tag:blogger.com,1999:blog-35032661377195963392024-03-21T08:02:08.591-07:00Berbagi-ArtikelSebagai wadah untuk menuangkan inspirasi , ilmu, pengalaman, trik dan saran mengenai software komputer . Tidak Ada yang sempurna didunia ini. Indahnya Berbagi .fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.comBlogger197125tag:blogger.com,1999:blog-3503266137719596339.post-50071559635793658612016-06-08T07:16:00.002-07:002016-06-08T07:16:16.031-07:00Peraturan dan Regulasi (UU No.19 tentang Hak Cipta, UU No.36 tentang Telekomunikasi & Undang-undang Informasi dan Transaksi Elektronik)Peraturan dan Regulasi<br />
<br />
UU No.19 tentang Hak Cipta<br />
<br />
Berdasarkan UU RI no 19 tahun 2002<br />
<br />
Bab 1 mengenai Ketentuan Umum, pasal 1<br />
<br />
Hak Cipta adalah hak eksklusif bagi Pencipta atau penerima hak untuk mengumumkan atau memperbanyak Ciptaannya atau memberikan izin untuk itu dengan tidak mengurangi pembatasan-pembatasan menurut peraturan perundang-undangan yang berlaku.<br />
<br />
Pencipta adalah seorang atau beberapa orang secara bersama -sama yang atas inspirasinya melahirkan suatu Ciptaan berdasarkan kemampuan pikiran, imajinasi, kecekatan, keterampilan, atau keahlian yang dituangkan ke dalam bentuk yang khas dan bersifat pribadi.<br />
<br />
Ciptaan adalah hasil setiap karya Pencipta yang menunjukkan keasliannya dalam lapangan ilmu pengetahuan, seni, atau sastra.<br />
<br />
Pemegang Hak Cipta adalah Pencipta sebagai Pemilik Hak Cipta, atau pihak yang menerima hak tersebut dari Pencipta, atau pihak lain yang menerima lebih lanjut hak dari pihak yang menerima hak tersebut.<br />
<br />
Hak Terkait adalah hak yang berkaitan dengan Hak Cipta, yaitu hak eksklusif bagi Pelaku untuk memperbanyak atau menyiarkan pertunjukannya; bagi Produser Rekaman Suara untuk memperbanyak atau menyewakan karya rekaman suara atau rekaman bunyinya, dan bagi Lembaga Penyiaran untuk membuat, memperbanyak, atau menyiarkan karya siarannya<br />
<br />
Lisensi adalah izin yang diberikan oleh Pemegang Hak Cipta atau Pemegang Hak Terkait kepada pihak lain untuk mengumumkan dan/atau memperbanyak Ciptaannya atau produk Hak Terkaitnya dengan persyaratan tertentu.<br />
<br />
<br />
<br />
Ketentuan Umum<br />
<br />
Pada dasarnya, hak cipta merupakan “hak untuk menyalin suatu ciptaan”. Hak cipta dapat juga memungkinkan pemegang hak tersebut untuk membatasi penggandaan tidak sah atas suatu ciptaan. Pada umumnya pula, hak cipta memiliki masa berlaku tertentu yang terbatas.<br />
<br />
Hak cipta berlaku pada berbagai jenis karya seni atau karya cipta atau “ciptaan”. Ciptaan tersebut dapat mencakup puisi, drama, serta karya tulis lainnya, film, karya-karya koreografis (tari, balet, dan sebagainya), komposisi musik, rekaman suara, lukisan, gambar, patung, foto, perangkat lunak komputer, siaran radio dan televisi, dan (dalam yurisdiksi tertentu) desain industri. Hak cipta merupakan salah satu jenis hak kekayaan intelektual, namun hak cipta berbeda secara mencolok dari hak kekayaan intelektual lainnya (seperti paten, yang memberikan hak monopoli atas penggunaan invensi), karena hak cipta bukan merupakan hak monopoli untuk melakukan sesuatu, melainkan hak untuk mencegah orang lain yang melakukannya.<br />
<br />
Di Indonesia, masalah hak cipta diatur dalam Undang-undang Hak Cipta, yaitu, yang berlaku saat ini, Undang-undang Nomor 19 Tahun 2002. Dalam undang-undang tersebut, pengertian hak cipta adalah “hak eksklusif bagi pencipta atau penerima hak untuk mengumumkan atau memperbanyak ciptaannya atau memberikan izin untuk itu dengan tidak mengurangi pembatasan-pembatasan menurut peraturan perundang-undangan yang berlaku” (pasal 1 butir 1).<br />
<br />
Lingkup Hak cipta<br />
<br />
Lingkup hak cipta diatur didalam bab 2 mengenai LINGKUP HAK CIPTA pasal 2-28 :<br />
<br />
· Ciptaan yang dilindungi (pasal 12), Ciptaan yang dilindungi adalah Ciptaan dalam bidang ilmu pengetahuan, seni, dan sastra, yang mencakup: buku, Program Komputer, pamflet, perwajahan (lay out) karya tulis yang diterbitkan, dan semua hasil karya tulis lain, ceramah, kuliah, pidato, dan Ciptaan lain yang sejenis dengan itu, alat peraga yang dibuat untuk kepentingan pendidikan dan ilmu pengetahuan, lagu atau musik dengan atau tanpa teks, drama atau drama musikal, tari, koreografi, pewayangan, dan pantomim, seni rupa dalam segala bentuk seperti seni lukis, gambar, seni ukir, seni kaligrafi, seni pahat, seni patung, kolase, dan seni terapan, arsitektur, peta, seni batik, fotografi, sinematografi, terjemahan, tafsir, saduran, bunga rampai, database, dan karya lain dari hasil pengalihwujudan.<br />
<br />
· Ciptaan yang tidak ada Hak Cipta (pasal 13), hasil rapat terbuka lembaga-lembaga Negara, peraturan perundang-undangan, pidato kenegaraan atau pidato pejabat Pemerintah, putusan pengadilan atau penetapan hakim atau keputusan badan arbitrase atau keputusan badan-badan sejenis lainnya.<br />
<br />
<br />
<br />
Hak-hak yang tercakup dalam hak cipta<br />
<br />
Hak eksklusif<br />
<br />
Beberapa hak eksklusif yang umumnya diberikan kepada pemegang hak cipta adalah hak untuk :<br />
<br />
Membuat salinan atau reproduksi ciptaan dan menjual hasil salinan tersebut (termasuk, pada umumnya, salinan elektronik),<br />
<br />
Mengimpor dan mengekspor ciptaan,<br />
<br />
Menciptakan karya turunan atau derivatif atas ciptaan (mengadaptasi ciptaan),<br />
<br />
Menampilkan atau memamerkan ciptaan di depan umum,<br />
<br />
Menjual atau mengalihkan hak eksklusif tersebut kepada orang atau pihak lain.<br />
<br />
Yang dimaksud dengan “hak eksklusif” dalam hal ini adalah bahwa hanya pemegang hak ciptalah yang bebas melaksanakan hak cipta tersebut, sementara orang atau pihak lain dilarang melaksanakan hak cipta tersebut tanpa persetujuan pemegang hak cipta.<br />
<br />
Di Indonesia, hak eksklusif pemegang hak cipta termasuk “kegiatan menerjemahkan, mengadaptasi, mengaransemen, mengalihwujudkan, menjual, menyewakan, meminjamkan, mengimpor, memamerkan, mempertunjukkan kepada publik, menyiarkan, merekam, dan mengkomunikasikan ciptaan kepada publik melalui sarana apapun”.<br />
<br />
Selain itu, dalam hukum yang berlaku di Indonesia diatur pula “hak terkait”, yang berkaitan dengan hak cipta dan juga merupakan hak eksklusif, yang dimiliki oleh pelaku karya seni (yaitu pemusik, aktor, penari, dan sebagainya), produser rekaman suara, dan lembaga penyiaran untuk mengatur pemanfaatan hasil dokumentasi kegiatan seni yang dilakukan, direkam, atau disiarkan oleh mereka masing-masing (UU 19/2002 pasal 1 butir 9–12 dan bab VII). Sebagai contoh, seorang penyanyi berhak melarang pihak lain memperbanyak rekaman suara nyanyiannya.<br />
<br />
Hak-hak eksklusif yang tercakup dalam hak cipta tersebut dapat dialihkan, misalnya dengan pewarisan atau perjanjian tertulis (UU 19/2002 pasal 3 dan 4). Pemilik hak cipta dapat pula mengizinkan pihak lain melakukan hak eksklusifnya tersebut dengan lisensi, dengan persyaratan tertentu (UU 19/2002 bab V).<br />
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<br />
<br />
Perlindungan Hak Cipta<br />
<br />
Perlindungan hak cipta pada umumnya berarti bahwa penggunaan atau pemakaian dari hasil karya tertentu hanya dapat dilakukan dengan ijin dari pemilik hak tersebut. Yang dimaksud menggunakan atau memakai di sini adalah mengumumkan, memperbanyak ciptaan atau memberikan ijin untuk itu.<br />
<br />
Pasal 12 ayat 1 :<br />
<br />
(1)Dalam Undang-undang ini ciptaan yang dilindungi adalah ciptaan dalam bidang ilmu pengetahuan, seni dan sastra, yang mencakup :<br />
<br />
a. buku, program komputer, pamflet, perwajahan (lay out) karya tulis yang diterbitkan, dan semua hasil karya tulis lain;<br />
<br />
b. ceramah, kuliah, pidato, dan ciptaan lain yang sejenis<br />
<br />
dengan itu ;<br />
<br />
c. alat peraga yang dibuat untuk kepentingan pendidikan dan<br />
<br />
ilmu pengetahuan;<br />
<br />
d. lagu atau musik dengan atau tanpa teks;<br />
<br />
e. drama atau drama musikal, tari, koreografi, pewayangan<br />
<br />
dan pantomim;<br />
<br />
f. seni rupa dalam segala bentuk seperti seni lukis, gambar, seni ukir, seni kaligrafi, seni pahat, seni patung, kolase, dan seni terapan;<br />
<br />
g. arsitektur;<br />
<br />
h. peta;<br />
<br />
i. seni batik;<br />
<br />
j. fotografi;<br />
<br />
k. sinematografi;<br />
<br />
l. terjemahn, tafsir, saduran, bunga rampai, data base, dan karya lain dari hasil pengalihwujudan.<br />
<br />
(2) Ciptaan sebagaimana dimaksud dalam huruf l dilindungi sebagai Ciptaan tersendiri dengan tidak mengurangi Hak Cipta atas Ciptaan asli.<br />
<br />
<br />
<br />
(3) Perlindungan sebagaimana dimaksud pada ayat (1) dan ayat (2), termasuk juga semua Ciptaan yang tidak atau belum diumumkan, tetapi sudah merupakan suatu bentuk kesatuan yang nyata, yang memungkinkan Perbanyakan hasil karya itu.”<br />
<br />
Menurut Pasal 1 ayat 8 :<br />
<br />
Program komputer adalah sekumpulan instruksi yang diwujudkan dalam bentuk bahasa, kode, skema, ataupun bentuk lain, yang apabila digabungkan dengan media yang dapat dibaca dengan komputer akan mampu membuat komputer bekerja untuk melakukan fungsi-fungsi khusus atau untuk mencapai hasil yang khusus, termasuk penyiapan dalam merancang instruksi-instruksi tersebut.<br />
<br />
Dan Pasal 2 ayat 2:<br />
<br />
Pencipta dan /atau Pemegang Hak Cipta atas karya sinematografi dan program computer (software) memberikan izin atau melarng orang lain yang tanpa persetujuannya menyewakan ciptaan tersebut untuk kepentingan yang bersifat komersial.<br />
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<br />
<br />
Pembatasan Hak Cipta<br />
<br />
Pembatasan Hak cipta, Pembatasan mengenai hak cipta diatur dalam pasal 14, 15, 16 (ayat 1-6), 17, dan 18. Pemakaian ciptaan tidak dianggap sebagai pelanggaran hak cipta apabila sumbernya disebut atau dicantumkan dengan jelas dan hal itu dilakukan terbatas untuk kegiatan yang bersifat nonkomersial termasuk untuk kegiatan sosial, misalnya, kegiatan dalam lingkup pendidikan dan ilmu pengetahuan, kegiatan penelitian dan pengembangan, dengan ketentuan tidak merugikan kepentingan yang wajar dari penciptanya. Kepentingan yang wajar dalam hal ini adalah “kepentingan yang didasarkan pada keseimbangan dalam menikmati manfaat ekonomi atas suatu ciptaan”. Termasuk dalam pengertian ini adalah pengambilan ciptaan untuk pertunjukan atau pementasan yang tidak dikenakan bayaran. Khusus untuk pengutipan karya tulis, penyebutan atau pencantuman sumber ciptaan yang dikutip harus dilakukan secara lengkap. Artinya, dengan mencantumkan sekurang-kurangnya nama pencipta, judul atau nama ciptaan, dan nama penerbit jika ada. Selain itu, seorang pemilik (bukan pemegang hak cipta) program komputer dibolehkan membuat salinan atas program komputer yang dimilikinya, untuk dijadikan cadangan semata-mata untuk digunakan sendiri.<br />
<br />
Selain itu, Undang-undang Hak Cipta juga mengatur hak pemerintah Indonesia untuk memanfaatkan atau mewajibkan pihak tertentu memperbanyak ciptaan berhak cipta demi kepentingan umum atau kepentingan nasional (pasal 16 dan 18), ataupun melarang penyebaran ciptaan “yang apabila diumumkan dapat merendahkan nilai-nilai keagamaan, ataupun menimbulkan masalah kesukuan atau ras, dapat menimbulkan gangguan atau bahaya terhadap pertahanan keamanan negara, bertentangan dengan norma kesusilaan umum yang berlaku dalam masyarakat, dan ketertiban umum” (pasal 17). Ketika orang mengambil hak cipta seseorang maka orang tersebut akan mendapat hukuman yang sesuai pada kejahatan yang dilakukan. Menurut UU No.19 Tahun 2002 pasal 13, tidak ada hak cipta atas hasil rapat terbuka lembaga-lembaga Negara, peraturan perundang-undangan, pidato kenegaraan atau pidato pejabat Pemerintah, putusan pengadilan atau penetapan hakim, ataupun keputusan badan arbitrase atau keputusan badan-badan sejenis lainnya (misalnya keputusan-keputusan yang memutuskan suatu sengketa). Pasal 14 Undang-undang Hak Cipta mengatur bahwa penggunaan atau perbanyakan lambang Negara dan lagu kebangsaan menurut sifatnya yang asli tidaklah melanggar hak cipta. Demikian pula halnya dengan pengambilan berita aktual baik seluruhnya maupun sebagian dari kantor berita, lembaga penyiaran, dan surat kabar atau sumber sejenis lain, dengan ketentuan sumbernya harus disebutkan secara lengkap.<br />
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<br />
<br />
Prosedur Pendaftaran HaKI<br />
<br />
Sesuai yang diatur pada bab IV Undang-undang Hak Cipta pasal 35, pendaftaran hak cipta diselenggarakan oleh Direktorat Jenderal Hak Kekayaan Intelektual (Ditjen HKI), yang kini berada di bawah [Kementerian Hukum dan Hak Asasi Manusia]. Pencipta atau pemilik hak cipta dapat mendaftarkan langsung ciptaannya maupun melalui konsultan HKI. Permohonan pendaftaran hak cipta dikenakan biaya (UU 19/2002 pasal 37 ayat 2). Penjelasan prosedur dan formulir pendaftaran hak cipta dapat diperoleh di kantor maupun situs webDitjen HKI. “Daftar Umum Ciptaan” yang mencatat ciptaan-ciptaan terdaftar dikelola oleh Ditjen HKI dandapat dilihat oleh setiap orang tanpa dikenai biaya. Prosedur mengenai pendaftaran HAKI diatur dalam bab 4, pasal 35-44.<br />
<br />
<br />
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*************************************************************************<br />
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<br />
UU No.36 tentang Telekomunikasi<br />
<br />
Azas dan Tujuan Telekomunikasi<br />
<br />
Telekomunikasi diselenggarakan berdasarkan asas manfaat, adil dan merata, kepastian hukum, keamanan, kemitraan, etika dan kepercayaan pada diri sendiri. Dalam menyelenggarakan telekomunikasi memperhatikan dengan sungguh-sungguh asas pembangunan nasional dengan mengutamakan asas manfaat, asas adil, dan merata, asas kepastian hukum, dan asas kepercayaan pada diri sendiri, serta memprhatikan pula asas keamanan, kemitraan, dan etika. Asas manfaat berarti bahwa pembangunan telekomunikasi khususnya penyelenggaraan telekomunikasi akan lebih berdaya guna dan berhasil guna baik sebagai infrastruktur pembangunan, sarana penyelenggaraan pemerintahan, sarana pendidikan, sarana perhubungan maupun sebagai komoditas ekonomi yang dapat lebih meningkatkan kesejahteraan masyarakat lahir dan batin. Asas adil dan merata adalah bahwa penyelenggaraan telekomunikasi memberikan kesempatan dan perlakuan yang sama kepada semua pihak yang memenuhi syarat dan hasil- hasilnya dinikmati oleh masyarakat secara adil dan merata.<br />
<br />
Asas kepastian hukum berarti bahwa pembangunan telekomunikasi khususnya penyelenggaraan telekomunikasi harus didasarkan kepada peraturan perundang-undangan yang menjami kepastian hukum dan memberikan perlindungan hukum baik bagi para investor, penyelenggara telekomunikasi, maupun kepada pengguna telekomunikasi.<br />
<br />
<br />
<br />
Asas kepercayaan pada diri sendiri, dilaksanakan dengan memanfaatkan secara maksimal potensi sumber daya nasional secara efisien serta penguasaan teknologi telekomunikasi, sehingga dapat meningkatkan kemandirian dan mengurangi ketergantungan sebagai suatu bangsa dalam menghadapi persaingan global.<br />
<br />
Asas kemitraan mengandung makna bahwa penyelenggaraan telekomunikasi harus dapat mengembangkan iklim yang harmonis, timbal balik, dan sinergi, dalam penyelenggaraan telekomunikasi. Asas keamanan dimaksudkan agar penyelenggaraan telekomunikasi selalu memperhatikan faktor keamanan dalam perencanaan, pembangunan, dan pengoperasiannya. Asas etika dimaksudkan agar dalam penyelenggaraan telekomunikasi senantiasa dilandasi oleh semangat profesionalisme, kejujuran, kesusilaan, dan keterbukaan.<br />
<br />
Telekomunikasi diselenggarakan dengan tujuan untuk mendukung persatuan dan kesatuan bangsa, meningkatkan kesejahteraan dan kemakmuran rakyat secara adil dan merata, mendukung kehidupan ekonomi dan kegiatan pemerintahan, serta meningkatkan hubungan antarbangsa. Tujuan penyelenggaraan telekomunikasi yang demikian dapat dicapai, antara lain, melalui reformasi telekomunikasi untuk meningkatkan kinerja penyelenggaraan telekomunikasi dalam rangka menghadapi globalisasi, mempersiapkan sektor telekomunikasi memasuki persaingan usaha yang sehat dan profesional dengan regulasi yang transparan, serta membuka lebih banyak kesempatan berusaha bagi pengusaha kecil dan menengah.<br />
<br />
Didalam UU no.36 th.1999 terdapat pasal yang menyebutkan tentang azas dan tujuan yaitu terdapat pada<br />
<br />
Pasal 2:<br />
<br />
“Telekomunikasi diselenggarakan berdasarkan asas manfaat, adil dan merata, kepastian hukum, keamanan, kemitraan, etika, dan kepercayaan pada diri sendiri”<br />
<br />
Pasal 3:<br />
<br />
“Telekomunikasi diselenggarakan dengan tujuan untuk mendukung persatuan dan kesatuan bangsa, meningkatkan kesejahteraan dan kemakmuran rakyat secara adil dan merata, mendukung kehidupan ekonomi dan kegiatan pemerintahan, serta meningkatkan hubungan antarbangsa.”<br />
<br />
<br />
<br />
Penyelenggaraan Telekomunikasi<br />
<br />
Dalam rangka efektivitas pembinaan, pemerintah melakukan koordinasi dengan instansi terkait, penyelenggara telekomunikasi, dan mengikutsertakan peran masyarakat. Dalam posisi yang demikian, pelaksanaan pembinaan telekomunikasi yang dilakukan Pemerintah melibatkan peran serta masyarakat, berupa penyampaian pemikiran dan pandangan yang berkembang dalam masyarakat mengenai arah pengembangan pertelekomunikasian dalam rangka penetapan kebijakan, pengaturan, pengendalian dan pengawasan di bidang telekomunikasi. Pelaksanaan peran serta masyarakat diselenggarakan oleh lembaga mandiri yang dibentuk untuk maksud tersebut. Lembaga seperti ini keanggotaannya terdiri dari asosiasi yang bergerak di bidang usaha telekomunikasi, asosiasi profesi telekomunikasi, asosiasi produsen peralatan telekomunikasi, asosiasi pengguna jaringan, dan jasa telekomunikasi serta masyarakat intelektual di bidang telekomunikasi. Ketentuan mengenai tata cara peran serta masyarakat dan pembentukan lembaga masih akan diatur dengan Peraturan<br />
<br />
Pemerintah.<br />
<br />
Setelah mengetahui pasal yang menyebutkan azas dan tujuan di UU no.36 th.1999 disebutkan juga tentang penyelenggaraan telekomunikasi yaitu:<br />
