model-pembelajaran/">metode</a> pelatihan atau pembiasaan semata. Munculnya perilaku akan semakin kuat bila diberikan penguatan dan akan menghilang bila dikenai hukuman.</div>
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Berikut tokoh-tokoh teori behavioristik:</div>
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a. Edward L. Thordike</div>
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Menurut teori ini, belajar adalah pembentukan atau penguatan hubungan antara stimulus dan respon. Thorndike menekankan bahwa belajar terdiri atas pembentukan ikatan atau hubungan-hubungan antara stimulus-respons yang terbentuk melalui pengulangan. Teori ini dimunculkan sebagai hasil eksperimen yang dilakukan oleh thorndike. Beliau melakukan percobaan pada seekor kucing muda. Kucing itu dibiarkan kelaparan dalam kurungan yang pintunya berjeruji. Kurungan kucing itu diberi beberapa tombol. Apabila salah satu tombolnya terpijit, pintu itu akan terbuka dengan sendirinya. Sementara itu, di luar kurungan disediakan makanan yang diletakkan dalam sebuah piring. Kucing mulai beraksi. Ia bergerak kesana kemari dan mencoba untuk keluar dari kurungan. Tidak beberapa lama tanpa disengaja kucing tersebut menyentuh tombol pembuka pintu. Dengan girang, ia keluar dari kurungan dan menuju tempat makanan tersebut.</div>
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Thorndike mencoba beberapa kali hal yang sama pada kucing tersebut. Pada awal percobaan kucing tersebut masih mondar-mandir hingga menyentuh tombol. Namun setelah sekian lama percobaan kucing tersebut tidak mondar-mandir lagi, ia langsung menyentuh tombol pembuka pintu. Dengan demikian thorndike menyimpulkan bahwa proses belajar melalui dua bentuk, yaitu:</div>
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<i>1) trial and error</i> , mengandung arti bahwa dengan terlatihnya proses belajar dari kesalahan, dan mencoba terus sampai berhasil.</div>
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2) <i>law of effect, </i>mengandung arti bahwa segala tingkah laku yang mengakibatkan suatu keadaan yang memuaskan akan terus diingat dan dipelajari dengan sebaik-baiknya.</div>
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b. Ivan Petrovitch Pavlov</div>
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Teori pavlov lebih dikenal dengan pembiasaan klasik <i>(classical conditioning)</i>. Teori ini dimunculkan sebagai hasil eksperimen yang dilakukan oleh Ivan Pavlov, seorang ilmuwan rusia. Teori <i>classical conditioning</i>adalah sebuah prosedur penciptaan refleks baru dengan cara mendatangkan stimulus sebelum terjadinya refleks tersebut. Dalam eksperimennya, Pavlov menggunakan anjing dengan tujuan mengkaji bagaimana pembelajaran berlaku pada suatu organisme.</div>
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Teori ini dilatarbelakangi oleh percobaan Pavlov dengan keluarnya air liur. Air liur akan keluar apabila anjing melihat atau mencium bau makanan. Dalam percobaanya Pavlov membunyikan bel sebelum memperlihatkan makanan pada anjing. Setelah diulang berkali- kali ternyata air liur tetap keluar bila bel berbunyi meskipun makananya tidak ada. Penelitian ini menyimpulkan bahwa perilaku individu dapat dikondisikan. Belajar merupakan suatu upaya untuk mengondisikan pembentukan suatu perilaku atau respons terhadap sesuatu. Kebiasaan makan atau mandi pada jam tertentu, kebiasaan berpakaian, masuk kantor, kebiasaan belajar, bekerja dll. Terbentuk karena pengkondisian.</div>
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c. Burrhus Frederic Skinner</div>
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Konsep-konsep yang dikemukanan Skinner tentang belajar lebih mengungguli konsep para tokoh sebelumnya. Ia mampu menjelaskan konsep belajar secara sederhana, namun lebih komprehensif.</div>
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Menurut Skinner hubungan antara stimulus dan respon yang terjadi melalui interaksi dengan lingkungannya, yang kemudian menimbulkan perubahan tingkah laku, tidaklah sesederhana yang dikemukakan oleh tokoh tokoh sebelumnya. Menurutnya respon yang diterima seseorang tidak sesederhana itu, karena stimulus-stimulus yang diberikan akan saling berinteraksi dan interaksi antar stimulus itu akan memengaruhi respon yang dihasilkan. Respon yang diberikan ini memiliki konsekuensi-konsekuensi. Konsekuensi inilah yang nantinya memengaruhi munculnya perilaku.</div>
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Oleh karena itu dalam memahami tingkah laku seseorang secara benar harus memahami hubungan antara stimulus yang satu dengan lainnya, serta memahami konsep yang mungkin dimunculkan dan berbagai konsekuensi yang mungkin timbul akibat respon tersebut. Skinner juga mengemukakan bahwa dengan menggunakan perubahan-perubahan mental sebagai alat untuk menjelaskan tingkah laku hanya akan menambah rumitnya masalah. Sebab setiap alat yang digunakan perlu penjelasan lagi, demikian seterusnya.</div>
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2. Teori Kognitif</div>
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Psikologi kognitif lebih menekankan pendidikan sebagai proses internal mental manusia termasuk bagaimana orang berfikir, merasakan, mengingat, dan belajar. Tingkah laku manusia yang tampak tidak dapat diukur dan diterangkan tanpa melibatkan proses mentalnya, seperti motivasi, keyakinan, dan sebagainya. Psikolagi kognitif menyebutkan bahwa belajar adalah peristiwa mental, bukan peristiwa perilaku fisik meskipun hal-hal yang bersifat behavioral kadang-kadang tampak kesat mata dalam setiap peristiwa belajar manusia. Seseorang yang sedang belajar membaca dan menulis, tentu menggunakan perangkat jasmaniah yaitu mulut dan tangan untuk mengucapkan kata dan menggoreskan pena. Akan tetapi, menggerakkan mulut dan menggoreskan penayang dilakukan bukan sekedar respons atau stimulus yang ada, melainkan yang terpenting karena dorongan mental yang diatur oleh otaknya.</div>
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Kehadiran aliran psikologi kognitif, tampaknya menjadi pengikis aliran behaviorisme yang selalu menekankan pada aspek perilaku lahir. Teori-teori yang dikemukakan oleh aliran behaviorisme kurang memuaskan para psikolog modern dewasa ini.</div>
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Berikut tokoh-tokoh teori kognitif:</div>
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a. Teori Gestalt</div>
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Teori ini dikenal juga dengan sebutan <i>field theory</i> atau<i> insight full learning. </i>Menurut teori gestalt, manusia bukan sekedar makhluk reaksi yang berbuat atau bereaksi jika ada perangsang yang memengaruhinya. Akan tetapi, manusia adalah individu yang merupakan bulatan fisik dan psikis.</div>
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Manusia menurut Gestalt, adalah makhluk bebas. Ia bebas memilih cara untuk bereaksi dan menentukan stimuli yang diterima atau stimuli yang ditolaknya. Dengan demikian, belajar menurut psikolagi gestalt bukan sekedar proses asosiasi antara stimulus dan respons yang lama makin kuat tetapi karena adanya latihan-latihan atau ulangan-ulangan. Akan tetapi belajar terjadi jika ada pengertian (insight). Pengertian atau insight ini muncul setelah beberapa saat seseorang mencoba memahami suatu masalah yang muncul kepadanya.</div>
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Persepsi dan insight siswa sangat penting dalam teori gestalt. Salah satu sumbangan yang paling penting dari teori gestalt adalah ide bahwa tugas-tugas sekolah harus cocok dengan pengalaman dan pemahaman siswa, kegagalan sering terjadi karena: (1) tugas terlalu sulit bagi siswa untuk mencapai insight, (2) keterangan-keterangan dari guru tidak terlalu jelas.</div>
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b. Teori Jean Piaget</div>
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Menurut Jean Piaget (1975) salah seorang penganut aliran kognitif yang kuat, bahwa proses belajar sebenarnya terdiri dari tiga tahapan, yaitu: Proses asimilasi adalah proses penyatuan (pengintegrasian) informasi baru ke struktur kognitif yang sudah ada dalam benak siswa. Akomodasi adalah penyesuaian struktur kognitif ke dalam situasi yang baru. Equilibrasi adalah penyesuain berkesinambungan antara asimilasi dan akomodasi. Implikasi Teori Kognitif Piaget dalam pembelajaran, yaitu perkembangan kognitif sebagian besar bergantung kepada seberapa jauh anak aktif memanipulasi dan aktif berinteraksi dengan lingkungannya, yaitu bagaimana anak secara aktif mengkontruksi pengetahuannya. Pengetahuan sendiri datang dari tindakan.</div>
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Menurut teori Piaget pengalaman-pengalaman fisik dan manipulasi lingkungan penting bagi terjadinya perubahan perkembangan. Sementara itu bahwa interaksi sosial dengan teman sebaya, khususnya berargumentasi dan berdiskusi membantu memperjelas pemikiran yang pada akhirnya memuat pemikiran itu menjadi lebih logis.</div>
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c. Teori Burner</div>
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Menurut pandangan Brunner (1964) bahwa teori belajar itu bersifat deskriptif, sedangkan teori pembelajaran itu bersifat preskriptif. Misalnya, teori penjumlahan, sedangkan teori pembelajaran menguraikan bagaimana cara mengajarkan penjumlahan</div>
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3. Teori Humanistik</div>
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Dalam teori belajar humanistik proses belajar harus berhulu dan bermuara pada manusia itu sendiri. Meskipun teori ini sangat menekankan pentingya isi dari proses belajar, dalam kenyataan teori ini lebih banyak berbicara tentang pendidikan dan proses belajar dalam bentuknya yang paling ideal. Dengan kata lain, teori ini lebih tertarik pada ide belajar dalam bentuknya yang paling ideal dari pada belajar seperti apa adanya, seperti apa yang bisa kita amati dalam dunia keseharian.. Teori apapun dapat dimanfaatkan asal tujuan untuk “memanusiakan manusia” (mencapai aktualisasi diri dan sebagainya) dapat tercapai.</div>
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Dalam teori belajar humanistik, belajar dianggap berhasil jika si pelajar memahami lingkungannya dan dirinya sendiri. Siswa dalam proses belajarnya harus berusaha agar lambat laun ia mampu mencapai aktualisasi diri dengan sebaik-baiknya. Teori belajar ini berusaha memahami perilaku belajar dari sudut pandang pelakunya, bukan dari sudut pandang pengamatnya. Tujuan utama para pendidik adalah membantu si siswa untuk mengembangkan dirinya, yaitu membantu masing-masing individu untuk mengenal diri mereka sendiri sebagai manusia yang unik dan membantu dalam mewujudkan potensi-potensi yang ada dalam diri mereka. Teori Belajar Humanistik adalah suatu teori dalam pembelajaran yang mengedepankan bagaimana memanusiakan manusia serta peserta didik mampu mengembangkan potensi dirinya.</div>
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Berikut tokoh-tokoh teori humanistik:</div>
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a. Carl Rogers</div>
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Rogers kurang menaruh perhatian kepada mekanisme proses belajar. Belajar dipandang sebagai fungsi keseluruhan pribadi. Mereka berpendapat bahwa belajar yang sebenarnya tidak dapat berlangsung bila tidak ada keterlibatan intelektual maupun emosional peserta didik. Oleh karena itu, menurut teori belajar humanisme bahwa motifasi belajar harus bersumber pada diri peserta didik.</div>
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Roger membedakan dua ciri belajar, yaitu: (1) belajar yang bermakna dan (2) belajar yang tidak bermakna. Belajar yang bermakna terjadi jika dalam proses pembelajaran melibatkan aspek pikiran dan perasaan peserta didik, dan belajar yang tidak bermakna terjadi jika dalam proses pembelajaran melibatkan aspek pikiran akan tetapi tidak melibatkan aspek perasaan peserta didik. Bagaimana proses belajar dapat terjadi menurut teori belajar humanisme?. Orang belajar karena ingin mengetahui dunianya. Individu memilih sesuatu untuk dipelajari, mengusahakan proses belajar dengan caranya sendiri, dan menilainya sendiri tentang apakah proses belajarnya berhasil. Menurut Roger, peranan guru dalam kegiatan belajar siswa menurut pandangan teori humanisme adalah sebagai fasilitator yang berperan aktif dalam :</div>
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(1) membantu menciptakan suasana kelas yang kondusif agar siswa bersikap positif terhadap belajar,</div>
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(2) membantu siswa untuk memperjelas tujuan belajarnya dan memberikan kebebasan kepada siswa untuk belajar,</div>
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(3) membantu siswa untuk memanfaatkan dorongan dan cita-cita mereka sebagai kekuatan pendorong belajar,</div>
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(4) menyediakan berbagai sumber belajar kepada siswa,</div>
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(5) menerima pertanyaan dan pendapat, serta perasaan dari berbagai siswa sebagaimana adanya.</div>
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b. Arthur Combs</div>
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Combs memberikan lukisan persepsi diri dalam dunia seseorang seperti dua lingkaran (besar dan kecil) yang bertitik pusat pada satu.. Lingkaran kecil (1) adalah gambaran dari persepsi diri dan lingkungan besar (2) adalah persepsi dunia. Makin jauh peristiwa-peristiwa itu dari persepsi diri makin berkurang pengaruhnya terhadap perilakunya. Jadi, hal-hal yang mempunyai sedikit hubungan dengan diri, makin mudah hal itu terlupakan.</div>
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4. Teori Konstruktivistik</div>
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Menurut cara pandang teori konstruksivisme belajar adalah proses untuk membanguin pengetahuan melalui pengalaman nyata dari lapangan. Artinya siswa akan cepat memiliki pengetahuan jika pengetahuan itu dibangu atas dasar realitas yang ada di dalam masyarakat. Evaluasi pembelajaran. Dalam treori kontruktivisme, evaluasi tidak hanya dimaksudkan untuk mengetahui kualitas siswa dalam memahami materi dari guru. Evaluasi menjadi saran untuk mengetahui kekurangan dan kelebihan proses pembelajaran.</div>
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Konstruktivisme sebagai deskripsi kognitif manusia seringkali diasosiasikan dengan pendekatan paedagogi yang mempromosikan learning by doing. Teori ini memberikan keaktifan terhadap manusia untuk belajar menemukan sendiri kompetensi, pengetahuan atau teknologi, dan hal lain yang diperlakukan guna mengembangkan dirinya sendiri.</div>
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Menurut asalnya, teori konstruktivime bukanlah teori pendidikan. Teori ini berasal dari disiplin filsafat, khususnya filsafat ilmu. Pada tataran filsafat, teori ini membahas mengenai bagaimana proses terbentuknya pengetahuan manusia. Menurut teori ini pembentukan pengetahuan terjadi sebagai hasil konstruksi manusia atas realitas yang dihadapinya. Dalam perkembangan kemudian, teori ini mendapat pengaruh dari disiplin psikologi terutama psikologi kognitif Piaget yang berhubungan dengan mekanisme psikologis yang mendorong terbentuknya pengetahuan. Menurut kaum konstruktivis, belajar merupakan proses aktif siswa mengkostruksi pengetahuan. Proses tersebut dicirikan oleh beberapa hal sebagai berikut:</div>
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Belajar berarti membentuk makna. Makna diciptakan siswa dari apa yang mereka lihat, dengar, rasakan, dan alami. Konstruksi makna ini dipengaruhi oleh pengertian yang telah ia punyai.</div>
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Konstruksi makna merupakan suatu proses yang berlangsung terus-menerus seumur hidup.</div>
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Belajar bukan kegiatan mengumpulkan fakta melainkan lebih berorientasi pada pengembangan berpikir dan pemikiran dengan cara membentuk pengertian yang baru. Belajar bukanlah hasil dari perkembangan melainkan perkembangan itu sendiri. Suatu perkembangan yang menuntun penemuan dan pengaturan kembali pemikiran seseorang.</div>
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Proses belajar yang sebenarnya terjadi pada waktu skemata seseorang dalam keraguan yang merangsang pemikiran lebih lanjut. Situasi disekuilibrium merupakan situasi yang baik untuk belajar</div>
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Hasil belajar dipengaruhi oleh pengalaman belajar dengan dunia fisik dan lingkungan siswa.</div>
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Hasil belajar siswa tergantung pada apa yang sudah diketahuinya.</div>
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Bagi kaum konstruktivis, belajar adalah suatu proses organik untuk menemukan sesuatu, bukan suatu proses mekanis untuk mengumpulkan fakta. Dalam konteks yang demikian, belajar yang bermakna terjadi melalui refleksi, pemecahan konflik pengertian dan selalu terjadi pembaharuan terhadap pengertian yang tidak lengkap.</div>
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Berdasarkan asumsi-asumsi tersebut dapat ditarik sebuah inferensi bahwa menurut teori konstruktivisme belajar adalah proses mengkonstruksi pengetahuan dengan cara mengabstraksi pengalaman sebagai hasil interaksi antara siswa dengan realitas baik realitas pribadi, alam, maupun realitas sosial. Proses konstruksi pengetahuan berlangsung secara pribadi maupun sosial. Proses ini adalah proses yang aktif dan dinamis. Beberapa faktor seperti pengalaman, pengetahuan awal, kemampuan kognitif dan lingkungan sangat berpengaruh dalam proses konstruksi makna.Argumentasi para konstruktivis memperlihatkan bahwa sebenarnya teori belajar konstrukvisme telah banyak mendapat pengaruh dari psikologi kognitif, sehingga dalam batas tertentu aliran ini dapat disebut juga neokognitif.</div>
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Walaupun mendapat pengaruh psikologi kognitif, namun harus diakui bahwa stressing point teori ini bukan terletak pada berberapa konsep psikologi kognitif yang diadopsinya (pengalaman, asimilasi, dan internalisasi).melainkan pada konstuksi pengetahuan. Konstruksi pengetahuan yang dimaksudkan dalam pandangan konstruktivisme yaitu pemaknaan realitas yang dilakukan setiap orang ketika berinteraksi dengan lingkungan. Dalam konteks demikian, konstruksi atau pemaknaan terhadap realitas adalah berlajar itu sendiri. Dengan asumsi seperti ini, sebetulnya substansi konstrukvisme terletak pada pengakuan akan hekekat manusia sebagai homo creator yang dapat mengkonstruksi realitasnya sendiri.Adapun prinsip-prinsip teori belajar konstruktivistik adalah sebagai berikut :</div>
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Pengetahuan dibangun oleh siswa sendiri</div>
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Pengetahuan tidak dapat dipindahkan dari guru kemurid, kecuali hanya dengan keaktifan murid sendiri untuk menalar</div>
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Murid aktif megkontruksi secara terus menerus, sehingga selalu terjadi perubahan konsep ilmiah</div>
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Guru sekedar membantu menyediakan saran dan situasi agar proses kontruksi berjalan lancar.</div>
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Menghadapi masalah yang relevan dengan siswa</div>
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Struktur pembalajaran seputar konsep utama pentingnya sebuah pertanyaan</div>
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Mmencari dan menilai pendapat siswa</div>
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Menyesuaikan kurikulum untuk menanggapi anggapan siswa.</div>
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<b>2.2.3. </b><b>Beberapa Pendekatan pada KBM</b></div>
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<b>1.Pendekatan tujuan pembelajaran</b></div>
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Pendekatan ini berorientasi pada tujuan akhir yang akan dicapai. Sebenarnya pendekatan ini tercakup juga ketika seorang guru merencanakan pendekatan lainnya, karena suatu pendekatan itu dipilih untuk mencapai tujuan pembelajaran. Semua pendekatan dirancang untuk keberhasilan suatu tujuan.</div>
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Sebagai contoh : Apabila dalam tujuan pembelajaran tertera bahwa siswa dapat mengelompokan makhluk hidup, maka guru harus merancang pembelajaran, yang pada akhir pembelajaran tersebut siswa sudah dapat mengelompokan makhluk hidup. Metode yang digunakan untuk mencapai tujuan tersebut dapat berupa metode tugas atau karyawisata.</div>
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<b>2.Pendekatan konsep</b></div>
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Dengan menggunakan pendekatan konsep berarti siswa dibimbing memahami suatu bahasan melalui pemahaman konsep yang terkandung di dalamnya. Dalam proses pembelajaran tersebut penguasaan konsep dan subkonsep yang menjadi fokus. Dengan beberapa metode siswa dibimbing untuk memahami konsep.</div>
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<b>3.Pendekatan lingkungan</b></div>
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Penggunaan pendekatan lingkungan berarti mengaitkan lingkungan dalam suatu proses belajar mengajar. Lingkungan digunakan sebagai sumber belajar. Untuk memahami materi yang erat kaitannya dengan kehidupan sehari – hari sering digunakan pendekatan lingkungan.</div>
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<b>4. Pendekatan inkuiri</b></div>
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Penggunaan pendekatan inkuiri berarti membelajarkan siswa untuk mengendalikan situasi yang dihadapi ketika berhubungan dengan dunia fisik yaitu dengan menggunakan teknik yang digunakan oleh para ahli peneliti ( Dettrick, G.W., 2001 ). Pendekatan inkuiri dibedakan menjadi inkuiri terpempin dan inkuiri bebas atau inkuiri terbuka. Perbedaan antara keduanya terletak pada siapa yang mengajukan pertanyaan dan apa tujuan dari kegiatannya.</div>
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<b>5. Pendekatan penemuan</b></div>
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Penggunaan pendekatan penemuan berarti dalam kegiatan belajar mengajar siswa diberi kesempatan untuk menemukan sendiri fakta dan konsep tentang fenomena ilmiah. Penemuan tidak terbatas pada menemukan sesuatu yang benar – benar baru. Pada umumnya materi yang akan dipelajari sudah ditentukan oleh guru, demikian pula situasi yang menunjang proses pemahaman tersebut. Siswa akan melakukan kegiatan yang secara langsung berhubungan dengan hal yang akan ditemukan.</div>
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<b>6. Pendekatan proses</b></div>
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Pada pendekatan proses, tujuan utama pembelajaran adalah mengembangkan kemampuan siswa dalam keterampilan proses seperti mengamati, berhipotesa, merencanakan, menafsirkan, dan mengkomunikasikan. Pendekatan keterampilan proses digunakan dan dikembangkan sejak kurikulum 1984. Penggunaan pendekatan proses menuntut keterlibatan langsung siswa dalam kegiatan belajar.</div>
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<b>7.Pendekatan interaktif ( pendekatan pertanyaan anak )</b></div>
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Pendekatan ini memberi kesempatan pada siswa uuntuk mengajukan pertanyaan untuk kemudian melakukan penyelidikan yang berkaitan dengan pertanyaan yang mereka ajukan ( Faire & Cosgrove, 1988 dalam Herlen W, 1996 ). Pertanyaan yang diiajukan siswa sangat bervariasi sehingga guru perlu melakukan langkah – langkah mengumpulkan, memilih, dan mengubah pertanyaan tersebut menjadi suatu kegiatan yng spesifik.</div>
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<b>8.Pendekatan pemecahan masalah</b></div>
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Pendekatan pemecahan masalah berangkat dari masalah yang harus dipecahkan melalui praktikum atau pengamatan. Dalam pendekatan ini ada dua versi. Versi pertama siswa dapat menerima saran tentang prosedur yang digunakan, cara mengumpulkan data, menyusun data, dan menyusun serangkaian pertanyaan yang mengarah ke pemecahan masalah. Versi kedua, hanya masalah yang dimunculkan, siswa yang merancang pemecahannya sendiri. Guru berperan hanya dalam menyediakan bahan dan membantu memberi petunjuk.</div>
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<b>9.Pendekatan sains teknologi dan masyarakat ( STM )</b></div>
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Hasil penelitian dari National Science Teacher Association ( NSTA ) ( dalam Poedjiadi, 2000 ) menunjukan bahwa pembelajaran sains dengan menggunakan pendekatan STM mempunyai beberapa perbedaan jika dibandingkan dengan cara biasa. Perbedaan tersebut ada pada aspek : kaitan dan aplikasi bahan pelajaran, kreativitas, sikap, proses, dan konsep pengetahuan. Melalui pendekatan STM ini guru dianggap sebagai fasilitator dan informasi yang diterima siswa akan lebih lama diingat. Sebenarnya dalam pembelajaran dengan menggunakan pendekatan STM ini tercakup juga adanya pemecahan masalah, tetapi masalah itu lebih ditekankan pada masalah yang ditemukan sehari – hari, yang dalam pemecahannya menggunakan langkah – langkah ilmiah</div>
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<b>10.Pendekatan terpadu</b></div>
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Pendekatan ini merupakan pendekatan yang intinya memadukan dua unsur atau lebih dalam suatu kegiatan pembelajaran. Pemaduan dilakukan dengan menekankan pada prinsip keterkaitan antar satu unsur dengan unsur lain, sehingga diharapkan terjadi peningkatan pemahaman yang lebih bermakna dan peningkatan wawasan karena satu pembelajaran melibatkan lebih dari satu cara pandang.</div>
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Pendekatan terpadu dapat diimplementasikan dalam berbagai model pembelajaran. Di Indonesia, khususnya di tingkat pendidikan dasar terdapat tiga model pemdekatan terpadu yang sedang berkembang yaitu model keterhubungan, model jaring laba – laba, model keterpaduan.</div>
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<b>2.2.4. </b><b>Beberapa Metode pada KBM</b></div>
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<b>1.Metode ceramah</b></div>
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Metode ceramah adalah metode penyampaian bahan pelajaran secara lisan. Metode ini banyak dipilih guru karena mudah dilaksanakan dan tidak membutuhkan alat bantu khusus serta tidak perlu merancang kegiatan siswa. Dalam pengajaran yang menggunakan metode ceramah terdapat unsur paksaan. Dalam hal ini siswa hanya diharuskan melihat dan mendengar serta mencatat tanpa komentar informasi penting dari guru yang selalu dianggap benar itu. Padahal dalam diri siswa terdapat mekanisme psikologis yang memungkinkannya untuk menolak disamping menerima informasi dari guru. Inilah yang disebut kemampuan untuk mengatur dan mengarahkan diri.</div>
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<b>2. Metode tanya jawab</b></div>
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Metode tanya jawab dapat menarik dan memusatkan perhatian siswa. Dengan mengajukan pertanyaan yang terarah, siswa akan tertarik dalam mengembangkan daya pikir. Kemampuan berpikir siswa dan keruntutan dalam mengemukakan pokok – pokok pikirannya dapat terdeteksi ketika menjawab pertanyaan. Metode ini dapat menjadi pendorong bagi siswa untuk mengadakan penelusuran lebih lanjut pada berbagai sumber belajar. Metode ini akan lebih efektif dalam mencapai tujuan apabila sebelum proses pembelajaran siswa ditugasi membaca materi yang akan dibahas.</div>
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<b>3. Metode diskusi</b></div>
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Metode diskusi adalah cara pembelajaran dengan memunculkan masalah. Dalam diskusi terjadi tukar menukar gagasan atau pendapat untuk memperoleh kesamaan pendapat. Dengan metode diskusi keberanian dan kreativitas siswa dalam mengemukakan gagasan menjadi terangsang, siswa terbiasa bertukar pikiran dengan teman, menghargai dan menerima pendapat orang lain, dan yang lebih penting melalui diskusi mereka akan belajar bertanggung jawab terhadap hasil pemikiran bersama.</div>
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<b>4. Metode belajar kooperatif</b></div>
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Dalam metode ini terjadi interaksi antar anggota kelompok dimana setiap kelompok terdiri dari 4-5 orang. Semua anggota harus turut terlibat karena keberhasilan kelompok ditunjang oleh aktivitas anggotanya, sehingga anggota kelompok saling membantu. Model belajar kooperatif yang sering diperbincangkan yaitu belajar kooperatif model jigsaw yakni tiap anggota kelompok mempelajari materi yang berbeda untuk disampaikan atau diajarkan pada teman sekelompoknya.</div>
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<b>5. Metode demonstrasi</b></div>
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Metode demonstrasi adalah cara penyajian pelajaran dengan memeragakan suatu proses kejadian. Metode demonstrasi biasanya diaplikasikan dengan menggunakan alat – alat bantu pengajaran seperti benda – benda miniatur, gambar, perangkat alat – alat laboratorium dan lain – lain. Akan tetapi, alat demonstrasi yang paling pokok adalah papan tulis dan white board, mengingat fungsinya yang multi proses. Dengan menggunakan papan tulis guru dan siswa dapat menggambarkan objek, membuat skema, membuat hitungan matematika, dan lain – lain peragaan konsep serta fakta yang memungkinkan.</div>
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<b>6.Metode ekspositori atau pameran</b></div>
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Metode ekspositori adalah suatu penyajian visual dengan menggunakan benda dua dimensi atau tiga dimensi, dengan maksud mengemukakan gagasan atau sebagai alat untuk membantu menyampaikan informasi yang diperlukan.</div>
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<b>7.Metode karyawisata/widyamisata</b></div>
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Metode karyawisata/widyawisata adalah cara penyajian dengan membawa siswa mempelajari materi pelajaran di luar kelas. Karyawisata memanfaatkan lingkungan sebagai sumber belajar, dapat meransang kreativitas siswa, informasi dapat lebih luas dan aktual, siswa dapat mencari dan mengolah sendiri informasi. Tetapi karyawisata memerlukan waktu yang panjang dan biaya, memerlukan perencanaan dan persiapan yang tidak sebentar.</div>
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<b>8.Metode penugasan</b></div>
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Metode ini berarti guru memberi tugas tertentu agar siswa melakukan kegiatan belajar. Metode ini dapat mengembangkan kemandirian siswa, meransang untuk belajar lebih banyak, membina disiplin dan tanggung jawab siswa, dan membina kebiasaan mencari dan mengolah sendiri informasi. Tetapi dlam metode ini sulit mengawasi mengenai kemungkinan siswa tidak bekerja secara mandiri.</div>
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<b>9.Metode eksperimen</b></div>
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Metode eksperimen adalah cara penyajian pelajaran dengan menggunakan percobaan. Dengan melakukan eksperimen, siswa menjadi akan lebih yakin atas suatu hal daripada hanya menerima dari guru dan buku, dapat memperkaya pengalaman, mengembangkan sikap ilmiah, dan hasil belajar akan bertahan lebih lama dalam ingatan siswa. Metode ini paling tepat apabila digunakan untuk merealisasikan pembelajaran dengan pendekatan inkuiri atau pendekatan penemuan.</div>
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<b>10.Metode bermain peran</b></div>
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Pembelajaran dengan metode bermain peran adalah pembelajaran dengan cara seolah – olah berada dalam suatu situasi untuk memperoleh suatu pemahaman tentang suatu konsep. Dalam metode ini siswa berkesempatanm terlibat secara aktif sehingga akan lebih memahami konsep dan lebih lama mengingat, tetapi memerlukan waktu lama.<br />
Pendekatan dan metode yang dipilih guru dalam memberikan suatu materi pelajaran sangat menentukan terhadap keberhasilan proses pembelajaran. Tidak pernah ada satu pendekatan dan metode yang cocok untuk semua materi pelajaran, dan pada umumnya untuk merealisasikan satu pendekatan dalam mencapai tujuan digunakan multi metode.<br />
Metode dibedakan dari pendekatan ; metode lebih menekankan pada pelaksanaan kegiatan, sedangkan pendekatan ditekankan pada perencanaannya. Ada lima hal yang perlu diperhatikan guru dalam memilih suatu metode mengajar yaitu :</div>
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· Kemampuan guru dalam menggunakan metode.</div>
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· Tujuan pengajaran yang akan dicapai.</div>
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· Bahan pengajaran yang perlu dipelajari siswa.</div>
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· Perbedaan individual dalam memanfaatkan inderanya.</div>
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· Sarana dan prasarana yang ada di sekolah.</div>
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Beberapa pendekatan yang digunakan dalam pembelajaran biologi adalah pendekatan konsep, pendekatan keterampilan proses, pendekatan lingkungan, pendekatan inkuiri, pendekatan penemuan, pendekatan interaktif, pendekatan pemecahan masalah, pendekatan Sains Teknologi Masyarakat, dan pendekatan terpadu. Untuk merealisasikan suatu pendekatan dalam mencapai tujuan dapat digunakan beberapa metode antara lain metode ceramah, metode tanya jawab, metode diskusi, metode demonstrasi, metode ekspositori, metode karyawisata, metode penugasan, metode eksperimen, metode belajar kooperatif, dan metode bermain peran.</div>
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<b>2.3. </b><b>Motivasi</b></div>
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<b>2.3.1. </b><b>Defenisi Motivasi </b></div>
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<b> </b>Motivasi merupakan aspek penting dalam psikologi <i>learned centered </i>dalam pengajaran yakni suatu proses perilaku individu sebagai pemberi semangat yang penuh energi , sehingga dapat bertindak sesuai tujuan arah tertentu karena kegigihan dari suatu perilaku.</div>
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<b>2.3.2. </b><b>Perspektif Motivasi </b></div>
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Perspektif psikologi menjelaskan motivasi dengan cara yang berbeda berdasarkan perspektif yang berbeda pula. Empat perspektif diantaranya :</div>
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1. Perspektif Behavioral</div>
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2. Perspektif Humanistik</div>
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3. Perspektif Kognitif</div>
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4. Perspektif Sosial</div>
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o Perspektif Behavioral</div>
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Merupakan cara pandang yang menekankan pada imbalan dan hukuman eksternal sebagai kunci menentukan motivasi. Motivasi murid sebagai konsekuensi dari insentif eksternal.</div>
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Insentif adalah peristiwa atau stimuli positif atau negative yang dapat memotiasi perilaku murid.sehingga, insentif dapat menambah minat atau kesenangan pada pelajaran dan mengarahkan perhatian pada perilaku yang tepat dan dapat menjauhkan dari perilaku tidak tepat. Seperti ketika diberikan dalam bentuk nilai yang baik, tanda bintang, pujian, penghargaan </div>
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o Perspektif Humanistik </div>
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Merupakan cara pandang yang menekankan pada kapasitas murid untuk mengembangkan kepribadian, kebebasan untuk memilih nasib sendiri serta memiliki kualitas positif (seperti peka terhadap orang lain ).</div>
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o Perspektif Kognitif</div>
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Merupakan cara pandang yang menekankan pemikiran murid akan memandu motivasi mereka, dan juga arti penting dari penentuan tujuan, perencanaan dan monitoring kemajuan menuju suatu tujuan </div>
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Perspektif kognitif bertentangan dengan behavioral, berpendapat bahwa tekanan eksternal seharusnya tidak dilebih-lebihkan. </div>
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Murid meraih prestasi tinggi bukan karena kebutuhan biologis tapi karena punya motivasi internal untuk berinteraksi dengan lingkungan secara efektif </div>
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o Perspektif Sosial </div>
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Merupakan cara pandang yang menekankan pada keterhubungan atau Kebutuhan afiliasi yaitu motivasi untuk berhubungan dengan orang lain secara aman, membutuhkan pembentukan, pemeliharaan dan pemulihan hubungan personal yang hangat dan akrab.</div>
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Kebutuhan afiliasi murid tercermin dalam motivasi mereka untuk menghabiskan waktu bersama teman, keterikatan dengan orang tua, dan keinginan untuk menjalin hubungan positif dengan guru.</div>
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Murid yang punya hubungan yang penuh perhatian dan supportif biasanya memiliki sikap akademik yang positif dan lebih senang bersekolah. </div>
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<b>2. Motivasi untuk meraih sesuatu</b></div>
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Perhatian terhadap motivasi di sekolah telah dipengaruhi oleh perspektif kognitif. Dan dibutuhkan sejumlah strategi kognitif efektif untuk meningkatkan motivasi murid untuk meraih sesuatu atau untuk berprestasi. Dengan mengeksplorasi perbedaan krusial antara motivasi ekstrinsik (eksternal ) dan motivasi intrinsik ( internal ). Beberapa pandangan kognitif penting tentang motivasi dan mengkaji efek dari kecemasan terhadap prestasi dan strategi instruksional untuk membantu murid berprestasi.</div>
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· <b>Motivasi instrinsik</b></div>
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Motivasi Instrinsik adalah motivasi internal untuk melakukan sesuatu demi sesuatu itu sendiri (tujuan itu sendiri ).</div>
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Motivasi intrinsik terbagi dua yaitu:</div>
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· Motivasi intrinsik dari determinasi diri dan pilihan personal</div>
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· Motivasi intrinsik dari pengalaman optimal. </div>
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<b>Determinasi diri dan pilihan personal</b>. Salah satu pandangan tentang motivasi intrinsik menekankan pada determinasi diri (deCharms et al., 1984) yaitu murid ingin percaya diri bahwa mereka melakukan sesuatu karena kemauan sendiri bukan karena imbalan eksternal.</div>
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<b>Pengalaman optimal</b> adalah perasaan senang atau gembira yang besar terhadap sesuatu yaitu ketika seseorang mengetahui dan berkonsentrasi penuh saat melakukan suatu aktivitas dengan dikenal sebagai istilah flow. Dengan terlibat dalam tantangan yang mereka anggap tidak sulit dan juga tidak terlalu mudah</div>
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· <b>Motivasi ekstrinsik </b></div>
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Motivasi ekstrinsik adalah melakukan sesuatu untuk mendapatkan sesuatu yang lain ( cara untuk mencapai tujuan). Motivasi ekstrinsik sering dipengaruhi oleh insentif eksternal seperti hukuman dan imbalan. <b>Imbalan ekstrinsik </b>dapat berguna untuk mengubah perilak</div>
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<b>2.4. </b><b>Orientasi Belajar</b></div>
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· <b>Perencanaan dan instruksi pelajaran teacher centered</b></div>
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Fokus di sekolah adalah pada perencanaan dan instruksi guru. Dalam pendekatan ini , perencanaan dan instruksi disusun dengan ketat dan guru mengarahkan pembelajaran murid.</div>
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· <b>Perencanaan pelajaran teacher-centered</b></div>
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Tiga alat umum di sekolah ynag berguna dalam perencanaan teacher centered adalah menciptakan sasaran behavioral ( perilaku ), menganalisis tugas dan menyusun taksonomi (klasifikasi) instruksional.</div>
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<b>Menciptakan sasaran behavioral.</b></div>
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Sasaran behavioral ( behavioral objectives) adalah pernyataan tentang perubahan yang diharapkan oleh guru akan terjadi dalam kinerja murid. Menurut robert majer ( 1962 ),sasaran behavioral harus spesifik. Mager percaya bahwa sasaran behavioral harus mengandung tiga bagian : </div>
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· Perilaku murid.</div>
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· Kondisi dimana perilaku terjadi. Menyatakan bagaimana perilaku akan dievaluasi atau dites.</div>
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· Kriteria kinerja.</div>
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<b>Menganalisis tugas </b></div>
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Menganalisis tugas adalah alat lain dalam perencanaan teachered centered adalah anilisis tugas, yang difokuskan pada pemecahan suatu tugas kompleks yang dipelajari murid menjadi komponen – komponen ( Alberto et al., 1990). Analisis ini dapat melalui tiga langkah dasar ( Moyer et al., 1978):</div>
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· Menentukan keahlian atau konsep yang diperlukan murid untuk mempelajari tugas.</div>
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· Mendaftar materi yang dibutuhkan untuk melakukan tugas , seperti kertas,pensil kalkulator dan sebagainya.</div>
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· Mendaftar semua komponen tugas yang harus dilakukan.</div>
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<b>Menyusun taksonomi instruksional</b>. Instruksi taksional juga membantu pendekatan teachered centered . taksonomi adalah sistem klasifikasi. Taksonomi ini mengklasifikasikan sasaran pendidikan menjadi tiga domain : kognitif, afektif, dan psikomotor.</div>
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<b>Domain kognitif</b>.mengandung 6 sasaran yaitu :</div>
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· Pengetahuan. Murid punya kemampuan untuk mengingat informasi. Berdasarkan hasil observasi kami bahwa murid mempunyai kemampuan untuk mendeskripsikan beberapa hal yang menyangkut tata surya seperti , nama planet, jenis planet dan benda angkasa.</div>
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· Pemahaman adalah murid memahami informasi dan menerangkannya dengan kalimat sendiri. Berdasarkan hasil observasi kami pada kelas bahwa masih banyak murid yang belum bisa mendeskripsikan planet tanpa melihat buku dan menjawab pertanyaan yang diajukan dengan melihat buku.</div>
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· Aplikasi. Murid menggunakan pengetahuan problem kehidupan nyata.</div>
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· Analisis. Murid memecah informasi yang kompleks menjadi bagian kecil kecil dan mengaitkan dengan informasi lain. Berdasarkan hasil observasi kami bahwa murid dapat menganalisis perbedaan beberapa planet dengan planet lainnya.</div>
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· Sintesis.murid mengombinasikan elemen elemen dan menciptakan informasi baru. Berdasarkan hasil observasi kami bahwa beberapa murid mencatat beberapa informasi penting yang ditulis guru di papan tulis.</div>
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· Evaluasi.murid membuat penilaian dan keputusan yang baik. Berdasarkan hasil observasi kami bahwa murid menjawab pertanyaan yang diajukan oleh guru berasarkan hasil pembelajaran yang diajukan guru.</div>
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<b>Domain afektif </b>adalah yang berhubungan dengan respons emosional terhadap tugas ( Krathworl et al., 1964). Terdiri atas 5 sasaran yaitu agar murid menunjukan tingkat komitmen atau intensitas emosional tertentu : </div>
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· Penerimaan. Murid mengetahui atau memperhatikan sesuatu di lingkungan.</div>
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· Respons. Murid termotivasi untuk belajar dan menunjukan perilaku baru sebagai hasil dari pengalamannya</div>
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· Menghargai. Murid terlibat atau berkomitmen pada beberapa pengalaman.</div>
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· Pengorganisasian. Murid mengintegrasikan nilai baru ke perangkat nilai yang sudah ada dan memberi prioritas yang tepat . </div>
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· Menghargai karakterisasi. Yaitu murid bertindak sesuai dengan nilai tersebut dan berkomitmen terhadap nilai tersebut.</div>
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<b>Domain psikomotor</b>. Kebanyakan dari kita menghubungkan aktivitas motor dengan pendidikan fisik dan atletik, tetapi banyak subjek lain, seperti menulis dengan tangan dn pengolahan kata , juga membutuhkan gerakan dan menggunakan peralatan yang kompleks seperti: seni visual dan pahat membutuhkan koordinasi mata dan tangan. Sasaran psikomotor menurut blossom adalah : </div>
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· Gerak refleks. Murid merespon suatu stimulus dengan gerak refleks tanpa perlu banyak berpikir. </div>
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· Gerak fundamental dasar.murid melakukan gerakan dasar untuk tujuan tertentu.</div>
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· Kemampuan perseptual. Murid menggunakan indra, seperti penglihatan, pendengaran, atau sentuhan untuk melakukan sesuatu.</div>
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· Kemampuan fisik. Murid mengembangkan daya tahan,kekuatan dan fleksibilitas dan kegesitan.</div>
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· Gerakan terlatih. Murid melakukan ketrampilan fisik yang kompleks dengan lancar.</div>
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· Perilaku nondiskusif. Murid mongkomunikasikan perasaan dan emosinya melalui gerak tubuh.</div>
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<b>Intruksi langsung</b> adalah pendekatan teacher centered yang terstrukur yang dicirikan oleh arahan dan kontrol guru, ekspetasi guru yang tinggi terhadap kemajuan murid dan usaha guru meminimalisir pengaruh negatif terhadap murid. Berdasarkan hasil pengamatan kami bahwa guru dalam hal agar siswa mengikuti pelajaran adala dengan memberikan instruksi perhatian murid ke papan tulis, juga murid diberikan ekspetasi yang tinggi terhadap kemajuan murid di kelas. Guru meminimalisir efek keributan dalam hal proses belajar mengajar adalah memberi insruksi untuk tidak ribut ke murid dan tidak menggunakan hukuman sebagai alat meminimalisir perilaku negatif siswa.</div>
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<b>Strategi instruksional teacher – centered</b></div>
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Banyak strategi teacher- centered merefleksikan instruksi langsung. Di sini berbicara mengenai orientasi pada materi baru, mengajar, menjelaskan dan mendemontrasikan; menanyakan dan diskusi;penguatan pembelajaran ; tugas di kelas dan pekerjaan rumah.</div>
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Mengorientasikan.</div>
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<b>Beberapa strategi instruksional learned centered</b></div>
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<b>Pembelajaran berbasis problem</b></div>
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Pembelajaran berbasis problem menekankan pada masalah problem kehidupan nyata. Yaitu kurikulum riil yang mengacu pada pertanyaan tentang problem problem dalam kehidupan nyata kepada murid.</div>
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<b>Pertanyaan essensial</b>adalah pertanyaan yang mereflesikan inti dari kurikulum. Hal yang paling penting yang harus dieksplorasi dan dipelajari murid</div>
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<b>2.1. </b><b>Manajemen Kelas</b></div>
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Manajemen kelas adalah segala <a href="http://rocketmanajemen.com/kategori/bisnis/">usaha</a> yang diarahkan untuk mewujudkan suasana belajar mengajar yang efektif yang menyenangkan serta dapat memotivasi siswa untuk belajar dengan baik sesuai kemampuan. Pada SDN 064988 manajemen kelas yang di lakukan sudah cukup baik karena manajemen kelas disini mengandung aspek lingkungan fisik yang cukup baik dan mampu menciptakan pembelajaran yang nantinya dapat mengoptimalkan kemampuan siswa. Karena lingkungan kelas yang memadai, alat peraga yang di tempel di kelas juga berasal dari kreatifitas siswa. Ada dua tujuan managemen kelas yang efektif : membantu murid menghabiskan lebih banyak waktu untuk belajar dan mengurangi waktu aktivitas yang tidak diorientasikan pada tujuan, dan mencegah murid mengalami problem akademik dan emosional.</div>
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<b>1. </b><b>Mendesain lingkungan fisik kelas </b></div>
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· Gaya penataan </div>
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o Gaya penataan pada SDN 064988 adalah gaya auditorium tradisional, dimana semua murid duduk menghadap guru di depannya.</div>
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyUNoRCb-sn4HmPlz3SBXaTh0Pb99LS7wNpXNO4jg1As4ap8fJF6c0aNckE-mhlpD4v-LdLhjln6gqBuV1zaaYsOfY-WdnLVOO8SIEL0CybS0xTXCnbUauo-VKZqZVv-ryiENa42THYmAK/s320/dokumentasi+1.jpg" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyUNoRCb-sn4HmPlz3SBXaTh0Pb99LS7wNpXNO4jg1As4ap8fJF6c0aNckE-mhlpD4v-LdLhjln6gqBuV1zaaYsOfY-WdnLVOO8SIEL0CybS0xTXCnbUauo-VKZqZVv-ryiENa42THYmAK/s1600/dokumentasi+1.jpg"></a></div>
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*gaya penataan kelas SDN 064988*</div>
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Namun selain gaya penataan ini terdapat gaya penataan kelas lain, diantaranya : </div>
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· Gaya tatap muka (face to face), murid saling menghadap satu sama lain.</div>
