tag:blogger.com,1999:blog-8523888725511916432024-03-04T23:48:00.978-08:00BAHASA MELAYU OUMRUJUKAN PEMBELAJARAN DI OUMUnknownnoreply@blogger.comBlogger103125tag:blogger.com,1999:blog-852388872551191643.post-18003812137290745882013-07-22T18:41:00.001-07:002013-07-22T18:41:23.397-07:00TAZKIRAH RAMADHAN : TAUBATAssalamualaikum....<br />
<br />
<b>Taubat</b> ialah
perkataan dalam bahasa Arab yang bermaksud rasa bersalah atau menyesal
di atas perlakuan atau perbuatan yang yang salah atau tidak baik. <br />
<br />
1. Secara umumnya taubat bermaksud kekesalan dan keinsafan terhadap
dosa yang dilakukan, lalu memohon keampunan Allah dan berazam untuk
tidak mengulanginya lagi. Ini berdasarkan firman Allah: maksudnya:
<br />
<blockquote>
<i>“Dan mereka yang apabila melakukan perbuatan keji, atau
menganiaya diri sendiri, mereka ingat kepada Allah lalu memohon ampun
dosa-dosa mereka – dan sememangnya tidak ada yang mengampunkan dosa-dosa
melainkan Allah -, dan mereka juga tidak meneruskan (perbuatan buruk)
yang mereka telah lakukan itu, sedang mereka mengetahui (akan salahnya
dan akibatnya). Orang-orang yang demikian sifatnya, balasannya adalah
keampunan dari Tuhan mereka, dan syurga-syurga yang mengalir di bawahnya
beberapa sungai, mereka kekal di dalamnya; dan yang demikian itulah
sebaik-baik balasan (bagi) mereka yang beramal” (Surah Ali ‘Imran:
135-136).</i></blockquote>
Maka, asalnya taubat itu di samping keinsafan dan memohon keampunan, ia juga adalah azam untuk tidak mengulanginya.<br />
<br />
2. Keikhlasan atau kesungguhan seseorang yang bertaubat itu hanya
diketahui oleh Allah dan dirinya sendiri. Ketika dia bertaubat, jika ia
lahir dari keikhlasan maka perasaan khusyuk, duka, insaf, mengharapkan
keampunan Allah akan menyelinap masuk ke dalam setiap pelusuk jiwanya.
Airmata keinsafan antara bukti kejujuran insan yang menyesal dan
mengharapkan keampunan. Keinginan untuk berada dalam keampunan itu akan
membawanya kepada azam untuk tidak mengulangi dosa. Jika taubat seperti
itu berlaku, maka itu adalah taubat yang nasuha atau yang ikhlas. Ia
diterima Allah.<br />
<br />
Sekalipun kemungkinan selepas itu, atas kelemahan diri dan kecuaian,
hamba yang bartaubat tadi tergelincir sekali lagi ke dalam dosa yang
sama. Jika, dia ikhlas pada taubatnya yang awal, Allah Maha
Mengetahuinya dan insyaAllah akan mengampuni dosanya yang awal, juga
dosa kemudian jika dia terus bertaubat lagi.<br />
<br />
3. Taubat yang sebenar bukan satu perkara yang boleh dibuat-buat. Ia
bukan satu lakonan. Perasaan keinsafan yang hadir dalam jiwa seorang
hamba bukannya perkara yang diada-adakan. Ia adalah cahaya iman yang
lahir dari kekudusan jiwa yang mengakui kebesaran Allah dan takutkan
dosa. Apabila perasaan kerohanian itu wujud, maka seorang hamba pun
bertaubat dengan penuh insaf dan nekad untuk tidak mengulangi. Siapakah
yang mengetahui kewujudan perasaan itu dalam sesuatu jiwa? Sudah pasti
hanya Allah dan insan yang bertaubat itu sendiri. Jika keadaan yang
disebutkan itu berlaku, insan itu sebenarnya telah benar-benar
bertaubat.<br />
<br />
4. Insan atau anak Adam itu ada kelemahannya. Kadang-kala dia
terjatuh lagi dalam kesalahan setelah bertaubat dengan
bersungguh-sungguh. Ini –seperti yang dijelaskan- kegelinciran kedua
atau ketiga dan seterusnya tidaklah bererti dia tidak ikhlas dalam
taubatnya yang sebelum itu. Namun, kelemahannya menyebabkan dia berulang
kali jatuh ke dalam dosa, sekalipun telah benar-benar insaf sebelumnya.
Maka, jika hal ini berlaku dia hendaklah mengulangi taubat dan jangan
berputus asa. Syaitan akan membisikkan perasaan putus asa dalam jiwa,
sedangkan Allah Maha Pengampun Lagi Maha Penerima taubat.<br />
<br />
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<img alt="berdoa3.jpg" src="http://drmaza.com/home/wp-content/berdoa3.jpg" /></div>
<br />
5. Hal ini dijelaskan oleh Nabi s.a.w dalam hadis baginda:<br />
<blockquote>
<i>“Seorang telah melakukan satu dosa, lalu dia berkata:
Wahai Tuhanku ampunilah dosaku. Lalu Allah azza wa jalla berfirman:
HambaKu melakukan dosa dan dia mengetahui bahawa baginya tuhan yang
boleh mengampun dan menghukumnya –dalam riwayat yang lain ditambah: Aku
ampunkan dosanya-. Kemudian dia kembali melakukan dosa yang lain, dia
berkata: Wahai Tuhanku aku telah melakukan dosa ampunilah dosaku. Lalu
Allah berfirman: HambaKu melakukan dan dia mengetahui bahawa baginya
tuhan yang boleh mengampun dan menghukumnya–dalam riwayat yang lain
ditambah: aku ampunkan dosanya-. Lalu dia melakukan dosa sekali lagi,
dia berkata: wahai Tuhanku aku telah melakukan dosa ampunilah dosaku.
Lalu Allah berfirman: HambaKu melakukan dan dia mengetahui bahawa
baginya tuhan yang boleh mengampun dan menghukumnya, maka aku ampunkan
hambaKu ini, buatlah apa yang kau mahu aku ampunkan engkau”. (Riwayat
al-Bukhari dan Muslim).</i></blockquote>
6. Dari hadis di atas menggambarkan, selagi seseorang hamba Allah
menyesal dan insaf, sekalipun telah berulang dosa, Allah Yang Maha
Pengampun tetap mengampuninya. Namun, hendaklah kita berhati-hati kerana
waktu kematian tidak pasti. Orang yang bertaubat dan berjaya mengawal
dirinya tentulah lebih baik dari yang gagal mengawal diri. Tidak
mustahil ketika dia gagal mengawal diri itu, kematian menjemputnya
pergi.<br />
<br />
7. Apapun, pintu taubat dalam Islam ini sentiasa terbuka. Tidak kira
besar mana pun dosa, berapa kali ia mengulanginya. Insan jangan berputus
asa dari rahmat Allah. Firman Allah: (maksudnya):<br />
<blockquote>
<i>“Katakanlah: “Wahai hamba-hambaKu yang telah melampaui
batas terhadap diri mereka sendiri (dengan perbuatan-perbuatan maksiat),
janganlah kamu berputus asa dari rahmat Allah, kerana sesungguhnya
Allah mengampunkan segala dosa; sesungguhnya Dia lah jua Yang Maha
Pengampun, lagi Maha Mengasihani.” (Surah az-Zumar: 53).</i></blockquote>
Putus asa dari rahmat Allah adalah bisikan syaitan yang enggan melihat hamba-hamba Allah kembali kepada Allah.<br />
<br />
8. Antara cara untuk memboleh kita istiqamah dengan taubat kita ialah
memohon pertolongan Allah agar kita tetap atas jalan hidayah. Al-Quran
mengajar kita doa: (maksudnya)<br />
<blockquote>
<i>“Wahai Tuhan kami! janganlah Engkau memesongkan hati kami
sesudah Engkau beri petunjuk kepada kami, dan kurniakanlah kepada Kami
limpah rahmat dari sisiMu; Sesungguhnya Engkau jualah Tuhan Yang
melimpah-limpah pemberianNya” (Surah Ali ‘Imran: 8).</i></blockquote>
Nabi s.a.w pula selalu membanyakkan doa:<br />
<blockquote>
<i>“Wahai Yang Membolak-balikkan jantung hati (Allah)!
Tetapkan daku atas agamuMu” (Riwayat al-Tirmizi, Ahmad, Ibn Abi ‘Asim-
dinilai sahih).</i></blockquote>
9. Juga, antara langkah mengekalkan dalam kebaikan adalah dengan
mendampingi mereka yang baik dan soleh. Teman yang baik dan mahukan
kebaikan akan membawa kita berterusan dalam kebaikan. Begitulah
sebaliknya. Firman Allah: (maksudnya)<br />
<blockquote>
<i>“dan jadikanlah dirimu sentiasa berdamping rapat dengan
orang-orang yang menyeru Tuhan mereka pada waktu pagi dan petang, yang
mengharapkan keredaanNya semata-mata; dan janganlah engkau memalingkan
pandanganmu daripada mereka hanya kerana engkau mahukan kesenangan hidup
di dunia; dan janganlah engkau mematuhi orang yang Kami ketahui jantung
hatinya lalai daripada mengingati dan mematuhi pengajaran Kami, serta
dia menurut hawa nafsunya, dan tingkah-lakunya pula adalah melampaui
kebenaran”. (Surah al-Kahfi: 28).</i></blockquote>
Hiduplah dalam lingkungan teman-teman yang selalu berpesan-pesan kepada kebenaran dan kesabaran.<br />
<br />
10. Maka, diingatkan jangan kita berputus asa dari rahmat Allah, dan
jangan kita jadikan orang lain berputus asa dari rahmat Allah. Insan
mempunyai peluang bertaubat sehingga nyawa ke halkumnya. Sabda Nabi:<br />
<blockquote>
<i>“Sesungguhnya Allah menerima taubat seorang hamba selagi
nyawa belum sampai ke halkumnya” (Riwayat al-Tirmizi, dinilai hasan oleh
al-Albani).</i></blockquote>
Sumber dari http://drmaza.com/home/?p=1301<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-17921416436881711502013-03-14T08:10:00.001-07:002013-03-14T08:10:25.097-07:00KEMAHIRAN MENULIS<div style="text-align: justify;">
Menulis ialah pembentukan symbol tulisan dalam bahasa. Sesuatu penulisan bertujuan untuk menyampaikan, menghubungkan sesuatu mesej, maklumat atau idea kepada pembaca. Don Bryne (1979) menyatakan bahawa symbol grafik semasa menulis ialah penggunaan huruf-huruf atau gabungan huruf-huruf yang berkaitan dengan lambang bunyi yang kita buat semasa kita bercakap.</div>
<div style="text-align: justify;">
<br />Kemahiran menulis merujuk kepada keupayaan murid menulis perkataan dan ayat, dan mengeluarkan idea melalui pelbagai jenis penulisan yang berkaitan dengan ilmu pengetahuan dan pengalaman peribadi yang dilalui. Penekanan dalam kemahiran menulis ialah terhadap penggunaan ayat yang gramatis, tanda baca dan ejaan yang betul, di samping tulisan yang jelas, cantik dan kemas. Hal ini meliputi beberapa aspek, iaitu;<br />(a) menggunakan pelbagai jenis ayat<br />(b) mencatat dan menyusun maklumat<br />(c) menghasilkan penulisan kreatif dan bukan kreatif<br />(d) membuat ulasan tentang bahan yang didengar, ditonton dan dibaca.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-32531421436767438692013-03-14T08:08:00.004-07:002013-03-14T08:08:41.676-07:00PENGAJARAN DAN PEMBELAJARAN MEMBACA<b>1. Perancangan Aktiviti Membaca</b><br />
<br />Aktiviti membaca perlukan perancangan yang teliti dan sebaik-baiknya agar pelajar tidak terbeban dengan pembacaan yang sukar dan tidak bermotivasi. Perancangan harus menelti dengan tahap pelajar. Tahap pelajar rendah sesuai dengan bahan bacaan yang bersifat mudah dibaca. Mudah dibaca bermaksud, jumlah suku kata, perkataan, ayat sesuai dengaan peringkat pelajar. Sebagai contoh pelajar mesti menguasai perkataan yang hampir dengan rutin mereka. Perkataan yang tinggi, sukar<br />disebut, abstrak, bombastik boleh mematikan minat dan kecekapan pelajar untuk menjadi pembaca yang baik.<br />
<br />Masa membaca yang dicadangkan kepada pelajar juga mesti sesuai. Kesesuaian bermaksud guru tidak menekan dengan masa senggang pelajar untuk membaca. Masa yang secukupnya wajar diberi kepada pelajar untuk membaca dan memahami isi bahan bacaan.<br />
<br />
<b>2. Memilih/Membina dan Menggunakan Bahan Pengajaran Kemahiran Membaca</b><br /><br />
Guru mesti memilih dan membina bahan pengajaran kemahiran membaca yang boleh menarik minat. Pemilihan bahan yang berkaitan dengan isu semasa wajar diberi keutamaan. Isu semasa membantu pengetahuan sedia ada pelajar untuk menguasai pembacaan seterusnya. Tanpa pengetahuan sedia ada, pelajar akan gagal menguasai kecekapan memaham, menaakul dan berkomunikasi dengan baik.<br /><br />
Bahan berupa grafik, gambar berwarna, bentuk huruf daan latar belakang teks atau bahan bacaan perlu diambil kira. Hal ini kerana, pelajar akan menjadi minat, tertarik, mudah memaham dengan bahan yang mereka sukai. Contohnya ilustrasi kartun dalam teks boleh menjanakan atau mencapahkan idea pelajar.<br /><br />
<b>3. Menilai</b><br />
<br />Proses membaca dapat dirumuskan sebagai perlakuan yang kompleks. Hasil pembacaan ialah pemahaman apa yang dibaca daripada pengecaman daan penyebutan hurufperkataan dan ayat.<br />Penilaian pengajaran kemahiran membaca antara lain ialah:<br />
<br />
<ol>
<li>Membolehkan pelajar mengenal huruf, menyebut nama huruf, menyebut perkataan yang dibentuk daripada jalinan huruf-huruf. Dengan perkataan lain, murid dapat mengeja, menyebut perkataan dan membunyikan keseluruhan ayat yang lengkap.</li>
<li>Guru melatih pelajar membaca dengan sebutan, nada dan intonasi yang betul berdasarkan teks yang dibaca. Hal ini dapat melahirkan pelajar menguasai bacaan dengan baik.</li>
<li>Guru melatih pelajar membaca senyap dan pantas untuk memahami bahan bacaan. Pelajar yang hanya membaca tanpa memahami isi kandungan yang dibaca sebenarnya tidak menguasai kemahiran membaca dengan baik. Fungsi membaca ialah memahami isi kandungan yanag dibaca. Justru, pelajar messti tahu, faham dan dapat menaakul bahan bacaan.</li>
<li>Pelajar dapat memetik isi-isi penting bahan yang dibaca dengan cepat, pantas,tepat dan menyatakan semula isi bahan bacaan kepada orang lain dengan menggunakan ayat yang betul dan mudah difahami.</li>
<li>Guru juga perlu melatih pelajar membina kebiasaan menuturkan ayat yang gramatis sebagaimana dalam bahan bacaan.</li>
<li>Apabila pelajar dapat menguasai kemahiran membaca dengan baik, guru dapat menanam minat membaca dalam kalangan pelajar. Pemupukan minat membaca memberi kuasa intelek kepada pelajar dengan pengetahuan baru sepanjang masa.</li>
<li>Melalui kemahiran membaca, kita boleh menilai peluasan perbendaharaan kata dalam pelbagai konteks. Keupayaan pelajar berkomunikasi tertakluk kepada banyak mana perbendaharaan kata ada dalam mindanya.</li>
<li>Penilaian daripada kemahiran membaca dapat merujuk kepada masa hadapan iaitu penyelesaian masalah sendiri dan masyarakat. Masyarakat banyak pada masa hadapan bergantung kepada individu yang berpengeetahuan tinggi. Pengetahuan tinggi dapaat dicapaai melalui bahan bacaannya.</li>
<li>Kita dapat menegenali dan menghayati keindahan bahasa dan keseniaan bahasa.Dalam konteks ini, pencapaian bahasa yang bermutu adalah melalui pembacaan individu.</li>
<li>Kemahiran membaca boleh mengujudkan suasana santai, hiburan, dan kelegaan daripada tekanan. Penilaian sebegini wajar dilihat secara umum, sebagai matlamat akhir tujuan membaca.</li>
</ol>
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-35307191339580707852013-03-01T09:08:00.001-08:002013-03-01T09:08:25.237-08:00Teknik Directed Reading – Thingking Activity (DR-TA) (Aktiviti Membaca Berfikir Teraarah)<div style="text-align: justify;">
Teknik DR-TA, diperkenalkan oleh Russel Stauffer, !969/1975). Menurut beliau teknik ini membolehkan pelajar membina satu set tujuan apabila mereka membaca bahan bacaan (teks, imej,simbol,grafik), lalu memproses idea dan menguji jawapan dengan mengambil bahagian dalam pusingan membaca. Mereka boleh meramal dan mengesahkan saripati/isi maklumat yang dibaca.</div>
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<br /></div>
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Pendekatan yang digunakan ialah dengan cara guru membimbing pelajar:<br />(i) Menggerakkan pemikiran pelajar: “Apakah pendapat anda (pelajar) tentang petikan/tajuk/buku teks yang dibaca...:”<br />(ii) Menggerakkan pemikiran (mencabar idea) pelajar: “Mengapakah anda (pelajar) berpendapat begitu ...”<br />(iii) Mengumpulkan bukti: pelajar dikehendaki membuktikan hujah atau idea mereka berdasarkan pemahaman mereka.</div>
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<br /><b>Tujuan teknik DR-TA:</b><br />(i) Memberi peluang kepada pelajar untuk membaca bahan bacaan/tekss secara kritis dan reflektif.<br />(ii) Menghala-tujukan tujuan pelajar membaca bahan bacaan/teks.<br />(iii) Mengaktifkan pandangan dan fikiran pelajar tentang topik yang akan dibaca.<br />(iv) Meminta pelajar mengenal pasti, mengasimilasasi maklumat, dan memaham bahaan bacaan/teks yang dibaca.<br />(v) Guru mengkaji bahan bacaan berdasarkan tujuan membaca.<br />(vi) Guru membuat penilaian terhadap bahan bacaan yang dibaca oleh pelajar.<br />(vii) Guru dan pelajar boleh membuat rumusan, pertimbangan, penilaian, dan membuat keputusan terhadap bahan yang dibaca.</div>
<div style="text-align: justify;">
<br /><b>Langkah pelaksanaan (Kaedah Kelas)</b><br />Untuk melaksanakan teknik ini, (P&P dalam kelas), ada dua fasa kitarannya:</div>
<div style="text-align: justify;">
<br /><b>Fasa 1: Fasa Kitaran Proses Membaca-Berfikir</b><br />(i) Proses yang menjelaskan tujuan pembaca membaca bahan bacaan.<br />(ii) Menyesuaikan kadar bahan bacaan dan untuk memenuhi tujuan membaca.<br />(iii) Membaca untuk mengesahkan tujuan (objektif)<br />(iv) Membuat hentian untuk menilai kefahaman.<br />(v) Meneruskan pembacaan untuk tujuan yang sama atau tujuan lain.</div>
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<br /></div>
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<b>Fasa II</b><br />Fasa II ialah hasilan/produk DR-TA iaitu peluasan dan pemurnian pendapat dan pemikiran murid.</div>
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<br /><b>Langkah-langkah dalam Fasa 1</b><br />Langkah 1: Memperkenalkan teks yang akan dibaca.<br />(i) Guru menggalakkan pelajaar membuat ramalan teks/hipotesis tentang judul cerita, melalui perbincangan kelas.<br />(ii) Guru membuat pengesahan tentang ramalan pelajar. Ramalan yang tidak tepat disanggah.<br />(iii) Mencatat segala ramalan.</div>
<div style="text-align: justify;">
<br /><b>Soalan guru:</b><br />(i) Pada pendapat anda, apakah isi kandungan cerita yang telah ditunjukkan, atau<br />(ii) Pada pendapat anda, apakah maksud gambar yang dipaparkan/tayangkan.<br />(iii) Mengapa anda berpendapat sedemikian? Jelaskan/tafssirkan.<br />(iv) Pada pendapat anda mengapakah perkara itu terjadi?<br />(v) Anda sudah meramal. Yang manakah pada pendapat anda ramalan yang paling baik/benar. </div>
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<br /></div>
<div style="text-align: justify;">
<b>Hujahkah/berikan sebab.</b><br />• Pada masa ini guru tidak memperkenalkan perbendaharaan kata dan tidak memaklumkan tujuan membaca teks yang dipilih itu.</div>
<div style="text-align: justify;">
<br /><b>Langkah 2 : Pembacaan Senyap Terarah</b><br />• Pelajar dikehendaki membaca secara senyap pada awal bahagiaan teks yang dipilih. Tujuan bacaan senyap ialah untuk mengesahkan ramalan.<br />• Guru memberi bimbingan kepada pelajar sekiranya pelajar menghadapi masalah menyebut perkataan/frasa/ayat dengan menggunakan strategi ‘klu konteks’ atau analisa stuktur, atau kedua-dua sekali.<br />a. menyoal pelajar berdasarkan teks- makna perkataan dan sebagainya.<br />b. Memberi cadangan kepada pelajar supaya,<br />(i) membaca bahagian seterusnya ayat dan memikirkan perkataan yang boleh memberi maksud,<br />(ii) pelajar membaca ayat dari awal hingga akhir,<br />(iii) pelajar mengandaikan bahawa perkataan itu ialah ruang yang dikosongkan, dan pelajar diminta untuk mengisi ruang tersebut dengan perkataan yang sesuai.<br />(iv) pelajar memberi sinonim,<br />(v) membaca ayat sebelum, ayat yang mengandung masalah, dan ayat selepasnya,<br />(vi) meneruskan pembacaan bahagian seterusnya,<br />(vii) menganalisa stuktur teks.</div>
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<b>Langkah 3 : Menyemak Kefahaman dan membina kecekapan</b><br />• Guru meminta pelajar menyatakan sejauh mana ramalan mereka tepat, betul.<br />• Pelajar diminta membuktikan bahawa ramalan mereka betul berdasarkan teks, dan membacakan bahagian teks tersebut sebagai bukti.</div>
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<br /><b>Soalan guru:</b><br />1. Apa pendapat anda sekarang? Mengapa anda berkata begitu?<br />2. Mengapa ramalan anda tidak/kurang tepat?<br />3. Berikan pendapat anda apakah yang akan berlaku seterusnya peristiwa dalam teks tersebut?<br />4. Berikan alasan mengapa anda meyatakaan demikian.</div>
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<br /><b>Langkah 4 : Mengulang Fasa 1,2 dan 3</b><br />Di samping guru menghabiskan bacaan teks, pelajar diminta membuat ramalan/hipotesis, ramalan baru, menyemak ramalan dan menilai ramalan mereka sama ada tepat atau sebaliknya. Pelajar diminta memurnikan ramalan dengan bertambahnya maklumat baru yang terdapat dalam teks yang dibaca.</div>
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<br /><b>Fasa 2<br />Langkah 5 : Menambah, Memurnikan Idea dan Pemikiran</b><br />Strategi yang digunakan seperti berikut:<br />• membaca kuat<br />• menjawab soalan kefahaman<br />• menganalisa watak dan perwatakan<br />• menulis puisi, surat, melakar<br />• melakonkan<br />• menghassilkan resepi<br />• membaca ekstensif<br />• mengkaji perkataan/frasa – memberi makna<br />• melukis peta cerita<br />• melukis peta minda</div>
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<br /><b>Penggunaan Teknik DR-TA secara Individu</b><br />• Selepas pembacaan, pelajar berkongsi hasil dengan membuat poster, laporan, berdrama, dan menjalankan aktiviti yang sesuai.<br />• Pelajar menyimpan rekod cerita yang dibaca, aktiviti selepass pembacaan, dan kecekapan-kecekapan yang diperoleh untuk melihat perkembangan pencapaian.</div>
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<b>Kelebihan teknik DR-TA</b><br />Teknik ini mempunyai beberapa kelebihan dalam pelaksanaan pengajaran bacaan dalam bilik darjah atau di luar bilik darjah.<br />(i) Tugas guru sebagai pemudah cara/fasiltator semasa soal jawab, bukan penilai.<br />(ii) Ketika situasi bacaan, berlangsung pelajar membaca sambil berfikir. Oleh itu, teknik ini menggalakkan supaya pelajar sedar tentang proses membaca dan membuat ramalan.<br />(iii) Pelajar memperoleh konsep membaca, strategi metakognitif dan dapat berkomunikasi makna.<br />(iv) Menggalakkan pelajar menggunakan klu konteks untuk memahami makna dalam frasa atau perkataan.<br />(v) DR-TA suatu teknik yang melibatkan semua pelajar mencapai satu pencapaian yang dikehendaki.</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-69803244037119505692013-03-01T08:55:00.000-08:002013-03-01T08:56:41.126-08:00TEKNIK MEMBACA "KWLH"Proses membaca dengan teknik KWLH, pelajar boleh mengaitkan pengetahuan sedia ada dengan apa yang dibaca. Ini bermaksud pelajar berdasarkan pengetahuan sedia ada, mengimput pengetahuan baharu selepas proses pembacaannya.<br />
<br />