<br />
Pasal 7:<br />
<br />
Ayat1: “Penyelenggaraan telekomunikasi meliputi :<br />
<br />
a. penyelenggaraan jaringan telekomunikasi;<br />
<br />
b. penyelenggaraaan jasa telekomunikasi;<br />
<br />
c. penyelenggaraan telekomunikasi khusus.”<br />
<br />
Dari pasal 7 juga disebutkan dalam ayat 2:”hal-hal yang diperhatikan dalam penyelenggaraan telekomunikasi sebagai berikut :<br />
<br />
a. melindungi kepentingan dan keamanan negara;<br />
<br />
b. mengantisipasi perkembangan teknologi dan tuntutan global;<br />
<br />
c. dilakukan secara profesional dan dapat dipertanggungjawabkan;<br />
<br />
d. peran serta masyarakat.”<br />
<br />
Jadi dalam penyelenggaraan telekomunikasi dapat dilakukan oleh badan hukum yang didirikan untuk maksud tersebut berdasarkan peraturan perundangan-undangan yang berlaku yang dijelaskan pada pasal 8 ayat 1 dan 2:<br />
<br />
Ayat 1: “Penyelenggaraan jaringan telekomunikasi dan atau penyelenggaraan jasa telekomunikasi sebagaimana dimaksud dalam pasal 7 ayat (1) huruf a dan huruf b, dapat dilakukan oleh badan hukum yang didirikan untuk maksud tersebut berdasarkan peraturan perundangan-undangan yang berlaku, yaitu :<br />
<br />
a. Badan Usaha Milik Negara (BUMN);<br />
<br />
b. Badan Usaha Milik Daerah (BUMD);<br />
<br />
c. badan usaha swasta; atau<br />
<br />
d. koperasi;”<br />
<br />
Ayat 2: “Penyelenggaraan Telekomunikasi khusus sebagaimana dimaksud dalam pasal 7 ayat (1) huruf c, dapat dilakukan oleh :<br />
<br />
<br />
<br />
a. perseorangan;<br />
<br />
b. instansi pemerintah ;<br />
<br />
c. badan hukum selain penyelenggara jaringan telekomunikasi dan atau penyelenggara jasa telekomunikasi;”<br />
<br />
<br />
<br />
Penyidikan, Sanksi Administratif dan Ketentuan Pidana<br />
<br />
Ada dua belas ketentuan dalam undang-undang ini yang dapat dikenai sanksi administratif berupa pencabutan izin, yang dilakukan setelah diberi peringatan tertulis. Pengenaan sanksi adminsitrasi dalam ketentuan ini dimaksudkan sebagai upaya pemerintah dalam rangka pengawasan dan pengendalian penyelenggaraan telekomunikasi. Keduabelas alasan yang dapat dikenai sanksi administratif itu adalah terhadap:<br />
<br />
Setiap penyelenggara jaringan telekomunikasi dan atau penyelenggara jasa telekomunikasi yang tidak memberikan kontribusi dalam pelayanan;<br />
<br />
Penyelenggara telekomunikasi tidak memberikan catatan atau rekaman yang diperlukan pengguna;<br />
<br />
Penyelenggara jaringan telekomunikasi yang tidak menjamin kebebasan penggunanya memilih jaringan telekomunikasi lain untuk pemenuhan kebutuhan telekomunkasi;<br />
<br />
Penyelenggara telekomunikasi yang melakukan kegiatan usaha penyelenggaraan telekomunikasi yang bertentangan dengan kepentingan umum, kesusilaan, keamanan, atau ketertiban umum;<br />
<br />
Penyelenggara jaringan telekomunikasi yang tidak menyediakan interkoneksi apabila diminta oleh penyelenggara jaringan telekomunikasi lainnya;<br />
<br />
Penyelenggara jaringan telekomunikasi dan atau penyelenggara jasa telekomunikasi yang tidak membayar biaya hak penyelenggaraan telekomunikasi yang diambil dari prosesntase pendapatan;<br />
<br />
Penyelenggara telekomunikasi khusus untuk keperluan sendiri dan keperluan pertahanan keamanan negara yang menyambungkan telekomunikasinya ke jaringan penyelenggara telekomunikasi lainnya;<br />
<br />
Penyelenggara telekomunikasi khusus untuk keperluan penyiaran yang menyambungkan telekomunikasinya ke penyelenggara telekomunikasi lainnya tetapi tidak digunakan untuk keperluan penyiaran;<br />
<br />
Pengguna spektrum frekuensi radio dan orbit satelit yang tidak mendapat izin dari Pemerintah;<br />
<br />
Pengguna spektrum frekuensi radio dan orbit satelit yang tidak sesuai dengan peruntukannya dan yang saling menggaggu.<br />
<br />
Pengguna spektrum frekuensi radio yang tidak membayar biaya penggunaan frekuensi, yang besarannya didasarkan atas penggunaan jenis dan lebar pita frekuensi;<br />
<br />
<br />
<br />
Pengguna orbit satelit yang tidak membayar biaya hak penggunaan orbit satelit.<br />
<br />
Dalam UU no.36 th.1999 juga terdapat pasal yang menyangkut tentang penyidikan yaitu terdapat pada pasal 44 ayat 1 dan ayat 2.<br />
<br />
Ayat 1:” Selain Penyidik Pejabat Polisi Negara Republik Indonesia, juga Pejabat Pegawai Negeri Sipil tertentu di lingkungan Departemen yang lingkup tugas dan tanggung jawabnya di bidang telekomunikasi, diberi wewenang khusus sebagai penyidik sebagaimana dimaksud dalam Undang-undang Hukum Acara Pidana untuk melakukan penyidikan tindak pidana di bidang telekomunikasi.”<br />
<br />
Ayat 2:” Penyidik Pegawai Negeri Sipil sebagaimana dimaksud pada ayat (1) berwenang :<br />
<br />
a. melakukan pemeriksaan atas kebenaran laporan atau keterangan berkenaan dengan tindak pidana di bidang telekomunikasi;<br />
<br />
b. melakukan pemeriksaan terhadap orang dan atau badan hukum yang diduga melakukan tindak pidana di bidang telekomuniksi.<br />
<br />
c. menghentikan penggunaan alat dan atau perangkat telekomunikasi yang menyimpang dari ketentuan yang berlaku;<br />
<br />
d. memanggil orang untuk didengar dan diperiksa sebagai saksi atau tersangka;<br />
<br />
e. melakukan pemeriksaan alat dan atau perangkat telekomunikasi yang diduga digunakan atau diduga berkaitan dengan tindak pidana di bidang telekomunikasi;<br />
<br />
f. menggeledah tempat yang diduga digunakan untuk melakukan tindak pidana di bidang telekomunikasi;<br />
<br />
g. menyegel dan atau menyita alat dan atau perangkat telekomuniksi yang digunakan atau diduga berkaitan dengan tindak pidana di bidang telekomunikasi;<br />
<br />
h. meminta bantuan ahli dalam rangka pelaksanaan tugas penyidikan tindak pidana di bidang telekomunikasi; dan<br />
<br />
i. mengadakan penghentian penyidikan.”<br />
<br />
Selain Undang-undang Hukum acara pidana di UU no.36 th.1999 juga disebutkan pasal yang mengenai sanksi-sanksinya yaitu pasal 45 dan pasal 46. Untuk ketentuan Pidana disebutkan pada pasal 47 sampai pasal 59.<br />
<br />
*************************************************************************<br />
<br />
<br />
<br />
Undang-undang Informasi dan Transaksi Elektronik<br />
<br />
Undang-undang Informasi dan Transaksi Elektronik adalah ketentuan yang berlaku untuk setiap orang yang melakukan perbuatan hukum sebagaimana diatur dalam Undang-Undang ini, baik yang berada di wilayah hukum Indonesia maupun di luar wilayah hukum Indonesia, yang memiliki akibat hukum di wilayah hukum Indonesia dan/atau di luar wilayah hukum Indonesia dan merugikan kepentingan Indonesia. Rangkuman singkat dari UU ITE adalah sebagai berikut:<br />
<br />
1. Tanda tangan elektronik memiliki kekuatan hukum yang sama dengan tanda tangan konvensional (tinta basah dan bermaterai). Sesuai dengan e-ASEAN Framework Guidelines (pengakuan tanda tangan digital lintas batas).<br />
<br />
2. Alat bukti elektronik diakui seperti alat bukti lainnya yang diatur dalam KUHP.<br />
<br />
3. UU ITE berlaku untuk setiap orang yang melakukan perbuatan hukum, baik yang berada di wilayah Indonesia maupun di luar Indonesia yang memiliki akibat hukum di Indonesia.<br />
<br />
4. Pengaturan Nama domain dan Hak Kekayaan Intelektual.<br />
<br />
5. Perbuatan yang dilarang (cybercrime) dijelaskan pada Bab VII (pasal 27-37):<br />
<br />
• Pasal 27 (Asusila, Perjudian, Penghinaan, Pemerasan)<br />
<br />
• Pasal 28 (Berita Bohong dan Menyesatkan, Berita Kebencian dan Permusuhan)<br />
<br />
• Pasal 29 (Ancaman Kekerasan dan Teror)<br />
<br />
• Pasal 30 (Akses Komputer Pihak Lain Tanpa Izin, Cracking)<br />
<br />
• Pasal 31 (Penyadapan, Perubahan, Penghilangan Informasi)<br />
<br />
• Pasal 32 (Pemindahan, Perusakan dan Membuka Informasi Rahasia)<br />
<br />
• Pasal 33 (Virus, DoS)<br />
<br />
• Pasal 35 (Pemalsuan Dokumen Otentik / phishing)<br />
<br />
<br />
<br />
*****************************************************************************<br />
<br />
<br />
<br />
RUU tentang informasi dan transaksi elektronik (ITE) peraturan lain yg terkait (peraturan bank indonesia ttg internet banking )<br />
<br />
Internet banking bukan merupakan istilah yang asing lagi bagi masyarakat Indonesia khususnya bagi yang tinggal di wilayah perkotaan. Hal tersebut dikarenakan semakin banyaknya perbankan nasional yang menyelenggarakan layanan tersebut.<br />
<br />
Penyelenggaraan internet banking yang sangat dipengaruhi oleh perkembangan teknologi informasi, dalam kenyataannya pada satu sisi membuat jalannya transaksi perbankan menjadi lebih mudah, akan tetapi di sisi lain membuatnya semakin berisiko. Dengan kenyataan seperti ini, keamanan menjadi faktor yang paling perlu diperhatikan. Bahkan mungkin faktor keamanan ini dapat menjadi salah satu fitur unggulan yang dapat ditonjolkan oleh pihak bank.<br />
<br />
Salah satu risiko yang terkait dengan penyelenggaraan kegiatan internet banking adalah internet fraud atau penipuan melalui internet. Dalam internet fraud ini menjadikan pihak bank atau nasabah sebagai korban, yang dapat terjadi karena maksud jahat seseorang yang memiliki kemampuan dalam bidang teknologi informasi, atau seseorang yang memanfaatkan kelengahan pihak bank maupun pihak nasabah.<br />
<br />
Oleh karena itu perbankan perlu meningkatkan keamanan internet banking antara lain melalui standarisasi pembuatan aplikasi internet banking, adanya panduan bila terjadi fraud dalam internet banking dan pemberian informasi yang jelas kepada user.<br />
<br />
Peranan Bank Indonesia dalam Pencegahan Internet Fraud<br />
<br />
Salah satu tugas pokok Bank Indonesia sebagaimana diamanatkan dalam UU No. 23 Tahun 1999 tentang Bank Indonesia sebagaimana telah diubah dengan UU No. 3 Tahun 2004 adalah mengatur dan mengawasi bank. Dalam rangka pelaksanaan tugas tersebut Bank Indonesia diberikan kewenangan sbb:<br />
<br />
Menetapkan peraturan perbankan termasuk ketentuan-ketentuan perbankan yang memuat prinsip-prinsip kehati-hatian.<br />
<br />
Memberikan dan mencabut izin atas kelembagaan dan kegiatan usaha tertentu dari bank, memberikan izin pembukaan, penutupan dan pemindahan kantor bank, memberikan persetujuan atas kepemilikan dan kepengurusan bank.<br />
<br />
Melaksanakan pengawasan bank secara langsung dan tidak langsung.<br />
<br />
Mengenakan sanksi terhadap bank sesuai dengan ketentuan perundang-undangan.<br />
<br />
Pelaksanaan kewenangan tugas-tugas tersebut di atas ditetapkan secara lebih rinci dalam Peraturan Bank Indonesia (PBI).<br />
<br />
Terkait dengan tugas Bank Indonesia mengatur dan mengawasi bank, salah satu upaya untuk meminimalisasi internet fraud yang dilakukan oleh Bank Indonesia adalah melalui pendekatan aspek regulasi. Sehubungan dengan hal tersebut, Bank Indonesia telah mengeluarkan serangkaian Peraturan Bank Indonesia dan Surat Edaran Bank Indonesia yang harus dipatuhi oleh dunia perbankan antara lain mengenai penerapan manajemen risiko dalam penyelenggaraan kegiatan internet banking dan penerapan prinsip Know Your Customer (KYC).<br />
<br />
1. Manajemen risiko dalam penyelenggaraan kegiatan internet banking<br />
<br />
Peraturan yang dikeluarkan oleh Bank Indonesia terkait dengan pengelolaan atau manajemen risiko penyelenggaraan kegiatan internet banking adalah Peraturan Bank Indonesia No. 5/8/PBI/2003 tentang Penerapan Manajemen Risiko Bagi Bank Umum dan Surat Edaran Bank Indonesia No. 6/18/DPNP, tanggal 20 April 2004 tentang Penerapan Manajemen Risiko Pada Aktivitas Pelayanan Jasa Bank Melalui Internet (Internet Banking). Pokok-pokok pengaturannya antara lain sbb:<br />
<br />
a. Bank yang menyelenggarakan kegiatan internet banking wajib menerapkan manajemen risiko pada aktivitas internet banking secara efektif.<br />
<br />
b. Penerapan manajemen risiko tersebut wajib dituangkan dalam suatu kebijakan, prosedur dan pedoman tertulis dengan mengacu pada Pedoman Penerapan Manajemen Risiko pada Aktivitas Pelayanan Jasa Bank Melalui Internet (Internet Banking), yang ditetapkan dalam lampiran dalam Surat Edaran Bank Indonesia tersebut.<br />
<br />
c. Pokok-pokok penerapan manajemen risiko bagi bank yang menyelenggarakan kegiatan internet banking adalah:<br />
<br />
2. Adanya pengawasan aktif komisaris dan direksi bank, yang meliputi:<br />
<br />
a) Komisaris dan direksi harus melakukan pengawasan yang efektif terhadap risiko yang terkait dengan aktivitas internet banking, termasuk penetapan akuntabilitas, kebijakan dan proses pengendalian untuk mengelola risiko tersebut.<br />
<br />
b) Direksi harus menyetujui dan melakukan kaji ulang terhadap aspek utama dari prosedur pengendalian pengamanan bank.<br />
<br />
3. Pengendalian pengamanan (security control)<br />
<br />
a) Bank harus melakukan langkah-langkah yang memadai untuk menguji keaslian (otentikasi) identitas dan otorisasi terhadap nasabah yang melakukan transaksi melalui internet banking.<br />
<br />
b) Bank harus menggunakan metode pengujian keaslian transaksi untuk menjamin bahwa transaksi tidak dapat diingkari oleh nasabah (non repudiation) dan menetapkan tanggung jawab dalam transaksi internet banking.<br />
<br />
c) Bank harus memastikan adanya pemisahan tugas dalam sistem internet banking, database dan aplikasi lainnya.<br />
<br />
d) Bank harus memastikan adanya pengendalian terhadap otorisasi dan hak akses (privileges) yang tepat terhadap sistem internet banking, database dan aplikasi lainnya.<br />
<br />
e) Bank harus memastikan tersedianya prosedur yang memadai untuk melindungi integritas data, catatan/arsip dan informasi pada transaksi internet banking.<br />
<br />
f) Bank harus memastikan tersedianya mekanisme penelusuran (audit trail) yang jelas untuk seluruh transaksi internet banking.<br />
<br />
g) Bank harus mengambil langkah-langkah untuk melindungi kerahasiaan informasi penting pada internet banking. Langkah tersebut harus sesuai dengan sensitivitas informasi yang dikeluarkan dan/atau disimpan dalam database.<br />
<br />
4. Manajemen Risiko Hukum dan Risiko Reputasi<br />
<br />
a) Bank harus memastikan bahwa website bank menyediakan informasi yang memungkinkan calon nasabah untuk memperoleh informasi yang tepat mengenai identitas dan status hukum bank sebelum melakukan transaksi melalui internet banking.<br />
<br />
b) Bank harus mengambil langkah-langkah untuk memastikan bahwa ketentuan kerahasiaan nasabah diterapkan sesuai dengan yang berlaku di negara tempat kedudukan bank menyediakan produk dan jasa internet banking.<br />
<br />
c) Bank harus memiliki prosedur perencanaan darurat dan berkesinambungan usaha yang efektif untuk memastikan tersedianya sistem dan jasa internet banking.<br />
<br />
d) Bank harus mengembangkan rencana penanganan yang memadai untuk mengelola, mengatasi dan meminimalkan permasalahan yang timbul dari kejadian yang tidak diperkirakan (internal dan eksternal) yang dapat menghambat penyediaan sistem dan jasa internet banking.<br />
<br />
e) Dalam hal sistem penyelenggaraan internet banking dilakukan oleh pihak ketiga (outsourcing), bank harus menetapkan dan menerapkan prosedur pengawasan dan due dilligence yang menyeluruh dan berkelanjutan untuk mengelola hubungan bank dengan pihak ketiga tersebut.<br />
<br />
5. Penerapan prinsip Know Your Customer (KYC)<br />
<br />
Upaya lainnya yang dilakukan oleh Bank Indonesia dalam rangka meminimalisir terjadinya tindak kejahatan internet fraud adalah pengaturan kewajiban bagi bank untuk menerapkan prinsip mengenal nasabah atau yang lebih dikenal dengan prinsip Know Your Customer (KYC). Pengaturan tentang penerapan prinsip KYC terdapat dalam Peraturan Bank Indonesia No. 3/10/PBI/2001 tentang Penerapan Prinsip Mengenal Nasabah (Know Your Customer Principles) sebagaimana telah diubah dengan Peraturan Bank Indonesia No. 3/23/PBI/2001 dan Surat Edaran Bank Indonesia 6/37/DPNP tanggal 10 September 2004 tentang Penilaian dan Pengenaan Sanksi atas Penerapan Prinsip Mengenal Nasabah dan Kewajiban Lain Terkait dengan Undang-Undang tentang Tindak Pidana Pencucian Uang.<br />
<br />
Pokok-pokok pengaturannya antara lain sbb:<br />
<br />
a. Prinsip Mengenal Nasabah adalah prinsip yang diterapkan bank untuk mengetahui identitas nasabah, memantau kegiatan transaksi nasabah termasuk pelaporan transaksi yang mencurigakan.<br />
<br />
b. Dalam menerapkan Prinsip Mengenal Nasabah, bank wajib:<br />
<br />
1) Menetapkan kebijakan penerimaan nasabah.<br />
<br />
2) Menetapkan kebijakan dan prosedur dalam mengidentifikasi nasabah.<br />
<br />
3) Menetapkan kebijakan dan prosedur pemantauan terhadap rekening dan transaksi nasabah.<br />
<br />
4) Menetapkan kebijakan dan prosedur manajemen risiko yang berkaitan dengan penerapan Prinsip Mengenal Nasabah.<br />
<br />
c. Terkait dengan kebijakan penerimaan dan identifikasi nasabah, maka:<br />
<br />
1) Sebelum melakukan hubungan usaha dengan nasabah, bank wajib meminta informasi mengenai identitas calon nasabah, maksud dan tujuan hubungan usaha yang akan dilakukan calon nasabah dengan bank, informasi lain yang memungkinkan bank untuk dapat mengetahui profil calon nasabah dan identitas pihak lain dalam hal calon nasabah bertindak untuk dan atas nama pihak lain. Identitas calon nasabah tersebut harus dibuktikan dengan dokumen-dokumen pendukung dan bank wajib meneliti kebenaran dokumen-dokumen pendukung tersebut.<br />
<br />
2) Bagi bank yang telah menggunakan media elektronis dalam pelayanan jasa perbankan wajib melakukan pertemuan dengan calon nasabah sekurang-kurangnya pada saat pembukaan rekening.<br />
<br />
d. Dalam hal calon nasabah bertindak sebagai perantara dan atau kuasa pihak lain (beneficial owner) untuk membuka rekening, bank wajib memperoleh dokumen-dokumen pendukung identitas dan hubungan hukum, penugasan serta kewenangan bertindak sebagai perantara dan atau kuasa pihak lain. Dalam hal bank meragukan atau tidak dapat meyakini identitas beneficial owner, bank wajib menolak untuk melakukan hubungan usaha dengan calon nasabah.e. Bank wajib menatausahakan dokumen-dokumen pendukung nasabah dalam jangka waktu sekurang-kurangnya 5 (lima) tahun sejak nasabah menutup rekening pada bank. Bank juga wajib melakukan pengkinian data dalam hal terdapat perubahan terhadap dokumen-dokumen pendukung tersebut.<br />