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· Gaya off-set, sejumlah murid (3-4 orang) duduk di bangku tetapi tidak duduk berhadapan langsung satu sama lain.</div>
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· Gaya seminar, sejumlah besar murid (10 atau lebih) duduk din susunan berbentuk lingkaran, persegi, atau bentuk U.</div>
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· Gaya Klaster (cluster), sejumlah murid (4-8 orang) berkerja dalam kelompok kecil.</div>
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<b>1. </b><b> Menciptakan Lingkungan Positif untuk Pembelajaran</b></div>
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Seperti yang sudah di jelaskan sebalumnya, lingkungan yang baik mampu menghasilkan pembelajaran maksimal yang nantinya mampu berdampak baik terhadap anak didik dan pembelajaran yang berlangsung, ada beberapa strategi yang biasanya di gunakan guru sebagai pedoman mereka untuk membimbing pembelajaran, yaitu :</div>
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· Strategi Umum</div>
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· Gaya otoritatif</div>
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Guru yang otoritatif akan cendrung mempunyai murid yang mandiri, tidak cepat puas, mau berkerja sama dengan teman, dan menujukkan penghargaan diri yang tinggi. Guru otoritatif akan melibatkan murid dalam kerja sama give-and-take dan menujukkan sikap perhatian kepada mereka, menjelaskan aturan dan regulasi, dan menentukan standar dengan masukan dari murid. Stategi menagemen kelas yang otoritatif akan mondorong murid untuk menjadi pemikir yang independen dan pelaku independen.</div>
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<b>2.6. </b><b>Kesimpulan Hasil Wawancara dengan Guru</b></div>
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<b>Kelas 6A</b> <b>(Windy, Winda, Dina, Dani)</b></div>
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Hasil yang dapat disimpulkan adalah pembelajaran pada kelas ini menggunakan sistem KTSP degan metode pembelajaran yang lebih mengandalkan diskusi dan eksperimen menggunakan alat peraga pada pembelajarannya. Kesan pertama kami ketika memasuki kelas ini adalah “ceria”. Guru dan murid saling berinteraksi dengan baik sekali, sekalipun terkadang guru kualahan memonitor seisi kelas ketika mulai ribut, namun peserta didik tetap mau mendengarkan aba aba atau perintah yang di keluarkan oleh guru sehingga menciptakan kelas yang kondusif. </div>
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Sesuai pengakuan guru, anak anak di kelas ini memiliki kemampuan yang beragam, namun dominan berintelegensi tinggi, mudah menangkap pelajaran, dan aktif. Guru membuka kelas dengan pijakan awal bernyanyi, kebetulan hari itu, 31 Maret 2017 adalah mata pelajaran Ilmu Pengetahuan Alam mengenai planet. Guru pun membimbing peserta didik menyanyikan lagu “alam semesta” yang di arangsmen dengan irama balonku ada lima. Peserta didik terlihat hapal dengan lagu yang dinyanyikan. Setelah memberi pijakan awal, guru me-review pelajaran minggu lalu denan memberikan sesi tanya jawab, peserta didik terlihat antusias menjawab pertanyaan yang diajukan. Dan setelah pemberian metode ceramah sebagai inti pembelajaran, guru mencoba menguji kemampuan siswa dengan pemberian soal latihan dengan cara mendikte. Anak anakpun bisa menjawab pertanyaan yaang di berikan dengan sempurna. Anak-anakpun tertib hingga jam terakhir pembelajaran. </div>
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Saat diwawancara guru menjawab pertanyaan dengan ramah dan tearatur, menurut guru, penbelajaran pada kelas ini mampu dioptimalkan lagi dengan sarana dan prasarana yang mendukung, seperti alat peraga. </div>
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<b>Kelas 6C (Syifa, Bina, Putri, Riki)</b></div>
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Dari hasil wawancara tim bersama guru kelas 6C—Ibu H.Siregar (44 tahun) —pada tanggal 31 Maret 2017, tepat sebelum pelajaran Ilmu Pengetahuan Alam di kelas itu dimulai, dapat disimpulkan bahwa murid di kelas 6C cukup antusias dalam mengikuti pelajaran. Mereka mampu memahami keseluruhan materi yang diajarkan oleh guru. Suasana kelas juga sangat kondusif, tidak ada siswa yang terlalu ribut selama belajar. Mereka juga tidak terpecah konsentrasinya saat ada orang lain yang masuk ke kelas selama proses belajar. Walaupun, menurut pengakuan Ibu Siregar, beberapa murid sedikit “bandel” tidak mau memperhatikan guru selama menjelaskan materi. Dalam menyikapi anak yang “bandel” tersebut, ia menuturkan cukup menegur dan menasehati saja, belum pernah ada murid yang dihukum, karena mereka cukup paham dengan teguran.</div>
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Kelas ini cukup interaktif, pembelajaran tidak hanya satu arah—dari guru saja—tetapi guru juga mengajak para murid untuk ikut aktif dengan mengajukan beberapa pertanyaan lisan dan tulisan. Ibu Siregar menuturkan adakalanya mereka membentuk diskusi kelompok. Semua metode yang diterapkan direspon baik oleh para murid. Metode yang diterapkan oleh beliau menghasilkan kemampuan yang bervariasi, ada beberapa murid yang masih berada di bawah rata-rata kemampuan teman lainnya, dan ada juga murid yang menonjol.</div>
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Ibu Siregar tidak hanya menanamkan pemahaman materi belajar, tetapi juga pendidikan karakter dan motivasi belajar. Beliau sangat menjunjung nilai kejujuran pada siswanya dibandingkan skor tinggi yang didapat dengan kecurangan. Selain itu, beliau juga memotivasi siswanya untuk giat belajar mengingat mereka akan menghadapi Ujian Nasional. Mereka di motivasi untuk belajar lebih keras agar bisa melanjutkan pendidikan ke SMP Negeri.</div>
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<b>2.7. </b><b>Fasilitas Kelas</b></div>
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Berdasarkan observasi kami diSDN 064988 di kelas 6A dan 6C memiliki fasilitas yang cukup memadai. Seperti dimana terdapat papan tulis putih, spidol, meja dan kursi yang terbuat dari kayu, tabel absensi siswa, jam, daftar nama murid, serta lemari. Selain itu terdapat beberapa hasil karya siswa-siswa yang tergantung di dinding-dinding kelas yang berhubungan dengan materi pelajaran. Seperti gambar peta Indonesia, foto presiden Indonesia, gapura garuda. </div>
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<b>2.8. </b><b>Evaluasi</b></div>
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<b>1. </b><b>Pendekatan Pembelajaran</b></div>
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Pendekatan pembelajaran yang digunakan di SD Negeri 064988 adalah pendekatan terpadu. Pendekatan ini merupakan pendekatan yang intinya memadukan dua unsur atau lebih dalam suatu kegiatan pembelajaran. Dua unsur disini adalah meggunakan pendekatan tujuan pembelajaran dan pendekatan tujuan. Pemaduan dilakukan dengan menekankan pada prinsip keterkaitan antar satu unsur dengan unsur lain, sehingga diharapkan terjadi peningkatan pemahaman yang lebih bermakna dan peningkatan wawasan karena satu pembelajaran melibatkan lebih dari satu cara pandang.</div>
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Pendekatan terpadu dapat di implementasikan dalam berbagai model pembelajaran.</div>
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<b>Metode Pembelajaran</b></div>
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Berdasarkan fakta lapangan di SD Negeri No. 064988 pada saat itu guru mengajar kepada murid-muridnya mengenai bab Tata Surya. Metode pembelajaran yang digunakan di kelas 6B dan 6C adalah sama. Namun, yang membedakannya adalah pada saat awal pembelajaran di kelas 6B guru menstimulasi murid-muridnya dengan mengajak murid-muridnya untuk bernyanyi bersama. Berikut metode pembelajaran yang digunakan.</div>
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· Pada saat awal pembelajaran guru menggunakan metode ceramah, yang mana guru menjelaskan terlebih dahulu materi pelajaran yang akan dibahas secara lisan.</div>
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· Lalu selanjutnya guru menggunakan metode tanya jawab. Guru menunjuk murid untuk menjawab pertanyaan. Dengan mengajukan pertanyaan yang terarah, siswa akan tertarik dalam mengembangkan daya pikir. Kemampuan berpikir siswa dan keruntutan dalam mengemukakan pokok – pokok pikirannya dapat terdeteksi ketika menjawab pertanyaan.</div>
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· Setelah itu, guru menggunakan metode penugasan yang berartiguru memberi tugas tertentu agar siswa melakukan kegiatan belajar.Metode ini dapat mengembangkan kemandirian siswa, meransang untuk belajar lebih banyak, membina disiplin dan tanggung jawab siswa, dan membina kebiasaan mencari dan mengolah sendiri informasi.</div>
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<b>2. </b><b>MOTIVASI</b></div>
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Berdasarkan pengamatan kami, di SD Negeri No 064988 untuk kelas 6A perspektif motivasi dalam pembelajaran cenderung lebih condong pada motivasi perspektif sosial dan perspektif kognitf karena siswa SD pada kelas 6A cenderung lebih aktif dalam pembelajaran yang diajarkan guru mereka dalam kelas. Terdapat jalinan hubungan positif terhadap guru yang mengajar dikelas dengan siswa- siswi tersebut serta mereka termotivasi secara kompetensi yaitu dapat menciptakan suasana yang efektif antara guru dan siswanya melalui nyanyian yang edukatif berkaitan dengan pembelajaran. Serta siswa-siswi tersebut tidak merasa terbebani dalam mata pelajaran yang diajarkan guru mereka. Mereka belajar dengan susana yang menyenangkan.</div>
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<b> </b>Sedangkan pengamatan kami pada kelas 6C perspektif motivasi pembelajaran cenderung lebih condong pada motivasi pespektif Humanistik karena mereka lebih cenderung memilih untuk menjawab pertanyaan guru mereka atau tidak. Dan dapat dibuktikan dengan respon siswa dimana tergantung pada pertanyaan yang diajukan gurunya. Mereka cenderung memilih untuk diam saat guru mereka memberi pertanyaan yang sulit menurut mereka. Sebaliknya, mereka akan banyak menjawab saat guru mengajukan pertanyaan yang mudah.</div>
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<b>Motivasi ekstrinsik dan motivasi intrinsik</b></div>
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Motivasi ekstrinsik adalah melakukan sesuatu untuk mendapatkan sesuatu yang lain ( cara untuk mencapai tujuan). Motivasi ekstrinsik sering dipengaruhi oleh insentif eksternal seperti hukuman dan imbalan. Berdasarkan hasil observasi kami di SD Negeri 064988 kelas 6B dan 6C bahwa siswa mendapatkan motivasi eksternal disaat kami sedang melakukan sesi tanya jawab dengan memberi reward atau hadiah bagi siswa yang mengangkat tangan dan menjawab beberapa pertanyaan seputar pelajaran ipa. Sebagian besar siswa memiliki motivasi eksternal yang kuat untuk menjawab beberapa pertanyaan kami seputar ipa. Mereka dipengaruhi oleh kondisi dimana motivasi eksternal berupa pemberian hadiah cokelat dan juga melihat temannya yang lain antusias mengangkat tangan maka siswa atau murid juga termotivasi untuk menjawab pertanyaan dan mendapatkan hadiah. Kami dalam hal memberi motivasi menggunakan dasar teori pengondisian klasik (classical conditioning).</div>
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Teori ini dikemukakan oleh ahli behavioristik rusia yaitu ivan pavlov. Ivan pavlov tertarik pada cara tubuh mencerna makanan. Dalam eksperimennya, dia secara rutin meletakkan bubur daging di depan mulut anjing yang menyebabkan anjing mengeluarkan air liur. Anjing mengeluarkan air liur disaat sejumlah stimuli direspon dengan makanan seperti ketika dia melihat piring makanan, orang yang membawa makanan , suara pintu tertutup saat makanan tiba dan teori inilah yang dikenal sebagai teori pembelajaran klasik ( classical conditioning ). </div>
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<b>Pengkondisian klasik</b>adalah tipe pembelajaran dimana suatu organisme belajar untuk mengaitkan atau mengasosiasikan stimuli. Ada beberapa istilah dalam pengkondisian klasik yaitu, US (<i>unconditioned stimulus</i>), UR (<i>unconditioned response</i>), CS (<i>conditioned stimulus</i>), dan CR (<i>conditioned respons</i>). </div>
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Dalam hal observasi kami di SD Negeri 064988 kelas 6B dan 6C dimana uconditioned stimulus (UC) atau stimulus yang tidak kami kondisikan adalah cokelat, dimana UR (<i>unconditioned respons</i>) adalah rasa penasaran murid tentang cokelat tersebut, dimana untuk awal pertanyaan adalah stimulus netral. Pertanyaan (stimulus )kami tambahkan dengan Unconditioned response atau cokelat maka murid antusias (<i>unconditioned response</i>). Ada periode dimana murid menunjuk jari untuk pertanyaan kami tetapi hanya beberapa murid yang kami tunjuk. lama kelamaan pertanyaan itu bagi murid bukan lagi stimulus netral tapi adalah sebuah stimulus terkondisi (<i>conditioned stimulus</i>) juga antusias murid dalam menjawab pertanyaan adalah suatu respon terkondisi (<i>unconditioned response</i>). Tetapi ada kalanya terjadi pelenyapan atau extention yaitu pelemahan <i>conditioned response</i> (CR) karena tidak adanya <i>unconditioned stimulus</i> (US). Dalam beberapa sesi pertanyaan ada beberapa murid mengangkat tangan untuk menjawab pertanyaan tetapi kami menunjuk murid lainnya maka anak yang tidak kami tunjuk tadi lama kelamaan tidak lagi termotivasi untuk menjawab pertanyaan maka dia tidak lagi menunjuk tangan dan terjadilah pelenyapan atau <i>extention</i>.</div>
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<b>Motivasi instrinsik</b> adalah motivasi internal untuk melakukan sesuatu demi sesuatu itu sendiri (tujuan itu sendiri). Dalam observasi kami di SD Negeri 064988 kelas 6B saat guru mengajukan pertanyaan maka ada beberapa murid menjawab pertanyaan guru tentang planet tanpa disertai imbalan tetapi mendapat pujian dari guru dan murid semakin meningkat motivasi intrinsiknya. Sedangkan untuk kelas 6c metode guru untuk membuat murid mendapatkan motivasi intrinsiknya adalah dengan menyanyi lagu tentang planet dan memotivasi murid untuk lebih mengenal nama nama planet.</div>
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<b>eterminasi diri dan pilihan personal</b>. Salah satu pandangan tentang motivasi intrinsik menekankan pada determinasi diri (deCharms et al., 1984) yaitu murid ingin percaya diri bahwa mereka melakukan sesuatu karena kemauan sendiri bukan karena imbalan eksternal. Pada observasi kami di SD Negeri 090630 kelas 6B bahwa guru menggunakan metode ceramah yang hanya beberapa murid yang antusias menjawab pertanyaan tentang planet sedang yang lainya tidak menanggapi kalau tidak ada imbalan ekstrinsik. Sedangkan untuk kelas 6C bahwa guru menggunakan metode pembelajaran edukatif yaitu menyanyi dimana secara keseluruhan murid ikut serta dalam mempelajari planet dengan menyanyi bersama dan mengenal nama nama planet secara bersama.</div>
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<b>Pengalaman optimal</b> adalah perasaan senang atau gembira yang besar terhadap sesuatu yaitu ketika seseorang mengetahui dan berkonsentrasi penuh saat melakukan suatu aktivitas dengan dikenal sebagai istilah flow. Dengan terlibat dalam tantangan yang mereka anggap tidak sulit dan juga tidak terlalu mudah. Hasil observasi kami di SD Negeri 064988 kelas 6B bahwa flow atau pengalaman optimal hanya terjadi pada beberapa murid yang memiliki pengetahuan yang besar, sedangkan karena guru hanya menggunakan metode ceramah yang tidak efektif membuuat murid yang antusias tetapi karena aktivitas yang dihadapinya tidak menantang maka hasilnya adalah kejemuan. sedangkan secara keseluruhan apabila memakai motivasi ekstrinsik murid memiliki rata rata pengetahuan yang tinggi dan hanya beberapa murid yang memilik pengetahuan yang rendah dan memiliki sikap apati atau tidak percaya diri. Sedangkan untuk kelas 6C murid secara keseluruhan diajak untuk aktif dalam akktivitas yang tidak terlalu berat tetapi menimbulkan perasaan bahagia seperti menyanyi maka pengalaman optimal kelas 6C tinggi.</div>
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<b>Imbalan ektrinsik dan motivasi intrinsik</b></div>
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<b>Imbalan ekstrinsik </b>dapat berguna untuk mengubah perilaku. Akan tetapi dalam suatu situasi imblab atau hadiah dapat melemahkan pembelajaran contoh obervasi kami di SD Negeri 064988 kelas 6B adalah murid yang menjawab pertanyaan karena tertarik dengan pelajaran yang tidak ada imbalan lebih tertarik belajar dibanding murid yang hanya mengetahui pelajaran ipa karena ada imbalan. Murid yang termotivasi karena ada imbalan hanya antusias apabila diberi imbalan sedangakan murid yang ada atau tidak ada imbalan akan selalu termotivasi menjawab pertanyaan.</div>
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· <b>Perencanaan dan instruksi pelajaran teacher centered</b></div>
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Fokus di sekolah adalah pada perencanaan dan instruksi guru. Dalam pendekatan ini , perencanaan dan instruksi disusun dengan ketat dan guru mengarahkan pembelajaran murid.</div>
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· <b>Perencanaan pelajaran teacher-centered</b></div>
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Tiga alat umum di sekolah yang berguna dalam perencanaan <i>teacher centered</i> adalah menciptakan sasaran behavioral ( perilaku ), menganalisis tugas dan menyusun taksonomi (klasifikasi) instruksional.</div>
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<b>Menciptakan sasaran behavioral.</b></div>
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Sasaran behavioral ( behavioral objectives) adalah pernyataan tentang perubahan yang diharapkan oleh guru akan terjadi dalam kinerja murid. Menurut robert majer ( 1962 ),sasaran behavioral harus spesifik. Mager percaya bahwa sasaran behavioral harus mengandung tiga bagian : </div>
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· Perilaku murid. Fokus pada apa yang akan dipelajari atau dilakukan murid. Pada observasi di SD Negeri 064988 kelas 6B dan kelas 6C guru fokus dengan apa yang dilakukan murid dikelas dengan menjaga kondisi kelas tetap kondusif dan tenang juga fokus terhadap apa yang diterangkan olehnya dan apakah yang diterangkan guru tersebut dipahami oleh murid tersebut.</div>
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· Kondisi dimana perilaku terjadi. Menyatakan bagaimana perilaku akan dievaluasi atau dites.</div>
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Pada hasil observasi kami di SD Negeri 064988 kelas 6A dan 6C pada akhir pembahasan per-topik materi maka guru akan mengajukan beberapa pertanyaan untuk menguji tingkat kepahaman murid terhadap materi yang baru dibahas.</div>
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· Kriteria kinerja. Menentukan level kinerja yang dapat diterima. Berdasarkan hasil 0bservasi kami di SD Negeri 060960 kelas 6A dan 6C murid pada akhir pembelajaran akan membuat kuis pertanyaan terkait pembelajaran yang baru dipelajari dan materi yang diujikan mempunyai kriteria soal yang menguji kinerja murid dalam memahami materi.</div>
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<b>Menganalisis tugas </b></div>
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Menganalisis tugas adalah alat lain dalam perencanaan teachered centered adalah anilisis tugas, yang difokuskan pada pemecahan suatu tugas kompleks yang dipelajari murid menjadi komponen – komponen ( Alberto et al., 1990). Analisis ini dapat melalui tiga langkah dasar ( Moyer et al., 1978):</div>
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· Menentukan keahlian atau konsep yang diperlukan murid untuk mempelajari tugas.</div>
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Berdasarkan hasil observasi kami di SD Negeri 064988 kelas 6B dan 6C bahwa guru memeriksa apakah murid membawa buku pelajaran yang diperlukan dalam proses pembelajaran juga memakai konsep ceramah dalam hal proses mengajar.</div>
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· Mendaftar materi yang dibutuhkan untuk melakukan tugas , seperti kertas,pensil kalkulator dan sebagainya. Pada hasil observasi kami di SD Negeri 064988 kelas 6B dan 6C secara keseluruhan murid lengkap dalam hal perlengkapan pembelajaran seperti pensil,pulpen,penggaris dan juga alat tulis lainnya. juga perlengkapan kelas lainnya yang menunjang proses belajar mengajar seperti papan tulis dan kapur tulis lengkap.</div>
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· Mendaftar semua komponen tugas yang harus dilakukan. Berdasarkan hasil observasi kami di SD Negeri 064988 kelas 6B dan 6C guru membuat daftar pertanyaan sebelum melakukan proses mengajar dan memberikan pertanyaan pada akhir pembelajaran.</div>
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<b>Menyusun taksonomi instruksional</b>. Instruksi taksional juga membantu pendekatan teachered centered . taksonomi adalah sistem klasifikasi. Taksonomi ini mengklasifikasikan sasaran pendidikan menjadi tiga domain : kognitif, afektif, dan psikomotor.</div>
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<b>Domain kognitif</b>.mengandung 6 sasaran yaitu :</div>
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· Pengetahuan. Murid punya kemampuan untuk mengingat informasi. Berdasarkan hasil observasi kami bahwa murid mempunyai kemampuan untuk mendeskripsikan beberapa hal yang menyangkut tata surya seperti , nama planet, jenis planet dan benda angkasa.</div>
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· Pemahaman adalah murid memahami informasi dan menerangkannya dengan kalimat sendiri. Berdasarkan hasil observasi kami pada kelas bahwa masih banyak murid yang belum bisa mendeskripsikan planet tanpa melihat buku dan menjawab pertanyaan yang diajukan dengan melihat buku.</div>
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· Aplikasi. Murid menggunakan pengetahuan problem kehidupan nyata.</div>
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· Analisis. Murid memecah informasi yang kompleks menjadi bagian kecil kecil dan mengaitkan dengan informasi lain. Berdasarkan hasil observasi kami bahwa murid dapat menganalisis perbedaan beberapa planet dengan planet lainnya.</div>
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· Sintesis.murid mengombinasikan elemen elemen dan menciptakan informasi baru. Berdasarkan hasil observasi kami bahwa beberapa murid mencatat beberapa informasi penting yang ditulis guru di papan tulis.</div>
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· Evaluasi.murid membuat penilaian dan keputusan yang baik. Berdasarkan hasil observasi kami bahwa murid menjawab pertanyaan yang diajukan oleh guru berasarkan hasil pembelajaran yang diajukan guru.</div>
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<b>Domain afektif </b>adalah yang berhubungan dengan respons emosional terhadap tugas ( Krathworl et al., 1964). Terdiri atas 5 sasaran yaitu agar murid menunjukan tingkat komitmen atau intensitas emosional tertentu : </div>
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· Penerimaan. Murid mengetahui atau memperhatikan sesuatu di lingkungan. Dalam hal observasi kami di SD Negeri 064988 kelas 6A dan 6C Pada saat kami datang ke kelas untuk melakukan observasi dan kami bertanya tentang hal pembelajaran. Secara keseluruhan murid mendengarkan pertanyaan kami.</div>
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· Respons. Murid termotivasi untuk belajar dan menunjukan perilaku baru sebagai hasil dari pengalamannya. Dalam hal observasi kami di SD Negeri 064988 kelas 6A dan 6C Pada saat kami mengajukan pertanyaan murid merespon dengan mengangkat tangan untuk menjawab pertanyaan dari kami.</div>
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· Menghargai. Murid terlibat atau berkomitmen pada beberapa pengalaman. Dalam hal observasi kami di SD Negeri 064988 kelas 6A dan 6C Murid menghargai bahwa menjawab pertanyaan sebagai kemampuan yang penting.</div>
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· Pengorganisasian. Murid mengintegrasikan nilai baru ke perangkat nilai yang sudah ada dan memberi prioritas yang tepat. Dalam hal observasi kami di SD Negeri 064988 kelas 6A dan 6C murid yang tidak mengangkat tangan kami minta berpartisipasi dalam hal menjawab pertanyaan yang kami ajukan.</div>
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· Menghargai karakterisasi, yaitu murid bertindak sesuai dengan nilai tersebut dan berkomitmen terhadap nilai tersebut. Dalam hal observasi kami di SD Negeri 064988 kelas 6A dan 6C, kami menghimbau kepada murid yang ada dikelas agar tidak menjawab pertanyaan dari guru hanya karena memperoleh imbalan saja tetapi karena kemauan diri sendiri.</div>
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<b>Domain psikomotor</b>. Kebanyakan dari kita menghubungkan aktivitas motor dengan pendidikan fisik dan atletik, tetapi banyak subjek lain, seperti menulis dengan tangan dn pengolahan kata , juga membutuhkan gerakan dan menggunakan peralatan yang kompleks seperti: seni visual dan pahat membutuhkan koordinasi mata dan tangan. Sasaran psikomotor menurut blossom adalah : </div>
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· Gerak refleks. Murid merespon suatu stimulus dengan gerak refleks tanpa perlu banyak berpikir. </div>
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· Gerak fundamental dasar.murid melakukan gerakan dasar untuk tujuan tertentu.</div>
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· Kemampuan perseptual. Murid menggunakan indra, seperti penglihatan, pendengaran, atau sentuhan untuk melakukan sesuatu.</div>
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· Kemampuan fisik. Murid mengembangkan daya tahan, kekuatan dan fleksibilitas dan kegesitan.</div>
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· Gerakan terlatih. Murid melakukan ketrampilan fisik yang kompleks dengan lancar.</div>
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· Perilaku nondiskusif. Murid mongkomunikasikan perasaan dan emosinya melalui gerak tubuh.</div>
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<b>Intruksi langsung</b> adalah pendekatan teacher centered yang terstrukur yang dicirikan oleh arahan dan kontrol guru, ekspetasi guru yang tinggi terhadap kemajuan murid dan usaha guru meminimalisir pengaruh negatif terhadap murid. Berdasarkan hasil pengamatan kami bahwa guru dalam hal agar siswa mengikuti pelajaran adala dengan memberikan instruksi perhatian murid ke papan tulis, juga murid diberikan ekspetasi yang tinggi terhadap kemajuan murid di kelas. Guru meminimalisir efek keributan dalam hal proses belajar mengajar adalah memberi insruksi untuk tidak ribut ke murid dan tidak menggunakan hukuman sebagai alat meminimalisir perilaku negatif siswa.</div>
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<b>Strategi instruksional teacher – centered</b></div>
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Berdasarkan hasil observasi kami guru di kelas 6A dan 6C meorientasikan materi baru dengan mengaitkan ke materi berikutnya juga memberikan instruksi ang jelas tentang pelajaran yang akan dipelajari.</div>
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Berdasarkan hasil pengamatan kami bahwa guru di kelas 6C memakai metode instruksi langsung yaitu pengajaran. Pengajaran yang dilakukan yaitu guru menerapkan waktu yang lebih banyak untuk menerangkan dan mendemonstrasikan materi dan kebanyakan murid tidak aktif dalam proses belajar dengan metode tersebut, selain itu guru di kelas 6C memakai metode instruksi langsung yaitu pertanyaan dan diskusi dimana guru di kelas 6C mengajukan pertanyaan kepada murid selesai materi pembelajaran.</div>
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Berdasarkan Guru di kelas 6C memakai metode instruksi langsung mastery learning dimana guru mengajar menggunakan konsep atau cara tertentu dalam belajar. Guru dikelas 6C mengajarkan nyanyian terkait sistem tata surya dan juga seatwork atau pekerjaan di bangku masing masing seperti pengerjaan tuggas selesai materi.</div>
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<b>Beberapa strategi instruksional learned centered</b></div>
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<b>Pembelajaran berbasis problem</b></div>
<div dir="ltr">
Berdasarkan bahwa guru di kelas 6C memakai teori ini dimana masalah berkaitan tentang tata surya dan kondisi iklim ditanyakan kemurid, misalnya: guru: ”kalau misalnya kita tinggal di gurun apa yang terjadi pada kondisi tubuh kita”. Maka murid merespon : “ tubuh kita akan panas bu dan akan haus disana karena air sedikit”. Maka guru kelas 6C memakai metode <i>learned centered</i> yaitu kurikulum berdasarkan <i>problem.</i></div>
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<b>Pertanyaan essensial </b>adalah pertanyaan yang mereflesikan inti dari kurikulum. Hal yang paling penting yang harus dieksplorasi dan dipelajari murid. Berdasarkan bahwa guru kelas 6C memakai metode instruksi ini dimana guru mengajukan pertanyaan </div>
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Guru :” murid murid apa yang dimaksud tata surya dan apa benda bendanya.”</div>
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Maka murid menjawab pertanyaan ini dengan mengajukan pengertian planet, bentuk planet, jenis peredaran planet dan nama nama planet.</div>
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<b>BAB III</b></div>
<div dir="ltr">
<b>PENUTUP</b></div>
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<b>3.1. </b><b>Rangkuman Hasil Observasi</b></div>
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Observasi yang dilakukan oleh Kelompok 6 Psikologi Pendidikan di SDN 064988 Medan Johor memberikan hasil yang cukup memuaskan kelompok. Dinamika manajemen kelas yang terjadi antara murid dan guru relevan dengan teori belajar dan motivasi yang ada. Metode pembelajaran yang diterapkan oleh para guru terhadap murid juga mendapat respon positif yang terlihat dari kemajuan berpikir para murid. Suasana kelas yang menyenangkan namun tetap kondusif juga memberi kesan “hangat”, belajar tidak terlalu kaku tetapi tidak menghilangkan sisi formalnya.</div>
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Motivasi murid dalam belajar juga terlihat dari sikap antusias mereka dalam menjawab pertanyaan-pertanyaan yang diajukan guru secara lisan. Mereka tetap menjawab dengan percaya diri walaupun salah. Namun, masih ada beberapa murid yang enggan berpartisipasi karena mungkin masih ragu untuk menjawab (takut salah). Meskipun demikian, pemahaman murid tentang materi yang disampaikan guru tetap tersampaikan.</div>
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Para guru dan murid di SDN 064988 juga memiliki sikap ramah dan santun kepada tamu. Mereka menyambut anggota kelompok dengan baik dan ceria. Mereka juga langsung merasa akrab dan tidak canggung saat diajak bicara. Suasana kelas juga tetap belajar dengan kondusif meski ada tamu yang duduk di dalam kelas mereka.</div>
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<b> </b><b>3.2. </b><b>Dokumentasi</b></div>
<div dir="ltr">
<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgimzeH4Rl9bCesWHiXFufXirhNmctYZizRSIXuT7bNouvKQjTmtirXm7KokWBu3xnTYPUtLNAR6rBA70VQ7vsfNkvy3t6aExI2gAx8ACent83GPXV1K81Bd1vINMeIMGzAK6O2MMyU7g2w/s320/doc+3.jpg" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgimzeH4Rl9bCesWHiXFufXirhNmctYZizRSIXuT7bNouvKQjTmtirXm7KokWBu3xnTYPUtLNAR6rBA70VQ7vsfNkvy3t6aExI2gAx8ACent83GPXV1K81Bd1vINMeIMGzAK6O2MMyU7g2w/s1600/doc+3.jpg"></a></div>
<div dir="ltr">
Foto Bersama Murid Kelas 6A dan Guru</div>
<div dir="ltr">
<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc_4mqr09w3RFo2SiwiGYWuDHsR3jWN1SvC7bEJBwul8bJm26Wx4Gj1zEw0Fin2hl1YEGRXm2Q7qKQnI8j3Zqau-qAPRRk1BPjTOu0HT92zPDnbV0fSO3nQZ221PnU2lC4rFrjfQpGc6tA/s320/doc+4.jpg" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc_4mqr09w3RFo2SiwiGYWuDHsR3jWN1SvC7bEJBwul8bJm26Wx4Gj1zEw0Fin2hl1YEGRXm2Q7qKQnI8j3Zqau-qAPRRk1BPjTOu0HT92zPDnbV0fSO3nQZ221PnU2lC4rFrjfQpGc6tA/s1600/doc+4.jpg"></a></div>
<div dir="ltr">
Foto Bersama Anggota Kelompok 6 Psikologi Pendidikan</div>
<div dir="ltr">
<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmRPkqnxkkXBpqSzTUzPLHgXC-5jjuBLfGZYfHFiiV2G9Nmx5oQK8dYNSYhsmCC6G9mBFew4Bc-gUKIw84WGUli3oY4SLQeq2tsfNwybjTNx2szPkREdtMn__mzQsOs-KFkCdbqcWBtm8b/s320/doc+2.jpg" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmRPkqnxkkXBpqSzTUzPLHgXC-5jjuBLfGZYfHFiiV2G9Nmx5oQK8dYNSYhsmCC6G9mBFew4Bc-gUKIw84WGUli3oY4SLQeq2tsfNwybjTNx2szPkREdtMn__mzQsOs-KFkCdbqcWBtm8b/s1600/doc+2.jpg"></a></div>
<div dir="ltr">
Foto Bersama Murid Kelas 6C dan Guru</div>
<div dir="ltr">
<b>Proses belajar kelas 6A dan 6C</b></div>
<div dir="ltr">
<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmBV_uSJUyIoPJ9Z76TiA-3QlV4v9Dc85BpAN1cCO7Ydmub4WzS0v_QMDiYTTifnjz9Kfs2iaaiV44qOeIzRyvc3Mm9s3Ojirp8uYXAPgnXA6woMTurnlGd2t6233cmSRgg_5l9N3Dkkw9/s320/Doc+5.jpg" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmBV_uSJUyIoPJ9Z76TiA-3QlV4v9Dc85BpAN1cCO7Ydmub4WzS0v_QMDiYTTifnjz9Kfs2iaaiV44qOeIzRyvc3Mm9s3Ojirp8uYXAPgnXA6woMTurnlGd2t6233cmSRgg_5l9N3Dkkw9/s1600/Doc+5.jpg"></a></div>
<div dir="ltr">
kelas 6 A</div>
<div dir="ltr">
<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg99BL8bd-y9J9Z2EBjz03bmknM6JiRQjkdUFFM2Hy6iUoMSOu5FnP2nR1nFxqyKiVKOix3eEcxsM_1lIpeA34OCWDs1U_0vzF2YXcES1uXfqGprvclt6LF4TKyYrDKqc3HAJqHjFgN17w7/s320/doc+6.jpg" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg99BL8bd-y9J9Z2EBjz03bmknM6JiRQjkdUFFM2Hy6iUoMSOu5FnP2nR1nFxqyKiVKOix3eEcxsM_1lIpeA34OCWDs1U_0vzF2YXcES1uXfqGprvclt6LF4TKyYrDKqc3HAJqHjFgN17w7/s1600/doc+6.jpg"></a></div>
<div dir="ltr">
kelas 6 c</div>
<div dir="ltr">
<b>DAFTAR PUSTAKA</b></div>
<div dir="ltr">
Nabawi, R.A. (2013, Juni 6). <i>Tugas Akhir Psikologi Pendidikan: Observasi E-Learning</i>. Retrieved Maret 25, 2016, from Informatif:<a href="http://12010rmahn.blogspot.co.id/search/?q=hasil+observasi">http://12010rmahn.blogspot.co.id/search/?q=hasil+observasi</a></div>
<div dir="ltr">
Roestiyah. 1991. Strategi Belajar Mengajar. Jakarta : Rineka Cipta.</div>
<div dir="ltr">
Sanjaya, W. (2009). <i>Penelitian Pendiidikan Kelas.</i> Jakarta: Kencana Prenada Media Grup.</div>
<div dir="ltr">
Santrock, J.W. (2004). <i>Psikologi Pendidikan ed. 2</i>. Jakarta: Kencana Prenada Media Grup.</div>
<div dir="ltr">
Sukadji, S. (1993). <i>Psikologi Peadagogi.</i> Depok: Universitas Indonesia.</div>
<div dir="ltr">
Sukadji, S. (2000). <i>Psikologi Pendidikan dan Psikologi Sekolah.</i>Depok: Universitas Indonesia.</div>
<div dir="ltr">
Syah Muhibbin. 1995. Psikologi Pendidikan suatu Pendekatan Baru. Bandung : Remaja Rosda Karya.</div>
<div dir="ltr">
Trianto. (2010). <i>Pengantar Penelitian Pendidikan bagi Pengembangan Profesi Pendidikan dan Tenaga Kependidikan</i>. Jakarta: Kencana Prenada Media Grup.</div>
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<span style="font-family: "courier new" , "courier" , monospace;">Testimoni psikologi pendidikan</span></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Riky hambali samosir</span></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">161301100</span></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
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<br /></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Menurut saya perkuliahan di mata kuliah psikologi pendidikan
sangat menyenangkan. Karena selain saya mendapat pengalaman baru di bidang
pendidikan juga mata kuliah ini sangat edukatif dan dosen yang mengampu sangat efektif
dalam menerangkan materi kuliah psikologi pendidikan.</span></div>
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<br /></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Dosen dosen psikologi pendidikan sangat dekat dan tanpa
ketegangan saat perkuliahan dan dosen sangat humble terhadap mahasiswa dengan
memberikan reward bagi yang menjawab pertanyaan dosen.</span></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Saya dan kelompok 6 diberi kesempatan pengalaman yang sangat
menyenangkan di SD negeri 064988. Saya di sd tersebut dpat melihat bagaimana
mengelola kelas, guru me-manage murid, bagaimana proses belajar dan juga respon
murid juga guru yang antusias terhadap kehadiran kami. </span></div>
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<br /></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span style="mso-spacerun: yes;"> </span>Saya juga belajar
bahwa penerapan metode psikologi pendidikan di kehidupan sehari hari dan
bagaimana saya selaku mahasiswa dapat mengetahui sasaran dan tujuan
pembelajaran di psikologi pendidikan.</span></div>
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;">sekian testimoni dari saya. </span></div>
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;">assalamualaikum wr.wb </span></div>
Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-13271932062556084892017-04-08T21:13:00.001-07:002017-04-08T22:59:31.220-07:00PENGERTIAN DAN RUANG LINGKUP PSIKOLOGI PENDIDIKAN<!--[if gte mso 9]><xml>
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<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "kristen itc";">Pengertian dan Ruang Lingkup Psikologi
Pendidikan</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "kristen itc"; mso-ansi-language: IN;">Riky hambali samosir</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "kristen itc"; mso-ansi-language: IN;">161301100</span><br />
<br />
<br />
<br />
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" 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" /> </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;">resume 1</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">DEFENISI PSIKOLOGI, PENDIDIKAN, DAN PSIKOLOGI
PENDIDIKAN</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Defenisi Psikologi</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Psikologi dalam istilah lama disebut ilmu
jiwa yang berasal dari kata Inggris psychology. Psychology secara etimologis
berasal dari bahasa Yunani yaitu “psyche” yang berarti jiwa, dan “logos”
berarti ilmu pengetahuan. Dilihat dari arti kata tersebut seolah-olah psikologi
merupakan ilmu jiwa atau ilmu pengetahuan yang mempelajari tentang jiwa. Jika
kita mengacu pada salah satu syarat ilmu yakni adanya objek yang dipelajari,
maka tidaklah tepat jika kita mengartikan psikologi sebagai ilmu jiwa atau ilmu
pengetahuan yang mempelajari tentang jiwa, karena jiwa merupakan sesuatu yang
bersifat abstrak dan tidak bisa diamati secara langsung.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Berkenaan
dengan objek psikologi ini, maka yang paling mungkin untuk diamati dan dikaji
adalah manifestasi dari jiwa itu sendiri yakni dalam bentuk gejala-gejala
perilaku individu dalam berinteraksi dengan lingkungannya. Dengan demikian,
psikologi dapat diartikan sebagai suatu ilmu pengetahuan yang mempelajari
tentang perilaku individu dalam berinteraksi dengan lingkungannya.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Menurut
para ahli :</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l1 level1 lfo1;"><span lang="EN-US" style="font-family: "kristen itc";">Gleitman (1986), psikologi didefinisikan
sebagai ilmu pengetahuan yang berusaha memahami perilaku manusia, alasan
dan cara melakukan sesuatu, dan juga memahami cara makhluk tersebut
berpikir dan berperasaan.</span></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo1;"><span lang="EN-US" style="font-family: "kristen itc";">William James (1842-1910), menganggap
psikologi sebagai ilmu pengetahuan mengenai kehidupan mental.</span></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo1;"><span lang="EN-US" style="font-family: "kristen itc";">Dalam Ensiklopedia Pendidikan,
Poerbakawatja dan Harahap (1981) membatasi arti psikologi sebagai “cabang
ilmu pengetahuan yang mengadakan penyelidikan atas gejala-gejala dan
kegiatan-kegiatan jiwa”. Dalam ensiklopedia ini dibatasi pula bahwa gejala
dan kegiatan jiwa tersebut meliputi respons organisme dan hubungannya
dengan lingkungan.</span></li>
</ul>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 18.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Secara ringkas dapat kita tarik sebuah
kesimpulan bahwa psikologi adalah ilmu pengetahuan yang menyelidiki dan
membahas tingkah laku terbuka dan tertutup pada manusia, baik selaku individu
maupun kelompok, dalam hubungannya dengan lingkungan. Lingkungan dalam hal ini
meliputi semua orang, barang, keadaan, dan kejadian yang ada di sekitar
manusia.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Defenisi Pendidikan</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Pendidikan berasal dari kata “didik”, lalu
kata ini mendapat awalan me sehingga menjadi “mendidik”, artinya memelihara dan
memberi latihan. Menurut Kamus Besar Bahasa Indonesia, Pendidikan adalah proses
pengubahan sikap dan tata laku seseorang atau kelompok orang dalam usaha
mendewasakan manusia melalui upaya pengajaran dan pelatihan.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Dalam bahasa Inggris, education atau
pendidikan berarti perbuatan atau proses perbuatan untuk memeroleh pengetahuan
(McLeod, 1989). Dalam pengertian yang agak luas, pendidikan dapat diartikan
sebagai sebuah proses dengan metode-metode tertentu sehingga orang memeroleh
pengetahuan, pemahaman, dan cara bertingkah laku yang sesuai dengan kebutuhan.</span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Defenisi Psikologi Pendidikan</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Menurut
pendapat beberapa ahli :</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo2;"><span lang="EN-US" style="font-family: "kristen itc";">Barlow (1985), mendefinisikan psikologi
pendidikan sebagai sebuah pengetahuan berdasarkan riset psikologis yang
menyediakan serangkaian sumber-sumber untuk membantu Anda melaksanakan
tugas sebagai seorang guru dalam proses mengajar-belajar secara lebih
efektif. Tekanan definisi ini secara lahiriah hanya berkisar sekitar
proses interaksi antarguru-siswa dalam kelas. </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2;"><span lang="EN-US" style="font-family: "kristen itc";">Tardif (1987), mendefinisikan psikologi
pendidikan adalah sebuah bidang studi yang berhubungan dengan penerapan
pengetahuan tentang perilaku manusia untuk usaha-usaha kependidikan.</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo2;"><span lang="EN-US" style="font-family: "kristen itc";">Witherington dalam bukunya Educational
Psychology terjemahan M.Buchori (1978) memberikan definisi psikologi
pendidikan sebagai studi sistematis tentang proses-proses dan
faktor-faktor yang berhubungan dengan pendidikan manusia.</span></li>
</ul>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 18.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Psikologi pendidikan adalah sebuah disiplin
psikologi yang menyelidiki masalah psikologis yang terjadi dalam dunia
pendidikan. Sedangkan menurut Ensiklopedia America, pengertian psikologi
pendidikan adalah ilmu yang lebih berprinsip dalam proses pengajaran yang
terlibat dengan penemuan-penemuan dan menerapkan prinsip-prinsip dan cara untuk
meningkatkan efisiensi di dalam pendidikan.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Dapat
disimpulkan bahwa psikologi pendidikan adalah cabang dari psikologi yang dalam
penguraian dan penelitiannya lebih menekankan pada masalah pertumbuhan dan
perkembangan anak, baik fisik maupun mental, yang sangat erat hubungannya dalam
masalah pendidikan terutama yang mempengaruhi proses dan keberhasilan belajar.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">RUANG LINGKUP PSIKOLOGI PENDIDIKAN</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Pada dasarnya ilmu psikologi pendidikan
adalah sebuah disiplin psikologi yang khusus mempelajari, meneliti, dan
membahas seluruh tingkah laku manusia yang terlibat dalam proses pendidikan itu
meliputi tingkah laku belajar (oleh siswa), tingkah laku mengajar (oleh guru),
dan tingkah laku mengajar-belajar (oleh guru dan siswa yang saling
berinteraksi).</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Inti persoalan psikologis dalam psikologi
pendidikan, tanpa mengabaikan persoalan psikologi guru, terletak pada siswa.
Pendidikan pada hakikatnya adalah pelayanan yang khusus diperuntukkan bagi
siswa. Oleh karena itu, ruang lingkup pokok bahasan psikologi pendidikan,
selain teori-teori psikologi pendidikan sebagai ilmu, juga berbagai aspek
psikologis para siswa khususnya ketika mereka terlibat dalam proses belajar dan
proses mengajar-belajar.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Secara
garis besar, banyak ahli yang membatasi pokok-pokok bahasan psikologi
pendidikan menjadi tiga macam, yaitu :</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l2 level1 lfo3;"><span lang="EN-US" style="font-family: "kristen itc";">Pokok bahasan mengenai “belajar”, yang
meliputi teori-teori, prinsip-prinsip, dan ciri-ciri khas perilaku belajar
siswa, dan sebagainya.</span></li>
<li class="MsoNormal" style="mso-list: l2 level1 lfo3;"><span lang="EN-US" style="font-family: "kristen itc";">Pokok bahasan mengenai “proses belajar”,
yakni tahapan perbuatan dan peristiwa yang terjadi dalam kegiatan belajar
siswa.</span></li>
<li class="MsoNormal" style="mso-list: l2 level1 lfo3;"><span lang="EN-US" style="font-family: "kristen itc";">Pokok bahasan mengenai “situasi
belajar”, yakni suasana dan keadaan lingkungan baik bersifat fisik maupun
nonfisik yang berhubungan dengan kegiatan belajar siswa.</span></li>
</ul>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Sementara
itu, Samuel Smith sebagaimana yang dikutip Suryabrata (1984), menetapkan 16
topik bahasan yang rinciannya sebagai berikut :</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">1.<span style="mso-spacerun: yes;"> </span>Pengetahuan tentang psikologi pendidikan
(the science of educational psychology).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">2.<span style="mso-spacerun: yes;"> </span>Hereditas atau karakteristik pembawaan
sejak lahir (heredity).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">3.<span style="mso-spacerun: yes;"> </span>Lingkungan yang bersifat fisik (physical
structure).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">4.<span style="mso-spacerun: yes;"> </span>Perkembangan siswa (growth).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">5.<span style="mso-spacerun: yes;"> </span>Proses-proses tingkah laku (behavior
process).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">6.<span style="mso-spacerun: yes;"> </span>Hakikat dan ruang lingkup belajar (nature
and scope of learning).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">7.<span style="mso-spacerun: yes;"> </span>Faktor-faktor yang memengaruhi belajar
(factors that condition learning).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">8.<span style="mso-spacerun: yes;"> </span>Hukum-hukum dan teori-teori belajar (laws
and theories of learning).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">9.<span style="mso-spacerun: yes;"> </span>Pengukuran, yakni prinsip-prinsip dasar
dan batasan-batasan pengukuran / evaluasi (measurement : basic principles and
definitions).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">10.<span style="mso-spacerun: yes;"> </span>Transfer belajar, meliputi mata pelajaran
(transfer of learning : subject matters).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">11.<span style="mso-spacerun: yes;"> </span>Sudut-sudut pandang praktis mengenai
pengukuran (practical aspects of measurements).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">12.<span style="mso-spacerun: yes;"> </span>Ilmu statistik dasar (element of statistics).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">13.<span style="mso-spacerun: yes;"> </span>Kesehatan rohani (mental hygiene).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">14.<span style="mso-spacerun: yes;"> </span>Pendidikan membentuk watak (character
education).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">15.<span style="mso-spacerun: yes;"> </span>Pengetahuan psikologi tentang mata pelajaran
sekolah menengah (psychology of secondary school subjects).</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">16.<span style="mso-spacerun: yes;"> </span>Pengetahuan psikologi tentang mata pelajaran
sekolah dasar (psychology of elementary school subjects).</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Keenam belas pokok bahasan diatas, konon
telah dikupas oleh hampir semua ahli yang telah diselidiki Smith, walaupun
porsi (jumlah bagian / jatah) yang diberikan dalam pengupasan tersebut tidak
sama.</span><span lang="EN-US" style="font-family: "kristen itc"; mso-ansi-language: IN;"> </span><span lang="EN-US" style="font-family: "kristen itc";">Karena psikologi
pendidikan merupakan ilmu yang memusatkan dirinya pada penemuan dan penerapan
prinsip-prinsip dan teknik-teknik psikologi kedalam pendidikan, maka ruang
lingkup psikologi pendidikan mencakup topik-topik psikologi yang erat
hubungannya dengan pendidikan.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Dari rangkaian pokok-pokok bahasan diatas,
tampak sangat jelas bahwa masalah belajar (learning) adalah masalah yang paling
sentral dan vital, (inti dan amat penting) dalam psikologi pendidikan. Dari
seluruh proses pendidikan kegiatan belajar siswa merupakan kegiatan yang paling
pokok. Hal ini bermakna bahwa berhasil tidaknya pencapaian tujuan pendidikan
banyak terpulang kepada proses belajar siswa baik ketika ia berada di dalam
kelas maupun diluar kelas.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Selanjutnya, walaupun masalah belajar
merupakan pokok bahasan sentral dan vital, tidak berarti masalah-masalah lain
tidak perlu dibahas oleh psikologi pendidikan. Masalah mengajar (teaching) dan
proses belajar mengajar (teaching-learning process) juga dibicarakan dengan
porsi yang cukup besar dan luas dalam psikologi pendidikan. Betapa pentingnya
masalah proses belajar mengajar tersebut, terbukti dengan banyaknya penelitian
yang dilakukan dan buku-buku psikologi pendidikan yang secara khusus membahas
masalah interaksi instruksional (hubungan bersifat pengajaran antara guru dan siswa).</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">RUANG LINGKUP PEMBAHASAN PSIKOLOGI PENDIDIKAN</span></b></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l3 level1 lfo4;"><span lang="EN-US" style="font-family: "kristen itc";">Pertumbuhan dan perkembangan pada
umumnya</span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></li>
</ul>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Sebagai
manusia kita pasti mengenal istilah pertumbuhan dan perkembangan dan kita juga
mengalaminya karena pertumbuhan dan perkembangan merupakan ciri makhluk hidup.