Dalam proses pembelajaran, pengetahuan sedia ada (PSA) amat penting untuk meningkatkan keupayaan pemahaman, pengetahuan dan maklumat bahan/teks yang dibaca. Daripada teknik ini, pelajar dapat menentukan apa yang diperoleh daripada pembacaannya dan seterusnya menentukan apakah sumber bahan yang perlu dibaca lagi.<br />
<br />
<b>KWLH</b> bermaksud:<br />
<b>K (know)</b> – Apa yang sudah diketahui (sebelum membaca)- catat pengetahuan sedia tentang tajuk atau topik bahan bacaan.<br />
<b>W (what)</b> – Apa yang hendak diketahui (sebelum membaca) – catat apa yang ingin diketahui tentang tajuk atau topik bahan bacan.<br />
<b>L (learned)</b> – Apa yang telah diketahui (selepas membaca) – catat isi penting daripada tajuk atau topik yang dibaca.<br />
<b>H (how)</b> – Bagaimana untuk mendapat maklumat tambahan (untuk bacaan seterusnya) – catat bagaimana untuk mendapat maklumat tambahan selepas membaca teks/tajuk tersebut.<br />
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<b>Apakah tujuan teknik KWLH diterapkan dalam pengajaran?</b><br />
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Tujuannya ialah:<br />
<ol>
<li>Pelajar dapat mengaitkan pengetahuan sedia ada dengan bahan atau teks yang beri untuk proses pengajaran dan pembelajaran.</li>
<li>Pelajar sendiri dapat menentukan apa yang diperoleh daripada bahan atau teks yang sediakan dalam proses pengajaran dan pembelajaran.</li>
<li>Pelajar dapat menentukan maklumat tambahan yang perlu dicari daripada sumber lain, selain sumber yang telah sediakan.</li>
<li>Pelajar dapat mengetahui apa yang diperoleh daripada bahan yang sedang berikan (semasa).</li>
</ol>
<br />
Jadual di bawah sebagai contoh penerapan proses membaca menggunakan teknik KWLH,<br />
<br />
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" /><br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-46908351230834302402013-03-01T08:44:00.003-08:002013-03-01T08:55:56.392-08:00TEKNIK MEMBACA SQ3RTeknik ini digunakan pada tahap pelajar berpencapian baik dan mahir membaca. Tujuan<br />
menggunakan teknik ini untuk menguji pemahaman pelajar berdasarkan bahan atau teks<br />
yang dibaca untuk menyelesaikan tugasan. SQ3R bacaan secara kritis yang dipelopori<br />
Robinson (1941).<br />
<br />
<b>S-SURVEY (Tinjau)</b><br />
<ol>
<li>Pelajar membaca secara pantas untuk mendapatkan gambaran awal tentang isi bacaan mengikut pemahamannya sendiri. Pelajar bebas dalam erti kata menanggap apa yang dibaca. Pelajar hanya memfokuskan/menumpukan bahan/teks kepada tajuk umum/besar, sub-tajuk, gambar, simbol, ilustrasi, grafik, pemenggalan teks.</li>
<li>Teknik bacaan yang sesuai ialah teknik skimming dan scanning. Q-QUESTION (penyoalan/pertayaan)</li>
<li>Pelajar menyenaraikan beberapa isi soalan (intipati) yang terkandung dalam teks.</li>
<li>Soalan berdasarkan apa yang ingin diketahui oleh pelajar tentang topik/isu dalam teks.</li>
<li>Soalan juga berupa penyenaraian siri soalan yang berkaitan dengan tugasan yang diberi.</li>
<li>Soalan juga berupa panduan kepada jawapan yang sebenar.</li>
<li>Dalam masa yang sama pelajar sendiri mencari jawapan – peramalan jawapan yang paling relavan.</li>
</ol>
<b>R-READ (Baca)</b><br />
<ol>
<li>Pelajar dikehendaki membaca secara serius dan memberi tumpuan kepada teks yang dibaca.</li>
<li>Dalam masa yang sama pelajar cuba mencari jawapan kepada soalan yang disenaraikan tadi.</li>
<li>Dalam masa yang sama juga, pelajar boleh menyenaraikan soalan tambahan.</li>
<li>Sepanjang masa membaca, pelajar boleh menaakul maklumat yang terdapat dalam petikan teks/bahan bacaan.</li>
<li>Di samping itu pelajar boleh bertukar-tukar fikiran dengan sama ada menerima atau menolak konsep maklumat yang dibaca. Hal ini beerti pelajar tidak semestinya menerima semua maklumat yang terdapat dalam teks.</li>
</ol>
<b>R-RECITE (Imbas kembali)</b><br />
<ol>
<li>Setelah pelajar membaca keseluruhan teks/bahan, pada peringkat ini pelajar dikehendaki mengingat kembali semua/sebahagian maklumat yang terdapat dalam teks.</li>
<li>Pelajar menyenaraikan maklumat yang berkaitan dengan soalan atau tugasan. Seterusnya pelajar dapatlah menjawab semua soalan tugasan berdasarkan maklumat dalam teks.</li>
<li>Di samping itu pelajar juga boleh memberikan jawapan kepada soalan asal sebelum merujuk jawapan yang terdapat teks. Pelajar boleh membandingkan ketepatan jawapan mereka.</li>
</ol>
<b>R-REVIEW (Baca semula)</b><br />
<ol>
<li>Pada peringkat ini, pelajar dikehendaki membaca semula soalan dan jawapan yang ditulis/dicatat.</li>
<li>Peringkat ini adalah untuk pengesahan kepada jawapan yang ada pada peringkat recit (imbas kembali) di atas.</li>
<li>Pastikan bahagian tertentu sudah dijawab berdasarkan fakta dan maklumat dalam teks.</li>
<li>Pelajar jangan tertinggal maklumat atau fakta dalam tugasan pada peringkat question/pertanyaan. Melalui proses teknik SQ3R, pelajar memperoleh maklumat yang tepat, cepat, dan dapat menyelesaikaan tugasan secara berkesan.</li>
</ol>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-27191933035045387512013-03-01T08:36:00.001-08:002013-03-01T08:36:47.682-08:00TEKNIK-TEKNIK KHUSUS BACAAN DAN PEMAHAMAN<ol>
<li>Teknik Membaca SQ3R</li>
<li> Teknik Membaca KWLH</li>
<li> Teknik Directed Reading – Thingking Activity (DR-TA) (Aktiviti<br />Membaca Berfikir Teraarah)</li>
</ol>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-32289068983516831652013-03-01T08:32:00.001-08:002013-03-01T08:32:27.191-08:00PERINGKAT PEMAHAMAN MEMBACAPemahaman membaca bermaksud suatu sistem yang merekod segala maklumat secara kontekstual dalam pemikiran pembaca. Setiap konsep membentuk satu set minda atau dikenali sebagai ‘mind of fail’ dalam pada waktu yang sama, pembinaan makna berlaku. Pengalaman lalu, sedia ada menggabungkan pengalaman baru,memberi kekuatan kepada pemahaman makna yang sebenar.<br />
<br />Terdapat empat peringkat pemahaman bacaan, iaitu:<br />
<ol>
<li>Peringkat Lateral (Penubuhan makna)</li>
<li>Peringkat Interptretasi (Pentafsiran makna)</li>
<li>Peringkat Inferens (Perumusan makna)</li>
<li>Peringkat Menilai (Penilaian makna)</li>
</ol>
<b>Ciri-ciri Penubuhan Makna</b><br />(i) Memahami makna perkataan sebagaimana yang digunakan dalam ayat atau konteks tertentu.<br />(ii) Mengecam dan memahami makna perkataan yang membawa erti yang sama atau berlawanan.<br />(iii) Mengenal dan mengecam ayat-ayat topik, isi-isi penting dan sampingan dalam perenggan.<br />(iv) Memahami dan mengecam urutan idea dan peristiwa sesuatu petikan.<br />(v) Mengenal pasti dan memahami bahasa kiasan, perumpamaan, simpulan bahasa dan bidalan.<br />(vi) Mengecam dan memahami makna perkataan, frasa, ayat dan perenggan sama ada dalam prosa atau puisi.<br />
<br /><b>Ciri-ciri Pentafsiran Makna</b><br />(i) Memahami maksud idea atau isi yang tersurat atau isi yang tersirat dalam bahan bacaan.<br />(ii) Mengenali hubungan sebab dan akibat serta dapat mengenal pasti bahan yang dibaca berdasarkan isi dan jalan cerita.<br />(iii) Membuat andaian tentang masa, tempat, dan nada sesuatu bahan yang dibaca.<br />(iv) Menggabungkan pengetahuaan sedia ada dengan bahan bacaan untuk dibuat bandingan.<br />(v) Memahami makna perkataan atau rangkai kata dalam pelbagai situasi.<br />(vi) Membuat ramalan dan memahami tujuan penulisan sesuatu tulisan bahan yang dibaca.<br />
<br />
<b>Ciri-ciri Perumusan Makna</b><br />(i) Rumusan yang terdapat dalam bahan bacaan menjadikan pengetaahuan sedia ada semakin berkembang. Bahan atau bteks dapat dirumus selepas proses pembacaan.<br />(ii) Makna dapat ditafsirkan sendiri oleh pembaca sebagai satu proses minda.<br />(iii) Merumus makna luaran dan makna dalaman. Makna luaran makna yang disepakati oleh pembaca. Makna dalaman pula makna yang penulis sahaja yang boleh merumuskan.<br />(iv) Perumusan merupakan satu tindakan mengambil satu keputusan dari pelbagai sudut.<br />(v) Perumusan dapat mengubah tingkah laku pembaca.<br /><br />
<b>Ciri-ciri Penilaian Makna</b><br />(i) Pembentukan pendapat peribadi berdasarkan maklumat yang terdapat dalam teks.<br />(ii) Memberikan alasan atau sebab mengapa sesuatu isu itu dipilih.<br />(iii) Mampu membuat keputusan atau rumusan terhadap bahan yang telah dibaca.<br />(iv) Mengenal pasti bahan bacaan yang dibaca mengandungi propaganda, prasangka atau emosi lain.<br />(v) Dapat membezakan antara fakta dan pendapat.<br />(vi) Menganalisia bahan yang dibaca dari pelbagai sudut kandungan.<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-47527318345910180652013-02-27T20:28:00.002-08:002013-02-27T20:28:16.054-08:00PERINGKAT-PERINGKAT KEMAHIRAN MEMBACA 5<div style="text-align: justify;">
<b>Membaca dan memahami</b></div>
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<br /></div>
<br />
<div style="text-align: justify;">
Pada tahap bacaan dan kefahaman ini murid sepatutnya mempunyai keupayaan untuk:</div>
<br />
<ol>
<li style="text-align: justify;">mengumpul maklumat dan makna daripada bahan yang dibaca.</li>
<li style="text-align: justify;">Mentafsir dan menilai sesuatu dengan sepenuhnya tentang bahan yang dibaca.</li>
</ol>
<br />
<div style="text-align: justify;">
Penguasaan kosa kata boleh membantu murid memahami kandungan dan mesej yang hendak disampaikan melalui bacaan. Tanggungjawab utama guru dalam mengajarkan bacaan dan kefahaman adalah untuk membantu murid menambah dan meluaskan kosa kata.</div>
<div style="text-align: justify;">
<br /></div>
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Pengajaran kosa kata seharusnya dapat membantu murid dalam hal yang berikut:</div>
<br />
<ol>
<li style="text-align: justify;">Mengaitkan perkataan baru dengan pengalaman sedia ada. Dengan cara ini murid akan dapat memahami makna perkataan baru dengan lebih cepat dan berkesan serta mengekalkan makna perkataan itu dengan lebih lama.</li>
<li style="text-align: justify;">Mengkaji perkataan untuk melihat persamaan dsan perbezaannya, meneliti pertalian antara perkataan dan menggunakannya dalam konteks.</li>
<li style="text-align: justify;">Membina pengetahuan tentang makna perkataan dengan luas dan rapi.</li>
<li style="text-align: justify;">Membina strategi pembelajaran yang berkaitan dengan perkataan dan konsep secara bebas. Ini membolehkan murid berusaha sendiri tanpa sentiasa dibimbing atau dibantu oleh guru.</li>
<li style="text-align: justify;">Menggalakkan penglibatan secara aktif. Murid akan memberi tindak balas melalui perbincangan, soal jawab atau menggunakan perkataan dalam ayat.</li>
</ol>
<br />
<div style="text-align: justify;">
Peringkat membaca dan memahami juga hendaklah sesuai dengan peringkat umur dan kecenderungan murid. Guru janganlah hanya mementingkan sebuatan suara dan kelancaran sahaja tetapi mestilah juga sekaligus menyediakan soalan-soalan yang mudah untuk kefahaman. Dalam hal ini bacaan senyap hendaklah juga digalakkan supaya murid dapat melatih diri sendiri untuk menangkap maksud isi muridan yang dibaca.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Guru hendaklah memberi perhatian kepada perkara-perkara yang beriku:</div>
<br />
<ol>
<li style="text-align: justify;">Memulakan membaca setelah murid dapat membaca ayat-ayat ringkas dan boleh mengecam perkataan, suku kata dan huruf.</li>
<li style="text-align: justify;">Banyakkan soalan-soalan yang munasabah untuk menguji kefahaman murid selepas membaca.</li>
<li style="text-align: justify;">Beri murid peluang membaca dan memaham dalam mata muridan lain seperti Sejarah, Geografi, Sains dan sebagainya.</li>
<li style="text-align: justify;">Gunakan teknik soalan yang membina dan mengikut prinsip-prinsip yang betul.</li>
<li style="text-align: justify;">Aktiviti bacaan intensif dan ekstensif boleh dijalankan untuk latihan kemahiran membaca.</li>
</ol>
<br />
<div style="text-align: justify;">
<b>Kategori kefahaman bacaan</b></div>
<div style="text-align: justify;">
Kefahaman bacaan boleh dibahagikan kepada tiga kategori iaitu kefahaman literal, kefahaman inferensi dan kefahaman kritikal.</div>
<div style="text-align: justify;">
<br /></div>
<br />
<b>1. Kefahaman literal</b><br />
(i) makna perkataan<br />
(ii) makna ayat<br />
(iii) huraian isi<br />
(iv) idea utama<br />
(v) urutan idea<br />
(vi) perbandingan<br />
(vii) hubungan sebab dan akibat<br />
<br />
<b>2. Kefahaman inferensi</b><br />
(i) membuat kesimpulan<br />
(ii) mengeluarkan idea utama<br />
(iii) membuat perbandingan<br />
(iv) menunjukkan hubungan sebab dan akibat<br />
(v) membuat jangkaan<br />
(vi) memahami dan menghuraikan bahasa kiasan<br />
<br />
<b>3. Kefahaman kritikal</b><br />
(i) membezakan kenyataan daripada fantasi<br />
(ii) membezakan fakta daripada pendapat<br />
(iii) menentukan kecenderungan dan gaya bahasa penulis<br />
(iv) menentukan kecekapan penulis dalam sesuatu bidang<br />
(v) menentukan tujuan penulis<br />
<br />
<div style="text-align: justify;">
Pada peringkat membaca dan memahami, seseorang pembaca perlu menjadi pembaca yang aktif. Konsep pembaca aktif berasaskan interaksi antara sesuatu teks dan seorang pembaca. Kita merupakan pembaca aktif apabila kita membaca untuk kefahaman dan maksud. Hal ini berbeza dengan pembaca hafalan kerana pembaca hafalan hanya membaca untuk mengingati dan mengulang. Mereka tidak berusaha untuk memahami apa yang ditulis.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Kita berkata sesorang membaca dengan aktif kerana sebahagian daripada teks adalah bergantung kepada input pembaca. Misalnya, kita memahami tentang dunia tempat kita tinggal melalui pengetahuan kita mengenainya. Oleh yang demikian, jika kita mempunyai perbendaharaan kata yang lebih untuk menerangkan objek, manusia dan situasi,maka interpretasi kepada apa yang kita baca adalah berbeza, berbanding dengan sesorang yang mempunyai perbendaharaan kata yang terhad. Seterusnya, kita memahami tentang hidup dengan bergantung kepada kecekapan bahasa kita serta pengetahuan kita mengenai dunia. Jika kita tidak biasa dengan sesuatu situasi, kita tidak akan dapat memahaminya. Biasanya, kita cuba memahami sesuatu situasi baru dengan menggambarkan pengalaman masa lampau kita. Kita menggunakan pengetahuan masa</div>
<div style="text-align: justify;">
lampau kita untuk memahami masa sekarang. Jika situasi itu sama dengan pengalaman masa lampau kita maka kita fikir kita telah tahu mengenainya. Akhirnya kita akan membuat kesimpulan.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Walau bagaimanapun, kadang-kadang kesimpulan pertama yang kita buat mungkin salah. Ini mungkin disebabkan oleh beberapa faktor. Perbezaan budaya dan beberapa perkara yang bergantung kepada aspek yang diketahui, boleh menyebabkan kita membuat kesimpulan yang salah. Jadi, kita mesti menilai semula atau memikir semula konteks situasi berkenaan.</div>
<br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<br />
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-52672498690837189872013-02-18T16:57:00.000-08:002013-02-18T16:57:36.707-08:00PERINGKAT-PERINGKAT KEMAHIRAN MEMBACA 4<b>4. Mekanis</b><br />
<br />
Pada peringkat ini murid sudah boleh membunyikan huruf, suku kata, perkataan, frasa dan ayat-ayat mudah. Mereka juga boleh membatang perkataan yang mengandungi suku kata terbuka dan tertutup. Murid membaca secara kuat dengan menyuarakan tulisan dengan sebutan yang jelas dan terang.<br />
Tujuan bacaan mekanis ialah:<br />
<br />
(i) Membolehkan murid membaca dengan cekap dan pantas dengan sebutan dan intonasi yang betul dan jelas.<br />
(ii) Membolehkan murid tahu menggunakan tanda-tanda baca serta tahu pula berhenti pada tempat berhenti yang betul.<br />
(iii) Membolehkan murid membaca dengan irama membaca yang betul.<br />
(iv) Dapat menggunakan kemahiran membaca dalam mata muridan yang lain.<br />
(v) Untuk membolehkan murid mencapai kemahiran dan kecekapan membaca secara kuat.<br />
<br />
Pada peringkat bacaan mekanis ini, guru boleh melaksanakan langkah-langkah yang berikut:<br />
(a) Guru memberikan satu petikan dalam satu masa khas untuk bacaan, sesuai dengan kebolehan dan umur murid.<br />
(b) Bersoal jawab dan membantu murid dengan perkataan dan rangkai katra yang susah sama ada dari segi sebutan atau makna perkataan itu.<br />
(c) Guru membaca sebagai contoh dan murid menyemak bacaan guru.<br />
(d) Guru membaca dan murid mengikut. Boleh dilakukan secara kelas atau kumpulan.<br />
(e) Guru membimbing murid membaca secara individu dan bergilir-gilir.<br />
(f) Guru berbincang dan bersoal jawab dengan murid tentang isi bacaan untuk menguji kefahaman mereka.<br />
<br />
Contoh aktiviti:<br />
<br />
Aktiviti yang boleh dijalankan dalam bacaan mekanis ialah bacaan kuat dengan menggunakan kad imbasan yang mengandungi huruf, suku kata, frasa dan ayat. Contoh kad adalah seperti yang di bawah:<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-38736819841923548632013-02-18T08:24:00.002-08:002013-02-18T16:57:23.406-08:00PERINGKAT-PERINGKAT KEMAHIRAN MEMBACA 3<b>3. Aktiviti prabacaan</b><br />
<br />
Contoh aktiviti prabacaan yang boleh dijalankan di sekolah ialah:<br />
a. mengenal gambar yang berlainan<br />
<br />
<div style="text-align: center;">
</div>
<img alt="" height="54" 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" width="320" /><br />
Arahan: <i>Bulatkan gambar yang tidak sama.</i><br />
<br />
b. mengenal bentuk yang berlainan<br />
<img alt="" height="60" 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Zioby/h4Ds7MlmmpMah80jytZtNT/tvIjT0yu8chJD7MlDxZenm65MNSZI//fRTfn5+XFxcfn5+Z2fn77//3tvbS5L/tVwjSZK9vb2//PJLR0dHXl5eXFxccXHxtWvX3nZJ8N348mQDEaIhoiAiASIBIAVpuSRJEQRF0zREFEKoqXGPpBTr21kzTM2MjU0M2tvbXr6cf/Jc80bZbzfKs2Q1xGU0ReR0Rslqj5DRGrFVY9QWtdEyGiNltYbLag6T1RompzVMVmO4vJaIujFD3YAtpyaxQXbyktUTlq8VVVCdGxRhfebcAYJ8LLh3pyg+SRIkSQIA3sE06KPJBiCaRJBGiBr4nbi4k2p1B3tlyMoFRMVcuGcp3bSG2LuKqv6BLmXTFSyy8TvqwDKyav5Q7fLenSseVy7uq1n2vEmVaFAmCr6lSiTp+rngwELqwHxweDPdo00cMyFP2IBjJqBLn+hS5Xar8U84kj8X030/0mBAYDgEqA8bFPlnygYgBBFAiEII3brQ1hBvemFnUI2PTrTK9GTjb71UZ2hKzztzugd9ONkAAARxswHu032d5X6RGqqmTBWTiVrWEjq2uK4tW89OysB+mqGjpKEj28CRrWeP69gxDRwkDR2lDBxYutuZutsldOwxPSe2oQtH3xnXdRQ3cBxv7j7WwXecV/C4iERGdvHixhbzs2dzHtw9y+c9ezXJBAISfkmxtK9MNpcvX87Ozk5OTm5ra3v48OG7NXLv3r39+/fv2LEjLy/v2rVrH7aH/z9fmGwgQhRCBEQkhBQAkKYASZIUTQIgmJhzubyHj5/8kZwSxcTEZ8+eY2fnqKenGxYeuG9/bVVNRkik/aqNc2cvHLdRQWKLykRptbEymmPktMfJa0+U15ZQ0GbKaYvIaQ2T1xmhoDtaSW+8gvZEGVXR9bJiC5aNXbB80kbpWRbW20rL0279egEhHkIAIQoAiqJpigQEH0KAwDuZBn0s2UAIEKQB/fTa0JkU7h4FqvxbUD2LqvyWqpxL1a8kW2SIPcupcilUIkYWTXxWIPa0fvGjQ+pn9qvX16iVlWgfOeBxqdHgZv4SfuH3qHwGXYFzyyaSJSKgmkHtmks0bua1qw0dkIfdNvCQA92hS7XJ0u2a4Lgv/3olNXgbIEC+5dr13/LPlM1fi2EAkOcPZFW6LdtpvzhFHktQYsUYf+ehMc3JaNNvt28ggWzeK4z2YlYh+Ks96fsjOMFAVldsq844ReNvdGxxXVtM05qhZS2hbcvQtWMZ2k83dZ1p5j7NxJVl7MIwccNNXDlGzmwDe0k9e46OA1PPGdN3Yek7s/Wd2UbOuJUH7urPCorkhEUx43eIJSSKJybiubnf1+2WP3I86Jffmvr7byLA/U8dAy969yK/5ZPy1cimr6+voqIiKSmpu7t7cHDw/Rt89uxZa2vrjh07du3a9VGXc74w2aC/oroAoJdTOwDR88e9Vw8f25me5+3io2plv2XdplnTZojNmzfbzd1ZTmGzBC7Cmjp2CjZCnDNs9sIJS9dPWLx2+NKNw1dJj1krP2Kj0lhpNTHpbWw5NSlZ9SmblUeukRm+fNOwhauHfb90xJJVkxXVFts76ZSUp/x05XR/f5/gg07TFJfL5fMJABCECAoSsmjwzvkdH1w2ECKAEKS54P5J8mggWbueKJeidnL41TOIytlo1zK4dxNsUYCN62HDPHr/TLB/NlU3v796w7X9hs1NBlF5sjYBi6NTVapqLVtyFX6Nnz8UOZm3Y8Rg9mhe7lgyfwJZxOZVLuLu3Ty0fwt91ILuciUPWtLthqBFnW6R57frkRcSYN+PNCSFazYfAiDIM+dzBw+WhJQ7fJ9nPDNly6RYRba//vcuWtMDHFV6nzxACIH3ndlQCFGClw8MPYxJNt+iPlbFSHSbMUNOS1xRD1c2YioZiyubiKtZSGjZsHSsJA22S5m5SJm7sczcMWM3zNCFYeSC6TtJ6m6XNLDHDB0xY2fczJVl5sYxceKYOLEs3HB7X7aLPycgbHp4FCc6USwhZdyOlFEpqROy88R3Vi881G5z5ceCR49PAPivixtEJAQ0BAAhCkHeK0UrPsXurq9DNtevX8/IyKivr3/69OmHbbm3t7empiYrK+vXX3/9sC3/xWeXzV97CF7MFwACAFHkC888H7jffWJvfJK9sc0yJR1xOc1JelbTzBx+mLNoLCY1Ys488dXr5s5bzFiyWlRVb5aTz4aYNM3UAtOQBGVzp3kK2oxVMmOWbhz+/fJhC1aP3qyAr5flrNokvlGWpaa7wNB8nae/fnp2SHNL5R93r/CJf0WWAYQ0DQiCIEkavFyXgILSnjT1zpmEH0g28MVuTcEWf4oP7h7hdjgNlSyBuRKgQIJfxKFqZ9PV86myxbBqBapfjXYtpKqkBqpEuTtxULloKHnpRbe5O/3m7axSjMlb6Js6PapkY9seg2Oe0+85TaFimLBQCuycBndOg7tmkfWL6DZl2ONE9Xhxj9nzDutTB43oDhO6XQXsW021yBPHguDDE4Lgz8ucwffdkvPPlA0UVG2A4O7V1vpE3XKP1SWOyxOUWWFKUp6a39ppSsaGWJEkH72ItoH3kI1gwy4aHOxNynCS05i0zVBCy5SjZsRS1MYVdXAlA0xBX1zRQHybKVPdHNtmKK5lwTCyZxk7YsZOTENnzMQNM/XADZ3ZenZsIwe2iRPbzIVt5SFp7cWx9uJYuuNWXixrH5a1F2bnxXDyY7r4i3sGigeG45ExzPgdk5LTxqWnTsxIF88rmr6nUeXM2R2P7p+mCN5f/QMI0JB69WCqDzfM/5WvQDbHjx9PT0+/cOHCx/sVZ8+eTU1NPX369Mdo/PPKBkJIkiRN0xRF8fl8AABNQsGEZmCw90B7jbW97FZlTFFH1MSB5RM9NzJjcVTmirDkVYpajIWrxs9fPn7J6immNssSs3WzyzTLG3XqO63r2pybjnjXd7rm7TSMTJVz9F2mpCu5YvMkZ1/Zhra07uN7zl888uvtnx48vM3l973SF4AEx6MBAAACAEAIAKDhi5NsyJeHqr377P4DyQYgRFAQEhBBmg/unCE6vLnFS4gCKVQghrImgswpoGwq2rWcLFpGFS9GVQtAIU5ljOEnDx9KGktkz+bu+P5nV+bhiEUH8tZmRYjlpXJ2Vq693mH0S/LSp1HTyVRJXoYoL2cSUSjGr5jEr8GphjWw24o85c894kkdcqLbbah2U6JZAbRsAc2bySZFqseLeHQcgQEAEQ0QjUjButo78w+VDaQgQkPPe4/V2bUkb9gTo5jnsixcnROmPj3IYI6RIpYY5/Xmrb1GNlAQQoPcnXUJsupiynqTNEzYakYcRR2Gki5TRR9XN2arGmHbDCXUjCW0zHENU6amOUPXGtO3Y+rbMQ3tcUsPjpUX29SFZeTAMnbkmDhxTF3YFu5sSw+2pQfL0oNl48229WXZ+GA2PkwbX7atj5SVh5SlG9vWi+nsy/YLnhoeIR4dNSE2emJs7OiEHSK52d817zW6eKHwz96fBF+xF0lCACKAXqaofly+aNkAAJqbm3Nzc+/du/eRfsVf3L59OzMzs62t7YNv0PkSZjaCUmYURZEEASGFEHn8VKuju/barRJqhixH/zmRGcsTCpbH5H4fmzc3KvuHqMxFCbnro1K3BMZuik1TSS/STitRTsxfF5W1IC5vRUalUlG9Tm2bRVOXc+sJn/oO95wKM98IeQ2j7/zCtW7/dv6v3wtoQJIUABBCACENEYkQJQiSCSYyEJIIkS9N89d91jvyocJoL6J4NEH+cXywK35opxyZJwUKcFggBnMmkzkMsmgaXbaAKl4KKlaQJXPJkhmgRIoulaQqZxPVK4jadUTdxoED2tdK1vyUNvPXggW/VK3v3adAtSqhVmm4bw1Z+wNV/i1RMp1fyuBXsIdK5w3sWke26VKHnanuIKorkD7mTRw05+9XIfZtpvdtoFoUeD2B8GEXhFwCIRIB+H4B93+mbARR4777v7UXax7MWFIfuTTLcU6MHjtSb6aH1qwtS8cnxvkhhN7wNv91MxuIEEKXrrTYOK+S05iwzUBCWRdX0sVkNUQVtEW3GWKaJpLqxriqIUPTFNOz4uhY4tqWmI4VrmvN0rNhm9hLWbhJWnmwLdxYZs6CuBnbxAk3ccbMXDEbb8ntftNsvNk2PrhDoKRjANvGh23hJWniPtXQmWPkyjBxxi2cpLa7TXP3meYXIBUSjkfGTI6KGRsZJRIVOykrb17TfpvLP9U+7//t/wrmgyfY/ztfrmxomt69e3d5efnAwMDHaP//p7e3t6ysrLGx8cNmqX0JsgEACK7vCKFB7t20HN+NctPkNRjOAT8EJy0Iz5gbmjYzJHVmZNac2Lz5Mbnz4vMXpZSsyyiXyShTSCmSyyiTz6iQSStfm1axKrNqbWrZ+sSiNallm0oaNPcesd1/zHNvp1fNfs/EbCNt07nahms7DzcixCfIwcHBfpoGAPy1zVZQKuzFCQUv//Gv7fjUy4M7P2cYTZCrh2gKPLw4dCSKV6/OL/oWZE+iMydSmRNBPk4UThvKm8nNn0sWLqSKF1IlPxDl8+nqRbBuCWxcSR1Yz29ahQ5sog9uG9q7BrWsoJpXcSuXkLXL6AMreC3LqLY1sG0zalWErdvIxo3Uvs10m3Z/1TJuzWr60PahnnjeqRT6dBp5InbwkOlQ2xZ+82q6YQ1sUaLORBB/nqMQQSPwnllG/1DZQIgQ4vY/aC9VrosQqwiUzHCcGmfM8FQW1Vo7yVBj+bmzx968sddno0FA55b6KusyFbVE5TUweQ1MUZuppMvYZiChZcbSNpPSMuFombC0zXAtM0zLAtO2wnSt2LrWkrpWkvrWLHMnlrUH28qdZe7CMnH8P7Kx8GBbe3OsvVg2PrhjoKRrEMvRD7fzY1n7ckw9WMYuEhZeEla+4pbeuIUn286X4Rwg6RE03SeEExSOR0YxI8InhIWJJMRhxcUbOrpD7jw8TJL/vjYB//WV/KuWBXzl8Y58ubJpbW0tLi7mcv9jTsXHgsvllpSUdHR0fMA2P7tsIBTMMGiE0P379z18jJauG2PpMsc/Zl5A4vSgFDw8mxWZPS007duw1HnxeSuTipenlC5PKlmdVbU1q1I6Z6dcbo1c1s4tmVXrc2s35NSuz6xem1mzIat6U0bV5tQy6cLdOnsPuhzoCT7QHV5Y7WBivVJVe2lXzy4KPAbwOUTkv9+Gw//yeO9P84eSDUAIPH/AP1NMN5uB8kV0rhjI/gZli9KZEmQ2ThbNpMqW8osW8/J+IAp/AFXLYO0yuHsFqFkIq+fA+jlEzUx+1TyyYS1sWAz3fUd0LAYNS1H1bKqKxd/J5tXN5TUsI5plyAOaZLsm2aENjtpSzduGipcSrXbU9RreuTz+8TjiYiZ5KYt/Koh3SJtsWQX2raQOGQ39mE4+vfSiMvR78E+VDUAIkURfZ41GacD4Ij9mir14pNEEBzkRA1mpE9370NsUCnq9bAjyqW+Ymoya2CZF0fVyYtLbWPKauIo+S9WQoWGKaRjjGsa4rgXbwIajZ4lrmWL6VhwDa46+FUvfmmVog5vasyydWdZubCs3joWrlLmLpIWLpIULx9QJN3ZmmrgwrTxY23049r4cJ3/cNYDj7Md28mU7+3C2e+JOAbhbKMs5GLf3l3AOZbmGTnPwk3LwY7kEMH0CGGER7PAIdmiEeFiUWEg0tiPju7o9Wj9ezO378/qrNzAQkgjyEKARENyl0q/Uj33Hb+gXKpuTJ0/m5OR8sjnNq/T19WVlZZ05c+ZDNfg5ZAMRAhDRgtURioIURSME7zz42dRGbenGUU5BM3xivw1KmRmcLhmayQrLlozJmxOXvyShYE1S4abEgtVp5euzq6VzauQK6pRKGlQLdysX1W8rbVAtblDO2yWdW7elcK9c4V6F7BqZ1LItGZWKpQ2GLcc8W7p9mo/6VTd6mNot0TL84dLVJoR6afo5grSguJngiM//YpoPMGgTtqAAACAASURBVIl/P9n8S3cI8Om7p3kHQ+FuRSpPisqeDHKmoExxOk2czOLQxfPIomVk4WK6ZClVspAsnkuWzSVLZhG5HDpLlMwaSxWLkdXziaqFsHQ6LGWS1VN5O2eSxQyQLYJyJ9AlbKJCiqiaAfas4+3Zwm9WpNsNqRYDcudmcMST+2tj/4/59JU84kbdwOUy8ucs/infwTZ1onUD3S7HP2JDXK1CvCevOPld8oj+mbIBiIIIcQfvtVQoVUazisM4qS6TY60nuqiKRLqrDA32IoTe/Hbn9bJ58OS66falcppMWTXOJkXGJkXGJkVRaTXRbQaYpilb04SlZsjQNGXq27D1rdm6Zmx9S46eBa5nydS3YhjZ4qYObAtnlrUbx8ZDysZjmpXbVHNnSXMnjrkLx9iJaeLEsHTF7TzYdh64nSfD2Zft4s1y8cLdvVmuPrhXoKRnINs7mO0dwvIMY/tESLkFs10DOe6BUu7+LK8glk8IyzuY6R3MDArFgsO/CQofHZvAzC9a33TA7eJPZb29lwHgv/JWIEAkEMQbBOdmvBilt+ZLlM2NGzcyMjLu3r37YZt9c3777beMjIxbt259kNY+uWwEcSACAD5FUSSFCAJQgHr09JqN59ZlcsMcw3G/FNw7EQtMmxqW9W1Y9nfh2T9E5y9JLFmdWrEprXJrRqV0drV83i7lwnrVkgaNskbtsia9skb98ib98n365ft0y5o0S5vUi/eqFtarFNar5tdty6hUKG3UbT5mv7/HqeWYd8kuW22z6d5BigPcKzTsJ/gkSUIAIE0TEPI/Xmj43WQjKC2FIE0ixIcIQgD6f+edKSDq9WDRfDqNSWaK83ImE7lSdMG3/JwfeGXrBkoXErkzQc5SsnjJUO50fsYsMnsGzGHTaROJuJEgUwyUzqALJGGeBJU+lkwbTaaPp9LGw5Sx9I4xdMoEKnkMSBmBcvDB8qXcvbJw12aySXfgoB15PKL/QuGzKxXobhN42MP/rWnochr/fDr/hAfvgAzVvBF0apOnwsl7RwAaoBCiIYCQixD/bbfh/DNlQyAKIvTnveP1BcurkmcXRDPTvSclu4j7GIkUJjvQ9NstFr5eNi2dZcq6HGU9jqy6QDYS6+Unb1CcqKCNqeqzVA0wdSNc24ylY8HStWTrWUjqmrN0zTFdC8arsrFyZVu5ss2dOKaOLBMH3NyZY+kqZeKEmToxLV0wWzfMzg2zc2c6emLOnkw3L6aHD+7hi/sEcLwDcN9g3C8E9wlkeAUwPP0xnwCOT5CUT8hU/4jp/lHTfMLYXsEM/2BGcCg7NJwVEjkpNHZkZNLI2DRGRu6y3fVmZ86mPHjcRZCPBW8HIgho8EpdgneZ33xxsunr60tPT7948eIHbPMduHjxYkZGxgfJtP48soHkC9nQkKRpgn4eFGO1ZOtw+5BpPkkcr0Rx3xRWUMa00OzZEbk/ROUvii1csaNsXVrVloxq2Zxapfy6bUV71MuatCua9ar2G1W1GO9sMak+YFp9wKy61WTnAYOqFr2KZp2yJu2SBq2yJu2C3epJxVtKG7VbTjjsO+LW0hWUXmQkq8qo2RuL0CCPN0RRACEEgCAL4GPlvbynbHgAEQghaoB/89BQRwi/dBPMkIQp4iB1Ei/jm6GSVUO7lAYqlAfKtw02aPN2rqHTWP2pUwez5oG0BXSyJEhlgORv6FgROnYClTSFTp4EkseDpNFUwjAqbjhKEKHjRpMxo0D8aDJ6OBU/hkjChrKmDxbN55WsIvbqERerhn7Ooy4Uci/s5d7tIO51k7+2cq+WPz9fwr0Qw+1U5+7bSLUrE91O/Ct59OAt8CJhnIcQTyibN0EQzP35dEZd9uyatBm54Vimr3iWNxZqO2FXkc/btvYa2Qxx+1x9t21UGq+sy5FRZW9WZmxWlti6jbFFhSG9jSmrxlTWYaoaCIJpmIYJpm3K1jVn61uydC0YBtZMYzvc1IFj7swyd8LMnTBTR5axPWbigFu4SJo5scydcUsXlo0rvt0Vs3fHHdzYDm6YkzvDwwfz8cN8/XA/P9zPn+kfyAwOxUNDWMHBrMAAzM8H9/bC3Lwwn0CpgNBpgWFSodFTwyJZoRFTQ8NnhkdOj4iWjIhhhUdhQaFTAoInBIVNiU2et3O37qnz6Y+fCBLYIHyxKfYdy/V9cbKpqanZs2fPB2zwnampqamtrX3/dj5LGA1CGgCCAgRBEQjB/R1VizdOsfD6zj/le68dmG8yFpAmGZo9Mzx3bnTBwrji5TvK1qRVbcqqlc2tUy7aq1HaqF2+T2/nAeOaNrO6Dsu6DuvdnTb1nbZ7DtrVH7TdfdCyrsN8V7tpdatJ9QGTin0GBbs1squV0yvka1qN2477NB3yazro7+izxth69Z17FxCkKZKGEEFIIUR8gbIRbN8kIQIIgj9v8k8WUi2OdNFyKhWjUxhkMkYVzaMPbn/e6co/6EfutnxWq/e8w5EqX/E8e+HzrKUgaxHYIQWSMDJiDIwYTYePpWO+gXETYYwIihkFI0dQESPoqJF09CgQOwbGi9DRI8hUnJuzgJ84mUgW4+3V7t2t83SfzfOf0qkLKf2n45/dPsy92UnfOULeaaXuHBi6mj900o7boUS2yNCHDPgn/Yg7hyEN/qqm+rZD+s+UDUKI5D451GCwN3farlQ8L4SVG8gqCGHFuk6sK3F/2zF8jWwuXj4moyq5QXHcFhWxdbJiGxXFpFWZMmqY9DZcehtLTp2tpI2p6GEqegw1Q6aWKUvdiKllwtSzwPUtMSNb3NSebe7IMXcSyIZp6ogb22NG9pipI8vEHjN3wq1ccDtXlqM728mNbe/CcXDBXdwY3r7MAH8s2J8dHIAHB2KhwXhkGDs2Uio2Qio6bGpYANvfk+niKOrsOMXdRczLQzwwgB0SyomIZsUmsKPjJMMipgaFSAWGSPoFYb6BEv5B4v4BUwJCJoZFM7LyVncc9vnjfjdEf+3U+fplc/Xq1eTk5OfPn3+oBt+HJ0+eJCUlvX8w7TPIBr6UDc2HiH42cMfAaoOsjoRv0iKPBJZ3EsM/jROUMS0sd3Zk/g9xRUt2lK1OqdyQVSubW69UuFe9olm/qsW4ptVsd6fVnkN2jUfsm446Nx113tfl2tztvq/bpanLvvGofcMRuz2HbHZ3WlXtN6lsNipp0MmuUSneq73vqHvzEb/OE2FZZeaaRnMraxMRImiKIkkaABLAL3FmI7hroxCCNJf+tZvXGQb26IL8+VQ6m8ya8bx43fMmM/J0Zv+h6Ge7rPnlcv0124ZO5/MPhvGqDZ/mr+alf8+PxKlEJj90NBU6hg4VocPH0uHjQNgYFDIKhYyiQ0aSwcPJkOF02Eg6dAQdNpyMFSeTv6NjJ1KJ3/BqVLidTn8WrX/a5se9UvT8Qgq810P+3kk9OEo/7CJu13F/zus77DDUqgZaZGD7NvqYDXG1DAz9+fIoAlo4s3lD/rhV11KxvCV3Wl2SeFEYqyhcsiSStcNnws4CO4rk//3rX+E1sjnUtWeNtOh6WbH1cuKrNk9ZKyu6QUl8s4rEVlWmjDpLVoOloMlU0sGUdBgq+kwNE1zDhKllytCxYOpZMQ1tMFNb3MKeZeXIsnTCLJ0Ypo4SJo4M4+1MI1vMeDtu5sSydGFZu7C2u3IcXCUdnFnOriwPd8zHCw/wY4UE4WEhrPAQVngQKzKYHRXGjgplR4dKRoSwAn3EvVzEPJxFPV3E3Z3FPVwkfD0ZAb5i4aGMqHBWZAQ7IpoZFsUMCJXwDmT4BLECgrGgUDwoTCIoYmJw1MTMnCVHjgQ/7bsseI8A0gAC8K9s0r/nC5INTdNZWVlHjhz5IK19ENra2oqLi98zE/ozhdFoQJM04CNE7m3JWSs3xc7/e+8d33olS/gkSwSmS4VkzYjImxNdsCChZFlK5br06i25dUoFe1VL9mlXHzCtbbPc3WnbcMSh6ajL/mPuLT2eLT1ercd9Wk/4tp7wPnDcraXHtbnbuanLoeHo9vqDNrvaLcubDIrrdQp3a5c3mO3v8j14KrT5cICD11pXb/U/+35FCFKUoOAn8aWt2SCEBKEBCiEw9Cd1aS9vnzO5U4HKnUPmzOSXrqAaDQaqNYfaPJ8fCyWuVA2dyXq6x2LgaB731yZiv/fzSuOhMqXBMHF+9BRexBgibAyIHEeHi/CDRhEBI0HQKBQ8BgSNpIKGU0HD6eARIHgEFTScDh5DB3zDi5Lgp7KIGJwql+O1uTzZadZ/2I++tZ/69QD31h7yUcfQ7aYH3YFDJyK4R72oI6ZUkzS9X5E+aklcSqKenEUU9XJPnlA2/5H/MywE92FPh8mB0jmd+bPqEkTLoiTKo6Uq49iZoZNKMowHnr9dzPw1stnfXr5a+pu1MqLr5cRXb52yVmbKGrlJa+Unb1QW36LK3KrKlFVnyGszFXUwFX2mmhGuaYxpmTF1LJh61pihDW5szTS3w60cWVZOuKUT08xBwtwJM7HHjG1xE3u2mTNu6cKydsJtnNnbnTkOTkxXN8zdHfPxwP29WQF+zJAAPMyfFe6Lh/vikYGsiEA8PACPCmKF+2Eh3hLB3swgX1agL8fPi+Xjgfl5Yf7euL83IyQQiwzjREdOjYqaFhIxNTBUKiCY4xfECgxlhUTgASHM4BBmVLxoSdXKiz/mENw/EUIAIACpN9+r8AXJ5tKlSykpKZ8lA+2/MTAwkJiYeP369fdp5JPLBiBEUxRBUSRCJJe47+yjKqsl6h07zy2e4Zsu5pvCCMqYGp47KyJvbmzR4uSKNWk7N2XVyhXs3VbeolPVZrSr3aq+077pqEtLj8eB4z5tJ/07TgV2nAo6dDb08Lmww+dDD50NPHjGv+2k9/5j7s3H3Jq6nPYcsqttMy9vMiyq1ymo1d9/1Kf9hP+Bbt/4DG19s6XHT+1HCAFA0RSgafrjnWv3jrKBEEFIIwQQAI+vkj0ZZL0hv2wdP28+UbCEV7RisFJhsMmcbHEg2jwHL1Y9u9xAHMsb2hfMPZ8wuMvozwpzutmeGyM1FMEkIkWJ4HFEkAjXfwTXbyTfbwThN4r0Hw0CR8Og0ShYhPIfSfgOp/1GIP9hwHfUUOiU5xFTiIBRgyHjebUK1AHjZ3UKT7tCiKvlgzdquXeayLv7e88m8s4lwlNBVKcR0ShNNcvTBw2J01707QbI66cFZVXeMiXtHWXzyh8OIki/eABaUEbny6pn/9eGKYoW7NClB29eSj26Z/GxXQs682fVx4vvjmXWxWO18eKl4ZML49c+evx217HXyGZvc95aOZENCpPXK0xZLzdlg4LYWnnRtfKi6xTE1imIbVQUl1VnymsyFbVxFX22ujFHwxjXMGZqmWF6ViwDa5ahDWZsxzKzZ5k5YmaOmLkjZuHMNndimzmyzZ3Yls6YtTNu44TZOmL2Trijo4SbK8PDleHjzvDzYgZ4YCHerDAvLMyDEe7BiPZmRnszo32w+ABOQqBkQjArIQiPDWLHBHEiAiQDfTgBvuwAH9zPhxnkzwwNYAT7SQQHYCHBkmGhU0NCJP0DsIAAPCiI7R+IeQdK+IWJh0SKJyZP29ds+PjRqRfvFkAI3yiq9gXJprCwsL29/YM09QHZt29faWnp+7TwqWUDAYIURZFcHhch9MvvZzYrcgwdp/olzXGNn+KdOsk7STw4c3pE3pyIvB/iipemVq1P37k1e5dCUaN6xQGDmnaL3Z32DYdcmrs9W0/4tp8MPHgm5PDZ8MPnIo6ej+66GNN9MfrohfAj50M7zwS2nfA9cNyrudut4bBDXYdV5X7jkr16eTt1avdvbz3u3Xrcu6rBQd98fkFJGEQERVF8PoH+tZfzw/Ousnn5daH4vCv7efs9qZ0KZOkyfvFKukqGyFk0WC491BX4rNaU7PAmru6hfjsMbh0aPBw+2Oo8kL+xP3s5KFEeCJvOjZhKhDC5niJDbiO5XmO4nmMG3Ec+dxvR7zqS7zWK5zZ8yHXEkNtwvtco4Dca+Y2g/EZSQWPJ8ElEHJMImkCHY9zMRX0lsoP7rQY73AaPhPQfCRs6HkWdj+OfDCI6bag2HeqAAtUqz29VIY+aoZ+L0LO7NAIA0W8bQn8H2UD0b1tJwcvTIUn4ovrDp64i/LdAiCAiEEI0yf3tRv75w9KX21efa1hxqHhOe8b0jrQZLSmcPUniNZHi2cGS1662/W2Dr/Ia2XQcKZfXFpdRxzfIi6+VFlsnx1ivyFivxFinILFKZsp6BXEZNVxWnSmnwVDUwbfps9WNWGqGTHVjppYZpmOB6Vvjhra4oS3T2B4zdcDNHNgWThwLZ7aFC8vKlWXjitm6MLc7M+2dmA5ODFcXCS8Ppq87089DItCDEeaJR/qyY/3ZCf5YYgBzhx8jyY+REoClBbPTQ9gZoXhGKLYjkJEYiCUEsWMCJSP88cgALCaEFReKJ4Qz48Px2DA8IgQLCWAEBYoHBzFCQ/DgIDzAn+Hjx/T24vh4cwKCRSPjvikqXXPlpyoISAQQBG9UrO9Lkc3Dhw8TExM/QVmat+XOnTsJCQnvc97aJ5cNDQEfQkCQJEJo776iVVum2Pl+6xEn6Z3C8Emd4pPMCMmaGZn3Q2Te/ISSZWk7N2TWSOfVK5U2a1e1Ge3qtNp72GXfUc8DPf4dp4IOngk7cj6q60Jc98X4Yz8m9lxK7LmU2P1jXNfFqMPnwjpPBbWf9Gvp8Wo66lzfaVt9wKxin1F+jW5xnXFrj/uhsz5tPb72nqs9/LQGBu8BQNM0fJms/yXJ5uV1GnB7ueeqyWZXomwLVbaMKllOl2zgZ80nKjYNtDj27ffvP57Re6mJ+3M9da2OupDeu1P/afJKslyZn711MESq319iwHvSoKcIz2c83/ebfucRfU4jex2HP3UaMeQ2etB1ZL/zyH7nkTwPkSG3kUPuw0lfEb7fWG7geCoWg6HidOBkcse8p0lLnxZs5bXaPW2w7G224R11Jo9Y8Tv0iVY9skWNbNoKDshRbcrUQX3iVCx8/CNC/Ff2B70pbysbCCF4cbglevLkft+fj1/5IQmRoAbSlzW1gS8LH9FE791rSVe75H7pkr5+cOu5PSt7KhaeKFt0vHjBodzZjemS9XGs/GDxo+3xb76jE71WNhd+atMynSmnIbVRAV+xXnzpOtFV0mIblPANitgqadF18hKblZiblSW2bhOX02AqauPKugw1A0zDCNcwYmqaMXUscT1rTM+GabgdM7bHje3YpttZFk5sKzeWjQe+3R13cMUcXTEnV9zFBfNwYfh6YAHeeLA3FubDjPLB4vzxpCAsNUQiI0w8O0Q8K0Q8K0QiJ5SRG87IDZfIDWemBYmnBjFSgrAdQVhKKDstnJUWgadH4ZlxWEY8nhbPSophxUYyoqPEoqMZsTGs6EhWRCgrIoAT4o/5+kq4ejI8fbGYWLGs7EU9PbEE8ejFcP/ddrkvRTaHDx8uKCh4/3Y+OBRF5eTkdHd3v3MLnzyMRkPI/etGIyzGSVYN84pe6L1jqk8qwyt5in8aOzR7dnTB/JjChQmly9OrN+fUyRU2bKs4oFvTaVp/2HZfl2dLj3/7yZBDZyO6LsT0XEo8fjnpxE8pp35OPX01/fTV9JM/JfdcTuy6GHvkfPjBs0Htp3z3H/NoPOJQ12FZ3Wpa3mBWXGe8v8vp4GmP1h6vkDgFM9uNd+9dRYJJF/jiZPPXTIvqu80/VQT2O1NlW4iCBVThYjJ7OZkzj8xbRLTaD51OHzxfMnBp98CRhKGWwGfpW56Eff88X+9ZusrjgNm9PqJ93lP6PCc88xDpdxd55jym12FEv8uYfpcxj2yH/7l95DMnkeeuY5+7ju2zH/XUcVS/yyie1zi+/8QBn3Fc//FUpAQvnDEQK8nPXvg8Y0l/9bahI+7Pe7wHjtg/bdHmtqoS+5WpJlmqfj1Zvx62ytPtWkMHnanbjYh+Sr+s6v3mvLlsIIQAAAggQmjg2WB3556kKL2aAqPfr+byeJcFtQxoiAgI6Y9fyfGtEHzEKP7jOz8n3uhWvNul9PshhStN68/ULDu9c9mZnSvOlK/oLlxwIOe7puRpFVGT6go1uUOPEXrTD+drZNP37LaL72ZZTbGt2/BlGyTmr5qwYM3EVdKM9QrMdQpiG5TENylKbFKU2KwovllZYouKuIyauLIeS9WAtc0AVzdmaZrh2ha4jhWmZ4cbbmcb27ENbJgm9pilC9vajW3rLmnvwXH04Dh5sF08MA93CW9PRoAfFhKAhQVgUX54nD+e6C+RFiSeGSKeG8bMD8cKwrCiUKwojJEfKpYfJpETKpEdysgMZaaHMrMj8OxIZnakRE60RG6CWHa8WGa8REYCMz2RmZbITIlnpCQyU3fgyQlYYjQWG4mFheAB/mwPD4ZfADMxZUZq5qz2duehgdsIIQpAGtEIchH9nwfwi5ANTdN5eXmHDh16z3Y+Eh0dHUVFRe/88k8sGwAIAAYFJ9YgBDz8jLcZSPolLHaPY3klMXxSmf6pkmHZ38UULIgpXJhYujKjZktevWJRo3plq8Gug+Z7jtq3HPNpOxF88HT40fMxx35MPHkl5dTPaaevpp+5nnnuevbZ61mnr6afvJLScymx+2LMkfNhnWf8W4977etyqj9oXdtuXtlknletV99h3XHKpfmoS0q+no7x4jPn25Egv5h+x4PR3oR3zUaDACIEKPr+RX5PBtVgBSu2EHnfk/nzqdxldO48kDufqNMl2r3p7kh4MmWoRGUoS3GwwoYsVBtMXNMXJDkQzPnTc1K/v1iv1zdP3cc/dRv7wHLYfcthD62HP7Eb+cRu1H2rEXfMhz+wG/V4++j7ViMe2o7803FUr9OYflcRwm8iz3fcc++xg0GThiIYg3E4P30GP3chr3QTv055aLccd+8m/u5V/LpVYO8GWLeWrFlJ1q9B7erkQTPepTQ4+AcAgIZvl3bxtrJBCPG53JSQQGeDH8ri5x6tnHGufsbPnfJ3LoY9f3CYovo+xXEobw/FvffH1dAbxxT/6Nb8/YjS9ZYNP9auPFu59HTl8lMVK0+XrTxWtOhAzg/NqTPq4kWKor+/feMEQoim38iar93UCYoqAmTUx8ppTVktJ7F4g+iidaLLNomvlhFbpyC2QUnspWwYm5QYm5UktqiIb90mIa/JUNLFVfRxNSOmmjGmYYZpW+K6ViwDG5aBDW5kh5vYs82d2VauHFt3znYPjoM728kdc/NieHkz/P2woAAsJACL8GPF+OMJgcy0EGZqgFhmMDMnmJkbjBUE44XBWGGIWHGoaHGYeEmERFEEoySKURrLLIthlMWKlydIlCaLFyWK5ieI5SVIZCeIZ+9gZCcys5KZGUkSKYliyUl4QgIeG41HheGRYRxvP5a3PzM+GUvLZjc2GfQ/u4kQoiFAiECQ9x8H5YuQzfPnz+Pi4t5zHf7j8fPPPycnJ7/ziW2fXDYkoLk0TQMA+cQzR08VLXOWZ8xM1xhx31S2f9r0gNQZYVlzo/IXxhcvT65Ym1krk79nW8k+rZ1tJrsP2zR2uxw4HtB+MuzQueiuHxN7Liefupp+5nrWmevZZ2/knr+Zf+5m7pnr2aevpR+/ktR9Kf7oxcjOs4GtJ733dbvUH7Kt7bAoa9LLrdWsbLZoO+ndetyraJeFlvHcvfvyEUIQIpqiPt5Rte+c+gwQQuQAcesI0ZVA7DGjyzfw8+cSOT/QuUvonO+JnHm8KtWBAjlu/uaBEo3HcYt6Y5f0p64fCJ9xL/z7J+mLBqOn/unxzVPvyU/cxj9xHffIccwDq+EPrEbctxxx32L4I5tRdy1G3LMadc9K5LHDlIfbv7ljMfKO5YgHtiMf2g1/7jqW7zNx0G0cz2s84T+ZDJ5MhU+h4yRB5jxu9gKybiPdtJGoW8atnk/XLUN1q0DtCv7OJaBJDnTqERei6SdXEII0IuHbTCzeSDbwxQ4+CCGPN1Sa6Weh8E3k9sl7djDOV0nebpj5a/3Ua3s51zqWPrjkzn3QSHBvQsR/5aUQwRcn70BEk4gEH3jqAyECUJAc8a8lK/hXIT6S99udSxHXuxR+O7b1brfKjY7NF+qXnqlcfrp86anypcdLl/QULjycPas5bXpjImd33IT8YInjnTkIIUHNWgTp1w/p6ysIXLt50txhvpL+pI3bRFdswZdtFF+2SXT55kmrZaesUxDbpCixWYmxWZGxRZm5VQWTVsWkVRnS28Rl1SUUtJlKugwlPQkVQwl1E6aGKVPTDNO3lTSw5ejZYIbbWWZObHNnto0be7s7y8Edd/PGvX1xX388wB8P9meF+OMRAVhsICMljJkexkwLYaSHMDKCGZnBjJwgiaLgKeXholVR4jujxGqixerixfbskNizQ6w+YXJd4qSdO6ZUJE4p2yFamiBemCCWnyhWkMLMTmKk72CkJjFT0/DkFCwliRUbzYiKlAgNY7m6ifn4MRLS8cQM0d21hv19txBCNIAUGvqP9x5fhGxu3bqVlpb2UY/LfB/6+vreZ8PNJ5YNBDSgCcHJ5/2D98zs1+vYSHjFT/VIkPBJYfumzAhMmx2aNTcqf2FCyaqUyk2ZtXIFe9RK9+lWt5vVH7FrOubWcjyo9VTEwXOxXT8m9vyUcupaxpkbOWdu5J29mX/2ZsG5W/lnbuScupZx/OfkrkvxRy5GdpwLbDnp3XTMefdh25oO89L9mgUNmiVNVs09ge2n/CuaLPUtvy/fuQMJIhuQ/NL22QAESARo7p/kpT304XCq0Yos3cDPWUDmLkT5S0D2PG7mLF65NK9KZyBrWV/8/IFCrfuJ6x7HzHkaiD3wZTzw/OaRy6h720fctxv5cPvoe9Yj71qMeGA18pGtyEMrkd+Nh/9hMvIP8xH3bUbdtfjmwfZpd+wk7tt9c9964l3r0Q+3j+5zndTnPGXQU+KZ+5Rel3G8QCZMmA3ipoEEKX7qVKpk1jrHGAAAIABJREFUDlUzl189i1c5k6yZg/YupncvI6qW0XWrQJs6cS6OvH8aAeJtJxZvJhuAIASIQgjd/vWKj82cQNNhKa6jSwJHtGdMuLpn+sPORQ8PLX5weNHDoyueHNvw8Jxh760k7qNTgDuIBLlgiIY0QhSEABDwg8sGCQ4QRxRCFECQgIhHAkIQwuEP/vTbxYhbR5R+Oyp3+7Dsrx2bf2pYcXrn0uMVK4+XLjletKArb86hjGkdyYz9ieJ7YiSqIxj5fhNbKm0hzQcIIAggpOnXpjz8bdXnqro4fetZcrpT1ikyl20SXS0jsUpabJW06Bo5sY0K4psVGevlRTcqiG1UkNiizJRWxaVVmVtUxOQ1mYramIIWQ0mXoaLPVDFgqhgytSzYWlZsDQtc2wrT3840ssfMnXEbV7aDB8fVm+Xhw/LyY/n6swIC2YEBeGggFhPCTIrA0qPxjChWZiSeEY6lhzAzQhg5wWKlEYzKaEZ1lPjuaNGmRLGWFPH2DGZbmlhj4sS6hAl1iZN2J4nV7hAvj59SmjSlJI1RkIplpeBJiYzERMaOHVhKMistTTI+nhEZIR4YwHRzm+oXPCs+fWb8jsm1NTpDAw8RQsR/Cep+EbLp7u7OzMx8z0Y+HgCA5OTkc+fOvdvLP/XMhiZpigcARAj1D9wzsVmva830TZrhFifmFs/wSZoelPbdS9msTKnclFkjm1e/rbhJp6rVbPdh24Yu5/3HA9pORRw8F3P0xwSBbE5fzzpzI+fszTzB48yNrFPX0nuuJB39Me7whfD2s4EtJ70au53rDtlUt5uV7tfMb1AvajBr6vJrPelX07Ld2G5+Vm7oy9AZ9YXKZvAxeb4GtPsTey2pCgVezmqqcC0qWIVyltDps4Yyvx/cqcAt2NgbyOoNlnqWsnggfckTb9HHDiMeWg17sH3EH9bDHzqIPHYc98BmzH3LUfesRv1hMeo305G/Go64bTz6V+Nxt0xG/GI++qbJlD9sOL9b/z/mzjusiWz//6uAilLSJplJQrHrrlvctRd6L9J77733GnpvARI6AqKCBUEpKr1Xu669i4pKr0mm/P7A3bt37+977zZ3fT/ngQeezEnmDMxrzud8zvtDeulAeO2Ce+su+sEbmPCG3nkQxn2JC2HUuRDKfATEjRNDEiFOCpmbCy0WUnjHJbnHNy1VbkBOf4nW7kVrpLjVu5bqlRb6GZxXnRgy+3v3c//mmQ267ODz4F5/nP9XqZ4CeUFrioNXnGR80ZVPfNr07fseqYkB+YkhhfFB+ZkO6enWg+96lMdu+s+9uQQvTcEfSxVxUQT5FMYR6EeT5kUUm4OxBQ42z/tYRODqs2v+T7p0nneqPGtXfNIsf+vcnpET3w4d29lzdGd38Y529qbLWeJNKUB9gsjZWOHqaFxlJDHPf91Jls7C/DiKIRiCoMj/yK77r8XTEAzDZmY/ZBd6aVjgVU1IB1WA/QqkQyqU/YrAXnnCQSW8lDLhkBJun5zwISWCrBpFXhNS1qEqaAGKOmQVPaqKHqiiT1EzpKgbU1RNQFUziqYlqGVN1bal6DsCRs6AuSvFxhNy9Ka6+YJe/pBPIOgfBAaHQqHhECMSimVQkqKA9FgKM4GaHU/NjgWzo8jZ0ZTsSJAVQS6JBo7FAVXxhPOpxKYs4HIupYVFackFLueQGjNwFzIItenEs2mEU0xieSa+hElhZVLSUshJiZS0FFpaCjU9lZqeQkuOp8THEcIixdx9qaEJYik51JgEXEO9FwxP/7Rk8+s/yc8CNufPny8uLv6TnXxSHT16tKWl5Y8d+w+E0ZCPsJlffG/jKqtjRQpO2+STTPJKIgZmSETkbmXkbosr/DqlbE/W8cO5VfJ5p9WLa/Uqm8xPtdqd63Sr7w1q6me0jMR1XE/quZ0+cI85eD9n8F7u8AP28IO84Qfsofu5A/eYPbfTOm7Et12LujQc0tDvW9vldqrV/sQlq/Im3YJzWoVnzc91BDT1BZ6+5Gbu9E06M/inRezPETY8FIFnxpYGK+F6H94pC16lHqdIGS1VQAsPIDk7ubl75vK2TyQILoWsWwolTEaKvPUVeO228q2bwHtnvg+OfG+dBUadBMZ98e/dhUZtBV5Z8T+zEnhstuKB8Yon5qsfmqx+YEq8a772lvkXz5wo73y+fe6yadRD4q2P5Btv8VEv2piv2AdfaNyHPB9Cmw0mL4aSOWEkJAGCU0A4C+KwKJwCKlK5lXts82LFJvj0brRGhnt6P6dBhdMXyn1xEYU/8P6vNdn/Q78dNjC6hGHY8+c3UsO/Yfp+URQiUB7KVx3BVxe3qjOfeO/8jrfd0hNDKuNDqpN9KpPdshN9h8Z6Dr3uUZ644bs4dgnhjX3MikW4GPqX50YjGMZDsUUY436s4Y0tTX9oeDzs9LRD6XWnzIs2uSetcnfq9o2c+Hao/Ov+kh1dBdtaczdeTKfVJ5Hq4kRrGGurItcdDxetCMezfNdWMDVnZt5ifwlsUAzDsGcvrzv67tS0WKdhRpXWAA8oQ/uUgH0KuIOKuENKhMPKpIMKwEFF0iEloowaIKdBltMgKxwBlXVBFT1QRQ9S1qUo65KV9MlKBhRVE1DTgqplTdW2Aw0cQTNnyNIdsvGiOvuKufuLeQXRfYOofkFgQAgYGkFlREAxkWBCNDU5hpoaC6XHQhkxlPRoShoDTI+g5DAo+dHkkljgRDzpTBKpPgO4lE1qYxN6CvCdbNHWHHxzFuFiFvF8Lv5Ujmh5DiE/h8jMBNLSwcxMKDsTykgCMpOgtGTxpCRKfCI1IARw9xNlJG9MyqBHx5CGhwuWx+A/XRA/C9icPn36L3Eh+3Q6c+bMH3Zs+9uz0Xgousjj8TAMg5EFD39tFQPRwOTNQZk0vzRyaPb6yNwtjNytcYVfp5Ttyjp+OKdKnn1atficzrFGs1OtdjUdrhd6ApsGwltGYjquJ/TcTh24lzV4nzl4P3voAWv4AXv4AWvwfs7APWbP7dSOG/Ft1xiXhoMbBnxru11PtdqduGRR3qhbUHMk75Tp6Rafxr7A05fcjO23Z+aEoijK48HI5+cggGIogmHw1GvuQBl8zoV3woh73IRXoQeXKHHz9i5lbIUzt86lio9F4+bCRDmBa6f8V773/OKt8xdjznxjjvyjNitHHflfOfK9shd4ZbvqucXKx6YrHpryPTBeec+Q754R/31jwYdW1DvWhGET/seum974733uueOl/1dPPLeO+n/zJujrt8Hb3/qKvfcBx32B2QASL4wMR5A5EXg4HoDTyGgOiLAoaOkWrHI7p3wL7+T36FlZuEZ2sU6d2xMKP76AcN7xlu+0v1m/DTYwhqIwysUwbGpyLC/xcLbvF2URa04y1pyLXnUhlr8+YUVr1tobJ9e/at4z3iv/dlju5ZDC6361d71qEz1y4z373/crTN4NW3zfivDef5qLzkUx3s/9oosfJp6dfDKs+6z3wGin/KsO2edth388v3u4csdA2Ve9RV915m9tyV7fkArVJ5LOx4nURq09EyF4MnxdZajI0RB8jve68kzNmekxDEMxBEERFP6vn/m/htHQjyteGNbSWWJgQ9e2xWtZ0ZT06QdViQdVCAcVRQ8o4A4qEg8oAPtlifvl8PvlCAcUiFLKFFk1UFaDqKAFKGpTZDWI0moEKQ2CnBZJUZ+sagRqmEIaFqCODWRsD5k5QxaukK2nmIO3mKs/3SOA6uFP8Q2iBIWDYRFQRCQYxaDGRFHjo6kJUWBCJDEhnJgcQU5hkNMZlKwoSm4UkB9BKGXgTyWS6tKJjRm41lzRNjaunU1oy8W35IheKsA1FuFP5+Eq8wklLGJBNlCYC7CZxKxkYloiNTVVMiGZGhUHMOLoAWF0v3BaYsaG6HhCepbUhw8/Yhj2n84CnwVsqqqq6urq/mQnn1Tnz5+vqqr6Y8f+E7CZ48Hc5cz30ChbBW3RgKQtYTniARmU0GyxCNaGSNbmuMIdKWW7MisPZlfJ5p1WKa7Vqmg0qW6xOdvhfL7Xv7E/pHkkov16bNfNpL4f0wfuZQzcyxq8nz14P3voQc7APWb/3YzuW0nt12Nar0VeHAq80Od1rsu5usXm+EWzsgadvLOarCqjMy2+jX2Bpy66GtpuZbLCMAzjcrk87sLnNrNZXsaGJ14jA2XoaTtO2RHOCTPucUPuUUVu3veLmZJwCmkpQWIxffdCDHU+eM2kr+h7t1WvHb547cg36iTwxHbFU7sVz21XPLNa8dyC77HpigeGX9wz5vvRiO+2Pt9tPf67hmvvWBJv2ZJv20qMhSjcd//2hqPYA++vngXseeK76w3jwMuQr1/7So4HSIz7UKZ8CEuBBCQc4IXjuQzRpWhhXqIwkgUg+Ruxiu28im2cyu/gMzJwjTK3zgDuCEce1CNLH37vJpfflo3G+/iIjmAIj1d71CbL+4vKyDU1cWsbEgUvJa++lLjictKK1gyB3jzRhzXb3nXIf+hSfdst/7ZX7k2/ytiAxrtB5fFB2fER3Ykfo5fedyC8fy3KIhiC/MfNCP1XyZSPhVN+VfDoF6WPlis2/ZTUiE4vTHa+/THk5YDa6x7lN13SLzqknnTI3WvcM3Jie//Rbb2F2zpzt7Rmb7yYQT2fQDwfjzsfI3SOIXg6Yu2JMKFjoaKlgTimu+DJXFPu0jy6nJ+I8uD/WqH8v8LmY14EhmEYtnSqNlHbSkTbWljHkqyiT5ZRJ8qoE2Q1SFIqhP3yuP1y+P2ywG4pwh4p4gF5yiEl8LAySVqVdFiZeFARt18Bt18Jd1AFL6WBl9UiKemTlQzJaqYUXUvQ0BYysYdMnSALF6qVK9nek+zuD/mEggERUFAEGBxJDosEIyKoUQxaTCQUG0mJjQDiI4AkBjk1ipwRDWRFATkRQD6DXBZPPp4AVCeRatMpdRnk+hygiU24lI9rO0psLiHUF+LrCgln8vCncvAnWPiSHAKbCWWki6Vk0hLSoagkMDyBGp4g4RdODWSQE5n04Giovikaw7D/TAP6LGBTWVnZ2Nj4Jzv5pLp06VJFRcUfM0n7+2GDINMwwlm+2Dn5UQraRN+4LQHpNN80YmAmGJotzmBtjMn/Mql0Z1r5vqyT0vlnVIprj5Q1GJ64ZHGq1aGux7uhL+DiYEjLlYi2azFdNxO6byX13E7pvZPWeyet78f0ntvp3beSO67HtVyNvDwS2tDvU9vtdqbd4cQly8om46P12rnVqrknDc+1BzT0Bhy/YG9stz2bHYFhKIIgCG/xE4RTPuqP7rNBYASGP7yE+49iNY5LpZqcKlOk2hguU+Kxdi2mbVhKpMzHgNMhhGm/lZP+/G+8caOOq185rnztzP/UduVT+5XPbPkeW/I9tBS4b7HqjvHKHw357hitvG3Id9OA/56Z8E0jwSuGq390WP/C78Bd1++u2a6/57r5md8Pr0OkR0NkJuIVn/t89cp703jw1gl/sQlvwrSPCC+MiETiEYYQN2rtQtQaOBOAWWJo8Sa4bDvn2A/wGVlenTrcYAy3BfPuN6Kc6d87a/htsPnpTo5gGIYNtBYwfURPhq+oiVtVmyx8MVWoJW1tW/q61jTBlvQ1vXm4m8fXv2ja/b5b9m2P7LMuqZf9Sm8HNceH1KaGVCf71CaHDCbuB86NnUMWX2IowsMwLgYjCIqgKIryUIyHYgiCojCKwCgMozCM8mAU4WEoD0WQ5UR+BF0uFLm8Wwv7mEa4uDA7MvYk+dWIweiA9Js+mdddym865V93SD9s2Hvt+I6ho1v7i7f25G3tYG5oTqc2JRPq43HnY0Vro0RrGGurIgTLwkjlgcTjQSJMz3UXqmIwDEM+bhtA//sez/8FG/jnIeTyZipOBehZk7UshHQtSRpGoJIuSUkXUNQCpNXwBxVxe2UIe6QJe6QJe2WI++VIBxRI++Twe2Xwe2Xx++QIB5RI+5UI+xRxh1TxMkcAaW1AQZeiZkjRMqXoW1H17SBjB9DcGbT1gJx8aK6BVM9gumcw1ScY8g0B/YIpgaFgSCglPBRkhIMxkUBCNCU1FkyLI6fHAhnRZGYMmR0DFEQTC6MIpTGkY4nkyhTC8TTh09nCtXnCDUX4xiJiQwG+MZ/QVECqzSecyMMV5wC5WVAGk5KaASWk0qITwPA4ICSG7hUGhqbQAuPxaTmyCDKH/kfWymcBmxMnTly4cOFPdvJJVV9ff+LEiT+2O+Rvh80Sgo7DMAeBMQzD6i+d3C+PdwwW906ieKfiAjOB4CxaeM76qLytCcXfppTtzqg8xKpWKDirXnpBr/KiaVWzTU2HW123d31fwMWhkJYrEW3Xo9tvxHbciOu6mdh1M7HrZlLnjeT2a/EtI4xLQ6FNA4F1PR41nU7VLTaVF03LL+gX1WpmV6l8hE1PQOkZC12LjSVliRiGIQiCop9diQEMhREU5n14zukpRuvc4JMm8Ckr9JQ5t1SZx97Dy9zGS6bPRghOBn8xFcg34cP/1m3lqOPKt678Lx1WPLNZ8dKO74n5yodm/HcsBG6YCdyzWnfXdPUtvS9uGay8oc9/03jtNaPV140Fb1qJP/XbN2JLv++2+Y3fnifu3z5w//518OGX3j+8dPty1HPra6/1H3zE33sRPnium/EXWgxayw1ehTJWc2LWwelkJAdECySx8m84Fbt4VVLwBU240RhpC+I+uIhyZn5vkOoP2NU8f9THDttWEfzFqWi+MwnCDclCzWkiLWkiLWnCbVnCndmiXbmigyXg/Zrto60H3nTIvumSG+1RGOtVHh9QnR5QnelXnuiTGx9Smbpju/CSBU8MIQuT6E/BP+Tjug6GwhjK+6khKIrCKMrDEO6/JzHCKMaFuZNLE/2TT5ijVy1GexQnujUme7Tf9CiNdsmNtss8athzo+rLkaPbBou39OZt6srZ2JIu1pQM1MeL1sWI1EaL1jBET4cLV4YJlwRTjvqTynyFMv3Iw71V2G82efutsFneWwpPnayJMHWg6FmLGNpRtc1paoaQqgGorEeWUyftV8Dtk8PtlRXdJyt6QJ6wXw7YI03cI03cK03cI0PaJw/sUyDtUyTuVyLsV8TvUyYcViMpaJPVDChaJuARC4qOFWDsQLF2o9l60my9xBx8xB28aM4+VFc/yCsQ9AuBAkLAkFAwLByMjCTFRQNJ8VBaApiaAKQmkDISAGYcMSeWwIoh5MeQCmKJ+fG44iR8eQbxGFPkZI7IOTbhApt4gUW4wCJeKCDUFOKOs3FlLIDNJKUkEFKT6OmpYimpUHgc5Bkh4c6AQlPAmNRtz171fjz9X+izgM3p06fPnDnzJzv5pKqpqTl79uwfO/Zvh80ijLzn8TgIjGIYdvfBlf1yJCtvalCmuHviOr80XHAmGJolHsneGFe4I/noD2nl+5nHZVjVSkXntMobDCsvmlc3259pc63t8qrv82saCLo8HNY8Et48EtEywmi9EtV6JbplJObyEKOpP7S+N+B8j/fZdudTrbbHL5qX1RsU12rlnVXJPK64DJsLXX7sSoMjJuKnzrE+frrPL/V52eaLNzG60FOKnPfinbKGTzujp+24Zeoc1vcL6RJwGn2OITIVIjDuv/K9F987d4HXznyvHFe8sFvxzGbFc1u+J+YrH5rz3zbl+9F67QsX4h3jVTd0vrihu/KaLv+IDv+gNt+wwZobFtRnXt8NWZAeum996v71Lev1r4P2P/fb88h5+5jPjve+W1+4UN+4ge/diROeIhPugjMeAgueK5CgVVg0Dk2h8JhUJG8DevQ7TvnepeNS3PM6cKM53Bq6dP8Swp39G2CzuDBWmamT77OiKpKvOnpdbbxgY5JwY7LwxRThy+nCzRnC7Vm4biahj0W5dWzzq/o979qk33bJvu2UfdclN96nON2vsjCguzSgMTsoMz0sP3ddb/auz8zLvMUPDby5mwj3LYrMotjS8hrMz7b1P1tuoRgGI1yE+567cHth8uLkq7zX94LeXdX5MCg3Oag62as50aU+1qU01iv3ulP2Yf3uaye2D5dvHizZ3Je/oYsl2ZopfjGZWp8I1MXha6JFz0SKngoXPRkiWh5MKgqilAYQ8nxE8+L2vR+7if01sEH/8ycYnapvSrFzETeyFja0Xa9jKallTjtiCqobkpV0yDJq+AMKwgcUcAcVSfvlyXvlybulSbukSLukSN/LEr+XIe6SI++Wp/wgS9ojD+xXJEqpkRS0ARV9iqohpGYEaplT9G1AY3vI1JFu6SZu7UGz9oDsvSA3X9ArAPIJogSEgKFhYEQEOTqKEh8DJsYCKQlARgrATAWYKUB2KpGVBuSnQOxEMDsOyIkH8pIohWlASSrxRCZwKpNUwwTOZuPO5oqcK8DXFBJO5wOlTCgjnpiaQE5Pp6Zn06NSaX4x4u4RdP9Yun8srb4t7D+98j4L2NTW1paWlv7JTj6pjh07dvHixT927N8PGwR5j6C85WDV1PRbC4f92ja4oCwJj0Qhv3RcYDo5OIMWnrM+Jn9bYsm3KUd3Z1Qcyj4hn39GvfS8bnmD0fEmq6rLDqdbXc51epzv8anvC2joD2zsD2oaCGkaDG0aCGvsC2/oDTnf7X+uw+tsu1t1i/3xi1bl9cbFtTr5Z9RyquXTj8nnnjSsaQuo6/BNLVTXMpXo7Pv4MIF+frBZzmOCZ94vDp7gnPebr7LlVLugZ5145Ud4eXsWMjcsJILzUbgPAfwTAfwfPAVGnfhe2K944bDylQP/C7tVT6z4HpisuGey4qbpygd2wg9thW8br7qpx39dh++KNt+IjsCw7qphg7XD+vg7VvQ7tuSnntsfu+24Yyvxyv/7h27bn3tse+kq+cZD8rUb7a0bZcwZ985J6IPTmmmX1XPuK+FAQZRBQFNovGwJmL0FLtrJKTvAPSHPO2/IrbfltUXBTzoxeBH5XzGfX+kPuT6j7fVpOZ7rKoMFToSvPRW1+lz02pqYdbXx6+qThBpShC6miLSkEToygd5s8pVCsftVX766uPd9p8y7TpmxLtl33XITfYqTfSqT/RrTA1qzw9pzw0pzw4dnrynO3DGcfeA685Qx+6pkYewUZ7wOnrwIT7ZwxxuWxmsWP5yeH6uYeZE//iht6m7wh2uOH4b1x4cVJ4cOTQ0qTg6pjg8