<br />
f. Bank wajib memiliki sistem informasi yang dapat mengidentifikasi, menganalisa, memantau dan menyediakan laporan secara efektif mengenai karakteristik transaksi yang dilakukan oleh nasabah bank.<br />
<br />
g. Bank wajib memelihara profil nasabah yang sekurang-kurangnya meliputi informasi mengenai pekerjaan atau bidang usaha, jumlah penghasilan, rekening lain yang dimiliki, aktivasi transaksi normal dan tujuan pembukaan rekening.<br />
<br />
h. Bank wajib memiliki kebijakan dan prosedur manajemen risiko yang sekurang-kurangnya mencakup:<br />
<br />
1) Pengawasan oleh pengurus bank (management oversight).<br />
<br />
2) Pendelegasian wewenang.<br />
<br />
3) Pemisahan tugas.<br />
<br />
4) Sistem pengawasan intern termasuk audit intern.<br />
<br />
5) Program pelatihan karyawan mengenai penerapan Prinsip Mengenal Nasabah.<br />
<br />
i. Bank Indonesia melakukan penilaian terhadap pelaksanaan Prinsip Mengenal Nasabah/KYC dan Undang- Undang Tindak Pidana Pencucian Uang (UU TPPU) dimana penilaian tersebut dilakukan secara kualitatif atas faktor-faktor manajemen risiko penerapan KYC.<br />
<br />
6. Kegiatan Alat Pembayaran dengan Menggunakan Kartu dan Transparansi Produk Bank<br />
<br />
Regulasi lainnya yang dikeluarkan oleh Bank Indonesia terkait dengan upaya meminimalisir internet fraud adalah regulasi mengenai penyelenggaraan kegiatan Alat Pembayaran dengan Menggunakan Kartu (APMK), mengingat APMK merupakan alat atau media yang sering digunakan dalam kejahatan internet fraud. Ketentuan mengenai penyelenggaraan APMK terdapat dalam Peraturan Bank Indonesia No. 6/30/PBI/2004 tentang Penyelenggaraan Kegiatan Alat Pembayaran Dengan Menggunakan Kartu dan Surat Edaran Bank Indonesia No. 7/60/DASP, tanggal 30 Desember 2005 tentang Prinsip Perlindungan Nasabah dan Kehati-hatian, serta Peningkatan Keamanan Dalam Penyelenggaraan Kegiatan Alat Pembayaran Dengan Menggunakan Kartu.<br />
<br />
Adapun pokok-pokok pengaturannya antara lain sbb:<br />
<br />
a). Alat Pembayaran Dengan Menggunakan Kartu (APMK) adalah alat pembayaran yang berupa kartu kredit, kartu ATM, kartu debet, kartu prabayar dan atau yang dipersamakan dengan hal tersebut.<br />
<br />
b). Bagi bank dan lembaga bukan bank yang merupakan penyelenggara APMK harus menyerahkan bukti penerapan manajemen risiko.<br />
<br />
c). Penerbit APMK wajib meningkatkan keamanan APMK untuk meminimalkan tingkat kejahatan terkait dengan APMK dan sekaligus untuk meningkatkan kepercayaan masyarakat terhadap APMK.<br />
<br />
d). Peningkatan keamanan tersebut dilakukan terhadap seluruh infrastruktur teknologi yang terkait dengan penyelenggaraan APMK, yang meliputi pengamanan pada kartu dan pengamanan pada seluruh sistem yang digunakan untuk memproses transaksi APMK termasuk penggunaan chip pada kartu kredit. Selain itu, Bank Indonesia juga mengeluarkan regulasi mengenai transparansi informasi produk bank dan penggunaan data pribadi nasabah, sebagai upaya untuk mengedukasi nasabah terhadap produk bank dan meningkatkan kewaspadaan nasabah terhadap berbagai risiko termasuk internet fraud. Ketentuan tersebut terdapat dalam Peraturan Bank Indonesia No. 7/6/PBI/2005 Jo SE No. 7/25/DPNP tentang Transparansi Informasi Produk Bank Dan Penggunaan Data Pribadi Nasabah.<br />
<br />
Pokok-pokok pengaturan dalam ketentuan tersebut antara lain sbb:<br />
<br />
a). Bank wajib menerapkan transparansi informasi mengenai Produk Bank dan penggunan Data Pribadi Nasabah.<br />
<br />
b). Bank dilarang memberikan informasi yang menyesatkan (mislead) dan atau tidak etis (misconduct).<br />
<br />
c). Informasi Produk Bank tersebut, minimal meliputi: nama produk, jenis produk, manfaat dan resiko produk, persyaratan dan tatacara penggunaan produk, biaya-biaya yang melekat pada produk, perhitungan bunga atau bagi hasil dan margin keuntungan, jangka waktu berlakunya Produk Bank, penerbitan (issuer/originator) Produk Bank.<br />
<br />
d). Bank wajib memberikan informasi kepada nasabah mengenai manfaat dan risiko pada setiap produk bank, dimana bank harus menjelaskan secara terinci setiap manfaat yang diperoleh nasabah dari suatu produk bank dan potensi risiko yang dihadapi oleh nasabah dalam masa penggunaan produk bank.<br />
<br />
<br />
<br />
Rahasia Bank<br />
<br />
Salah satu hal penting dalam memproses pelaku internet fraud adalah pembukaan rahasia bank untuk memperoleh keterangan simpanan milik pelaku internet fraud tersebut, dimana keterangan tersebut dapat dijadikan salah bukti oleh aparat penegak hukum untuk keperluan persidangan pidana.<br />
<br />
Ketentuan mengenai rahasia bank diatur dalam UU Perbankan dan kemudian diatur lebih lanjut dalam Peraturan Bank Indonesia No. 2/19/PBI/2000 tentang Persyaratan dan Tata Cara Pemberian Perintah atau Izin Tertulis Membuka Rahasia Bank. Berdasarkan ketentuan tersebut, pada prinsipnya setiap Bank dan afiliasinya wajib merahasiakan keterangan mengenai nasabah penyimpan dan simpanannya (Rahasia Bank). Sedangkan keterangan mengenai nasabah selain sebagai nasabah penyimpan, tidak wajib dirahasiakan.<br />
<br />
Terhadap Rahasia Bank dapat disimpangi dengan izin terlebih dahulu dari pimpinan Bank Indonesia untuk kepentingan perpajakan, penyelesaian piutang bank oleh BUPN/PUPLN dan kepentingan peradilan perkara pidana dimana status nasabah penyimpan yang akan dibuka rahasia bank harus tersangka atau terdakwa. Terhadap Rahasia Bank dapat juga disimpangi tanpa izin terlebih dahulu dari pimpinan Bank Indonesia yakni untuk kepentingan perkara perdata antara bank dengan nasabahnya, tukar menukar informasi antar bank, atas permintaan/persetujuan dari nasabah dan untuk kepentingan ahli waris yang sah.<br />
<br />
Dalam hal diperlukan pemblokiran dan atau penyitaan simpanan atas nama seorang nasabah penyimpan yang telah dinyatakan sebagai tersangka atau terdakwa oleh pihak aparat penegak hukum, berdasarkan ketentuan Pasal 12 ayat (1) PBI Rahasia Bank, dapat dilakukan sesuai dengan ketentuan peraturan perundang-undangan yang berlaku tanpa memerlukan izin terlebih dahulu dari pimpinan Bank Indonesia.<br />
<br />
Namun demikian untuk memperoleh keterangan mengenai nasabah penyimpan dan simpanan nasabah yang diblokir dan atau disita pada bank, menurut Pasal 12 ayat (2) PBI Rahasia Bank, tetap berlaku ketentuan mengenai pembukaan Rahasia Bank dimana memerlukan izin terlebih dahulu dari pimpinan Bank Indonesia.<br />
<br />
Urgensi Undang-Undang tentang Informasi dan Transaksi Elektronik (UU ITE) dan Undang-Undang tentang Transfer Dana (UU Transfer Dana)<br />
<br />
Payung hukum setingkat undang-undang yang khusus mengatur tentang kegiatan di dunia maya hingga saat ini belum ada di Indonesia. Dalam hal terjadi tindak pidana kejahatan di dunia maya, untuk penegakan hukumnya masih menggunakan ketentuan-ketentuan yang ada di KUHP yakni mengenai pemalsuan surat (Pasal 263), pencurian (Pasal 362), penggelapan (Pasal 372), penipuan (Pasal 378), penadahan (Pasal 480), serta ketentuan yang terdapat dalam Undang-Undang tentang Tindak Pidana Pencucian Uang dan Undang-Undang tentang Merek.<br />
<br />
Ketentuan-ketentuan tersebut tentu saja belum bisa mengakomodir kejahatan-kejahatan di dunia maya (cybercrime) yang modus operandinya terus berkembang. Selain itu dalam penanganan kasusnya seringkali menghadapi kendala antara lain dalam hal pembuktian dengan menggunakan alat bukti elektronik dan ancaman sanksi yang terdapat dalam KUHP tidak sebanding dengan kerugian yang diderita oleh korban, misalnya pada kasus internet fraud, salah satu pasal yang dapat digunakan adalah Pasal 378 KUHP (penipuan) yang ancaman hukumannya maksimum 4 (empat) tahun penjara sedangkan kerugian yang mungkin diderita dapat mencapai miliaran rupiah.<br />
<br />
Terkait dengan hal-hal tersebut di atas, kehadiran Undang-Undang tentang Informasi dan Transaksi Elektronik (UU ITE) dan Undang-Undang tentang Transfer Dana (UU Transfer Dana) diharapkan dapat menjadi faktor penting dalam upaya mencegah dan memberantas cybercrimes serta dapat memberikan deterrent effect kepada para pelaku cybercrimes sehingga akan berfikir jauh untuk melakukan aksinya. Selain itu hal yang penting lainnya adalah pemahaman yang sama dalam memandang cybercrimes dari aparat penegak hukum termasuk di dalamnya law enforcement.<br />
<br />
Adapun Rancangan Undang-Undang (RUU) ITE dan RUU Transfer Dana saat ini telah diajukan oleh pemerintah dan sedang dilakukan pembahasan di DPR RI, dimana dalam hal ini Bank Indonesia terlibat sebagai narasumber khususnya untuk materi yang terkait dengan informasi dan transaksi keuangan.fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-86572305511335620202016-06-08T07:10:00.001-07:002016-06-08T07:10:14.536-07:00Sertifikasi Keahlian di Bidang IT Tugas 5 Matkul Etika Dan ProfesionalismeSertifikasi Keahlian di Bidang IT<br />
Banyak alasan untuk mendapatkan sertifikasi IT (Information Technology). Hal utama adalah sertifikasi di bidang Teknologi Informasi dan Telekomunikasi memberikan kredibilitas bagi pemegangnya. Sertifikasi IT menunjukkan para Professional Teknologi Informasi memiliki pengetahuan dan kompetensi yang dapat dibuktikan. Sertifikasi IT juga memberikan keunggulan bersaing bagi perusahaan, khususnya dalam pasar global karena kemampuan dan pengetahuan Profesional Teknologi Informasi dan Telekomunikasi telah diuji dan didokumentasikan.<br />
1. Sertifikasi Nasional<br />
Ada dua jenis sertifikat yang diterbitkan oleh LSP Telematika, yaitu Certificate of Competence dan Certificate of Attainment.<br />
a. Certificate of Competence. Yaitu sertifikasi berdasarkan level kualifikasi dan jenjang jabatan sesuai dengan yang ditetapkan oleh Kerangka Kualifikasi Nasional Indonesia (KKNI). Certificate of Competence merupakan bukti pengakuan atas kompetensi seseorang setelah melakukan uji kompetensi dari suatu bidang keahlian kerja.<br />
b. Certificate of Attainment, yaitu sertifikasi atas unit kompetensi yang jenjang jabatannya berdasarkan kebutuhan pasar.<br />
2. Sertifikasi Internasional<br />
a. Sertifikasi Untuk Bahasa Pemrograman<br />
• Java<br />
Sun menawarkan tiga jenjang sertifikasi bagi programmer Java. Dari tingkat dasar ke advanced jenjang tersebut adalah: Sun Certified Programmer, Sun Certified Developer, dan Sun Certified Architect. Setiap jenjang sertifikasi membutuhkan jenjang sebelumnya. Contoh, untuk mengambil sertifikasi Developer Anda harus memiliki sertifikasi Programmer. Sun Certified Programmer adalah sertifikasi paling dasar dari Sun untuk programmer Java.<br />
Sun Certified Developer adalah anak tangga selanjutnya dari sertifikasi Sun. Anda mungkin berpikir hanya perlu sekali lagi mengerjakan soal-soal pilihan ganda untuk menjadi seorang Certified Dava Developer, tetapi Sun menuntut lebih banyak dalam ujian untuk jenjang ini.<br />
Sun Certified Enterprise Architect for J2EE adalah sertifikasi premium dari Sun. Sebagaimana dicerminkan oleh namanya, sertifikasi ini sangat berfokus pada enterprise.<br />
• Microsoft.net<br />
Untuk para developer ada dua jenis sertifikat yang ditawarkan oleh Microsoft sebagai pengakuan atas keahlian dalam pengetahuan dan keterampilan Microsoft .Net : Microsoft Certification Application Developer (MCAD) dan Microsoft Certified Solution Developer (MCSD).<br />
Sertifikasi MCAD dibuat oleh Microsoft sebagai respon terhadap kebutuhan industri akan sebuah sertifikasi yang memungkinkan mereka untuk menunjukkan keterampilan yang dibutuhkan untuk mengimplementasikan, memaintain, dan mendeploy aplikasi Web atau desktop berbasis Windows dengan skala kecil sampai menengah.<br />
Sertifikasi yang kedua adalah Microsoft Certified System Developer (MCSD). Sertifikat MCSD merupakan salah satu sertifikat TI dengan reputasi yang dikenal baik di kalangan industri. Dengan mengantongi sertifikat MCSD, seseorang dianggap telah mampu mendemonstrasikan kemampuan yang dibutuhkan untuk memimpin sebuah organisasi dalam proses perancangan, implementasi, dan administrasi dari suatu solusi bisnis dengan menggunakan produk Microsoft.<br />
b. Sertifikasi Untuk Database<br />
• Oracle<br />
Laporan IDC Certified Report 2002 menyebutkan bahwa sertifikasi Oracle adalah kualitas yang paling dicari oleh pasar TI. Untuk memenuhi kebutuhan industri akan berbagai spesialisasi keahlian dalam menggunakan teknologi Oracle, Oracle saat ini menawarkan tiga jenis sertifikasi Oracle. Oracle Certified DBA adalah sertifikasi yang menguji penguasaan teknologi dan solusi Oracle dalam menjalankan peran sebagai administrator database. Pada jalur sertifikasi ini terdapat tiga jenjang sertifikasi berikut:<br />
- Oracle Certified DBA Associate<br />
- Oracle Certified DBA Professional<br />
- Oracle Certified DBA Master<br />
• Microsoft<br />
Microsoft menawarkan satu jenis sertifikasi untuk penguasaan teknologi produk database andalannya, Microsoft SQl Server. Microsoft Certified DBA adalah sertifikasi yang diberikan sebagai pengakuan kemampuan merancang, mengimplementasi, dan melakukan administrasi database Microsoft SQl Server.<br />
Untuk mendapatkan sertifikasi MCDBA setiap kandidat harus lulus tiga ujian inti dan satu ujian pilihan. Ujian inti ini terdiri dari satu ujian untuk materi administrasi SQL Server, satu ujian perancangan database SQL Server, dan satu ujian Windows 2000 Sever atau Windows Server 2003. Sebagai tambahan ujian inti, kandidat harus lulus satu ujian pilihan dalam salah satu bidang keahlian produk Microsoft.<br />
c. Sertifikasi Untuk Office<br />
Sertifikasi Microsoft Office Specialist (Office Specialist) adalah sertifikasi premium untuk aplikasi desktop Microsoft. Sertifikasi ini merupakan sertifikasi dengan standar global untuk validasi keahlian dalam menggunakan Microsoft Office dalam meningkatkan produktivitas kerja.<br />
Fokus dari sertifikasi Office Specialist adalah mengevaluasi pemahaman menyeluruh terhadap program-program Microsoft Office dan Microsoft Project, kemampuan untuk menggunakan feature-feature advanced, dan kemampuan untuk mengintegrasikan program-program Office dengan software lain.<br />
Sertifikasi Office Specialist tersedia dalam tiga jalur: Office 2003 Editions, Office XP, dan Office 2000. Untuk setiap jalur sertifikasi terbagi dalam tiga jenjang keahlian, yaitu Specialist, Expert, dan Master.<br />
Contoh Sertifikasi Nasional dan Internasional<br />
<br />
Nasional :<br />
<br />
- Sertifikasi sistem manajemen mutu,<br />
- Sertifikasi sistem manajemen lingkungan,<br />
- sertifikasi produk,<br />
- sertifikasi ekolabel<br />
- sertifikasi sistem HACCP3<br />
<br />
Internasional :<br />
<br />
- Adobe Certification Testing<br />
- Avaya Certification Testing<br />
- CompTIA Certification Testing<br />
- LPI (Linux Professional Institute) Certification Testing<br />
- MySQL Certification Testing<br />
- Novell Certification Testing<br />
- Sun Academic Initiative Certification<br />
- SAP Certification Testing<br />
- VERITAS Certification Testing<br />
Sertifikasi administrasi dan maintenance Sertifikasi manajemen dan audit<br />
Dalam bagian ini akan ditunjukkan kompetensi untuk masing-masing bidang pekerjaan untuk administration dan maintenance serta management dan audit. Kompetensi dasar standar (standard core competency) yang harus dimiliki oleh<br />
kesemua kategori lapangan pekerjaan yaitu:<br />
Web Developer / Programmer<br />
• Membuat halaman web dengan multimedia. (ANTA: ICPMM65dA)<br />
• CGI programming<br />
<br />
Web Designer<br />
Berikut ini adalah kompetensi yang harus dimiliki oleh seorang web designer<br />
• Kemampuan menangkap digital image. (ANTA: ICPMM21cA)<br />
• Membuat halaman web dengan multimedia. (ANTA: ICPMM65dA)<br />
<br />
Database Administrator<br />
Database Administrator berkorelasi dengan sertifikasi ANTA ICA40299. Kompetensi yang harus dimiliki:<br />
• Monitor dan administer sebuah database. (ANTA: ICAITS125A)<br />
<br />
System Administrator<br />
• Menghubungkan perangkat keras. (ANTA: ICAITS014B)<br />
• Melakukan instalasi Microsoft Windows<br />
• Melakukan instalasi Linux<br />
• Pasang dan konfigurasi mail server, ftp server, web server<br />
• Memahami Routing<br />
<br />
Network Administrator<br />
• Menghubungkan perangkat keras. (ANTA: ICAITS014B)<br />
• Administer dan melakukan konfigurasi sistem operasi yang mendukung network. (ANTA: ICAITS120A)<br />
• Administer perangkat network. (ANTA: ICAITS121A)<br />
• Memahami Routing<br />
• Mencari sumber kesalahan di jaringan dan memperbaikinya. (ANTA: ICAITS122A)<br />
• Mengelola network security. (ANTA: ICAITS123A)<br />
• Monitor dan administer network security. (ANTA: ICAITS124A)<br />
<br />
Help Desk<br />
• Penggunaan perangkat lunak Internet berbasis Windows seperti Internet Explorer, telnet, ftp, IRC.<br />
<br />
Technical Support<br />
Kemampuan yang harus dimiliki<br />
• Menghubungkan perangkat keras. (ANTA: ICAITS014B)<br />
• Melakukan instalasi Microsoft Windows<br />
• Melakukan instalasi Linux<br />
• Mencari sumber kesalahan di jaringan dan memperbaikinya. (ANTA: ICAITS122A)<br />
• Penggunaan perangkat lunak Internet berbasis Windows seperti Internet Explorer, telnet, ftp, IRC.<br />
• Pasang dan konfigurasi mail server, ftp server, web server<br />
<br />
Lembaga yang melakukan Sertifikasi<br />
<br />
Untuk melakukan sertifikasi di bidang teknologi informasi, ada lembaga yang berperan di dalamnya .. Berikut merupakan lembaga-lembaga tersebut.<br />
<br />
1. LSP (Lembaga Sertifikasi Profesi Telematika)<br />
LSP sebagai lembaga sertifikasi mempunya visi dan misi :<br />
.. Visi LSP Telematika ..<br />
Tersedianya tenaga kerja yang kompeten dan bersertifikasi, di bidang telematika di tingkat nasional maupun Internasional.<br />
.. Misi LSP Telematika ..<br />
• Meningkatkan kompetensi SDM melalui sertifikasi profesi di bidang Telematika berdasarkan Standar Kompetensi Kerja Nasional Indonesia (SKKNI).<br />
• Menyediakan informasi tentang SDM yang kompeten dan bersertifikat di bidang Telematika untuk kebutuhan SDM secara nasional dan internasional.<br />
• Mencapai kesetaraan sertifikasi Profesi Telematika di seluruh dunia.<br />
<br />