Namun tak jarang dari kita yang tidak mengerti arti dari perkembangan dan
pertumbuhan itu sendiri. Banyak ahli yang mencoba memahami dan menafsirkan arti
pertumbuhan dan perkembangan. Dari berbagai pendapat para ahli dapat
disimpulkan bahwa pertumbuhan diartikan sebagai perubahan alamiah secara
kuantitatif pada segi jasmaniah atau fisik dan atau menunjukkan kepada suatu
fungsi tertentu yang baru (yang tadinya belum tampak) dari organisme atau
individu. </span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Konsep pertumbuhan mempunyai makna luas, mencangkup
segi-segi kuantitatif dan kualitatif serta aspek-aspek fisik-psikis seperti
yang terkandung dalam istilah-istilah pertumbuhan, kematangan dan belajar atau
pendidikan dan latihan. Belajar atau pendidikan menunjukkan kepada perubahan
pola-pola sambutan atau perilaku dan aspek-aspek kepribadian tertentu sebagai
hasil usaha individu atau organisme yang bersangkutan dalam batas-batas waktu
setelah tiba masa pekanya. Dengan demikian, dapat dibedakan bahwa
perubahan-perubahan perilaku dan pribadi sebagai hasil belajar itu berlangsung
secara intensional atau dengan sengaja diusahakan oleh individu yang
bersangkutan, sedangkan perubahan dalam arti pertumbuhan dan kematangan
berlangsung secara alamiah menurut jalannya pertambahan waktu atau usia yang
ditempuh oleh yang bersangkutan. </span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Pertumbuhan terbatas pada perubahan-perubahan
yang bersifat evolusi (menuju ke arah yang lebih sempurna). Perubahan-perubahan
aspek fisik dapat diidentifikasikan relative lebih mudah manifestasinya karena
dapat dilakukan pengamatan langsung seperti tinggi dan berat badan, tanggal dan
tumbuhnya gigi dan sebagainya. Lain halnya dengan segi-segi psikis yang
relative sulit diidentifikasi karena kita hanya mengamati dan sampai batas
tertentu.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Perkembangan diartikan sebagai
perubahan-perubahan yang dialami oleh individu atau organisme menuju tingkat
kedewasaannya yang berlangsung secara sistematis, progresif dan
berkesinambungan baik fisik maupun psikis.Perkembangan juga bertalian dengan
beberapa konsep pertumbuhan (growth), kematangan (maturation), dan belajar
(learning) serta latihan (training).</span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Perkembangan individu dapat ditujukan dengan
munculnya atau hilangnya, bertambah atau berkurangnya bagian-bagian,
fungsi-fungsi atau sifat-sifat psikofisis, baik secara kuantitatif maupun
kualitatif, yang sampai batas tertentu dapat diamati dan diukur dengan
mempergunakan teknik dan instrument yang sesuai. Contoh perkembangan proses
berpikir, kemampuan berbahasa dan lain-lain.</span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l3 level1 lfo4;"><span lang="EN-US" style="font-family: "kristen itc";">Psikologi anak</span></li>
</ul>
<div class="MsoNormal" style="text-indent: 18.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Anak adalah makhluk sosial seperti juga orang
dewasa. Anak membutuhkan orang lain untuk dapat membantu mengembangkan
kemampuannya, karena anak lahir dengan segala kelemahan sehingga tanpa orang
lain anak tidak mungkin dapat mencapai taraf kemanusiaan yang normal. Menurut
John Locke (dalam Gunarsa, 1986) anak adalah pribadi yang masih bersih dan peka
terhadap rangsangan-rangsangan yang berasal dari lingkungan. Augustinus (dalam
Suryabrata, 1987), yang dipandang sebagai peletak dasar permulaan psikologi
anak, mengatakan bahwa anak tidaklah sama dengan orang dewasa, anak mempunyai
kecenderungan untuk menyimpang dari hukum dan ketertiban yang disebabkan oleh
keterbatasan pengetahuan dan pengertian terhadap realita kehidupan, anak-anak
lebih mudah belajar dengan contoh-contoh yang diterimanya dari aturan-aturan
yang bersifat memaksa.</span></div>
<div class="MsoNormal" style="text-indent: 18.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Sobur (1988), mengartikan anak sebagai orang
yang mempunyai pikiran, perasaan, sikap dan minat berbeda dengan orang dewasa
dengan segala keterbatasan. Haditono (dalam Damayanti, 1992), berpendapat bahwa
anak merupakan mahluk yang membutuhkan pemeliharaan, kasih sayang dan tempat
bagi perkembangannya. Selain itu anak merupakan bagian dari keluarga, dan
keluarga memberi kesempatan bagi anak untuk belajar tingkah laku yang penting
untuk perkembangan yang cukup baik dalam kehidupan bersama.</span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="text-indent: 18.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Pengertian anak juga mencakup masa anak itu
exist (ada). Hal ini untuk menghindari keracunan mengenai pengertian anak dalam
hubugannya dengan orang tua dan pengertian anak itu sendiri setelah menjadi
orang tua. Kasiram (1994), mengatakan anak adalah makhluk yang sedang dalam
taraf perkembangan yang mempunyai perasaan, pikiran, kehendak sendiri, yang
kesemuannya itu merupakan totalitas psikis dan sifat-sifat serta struktur yang
berlainan pada tiap-tiap fase perkembangannya.</span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="text-indent: 18.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Dalam proses perkembangan manusia, dijumpai
beberapa tahapan atau fase dalam perkembangan, antara fase yang satu dengan
fase yang lain selalu berhubungan dan mempengaruhi serta memiliki ciri-ciri
yang relatif sama pada setiap anak. Disamping itu juga perkembangan manusia
tersebut tidak terlepas dari proses pertumbuhan, keduanya akan selalu
berkaitan. Apabila pertumbuhan sel-sel otak anak semakin bertambah, maka
kemampuan intelektualnya juga akan berkembang. Proses perkembangan tersebut
tidak hanya terbatas pada perkembangan fisik, melainkan juga pada perkembangan
psikis.</span></div>
<div class="MsoNormal" style="text-indent: 18.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Berdasarkan uraian diatas, dapat disimpulkan
bahwa anak merupakan mahkluk sosial, yang membutuhkan pemeliharaan, kasih
sayang dan tempat bagi perkembangannya, anak juga mempunyai perasaan, pikiran,
kehendak tersendiri yang kesemuanya itu merupakan totalitas psikis dan
sifat-sifat serta struktur yang berlainan pada tiap-tiap fase perkembangan pada
masa kanak-kanak (anak). Perkembangan pada suatu fase merupakan dasar bagi fase
selanjutnya.</span></div>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-84707643081111227422017-04-08T21:12:00.001-07:002017-04-08T23:00:20.692-07:00PSIKOLOGI DAN TAHAP PERKEMBANGAN PENDIDIKAN<!--[if gte mso 9]><xml>
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<span style="font-family: "kristen itc";">RIKY HAMBALI SAMOSIR </span><span style="font-family: "kristen itc"; font-size: 16.0pt; line-height: 115%;"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "kristen itc";">PSIKOLOGI DAN TAHAP PERKEMBANGAN PENDIDIKAN</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "kristen itc";">PSIKOLOGI PENDIDIKAN</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "kristen itc"; font-size: 16.0pt; line-height: 115%;">161301100</span><br />
<br />
<br />
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" /> </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;">resume 2</span></div>
<div class="MsoNormal">
<span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Proses
dan Periode</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Pola perkembangan anak adalah pola yang
kompleks dan rumit karena merupakan hasil dari beberapa proses : proses
biologis, kognitif dan sosialemosional. Perkembangan juga bias dideskripikan
berdasarkan periodenya.</span></div>
<div class="MsoNormal">
<span style="font-family: "kristen itc";">Berikut beberapa
aspek proses dari psikologi dan tahap perkembangan pendidikan :</span></div>
<div class="MsoListParagraph" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Proses
Biologis</span></div>
<div class="MsoNormal">
<span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Adalah perubahan faktor biologis dalam
tubuh anak. Proses biologis mendasari perkembangan otak, berat dan tinggi
badan, perubahan dalam kemampuan bergerak dan perubahan hormonal dimasa puber.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Proses
Kognitif</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Perubahan dalam pemikiran, kecerdasan
dan bahasa anak. Proses perkembangan kognitif membuat anak untk mengingat
puisi, membayangkan bagaimana cara memecahkan soal matematika, menyusun
strategi kreatif<span style="mso-spacerun: yes;"> </span>atau menghubungkan
kalimat menjadi pembicaraan yang bermakna.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraph" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Proses
Sosioemosional</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Adalah perubahan dalam hubungan anak
dengn orang lain, perubahan dalam emosi dan perubahan dalam kepribadian .
pengsuhan anak, perkelahian anak, perkembangan ketegasan anak perempuan, dan
perasaan gembira remaja saat mendapatkan nilai yang baik semuanya itu
merefleksikan proses perkembangan sosioemosional.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Periode Perkembangan</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "kristen itc";">Dalam
system klasifikasi yang paling bnyak dipakai, periode perkembangan meliputi
periode:</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "kristen itc";">Infancy (Bayi) adalah periode dari kelahiran
sampai usia dua puluh empat bulan. Ini adalah masa ketika anak sangat
bergantung pada orang tuanya dan masa paling primer dari sosialisasi </span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "kristen itc";">Early<span style="mso-spacerun: yes;">
</span>Childhood (kadang dnamakan usia “prasekolah”) adalah periode dari akhir
masa bayi sampai umur lima atau enam tahun. Selama periode ini anak menjadi
mandiri dan mulai siap tuk bersekolah .</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "kristen itc";">Middle dan late childhood (terkadang disebut
masa sekolah dasar) adalah dimulai dari usia enam sampai sebelas tahun. Anak
mulai menguasai keahlian membaca, menulis dan berhitung.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "kristen itc";">Adolescence (Remaja) adalah transisi atau
masa perbuahan dari masa anak – anak ke usia dewasa. Periode ini dimulai
sekitar usia sepuluh atau dua belas tahun , remaja mulai mengalami perubahan
fisik yang cepat.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">PERKEMBANGAN
KOGNITIF</b></span></div>
<div class="MsoListParagraph" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Otak</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 18.0pt;">
<span style="font-family: "kristen itc";">Jumlah dan ukuran saraf otak terus bertambah
setidaknya sampai usia remaja. Myelination dalam daerah otak yang berhubungan
dengan koordinasi mata – tngan belum lengkap sampai usia empat tahun.
Myelination dalam area otak yang paling penting dalam memfokuskan perhatian belum
lengkap sampai akhir usia sekolah dasar.Synapse adalah gap (jarak) tipis antar
neuron tempat terbentuknya koneksi antar neuron</span></div>
<div class="MsoListParagraph" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Lateralisasi
(Lateralization)</span></div>
<div class="MsoNormal" style="text-indent: 18.0pt;">
<span style="font-family: "kristen itc";">Cerebral
cortex (Lapisan luar atau kulit otak tingkat tertinggi dari otak) terdiri dari
dua belahan atau hemisphere. Lateralissi adalah spesialisasi fungsi dalam satu
bagian otak atau satu bagian lainya. Dala indivudu dengan otak yang utuh, ada
spesialisasi fungsi di beberapa area yaitu : pemprosesan verbal dan pemprosesan
nonverbal.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraph" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Otak dan
Pendidikan anak</span></div>
<div class="MsoNormal" style="text-indent: 18.0pt;">
<span style="font-family: "kristen itc";">Ada
banyak klaim tentang bagaimana pendidikan anak harus didasarkan pada kemampuan
otak. Beberapa jurnalis menegaskan bahwa pendidikan harus menengok pada ilmu
saraf untuk menjawab pertanyaan untuk bagaimana cara terbaik mengajar anak
berdasarkan pertumbuhan dan perkembangan otak.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Teori Piaget</span></b></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span style="font-family: "kristen itc";">Dalam
memahami dunia mereka secara aktif, anak – anak menggunakan skema (keragka
kognitif dan kerangka referensi). Sebuah skema adalah konses atau kerangka yang
eksis di dalam pikiran individu yang dipakai untuk mengorgansasikan dan
menginterrentasikan informasi. Minat piaget terhadap skema dipokuskan pada
bagaimana anak mengorganisasikan dan memahami pengalaman mereka.</span></div>
<div class="MsoNormal">
<span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Piaget mengatakan bahwa ada dua proses
yng bertanggung jwab atas cara anak menggunakan dan mengadaptasi skema mereka:
asimilasi dan akomodasi. Asimilasi adalah terjadi ketika seorang anak memasukan
pengetahuan baru kedalam pengetahuan yang sudah ada. Yakni,dalam asimilasi anak
mengasimilasikan lingkungan kedalam suatu skema. Akomodasi adlah terjadi ketika
anak menyusaikan dari pada informasi baru. Yakni, anak menyusaikan skema mereka
dengan lingkunganya.</span></div>
<div class="MsoNormal">
<span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Piaget<span style="mso-spacerun: yes;">
</span>juga mengatakan bahwa untuk memahami dunianya, anak – anak secara
kognitif mengorganisasikan pengalaman mereka. Organisasi adalah piaget yang
berarti usaha mengelompokan perilaku yang terpisah – pisah ke dalm urutan yang
lebih teratur, ke dalam system fungsi kognitif.</span></div>
<div class="MsoNormal">
<span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Ekuilibrasi adalh suatu mekanisme yang
dikemukakan piaget untuk menjelaskan bagaimana anak bergerak dari satu tahap
pemikiran ketahap pemikiran selanjutnya. Pergesera ini terjadi pada saat anak
mengalami konflik kognitif atau disekuilibrium dalam usahanya untuk memahami
dunianya. Pada akhirnya anak memecahkan konflik itu dan mendapatkan
keseimbangan pemkiran.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Tahap tahap piagetian</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Tahap
sensorimotor (dari kelahiran sampai usi 2 tahun) : bayi membangun pemahaman
dunia dengan mengoordinasikan pengalaman indrawi dan tindakan fisik. Bayi
melangka maju dari tindakan instingtual dan refleksif saat baru saja lahir dari
pemikirn simbolis menjelang akhir tahap ini.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Tahap
Pra-Operasional (usia 2 samai 7 ) : anak mulai merepresentasikan dunia dengan
kata dan gambar . kata dan gambar ini merefleksikan peningkatan pemikiran
simbolis dan melampoi koneksi informasi indrawi dan tindakan fisik.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Tahap
Operasional Kongkret ( 7-11 tahun) : anak kini bias menalar secara logis
tentang kejadian – kejadian kongkret dan mampu mengklasifikasi objek kedalam
kelompok yang berbeda – beda.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l3 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Tahap
Operasional Formal( 11- sampai dewasa) : remja berfikir lebih abstrak ,
idealistis dan logis.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Teori Vygotsky</span></b></div>
<div class="MsoNormal">
<span style="font-family: "kristen itc";">Ada 3 asumsi dalam
klaim dalam inti pandangan vygotsky :</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Keahlian
kognitif anak dapat dipahami apabila dianalisis dan diinterpresentasikan secara
developmental</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Kemampuan
kognitif dimediasi dengan kata, bahasa dan bentuk diskursus, yang berfungsi
sebagai alat psiologis untuk membantu dan mentransformasi aktivitas mental.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Kemampuan
kognitif berasal dari relasi social dan dipengaruhi oleh latar belakang
sosiokultural.</span></div>
<div class="MsoNormal">
<span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Zone
of proximal development (ZPD)</b> : adalah istilah vygotsky untuk serangkaian
tugas yang terlalu sulit dikuasai anak secara sendirian tetapi dapat dipelajari
dengan bantuan dari orang dewasa atau anak yang lebih mampu. Jadi, batas bawah
dari ZPD adalah tingkat problem yang dapat dipecahkan oleh anak seorang diri.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";"><span style="mso-spacerun: yes;">
</span>Scaffolding</span></b><span style="font-family: "kristen itc";"> erat
kaitanya dengan zone of proximal development adalah scaffolding, sebuah teknik
untuk mengubah level dukungan. Selama seksi pengajaran, orang yang lebih ahli
(guru atau murid yang lebih mampu ) menyusaikan jumlah bimbinganya dengan level
kinerja murid yang telah dicapai.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Perkembangan Bahasa</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Bahasa</span></b><span style="font-family: "kristen itc";"> adalah bentuk komunikasi, entah itu lisan, tertulis atau tanda,
yang didasarkan pada sistem simbol. Semua bahasa manusia adalah generatif
(diciptakan)</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Fonologi </span></b><span style="font-family: "kristen itc";">: adalah sistem suara bahasa. Aturan fonologi mengizinkan
beberapa sekuensi suara.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Morfologi</span></b><span style="font-family: "kristen itc";"> : Adalah aturan untuk mengombinasikan morfem, yang merupakan
rangkaian suara yang merupakan bahasa satuan terkecil.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Sintaksis</span></b><span style="font-family: "kristen itc";"> : cara kata dikombinasikan untuk membentuk frasa dan kalimat
yang bisa di terima.Semantik : adalah makna dari kata atau kalima</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Pragmatis</span></b><span style="font-family: "kristen itc";"> : adalah penggunaan percakapan yang tepat.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Teori Ekologi Bronfenbrenner</span></b></div>
<div class="MsoNormal">
<span style="font-family: "kristen itc";">Lima sistem
linkungan : Teori ekologi bronfenbrenner terdiri dari lima sistem lingkungan
yang merentang dari interaksi interpersonal sampai ke pengaruh kultur yang
lebih luas.bronfenbrenner menyebut sistem – sistem itu sebagai mikrosistem,
mesosistem, eksosistem, makrosistem, dan kronosistem.</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Mikrosistem
: setting dimana individu menghabiskan banyak waktu.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Mesosistem
: adalah kaitan antara mikrosistem</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Ekosistem
: terjadi ketika pengalaman di setting lain (dimana murid tidak berperan aktif)
memengaruhi pengalaman murid dan guru dalam konteks mereka sendiri.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Makrosistem
: adalah kultur yang lebih luas. Kultur adalah istilah luas yang mencakup peran
etnis dan faktor sosioekonomi dalam perkembangan anak.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Kronosistem
: adalah kondisi sosiohistoris dari perkembangan anak.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: "wingdings"; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "kristen itc";">Baumrind
mengatakan bahwa ada empat bentuk gaya pengasuhan atau parenting.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpLast">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Authoritarian Parenting</span></b><span style="font-family: "kristen itc";"> : adalh gaya asuh yng bersifat membatasi dan
menghukum. Gaya asuh yang membatasi (restrictive) dan menghukum (punitive)
dimana ada sedikit percakapan antara orang tua dan murid , menghasilkan anak
yang tidak kompeten secara sosial.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Authoritative Parenting </span></b><span style="font-family: "kristen itc";">: gaya asuh positf yang mendorong anak untuk
independen tapi masih membatasi dan mengontrol tindakan mereka, percakapan
ekstensif diizinkan menghasilkan anak kompeten secara sosial.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Neglectful Parenting</span></b><span style="font-family: "kristen itc";"> : gaya asuh dimana orang tua tidak peduli
atau orang tua hanya meluangkan sedikit waktu dengan anak – anak nya, hasilnya
adalah anak yang tidak kompeten secara sosial.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc";">Indulgent Parenting</span></b><span style="font-family: "kristen itc";"> : gaya asuh dimna orang tua terlibat aktif
tetapi hanya sedikit memberi batasan atau kekangan pada peril</span></div>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-60560949302931956052017-04-08T21:05:00.002-07:002017-04-08T23:08:22.050-07:00PENDIDIKAN MULTIKUTURAL<!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "kristen itc"; mso-ansi-language: IN;">RIKY HAMBALI SAMOSIR</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "kristen itc"; mso-ansi-language: IN;">161301100</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "kristen itc";">Pendidikan Multikultural</span><br />
<br />
<br />
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" /> </span></div>
<div class="MsoNormal">
<br />
<span style="font-size: large;">resume 3</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Pengertian</span></b></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Pendidikan multikultural adalah pendidikan
yang menghargai perbedaan dan mewadahi beragam perspektif dari berbagai
kelompok kultural .</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Tujuan Pendidikan Multikultural</span></b></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l4 level1 lfo1;"><span lang="EN-US" style="font-family: "kristen itc";">Pemerataan kesempatan bagi semua murid</span></li>
<li class="MsoNormal" style="mso-list: l4 level1 lfo1;"><span lang="EN-US" style="font-family: "kristen itc";">Mempersempit gap dalam prestasi akademik
antara murid kelompok utama dengan minoritas.</span></li>
</ul>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;">Periode </span></b></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Pada tahun 1960-an (di Amerika) : gerakan hak
- hak sipil dan gerakan untuk pemerataan kesetaraan dan keadilan sosial dalam
masyarakat untuk wanita serta orang kulit berwarna .</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Cakupan
Pendidikan Multikultural</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l3 level1 lfo2;"><span lang="EN-US" style="font-family: "kristen itc";">Status sosioekonomi</span></li>
<li class="MsoNormal" style="mso-list: l3 level1 lfo2;"><span lang="EN-US" style="font-family: "kristen itc";">Etnis</span></li>
<li class="MsoNormal" style="mso-list: l3 level1 lfo2;"><span lang="EN-US" style="font-family: "kristen itc";">Gender</span></li>
</ul>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Komponen Utama Keadilan Sosial</span></b></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l1 level1 lfo3;"><span lang="EN-US" style="font-family: "kristen itc";">Reduksi prasangka adalah aktivitas yang
dapat diimplementasikan guru dikelas untuk mengeliminasi pandangan negatif
dan stereotip terhadap orang lain.</span></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo3;"><span lang="EN-US" style="font-family: "kristen itc";">Pedagogi ekuitas adalah modifikasi
proses pengajaran dengan memasukkan materi dan strategi pembelajaran yang
tepat, baik itu untuk anak laki - laki maupun perempuan dan untuk semua
kelompok etnis.</span></li>
</ul>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Pemberdayaan Murid</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Pemberdayaan adalah member orang
kemampuan intelektual dan keterampilan memecahkan masalah agar berhasil dan
menciptakan dunia yang lebih adil.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Titik berat murid multikultural</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">pada
tahun 1960-an sampai 1980-an, pendidikan multikultural dititik beratkan pada
usaha memberdayakan murid dan memperbaiki representasi kelompok minoritas dan
kultural dalam kurikulim dan buku ajar.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Sekolah
harus member murid kesempatan untuk belajar tentang pengalaman, perjuangan, dan
visi dari berbagai kelompok kultural dan etnis yang berbeda - beda<span style="mso-spacerun: yes;"> </span>.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Harapan</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Meningkatkan
rasa harga diri minoritas, mengurangi prasangka, dan memberikan kesempatan
pendidikan yang lebih setara.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Membantu
murid kulit putih untuk menjadi lebih toleran kepada kelompok minoritas dan
agar murid kulit putih dan kulit berwarna akan mengembangkan beragam perspektif
dalam kurikulumnya.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Pengajaran yang Relevan Secara Kultural</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Pakar
pendidikan multicultural percaya bahwa guru yang baik akan mengetahui dan
mengitegrasikan pengajaran yang relevan secara kultural ke dalam kurikulum
karena akan membuat pengajaran menjadi lebih efektif.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Beberapa
peneliti menemukan bahwa murid dari kelompok yang sama berperilaku dengan cara
yang membuat beberapa tugas pendidikan menjadi sulit.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Bentuk</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l2 level1 lfo4;"><span lang="EN-US" style="font-family: "kristen itc";">kelas jigsaw</span></li>
<li class="MsoNormal" style="mso-list: l2 level1 lfo4;"><span lang="EN-US" style="font-family: "kristen itc";">tim olahraga</span></li>
<li class="MsoNormal" style="mso-list: l2 level1 lfo4;"><span lang="EN-US" style="font-family: "kristen itc";">produksi drama</span></li>
<li class="MsoNormal" style="mso-list: l2 level1 lfo4;"><span lang="EN-US" style="font-family: "kristen itc";">pentas musik</span></li>
</ul>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Pemikiran Kritis dan Inteligensi Emosional</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Murid yang belajar berpikir secara
mendalam dan kritis tentang relasi antara – etnis kemungkinan akan berkurang
prasangkanya dan tidak lagi menstreotipkan orang lain. Murid yang berpikir
dangkal sering kali lebih banyak berprasangka. Akan tetapi, jika murid belajar
mengajukan pertanyaan, memikirkan dahulu isunya ketimbang jawabannya, dan
menunda dahulu penilaian sampai informasi yang lengkap sudah tersedia, maka
prasangkanya akan berkurang.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Strategi Anitibias</span></b></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l6 level1 lfo5;"><span lang="EN-US" style="font-family: "kristen itc";">ciptakan lingkungan kelas antibias
dengan memasang gambar anak dari berbagai latar belakang etnis dan
kultural.</span></li>
<li class="MsoNormal" style="mso-list: l6 level1 lfo5;"><span lang="EN-US" style="font-family: "kristen itc";">Memilih materi drama, seni, dan
aktivitas kelas yang memperkaya pemahaman etnis dan kultural.</span></li>
<li class="MsoNormal" style="mso-list: l6 level1 lfo5;"><span lang="EN-US" style="font-family: "kristen itc";">Gunakan boneka “ persona “ untuk anak
kecil.</span></li>
<li class="MsoNormal" style="mso-list: l6 level1 lfo5;"><span lang="EN-US" style="font-family: "kristen itc";">Bantu murid menolak stereotip dan
diskriminasi.</span></li>
<li class="MsoNormal" style="mso-list: l6 level1 lfo5;"><span lang="EN-US" style="font-family: "kristen itc";">Ikutlah dalam aktivitas peningkatan
kesadaran untuk memahami pandangan kultural anda sendiri secara lebih baik
dan untuk menangani stereotip atau bias yang mungkin anda miliki.</span></li>
<li class="MsoNormal" style="mso-list: l6 level1 lfo5;"><span lang="EN-US" style="font-family: "kristen itc";">Bangun dialog guru atau orang tua yang
membuka diskusi tentang masing – masing pandangan ; lakukan tukar menukar
informasi tentang bagaimana anak mengembangkan prasangka ; dan beri tahu
orang tua tentang kurikulum antibias.</span></li>
</ul>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Meningkatkan Toleransi</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Teaching Tolerance Project
menyediakan sumber daya dan materi kepala sekolah untuk meningkatkan pemahaman
antar cultural dan hubungan antara anak kulit putih dengan kulit berwarna.
Majalah dua tahunan Teaching Tolerance didistribusikan ke setiap sekolah negeri
dan swasta di AS. Tujuan majalah ini adalah untuk berbagi pandangan dan
menyediakan sumber materi untuk mengajar toleransi. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">·KULTUR DAN ETNIS</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Kultur</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Kultur adalah pola perilaku, keyakinan, dan
semua produk lain dari kelompok orang tertentu yang diwariskan dari satu
generasi ke generasi selanjutnya.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Studi
lintas – kultural : studi yang membandingkan apa yang terjadi dalam satu kultur
dengan apa yang terjadi di dalam satu atau beberapa kultur lain; menyediakan
informasi tentang seberapa jauh orang itu sama dan sebebrapa jauh perilaku
tertentu adalah perilaku khusus dari suatu kultur.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Individualisme
: adalah seperangkat nilai yang mengutamakan tujuan personal di atas tujuan
kelompok. Nilai – nilai individualis mencakup perasaan senang, keunikan
personal, dan independensi atau kemandirian.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Kolektivisme
: seperangkat nilai yang mendukung kelompok. Tujuan personal digunakan untuk
menjaga integritas kelompok, interdependensi anggota kelompok dan keharmonisan
hubungan.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Etnis</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Kata ethnic berasal dari kata yunani
yang berarti “bangsa”. Etnisitas (etnicity) adalah pola umum karekteristik
seperti warisan kultural, nasionalitas, ras, agama, dan bahasa. Setiap orang
adalah anggota dari satu atau lebih kelompok etnis. Relasi antar – orang yang
berbeda etnis, bukan hanya di amerika tapi di seluruh dunia, sering kali
dipenuhi dengan bias dan konflik.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Etnisitas dan sekolah.</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Prasangka, Diskriminasi, dan Bias</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Prasangka adalah sikap negatif
yang tak adil terhadap orang lain karena keanggotan individu itu dalam satu
kelompok. Kelompok yang menjadi sasaran prasangka mungkin didefinisan
berdasarkan etnis,jenis kelamin, atau perbedaan lain yang terlihat.fokus kita
di sini adalah prasangka terhadap kelompok etnis kulit berwarna.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Diversitas
dan perbedaan : Pengalaman historis, ekonomi dan sosial telah melahirkan
prasangka dan perbedaan antar kelompok etnis</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Isu Bahasa</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Pendidikan Bilingual : bertujuan untuk
mengajar mata pelajaran kepada anak imigran dengan menggunakan bahasa asal
mereka ( kebanyakan spayol) sembari secara bertahap memberikan pengajaran
dengan bahasa inggris. Kebanyakan program bilingual adalah program transisional
yang di kembangkan untuk membantu murid sampai mereka bisa memahami bahasa
inggris secara cukup sehingga bisa belajar kelas reguler.</span><span lang="EN-US" style="font-family: "kristen itc"; mso-ansi-language: IN;"> </span><span lang="EN-US" style="font-family: "kristen itc";">Konsiderasi Bahasa kedua lainya.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">PENDIDIKAN MULTIKULTURAL</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Pendidikan
multikultural adalah pendidikan yang menghargai perbedaan dan mewadahi beragam
persfektif<span style="mso-spacerun: yes;"> </span>dari berbagai kelompok
kulturan. Para pendukungnya percaya bahwa anak – anak kulit berwarna harus di
berdayakan dan pendidikan multikultural akan bermanfaat bagi semua murid.
Tujuan penting dari pendidikan multikultural adalah pemerataan kesempatan bagi
semua murid. Ini termasuk mempersempit gap dalam prestasi akademik antara murid
kelompok utama dengan kelompok miyoritas. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo6;"><span lang="EN-US" style="font-family: "kristen itc";">Memberdayakan Murid</span></li>
</ul>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Pemberdayaan (empowerment) berarti
memberi orang kemampuan intelektual dan keterampilan memecahkan masalah agar
berhasil dan menciptakan dunia yang lbh adil.</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo6;"><span lang="EN-US" style="font-family: "kristen itc";">Pengajaran Yang Relevan Secara Kultural.</span></li>
</ul>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Pengajaran yang relevan secara kutural
adalah aspek penting dari pendidikan multikultural. Pengajaran ini dimaksudkan
untuk menjalin hubungan dengan latar belakang kultural dari pelajar.</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo6;"><span lang="EN-US" style="font-family: "kristen itc";">Pendidikan yang Berpusat Pada Isu</span></li>
</ul>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Pendidikan yang berpusat pada isu
juga merupakan aspek penting dari pendidikan multikultural. Dalam pendekatan
ini, murid diajari secara sistematis untuk mengkaji isu – isu yang berkaitan
dengan kesetaraan dan keadilan sosial.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Meningkatkan hubungan di antara anak dari
kelompok etnis yang berbeda – beda.</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Ada
sejumlah strategi dan program untuk menngkatkan hubungan antar anak dari
kelompk etnis yang berbeda – beda. Pertama , tama kita aan mendiskusikan salah
satu strategi yang paling kuat. Kelas jigsaw adalah kelas dimana murid dari
berbagai latar belakang kultural yang berbeda diminta bekerjasama untuk
mengerjakan beberapa bagian yang berbeda dari suatu tugas untuk meraih tujuan
yang sama.</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo6;"><span lang="EN-US" style="font-family: "kristen itc";">Kontak personal dengan orang lain dari
latar belakang kultural yang berbeda</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo6;"><span lang="EN-US" style="font-family: "kristen itc";">Pengambilan persfektif</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo6;"><span lang="EN-US" style="font-family: "kristen itc";">Pemikiran Kritis dan intelegensi
emosional</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo6;"><span lang="EN-US" style="font-family: "kristen itc";">Mengurangi bias</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo6;"><span lang="EN-US" style="font-family: "kristen itc";">Meningkatkan toleransi</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo6;"><span lang="EN-US" style="font-family: "kristen itc";">Sekolah dan komunitas sebagai satu tim.</span></li>
</ul>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">GENDER</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Gender adalah dimensi sosiokultural
dan psikologis dari pria dan wanita. Istilah gender dibedakan dari istilah
jenis kelamin (seks). Seks berhubungan dengan dimensi biologis pria dan wanita.
Peran gender (gender role) adalah ekspektasi sosial yang merumuskan bagaimana
pria dan wanita seharusnya berfikir, merasa dan berbuat.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Pandangan
Terhadap Perkembangan Gender</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l5 level1 lfo7;"><span lang="EN-US" style="font-family: "kristen itc";">Peran gender merupakan ekspektasi sosial
yang merumuskan bagaimana pria dan wanita harus berfikir, merasa dan
berbuat</span></li>
</ul>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Pandangan Biologis</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Pasangan kromosom ke-23 dalam diri
manusia (kromosom jenis kelamin) merupakan<span style="mso-spacerun: yes;">
</span>penentu apakah fetus (janin)itu akan menjadi wanita XX atau kah pria
XY.Tidak ada yang menyangkal adanya perbedaan genetik, biokimia, dan natomi
antar jenis kelamin. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Pandangan Sosialisasi </span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Teori Psikoanalitik Gender</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Teori yang berasal pandangan sigmund
frued bahwa anak – anak prasekolah mengembangkan ketertarikan seksual terhadap
orang tuanya yang berbeda jenis kelamin dengan dirinya.kemudian, sekitar umur
lima tahun atau enam tahun, anak mengurangi perasaan ini karena merasa gelisa.
Selanjutnya, anak mengindentifikasi dirinya dengan orang tuanya yang berjenis
kelamin yang sama dengan dirinya, dan secara tak sadar mengadopsi karekter
orang tua yang sama jenis kelaminya dengan dirinya.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Teori Kognitif Sosial Gender</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Teori yang menekankan bahwa perkembangan
genderanak terjadi melalui pengamatan dan peniruan perilaku gender dan melalui
penguatan dan dan hukuman terhdap perilaku gender.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Pandangan Kognitif</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Teori
Perkembangan kognitif gender</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Teori kohlberg yang menyatakan bahwa
anak mengadopsi suatu gender setelah mereka mengembangkan konsep gender.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Teori
skema gender</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Teori bahwa perhatian dan perilaku
individu di tuntun oleh motivasi internal untuk menyusaikan diri dengan standar
sosiokultural berbaris gender dan stereotip gender.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Stereotip, Kesamaan, dan perbedaan Gender</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Srereotip gender adalah kategori luas
yang merefleksikan kesan dan kenyakinan tentang apa perilaku yang tepat untuk
pria dan wanita</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Penampilan fisik.karena pendidikan
jasmani adalah bagian integral dari sistem pendidikan di amerika, maka penting
untuk membahas persamaan dan perbedaan dalam penampilan fisik.(Eisenberg,
Martin & fabes , 1996)</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Keahlian matematika dan sains. Ada
temuan yang beragam dalam penelitian soal kemampuan matematika. Dalam beberapa
analisis, anak lelaki lebih bagus dalam matematika dan ini telah lama menjadi
perhatian. ( eisenberg, martin & fabes, 1996)</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Kemampuan Verbal. Sebuah ulasan
terhadap perbedaan dan persamaan gender yang di lakukan pada era 1970 an
menunjukan bahwa anak perempuan punya kemampuan verbal yang lebih baik
dibanding ank lelaki.(maccoby & jacklin 1974)</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Pencapaian pendidikan.Lelaki lebih
besar kemungkinan drop out dari sekolah ketimbang wanita,meskipun perbedaanya
kecil.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Keahlian hubungan.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>Rapport talk adalah bahasa percakapan
dan cara menjalin hubungan dan menegosiasikan hubungan.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>Report talk adlah pembicaraan yang
memberikan informasi lebih merupakan karekteristik pria ketimbang wanita.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Agresi dan regulasi diri</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Kontroversi gender</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Klafikasi
Peran Gender</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Androgini dan pendidikan. Androgini
merupakan kehadiran karekteristik meskulin dan feminin yang di inginkan dala
diri seorang.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Transendensi perangender. Merupakan
pandangan bahwa kompetensi orang seharusnya dikonseptualisasikan dalam term
orang sebagai pribadi manusia (person)bukan dalam term maskulinitas, feminitas
atau androgini.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Kultur.arti penting dari konteks
gender tampak jelas ketika kita mengkaji perilaku yang dirumuskan secara
kultural secara wanita<span style="mso-spacerun: yes;"> </span>dan<span style="mso-spacerun: yes;"> </span>pria dalam negara yang berbeda di seluruh
dunia.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Menghilangkan
Bias Gender</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Interaksi guru murid</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Isi kurikulum dan isi mata pelajaran
olahraga</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Pelecehan seksual</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>-<span style="mso-spacerun: yes;">
</span>Quid pro quo sexual harassment. Ancaman dari karyawan sekolah untuk
membuat keputusan pendidikan.(seperti pemberian nilai) berdasrkan kesedian
murid untuk menerima tindakan seksual yang tiak di inginkan.</span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>-<span style="mso-spacerun: yes;">
</span>Hostile environment sexual harassment. Murid dikenai tindakan seksual
yang tidak di inginkanya, dimana pelecehan seksual itu sangat parah, terus
menerus<span style="mso-spacerun: yes;"> </span>atau berkelanjutan sehingga
tindakan itu menghambat kemampuan murid untuk mendpatkan manfaat dari pendidikanya.</span></div>
Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-7037699458128800202017-04-08T21:02:00.000-07:002017-04-08T23:05:30.846-07:00PSIKOLOGI PENDIDIKAN DAN TEKNOLOGI<!--[if gte mso 9]><xml>
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<span style="font-family: "kristen itc"; mso-ansi-language: IN;">RIKY HAMBALI SAMOSIR</span></div>
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<span style="font-family: "kristen itc"; mso-ansi-language: IN;">161301100</span></div>
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<span lang="EN-US" style="font-family: "kristen itc";">Psikologi Pendidikan dan Teknologi</span></div>
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" /><br />
<br />
<span style="font-size: large;">resume 4</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Pendidikan sebagai suatu kegiatan yang
didalamnya melibatkan banyak orang, diantaranya peserta didik, pendidik
administror, masyarakat dan orang tua peserta didik. Oleh karena itu agar tujuan
pendidikan dapat tercapai secara efektif dan efisien maka setiap orang yang
terlibat dalam pendidikan tersebut seyogyanya dapat memahami tentang perilaku
individu sekaligus menunjukkan perilaku secara efektif. Perilaku individu
dipelajari<span style="mso-spacerun: yes;"> </span>dalam suatu ilmu yang disebut
sebagai psikologi.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Psikologi berasal dari kata Yunani “psyche”
yang artinya jiwa, dan “logos” yang artinya ilmu pengetahuan. Jadi secara
etimologi (menurut arti kata) psikologi artinya Ilmu yang mempelajari tentang
jiwa, baik mengenai macam-macam gejalanya, prosesnya maupun latar belakangnya.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Psikologi memberikan wawasan bagaimana
memahami perilaku individu dalam proses pendidikan. Terutama dizaman kemajuan
ilmu pengetahuan dan teknologi sekarang ini. Para ahli berusaha untuk
meningkatkan mengajar itu menjadi suatu ilmu. Teknologi pendidikan memberikan
pendekatan sistematis dan kritis tentang proses pembelajaran. </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Perlu kita ketahui, bahwa psikologi
pendidikan adalah cabang ilmu psikologi yang mengkhususkan diri pada cara
memahami pengajaran dan pembelajaran dalam lingkungan pendidikan. karena
mengajar adalah cara yang kompleks,maka guru harus menguasai beragam perspektif
dan strategi,dan harus bisa mengaplikasikannya secara fleksibel, salah satunya
dengan menggunakan teknologi pembelajaran.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Teknologi pembelajaran merupakan suatu bidang
kajian khusus ilmu pendidikan dengan objek formal “belajar” pada manusia secara
individu maupun kelompok. Hal ini karena belajar tidak hanya berlangsung dalam
lingkup sekolah, melainkan juga pada organisasi misalnya keluarga, masyarakat,
dunia usaha, bahkan pemerintahan. Belajar dapat di mana saja, kapan saja dan
siapa saja, mengenai apa saja, dengan cara dan sumber apa saja yang sesuai
dengan kondisi dan kebutuhan.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Istilah teknologi pembelajaran mencakup
banyaknya lingkungan pemanfaatan yang mengambarkan fungsi teknologi dalam
pendidikan secara lebih tepat; dapat merujuk baik pada belajar maupun
pembelajaran; dan pemecahan masalah belajar/fasilitas pembelajaran, teknologi
pembelajaran merupakan suatu bidang inovasi dalam bidang pendidikan.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Dalam pengembangan teknologi pendidikan yang
senantiasa berhubungan dengan program pendidikan untuk kepentingan peserta
didik, maka landasan psikologi mutlak harus dijadikan dasar dalam proses
pengembangan teknologi pendidikan. Perkembangan yang dialami oleh peserta didik
pada umumnya diperoleh melalui proses belajar. Guru sebagai pendidik harus
mengupayakan cara / metode yang lebih baik untuk melaksanakan proses
pembelajaran guna mendapatkan hasil yang optimal, dalam hal ini proses
pembelajaran mutlak diperlukan pemikiran yang mendalam dengan memperhatikan
psikologi belajar</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Hubungan psikologi dengan teknologi
pendidikan gimanasih ? dalam Teknologi pendidikan<span style="mso-spacerun: yes;"> </span>tujuan utamanya yaitu untuk memecahkan
masalah belajar. Untuk mencapai tujuan tersebut kita harus mengetahui dan
mempelajari karakteristik dari si belajar itu sendiri. Sedangkan kalau ilmu
psikologi adalah ilmu yang mempelajari tentang jiwa dan mempelajari tingkah
laku lahiriah dengan menggunakan pengamatan objektif terhadap rangsangan dalam
hubungannya pada alam sekitar atau lingkungan. Jadi hubungan<span style="mso-spacerun: yes;"> </span>Psikologi dan Teknologi Pendidikan adalah
Jika membuat sistem yang ditujukan untuk pemecahan masalah belajar maka
dibutuhkan untuk mengetahui latar belakang sasaran yang akan dituju agar tepat
dan menghasilkan sistem yang optimal.</span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">hubungan psikologi pendidikan dengan
teknologi pembelajaran</span></b></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Psikologi
pendidikan </span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Perlu kita ketahui,bahwa psikologi pendidikan
adalah cabang ilmu psikologi yang mengkhususkan diri pada cara memahami pengajaran
dan pembelajaran dalam lingkungan pendidikan. karena mengajar adalah cara yang
kompleks,maka guru harus menguasai beragam perspektif dan strategi,dan harus
bisa mengaplikasikannya secara fleksibel,salah satunya dengan emnggunakan
teknologi pembelajaran.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Teknologi pembelajaran merupakan suatu bidang
kajian khusus ilmu pendidikan dengan objek formal “belajar” pada manusia secara
individu maupun kelompok. Hal ini karena belajar tidak hanya berlangsung dalam
lingkup sekolah, melainkan juga pada organisasi misalnya keluarga, masyarakat,
dunia usaha, bahkan pemerintahan. Belajar dapat di mana saja, kapan saja dan
siapa saja, mengenai apa saja, dengan cara dan sumber apa saja yang sesuai
dengan kondisi dan kebutuhan.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Istilah teknologi pembelajaran mencakup
banyaknya lingkungan pemanfaatan yang mengambarkan fungsi teknologi dalam
pendidikan secara lebih tepat; dapat merujuk baik pada belajar maupun
pembelajaran; dan pemecahan masalah belajar/fasilitas pembelajaran, teknologi
pembelajaran merupakan suatu bidang inovasi dalam bidang pendidikan.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Nah,menurut saya penerapan teknologi
pembelajaran lebih tepat digunakan, karena guru<span style="mso-spacerun: yes;">
</span>lebih fokus terhadap aktivitas belajar mengajar baik di kelas maupun di
luar kelas. Yang tentunya menuntut guru untuk menyiapkan manusia-manusia yang
dapat hidup di era baru dimana peranan teknologi tidak dapat kita pungkiri
lagi. Namun guru pun tetap mengacu pada sistem pendidikan yang telah ditetapkan
agar tujuan pendidikan nasional dapat kita capai.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">sekian :)</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>sumber : </span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Santrock,
J.W. (2008). Psikologi Pendidikan (edisi kedua). Jakarta: Kencana</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">PSIKOLOGI
PENDIDIKAN DAN TEKNOLOGI</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">PERENCANAAN</span><span style="font-family: "kristen itc"; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>Perencanaan Intruksional.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Pengembangan
atau penyusunan strategi sistematis dan tertata untuk merencanakan
pembelajaran.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>Robert Yinger(1980) mengidentifikasikan
lima rentang waktu perencanaan guru : perencaan tahunan, perencanaan term,
perencanaan unit, perencanaan<span style="mso-spacerun: yes;"> </span>mingguan
dan perencanaan harian.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Perencanaan
adalah dimensi utama dari pengajaran yang sukses, jangan terlalu banyak menyusun
rencana.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>PERENCANAAN DAN INSTRUKSI PELAJARAN
TEACHER – CENTERED</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>Perencanaan Pelajaran Teacher Centered</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Tiga alat
perencanaan teacher Centered adalah menciptakan sasaran behavioral (perilaku),
menganalisis tugas, dan menyusun taksonomi (klasifikasi) instruksional.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>a.<span style="mso-spacerun: yes;">
</span>Sasaran behavioral<span style="mso-spacerun: yes;"> </span>adalah
pernyataan yang menyatakan perubahan dalam perilaku murid untuk mencapai tujuan
kinerja yang diharapkan.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">b.<span style="mso-spacerun: yes;"> </span>Menganalisis tugas adalah memecah tugas
kompleks yang dipelajari murid menjadi komponen – komponen.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">c.<span style="mso-spacerun: yes;"> </span>Menyusun taksonomi. Taksonomi adalah sistem
klasifikasi, taksonomi bloom dikembangkan oleh benjamin bloom dan kawan –
kawanya. Taksonomi ini mengklasifikasikan sasaran pendidikan menjadi 3 domain :
kognitif, efektif dan psikomotor.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>Intruksi Langsung</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Intruksi
langsung( direct instruction) adalah pendekatan teacher- centered yang
terstruktur yang dicirikan oleh arahan dan kontrol guru, ekspektasi guru yang
tinggi atas kemajuan murid, maksimalisasi waktu yang dihabiskan murid untuk
tugas – tugas akademik, dan usaha oleh guru untuk meminimalkan pengaruh negatif
terhadap murid.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>Strategi Instruksional Teacher – Centered</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">a.<span style="mso-spacerun: yes;"> </span>Mengorentasikan. Sebelum menyajikan dan
menjelaskan materi baru, susunlah kerangka pelajaran dan orientasikan murid ke
materi baru tersebut.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">b.<span style="mso-spacerun: yes;"> </span>Advance Organizer. Adalah aktivitas dan
teknik pengajaran dengan membuat kerangka pelajaran dan mengorientasikan murid
materi sebelum materi itu diajarkan.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">c.<span style="mso-spacerun: yes;"> </span>Comparative advance organizer. Memperkenalkan
materi baru dengan mengaitkanya dengan apa yang sudah diketahui murid.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">d.<span style="mso-spacerun: yes;"> </span>Pengajaran, penjelasan, dan Demonstrasi.
Pengajaran dengan paparan / ceramah (lecturing), penjelasan dan demonstrasi
adalah aktivitas yang biasa dilakukan guru dalam pendekatan instruksi langsung.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">e.<span style="mso-spacerun: yes;"> </span>Pertanyaan dan diskusi. Pertanyaan dan
diskusi perlu di intergrasikan kedalam pendekatan intruksi teacher-centered</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">f.<span style="mso-spacerun: yes;"> </span>Mastery Learning adalah pembelajaran satu
konsep atau topik secara menyeluruh sebelum pindah ke topik yang lebih sulit.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">g.<span style="mso-spacerun: yes;"> </span>Seatwork adalah penyeluruh semua murid atau
sebagian besar murid untuk belajar sendiri – sendiri di bangku mereka</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">h.<span style="mso-spacerun: yes;"> </span>Pekerjaan Rumah adalah Keputusan
intruksionaal penting lainya adalah seberapa banyak dan apa jenis pekerjaan rumah
yang harus diberikan kepada murid.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>Prinsip Learning – Centered</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Intruksi
dan Perencanaan learning – Centered adalah pada siswa, bukan guru.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Faktor
Kognitif dan Metakognitif</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">a.<span style="mso-spacerun: yes;"> </span>Sifat Proses Pembelajaran</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">b.<span style="mso-spacerun: yes;"> </span>Tujuan proses pembelajaran</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">c.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Kontruksi pengetahuan</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">d.<span style="mso-spacerun: yes;"> </span>Pemikiran strategis</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">e.<span style="mso-spacerun: yes;"> </span>Memikirkan tentang pemikiran</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">f.<span style="mso-spacerun: yes;"> </span>Konteks pembelajaran</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Faktor
Motivasi dan Emosional</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">g.<span style="mso-spacerun: yes;"> </span>Pengaruh motivasi dan emosi terhadap
pembelajaran</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">h.<span style="mso-spacerun: yes;"> </span>Motivasi intrinsik untuk belajar</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">i.<span style="mso-spacerun: yes;"> </span>Efek motivasi terhadap usaha</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Faktoe
Sosial dan Developmental</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">j.<span style="mso-spacerun: yes;"> </span>Pengaruh perkembangan terhadap
pembelajaran</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">k.<span style="mso-spacerun: yes;"> </span>Pengaruh sosial terhadap pembelajaran</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Faktor
Perbedaan Individual</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">l.<span style="mso-spacerun: yes;"> </span>Perbedaan individual dalam pembelajaran ‘</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">m.<span style="mso-spacerun: yes;"> </span>Pembelajaran dan diversitas</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">n.<span style="mso-spacerun: yes;"> </span>Standar dan penilaian</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>Beberapa Strategi Intruksional Learning –
Centered</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">a.<span style="mso-spacerun: yes;"> </span>Pembelajaran berbaris Problem</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">b.<span style="mso-spacerun: yes;"> </span>Pertanyaan esensial</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">c.<span style="mso-spacerun: yes;"> </span>Pembelajaran Penemuan</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">·<span style="mso-spacerun: yes;"> </span>Teknologi dan Pendidikan</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Teknologi
adalah tema penting dalam pendidikan sehingga selalu dibahas dalam
pembelajaran.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>Revolusi Teknologi</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Revolusi
Teknologi adalah bagian dari masyarakat informasi dimana kini kita hidup.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">-<span style="mso-spacerun: yes;"> </span>Internet</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">a.<span style="mso-spacerun: yes;"> </span>Inti dari komunitas melalui komputer. Siste</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Psikologi
Pendidikan dan Teknologi Pembelajaran</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-42486638741727422482017-04-08T20:57:00.002-07:002017-04-08T23:05:52.801-07:00MOTIVASI, PROSES KOGNITIF DAN TUJUAN INSTRUKSIONAL<!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;">RIKY
HAMBALI SAMOSIR</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;">161301100</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "kristen itc"; mso-ansi-language: IN;">MOTIVASI,
PROSES KOGNITIF DAN TUJUAN INSTRUKSIONAL</span></b><br />
<br />
<br />
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" /> </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: large;">resume 5</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">HUBUNGAN ANTARA MOTIVASI, PROSES KOGNITIF,
DAN TUJUAN INSTRUKSIONAL</span></b></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Motivasi adalah dorongan untuk mencapai
tujuan tertentu. Dorongan itu bisa saja berbentuk: antusiasme, harapan dan
semangat. Semua yang kita lakukan setiap hari senantiasa dibayangi oleh adanya
motivasi. Misalnya, seorang karyawan yang bekerja tentu saja memiliki motivasi
bekerja, begitu pula seorang atlet memiliki motivasi bertanding, seorang
pelajar dengan motivasi belajar, dan lain sebagainya.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Motivasi ialah suatu proses untuk
menggalakkan sesuatu tingkah laku supaya dapat mencapai matlumat-matlumat yang
tertentu. Konsep motivasi memang susah difahami kerana kesannya tidak dapat
diketahui secara langsung. Seseorang guru terpaksa melibatkan proses pelbagai
motif kelakuan seseorang yang diukur dari segi perubahan, keinginan, keperluan
dan matlamatnya.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";"><span style="mso-spacerun: yes;"> </span>fenomena kejiwaan yang mendorong seseorang
untuk bertingkah laku demi mencapai sesuatu yang diinginkan atau yang dituntut
oleh lingkungannya. Motivasi dapat bersumber dari fungsi kognitif dan fungsi
afektif. Motif Kognitif lebih menekankan pada kebutuhan manusia akan informasi
dan untuk mencapai tujuan tertentu. Motif ini mendorong manusia untuk belajar
dan ingin mengetahui.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Motif Afektif lebih menekankan aspek perasaan
dan kebutuhan individu untuk mencapai tingkat emosional tertentu. Motif ini
akan mendorong manusia untuk mencari dan mencapai kesenangan dan kepuasan baik
fisik, psikis dan sosial dalam kehidupannya dan individu akan menghayatinya
secara subyektif. Pada lanjut usia, motivasi baik kognitif maupun afektif untuk
mencapai/memperoleh sesuatu cukup besar, namun motivasi tersebut seringkali
kurang memperoleh dukungan kekuatan fisik maupun psikologis, sehingga hal-hal
diinginkan banyak berhenti di tengah jalan.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Motivasi adalah karakteristik psikologi
manusia yang memberi kontribusi pada tingkat komitmen seseorang. Hal ini
termasuk faktor-faktor yang menyebabkan, menyalurkan dan mempertahankan tingkah
laku manusia dalam arah tekad tertentu. (Stoner& Freeman, 1995:134)
Motivasi menurut Ngalim Purwanto (2000:60) adalah bahwa motivasi adalah segala
sesuatu yang mendorong seseorang untuk melakukan sesuatu. Motivasi adalah
perasaan atau pikiran yang mendorong seseorang melakukan pekerjaan atau
menjalankan kekuasaan terutama dalam berperilaku (Sbortell & Kaluzny,
1994:59)</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Menurut
McDonald, motivasi adalah suatu perubahan energi di dalam pribadi seseorang
yang ditandai dengan timbulnya afektif dan reaksi untuk mencapai tujuan.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Perumusan
ini mengandung tiga unsure yang saling berkaitan sebagai berikut :</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">a.