pvh1SfDOk9HZAfrTjwN26b69Wbhs5unWgcFNv/vquXIk2ptjlNFpjIlgbSzgdhTvNIFRH4E+G4U6EEstCaCWhlIowItMHbDgdgqJL2F9hV/P/G7zlb3NdXbk+AdtN7QXNHcmGVht0LSR1LMhaphRVfUBBkySrBkirkA4qEPYrEPfKE/fJkvfIkn+QI+yUJXwvA+yUIe+UJu+WJe+VI+5XxB9WJ8hpkxW1qEraoIo+Rd2YrGVG0bGgGNlCZs5Uc1eKlRvZ3o3s5El29wF8AskBQeTgEHJEOCWaQYmNBhJjgdREID0JSE8mZaQSstJIOakgM4mSlUTOSiJnJpCY8URWPKkgnlAShy9PxJ1Mx5/NBc7lkWoL8GfycGXZFFY6KSONlJJOTsyA4pjioYli3gwxz0i6OwNglikvLL391Rh8FrBpbW1lsVj/+3X/nLKzswcHB//36/5/+vvDaBg2iWG85ZgpivEy2D4H1VZ6xFL90gjBTLx/OjEwnRrKlIxib4sv/Cap5IfUsgOZx2RY1cpF546UntevqDc73mRVddnuTJvLuU73um7v8z2+57v96nv96/sC6nuDLvQEne/yO9fhdbrVtbrF8eQlm4pGs9Lz+gVnNVnVysyTsmkVsrknDWo6/Oo6fRnpsroWmx486scwFIaXH1U/s2y05bvL4jR8/RynIWT2jMviaWf0rD3nqAZcLMXL/WYuhjITJjwRIPDBj/+du8CoE/8rB76X9vwv7Vc9sxZ4bLHysTnfQ3P+u5ar79sJ3TFfdUOf76buqmvafFe0+Ie1V4/oCF43Fb1igL+iK3zVaM1NG+ot6/V3rGmPPbY99/76sbPkE3vwrQf9tSvlrQtpzFH0vYPQe0ehSdd1Mx6rOAHrOJFEJE2SmymBFHzJK97NK5fmnVThnTeHm9yQjgTkeT+Gcn8vvf9YiYGXT/qKAyWOeq+sDFl7MmJ1VfiaqgjBU1GCNbHrzsWvOxcvVJcg0pSCa03Dt6eLDrCBKyVi989+9bpl/9tOqXe9sh+6VN53Kr/vkRvvV5wY0pgbOsIdVOcOHeGMaM5fVZwZObRwVWHxqvLCVeXFayqL15QXrqrMXVWdG1GeH1ZaGlZaGJabGTo4OyI1NyI/P6Q0N6A61as13qfxflD+3bDMi16Zxy37bp7ZMlguMXx042Dhpl7W+q5csTYmrTmTejEVupAAnInCn4zEnQwnVEcA1RFAVTh4jCFWHkU+GipSEv3D6LOh3zUavxs2H60qObdu1yQm7LazJ1jYEUztQUNrur4lpG9J0zWjqeuBChpEGTWCjCpBSpkopQxIKZP3KRJ2y+N2yeJ2SuG+O4zbJU3YLYvfI4fbr4Q/pEqSVgGkVQEZdZK8JlFJh6RmQNIyAfStISN70MSBYu5IsXIi27uSXb3IHj4UX38wOBgKDwejGVBcNJgQBybFQ8kJ5OQkIDWFnJUKpCcTM5KJzDQKM52SmURmJlKYccTcBIAVR8xj4MoSSaeYwNlc/CmWUDlbpDCHwMohp2dB0UmUyGRaROr6oARJnygxh2C8X/TWZy8HfjUGnwVs7ty5k5OTs7Cw8Cf7+USanZ1NS0u7d+/eHzv87zfixDAOhsEoii4nNLR21OyXJToFbgpIIQemrwrKwAVn0sOy10eytkbn7YjN/y6haE/K0UPZx+Xzz6gWndMsrTMou2Bc0WB24pJ1VbPt6VbHM20uZ9rdzra713S4n213P9PmfqrFparZ4cQl2+MXrcrqjUrP6xSd08g7rZxbLc88KZ1SfjDvrFZtt8fpZk/XoD0WjnvH3t/FMBhBftcuDLRsAAAgAElEQVTz9+/WH4YNgmIYvMi738ZtTpg/58WpcYZP23DKtOAiWQ5z52Li+olQ0Xd+q95584+58o068L2053titeKx5cqHZiseW/A9Nue/a/TFHVO+O+arbpvw39RbeV1b4IoW/7CWwLD26kGt1f06q0f0RW8YiFzRF7hmDtywpA0ZCN22hp57bL5tQXhoKfrQSuiJjdBrR9wbB5G3DsLvHIXG3YWnvNbOBggvRJDglA1IzjYk/xu4aA98TI57XBmps0Sa/XjdGfCLYRTlfpJNnf8uHobBvNnWY7Z57gIVwcLHIgSOha+qDBM8EbHmFGPNmWjBs3HCtQmi9cmijckil1NF2rPwHUxcD5t0pUzs7uktLy5+/67t8ESnwlSv0mSvwni/zNSA0tygxuygytyQ6sKw5sLwkYUr6vMjKgsjygtXVBauKP0EG9X5EfX5YfW5IbXZIfW5Ic3ZYY3pYY2pIfXZYbmZPpnxLvk3rYfv1+24XrXhSsX64dL1/UWSPWzJrhyJjmxaaxZ0KQ1sTKJciCPXxACnooFTDPIpBlTNoJ+IFquMlzgeRy0OBfvOB6Ho0u9i9u+Cza+cud+N3qmsdHTzIVo7CVk7UUztQGMb0MiaamBO1zaC1AzIytokRU2igiagoEmW1QQOq5IOKOJ3y4j+ICWyW5a0S2aZN/i9cvi9Mri9srh9cviDikRpVZKCBlFVFzhivFyQjWJoQzWxpZrZUqwdACdX0M0L9PGjBgVRw0KpjHAoOgKMj6HGxYBxMeTEeEpqCjklGUhJAlKTyakplJQkMDkBTIqnpMRBqXHUrBgwN45ckIAvT8WfzCEcyyMW5RBZuWBmDi06iRyeQItMlQxLlfRkUG39CDbeuN7hXwerPgvYTE5OJicnP3ny5E/284n08OHDjIyMiYmJP3b4P1GpE1kuPrKcPjc+PmpkeVDfihqQQA1MWxWcIRKcSQvNFo/I2chgbYvO2xFX8ENSyb6MY9K5VYp5p9UKa7SLa3VLzxtWNJgeazQ7ccmq6rJNVbNtdYt9dYt9dbP9yUt2Jy7aVTZZVjSYl9eblNRpF9Zo5J1RyamWZ56QTinbG1+6+2iD7rku12PnnY3tvvQL11vivv6YDPoprYF/I2wQFEFQGEFhBOUhKA9GeTwURjHe0qtbCx35vLog+JwH55Qtp0KXVyw3n7VzMWXr+zDyhyDCBx+hdy78rx1WjtrzPbFa8dSa/4HZiodmKx+ZrXxotvK+Kd89Y/7b+iuvaa0YOSIwrCUwdERgUFtgSG/1oI7gkM7aYd11V/SFbhgTHtrRbpgIX9Ffdd1w1Y+mgo+tRR5a8D+x5H9pt2bUYd1rJ6HXDmvGnFZ/8Fg3409YiqAiSZsx1vdw3k6k5AB6TI5bLgOfNoKbw3jD5fDYjwi6xFt2Cfu40I78z+njH4ANF+NhGDb6qC8/fHNREN8JxprjUULHGetORApWM9aciRY8FyNUGydcFy98IVGkPlm0KVX0cgauLQvflUMYYJOuFkM3j298VPvdm8sHxzvlpnsUZ/uUZ/uVZvuVp/uUZvqUZvtVpgdUf2pq0/0qM0MqM8OqU0PK08Mq08Oqs8Nqc8Mac8Pqc0PqM0Nq0wPKkz2H31z+/uG5L+9Ub75WIXmlVPJK0cbBgg3dbPGOXPG2XLG2bOhyBuViCtiQCNXHQbWx4NlY8Gws7XSsxKm4jdXxW08mbjwaQzyZpTT19jaGYTCG/HaX2N8Om58s4hAU+1e8k8udHhgoSUrd6+ohbOtMsnSgmNmAZtZ0Y0u6vjmkbQJqGUEa+hRlLYKiFqCsQ5XXBKWUiQcU8HvkCLtkCD9IE36QJuyWIuw+jNt9GL/rMH63FHGfLHBYiSCvTlTWAdQNAE0j4IgxqG1K0TMjG1sClrZkWyeisxvFwxPw9QECAyhhIWBUJI0RCUVFgjHRYEwsOSGJmphMi08A4xOg+AQwNh6KigEjo6lRMbSkJCgtCUyPI+bEE/OSSIXp5IJMMDeLlpVDS0iHwhPo4Slioal0jwiKYyBo5bW29mLkr8bhs4ANj8fLycnp7e39k/18InV1deXn5//hw/9Z2Cz/56QzfWXUhQITN/okrvFPWReYTgrKBMOY4hG5G6PY22Pzv0ko+iHl6MGMCmnmcXlWlXLeabWCs5oltToldfpl9Ubl9Sbl9aYVjWbHGs0rGszL683KLpiV1hkV1+oXntPJP6PGqlbOPimXcexwWvnB+KLvo/N3VjQanu/xYldaKWnTC8vDMWzhY2TvM4ANDPNgmAvDXB6Pw+NxeLxFHm8JRTi8iWdzPcfghiikzpdz2nGxQo9brLiYs3s2ZdtYGPQumDzmLfzaWeCVPd8rh1VPrfmeWvM9Mud7YLrykQX/Y4tV9435b+l+cUvni+vaK0e0BIa1BIa0BIa0BYb0Vo/orR3SWTugtWZET2hIW3BEf+0dC5EHNoTbJoK3jVfdNVvz0JzvmdWql/Zr3ziJjLngRh3WjLmsmfIWXQimcCLFkOStPOa3cN5utEQKKZPjVSjBNRZIWwzvRg0y9QJFufDyjexTwgZBeSiGoCjWfTGBHSJwKmzdqVhiVRy+KkakOnrdmZh1NTHCtbHCtbFC52LX1SWsu5Ak0pBCuJRGas0AOrOAnmygnwUMFYDXSsXuntj8vOab0Ybdby8fGm+XnepWmOlVmu1Tnh9SnR9Smx9SnRtUnRtUmRtWmR9WnR1Snh9RmR9RXRhRXRhWnu6X+9At9aZ135P6b388s/XmyQ3XKiRHjooPlYoPFUkM5En0sMQ6sult2fSWbPrlLLAxjVKfDNYn0y8k0M8n0uuSxGuT1tckb6lJ/fJ8yjdn4zcVJ22+da0CwzAERlCM+ylgg33cP7R8jVAUQ3k/vcXE+L36hsiIyB32zutsnYWsHImm1qCZJWRuLW5iJa5nAagbCStp4ZV1yIpHyPLqgKwq6YAibp+86F5Z/C5p0R8OLTfczgOi3x/E7ZEi7pfHH1YiyKoTFbSIitoEJW1ARRdQ0yPpGlEMzCBTK4qVPWjvAjq7U9y8KL5+UFAwLTiEGhwKhUVQwxlQVKxYdBydEQsx4iBGDJURS4+IoYVHQ5Fx1NhESkIymJRMTU4EY6MIiVFAchyYlkJPzxJLyqRFptDDUmjBSXTvKKprKGTnSyg/5QIjnF8OwmcBGwzDmpqaKioq/nw/f7kQBCkrK7t06fdV8ful/nbYLAtBUR6CwDDMwzBk+FrTAXmco79YSBrNJ3GdX6pIQAY+OIsclk2PyN0QnbctJu+bhKLdySX7U48ezDgmlXVcNvukAvu0Sv4Z9YKzmgVntQrOahfW6BSd0y06p1d4VrfwrE7+GU1WtWpulXLOSfmsSpn0ioPJpXsSi3fFFnwXX7SrrMGorsuXkaahrC3RM3AWw2AU5SD/w0j3z+q3zmzgJR53gcuZX27w0hxvaZ7HWUTnx+au1c1fSkYaQ7lnXZcqTThFKhz2wenkL98xJMZCodfeuFcugi8cBF44rnlqt+qhJf8DC/57pnz3zQXumvLfMea/abDipt7Km3r8yzG0IS2BQW2BQZ3lr6tH9ARH9ASHdNcM6a6+brz2psnaG4arbxoJ3DLiv2/K99Ry1Us7oTdOuDEX/Es7wUlP/FwgZcofmAuloknbuOnfoHkHsDJFuFwNrtJDLjhzOpIX711GOTMoiiC/Js1fCZvl2y8KYwi6iGDo3Oy7C6Umx0Jx1XGkU0nks4nA2QTC2XjcuTjR2liR2lihujih2ri1tXFCdYmExlTgchq5JR3oyAS6swh92YR+FmkojzycD14ppl8/uvFmxea7J7c/Ovvtiwu73lzeP9Z66H374Q/tUuMd0hNd0pNd0uMdUmOtB8Za9r+5tOd5w7dP6nbcr9l2u2rjzeOSVyskr5RLDh+VGCgSHyiU7MsT68mhdmXT2pnUVib1Uia1MY1Sn0qpT6E2pIg3pGyoT91wIXVjXeqWuvQdF7K+q0358njUVwOXMnnoHBdDEB6Kwb+jjOzvW7P5r3r2pLPyuJ1/iLi9i5CNPdnWmm5rB1raE02sQQMzMW0TqpoeSfkIUekISUGDKK1COKxEOKxIOihP3CdN2HUQ/8MB0e/2CX9/ALf7MGGvNH6/HF5KmSSjRpJRI8qqE+U1CYqaeE1dirYBqGcMGltCFnZUK0fIxons5Ep28wQ9vClevqBvIBQQSg2KoAVFQEERlOBIMDiCFhpFD4umhUVDkbFQdDwlJoESkwjGJkKMWHIEA2REQzGJtJgUanQaFJ5CDUyA/OJofvGSPrESdj6k7BKjJc7ML0/zc4HN48ePU1JS/nCo6tPp3bt3ycnJL168+MM9/GOwwbgIykMQGEGW5hdfuXiryKivCUvdHpBC8kkW9EsXCszChTDJ4Tk0BntjNHtrbP438QU/JBTtTjm6L638QMaxw9knZVnVCrnViqxqJVa1MvuUCvuUKvuUGrtalVWtknNCMatSNuu4TMYxqbTy/cmlu+MLd8bkfR3J+op5Uu5Es9XxRlcHnz2GVrtH393CMC4PXkJgBIU/4bLNb53ZcBe4SzOcxRnu4gx3cQZemILnppfm55H5Ce7T3plOFqchfPGU68Ixs8Ui9fmcQ1Np340nbHvHkHwbCD53EXrutPaJ3epn9oKPrFc9sFp9z3zVj6b8d81W3TLiv2HAf1V35VUd/pEj/ENH+Ae1+Ae1+Qe0+Qe0+QZ1BIZ0Vw3qCAzprbpiIHjFcPV1ozXXDVfdNBK4Y7LqnjH/Y/PVL2yEXjvgRu1xow5C496EaX/yXCh9IVICTtyKZP6A5Uuh5RpL5TrcKjNeg+dSbw7n5RUUg+GPfpSfFDYoBqMosshDlzAMe//i9skcheMJxHNp1JpUqDYVrE0hX0giXUggXIgXaUjEXUgUro1fV5uIa0gjXs4ktWQSW7OI7VmkLialOxfqZdP62LTBPNpQPm0onzbAhobyaFeKxa+U0K+Vi9+u3Pjjic13q7bcr97yoGrTvZMb753ccPfE+juV629WbrhRsf56ueS1MolrZRIjpesHiyX7CyR72BLdLInObFoXE+zMgtqYUHMm2JQONmRADen0hnSJpvSNFzO3NGVtbczcXp+5oyH7+wuZ35ZHb2quCuDMziIYxsXmUQRGeX8rbBAEQX7aaQQjczdvNBUUmnr5Eh0cBeztcPa2NBsruqUl1cSKrmVEUtclquuQVLUBBQ2ynCogrUQ6KEfYdxi/+yDhhwO4nXuFf9gvuvsQYe9h/D5p4kFZ4JA8cEieeFgJJ62Mk1cRVdMkaWgDWnqArhHZwIxiaE4xtgDMrUjWdoCtI9nBheLiAXr4Qt4BVO8A0CuQ7BNE9g2CAsJoQRG0EAYtNIoaFk2JiKWER5MjYsGIOCgkGgqNpYbEU4PiocB4KDAe8o0BvaOpbpF053CqtY9IPFNpYXHyl+f7ucAGQRA2m/0ZRtLa29vz8vL+TLGvvx82KIqiKIxiXBTloijMg5cwjNvUUrpXRtjJf3NAMt07aa1Pyjqf1HV+acJhOZTwHHpE7noGa0sU66to9jfxRd8llXyfUrY7vWJvRsWBjGMHMyulMiulso5LZx2XyTouk1Upk1kpnVFxOK38YHrFwbTyfQlFO+OLvo3O3xHJ2sZgfZV/Tv1sp0t+la2G0abQKGseMolhSzDCRdFPV8sGw347bJZmOPMTnLnx5QbPvOdNjS/MzHLnJtHxuwtXTyw2RHJqvBePWc0XakxlHpxK3zWR8vW76M1vQ8Sfuok8sl/zwEbgif3aZ04iD23W3bcSvGO+6q7Fmlsmq64bCIzo8l3REfgVbPq1VvZrrRjU4RvU4R/S5b9isPrqT7BZDqPdN+Z/bL7mlZ3oG0fCCxuRt874956E6UBoMXI9J3ojL3E7lr0Py5NFSjV4J0yXqm14FwN4V0vR6afIRwuqTz2zQTFsCUO4GIwsp508f9R0lvX9yUTShUyJ+kzxOiZ0IR1oSMHXp+Aa03BNqbgLySK1ycIN6bhLmfhmpmgrE9ecCbRkQW3Z1PYcegdLrIdFG2BBg3nUgTzqUB5tsIA6WACOlFCvltJHSmhXS+nXjtJulNKulVCvl1KvlYBXS2hXSzdcKZEcKZYYLpIYKhQbKBTvzRfvZot15Yh1MMXas6idTLAjC2rLAi9ngE3p4MVMalMm/WKWxOXszZeZX13K2XEx95vLuTsbsndUxG6sLTKenniGYRjCQzEURlHk44rN3wWb5TdCMeRnz8/FxTcjV4qzWSqu7jQrK5y9Hc7RCbC0pRlbQvqmZG0Dko4RRdMAUtEClDRIiuqkw/Ki+6VF9x/GHZDCHZDCHZDGHZAWPSCNOyCNPyBFPCBNlFLEyyjiFJTwampEDU2SpjZZQ4d8RBfQ1ifrGlIMjcnGZqCZBWRhDVnbQfYuoLMH1cWT6uZN8/CleviB3kGQfxgtKFIsKJIeFAmGRIMhUVBIFBgaDYXG0kITxIJj6T4MqhcD8o6GvKNpHlFiDqE0m0DINoAUnHRgZvaX5cM/G9hgGNbX15eXl7fsIPmZiMvlZmdnj4yM/JlO/iHY8FCMi6I8FIF5PC6G8aZmH1nayygcwYekbvNLJXomCHsnCXsnrQvOwodkk0OzaeHZ6yNytjBY22Lyv4or/Cqh+OvEkm+TSncmH/0hpWxXytE9qeV708r3pZXvSynbk1K2J+Xo7uTSXSlHdyeV7ozO+zImf0dEzpaQzA0M1ldHG/SqW10S2QaHlKjnLhRjGLYcDV/+cH9yKP6LfiNsOPPTizPjPzfO9Afu9Iel6XHe7Ht07u3ck4HJluylC+HcKqelYt2JHJmJzL3jSV+/i9o8Fio56k176kS8Zyt4z07wvv26O9ZrblmsumkhcNt6zTUT/hH9FSN6K0d0+K7orBrW5uvXXNmvsWJQi69Pk29Ai39Eb82w7pqr+muvGQpeN1593WjVTZPVt00FH1iLPLYSeWaDe2FPfGqDe2FPHHWljPmJTYVumgzfvBi/A07fjTAPonmKvFItXrUNt857sTWJ+/Aixn2PYCiMYejH7Y+fEDYoiqAogiI/5Thi2LOH58/ky9emUZvZ9At5UF0OWJ8JXsgkNmQRGjMJjWn4xlRcUxruciauhYlrYYo2Z+GbM4ktmcRWJqk9h9KVS+nJJffkkntyKX0ssD8PGiygDRXSh4voQ4W0oULaUAFtuIA6VEAdyqcO5VMH82mDBeKDBWID+fSBfHp/Hr03D+zOo3SxKJ25YGcOtSOH2saktmVT27LEWjPFWzPFLzNpl7PFLuVsuJy7vTn3u0us71oLvmvL3VqVuL6u3Ob9u7vLp/fTgheK/r2w+Wl8MRTBMBRB0KXlN15YeDc4dCKbreftI2ZjL2ztAFnbi5lbUY3NIVNLmokVpGdK1jEiaRsAKpqiCip4BSWCghJBQZkgr0yQVRCRkReRlsNJyRCk5UiyyoC8EklRiaimQtBQJ6lpAGqagKomoKpJUdeCjmhTdPQgPUOqvjHV2IxqbkOxcoBsnCF7V5qjO9XBE3DxoXgEQN4hNN9QakA4GMSAghjUoChqMIMaFk0LjxMPjZEMiBD3CRfzZNDdGXSXSAmbILqpN8XEg+Qe+d345OtfnuhnBJuFhYWMjIzr16//Jb39Jerv78/NzYXhP+Xl9c/BhoNiHBRFEATm8ZYwbPZUTc7Xe9Y5Bm4ITpd0j8X7pZC8k4V9U9cFZeFDssihTLEw5oaInM0M9kYGe2N0/pa4om3xxV8mlOxIKP4mofjbpNLvkkp3JpXuTCz5LrHk24Tib+KLvokr/DqKvZ3B2hbF/jIoXdInkZpStvf4ZbOjdTb2fnvVdL95PnoL+2hU8/Ou8H94n83S3PTi9PjizMRyW5oZ58x84E6/50694U2P8cafz46cnmlMXDrlxSkzmcxX/ZB16F3C12PRm9+Fb3jrv2HUU/KBM/6Bs+hdB6FbtoI3rddctRC4asF/w2L1VWP+Eb2VVw0ErhoIDmrz9x9Z2X9kZf+RFUPaq0Z0BEd0194yxd+1IN00EblhsvqO+do7FkJ3LYUf2OKe2pOeO1GeO1NeOIOjrrRRD7GxoE0T4dunor+eSdjJSd/HY0ohBcrwUT34tCPcFDI/cBQev48h8zC6nIfG+/SwwdB/E4Jh2OunPReOydTk4i/nbmjN3tbK3H45a9sl5vqmbFJjlujFNOKlDOLlTGIzE9/MxDVn4ZszCc2ZhOYMfGsWqSMb6MomdWWTOpmk7hxyL4vSk0vuY4N9bLCXRellUXpzKb3Z5N5scn8u2J8L9rGhXhbUy4J62dQ+NrWPTe3JA7vzyZ0ssItF7WLROnLp7bn09lzxjtz1HTkb23M3Xs7dcjn3m5bc3e3sXZ3533QX/NDM+rIqfXNLtffs+KNlp1EM+UX7R2CD/VyZB/3ZMQHDsIWFD1evnU5j6tg6kY3NhS2sSDY2FDs7uq2dhKU1aGZNMrUEDExIunokHR2SzhGSlgZJS42oq07U1SAdUSOqKhGUlAiKykRlJaKqIklVCVBRJqkq41WU8SoqBGUVQFmVoqIOqGuSNXUoR/QoOgZkfXOSiQ3Z3I5i4UC2dKRYOZNtXSkOnpCzL9XNn+YVTPMNo/lH0AMZ9CCGeHC0RCBDLCBS3D9CwidCzJNBdWfQXSIlbYPFjTxBA3eiU8SWd+P/tvrwGcEGw7C+vr4/f3P/q7S4uJidnX316tU/2c8/CxsMQ2AesrjIwTB4cuqFnrHUQdVV3vES7jGgbzLonSjikbDGP10kMIMQlEEJzqSFZImHZtPCs+mRuRIM1vqovI1R+Zui87dE52+Jyd8WU7AtpmBbdP7W6Lyt0flbothbIlmbQrMkwrM3RuRs9k2iBqTSC84pVbVZsqtN9isTI+NcUGwBwzAEWQ4awJ9DPZv/CzbwzBgy9RabHl161DnRyp47GzJfYTNZqPueKf82Ydfr6C/fhG8a9d/w3FPikRvlkRv5vgvprhP+jr3obQfRa1aCV83WXDMVvG6y9pqR4KDOqmG9NTdMhG+YiozoCw7qrB7RW3vdWPSWGf6WKeGWOe6OpcgdS5GH9sTnrtTHjqTHDsALV9pLd9oLN9qoh9hrb4n3wVsmI3fMxu1cSNo1n7J3KVseKdTAjhkjNW7ciwzOw1aEN4989DRdjqXBnxg2/y7443u/GxtuOW3WmL6hM3d9V/767twv23O2X2JLNLHAy0ywmQk2Z5Obs4HL2cRmJqE5i9icRbycSWjOIrYyiW1MQhuT0M4kduSSOnJIXdmk7hygOwfoyiZ1ZpM6mMTl1pVLXm6duZSuXEo3C+xmU7vZ1K58qCuf2smmduWJdbEluvIkOvI2dLA3drI3d7K3duRtvVS4rblgZzt7T1f+913FWy/nbD6btquvOWpp8TWGYRiXh8HIL2GDIuhPLpz/W38lbP5jxH++eguLbwcGq9IzDZxdIQsLQXs70MlB3MGWam8L2dpQra0gS0uyuSlgbgSY6QGmWiRLbcBSh2yqQzbQBHTUiZoaBC1Vgo4SSVOFrKoCqCrhlBVxykpEJWVAUZmspAqoLvNGm3xEF9A2IhqYk42sKMbWgIkNYGZHsXAArZxBWzfIwYvq4kt1C6B5BtO8Q2neYXTPcHGPMDGPMDH3UDH3UJpbOOgaTnMOF7cJFDP0gLSdKa5R332YHP3laX1esOHxeEVFRe3t7X9Vh39Gly9fLi4u/vNhvX8WNjAMc5ZghIctmx6erSv59pCAqYeoR4yYdzzVO4ngmSDok7LWL1U4IJ0YmA4FZUCBGeSgTCCECYbl0MNzxcJyxMNzJMJzJCNy10fkbojIXR+eI7n8m7BsiVCmeGA6LTRLIjhTwi8ZjMnfVnRe5XiLmX/igV2yuJ6hcxiG8RAUgZdhw8Owf96uhjM/8zNpFmcmlmYnuLPjvJkP8MwYMvUGnhqF39+fHKn5UBM3c8x95qjlBPvIm6SDL6K+fhG6+bnfhhd+G5/7SD7yoD5wBe86AXccSXccST86kW7bEa+aCl03w90ww48YCo0YCY0YCQ/pr7tiJHLdFH/DDH/LgnjdDH/DDH/TAn/bGv/ICXzkBD5yBh87Q0/caE/d6c/cxV56SYz6bhwL2Pwh7KsJxjezCbvmkvYspB9ezFFFCnXQSsulC2EL/WXI9Muf5zIYtlwS82+FDYaiKPpxeXth+vX11uDzhesb88HOQvHO/PUtBVsvFWxtYYu3ssVa88Ra2bRWFtjGhjryoI48qJ1FaWNR2lnkdhbQzgI62UAHG+hgAT255N5ccm8uuSeH3JVN6swmduQCXWxydx7lY7iMBXWxoZ58am8+rTef1lUo1lUo1l0o0VUg2VWwoatgY1fhlq6CrZ0F2zrzv+zI/7K5ZHt78dbuwi3t+dvrmJvri6XvDxctW8nBKA/lYigPQXjwvxoM/3Zn908GG3T5aiIIjKIfbz5LixNXr57LZZu6uFOtbVbY2wIudpvd7GkujjgnR7KDLcXBhuxoCdibEO0MATtDsq0B2VqPbKFLNtUlmWuTzNVJhqoEHVWCmgpBWYmoqEiUVwLklchKioCKMllNjayuTlbXBDR1AB0DUM8E0jehGJhRDC3JxtZkU1vA3IFi7QLaeoD23lRHX8jJD3L0hxz8qS5B4i5B4k6BdKcAmmMg5BhIsw8Ss/Cl6bkAyhbCwSkqcwv/lvD1ecEGw7CnT59mZGSMjo7+75d+Sr18+TI9Pf3ly5d/vqt/NEGAhyAogqAYgsE8HoYhcwtj5o5Sh48IeMVu8oyFfJLwXkmCXkmrvZOEfJIJfilkvxSKfxrRP40QmAEEZYIhTCgkixqSRQ1h0kKZ9FAmPZQpFpIlFpJFC8782IIyaEHpYgGpVN9kMPP43vJGreJzhvK6OAcvlTnOSwxDYHS5nj36kxvuPxxG4y3OcuamlmYnf+LNOGf6PXfqHVuRzr0AACAASURBVHfqLTwxypkY5cyMcZ6PjDfmzFYFTZc7ThebvkmVfxb93dOwLU8DN70M2PLMZ+NDd/p9N9pdZ+iuM3TTnnTbgfyjE3TTCrhqTLhmQrhlSb5hSbpmRhgxwV0zI/xoC96xJd+2Bu7Zg/fsofsO4ANHyhM32iMX6kMn8JmnxBNP8ec+618Hbh0N2PImePu70C/fR3w9Gf3dXNLe2aS9i1nSSyxNpNgQPum80MZaenETRXnIx11L8E/tU4fR/p01GA9DF1EegvAwDMNgZPbx3arLJ/TqcyXbCoC2kg2txV+1F2xuL9jYXri+vUiivYDeXkDtKKB2FtA6i2idRbSuIlpXIbWrkNpdSO3Kh7rzob48sJ8N9rPBPjbYk0vuYpG78ijd+WBvAdRbAPXkUzvzad0FtN4isd5i8d5i8Z5iiZ7i9T3FG3qKNvYUbe4u2tZduL27aHt30VfdhV93Fe7sKPy+u3BTF5vaxNzRc8bt/ctODJtDUQTholx4iYvMwTzeT3uuYJjL43F5MPJbefMJZzYfAwD/KlKwLC536vrNuvwiC08fSRtbfkc7QWc7oosD5GxHdrUnezhSPOwBN0uymznoZkpxNQFdjUEnY5KbIeCuT7Y7gjdRF9FVI2ipEdWV8SrKRBVVQFWZrK5K0dQga2iQNNSJWlpkHT2KngFoYEQxMKEYmFMMzSlGlhRTG4qZPWjhTLVyp9t40Gw8aTaeVGsv0M6HZudDt/Wm2npTbbxpNt40Kx+6mRfd0B1QtVwZkqw4vzD1y7P67GCDYVhvb29BQcHc3Nxf2+1v18zMTEFBwR82Q/uV/qHUZ+zXlal+CkY3tJT+ILvO2JXqHU/zShTyTlrtEb/aM17YM57gGU/yTgB8U0i+KUS/VKJ/Gsk/jRSQDgRmkP/V0sGANGpAGjUgDVxuPkmAfzLVOwEMzdpQ1qhedck0LPHgLqm1jc1HMYwLw0s/1yf7dJhZ1m+GzTx3bpozN7U4O7k4O7E482Fx+v3S5DvO1BvuxOjS+Oj85Bvk/ZOlaw0TNXFT5e6TheavM1Sfx+1/GrbjUeDWJwHbnvpufuAhcc9N/L6bxI+uYndcaDedoBv20C176k1b6k1r8IYV+bolcNMavGUD3rGn3XWg33OgPXAWf+gs/tBF4pGrxGNX8SduEk891j/32vDUQ/Kp14ZXgdvehu54E/rV29Ad78K+nWTsmozZM5W4fybt4FKuPIethZSac2tCeLcaeAtzPAzDEA6Gcn+a03yq1OeP6zPLSbr/StriITAHRRYwmIPyYBheWK6XOTdx90ZHTFPJ3vo8aluhRG/B9u7CjW3F9JZS8eZSydYiybZ88Y4C8Z4Sid4SsZ5ise4iyZ6S9T3F67uLJHuKJXuKxHsKxXoKxboL6d0F9O58encBvbdIrLdIvLdIvLdYord4Y1/xxr6STX0lm/pKNvaWiPWVSPaVbO0r/bK3ZHtP8bbu/O3dBdu6C7b3FX7dX/B1G3tjU87m1qNKD3ozOdNPUJTH4czzODO8hSXO4iKHM8VbmoM5C/DSIm9pCeFyuRwOl8f7eSv0f9enDKNhGIZ8jAGgKIwhMAajGO8n64GlB4+bT5xyCwv73sGGbGuOd7ImuduD3o6QryPZ1x7wtQP9rCF/S2qAJTXACgyxhMLNaX5GFCc9gpUuyUIHMNUCDI+QdDWI2kcoujqgni5ZR4ego03Q1QX0DciGhmQjY8DIhGxgBumbgQbmoJElxcgaNLKnmjjRzZxpZs6QmQto4Q5Zef2/9s47rqlzf/y492pl40DcdVett+N2XDvuvd/vbftttVonAhlMWbLJYCg4QVQUUJytVutAcYMgoOBCViAkgeydnCTn5CRnPb8/gtZOtRXH/eX9+rwiL17xnOckIe/zPM/n+Tw+qyJ8VoZ7rwzzXhEyamXoqOVh3ssiRi2PHvVF4JCcogAcRx+9rJdRNgCA0tLSw4cPYxj2zI/8WGw2W3Fx8Z+u8fxrXpxsfsbDUQ87DkUmL5n/cf9Q1tgQzrCwjAGh6QPD0oeGZ4wITx8RkfHa2g0j1m4YHpX9miMeWqcrNrpFZ7tHZ7tHb3SLznaL2egakfnauk2jIjI8N+6ff+jS14U/fL3wP8NW0t42moUUhRME9sikwkshGwy12hGLHTGjCITCeqtZh0Baq1GNGpRWg8Kql6IasV0jIWQ8Y8Uh3aE4XYG/cvtX0swPRYmzBHHT+LFTBdETWsPHtoSO4YX5toSObQoZ2xQ8tpExpoE+up7ucz/IpyHAuyHAuzHQx/HYFODd4O/ZQhvdyhjbSh/bxhwrCPUVhftJoibLYqZKo6fI46bK499QJExTJU5XJ83QJc82shYY0t81bXzfkvMBuusTrGix7bsIe+U+StOOkzhGURSJUSQGHJMnVHf1bBymwQkcxwkCI3A7htmtdpvFhpptqMWGWuw2GLMjdhuM2mCcICgrrGm/eLM08HzBpCt5r13b7VpZ6F1VOOF6wfTKPROv7x53fY9f1R6/qj1+lXv8KvaMu17o1xVFftf3+lYWja0sGltZ5FtZ5FtV6Ftd5Fuz188RN/ZOuLl3iiNuFE2+UTSpptCvpnBSTdHM6oLZFYXTKwv8ruePrtg5vnzX5PLdfufz3EoLZ94pjdTxKwmLCUFMEKQ2G1Vmo9ps1MKQAYGMiElnNeutZiNqNtlgxArDKIriT+abbpYN1fX3QpEkwEhHb5L8WfKCStV0/nx21oZPgxleASsGMVeOCPd3jwkcmUDzTAz0TljjleDvkRj4OifQLXONF2e1R8JK16hv3cK+cQ1e4k77xm31VyNXf+O6eqnbqm9GLl/02rdfv7bk65FLF7suWeK6dKnrkm/dFn/rvehbr8UrPL9Z6b54lfsSf68la7yWBnouDXL7JshtCcNrabDP8lCflaHeK0K9loZ4fxPsvYjptTjE52vmyFWhkxqar/3isl5S2eA4fvjw4TNnzjzzIz+WkydPHj169BlmYL88snF8cQAAGtur/vG57zd0j1COV2BS/xDu4NC0oaFpQ0PTh4RlDA3PHBaeOXTthuGOiMwa8VA8UdmvRWW9FrlhROSGEZFZwyM3jIjMej062z08zT1u0/i8owv3n1scxZ475+1BJRfyAUBwwuY4+UvVs/kt2eisRjWiV8A6GaIRo+oOq7oTUwkJQa3uUoH8QLR613LFxn9K2Qs6E2fyY6bwoye3RIxrCvNtDvdtChvTHOrbHOLbFDy2KWRsA3NMI310M21MM31MC30MjzGWxxjbHDSqfrVHY4B3K2NsK2MsP2ScJGqyNGaqNHqKYt00TfJsTcosTcpMdcpMbcpMbepsA3euPn2eJetdZPNHttzP7Pmf2w7TkMvbcXEDIOwUhZIESpE4ReLPQTYEQeA4brfZbVYraoVhC2Qx6U0mrRlSmyG1yaiG9EqjTqHTqrVarVGrQiAprGvqaDhQe2rV+d1vX8ybdC3Pu3qHW02+e80er+o9o67vHluxZ3zFnvEVe3x/kk2hX9XecdeLxl0vGle1169qr1/1Xr+aveNvFE+4WTzxZvHEm8WTbu6b4ogbeyff2Du5umBKVcEbVUXTK/ZMLSuYVLF7YuXOsZfz3Up2eZzePbPi+CrhvR9MyiZIJVLLxHKZRCETquV8tbxdo+jQKaU6lUyvkRi0MqNOadKpTXqdCYIsFhhF0ScZSevOYbTH81A6kEl68+aRHTuWrA31DlwxgLF8ZOQaj7gg14RAt4QAt6SA4Rl014009+xAt/WBbplBHmlBHqxAz/gA92h/1+jV7lGr3cNWuDGXudG/dQv81j1gmbv/MvdVy9xWLvNY/q338mU+K1Z7L1vj+e1qtxX+3qtpY1bSvJcGuX9L81hK9/6W4bMyxHt1mPfqcO9lEaO/CfNeHOK5KMT9P/4DcvLpGPbLr9CXVDYAALPZXFBQcO7cuee28gbH8ZKSkn379qEo+vhnPzEvk2xIgqRQG0kBcud+7lufDKYnjmGyRjLZQ0O4Q0LSBoemDwxNHxCaPig0fXBYxpDwzKHhmUMj1v8ihoRnDgrPHBieOSg8c1B45tAQzvCgpBFZe98pPvvNlv3/mvdBv9CoL1G7gqKwBwukX+aejQG16BFIhxhUsFZuUYstKhGiEliUQkQuwFUCuK1OdiZPvi9CvGWRLPNjSeoCwboZbZFTeWsntUSMb44Y1xg+pjl0LC/Mr8s3wWObmb48xthWpq8j2oLHtYaM44WMawv144eNF4RP6IyZqoifLoubJo6dKo+frkyapU6dpWbNdoSeO1ebMdeQNR/e/K5l80J052LrPrqldD3WWUviOE4BirAAAnbI5qegCEc8W9mQJInjOGqzITBsMRshSKvXKTQaiUrVoVEI1PJ2pZQvF7dKRM0dwnqhsLatrbqNVy3k35OKmsT8m0039tecCb904L2zO0ddyHW9ssPj6i7Pst2e5Xs8y/f4XNs9trJgXEWBb8Ue38qCcZWOx8Jx1wvHVRWNv17kV1U0vnrvhJriiTXFE28UT6opnlJTPKVm3+TqfZOr9k6qKvKrLBxbXjj6yh6fS3tGXdzlV7p9QunuGeXHvrpfvlVy/7q4tamdd6etuYrXVN7GqxTwakStdaLWWyLeHUl7g1TULOlolkv4KrlIoxDr1QqDXmc2m20226sgm5/laGOYqaXlXOFe/7BI7zX+Q4P9PdYFjkoM8kqhu2UyPDYzvDbTPLICXTesGZEdNDKL5p5Oc2MHuiWv8Ujw94jz94pZ7RW10itqlVfkau+wlZ6M5a605W5By91pKz2DVnsG+LsH+Hus8vdZGeCzfI3HsiCP1SHe/qHeAeE+/uHe/hFe/mt9VkWNXRk1anWM96LgoYyEqTJFE/jVmrqXVzYAAKPRWFxcfOTIkecwf2MymQ4dOnTgwAGz2fz4Zz8NL49sSJIkCNKOAQCAVN3y2aJxX64ZHpE+mskeFsweHJI2MCStX0h6nxBu/5C0AaHpAx0RljHo0QhNHxCS3ickvU9Iet+Q9P6h6UPoKUMTt07de3rJdxdpi4PGvfmO2607lwAgbTY7jpEEQT0YgMZeEtnYEBg1m1ALZLUYrBYdatFbIX2XbDQSs1JkVgpMijaLrA2WtqJyPtpSqTqd07k7TLppkST9446Ud9vXvdkaPZ0XNbklanxz5NjmCF/+2oktoeOamGNbwsbxQsbxmL5twX78ED9+iJ8gbKIgYqIgcrIwcrIoeop43XRx7BuiqMnidVPliTPUKXOUybPUrNka9hwNZ46G86YhY74h623jpr8j2xaiu76C9webz2Sh/HJg1xM4jhM4SVgAaX1ussEwDLFaIcio16k0aplcLuwU80Sihg7+XVHrbSHvVlvjzeb6qsZ7pQ23T9ffKL1dcbru2uEb1/bdqj5yr/r7+5UH7l7JqTwRd6V40bmd757OmXYud/TFvNev7HAt2+VTnj+qbJfP1Z2jyvNHl+0aXZ4/tjzftzzf99puv4pCv8q9E67vm1hRNKGiaELl3omOqCiacK1wfHmB37WC0WV7PC/v9ji/w+dc3viSHbMuFv/nxonk+osH71acqL12uK7sYF3ZsbqyU7Xlx+uuH7xVffROTWl97aXG29da66vbm2oFbXc6hI1yKV+j7NRr5Aa9zmKx2O32FzyM9gRQXdUHKBI8rOoJSApp5pfs/y44PnF6CGN4WNCQ2GAPdoj3pjCfrWHem4M9t9B8svw9M1d5pK/w4K7wyFjjwfZ3T13lkbzSPXGFW/Iqj9Q1Xon+HjErXo9d7Rbt7xa9xj1yjUeEv3uovwfN3z1glWtggCuD6cEM9wyL9gmPHc2MGU2LGRUQ7RMQOyYobvSKcC9a7IyymqLfbPNLLRsAAIqip06dKigoUCqV3XcWsVi8a9eukpISu93++Gc/JS9WNg7HdC2NIAgMw3GcJCjKAHd+sWLKf/yHRmaOZrKGMTmDmJz+TG4vJrdXcFrfYG6/hxGS1v/RCE7rG5rRh8ntSWf3DF8/kJ46IITttvv450dKGfHrP5n4Zv/tu1kECeM4RpIUjlF2O/EgNxfvKuLVbTyhbFDYYjVBVrMRMesRs9Zq1llNOsSgtuoViFZmUYshlcikbENkLai8BZG24OIG291L8uObRHk08aavxWmfdSa9077uTV70VF7MxJbocbxIP0HU5NaI8S1h41ojJrSFjW8LHscP8ROEje9YO7kzaqooaoowZkrnummS+Bmd66YJoyeLYqcokmYpU+do2G+q2W9q0+bpMuZr0+dp0+cZ1y+ANr0P53xm3/m/8N7V5jMZOL8c2PQAt1A2E8BMJGkhKZtjzuY5yMZut1utVrPJYNSrdFq5Ui6SiNs6RU2i1juCltrWxurGO9fqb129U3W+tux4zeXi6vO7y0/mXT626fJR7oWD3PP7My4cyCwtZp8tijy90//45n8d2zD/e+7479gexzPcTmd5nN3kcW6zx4VtHpe2e13O876c53U5z+PKDs8rO72v7PK5mj+qLH902e7RV/NHXdrldWmn14U8r/PbvUpzvEq2jPlx/ajDHO9D7EnHMv92YusXZ/aElRQl/1jA/nF/6ukjKRcOZV3+bvOVHzZf+TGv7MzeigtHblw7fqe6pPH2ldZ7le3NtZ3CBqm4RS0XGtQSSCc3QUYEQTAMe/l7Nl04buQo3LGF1YPf2aWyW6UXuZmb3w8Jdw8NHJJEG54ZOnJTpEdOmNe2UO+c0FFbGD4bAz2y/V0zVrzOXf46e5lr6revp60cmeHvnrbGjb16ZDrdi0v3SAkYmeDvGrvKLXLFyOiAkXEM98Qwr5Qo7+RY7/jEMXHJ4yKTfcOSxgcn+TESvFZGvJaQ+WF984UHn71fjmS87LJxUF5enpubW1dX98zXe2IYVlVVlZOT031l2V54z8YxEkIQBIbZUdQGIzYAQGnZvvkfD1gZOTIszY3BGsRgD2Cw+zI4vRicnkxubyanz8MI5vZ9NMIy+odm9mVwXBx9oKCkARsKFxw+H5iVv3ja34Z9tfIDvUlMga4Kgw8ynjEAbABgAHRv3+YJZWNFLLAZgi1G2GKAYR1i0SGQDjXqrHqNVadGNHKzqsOkaDfLWhF5i0XShHTeI6T3TfevdvyYI9wRLNnwpZjzoTD57da42bz4Gc3r3miNncSPndQWM6k1yo+31pcX4csP9RWGj+tYO75j7fiOqIkdMVMk8dOliTMk8dMl8dNkibNUKfPUrPlq7nxN+gJNxgJt5rva9AVa7hxD5lvG7A9Mmz9Dd/wfdiAQKd2ACipxm460w8BuAXYzICyAgEnCSpJWkkAp0t41eUM+WHjz0xTO777WTzVng+O4zW5HYTNi1FoMGkir1KtkGkWnQsyXipo7+PfaeXWtTdUt9eX3a8/drjped+276ov7K0ryy05tvPAd5+z+pJMF0d9vZx7a4n8ga1lR2tc7Ez/bHPHe+qCp6as8OctHcJcP3LBm0LbgITvWDtkdM2xf4rDilCH7kgccSBl0KHXwwdTBB1KGHEwdciB1SFHykPy4QXnRg7aGDsxY0y9lyYDUJcPZK0Zl0mdtjV64I/nzfM6i4qyVR3KYx/NjS4pZ5w9nXTm+reLMzqrzhbVl3929fqrhZmnL3TJBc3VH2y2pqEElE2qVnUaNHDaqrCYNilhsdjuGYS84G+3pIAGwAWADgAQkeNSSZkR96+7RA8Uh6clz48NGJIX144b1zwgbkR3mtSViVG6kT06UW26M+/YYj9wor9y1XtvDXfMi3HZGee6I8twR7ZUX4705wnVj2MgtkR5boj23xHrlJPlsTRm1KWVUVspoNts3mTMuNnV0RPLogGj3VREjcosWyVS1ADzMpsNfSdkAAJqamnJzcwsKCv70jpm/prGxMT8/f/v27QKB4Fkd89e8cNk8TA3AcdwxAXavqfyjz8d/+FXvsDT30PQhDHYfBqsvg92Xwe7NYPdicvowOb0fRjC3z6MRkt6XwelFY7kwOb3oqf1YeRMPX1i688iyzxaNXfCR7+3G8gdndVR8AgCQAKAAWF822VgsRrNZb7FoYfND2WitWg2iVsEaiUXVAcsFsIxnFjfBHXetnfdsnY3WhgpNyU5pQWTnlkWC9f9qY73XnjJfkDSzPW6qIG6qMG5Ke8wEfpRv+1pf0doJ4uiJkpjJkphJ0tjJsoTpssQZ0oTpssQZypRZqtTZGvY8NWeeOn2+JvMtzfoFusx3oIy3zZl/s2z6ANnxuSV/qeVQuP1qPiW5TaFK3KanUBOwWQAGAwIBBEKRyHOTDUEQGI5hNqsdMaMWyGqGYJPBYtSZjGqjTqbTdGpUAoW8VSFplHfclQrqxG01HS2VwsarbfdLm++cbrz5w73rh26X76u7uqe6NLf85MYrxzLOH0w9XRj7fW5wcdaq3axF2xP+d1vMp9ui3t8W/d622L9ti5m3LWbuttiZObHTcmOn5cRO2xY7bWvMjC3Rb26JWrA58p1tUR9uj/vnruR/78v46vtta07sDj+zP+HS9+xrxzNrTm+pu5B/52rx/YojzdUneLVnWm+f59dfbm+8JmyukrTeUooaVNIWrVJg1IohndJi1CJmvQ2BMNRst6EYhhEE8UrJ5rFgStXdqqrc/UXLMjmT49YOig8ZkMp0ZweN4TA9MyM8N0R4ZEe4b450zYty3RHjviPGfWesR36cZ0HSqD3JPruTvQpTvYpY3rtSvXawPbaxXTemuGcme7NYXgmp3jFJvkGRI4MTfE5eSLPaHlRC+51X75WRDQAAQZBz585lZWUVFxcLBII/nTiAYVhLS0tBQUF2dnZ5eXl3DJ09yguXzc8GoCnq9NnD7/977IJ/9lsd8xotdUBQSg8624XO7kFn9XEEg92Lwen5MBxja8y0B4+cXrTUXnRWL1pqz5hNbgWnPi48+dXXAb4TZw86droAdNUzBCQOCByQJEVRNgBgAGAA7A96/X/xxfhdnlQ2jpQqs9Fs0pnNajOksRg0iF6D6NSIVo1oVFatHNGIrcoORM6HpTy44z4suGNqr0fa79maqozlR2RHWG15gfzsr9rZH3SkzBclzhEkzO5InNkRP7UzdkJnzERx7BuSddOk66bL4qbL42fIE2cqkmcpU2ZrWHO1nHm6tDe16XO0mXO1mXM1G97SZv3NsP5tc9b71i3/tGz/CtkXgJxKRWq/I+StuMVEwFqAKAFqdMiGwmEKh0kC/oVsHo6kPXPZkCRJkA7j2HHMhmE2zIbabVa7HbGhZgQ2wrDWYlFDkMJklJkNUpO2w6QRQhqBTiPUafg6VatO0axTNKhk91XSuyrxLZXoprrjhrKjWiqslLRXSvlVEt51ccO1jvqLgjtn2+pOttWdaK37gXfzKK/me96N73k137fUfMe7cbSt9rjg9umOu+fE9ZdkjVdkLVdlvCtS3lUpv0zMv6poL1fzK5X8SpWgWim6qRTVaTvuajrvaSQNOmmzVt6qk7UZFSKTRmIxKBGzzgobrYjJhlowO0JgVgK34jhGPHERgZdfNhQAGPipzLrdbhFLas+eS8naMCc2dEhM4LCEQK/koFFJgZ6Jq91S/F1TA0aygkayg1zZNHcO3Y3DeD0j1G3DWo+N0Z6b13lmx7llJY7ckOKakerFTh61LsEtPHYoI2pY+raF95pPA4ADAAjcsff1b38zv0qycWAwGBzK2b59+8WLF0Ui0RPugqPX64VC4blz57Zt27Zp06YLFy48n+1zXviczcOxR6FQkJwSN3WO64dfjAhlTWRyXP0TXZhpLnS2C53lkE0/Oqsfg93zN2TzIILTeoemD2By+kVmv77l8JuFp/8VuG7i2JkuWdtjbZTZhuF2O06SwLG8naJICqAAWACwvFSysZghs0lvNukgk9pkVJn1alinhrUqWKOyalWIRmHVyFCVGFV0oAohKuEhoiazoBFqq4d4d83NNaba04qSPOHedfytK4TrPxdlfCrgfChIfVuYNLcjYWZn3DRJ3AzJuhmSuBmS+FmyhFmKpFnKlNmq1Dlazjwd5y19xnzdhrmG7AW67Hd0G/+u3/wRtO0zy47F5t1044FE9OouILhC6dpxyGA3oyRiAogGWI3AZn6MbB5Nhn6msqHIB9IhCYIgCALv+gfH7XYbhiMYDtswq81utdtgu9WEWY12qwGxQlarEUV0dlhrhzUIrIVhrRXWwGa51SRDzBKzpdNiEcMmCWyUWiGp1SS2mjtRsxg1ia1msc0ss5kUNpPCBsltkNxmkqFQJwp12KBOFOpEjZ0IJIYhCWyUWIwSi1EC68WIvhPWd8JGsRkSm41ixCCx6mWIXg4blTCksUJaO6S3mQ0YAmM2m91uwzAUx20kiZEkThJY17X+t8gGPKwtQYFHdy3U6QRlVzdt3fR2TNjwtbSBUfQhcYzXE5gecQyveIZ3HN1rHc1rHc0znuaWwHBPDvFIix69MclvE8s3M8UzJf61lGTP6Bj3kLUjUjMmnbkQbzSJAAAAkBSFPZJ5/xu8erJxgKJoVVXVvn37NmzYkJ2dffDgwVOnTpWVlTU1NbW1tbW2tra2tra1tTU2Nl65cuXUqVPFxcVZWVnZ2dn79u27efPm81wu+pxlQxIAxwCOAwwH+IMZLplStLMg88N/vTH7vb5fB3mEp01gpnrQWSOY3CFMziA6ewCdNZDOGkBn9adzejO4Low0FwbHET2Z3L4Mdl86qzeN1YvG6hHM7R3M6RPMHrzl4NuFxxeFJr41cc7gmKQAi1VLUgC14z/PyXTc5ti6JjCprgK33cQTygaBLWaT0QTpTJDWaFRBP5cNolHBGgWskluVDtmIUJkQFbdbO1oQwX0T/66eV6e5f11zs1R5cZ/4SIZgd7Q4L0iSs7Rz4xfijE/EnL9LUxcoU+Yqkt+UJc2RJb0pT56nTHnzEdnM02W8pc9+27jxPePmhdCWf0Lb/te4Vo3oqQAAEOlJREFUZxl8OBYt2YHdLCUl9zGdADNKSYOSgrSU2UAiRsoKAdQE7JYnlA1J/nLE/FH+xLbQjkXBJEn9VLgSAJIEJOmonIwTFIVTgCRJksApwk4RdpKwU4Qd4FaAwwC3kDhKEDaCsBIYTGImwm7BbAhuQwjUQlpNJGoi7CYcM+F2C263YHYLYTcRdoiwQ6QdIjCIsEMEaiZQE2FzBIRjBgwz4jYTbrMQKEqgVgK1EDYLZjfZMZMNM5F2E2WzEDYYs1lxO0rabZTdRmE4hZMkAUiSIkmCpAgSkCSFkxT+VLstvRKycXwEKEBRgKCAnQI/LeowGAQ3awv3Fwdx2PPWrnVlMvuHMYZFhbjGhHvEhHvGhnvFRXgnRPgkRfmw1o3iJozmJnjHRQ5du7ZfdNyItA1Tj/3I7OiocXSccIqkAN5VY5f63SSgV1U2D1GpVE1NTRcvXty3b9/OnTtzc3NzHrBt27bc3Nxdu3bt37//8uXLLS0tGo3m8Ud81jxn2eAEBSMkilFWwg4AMCPaQz/kf/zF7CkL+n66tN+a+CEh3KE0Vn9a6kA6ayiDPYLBHkFnDaVzBtI5femcnnSHabguDK4Lg9ODwe7D4PRnsPvTUvvSWX2YnD701B5h3IGb98/bc+zr0HXvjJrQPzRyjdlsAACgKIbjT1o0tzt4QtnAFrMJMkBGHWTQGI1KyKAy6VVmvcqiVVkcslHJYaUMUUisCrFV3mlViKwyISpuQ0VNiLDBLLivbbmnuletrb0ou3SEfzSXV5TYnEvjbV0l3PyNZOOXyuz/Uad9pOK+p2QtUKTMVaXOUSfNUifNVKfMVrPmaNhzddy3DOnvQlkLtZs+1+V8q99J1xxOhS8WUrevAH4DLm1HNR2YQQqMUmCQUZAGhyESMVIIBFATwCwUhlA4QhFWCrdShI0k7CSB/Vo2f/BG/AnZgCe4T6B+KlhMAYrqmrijHkwjOXbEoUiyq6mPbGbteNovz/Cw7BsOAA4o4uEBKJKkSIKkMJLCKBIncYLESRInSYIgCYIkuiprUiQBSIJy7A77+1+CD5r7dJ/bV0Q21E93eI63B5AUZX+oVYJENZqmm7f3HzkWlZvz79SUGVHRnuFrh4RHDIoKfz1m7dDY6IGxUUPiYkbGJ3msz56+/9A3ZRXpMnkZRSEPjkCRjlI6j8Zv8crL5lFwHLdYLKYHQBBksVhe+IYFz1k2GIFbbGYAbHZSdq68YDnjg2lvD/hk8euMxHER6W5MTl8ay4XGcaFxetI5vRicPgx2HzqnF53bg57mQk93oae5MDi9GOw+D6Ivk9OXwe4blNKLye1PS+3NSB20/cj7h88tC4yaPn5Gz4jYZUZIDQBwjHZj+FPUzX3mPKFsLGYTZDRARp3RoHbIBtKrIL3KrFVZtCpEo0JUckQpgxVSWCG1yKWwvAORChBJO9zZhnS0wsJWiN9saKk3NNxU117pvHqi9WT+7d0p17OYFamLr8X+62bMJ/fXfdwU94/W+Pfa1s0XrJsjjH1TtG6+IP4tftwCftK7wtSPOln/6shcIthMF+1KkB3aqD5z0FxxFrtXRfDvkVIepemgdFIAKSlIRUIa0qwDiA4gespqBHYLwKwAQ4HdCjArRaAkgZKE7Reyoag/WkL752TzrPhZ1/fp/iP4+bY6v/7NIzWpH/nhWV8BAK+KbH6b3xACRVE2VK9U3m1sOnG9etuFy+ySMzEnf6SdOh1w+XLMzZtbm/nHNPpaHNf96bP+V8nm5eS592zsFDBJlHVx3GXT3xv8988H+Md4R2aOZ7Je80/sQef0ZKT1COK40DgudK4LI60ng9uDznWhc126ZMPtwUgdwkgdwWANYrD7Mdi9QtL70Nm9GOy+tNR+kRtctx18f9eRbxatGTdueo/UdAaMaAAAdhyzYzhBkhj+RzfU3c0TysZshgwGLWTUPrlsYJkAlrRbOtssHa2wsNUs5JnaGky8O8bGGs3tq9JrpwVnDzUc3Fabm1jOCrwY/c25sC8vhH9+de3/XFv7WWXEx1XR/66O+7w6/v9uJH9Tm7qsLi3wVlbEna1x9/PT2g7mdP5YpDp/FK6+gDfewNvvU1I+pe6kdJL/Vtn8d/Aqy+bF4JRNt/P8EwSa+dVfLH9r/NzeixjuYRwvJmtkQMKANQm9grl9g9N70dg9aexeNFZvOrsvg9OfwelHZ/ejc3rTOT3pnJ50dl8GaziDNZzB6s9g92JwXBjcnjRWz4DEvim5k3cc+4yzbeF7n7pNmDF4xx6OHTMAAFC7DcNJgqQwArNjVpJ6YV3JJ5WNyWjQa40GjdGgNhgURr3SZFCbDWqzVmXWKGG1ElbKYIXUIpc4wiwTmWXtZlm7Wdxm7mg1i3gmYQskaDTw63UtdZqGG8rbVeLKK20lPzR9v7d+79ba7RnlG1Mvp8ddZq+9wgq7ksy8wg67mhZZlh59LWPd9fWJ1RtTa3PS7u5a37Rvk/DoDnnJfk35SVPdFVtzLSFqouRCoJFQeikwyimjioQ0pEVHwVqA6IEVomxmyg5TdiuwIwD/Ddk8zExzyqZbccrmaXHKptt5zrLRGdVffrtwytzBQbGTg1luwdwhgcm9GOzeYRkDQ9L6Bqf1ZnD6BLH60lj96OwBDM5AJndgcNogJncgnd2fzu5HY/WjpfYLTO7L4PQIyXChc1xWJrisju+XnDNl075PA2OmTVsw6N2PppScPwwASgHCjuM4QZEUIEiKoHCStFPgVZKN3qAw6BV/LBuTXATJ2k2ydpOkzdzZahLxjMImo7BB335f21avarmjbKyT1l0Xlpe2nT3W+MPe2/vzqvdsvpaTWb6Jcy079dr6pLKshPKNCZUbk6uzU2s3cW9vzbi3fX1TwSb+oVzxjwXqS0e0NaXQvQqUd5vo5FHyTqCR/a5sUBNps1A2xCmbF4tTNk+LUzbdznOWzdnzxyfMGhwQOTecM57BHspM6x2a4RKa0TM0oxeD0yMotQeT2ys4vQ8zvTczrScjrSczvVdwRh86tw+N3YvB7cNM60tn9WRweoWt783kugSm9GByhrG2T49KnzP/4xFvvDU8OjFAIGoBgMQIO0EC7MHUIAkABQgK4C+/bEyQQa/TGPQag15tMCgNOoVBpzTolCaN0qRRWjRKi1JmUUjND2RjlIr0Ur5ByockfEjcBnW0GoVNBkGjXtCoa29Wt91XN99S3q+W15WJr5XwS79vOLH3zsHcmwWbqnesr8lJq97CqtqSUL017ubWpFtbU+pzOPfz1jfs3tp8YEfb8b2d548qrpdob5eZGm/Y2u/j4jagFFNaOaWXAUOXbAizloJ1ADEA5OeyeWQYjSQwRzhl83xwyuZpccqm23nOsik5//2EOS60dTPCOD7B3MEhGb1DMl0CWS50rktopguN48JIcwnd0IOZ0YOR7hKU5kJLcwlKc6FxXegcFzrHhcbuyWD3jlg/KJjbn5E6iJHyWsA6z0+XvPbG28MW+y+8VPEDhlsAAKgNtdtxm53Eia7NNygAKEBSgKB+J8v+OfCUstEa9Fq9TqPTqvQ6lV6n0mtVBq3KoFUZ1XJIJYeUMkghMylkkLTT0CkwdLbrO4WOHyBRCyRsMQqb9e1NOn6jsvWurOmWvL5GUlsmulbaduF448niO9/l39q/ra5w042dmTV57OodrJod7Bs72XX56fWFWU37c1qP7hacPSS+dlJZd1F/v8rMu4t2NBMyIamSUFoZpVcAg5IyqkhIRZq1wGwEFhNAzACxUFYY2BBgtwIMpQgb2RU/kw34wyxep2z+Ok7ZPC1O2XQ7z1k2RrNyVfDHvjNd/rN6uH/c8BDusBDu4GDOMCZ7CIM1IDhtADOtL53bi8bpEcR2WcNyCWC70NN60Lm9GNw+TG5/BntIKNcrKnM8LWH0lwEj5n3cY9L8wYvW/P3HcwUWVAkARQAcw1GSIjGcxHHSjhFdZdAe5I++sPSAvywbnVap0yq1WqVBLTeq5ZBS7pCNSSaBxB3GTpGhU2joFBo6BUYRzyhqMQib9YImXXujqq1Bzrsnb7qluHdDWnuto/JC++WTzSWHG44X3juSf7s453bRxjuF2XcKs+8UbrxXvKXxUG7r0Xzhmf3iKz/Ia85q7pUbm2phfoNd3EbIO0i1BOgUv5INBCxmgFgAYgFPIJs/XjLilM1fxymbp8Upm27nOcuGAqCZXx+ZGPDeZ35zPug/5yOX97/st4jmERAzgRY/ISR1PJM1ip7qGsxxDUlzDct0DUl7ncF6PTzdOzRtdEC8x5IQ18+Wuv3t02GzPxjy1j/8giK+OFV6RA/JAAAUoFACw0i7DbMQlJ0CBElRONFVDOdxSfbPg78sG4VWo9BqFL+WjUnaaRQ/lE27QdRqEPEMIp5e2KJrb9YJWrT8RjWvXtN8V3n/pvR2RWfNZUH5mdbSH5pOHbx/rOj+4R2NB/Ia9uc1HMhrObyr9YdC/tmDHZePy6rOqe6UGZprzG33UBEPk4lwpZjSyh8nG8tjZUOSf1Tgyymbv45TNk+LUzbdzvNeZ4OTJAkIkmjg3frxXEFWbtTq4H9+8sXkOe+5zn7P/a2PPd79n6Hvft73vS96f/h1n0+W9vvH4l4L/u0y75P+c/4xdO7CoW99POzTL6dHxK/ae3hzfdMN1Na1kxBOUShOoBiOU3acRAkSxQgrTuIkRT5Yv/fKyAYy6nVatV6n0WnVOq1ap1XqtAqtRq5RyxyhU0r0ColBITHKJJBMAkk6jJ0CvahdJ+TrhHydsE0r5DlCI+BpBDwtn6drbdbyGlQt9xSNt2T3b4hvVYiqLwnKS/gXT/BKvms5vq/laGHjd3uavi9oPb637fRB/qUfRBUl8tormvoqQ8stWNCIivmYvANXSUmNktIqKJ0M6BXAqKQgJWFSA8gATBBlMVEWEwWbHvqGwq0EbiXwn2TTFU7ZdDNO2TwtTtl0O88/9dluJx8ZRCFQm1Yib6quO3vsx12btyfEs1cwo/+9ivHB8qD3lwW9v4rxPjPqn+vYy7fsij9zqeBu80Wlto2iftqtDicokqJwnMRwsmtxOKCAI/vs6ddddytPWkEANptMRrMJMpmMJpPRbDJARp3RqIWMOkeYDFqzXmvRa2GdFtZpYa0KVivMKrlJ2RVGpezRMMllZpnUJBMbpSK9RKAT87WiVnVbo7qlXt10R1F/U3GnSlZXIamtkNZWyG9fl9+rVjTWqlvvGgSNpo42WCa0qSSYVkkYNIRBT5iMlMlAmXTArAewgUIMJGIEsAUgMIUiFIpQqJWyoZQdpTCboyoMSWBk1xr6h/FHpRycsvnrOGXztDhl0+288KrP///whLJx4pTNX8cpm6fFKZtuxymb54ZTNk+IUzZ/HadsnpZnIButVvtMm/TfBpvN/uueiIuLO3ny5DNpz38xLBbr7NmzL7oVrwBarXbFihUvuhWvNnl5eQUFBS+6Fa8SK1eubGho+IMnPEY2n3766apVqyKd/D4zZ848ceLEX3yfEhMTFy5c+KIv5WVnxowZn3zyyYtuxSvAqlWrxowZ86Jb8WqzYMGCd95550W34lVi4sSJf7wn8mNkU19ff+LEiWNOfp/S0lIIgv6ibCQSyZkzZ170pbzslJaWOl+lJ+HEiRMXLlx40a14tTl79mxJScmLbsWrxOXLl/94I7HHyMaJEydOnDj56zhl48SJEydOuh2nbJw4ceLESbfjlI0TJ06cOOl2nLJx4sSJEyfdjlM2Tpw4ceKk23HKxokTJ06cdDtO2Thx4sSJk27n/wE6GKcAEyRnVQAAAABJRU5ErkJggg==" width="320" /><br />
Arahan: <i>Bulatkan bentuk yang sama.</i><br />
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Pengalaman bayi melakukan aktiviti prabacaan merupakan proses untuk menyediakan seseorang kanak-kanak kepada peringkat pramembaca. Oleh itu, tahap ini merupakan satu tempoh masa menyediakan murid untuk membaca. Penyediaan dilakukan dengan memberi mereka pengalaman, iaitu mengenal dan mengecam sebelum membaca huruf itu. Pada tahap ini murid perlu didedahkan kepada aktiviti yang boleh mendorong mereka mempertingkatkan ketajaman penglihatan dan pendengaran. Penekanan juga perlu diberi kepada pengalaman yang membolehkan murid membentuk kelaziman membaca seperti membaca dari kiri ke kanan dan dari atas ke bawah.<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-49893361078391632112013-02-18T07:44:00.003-08:002013-02-18T07:44:41.054-08:00PERINGKAT-PERINGKAT KEMAHIRAN MEMBACA 2<b>2. Prabacaan</b><br />
<br />Minat membaca sebenarnya bermula sejak kita dilahirkan. Bayi baru lahir belajar mengenai dunia sekeliling mereka dengan mendengar bunyi, nada bunyi dan bahasa percakapan. Ini merupakan persediaan awal untuk mereka belajar mengenali perkataan dan tulisan.<br />
<br />Beberapa cara untuk memupuk minat membaca boleh dilaksanakan bagi bayi sejak mereka dilahirkan. Antaranya:<br />
<br />• Jadikan aktiviti bercerita sebagai aktiviti harian bayi. Masa yang sesuai untuk melakukan aktiviti ini adalah selepas memandikan bayi pada waktu pagi dan semasa waktu makan.<br />
<br />• Bercerita menggunakan rima semasa menyusukan bayi. Bayi suka mendengar suara anda semasa menyusu dan ini dapat menanamkan semangat mendengar cerita. Selain daripada bercerita, bayi juga boleh diperdengar lagu-lagu yang mempunyai rima yang sama.<br />
<br />
Contoh:<br />
<br />
<i>Bangun pagi-pagi,</i><br />
<i>Terus pergi mandi,</i><br />
<i>Sambil gosok gigi,</i><br />
<i>Gigi putih berseri.</i>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-56069068836924511302013-02-18T07:40:00.003-08:002013-02-18T07:40:44.333-08:00PERINGKAT-PERINGKAT KEMAHIRAN MEMBACA 1<b>Kesediaan Membaca</b><br />
<br />Apabila murid baru masuk ke tahun satu, guru hendaklah mengenal pasti kebolehan dan keupayaan murid dalam kemahiran membaca. Guru perlu membuat ujian atau penilaian untuk menentukan tahap kebolehan membaca dalam kalangan murid berkenaan. Guru harus menyedari bahawa murid yang memasuki tahun satu terdiri daripada murid yang datangnya daripada latar belakang keluarga serta sosioekonomi yang berbeza. Oleh itu, kebolehan dan kemahiran membaca dalam kalangan mereka kemungkinan tidak sama.<br />
<br />Sebahagian besar murid khususnya yang tinggal di bandar telah memasuki tadika dan boleh membaca dengan baik. Walau bagaimanapun, bagi murid yang tinggal di luar bandar, kebanyakannya tidak memasuki tadika. Murid ini biasanya akan menghadapi masalah membaca apabila mereka berada di sekolah.<br />
<br />Bagi mengatasi masalah kemahiran membaca, guru hendaklah memberi perhatian kepada dua perkara yang berikut:<br />(a) perasaan murid<br />(b) bahasa murid<br />
<br />Guru hendaklah memberikan pengalaman kepada murid supaya mereka bersedia untuk membaca. Oleh itu, peringkat kesediaan murid ini penting bagi mencapai tujuan yang berikut:<br />
<br />(a) Untuk memberi peluang kepada murid merapatkan dirinya dengan guru. Ini boleh menimbulkan keyakinan mereka.<br />(b) Supaya dapat menimbulkan kemahiran dan keinginan murid untuk meluaskan lagi pengalamannya yang sedia ada.<br />(c) Untuk membina tabiat gemar membaca dan menghargai apa yang dibaca.<br />(d) Melatih murid supaya boleh memerhati sesuatu dengan baik dan cuba mengecamnya.<br />
<br />Untuk mencapai tujuan ini langkah-langkah yang boleh diambil oleh guru ialah:<br />(i) Adakan aktiviti yang melibatkan murid seperti menyanyi, berlakon, bercerita dan sebagainya yang menarik hati.<br />(ii) Banyakkan bermain-main dengan murid misalnya berbual-bual, bersoal jawab dengan cara yang tidak formal.<br />
(iii) Perbendaharaan kata yang difikirkan perlu hendaklah ditambah dari semasa ke semasa secara tidak langsung.<br />(iv) Bina asas bahasa murid melalui pertuturan. Beri galakan dan pimpinan yang sepatutnya supaya murid mahu bertutur.<br />
<br />Pada peringkat kesediaan ini, guru hendaklah memerhati kesediaan murid sama ada murid telah bersedia untuk membaca atau sebaliknya. Oleh itu, beberapa perkara yang perlu diberi perhatian oleh guru bagi menentukan sama ada murid telah bersedia atau belum ialah dengan menjawab soalan-soalan yang berikut:<br />(a) Bolehkah dia mengecam gambar-gambar atau warna-warna asas serta membezakannya?<br />(b) Bolehkah murid itu faham atau dapat mengikuti percakapan orang lain terutama gurunya<br />(c) Dapatkah dia melihat dengan baik? Kenalkah dia bentuk-bentuk seperti garisan, bulatan dan lain-lain.<br />(d) Dapatkah dia melahirkan perasaan atau fikirannya?<br />(e) Bagaimana dengan kesihatannya? Dapatkah dia belajar dengan baik?<br />(f) Tahukah dia memegang alat baca dan tulis seperti buku, pensel dan sebagainya?<br />(g) Bagaimana dengan latar belakang keluarganya?<br />
<br />Beberapa faktor yang mempengaruhi kesediaan membaca:<br />
<br /><b>1. Keadaan fizikal</b><br />(i) penglihatan<br />(ii) pendengaran<br />(iii) pertuturan<br />(iv) umur<br />(v) jantina<br />
<br /><b>2. Pengalaman dan persekitaran</b><br />(i) pendedahan bahan bacaan di rumah<br />
<br /><b>3. Emosi dan motivasi</b><br />(ii) adakah kanak-kanak menghadapi masalah emosi?<br />(iii) adakah kanak-kanak bersikap negatif terhadap buku?<br />(iv) adakah kanak-kanak menghadapi masalah sosial?<br />(v) adakah kanak-kanak mempunyai minat tertentu?<br />
<br /><b>4. Kecerdasan dan perkembangan kognitif</b><br />(i) daya kecerdasan<br />(ii) kebolehan mental secara keseluruhan<br />
(iii) adakah kanak-kanak dapat melihat perbezaan antara perkataan dengan gambar?<br />(iv) adakah kanak-kanak dapat melihat perbezaan antara huruf dengan perkataan?<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-73844024374617479312013-02-18T07:34:00.002-08:002013-02-18T07:34:25.696-08:00CIRI-CIRI PENDEKATAN BACAAN EKSTENSIF<ol>
<li>Murid membaca seberapa banyak buku yang termampu. Bacaan boleh dilakukan di dalam atau di luar kelas.</li>
<li>Menyediakan bahan bacaan yang pelbagai topik. Perkara ini penting bagi menggalakkan murid membaca dengan pelbagai tujuan dan pelbagai cara.</li>
<li>Murid memilih sendiri bahan untuk dibaca dan seterusnya murid juga dibenarkan menghentikan bacaan sekiranya bahan bacaan berkenaan didapati tidak menarik.</li>
<li>Matlamat membaca untuk keseronokan, mendapat maklumat dan pemahaman secara umum. Matlamat ini dikenal pasti melalui keaslian bahan dan minat murid.</li>
<li>Membaca dilakukan mengikut kehendak murid itu sendiri. Dalam hal ini, latihan yang sedikit ataupun tidak ada latihan diberikan selepas bacaan.</li>
<li>Bahan bacaan bersesuaian dengan ketrampilan berbahasa murid khususnya dari pada aspek kosa kata dan tatabahasa. Penggunaan kamus sebaik-baiknya dielakkan bagi memastikan bacaan berjalan lancer tanpa gangguan.</li>
<li>Bacaan dilakukan bersendirian secara senyap dan mengikut kemampuan sendiri. Murid akan menentukan di mana dan bila mereka akan membaca.</li>
<li>Kelajuan bacaan ditingkatkan terutamanya apabila menmbaca bahan bacaan yang mudah difahami.</li>
<li>Guru memandu murid ke arah mencapai matlamat program, menjelaskan kaedah, memastikan bahan yang dibaca oleh murid dan membimbing murid agar mendapat manfaat daripada bacaan berkenaan.</li>
<li>Guru menjadi model kepada murid dengan menunjukkan manfaat yang diperoleh daripada bahan bacaan.</li>
</ol>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-52860375371474233332013-02-09T07:29:00.001-08:002013-02-18T07:31:13.049-08:00BACAAN EKSTENSIFPada peringkat ini bacaan ekstensif menekankan aktiviti-aktiviti membaca yang dilakukan di luar kelas. Bacaan ekstensif mempunyai beberapa tuajuan, antara tujuannya ialah;<br />
<ol>
<li>Membolehkan murid membaca dengan cara tersendiri tanpa bimbingan secara langsung daripada orang lain.</li>
<li>Untuk membolehkan mereka mendapat pengetahuan di samping dapat pula menghiburkan hati.</li>
<li>Membolehkan murid membaca dengan fasih dalam bahasa yang dimuridi oleh mereka.</li>
<li>Untuk membina daya berfikir dan membentuk sikap yang baik dalam kalangan mereka.</li>
<li>Untuk memperkaya bahasa dan perbendaharaan kata, struktur ayat dan lain-lain.</li>
<li>Memberi peluang kepada murid terutama mereka yang cerdas untuk meluaskan bacaannya dan membina daya kreatifnya.</li>
<li>Untuk membentuk tabiat gemar membaca dan mendapatkan kebiasaan membuat rujukan dan menggunakan perpustakaan.</li>
<li>Untuk menambah minat membaca.</li>
<li>Untuk mempertingkat mutu dan kepantasan membaca.</li>
<li>Untuk memperluas dan mempertingkat tahap pengausaan bahasa.</li>
<li>Untuk mendedahkan murid kepada pelbagai laras bahasa.</li>
<li>Untuk memperkembang daya kreatif dalam penggunaan bahasa, baik dalam bentuk prosa atau puisi.</li>
</ol>
Bacaan ekstensif boleh dilakukan mengikut teknik pengajaran yang berikut;<br />
<ul>
<li><b>Mengkaji kandungan bahan.</b></li>
<li>Dalam teknik ini, murid akan mengkaji bahan bacaan secara umum terlebih dahulu sebelum mereka mendapatkan tema atau persoalan pokok bahan itu.</li>
</ul>
<ul>
<li><b>Buat soalan</b></li>
<li>Murid akan membina sendiri soalan-soalan berdasarkan bahan yang dikaji. Cara ini akan membantu murid membaca dengan lebih mendalam.</li>
</ul>
<ul>
<li><b>Baca</b></li>
<li>Teknik seterusnya ialah murid membaca dengan kadar yang termampu dilakukan iaitu selaju yang mereka boleh.</li>
</ul>
<ul>
<li><b>Menerangkan</b></li>
<li>Pada akhir setiap bahagian, murid membuat kesimpulan dengan menerangkan pada dirinya sendiri isi-isi penting, dengan tujuan untuk menyatukan semua maklumat yang dibacanya itu.</li>
</ul>
<ul>
<li><b>Mengkaji semula</b> </li>
<li>Setelah selesai tugasan membaca, murid perlu mengkaji semula seluruh bahan bacaan ekstensifnya supaya mereka dapat memastikan bahawa mereka tidak tertinggal apa-apa dalam menyatukan semua isi tadi.</li>
</ul>
Panduan semasa melaksanakan program bacaan ekstensif<b> </b><br />
<br />
<b>1. Melibatkan seberapa ramai murid.</b><br />
Halangan atau masalah yang dihadapi dalam melaksanakan program bacaan ekstensif ini hendaklah diatasi bagi menentukan program ini berkesan. Buku-buku hendaklah disediakan, dipamer dan kemudiannya dikumpulkan pada akhir sesuatu program. Sistem inventori dan rekod perlu disediakan secara sistematik bagi mengemaskinikan tajuk dan jumlah buku yang dibaca oleh murid. Selain daripada membaca, murid juga dapat dilatih dalam aspek pengurusan dan pentadbiran terutamanya yang berkaitan dengan rekod dan laporan program.<br />
<br />
<b>2. Menemu bual pembaca/murid</b><br />
Perbincangan antara guru dengan murid amat penting bagi menggalakkan murid<b> </b>membaca. Pemantauan boleh dilakukan secara berkesan terutramanya bagi memantau perkembangan setiap murid serta menggalakkan murid meluaskan bacaan mereka.<br />
<br />
<b>3. Membaca kuat kepada murid di dalam kelas</b><br />
Guru menunjukkan cara, sebutan dan intonasi yang betul kepada murid-murid. Sebutan dan bacaan yang betul akan menjadi model kepada murid untuk dicontohi. Melalui cara ini, guru juga, menggalakkan murid-murid mengambil bahagian dalam aktiviti bacaan khususnya yang melibatkan bacaan kuat di dalam kelas.<br />
<br />
<b>4. Persembahan murid</b><br />
Persembahan murid yang dilakukan berdasarkan bahan yang dibaca memainkan peranan penting untuk menilai pemahaman murid. Selain daripada itu, persembahan juga dapat meningkatkan kemahiran lisan dan menggalakkan murid berfikir dan berhujah. Walaupun persembahan itu pendek, murid masih berpeluang untuk menggunakan kemahiran berfikir secara kreatif dan kritis (KBKK) terutamanya untuk merealisasikan bahan yang dibaca dalam persembahan mereka.<br />
<br />
<b>5. Aktiviti penulisan berdasarkan bahan bacaan</b><br />
Aktiviti penulisan hendaklah dirancang bersesuaian dengan bahan yang dibaca. Aktiviti seperti ini dapat meningkatkan kemahiran menulis. Antara aktiviti yang boleh dijalankan ialah menulis sinopsis buku, membuat laporan, menulis maklumat buku atau pengarang dan sebagainya.<br />
<br />
<b>6. Elakkan daripada menguji murid</b><br />
Program bacaan ekstensif ini hendaklah dijalankan tanpa memberi tekanan kepada murid. Ini bermakna guru hendaklah mengelak daripada menguji murid. Walau bagaimanapun, tugasan atau aktiviti yang tidak begitu membebankan murid boleh juga diberikan .<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-85324199814694488702013-02-09T07:19:00.001-08:002013-02-09T07:19:35.237-08:00BACAAN INTENSIFPada peringkat ini murid dapat mengembangkan kebolehan meneliti, memaham dan<br />mentafsir apa sahaja bahan yang dibaca dengan tepat.<br />
<br />Beberapa tujuan bacaan intensif adalah;<br />
<ol>
<li>Untuk membolehkan murid membaca dengan baik iaitu betul dari segi sebutan, intonasi, lancar dan tahu menggunakan tanda-tanda bacaan dengan baik.</li>
<li>Untuk mengembangkan kebolehan mentafsir apa yang tertulis dalam bacaan itu dengan mengkaji susunan kata dalam ayat dan pengertian dalam kamus. </li>
<li>Menilai atau mengulas isi-isi yang diperoleh daripada bahan-bahan yang dibaca.</li>
<li>Membaca secara senyap dengan kepantasan yang sewajarnya.</li>
<li>Mengesan, memaham dan menikmati unsur-unsur estetik dalam bahasa.</li>
<li>Membuat rumusan atau kesimpulan daripada bahan yang dibaca dan sebagainya.</li>
<li>Mengenal pasti laras bahasa yang berbagai-bagai.</li>
</ol>
Bacaan intensif akan menjadi lebih berkesan sekiranya guru membuat persediaan yang<br />rapi sebelum bacaan intensif dilaksanakan. Beberapa perkara yang perlu diberi perhatian<br />oleh guru ialah:<br />