.. Dasar Hukum LSP ..<br />
<br />
• Undang-Undang RI N0. 13 Tahun 2003 tentang Ketenagakerjaan, pasal 18<br />
• Undang-Undang No. 20 Tahun 2003 tentang Sistem Pendidikan Nasional, pasal 61<br />
• Undang-Undang RI No. 15 Tahun 1984 tentang Perindustrian (Lembaran Negara tahun 1984 No. 22, Tambahan Lembaran Negara Nomor 3274)<br />
• Peraturan Pemerintah No. 23 Tahun 2004 tentang Badan Nasional Sertifikasi Profesi (BNSP)<br />
• Peraturan Pemerintah No. 31 Tahun 2006 tentang Sistem Latihan Kerja Nasional<br />
• Surat Keputusan Menteri Tenaga Kerja dan Transmigrasi Republik Indonesia Nomor: KEP-96A/MEN/VI/2004 tentang Pedoman Penyiapan dan Akreditasi Lembaga Sertifikasi Profesi<br />
• Surat Keputusan Menteri Tenaga Kerja dan Transmigrasi Republik Indonesia Nomor: KEP-149/MEN/V/2005 tentang akreditasi LSP Telematika<br />
• Akta Notaris Buntario Tigris Darmawang, SH No. 54 tanggal 07 Maret 2005<br />
• Surat Keputusan BNSP Nomor KEP-16A/BNSP/III/2006 tentang Lisensi Kepada Lembaga Sertifikasi Profesi<br />
<br />
.. Tugas LSP Telematika ..<br />
• Mengembangkan Standar Kompetensi Kerja<br />
• Membuat materi uji kompetensi<br />
• Pelaksana akreditasi Tempat Uji Kompetensi (TUK)<br />
• Menerbitkan Sertifikasi Kompetensi dibidang Teknologi Informasi dan Komunikasi<br />
• Memiliki tanggung jawab teknis dan administrasi atas implementasi, pembinaan dan pengembangan standar kompetensi Kerja dan sertifikasi kompetensi<br />
• Kegiatan kerja merujuk kepada Sertifikat ISO 17024<br />
.. Asosiasi Yang Mempelopori Berdirinya LSP Telematika ..<br />
• MASTEL<br />
• APJII<br />
• ASPILUKI<br />
• APKOMINDO<br />
• APTIKOM<br />
• FTII<br />
• IPKIN<br />
<br />
.. Standar Kompetensi ..<br />
<br />
• Spesifikasi performance yang ditetapkan oleh Industri yang mencakup keterampilan, pengetahuandan sikap yang disyaratkan untuk dapat bekerja secara efektif.<br />
• Standar Kompetensi terdiri atas elemen-elemen kriteria unjuk kerja dan rentang variabel serta petunjuk pengumpulan bukti<br />
<br />
.. Elemen Kompetensi ..<br />
<br />
Kompetensi kerja memiliki 3 elemen penting yakni ketrampilan, pengetahuan, dan sikap. Perpaduan yang harmonis antara ketiga elemen ini menghasilkan tenaga kerja yang kompeten.<br />
<br />
.. Standar Kompetensi Yang Berlaku Secara Nasional ..<br />
<br />
Pemerintah telah menyusun Standar Kompetensi Kerja Nasional Indonesia (SKKNI) yang disusun dari berbagai kalangan dan berlaku secara nasional. SKKNI ini menjadi landasan sertifikasi kompetensi yang diselenggarakan LSP Telematika.<br />
<br />
.. SKKNI ..<br />
<br />
Suatu pernyataan yang disetujui secara nasional mengenai keterampilan, pengetahuan, sikap standar unjuk kerja seorang profesioanl yang disyaratkan di suatu perusahaan. Selain itu SKKNI juga menjadi landasan dalam pembuatan materi uji kompetensi.<br />
<br />
.. Sertifikat Yang Dikeluarkan LSP Telematika ..<br />
<br />
Ada dua jenis sertifikat yakni : Certificate of Competence dan Certificate of Attainment .<br />
<br />
2. VUE Authorized Test Centers<br />
Lembaga ini merupakan salah satu penyelenggara training IT yang memiliki kemampuan secara mandiri untuk menyelenggarakan ujian sertifikasi internasional dari berbagai vendor IT terkemuka seperti Cisco, CompTIA, Novel, Sun, dsb.<br />
Tidak semua lembaga training IT memiliki lisensi untuk mengadakan ujian sertifikasi internasional, bahkan banyak lembaga training IT yang bekerjasama dengan kami melaksanakan ujian sertifikasi internasional bagi peserta training yang mengikuti training mereka..<br />
Lembaga ini ditunjuk sebagai VUE Authorized Test Center sejak Maret 2007 dan hingga kini telah melaksanakan ujian sebanyak 75 kali dengan beragam jenis ujian dari Cisco Certified dan Microsoft Certified. Jumlah workstation untuk peserta ujian adalah 4 (empat buah) dengan demikian dalam satu waktu bersamaan kita maksimal dapat melaksanakan ujian sertifikasi internasional bagi 4 orang. Dengan server khusus yang didedikasikan hanya untuk VUE Test Center software yang menjamin kelancaran proses ujian sertifikasi.<br />
<br />
Program Ujian Sertifikasi Internasional Lainnya<br />
<br />
VUE Authorized Test Centers juga memfasilitasi ujian sertifikasi internasional lainnya seperti : BPN, ADP, Agilent Technologies, Altiris, American College, Avaya Inc. Testing, BMC Software, Brocade Communications, BRPT, Business Objects, Check Point Software Technologies, CompTIA Testing, EXIN, IBM Testing, Isilon Systems, Linux Professional Institute Testing, Lotus Testing, MatrixOne McDATA, Microsoft Testing, MySQL, Novell Testing, PostgreSQL CE (SRA OSS), PRMIA, Radware, Siemens, Sun Microsystems – SAI Program, Tivoli Testing, VERITAS, VMware, Inc., Zend Technologies, Ltd.<br />
Sejak bulan September 2007 terjadi pemisahaan ujian sertifikasi internasional, dimana secara khusus ujian Cisco Certified hanya dapat dilaksanakan oleh VUE Authorized Test Center sedangkan Microsoft Certified hanya dapat diujikan oleh Prometric Test Center. Saat ini kami juga telah ditunjuk oleh Prometric sebagai Prometric Test Center. Sehingga lebih banyak lagi jenis ujian sertifikasi internasional yang dapat kami selenggarakan.<br />
Pembiayaan untuk mengambil ujian sertifikasi tertentu di bidang TI memang tidak mudah, mulai dari isi materi termasuk di dalamnya masalah bahasa, hingga yang paling utama adalah faktor biaya. Khusus permasalahan biaya ujian, bagi skala perusahaan, biaya yang harus dikeluarkan untuk karyawannya mungkin adalah hal yang standar saja, namun jika ukurannya adalah per individu, maka biaya mengikuti program ujian sertifikasi skala internasional ini memang terbilang cukup mahal. Padahal, jika peserta ujian gagal, ia tidak memperoleh apa pun selain berkas yang berisikan informasi materi dan nilai hasil ujian.<br />
<br />
Institusi yang mengeluarkan sertifikasi di bidang administration dan maintenance serta management dan audit<br />
Sertifikasi profesional pada dasarnya memiliki 3 model , yaitu :<br />
-Dikembangkan oleh Profesional Society, sebagai contoh British Computer Society (BCS),<br />
Australian Computer Soicety (ACS), South East Asian Regional Computer Confederation (SEARCC) etc<br />
-Dikeluarkan oleh Komunitas suatu profesi, sebagai contoh Linux Profesional, SAGE (System Administration Guild), CISA(IS Auditing) [http://www.isaca.org/]<br />
- Dikeluarkan oleh vendor sebagai contoh MCSE (by Microsoft), CCNA (Cisco), CNE (Netware), RHCE (Red Hat) etc. Biasanya skill yang dibutuhkan untuk memperoleh sertifikat ini sangat spesifik dan sangat berorientasi pada suatu produk dari vendor tersebut.<br />
Institusi/perusahaan biasanya mensyaratkan adanya dokumen resmi pengakuan keahlian berupa sertifikasi yang dikeluarkan oleh lembaga resmi yang dapat meyakinkan bahwa network administrator tersebut memiliki kemampuan yang sesuai dengan standar yang telah ditetapkan oleh lembaga resmi sertifikasi.<br />
<br />
Bidang Maintenance<br />
Tiga windu Dirgantara Indonesia telah menunjukan kiprahnya dalam penguasaan teknologi dan industri kedirgantaraan. Penguasaan teknologi yang diterapkan dalam bidang desaign, manufacturing, quqlity assurance, product support, maintenance dan overhaul telah mendapat pengakuan dari otoritas nasional maupun internasional. Dallam bidang engineering: sertifikasi JAA (otoritas Eropa) untuk CN – 235-110, DGAC (otoritas sipil – RI), IMAA (otoritas militer – RI). Dalam bidang quality assurance: sertifikasi dari GD – AS,BAe – Inggris, Lockheed – AS, Boeing – AS. Dalam bidang product support and Maintenance – overhaul – repair : untuk Aircraft service sertifikasi dari DGAC – RI,Hamkam dan Oman untuk turbin dan propulasi sertifikasi dari DGAC – RI, FAA – AS, Hamkam, Malaysia, Engine Manufacturers - AS – Kanada – Inggris – Prancis, ISO – 9002 serta DGAC – RI untuk Maintenance Organization.<br />
<br />
Bidang Administration<br />
Cisco Certified Network Associate (CCNA) merupakan salah bentuk sertifikasi network administrator,sertifikasi ini dikeluarkan oleh Cisco dan merupakan sertifikasi tingkat pertama dalam jajaran sertifikasi Cisco. Cisco sendiri merupakan vendor peralatan jaringan komputer terkemuka yang produknya banyak sekali dipakai oleh perusahaan-perusahaan. Materi pembelajaran CCNA dirancang agar lulusannya mampu melakukan installasi, konfigurasi dan memanage LAN, WAN, serta security dasar untuk jaringan kecil small office home office. Dengan mengambil sertifikat CCNA dari CISCO, Anda masuk kedalam jalur untuk menapaki karir profesional di bidang networking.<br />
<br />
Bidang Manajemen & Audit<br />
Internal Auditor merupakan profesi yang relative baru dalam dunia bisnis. Kebutuhan internal auditor di Indonesia mulai dirasakan setelah keluarnya Position Paper #1/2003 yang disampaikan kepada Gubernur Bank Indonesia, Menteri BUMN dan Ketua Bapepam mengenai penting dan strategisnya peran internal auditor dalam upaya mentransformasi good corporate governance principles dari tataran ideal ke dalam bentuk yang lebih konkret, yaitu tataran implementasi. Kebutuhan dunia bisnis akan internal auditor yang kompeten terus meningkat dan belum diimbangi oleh jumlah sumber daya kompeten secara memadai.<br />
Berdasarkan fenomena kelangkaan sumber daya internal auditor yang kompeten di atas, Fakultas Ekonomi Widya Mandala Surabaya sebagai institusi pendidikan yang sejak dahulu mengedepankan kualitas, menyelenggarakan Short Course Program Sertifikasi Qualified Internal Auditor. Program ini merupakan hasil kerjasama dengan Yayasan Pendidikan Internal Auditor (YPIA)<br />
Program ini adalah satu-satunya program pendidikan sertifikasi Qualified Internal Auditor di Jawa Timur yang diakui oleh Organisasi Profesi Internal Auditor – satu-satunya organisasi yang berhak memberikan gelar QIA (Qualified Internal Auditor)<br />
<br />
Qualified Internal Auditor (QIA)<br />
Penyandang gelar QIA adalah internal auditor yang diakui memiliki pengetahuan dan ketrampilan sejajar dengan auditor kelas dunia. Gelar QIA diberikan oleh Dewan Sertifikasi Qualified Internal Auditor (DSQIA) setelah melalui pelatihan dan ujian sertifikasi QIAfachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-59227012744088622852016-04-28T22:43:00.002-07:002016-04-28T22:43:46.657-07:00Tugas Ke 4 Untuk Matkul Etika dan Profesionalisme # Aspek Bisnis dibidang Teknologi Informasi<br />Dunia Teknologi Informasi (TI) merupakan suatu industri yang berkembang dengan begitu pesatnya pada tahun-tahun terakhir ini. Ini akan terus berlangsung untuk tahun-tahun mendatang. Perkembangan bisnis dalam bidang TI ini membutuhkan formalisasi yang lebih baik dan tepat mengenai Aspek Bisnis di bidang Teknologi Informasi. Pada Aspek Bisnis di bidang Teknologi Informasi terdapat beberapa komponen salah satunya yaitu Prosedur Pendirian Usaha<br /><br />Prosedur Pendirian Usaha<br />Prosedur Pengadaan Tenaga Kerja antara lain :<br /><br />1. Perencanaan Tenaga Kerja<br /><br />Perencanaan tenaga kerja adalah penentuan kuantitas dan kualitas tenaga kerja yang dibutuhkan dan cara memenuhinya. Penentuan kuantitas dapat dilakukan dengan dua cara yaitu time motion study dan peramalan tenaga kerja. Sedangkan penentuan kualitas dapat dilakukan dengan Job Analysis.<br /><br />Job Analysis terbagi menjadi dua, yaitu Job Description dan Job Specification / Job Requirement.<br /><br />Tujuan Job Analysis bagi perusahaan yang sudah lama berdiri yaitu untuk reorganisasi, penggantian pegawai, dan penerimaan pegawai baru.<br /><br />2. Penarikan Tenaga Kerja<br /><br />Penarikan tenaga kerja diperoleh dari dua sumber, yaitu sumber internal dan sumber eksternal.<br /><br />Sumber internal yaitu menarik tenaga kerja baru dari rekomendasi karyawan lama dan nepotisme, berdasarkan sistem kekeluargaan, misalnya mempekerjakan anak, adik, dan sebagainya. Keuntungan menarik tenaga kerja dari sumber internal yaitu lowongan cepat terisi, tenaga kerja cepat menyesuaikan diri, dan semangat kerja meningkat. Namun kekurangannya adalah menghambat masuknya gagasan baru, terjadi konflik bila salah penempatan jabatan, karakter lama terbawa terus, dan promosi yang salah mempengaruhi efisiensi dan efektifitas. Tujuan menarik tenaga kerja dari sumber internal adalah untuk meningkatkan semangat, menjaga kesetiaan, memberi motivasi, dan memberi penghargaan atas prestasi.<br /><br />Sumber eksternal yaitu menarik tenaga kerja baru dari lembaga tenaga kerja, lembaga pendidikan, ataupun dari advertising, yaitu media cetak dan internet. Keuntungan menarik tenaga kerja dari sumber eksternal adalah dapat meminimaslisasi kesalahan penempatan jabatan, lebih berkualitas dan memperoleh ide baru/segar. Namun kekurangannya adalah membutuhkan proses yang lama, biaya yang cukup besar, dan rasa tidak senang dari pegawai lama. Tujuan menarik tenaga kerja dari sumber eksternal adalah untuk memperoleh gagasan/ide baru dan mencegah persaingan yang negatif.<br /><br />3. Seleksi Tenaga Kerja<br /><br />Ada lima tahapan dalam menyeleksi tenaga kerja, yaitu seleksi administrasi, tes kemampuan dan psikologi, wawancara, tes kesehatan dan referensi (pengecekan). Terdapat dua pendekatan untuk menyeleksi tenaga kerja, yaitu Succecive Selection Process dan Compensatory Selection Process. Succecive Selection Process adalah seleksi yang dilaksanakan secara bertahap atau sistem gugur. Compensatory Selection Process adalah seleksi dengan memberikan kesempatan yang sama pada semua calon untuk mengikuti seluruh tahapan seleksi yang telah ditentukan.<br /><br />4. Penempatan Tenaga Kerja<br /><br />Penempatan tenaga kerja adalah proses penentuan jabatan seseorang yang disesuaikan antara kualifikasi yang bersangkutan dengan job specification-nya. Indikator kesalahan penempatan tenaga kerja yaitu tenaga kerja yang tidak produktif, terjadi konflik, biaya yang tinggi dan tingkat kecelakaan kerja tinggi.<br /><br />Prosedur Pengadaan Barang dan Jasa<br /><br />Jenis-jenis metode pemilihan penyedia barang dan jasa ada empat, yaitu : Metode Pelelangan Umum, Pelelangan Terbatas, Pemilihan Langsung, dan Penunjukan Langsung. Jika menggunakan metode Penunjukan Langsung, maka prosedur pemilihan penyedia barang dan jasa seperti berikut :<br /><br /> Penilaian kualifikasi<br /> Permintaan penawaran dan negosiasi harga<br /> Penetapan dan penunjukan langsung<br /> Penunjukan penyedia barang/jasa<br /> Pengaduan<br /> Penandatanganan kontrak<br /> Kontak Bisnis<br /><br /><br />Kontak bisnis adalah seseorang dalam sebuah perusahaan klien atau organisasi lainnya yang lebih sering dihubungi dalam rangka keperluan bisnis. Data kontak bisnis berfungsi untuk mengorganisasikan dan menyimpan informasi lengkap mengenai koneksi, sehingga memudahkan dan mempercepat akses ke data<br />penting dalam rangka memelihara hubungan bisnis.<br /><br />Pakta Integritas<br /><br />Dalam Pasal 1 Keppres No.80/2003 mengenai pedoman pelaksanaan pengadaan barang dan jasa pemerintah disebutkan bahwa yang dimaksud Pakta Integritas adalah surat pernyataan yang ditandatangani oleh pengguna barang/jasa/panitia pengadaan/pejabat pengadaan/penyedia barang/jasa yang berisi ikrar untuk mencegah dan tidak melakukan KKN dalam pelaksanaan pengadaan barang/jasa.<br /><br />Pakta Integritas merupakan suatu bentuk kesepakatan tertulis mengenai tranparansi dan pemberantasan korupsi dalam pengadaan barang dan jasa barang publik melalui dokumen-dokumen yang terkait, yang ditandatangani kedua belah pihak, baik sektor publik maupun penawar dari pihak swasta.<br /><br />Tujuan Pakta Integritas :<br /><br /> mendukung sektor publik untuk dapat menghasilkan barang dan jasa pada harga bersaing tanpa adanya korupsi yang menyebabkan penyimpangan harga dalam pengadaan barang dan jasa barang dan jasa.<br /> mendukung pihak penyedia pelayanan dari swasta agar dapat diperlakukan secara transparan, dapat diperkirakan, dan dengan cara yang adil agar dapat terhindar dari adanya upaya "suap" untuk mendapatkan kontrak dan hal ini pada akhirnya akan dapat mengurangi biaya-biaya dan meningkatkan daya saing.<br /><br /><br />Pakta Integritas merupakan salah satu alat (tools) yang dikembangkan Transparency International pada tahun 90-an. Tujuannya adalah menyediakan sarana bagi Pemerintah, Perusahaan swasta dan masyarakat umum untuk mencegah korupsi, kolusi dan nepotisme, terutama dalam kontrak-kontrak pemerintah (public contracting).<br /><br />Pakta Integritas merupakan surat pernyataan yang ditandatangani oleh pengguna barang/jasa/panitia pengadaan/pejabat pengadaan/penyedia barang/jasa yang berisi ikrar untuk mencegah dan tidak melakukan kolusi, korupsi, dan nepotisme (KKN) dalam pelaksanaan pengadaan barang/jasa.<br /><br />Pakta Integritas perlu dibuat untuk menunjukan suatu komitmen panitia pengadaan logistik pemilu menjalankan proses pengadaan barang dan jasa sesuai dengan peraturan dan tidak melakukan KKN serta siap menerima sanksi jika melanggar Pakta Integritas tersebut.<br /><br />Manfaat Pakta Integritas bagi Institusi/ Lembaga<br /><br /> Melindungi para pimpinan, anggota komisi, sekretariat dan karyawan dari tuduhan-tuduhan suap<br /> Melindungi para pimpinan, anggota komisi, sekretariat dan karyawan dari tindak pidana korupsi yang dapat menyeret mereka ke penjara<br /> PI memungkinkan peserta lelang/kontraktor melaksanakan kontrak pengadaan yang bebas suap<br /> Membantu Institusi/ Lembaga mengurangi high cost economy.<br /> PI membantu meningkatkan kredibilitas Institusi<br /> PI membantu meningkatkan barang/jasa instansi publik kepercayaan masyarakat atas pengadaan<br /> PI membantu pelaksanaan Program yang berkualitas dengan dukungan logistik tepat mutu, tepat waktu dan tepat biaya.<br /><br /><br />Dasar Hukum Pakta Integritas Di Indonesia<br /><br /> TAP MPR No. VIII/2001 tentang keterbukaan informasi bagi masyarakat dalam rangka partisipasi masyarakat dalam pemberantasan korupsi.<br /> Keputusan Komisi Pemilihan Umum No. 186 tahun 2002 tentang PETUNJUK PELAKSANAAN PENGADAAN BARANG DAN JASA KEPERLUAN PEMILIHAN UMUM.<br /> UNDANG-UNDANG No. 5 TAHUN 1999 tentang LARANGAN PRAKTEK MONOPOLI DAN PERSAINGAN USAHA TIDAK SEHAT. PASAL . 22<br /> UNDANG-UNDANG PIDANA KORUPSI. NO.31/1999 tentang PEMBRANTASAN TINDAK PIDANA KORUPSI<br /> UNDANG-UNDANG No. 30/2002 tentang KOMISI PEMBERANTASAN TINDAK PIDANA KORUPSI.