Motivasi dimulai dari adanya perubahan energi dalam pribadi</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">b.Motivasi
ditandai dengan timbulnya perasaan (affective arousal)</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">c.
Motivasi ditandai oleh reaksi-reaksi untuk mencapai tujuan.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Dari berbagai macam definisi motivasi,
Stanford (1970), ada tiga point penting dalam pengertian motivasi yaitu
hubungan antara kebutuhan, dorongan dan tujuan. Kebutuhan muncul karena adanya
sesuatu yang kurang dirasakan oleh seseorang, baik fisologis maupun psikologis.
Dorongan merupakan arahan untuk memenuhi kebutuhan tadi, sedangkan tujuan
adalah akhir dari satu siklus motivasi (Luthans, 1988:184).</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Suatu prinsip dalam tingkah laku ialah bahwa
individu selalu mengambil jalan terpendek menuju suatu tujuan. Orang dewasa
mungkin berpandangan di dalam kelas para siswa harus mengabdikan dirinya kepada
penguasaan kurikulum. Akan tetapi, para siswa tidak selalu melihat tugas-tugas
sekolah sebagai jalan terbaik yang menuju kearah kebebasan, produktovotas,
kedewasaan, atau apa saja yang dipandang mereka sebagai perkembangan yang
disukai. Dalam hubungan ini tugas guru adalah menolong mereka memilih topic,
kegiatan atau tujuan yang bermanfaat, baik untuk jangka panjang maupun untuk
jangka pendek.</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Pengaruh Motif</span></b></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Untuk memahami motif manusia perlu kiranya
ada penilaian terhadap keinginan dasar yang ada pada semua semua perkembangan
manusia yang normal. Sebagai bantuan terhadap proses perkembangan sejak lahir
dan seterusnya, tingkah laku manusia itu dipengaruhi oleh sekumpulan keinginan
dan cita-cita yang potensial yang bekerja sebagai daya pendorong dan penggerak
dalam kegiatan hidupnya.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Dorongan tingkah laku yang relative sederhana
pada permulaan masa kanak-kanak akan bertambah banyak dan komplek bilaman
individu telah dewasa dan mengalami pergaulan hidup yang lebih luas dan
berbeda. Pada umumnya sebagai hasil pendidikan, seseorang terdorong untuk
memnuhi kebutuhan cita-citanya, ataupun mencapai kepuasan pribadi dalam
kegiatan yang diinginkan oleh masyarakat.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Ada beberapa pengaruh motif yang menjadi
factor kuat dalam belajar, diantaranya:</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">a. Motif
mendorong si pelajar dalam kegiatan-kegiatan belajarnya. Motif disini banyak
mendorong anak untuk menguasai berbagai bahan pelajaran.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">b. Motif
bertindak sebagai penyaring (selector) jenis kegiatan yang diikuti dan
dilakukan orang. Misalnya surat kabar akan berbeda-beda artinya bagi setiap
orang.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">c. Motif
mengarahkan tingkah laku. Artinya jika pengarah dalam proses belajar. Si
pelajar harus dibantu agar mau belajar apa yang mau dipelajari dan untuk
mengetahui makna kegiatan belajarnya.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Guru merupakan penggerak kegiatan belajar
para siswanya. Ia harus menyusun suatu rencana tentang cara-cara melakukan
tindakan serta mengumpulkan bahan-bahan yang dapat membangkitkan serta menolong
para siswa agar mereka terus melakukan usaha-usaha yang efektif untuk mencapai
tujuan-tujuan belajar.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Guru seringkali menggunakan insentif untuk
memberi motivasi pada siswa u8ntuk mencapai tujuan pengajaran. Insentif akan
bermanfaat jika mengandung tujuan yang akan memberikan kepuasan terhadap
kebutuhan psikologis anak. Itu sebabnya guru harus kreatif dan imajinatif dalam
menyediakan insentif yang tepat.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Ada dua faktor yang menjadi tenaga penggerak
bagi para siswa dalam belajar yaitu motivasi ekstrinsik, yakni motivasi yang
berasal dari luar diri siswa dan motivasi instrinsik yang berasal dari dalam
diri siswa itu sendiri. Motivasi ekstrinsik ini sengaja diciptakan oleh
lingkungan di luar anak, bisa oleh guru, orang tua atau pemerintah. Berbeda
dengan motivasi intrinsik yang menekankan kepada bentuk motivasi yang di
dalamnya aktivitas belajar dimulai dan diteruskan berdasarkan suatu dorongan
yang secara mutlak berkaitan dengan aktivitas belajar</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Salah satu contoh dalam menumbuhkan motivasi metode
reward dan punishment seringkali digunakan oleh para guru ataupu orang tau,
yang harus diperhatikan bahwa metode pemberian hadiah dan hukuman hanyalah
merupakan perantara, untuk menuju metode pendidikan yang lebih baik, yaitu
menumbuhkan motivasi intrinsic. Jika seorang anak mampu memunculkan motivasi
intrinsic ini, maka akan memilki kemampuan untuk mengelola dan mengatur dirinya
sehingga tidak tergantung dorongan dan bantuan orang lain.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Fungsi motivasi dari uraian diatas
menunjukkan bahwa motivasi mendorong timbulnya perilaku dan mempengaruhi serta
mengubah perilaku. Jadi fungsi motivasi ialah :</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo1;"><span lang="EN-US" style="font-family: "kristen itc";">Mendorong timbulnya perilaku atau suatu
perbuatan. Tanpa motivasi tidak akan timbul perbuatan seperti belajar.</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1;"><span lang="EN-US" style="font-family: "kristen itc";">Sebagai pengarah, artinya mengarahkan
perbuatan kepada pencapaian tujuan yang diinginkan.</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1;"><span lang="EN-US" style="font-family: "kristen itc";">Sebagai penggerak. Ia berfungsi sebagai
mesin bagi mobil. Besar kecilnya motivasi akan menentukan cepat atau
lambatnya suatu pekerjaan.</span></li>
</ul>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "kristen itc";">Membangkitkan Motivasi Belajar Anak</span></b></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Ada dua cara yang dapat dipakai untuk membangkitkan
motivasi belajar anak didik. Pertama, guru ikut terlibat dalam kehidupan anak
didik. Salah satu bukti guru mengasihi anak didik adalah dengan melibatkan
dirinya dalam kehidupan mereka. Kerelaan dan ketulusan guru untuk melayani
mereka secara pribadi juga akan mendorong untuk memberikan waktu bagi anak
didiknya dan mendengarkan keluh kesah mereka. Ia akan berusaha memahami
permasalahan yang dihadapi termasuk juga melakukan kunjungan pribadi. Perbuatan
kasih yang demikian akan dirasakan oleh anak didik. Mereka akan mampu
membedakan mana perbuatan gurunya yang dilandasi kasih dan mana yang dilakukan
dengan kepura-puraan. Dengan tindakan ini, guru sudah berhasil merebut hati
anak didiknya sehingga memudahkannya untuk menanamkan motivasi kepada mereka.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Cara kedua menyangkut sikap guru di dalam
kelas. Upaya seorang guru untuk membangun motivasi yang baik bagi anak didiknya
di luar kelas akan rusak jikalau sikapnya di hadapan mereka salah. Mungkin ia
memang mengasihi mereka dengan sungguh-sungguh. Namun, sebagian besar pemberian
motivasi bergantung pada hubungan guru dengan murid dalam suasana belajar di
dalam kelas.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Menurut
Richards, penunjang lain untuk membangkitkan motivasi anak didik adalah sebagai
berikut :</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">1. Guru
harus mengetahui bahwa orang dapat belajar dengan baik sekali apabila
pelajarannya disusun menurut pola tertentu sehingga anak didik mengetahui apa
yang menjadi sasaran pelajarannya. Mereka pun dapat melihat kemajuan-kemajuan
yang harus diperoleh untuk mencapai sasaran itu.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">2. Orang
dapat belajar dengan baik sekali apabila mereka dapat melihat hubungan antara
pelajaran itu dan dirinya sendiri.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">3. Orang
dapat belajar dengan baik sekali jikalau merasa dapat menguasai isi
pelajarannya.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">4. Orang
dapat belajar lebih baik jikalau melihat manfaatnya dalam kehidupan mereka.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Untuk menjadi seorang motivator, seorang guru
juga tidak terlepas dari perannya sebagai pengelola kelas. Dia harus memikirkan
dan merancang kegiatan di dalam kelas supaya menarik perhatian dan merangsang
anak didiknya untuk belajar. Untuk itu pula guru harus melihat diri dan anak
didiknya sebagai tim dalam belajar juga sebagai teman sekerja dalam belajar.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Strategi utama dalam membangkitkan motivasi
belajar pada dasarnya terletak pada guru atau pengajar itu sendiri. Menurut
McKeachie (1986), kemampuan guru menjadikan dirinya model yang mampu
membangkitkan rasa ingin tahu dan kesanggupan dalam diri peserta didik
merupakan aset utama dalam membangkitkan motivasi.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Selain itu orang tua juga memilki peran yang
sangt penting bagi tumbuhnya motivasi anak-anak mereka. Sebagai catatan banyak
sekali orang tua yang berusaha membangkitkan motivasi anak dengan memberikan
hadiah dan menjadikannya sebagai patokan. Menurut Basti, dari sejumlah
penelitian menyebutkan bahwa pemberian hadiah memang berpengaruh pada
peningkatan prestasi anak dalam belajar. Namun ia memberikan catatan agar
orangtua jangan menjadikan hadiah sebagai patokan utama untuk meningkatkan
motivasi sebab bisa berdampak negatif dalam pola pikir dan sikap anak. Hadiah
ini bisa menjadikan anak lebih malas. “Pemberian hadiah memang dapat dilakukan
oleh orangtua terhadap anak, tapi jangan menjadikan hadiah sebagai hal utama,”
jelasnya.</span></div>
<div class="MsoNormal" style="text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "kristen itc";">Untuk menambah agar anak lebih termotivasi
belajar maka orangtua harus senantiasa meluangkan waktu walau semenit untuk
menemani anak belajar. Orangtua juga harus memberikan kesempatan pada anak
untuk bisa mengenal lingkungannya dan memberikan waktu bersosialisasi kepada
teman-teman.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "kristen itc";">Orangtua
juga harus memahami kondisi psikologis anak. Saat anak tidak ingin belajar maka
berikanlah kesempatan untuk bermain. Jangan menjadi orangtua yang memiliki
sikap otoriter, memaksakan keinginan agar anak mendapatkan prestasi di sekolah
dengan memberikan les privat. “Hindarkan menjadi orangtua yang otoriter. Dimana
seluruh keinginan Anda harus dilaksanakan oleh anak. Ini akan berdampak
kejenuhan dalam diri</span></div>
Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-53172943330226780612017-03-21T10:25:00.000-07:002017-04-09T04:54:27.812-07:00TAHAP & PERKEMBANGAN PSIKOLOGI PENDIDIKAN<br />
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PSIKOLOGI PENDIDIKAN </div>
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KELOMPOK 6 </div>
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<span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">TAHAP & PERKEMBANGAN PSIKOLOGI PENDIDIKAN</span></div>
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<span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> TAHAP & PEREKEMBANGAN PSIKOLOGI PENDIDIKAN</span></div>
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<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Perkembangan
individu murid, siswa, dan mahasiswa (peserta didik), ditunjukkan bagaimana
perkembangan anak-anak, remaja dan dewasa tumbuh dan berkembang secara</span><span style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">f</span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">isik, psikis dari fase ke fase seperti dalam hal pertumbuhan</span><span style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">f</span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">isik, kognitif, afektif, sosial, psikomotor, moral.
Proses pengajaran dan pembelajaran tidak akan bisa berjalan efektif dan efisien
apabila seorang pendidik tidak memahami perkembangan peserta didik secara
menyeluruh. Untuk itu pendidik memerlukan pengetahuan tentang perkembangan
individu peserta didik.</span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">1. Perkembangan pada
masa kanak-kanak (early childdhood) yaitu usia 2-6 tahun</span></b></div>
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<br /></div>
<div class="MsoNormal">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Krisis
yang terjadi adalah inisiatif vs rasa bersalah (initiative vs guilt). Secara
deskriptif, anak-anak menunjukkan kemampuan dan keterampilan motorik dan
menjadi lebih tertarik dalam interaksi sosial dengan orang-orang di sekitarnya.
Mereka belajar mencapai keseimbangan antara hasrat kebebasan dan tanggung
jawab, belajar mengontrol impuls-impuls dan fantasi kekanak-kanakan. Jika orang
tua memberi harapan,tetapi konsisten dalam disiplin, maka anak akan belajaar
menerima kesalahan, dan tidak dihimggapi perasaan-negatif, seperti perasaan
malu secara berlebihan. Sebaliknya, jika orang tua kurang memahami anak, maka
akan berkembangan perasaan bersalah dan kurang percaya diri yang berujung pada
kesalahan indepedensi. <br />
<br />
Mempunyai ciri-ciri:</span></div>
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</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Negatif</span></div>
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<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Masa Bermain: <br />
-uncopice<br />
-onlooker behaviour<br />
-solitary depentent play </span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-parallel day<br />
-associative play<br />
-coorperative play</span></div>
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<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Masa Eksplorasi</span></div>
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<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Masa Meniru</span></div>
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<br /></div>
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<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Tahap Perkembangan Kognitif (Piaget):</span></div>
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<br /></div>
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<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Periode Pra-operasional</span></div>
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<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Menggunakan
simbol-simbol, seperti refleksi mental, kata-kata, dan<span style="mso-spacerun: yes;"> </span>penampilan fisik<span style="mso-spacerun: yes;"> </span><br />
<span style="mso-spacerun: yes;"> </span>terhadap lingkungannya (objek dan
peristiwa-peristiwa).</span></div>
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<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Kemampuan berbahasa lebih
meningkat.<br />
-Transisi dari tahap intuitif ke tahap operasi konkret ditandai oleh pencapaian
satu atau </span></div>
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<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>lebih konservasi(konservasi berarti bahwa
aspek-aspek kuantitatif dari objek tidak<span style="mso-spacerun: yes;">
</span><br />
<span style="mso-spacerun: yes;"> </span>berubah kecuali kalau sesuatu
ditambahkan atau dikurangkan daripadanya, meskipun <br />
<span style="mso-spacerun: yes;"> </span>terjadi perubahan-perubahan dalam
penampilannya.</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Berpikir dipandu oleh
aturan-aturan logika lebih mmepercayai operasi-operasi.</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Cara berpikir bersifat
egosentris</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Penalaran didominasi
oleh Persepsi</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Pemecahan masalah lebih
intuitif daripada logis.</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: left; text-indent: 0cm;">
<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Tingkat Perkembangan Moral (Kohlberg):
Prakonvensional<br />
<span style="mso-tab-count: 1;"> </span>-Tahap<span style="mso-tab-count: 1;"> </span>1:<span style="mso-spacerun: yes;"> </span>Orientasi Hukuman<br />
<span style="mso-tab-count: 1;"> </span>-Tahap 2: Orientasi Ganjaran</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<br /></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: left;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">2. Masa Kanak-kanak
Akhir (elementary and middle school years) yaitu usia 6-12 tahun</span></b></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: left;">
<br /></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Krisi
yang terjadi adalah kompetensi vs. Rendah diri (competence vs inferiority).
Secara deskriptif, sekolah atau belajar adalah peristiwa penting. Anak belajar
membuat keputusan, memperoleh keterampilan-keterampilan untuk bidang-bidang
pendidikan dan pekerjaan tertentu, serta pengembangan potensi dasar.<span style="mso-spacerun: yes;"> </span>Anak-anak , menunjukkan suatu era trasnsisi
antara keluarga dengan teman sebaya. Jika anak-anak memperoleh ransangan
intelektual yang memaadai, maka mereka menjadi lebih produktif, dan sukses
dalam mengembangkan potensinya. Sebaliknya, jika tidak memperoleh kepuasaan,
maka mereka akan menunjukkan sikap rendah diri.</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: left;">
<br /></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Mempunyai ciri-ciri:</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: left;">
<br /></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: left; text-indent: 0cm;">
<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Periode Operasional Konkret</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: left; text-indent: 0cm;">
<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Pengaruh teman sebaya mulai dominan</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: left; text-indent: 0cm;">
<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Tahap Perkembangan Kognitif (Piaget):<br />
<span style="mso-tab-count: 1;"> </span>- Mampu berpikir logis tentang objek
dan kejadian</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Operasional Konkret</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Berpikir secara konkret</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>- Mampu
mengklasifikasi jumlah dan berat</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Mampu mengatur secara
serial</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Memahami konsep
bilangan. </span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Berkembangan azas dalam
berpikir</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Mampu berkonservasi</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">-Logika penggolongan dan
relasi</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: left; text-indent: 0cm;">
<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Tingkat Perkembangan Moral Konvensional</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Tahap 3:
Orientasi ”good boys/girls”<br />
<span style="mso-tab-count: 1;"> </span>Tahap 4: Orientasi Otoritas tokoh
yang disegani</span></div>
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<br /></div>
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<br /></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<br /></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: left;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">3. Masa Remaja
(Adolescense) yaitu usia 12-18 tahun </span></b></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<br /></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Krisis
yang terjadi ialah identitas vs kebingunan peran (identity vs role confusion).
Secara deskriptif, remaja<span style="mso-spacerun: yes;"> </span>berfokus pada
pertanyaan ”siapa saya”. Untuk sukses menjawab pertanyaan ini, Erickson
menyatakan remaja mesti bebas dari rasa konflik dalam berbagai hal, adanya
peluang untuk mengembangkan kepercayaan diri, independensi, kompetensi, dan
kontrol diri. Jika remaja bebas atau sukses dalam mengatasi konflik yang
mungkin terjadi, maka mereka akan sukses dalam tahap ini dan memperoleh
identitas diri yang kukuh, dan siap membuat perencanaaan untuk masa depannya.
Sebaliknya, jika gagal mengatasi konflik dan<span style="mso-spacerun: yes;">
</span>identitas diri, maka remaja akan tenggelam dalam kebingunan, tidak mampu
membuat pilihan dan keputusan, khususnya tentang pekerjaan, orientasi seksual,
dan peran<span style="mso-spacerun: yes;"> </span>kehidupan secara keseluruhan.</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: left;">
<br /></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Mempunyai ciri-ciri:</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: left; text-indent: 0cm;">
<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Perkembangan Fisik: Mengarah ke bentuk badan orang
dewasa</span></div>
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<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Perkembangan Seksual: Mulai aktifnya hormon seksual</span></div>
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<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Perkembangan Heteroseksual:<span style="mso-spacerun: yes;"> </span>Mulai tertarik dengan lawan jenis</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: left; text-indent: 0cm;">
<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Perkembangan Emosional: Emosional tak stabil,
berubah-ubah dan cenderung meledak-<br />
<span style="mso-tab-count: 1;"> </span>ledak.</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-align: left; text-indent: 0cm;">
<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Perkembangan Kognitif:</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>-Generalisasi
pemikiran yang lengkap<br />
<span style="mso-tab-count: 1;"> </span>-Berpikir proposional</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>-Kemampuan
memecahkan masalah abstrak dan hipotesis</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>-Berkembangannya
idealisme yang kuat</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>-Berpikir
kombinasional</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>-Berpikir
secara sistematis</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>-Mampu
berpikir abstrak</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>-Mampu
memecahkan masalah belajar yang bersifat abstrak secara sistematis dan <br />
<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span>generalis<br />
<span style="mso-tab-count: 1;"> </span>-Dapat menerapkan
pernyataan-pernyataan verbal dan logis</span></div>
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<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Pola berpikir cenderung egosentris</span></div>
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<span lang="SV" style="color: black; font-family: "symbol"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Perkembangan Moral : Kebanyakan tingkat
konvensional</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; text-align: left;">
<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Tahap 5:
Orientasi tingkat sosial</span></div>
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<span lang="SV" style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Tahap 6:
Orientasi asas etis </span></div>
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Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-27417759617237479482017-03-07T07:35:00.000-08:002017-03-21T10:31:48.978-07:00TUGAS PRESENTASI KELOMPOK 6 PSIKOLOGI PENDIDIKAN B <div style="text-align: center;">
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"> psikologi pendidikan b </span></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;">kelompok 6</span></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;">Perencanaan, </span><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;">instruksi</span><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;">,
dan teknologi pendidikan</span></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"><br /></span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"><br /></span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"><br /></span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;">disusun oleh: </span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;">KELOMPOK 6</span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"><br /></span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"> <a href="http://rikyhambalisamosir.blogspot.com/" target="_blank"> -riky hambali samosir (161301100)</a></span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;">-<a href="http://maswindaainun16122.blogspot.co.id/" target="_blank">MASWINDA AINUN (161301122)</a></span></span><span id="goog_1055418575"></span><span id="goog_1055418576"></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"> <a href="http://rollercousterkehidupan.blogspo.co.id/" target="_blank">-BINA SWITA MANALU (161301131)</a></span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"> <a href="http://pumelta.blogspot.co.id/" target="_blank"> -PUTRI AMELIA TAMBUNAN(161301109)</a></span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"> -MIRANDA SIANTURI (161301099) </span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;">FAKULTAS PSIKOLOGI</span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;">UNIVERSITAS SUMATERA UTARA</span></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"><br /></span></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"><br /></span></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><span style="color: black; font-family: "franklin gothic medium"; font-variant: normal; text-transform: uppercase; vertical-align: baseline;"><br /> </span></span><br />