<ol>
<li>Bahan bacaan intensif itu bolehlah dibincangkan bersama oleh murid dalam kelas, kadang-kadang dianalisa dan seterusnya dijadikan asas untuk latihan-latihan menulis.</li>
<li>Aktiviti dalam kelas hendaklah ditukar setiap hari. Hari pertama misalnya, mengkaji perkataan dengan menggunakan imbuhan, hari kedua, latihan perkamusan, hari ketiga latihan meneka maksud mengikut konteks, hari keempat membaca dengan laju dan sebagainya.</li>
<li>Murid-murid patut dibenarkan menggunakan kamus atau sebuah buku teks rujukan tatabahasa.</li>
<li>Soalan-soalan untuk bacaan intensif boleh dipelbagaikan iaitu bentuk objektif, bentuk salah betul, bentuk lisan atau bentuk jawapan bertulis.</li>
<li>Segala kajian harus dibuat secara mendalam.</li>
</ol>
<br />
<br />
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-6971800709919480372012-05-06T10:27:00.001-07:002012-05-06T10:27:49.966-07:00PERINGKAT-PERINGKAT KEMAHIRAN MEMBACA<div style="text-align: justify;">
<b>1. Kesediaan Membaca</b></div>
<div style="text-align: justify;">
<br />Apabila murid baru masuk ke tahun satu, guru hendaklah mengenal pasti kebolehan dan keupayaan murid dalam kemahiran membaca. Guru perlu membuat ujian atau penilaian untuk menentukan tahap kebolehan membaca dalam kalangan murid berkenaan. Guru harus menyedari bahawa murid yang memasuki tahun satu terdiri daripada murid yang datangnya daripada latar belakang keluarga serta sosioekonomi yang berbeza. Oleh itu, kebolehan dan kemahiran membaca dalam kalangan mereka kemungkinan tidak sama. </div>
<div style="text-align: justify;">
Sebahagian besar murid khususnya yang tinggal di bandar telah memasuki tadika dan boleh membaca dengan baik. Walau bagaimanapun, bagi murid yang tinggal di luar bandar, kebanyakannya tidak memasuki tadika. Murid ini biasanya akan menghadapi masalah membaca apabila mereka berada di sekolah. Bagi mengatasi masalah kemahiran membaca, guru hendaklah memberi perhatian kepada dua perkara yang berikut;<br />(a) perasaan murid<br />(b) bahasa murid</div>
<div style="text-align: justify;">
<br />Guru hendaklah memberikan pengalaman kepada murid supaya mereka bersedia untuk membaca. Oleh itu, peringkat kesediaan murid ini penting bagi mencapai tujuan yang berikut;</div>
<ol>
<li>Untuk memberi peluang kepada murid merapatkan dirinya dengan guru. Ini boleh menimbulkan keyakinan mereka.</li>
<li>Supaya dapat menimbulkan kemahiran dan keinginan murid untuk meluaskan lagi pengalamannya yang sedia ada.</li>
<li>Untuk membina tabiat gemar membaca dan menghargai apa yang dibaca.</li>
<li>Melatih murid supaya boleh memerhati sesuatu dengan baik dan cuba mengecamnya.</li>
</ol>
<div style="text-align: justify;">
Untuk mencapai tujuan ini langkah-langkah yang boleh diambil oleh guru ialah:</div>
<ol>
<li>Adakan aktiviti yang melibatkan murid seperti menyanyi, berlakon, bercerita dan sebagainya yang menarik hati.</li>
<li>Banyakkan bermain-main dengan murid misalnya berbual-bual, bersoal jawab dengan cara yang tidak formal.</li>
<li>Perbendaharaan kata yang difikirkan perlu hendaklah ditambah dari semasa ke semasa secara tidak langsung.</li>
<li>Bina asas bahasa murid melalui pertuturan. Beri galakan dan pimpinan yang sepatutnya supaya murid mahu bertutur.</li>
</ol>
<div style="text-align: justify;">
Pada peringkat kesediaan ini, guru hendaklah memerhati kesediaan murid sama ada murid telah bersedia untuk membaca atau sebaliknya. Oleh itu, beberapa perkara yang perlu diberi perhatian oleh guru bagi menentukan sama ada murid telah bersedia atau belum ialah dengan menjawab soalan-soalan yang berikut;</div>
<ol>
<li>Bolehkah dia mengecam gambar-gambar atau warna-warna asas serta membezakannya?</li>
<li>Bolehkah murid itu faham atau dapat mengikuti percakapan orang lain terutama gurunya</li>
<li>Dapatkah dia melihat dengan baik? Kenalkah dia bentuk-bentuk seperti garisan, bulatan dan lain-lain.</li>
<li>Dapatkah dia melahirkan perasaan atau fikirannya?</li>
<li>Bagaimana dengan kesihatannya? Dapatkah dia belajar dengan baik?</li>
<li>Tahukah dia memegang alat baca dan tulis seperti buku, pensel dan sebagainya?</li>
<li>Bagaimana dengan latar belakang keluarganya?</li>
</ol>
<div style="text-align: justify;">
Beberapa faktor yang mempengaruhi kesediaan membaca</div>
<div style="text-align: justify;">
<br />1. Keadaan fizikal</div>
<ul>
<li>penglihatan</li>
<li>pendengaran</li>
<li>pertuturan</li>
<li>umur</li>
<li>jantina</li>
</ul>
<div style="text-align: justify;">
2. Pengalaman dan persekitaran</div>
<ul>
<li>pendedahan bahan bacaan di rumah</li>
</ul>
<div style="text-align: justify;">
3. Emosi dan motivasi</div>
<ul>
<li>adakah kanak-kanak menghadapi masalah emosi?</li>
<li>adakah kanak-kanak bersikap negatif terhadap buku?</li>
<li>adakah kanak-kanak menghadapi masalah sosial?</li>
<li>adakah kanak-kanak mempunyai minat tertentu?</li>
</ul>
<div style="text-align: justify;">
4. Kecerdasan dan perkembangan kognitif</div>
<ul>
<li>daya kecerdasan</li>
<li>kebolehan mental secara keseluruhan</li>
<li>adakah kanak-kanak dapat melihat perbezaan antara perkataan dengan gambar?</li>
<li>adakah kanak-kanak dapat melihat perbezaan antara huruf dengan perkataan?</li>
</ul>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>2. Prabacaan</b></div>
<div style="text-align: justify;">
<br />Minat membaca sebenarnya bermula sejak kita dilahirkan. Bayi baru lahir belajar mengenai dunia sekeliling mereka dengan mendengar bunyi, nada bunyi dan bahasa percakapan. Ini merupakan persediaan awal untuk mereka belajar mengenali perkataan dan tulisan. Beberapa cara untuk memupuk minat membaca boleh dilaksanakan bagi bayi sejak mereka dilahirkan. Antaranya,</div>
<ul>
<li>Jadikan aktiviti bercerita sebagai aktiviti harian bayi. Masa yang sesuai untuk melakukan aktiviti ini adalah selepas memandikan bayi pada waktu pagi dan semasa waktu makan.</li>
<li>Bercerita menggunakan rima semasa menyusukan bayi. Bayi suka mendengar suara anda semasa menyusu dan ini dapat menanamkan semangat mendengar cerita. Selain daripada bercerita, bayi juga boleh diperdengar lagu-lagu yang mempunyai rima yang sama.</li>
</ul>
<br />
<div style="text-align: justify;">
<b>3. Aktiviti prabacaan</b></div>
<div style="text-align: justify;">
<br />Contoh aktiviti prabacaan yang boleh dijalankan di sekolah ialah;</div>
<ol>
<li>mengenal gambar yang berlainan <i></i></li>
<li>mengenal bentuk yang berlainan. </li>
</ol>
<div style="text-align: justify;">
Pengalaman bayi melakukan aktiviti prabacaan merupakan proses untuk menyediakan seseorang kanak-kanak kepada peringkat pramembaca. Oleh itu, tahap ini merupakan satu tempoh masa menyediakan murid untuk membaca. Penyediaan dilakukan dengan memberi mereka pengalaman, iaitu mengenal dan mengecam sebelum membaca huruf itu. Pada tahap ini murid perlu didedahkan kepada aktiviti yang boleh mendorong mereka mempertingkatkan ketajaman penglihatan dan pendengaran. Penekanan juga perlu diberi kepada pengalaman yang membolehkan murid membentuk kelaziman membaca seperti membaca dari kiri ke kanan dan dari atas ke bawah.<br /> </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>4. Mekanis</b></div>
<div style="text-align: justify;">
<br />Pada peringkat ini murid sudah boleh membunyikan huruf, suku kata, perkataan, frasa dan ayat-ayat mudah. Mereka juga boleh membatang perkataan yang mengandungi suku kata terbuka dan tertutup. Murid membaca secara kuat dengan menyuarakan tulisan dengan sebutan yang jelas dan terang.</div>
<div style="text-align: justify;">
<br />Tujuan bacaan mekanis ialah;</div>
<ol>
<li>Membolehkan murid membaca dengan cekap dan pantas dengan sebutan dan intonasi yang betul dan jelas.</li>
<li>Membolehkan murid tahu menggunakan tanda-tanda baca serta tahu pula berhenti pada tempat berhenti yang betul.</li>
<li>Membolehkan murid membaca dengan irama membaca yang betul.</li>
<li>Dapat menggunakan kemahiran membaca dalam mata muridan yang lain.</li>
<li>Untuk membolehkan murid mencapai kemahiran dan kecekapan membaca secara kuat.</li>
</ol>
<div style="text-align: justify;">
Pada peringkat bacaan mekanis ini, guru boleh melaksanakan langkah-langkah yang berikut;</div>
<ol>
<li>Guru memberikan satu petikan dalam satu masa khas untuk bacaan, sesuai dengan kebolehan dan umur murid.</li>
<li>Bersoal jawab dan membantu murid dengan perkataan dan rangkai katra yang susah sama ada dari segi sebutan atau makna perkataan itu. </li>
<li>Guru membaca sebagai contoh dan murid menyemak bacaan guru.</li>
<li>Guru membaca dan murid mengikut. Boleh dilakukan secara kelas atau kumpulan.</li>
<li>Guru membimbing murid membaca secara individu dan bergilir-gilir.</li>
<li>Guru berbincang dan bersoal jawab dengan murid tentang isi bacaan untuk menguji kefahaman mereka.</li>
</ol>
<div style="text-align: justify;">
<b>Contoh aktiviti</b><br />Aktiviti yang boleh dijalankan dalam bacaan mekanis ialah bacaan kuat dengan menggunakan kad imbasan yang mengandungi huruf, suku kata, frasa dan ayat. Contoh kad adalah seperti yang di bawah;</div>
<ol>
<li>Kad huruf</li>
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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kad Huruf</td></tr>
</tbody></table>
<li>Kad Suku Kata</li>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="137" 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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kad Suku Kata</td></tr>
</tbody></table>
<li>Kad Perkataan</li>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="87" 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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kad Perkataan</td></tr>
</tbody></table>
<li> Kad Frasa</li>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="54" 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" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kad Frasa</td></tr>
</tbody></table>
<li>Kad Ayat</li>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="140" 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" style="margin-left: auto; margin-right: auto;" width="200" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kad Ayat</td></tr>
</tbody></table>
</ol>
<div style="text-align: justify;">
<b>5. Membaca dan Memahami</b></div>
<div style="text-align: justify;">
<br />Pada tahap bacaan dan kefahaman ini murid sepatutnya mempunyai keupayaan untuk;<br />(a) mengumpul maklumat dan makna daripada bahan yang dibaca.<br />(b) Mentafsir dan menilai sesuatu dengan sepenuhnya tentang bahan yang dibaca.<br /> </div>
<div style="text-align: justify;">
Penguasaan kosa kata boleh membantu murid memahami kandungan dan mesej yang hendak disampaikan melalui bacaan. Tanggungjawab utama guru dalam mengajarkan bacaan dan kefahaman adalah untuk membantu murid menambah dan meluaskan kosa kata. Pengajaran kosa kata seharusnya dapat membantu murid dalam hal yang berikut;</div>
<ol>
<li>Mengaitkan perkataan baru dengan pengalaman sedia ada. Dengan cara ini murid akan dapat memahami makna perkataan baru dengan lebih cepat dan berkesan serta mengekalkan makna perkataan itu dengan lebih lama.</li>
<li>Mengkaji perkataan untuk melihat persamaan dsan perbezaannya, meneliti pertalian antara perkataan dan menggunakannya dalam konteks.</li>
<li>Membina pengetahuan tentang makna perkataan dengan luas dan rapi.</li>
<li>Membina strategi pembelajaran yang berkaitan dengan perkataan dan konsep secara bebas. Ini membolehkan murid berusaha sendiri tanpa sentiasa dibimbing atau dibantu oleh guru.</li>
<li>Menggalakkan penglibatan secara aktif. Murid akan memberi tindak balas melalui perbincangan, soal jawab atau menggunakan perkataan dalam ayat.</li>
</ol>
<div style="text-align: justify;">
Peringkat membaca dan memahami juga hendaklah sesuai dengan peringkat umur dan kecenderungan murid. Guru janganlah hanya mementingkan sebuatan suara dan kelancaran sahaja tetapi mestilah juga sekaligus menyediakan soalan-soalan yang mudah untuk kefahaman. Dalam hal ini bacaan senyap hendaklah juga digalakkan supaya murid dapat melatih diri sendiri untuk menangkap maksud isi muridan yang dibaca. Guru hendaklah memberi perhatian kepada perkara-perkara yang berikut;</div>
<ol>
<li>Memulakan membaca setelah murid dapat membaca ayat-ayat ringkas dan boleh mengecam perkataan, suku kata dan huruf.</li>
<li>Banyakkan soalan-soalan yang munasabah untuk menguji kefahaman murid selepas membaca. </li>
<li>Beri murid peluang membaca dan memaham dalam mata muridan lain seperti Sejarah, Geografi, Sains dan sebagainya.</li>
<li>Gunakan teknik soalan yang membina dan mengikut prinsip-prinsip yang betul.</li>
<li>Aktiviti bacaan intensif dan ekstensif boleh dijalankan untuk latihan kemahiran membaca.</li>
</ol>
<div style="text-align: justify;">
<b>Kategori kefahaman bacaan</b></div>
<div style="text-align: justify;">
<br />Kefahaman bacaan boleh dibahagikan kepada tiga kategori iaitu kefahaman literal, kefahaman inferensi dan kefahaman kritikal.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>1. Kefahaman literal</b> </div>
<ul>
<li>makna perkataan</li>
<li>makna ayat</li>
<li>huraian isi</li>
<li>idea utama</li>
<li>urutan idea</li>
<li>perbandingan</li>
<li>hubungan sebab dan akibat</li>
</ul>
<div style="text-align: justify;">
<b>2. Kefahaman inferensi</b> </div>
<ul>
<li>membuat kesimpulan</li>
<li>mengeluarkan idea utama</li>
<li>membuat perbandingan</li>
<li>menunjukkan hubungan sebab dan akibat</li>
<li>membuat jangkaan</li>
<li>memahami dan menghuraikan bahasa kiasan</li>
</ul>
<div style="text-align: justify;">
<b>3. Kefahaman kritikal</b> </div>
<ul>
<li>membezakan kenyataan daripada fantasi</li>
<li>membezakan fakta daripada pendapat</li>
<li>menentukan kecenderungan dan gaya bahasa penulis</li>
<li>menentukan kecekapan penulis dalam sesuatu bidang</li>
<li>menentukan tujuan penulis</li>
</ul>
<div style="text-align: justify;">
Pada peringkat membaca dan memahami, seseorang pembaca perlu menjadi pembaca yang aktif. Konsep pembaca aktif berasaskan interaksi antara sesuatu teks dan seorang pembaca. Kita merupakan pembaca aktif apabila kita membaca untuk kefahaman dan maksud. Hal ini berbeza dengan pembaca hafalan kerana pembaca hafalan hanya membaca untuk mengingati dan mengulang. </div>
<div style="text-align: justify;">
Mereka tidak berusaha untuk memahami apa yang ditulis.<br /> </div>
<div style="text-align: justify;">
Kita berkata sesorang membaca dengan aktif kerana sebahagian daripada teks adalah bergantung kepada input pembaca. Misalnya, kita memahami tentang dunia tempat kita tinggal melalui pengetahuan kita mengenainya. Oleh yang demikian, jika kita mempunyai perbendaharaan kata yang lebih untuk menerangkan objek, manusia dan situasi,maka interpretasi kepada apa yang kita baca adalah berbeza, berbanding dengan sesorang yang mempunyai perbendaharaan kata yang terhad. </div>
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<br /></div>
<div style="text-align: justify;">
Seterusnya, kita memahami tentang hidup dengan bergantung kepada kecekapan bahasa kita serta pengetahuan kita mengenai dunia. Jika kita tidak biasa dengan sesuatu situasi, kita tidak akan dapat<br />memahaminya. Biasanya, kita cuba memahami sesuatu situasi baru dengan menggambarkan pengalaman masa lampau kita. Kita menggunakan pengetahuan masa lampau kita untuk memahami masa sekarang. Jika situasi itu sama dengan pengalaman masa lampau kita maka kita fikir kita telah tahu mengenainya. Akhirnya kita akan membuat kesimpulan.<br /> </div>
<div style="text-align: justify;">
Walau bagaimanapun, kadang-kadang kesimpulan pertama yang kita buat mungkin salah. Ini mungkin disebabkan oleh beberapa faktor. Perbezaan budaya dan beberapa perkara yang bergantung kepada aspek yang diketahui, boleh menyebabkan kita membuat kesimpulan yang salah. Jadi, kita mesti menilai semula atau memikir semula konteks situasi berkenaan.</div>
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<br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-81167249796657098142012-05-06T09:54:00.002-07:002012-05-06T09:57:10.691-07:00JENIS-JENIS BACAAN<div style="text-align: justify;">
Secara luaran kita mungkin mengatakan bahawa <b>‘bacaan’</b> itu adalah<b> ‘membaca’</b>, <b>menukar grafik kepada ‘makna’</b> dan seterusnya memahami keseluruhan apa yang dibaca. Sebenarnya <b>‘bacaan’</b> boleh dibahagikan kepada beberapa jenis seperti:</div>
<ol style="text-align: justify;">
<li>Bacaan Mekanis</li>
<li>Bacaan Mentalis</li>
<li>Bacaan Intensif</li>
<li>Bacaan Ekstensif</li>
</ol>
<div style="text-align: justify;">
<b>1. Bacaan Mekanis</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Bacaan mekanis adalah bacaan kuat yang mementingkan sebutan huruf dan bunyi dengan betul, membaca mengikut intonasi, nada dan tekanan yang betul. Bahan bacaan yang digunakan dalam bacaan mekanis terdiri daripada perkara yang mudah difahami dan tidak membebankan fikiran.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>2. Bacaan Mentalis</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Bacaan mentalis atau dikenali juga sebagai bacaan akaliah merupakan bacaan secara senyap. Aspek-aspek kefahaman diberikan penekanan, sementara aspek-aspek sebutan, nada, tekanan dan intonasi tidak ditekankan dalam bacaan ini.</div>
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<br /></div>
<div style="text-align: justify;">
<b>3. Bacaan Intensif</b></div>
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<br /></div>
<div style="text-align: justify;">
Bacaan intensif ialah bacaan yang pada asasnya bertujuan memperkembangkan kebolehan dalam meneliti, memaham dan mentafsir apa sahaja yang dibaca dengan tepat. Di samping itu, bacaan intensif memberi tekanan kepada kajian-kajian terhadap ciriciri tatabahasa, meneliti pembentukan dan penggunaan perkataan, serta pemakaian bahasa itu dalam konteks dan situasi yang berlainan. Latihan bacaan intensif biasanya memerlukan bimbingan dan bantuan penuh daripada guru-guru terutama dalam menghadapi dan menyelesaikan masalah yang dihadapi oleh murid.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Konsep-konsep bacaan intensif:</b> </div>
<ol style="text-align: justify;">
<li>Bacaan intensif merupakan satu kegiatan membaca yang dikaitkan dengan usaha melanjutkan lagi perkembangan pembelajaran bahasa murid di bawah pimpinan guru.</li>
<li>Bacaan intensif memberi asas untuk pengajar memberi penjelasan atau keterangan mengenai struktur yang sukar dan juga memberi asas untuk memperkembang perbendaharaan kata.</li>
<li>Bacaan intensif dikaitkan dengan aktiviti mengkaji ciri-ciri tatabahasa iaitu susunan kata dalam ayat dan pengertian menurut kamus yang ditemui oleh murid dalam bacaannya</li>
<li>Bacaan intensif mengembangkan lagi usaha mengawal penggunaan bahasa dalam pertuturan dan tulisan.</li>
<li>Gerak laju dan kelainan latihan adalah dianggap amat penting.</li>
</ol>
<div style="text-align: justify;">
<b>4. Bacaan Ekstensif</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Bacaan ekstensif ialah bacaan meluas yang menekankan aktiviti-aktiviti membaca yang dilakukan di luar kelas. Bacaan ekstensif biasanya memberi tumpuan kepada beberapa aspek terutamanya menitikberatkan aspek pengukuhan asas bacaan, menambah kemahiran memaham dan menaakul isi bacaan, meningkatkan kepantasan membaca, membina dan mengukuh minat membaca dan kebolehan memetik isi-isi penting. Mengikut kebiasaannya, melalui bacaan ekstensif ini murid akan dapat kepuasan dan keseronokan di samping berpeluang menimba ilmu pengetahuan.</div>
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<br /></div>
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<b>Konsep bacaan ekstensif;</b></div>
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<br /></div>
<ol style="text-align: justify;">
<li>Bacaan ekstensif merupakan satu kegiatan membaca yang dilakukan oleh murid di luar kelas secara bersendirian tanpa bimbingan guru.</li>
<li>Bahan bacaan harus luas, bukan sahaja sesuai dari segi perbendaharaan katanya tetapi juga sesuai dengan minat, umur, jantina, pengalaman, sikap dan cita-cita murid itu.</li>
<li>Bahan bacaan ekstensif harus daripada bahan-bahan yang berbeza.</li>
<li>Bacaan ekstensif mengandaikan murid membaca sesuatu bahan tanpa menghadapi kesukaran dan melalui bacaan ekstensif ini murid mendapat kepuasaan, seronok dan terhibur.</li>
</ol>
<div style="text-align: justify;">
Bacaan ekstensif mempunyai peranannya yang tersendiri khususnya dalam pembelajaran bahasa. Antara peranannya ialah;</div>
<ol style="text-align: justify;">
<li><b>Meningkatkan pemahaman murid terhadap bahan bacaan.</b></li>
<li><b>Meningkatkan ketrampilan berbahasa dalam kalangan murid. </b>Dalam hal ini, bacaan ekstensif dapat membantu murid untuk mengenal perkataan dan mengenal simbol-simbol yang terdapat dalam bahan bacaan.</li>
<li><b>Mendedahkan murid kepada aspek-aspek bahasa. </b></li>
<li><b>Menambahkan kosa kata.</b> Kajian menunjukkan kanak-kanak tidak banyak mengetahui atau menguasai kosa kata melalui pembelajaran secara formal. Sebaliknya, penguasaan kosa kata banyak diperoleh melalui bahan bacaan. Malah, penguasaan kosa kata melalui bacaan dapat membantu kanak-kanak memahami kosa kata berkenaan.</li>
<li><b>Membantu murid dalam penulisan</b>. Kajian mendapati kanak-kanak atau murid yang banyak membaca dapat menulis dengan baik. Perkara ini berlaku disebabkan oleh penguasaan ilmu dan pengetahuan yang dimiliki oleh murid berkenaan yang akhirnysa dapat disalurkan dalam penulisan mereka.</li>
<li><b>Memotivasikan murid untuk membaca. </b>Bahan bacaan yang digunakan untuk bacaan ekstensif sebaik-baiknya bersesuaian dengan keperluan, minat dan cita rasa murid. Perkara ini perlu diberi perhatian sebagai usaha untuk menarik minat dan motivasi murid untuk membaca.</li>