<br /> UNDANG-UNDANG No. 18/1999 Tentang PENGEMBANGAN INDUSTRI JASA KONSTRUKSI.<br /> UNDANG-UNDANG No.20/2001 tentang PERUBAHAN ATAS UNDANGUNDANG No. 31/1999 Tentang PEMBERANTASAN TINDAK PIDANA KORUPSI.<br /> Kepres 80/2003 tentang Perubahan Kepres 18/2001 tentang Pedoman Pengadaan Barang dan Jasa MODUL PAKTA INTEGRITAS & SISTEM PEMANTAUAN (PELAKSANAAN BARANG DAN JASA ) DI INSTITUSI/ LEMBAGA PUBLIK<br /><br /><br /><br />Metode Pemilihan Penyedia Barang Dan Jasa<br /><br />Berdasarkan Keppres No. 80/2003 tentang Pedoman Pengadaan Barang dan Jasa terdapat beberapa metode pemilihan serta sistem penilaian kompetensi penyedia barang dan jasa. Dalam buku “Tips Menang Tender Pengadaan Barang Dan Jasa”, dijelaskan hubungan antara metode pemilihan penyedia barang dan jasa dengan sistem penilaian kompetensi penyedia jasa. Dalam artikel ini kita hanya akan membahas secara umum jenis-jenis metode pemilihan penyedia barang dan jasa, yang antara lain:<br /><br />a. Metode Pelelangan Umum<br /><br />Metode pelelangan umum merupakan metoda pemilihan penyedia barang/jasa yang relatif banyak dilakukan. Pelelangan umum dilakukan secara terbuka dengan pengumuman secara luas melalui media massa dan papan pengumuman resmi untuk penerangan umum sehingga masyarakat luas dunia usaha yang berminat dan memenuhi kualifikasi dapat mengikutinya. Semua pengadaan pada prinsipnya harus dapat dilelang dengan cara diumumkan secara luas agar dapat menciptakan persaingan yang sehat.<br /><br />b. Pelelangan Terbatas<br /><br />Pelelangan terbatas dilakukan, jika pelelangan umum sulit dilaksanakan karena penyedia barang/jasa yang mampu mengerjakan diyakini terbatas dan pekerjaannya kompleks, maka dilakukan pelelangan terbatas. Pekerjaan kompleks adalah pekerjaan yang memerlukan teknologi tinggi atau mempunyai resiko tinggi atau yang menggunakan peralatan yang didesain khusus atau bernilai di atas Rp. 50.000.000.000,- (lima puluh miliar rupiah). Pelelangan terbatas diumumkan secara luas melalui media massa dan papan pengumuman resmi dengan mencantumkan penyedia barang/jasa yang telah diyakini mampu, guna memberi kesempatan kepada penyedia barang/jasa lainnya yang memenuhi kualifikasi.<br /><br />c. Pemilihan Langsung<br /><br />Bila pelelangan umum dan pelelangan terbatas sulit dilaksanakan dan kemungkinan tidak akan mencapai sasaran, maka dilakukan pemilihan langsung. Pemilihan langsung dapat dilaksanakan untuk pengadaan yang bernilai sampai dengan Rp. 100.000.000,- (seratus juta rupiah).<br /><br />Metoda pemilihan langsung, yaitu pemilihan penyedia barang/jasa yang dilakukan dengan<br />membandingkan sebanyak-banyaknya penawaran, sekurang-kurangnya 3 (tiga) penawaran<br />dari penyedia barang/jasa yang telah lulus prakualifikasi serta dilakukan negosiasi baik teknis<br />maupun biaya serta harus diumumkan minimal melalui papan pengumuman resmi untuk<br />penerangan umum dan bila memungkinkan melalui internet.<br />Pejabat/Panitia Pengadaan mengundang penyedia barang/jasa untuk memasukkan penawaran<br />kemudian membandingkan penawaran tersebut yang memenuhi syarat. Negosiasi teknis dan<br />harga dilakukan secara bersaing.<br /><br />d. Penunjukan Langsung<br /><br />Berdasarkan ketentuan dalam Keppres No 80/2003 tentang Pedoman Pengadaan Barang dan Jasa, Penunjukan langsung dalam pengadaan barang/jasa dapat dilaksanakan dalam hal memenuhi kriteria yang antara lain:<br /><br /> Terjadi keadaan darurat untuk pertahanan negara, keamanan dan keselamatan masyarakat yang pelaksanaan pekerjaannya tidak dapat ditunda, atau harus dilakukan segera, termasuk penanganan darurat akibat bencana alam,<br /> Pekerjaan yang bersifat rahasia dan menyangkut pertahanan serta keamanan negara yang ditetapkan oleh Presiden,<br /> Pekerjaan berskala kecil dengan nilai paket pekerjaan maksimum Rp. 50.000.000,- (lima puluh juta rupiah),<br /> Paket pekerjaan berupa pekerjaan/barang spesifik yang hanya dapat dilaksanakan oleh satu penyedia barang/jasa, pabrikan, pemegang hak paten tertentu,<br /> Paket pekerjaan merupakan hasil produksi usaha kecil atau koperasi kecil atau pengrajin industri kecil yang telah mempunyai pasar dan harga yang relatif stabil,<br /> Paket pekerjaan bersifat kompleks dan hanya dapat dilaksanakan dengan penggunaan teknologi khusus dan/atau hanya ada satu penyedia barang/jasa yang mampu mengaplikasikannya.fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-44916666777887913252016-04-28T22:40:00.004-07:002016-04-28T22:41:04.905-07:00Tugas Ke 3 Untuk Matkul Etika dan Profesionalisme #<h2>
IT AUDIT TRAIL</h2>
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Audit Trail merupakan salah satu fitur dalam suatu program yang mencatat semua kegiatan yang dilakukan tiap user dalam suatu tabel log secara rinci.Audit Trail secara default akan mencatat waktu, user, data yang diakses dan berbagai jenis kegiatan. Jenis kegiatan bisa berupa menambah, merungubah dan menghapus. Audit Trail apabila diurutkan berdasarkan waktu, bisa membentuk suatu kronologis manipulasi data. Dasar ide membuat fitur Audit Trail adalah menyimpan histori tentang suatu data (dibuat, diubah atau dihapus) dan oleh siapa, serta bisa menampilkannya secara kronologis. Dengan adanya Audit Trailini, semua kegiatan dalam program yang bersangkutan diharapkan bisa dicatat dengan baik.<br />
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Cara kerja Audit Trail<br />
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Audit Trail yang disimpan dalam suatu tabel:<br />
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o Dengan menyisipkan perintah penambahan record ditiap query: Insert, Update dan Delete.<br />
o Dengan memanfaatkan fitur trigger pada DBMS. Trigger adalah kumpulan SQL statement yang secara otomatis menyimpan log pada event INSERT, UPDATE ataupun DELETE pada sebuah tabel.<br />
Fasilitas Audit Trail<br />
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Jika fasilitas Audit Trail diaktifkan, maka setiap transaksi yang dimasukan keAccurate, jurnalnya akan dicatat di dalam sebuah tabel, termasuk oleh siapa dan kapan. Apabila ada sebuah transaksi yang di-edit, maka jurnal lamanya akan disimpan, begitu pula dengan jurnal barunya.<br />
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Hasil Audit Trail<br />
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Record Audit Trail disimpan dalam bentuk, yaitu :<br />
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o Binary File – Ukuran tidak besar dan tidak bisa dibaca begitu saja<br />
o Text File – Ukuran besar dan bisa dibaca langsung<br />
o Tabel.<br />
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<h2>
REAL TIME AUDIT</h2>
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Real Time Audit (RTA) adalah suatu sistem untuk mengawasi kegiatan teknis dan keuangan sehingga dapat memberikan penilaian yang transparan status saat ini dari semua kegiatan dimana pun mereka berada. Ini mengkombinasikan prosedur sederhana dan logis untuk merencanakan dan melakukan dana untuk kegiatan dan “siklus proyek” pendekatan untuk memantau kegiatan yang sedang berlangsung dan penilaian termasuk cara mencegah pengeluaran yang tidak sesuai.<br />
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<h2>
IT FORENSICS</h2>
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IT Forensics merupakan Ilmu yang berhubungan dengan pengumpulan fakta dan bukti pelanggaran keamanan sistem informasi, serta validasinya menurut metode yang digunakan (misalnya metode sebab-akibat).<br />
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Tujuan IT Forensics adalah untuk mendapatkan fakta-fakta objektif dari sistem informasi, karena semakin berkembangnya teknologi komputer dapat digunakan sebagai alat bagi para pelaku kejahatan komputer.<br />
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Fakta-fakta tersebut setelah diverifikasi akan menjadi bukti-bukti (evidence) yang akan di gunakan dalam proses hukum, selain itu juga memerlukan keahlian dibidang IT (termasuk diantaranya hacking) dan alat bantu (tools), baikhardware maupun software.<br />
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Untuk Menganalisis Barang Bukti dalam Bentuk Elektronik atau Data seperti:<br />
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o NB/Komputer/Hardisk/MMC/CD/Camera Digital/Flash Disk dan SIM Card/HP.<br />
o Menyajikan atau menganalisis Chart Data Komunikasi Target.<br />
o Menyajikan atau Analisis Data isi SMS Target dari HP.<br />
o Menentukan Lokasi/Posisi Target atau Maping.<br />
o Menyajikan Data yg ada atau dihapus atau Hilang dari Barang Bukti Tersebut.<br />
Data atau barang bukti tersebut diolah, dan dianalisis menggunakan software dan alat khusus untuk dimulainya IT Forensics. Hasil dari IT Forensics adalah sebuah Chart data Analisis komunikasi data Target.<br />
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Berikut prosedur forensik yang umum di gunakan antara lain:<br />
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o Membuat copy dari keseluruhan log data, files dan lain-lain yang dianggap perlu pada media terpisah.<br />
o Membuat fingerptint dari data secara matematis.<br />
o Membuat fingerprint dari copy secara otomatis.<br />
o Membuat suatu hashes masterlist.<br />
o Dokumentasi yang baik dari segala sesuatu yang telah dikerjakan.<br />
Sedangkan menurut metode Search dan Seizure adalah:<br />
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o Identifikasi dan penelitian permasalahan.<br />
o Membuat hipotesa.<br />
o Uji hipotesa secara konsep dan empiris.<br />
o Evaluasi hipotesa berdasarkan hasil pengujian, dan pengujian ulang jika hipotesa tersebut jauh dari apa yang diharapkan.<br />
o Evaluasi hipotesa terhadap dampak yang lain jika hipotesa tersebut dapat diterima.<br />
Tools dalam IT Forensics<br />
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o Antiword <br />
Antiword merupakan sebuah aplikasi yang digunakan untuk menampilkan teks dan gambar dokumen Microsoft Word. Antiword hanya mendukung dokumen yang dibuat oleh MS Word versi 2 dan versi 6, atau yang lebih baru.<br />
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o Autopsy<br />
The Autopsy Forensic Browser merupakan antarmuka grafis untuk tool analisis investigasi diginal perintah baris The Sleuth Kit. Bersama, mereka dapat menganalisis disk dan file system Windows dan UNIX (NTFS, FAT, UFS1/2, Ext2/3).<br />
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o Binhash<br />
Binhash merupakan sebuah program sederhana untuk melakukan hashingterhadap berbagai bagian file ELF dan PE untuk perbandingan. Saat ini ia melakukan hash terhadap segmen header dari bagian header segmen obyek ELF dan bagian segmen header obyek PE.<br />
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o Sigtool<br />
Sigtool merupakan tool untuk manajemen signature dan database ClamAV. Sigtool dapat digunakan untuk rnenghasilkan checksum MD5, konversi data ke dalam format heksadesimal, menampilkan daftar signature virus dan build/unpack/test/verify database CVD dan skrip update.<br />
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o ChaosReader<br />
ChaosReader merupakan sebuah tool freeware untuk melacak sesi TCP/UDP/… dan mengambil data aplikasi dari log tcpdump. la akan mengambil sesi telnet, file FTP, transfer HTTP (HTML, GIF, JPEG,…), email SMTP dan sebagainya, dari data yang ditangkap oleh log lalu lintas jaringan. Sebuah file index html akan tercipta yang berisikan link ke seluruh detil sesi, termasuk program replay realtime untuk sesi telnet, rlogin, IRC, X11 atau VNC; dan membuat laporan seperti laporan image dan laporan isi HTTP GET/POST.<br />
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o Chkrootkit<br />
Chkrootkit merupakan sebuah tool untuk memeriksa tanda-tanda adanya rootkit secara lokal. la akan memeriksa utilitas utama apakah terinfeksi, dan saat ini memeriksa sekitar 60 rootkit dan variasinya.<br />
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o Dcfldd<br />
Tool ini mulanya dikembangkan di Department of Defense Computer Forensics Lab (DCFL). Meskipun saat ini Nick Harbour tidak lagi berafiliasi dengan DCFL, ia tetap memelihara tool ini.<br />
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o Ddrescue<br />
GNU ddrescue merupakan sebuah tool penyelamat data. la menyalinkan data dari satu file atau device blok (hard disc, cdrom, dsb.) ke yang lain, berusaha keras menyelamatkan data dalam hal kegagalan pembacaan. Ddrescue tidak memotong file output bila tidak diminta. Sehingga setiap kali anda menjalankannya ke file output yang sama, ia berusaha mengisi kekosongan.<br />
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o Foremost<br />
Foremost merupakan sebuah tool yang dapat digunakan untuk me-recover file berdasarkan header, footer atau struktur data file tersebut. la mulanya dikembangkan oleh Jesse Kornblum dan Kris Kendall dari the United States Air Force Office of Special Investigations and The Center for Information Systems Security Studies and Research. Saat ini foremost dipelihara oleh Nick Mikus, seorang Peneliti di The Naval Postgraduate School Center for Information Systems Security Studies and Research.<br />
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o Gqview<br />
Gqview merupakan sebuah program untuk melihat gambar berbasis GTK. la mendukung beragam format gambar, zooming, panning, thumbnails dan pengurutan gambar.<br />
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o Galleta<br />
Galleta merupakan sebuah tool yang ditulis oleh Keith J Jones untuk melakukan analisis forensic terhadap cookie Internet Explorer.<br />
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o Ishw<br />
Ishw (Hardware Lister) merupakan sebuah tool kecil yang memberikan informasi detil mengenai konfigurasi hardware dalam mesin. la dapat melaporkan konfigurasi memori dengan tepat, versi firmware, konfigurasi mainboard, versi dan kecepatan CPU, konfigurasi cache, kecepatan bus, dsb. pada sistem t>MI-capable x86 atau sistem EFI.<br />
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o Pasco<br />
Banyak penyelidikan kejahatan komputer membutuhkan rekonstruksi aktivitas Internet tersangka. Karena teknik analisis ini dilakukan secara teratur, Keith menyelidiki struktur data yang ditemukan dalam file aktivitas Internet Explorer (file index.dat). Pasco, yang berasal dari bahasa Latin dan berarti “browse”, dikembangkan untuk menguji isi file cache Internet Explorer. Pasco akan memeriksa informasi dalam file index.dat dan mengeluarkan hasil dalam field delimited sehingga dapat diimpor ke program spreadsheet favorit Anda.<br />
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o Scalpel<br />
Scalpel adalah sebuah tool forensik yang dirancang untuk mengidentifikasikan, mengisolasi dan merecover data dari media komputer selama proses investigasi forensik. Scalpel mencari hard drive, bit-stream image, unallocated space file, atau sembarang file komputer untuk karakteristik, isi atau atribut tertentu, dan menghasilkan laporan mengenai lokasi dan isi artifak yang ditemukan selama proses pencarian elektronik. Scalpel juga menghasilkan (carves) artifak yang ditemukan sebagai file individual.<br />
<br />
Sumber : http://aziisardianto-ardianto.blogspot.com/2013/04/jelaskan-it-audit-trail-real-time-audit.htmlfachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-22061667198064436792016-03-25T11:26:00.000-07:002016-03-25T11:26:12.955-07:00Tugas Ke 2 Untuk Matkul Etika dan Profesionalisme #1) Modus-modus kejahatan dalam teknologi informasi<br />
<div style="text-align: justify;">
Jawab :<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"><span style="font-family: "Times New Roman","serif";"> </span>Kebutuhan
akan teknologi Jaringan Komputer semakin meningkat. Selain sebagai media
penyedia informasi, melalui Internet pula kegiatan komunitas komersial menjadi
bagian terbesar, dan terpesat pertumbuhannya serta menembus berbagai batas
negara. Bahkan melalui jaringan ini kegiatan pasar di dunia bisa diketahui
selama 24 jam. Melalui dunia internet atau disebut juga cyberspace, apapun
dapat dilakukan. Segi positif dari dunia maya ini tentu saja menambah trend
perkembangan teknologi dunia dengan segala bentuk kreatifitas manusia. Namun
dampak negatif pun tidak bisa dihindari. Tatkala pornografi marak di media
Internet, masyarakat pun tak bisa berbuat banyak.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<div>
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"><br /></span></div>
</div>
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">
Seiring dengan perkembangan teknologi Internet, menyebabkan munculnya kejahatan
yang disebut dengan “CyberCrime” atau kejahatan melalui jaringan Internet.
Munculnya beberapa kasus “CyberCrime” di Indonesia, seperti pencurian kartu
kredit, hacking beberapa situs, menyadap transmisi data orang lain, misalnya
email, dan memanipulasi data dengan cara menyiapkan perintah yang tidak
dikehendaki ke dalam programmer komputer. Sehingga dalam kejahatan komputer
dimungkinkan adanya delik formil dan delik materil. Delik formil adalah
perbuatan seseorang yang memasuki komputer orang lain tanpa ijin, sedangkan
delik materil adalah perbuatan yang menimbulkan akibat kerugian bagi orang
lain. Adanya CyberCrime telah menjadi ancaman stabilitas, sehingga pemerintah
sulit mengimbangi teknik kejahatan yang dilakukan dengan teknologi komputer,
khususnya jaringan internet dan intranet.</span></div>
<br />
2) Jenis-jenis ancaman melalui IT<br />
Jawab : <br />
<ol start="1" style="font-family: Arial,Helvetica,sans-serif; margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt;"><span style="font-size: 12pt; line-height: 150%;">Unauthorized Access to Computer System and Service<br />
“Pelaku” dari tipe kejahatan ini masuk atau menyusup ke dalam sistem
Jaringan komputer “korban”. “Pelaku” masuk tanpa ijin sama sekali dari
pemilik atau Sistem tersebut. Setelah mereka masuk ke dalam sistem
Jaringan “Korban”, “pelaku” biasanya menyabotase (mengganti atau mengubah
data) atau melakukan pencurian data dari Jarinagn yang mereka masukin.