<br />
<br /></div>
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
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<![endif]-->
<br />
<br />
<br />
Dalam hal penulisan karya tulis maupun jurnal ilmiah seringkali kita
mengutip banyak istilah dan bahan penulisan dari buku maupun sumber pustaka
lainya.<br />
namun dalam pelaksanaanya mengutip tetapi tidak membuat daftar pustaka
maupun kutipan melanggar hak cipta dan dapat disebut plagiat.<br />
<br />
oleh karena itu disini saya akan menampilkan cara membuat daftar pustaka
menggunakan word.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a 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" 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" 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1.buka microsoft word<br />
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" 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+2nRjW8iFpwhxIFzyXlqrm0kIrv5pMjUrqHhTETtyxEyBOe8MhsWUhQGxXuYKJdXEJUwdmZGbl6+vjczauwxam0VYNcnh25fH5++LpLzttZmLp+/jQPB4cvzYxeOT948QwXs0PcXjHx6fClGYeUg1qdk5IxI1cu7CxOa1gkxPKMVylYmbippOMnBi5tzY6f/fjo8vA16uaCX0R1sDB2OtLHwXjYGAcT7eYRfWL65sSQTUCfHLik45CxG4sSEhq1Nm8WMG5c6FubGqHBN0nbaymLemlsaOzqxa25CQ2LtDR2Y31qREpGj165MHGtn4PZ0XEoiOXZmFE+eKFPREQlLeqcU7cxPTp8+XzVZ7lw4iM6AhI3KWdvDowPXIIvzagYBPTafNqqXhq9MXn14uUTH8lwUL+Q4mCirVS4hQy1ECFmwreXzf1D7xTh/sG8zzDhNu4Gv4t77+LWrYRNB2nLToLYSRAT/taxTSN+3bSzYLt4yXb+gvXsOUvfGfPJ0+YTJ00fHzN++JHh6Af6d9/THT6ie/Nt7aE3NAcOqv/0mvoPf1S98qrqdy+rfvkb6dsH+JNnnoIOXBi5NLIwOLE6Orc+uQyZ25if2KRt7Xg5GBeX6GCg7UyMm0dwcAluAcvCphsYZLeA5hZSfRLmZ0hZPinLL2MFZGyflO2Tsf1yzm4CCm5AwfMreEElL6nj50zCrFG429sFVfykTpjSizJ6gVPEsAtZYTXPL+fegYwdkHOCKoFPyvQIqE4OwcHE2BkoO/0JT/g8MFBOFsbFwbv5JJ+I5hHTtXSsnkVMmhRRvTRulOnZJLeMkzDJo3qpnk1yy7gRncTEo4Q0oqBGFFQLQ7d/BtSChEluEzKMXMpnF1WCqF7iELNcEpaZQ1KSESYWziukuLgEJwvrZGGcLKyLg3fzyV4RzSNmBBTciFYU0UkCamFQIwqoBXGj3C3jGjjkoFoYVAujemlEJ9EyCUG1MKKT6Nkkr4KXtqhcUraBQ44bZCGNKKAWRnUSt4zjlLAjWnFYIw5rxWGtOKIVhzWikEYU00tDGpGGSQhpRBGdJKASRnXioIqvpWM9YoZXRHPzSS4O3sHC3H0A9duGjYZ4wn2hwr+TWCk7VsKWbWvRurlgWZ81r06blieMi2OGuWH9zJBu6rp2YkA9elk1fFE5eF55/ax84LT8yklZ/yfSix9Lzn4guvKxYLzvKdnESePSOdvWDQ9mJkjfiAlQaQUpLqP4ReSAiBQQkQNiSlBCjcjpMRXrNuyYih1WsMJyVlhxC7+U5duFX8a+gzu9497I2H4Z2ydjhxSckILjk7F7j56fIWX5pMweXjHNI6B6BGQ3f1/j+Rr5xjP7LcIjIHuEFK+I5hXTA3J2WMUPqwRBFT+o5IdU/IhWFFYLg0p+SCWIakUhtSCkEkQ0wrBaEFIJQipBUMUPqT/7GdEIIxph6Paf4dsXQyp+WMUPKbl+KcsronmEVA+f4hGQPfxbqfvEjICcHZBzQkp+T9stJUp++JZOQUgl2G3JLc1qQUDJC6sFEY0wqOIHVfyQShBU8sJqQUgtCCp5wd5Wxe1gvT2LkEoQ0YpCt8MHFLyQkhdS8gJytk/C8AppHgHFwye7+aTPB2+/Qdw/uLiE/QVnv4F/LDhZWAcTbWOhrQykhQYzU6AmEsRI2DDgVnWYJS1qQYOYVe9MKbfHFZBR+cZN6eqgZPmaePGqaKFfOHdJOH1eMHb6KcnYKfrIJc7cTeHGnBwJ0ZDQegbZwKQamBT9HVANLKqRRbsXA4tq4dCiKq5fzvHLbnPX06GcG1DcwSM5yLv95Z3K7/K4+4+gnOMRM218ml3w1WIT0HxSVuDbUCb7jcBnjZPX8yKPl4CCF5BzA/dpsbdT/0qSfrhtu82TfWrePXPZhyJl7TOY+wefhLG/EO8vvGL640FIdfPJLi7BycY5GGgbHWGlwCykbRN+w4hZ1aOWdPB5DXRGvTWh2hhVrN2UL9+QLQ5I56+IZy6Jpi4IJ84Jxvueeu/Dub8+Jv2bY9K/PS79209kL3wif+GE/G9Pyl84IXvhhOxvP5H97Sey3u+3kb9wQrGbvzmhfOGYaAvCyJgkvfWZvdHcyQNCfieIaMVepcCk0wWCoeBXjM8fNCplIbUw8k3n+tuP5LHyFaUuemxoHoOSkEa8v1CL9hOCfUVvLWEfoXws8AJyrk/K8orpHiHFzSM52TgHE22nwa1kqJkAMWHXDKhlHXxeu9PziCP69Ru65SuaxUvq+QvSmQvCyfOC8TNPPfMm/6+vBJ8/43r+rOv5M87nz9ifO2N/rs/+XJ/tudPWn522/uyU9WenrT87bXuuz/5cn/25M7bnztifO+N47oyzx/NnnD865X77KrfkUsctT7hF0qqxKcWpbAF8LeLx+nwaacKq+cYz/oSvmpj58RP/EsTMqv2FSbl/iBoV+wuDfF8R0cseC2GtJKQSBpU8v4ztE9M9AoqbR3CysHY6ykqBWYhbJty6Ab2sg8/rdqZ1W6NbE4unryI/ugIbG5gVTF2UTZ8TjJ996oeHmH95XP3sUcmz7/cQPXtU/OxR8Y8OC//j69zvv8n/4dvCZ94SPPOW4KfviX76nuinR8XPvi9+9n3R7fDSZ98TP/2e8t3rvFrQnHLdQdJlyvvtGa8167Xlffaky3RXgM9F2m3J+x0PDlAIOB9RWznkrka8OZ/tflb1jM967xvg02BZry3vvzt3WY/FoVWmMrmvxx16vb6AUZ12W3bZYMp4rOWwO+ky5Xz2UsjVszDttmS9trzfkfPZMp47wt/++Ugknaacz1aLeksh1123sl5rxmN5dFWf6XSZelZlPNZCwJHxWr9Mg3nC10PSadxfOAz7CPv+ImHT7zO0j4WYWR01KMI6SUgtDCi4PinLK6J5BeSgkORmYaxkmIUI6b1BZIJPz0wgDo1a5lhxiDj2xpT5g344d+KCZPLMU8+8Tv7xe9wfvkn74VuMH71F7/G9A9R/PMm/sG5646bi745xf3le/OuL4n/7Mvk//JHygzdpP3qbfjsk44dv0X/wJu3P32C/d4PXjLuzAdduimGvSSaMuyxhu9EsF9USoWo8WAh5KrFANR6sxoPFsLcU8VXjwVzQnfU774q+m1zQnXRbdWJeJRaoJYLlqL8Y9paj/nzQXY0HSxFfJR7Ih9xaETd3fyW3VAVchbCHgUNtryy49cpaMlSO+j+1qhDy9BT2jHfrlL2EylF/KeIrRryliK8SC/QMKIa91XgwYNZaleJS2Ls7lULI7TRqU5nsbqdVqVbpTC5fJG02m70r6UxWozM8FncYshnzQfcuAzwBi46JR1VifrtaxqcSKrFALRFKemxeg1ov4Tk0srjLUk+Ge7kuRX21eLAU8fVK48HVkQ24ShGfVSlen5/mknGFsKcaD5Zj/lLEV40HAmZt1GGqxYOVWKBXaL3Syz+slothr1UpDtuMUYdJwWX4zdpKLFCNBz6t7l69PNS27zh+574i43PsL7z2/UPaY9tnWPcVKbflcWBOOowJmzZmVkUMsrBGHFDywkquW0DZnpsUozb9XKyVDDURNm24Zfra6mvXdVPUuNiVoGkiElvyny5ph65MKadOP/XMa8QfHqE/fZD49CHSMz0Okv/dy7jDN0VEofel89y3BsVDEF3fvOr1a9IRuPUnb1O/f4D4g0OkZw4RnzlEevog6fsHif/+AO3okKCbDReiwd208iksDIrc2thZX2UQcVqJYGNpPuK0UjBIxNYGfHPNa9ZrJQLo+ko64CnFQ3dF300pHo66bATkjoLPXpmbEbPoFrWchEZkQz7U9qaMy5JymNury8c/+tCpV1eT0QeoKsZChWhgbWGOiIYjIGtkNELMoie8TtjGKgmFiLps0LVltYjXKecISJiczy7FgvDNNT6dopeJzCqZSSmFbawKGFSHTmXTKh065fzU+I0r/aVYcHcWyvGwx2pKpe9wh4FgCE+kMVg8j9evM5gEIhkEioQiMLlcHk+ihSMxLl8cjcUFIqneaLY73SgsSW80VypVMo2VTmc4PKHV5rA7XAqV9m536PNH3Y5S7DMDaqmYXac6/tEHSZ8Tj9iZHR81q2TwzTWHTiVm05HbmxwKUSXk4mDbWytLCa9TwmZsLM0b5GIGAauVCKupB5VhIRps5ZJMIhazs7W9thywGnFwKA2H1svEZpWMhEa4DFoWCU9EwdUivk2jVAq4RoUk7LCU43c3kt3U03GlgCPnsdQiHgmNUIv4dq1yZ31FwmY49WoZl2XTKExK6YPr97tPxL+vyO8vfPmwd/+QC3n2F0H3vuIxzRGdGZ895bIk7Ya4RRM1KiI6qU/GWZ+bEUmkGyurQviai4mykLY9pNX1he0/TVjfX7IcXTDxTbF5su9/XjK+f25bOXXqqadfIz79Fu17rxO+d5D0/YOkpw+Rnj5E/rev4N+4LtikOl/4gD4MNUzCjVfXdWSxf5Vo/asP6P/xdeLTh0jfP0T8/kHS9w4S//Pr+D/7E+XoTREoJcup2G665TwJg4KsrUBWl3EIGBGNlAu4OCQMvrUJWV3aWFmiEXHTY6NTY6Mhl72eS90VfTfVTCIR8DBIeBhknUMjw7c2JFwWg4SXC7lnT59ikAnb66syPge6uVZMRCrp+ANUVdLxaiY5PT66Mj+rkYq211enxkbIOLRcwEVCIVjEzrm+0xwaBTQrNALOptdkwv75qYmp8REaEUdAwbGIHQmXRcVjUNAttUTIo1O31lcYJEK7lNudSi2b8Dlsd7nDaDQ+ObtMpDDiieTk7DKeRGNy+Hanm8bgTM0tK1RaIoXucnsHR6c5PBGBTFeotDQml8HmOZxuj9d/fXhCIJIpNTqpXNXtdndr9vkCiYC3uivjjXzabTYszc0wSHgyFo1DwpQifv+F8zgkjIBCUHAYLGIHvbONhEIYJAIOASNj0XwmDY+Ck7AovULSyKUfUIa9yuXSKZcvnmdRiFqZ+OzpU3g0koBCYOBQDAxKwqCu9l9EQLdIGBRia3NjZREDg6ZD/mom8eBazoQDJAySTsQbFFI8Cr48NzM+crNX2ltryzuba0aVvFnIPNi27zalZHR/kYjsK4rx8D4iFtpXFKLBQmw/EQ08BiL+XMiT9TnTbkvSYYxbNVmHlgLfJlPoHDZHKpWtzEy7WWgrBeYmb0CXtn43qn11VHcVZt9kBf/5ou7vzuk+Prehmj791NOvk79/hPmf36B87y3a02/TnjlM+8ERxn84QH3jhuDYtPxf/S/0pWX14Kb2kynpNMr4zojk6Teozxxh/OAI/ZnDtO+/RfveW7T/dIj8Z6/T3x+Vgnqumkvvplsrs2jkoMvhtpm4TDqdRFxfXlRKhCwahUUlUwg4HouBQcBoRHw1l64VsndF3029kE1HQxwahU4iuK1mMh5r1WvWlhb0SvnS3KzTZqYScAGXA7K24nNYm6X8A1TV8plyNomCQSvZlNNsmJkY31pblQsF8G3I0vysVMBbnp/zO23dZo1BJq4vL3IZtNmpSRRsR8LnIne2/U77xvISAYMy69SbaytL87McBhW2tdkz8tNUGsVswOO6yx2GwhGRRG6zO9VaAwZPMRgtWr3R7fGptQYimR6JxgRiWSqd2YKhXW6vSCKPRGNCiUyjM1IZHIfLs4PABoIht9cPR+GbzdYd7tAfSEVC9XzmUwNa5YLLYqKRCBw6VSkRknFYFGxnanyUjMcyqWQmhUwj4sl4rITPMagVHAaVSsQtzs2wqGQ2jUJAI9u1cm2Xtnvp1soiLlsm5As5LBGXtbww53HauAwalYCTCfkCNnNjZUmvVpi1qo2VZQaFRMJiOrXyAxT2APUKjYhnUkhRv4dGIpDxWBwSno2Fl+ZmxTz22vJiIRWvFx/UVL77ZFP7ikpmX5GsZBL7h3Iqvs/45udzd8ztEtHHQaQQC+RC3qzfmfZYkg5D2qE3CJg762uY9aWd1SU6bNPDxdtoCAd5SwZfOzjA/s2Q6TrcNU/x//1Z7aoMQ24AACAASURBVN99wlu5NqKcOfPUMwfpT78j+N7bnKff4f3wPf5/eZ//4w+EP/lQ9F/fZT17lP3jo8Jn32X99AjjR28z/vIo+3+dF//kff5PPhL9+EPhj44KfvAu/+kjvO+9xf6zg9wPJxSgU26UC3dSLGXT1UK2ks9WC7l8Oul12luVUjGT6lEtZAvppNtmrRXzjXLxnuh3qKqX8qVsuphJVQu5Ui6TiISiQX+3UQ163bGgv5xLN8qFZCSUTcSaldIDVRXqpUIhnWyUC/VS3u92ZlOJdCwyMjSEhO10GnW/y5GMhBqVciGTdFrNmXg06HFnk3EUHGbSaUC37Xc50vFot1H1u52RgK9WzEeD/ko+uzsL7Vo56Pel0pndTqvdbvd2DWu1eqlUjseTzWaz3W4DAELhaLVaazSaAIB0JpvOZJvNVrvdrjcaAIBYPNFsNlPpTC5fyOULhWLprsVSnz+YTcRad2S8WC3kStl0vVSoFnLlXCYZCQU97nIuU8qmStlbVVDKpiv5bKNSZDPoV/r7fU5HNOgvZlKNh5Vhr3JrhVwlny1l02GfJxb0VwvZUjZdzmXqpUIiHAx4XLViLpeKl7KpQjr50HpplAvNSrGcy5RzmVoxX86lK/msy2ap5LO5ZLySz2bi0eZD2slXQ2kfUS/l9xfF3P6ikN0/1PKZfUU1l67mUvuHSib5WCilosVYMB/2Zv3OtNuSsOuTVk3SpEjoJREFJyihuTgEOwNlJe84ieuY1fU/9jN/cVn9i8uafzzOHLy8qJi7KJ46/9Qzh9hPH1U+/Y7sh+8rfvyR6qfHVf/tpOa507qf9Rme6zP8j3PG5/qMz/UZnj9j+Nlpw1+c1D3Xp//ZKd1fnND812Oq//Kh8gfvyb9/WPL/HZJ+NKkGoN6qVVu1ym46jVq7Xm3Xq516rdOog3azXat2GrUe7dsX74p1P27HqnYatW6jDlqNVq0CWs1us95p1Fq1Kmg2Oo1aq/ooquqtWqVdq4J2E7QatVIxHY82q5V2vQbazW6j3qpWOo0aaLe6PbPr1UIm3W3UW7UKaDe7zXovadBqtOtV0GrclXfQrEdCweSd7vCrE58/mE+nOo1dNlQrvYL6tPy7zTpoNzv12qfl32nUOr27jVoulSxk0t1mA7QerQyrlU69p7zWqdd6tdCu36rWdr0Kmo1e4XQb9V5aj1IvPbWdeq1Vq/Z+Ae1Wu1btKe8V+//lNKvl/UWluK/4BmZLD5pI5fcV3/xk5U7udtiFvak/jGo2Wb7lET1Znz3lMiWs2phREdaKgnKuT0z38EhOFsZGhVmIECduWQSZWx1fmh1aIE6NapYuy+b6xVPnn/r3f6D8+VH1n78j/977ymc+1vz4hPanp/V/edbw/EXTX/Vb/vqK9W+u2v7mqu3/v2L76yvW/3HZ8vxF01+eMz3bZ/jJSf0Pj2mf/kD9n95T/Ju3FEeGpdVqrpjNFLOZYi5TzGV7lD4l3yNXyufK91J4nFQK+c8XJZ+rFPL1cqlaLOxtTD5XLuSqpUKlkH9Ea+vlotPh/NrcodvjjwSDtVLhCxZaPlctFWql4qeZ3T987tr8znF3CeSy+4pSLvNgyg8L8JjJpvcPxUxyX1FIJ/YXqXghFS8kPyOfjOeTsbtJxHKfEe2Rjd8mFklHAsmAJ+5xRJzmkEXnNyi9GolbznOImVYu2cTAGigILX5LhVpTwBZkkCnZ+ohq9bpyqV84c4E1epZx8xTtxvGnNomiLYp8iyLbosihVPkOTQGjK2AMJZyhRDBVSJYKxVKj2Bo0W4vhaDFcLYarw3J1OJ4exzfg+QY834jnG3F8I1tiMFrtJqvDbHNa7E6L3WVzuG1Ot93pcbg8TrfX6fa6PD631+/2+j2+gNcX8PqDPn/QFwj6A6HHiM8f9Pkfs84vZoY/GG6121+F8+t2u3cdpalUqh5vIBAIf+MZf+x4fd98bX7DJbAP2vOXst8XeOzd/LuBzx/w+QNfb6LB/YX/Fj5/wOcLeH0Bj9fv8frdXp/L43O5vU631+HyOJweu9Ntc7hsdpfF5rTYHGar3WSxGy02g9mqN1l1RrPWYNLojCqdXqnWKVQauVItkyslMoVYKhOJpUKRRCAU8flCHk/A5fI4HC6bzWGx2Ewmk8lgMOgMBp3+1FcxWH/j0ul2vmkTvlpptdvtr8bR7kNpd77jtflQ+baXwLfd/q9OugB0Hx7qiXxN8nB32Gq1P6XZ+hYMwe12565Tl19e8qVqOl/OFiqpbDlXrD1e5V9AetVx7/V0thiIpkKxTCiWDkbTvnAyHPvcq7WFcjNTqGRylcdh6ZeVbrfbO150ryTS+WA0Hd6V2Vgyu2fInrTq2VbR2izau+3qV2PsVyL3lkC3293dJR+lV7abpWbR0SpaOs2v6auBu6XRaHYeh0fstCvNsqNdDX55VftE7teRn8g3Ig9yh+12R2PyGu0BkyNotAf0Nr/G7GWIDZncw3tULl/2BBKBcNrpjRbLX6v/aLfbjebeA+gXFqs3ZnSFTa6IzhpC05WJzN0HO79mabZa9/aiTqejNLj9kZQnmHQHEk5/3BNIkLg6odIMwKMORqlcXWGOaa1hCFYEI7Ifyyj2ZaTb7dbre9Rmo9GS652+UNLpjzu9cbsnZvfGMEyVyui8n6pKnFhw9BVdfWEX0elNJlL5r9Lwxybdbre+yx1Waw2lwWV0BEyOoMEe0Nv8KpOXJTFVq/UHKKlllXnbibLnQtSx5g6kgpHUV2/4Z1J/TO6wWTK2kmPlxFwoWwgmiqFkod35dj9ctVqtZusxz92fyBeWB7nDaq1pctw9ERNr3HiWKhyNP1ivweySGT1WZwjP1d6chNTrjc/uNXIajaF6qxk3HWZ7rzm4LPZGF0QcWtgmhCMz7dbWrmZcrtAjZqnVat+R3KNLt9tt7h3RFUzafDGLN2rxRjUWP5qujCbzAIBWNe+yBx6os+y0eboAgG5NwaFTWLzsnaNWNuwJRO+dXlSdFtcDekmj2bz3CbjT6di9kXKlafelHb600RFPZatOf1yk85O5igcZCQAAoNXu+qJFiS5osof4CuvBk4OvHx8IRBIAAKVIFMrUAahLBfz0g0bdu6XbblrVIiKdV/ii85Nut1ur7ZFktd50eCPVejsUL4YTpUCsGE9XTM4IT+VmS+7+ZE9PamFoNbbQSM67zcsyW7Z/aDUcjgMAQKfqtnkeOFp33FZnA4B2Nc3Co+BocuxWfqp2swMAAEDLbjBX9lJRjLmEMk0XgHzMRcLg5EZrMpb5XIXR6XR2l0A2X7J7I7sDNFptpsRC4avzhfvOUxtJbjkw2MzBQuZBjSt5eWTTZOpZ3vHb3eUHPp8EHI5cpQ0ACDndueodmcxFff7ww7/KW6vV73WHzWYzn88XCoV8Pp/L5fP5fKlUumtH/O4oZWc1Md1Q3ywg0HZPBEZT5oq31jDCrrttu0uiXlcy3wSgrRUytyAwo+fWCOazWfN1AAAIOW3R9F7LBs2iWMhPldsAgELEqbPt7u8Nt91XyKfc7si98VqVYjoV97r95Uolldi7lBrN5mOfuz+RLywPcoe1etPpj7n9YQpXxhSpGEIlmSNlSwy2UOHGEsEbeJB/stjc1mDK4U0Y7NGBoU0IBM9gi3q3SlHbysp6qNApJlzwjdnx6Z1ENoKDLw8NzWdboFqMLQ2PG4Npl5aLInDMVovNasFvjvedHU1XOgAAHl8A2drOZu+7LNZqtWuf3x22sqnAudcTdOSed53ehMUT9UZS7U632e6YfQmWUAUAqCTdFBzboBRtbUCkZn/ErmHwta1WkYKCq2xuo5QH31468fFFT6YGOqmZy1ewLEkk5CLCoDACq1yrqQWU4YEbVLacS8RCEPhEpebScGEoqsMmP/PBaVsyp+WT8Sxl855u3mjs0Ys6nY7VHcrmqxZ30uJOaK2RWLqsNnl4au+pMeQ6kvzgsaZQabi92XqjOb6OvzIFGZjdOnZl2mD1AACmz34CYdsbOfPJ4+et/igFDTf6onalYHMDIrWGcgETHI5JlWtug3AbAjW6YmGnchtOKdZb7XxodmRM6010OzUODk7iqJKJoM0ZjPpdFpORiqd6o2EaHmMPxnUCMlmgi3nMFLqwusvMbrdb3csd1upNiytUbzQzmXwmW0jmSvliWaK2i/SB40PbOBrv3ijVjDJr7086B10ugd6TmZjFLC2jAACglaZhaAaTCra5SZeZ0mEXmSqodRoiKoajNLt0cjR6+/QHJ2TudLfdkJG2N5H8RNCOgKP8Ye/G6MgKFOUM+3AQZCARx8GgWmcEAFAvhLFbEKnJjpm7dm0eCwCwi3DXrk7JjVaVWBVLJ7kUFJbEspjMXn8s5HFYjHoSjhFKhEkouM4VNkt5Iq3z02rdXQK5QrnnDjudbrvTbXdAqVI32IMyS3J4BZ/O7N0v6kVXzjGQdAwE3BRrIAvDCAduLHc7XQCaHBxVY9DhoFsYhjiXiVEJtHS9aZEzcCxZ0GnCYdGXjh/DCO0AADGRplBryYgdGIFZrtU0Qurw1WtclceqYOJpQqvNotfqXeE9njurtfpd24fFYtFoNEYikUgkEgwGPV6vzWbD4XAIBKJYLN6viXa7nUA6VcPjU3NTBpeVSBfQaUyn0wkAkJBpCo2WjIDBiex0Ls0ikUP5us8kRBJ5Ia+diMPeOHNilagAoBuzS6YnNhOZJB0LU9mDbNjq+OSK1OwWkrBKc0DOxpN52jYA3VZNQEKRODINF338k6vJahcAYJNQNtCscilt1NmymZiEjjl/6jJfKpy9MbKFImaqNauMuYOgpks5LokslMmFNPT5U5cEaq1B54oHTVA4MZ6IscgUb+JWHhuN5v32Ap7I1y8PcYcWd7haq8fTuWSmkC1UsoWyWG3fIYmGV/BjS7B6/b5PCla7R+mPhDfg+cEpuUT34uuH/+Lv/xmJJwEAOATo5NgEUSDlkvBqnQ6PRuMweJVWh9rYjtcBAA0KDBNORueunptY3bFqxZcu3ZDJxRgUp6fZZDZTqNQHHCRptlrV6udfnq0UAzc+8sMX9vQYdl/K5o6lChUMjmE029Kh6CacpNJY2pU4j87egUAEQjEKhpOK+Qyh1iwlnT1xjsTjw9Z25Fo1YhNbBwA04+sTM1pHwKNhbCNobBIeTyDSWUIlj4FEImBQgohNw+JJRCJNo5QgkWgsmhkJ266dPrkExRfvyWu93qjf04s6nY7F9ak7TGot0ViqnMmX1San3uZa2CZEHvhMXyhWQtEsAEDn8FwcX8fSxf9y4JP5LQIAgLK9voMmcviM7XW4Rmtanx5c2EQgtmFCsRgBQRv08huXLiEJVBKJoZZykBjC+tTgjcklT7IKAEgGTBgsVcpnMLgSEYuGQSE5IqNNyYdDoQgU06Bg45jaZtZx5dTJDQxFJZegcMx847Ohs9vtlit7zNlr9abDGzG5wmRzhOVOiQxOvtknN3gIbA1XZlraIeTzezwqhcNxsc4pNXr1rpBY7YRhaAAA0Mry6RwMYpvBFuFgSKlchifxfHZp/8nTMDIDA4EKFWrMJjxeAwAAj5rDEVhiPsPQlf5tNB6NIGoVEgQCzWSwyejt833nqSIDAEBCQooUajoBh4YjeHI3AMAuIU9Pb1u9ASoKi8dgBVIlAwPb3tqRqh16IRO2vY0hCA1iQt/J8zSBjEch8pTWzu1q3V0C2ULZ5o0AAFrtbrPdbba69WabJzcjaLLr8+h1BOl+y5KZdEGid4gMYYHOr7WFVqGEVrMNQEvC4FFwcCyRQ8Og+BIlFkn0h62jF/qWdjA0LJLOk9HgMEuoAgBQsvh0IgqJpnMoBDyeSGPwlXwGgUyZunphEYozyZh95weTtT0WNSrVWrt9h1Uej4fD4ej1eqFQyGaz6TQ6CoUeGxvb2toSCoX3baMAOBLVDJlnRmGgNAqdJ1haXZ2emgYAqDgCBhmNQDPYBAxLoCAgsN6Qd/76hanVHRYJg6cJuES0wpYCANQzLhyKncvGtxZHJpe2cWisQqnGIxEUKpNJIQ6e61tDkBsAxC0iPI0v5dJRSBQWx+sCAGqJ7dWFqellvkJCwnFCHuPOBgSDZvo8RjiMLGSScXgSicxSywQ4HHZnC6fXKZDbUAyG4XYZiWji9uL4wOiCQq3FQBGe2zv69XrjCy5lPZGvQB7iDh2+mNnh3cIxUVS+wxuPpSuJTE0gt5jsXgpXFk8k7hfXavdYAnGNMyLV+2kCw9mBqaOnrocisVYxhkajVAoVkU5j0cjra8ubULxCwt1YW56fh2RbAIAaFYGJZFLY9QWGSOM0SbchSJlMtL0BTZYeaZG92WxV9hpAe9JoNHrTSQBAIBBgspgMBoPP41c7IE+BBpDLe8Ziy4xchSOTr8HRlJjb6+XxpQYfgyMH9TSfwaWTab5IkIGnuey6lVWY3iBbnN20+SIsPDWSiO8sLnrSVdDMQCan6WKpVsyWqO1muUAoEGPg24vzSwQSVSDUeqwqLlfOpaJXV6FqiwW3vaW3mSELCxKNfY+qqdXvfQLudDoWZzCVb+jtCZ0tpjSGtbaE3Z+3uNPZYoslUrt9D1rXNToCeI5CqbOLtZ6ZdczoAvJH/3hwdBEOAGDhySI+nyESKThsFBo3Mz62jcQyKJxANMTDoGFY9PjwKI0n5VCJq4uzKDKXhtnC0GTVLgDdmk4qWFlbV6l1uO31LQTJarMgtjfm5paIFBqfr0uEbOtrcIfDCFlYkBncqah9dnIhXPhsmtXpdIvlPQ711OpNuzts9sYEWSCrgLxJptabVfao1ppM5VoUrjSeSN4bKxyOywwupSXgjKSESjsMwwIAgFZOyOQxqVSbLyQgkR1ux/rCqsGkW5tb1li8IirZFU6RtpaVniQAwK3hiSQGMZc4cnMMQ6ajNjaWViEitZpHY0lF7MWFbXc0BwDwm8WbS0sElkjGY0p1QQCATcYUqcMAADaeKJVKsCjYzNSCRCaDb6/PL6yQKXSxzBZ2KWZmIZ5YyiqjLW0S6rertbSrBLKFss0dAQA0Wp1Gs1NrtGuNdq3RqdZbtUYHTeXVa3vPBTOZvNzolpijcmtMYw2ubJN67lDOEXAYFLXJo+ExdFY3cm1Frtej1pdESrNezNLZIlLSDk3mAABouEIOgypV2yxKoYAvxsK3FuYXuGIFamNFJDNY1Lz1dZgjkr436VK5etf8tVarudxuJpMJhyNYLBaVQsXicAKBQCAQYLHYB7RSmy+xTpCtESTMtcU4fk3PY3GFIgCAli/iMmlStd0s4yp0DjJ0nafUkmHrDLHGphFINR6DgIBmqgAAtbSLQuRbTPKpiTEIAkvBohbnlsk8kYzHFYskm4tLCr0bAFBM+JCbq9twokolpdFkAICYQ4YisdVCFp3HpmAR83PzeAqHgEQIJCKBUO8yyvkCBYuEXF+HK7QqNl3kcxsZFDYehRBIxFyGgEVGwPDCbDGDXVtgqly3m3F9z72AJ/KNyMPcoTdmtHk2MQwoga3QuyOpSiRZ5SusapObwpElknuMOD3RGew4phJFESIogqllLIkuqtaaAIBOq95odQAAzWaz1agFAv5csQZAOxTwp3O98yndWrXaBaBRzvr9kXy50m63qpVKNp0oNx5pN77RaJb2GkB7olQqDxw4EI/HAQDRaPTI4SMIJHJ0YvLquTOhm8c8Nz6q5fY4ipnNFxE0idkTwzFEKhwZ+9obPH2IwZGCbqder9dqtVa73WjUc+lEPFMCAMRDgWS20GjUuwDks4l8pQkAyCWjTrcvX6q0Wq1mvd7pgkImHgjHm41Gvd5oNRvNNmiUc4FgDABQzCZKtWY5m9jz1EOlWrt3CbHT6RgdkUIqkoxHc1WQqYBQMOxxukOJcqHSInFk3sCDjuRxlFaMOEyQpTfp0Xlq+PBV8v8+cNLm8gMAatVap9NpdzvNer1RK4eCwVKlVq/XW+1Wo9GoFLPBULTdATo+7uy5K/pArlUv+ryhZhcA0Ar73KFEHgCQjYVj6SIAIJ0IByLJZqNRqzUAAKlYOFuuV3KJUCxdLmRiyTt2WTqdzr1fpAMA1OpNmzusc0Y25VGqv4a1lxH6mFzvURij/miZwBQlknuUWygURRD5KCKfzJFvIumL672Rt9Oo1+u1WrPVbjbqpXw6Es8AAHKJSCSRbTTq7Q6oFNKZQhkA0GrWG612s1IIBCP1RqucSwdC0S4A9WoNgG404E8Xbk3Fon5/odbqthr1ZhsA0GrU643WrcKsZiDzQzfn4dU2SMSC4Xi62WjU6y0AQDQQyBTL6UQsV75Vv+12p1Aqf9YUC2WLKwwAqDc7tUanUm+Xa7fIlZoYKr92H3eYzeZxNNEOUYwgSTBU0dAkpNVqAQAa9Xq9Xms0W81mo1rKhyMJAEC1kAqEEvVGo9kCzWohmckBAJr1Rr1eazSazUa90wXFbMIfinV7gYOxYrXabjXLe53oKZTKe56f1Gi1idsP8W0AavUaHodXKyW1JsCJUpW9/ESz1Y4kUgQazUuBifuPXTl5nMnm7rat1WzUKsVIJNYGoFnJ+QLRWqPRbHbajXIilQYAdDutWq3R7TTCwWC+VGvWygG/v9Lqthv1DgD5VDQUveXR84lINFUAoFur1gEAjVqlt3TUaDTLhZTHH2o2u6VCOp0rNJutVrPe6oB6MRMIJQAAtWq91Wo2Gu3bATqdVtXvDVZq5Ugk9un2R6Vaq3yBpawn8tXIQ9yhzRM12LwbaPoWliHTOfyRQjhZ4cmtSpObxJbuOeL0JJnKsjhiPl/CE8iYLEH0YUdvHqPUG41CsbznrU6ng8Fibty4jkAgelcuXbzEYDDm5uZuDFwtJqKFWKRW3jtuqVLjy02jCztijsSMRK7tUMXyvY9sfA1SrlTv7UWdTldvD2fs3HxAW4y58lFX2qVMmjj+eCWWrpI4Mq8/CABotbuOSPne953cwQQEK51DiIc3mJdmSMeuQ/QWx+eyqloulKqPeeWn0+nk8ntsJtXqDas7rLUFRaZ0P8Q1SEz8YczMkVsVxqg3UsIzhMm9Gme1WhOI1VyemMuTMtlCi/W+x1C/Wum08rlc69HOWrbb7VzhsxLI5stmZ7ALQB2AGgBVAMq3yRQaaCoPgKbOU0dx7z7c0W535EoDhyviC6Qsrkilegz/ZfMRJV8o3esOo7GYRCjIsTDhtWHP9CXXdL+ORYVAoYl0QWZvvHrVhmG70vm9n5zcLtcOFntjYvrtI0foVNpXn4OvSsqV2p57AU/kG5GHuEOrO6K3epAUodrkk2js3nAulKjw5DalwU18oDv8BqVWb+QLe78IYbNZR0dHUSjUoUOHKpUKAODUqZPDw8PHjx8fHR1tPuwseKfT+XTN55t9079Urt7bizqdrs4eztj4aQsrIl4PC9djOkbcJHSGS8F4hcCSxuORdKH2ypDy5o5qz1cvOu1mp9Psdlrdzhff3m9+QWm12u12s92qN3s0681Ou9PpdPZ8sadWb5hcYbfLR6bLF9eZSxD26CxVoXVJdBF3qIhjCJOp/dg4v4C02+1sbrc7LJm88XYmlafCMzRUgoqKUpBBIizIJiezFTSV7whX5ii5t26aOMpIZa+dvK9fsvniXa8TtNttgUQSsxn9M5f0Z9+QHf2tfmEIsrHh99pJ8uLLly3H5gI/O0Sbg933RHSz2Wy2mg8+Hbb/pVyulspP3OF+kYcepYnoLO5tPEeosoUSZW+44I+W2VKLVOcksPapO6zW6rm9jlEAAKBQKAaDMZtMbx9+m0gkAgCOHzsWDoebzcbPf/5zg+Hrmy9/SSmWyvcuCHc6HZ09nIn6Y6FQsgTiha7PGwq4XYVyM1fuMAUKq9P76pjppcvMYu6+m75fRhqNhtPti0aj8Vjsc5NIeVR019bLIcKRIP5IEH8kgDnowRxvNVuZ3N5Ph1pntGzRJ6SCFAURw0MTeIjH6ODroq5gAUP/7rjDVrudzn72imQ2XzKFC3W1MPjT/9f7/L+2/fd/rXvuX0l/8v/IXvx+IlnEMMVnFuyHbtrfHLL81SGMP/Kg7xJ8bZLJ5u96L8jtdmu1WgBAqd5MFoqhVIbFF65vrGcz6WSmiKA7f3aQvIESRKLJb7vDe7CUSpViae/lqCfy9ctD3KHZFdFaPGso2hqSKlDa/NGSL1piic1irRPPlDzAHTaanVypUSg38re+4dKtpBNfT7uu1up7Pk/w+fzX/vRaJpMBAAwMDLzwwgs8Hu/Xv/r15OTk4ODg4cOHY7HYIyfSLUgYncY3tgdeKJaLpT3cod4WCCYqfKWfLfPShC662IPiBieQXl8oqzS431mw/eKyyOPx7KkznanZ3V/KTZbLlVg8UW2DXB3kGyDfAIUmKDRA/vafvV8KTVBo3g7QuH2rCeImbpb9e+A913H2dZx9wPlJkPh2vVJNZfd+OtRbA+F0TWFNKB1puTUltaTEuohQHXAGCxjaHu6w1WrVarXeXi8AoNvt9lYI9rm0Wu1U5rP91Gy+ZLCHWo1mMRbPReOZcDwViiUC0UQ4EUlX0VR+OpO5uKD/5/ewHo/v0/Oc7Xb7Vt5vr7FXKpWvzdOkMrm73KHBYLBYLMVSMRwOWy0WqVQ6NT09NDR07vx5FoNaa4IZqDyeuLsGO53Op7noGV+tVL/xL0V8GSmUyvfb2XkiX788xB2anBG1ybUCp6yh6EiK0BPKeSNlutAkUNnxTMme2zM98UcLZnfG5k0zJZZlnDArZiRP/CqCXf2CZnY7rVa73W61H6H/3s8dSiQSKBQajUYBAAqFfHNzk0qhEIlEBAKBQqECgcCDR4feGJrP5a0WWzoaDd/8uJl+1A3RZqP+eL9v9wB3GIqX+Eo/R+6jC90CuefMtvu/DfiGKZH3oZFnz6tEqvt+oUYsiW1iVP5wJhJP+8P/h733bpLjSvIE8QXO7D7GfYCzNTu7tbVbL1fGWQAAIABJREFU27ObPdu7td1bmxux1rM33SN7Wk03u9nNJtlkN0kQggKaQKFQKK2yVGqttY7UOlJEZqSKVKGl3x9ZBRQ0QAIEpxduP6uKfPGE+3P35xEvXrzo9YkH+lCRBP5ZW9/RNDMa9NQl+L0bLvjgnA/OOoWzXrgQgAt+OO+DTz1wzgefuoQ/WLmzLuV8AM55lfN+uOCHsxGIBlxM6O+h9zl0LkDnImAfY+Z/flo4LDSb+NQbRX3xuieKusI1R7Bm8pby6Hjf6Hk0HA77w3a93cN6GSSTTqXrtbrdYkdr6NOFeiIpiizLsvzKt0V5KBwSEzKZb4oKkCJMeBizQNAwoGFAKtiA2dE6QJHyNULnSAPcN7nJeIKhWLfVLRfKsUis1Wy57K5sOvuKeT+mR8MhQRC7u7tra2uXL1/5+OOPf/3rX//t3/7tD37wg7feeiuVSp3kerhryRk5lwIto5FQpN1q+1y+eOzrP8KXJVlRvgUdPpHehMPvFD1rV5pyu9zAjywBtTUYSFS6I7FDCIEkmihgh2Z/73Fr2efUxMft7qzSGCCFxt+8f2Xlp/8A/9f/WPr8bQBwGyxjCdIee6Ex4RlqvvhC5JmE1xZNNajZVJDlrM/sCpcBgGM5AJC50eHS1XOfL5SxwYykAGiXztQgZgCix2AessBz3L0xnmFYYvTy999aXVmNxWPlUvnSpSuXv/yieONDtl4Cibh9dalLkX6zbSIAz/HzT1goEmc9PMjUxwCQcGhuLaxGCxjI4uR4VYg8mcwU4Mz7B9UBo0j8ZL54UhGnUxKA0u0etGcyKNJ8USIA8LwgCMK9Fz0nM/LRORZZlv3xUr09Shba8RwWTreimVYo2/6Ly8i/OY/+qw+Qm+oIKE9c6uJwonpnNpiqJrP1RLZ+d8tRKh3fLA7Q9PLSqj+Rcej0+eYIABSZdRtNXRIEnpcVkCUJjsNh39CAv3x34fsrow93Qv/uex/+h19sv2cY/tmvbv5CC59F4b2t8P/+X//wF19YfrFe/9l185/80/m/+O3O3y2kv3/WZDYZ+fgPeeyiUD/P1c4B9jFm/TlHs33iMdpkOd4XK9XbRDLfSuZbsWwrnG6GUg1fsp4q9+/umh4Nh0SfGHQG/XYfLaMHewcGneFo/yidzgJIlWJFAGhVyyNKEIXjxc+SyDerJXww4zlOVhSsnG/gUwCYrwoROTIZ9HoC8RHJcrwAMl3Jl2ccD8BXCmVOAeklbb4lilJ/eH/OcziepYoYAAgycCLQPJAsTBmY0DCYSjtaB8ceP4s6fXU3GU/67X6/02/X23qtXnOk0Wv0fp8fABrlEikoQ6zWGVCyKHCCCACKLPZatXprIPCcJCsEVi3VcIB7Qinten3KCJJwvG5WFoVWrdQZUIoiS5I8v7K89+r9YDh6dNeI4XAYCoVcLrfb7fZ4PD6fz+12F4vFp7xSPJvOeu1ev93HW7jVZD3cPzTpTXabHQAwtEJQ4rTXbLRHiiQev5WrSATeqKIdgedESZ71W/lSEwAkSVQAAEQ0n7DZPVh/zHGcAtCqlnCCkgE6aHkw5WX5le8BN51Rj104/YZeCz0tHIqiZPUhZndU7wjpHCGNLXho9h+Y/YeWwIE5cH1lfzx64v5MtdYQbROZEp4u9XassZVPP2392/8BTwQBFNXi6kCGkP5Ap9HfvX7jzuputdG0ajYvnj1nCxWte3e/WjvYunHx2oa9kfO895v3/bk2ADSSDrUpyQzKn58964kjG9cvX71x2xGJ6VXqTD79+Ye/3bFE56ZLM+zwcQPoN6FBf/D+e+9+8OEHpWLp/PnzFy6e5WQRAMRp/fLvPtL5PNpdXTafvPDB7/Z0Vo/NpDdrP377bZUrDwCO7YWLl+7maq2IQ3vz+mKyhmVD5oWvltxh32fvvW8KRlWLt6/euBXINRCfbuHmijvkPvvr3wbLmGXr+ocXFkeMBAA1FH3/gw8DweCcn8mUfOxFJZKvaSwetcmlMbs0FteR2WW0u32h5Pc+D719yynQT3uSZDDmDI5MNIu2sFE8h27qw/EUOj9Vj9oX1g6nFHHlg/dure14faFQwHTnzm62kL308Qdb+zp/MisCMAwzIsbqNPH/vHXlv34Z/MUN43/80eJ/+tmt/3bJ/ac///IHC4VLaXhnUf+v/uRn3190/8NF7b//f3/6b/7q7P/5Zz/+k19t/d8/+GR3bUnJ/XMj/vH7v/6rgPYt6J/FbG9xDNsfPkabiqKEkaLG7FGbXXMcmV1HJteR2bWns+/r7dQjK4QH3UEP62F1rN1oJ6IJp92p2lGNxlMALhFJ8gDVXCpfKET8gRiSHU3G+XTC5XDWO0Q+GYym81GPPZZrDrCS0WjrjGgA6NcLxfqQHXdcDlcLb0e8nmA4Wm9juXS+12/bTaZC/SU8oxVFsTe4//LPjGYNrrjJHdHYghpr4MgaOLQE5o65pXHd3dGJj9v0a0yMu61up9HB6lgulXM5XXu7e416EwBy8diYA7yaz+YK8VAwEksMxmO0mPY4Hblqp15AfBEkHfW5Q7kJgVmNpnJrCAD1YrFWK4d9/lAUISaTYibpdjirrV4+7vMEk/U6mkpl+5PjCYz+48Lh16DpZIo3cbyJYyhWypVcTtfB3kEhXwCAciqBT0UCK2ey+WQkEo7E8NG4Vc37XA4k3+jUcp5gLJ+K2N3x6aTvspgylTYACGQ3iZRkiYn5ndlqq4BEvJ5AodaoFHLNdjfms/tjhVe6GGk6IydvwuF3hs4oTyYAGI2npQpaqtRKVXSOchUtV9FSpdbCOoIgwMm39x4qWK7j6VInUcSDCHbxlvZQZ8X37wiiBMDtLi01Z4xbs7ev2tVbAiG7YWdXpTG4k37r5o5Oq9m+cPHK4ZE2WWgaV698cWMtX+8DQC1m0+kDhUzk2ufnF1bWtzYO00hsZ3NTrzXsb62c//RyMFWeN03TzHxy6SmivRABgNVsyWVzy6sr6xurh3tbn129U+/MAIAZFFQbar9Xc/GzhaOd5fPnryOluur6J4taj1d/lGvRAGDbXVbbkckM217dzWaie6rDvd3DbA7ZV+1pDozVRnF77aiSi26v7+ztabKZhGpXpT0wYZ3KZ7/73YHJOeaOeSgWi6Iozo/Hk9n8ovJRVhVZAuU+FFkCkIfEiCAIUOSnyGgwZm/cddi88WKTiIfSBXf0k5vb1WodAACUctSyvr2t2dNVW92DpWuHdpdFqzvYXv307CV/PNXs9GQAiqZnFLuwvf0//+mv/vVf/f57H63/r//x1z9cTf/lr8/9b9/7zb/+/udnE/CbBe3/8YPbH/p7f/XLW//5Jzf/+vPoP57d/fuF7J/+7PaBxiQm/gl6nxe970iNc9D+GLO/xdJMb/h4bQKAIouKLD0EUCQARZblhzL3Oj0MxVpoq1aquWyuQr5QLpUVAFCYRDhGCUIpg6TTqVINqxWzqRRSqDRb1RySLubSUbcvmMnkusQkFXQFounhlAWALpovVdpdrOZ1OSOJJJLK4+0GkkQKhSISD7vcwXZ//M1tTxCOw+G9lAExrtQaFbRRvYd6o1pvVGr1Xn8gSdKjlRBDolVrYShWr9R9Ll86lS6XyjzHAyjZeLQ345rlbDqdyuZrGFpCUql0toxj1XgiUypmnC5POpNtdohaNuL0hDvDKYCCFovZLFKqdrBqIZlM5kt1rFZE0mmP3VFGW/16XmdyMfLx94t6A4Lj+W/okgAwHo+btSZWx+qVesgXisfilXJlft1TScebA6qLFtOZVCpb7jSqSSSVThd6nWYiipQrBZfDhWSyaLPXrqbsTn+rSwAAN8URpEgMu7Gwzx+KJJMprINnkEQul8+mEKfNVam3xW/C9LMkmkxn87doXlkjb+gF6GnhUHnWk/anlMqU6nZ/WutM7eqiv/xoQ6VSD9e/YEZDAEBzwbu3bh5agtWs9+x7H60fmIkRYT7cuHV71eMP7u9u7B6Y0vGg1uKu5iJbW9rOhAWAbhVJIOVswnN74Y4rELGr9766tZxC68lAuFzJ767t5OrHi9BomhkQo5drYcLJtW29Q75/O/93F3J//nGmOeBEEvO44/SkvbNzVK0XdjcPkWw+GvSGE2m3WW3ypwEgFXBXOhSAkg4Yb311t9yf1DPeW9cXs9gg5tBavb5YKNVplWOxQj7pWvhquYQP/Mb9cK7sNR4anXHxwY/9KifhcPK4cPh0lT1FQAAgSf7mgvPnv1q7fteGuCODd36zd/byod4BAON2aXdj1RFJRZ0GTyyjWvjSmmtlQ6FypaDaVGUKxQCSFhSgaYYcD77YMvy39emP7/j+07vbf3OzdSEi/+U57a90s7+6qP2JTv7VWuwvLyCfpuBvLlj+/A+Gv75e+fFX5v/w7s6fn/Wa7A4+8U/Q/Qz6n0H7IrQ+xpy/ZGmmN3hiOHx+YQEAa2KFdCGLZJPRpF6jz6Qz2Ux2rtk+Vo0GQwW03cNKNrMjVajRDJVLxcPRZL1eTyVjmXyl3USL1Wa/jSLpEi1IADDuYXiPaDfKkXAUbWLFNBKKJPvjEdZoDfo4kkgPZ8zXNLhTbAuC2O0TpyV6Ua8EgH6vX8gUcqkcEkNMelMsGstlc+SMBIDpsB0Ph9L52ohoucy2WCpHM3StkAqGolW0nssiyVSu027lCmVi0EkmMiOKA1B67Xar1cD74wGO9frDYjYZDMW6g1Eln0EbbRxvVatof3x8g/6ywuGIGM2lSMVTNpMtEAgUcoX54jh62kei4WS6OJl2vVZbKJ6e0XSrkgsGw5UqWixk4ol0p9PJ5goE0U8lUvM7V4EeNeodYtCJRsLFKtqoFoP+UB3v99qtXn+QTyHNDvHqIhUAjKez+Wu1r6yRN/QC9HA4fMitHnf0MD16BgCqzc7dXd3C+tH1lcPPF/ej/hB65wJNHD/OUWQZACbtcjxZeYpfH2eVZeVZQwCAIp1ko2hmMHxMOHyyBM/OACdxqEtw792M/5e3Pf/5bWf7MfvfKw/szajIyoNh7ElSPin50Sv9eT2jyXT+buVjZXiKjE/XI88JxWIvgdQdzlj+QK+9sa42OABAlmXxRK4pXtFqLdSpd8jviUzRdL/XSw1AWwZjDUw1MNVAVwRTDYxVMKFgKIGhAqYa6ItgrIEJBWMVjDUwlEFfh2LGR0Z/CN3PADsP2AVofYS532YZtjt4WJtfQ5UA0Ov2YpFYJBwJh8LBQLBRb6SQFM/zJ7qSAYAkup3uEx8BnFjC8Y3nk7Ldy/3QHerXIDgOh8MHxXnIdp7RNQAwmUwSsUQ0Eg2FQn6fH62h6VT63mbZiiIDAE+NWq2nzO4qJ0I9Q/Z7Sz3vtd7tDx8Nh6e79NkyzF2bpJKJZDQSDQVDfp+/Uq5kM9nh8GRbOEUBAJmfNRude/w9wuixi8jPFONElq+vvGcRvAmH3zE6I58iRVEm3eru8tL2oWXCAwDws24mUwUA4EZIPCudspJ7FlNPBzzRnHKy0G5Oj7UtBeBeQ/d95n7jyv1/sqzIyr2cDzF5Ov+DiTKAQlJ0f0DASVunRGuVq097lYImWvl8Ax5t8gG5FADIVXtNfPJQE49w+5hq7mW4L+UTpHtUxlM8wGg8mXvRQ2UFepTPPHyF8YDPS7MMkufvr4t8uOY5BWMZZyRtdkfy+fI9vRy3clzpQ4LIADCbkXj3iaurnkkkFphF/x76FwD/FPBz0PkQ9/1S4PlHl9KM23W0+bTXCmddtFh5/tdmvg49pvteASmKwvMC3hucalFRFM5rtTYJDmTSYbEMTm9PxI9Syfx8Hvk0PY8U8+Dw0kUAgG5/yHLcKWNWFEVJh9zxfBsAIk5zAT+9eFjKJRBSfESGJ18WP5gJHlPyO0kAMJpMR+Ppt2ZOb+jpdObBn4rIM5q7N3SefD0dWNs6qpUSlz86u7qjLlfSqg1Nu1O8u7hcao8VBbpocvX2SrxYuPruP9/RRb8jJjgPh71HwiEANJCgyeT2mjW3l1bTaBdxmzyJKjWqrSyuZMoVp+7o9tVP3/ndlTH7+CAky7KsyIoiKyf70Xwb8jyOAIB4XDgEAIao6Q5M0ZDr7u1Fe6zYzEc15iDHj9UbK+5ENum1baze+sVP38n2yMfHQ/kx1/7PyZWiKBzPI5l8OJGPpiqxFwbqdxtC+z9KGt9JGH6TMPwmrvtFSPMBho9z5U53SOEDco4eQUecHrUh5DZbri+rso2J32I6sKdbzerS8mGm2rbqDBc/+ejXH9+p4vTpgviA7J4C/nXR6U8HxPjbsfZ5OOw8EA4BgP7y1/+8bi/R3fgv33q/UMcONlaRaitqM+iN2u2VLX840h9zT72u+/YIAPDe4KFwCACaG5/8/qpa4kZ/+NXP7bGqQ7tti+QqCb/aYNhd2bC5fNXW6DsiwisiABiNp6PxYy6s39BroTOyJJ2CDABBw0EEaeSitj+8/wfV4eH+gSXsNG9sqaxGy/bd6x/84WIohwFIR+ur0WR8f2d7d20LqRAA8GBVrwegyBRF9wejh/gBgFY6ZjUalpc2Al7HjsroNOsD6YJl9+Z7H1x0eSyrd3ZjEffengvmM56PQBJFQeAFgRd4nud56TXKCMpoPB1PZjBf1X5fdmCIuk1v3lxdcXp8u+u7fp9bZw1mAtp3f/mu1u7cvL0Sisd2lvdJAJAfEfD4QFRkRRCE4y9mKMpzSqooMsOw+WKtXgpWU0e1jO5FgeaMaM5cyxjvoZG3NPLGZt7YeBDNgrlVMFaQo0L8EM0Zq8hROaWt53TF+CGa1VeSR+WUtpbR1XMPF3wJyBkaeXO5UungvW/H5nmex3uDU7oGgIl6eXFj58Bs068vbUWiicVLn95c3tq6u5EuFc/9/EcqT+474o9zc+32hxzHKbJ8kigDKD7Nzp2lTZPNuLG04nZGjnYXLlxa2Nva9MTyW5+999ldraiA/IiV/jEBQDm5O1RedVtv8