<li><b>Mengukuhkan pengetahuan bahasa yang telah dipelajari.</b> Aspek-aspek bahasa yang telah dipelajari sebelumnya di dalam bilik darjah dapat diberi pengukuhan dan penekanan serta dapat diaplikasikan dalam pembelajaran bahasa pada masa yang akan datang.</li>
<li><b>Menyakinkan murid untuk membaca teks yang panjang.</b> Pada kebiasaannya, pengajaran bacaan yang dilakukan di dalam kelas kebanyakannya menggunakan teks yang pendek dan ringkas, serta tumpuan yang terhad kepada aspek tatabahasa dan kosa kata. Sebaliknya, bacaan ekstensif memberi keyakinan kepada murid untuk menerokai aspek-aspek bahasa yang lebih mencabar.</li>
<li><b>Meningkatkan kemahiran dalam membuat jangkaan.</b> Bacaan ekstensif kadangkala melibatkan pengetahuan lepas yang dimilki oleh murid. Pengetahuan ini banyak membantu murid dalam membuat jangkaan terhadap sesuatu kejadian atau situasi yang terdapat dalam bahan bacaan. Perkara ini akan memudahkan murid untuk memahami dan membuat tafsiran terhadap bahan bacaan yang dibaca dengan lebih mudah dan cepat.</li>
</ol>
<div style="text-align: justify;">
<b>Ciri-ciri pendekatan bacaan ekstensif</b></div>
<ol>
<li style="text-align: justify;">Murid membaca seberapa banyak buku yang termampu. Bacaan boleh dilakukan di dalam atau di luar kelas.</li>
<li style="text-align: justify;">Menyediakan bahan bacaan yang pelbagai topik. Perkara ini penting bagi menggalakkan murid membaca dengan pelbagai tujuan dan pelbagai cara.</li>
<li style="text-align: justify;">Murid memilih sendiri bahan untuk dibaca dan seterusnya murid juga dibenarkan menghentikan bacaan sekiranya bahan bacaan berkenaan didapati tidak menarik.</li>
<li style="text-align: justify;">Matlamat membaca untuk keseronokan, mendapat maklumat dan pemahaman secara umum. Matlamat ini dikenal pasti melalui keaslian bahan dan minat murid.</li>
<li style="text-align: justify;">Membaca dilakukan mengikut kehendak murid itu sendiri. Dalam hal ini, latihan yang sedikit ataupun tidak ada latihan diberikan selepas bacaan.</li>
<li style="text-align: justify;">Bahan bacaan bersesuaian dengan ketrampilan berbahasa murid khususnya dari pada aspek kosa kata dan tatabahasa. Penggunaan kamus sebaik-baiknya dielakkan bagi memastikan bacaan berjalan lancer tanpa gangguan.</li>
<li style="text-align: justify;">Bacaan dilakukan bersendirian secara senyap dan mengikut kemampuan sendiri. Murid akan menentukan di mana dan bila mereka akan membaca.</li>
<li style="text-align: justify;">Kelajuan bacaan ditingkatkan terutamanya apabila menmbaca bahan bacaan yang mudah difahami.</li>
<li style="text-align: justify;">Guru memandu murid ke arah mencapai matlamat program, menjelaskan kaedah, memastikan bahan yang dibaca oleh murid dan membimbing murid agar mendapat manfaat daripada bacaan berkenaan.</li>
<li style="text-align: justify;">Guru menjadi model kepada murid dengan menunjukkan manfaat yang diperoleh daripada bahan bacaan.</li>
</ol>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-19223585388741488212012-05-06T09:37:00.002-07:002012-05-06T09:38:26.054-07:00PROSES MEMBACAProses membaca yang bermatlamatkan kefahaman melibatkan proses mental yang kompleks iaitu merangkumi proses-proses seperti yang di bawah;<br />
<ol>
<li>mengecam perkataan</li>
<li>memilih makna yang sesuai.</li>
<li>menghubungkaitkan idea dengan pengetahuan dan pengalaman yang sedia ada.</li>
<li>menyusun idea.</li>
<li>membuat generalisasi.</li>
<li>membuat penilaian.</li>
</ol>
Dalam pengajaran bacaan di sekolah, penekanan diberikan kepada bacaan mekanis dan bacaan mentalis. Pada peringkat awal, proses pengajaran dan pembelajaran bacaan mengutamakan bacaan mekanis, iiatu guru akan memberikan contoh sebutan bunyi-bunyi dan bacaan yang betul dengan kuat dan jelas. Proses ini diikuti oleh murid yang akan membunyikan secara kuat sama ada secara beramai-ramai, berkumpulan ataupun secara individu.<br />
<br />
Murid-murid akan diajar dengan bacaan mentalis atau akaliah setelah mereka menguasai atau berkemahiran dalam bacaan mekanis. Murid-murid diberi masa untuk membaca sesuatu bahan bacaan yang diberikan sebelum bahan berkenaan dibincangkan atau menjawab soalan-soalan untuk menguji kefahaman murid. Bacaan mentalis ini boleh juga diikuti dengan bacaan kuat. Perkara penting yang perlu diketahui oleh guru ialah bacaan mentalis diutamakan bagi murid-murid di sekolah rendah, sementara bacaan mentalis lebih diutamakan pada peringkat sekolah menengah.<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-59084937317123218432012-05-06T09:30:00.001-07:002012-05-06T09:33:49.347-07:00TUJUAN MEMBACATujuan membaca boleh dibahagikan kepada dua, iaitu;<br />
<ol>
<li>Tujuan serta-merta</li>
<li>Tujuan lanjut</li>
</ol>
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<b>1. Tujuan Serta-Merta</b><br />
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Tujuan serta-merta adalah untuk membolehkan murid membaca dan memaham sesuatu bahan yang digunakan. Apabila seseorang murid dikatakan ‘boleh membaca’, maka kenyataan itu bermaksud murid berkenaan boleh membaca dengan cepat, tidak teragakagak, boleh membaca dengan serta-merta dan tidak mengambil masa yang panjang untuk menghabiskan sesuatu bahan bacaan. Selain itu, ‘boleh membaca’ juga bererti murid boleh membaca bersendirian tanpa bergantung kepada bantuan guru.<br />
<br />
Tujuan serta-merta juga mempunyai tujuan-tujuan yang lain;<br />
<ul>
<li>untuk membolehkan murid membaca dengan sebutan dan rentak irama atau intonasi yang betul.</li>
<li>Untuk membolehkan murid membaca senyap tanpa berasa sebarang gangguan.</li>
<li>Untuk mewujudkan sikap suka dan mahu membaca terus menerus dan mencari pengertian daripada yang dibaca.</li>
<li>Untuk menimbulkan minat mahu membaca sebagai alat hiburan atau alat pengisi masa lapang dan menambah pengetahuan.</li>
</ul>
<b>2. Tujuan Lanjut</b><br />
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Tujuan lanjut bermaksud murid dapat membetulkan fahamannya yang salah, membandingkan fikiran dan pengalaman orang lain untuk menyelesaikan masalah hidupnya sendiri. Murid seharusnya dapat berfikir dan melahirkan fikiran dengan cara yang teratur. Apabila mereka boleh membaca maka dapatlah mereka menambah satu lagi alat perhubungan iaitu membolehkan mereka merapatkan diri dengan orang lain yang ada di sekelilingnya. Tujuan lanjut bermatlamat;<br />
<ul>
<li>Sebagai alat untuk meningkatkan pengetahuan dan pengalaman setelah keluar dari sekolah dan juga sebagai satu cara untuk menyambung murid dan.</li>
<li>Merapatkan lagi diri dengan masyarakat dan memudahkan mereka untuk mengikuti perkembangan alam dan manusia. </li>
<li>Meluaskan fahaman serta membetulkan idea-idea yang salah. Menjadikan bahanbahan perbandingan dengan orang lain.</li>
<li>Mendapat bahan fikiran untuk dijadikan panduan hidup iaitu dengan meneladani perkara-perkara yang baik yang dilakukan oleh orang lain.</li>
</ul>
Tujuan membaca juga dapat dilihat berdasarkan kepada tujuan pengajaran dan pembelajaran membaca. Secara umumnya, membaca dilaksanakan bagi mencapai tujuan atau matlamat yang berikut;<br />
<ol>
<li>Membolehkan murid mengenal huruf, menyebut nama dan bunyi huruf.</li>
<li>Melatih murid membaca dengan sebutan, tekanan, nada dan intonasi yang betul.</li>
<li>Membina kebiasaan menuturkan ayat-ayat yang gramatis sebagaimana dalam bahan bacaan yang dibacanya.</li>
<li>Melatih murid membaca secara senyap dan pantas di samping dapat memahami isi yang dibaca dengan pantas juga.</li>
<li>Melatih murid memetik isi-isi bahan bacaan dengan cepat dan tepat dan menyatakan semula kepada orang lain dengan ayat yang betul dan boleh difahami dengan mudah.</li>
<li>Menanamkan kemahiran untuk menjelaskan makna perkataan dan ayat-ayat dengan cepat, jelas dan tepat.</li>
<li>Menghidupkan minat suka menyiasat dan mendalami maksud yang dibaca.</li>
<li>Meluaskan kosa kata, mengenal pasti perbezaan maknanya dalam konteks yang berbeza.</li>
<li>Menambahkan ilmu pengetahuan.</li>
<li>Membina kebolehan menilai, mengulas dan mengkritik bahan yang dibaca dengan jujur.</li>
<li>Membetulkan pengetahuan sedia ada yang salah.</li>
<li>Memudahkan mereka menyelesaikan masalah seharian yang melibatkan diri sendiri dan masyarakat.</li>
<li>Membina sikap, cita-cita dan fikiran yang terbuka dan positif.</li>
<li>Memberi peluang kepada murid uantuk mengetahui hal-hal luar negara.</li>
<li>Membolehkan mereka mengerti dan memahami kehendak, situasi dan aspirasi masyarakat sekelilingnya.</li>
<li>Memperkenalkan keindahan dan keseniaan bahasa di samping menggalakkan mereka dalam bidang penulisan kreatif sekiranya mereka mempunyai minat dan bakat.</li>
<li>Membina sikap suka membaca sama ada untuk hiburan ataupun untuk menambahkan ilmu pengetahuan.</li>
</ol>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-22723970293924841812012-05-06T09:22:00.001-07:002012-05-06T09:32:50.677-07:00KEMAHIRAN MEMBACA 1<b>Pendahuluan</b><br />
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Di dalam topik ini kita akan berbincang beberapa subjek penting yang akan diperjelaskan melalui beberapa konsep dan huraian yang berkaitan dengan kemahiran membaca. Perkara yang akan dibincangkan termasuk definisi kemahiran membaca, tujuan dan proses membaca, jenis-jenis bacaan, ciri ciri pendekatan bacaan ektensif dan peringkat peringkat bacaan.<br />
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<img alt="" height="118" 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" width="320" /><br />
<br />
<b>Definisi Membaca</b><br />
<br />
<ol>
<li>Membaca merupakan satu proses mengubah simbol-simbol grafik iaitu tulisan kepada konsep-konsep intelektual dan proses ini memerlukan daya mental.</li>
<li>Membaca adalah terjemahan daripada bentuk tulisan kepada satu bentuk bahasa yang membolehkan pembaca menimbulkan makna daripada bentuk tulisan berkenaan.</li>
<li>Membaca melibatkan kebolehan mengenal lambang-lambang dan menterjemah lambang-lambang itu semula kepada bunyi bahasa dan memahami makna atau tanggapan yang disampaikan oleh tulisan itu. Oleh itu, untuk membaca seseorang mestilah mengenal dan menyebut lambang-lambang bertulis dan juga mesti mempunyai satu tanggapan bagi memudahkan fahamannya..</li>
<li>Membaca merupakan satu cara untuk memahami pola-pola bahasa daripada bentuknya yang bertulis.</li>
<li>Membaca melibatkan proses mekanikal iaitu membunyikan huruf-huruf yang dicetak dan menjawab beberapa soalan yang berkaitan dengan tajuk yang dibaca dan melibatkan proses pemikiran yang konstruktif.</li>
</ol>
Oleh itu, membaca boleh ditakrifkan sebagai satu perlakuan mendapatkan maklumat melalui lambang-lambang bertulis atau bercetak. Aktiviti membaca melibatkan dua proses, iaitu;<br />
<ol>
<li>Menterjemahkan lambang bertulis atau bercetak kepada bunyi bahasa.</li>
<li>Mendapatkan maklumat atau makna daripada bunyi-bunyi bahasa yang disuarakan itu.</li>
</ol>
Membaca juga boleh dimaksudkan sebagai menyuarakan tulisan, mengambil isi dan fikiran yang tertulis dan memahamkan kandungannya. Mengajar membaca bererti mengajar murid memindahkan tulisaan kepada suara serta melatih mereka memahami apa yang terkandung dalam bacaan itu.<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-32895305186083567342011-10-09T10:26:00.000-07:002011-10-09T10:26:52.536-07:00PENGAJARAN DAN PEMBELAJARAN LISANPerancangan aktiviti lisan melibatkan tiga peringkat iaitu:<br />
(a) Peringkat persediaan<br />
(b) Peringkat pelaksanaan aktiviti<br />
(c) Peringkat susulan dan penilaian<div style="text-align: justify;"><b>Peringkat Persediaan</b><br />
Tiga perkara yang boleh dilakukan oleh guru ialah;<br />
(i) Guru menerangkan tugasan yang akan dilakukan oleh murid atau membuat tunjuk cara serta memberi contoh.<br />
(ii) Guru mengedarkan bahan-bahan yang diperlukan untuk membuat aktiviti.<br />
Contohnya, kad kiu, bahan stensilan dan peralatan lain yang mungkin diperlukan.<br />
(iii) Guru memastikan semua alat dan bahan mencukupi dan murid memahami tugasan.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Peringkat Pelaksanaan Aktiviti</b><br />
Dua perkara yang berlaku semasa peringkat pelaksanaan aktiviti iaitu;<br />
(i) Murid menjalankan tugasan seperti yang diarahkan.<br />
(ii) Guru menyelia dan membimbing kelas, kumpulan atau pasangan yang mengambil bahagian.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Peringkat Susulan dan Penilaian</b></div><div style="text-align: justify;"><br />
Dalam sesuatu waktu pengajaran dan pembelajaran, aktiviti susulan dan penilaian perlu dilakukan oleh guru untuk mendapatkan maklum balas bagi aktiviti-aktiviti yang telah dilaksanakan oleh murid. Penilaian yang dimaksudkan bukanlah dalam bentuk penilaian formal tetapi lebih merupakan penilaian berterusan. Contoh aktiviti susulan dan penilaian yang boleh dijalankan ialah seperti mengadakan perbincangan dan kemudian guru memberi maklum balas tentang prestasi dan pencapaian murid. Sebagai pengukuhan guru digalakkan memberi kerja rumah yang berkaitan untuk aktiviti susulan.</div><div style="text-align: justify;"><br />
Dalam pengajaran dan pembelajaran bertutur, guru digalakkan membentuk kumpulankumpulan kecil supaya ramai murid dapat mengambil bahagian yang aktif dalam masa yang terhad. Kemahiran bertutur ini harus digabung jalin dengan kemahiran-kemahiran bahasa yang lain untuk melahirkan satu kesepaduan yang bermakna. Penggabungjalinan juga penting dijalankan untuk mengukuhkan pembelajaran murid.</div><div style="text-align: justify;"><br />
Beberapa aktiviti yang boleh dirancang dalam kemahiran bertutur ialah;<br />
(a) Aktiviti berbual<br />
(b) Dalam melaksanakan aktiviti ini guru menyediakan beberapa tajuk yang sesuai dengan tahap kebolehan berbahasa serta persekitaran murid. Guru juga boleh melaksanakan aktiviti dengan secara berdua ataupun secara berkumpulan.<br />
(c) Aktiviti bercerita<br />
(d) Guru memberikan garis panduan bagi memudahkan murid bercerita, misalnya tema dan masa yang diperuntukkan. Guru juga boleh menyediakan tempat yang sesuai supaya aktiviti itu menjadi menarik dan dapat menggalakkan murid untuk bercerita.<br />
(e) Aktiviti berlakon<br />
(f) Aktiviti berlakon dapat meningkatkan kemahiran lisan murid. Oleh itu, guru perlu menggalakkan murid mengambil bahagian dalam aktiviti ini. Aktiviti berlakon boleh dijalankan di dalam kelas ataupun di luar kelas. Sekiranya aktiviti itu dijalankan di luar kelas, misalnya di dewan sekolah, maka murid akan membuat persediaan yang lebih rapi dan bersungguh-sungguh.<br />
(g) Aktiviti berpuisi<br />
(h) Aktiviti ini boleh dijalankan secara individu ataupun kumpulan. Guru menyediakan puisi sama ada puisi moden ataupun puisi tradisional dan meminta murid membacanya. Aktiviti ini menjadi lebih menarik sekiranya tajuk puisi yang digunakan itu dimaklumkan lebih awal kepada murid. Langkah ini dapat memberi peluang kepada murid untuk berlatih, iaitu membaca dan menghayati puisi berkenaan.<br />
(i) Aktiviti bercakap berdasarkan gambar<br />
(j) Aktiviti ini dijalankan mengikut prestasi murid. Guru boleh menyediakan pelbagai gambar yang menarik minat murid untuk bercerita atau menerangkan sesuatu perkara yang terdapat dalam gambar berkenaan. Aktiviti ini boleh dijalankan dengan menggunakan gambar tunggal ataupun gambar bersiri.<br />
(k) Aktiviti melaporkan berita<br />
(l) Guru meminta murid melaporkan sesuatu berita tentang sesuatu perkara atau peristiwa yang mereka pernah terbaca, melihat, alami atau mendengar daripada orang lain.</div><div style="text-align: justify;">(m) Aktiviti berbahas atau bersyarah<br />
(n) Guru memberi tajuk syarahan atau perbahasan kepada murid. Syarahan boleh dijalankan secara individu sementara perbahasan dijalankan secara kumpulan. Guru menjelaskan syarat-syarat syarahan dan bahasa kepada murid.<br />
(o) Aktiviti menyanyi<br />
(p) Pada kebiasaannya,murid-murid berasa seronok apabila guru menjalankan aktiviti menyanyi. Dalam aktiviti ini, guru boleh menyanyikan lagu kanak-kanak yang mengandungi perkataan yang mudah untuk disebut dan difahami bagi kanak-kanak pada peringkat rendah. Aktiviti menyanyi boleh meningkatkan kebolehan murid dalam sebutan dan intonasi.<br />
(q) Aktiviti perbincangan<br />
(r) Aktiviti ini lebih sesuai dijalankan bagi murid yang berada di sekolah menengah ataupun bagi murid tahap dua di sekolah rendah. Perbincangan boleh dijalankan secara kelas ataupun secara kumpulan. Guru membahagikan murid mengikut kumpulan tertentu dan perbincangan bermula dengan membincangkan sesuatu tajuk dalam kumpulan masing-masing. Langkah seterusnya ialah hasil perbincangan itu akan dilaporkan oleh ketua kumpulan kepada kelas untuk disoal jawab.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Memilih dan Menggunakan Bahan Pengajaran Kemahiran Lisan</b></div><div style="text-align: justify;"><br />
Guru boleh memilih alat atau bahan pengajaran dan pembelajaran berdasarkan kriteria yang berikut;<br />
(a) bahan yang sedia ada<br />
(b) kesesuaian dengan objektif pengajaran<br />
(c) keberkesanannya.</div><div style="text-align: justify;"><br />
Alat atau bahan bantuan mengajar boleh dibahagikan kepada tujuh kategori iaitu;<br />
<b>(a) Guru, murid dan bilik darjah</b><br />
Gerak laku guru dan murid boleh dimanfaatkan sebaik-baiknya untuk membantu proses pengajaran dan pembelajaran, misalnya;<br />
(i) guru menaikkan dan menurunkan tangan kanan atau menggerakkan kepala bagi menunjukkan perbezaan intonasi dalam pertuturan .<br />
(ii) Guru menunjukkan cara-cara membunyikan sesuatu sebutan.<br />
(iii) Guru menggunakan papan tulis untuk mencatat perkataan atau frasa yang perlu digunakan oleh murid apabila bertutur.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>(b) Objek Sebenar</b><br />
Objek yang biasa digunakan sehari-hari boleh dijadikan alat dan bahan pengajaran yang berkesan, untuk membolehkan murid;<br />
(i) Mengaitkan konsep dengan bunyi, contohnya, bunyi pelbagai kenderaan, mergastua dan air dengan menggunakan alat audio seperti radio dan pita rakaman.<br />
(ii) Mengaitkan situasi dengan pertuturan sebenar yang sedang berlaku.<br />
Contohnya, pertuturan sekumpulan manusia di stesen bas berbeza dengan pertuturan di pasar. Contoh ini boleh ditunjukkan atau didengar melalui alat audio dan visual seperti televisyen, video, filem dan transperansi.<br />
(iii) Bahan sebenar seperti tiket bas, menu, butang baju pelbagai warna dan saiz, buku, majalah, kalendar dan borang adalah bahan yang boleh digunakan secara kreatif sebagai bahan bertutur.</div><div style="text-align: justify;"><br />
<b>(c) Gambar</b><br />
Guru digalakkan mempunyai fail untuk menyimpan gambar yang boleh digunakan dalam pengajaran dan pembelajaran bertutur. Sama ada gambar tunggal atau gambar bersiri boleh digunakan sebagai bahan rangsangan untuk murid-murid bercerita, berlakon, berpuisi dan berdialog. Gambar-gambar yang digunakan hendaklah sesuai dari segi saiz, terang dan jelas.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>(d) Grafik</b><br />
Pelbagai grafik boleh digunakan sebagai bahan rangsangan yang baik untuk bertutur, seperti;<br />
(i) Pelbagai jenis carta misalnya carta pai, carta palang, carta lingkaran dan carta organisasi seperti carta keluarga.<br />
(ii) Jadual yang mengandungi maklumat untuk aktiviti pertuturan, misalnya jadual waktu, jadual perjalanan dan jadual tugas.<br />
(iii) Pelan dan peta yang menunjukkan arah perjalanan atau kedudukan sesuatu tempat.</div><div style="text-align: justify;"><br />
<b>(e) Kad</b><br />
Pelbagai jenis kad boleh digunakan sebagai bahan rangsangan, seperti;<br />
(i) kad perkataan- untuk memperkenalkan perkataan-perkataan baru dan penting bagi digunakan dalam pertuturan. Penggunaan kad sebagai alat dan bahan bantuan mengajar akan lebih licin dan kemas sekiranya guru menggunakannya di atas papan flanel dan carta poket.<br />
(ii) Kad arahan atau kad peranan – mengandungi arahan tentang peranan yang harus dimainkan oleh murid dalam situasi tertentu semasa berlakon atau main peranan.</div><div style="text-align: justify;"><br />
<b>(f) Bahan nyanyian, puisi dan permainan</b><br />
Bahan ini dapat mewujudkan suasana gembira dalam kalangan murid. Penggunaannnya harus diawasi supaya objektif pengajaran dan pembelajaran tidak diabaikan. Permainan bahasa yang dirancang secara teliti akan dapat membantu pencapaian objektif bertutur. Melalui permainan murid dapat menggunakan kemahiran bertutur dalam keadaan bersahaja. Permainan bahasa dapat menambah kepelbagaian situasi pembelajaran, memberi motivasi dan peluang kepada murid mempelajari bahasa.</div><div style="text-align: justify;"><br />
<b>(g) Alat dan bahan yang dibeli</b><br />
Alat dan bahan pengajaran dan pembelajaran dalam kategori ini terdiri daripada perkakasan dan perisian. Alat dan bahan ini agak mahal dan penggunaannya bergantung pada kemudahan fizikal yang disediakan di sekolah. Contohnya;<br />
(i) makmal bahasa untuk melatih murid dari segi sebutan, intonasi dan perbualan.<br />
(ii) Filem, rancangan televisyen dan plastik lutsinar/ transperansi.<br />
(iii) Komputer.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Penilaian</b></div><div style="text-align: justify;"><br />
Ujian bertutur boleh dilakukan melalui;<br />
<b>(a) Tugasan dalam ujian bertutur</b></div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
(i) Memadankan</div><div style="text-align: justify;">• memadankan objek dengan tulisan<br />
• memadankan gambar dengan tempatnya<br />
• memadankan harga dengan objek</div><div style="text-align: justify;"><br />
(ii) Mengelompok<br />