Tapi tidak sedikit juga “pelaku” yang cuma melihat-lihat ke dalam Sistem
tersebut atau hanya untuk mencari kelemahan dari Sistem Jaringan Tersebut
( Setelah mereka mengetahui kelemahan Sistem tersebut, mereka langsung
menghubungi Admin Sistem tersebut untuk mengganti keamanan Sistem mereka).</span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt;"><span style="font-size: 12pt; line-height: 150%;">Illegal Contents<br />
“Pelaku” dari tipe kejahatan ini melekukan kejahatan dengan cara mengganti
dan menambah data yang tidak seharusnya kedalam sistem tersebut. Biasanya
berita yang mereka masukan tidak sesuai dengan kenyataan. Mereka kadang
juga memasukan berita bohong atau fitnah, hal-hal yang pornografi
atau pemuatan suatu informasi yang tidak sesuai dengan keadaan Sistem
tersebut.</span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt;"><span style="font-size: 12pt; line-height: 150%;">Data Forgery<br />
“Pelaku” kejahatan ini biasanya melakukan kejahatan dengan memalsukan
data-data dokumen penting yang terdapat dalam sistem yang mereka
susupi. Data-data penting yang mereka palsukan dibuat sebagai
scriptless melalui jaringan Internet.</span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt;"><span style="font-size: 12pt; line-height: 150%;">Cyber Espionage<br />
“Pelaku” kejahatan ini memanfaatkan Jaringan Internet untuk melakukan
kegiatan mata-mata terhadap pihak lain atau saingannya. “Pelaku” masuk ke
dalam Sistem “Korban”, kemudian melihat atau meng-copy data yang terhadap
di dalam Sistem sang “korban”</span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt;"><span style="font-size: 12pt; line-height: 150%;">Cyber Sabotage and Extortion<br />
“Pelaku” dalam kejahatan ini melakukan kejahatannya dengan membuat
gangguan, perusakan atau penghancuran terhadap suatu data yang terdapat
dalam sistem yang disusupin oleh “pelaku” melalui program komputer atau
jaringan komputer yang terhubung oleh internet. “Pelaku” biasanya
menyusupkan logic bomb, virus komputer atau program komputer yang jika
dibuka akan mentrigger virus atau file perusak tersebut.<br />
Jika suatu program atau data yang ada di sistem terkena virus, maka
program atau data tersebut tidak akan berjalan sebagaimana mestinya.</span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt;"><span style="font-size: 12pt; line-height: 150%;">Offense against Intellectual Property<br />
“Pelaku” kejahatan ini mengincar terhadap hak atas kekayaan intelektual
yang dimiliki oleh “korban”. “Pelaku” biasanya meniru atau menyiarkan
sesuatu yang sebenarnya sudah lebih dulu dilakukan oleh orang lain.</span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt;"><span style="font-size: 12pt; line-height: 150%;">Infringements of Privacy<br />
“Pelaku” dalam kejahatan ini biasanya melakukan kejahatannya dengan cara
mengambil data pribadi seseorang yang tersimpan secara computerized, yang
apabila dilakukan akan merugikan materiil maupun immateriil. Kejahatan
seperti ini biasanya mengincar nomor kartu kredit, nomor PIN ATM, ataupun
data kesehatan dari “korban”.</span></li>
</ol>
<br />
3) Kasus Cyber Crime<br />
<div style="text-align: justify;">
Jawab :<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> Istilah<span class="apple-converted-space"><span style="color: #333333;"> </span></span><em><span style="color: #333333;">hacker</span></em><span class="apple-converted-space"><span style="color: #333333;"> </span></span>biasanya
mengacu pada seseorang yang punya minat besar untuk mempelajari sistem komputer
secara detail dan bagaimana meningkatkan kapabilitasnya. Adapun mereka yang
sering melakukan aksi-aksi perusakan di internet lazimnya disebut<em><span style="color: #333333;">cracker</span></em>. Boleh dibilang cracker ini
sebenarnya adalah hacker yang yang memanfaatkan kemampuannya untuk hal-hal yang
negatif. Aktivitas cracking di internet memiliki lingkup yang sangat luas,
mulai dari pembajakan account milik orang lain, pembajakan situs web, probing,
menyebarkan virus, hingga pelumpuhan target sasaran. Tindakan yang terakhir
disebut sebagai DoS (Denial Of Service). Dos attack merupakan serangan yang
bertujuan melumpuhkan target (hang, crash) sehingga tidak dapat memberikan
layanan.</span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Pada kasus Hacking ini biasanya modus seorang hacker
adalah untuk menipu atau mengacak-acak data sehingga pemilik tersebut tidak
dapat mengakses web miliknya. Untuk kasus ini Pasal 406 KUHP dapat dikenakan
pada kasus<span class="apple-converted-space"><span style="color: #333333;"> </span></span><em><span style="color: #333333;">deface</span></em><span class="apple-converted-space"><i><span style="color: #333333;"> </span></i></span>atau<span class="apple-converted-space"><span style="color: #333333;"> </span></span><em><span style="color: #333333;">hacking</span></em><span class="apple-converted-space"><i><span style="color: #333333;"> </span></i></span>yang membuat sistem milik orang
lain, seperti<span class="apple-converted-space"><span style="color: #333333;"> </span></span><em><span style="color: #333333;">website</span></em><span class="apple-converted-space"><i><span style="color: #333333;"> </span></i></span>atau program menjadi tidak
berfungsi atau dapat digunakan sebagaimana mestinya.</span></div>
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> </span></div>
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sumber : </span></div>
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">http://nurfaizinbenny.blogspot.co.id/2013/04/jenis-jenis-ancaman-threats-melalui-it.html</span></div>
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span><cite class="_Rm">http://robiharlan.blogspot.co.id/2014/05/jenis-jenis-ancaman-threats-melalui-it.html</cite></div>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-69587458349301172392016-03-25T11:19:00.003-07:002016-03-25T11:19:48.143-07:00Tugas Ke 1 Untuk Matkul Etika dan Profesionalisme #1) Pengetian dari Etika ?<br />
<div style="text-align: justify;">
Jawab : Pengertian Etika (Etimologi), berasal dari bahasa Yunani adalah “Ethos”,
yang berarti watak kesusilaan atau adat kebiasaan (custom). Etika
biasanya berkaitan erat dengan perkataan moral yang merupakan istilah
dari bahasa Latin, yaitu “Mos” dan dalam bentuk jamaknya “Mores”, yang
berarti juga adat kebiasaan atau cara hidup seseorang dengan melakukan
perbuatan yang baik (kesusilaan), dan menghindari hal-hal tindakan yang
buruk. Etika dan moral lebih kurang sama pengertiannya, tetapi dalam
kegiatan sehari-hari terdapat perbedaan, yaitu moral atau moralitas
untuk penilaian perbuatan yang dilakukan, sedangkan etika adalah untuk
pengkajian sistem nilai-nilai yang berlaku. </div>
<br />
2) Pengertian dari Profesionalisme ?<br />
<div style="text-align: justify;">
Jawab : Profesionalisme merupakan komitmen para anggota suatu profesi untuk
meningkatkan kemampuannya secara terus menerus. “Profesionalisme” adalah
sebutan yang mengacu kepada sikap mental dalam bentuk komitmen dari
para anggota suatu profesi untuk senantiasa mewujudkan dan meningkatkan
kualitas profesionalnya. Alam bekerja, setiap manusia dituntut untuk
bisa memiliki profesionalisme karena di dalam profesionalisme tersebut
terkandung kepiawaian atau keahlian dalam mengoptimalkan ilmu
pengetahuan, skill, waktu, tenaga, sember daya, serta sebuah strategi
pencapaian yang bisa memuaskan semua bagian/elemen. Profesionalisme juga
bisa merupakan perpaduan antara kompetensi dan karakter yang
menunjukkan adanya tanggung jawab moral.
</div>
<div style="text-align: justify;">
Kode etik profesi merupakan sarana kontrol sosial bagi
masyarakat atas profesi yang bersangkutan. Maksudnya bahwa etika profesi
dapat memberikan suatu pengetahuan kepada masyarakat agar juga dapat
memahami arti pentingnya suatu profesi, sehingga memungkinkan
pengontrolan terhadap para pelaksana di lapangan kerja (kalanggan
sosial).<br />
Kode etik profesi mencegah campur tangan pihak diluar organisasi profesi
tentang hubungan etika dalam keanggotaan profesi. Arti tersebut dapat
dijelaskan bahwa para pelaksana profesi pada suatu instansi atau
perusahaan yang lain tidak boleh mencampuri pelaksanaan profesi di lain
instansi atau perusahaan.</div>
<div style="text-align: justify;">
Dalam era kini, informasi dipandang sebagai aset atau sumber yang
setara dengan sumber-sumber lain dan juga mempunyai kekhususan persoalan
dan pengelolaannya, sehingga diperlukan suatu manajemen khusus yaitu
sistem manajemen informasi dengan pengelolanya yang khusus yaitu manajer
informasi atau Chief Information Officer (CIO). Sebagai manajer jelas
harus mengetahui etika manajemen. Aspek keuangan merupakan suatu aspek
yang yang sangat sensitif, demikian juga dengan aspek informasi. Dengan
demikian hak dan tanggung jawab manajer mengisyaratkan bahwa syarat
manajer harus “beretika (bermoral) tinggi dan kuat”.</div>
<br />
<br />
3) Pengertian dari Etika Profesionalisme ?<br />
<div style="text-align: justify;">
Jawab : Etika profesi menurut keiser dalam ( Suhrawardi Lubis, 1994:6-7 ) adalah
sikap hidup berupa keadilan untuk memberikan pelayanan professional
terhadap masyarakat dengan penuh ketertiban dan keahlian sebagai
pelayanan dalam rangka melaksanakan tugas berupa kewajiban terhadap
masyarakat. Kode etik profesi adalah sistem norma, nilai dan aturan
professsional tertulis yang secara tegas menyatakan apa yang benar dan
baik, dan apa yang tidak benar dan tidak baik bagi professional. Kode
etik menyatakan perbuatan apa yang benar atau salah, perbuatan apa yang
harus dilakukan dan apa yang harus dihindari. Tujuan kode etik yaitu
agar professional memberikan jasa sebaik-baiknya kepada pemakai atau
nasabahnya. Dengan adanya kode etik akan melindungi perbuatan yang tidak
professional.</div>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-77594287014109979952016-01-13T09:47:00.001-08:002016-01-13T09:47:08.812-08:00Tugas 4 Mata Kuliah Pengantar Telematika #1) Pendapat tentang perkembangan telematika pada masa yang akan datang serta berikan pandangan dalam segi positif dan negatifnya !<br />
<br />
Jawab :<br />
<br />
Pendapat Tentang Perkembangan Telematika :<br />
<div style="text-align: justify;">
menurut saya perkembangan telematika pada masa yang akan datang, akan membuat masyarakat mudah dalam meng-akses informasi terbaru. Dengan ada nya perkembangan tersebut masyarakat juga dapat membuat atau menyampaikan informasi yang telah didapat kepada orang lain. perkembangan telematika juga dapat dimanfaatkan oleh masyarakat sebagai sumber penghasilan dengan cara melakukan penjualan barang melalui internet. Hal itu juga dapat meningkatkan perekonomian masyarakat dan mengurangi jumlah pengangguran.</div>
<br />
Dampak Positif Perkembangan Telematika<br />
<span id="more-91"></span><br />
<ul>
<li>Kemudahan dalam mencari dan memperoleh data dan informasi</li>
<li>Data dan informasi yang diterima lebih cepat dan akurat</li>
<li>Transparasi dalam informasi</li>
<li>Penghematan waktu dan biaya</li>
</ul>
Dampak Negatif Perkembangan Telematika<br />
<ul>
<li>Adanya cyber crime</li>
<li>Penyebaran virus atau malicious ware fraud</li>
<li>Banyak anak kecil menjadi malas belajar karena kecanduan internet dan main game</li>
<li>Membuat manusia menjadi makhluk unsocial, tidak bersosialisasi
secara langsung melainkan hanya dengan teknologi atau dunia maya kita
mengenal orang satu sama lain tanpa bersosialisasi.</li>
</ul>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-66658618524824204072016-01-05T07:09:00.002-08:002016-01-05T07:09:10.140-08:00TUGAS 3 MATA KULIAH PENGANTAR TELEMATIKA #1. Jelaskan bagaimana cara pengamanan layanan telematika dilihat dari
aspek jaringan komputernya baik yang menggunakan kabel maupun tanpa
kabel (wireless)!<br />
Peningkatan keamanan jaringan ini dapat dilakukan terhadap :<br />
a. Rahasia (privacy)<br />
Dengan banyak pemakai yang tidak dikenal pada jaringan menyebabkan penyembunyian data yang sensitive menjadi sulit.<br />
b. Keterpaduan data (data integrity)<br />
Karena banyak node dan pemakai berpotensi untuk mengakses system komputasi, resiko korupsi data adalah lebih tinggi.<br />
c. Keaslian (authenticity)<br />
Hal ini sulit untuk memastikan identitas pemakai pada system remote,
akibatnya satu host mungkin tidak mempercayai keaslian seorang pemakai
yang dijalankan oleh host lain.<br />
d. Convert Channel<br />
Jaringan menawarkan banyak kemungkinan untuk konstruksi convert channel
untuk aliran data, karena begitu banyak data yang sedang ditransmit guna
menyembunyikan pesan.<br />
Keamanan dapat didefinisikan sebagai berikut :<br />
f. Integrity<br />
Mensyaratkan bahwa informasi hanya dapat diubah oleh pihak yang memiliki wewenang<br />
g. Confidentiality<br />
Mensyaratkan bahwa informasi (data) hanya bisa diakses oleh pihak yang memiliki wewenang.<br />
h. Authentication<br />
Mensyaratkan bahwa pengirim suatu informasi dapat diidentifikasi dengan
benar dan ada jaminan bahwa identitas yang didapat tidak palsu.<br />
<div align="center">
<a href="https://yurizone.files.wordpress.com/2013/01/scom.png"><img alt="Scom" class="alignright size-full wp-image-241" src="https://yurizone.files.wordpress.com/2013/01/scom.png?w=468" /></a></div>
d. Availability<br />
Mensyaratkan bahwa informasi tersedia untuk pihak yang memiliki wewenang ketika dibutuhkan.<br />
e. Nonrepudiation<br />
Mensyaratkan bahwa baik pengirim maupun penerima informasi tidak dapat menyangkal pengiriman dan penerimaan pesan.<br />
o Layanan Context – Aware – Event Base<br />
Context Aware yaitu kumpulan parameter yang relevan dari pengguna (user)
dan penggunaan network itu, serta memberikan layanan yang sesuai dengan
parameter-parameter itu. Beberapa konteks yang dapat digunakan antara
lain lokasi user, data dasar user, berbagai preferensi user, jenis dan
kemampuan terminal yang digunakan user.<br />
<br />
2. Jelaskan motif-motif gangguan yang terjadi pada layanan telematika!<br />
a. Interruption : suatu aset dari suatu sistem diserang sehingga menjadi
tidak tersedia atau tidak dapat dipakai oleh yang berwenang. Contohnya
adalah perusakan/modifikasi terhadap piranti keras atau saluran
jaringan.<br />
b. Interception : suatu pihak yang tidak berwenang mendapatkan akses
pada suatu aset. Pihak yang dimaksud bisa berupa orang, program, atau
sistem yang lain. Contohnya adalah penyadapan terhadap data dalam suatu
jaringan.<br />
c. Modification : suatu pihak yang tidak berwenang dapat melakukan
perubahan terhadap suatu aset. Contohnya adalah perubahan nilai pada
file data, modifikasi program sehingga berjalan dengan tidak semestinya,
dan modifikasi pesan yang sedang ditransmisikan dalam jaringan.<br />
d. Fabrication : suatu pihak yang tidak berwenang menyisipkan objek
palsu ke dalam sistem. Contohnya adalah pengiriman pesan palsu kepada
orang lain.<br />
<br />
3. Jelaskan satu contoh metode pengamanan terhadap layanan telematika!<br />
Sebuah metode browsing jaringan disediakan untuk browsing video atau
audio data yang di tembak oleh sebuah IP. Jaringan video atau audio
metode browsing sesuai mencangkup langkah-langkah dari:<br />
a. Menjalankan sebuah program splikasi komputetr local untuk mendapatkan kode identifikasi yang disimpan dalam kamera IP.<br />
b. Transmisi untuk mendaftarkan kode identifikasi ke DDNS (Dinamic Domain Name Server) oleh program aplikasi.<br />
c. Mendapatkakn kamera IP pribadi alamat dan alamat server pribadi
sehingga pasangan IO kamera dan control kamera IP melalui kamera IP
pribadi, dan<br />
d. Kopel ke layanan server melalui alamat server pribadi sehina untuk
mendapatkan video atau audio dara yang ditembak oleh kamera IP, dimana
server layanan menangkap video atau audio data yang ditembak oleh kamera
IP melalui Internet.fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-74118025608545703402015-11-16T19:35:00.000-08:002015-11-16T19:35:06.672-08:00TUGAS 2 MATA KULIAH PENGANTAR TELEMATIKA #<div class="MsoNormal" style="line-height: normal; margin-left: 14.2pt; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;">1. <span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Jelaskan tentang
perkembangan jaringan computer sebagai sarana yang digunakan dalam proses
telematika!</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 14.2pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Jawaban:</span></b></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Konsep
jaringan komputer lahir sekitar Tahun 1940-an di Amerika, dari sebuah proyek
pengembangan komputer Model I di laboratorium Bell dan group riset di Harvard
University, yang dipimpin oleh Prof. H. Aiken. Pada mulanya proyek tersebut
hanya ingin memanfaatkan sebuah perangkat komputer yang harus dipakai bersama.
Dalam rangka meningkatkan efisiensi kerja maka dibuat proses beruntun (Batch
Processing), sehingga beberapa program dapat dijalankan dalam sebuah komputer
dengan kaidah antrian.</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Pada
Tahun 1950-an, saat jenis computer mulai membesar hingga terciptanya super
computer, maka sebuah computer harus melayani beberapa terminal. Untuk itu,
ditemukan konsep distribusi proses yang dikenal dengan nama TSS (Time Sharing
System). Dengan demikian, bentuk jaringan (network) computer pertama kali
diaplikasikan.</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Selanjutnya,
perkembangan jaringan komputer global dimulai pada 1969 ketika Departemen
Pertahanan Amerika, U.S. Defense Advanced Research Projects Agency (DARPA)
memutuskan untuk mengadakan riset tentang cara menghubungkan sejumlah komputer
sehingga membentuk jaringan organik. Program riset ini dikenal dengan nama
ARPANET. Pada tahun 1970, sudah lebih dari 10 komputer yang berhasil
dihubungkan satu sama lain sehingga dapat saling berkomunikasi dan membentuk
sebuah jaringan.</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Pada
Tahun 1972, Roy Tomlinson berhasil menyempurnakan program e-mail yang
diciptakan satu tahun sebelumnya untuk ARPANET. Program e-mail ini cukup mudah,
sehingga langsung menjadi populer. Pada tahun yang sama, icon @ juga diperkenalkan
sebagai lambang penting yang menunjukan “at” atau “pada”. Pada Tahun 1973,
jaringan komputer ARPANET mulai dikembangkan meluas ke luar Amerika Serikat.</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;"> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;"></span></span></b></div>
<div class="MsoNormal" style="margin-left: 14.2pt; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<h3>
<b>2. <span style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">J</span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">elaskan
tentang perkembangan teknologi wireless yang meliputi hardware, sistem operasi
dan program aplikasi yang digunakan pada perangkat wireless!</span></b></h3>
</div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;">
<div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Jawaban:</span></b></div>
<div class="MsoNormal" style="margin-left: 14.2pt; text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Program
yang digunakan pada perngkat wireless untuk mengakses internet antara lain
meliputi: Sistem Operasi, Web Browser, E-mail Client (mail user agent) dan
Instan Messaging Client.</span></div>
<div class="MsoNormal" style="margin-left: 32.2pt; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Sistem
Operasi yang digunakan hendaknya disesuaikan dengan perangkat keras yang
digunakan, perhatikan minimum hardware. Komputer dengan perangkat keras terbaru
biasanya telah mampu menjalankan system operasi Windows XP atau Windows Vista.
Selain menggunakan Windows XP atau Vista, anda juga bias menggunakan system
operasi gratis seperti, Ubuntu, Open SusE dan mandriva. Untuk penggunaan
macintosh biasanya telah terinstal system operasi Mac OS.</span></div>
<div class="MsoNormal" style="margin-left: 32.2pt; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Web
Browser Adalah perangkat lunak yang berfungsi menampilkan dan melakukan
interaksi dengan dokumen-dokumen yang disediakan oleh web. Web sendiri adalah
kumpulan jaringan berisi dokumen dan tersambung satu dengan yang lainnya, yang
dikenal sebagai Word Wide Web (www). Contoh Web browser antara lain: Internet
Explorer, Mozilla Firefox, Opera dan Safri. Internet Explorer biasanya hanya
tersedia pada sistem operasi windows dari sejak windows 9 sampai dengan windows
vista. Sebaiknya, Mozilla firefox dan opera tersedia pada windows, mac OS
maupun Linux. Safari dulu hanya tersedia untuk Mac OS, kini telah ada versi
safari untuk windows.</span></div>
<div class="MsoNormal" style="margin-left: 32.2pt; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">E-mail
Client berfungsi untuk mengelola e-mail. Contoh e-mail client antara lain
Microsoft outlook express, Microsoft office outlook dan Mozilla thunderbird.</span></div>
<div class="MsoNormal" style="margin-left: 32.2pt; mso-list: l2 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;">Instant
messaging client sebagai sarana chatting, yaitu melakukan percakapan dengan saling
mengirim dan menerima pesan berupa teks. Contoh instant messaging client adalah
ICQ, Yhoo messenger, iChat dan pidgin.</span></div>
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 115%;"> </span></div>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-16060659916827520732015-10-14T07:51:00.003-07:002015-10-14T08:05:37.620-07:00Tugas 1 Mata Kuliah Pengantar Telematika #<div style="text-align: justify;">
Nama : Mochammad Arif Fachrizal<br />
Kelas : 4KA20<br />
Npm : 14112652<br />
<br />
<br />
1. Jelaskan definisi dari telematika ?</div>
<div style="text-align: justify;">
<span style="background-color: white; color: #333333; font-family: 'Times New Roman', serif; font-size: 16px; text-align: justify; text-indent: 24px;">Kata TELEMATIKA, berasal dari istilah dalam bahasa Perancis "TELEMATIQUE" yang merujuk pada bertemunya sistem jaringan komunikasi dengan teknologi informasi. Istilah Teknologi Informasi itu sendiri merujuk pada perkembangan teknologi perangkat-perangkat pengolah informasi. Para praktisi menyatakan bahwa TELEMATICS adalah singkatan dari "TELECOMMUNICATION and INFORMATICS" sebagai wujud dari perpaduan konsep Computing and Communication.</span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #333333; font-family: 'Times New Roman', serif; font-size: 16px; text-align: justify; text-indent: 24px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #333333; font-family: 'Times New Roman', serif; font-size: 16px; text-align: justify; text-indent: 24px;">2. Media komunikasi apa yang digunakan untuk telematika ?</span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #333333; font-family: 'Times New Roman', serif; font-size: 16px; text-align: justify; text-indent: 24px;"><br /></span></div>
<div style="text-align: justify;">
<ul style="background-color: rgba(255, 255, 255, 0.6); border: 0px; color: #555555; font-family: 'Port Lligat Sans', Helvetica, sans-serif; font-size: 16px; line-height: 25.6px; margin: 0px 0px 1.6em 3.2em; outline: 0px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Handphone</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Internet</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Sosial Media</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Jaringan/Network</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Aplikasi-aplikasi pendukung seperti Video Conference, Games,dll.</li>
</ul>
<div>
<span style="color: #555555; font-family: Port Lligat Sans, Helvetica, sans-serif;"><span style="line-height: 25.6px;">3. Jelaskan perkembangan telematika sebelum dan sesudah adanya internet !</span></span></div>
<div>
<span style="color: #555555; font-family: Port Lligat Sans, Helvetica, sans-serif;"><span style="line-height: 25.6px;"><br /></span></span></div>
<div>
<ul style="background-color: rgba(255, 255, 255, 0.6); border: 0px; color: #555555; font-family: 'Port Lligat Sans', Helvetica, sans-serif; font-size: 16px; line-height: 25.6px; margin: 0px 0px 1.6em 3.2em; outline: 0px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Perkembangan Telematika diIndonesia sebelum internet muncul</strong></li>
</ul>
<div style="background-color: rgba(255, 255, 255, 0.6); border: 0px; color: #555555; font-family: 'Port Lligat Sans', Helvetica, sans-serif; font-size: 16px; line-height: 25.6px; margin-bottom: 0.8em; margin-top: 0.8em; outline: 0px; padding: 0px; vertical-align: baseline;">
</div>
<ol>
<li><span style="line-height: 25.6px;">Periode Rintisan (berlangsung pada akhir tahun 1970an – akhir tahun 1980an).</span></li>
</ol>
Pada periode rintisan ini penggunaan telematika sangat terbatas. Pada periode ini, masa dimana beberapa orang Indonesia belajar menggunakan telematika atau minimal mengetahuinya. Tahun 1980-an teleconference terjadwal hampir sebulan sekali di TVRI (Televisi Republik Indonesia) yang menyajikan dialog interaktif antara Presiden Suharto di Jakarta dengan para petani di luar jakarta, bahkan di luar pulau Jawa.<br />
<div style="background-color: rgba(255, 255, 255, 0.6); border: 0px; color: #555555; font-family: 'Port Lligat Sans', Helvetica, sans-serif; font-size: 16px; line-height: 25.6px; margin-bottom: 0.8em; margin-top: 0.8em; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">
<span style="line-height: 25.6px; text-align: start;"> 2. Periode Pengenalan (berlangsung tahun 1980an).</span></div>
<div style="background-color: rgba(255, 255, 255, 0.6); border: 0px; color: #555555; font-family: 'Port Lligat Sans', Helvetica, sans-serif; font-size: 16px; line-height: 25.6px; margin-bottom: 0.8em; margin-top: 0.8em; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">
Jaringan radio amatir yang jangkauannya sampai ke luar negeri marak pada awal tahun 1990. hal ini juga merupakan efek kreativitas anak muda ketika itu, setelah dipinggirkan dari panggung politik, yang kemudian disediakan wadah baru dan dikenal sebagai Karang Taruna. Pada sisi lain, milis yang mulai digagas sejak tahun 1980-an, terus berkembang.</div>
<ul style="background-color: rgba(255, 255, 255, 0.6); border: 0px; color: #555555; font-family: 'Port Lligat Sans', Helvetica, sans-serif; font-size: 16px; line-height: 25.6px; margin: 0px 0px 1.6em 3.2em; outline: 0px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Perkembangan Telematika diIndonesia setelah internet muncul</strong></li>
</ul>
<div style="background-color: rgba(255, 255, 255, 0.6); border: 0px; color: #555555; font-family: 'Port Lligat Sans', Helvetica, sans-serif; font-size: 16px; line-height: 25.6px; margin-bottom: 0.8em; margin-top: 0.8em; outline: 0px; padding: 0px; vertical-align: baseline;">
1. Periode Pengenalan Telematika.<br />
Internet masuk ke Indonesia pada tahun 1994, dan milis adalah salah satu bagian dari sebuah web. Penggunanya tidak terbatas pada kalangan akademisi, akan tetapi sampai ke meja kantor. ISP (Internet Service Provider) pertama di Indonesia adalah IPTEKnet, dan dalam tahun yang sama, beroperasi ISP komersil pertama, yaitu INDOnet. Dua tahun keterbukaan informasi ini, salahsatu dampaknya adalah mendorong kesadaran politik dan usaha dagang. Hal ini juga didukung dengan hadirnya televise swasta nasional, seperti RCTI (Rajawali Citra Televisi) dan SCTV (Surya Citra Televisi) pada tahun 1995-1996. Teknologi telematika, seperti computer, internet, pager, handphone, teleconference, siaran radio dan televise internasional – tv kabel Indonesia, mulai dikenal oleh masyarakat Indonesia.</div>
<div style="background-color: rgba(255, 255, 255, 0.6); border: 0px; color: #555555; font-family: 'Port Lligat Sans', Helvetica, sans-serif; font-size: 16px; line-height: 25.6px; margin-bottom: 0.8em; margin-top: 0.8em; outline: 0px; padding: 0px; text-align: start; vertical-align: baseline;">
2. Periode Aplikasi.</div>
<div style="text-align: justify;">
<span style="line-height: 25.6px;"> Pada periode ini, teknologi mobile phone begitu cepat pertumbuhannya. Bukan hanya dimiliki oleh hampir seluruh lapisan masyarakat Indonesia, fungsi yang ditawarkan terbilang canggih. Muatannya antara 1 Gigabyte, dapat berkoneksi dengan internet juga stasiun televisi, dan teleconference melalui 3G. Teknologi computer demikian, kini hadir dengan skala tera (1000 Gigabyte), multi processor, multislot memory, dan jaringan internet berfasilitas wireless access point. Bahkan, pada café dan kampus tertentu, internet dapat diakses dengan mudah, dan gratis.</span></div>
</div>
</div>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-20734479321369306822015-04-07T08:29:00.000-07:002015-04-07T08:29:03.140-07:00TUGAS KALIMAT DEDUKTIF DAN INDUKTIF BAHASA INDONESIA 2<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;"> DEDUKTIF</span></b></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;"><b><u>Beberapa fungsi laptop yang
seharusnya tidak dilakukan oleh pelajar</u></b>. Pertama, laptop banyak digunakan untuk
bermain game. Terkadang bermain game dengan menggunakan laptop mempunyai
tingkat kemudahan tersendiri, dibalik bentuknya yang mudah di bawa-bawa
sehingga para pengguna laptop dapat bermain game dimanapun yang mereka inginkan
(di sekolah, di kampus). Kedua untuk menonton film, dengan besar nya kapasitas
penyimpanan<span style="mso-spacerun: yes;"> </span>laptop terkadang banyak
pengguna laptop menggunakan hanya untuk menyimpan film sehingga dapat
memudahkan untuk menonton film pada saat kapanpun.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;"> <b>INDUKTIF</b></span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Minat belajar mahasiswa merupakan suatu hal penting untuk
meningkatkan motivasi dalam mempelajari sesuatu. Pada saat ini terkadang
mahasiswa suka menganggap remeh suatu pekerjaan atau tugas dan banyak nya
aktifitas di luar jam kampus menyebabkan mahasiswa sering lupa mengerjakan
tugas yang telah diberikan oleh dosen.<span style="mso-spacerun: yes;"> </span><u><b>Beberapa
hal tersebut yang menyebabkan mahasiswa sering tidak mengerjakan tugas.</b></u></span></div>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-62003783614485336162015-01-23T19:30:00.001-08:002015-01-23T19:30:14.101-08:00Tugas 8 Bahasa Indonesia<!--[if gte mso 9]><xml>
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<br />
<h2 class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Peranan Sistem Informasi bagi Dunia Bisnis</span></h2>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;"><span style="mso-tab-count: 1;"> </span>Developer teknologi informasi dan telah membuat inovasi
untuk proses bisnis agar bekerja lebih efektif dan efisien dibandingkan masa
sebelumnya. Inovasi yang telah dibuat salah satunya proses pengambilan
keputusan,mengolah dan memproses data menjadi singkat dan akurat. Inovasi ini
dibuat dikarenakan adanya teknologi informasi yang berkembang pesat dalam dunia
bisnis.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;"><span style="mso-tab-count: 1;"> </span>Meskipun belum banyak digunakan oleh organisasi bisnis,
produk sistem informasi ini sudah digunakan di sebagian organisasi bisnis untuk
mempermudah transaksi bisnis. Tidak lagi sekedar menggunakan aplikasi
perkantoran untuk dimanfaatkan sebagai kepentingan administrasi seperti membuat
surat, pengganti kwitansi, dan lain-lain.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;"><span style="mso-tab-count: 1;"> </span>Beberapa contoh tujuan dari pembuatan sistem informasi
mulai banyak dimanfaatkan oleh organisasi bisnis untuk menentukan solusi
bisnisnya, antara lain mengetahui stok barang di semua cabang secara real time,
distribusi barang dari pusat ke cabang dan bisa mengetahui cabang-cabang
mempunyai kelebihan stok dan kekurangan stok, pengiriman barang secara otomatis
serta menganalisa transaksi konsumen terhadap produk-produk yang dijual.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;"><span style="mso-tab-count: 1;"> </span>Melalui beberapa peranan sistem informasi bagi dunia
bisnis diatas, tentunya bisa membayangkan bahwa pemilik bisnis tidak perlu
harus menunggu laporan mingguan atau bulanan dari pengelolanya untuk menambah
produk,mengurangi pasokan, atau memutuskan untuk tidak lagi membeli.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Ridwan.Sanjaya.
“</span>Peran Sistem Informasi dalam Efisiensi Bisnis</b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">”.
28 Desember 2014.</span></b> <a href="http://blogridwan.sanjaya.org/2012/06/peran-sistem-informasi-dalam-efisiensi.html"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">http://blogridwan.sanjaya.org/2012/04/peran-sistem-informasi-dalam-efisiensi.html</span></a><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;"></span></b></div>
<h2>
<span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Kemenag<b style="mso-bidi-font-weight: normal;">. “</b>Peranan
Sistem Informasi Manajemen (SIM) dalam Organisasi “. 28 Desember 2014. </span><a href="http://bdkpadang.kemenag.go.id/index.php?option=com_content&view=article&id=508:peran-sistem-informasi-manajemen-sim-dalam-organisasi&catid=41:top-headlines&frontstyle=f-smaller"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">http://bdkpadang.kemenag.go.id/index.php?option=com_content&view=article&id=508:peran-sistem-informasi-manajemen-sim-dalam-organisasi&catid=41:top-headlines&frontstyle=f-smaller</span></a><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;"></span></h2>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-55844045208226744882014-11-27T11:39:00.000-08:002014-11-27T11:39:44.837-08:00Tugas Keempat matkul Bahasa Indonesia #<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Tugas 4:</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Hutan
lindung (Protection Forest) merupakan hutan yang telah ditetapkan oleh
pemerintah atau kelompok masyarakat tertentu untuk dilindungi. Hutan lindung
mempunyai beberapa fungsi ekologis. Salah satu fungsi ekologis tersebut adalah
tata air dan kesuburan tanah.<span style="mso-no-proof: yes;"> </span>Selain
berfungsi sebagai mengelola tata air, hutan lindung juga bermanfaat bagi
masyarakat di sekitarnya. Hutan lindung juga mampu memberikan perlindungan
kepada kawasan sekitar sebagai pencegah banjir dan erosi, menjaga habitat asli
binatang liar, serta menyimpan cadangan air tanah. Oleh karena itu,<span style="mso-no-proof: yes;"> </span><span style="mso-spacerun: yes;"> </span>hutan
lindung harus dijaga kelestariannya sebagai warisan leluhur dan kekayaan alam
yang tidak ternilai harganya, </span></div>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-83093201763458329982014-11-27T11:38:00.000-08:002015-01-16T18:20:15.953-08:00Tugas Ke-7 matkul Bahasa Indonesia #<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="line-height: 115%; text-align: justify; text-indent: 14.2pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">“Pengembangan
kurikulum dapat memenuhi unsur untuk menjadikan peserta didik menjadi gemar
belajar, gemar bersosialisasi, dan gemar berkarya” (Menteri Pendidikan dan
Kebudayaan Anies Baswedan, 2014).<span style="mso-spacerun: yes;">
</span>Kurikulum merupakan metode belajar yang diterapkan pada siswa di
sekolah. Kurikulum mempunyai pengaruh besar terhadap proses belajar mengajar.
Proses belajar mengajar yang diinginkan oleh siswa tidak adanya tekanan.
Sehingga siswa merasa seperti berada di taman belajar. Bapak Pendidikan
Indonesia Ki Hadjar Dewantara<span style="mso-spacerun: yes;"> </span>berpesan :
“Dalam pengembangan kurikulum tempatkan sekolah sebagai taman belajar yang
menyenangkan bagi peserta didik,”.</span></div>
<div class="MsoNormal" style="line-height: 115%; text-align: justify; text-indent: 14.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%; text-align: justify; text-indent: 14.2pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Perkembangan
kurikulum tidak luput dari pemanfaatan Ilmu Pengetahuan dan Teknologi (IPTEK)
tidak hanya merupakan sebuah kekuatan yang potensial namun telah menjadi salah
satu penentu keberhasilan dalam persaingan antar bangsa di berbagai bidang.
Dalam ketatnya persaingan tersebut, faktor SDM menjadi perhatian yang utama,
hal ini dikarenakan secanggih apapun teknologi yang dimiliki, tidak akan
memberikan hasil yang optimal apabila SDM yang ada belum dibekali dengan
kompetensi, profesionalisme, dan kreativitas yang diperlukan dalam
mendayagunakan ilmu pengetahuan dan teknologi.</span></div>
<div class="MsoNormal" style="line-height: 115%; text-align: justify; text-indent: 14.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%; text-align: justify; text-indent: 14.2pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Ilmu
pengetahuan dan teknologi merupakan sarana dalam mengembangkan ilmu pengetahuan
yang sudah ada. Hal itu pun tidak luput dari pengaruh globalisasi dan kemajuan
Iptek. Berbagai pendekatan dan sarana pembelajaran semakin berkembang seiring
dengan tumbuhnya kesadaran dan keinginan untuk mengoptimalkan potensi unik yang
dimiliki setiap siswa. Salah satu model pembelajaran yang dianggap sesuai dan
mampu mengikuti perkembangan ilmu dan teknologi adalah <i style="mso-bidi-font-style: normal;">E-learning.</i></span></div>
<div class="MsoNormal" style="line-height: 115%; text-align: justify; text-indent: 14.2pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%; text-align: justify; text-indent: 14.2pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">E-learning </span></i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">memadukan
potensi yang ada dalam ilmu pengetahuan dan mengemasnya melalui sarana
teknologi yang canggih, sehingga baik ilmu pengetahuan maupun teknologi yang
digunakan akan terus berkembang dalam proses pemanfaatannya. Dengan demikian
pemanfaatan ilmu pengetahuan dan teknologi dalam pembelajaran merupakan salah
satu perkembangan yang tidak hanya terjadi dalam bidang pendidikan, namun juga
dalam bidang teknologi. <i style="mso-bidi-font-style: normal;">E-learning </i><span style="mso-spacerun: yes;"> </span>akan terus berkembang seiring dengan
perkembangan ilmu pengetahuan dan teknologi. Aplikasi <i style="mso-bidi-font-style: normal;">E-learning </i>pun kian luas hampir mencangkup seluruh aspek kehidupan
modern. </span></div>
<div align="center" class="MsoNormal" style="line-height: 115%; text-align: center; text-indent: 14.2pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">DAFTAR PUSTAKA</span></div>
<div align="center" class="MsoNormal" style="line-height: 115%; text-align: center; text-indent: 14.2pt;">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Kementerian Pendidikan dan Kebudayaan Republik Indonesia.