Dw4Iz1AMgCELLo4klfvrX3xxRWd0bz61c2F5c1QPGIz2F1W9Z0VdXfGAsgJj/72jVsmf9ip02YbEwCQvgOkKPK9u8PT6QCA5RCH1WbUO+r1vFHvRkK2lV1D3G+6vXTUbBUNanunVVhcWCVoSZHlh6oVJRFv43gLbzfa7Ua7kCmUSiVFUSRJOj3F9Aze4PidrHv5nqfUowSgEKPJeDKdx6pTsgMzajnNDqPeWG7WLYf6YhFZWFhDUuFb15Yy1ZblUNPAu1sLN3P4BJQH2pUVhR8nyMrHFPrxpOfP18h0AT8wBXhBkO9Ntd17FKrI8yIAoIBy0roymlK1UhyGOzCxwEwPYx1MDMCYYGaAse7470gHEz0wJiANMNXDVA+kEWYGmOhhZoCxHsZ6GOlhagTWDKQBRloY62Gqh8n8rw4mehjrYKyDsR4mehjpYKw/rnl88nOiPz5+6RgbYLA/aRhK1c7x3fOL6u8FieP5Tneg3Nc1gDI2H+o8TqfZ6wlaLSrV/tUvv9hQHRk11jqG7t5e3NYZG/3po2b8WghAwXsDluVOmboMoHj1WrfTq7fZwl73/s7ewq1rd1Y2DVpTrta07a4vb+8jJUxRvhMivCKaX9cS4wmA8uzcb+jV0xlJFI8hifNrMY6heVGkxn2s0xN4ftzHOz1CUWSGZmWRa6L1Kc1KkqRIHFZvsKLMMzTHC5Ik3q/q9UGRpRlJdvsDUJTTQkmSKHAcyzAMw/A8x7J0v9sZkxwoAlavj6Yky7KyJA4HXZoTZUl6qFqB5/ud3oyYjfqjUW/UqrWymew8CtLTUbc3oBlmvu/MvfeUleOZR1mWZUWWJZEnZ6QkSSxNnWzvoogCx/PH8UaR51vuyM+UERR5SIxH4wkoJ5kl6VhMkWdZlmFonuc5lhkPe73hBAD67VZvOOJYRpLk6ag3ntHSgzLKCrDtPRq7xA6WytGLkXhzOmK+//b5lT0DAAw7zXQ6O2U4hiRn0wnLywDA0bPJZDKbkve2ChpN2XLWqQz2YHpI1pe4/pbYWS74L7cryzDZmqB3JWJLIbYEfKUculJNL5CtNXmwPigv0u01ZbhBNVeAUsFkSyG2OOxuIXC5kb8DMxXMtqjmMoWtcfiaNNhgsRWutwmUCmY7CrEF1C5Qu0BsysNvB+vKWENUd7O5JkfO8E6bE48vEeY6hdP/AKT5S+UnE+wvas+yJHIc18Z7inzKMCSBYRhJkkRR5FiGo2dYC6NohmUYnucEQaTJyZRkpEfM+LUAFLnT7TMse8+tZEmSZYllaEEQREnkWYbnmG4bG01IjmX4ObHUaDz9jowqr65niNF4OBrfd+Q3eK04Ix6TBAAsTTEsd2od5X16cDHd/X2N5uvxZEkURXF+ryO+VpJlaUZS3f4QFEUURUmWRZ6jaPp4j7R7OzKdSHK87cTxapH70oqipCiKdFItz/P9Tp+e0JPhZDqcdhqdXDYHANxsEPD66u1eu5aPRhB8MFEUZdBpdfojiiJphiGnM4ahZxSrSDOn0YT2BqUUMpixg3ZzOCWbhbg3lJEksdftUiw/JXq94Xg+zD2FFEUZjsaj8URRZFEUJQVAFkmS4jj+eP2noiinVCjwJ29AK8rx6AyKKM6D6LHKJAXYvp0svQXEuaLv7Oqdr6yqWwEkf2P1CEDcvn7l6o0FkyfWKBZ9Fs3y0m6+3kER38GhOZepsjwZ9fraY5bhmGrBBf01GFzfv/Y34fgXdctbd774h82Fn6GJj+588fet6jUgb1bMv7jw/v/n9XxQCn5kvP0P5z/9wZ1zf2PSv6u98Y9G7fv96iWgvkL2f3Lxw+/Hop8K2CXv7k/Xb/6sHP3k8NrfLi/9suj7A4FeQr2/y4TOyZ1LJdfvIq6PhO41Gb/yreCS0l8aNw4Cybp9c+nDi4skLxRz+TFJ1Qu5Zn/Uw2pVrE+NetFgIFfvAohINNIezbr1crU1eKZyH6V74fBUmgSgMDQtCA9s4HLiocr86feLNvSKSFGUeTicy64ASDxL0bR4suWifHqsUWRREOVTkxCKosgv3mn/IkhRZGI0GY7GiqK8bl7ekCiK4hlREARRBEXMB21f3VkKZFBZ5IjhSFZAZGliNBGlqWFXVenTIPEUzSqyRE5GFMfXEa/OHJZlaTIacYLAsgxD0yRJCoIgvj7Ikjibkd3eAGRZUZRRM7N45YbeGWBFZUIMGU4EUCbEkBOlfMBqcadlWR6PCJoVAJTxcMhLMuIyOIJFAKBISpLkebW8wNfKtUa10ag26pU6EkPSqTQAiCxVzCbR9qBdywZ8oXAkhtZRJBFPpdLxRLKYz4ZDoVQ6U20NQJrF/X4kn0vGU+VyOZVIpFLpZDQUSZY6jbz64ChdrCDhULUzVCTp6TIqsjwkRsRoosiSKEkCSRj21pdVR7livZaPqw8MQ5qdjseiLPj0R9FsrVFGWVmZEUOaE0CWZmNiSrGKJDLMKZWJoiRMMrH0xpIPcX2F6L+3/MXfRXLtxS0dgLB57fLCnS1vNOI06g92tu8urmxt7RqNJvXegV5rsZr1uxubexpbxG3O+PeA2homfr917e+0mt+nze/fuvDD/Y13Xfr31679yGq5ANJ22fLOuff/PhT/zLHzm4UL/7S3/cHWlz+2Ws9tX/rx8o2fr6/+DpTt5MEvP/vkn9HaV+6dX6nu/nrt9lsW1W8XL/xwZ/v3nv13HUfvHy69rVp9x6X+7c0LP1268tNg+BpMVuX+3VeJJbl3S+58qfRuM1317TXjwpdXdw3hbEDzkx/+7NBsvH3ldiSd/PJ3b51f2NDsbCzcXFxe2/f7Hcsb2lYVOfv2T85e2yRFkMUXM2mO5bBOT5HvWYWkyLRu/e7KzlGzT3I0OaGYSSd/sGciBYmeTiialUWRZbnX6IYPmWsH7zMMI4miJMMYK60tLx5aXGgNQwJ2ozXMssxkSorsQLt7VG3h9SqmKBIxGAqyIgvciCAYXpTm3wD744IiSwQxHhJjRZZfOzNvIArCGYEXJFmZ4iXVrp6WASTWrdu5dmUxViwcLS9evnrzyKg7+5t37KmqXfXVH75YCnrtN764tLSl2r17/ZNLazGPZXlTxwEQQ+LTcxe2d1SSJAmCOF908u1DEsXJdNbp9hVZVgDwgvfjdz9xhJBaIX7n6pU9c6jRyK/cuLZvtG/f/PyLO3tO3cHlLy6tHzlRNL109eqR1bl2+ezlNUsFcbzz9rvedANAEQSB5/lSvpRJZsKBcNAbdNvd6XQaAASBn466Ab8vHk+gWK9WyCBIOpPJZdOpWg11uxxpBLG7fSNGllgiHk11OqjJYM0V8rlcPpNK53KZbBGt5hMuX4yYzpqlbDSZF2Tl6TLKktwfjobEWJYkAEh7zWZ/FgBa+cjWnZvv/PrjAtZW3f5ieU/31ScfLh9ZXGZXKpNYuX513+xLBu1XP//yxp2tPsUTw+Gn587vquYqEwCUcFi6fHkadqz2E99/5x//3bufbd3Z1gPwGzcWzGbbweHe0cHR1tra9o5GfbCnUWv2NrcPVJqjgwOz2bK3rzXtbSecOyDsO7d/89WVdxduvb+/8dHyncuDvm5r4Z07Nz64dutjRowUrBfV6mUAj2H9Y9XKJ+HgZvDgrNd3R3P3fKO4vnXrPEAsevjx2trl3lCzt/CBVXtxbfHDo53P1BtnbZabrv2LGtXn+r0LRtUF9e4Fq2UpY/vcZN0E0SvPHM8N59fBxCgTuwqhIjt7Nm/WenDojlZ82pVLX+1Wq8jOuq7VzJ7//blIKm/c3U4UUeu+SrWzc2SOYXnv2T9cDKdKvCiJwouZNMOwWKcrS9JJigzy5M6FsyuH7kYlsfDl5ZtLa+qDzQ8++DwQcN26fG1La/K5Xf5MHZRnGNK35JKSjHV6NM2IogQyY9rfyzTHABB3mW59du6jz1c6aO7Lc+c0Bv1H77xv8vjdtmA84rxx6bo7mbUfbH35+aX1QwenKC/ab999yJI8IEaD4UiW5NfudFE/AAAgAElEQVTOzBsIvHCG43hBggmWW109nImyMG2sLW0h8eDW5tb6yn4+j2yvru/t6mqN8he/e//A5rYe7Zq9Sa/hcGNjx+pE8GZ+bXW3NWZBUQrF4mA4FEWR4/jXBUEQxtNZp9uXJEkCaKZdN69v9oZji2rDF0tqdlWq7W1POGE82FPt7AViOdPOZiRT0G5tbW5sBWJJ/f7u3u5+JFNT3/nis2sreRQXRYnneZblyoVyPpX3urxOq9NhcSBICgA4hiwXcuVGezQcDEfTYb83JalmOV+stUWBbTTqoxGBNlqsIPEshXd6HMc2G80pTdfy2Wqrz1CTShWdTMalfHEwnmD1WrMzFIRndKAoSv0BMSBG8+mmqF2rdaYAIOs1bKxtqY9s1Wph5c7Vzy9/dbCnSRVKuu3tzfUtXyRh2N/dXFt3BtPmrdVQaQigFArF4XAoiCLH8QCS0dD71S/DR+sfe3f+7Y+/97+U6wOSYkRRQPyOXZW20R+1atVquWQ6PPAmisQALxaK5VJjNOro9/azrfGoXS6nDmFmqFeCAC2GiKYQ55AoA5+vNaIAOFYPUGxj2gnXGylFqbcq/mrJ3+3m+zVXKG6rl8OTUbpaCClyh2h41KrlcDY0bPrURxtI1tdEI516MBwxVorB6ayQdKncYTc5RpqNxAALYZ2sojRkAX1u1L8O+IrM5oFJztpbZkcmk0ijLYIaYyadtdrCyoUqy3NxryOYKDTQaqc3qBXLw9HAbjKXW52Y1xFMlAVB5F/QpGmGabXxU24lKSKxeuV6qNRtpp2bKhvit62vbRlM/lTYqjHFskH9xct3miNWFoXX6ImnzRXrdEmK5nkRFPpoYyNRHQIo5t3N7Y0dhy2WRQJfXvj0q7vrmkNzsYDsrGxubaqS6eTu5uba3c1UPrdxa7XHgsS/flleds+I/eGoPyREUXrtzLwBx/FnWJZjWV4WuYTXdHNxMZSrJn3GG9eX07VqwOGrN6t+T9hmOHDHMx7jgd4ZzSPhRLaajgRDfv/eoTqXSS4vb7XHjMDzsqwIgsiwLMtyrwscx48n0zbeF0VRkOROFXG6kwDQa2buXr+m9aQGw8bGzeuH9mi9EFOpNV6Hr9JsBhy+cjW/duOazpuqpgN7ensu6V9bP2oRM0EQWI7jOD6Xyfk8Pp/H53F7rBZrsVSSJInleFGSJUniBYHneV4QOX6eIrIcJ0oSLwiiJLEsy7K8IIosx4uSxHG8KCuiKHK8IEkSxwuSrPA8L0iyKArP7EBBEHsDYjAcCYLACQI96Wt2V1d3D4N+fyQUN2j2LS7n6t3FfZ0j5LFqLFafK1SuFTduXte4Y7lkBCmgMY+z2BpLIi8r91UGIG6uN//sv6gXL/7TxZ//T7/52V8DgCCKDMvNn+2IoihK9zb5V3hBkhVFkiX++AmWgrealUJEmWwB45anZoWyAW8H2izOzMBYxakRWJs8NSq0FRiLODECawPWBrQZWDvwdmCtCmUBziZODApjB8UDrBUYG8hu4GzAWIGxAe8A1qZQZhBdINgVygKMBRgr0GZxanz1MIkzuzxSTXFTIlklBqQgCPNPOkiiJMkye/zJEUWUZEEQJFkRBHHedfPHZF/DOyiaabVxQRBPUgRJJPUbdxfX90KhQCiSLeeSQX9Ec7Tn8ngTWazs2zu/uC8CcK/PDU9DFESs3SUpmuU4QZT7aG51aWHf7PK7/dFgUH10aLVZFm4u2DxRm+HQ4vaE/MlCNnjzylfBQjnq9lSaDbfZOWQknnv9srxcCILQHxD9AXFKuW/wOnGGZliaYWiGE0SJoiiSZnhBZFiOFwROEBiW4wWRF3ia4QRRJEmK4QWO41le4AWR5TiSolleYFmWYhiaYV87GJYbjSdtvMcLAk0zDMfzgkDRDMeLLMtxvMDxwvyAn4cBXmA5jhPmP+fpAsOynCAxDE3SzOmaaYZlWJZhOZbjWI6j6NcjMscL3f6wPyA4jqdphuEFQeCnJMVwx/GYZXmW43lB5AWBYdi5dCdSz+UVWZZ9iH+WZTttKpPp1WuVbDY7GA5ZjqOfW60sy3WHo1oDB2ko04jMZP44QacVtkTRTDiSxtsERb9ydZMU1cQ6HC+cpDA0w3KCQJIkxfK8IMx1zXEcw4mSQFrU+/EKLonCK+LnRcHzQquNT0mSZliKZnhB4lhmRlIsL87HEJbjWY4XBJHjeZrh5hNX85GHEwSW5XhBZL4bw8vLBcfzvcGw1x+eUu4bvE6cISnmGDRDnQbFUDRDUg8mPgH3K3ndoGiWGI2xTpfl+JOUe6cekOi+aNQT0h8U7bsjNcPy3d6gNxgyLPck3h5l9fjglH4frZnlWUkWeEEWJWA5gaTo5+eKZji8O6ihdfjvgCiaCYdT7dZwRr5ydc9Iqom1WZZ/0M6fqGhOlHmefyHdvVKwHN/E8MmUfCbzD5vrqb+vXYpXAYbluv1htzdgHlTuG7wunJlR9POCpBnueFpvRtIzkqZYjmHYGUlRDMew7Ix8TClOEBmGmZIUSbOCJB+XfbhanqaZB9JJmqRZluMeW+dTQNLMcDTGOl2G416o4EMskTQnSLIgCOQjp2iWYxjmUSlolqcfTX9JuDe6zSiaZjm8N+gNhjTDPl0KiuFESeY4jmJYhj3pZJImaZZhWYphKfrpDDOcKHEcNyOpeSlBkgVRmN9WMixP0ceCMyzHcFwH79fQBgAAKBGXFZ0q43py6caCwRVn2Ynd6pxJAADkoL63teWNZ/F2j5EAAGbdajxZwmr5XPl4o1FZHOu2No5MtqkAAFCIR/OFVq+DRsMJYjLGceKxUepbI4qmQ2EEaw2mr0bdpzElqSbWYdhvYM8P2zb7iLcyDMc/bOovCQzHNbHOZEq+FOZnFMOLkiTLJz7IMBxPUcfDyNwgH5GX4wWRpO7Z6onsx13BPX74ImmKYWmWY1iOotlX4do0y3b7g25vQL8s5b7BN8OZKUk/JyiGqZVKLnconqszoiJKIt7udIakJMv9Ll7HBqwg8YIwI6nJjKI5QRBFlmUrpVKtQ9AsPxsPA8FINFunOFGUJJpmaE4QREkQ+E4b74+ok4lNlhMlQZRmk1GzPaA4YW7KU5J6HiZnFDMkxq02TrPc84v2cCU0Oxr2w6FYOF0ZU7wgySzLzv2QF4Ret9vpTzlBFESJZdkZxfKSxAt8t9PtDmc0ywuiSNIMO78OmD0X288BihhNhqPJZEZRDIf3Bt3+kKLZp+SnGI7o4W5fOF1u9YfjNt4djCmWFwVJGo+G7e5oOBx1h1NWEHlRICmGFURBFCmaYXiRZdkpSZPkLIOk0+U2zQskzU7GRDySCCWL3eG02xs0mp0pIwoC22xiTaw/IGZ9YozWmwAgMqOjreVAESsEzPt7+t2N3Wg6tb2+lscmAFDxG64uqaacmHQ7LA5v0O/fvHXh9+duuiyaC59cXN7VkSJIdOPz9z7UOqPj2UC7u/rpJ59ZnEHz3tpvf/17dyQSi+aKad/CjaUchgf0Bzdu3DQH899qOKToWDzTwYY0J7Is9/K0/BhMZlSj1aaZr2/PDznIiCDqrT4jSoIkMSxL0jzPM/V6e0xx80fF8+ub2fN53DNBs1wT64yns5fC/HQ6TkSTTl+sho8lBViWQlFsxkkCz9TRVm9ECZLEsux0Rk0phhMlXhCno2E6Vx5OGZphcaxVaxM0y9MsSzE8RU6xzrDf77e6E1GWZiTN8iIvCCTFCpI0Go7wXr+ND4nRBO+PmfkpmuUEkXruEekpoBgW7w3w3oB6Scp9g2+IM9MZ9ZwgabbTKN1Z2A7nW5lkMlnG0mH/yoY+XmplkxGrL481a55QjpjRDMuWcxm7F0HR4qXPboUrhCTQQafHEkhWWv1uu2mx+Gq9EVosWuyBTBXdXV7T+svDbssTTGMdPOwPuSLZZMR/deGghnXDIaQ1nJEU/TxMzkh6MA+HDPv8oj0EmhPRXOzWgsqXqvaHfZfNm671SHLkcfiy9bb1aH9NG6pVqlabN17qTCcDl81XaHV029vbZmQ07Lr9yXZvmIgmCo0+RTNfm417oGi2WKqks/lSuTaZkhTD4t0+3h9S1JMrJxlyQjjMTlcsX6s3kURyZXFdHyjWy8VQqhz12G+u6lPZUrnRL2VTdm+qPx4nw1GzK9LqT3JJBCm3KVaYDDoHqkOtM1qt90Y0j6O5pcXdHY0zkavlcnn9kV6l89bwrsfqcPiQUg0vZFOFfBkAcn7tlxcu3lzb8Tt1n3zwhSeW1R2sfnH+wqLKLCsAipQLmfc12iOVJuy2vve7s7F42GyLpoMWsydm2l5PYTwwjdtf3kJb/Zxfb/XG/Wb11tbe0c6uVueulZC9jd29PW0+h+zt7GwsbyOp+NrdPf5bDIccxx5pnNlCO5dMJYst8hsY2zMxnpKNVvub2PODXsy10ZLVES+WihabL1sfjIddm8W8tm3rEEQgmMgWa9Vas1hGB5Pn8rhnexPDNlqd8WT2EmojaZKmIi7bnQ1LDWv7/fE6juv31PvGQL3btelsuUYficVT5TbFcLPZKOD2J0qtoM3w5W31gBR5ngvazWpPbjIalmrtbq8bdDluLqkDofDGutYdK05oJhWNuML5wWgQDiXjqbzHbruxeJjIlnPldqte8Uby/W43GEw2B9PnHJGe6tcM3hvg3QFFv0L7eYPnx5nxlHxu0Aw9shg9rf7EY9HfWNbYXV6jLWQyOUyOgNsT2d3YurqsqXSp2bCl0TndnpDO5Nzbs7bG/HTQ0uh9lAKgcBa91eWLmB1+tdpktPnVevvRkTlWaBr3VJfvHDrdPtWB3WJxqg12tTFUKhZ2Dx2dMTUjqedhcjKj+sNRE+uQNPcioj0AkuVr+cTS0lGi3PA4PA5vxGj1O91+hydisbo1Gqs7VrBoTXqrT23wONx+pzdqsriO1GY/groM2s+ub/miafWhOdsckhTztdm4zw/FZnKFNt5DG61qrUEzfBvv473BjKSfVGRKce1aQWeNAwA3w3Uas2rfFMu101H/1ZvberPD4IjHwhGz1W+2+V2ugMXpU+2ZzVaXyZMwai2RYpsVhHIuY7T47G6vw5+ZsFKnlt/Y0JkcoWA0ZrF41DqH2xvWGJx2d9BkdtsdoW2VPl3FAGSfw5AuN6JB++HhUao0BCBNJiNaqxnNpokIZA892t1QW61+u8tidRh05lDQs7+/73G7M+Vm1GEp4zzwvZUr145Mjno5vbmyeOv2isPhCnqC2gOVy+cL+BKJsO3mtcVwvuCzOFqdhkVr/zbDIS8KB1sHOnPYqDGHci2SZibfWMtPxGRWb2Ik/RIMaTwlpxTbRitub3j/0GC2eTUmv93p8wSiOqPbbrN/fnnFGUofbG7vO7MUy02mz+V0z7Bemm202sR4+lL4J1mhVc5a3ZlBr718Z01l8Or0Drc3rDG67M6Qy+27evm2yhKlZSUbDZocIavNo9VZ9PYULcrDTv3w0LCrcUbiCas7nU8n9/YNalMIScYONW69wW73hs02v9Pptzq8e0eucCR6dGQ+MgYRJGl1hFSb2zfWDeEIsn/kwEbkc45IT8GMYjrdfqfbn72MUeINvjnOjCbkc4Mmpz2D1pnKFnZUR6vbOqPFtXdg1Zq9Hm/I7gwd7GmswcJwxkwJ3KC3avQuZzBqNHo7U56mpm6rw+CKFtGW2+HS6h0Wb8Rq8ebRpt3iMRod3njepNbp3JlcOmH35zLJuMnsPdK5Gt3u/rY6UsIpmnkeJsdTqjcgmlh7RrEvItoDIFmulIoaXVkFIOb3aXR2gyMSjcZ0OrvBHvJ5AyZPzG7x5tCmzeh2+cI6vd3oiHhcHlsw4zSZVIYwThB2vVHvzVIc97XZuIcpSZcqtTbeW1xaNpgsvCi38V6n25/O6Cf2w4yejAYmvdUWSOeLeZPJY7K4nb6YWmu8s3JgcgQM1oDfF7S7oxaLU2twO/0RqzNeKGQsLiTi9+6ZIpyihJ32Q1vUsL+/uOfok3ynlt3eNVvtPps7YLV51RrLodZhdoWcTp/e5HZ6YoeH+nSxDqf2h3tox04AUAAkgR0OR/MT883zZFnmeYYX5dNleZYajsYKAM9SNHu8z5wkcuzxnnPybEoCHO+396Qv4b0iYgXeotUbzImo36cyBCcMP/7GWn68HifkaDJFm635iPkSbIlisVrZ7ggYLb4iWreYPBabR2uw72kcdodr69Bbqzc0e0cad3pCsS+lxRnF1JsYMZq8lA6ZMVwtnzDbE+FwaGllV6VzaNSWI53D4gk77H6Hy7+2oc+iXYoXS5mEWmvTW/1ub8DuKwiKko4F9/Rek9Fu8QT0BodqT6+3BfQmjz8Y9sXLsWDI7o6YTA6t0ePyh+3eVAZJmix+ndETjMRsjuDBvtYaLPYG3f3to1Ch/Zwj0lN1QbfxfhvvTclvWtUbvBScGU+p5wY9mc1aWG8wnuRyxWwZw7sDJJktNPpDYtTpT7BWM56qDqY0SXNYsxFFKsMp2Wr1iCk9JdnJeBSLIalKZ0gMo7FcZ0R2Ov3ecIJ1hli7U6h1et1uHCljvWG7O+r2hp0uUa6g1TqWzqODCTWZ0c/D5GRGD4gx1umSNPcioj1YCUkPBsNmh5hQ7GQyTsSzNXxC0WQqkS23R2NimCuhDazfJyYtrD+aTJOJbK07JQb9XKXV7w/iySLWG2RzlVZ/OiWfi+1nYkqxfWKSL1Za7R7F8PNnh1OSeWoRbtjvhSJIvtZu4yOs3SnUWpUKmsyhvcG4WK7Vmt3+iGyiaDxTJ6azVnvQG4ywTj9fqNQ6oxnFjUejRCJdqLULpXqzP5tOJ6lkJpFvEJMZ1uk3m1gknseGs26332z3usNZrVIplR7++PAfJTEs4/NGi4VmPl+tYsTsqYr45mhiHYrmRi+jqsmMJohxGx+02v0eMcY6w8FwEE1ki2hvNB4lkWIJbbd7RBPrPr/TPR0UzTUxfDSZvZSumMzowZBo4aNerxtHCvX2oNloRhKFzmjWafcHo2kuUyigvSnFzigqm8oVGv0hQbTw0Yxi253eiBZpatbuDivlSiRV7vYn5SpaaeB4f4zj/f6YrJXKSKFFTKatzrDXH3a6o3mG7mDaxlqJDNrpdlO5Wn/8EjpnRjF4b4j3BjOKfaX28wbPiTOVevuFgLa61Uan2Rk0271aE2/igwaG15o42uygWK/V6Vfr7Qranh/XGh201a3W25V6u9rAW/iwiXWrTbyFD9BGB211a40O2sLRVreBdWutbgvvo00cbc4rxBvtfr3VbXb6tcbzsldtdMq1RrZQrmO9FxXtgXqaONrCKyhWbeAtfFBvdSr1ThMfNFp4tYk32736CfPVRqeFD+rNTrXZbWC9WrPbwvu1Jt7s9NFm55vw8KhozXYfbXXRJl4o1YpltNbEn16k1uxi+LCBde91cqPdb3X6tZO+rTXmWutVGx20hdeaONqan7ovewPrNdo9tNGe90CrPc/cRbFeCx+gzU6tiaOtbh3rpgu16vHK0j9yohnG5Yml02gd6zdaz9DCN0St0c7kig2sW0ZfmiHN7aF2ovQWPmhg3RNTP7aW6kviv4H1svlStY69PEfA0RZea3Zb+KDewo/t8GQ8aXYGDQyvoFilfnxcO/HlWrNba7Srjc58bLnvCFi31uzUmnit0am3+832KXe45ynNDtrqtTq9WhNvvciI9BTMHblQqqHPcuQ3+HZwZntP/XSsbx+sbe+vv8EbPAt3VraK5eo8YAzbtUS2MBxNRRkAQGBomn6up3uzIY4kk63ukOdknpl0h0PuZKb0scTSrCKLsxlzL4UkeqlEAidIAACQp5Mpw3Acx8myQs9I6UkVvQjxvLCzq7u7rHrtff4dx9oTjt/gDV4j1rb217b2HsWZA61pX2N8PNTGQ53ZE4j6QnFfMPYvCaGY97Xz8IoF9IW+ZllvMBaMJkOxVDCWCsVSgUjypfSVPxS3OH3lCgoARC27ubnl8EfCNt3KsgopN4fterUxHHdr8Wyl26ym8lUA6NbzoXCSZKVRuxwIp+ZBz7h689rt3VSxVEDSC5999NXq6qVPL9WmLNFBS/U+gFTM5giSHjTK/lC03WvcOHvBE4tuLyw5w/EppwCAZWPh8lfrRWw07dU1W3d3962lbGb5yuf7tkgeKdCSkA75K/hYYqdIOJgooF8jHLIcZzC6rLbgt2Rm/5Lt2Rv8+rb6x49v4Mhv8PXgDcb84UQwisRSuWSmmMgUk5liOJ4ORpEzC3e3nL6IwxOyu4On4fCE7J7Qxq7aE4glM8V4Kv8GLxsFJFv69pHJVxxuv1pnNJhtOoPZ4w+n85VvXm0qV/ZHkuVqHQA8+qNsmwOAgk9z69byxsa2xWq1mZ17m2tICcv69W+//WEgHDFoDreWF48MdqP6YH93xx6uAIBx9asbd/aL5ZRmZ+urK7fcQd/NLxcqLfTKB2+dvbEV9lve+tFP9szm9YU7mxtbW7uqxau3olnk7vXbG6vLGlcWAKwbC7fuGnqDjuFw72Bne2v30KxV37p83RqI2jV6h92q3t870hit+v3bt5aXFpcrA/aFwyHLWqz+QCCNZF6DBt/gvwck0oXXPUD9cSKG5LIlFMX6FmdAdWQ40Jr31EYkV0Gx/plNlTpfrhutbr3ZabC65tCbnQaLK1usaYx2ly+SSBdiSO4NXi6iyZzLF7F7gg5P6GF4H0l5eXD5Ipvbu/lcNoUgTqdjaXnd6YtYnf7ngusppwIao71UQQGgEHLsHJqKVTRoPAyka1GbbmtDpVfrdjZ20Qa6t7N67pNzKrVOr7fY9YcHaqNerTZqD43ePADo11fyuAxMQ7Wxvb+jQbH24dp2oZz68pPzwWQhaNr5/PJaqVHe31C3WpWjLdX+zn4MiaoP7M1yTLXvAQDj6qLalhyO0K2VTZP2aHVtS6fRq1X73mjctHdgNOiNBqNGrdUdHITTNb9mL1oev2g45DhOo3XodO6n9IbVFXjeXr1X5EXzv2iRFy3lepbSX1oTgRdo5V6RV8OVxel3eENOb/jr+NfL8Fy7J+j0haPJbDz1+oepPz5Ek9lcuV5vD3Rm58rm3vrO4erWfjxdbHSGZzZ2j2JIXm+yTyZjYjQiiNFwSEwnE73JHk5kjvTWN+HwVSCZKbh84fWdI4PFpTbY1AabxmDTGGzz40OdVWtyah5J1xjtOrNTfern8bHRbrC6tcZH0g02rcmhMzvV+geqOtKaEolEJpPWajSBYDiWSEUTqWgcicaRSCyZTGXjyXQkjkTjyOn0RDqHpDORWDJ6fAo5PogjyVQ2lki5fcH5ZCmAkg47DQ5vDW0Mx7MBjjXqjT4xw2sZXwTJp2J2p39CUqbdW//4o1/F60SnkjRZfLQCANBGa2NaApFqovUG2qA5qYiE6r1RJRUOJyuSOPPYnGin1262Z7Nxu9VDSykkX2hjvdlk0GwNAKBdTqkP1AVsgKMZrd5crbfaWA9vVmIppIF2WJ4OWAxIrTsjer3hpNdqjMinPZt8LDEsa7Z43K5IAsnEk+lI7OEOCUfjkXgqnkg93I1xJJnK3s+ZSM0T48l0LJGKJ9PRePLhbj9uIvlQEwkkE0ukEo/T1Fwd0QfS06lsPp5Mx5OpWDITi9+v554GI/H7XEViyVgyk8rkoolUKpuPJZDIg1LEk+lE6gFjiMSSiVQOSWfC0UQkfsLYUwWJJTOpbD4aS4SiyTiSicaTp5uIJdPJVPbRJlLpTCSOIJnccfc+1ASSvl8kjkRiCJLJJ5F0LJEKR+Mnmnq4r073YTKV3Vcbdg702hM/esAHDTa92fWQD2pMToPVrdZbD3VWrdHxsA/O3fYBH7QbrG6tyaE12jVGx9xzNad8dm370OYKJDPF1z5S/fEhmS5YXQGDzWv3RtzBhCeUcAfjNk/oUG87Doc2p0+SRJ7neZ7nOE6WJJvT9yYcvkKVZApOb0h1pI8mMul8JXUyQ5LKVTLZnGpnc3FTncij6VwJyRaRbCmVLaVy5Xjq/2fvTdsTR9NEzfp3Zz71D5k5p09fc/X0OdNdPd1dlVWVVblHZDjC4X3H7PsOAsQmxCL2zWAbMLvZQQJJvPOBSMeaGcoMlK60n/u6PzicBizJvHfqlYSyeIB8PbeZyifShUTmIpFKy84VGJlOr54qlV/9QDJ7QUQS/lAs9fol8olMMZ4uuPCAXKHM5vIIoSXPcxy75PklzyOEut3udDpFaLnkeZ7jeJ5bfb95kSGi6dXP8zzHc9zqIcsl32q1lkt+MByWf8aZpcurQiqZu1zLuS2/MuPJNBpND3vTbvd2Mpm8ta6WPELLciZ8IpFlqz2E0JvrCi2XrVaLXSxW/+Q4luc5hFD3Jq+Wa1JXDfTe5uj3euPR6P2XyERwncndGtGrR7x+CbRst9uL+Xy5fPUSy+US8bOw19/s9/12o91P8Qgt33gIyy5ardZyuVxtWY5jEUJ0v+n3EpM5HcbxxohBaMm9/mNYTiaT29sueuOPASHUKmUiiXy3XlKqtJetIULozQXp9Xrj8fhuQRBC83En4Av1hrcuq4lMlxFCr//elsvZbNrtdt55ie51IUAmEUJxr7fY7K9egv/hJQb9/mg0fPUQjuN5HiFUpMj8VTUXJ0wOX3+6QIjnXq8r1G63GYZZLfvd5ghFKDwYTeUuVm+9V2+cdCGRKVCpvMdPJjKFu/dgMnsRjYTPZVqcCB/ub2+eaBO5y9XbNp4uJDLFcCzlDUZSbxySSGVzKrna7g8pzs92TzVkupT84SXi6UKmULY4vVanF3IoztibN9o8Fqdnd3f/2cZznIgkchelal2uNb/KoR3zLpdLiUQSi8UQQuxiYce8kEMxN0nOG4p9t7GlUBtSuVIiU9Sb7AaLI5EuRJOFaJg8PJYFEvlUtqjWm8121+pYgsdPbm7vJzLFWDKHB8ISuSaRKUbi2Xgqub+1o/dE46lcPF2QyJgJvhcAACAASURBVNU+IhpL5hKZokpnOpbI0/lyIlM0WjGt0RZPF6lU3k9Ed3YPKtUaQsvBYODBvQzDzGYzhJDZYs3l8izL8jwfJEKVanU+n89Z7jod0ho9zBKxi8Xl1VWIDPM8P5vNGIaRKZTD4bDd6f6cHP6GmUynJJkY9Wc2uyOdzvA8y/N8iAxfXV0vFosZzXDMwGmylFrDJcdWKtVgKLRaV4vFQq5QdbtdhmEYhvHg3uFwyC+X+ahn4/m2J5bjOH46nbo9nslkQtM0Qsjl9kRj8VWpIpHoRanEshzHTF1m1bPNbStZQGhZr9cDQYLjuNlsxvO8SqNtNpsMwywWC9zr6/X7HDd16I0ESXh9XgeGVXrzfC6XSmc4jqNp+rbXUyhVq/8Vvu31PLiXZflxt6KW67qzqVWpyN0MlkveHwjW6/X5nGFZNp3JWqx2hBDLsqVSORKNIYSqGVJj9CCEEgFPrFBdLBiPB59Op6u/K8zljscTPP9qQcqX1/NJRyNTd5jlRRTXO4Icj0IhslKpzufzxWJRuLgwmswIocVicX1dCZFhhFCjSBkseDZJbHzzMpi95HnO7cFHo/FqXeFePxkOr7Ieo+L5QhEhPo7bveFEyOfQW4NDet5pt/3+AMuys9lsuVyqtLpqtTafz1mW9fr8vV6fpmmXy211uOOZYiSeuXvjrP5/lIgknr/cXR2FCobjp1IllSqEw8Tmi11vsuw06w7l5nTxSqbSYXgglsxRqYLZ7to9PE3ny1Qq73D7FBpTpnhxun+oNtm3nm988/LYTxXtTrdKZ05kipF4Jp4uGG1uG+aDHIoz9uatmO9IojQZjBqlxmbzeDwhuzugt7pe5xAh9Ic//GFra6tSqTAMDXuHIm+SHB6MbO4eGcyOZPZi9TYLRRPRZJ6KU9ubL4/UzmgqH0uuvp+MJrKxZM5HRE8k8tXbMkylg2Fq9bZMpNN7zzfODN5EuhBNZIMkFabS0UQ2kSkarU6l1rh6iVA0SUQSVCqPB0iv1xePU2az+fb2lmGY1ShA0/RyufQHgpeXVyzLMgzT7/dX4/KC425y5MmZuj9fLhhmPB4PBgOGYWiaZhjG7sQm4/Fjy+HgdhIkQqVSmeNYhmEGg8F4PKZpmuX5coJwBpL8cknT9GQ86fdfravFYuFwYv1+f/XPXq8/m8345TIZsm9t7pj8MY5f0rNZr9ebzWarzRGORHO5PM9zb7wEs1gsbuvFo72D6EWT5xaTyeTuOTmOc7ncnU5n9c9+vz+bzXhuZlXJnbjfbNCqjLbmcD4dj4bDIcMwDE0PhkMnhs3nc5qmp9Npr9dn5otpv35+eHx527fKTgKZKs+xd38MLMuWyuVAkFgulzRNr/4YWI6v56NShTEZD5/Kjc3BdD5ner0efbcg4Ug+X+C4HxZkMp1P2vLj0/R1M+w2y82eGbscDAaT8WS1oq4rFZ/P//ZLcO1y8vxcFUtEj7Z3LYHUcsn3X68rPkbF05kMz/MMwwwGw9FozCE+5bOqTHi1nNvb3aOuOtyc7vf7DE3TNM3zvMvtaTZbq2UfDAbD4TAajSYSCZ1OZ8fw1VmEqzfO6r0WiiaPTqV3J2UESCqazEej4WdPNkye4PGRxBXOxFO5YDhOxlLRRJZKFRxun0SuXr0HyVgqGE4kc/nTvd3dM/n2i+dffr+HkZkolVq9RARyKPrYmzfa3HozVkgWPHbPsDlIhhMOzKcxOX53KtOEqYzT7UcIyWTS//k///Hp0ydzhnb7CCKahByKtklyTk9Apbeu3mChaJKMpchYKhRLk+HI+bn0TG0JRNNk7IfvR5PvSMZSYSodiibJWDoUiUglUpXFG45nQtFkmEqHfuQhq0fpDKZMJh0KheRyucfj4Xmens2m08l0Op1Op5PJZDKZrL6YzWbT6XQ6mTIMXSmmMLe/PZjSs+l0OqVpejp5/RCanjVbr27wxNMj3Ko7OVZe1asOlexMrs4Wrz0W1d7+qTcY1MpPTpWWZvPapLEOOITmPY3eOOHQkmMCdpXc6O52GueHO1i00MhFXuweXVYbuFFmwsK/5qeS/jST6TQUijdqnfH4A+uKZma1y6vW7ZCZTVf/dTabTd5YV9MfvqJns+l0OqPpfqfmc/uum7c0Q0+nU3q1ij+0OVYbimGYWikTiednDLPacO++xOrryYSezWYzejq+JTyu5MV1Nh6JZcrz+Xw2m73xkMndF9PpdBWwXqvixtylSpXE3YlilaHp1QK+uyCTyWw2XQWpWkzjPiKVTDhcnst6l2Ho1QK+vSCT1QLSDDPo3OAuTyaX9/t8xUqT/uElpj8s791LrBaQpul6OevEvH2apwe9zm1/Npv95LqaMcw0R5H+EJVJUv5wcjiZrZbug+uK5/lUKkUQwWQy4XZh+/sHq7fej70HQ9FUmEqTVMYf8B+fSA123OEmyHgmFE2SVPrH37YZMkopZHKlCTPojXKtg6Ay4TdeIprIak1OmCwVbezNG21uudo0ao3KmZLDbA96gk53QGt2/u5UpqFSeaXWTCVSyXQulcknUtl4Iq3UmiKJLORQJGPJnD8Ukyh0Cq1ZrjG9pdaiNWM6k13xzvc1JrnG/IGf15jkGovOgmkM1vf/k0L77kMUOsvO3qHNZrXb7Wq1av/wxOLAjVbsTpPV9eY/VxosTovT58KDZitmsLz6zuuH2FxGK6bUmvLFMkIo5bU7g6nbbpee1J7/+fPNvVMiU+WYscNsaQzpQTVr90a77ere0/0Ws6jH7F9sHg0WaMnN6VnfJJeeKRTReMamOdg8t+RTUZVWtf/siTOS/1U/lvQnYeaMRmtTqWzGD68rzOLELXbXakW942pdvbn2DBanye7BvEGr3f3m939Cg9lpcfqcbp/R+oGfX73Eay1Oo9XlxAk7htvdfocLN1ic7/xu7zxk9Su5vITV4XHihN3peecXfv/vZPUXguEBG+ZzeYNWu+vHlsVgca402jyYN2jDvE48aHv7JT74p2iwOM1OrwsPmqxOk91j/pE1/M62sLkDmMdvc/kxj99kxQyWD/zpvvra7lZqDDK5Qq5QSc5lh8dn8g+83T7wHlRorXoLptZbVfoPvQc/8BCz1oxpjXaN0fH+O12hNZ/JtXggDAOvGFKpvMnu0Vkwq8N7JlFYzaaXL7Yxb0hvdf3uTK7NFa98oZjDHbg7UdjhCfiIGFxoIaqr+c9f/7IbKpU3mW3VauXq6iqRSKi1hliqEKbSP8toMrdzcOojopF4ZvWdSDzjCYRX1x36TNpYsRkwnEpUWumh1OW0W7yJbjVtwmMIIb9Vm6qNEUJeozMWC2x88dm//eXrZG2yXHKJsC95cUPgplyl7dXtPTm33dbLGof/tnVztrdXbM0+kqlfC5qmLVYfjsfCsZ+33lYryhuM7B6cxlL5n/vYO7cPTlbTAL9AKl3YPTxz+8hIIvsLHp7IXJycK8x29y/7/ePpokJjVOpM8XTxFzw8lsobrc7Tc2Uic/ELHh5JZDEvsX90/sFXJ2PpSCIbTeSiiWw0maNShfu6Nm41Mtz7GPUgpVJ5ndmZv6w2b4degpRIZWqdoTMYa83O373cO3P5Qk5P0Im/rSfoxIMnUo3HD/+T8qCkUgWNzmCzWrVa7dnZqVypSWYvfu6TRBNZkw1bTezcfQcPRoqlS4TQqFVRSk8OT87CVEJ9uHd0IktdNYtxMnPVQ4h229wjDiHEhhzeWm/Sbl4ptLrGhGX71xtPv5UbnMV08mh/x00mUoRnc+84X7ryWHRyjbU3Ye85gz9A07TV5vN6qQj1s9f/6jixyYZ9ytvKaMVWZf0FxpI5k80VDMd/2YBLpfJWJ+4NRn7Z70+l8k5PAMN/4VUEsWQOD5A2J/7LHh5NZAMkZba7YR7y0RpPF3Rmp0Jv1VtcJgdudQWsLr/R7jk4U/7OYHX9mHoLZrK5Q9Fk5Ic9APABGE1kMY9frTNqDWa1zuj2EdFftJewGlDu/hl5tXd4uQrGckGPJjRCiFvQk+mbH/vy41OeS35OT4ejMUJowcxWd4Ca0QxCaDIaLP5+pkpXObR7f9ne4WpdUZ+wa7ha+Z/48E95U69OMPnFD48lc7Fk7hc/PJrIfsqO9aevfPA3bzxLRNNkPBdJ5CLJfDRZiCQLiWz5d68voPkR7/9XB9dsKpbMxdPFeLoQzxSjidzq/JpP9J0cPmw+MYcgCN6XZCwVzxTz5dpFpXld7950htc3nevGbaXR+91Hdy3v/bcHfxNCDkEQ/PuXjKWodCFTvL686WQvKt5guN4dlWvty1oHcngPG+MHV+deJ344CTvxm5aMJV0+4i6H3ZtyIBDujBdoScfCRLHWRQjd1i9jyUy5WIiGwxeV5ht9WbYa9Rm7pEf9Cf2Rj6nh6EE0HG70Jm9/m59OmDUG76ehGdpi9bo94Xtf7eAD8vWAcHeF1d3FUeAaR2AqXShc3iSypX/+l//3H/7hH+RqfbXVhxzew5b44eqiBBGJB0jKH4r5iaifiPqI6Ku7vfw29YeidpdvlcPORVKuUPkD0cFkiuvlOptFcnoeIoj958/98UwxgX/2r38gCrU3Y3b0xWfnWDSKmXyRUpoirzujcatKhMIUFS1UOgjR8Sh1O14gxNslO/sqR3vIdKt5j4ekl8tKPmVR7//l85eDj6V0fTl8dYOn1/foAcFPMroaB/yhWICkguH4D12EIq5/EKbShVK1tX8k+T//+z/+0//9z//rX39PpQvVZh9y+KtuhlULV3cZ9BFRPEC6vQSGB5wev9Pjd7h/wzrdfr3l1R0tcJMufzOu5GIU6Ts7MyGE+lm/1oRHgw6rO75YDvVS3RQhhJbdVqM7nCK0sJ2fSHWG88OzaKwg2//6my2pXa/46q9fvXi2ca52Blyqf/q//lGHpxFCl6mQSme7qlzrZec6tc7qwo63dg0G1fPnktmvdb4NwzB6g9No9Nz7agcfhqsRAMMDLi/h8ZO+YMQfoohI/M1PzwDXNQ5T6UL24vqi0rxpD+qdUa01eGuy9J0L4FanfkEO174ZVi30h2J4IOzyEhaHW2+yawwWlc6k1BgVv3FPpap8sYQQKpAeld6mOHwh0zrNcikeJo1yaTjfqF/mnn/7XaZcUh6c33IIITbsdYZzNYQW2pPzwlXpm//vP06V2r3tZ0+fb+n0ZoNKa9LojHqLRna88fL8qjVECI16LcPZllxrMKo1Jr3BYLVo5ZZ6vXS0J53O+V8ph/O5UmWWSPT3vs7Bh6FSY1TpTBq9RWeyGa2Y0+33+EkfESXC8buPoALXNQ4nshfZi0rhqn5RaZarrcta+6reva7f/i4Sz0QTGYXGLFO/+gQTpdZ8JtfdfWLevf/2D8ZVDgMkhQfCGB4wWl1WzOvyEhgedHoCTk/A4fH/pjVYnIWL8ioY2ajP5gmOWcQOGzaLIZy9RogL45iPyvP8onpVnb+1I8fdXF3PeVS/vKjUa6QPT+XLrWazXrtp3NzUb9rTya3Phd/0pgihap6yOL3D+bJXyzkcgcliXq/cLBZMPBrqjH+lCxMZhtEbMaPJ43Df/2oHH4ZOTwDDg5iXcPtCJrvH4fZ5/GQgFAtFE5DDNRpNZDFvyIL5HB7C4SHs7qDNHTTacTKe+10knglFk1KVgYylQtFUKJqKJDJ2l19jtMfTBcjhGiVjKSKS8BFRt5ewONxSlf6qWv91hu9fh+l0dnlVue/f4tdgMp1SVHY8oD/+owDw8/EGI1qjFcODvmAkGI6TsV/4CUTg+0YTWb0FqzVvbwfTZndQrd9eVpqxZMHuIV7lUKE1331EBZXKYTihMzvj6UIkng5TKXAtkrFkMEx5A2GH26c3247PlZeV2sffGb8dRqPx48lhLJYZ3E6Wy7+nTwcAHgoePynX6G0YjvvJABkLRRP3Pnw9GKOJjNHmqrf7gxHd7o3qrX7lppPIlpxe8qdymEgXwm9dGAB+kqFo0h+KeXyE1elR6Yx7R5LLa8jhbxLIISAqLi9xJlOZ7S6XN+gLRYlI4t6HrwdjJJ4xWF31dr8PObxHVzl0eQmzzSVX6bb2jh9qDrnpADOpT47lV126WYwcHu9L9Vi32/UYVVqrI+i2fPP5l1gkf/dAbtZVH7z4/uVhNHlxlaOISKaUiaUvOnc/QA+aWumZ0RnkEWIXrw478uw84LCXG5N3fw/xgRwCooLhweMzmcHicHoCPgJyuE4hh38XrnKI4UGj1SlVaF5sHzzUHCZwm4vM9m67k96N9PB8QDNJt1GnMx3vbacq/SXbOt487izePAt0WQiadVbyIhU6fPbNn77edloMXiJtk29981I+YVH/Kv5sY/umz0za+aMXG0ZvrED59vYP//gv/yxzZX79JYUcAqLi9AQOTs71ZrvD7YccrlfI4d+FoWjSR0SdnoDB4pTI1c+39h5iDqsIIb9ZG83Xvbrj0zPF+amOQ6hMWK2B/GxY232xe3FzrTyU9niEEBvy2MlMBSFUDtst7ljEbZFK5G5/MhP2aJSqrz77TG6wD1mEEGpexY5PpTqlkkxm7DqV9EyCRzK4TpW/uYfzWSCHgKg4Pf69ozOd0eZw+bzBCORwjQrNYTSRjSYgh2L5Vg5lqo2HmcMKQmjSuVFJj/ePjlOl5kXEtb2/LVFZOsOxy6jZO1W0um232TnkEULL/m2nP54hhG5yJBEr5OMk4Q+qNWq/L5BIZMxKicOfRAhx45ZRJT3XOS6viycvnhnwSCZGpEttyqUxeBO//pJCDgFRcXr8e4eQQ1EUlMNYMh+KUKFYJpktQA7F8PHkECGEuMWUnq++pKeT1YenzaaThYAL5XmO5V9Vhp/NGITQkuemk1dPspi/dckiy97DTRAhh4CoQA7F8+M5VOptJBHcerG1daZQKo0KI2a0uSCH6/Vx5fBBAzkERAVyKJ4fz6HKYPd5XHKNkwgHX2zsnBlcJsjhuoUcPhggh4CoQA7FU+ixwzCViiXzVDLj8MBk6fp9PDkc928nDM8zk9veWNhDudvu4L1vLjuNxvRDn8q9mA67nd5o+OYlFsveTYmkUkuE6uV0/KKOEEtFw63hYtarhRNZZq33uoAcAqICORRPoTmMJXPxTJFK5+HYoRg+nhwSBqnFl8sGzWpDsJyOUvlrenxL4J5E8Wo46F1eXUZDgXp/2rhIJwrV22ZZcfDiROp69+kWw5OtZ7HqZNK98TrtofQVQigRwoORdNxn16ht6VSxWSsFiMhkjtByXi1nVWcnZotdp1ZKVUqDySw5OdbbbU6t9rtnm8lye41LCjkERAVyKJ6Cckil8h4/qVAbEhk4lUYUH08OI6azr7/b2Xn2jdoc8lmlv//jd3ar7mDnTG/SS85k/lB497vPtiQ6+eGeM0iZ1QqjVnEixxBatm+qFxcXrd4IIVRJBw62XurxYNCq2tuXnJ7I3R6XwaCXHOwp1UaTRm3Q2HPJwL//y79YQ5cIIcQzETKC2XVkqX1b8P7+6xcMy7tscrXOplZII4XqGpcUcgiICuRQPAWeWZojIgm3LxSHvUNxfDw5DOplZHE4vI6d752cSI+++fqJVK7yhq/rlOGL52dkwP302y83945UckOl1dQcH6uVkgOJAyE+ijuUKlU4e414xiTfOz2TH50dS8+kyYuqz6gz6A0Wq0N1fqpQ6HQKlVEql6iVX/75M5k9hRCvO9+Tmr3VQlyhVFttRoVap9UZzDq5VGfS6+Ra9zqvx4AcAqICORTPn3HdYSyZe++6wyS4FkPRhI+IOD1+g8UhkSkfcA77rXpvNJ9P+q1WK5eMRuK5Tqvd7U3Zcfey3qHH3YDPV6rUW43mnEe3tYIT81Tqt289FzdvtpoIofn0tlS6Gk2m3WZzOmjtfveH//3Z95c3nVaj2Wl3KpcFnz/U7s8QWmaokNPlrrUH17loJF9FSybgw1sjdtS4cPpCs8U6lxRyCIiK0+PfOzzVGa0Ol9cbDBOR+L0PXw/GSDz9M44dvp4szRTCVDoUTYJrkYgkvMGI0+03mB1nUuXGy73yA82hWLCzYi5da79/0s2vDeQQEBWn2797eKo1Wu2YFw+Eg+H4vQ9fD8YwJSCHVCrv8hJ6swMPkG4fCTlcu5DDBwPkEBAVyKF4CsphIlM0WBw7+ydGq9PjD0MO1+4jzCHH8wghtORXnzLDc9yrfCx/9MNpeJ77+y8M5BAQFciheArKYSSeiacL6Xw5lbtweoKQw7X7eHJYTqSSVFiys2sPhCm/a2/nOHFRtEglErWhMZgvOYZ0aY9lhvpNTXqwpffGarnY0+ebmetOKY5rjdhwrcf5xAByCIgK5FA8BeVwdSoNlcq/PpUGcrhWH08OY06X3az/+o9f+GMFr/74i6+Oyo3r3S8+P9W6h3N+ybMcO3NoVcdSaSxT8lpOnxzrqpeF87O9J0+fGexBmhfwwab3CuQQEBXIoXgKymEsmQuQlA3zvr7QAnK4Vh9RDjGX1aA93JE2u0OfTiI3REazzvGzzVipseDRkl/ECHcsX6OCtnDuOmSTfHukazdrJ7tPdyQmo1bqTl7f96J8BMghICqQQ/EUeioNHgir9WY4s1QkH08OL6g4FSGONzeNbn/IZXm5eRDKpAwnRwcyTeWW4ZnW7uYzidp0kc9Lj/ecoWQ5SW7uHl5c14I23Z5M2+zdww3ufxaQQ0BUIIfiKXSyNJbMJTJFmCwVyceTw1csOWa+QAhxC2bB8gghhmE4fokQWvIczTCrn1n9LMdxrx7zW+gL5BAQFciheArNYSSeicQz8UzB5Q1BDtfuo8vhwwVyCIgK5FA8f8beYTSRCUcTNldADzlct5DDBwPkEBAVyKF4fjyHSp0tGgltbW5t7h9++82LE73TbHNBDtfr48nhqNejafoyR5HxAkLoOke5/eHJD3etr5fSyfz1bNQNhkhmiW4r2QCVf/uZ+MtswkeE663b6Wz+5vf7t6uPpOGvckl/KNJod2+7QyG/22TQoz90r6g7Os3OEqH5uBvC3QEqd3du65KdDQbvHsuEHAKiAjkUTyF7h5ZYPIUHwqFYiiBjVsyvt6z2DlOhaAJci0Qk7g2GnW6fwWw/kyo2Xu4+1BxSmMuh1z/f2E6X6lXKL1HqXC7jqcLGLtGwnt/d2oqkLmxmncZgsttMOq32+PSEKndePxF3u/X5X84Mtmwmk8tepKORXLmSiVMpyvOHf/1joTtDaLT918+lZiwZwnRGYtS9DpCp0aAbcLsJkgiEk0uE8hSZqzS7lQubxZq8uDz99k+HhjBCaNare3FvZzSt5uImi+2qS3OThkV1+PyFlEeoRBi3tmUGvcwRSNaKqVA8nfCo/+uzFyOGSYWDxdrtqn6QQ0BUnG7/7uGJ1mixYzgeIINh6t6HrwdjmEoZrJjAydJs4q1jh5DDtfl4chhzOGLJMumz+MNJq1yWavEIIeXh0YBHF4Th6ctjm8NudTg08pMv/vZHe6rRv44biQJCbOXq8nbEIH6w9+WXKrs7SXp0KtXOywMqlTzeOc0WY1tPd1oMh5bDg+++sQaT11nCbHSeb335r59967AZN7/9dntna3tXHvA6P/t//mlbrlUcHcvkaolEcrq36whdIoT6lfRf/+PfTjXm0919lVIp11gcZr3Dbt7fl/MIFYNWL9VB/I30XBMLWH//758pFTKJ3FlK4//rf/z3PaVztdcIOQREBXIonkJzGIlnwlT67TNLIYdr8/HkMGy1hhKXuTixub2LOz1nMo3bY1bqcR6hm1xIJlPLdJpssag82Lc4bHqtTqFSZqp9tKT9bqxYHyKue74nZRHq5PwyiVSlsMzYqf5wx+L2yA+Pr4c0WvYPnzwLZHI50qXXWs52n2uxUD6Ka1Vai9mi1xisRv33X21QubJVrixUa3alSiOXmb1phJDXqvrir5/vHku0Klu1XtbL1Dq1UqmUvXwpWSJUChq3ds5NBo0b88nkx1/89UuN3qRSWRJh5zdfbaZK9dWSQg4BUYEciqegHFKpvNsXksg1b153SMZSRCQBrsVgOI4Hwg6XT2+yn0oVzzZ3H+oNnsa9fq/TDPnwzFULIVRMhjBf6Idjh3wqSuRr3UHjMhTOIITa5VQoWXzriZbz5k2DRWg+GbSarXa7N2fG8Sg1mC4qF6lqZ4IQKqdjmMd/fdMYDqfDToUgU71Bv9NqdzvdVrNNM0wxEc1d3vS63cl01m3f9lq1dL6EEBp1qsFA6KbZ6bS7s9mk0x7MRm2vFy9eNRBC83En4HJEMmWE0HU+QUZT49E4n00Np7N0hLyodle/IOQQEBWH279zcKIxWGwY7vGTAZK69+HrwUjGUnqLsL3DSDzz5t4h5HCNPp4cPnggh4CoQA7FE3L4dyHk8MEAOQREBXIonoJy+ME7WkAO1+jjy+FyvljNkC5Xn0pzx4LlEEL8Dx/V/YlJ+ckmvbq31Fs//2kvhyCHgMhADsVTUA7j6YLRih0cn5vtrrv7HUIO1+jjyeFFLJ6JJzTSMxNGzm6besXp7tERka4ihNjZyG1S4eFsNh48PJGUqo2gVbVxKOuMmTeeaXL2cqfYHSZw13WHXiKElkuE0Jxh5vM5M58jhDh2wS0RWvKzSa9cuEYIzSZjmmYmkwlCXMDuaEwQN6mdbm7uHZ7lm6NVmxsZ//ahbLZEi/kcIcQv5nOOX/Icyy0RQtPJmOGWCCF6Mma45ZJj2R+5tQbkEBAVyKF4CsohlcpjeECjt7h9hNtHQg7X7uPJYczhxCz2g4PDm94salG7UzV+0T3eOx7z6Cbl/ttXG5F4Wq1S2ByOrY2vDP50Nuq2RUqvn2jZ3/3Ln6V2zKrWGnSWeKacJv1uh2Pz66+2dl5uH6obzdr2l3840jsxjVyms2A2XyZF7hzISlcXO9/91egNG6XSyz6at9OH2xKzyRRMlnDt7udPdk42vnqyZ2pcUX/8/X9iROh8Z5/MFuRbXz4/0wcxy8Z3G5M3ogAAIABJREFUT45Vjkq1uLN9VKpcHj/989NDA/Oh3kEOAVGBHIqn0GOHVCqfyBST2SIcOxTDx5ND0myKX/RubzJHh8fqc4UnXmXnbemJbLZExaBJojKrNLJwMqs6fPH9i+/NgXSOwrFEBS2nNqMufd1D3K3qWEFG3H/707c6tRIPxj0G5emJTH0u1arVapVRIzv72x+/wMMx5ZEkXSoZpdLTo6PYRa9+Edva+GZj51ApVV320aKX+/q//vT8QFooFZ7+8b80NlfAYQpSZY9q+4snB1Q6eH5iqFzG//z7Pzj8IZ1EEk4XHWr5+emJK3YzrQT/8/ef2b3kB29FDDkERAVyKJ5Cc/j+HS0gh2v08eSwRMUz6axJo1BYPK1GU3N+sHdyQhWbCCF63FRJjnUeonqRVsuNzXY7aFUdyI0jmkWIHw2H9JxD3AC3+6azgeJMWrgsKCT7u4dSggiHA8EISQb8oWKhoD0/j2avqGCg0miQOFG6SMqkGtzjPNzbs2B4wBtoTdC8d0UQ2UHzCg+EcLvO5omWc9F4tt6txE9PdVeN6wBOzqZDg+wsEMunI0Sp1qT8wVI5f34izZWKBpk0SJU+uKSQQ0BUIIfiKXSyFA+EVTozXHcoko8nhytYlr37mnv/INzyU+95z737BB8pE8dyb736Gz/Ovfv7varce99/BeQQEBXIoXgKymEsmQuG4w63P57OQw7F8LHl8AEDOQREBXIonkInS1eHD9+YLC2SsRQRiYNrMRim8ADpcHn1JtupVA45/O0COQRExeH27xwcawxmG+bx+EMBMnbvw9eDkYwlf9ll+JDDdfp4ctipX13f9BBCrUr5+qbeanQRQmg+uryqreqxZIZB3J29av30E3L0aDiajXpvXIXBzRKEz09SMw4hhEbdVrvdn4yH/f5owdCD4VSkRXsHyCEgKpBD8fx4DpU6SzxdoFJ5KpVPZos/XGgBOVynb+Xw/CHn0Hv+7N/+eooQt/nn3+9JlGqZFSE0vopubB3e0jxCKGKQPDvUNHuTcbvs8YbyxUK73b6qVhvXOW8oNeg2cKvZRVKE+eyLZ8e4Rf184wCP5pYI0be5L/79jyZ3aMbRQZf56TfP/KG03yT7w399FU2lChf1Ti2r19n7i0U5Tmr1povGQIwlhRwCogI5FM+P5JCMpc7kWhvms7n8Npff4QmodFatybHKYTAcB9digKQ8ftKOeXVG24lE/mzzwd7RIuHSPt04JKOhk50dg9ZgNHgRQh6j/MXGC3u4iBAaNq+MOk2mUNTsffNv//WFVKmSHJ9abIadb//02dcvrQbl4ZFcLZeeS07VJh/h1Ell2uOdo+oYsf3C959/G01fZcNOg9WulUs1WoPi+PjkTJ9KEHqVUafROu02o8V8vL2v1aiOzq1i9ApyCIiKw+3f2T9W681Wp8ftC/lDsXsfvh6MoehH9w41JiqRilLJKJWMJzMuj/9u7/Def/sH4+PJIWnVmQw2qUrlwZx6tXpnY4+MRQ4PDgwa9aHCuEBo0mtiulOJWqc+2TvTe0e3V9/+5U+xy6rk+bdWfzQVsOGRfNxr16u0ap3FYzFShQqmkBU7iL3NbX6zmcwWkz7rmVR2tL+vVuuterNCpiKCuEnvsBg1cqnC6nIZVebralF+rP/E81c/COQQEBXIoXje5XAwZjr9caM9qNa7r3PoD8Uxtx8htFy+Gjra7Y7egsXTBcjhGn08ORz1uuPRZDKbTUbDfr+fT0TD8dSQ4RBCvd4tj9Cgde31h3ozbjFqkWRiNp836zcsQoPmZSyRH4wGw9F0POiPhsNSKVdvdqYzut/t0CxCy3kuRgYiydmcySUjydzloN8fDSeVq0LlpjmeMpN+PURQNM/3O90ZPe22e7B3CPzmgByK510OO71xrdm9qrZKV/XXOQyQcTvmZdnFYDCo1Wosy1ZrN5DDtft4cvjggRwCogI5FM9VDlu3IzIaN1ntRrPN5fEnc+W3cshxbLPZJMkwx3GQQzGEHD4YIIeAqEAOxXOVw+btMBxLWB1Oq82J+4Lv5nCxmDMMw3PcYrGAHIoh5PBN2Dk9X7AfuP3SGyy5xYx+/Rnarz9JZrn86QeKDeQQEBXIoXje7R2GwjGj2Wo0WV0eXyp3+W4OZ7PZbDaDHIrk48lh1K44UvgQQhbJntbu8rnCCCG2nZcojDRCCKFqMrC7fxrNXVTL1fGCQwjlSafTR2XCPoIqzRY8Qojulfe/f27CfHOExsMuZrak87VSMmTQY41Go94aIm7e748QQssF0xsMf80uQQ4BUYEciucqh43O4LrWzBXLmdxFNl9OZt/bO5wzDMuyPM9DDsXw8eQwrD/49z/v3PaaG3/9TCrXquU2hNBVKnhyKsnfDBBCKUy3L7dNGQY3Gax2u05v3Hv6+XfbMkwn/epv3+6e6SZLNGsm//rvf8HD+dZNVnK49e13LzCPX7m3+Yc/PQkSfoKIB5yal5tH8Yui+mDn+2fPzYHsr7akkENAVCCH4nl3Ks1oyvbHdLs3uWn23j2VhuPYGBWXyhWJRLLZakMO1+7jyWHUrjs9lp0rFTqVWqtQKGQ2dkEfvvj26799eaB18wghxMUw9ZlMqpYbg07tf3y+kYwE3f5k0KohMyX90dH1BM1uqK2Nk2Z34DdIcTJh18jPz5UamcJqC+YTAdmJTK02p+OkTCaXnunLxcTJseFXW1LIISAqkEPx/Mh1h3d7h4PhsNPpTCaT2k0dcrh2H08OC7FQOpmPJRPFXCZCktK9PaXeGIznZuO+jwgtEGqW4sdHRwGKovwBPEAEg5EI6TOajaFA6Kreinq9XRpx4+rxixcKk6t2lZccbZ/I9NFwNBlLWoxaPxHKZC9TIdvW1lmpcRPxR5rNa7+P+tWWFHIIiArkUDxD0YSgHNI0zTDM2xdaJINhClyLATLm8YfsGK4zWk8k8mebOw81h+/zbjUEZ+TvszeQQ0BUHG7fzv6RWm+yOt1uH+EPRe99+HowhqJxvcUpNIdvn0oDOVybjzmHDwzIISAqkEPxFJRDjmPr9brPH3j7ukPI4dqEHD4YIIeAqEAOxVPo3uFkMhkOh2/uHYaiyQBJgWvRH4q5fSGbE9carMdn8u9fPNgcctOe14XlLmvdTn82vvV7PIl0JuB2uvyRRrXs9PhHs3ku5iVTpd9oTSCHgKg43L6tvSOVzmRxuF1ewkdE7334ejASkbjO7Kx3PpbD2WxG0zTkUCQfRw6rCCFCe/Li1NwddjGdTS8/3pXbm62mdu/ZscxkMemVSrnB6a1cZQ+39y+7zEef9u8QyCEgKpBD8RSWQ5bll8vVOQ83Nzc6yOG6fRw5rCCExu2qRa+JJpIOvbvZrFi0ylSpXgi7A56Q2Ucwo7bWGeh36zgRn7K/yZxADgFRgRyK58dz6HD557N+LEQQJOm0ukLposXuhhyu18eTw2Hnxqo6PpZK7QZvrVWzyvcV9kAq4PSFMkHMfCZXOh2WzReb9kB8zIhx/yXRgRwCogI5FE8BOXQHFrMu7nKRMcrr8oUzF2bI4bp9PDkctCoEGetPGXoy6TSuCZIazfn5ZDCecfy0S6Xz08k4l4xGqBTkEADeB3Ionj9jsnT5arK0DpOla/fx5PDBAzkERAVyKJ5CT6VhGIZ7+44WkMM1Cjl8MEAOAVGBHIqnoByyLNvudJLJ1JufSgM5XKOPJodLejajaZpZcD/98xzL/VhMWGY2pRmO+6mpVI6dj0bju6dY8q/v/8RxH3npTwRyCIgK5FA8BeZwcXt7WyxeQA5F8nHksIYQFzRJ/vM/Pg9lrzmO5zmO5/jpZDwej3u9Po/mHp0ufd3hEKoWy73x9Pa2xyGE2Hmn02E4hBBqlaidnQMfla2UrjvDGUKomvbrjHguHnK6o/0JjRDi5+2TjQ25yT5YoMmwhxkNkdjFZSGukuuu6o1KpY2Wi3arixBCLNPpdOZrPUYJOQREBXIonj9jspRl2fcmS6MBMgZ+uv5Q1O0jbE6P1mA5PpN9/2L7IeawghBa9C/USsdVkcKJTC4WtJtNWy9OyuXsxhd/svgjit0Xzza2LF7Ch7kuSuXtr/+k84TtqrPvnz6T6HAeoZu4d/tI3psypN1sMlvVKs35/vd/+3bPixm++evXm3tnrSnP07Xv/uszgzvabl0qzg6+/fqp2e42SI/++J9/w8mgzxMm/batjZ1AOmuRHn3/dENq9K8xXJBDQFR+yKHR4nC5vEEfEbn34evBSEQoQTl8/yO8IYdr9PHkcNbJSs8txVRAb/F6zJqTkzOzKXCRj7148tXm/rHkREFRMYVMqpOrdCbnwcsnz3f2pWfq4tWFZOtsghBCyzLlPDw9Vkq1IY/zP/7zcyoRs9mIeMDmIbO4+jxyOUV0ZefJdrXZzfoMJizkManPzuQ6pVqvw0pFSnkmVyi0yWRMIZNLT1UXVxdn2+ez9S0p5BAQFciheArNYa/Xq9cbo9Ho7gZPkMM1+nhyuBjVA/4EQ/e18qO9Y3kkEstmyqVc5GDvAA9FAw7Ty5cHiavqRSLm93lPDw8xbzBKUo1OM+QJsQiNmhdyyak7Es1EIh5fMBKKJOIRq8UUCkVK1/VcNHTdmSN+qDncO1ObbuoVvfz44FQZi1HpRM5tN/hIMp0qlfPk7uZhrt5IhSKNdoPAyfn6lhRyCIgK5FA8BeWQ41hqdfvf5Ovb/0IO1+iDz+FwOLq6rt73b/FrQDMM5BAQD8iheArdO1wsFjzPL5fLSrV2l0MfEfWHYuCn6yOiLi9hdXo0Bsvxmezp84eWwxlNZ/MXne5tt9fr9fu3vX6v/9rb/lv/fN/VD9z2Pv6T7z/5jz3bu8+8Jiu1m2Si0O9CDgFRcLh9W7tHKq3RbHdheNAbjNz78PVgDIZ/zrHDd06lgRyuywefQ4TQcDSqVG+y2RIVy8WphykVy6aSxepVu387vu/1DTxMIIfiKTCHi9Fo1Gq3IYci+RhyuIJb8JMhPR7MHqqj/mzYnzD04r7XNPAwgRyKp6AcchzbaDQCQeLN2/9CDtfo48khAACfAuRQPIVOln7wukPI4bqEHAIAIATIoXgKzuF8zjD0gmVrkEMRhBwCACAEyKF4CpwsXXRa9U5/vOTYazizVAQhhwAACAFyKJ4fz6HTExx3qiqJVIdhXpc/GM9aHB7I4XqFHAIAIATIoXgKymGvcRlLlOhJ26jR+5JFi8MNOVyvkEMAAIQAORRPQZOlLLug6RnDzHn+nTNLI/5QFPx0fUTE5Q1anW6NwXx8Jn36fAtyCADA+zjcvq3dQ5XWaLZjGB7wBsP3Pnw9GIPhmM7sEHRm6WKxeO/MUsjheoQcAgAgBMiheArKIcex9UYjEAy+d90h5HA9Qg4BABAC5FA8he4djsfjbvcW9g5FEnIIAIAQIIfiKTSHs9mMpmnIoUhCDgEAEALkUDyF5nCxWCyXy3fuaOENRnxEFPx0vcEIhgctDrdabz46hRwCAPBh7C7fy51DpcZosmFOTwAPhO99+HowBkIxrcnR+OiZpVdX1yEyXK3W6o0m5HDtQg4BABAC5FA8BeaQLRSLmMtdKpUbzRbkcO1CDgEAEALkUDwF5XCxmLMsu9oYMFkqhpBDAACEADkUT6E5ZBiG4969owXkcF1CDgEAEALkUDyFHjvsdru5XJ5lWcihGEIOAQAQAuRQPIUeO+x0u+lMFnIokpBDAACEADkUz581Wcq9PVma8AbDPiICfrreYBjDAxaHS603HZ2eQw4BAPggdpfv5c6BUmMw2TCnx48HyHsfvh6MgVBU0N7hgl2wi8Vyubyp1yGHaxdyCACAECCH4vnxHDrcAWbcdRh0Kp3O5PBmyzcmmwtyuF4hhwAACAFyKJ4fzyGGE91a0W62U7li1O/HQinrq9v/Qg7XJuQQAAAhQA7FMxCKaoz27mAyZbj+mO70Jo1WP1O4cuChu8lS35ye9gdDjmUn4/Hldc0Ak6XrFnIIAIAQIIfiGSCjBqvL7Q/7QhQejLr9EcxLGmwePEi9eSrNYrFYcBzHclzt5tWpNEQkgQfC3mAE/HTxQNjpCZjtLpXOdHhy/mQDcggAwAewu3ybOwcKtcFoxRxuv8dP3vvw9XAMkCSVDidy0VSBylzEs6VkrpwqXJWr7bcvtOh0kqnUmxdaQA7XKOQQAAAhQA5FHIf9ZDiRyV/eXFSa5Wrrsta+uulc1btXN923LsO/vb0tFIuQQ7E2A+QQAAABQA5FHIf9ZDieyZaqhav6xXWjVGmWq61yrX1Z67x73SHLvvUhbZDDdW4GyCEAAAKAHIo4DgvMIU3TqyJCDkXZDJBDAAAEADkUcRwWmMNer99oNEajUe2mDjlc/2aAHAIAIADIoYjjsJAcchwbo+JSuSKRTDZbbcjh+jcD5BAAAAFADkUchwXuHc7nc57nl8vl3f0OiUgCD5DeYBj8dPEA6fT4zXZMpTMenkiebLyEHAIA8D52l3dzZ1+h1hutTofb5/GH7n34ejDi/tDPOHb43qk0kMM1bQbIIQAAAoAcijgOC8vhYjQatdttyKFYmwFyCACAACCHIo7DQnLIcWyj0QgECY7jIIeibAbIIQAAAoAcijgOC5ws/ZHrDiGHa9oMkEMAAAQAORRxHBY4WcrM5xzHoSUPORRlM0AOAQAQAORQxHFYQA59c2bWbTULuUyp0riq3hiskMN1bwbIIQAAAoAcijgOfzSHDk+QnTRPX774y5dfnenxwnVtdftfIpLw+Ek8EAY/XY+fdLj9Jhum1BoPjiXfPYMcAgDwAewu74vtfblKb7A47S6f2xe69+HrwejxhcLUx0+l4YatK4PB0prw7WbjbrIUcri2zQA5BABAAJBD8XQLyeFiMZ8vFvP3rjuEHK5LyCEAAEKAHIqn0BzS9AfOLIUcrkvIIQAAQoAciqegHP7YdYeQw3UJOQQAQAiQQ/EUunc4Ho+73S7sHYok5BAAACFADsVTaA5nsxlD02/nMO7xh/AACX66Hn/I4faZbE6l1nBwfPbds03IIQAA72N3eV9s78lVOoPFYXd53T7i3oevB6PbR4Sp9MdzuFgslsvl23e0gByuTcghAABCgByKp6Acsuzi6vqaDEeqtVq90YQcrl3IIQAAQoAciqfAHLKFQtHpcl2USo1mC3K4diGHAAAIAXIonkInS1mWXW0MmCwVQ8ghAABCgByKp9AcMgzDvXvdIeRwbUIOAQAQAuRQPIUeO+ze3ubyeZZlIYdiCDkEAEAIkEPxFHrssNPppDOZuxwmMoVgOO72hTx+Evx03b6Q3eUzWp0KjWH/6OxbyCEAAB/C7vI+39qTqXR6s8OGeV1e4t6Hrwejy0uQQidLOe5ushRyuF4hhwAACAFyKJ6CcsiyLMMwC5ZDCFVrNcjh2oUcAgAgBMiheH48hw6XbzYd9fvjm8tsMl+u1lsGyOG6hRwCACAEyKF4fjyHmJdo3RSsaqPWZjLqzJ5IzurwQA7XK+QQAAAhQA7F8+M5dLoDs1HLpFIEc9f9Zj2aKpjsbsjheoUcAgAgBMiheAo5doizLLtEiGcXHM/X63W9BUtkisFw3O0jPP4Q+Om6fYTd5YUcAgDw09hd3udbuzKVVm+22zDc5Q3e+/D1YHR5g4LOLJ1MJv1+/40zSyGH6xRyCACAECCH4ikohxzH1ut1nz9wd/tfyOF6hRwCACAEyKF4Ct07pGl6Pp/D3qFIQg4BABAC5FA8heZwNpvNZjPIoUhCDgEAEALkUDyF5vCdO1pADtcr5BAAACFADsVT6LHDVDqtMxgz2dzqfoeQw/UKOQQAQAiQQ/EUlEOWXTSazXyh2Ol0buqNuxy6vITbFwI/XZeXsGFeg8UpVxv2Ds++/R5yCADAB7C7vBsvd6VKrc5ktzpxDA/e+/D1YMTwIBkTMFk6ZxiWZXmef/PYIeRwXUIOAQAQAuRQPIXm8L07WkAO1ynkEAAAIUAOxVNQDjmObTabIZJ857pDyOG6hBwCACAEyKF4Csohyy6Gw2G90Xjj9r+Qw3UKOQQAQAiQQ/EUOllK0/R8zsBkqUhCDgEAEALkUDyF5ZBd0AzDcTxCqHZzl0PK5Q26fQT46bq8QRuGGywOuVq/d3j67fcvIIcAALyP3eXdeLkjVWp0JpvV6cHwwL0PXw9GDA+QsdRP5tDlo+npZDLOxAJegrq4rhutkMM1CzkEAEAIkEPx/HgOnZ7A6PbGoVMcSiQyqc6fKFkcbsjheoUcAgAgBMiheArYO8S8HMc2KheBgD9TvLq+aRpgsnTdQg4BABAC5FA8BeVwsZizHL/aGLVaDY4drl3IIQAAQoAciqegHLLsotfrlcuXb19oATlcm5BDAACEADkUT6GTpe12m4rH374MH3K4NiGHAAAIAXIonkInSxmG4fl3PqQNcrg2IYcAAAgBciieQnP4/u1/AySF4UGXlwA/XQwPWp243uyQqfS7B6ffPIUcAgDwAWyY99nmzrlCozXaLA6P0xO49+Hrwej0BEKxVE5IDqfTKeRQJCGHAAAIAXIonoJyyHFcNEadnUupeLzZakMO1y7kEAAAIUAOxVPo3uFkMh2PxwzDwN6hGEIOAQAQAuRQPH/GZClN0+9NlgZc3iD46WJ4wOr06M12mUq3e3ACOQQA4IP8kEO11mi1ONxOj//eh68Ho9PjF5TD6XQ6mUwghyIJOQQAQAiQQ/EUlEOO4+r1utfnf/O6Q8jhGoUcAgAgBMiheArdO/yRCy0gh+sRcggAgBAgh+IpNIc0TUMOxRNyCACAECCH4ikoh+xiPpvRLMdxb3xmKeRwjUIOAQAQAuRQPD+eQyceHHYuFacyXyQ1nNH1RgNyuHYhhwAACAFyKJ4fzyGGBzv1EhFM5BIRu8OfLldNNhfkcL1CDgEAEALkUDwFTZbOGXoymfE8P6dn5auKwfpq79DpCWB4EPx0nZ6A1eHRmewypW7n4OTrJ5BDAAA+gA3zfv9i51yu1hqsZrvb4fbf+/D1YHS4/aGogFNp5vM5x3Esy9ZuXh87hByuS8ghAABCgByKp6AcchzbarWi0dg71x1CDtcl5BAAACFADsVTUA5ZdtHv96+vK+zbZ5ZCDtcl5BAAACFADsVT6GTp6gNL37nu0OnxY3gA/HSdHr/V4daZbDKldufg+OsnzyGHAAC8jw3Dv3+xfS5XaQ0Ws93lcPvuffh6MDrcvlA0mSvVPpJDhmEWi8V7k6WQw/UIOQQAQAiQQ/EUlEOWXbRa7VKpfHt7e1NvQA7XLuQQAAAhQA7FU1AOOY5NplIarT6dyTaaLcjh2oUcAgAgBMiheAqdLGVZdrUxKtUa5HDtQg4BABAC5FA8heaQpun5fA6n0ogk5BAAACFADsVT6LHDwWBQrdXeu9ACcrgeIYcAAAgBciieQo8dNlutcCQCZ5aKJOQQAAAhQA7F82dcaMFzHEyWiiTkEAAAIUAOxVNYDtkFx/PL5RIhdHMDOVy/kEMAAIQAORRPATl0+ef0MBIM+Hw+LxErXN0Yf7ijhcPtd3oC4KfrcPstdrfWaJMqtNv7x19BDgEA+BA2DH/6fFsiU2n0FpPNZXf57n34ejDaXT7ip3Po9AT7t1WDTLpzeHgm1QeSRYvDDTlcr5BDAACEADkUz4/n0I752MWskE4l06l0oXxVbRgssHe4ZiGHAAAIAXIonkJy6F0sFvxyudoYtden0sQcbp/T4wc/XYfbZ7G7tEarVKHZ3j/66slG+bp6v+86AAD+DrFh+NPnWxKZSqM3m2yY3eW99+HrwWh3eT+eQ5Zd9Hq98uXl29cdQg7XJuQQAAAhQA7FU1AOOY5ttdsUFX/7ukPI4dqEHAIAIATIoXgKyuGr6w75d647hByuTcghAABCgByKp9Aczmaz2WwGORRJyCEAAEKAHIon5PDvQsghAABCgByKp8Bjh1w0Rp2dS6l4vNlqQw7XLuQQAAAhQA7FU+je4WQyGY3GDMPA3qEYQg4BABAC5FA8f8ZkKU3TMFkqkpBDAACEADkUT6E5nE6nk8kEciiSkEMAAIQAORRPoccO6/W61+d/87pDfyhmd/kcbj/46dpdPrPNpTFYz+Wa7b2jr76DHAIA8AFWOTyTqtQ6s9GK2TDvvQ9fD0Yb5iUiyVz5559ZCjlco5BDAACEADkUT8E5pGmaptl3c+h1uH3gp2t3ec02TGOwnMvV23uHkEMAAD6IDcOfPn95JlWqdSaj1WnD8Hsfvh6MNgwnIomP5JDlWJqejkZjjuPr9TrkcO1+KIdwRwsAAN4FciieH8+hwx2YDTu4zXp6dqwy+7OXFZPNBTlcr5BDAACEADkUz4/n0IkHx92q9lyqMFqTmUIsUzDZ3ZDD9Qo5BABACJBD8RQ0WcrxbLdVrzW6CKF6va6DydJ1CzkEAEAIkEPxFJTDxWLOsixC6L0zSyGH6xFyCACAECCH4ils75BjW61WNBZ777pDyOF6hBwCACAEyKF4CjuzlF30+/2r62uWZSGHYgg5BABACJBD8RQ6Wbr6wFKYLBVJyCEAAEKAHIqn0BwyDLNYLGCyVCQhhwAACAFyKJ5CJ0vb7XapXL69vb2pNyCHaxdyCACAECCH4in0VJpkMqXW6tKZTKPZusuhDfPaXT7w07VhXpMVU+stEpl6axdyCADAh7E58ScbL0/PlSqtyWBxWp34vQ9fD0arEw8Kv9ACIVSp1iCHaxdyCACAEGxO/MkzyKEoCs0hTdPz+fztU2miNgy3u7zgp2vDcJPVqdabJTLV1u7BV989gxwCAPA+Nif+5Nnm6blCpTUaLA6r03Pvw9eD0er0fDyHLLsYDAa12s3bF1pADtcm5BAAACFADsVzlcNsqVqutW86w3p3VO+MLm867x47bDab4XDk7TNLIYdrE3IIAIAQIIfiucrhRaWpM9mfb27v7B9t7x6k8peVRu+tydLlDxujVqtBDtcu5BAHmAfSAAAgAElEQVQAACFADsVzlcPidSOSzP2Pf/yn//bf/o9jiazS7F3ddH/IocvHLuh8MuZyuWOpwmWtabBCDtcs5BAAACFADsXzbrL0unEbiqUkMtW7k6VOnBg0yvJTmcOJ6dQmIl2yvLrBE+RwbUIOAQAQAuRQPFc5zF/eFK8b1/Vuozu6uulc3nTe2jtcLOh8IurEMD8Ry13WjFYX5HC9/v/svXdYW1eC9+/3/e27z+zO7M7s7OzMTkkmiR07MQbcAPfYGGO6Kx0EQojehZDoRb333gtCorjSe0cUAaJ30YtxT+LEdhy9fwhj7DgZO4ln9vc++j6fR8/l6p5zz7mC8+Fc3SuZdWiOOea8Scw6fHdU1ze3dfXpR2cGxw3DE7Mjk3Mjk/MjU/OjUwsbOqxr6nj8xVrljRvVDQ3FBVeb+8eq65rNOvx5MevQHHPMeZOYdfgOx+H65o7u/qFxw8Do9MDo9ODYjH5k2rS85UaLx4/Wb9/58tFXXzx4MD07X2aeHf7sL4NZh+aYY84bxKzDd0d1XVNP/7Bh8dbk7PLs0vrs0vrMwq3J2eXJ2eWXrix9/Pjrr7/++ptvvllcWjZfWfqzY9ahOeaY8yYx6/DdUV3X1N03ND2/ali8pS6+lp6VOzA6PT2/OmFYeum+w+Xl5da2dvN9h+8Isw7NMcecN4lZh++OTR3OLq0zOYIgYGhX79DMwq2XdPjkyeMvvvjiwYMHWz+kra2zt7q+paah1cxPp7q+pby6/urNyoKiq3yRjEg169Acc8x5TarrW2hMXr6m5MqN8rLKuqq65n/48PX/DJW1TV19Q6bPZpMq1Vm5SG3PwMzC2qs6fPTokekbgF/WYVNNQ4uZn051fXN5dd3VmxUFRVf4IhmRypyZW/hH/92ZY445/+NSXd9MY/LyNcVXbpSVVdZW1ZkH4Z+NytpGkw7HZxZnFtYWVu9OzC5PGJZe1eF3v9HCrMOfEbMOzTHHnDeJWYfvjk0dmhS4la0f4f10amq6uaV1xmBYXlk16/Bnx6xDc8wx501i1uG74w11+GTGYOjQds7Nz5t1+C4w69Acc8x5k5h1+O7Y1KHpRou55dvT82uvOVn65MkT04thPln6LjDr0BxzzHmTmHX47niuw7XxmcWyqnpNyQ2tbvDVGy2ePHlsuunQfCnNO8KsQ3PMMedNYtbhu8Okw/mVu7VNbfmFxZW1TWJZ/oRh6aXb8J8+fXprfX1wcGjr1/+adfgzYtahOeaY8yYx6/DdYdLhwurd6obWfHVxVW2DQCL/rg6f3LlzZ3JyyqzDd4RZh+aYY86bxKzDd4dJhzMLa6NT8yXXy+X5mhat7rsnS59sfv3v0tLyTbMOf27MOjTHHHPeJGYdvju2Xkpj2PjM0pcvpalrbH/86P5Ar66nr7e5vrV7ZKqytsmsw58Xsw7NMcecN4lZh++Ov32jRV1Tx5NHt1sam3r69O3NHbpRsw5/fsw6NMccc94kZh2+O97kvsO2x48fra+trayuzE4ZhicN5TWNZh3+vJh1aI455rxJzDp8d2z9kLa55dtL6w+m5lbGZxZfnh1+sVZ27VpVXf2VohutA+Omr/816/BnxKxDc8wx501i1uG7Y1OH0/Or+ZoSLIGs1b3mI7yfPP3mG9OLsbC4eRu+rrK2sbq+2cxPp6quqayq9uqNclVhCU8oJVAYZh2aY4453011fTOVwVGqi0qul5ZW1JgH4Z+RipqGrt7BLV/wBHrdFzw9ffLw4cO1W7devtHCrMOfDbMOzTHHnDdJtVmH74ytOpTlFyYlw/qGJl7z9b8rKyvazq6tX/9r1uHPiFmH5phjzpuk2qzDd8amDicMS6ZPK51ZWNt477B/aKxTN1jf2GY0Pnv2bONk6crqall14/D4TEd3n/m09c9FdX1zeXXdtZvlqsISrkCCI9Hml5b/sX915phjzv/A1DS0UGgspbroyvVS83uHPy+VtY26/uG55dumbwCeXbo1Pb86s7A6s7C6rbapo7Ku9Vpp9dTM7PjkzPjkzNTMXE/fQNG1isa27oqappIblVdLq34i10qrr978qZW8xM2qa2XVP2eF734vV25WFl0rKyi6Lssv5AhlJDpX29M/O79oxowZM1u5WlpFY/Gl+YWqoqtFV8uuVjRfq+q4VtX+nI5rVR3XKpqu3vwZBud3yrWy6uvlNX+PsfqNKbleUd3Q1tk7rNUNdegG27sH2p6zbXJ2cWp2cWpuaXx6fpOJmYXpuaVJw8ZTP4XpuaWJmYWxqbnpueWfWNXL1S6PTc1OGBamf746v28vkz/fXqbnlqbnlqfnl2cWVgwLqxOGhbHpOTNmzJjZytTc0uzi6vj03NTc0vT8ir71an8dV18v3KBB0F/LGexpmF649e5Gv58+eM4urg5PGHQDo4Nj04aFlZn55anZH1vh7NLs4urs4qphcXVuac2wsPKjq5qeWzIsrAxPzHT3j/QPT5gcN2FYmDQsbFtcvb24entxdX1x7e76/S/X7z1YWl1/vvJ7Wb19f3lt65r1pVv31u8+NJVduX1/5dYd01NLa3cMc0tjk4aV9XumNSvr95fWbq/cvr+8dmd5/d7mllu4s3r7/tJLa9aX1+/fuf/55k5X1u+NTc7MLiwvrW0UX7l9b2lrk1Zur6zff13lrzT77sr63cXv6fLK+r3R8em5pdXFtR+ux4wZM2Z+TkyDz8Lawyl942rD5W+ng78d8/t2zP/bMX/jRIBxGjBXA5yZnl65/XD51t3lW3dXb99bvnV39fb9zeKLq7eX1u4s37q7dufBKzWv3Xlw6+7D1dv3tg59ppWmx9eOisvr91bX7y6u3lm//8Xq+t3l9fu3732+sn5//d7ny2t3VtbvbQ7aS2u3l9butHfrG9u6dfqRFq2uqb1nYeXW8t8YkH/gaNzV9g7Wt3Q1dehqm7UDo1Ort+/9uKqWb93t6htuaO3SD090dPfXt3QZFlaXb91dXL29bXJmYXJmYWp2aWJqqrq8ory+Y2pxfWn1zszs4vT86uLqndmF5em5lcWVdcP8yszc0sTMwtTMbHePfmhybsqwMGlYXli9M7+0PjE+1tTeNTazND07r9Pp9WOG6dnFyZmF6dmlodHJnr5Bw8LK5MzClGGhTz8walgc0A8NT8wPDAz1jhiWbt2dW1iZnltZWL41PbeyuLLa1zs4Pre6sHzLML8yM7s4NbcyMtB3rbx+eGrRVK1hYaW7d2B4bHrKsDg5szA1O9/XNzQ6s7y4emdheW1yZmFh9c7oyGj/8Mz8yu2F5VtTs0tzy7cXV9anDQszi7cWltemZpcXVm9PTEz1D07OrtxeWL41Pbc8v7KxjemwGBZWOnv6RycMpr2YMWPGzN8Hw8JKp65/fHZ9sLXwmyG/8Y6s+nJmUwW1qYJSVoJvuAm92x4wOqDrG5q8dv1Gc1tHd9+gskBTfOW6YX5lem65qra+srq6vLJaXVSiKb4yM7c8ObMwaVgYn57rHRhu0/Y0t2n7Bkaer1+cmFnQdvW2dnS1abtb2jv1Q2PTs0sv2mNYmJpdHBoc7h6YMBgM5RVVnYOG8aH+61XNA4PD1XUtozMLvX0DozOLU4aFyZkFw9xyfUuXfnh883Owp2cXqhrapmcXpww/hum5pbKa5jv37n/x5ZeTM3PVjR1zi6s/oh7D/EqLtrerd/DpN988ePDw6dOnSytrlXWt49Pzk4bFbSMTMyMTM+OGpc6mMiyKzGBwZCXlN8rKu4YMvT3tqoKi2rZ+/UDv1Rs1Ldqups6BqbmlHm1dFiyvumtscmZ+ZGykSKWp7x5Q0BGQHMbo/PrQYCcyNbu4Vjc9Oz8yMTM2NavTD7V0dE0aFkYmZqZn54tU0opmHY+UI7vZUaKSl7b03CwqrGjt7e/tvnK9pls/UFQgQiAZjdqe0rLahraOjv5xg2FSIRbgiGTFtfqp2cWRiZlJw0JzW2ffwMjopGFkwjA1OyHnyioaO64VFReWNowb5upqy1A5iCu1uubacs31usGx8fLr1xVFN/sm5jrbmq5VtgwM6K/frG5obi6vbGlqrr9a2dQ/MHTzypX8qxX947OjkzOmvTS2dOiHxkcnDaYDZcaMGTN/B0yDz8DEUn9L4dPey1015LqWkZLr1Vdu1BTeaM+XoNcavIYGdA2tXRXl5WUVFSKJrLSiUiiSjE3ODo1NV1RV6/X9dXX1tbVNUolsdGJmeHxmZGJmeHy6taO7+Mo1vkBUUFg8NDY1OmkYnTQMjU0pVWqBSCKSyHh8YU1904Rh4UV7JmcnpqZEVDxLWtZQd5NApPAkEpFITmUzkEgsBk+Tq6+U1baOG5ZGxmdGJwz9Q+OVda1Pnj57/OTpV18/+errJ0ajsbGtu0XbOzAy2T80/iMor219/PQbo9G4cutOWW3z0Nj0W1cyPN47MFZa1fjlo6+fPXvGE4hHxyeNRqO2Z6C5Qzc+PbdNPzyhH54Ymphrb7iZk55HZYs1JSWpkHiaqFAsEnA5LCJdyGfhwRFJgvwr1S26kfHp0ZkJJV9S1tw/NTt/RSVmcoQsroCMx7GkpaNTc2OGmRKZori8fXRyRj88MTg61dHdV9vYMjpp0A9PDE/ONlWXsfliAZfPF/HFhaXFGhWTw2fzxAIuk8jKV8nFPKGYRGaJRSI6V1XVUF/XOTza28aUFeq62mli9fDErH54YnRytqa+uVOnHxyd0g9PjkyO5ItVfC4Tg6GSyUyFupDDFdCpdL40n8PhcThCsVyGQhCoVLpYfRWfDYlPxxaoCghUUWXlNS5PfbVEFhOfJpZJ0EgSiUhUlnWMT87ohydGJw2VtQ3dfYMDI5OmA2XGjBkzfwdGJw1VtQ26IYOuSfNUd7mrCtPU1nvt+o3rN29eLWssEOesNnj393XXNHZUVFS0tLVfu1nW3NoulsoGRib6BsdqautHRkYaGxvkpRqCtKCnf2RwZEI/PDEwMjE0Nt3Z03+zrFKmyO/S6QdHpwZGJvuHxgo0xVK5Uq5UiSWymvqm4fGZre0Zmphtqa1Qyq9KCxQtulERA5HHKxno0yLwFLFYRKKwhHJ1XYd+eGxqcGSytauvo1t/++49vlDM5vARaOzI2PjoxOz1yob2noHWzv63paWzr/hmzRePvv7WaJxbXC28Xt3RM/jW9XT11zZ31jZ2PPziEYvNTYRAk5JT2jq0c4trlXWtw+Mz23T6EZ1+pH9kqqGyOCeb3KEfUUh4sBQ4msJhswViiZhE5VIIWDwzv6yq+kZtu35oYnB8RMzgXavvGZ2aKVII6Sw+gy3kc3lSde3Q2NTgxIRKIFJdbx4YndDpR/oGx1o6uitrGwZHp3T6Ed3AuF7fmwuDFdQ0U5HpNEVZaYmKzuIxOUIOh5d/tV4l4jA4fBSSVFpdg0FgFVfLa9v0I4N9HBaXzuJICisHRqZ0+pHB0amK6vq2Tl3f4JhOPzowopdwJCwmS3mlRi0VM5k8GoNLIZJYAjmbyWGx+VyhiCsqLr1ezGTykdk5AnVlW0cbHo3nS2QMAo1Ap8HhmQQqS6y8eaVAyldWDY1NmvZSWlnT0d3XOzBqOlBmzJgx83dgcHSytLKms2+iq1HztN+7qwrT3jVUWl5RXlFVWtOuluSuNvn29GjLq5tU+fmtWm19c+uNsnIKldY3ONajHylQa1qamhAU8gWBKPCmDiuUDY9M6p4PyDfKqqTyfLFE3t7V2zc41jsw2t03JFcWbMwOBaLyqjr98MTW9vSPTNWXXxeKr5QUF1CYfD6PR2WJGGyu6kZddUWZRK7IzczmFlQOjU7qBkbbu/rLa5ruPfxiaWVtfnHZML/44OGXDS1dLdre4bHpgZGJt2V4bLqsprm5Q3f73sObVY1Nbd0/qp7J/qGxG5UNt+/eX79zLzkFXlPX8NXXTzq6+6sb2vsHx7Zpe/TaHn2nbrC1tbW8urV3eLymqkIoUVY2dF4vlIYEBRMEV9vamyWywtKqurK69u6+wa5efXV1Q2N7b1fvUGd3l0wkuVLd2tjYXNXQ2dU72NU3UFfbWNfS3dU7oO3Rd/UONrR0lFfV6fQjpn119w2UlVU2dOqrq6urmrp1vT0KsaS4sqWpuaW6sbu9rUUgkmiuV1dWVqqKS8ur66qbu3X6kYaaSp5U3dw12KUb0PbodfqRssraprbOTt2gtkff1dtfU9NUWVNf06itqWlobOsq0qgEssLmzv4bJYUS1c1WbVdFdXNDU0tNo7ai9Ias4GZdY72i4FpdY2tVbWNJSYlUdbWyprG6vq2+ocnUEdNebpZXt3R0d+oGTI03Y8aMmb8DpsGntWu4vUH1bCyw/lqWqrBCpiiQK9RsgYZNTrzdFdTW1tTc0V9UfEUileHwBJlCWXz1RnffUFfv0PXSyivXrmHI8v0JsXvDEGRusX5otFM30N7VV1pRI1cWcPnCopLrpoGuUzfQ0d0vz1cLxTKxVM4Xiksranr6h7e2p1M32NraXlnX0dXVJZHKypt0zXVVfHlRS0dPZU1jR2e3UllQ2dTd3WsakAevlFZrdQO37z64c//h3fsPB0cni65XdnT/+APS3Td0rbwuv/hmZV1rT/9wR3f/29bQ0a3v7h28Xl7X1N5z98Hn7dquuYXlqdnFoutVbZ29nbqBba2dva2dva1aXVtXv1anb+nQtesGdQOjXb0DVVWV+YXX69t7tbrBHv2wtkff0d3fotW1aHs7dAPtXb0tWl1rZ3+3frRTp2/v0Xd097VodS1aXXuPvr27r0Wra+3sbevqq2tqL6uq7+jRt3b2tnbqWrS92t7B9q7eDt1gR3dfS2ffRg3d+o7uvrZufY9+tKt3oEM32N031NGjb+/qa9Hq2nsGe/TDz3fa29GjL6usq2/paOvqa+3sbdH2dvToO3oGOrr7O3r07d39XX0jPfrh9q4+bd9wT/9QW5dpvb6ju1/bO9TdP9jere/uH27v7u/o0Xf2Dffohzt69B09/ZsdMe3lZkVNY6u2tatv40CZMWPGzLuno0dfWlHT2DHQUqt4PBXyYBY62ZtoGEo2DELGumOWRmLW+8IaGmrbuoe6+4eb2rrKq+t69CNdfUOmQVirG+jqH+7qHSoqv6m5Xtbeqd+oWatr0epatD0t2p5WrW7rHls2ntrg1SZpdW1d/R09/a2d/T36EW13X3vPYE//cFtXX0ePvq2rv1s/sjlymmorul5ZcrO6sq71Wnmt+kpZY3t3W1df63drfhtqmtrbu/t/SiVtXX0lN6uLrlU2tnWXVTepikvrWrTt3X2tWt22jt6h16Mb7NKP9w1PdvYNdei+Z5s3QNs33Nbd39yh6+wfedMivUNt3fqWzr6X6Opr7epr7eo30d4zUN+ibdbqWrv7N1e+lrZu/Y9ufFf/SFN7d3vPwGuPT2vXD7XwrWjvGdD2Drd19/9wr9+ctm69tm+4tau/oa2rsb37dfSYaHpO4+vpbtbqWjp7G9u723UD7b2D7bqBthfo23T6tp4NWrv1my9Hy/OD09zZ26x9iaYNdE0d74rG79L+8sL39vcd0KFr7PibG/yobrab6Nno0fPONr1c4Uavt+zuRSVaXbO2t7mzt6Wzz/Rr09ajf/kl3qBdN9iuG2zvHWzTDbbpBlp7XtDSrf8uzV1b6f8+mjq/j74XC9rny1rTct/3l3oTthbva+7s/9HjwzvFNPh09I60advHO7LvTKc9nMt6OJ/zcC7787ns+9NwfSuprXugo3fYNMx26UdfW0/vwETv4Lj2795+bd9wZ99wfXtPZUNHXWu3tneos2/4p1f70yvR9g519o80dugqGztqWrradYObdW5Ljgp/10Cjw1OiI95046jwxIjQtOSkvIz03PTUreSkwU1kp8JyUuE5afCcVHgWPOUFMOgrZMNh8KSEpAgw9Me3PBwa/d2nwpIiw7NTYbnpaS81Mu15I1Ph2amwDX6whVmwlOxUGDQ2OiEMlJ6clJfxPRWmba0Q9jd6nQqDJyXEhQJTIUlUEolMIDwHTybgyXg8GY/bAIclPYeCw1OwePIGBNMCBU9AZeUgMjJJWBw0MjojOj4nDoKIT0HGp6Di4eiEVFRSKhqajknNRMPT8RlZxJxcIgJBRqHoWCyLQGCRiBwamUujCph0AYMmYjHEHKaYyxJz2VIeR87jyPlcOZ+rFPIVAp5CyFMIeUohTyHkKUQ8hYivFPGVIn6+iJ8vEuSLN35UigQKIV8u5MuFfJmILxcJFGKBUixQiAX5EmG+RKiSCAskwgKJqEAqUkmFKqmwQCpSy8SmR7VMrJaJNBsLG2jkYo1copFLChXSQoWkSCEtVG6gMS0opBqFpFCxsVyokGoUUlMRE2q5RC0Tq2USjVyilknU8ucLMolaKlJLxRrZxi7UMrFabtqvqYi4QCoukIryJSKFWCAXCeQivkIoUAj5CiFfIeBL+TwJnycV8GUCgYzPlwsFCpFAKRHmS0UFMnHB8x4VSMUqqUglFameH4R8sTBfLMiXCFVSUcHG3qUauaRAKlKKBDIBV8rnSnhsEZvJp1FZRAIZgUSnZyJSUrOToDmJ0LykFEQiNC8RmpsIyUlIzIlLyIlLyIqKy4mNxyQm4SBJeCiEkJJMSk2hpMPp2emMnAxmbgYrL5Odl8XOy+IgsrjIbB4qm4fMEqBzhNhcITZXgM0V4fNEuDwhNleMyxPjciWEPAkhT0JCSMkIGRklo6DkFLSCglZQMQoqWkHDKGgYJR2roGHkVLSShs2nY5U0rIKGMW0gp6IVVLSChpZTUHIKSkHDKKimZbSCgpaTUSYUZJSCjJaT0AoSRkHCyEloBRmtIKNVNLwQj0qJDodEhv0dRsIfMWxCo8OTo6MSw8EJIYEJIEBCCCABZCIwKTICGh2ZHPU/ruVbSYmOgMVEpsRE/LgR+O/csG0OltvfnDNvs7GD5fYzVttP7d5+bNdHp/bsOLzjw892bz/+6fZTFn+j1Gef/jUlPDgtCpQSFrQFQAoYADURGggNDUwODUgGBUBA/hCQPyRkK37P8U8BByYC/U/u/uCtmv03OfXpX92P7M+FxEDBgNc3MjQQCvSBBl6E+p9P9j+fDPCEhPhtaedmC/2SgH4ZMWCA+5nDH/0RHhmSFhXyN3sNCQ2AmDr+fb0OAyQE++37029yoQmlRSoJkyJj06RsmpRNU7DIfAqOhsfS8FgaDkvFYShYNAWLpmIwDCyegcZLqFQFkyGn0+V0upxBVzIZSi4nJyG+8kqJ/2mHC3v2BtqeANqdAtmdAts6hNo6hJ1winR0i3Bxi3RzT/K+DA30hYUEpoUBc2LCUInRmOQYLDwen5pEzYBSM1PoOTBGXioTmc5GZXDRWUJsjgiXJ8bniYlIIT5PREKKiAgxCSEmIcRkpISMlJCRMgpKRkbKyCgpGSkmIsQklIiEEpHQQhJKSEYKyUgRGSmlYWQ0jJSGkdOxchpGQcMq6VglHaegYxUMnJKJy2fiVSy8ioVXMfEFbIKaRVCzCWoOUc0hFbCJag5JwyVruGQNj1zEoxTxKUV8SpGAWiSkFgqpGgGlSEAr5FML+ZRCPrVIQC0SUAsF1OdrKBqeCbKaS1ZzKWoupYBDLuCQC9ikjUc2sYBNUnNIatMjh6TmktVcsppDVrNJBWxSPpOgZBLkDJyYhhVRMUIyWkhGC0koARElwCN5eAQXh+DiEWxMLheH4OERfCJSTMPKGDgFE5/PwqvYBBWLoGIR85kEJQuvZOAUdKyCjlPQsDIqRkrDyOhYOQObzyKouWQ1l6RmE5QsvJSOEZAQHHQWPSeVBIdg4qNSgwNjLl4AOToBPjsVeOxE4NETgKMnAo8cDzx8JPDwIT9bG58DB3z27gs4cCDi2OGYE4djTx5OdDiW7Hwy9Zxjhpdrlo9bto9rnq87wtcD5e+BDTyPBZzHB18gAi+SQZeoYZ4U8GVK2GVqhCct0osR6c2I9GJEeLKivVgxXux4H26SHyfRj5sYIEoOFkOBkhSgCBokggVJ4EAJHChKCRKlBIlhQGlqiGmNGBa8QUqQOCVIlAIQQgFCaJAQChAlBwkggUJIoAASKEgMECQGCJMCRYkAYQJAlBgsTgSKk4DipCBRUpAEEkKNDnDa+/Hptx/c/q5YfexgtfNVLHf84xv2/xbb3A9Z/zCutpbOB3c77tvlYLXj5O4PT1vu8Di894eLeByydjpoZW9t5bDf2u/0vtiLNn4nLRWZR+PO7Yty3+9/ev9JKysXW2uP7ynubLMnLSYsMcgnLsBzg0DPaH/PiMuXYi97gS+dC73kAb50Dnz5YrSfZ3ygV9z3kxDkkxIOdLG1/JvdfCtcDlr4OJ7MToiK9r34opEBnnEBnjEB3nF+FxN9PCDREQm5uFgsKw5JSUyExPpdjPY+Fxfo/UoLYwM8UyOA4d4XTlvvSo8Njwd4v1Khqfub28cAvKODfEzEAl6tbbPX0HDgsV3vYzNT+WQ8AhqPgieh4UlYWFxcAjydoqKo6vHKBry8Hi+rx0lrsZJanLgGJ6zG8GuCExgYSBI5PZ2UlkZKSyXC4XI2CxoKKpZIIi5e9j90IuyUS5S9W4y9e6z9uRiHc0luXsmXfCFePsmBAenhodnREbmxkShIHBaWiIdDaFlwSiaMnp3GystkI7O42BwuLpePzxPg84R4pJiIlpKxMgpWRsXKaFgpFSulYWU0rPQ5MjpOQcfLaTg5gyCl4aRUnJSKl1BwUhpBRidIGXgpHSdj4JUsYv5zqeSzSCo2ScUmqVikfDZJxaWoOGQ1l6LmUTQ8qoZL0fAohTyqhkct5NMKBfQiIb1QQC8U0IuEjGIRo1jEKBYzS8SsYjGzWMwskZgWWMUSVomEVSJmPX+KVSxmFYkYps2KxcwiEaNIxCgWMYuEzEIBQ8Onq3k0E4UCWpGQUSigF/I3dlQkZJg2K+TTNTyamkdTcalKDlnOJstYJCmTKLxFOaoAACAASURBVGEQJTSChEYQUXFCKpZPwgjIWD4JwydiTMtiBkHGIirZpAIuRc2jvoBP0/CoKjZZxSarOBQlmyxnEWVMgoxJkLMIKi5ZI6AV8+lFfJqGT1OxyVIajo9H0HPSSfDkvNgoaBAg6vyFaLdz4Y7OYAcn8BmnEHuH0NMO4DMOoNP2QSdOBB89ATx6NMr+ZJLT6WQXhxR3x/RLrtl+F3IAl3ODPZHBnmigFzbEBx/iQwL7kcL8yGG+9KgARnQALdqfEulLjw2kxwUy4wGcxGB2AoCTEMhNBHASATxIkAAWwoeDhHCwNC1ClhYpz4iUZkRIM8PlWZHSjDBZZoQ0I1yWGSHLjJBnRsoyI6TpYRtrMsIlaWBpepgkI1ycFiZOC5Okh4tTwWI4WAgDieBgETxUBAsVpYSKUkKlsHApLEIKj5TBIyTwMBk8gpkEPn90n9uh7x2OzPwPx83W0vmghWn57L5PXA5auB+ydj64+0dU9ZIOPQ7tdbXZ47h312nL7acsPjpl8aHj/k/OHth94TNb4AXnJFAgKS8Dk55ydv+nP1yp00HrgDMHSFH7gPZ7bmTuNzY6ks598EDwKdN7+wRtrzTaSp12KNJtn9PB1xd3ttmTGgNOCvGLD/I2EQvwhoH86ERQBtVbzoSr2JkFgmwlKyYt/DLoonu496UIH89wb89wb8+YAO+EIJ/NgolA35SIEOfv0aHr/l1O1jucrLaftfrIyeojJ6uPzj5/dLHe7rZvp5uthfuh17jf5aCFt+OJ7MSo2IDLm/uKD/KOC/JJCLqcEBYSQis6dn3FofELL+3j822PnKuW0zS1GZC4SO9zcQCfl4oAvFKjQsJ9zp+23pkWG54I9N367MY2wT6xQN8YoG8swDPN6xzN5Yzo1HGC+9mkQK9ooF98kM8r2ycCfaERwKO73sdkpoqZFGw6FJ8FJ2ZCE1OyeWX6e18Z1x4aR1aNhtvGqTVj//y3oyvG4WWjduqbqTvGFKw6PSqakZNDzcqiZmVSszIVHA48LPyqQhl52QtwzD7slHPkKdd4h3MJjhcgrl6Qc97Jl33hAYHpYFBGJDgnOgIZH42BJmBgiYS0ZHoWnJGVyshOY+VlshCZHHQ2D5srJCCEeIQQjxQRkCICUkpGS8loCRktoaDFlI1HEQUtJqMkVIyMipVRsVIqTkzBiMloCXXDhTIaXkbHKZh4JYuYzyLks4j5TIJpQcUiqVhEkw7zOSQVh1zAJavYJDWXrOFRTRO4Qh61kE/T8KiFAlqRkF4kpBcJGS/0JmK+WBAxi8WsEgm7RMK6ImKViFlFYlbxc18Wi5imUkVCRpGIWShkmFy4iZpHKxTQNfwNFxYK6IVChkZALxIwNAJGIZ9eyKdr+LQCLlXJJivYZDmLJGUSpAyimIoXm3RIwfLJGD4RLSBheEQ0h4DkkdBCKlZIxcqYhHwOWcUlq3kUNY9awKMUcClqLkXFIas4Jh2SFCySyYhSBk7GwCmZBDWHXMSlajhkDYeq5lBlNDwfhyRlwHLiI2GhwKgLFyJd3CLOOIc7OIc5OIHsz4SedgCdtg91OA08eRJw5FjQ4SMRJ08kONpDXR1hHk6pl1yz/S/mBHnmAb2RwV6YEB9siA8O6IMP9SWHB5DC/CjhvrRIf1qUPz0mgB4bSI3xp8UGsBIA7AQAJymIDwnmJgLYCYHc5GBeSogAFiqGh0lSw6Xp4dL0cGlGmDQjXJoRIcuMFKeBJRnh0swIaUa4JCNclAYWp4HFaWDJ80dJWpg4FSxKBYtTweJUsAgeKoKHiuBgIQwsgoOFKSAhFCSGhUng4RJYuBQWLkoBy1OjmImh54/sc7OzMuvw/4+42VmdO7LP1/G4m62li82eSO/zPg7HXGz2+Dud9Di8721r2+Z2yGoTF1vLc8cOBp93Tg4LxmbAOCQcGZHV26Wdn5356qtHps/aGR7oP2nx0dZSr+BsY3X56KcTVSHG+aAp9G7EmfduhPwX7Nz7oqg/ChLe18T/mXj5vWbY+2GOe87aWL+2Bicbi9RocCLQLw7gbSLM61IBNrb1Vt6pcYf7TyafPhharSEu1yM7q9g35dhqYYyKGljAAKjowKxYv2h/r82CCcEbOvzuXlxtLHyBkbF59DgkKwYrDsPJwzDSKDQ/Mo8RkUsPTCVcDAj1OHnEzW7P6/q42+vMiayEqBj/y5v7igX4QIMuXo08FkxS7xH0B6vpLmXV1pX3Pi1f+a16xqlkur6vVY6KjPE5HwvweVEq0AseCQr3uWBvvTMtJjwh2HfzqTiAd1yQdzTQNxbom+p3CePhxHJ0uL5rZ9Of/tL+4cdtn1gUH7LNu+gaHewTE+yztVRCsC80HHh013ubOiRkwXNgEKK8euS28YJqmdhyd9DwNVBq8OdNSGpWTkLazsQ1K6oXdbPfJiOVGTHR9FyTDrMomZlKLhceFn5NmR/t6et/5CTY3iXKwT3e0SPR+QLknFeypx88KDgdDMqMAOfFRqLionHJCQRYEj4VQkiHkjNhjOx0WnYaIy+dichgozK56Cw+NoePy+HjcgW4XBE+T0JEikkoMQklIqMEJISQjNxQIxklJqNMy1IqRkLFiCloEQUjoWGlDJyUjpPRsUomXrlhQYKSRVAyCflMoopFLGCR1Gyyik1SccgFHHI+m6jikAq4ZDWXUsAlF3DJGh51U41FJksJaCZXFYqYhUJGkYi5leKXKXz52SIho9CEgKExTQ35dA2fXiRgFPI2pKjh0zUCukZALxTSCwWmZZpJk2oeVc2lqNjkAjZZySJJ6QQxjSCk4kVUnIiCE1KwQjJWQERz8Ag2AcEhIrkEFJ+EFlAwYhpOziIq2WTVcwUqWUQlm2j6P0DJJilZRCWbpGQT5Qy8jI6X0fByKl5Ow6uYRBWLVMCmFHCpShZZSsWx0TkYaAIsNCjm8qUIV/ewM85hDs5hp51C7c+ATp0OPXUadNIeeOIzkw7Bx4/HnD6Z5HQmycURdtEtO9AzJ8gTBfRBB3ljgD5ooDca6IUBehLBfqQwP1KYLyXSjxbtT4sJoMX402IDaLEBtFh/ZnwgJymICwniJAayEwPYSYGc5GAuFMiHgURwsCQtTJIWJkoFC1NDhalhkoxIcXqkKDVMlBYmSgcL0kJF6WGiNLAoNVQEBwnhIFEqWJIaJoKDRalhkrRwIQwkgIYIU0CiFJAwBcRPDhFAQaKUUBEULE4JE6eEi2HhopQwKTSCEQc6f2Svq933DmjvDnfTgp2Vm52lm92WNS82eD7o/83a7Czd7F4Z5azd7Czd7fa4bzzucbfb851t3gA7S3c7S/fX1G/lZmfpamfp+v11bjb+LTryVgfwsPUpiw9x6dCKq0VHP/5zEtD3mkoupBFTo0Lqy2962h92trF4qwq3udlZbXJy94elJYWff/65yXxPnzypvH71lS/i6tG2n7T4aOP1ex2OB6xADp9+c9Pa2HCgJ+6jKOf3ykUnv5yM/3Yh2Tjt/m3/kXtVx4qSLS4f2n3mwOZvw0s4HXxJhzEBXglB3p2lGWtD+KVe7KwOZehDjGWfnOElfvOwzzBTR6urGNYX35q+cmuMfEMSEePvFRv4sg5tvtNaW0snmz2JnCJJwwCndb6gsrauTFFddSVfO1Uw/vjG9Fe49qWsxnlgGs7J6qPvttD5wGt0GAXwTQ84N+S9qzPpuJ64Vyuz/Y2863+rZ/+/gsl/Zvf9BdlWPTT45JaQl3s+3MfrVR16X7C3eo0O44N9Mi67s233Ca33U2JRPGZpEUrcdPS09g9/0n6wo+fj3a0WloLTn0H9LscE+byqw53vYTJTJSwaLgNGzoYnJ6deb5+avm38NW7KuXC5beKL36T0/SamnVe18FuPm785rSlqWCnVfQVFKDJjYxl5ubScHGpODiU7W8nlpUZE3lSpYzz9Ao/Yg0+7RDm6xzp5JJ27nOLllxoQlAECZUeG50RHoBJicMkJJDiEAIMQU6GUDBglC07JglOzU+m56YzcNBYyg4PK5KKz2agsPi5XSECIiSgxASkiIkVEpJCE4hMRfCJCTEJJSCgxCSUmoyVktEmKJl+KKWgxFSOmYkxvnskZeAUDr2QSlEyCkkVUMAlKJkG1MUF8ftaUTVKZ3sZ7zsY7fFyKmkfV8KgavgmaRkBX82kaIb1w43wm4zVGFL6Q38supBcKTVM9ukmHBTzahgX5dA2PtiHFDRHSNYLnk0U+Xc2jFnApBRyymkNRcShyBlFExYloeBEFJyRjBWSMgIQWkbF8EppDRLKJSA4BaZojCihYMQ0noeMVLKKKQ1ZxyUoWScEimpAzCQomQckiKplEOYMgZxDkdIKchpdSsRIKVs4gKJkkJZOkYJIUDKKEjGHkZeTFRyX5+4W5uoeecQ497QQ+7QS2PxNy8hTY3gF06jTw+GfBR48FHT4ScvRo1OnP4hzt450dYJc9sgCeOcHeiGBvdLA3OtgLFeyFDvZEB3viQN6EUB8C2IcU7kuO8CVH+lJNUowLpMcHshIAnKQgdiKAkwTgQAAcCIANCeIkB/NSQvgwkCgVLE4NE8JDhalgARwsTo8QpoYJ4CY7gvipIGEa2DRBFMJDTToUw8NEMLAIDhbBwQIYiJ8MNFlQAAXxk0N4ECAfAhImg4XJYBE0TAgFi1LCZLAokw5dbL93QHuneBy29ji819XW0tXW0uPIXvfD1u7Ph0T3Q9bOBy0+2/3B2f2fuNpYOB/Y7Xxwt6vNnu+OmWf3WthbWThZb3c7+LHbIWvTSlc7y/M2n3rYWJw9sNvFZs/pA3tOWO++eGiPq+13arC1dLOzdLO1dLWzfmW9+/5dZw98eurAbvsDu132f+K+/5MXzx6ycrW1PLP3E6eDFq8dxt0OWTlY73Sw/tj9kNUpiw+P7PjzGeud7oesX9nM/ZC104FPX9OqN8DpwG6fM8eL5EIpi4qAxhfKhHEALxGdGO7lIaKT/M5+5nzQ4q0qfEmHn336QY+2fdN8D+7du64peFsdutlZOdtY5zq/z3T9DzboP+6NJBiNY99++9XjJ19/dW/g2SjQ2GNv7PAYpZ7wPLz77MHX6xC+RYfR/l4pYO+5Xvb9hdI7M1fXp0vWpjRrs5rVmfyFbkTPAC+0Sjez3PfF3f5Hq9KRFkgS0Csm4IUYYJGg79UhU8W50VbGh99j7P8G/4cnuL/M4Y8UFBepB+/hGiax7YuhKNbZPR++poOv02E4wI8WdHYxdMethA8eEv4ymrGrKtXTlSD5J2r/75BNv0qoDGQ2GL+RjLecjPC9EBvo8+rs0Orj1JiwFzoM8o4J8sGcPFb55/cb/u2/Kn7x75y9n8Gz5YgrE6JCXVVkWs/Hu3Tvvd/zwc7BP39Qam2ZEOgZ+9yIpn8Cju58D5MJl7BpuEwYORcOSU7XtMzMrBnthXOWnBmN7t7/iev5p6BGTuXioYjG0zG1/NIV0tXbKQhFVlwcA5FHy82h5uRQs3PyefyMiJjSAk28p3/IsTMRDu5RTh7x5y4me/vAAwEZwJDssPCcyIjcmChkYiwGmkCAJZFToZRUKDUDRs1KJWfCqTlptJwMFiKLg8ziILO4qGw+Jo+HzeNj84Q4hAiPFOKRQgJKQECadCgiIkUEhJCIFJFRIhJKSECIiEihSZMUjISCEVPQYhpGQsfKGHgZHSen4xRbvJjPJJoUmM8iKVmkjdOnbKKKTSp47kUVm5TPIW01oppPK+BT1QK6ZmOeRy/8QR0WvapDRqGQsXFGVMhQC+jqDSlSN6Wo5tPUfJrmOYUCukZAM73nV8CjFnApag4ln02SM4kSBkFExQkoJhdiBES0iIgRkDA8EppNQLIJCA4ewSWgeESUgIIVUbFSOl7JIqo45Hw2ScEiyllEGQMvZ+BldJxJhwqTEekEKQ0noeEkVKyYjJPQcBIaTkrDKegEOQ3Pw+biU5PTwaDoi5dCHV1B9mdDT58F2zuG2p8G2Z8OOWkfcuIk6MRnQYePhBw9Em5/IvqMfYKrI8zTIzPwci7QOzfIEwG4jAi6jAi8iA72xAK98CHeRLAvMczXpENKlB812o8WHUCLCaDHBTITAOyEIHZCIDsJwE4CsCEANgTASQ7iQIO50GBBaqgADhLAQXw4iA8HCeBgPgzMh4fy4SAuNJgPDxWkhvJhIQJYiBAeKkgBCWAgIQwsSAkVwDbgp4D40BA+NJQLAfKSQ/jJIB4kRAABCyFgETTMJEW5SYeH/wE69DhkdXyvxZFDdm7OTtDEhNioCIeTn9ns33dq726PQ1ZudlbOBy3O2O1Ljo10O3nk4ulj/m6Ofq5n3I/ZuNjseTFU2ljZ77UAe5/k8XCJOIWL40W3gzs36t+/yxeS9yd800eIit+nlx3D1oYJmi8kszxPHHSx2SIJmz1ORw54OLmc2r/PxfaTFwO7raW7zZ4jAb4edFZkYQm4oNABgzvh4eJxYLdpA0frj9OSIJVVDQKe2OPIAZeXxeN+yNpx/6d+510DLnkctdgBiQQzSHjARXd7653uWw/CYWsH64/djtl4HDvo9vYvwSmLDxmY3LryG3VlNyK8z4sZ5NQokIxNC/ZwlDDI/k4nf5IOT3zy194u7ab5njx+Un615BUdDvb3frb7NYZ4hUO7rX1P/um+zsdo/Orpt8bHT549+urJg0fGLxZvfKs9/azG3VjlWRJ/+JT17tfqEBYVmgD0jQV4xQK8ovw9k0MurU2WGo09xqeNxqeNxqdNxif1xse1Xz+ovTerfjIrWBtjLAwSl0fIuur0RKBndICXqWx8sM/36fDswT1xnKulEsIT5qfGW/qnfYqvSRbGzF/OIw+IytsxjQZU2zwIQX+9Dg/u9jpzPDMhMtr/kmlHMQDvKIBPPfDgashHczE7VxHbvyC+V4yC7s2q+D208rdg1b/4SeySpF8sEr6aPA8PPhPpv9G7mEBPeGTIhg6jwfHBPqb1ccE+UX6X8/70X9f+17bWf//vpl//ufF//aLw336f7B4fgm+FCgbxEGmN5YmR3/6h95e/uvEfv072vRD9vGx8sM+mDqUcBj4rlZKXlgzNUDVMzd4yxhct/DlvKPHK/H8mdP6Lf10ke/CDy6URmC4YfxZVsAZDKrISEhgoBC0vl5aXR8/NU/EFWZGxFeriRM/AsBNOMWfPxbpdTLzkBfHzhQUD0kKAORHhuVERubFRiIRYFCSOAINQUqHUdBgtE07NhJOz4JScNHpuBguZxUJkchCZrLxMLiqHi87hYXL5WAQfk8vHIgR4JA+H4OLz+ASEkIAQ4vMEBASfmCcgIEw6FJNQEtNkkYIWUzBiKkZEw0joWCkNK6dvTBMVDLycgVeYZkVMopJFVGycQSWoWETTtZ0qDknFJuaziSYdFvAoBdznU0MBTc2naQQMzXMdvpgmvszW9cVb1wsYRUKGaZapFtDVgg0dqjdmihuzQ5MX1Xza5iUwKi6lgEsp4FJUbLKcSZSzSBIGXkjF8sloHgnNJ6AFBBSfiOKT0BwCkoPP4xKQHDySg984cSqh4eSmvrMISpMRmQQZA286OAoGXsEgyOkEGY0gpeHEVKyYihOQMQIyWkTBiMhoKQUrp+JERBQtOw0RFwsJCAxz9QA5OIXanw09dQZ8+nToaQfQyVOgE6dAxz8LPnI06PBh8Ilj0Q72Sa5n07zPZwV65gV7I4K98gAXUcGeKMAlTLAnDuiFB3oRQD4EsC8xzJcS6UeN8qNE+VGj/ekxAfS4QEZcIDMukJUAYCcFsZIArKRAFgTAhgaxk4N4KUBeCpAHAwrgIB4MxEsB8WGhAjiYlwLipYRwoME8WAgfBuKlhJie4qeAeFAgPwXEg4bwU0AmEfKSgfxkIDcJyE4M3tBhUgg/CSRIAgshYCEkVAAJlSRH0GKA5w/vdbX9u7rQzc7q/GHrA7t3frj9YwQSKRRLJFI5MCTkD3/6895d288f3ut+yOozi4/gSfFEDAqVmxUVEpQGic9MgRDQyJN7tpvOOp7db+X32f6MoI8ZxXufGUn5s+unoHpH2wPutrvd7CzP79/5b3nV/1VjBDZ//qF40b9kOb3hzknWaGSAr6P1DlMbXG0s7A/upTKE168oRan7GUF/PbNvt6vJZ/s/OXLONaut6wujcer+w8UvH608M/qrCk+dOOR2cLebnZW9xYdENO7RE2NdfavLwX2uVpbuB17M/DwO7z1hsT0uAhwREhQRElSsUV8tLlKr8r1dHM7u27WpzGO73j936kh7a6uPy+lTe7Y7H7Rw+8708Qdwsdlz6YRtQpCPjE2jIDJTo0AlSgkNle1is4eOyvE5c+ytdehqZ7XJqT07ZDxWZ2uziYaqCiomb/NHE0oRz97q462lvouLrZXDXqsW4h+MX5Y/fmZ89OjR559/fv/+/Vv3nz2Y0jyr2PGkYP+3wmPz6BPnbT5xsrV+pfjZgxYpkaCEYN/YQK/YQK8oP89k4KW1yZtGY923X5c/+7rm2aMr33xR9PRh/tP7sqf3ZU/uCL6+xfhqhfDsFmaiIyc+yDPa38tUNj7IGxYV6mRj+WojbS0dbaziGJpp5gUj0+LZg2Wj0fhsbeyxzO9Z6m9LeXkZNTOYtgUQgu6458PvdtDp4G5Ph+MZcRHRfpdMO4oO9I4HeHb771nw3zEftXMKuF0Ua/8nMGsb4Oo/e0t+cY607XBGMoXz7ZOsW7qw9MAzEf4+poIxAZfhkSERvpdOWX0MjwLHB22sjwvyifFyDdhhf+79k/L/s037q/9s+4+/tP7zr2v/97/k7HI6F3bFjzycHoHI/+UvPXYEeDhgUn3OxQA2e+0DiwQd2fk+OgMu5zGJuek0ZEZKSqayfnJg/llx9+0/JHb+Z1S7B1F/Cd3z+0tlvz5dLLw2CeUOQ7iGKLggOyGBhUbTEQgGEsXIQ2qEYkRMYk3RVahvUMRJl1jXC4kXPVP8AmDBgWngkMzw0NzoyNzoSERcNDIxDgOJJ8CSiPBkUiqUnJ5CzoBRs9NIWXBydio9N42Rl85GZDDzMtjILA4qm4vO5mFyuKhsHjaXi8nlYnM52BwuNkeAyxPi8wSEPB4+V0DIExKRYiJSQkJLSWgJGS2lYmQ0nJiKFlMxpqtP5XScnI5XMDd0KGPg5Uy8nIk3nSrMZxNVLKKKTVKxiCo2UWV6a41NMr3ZpuZRNHzTNZlUtYC2iUZA2zylWSSgF22e23z+42sxbbBhVgFNzTc9vrjKVM3frJmm2ZQin6biUkzks0lKFlHOJEiZBDEdJ6BgeSQ0j4jm41E8PJKLR3KJKC4BxcEj2Lg8Nh7JxiG5eKSQgpHS8TLTvwUsopxJME0QNy7QpeHkdLyMhpdS8SYdiihYIQktIKIERJSQiBIRUBISWohH0nMz0EkJMCAw+sKl0DPOoSfPhNs7Rjg4htmfAZ9yCDl+MuT4Z0GHjwUdPhJ6/HiMg32S69kM74uIIG9ksDcCcBkBuIQMuowOuowO8sQGe+FCvPEmHYb7kSP8SBE+lCg/apQ/LdqfGhNAjw1kxgOe6zCImQRgQQAsSBAnOZibAuRCgTxoCB8GEqSCeTAQNyWElwLiQkO40BBOMpADBXKhIaaVvBSQEA7mQ0O4yUAOJJgLDeEmh3CTgbxkIA8C5CYCOUnB3KRgdmIQJyGYmxjCTwrlJ4H4SSBeEkgECaNFB587vNfF9jtDxDvm3OG9n37w589OnkJjMH/4666Dx+zxeNwHH223+PC980f2uh2yOv7pB1kwKJdBI+Ewttv/dGrPRyf2fJydBj+99xO3Q9ZOB608Xa2ueH0a6/ARRPgrYR0JTP9yr0/RsYOH3e12u9pZuu79+INctV3TE1Dt2omC2biyhUv500680SiA/xnrHa52Vm62lo6HDkKT4rtLYbcaj60ojvjaHzh76ICrraWrnZXL3p0nIiNXvn7CbWg+jqceROA7p6arpw22Hi5u+3a52Fo621omJSRRaSwMiuJ/yfW0y0cnHT50tbF0s7N2tbNyPrjb6cjBqoryqvLSnFSYJl+5fusWi0b1dTt7Zu8uVzsrt0PWJ/dsjwACBgYGjEaj23G7aICP+wk7F5s9b3MYrZ0OWpw98KmzzR73I/vOHth96aSdi62ls80eV7tXtfImvKLD7UohV9fZYaKlroaBQ23+aKJAKrS32uFq90O/PWcPWnkds7it+P03d5ofPjbef/Bw/c69xVtfzC2uPmo6+1Txi69FFo8pNrej/wI6st3B5m/rEAK8tDJx3WisNT6pND6uN36pNn5ZZLzPNt6hGG9hjMs5zxZSHxsgX80mjzRB3lCHZ2ysk2ny+7hDT9A7nt2efjH/FVxuxwfBq99eh4Ge7RctZr22Twd+POLyUeRFv23OpB2BWXuDU/7lKHTb9nAcwsP4ueVyy25EhEu4r+/f1GHcZUcfi8v/4mrYt9Of/U/btL/4pfZXv+/5198ZfvFrge3Zzy4E7PzU4neOV7bFPvH2xqd7uUQDvF/W4XvoDLiSzyYjMhmo7FR4lrBiXGd4evfzJx9GNm9zLsUUTbGuTm3bq/zQ49ry+qMvv3rSN3mfI68nZmQwUSgmGs1EodkobLFEho5PrrtyPcUfGOHgGnf+MsTHNwUQmBoSlBEOyooE58RG5sZG5sVGohJjMZB4HDSRAE8mpCYT0qGkDBg1O42Sk0bOSaXkwOl5aUxkOjMvnYXIZCLS2ahMDjKTh87mYbK52BwuLoeDzeHjckUEhAiP4ONy+YQ8IREpJCJFRKSUgpFRNu7KkNKwEhrGdFeGgoFXMggbE0QmwTQrkjHxMiZevnHdqelkKclkGtPVJfkcsumiUzWXonk+RSvgUdV8WgGPWvBCWnTN2+hQ8xKmk6IvLjFV8+hqPrWAR92sXM2nqflUNZ+m4lFVPIrpihglmyRnEWRMgpiOE9HxPCqWR8LwCCgeHsnBIti4PB4RzSUg2HgEG4dk98VrvwAAIABJREFUYZEcPIpLQAlIaAl14+yxjEmQs4hSOk5Gx0k37mAxnSPFSWk4KQ0noWIlFKyIhObjEQICUohHCnAIHiaXkZuOhiRkhIcl+PhGOLuBTzlGnHKMsHeMsHcMO3Um9LPTIcdPBR0+Djh0BHTsWLS9fbKbS7bvZZMOUcFeSNOZ0qDLmCAvbLA3JtgbA/TCgbyJYb7EMB9KpB85wpcS4UuO9KPFBDLjg1jxQawEACsBwEwEsJKCWElBLEjQc9sBuRAgNxnIg4FMmPzHhQK5z724qUNeCogHAXIhwdxkIAcK5ECCOEnBnKRgbmIwNzGYHQ/gJgVzEoPYCUHcpBA+JJSXBOImhnASgkWQMGoM8B+iw/NH93343/+5e/enJAp1p8XeA3aHMTjCv//uvz7+yx/OH93ndsjqzL5PXI7bNdXXerk67nvvd8c/ef8zy505afDTe3e5HbI+a2Htl/FJo/TPnp9Yv+e//SOO9yfpoTuddhw/uMPDztrVztLD+q9ueehP6r4Na7h18ep87M15buf6CcZgZKDfGesdLjZ7HG0swyKT2grTvy4/amx2mkB/UlSocXU842Zn5WpnedZ6h3NU9PpXj0+kZV/GkX3JdGlDc8/C0iE3Z7d9O11tLVwO7UtIgKRA0pB4lEfx/v11v7x45fAZXwuXA5audlZOBz51PmqztLi0trqSkwYvv3HdaDSK+TxvF4dNHR7d9T6LTvvq8ZOnT5+esd2bFR8eExJob7n97Q+mpYvtHhfbPa52ls42Fi62e1ztrEw//ggdWm5y/JP3ezu3nCz9+nH51eLvniw9sfsDV7s9Wwu+wpmDloEnLb4U/u6ZFnD39vLS7S9nF9fnp7Sft3o9K/rl14I/PiJvf5JruRz1p8sH/+poa/VK8bMHd7+qw+BLK+PFz55ph9dGBlYmuxb6SkfqKobLSwdu3Ogrud6jLunMb+0hfz4ZOVQXEQ/YqkMfWFSok813Wmu754yNZSJLs4w7+zT9L89uG4xGo9H47eMm4TfQ9+uZ8LTaGUzrAghBd7T84LsddDr4qafDsa06jAn0igJ4X/c4MOn60ZT3x7OAHXPRHzdEHhxJ3CWMPfybAxG//+TSUNEnxolfLcn/CANcinxpdgiK8L14ymoHPAq0VYfRly8A9v36P4HR2y7d++seKOqftg3/5rdzf3yv8l//FfCr3/z3H/7jDx/aboPd+OerznExf0y95Bnzqg7/gs6A5fM5ZEQ2E52TmprNKx1bvm80Go3H4pu27VHU6tZa+ta2fSg8GVa9+fquryzi0tOZKDQTjWGhMXwsoUSi+L/tnXd0G9ed7/W8yW5eks17cZq7CptYwN4psZMgCJCiRDQWYGYAECRY0AiQBEASwGCAmUEvM4NKsJMiJVmKbMexHLnbsTebxC2J7dhx4pRdO3acOI7t2Ja5fwxY1Lw5eS95552Tc74HZzC4984d4Jz7md/v/n4/oGr9A2fP6/uhUc5xjaBH29dngECjFJyWS6cHpdOKAfPYkGV0CFGP4jo1PqF1GnS4Ydw1PeGemfRbjF6zwWs1+C0Gv2UqBBtDsJGwmUhkhkJmwshMFDVHUXMUt0YwSxS3xJ1wylnqhONuW8KNzHmQpNex4EslXSwFnYsBPOUGDDqXA/hy0Ekf06bhYghfCDkXCOcSbR1ui2YhHWayQnnWwp5UWM02C9eivvVtKG7Ed7UZC2zGLnt76mrFA6foNrtbg9sdt03A9ah/jd4m3OFu1L8eC6zHAmtR/+oeHC5TdGqEi8Zh2OOIuOxh3EZiVgK1UhhM4XAYh8NOhEBhErNFXPaoyx53I3M+x0IA28nIXAji83503o/N+7GkD036MPp43o8t+LGk15Fw2xMue9yJxDE4arcEzUZUp5pRDOr6+pVd3SNMtry+WV7XPNTAHGxkSuqaJUebwJp6cdURoKpaXl8/0dVp7uNZxXwY4NtBASLuRsTdDoBnF3MdAB8FBRgkRCGeUyZ0D/Z4B4XeQaFf0ecb6vUN9wXHxCGliFABpBpI4VAjJrUApQPDOjCqg8LjIDUOhvVQZEIS1kOUDozoJWGdJKyXhHUSapzmojSil0Z0UGQcCo+DpFZMjYP024gWimqhiAYIq8RhNUBpAFINkCogrIYiGklEA0W0krnxQe8I2FlVwCr/tAXtb6HjNYWHbr1l3z99WdQjuOfM3UtLpzSCY9Wf/+xt3/jq8SNF7ApGR1UB7S8dFPchM0ZkxmjQqnAErstL41TmcwoO1wrYkme5/u+ll+m+dsP8vv95976vKPc1t+R0lOazKxisgjRE29736G9uWXy988xrk/f/ev7f3+QvviTv72nJP8SuYLAr8tpaWCGL5P2l8pdRxlPnKaPRxKwqYtNcKcxogsC33v9gOEgd1Rn4Ducjzz73yIs/LW9t5BRnsctz2ysL+vsAzbBxOAQVXPxc431p8WcCGZobW0sOc8rzOZWMutxDg+IeWZ+g/0TnQw9c3Nramo/H+KymlsJMOhj1aPaBGcPkG2++tbW1xaoumRoZ4LMamSWHr/6uOJX5rUVZjYxDzOLDLYWZ9AjMkuzWoqxGRlprUVZbaXZTfnpLUSa7gtFcmNFalNmUn95alNVcmNGUn95Wkt2Qd5BVmsMsPtxckM4qy73ej3IZDmuz93//ye/urIzv/P735zbWrg6lqcs9+Ok4bCtndFXmvWI/uLVy0/tny955QPTHi10fnj/w8foXPkjc8p7v9ndNt2/p9z8I3VSZk8apKrgah/ohyRU4fP0na2988MK/v/3R2x9uPf32pW/95sO7f/3R6V9+uPrah7GffUj+7OP4y+88/6z5J/cJlWL+XhxOXQeHzNLcseg3vzdn/Vj55U/e+sXHP//Bu56OP4Gfe1t5MHnmW9bvvOR47LVPwSG3ucY0NjjSl8LhmIgvB3q9x5t/ePTQi10Zr/Zn/EyccbKZcSy94Qs3879wC1/Nq/zw3q+9nbj1vKRU0Ssc3e6VwmFvd0N++qTiMhwO8bu5ObeWSvfdMCzYx/3dV4oDE1++feKWogPNC59jbTLSs26uy7jlzOcFpn+2ddQq+4U7M6EfAmgcrs1FAw5rGIcNBsvSfS9e2tra2tp6/NnfRs/89Hfv/Pnd9z6M3vnTx55+48OPLr3yyz9sbW0trF2Ex3VRlyuM4TGna97tO7e06hw3PHzXvVOgTHOcN9EvmhCLDBA4PSA1DUhn5APWEYV5RGEeHbJrxnCdGtWr8alxl0nvmZn0zRoCFpN31uC3mgJWU9BiJKymoMVAwNOUbTaCmCOIOWKfjaKWOA7HcTjhtsW3LUJaSa9jzmNP+tAFP7YYwJYC+FIAXwzgSwF8OYCv0En6wR05F4POpZBradtMXCZce3G4TLpXSPdurGnEu0bvIEZ8NKJ2tBELbNJIiwdOxQKbNOfiqfPXYGE8RcTN7QZ0381tp+hGPHAyFlhPafda67HAejywFvOvRLf9pRHfati7THoWCdd8EI8F8KgPjXocEZedxGASgwnMSuEw7TslUSuJWcO4LeJEoi5b3I3M+9GFAL4YdC4GnbQtuODHkj404XUkfWjSh877sKQPm/OiSY9jzuNIuJG4y5bA4ajDHLKYUL16VjE4KRKruroHme2y+tbBeqaiqX2goQ2sbZHUtkiONoPV9UBVjby+frL7mLmfbwb4ZoBnFXNtYq5NzLUDPETMRUQ8HOrFICEmFTilArdM4JUL/YM9QUVfYLjPP9IbGO0PjIpCKoDUAIRaTGnFlEZMaYEwbeSNQ5QWosYhchwI68HohGTbCyqJ6CRhnYTUgtQ4RHORGocoLRgepwVFxiURnSSmk4Q1YFgFhFUApQZINUBqQEoFRDVQTCONqqCIRpLQDngU4s6qgva/Pw6PFB78xo37bizfV1JbYGsW+esD8pyWr3/xpq/eSOOQU5nfmJ8BTxuajlQ98fhj33vqqc6mo8xyRns5vZrnsouLajjT9aS32tuzj7XvpoIvNTAOd5blsysY7HJGcxFjHd4fOq37p9DL2kfetj38puHC602RFxTiXhqHzUW5Qx15P8EyzltbX3rxx7NWtK4gi12ekyJQcVZFJ3vt6ec+unTp9KNPnH38yfcvfWI4882a2kpOaTa9hLJbmEDvKN/S1Xdfy72vnBOe5Hyev49Vmkfbl835aQpxj6yXO9DH31xfe/7ZZ6Mk0X+M1VyQQV+ivTyvJueQUgb8x3/8J6+toaUku7Ukm1N5pXXErmC0FGYqxYL1uQjQ0aIGhV6rqbOmSHK8bUohcRi0GkmvnNcxT/o0UE9zQca0chCZUM2TvgEuGzPqSNzGb64mcJuY0yRiNxK4DepiMkuy/3sc1uUcPLux9vbvfrcTSnPvN+/8K3DIrmDUFzOSvWlbgTs+CHz1Q+qLH8a+9Ofo198nbnvPdfu703f8WXvgo9nbocqvHS3M41Re2ZdZmqMfhPbiUAtyX//xwstvPnz3q3985e3373v199hTb6BPveF48g3Hv73p+v7rnufeWnjtox88gz5/d8dlOBQLpkYGrodDLbWxev+TTwcV78E1Hwx85YPez7wzmnb3fIh48EXHhR+hj/9SagtdF4dNV+JwRCxQ93PPV+U9fTTtxeMZv+jPeKo3x9JSNVxTs9FT+BaW9pYl/TlRhrOjYRjYRddoH3dKIVX0djcw0if24lAsGBHxO6qqeg9+rVK67zMjDft4v/5sz28/M/Dnfdp3v8QbryjIb6vcr+fcYW1uU/UJdzYOr8DhyYVECEeiHvuUAb7z4Ze2trYuXfpk59e89MknW5988tbv3//V6+/+55t/evvdT3pG51wm05zHO+f2LvqCK37y/MpJz+T0o/fcZ5INak/wJ0ViAwgaINAkk5pkspkB+cyA3KwYgpUjqEaJ6dXOqXGPacIzPUnj0Ddr8JoNPospaJ0mrCYSNhFWUwqHdkvEbomh1jgOx522uDMVUzpHO0i99oTHnvQ6kl7H/B4cLtKbYTsKpqzDHSIuEa4lgt5BdK0QrhXCvbYHh6uUZz3sPRn2nox41yPe9ah3PeLdwSENrV3zbgdy8V3Lb3Mbe3speA06br/diG3H0cS2dxPjl5mMNCDX6HSLCB1l6l+lfMuEZzHonAvgCT+W8KIxtyPiRCgMJlGYNhNJFKYwmLYaKQyOOG0xF5Lw2Oe86Lwfo6G4EMAXAs6kH5vzogkvmtj+PpNebN6DzntoAxFJOOGow0LA09iE1jw8NCkSKzu7h1o7hprYQ/Xt8jqWtK5NWtsmrWVKalqg6gag8shAXf0U9/h0H88K9cBQjw0U2ERcm4hrF/PtYr5DxMcAIQYJcWmPUyZ0Sfk0Dv2KXr+i1z/c6x/pD4z0h5TioFIcUokoDUBqAFIjpsZBmnCkFqJ0EDkOUuNgRC+hdKmDiG4PBcehcKpxCoeUFqS0EKkBwhowooFIpZhSAmE1SGlASgNSajCiBsMqMKqRhNVQQjvgHQE7q/Lby/+uLGRXMLpqCvMO3Pw/9u3b94Uv3pDzv76R/6///C837LvhhqrsQ8e2LQRWaW5XQzWzunRUIh6ViNtryphFWXsWsVx2USYrp7K5pLykcn97Ud6xioJt0jBYxbkT2Mjz6yMXzpqnH7gwdc9L6nM/6TTOc2tLWaU57ApGawljqGW/tP42Vit7UD7YVJLH3ms2leW2VRXWKJUTd9278OyP4j94ZmB1o7q/l1Oawy5PLaHt5QxmUzursbJuJNtx2nqz5EsF1bd0lqfmwCzKEnYwjzMbpT08p91mGNcEvZ4TzbVtxbv2H6eCUZu9XyroPt5QzSq9NqLo3MHlCIEatGdWFu49ewoz6pry00MOq1bSF/VgQdTKrmAYR2TzhK+PVT9P+E7UlSOT6gvnzwaQ2bDLYR0fPTkfG5f1L0eJpXCI31jVdl0cljN2xCrLY1cW9rY3jgFCi07ps1uwWcN3H3no5Rdf+OM771y6dGlra+v5Z56uyz7ALs/b2/FqtZXlc0oOPwHdumXf/5Fj/3uOO/6E3PHu7P73JvZvTR38GL59uuXG4qz0jsqCq/syS3J0V+Hwtz+OP/faOfMjv8Ce+BX1vZdWnzw39/Ba7IEl6kJs4q6HR+960fb4b/7t+zM/vod1uXUomBoZaCu9arZleczinPHI6flHX4g/+tL967EXSfXzCfM3v3U/9diri4+9hNz3Y8d3X5fYw815B69xdyU53MYa45h8pI+7A6ExEX8I7JntYl1gZP6wJv1HnIyfC9JfB9LeHEj7nTLt9eH0XwjSznWVqvq5O5t8e3FYn5euH5Ko9pBSKRYM9nI7amp6b/9GrXjfZ3VFnx24//P21X+5kJuj/awqPdd+pEbP5Y4APaN75rBjE1dn3OYwTW4uJUmXI+5Dp4y2e5/8+Q4IP/5k660/fLQDxld/86dLW1u/fHOL2R/0m2eW/KGVALEWpE4S0XvWNwMz8BMXLs4Mjmi7BZP9IiMIGSGJUSo1SmUmqWxGLofHRhwapWtC6zboXEa9b3oyaDYGzEa/2eizGn0WY8BqIuDpsG0majdH7LN0WGnEYYnjtoQTiTttcZct5rQlXLakG0m67XNuJOGC5zz2OTr70IcupIiILwbwxV004ot+bA8L8aUgvhRypbymQZzeWVwl3SuEa5lwLRHOVcq9HqbTLXYMRO9a2JuqdpYK+NwmH429aOBUNOX2TJ2P7n660+BU9DIobkZT2tjTcX27lNpufsW2B3Ut4jsZ8Z+M+NfDPlqrlI9OkFgI4HNeNO62R5xIGLdRGBxyWIIOM+Gw0I5TErUSqJXC4YjTFnUhESec2DWp8QU/Pu9Dk1406UUTdOyMxzHvxRY82IIHnXPb59zInBOJo1YKmfUYJ6yjwxN9IlVH91Bzx2ADW9HAGTjKkh1tkx5pk9S0SKqbJdVNUFWdvK7RyOOaRUKzWGgWCWxioQMQ2kR8RMS3i/gY2IODPbikBwV5GMRzSnkeucAzIPAN9XgGhZ7BXt9wf3BUHBoTh1RAUCkm1AChEhNqMamhcSghtCChhahxCamFwjqIGgdJLZCCpQ6itBCpBXdEaABSA1BakNQApAYMa6CwBqLUIKkCw2qQUgGUGiRUAKUCIyqQUoKkEiRUQFQt9QwDnZUF7WWftpr9jcSpYNQxMo7mHDqSfrAy7WBNTnpj4eHOPUsip5zRVpzNKsmpzzlQn3OAVZLDqci/cpDyXE5Z3rGyAk75ZR+1l+Z2VpeLj3HGuhpVgtYxYatC0NbTUM4symKX59ODtxTnNRfnt5fltZbmscuuXCQ5pbntJTlHj5ZXNtRUNdTUV5dwirMvb5bXXlnELmEwi7PLim5uKMnsLNsz+Yr8psKspoKspoKsxoKsluKchvzMlqLsK26BU5HfxEhnleZyrvMtsUpzuusr1xPRPmbd9x5/9M7VhbmAxzkzSbkcjbmHtJI+l9lQm3U7hSMDXA5qGNcPiFsKMkMoTGI2+6TGrB6eHpNPjw2YtSNnV5eiHizqwRrz0q55rX3t5Ywd0Qt9c0FmQ15aXc6B2uwDTQWZjQWZ7Kqi3vam4X6e3aCz6tUtRYfZe3pdU+xyRnNpPqswfYl9829Hbtua2r9lPLBlOvCB6Y7vDn8dqPhyQUYau7LwmuO0luSMy8FdHPbx1ED3b34YeObn35p58BfmB36FXnz8jy/p339h5N3npX/4Idd+953qcz8bvvOFu76je/48WwlciUNmad41Jlmae6KbBwxrZHrLiHNOP3ePaf1h+NSjnrueIu5/buLs90VoorPjWFtJ9tV9mSU53MZq4+iVOBwT8YegHl1Lw0pW+hOFh56pS3+hLf0VTtqrHYcerktz1RTLe7gjYuHe9jQOh3q5dXnp+kFoLw5p63aon9dZWyu49ea6/n03Xfha2nf/tdP0GWNtrondpgSEo5e334vDqozb7NOTZ1YXI15nMujG7E6N63xw5eHQ8sOh5YdCSw+64/e7YheC8xeJxQeopQeD8xex8P2CAXcQsa2T0U0qfiqcOBOb//apO4NW+5MXH5odHB3nCk0AZASgKQA0SGRT0gHz0DA8NmbXqFyT4+6pcY9R75meDMwaSes0YZmm42hC8AwJz4RtMxFkNmo3R+2WqMMaRa0pFuK2GA4n3PaU185tS7htcy4k6UKSbvuCxzHvcSz4UDqmdMGPLfixhe3ibYt+uko1thjAFoPYYhBbCjqXgk4662AplLIal4P4cghfJpzLhHOFdK0SzlXSvR5OZeivUil/KR1Tsx7xn4z6N1I885+K+k9FAptR/2bUvxENbEQDqYo2dOHTqH8z6j8V85+O+k/Tjfec3KRFpzamEhx3kisCG9HADhG3M/F96+HdEmurlHeZcC+T7sUgPudD42571G2nXaYEag05zCG7mUAtFGYl6Q1FDI7gSBiDwxgcc9kS208S815s3osmvWjS46AdpHEXknQ7Ftxo0mmfcyEJJ5J0IgkMDiOz/pkph1ppEAHaLv5Iy7GhRs5wY8dQPVt+lDVwhCk/wpRVN0urm6CKOkV9y4xAONvfYwV6rCIh3C+09vFsIoEdENpEfAcg2N4+5OMQzyXje+QCj1yQiqYZ6vMN9wdGxcFRcUgJBJXbRFQDpBYktCCphQgtRGghcgd741BYBxG0+aiFSA1It98RpQEoLUSqAVIDRTQSSg2RSoAYE1MqkFQClAok1SCpAiJqiFRCoTFxSAlENVK3AuiszG8vy/tv17T/62KXMzorCzqrdtVRWXB1m8sgd51xrv6IXc5glea2FGY2F2Y152c25Wc252e0lWSzK/Kv6pjXXpZ77ZHL8tjF2Zyiw5yiw+xrrYTssrz2cga7LL+jLL+jLP+KaaTSOeiKNhUMTsW1b+FTbo0OE2WV5i5FQnG/69RSMuJGY1783rOnDcOyqkM3TY8NumanSByJ+12yE+wF0t9RVXh6eR4z6XUy0WqcWo1Rcl6Ha3bSNCannPa4zxl2ORry0q55rX3Xm8TubEpzmcXZzYWZDYy02sP763MP7f1CP/3Hbi3Lr8zN6mTcpq36uq3p64bGrwpKvlp06NaK3BzOVT/8jlpLcsYHABUgHO3n0RoT8XCNwGQ3T3z75envvDYyd49VLXRoexFtj3n0OBhYU517RX7qR4OT47Cic0zE2+moFPOvi8NyRlthZmt+WmtBRkvR4ZaS3LbqUnZj3fHODmEf0Hmc21qUxSrMaL/WzTJLck40VhtHBoZ7u3eutT1VvkzEE7Nbp0qLA4ycuaLDRMlhZyVD03gE4HaNiPhjl7cf6e2eHJLQONQNgkqx4IoBlWK+op/XVV/HPXjH8e7/rTi231zbpBLyhwHhqIh/RePtLgIahw7T5Nm1pZjPlQh45kJe26xZp9bpNXq9RqfX6Ca1+gmNTq/W6dW6CbXeoJkyaqbwWetCgDgZjp+KJM/EFu6ML3z7zNkgbH/ygYdmh0b1/B6DCJgSA5NiYFIqNQ4NWceUdo0a1WudUzq3QeczTfhmpoJmY9BiClpMIdtMEJ4m4JkoYo7azRFkNuYw00SModY4BscxW8Jpi+NwwoXEnba42xZzwjEnPOeyLbjsiy77stux5HHQ2fcLfow+2DYW0UU/ukj/nYUfXQw4FgPYUgBbDOKLAXwphC8FsSX6vx3olMQgTpetWQm5VgjXKuVOFW/bU7AmBafIbrHvzah/z8He490Gm9sgvIyIEf9mxL/TYEc7NL1a6/TeYdi7Qnl2Spguke4lwjnnR2Mee9RtD7sQymkjaYvQYSHsZsJuJh2WkN1MopYwCocxOILZojgcc9ribmTO7Zj3oPNedN7jSLodc/RjhxOJ40jSaZ/DkQSOxDE4iduSGBxFzKFZIz6umZXI9N29yrYTikbOSFPHSGOHoq5dUcdS1LbJjzRLqxpkFQ3KFtasUGDuF1rFPbCox9bfY+7lWft4NhEfEQvsgAARc+0AD5cIcInAJRO4ZHyXTOCV9/gG+7yD/f5hsX9UHBgVBUZFwTEgMCYKKsVBlTikBkMakNCCIQ1IaEBCAxCabftv1xCEKC1EqEFCBRBqkFADdEgOqYZINURqIFIFkiqQVAKEEiCVIKUESRVIqEBCCVBKkBwDKbWEVENRtcyjADorC1hln7Yi/0P/b9VadBg8xnTOTnXWFKsAgU2vdBjGeU01zYWZfax6sLNVNyC26sYIFJ5SSJvyM8yaYWRSoxAe1w8AptGB5oJM6XEWr6m6v73RYzHxGquZ10J7+1+Cw/9DsSvym8sKqgtyy3Ozy3OzawsZ7RUFnE8FamtxjmFkYEoh0Q8A+gFALwf0A4AK6BuTgArtlHzcNDwypgb6VaBYDQEaUKxQjEDqKYlSr5LJxiXAhBycGEzJoJCYtWPXw+G28trL8trpMkjFh9uKMpkF6ayizOs9MbWXM5glOd1NNbBubFwmSk1yjybkgH4IUg1Bo1LRMNinAPtHZaBmSDI5BE3Iwb3TmxgE9QNieFw5KhbW5qYZxwYnh6BrDQjq5MCouGeSKzT1i3VDEv0gmBrqqgEnBkGDQjqrGalIu8VjMz928cKdq0vn1lfOnVy+a2Pl7s3VXZ3a0do9p9a/fXrz26c27zt95v7T37x45vyDd9710Lm7Hzn/rcfvvzjvD7707PPTg8N0xqERBE1S2bRiyDw2CquU6LgWn9C5pnQ+00RgZso/YwhaTAF42m8xBeGZIDxNWKdjdnMCs8Yc5rjDEndYEw54DrMlMNschiSdyBxuS+ApKKb8pU7bggtZcNkX3Y6FbRymStJ4HSkW+tClALoYQBf9NA7RRT+65KddqTQL8eWUaZjKzd/O0HctE64VGodX1G+jyXQVDmlDcCPi24j49vJvr05H/acie4gYSWmvyXhNIu4eR/zrEf96xLcW9q1SvhXKu0x6lgn3CuFeCDqTATzhcURdSMRpC+M2EoNJh4VELARiJu3H5JCTAAAEYklEQVQWCrVQDkvYYQ2j1ggKRzAbnUQRdyF0WuG8B513O5Jue5w+jyMJzDaH2RIonEDhJArPOawxxEyYTZ4JPSxXTPH61e0nhps6hhs7FHXskTr2aF378NE2RW3rYE3zYFWjlsmeFfKt4h5YLET6e5A+IdzHt/XzEZHA1se1i/l2Ec8u6naAXEzCx6UCj7zXI+vxyHp98j6PvC8wLA6Oiv0jfYFRUXBMHFICqVcVQGigkAYMqQFCA1AakNKChJbmIkBoQYLeHVSDhBokNSCpAQn6WA0SKjCkBAgVSNKmIc1CFUQpIUoFEkqAUAKhUTE5BoZVElIFRbadpawyRnv5X/SU/w/9/cWuyG8pzKrLPtBWktOUn1Gfe5BZktNWmsuuyGcWZ7cUHW7MT6/LPtCUn8EsyWkvZ9TnHqrLOdhcmNnISGvIO9Rekd9SmMUsyWktOlybvZ9ZknM9i+5vjsPU/Wyn9fwFd85oKc7u5bTI+Mck3R2Xiy3rah3oapWdYEl4nVJep5R3TMY/JudyhrjtCi5bLuiSC4/LhSdoDfZ0K/p4wHF26/Xv/68TqyyPVVEg4XVIuB1XTpKbkpTbKeMfkwm6ZIIuGf/YAL9LJugaEByXC4/vTHKwp1vec2JYJOA2H23Mz+zraL3WXXdIuB1SXoeMf0wq6JLyj0l5x2S8Y/TgA7tjXnbX4uPtR3MOiU9wMMs0PKWzTumsUzrYsCM9bNDbjBM7QkxT2PS0c8bstdgCVjQEo5TdGXY4o06P0zhr0eiiXv8oTzgl7DOIACMIGWVSy+gIrFLiunHXhN4zpfcZJ/3GCb9p0j9jCFin/fB0wDYdgKcJ22wYmY3aZ6PIbASZiTvMcYd1zgEnMSSJIUkcSWC2pBNJOpE5py3ptM07kQUXknp1IfNue3K7fulOWE0qssbnWPA5Frz2Bb9jkbYU/eiiH1sKOJcCGI1D2kCkPajLIddyKFXGc5lwLZOuFfofMCjPGuXdiPjoWqYbEd/JsG8j4tuM+DYjvo2Ij679nToTTp3fDPtOR3ynI75TEd+pyz/aPbOjsHcz4tuMeDcj3s2IbyPiPRlOXW6vNvYcr4d9q5R3hXCvEJ6VkHsx6FoM4PM+LOG2x3CYwqwkBodRa9hhJWyzBDxL2S1huzWMWCIOa8RhDaO0jYjEcFsctyWctqQTSbrsSZc94bTFcFscR+KoLe6w0ko64KTdkrBbKOu0b2rSrhg2CPrVrOOKRs5QHUdRyx6t7xir54wcZY3UsYaPMoePtOja2Na+HotIAIuEDlEP2t/r6BfY+/kOEd/ez3OIeKiIhwI8B8TDpAJ8QOiU9bhlvYFBsV8u9sh7vUO9vuE+fyolXxxSArTXNKQCQyowpAaDKiBIpyRqAFILBVXikAYI0UTUgIQaCKmAkBogNRChBkMqgKA7qoDgmJhQgcQYsMO/sAoilWBoDCCUIKkEyFEgrIQoFRRTy9xD4o7KgrZ/4PD/K7HKPt3C+Sv1X/1BcfsFcjokAAAAAElFTkSuQmCC" /></a></div>
2. kemudian klik references dan pilih jenis format penulisan daftar pustaka yang diinginkan dan kemudian saya memilih standar APA( american psychology association)style 5.<br />
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<img alt="" 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" /><br />
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3. pilih insert citation dan pilih add new source.<br />
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" /><br />
<br />
4. pilih jenis jurnal atau penulisan daftar pustaka maupun kutipan yang kita inginkan.<br />
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<img alt="" 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/><br />
5.saya ambil contoh untuk penulisan kutipan buku yaitu buku robert s feldman. maka cara mengisinya adalah sesuai dengan gambar. dan akhirnya kita klik ok maka akan muncul seperti ini.<br />
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<![endif]--><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><span style="mso-no-proof: yes;">(feldman, pengantar psikologi, 2012)</span></span><br />
<br />
<br />
lalu di dekat insert citation terdapat bacaan atau menu bibliography dan kita pilih memunculkan bibliography ataau daftar pustaka tersebut sehingga muncul tampilan berikut ini.<br />
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" /><br />
dan daftar pustaka yang dibuat sudah siap.<br />
<br />
dan ini saya lampirkan blog sahabat saya. <a href="http://goldenstar01.blogspot.com/">goldenstar01.blogspot.com/</a>silahkan dilihat bila tertarik<br />
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<br />Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0tag:blogger.com,1999:blog-4545482918476351088.post-16513057447243120242016-12-05T08:18:00.002-08:002017-03-07T07:52:37.104-08:00MANFAAT HUTAN DAN DAMPAK YANG DI TIMBULKAN-NYA<div style="text-align: center;">
MANFAAT HUTAN DAN DAMPAK YANG DI TIMBULKAN-NYA</div>
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HUTAN adalah sekelompok tumbuh tumbuhan yang berkelompok dan juga hidup dalam satu ekosistem lingkungan dimana tumbuh tumbuhan tersebut adalah populasi populasi yang kemudian membentuk komunitas.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQfWcPekQQ25PYNqTjooePZcjD1u7BkA7MGYKW_NJPFxlj0mhhHMJZ9z7ACgpeShdFySKs4If2AyfTlI12wPtR9tnURJtOzcQzDV57p4c7ryuxAXao2KZwWZkGsn-erNZfcKVm1-cAMgSQ/s1600/index.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQfWcPekQQ25PYNqTjooePZcjD1u7BkA7MGYKW_NJPFxlj0mhhHMJZ9z7ACgpeShdFySKs4If2AyfTlI12wPtR9tnURJtOzcQzDV57p4c7ryuxAXao2KZwWZkGsn-erNZfcKVm1-cAMgSQ/s640/index.jpg" width="640" /></a></div>
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HUTAN memiliki peran penting di dalam tatanan kehidupan dan ekosistem lingkungan. </div>
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beberapa manfaat hutan bagi kehidupan adalah:</div>
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1) hutan mensuplai oksigen yang berguna bagi kehidupan makhluk hidup. bagi manusia dan hewan untuk bernapas menggunakan oksigen yang diproduksi oleh tumbuh tumbuhan.</div>
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2) hutan juga berfungsi untuk memfilter atau menyaring karbon dioksida (CO2) menjadi oksigen (O2).</div>
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3) hutan juga merupakan tannggul atau penghambat air hujan yang turun agar tidak terjadi banjir. kalau tidak ada hutan maka daerah resapan air berkurang.</div>
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hutan sangat berguna bila manusia tidak campur tangan dan juga merusak-nya.</div>
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beberapa tindakan manusia adalah :</div>
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1) menebang pohon tanpa melakukan tebang pilih.</div>
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2) membakar hutan.</div>
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3) melakukan pertanian berpindah<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWbkNfSj96U-xaaHp4qK4feu1GdZAbt9f_iLn6vJmNJJYXOu4cJ8lQQGXWe8xg6JbSaT2x11E1Xm8sJU_hrRKRF0jrw6smAhy9YmbbSCSqzi_UKisOGGwDd2w56dFe_-PV6TRyZNCe04bJ/s1600/images.jpg" imageanchor="1"><img border="0" height="456" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWbkNfSj96U-xaaHp4qK4feu1GdZAbt9f_iLn6vJmNJJYXOu4cJ8lQQGXWe8xg6JbSaT2x11E1Xm8sJU_hrRKRF0jrw6smAhy9YmbbSCSqzi_UKisOGGwDd2w56dFe_-PV6TRyZNCe04bJ/s640/images.jpg" width="640" /></a> </div>
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untuk itu maka pemerintah melakukan berbagai pencegahan dengan melakukan patroli hutan yang dilakukan oleh badan konservasi hutan dan juga polisi hutan. pemerintah juga melakukan reboisasi untuk melakukan penanaman kembali pohon pohon yang gundul.</div>
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mari kita sebagai generasi muda melindungi hutan kita kalau bukan kita siapa lagi?. save our earth with save our forest.</div>
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Anonymoushttp://www.blogger.com/profile/14531861473466007234noreply@blogger.com0