• Mengelompokkan haiwan mengikut jenis dan habitatnya.<br />
• Mengelompokkan pelbagai jenis warna.<br />
• Mengelompok dan menerangkan jenis-jenis kenderaan dankegunaannya.</div><div style="text-align: justify;"><br />
(iii) Menyusun dan melengkapkan<br />
• Menyusun maklumat mengikut saiz, umur dan kepentingan serta melaporkan dalam bentuk pertuturan.<br />
• Menyusun semula perkataan sehingga menjadi ayat dan seterusnya menjadi sebuah cerita yang diperdengarkan semula.<br />
• Mencari perkataan dan idea yang sengaja ditinggalkan dan menyusun sehingga menjadi cerita yang lengkap untuk disampaikan kepada rakanrakan.</div><div style="text-align: justify;"><br />
(iv) Menyelesaikan masalah<br />
• Menerangkan cara untuk sampai ke sesuatu destinasi dengan selamat.<br />
• Berbincang dan membuat keputusan tentang apa yang perelu dilakukan, seperti kehilangan adik di pusat membeli-belah.<br />
• Berbincang untuk memilih orang yang paling layak bagi memikul sesuatu tugas, seperti memilih ketua darjah.</div><div style="text-align: justify;"><br />
(v) Berinteraksi</div><div style="text-align: justify;">• Berinteraksi menggunakan telefon<br />
• Berinteraksi dalam perbincangan tentang sesuatu rancangan televisyen.<br />
• Berinteraksi menyampaikan maklumat yang berupa pesanan, arahan dan<br />
permintaan.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">(vi) Simulasi<br />
• Bermain peranan sebagai pemandu dan penumpang teksi.<br />
• Berbincang untuk membeli-belah bagi mengadakan jamuan hari jadi.<br />
• Menyambut tetamu di rumah.<br />
</div><div style="text-align: justify;">(vii) Projek<br />
• Berbincang untuk mengelolakan satu persembahan kelas bagi majlis<br />
Penyampaian Hadiah sekolah.<br />
• Berbincang bagi menyediakan rancangan siaran radio kanak-kanak.<br />
• Berbincang untuk mengelolakan lawatan kelas ke kilang.</div><br />
<b>Pengendalian Ujian Bertutur</b><br />
<br />
(a) Ujian secara kumpulan<br />
• Terdiri daripada 4 – 6 orang murid<br />
• Panjang masa perbualan tidak lebih dari 30 minit.<br />
<br />
(b) Ujian secara individu<br />
• Panjang masa menguji yang sesuai.<br />
• Dilaksanakan secara ringkas.Unknownnoreply@blogger.com5tag:blogger.com,1999:blog-852388872551191643.post-24532931890444636962011-10-09T10:08:00.000-07:002011-10-09T10:08:49.753-07:00KEMAHIRAN BERTUTUR<div style="text-align: justify;">Bertutur merupakan satu cara berkomunikasi yang kompleks dan melibatkan proses mental yang menggerakkan alat pertuturan untuk mengeluarkan bunyi bahasa yang bermakna. Di samping penghasilan bunyi bahasa, seseorang itu akan menggunakan unsur-unsur prosodi dan cara paralinguistik semasa bertutur bagi menguatkan maksud pertuturan. Unsur prosodi ialah intonasi, nada, tekanan, sebutan dan jeda. Manakala unsur para linguistik ialah bahasa isyarat dan pergerakan badan. Bertutur ialah kegiatan melafazkan bunyi-bunyi yang dilahirkan daripada alat-alat sebutan atau dikenali juga sebagai artikulator. Bertutur merupakan kemahiran berinteraksi dalam suasana berbahasa dan berlaku pada peringkat produksi. Oleh sebab itu, model-model yang diperdengar haruslah model-model yang baik yang membolehkan pelajar-pelajar bertutur secara berkesan.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Beberapa konsep pertuturan</b></div><div style="text-align: justify;"><b> </b><br />
(a) Pertuturan ialah gabungan bunyi-bunyi bahasa yang dilafazkan.<br />
(b) Pertuturan berlaku pada peringkat produksi. Ia berlaku setelah si penutur itu dapat mendengar dan memahami dengan baik apa yang didengarnya.<br />
(c) Aspek fizikal, kesihatan, persekitaran, dan jantina boleh mempengaruhi kemahiran bertutur.<br />
(d) Individu lebih banyak belajar bertutur melalui pengalaman daripada kecerdasan otaknya.<br />
(e) Pertuturan yang baik boleh dikuasai dengan memberi tumpuan kepada aspek fonologi, struktutr, intonasi dan penguasaan sistem bunyi yang lain.</div><div style="text-align: justify;"><br />
Berdasarkan sukatan pelajaran bahasa Melayu, kemahiran lisan melibatkan kemahiran yang berkaitan dengan aktiviti yang berikut:</div><div style="text-align: justify;">(a) Berkaitan dengan kemahiran mendengar dan menyebut atau mengajuk bunyi dan suara.<br />
(b) Kemahiran yang berhubung dengan arahan dan permintaan terutama yang berkaitan dengan diri dan masyarakat setempat.<br />
(c) Pengucapan yang berunsur sosial dan bermoral.<br />
(d) Soal jawab dengan tujuan untuk berinteraksi, sosialisasi dan berkomunikasi.<br />
(e) Bercerita sebagai cara untuk menyampaikan pengalaman dan perasaan individu.<br />
(f) Berita dan laporan iaitu kemahiran melahirkan semula pengalaman dan pengamatan secara lisan dalam struktur ayat dan frasa yang baik.<br />
(g) Kemahiran bersyarah dengan menggunakan bahasa, intonasi, gaya di samping suara yang baik dan jelas maksudnya.<br />
(h) Lakonan dan puisi iaitu kemahiran menyampaikan pendapat dalam gaya yang menarik dan serentak.<br />
(i) Perbincangan dan perbahasan iaitu kemahiran mengeluarkan pendapat di samping mempertikaikan pendapat orang lainsecara serentak.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Aspek-aspek penting dalam kemahiran bertutur</b><br />
(a) Sebutan<br />
(b) Tekanan<br />
(c) Mora (panjang-pendek)<br />
(d) Jeda (persendian)<br />
(e) Intonasi<br />
(f) Nada<br />
(g) Tatabahasa<br />
(h) Kelancaran<br />
(i) Kefasihan<br />
(j) Laras bahasa</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Tujuan bertutur</b></div><div style="text-align: justify;"><br />
Kemahiran bertutur diajarkan untuk membolehkan murid bertutur dan mengeluarkan buah fikiran dengan menggunakan bahasa yang sesuai dalam pelbbagai keadaan perhubungan seperti perbualan dengan rakan-rakan, guru, ibu bapa serta dalam aktiviti perbahasan dan syarahan. Dalam menguasai kemahiran tersebut, guru haruslah memastikan murid boleh bertutur dalam bahasa Melayu dengan betul dari segi sebutan, intonasi serta menggunakan perkataan dan ayat dengan tepat.</div><div style="text-align: justify;"><br />
Pengajaran dan pembelajaran bertutur haruslah membolehkan murid;<br />
(a) Menyebut dengan jelas.<br />
(b) Menyampaikan atau melahirkan pendapat peribadi.<br />
(c) Menunjukkan arah.</div><div style="text-align: justify;">(d) Bertemu ramah.<br />
(e) Memberi penerangan dan memberi alasan.<br />
(f) Membina soalan untuk mencari maklumat.<br />
(g) Bertukar-tukar pendapat dan maklumat.<br />
(h) Melaporkan peristiwa dan memberi sesuatu huraian dengan tepat.<br />
(i) Bertutur secara bertatasusila.<br />
(j) Bertutur menggunakan bahasa yang tepat dan sesuai dengan pendengar dan situasi.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div style="text-align: justify;"><b>Peringkat-peringkat Kemahiran Bertutur</b></div><div style="text-align: justify;"><br />
<b>Aktiviti Peringkat Awal</b></div><div style="text-align: justify;">(a) Melafazkan pengucapan bertatasusila.<br />
(b) Mengajuk perkataan dan ayat-ayat yang didengar.<br />
(c) Menyoal untuk mendapatkan maklumat.<br />
(d) Membuat teguran atau kenyataan mengenai sesuatu situasi.<br />
(e) Menyoal soalan-soalan mudah berdasarkan situasi tertentu.<br />
(f) Bertindak terhadap soalan-soalan mudah.<br />
(g) Memberi arahan.<br />
(h) Membuat ayatr-ayat mengenai diri sendiri, rakan, ibu bapa dan sebagainya.<br />
(i) Membuat ayat-auyat daripada gambar.</div><div style="text-align: justify;"><br />
<b>Aktiviti Peringkat Pertengahan</b></div><div style="text-align: justify;">(a) Membuat deskripsi tentang objek atau gambar.<br />
(b) Bercerita berdasarkan satu siri gambar atau gambar bersiri<br />
(c) Mendeskripsi pengalaman atau sesuatu peristiwa.<br />
(d) Memberi satu siri arahan untuk membuat sesuatu.<br />
(e) Membaca iklan dan peraturan.<br />
(f) Memberi ucapan pendek dan mudah.<br />
(g) Memberi komen secara mudah.<br />
(h) Menyoal dan menjawab soalan-soalan berhubung dengan peribadi seseorang, masa<br />
bersekolah, persekitaran, di rumah dan sebagainya.<br />
(i) Mengambil bahagian dalam perbualan mudah.<br />
(j) Membuat ulasan, memberi pendapat atau pandangan secara mudah.</div><div style="text-align: justify;"><br />
<b>Aktiviti Peringkat Maju</b><br />
(a) Mendeskripsikan sesuatu peristiwa, objek, permainan, proses dan sebagainya.<br />
(b) Bercerita dengan menggunakan alat pandang atau tanpa menggunakannya</div><div style="text-align: justify;">(c) Mengambil bahagian dalam perbincangan, perbualan atau dialog.<br />
(d) Bertanya untuk mendapatkan maklumat.<br />
(e) Menerangkan proses, kejadian, prosedur dan peraturan.<br />
(f) Memberitahu arah atau hala sesuatu tempat.<br />
(g) Memberikan ceramah atau syarahan.<br />
(h) Mengambil bahagian dalam perbahasan, diskusi, forum, perbincangan, seminar dan lain-lain.<br />
(i) Mengambil bahagian dalam drama atau lakonan.<br />
(j) Mendeklamasi puisi.<br />
(k) Menyampaikan komen, laporan atau ulasan.<br />
(l) Mengkritik cerpen, pendapat, puisi, novel dan sebagainya.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-852388872551191643.post-55075651205938836232011-10-09T09:53:00.000-07:002011-10-09T09:59:15.743-07:00PERINGKAT-PERINGKAT KEMAHIRAN MENDENGARKemahiran mendengar melibatkan dua peringkat kemahiran.<br />
i. Peringkat pertama ialah menerima dan membezakan bunyi-bunyi bahasa yang hampir sama.<br />
ii. Peringkat kedua ialah memahami bunyi bahasa yang bermakna seperti perkataan, frasa, klausa dan ayat<br />
<br />
<b>Peringkat Pertama: </b><br />
<b>Menerima dan membezakan bunyi-bunyi bahasa yang hampir sama.</b><br />
<br />
Contoh:<br />
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 5.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="4" style="background: #FABF8F; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 7.0cm;" valign="top" width="265"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">b - p</span></b></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">bagi</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">pagi</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kibas</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kipas</span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">baba</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">bapa</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">betis</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">petis</span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">jambi</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">jambi</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">bajak</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">pajak</span></div></td> </tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">bawang</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">pawang</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">lobak</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">lopak</span></div></td> </tr>
</tbody></table><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 5.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="4" style="background: #FABF8F; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 7.0cm;" valign="top" width="265"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">d - l</span></b></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dari</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">lari</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">daki</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Laki</span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">ladang</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">lalang</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dayang</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">layang</span></div></td> </tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dentum</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">lentum</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dagu</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">lagu</span></div></td> </tr>
</tbody></table><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 5.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="4" style="background: #FABF8F; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 7.0cm;" valign="top" width="265"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">s - t</span></b></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">beras</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">berat</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">sari</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">tari</span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kelas</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kelat</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">surat</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">tulat</span></div></td> </tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">keras</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kerat</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kabus</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kabut</span></div></td> </tr>
</tbody></table><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 5.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="4" style="background: #FABF8F; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 7.0cm;" valign="top" width="265"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">g - k</span></b></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">gali</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kali</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">tegak</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">tekak</span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">geli</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">keli</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">guli</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">keli </span></div></td> </tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;"> <td style="background: #FABF8F; border-top: none; border: solid black 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">garang</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">karang</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">gaya</span></div></td> <td style="background: #FABF8F; border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-background-themecolor: accent6; mso-background-themetint: 153; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kaya</span></div></td> </tr>
</tbody></table><br />
<b>Peringkat Kedua:</b><br />
<b>Memahami bunyi bahasa yang bermakna seperti perkataan, frasa, klausa dan ayat</b><br />
<br />
<div style="text-align: justify;">Pemahaman tentang bunyi bahasa bergantung pada pengetahuan, pengalaman budaya dan sikap pendengar itu. Untuk memahami bunyi bahasa, seseorang itu perlu mempunyai unsur-unsur kefahaman yang berikut;<br />
(a) Pengetahuan tentang sistem bahasa.<br />
(b) Pengetahuan tentang situasi berlakunya pertuturan yang didengar.<br />
(c) Pengetahuan yang sedia ada pada pendengar, seperti fakta dan budaya bahasa yang didengar serta bagaimana bahasa digunakan.</div><div style="text-align: justify;"><br />
Kemahiran mendengar boleh juga dibahagikan kepada tiga peringkat mengikut perkembangan individu tertentu iaitu:<br />
i. Peringkat Pertama (Peringkat Awal) <br />
ii. Peringkat Kedua (Peringkat Pertengahan)<br />
iii. Peringkat Ketiga (Peringkat Maju) <br />
<br />
<b>Peringkat Pertama</b><br />
<br />
Peringkat pertama dikenali sebagai peringkat awal. Pada peringkat ini beberapa kemahiran mendengar yang perlu dikuasai ialah;<br />
(a) Mengecam, mengajuk dan memilih bunyi.<br />
(b) Mendengar dan mengecam makna perkataan, rangkai kata dan ayat-ayat.<br />
(c) Melakukan sesuatu yang disuruh.<br />
(d) Menjalankan perintah dan permintaan.<br />
(e) Bertindak terhadap soalan-soalan mudah.<br />
(f) Mengingat dan memadankan perkataan dan ayat-ayat mudah secara tepat.</div><br />
<b>Peringkat Kedua</b> <br />
<br />
Peringkat kedua ialah peringkat pertengahan. Pada peringkat ini beberapa kemahiran yang perlu dikuasai ialah;<br />
(a) Mengecam dan mengingat fakta dan butiran secara tepat dan terperinci.<br />
(b) Mengenal maklumat khusus.<br />
(c) Mengesan urutan.<br />
(d) Mengenal sebab dan akibat.<br />
(e) Mengenal perhubungan orang–orang yang berinteraksi.<br />
(f) Mengenal sikap dan perasaan orang yang bercakap.<br />
<br />
<b>Peringkat Ketiga</b><br />
<br />
Peringkat ketiga ialah peringkat maju. Pada peringkat ini kemahiran yang perlu dikuasai ialah;<br />
(a) Mengenal isi-isi penting.<br />
(b) Mengetahui peranan dan perhubungan orang yang bercakap.<br />
(c) Memberitahu fungsi tekanan dan intonasi.<br />
(d) Mentafsirkan maksud orang yang bercakap.<br />
(e) Mengikut aliran dalam dialog atau perbualan.<br />
(f) Mencari jalan mengatasi masalah yang didengar.<br />
(g) Mentafsirkan tujuan penutur menggunakan berbagai-bagai bentuk struktur tatabahasa.<br />
<br />
<b>Pelaksanaan aktiviti pengajaran dan pembelajaran kemahiran mendengar</b><br />
<br />
Dalam melaksanakan aktiviti mendengar, guru perlu merancang aktiviti pengajaran dan pembelajaran bagi memastikan pengajaran berjalan dengan berkesan. Perancangan boleh dilakukan mengikut tiga peringkat yang berikut:<br />
1. Peringkat Pramendengar<br />
2. Peringkat Semasa Mendengar<br />
3. Peringkat Selepas Mendengar<br />
<br />
<b>Peringkat Pramendengar</b><br />
• Guru memberi tugasan atau soalan kepada murid sebelum mereka mula mendengar.<br />
• Guru memberi gambaran yang menyeluruh atau penerangan ringkas tentang apa yang hendak diperdengarkan.<br />
• Guru memberi arahan yang jelas tentang tugasan dan memastikan bahan rangsangan dalam keadaan baik serta mencukupi untuk digunakan dalam aktiviti berkenaan.<br />
• Guru memastikan murid dalam keadaan bersedia untuk mengikuti aktiviti.<br />
<br />
<b>Peringkat Semasa Mendengar</b><br />
• Guru memastikan murid menumpukan sepenuh perhatian terhadap bahan rangsangan.<br />
• Guru hendaklah mengatasi sebarang gangguan atau masalah yang timbul secepat mungkin semasa aktiviti mendengar dijalankan.<br />
<br />
<b>Peringkat Selepas Mendengar</b><br />
• Guru menghuraikan tentang apa yang dikemukakan oleh murid dalam bahan rakaman yang mungkin menyulitkan pemahaman mereka.<br />
• Guru memberi penekanan kepada aspek-aspek penting dalam bahan itu.<br />
• Guru memastikan murid menyempurnakan tugasan dan membuat pengukuhan.<br />
• Guru menjalankan aktiviti tindakan susulan yang bersesuaian dengan aktiviti berkenaan.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-852388872551191643.post-46402107333329789692011-10-09T09:26:00.000-07:002011-10-09T09:28:44.924-07:00KEMAHIRAN LISAN<div style="text-align: justify;">Kemahiran mendengar ialah kemahiran lisan yang paling asas dan kemahiran ini berlaku pada peringkat penerimaan. Seseorang yang telah menguasai kemahiran mendengar dengan baik biasanya dapat mendengar dengan baik apa sahaja yang dituturkan oleh orang lain dan dapat pula memahami maksud serta membuat tafsiran daripada apa yang didengarnya.</div><div style="text-align: justify;"><br />
Kemahiran mendengar melibatkan kemahiran menerima maklumat secara lisan. Proses mendengar merupakan satu proses fizikal yang melibatkan telinga sebagai alat penerima bunyi bahasa. Proses memahami pendengaran pula melibatkan proses psikologi dan mental seperti pengamatan, kecerdasan dan pemikiran yang disepadukan untuk membolehkan seseorang itu memahami apa yang didengarnya dan membuat tindak balas yang sesuai.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>KONSEP PENTING DI DALAM PENDENGARAN</b></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Beberapa konsep penting tentang pendengaran, iaitu;<br />
(a) Individu lebih banyak belajar mendengar melalui pengalaman daripada kecerdasan otaknya.<br />
(b) Pendengaran merupakan gabungan daripada segala yang didengar difaham dan diingat.<br />
(c) Aspek fizikal, psikologi dan neurologi mempengaruhi proses pendengaran.<br />
(d) Pendengaran berlaku melalui latihan-latihan khas yang dilakukan secara berperingkat-peringkat.<br />
(e) Pendengaran harus berlaku melalui fikiran dan bukan perasaan.<br />
(f) Pendengaran yang cekap memerlukan penyatuan idea yang logik dan berkesan.<br />
(g) Pendengaran untuk mengkritik memerlukan pendengaran yang berpusatkan idea utama, hujah-hujah dan bukti-bukti.<br />
(h) Pendengaran untuk tujuan apresiasi memerlukan analisis kritis terhadap bentuk dan isi.<br />
(i) Pendengaran untuk tujuan hiburan melibatkan tindak balas positif terhadap muzik, kesusasteraan dan lain-lain aspek seni dan estetika.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>JENIS DAN PROSES MENDENGAR</b></div><div style="text-align: justify;"><br />
Mendengar adalah satu proses yang aktif kerana berlaku tindak balas selepas mendengar. Mendengar melibatkan dua proses, iaitu;</div><div style="text-align: justify;"><br />
<b>(a) Membuat jangkaan</b><br />
Apabila kita mendengar kita akan membuat jangkaan dalam fikiran terhadap apa yang akan kita dengar seterusnya.<br />
Contohnya, apabila kita mendengar berita tentang banjir kilat yang melanda Kuala Lumpur, kita akan membuat jangkaan tentang kemungkinan lain yang berkaitan dengan peristiwa tersebut.</div><div style="text-align: justify;"><br />
<b>(b) Menentukan Tujuan</b><br />
Untuk menjadi pendengar yang berkesan, seseorang itu perlu mempunyai tujuan tertentu untuk mendengar. Tujuan mendengar mungkin untuk mendapat hiburan, pengetahuan dan maklumat. Sekiranya kita mendengar tanpa tujuan, apa yang didengar itu tidak bermakna.</div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div>Unknownnoreply@blogger.com0