2014 Pengembangan Kurikulum </span><a href="http://www.kemdiknas.go.id/kemdikbud/berita/3667"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">www.kemdiknas.go.id/kemdikbud/berita/3667</span></a></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Hartoyo.2010 Teknologi Informasi Dan Komunikasi Dalam Pembelajaran
Bahasa Pelita Insani Semarang</span><span style="font-size: 12.0pt; line-height: 107%;"></span></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
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<![endif]-->fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-84418678325953783422014-11-27T11:37:00.000-08:002014-11-27T11:39:27.425-08:00Tugas ke-6 matkul Bahasa Indonesia #<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 107%;">Tugas 6 :</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 107%;">Minat belajar mahasiswa merupakan suatu hal penting untuk
meningkatkan motivasi dalam mempelajari sesuatu. Tidak sedikit mahasiswa belum
mempunyai minat belajar terhadap hal-hal baru. Beberapa mahasiswa tidak punya
minat untuk belajar bisa dilihat dari sikap tidak peduli terhadap proses
pembelajaran di kelas. </span></div>
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Tanggapan hal sulit sebelum mencoba merupakan salah satu penyebab
kurangnya minat belajar mahasiswa. Selain itu kejenuhan dalam proses belajar
mengajar di dalam kelas dapat membuat mahasiswa merasa cepat lelah sehingga
dapat mengurangi konsentrasi belajar. Tetapi setiap mahasiswa memiliki minat
belajar yang berbeda-beda tergantung dari motivasi yang dimiliki masing-masing
mahasiswa.</span></div>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-63052088917251683042014-10-24T21:16:00.003-07:002014-11-07T11:26:31.671-08:00Tugas Ketiga matkul Bahasa Indonesia #<!--[if !mso]>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1027"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Ibu
saya</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"> <u>dilahirkan</u> <u>pada 14 Juli 1966 di Jakarta</u>. </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 90.75pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-spacerun: yes;">
</span>P<span style="mso-tab-count: 3;"> </span>K<span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 90.75pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Ibu
saya</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"> <u>merupakan</u> <u>seorang yang sangat taat beribadah</u>.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 2;"> </span>P<span style="mso-tab-count: 3;"> </span>O</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Ia</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"> <u>tidak
pernah melewatkan</u> <u>shalat wajib</u>. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">S<span style="mso-tab-count: 2;"> </span>P<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>O</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Ibu
saya</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"> <u>ditinggal</u> oleh <u>ayahnya</u><span style="mso-spacerun: yes;"> </span><u>pada waktu duduk di bangku SMP</u>. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-spacerun: yes;"> </span>P<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>O<span style="mso-tab-count: 3;"> </span>K</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Ibu
saya</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"> <u>memiliki</u> <u>hobi memasak</u>. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>P<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>O</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Ia</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"> <u>suka
membaca</u> <u>buku-buku resep masakan</u>.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">S<span style="mso-tab-count: 1;"> </span>P<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>O</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Ibu
saya</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"> <u>mencari</u> <u>resep</u> <u>melalui internet</u>.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>P<span style="mso-spacerun: yes;">
</span>O<span style="mso-tab-count: 2;"> </span>K</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Ia</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"> <u>suka
membuat</u> <u>makanan</u> <u>setelah ia membaca buku resep makanan</u>. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">S<span style="mso-tab-count: 1;"> </span>P<span style="mso-tab-count: 2;"> </span>O<span style="mso-tab-count: 3;"> </span>Pel</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="height: 3px; left: 0px; margin-left: 267px; margin-top: 16px; mso-ignore: vglayout; position: absolute; width: 66px; z-index: 251736064;"><img height="3" src="file:///C:\Users\MOCHAM~1\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png" width="66" /></span><u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Ibu
saya</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"> <u>selalu membuat</u> <u>menu baru</u> <u>setiap hari</u> .</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 2;"> </span>P<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span>O<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>K</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Oleh
karena itu, <u>saya</u> <u>tidak pernah bosan</u> <u>dengan masakannya</u>. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 1;"> </span> <span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>P<span style="mso-tab-count: 3;"> </span>Pel.</span></div>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-12619350276701820532014-10-24T21:15:00.002-07:002014-11-07T11:26:31.659-08:00Tugas kedua matkul Bahasa Indonesia #<!--[if gte mso 9]><xml>
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<span style="mso-spacerun: yes;"> </span><u>di perumahan itu</u> <u>selama 5
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-spacerun: yes;">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-spacerun: yes;">
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fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-41845711865768615652014-10-24T21:14:00.001-07:002014-11-07T11:26:31.663-08:00Tugas pertama matkul Bahasa Indonesia #<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
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<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
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<![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Saya</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> <u>Mochammad Arif Fachrizal</u>, <u>Saya</u>
<u>adalah</u> <u>mahasiswa Universitas Gunadarma</u>.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>O<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>P <span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2;"> </span>O<span style="mso-tab-count: 2;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="mso-tab-count: 2;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Saya</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> <u>mengambil</u> <u>Jurusan Sistem Informasi</u>
.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span>P<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>O</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Sekarang</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> <u>saya</u> <u>sudah memasuki</u> <u>semester
5</u>.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="mso-spacerun: yes;">
</span>K.W<span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 2;"> </span> P<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>O</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Hobi saya</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> <u>menjalankan</u> <u>aplikasi
komputer</u> . </span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="mso-spacerun: yes;">
</span>S<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>P<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>O</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Saya</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> <u>mempunyai</u> <u>rasa ingin tahu cukup
besar</u> <u>terhadap sebuah aplikasi komputer</u> .</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>P<span style="mso-tab-count: 3;"> </span>O<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span>Ket</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Selain itu, <u>saya</u> <u>suka bermain</u> <u>game
di komputer</u> <u>sampai larut malam</u>.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 2;"> </span>P<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span><span style="mso-tab-count: 1;"> </span>Pel<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>K</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;">Saya pun</span></u><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"> <u>sering
terlambat</u> <u>masuk kelas</u> <u>akibat bermain game sampai larut malam</u>.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>S<span style="mso-tab-count: 3;"> </span>P<span style="mso-tab-count: 2;"> </span>O<span style="mso-tab-count: 3;"> </span>K</span></div>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-78539079354290009252014-09-09T01:07:00.001-07:002014-09-09T01:07:19.161-07:00Kode ASCII pada keyboard <span style="background-color: white;"><br /></span>
<table border="0" cellpadding="5" cellspacing="0" id="ctl00_phBody_dlOut" style="border-collapse: collapse; border-color: black; border-spacing: 0px; max-width: 100%;"><tbody>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">33</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">!</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">71</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">G</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">108</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">l</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">145</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">‘</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">182</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¶</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">219</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Û</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">34</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">"</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">72</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">H</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">109</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">m</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">146</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">’</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">183</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">·</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">220</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ü</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">35</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">#</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">73</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">I</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">110</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">n</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">147</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">“</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">184</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¸</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">221</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ý</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">36</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">$</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">74</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">J</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">111</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">o</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">148</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">”</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">185</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¹</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">222</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Þ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">37</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">%</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">75</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">K</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">112</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">p</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">149</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">•</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">186</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">º</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">223</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ß</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">38</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">&</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">76</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">L</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">113</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">q</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">150</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">–</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">187</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">»</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">224</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">à</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">39</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">'</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">77</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">M</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">114</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">r</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">151</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">—</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">188</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¼</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">225</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">á</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">40</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">(</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">78</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">N</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">115</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">s</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">152</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">˜</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">189</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">½</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">226</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">â</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">41</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">)</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">79</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">O</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">116</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">t</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">153</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">™</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">190</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¾</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">227</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ã</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">42</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">*</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">80</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">P</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">117</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">u</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">154</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">š</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">191</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¿</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">228</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ä</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">43</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">+</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">81</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Q</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">118</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">v</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">155</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">›</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">192</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">À</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">229</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">å</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">44</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">,</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">82</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">R</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">119</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">w</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">156</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">œ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">193</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Á</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">230</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">æ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">45</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">-</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">83</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">S</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">120</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">x</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">157</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;"></b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">194</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Â</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">231</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ç</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">46</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">.</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">84</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">T</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">121</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">y</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">158</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ž</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">195</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ã</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">232</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">è</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">47</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">/</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">85</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">U</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">122</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">z</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">159</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ÿ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">196</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ä</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">233</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">é</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">48</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">0</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">86</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">V</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">123</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">{</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">160</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;"> </b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">197</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Å</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">234</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ê</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">49</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">1</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">87</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">W</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">124</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">|</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">161</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¡</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">198</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Æ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">235</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ë</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">50</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">2</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">88</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">X</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">125</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">}</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">162</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¢</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">199</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ç</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">236</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ì</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">51</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">3</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">89</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Y</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">126</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">~</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">163</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">£</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">200</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">È</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">237</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">í</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">52</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">4</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">90</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Z</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">127</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;"></b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">164</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¤</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">201</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">É</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">238</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">î</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">53</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">5</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">91</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">[</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">128</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">€</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">165</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¥</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">202</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ê</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">239</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ï</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">54</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">6</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">92</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">\</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">129</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;"></b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">166</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¦</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">203</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ë</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">240</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ð</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">55</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">7</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">93</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">]</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">130</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">‚</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">167</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">§</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">204</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ì</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">241</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ñ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">56</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">8</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">94</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">^</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">131</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ƒ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">168</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¨</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">205</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Í</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">242</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ò</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">57</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">9</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">95</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">_</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">132</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">„</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">169</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">©</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">206</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Î</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">243</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ó</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">58</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">:</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">96</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">`</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">133</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">…</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">170</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ª</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">207</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ï</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">244</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ô</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">59</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">;</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">97</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">a</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">134</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">†</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">171</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">«</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">208</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ð</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">245</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">õ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">60</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;"><</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">98</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">b</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">135</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">‡</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">172</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¬</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">209</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ñ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">246</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ö</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">61</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">=</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">99</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">c</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">136</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ˆ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">173</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;"><b></b></span></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">210</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ò</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">247</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">÷</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">62</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">></b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">100</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">d</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">137</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">‰</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">174</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">®</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">211</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ó</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">248</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ø</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">63</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">?</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">101</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">e</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">138</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Š</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">175</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">¯</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">212</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ô</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">249</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ù</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">64</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">@</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">102</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">f</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">139</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">‹</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">176</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">°</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">213</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Õ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">250</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ú</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">65</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">A</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">103</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">g</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">140</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Œ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">177</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">±</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">214</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ö</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">251</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">û</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">66</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">B</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">104</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">h</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">141</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;"></b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">178</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">²</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">215</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">×</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">252</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ü</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">67</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">C</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">105</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">i</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">142</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ž</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">179</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">³</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">216</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ø</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">253</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ý</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">68</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">D</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">106</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">j</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">143</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;"></b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">180</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">´</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">217</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ù</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">254</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">þ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">69</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">E</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">107</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">k</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">144</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;"></b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">181</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">µ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">218</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">Ú</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td><td style="vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><span style="background-color: white;">255</span></td><td align="center" bgcolor="#F5F5DC" style="vertical-align: top;"><b style="background-color: white;">ÿ</b></td><td style="vertical-align: top;"><span style="background-color: white;"> </span></td></tr>
<tr><td style="background-color: white; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; vertical-align: top;"></td><td align="center" bgcolor="#F5F5DC" style="color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; vertical-align: top;"><span style="background-color: white;">70</span></td><td align="center" bgcolor="#F5F5DC" style="color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; vertical-align: top;"><b style="background-color: white;">F</b></td><td style="background-color: white; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; vertical-align: top;"><span style="background-color: white;"> </span></td><td style="background-color: white; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; vertical-align: top;"></td></tr>
</tbody></table>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-20925422585376326372014-09-03T20:45:00.002-07:002014-09-03T20:45:43.514-07:00Urutan Kualitas Film BioskopMungkin teman-teman banyak yang bertanya kualitas dari sebuah film yang ingin di download. Berikut ini sayan akan beri tahu urutan kualitas dari film tersebut :<br />
<br />
<h2>
[<strong>CAM / HDCAM</strong>] -> [<strong>TS / HDTS</strong>] -> [R6 / WEBRip / DVDScr] -> [DVDRip / HDRip / HDTV / PPV] -> [WEB-DL] -> [<strong>BRRip / Bluray</strong>]</h2>
<h2>
</h2>
Mungkin itu saja yang saya dapat kasih, jika terjadi kesalah dalam urutan mohon untuk dikooreksi kembali dengan komentar di bawah artikel ini . terimakasih fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-45971937395718061952014-06-29T00:32:00.000-07:002014-06-29T00:32:07.196-07:00Analisis pendapatan Nasional (tugas ke 4) untuk matkul Teori Organisasi 2 <span style="font-family: Helvetica Neue,Arial,Helvetica,sans-serif;"></span><br />
<div style="font-size: x-large; text-align: justify;">
ANALISIS PENDAPATAN NASIONAL :</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Dalam perekonomian tertutup sederhana yang melakukan kegiatan ada dua
sektor yaitu rumah tangga (pihak konsumen ) pengeluaran dari sektor <span class="lq4mpy" id="lq4mpy_13">ini</span>
disebut konsumsi dan satu sektor lagi disebut pihak swasta ( pihak
produsen ) pengerluaran dari sektor ini disebut investasi tanpa campur
tangan pemerintah dalam bentuk pembayaran <span class="lq4mpy" id="lq4mpy_5">transfer</span>
pemerintah ataupun pengeluaran yang berbentuk konsumsi dan tidak
berbentuk perekonomian baik ekspor maupun impor , karena dalam kehidupan
seshari - hari masyarakat membutuhkan uang untuk bertahan hidup untuk
membeli kebutuhan nya sehari - hari baik berupa barang ataupun berupa
jasa .</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
<span class="lq4mpy" id="lq4mpy_2">Pendapatan Nasional</span> dengan
Perekonomian Tertutup Sederhana Dua Sektor adalah Produk Nasional Neto
dikurangi pajak tak langsung ditambah subsidi. Jumlah inilah yang
diterima faktor produksi yang dimiliki penduduk suatu negara. Pendapatan
Nasional dengan Perekonomian Tertutup Sederhana Dua Sektor merupakan
penjumlahan dari lima hal, yaitu;</div>
<div style="font-size: x-large; text-align: justify;">
a. Upah atau gaji yang diterima buruh atau karyawan</div>
<div style="font-size: x-large; text-align: justify;">
b. Pendapatan dari seseorang yang melakukan bisnis individu (bukan perusahaan)</div>
<div style="font-size: x-large; text-align: justify;">
c. Keuntungan perusahaan</div>
<div style="font-size: x-large; text-align: justify;">
d. Pendapatan bunga selisih dari perusahaan</div>
<div style="font-size: x-large; text-align: justify;">
e. Pendapatan sewa</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
<b>Model anlalisis dengan variabel investasi, tabungan</b></div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Mencari keuntungan di kemudian hari dalam pengoperasian mesin dan pabrik adalah salah satu tujuan dari model <span class="lq4mpy" id="lq4mpy_17">analisis</span>
dengan variabel investasi tabungan . Secara pengertianya sih Model
analisis dengan variabel tabungan ialah pengeluaran yang akan digunakan
untuk memproduksi barang dan jasa yang lebih banyak lagi , atau dengan
kata lain merupakan pengeluaran yang ditambahkan kepada
komponen-komponen barang modal.</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Dalam menganalisis keuangan pemerintah biasanya mencakup 4 aspek sebagai berikut, yaitu :</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Operasi keuangan pemerintah dalam hubungan dengan defisit / <span class="lq4mpy" id="lq4mpy_14">surplus</span> anggaran dan sumber-sumber pembiayaannya</div>
<div style="font-size: x-large; text-align: justify;">
Dampak operasi keuangan pemerintah terhadap kegiatan sektor riil melalui
pengaruhnya terhadap Pengeluaran Konsumsi dan Pembentukan Modal Tetap
Domestik Bruto (PMTDB) pemerintah</div>
<div style="font-size: x-large; text-align: justify;">
Dampak rupiah operasi keuangan pemerintah atau pengaruh operasi keuangan
pemerintah terhadap ekspansi bersih pada jumlah uang yang beredar</div>
<div style="font-size: x-large; text-align: justify;">
Dampak <span class="lq4mpy" id="lq4mpy_4">Valuta Asing</span> operasi
keuangan pemerintah atau pengaruh operasi keuangan pemerintah terhadap
aliran devisa masuk bersih.Terdapat sumber data untuk memperkirakan
Investasi dan Tabungan Nasional, yaitu : </div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Data Produk Domestik Bruto atas dasar harga berlaku menurut penggunaan</div>
<div style="font-size: x-large; text-align: justify;">
Neraca Arus Dana yang digunakan oleh tim gabungan B.P.S., <span class="lq4mpy" id="lq4mpy_8">Bank</span>
Indonesia, dan Departemen Keuangan.Dalam menganalisis pertumbuhan
Produk Domestik Bruto terlihat adanya kecenderungan untuk lebih
menggunakan data Produk Domestik Bruto menurut penggunaan. Kalau kita
menganggap bahwa perkiraan Investasi dan Tabungan <span class="lq4mpy" id="lq4mpy_6">Nasional</span>
Bruto yang dihasilkan oleh Tim Gabungan B.P.S., Bank Indonesia, dan
Departemen Keuangan lebih mendekati kebenaran, maka seyogyanya data
statistik Produk Domestik Bruto menurut penggunaan yang dipublikasikan
oleh B.P.S. perlu diperbaiki.</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
<b>Angka Pengganda </b></div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Angka pengganda atau <span class="lq4mpy" id="lq4mpy_9">multiplier</span>
adalah hubungan kausal antara variabel tertentu dengan variabel
pendapatan nasional. Jika angka pengganda tersebut memepunyai angka
yang tinggi, maka dengan perubahanyang terjadi pada variabel tersebut
akan memengaruhi angka terhadap tingkat pendapatan nasional yang besar
juga, dan sebaliknya. Perubahan pendapatan anasional itu ditunjukan oleh
suatu anagka pelipat yang disebut dengan koefisien multiplier.</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Empat jenis multiplier akan ditentukan besarnya, yaitu: multiplier
investasi, pengeluaran pemerintah, pajak dan anggaran belanja seimbang.
Penghitungan nilai multiplier yang akan diterangkan menggunakan
pemisalan-pemisalan di bawah ini:</div>
<div style="font-size: x-large; text-align: justify;">
<b>Fungsi konsumsi adalah C = a + bYd.</b></div>
<div style="font-size: x-large; text-align: justify;">
Dua bentuk <span class="lq4mpy" id="lq4mpy_16">sistem</span> pajak akan digunakan. Dalam contoh yang pertama pajaknya adalah pajak tetap, yaitu</div>
<div style="font-size: x-large; text-align: justify;">
T = Tx</div>
<div style="font-size: x-large; text-align: justify;">
sedangkan dalam contoh kedua pajaknya adalah pajak proporsional, yaitu: </div>
<div style="font-size: x-large; text-align: justify;">
T = tY.</div>
<div style="font-size: x-large; text-align: justify;">
Fungsi investasi yang asal adalah I dan fungsi pengeluaran pemerintah yang asal adalah G.</div>
<div style="font-size: x-large; text-align: justify;">
Ysekarang = Ysebelum + Tambahan Y (∆Y)</div>
<div style="font-size: x-large; text-align: justify;">
<b>∆Y = K . ∆I</b></div>
<div style="font-size: x-large; text-align: justify;">
Dimana K adalah angka pengganda.</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
<b>Contoh Soal :</b></div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Misalkan (dalam milyar rupiah) fungsi konsumsi (C) = 20 + 0,75Y dan
besarnya investasi (I) = 10, maka pendapatan keseimbangan sebesar 100.
Apabila terdapat tambahan investasi sebesar 3, maka pendapatan sekarang
adalah sebagai berikut:</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Jawab:</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
∆Y = K . ∆I</div>
<div style="font-size: x-large; text-align: justify;">
∆Y = 4 . 3 = 12</div>
<div style="font-size: x-large; text-align: justify;">
Ysekarang = Ysebelum + Tambahan Y (∆Y)</div>
<div style="font-size: x-large; text-align: justify;">
Ysekarang = 100 + 12 = 112 milyar rupiah</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
<b>Contoh Soal :</b></div>
<div style="font-size: x-large; text-align: justify;">
Diketahui perekonomian <span class="lq4mpy" id="lq4mpy_15">negara</span>
INA memiliki kecenderungan berkonsumsi 0,5 dan konsumsi minimum sebesar
100, investasi swasta sebesar 400, pengeluaran pemerintah 2000, pajak
sebesar 25% dari Pendapatan Nasional dan pembayaran transfer sebesar
200. hitunglah :</div>
<div style="font-size: x-large; text-align: justify;">
a. Besarnya Pendapatan Nasional keseimbangan ?</div>
<div style="font-size: x-large; text-align: justify;">
b. Besarnya Konsumsi keseimbangan ?</div>
<div style="font-size: x-large; text-align: justify;">
c. Besarnya tabungan ?</div>
<div style="font-size: x-large; text-align: justify;">
Jawaban</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Diketahui :</div>
<div style="font-size: x-large; text-align: justify;">
a=100</div>
<div style="font-size: x-large; text-align: justify;">
b=0,5</div>
<div style="font-size: x-large; text-align: justify;">
I=400</div>
<div style="font-size: x-large; text-align: justify;">
G=2000</div>
<div style="font-size: x-large; text-align: justify;">
Tx=25%Y=0,25Y jadi t=0,25</div>
<div style="font-size: x-large; text-align: justify;">
Tr=200</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
Ditanya & dijawab:</div>
<div style="font-size: x-large; text-align: justify;">
a. Y=....?</div>
<div style="font-size: x-large; text-align: justify;">
Y=C+I+G , C=a+bYd , Yd=Y-Tx+Tr</div>
<div style="font-size: x-large; text-align: justify;">
Y=a+b(Y-Tx+Tr)+I+G</div>
<div style="font-size: x-large; text-align: justify;">
Y=100+0,5(Y-0,25Y+200)+400+2000</div>
<div style="font-size: x-large; text-align: justify;">
Y=2500+0,5(0,75Y+200)</div>
<div style="font-size: x-large; text-align: justify;">
Y=2000+0,375Y+200</div>
<div style="font-size: x-large; text-align: justify;">
Y=0,375Y+2200</div>
<div style="font-size: x-large; text-align: justify;">
Y-0,375Y=2200</div>
<div style="font-size: x-large; text-align: justify;">
0,375Y=2200</div>
<div style="font-size: x-large; text-align: justify;">
Y=5866</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
b. C=......?</div>
<div style="font-size: x-large; text-align: justify;">
C=a+bYd=a+b(Y-Tx+Tr)</div>
<div style="font-size: x-large; text-align: justify;">
C=100+0,5(5866-0,25(5866)+200)</div>
<div style="font-size: x-large; text-align: justify;">
C=100+0,5(5866-1466+200)</div>
<div style="font-size: x-large; text-align: justify;">
C=100+0,5(4600)=100+2300</div>
<div style="font-size: x-large; text-align: justify;">
C=2400</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
c. S=......?</div>
<div style="font-size: x-large; text-align: justify;">
S=Yd-C</div>
<div style="font-size: x-large; text-align: justify;">
S=5866-2400</div>
<div style="font-size: x-large; text-align: justify;">
S=3466</div>
<div style="font-size: x-large; text-align: justify;">
</div>
<div style="font-size: x-large; text-align: justify;">
<b>Hubungan antara pertumbuhan ekonomi, inflasi dan pengangguran</b></div>
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</div>
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Pengaanguran yang banyak di negara kita bisa disebabkan karena pertumbuhan <span class="lq4mpy" id="lq4mpy_7">ekonomi</span>
dan inflasi yang ada di Indonesia , Inflasi adalah keadaan perekonomian
dimana harga secara umum mengalami kenaikan . Kenaikan harga itu
berlangsung dalam jangka panjang . Kenaikan harga yang bersifat
sementara itu misalnya kenaikan pada haraga bahan baku makanan yang
timbul pada saat menjelang Lebaran lalu setelah masa lebaran harga
tersebut akan kembali turun . Inflasi secara umum terjadi karena jumlah
uang beredar lebih banyak beredar daripada uang yang diperlukan , ini
merupakan suatu gejala ekonomi yang tidak dapat dihilangkan secara
tuntas . Penyebab inflasi ini disebabkan oleh kenaikan permintaan dan
kenaikan biaya produksi . </div>
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Ada tiga jenis inflasi yaitu:</div>
<div style="font-size: x-large; text-align: justify;">
1) Inflasi tarikan permintaan (demand-pull inflation)</div>
<div style="font-size: x-large; text-align: justify;">
2) Inflasi desakan biaya (<span class="lq4mpy" id="lq4mpy_12">cost</span>-<span class="lq4mpy" id="lq4mpy_3">push</span> inflation)</div>
<div style="font-size: x-large; text-align: justify;">
3) Inflasi karena pengaruh impor (<span class="lq4mpy" id="lq4mpy_11">imported</span> inflation).</div>
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</div>
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Pertumbuhan ekonomi adalah proses dimana terjadi kenaikan produk
nasional bruto riil atau pendapatan nasional riil.Inflasi (inflation)
adalah gejala yang menunjukkan kenaikan tingkat harga umum yang
berlangsung terus menerus.Pengangguran adalah orang yang masuk dalam
angkatan kerja (15 sampai 64 tahun) yang sedang mencari pekerjaan dan
belum mendapatkannya.</div>
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</div>
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Hubungan antara pertumbuhan ekonomi , inflasi dan penggangguran ada
hubungan terbalik karena jika suatu pengusaha ingin memproduksi suatu
perusahaan otomatis mereka harus membutuhkan biaya yang banyak untuk
memproduksi suatu baranng dan itu juga akan memperluas lapangan kerja .
Pertumbuhan ekonomi memang dapat dilihat dari adanya peningkatn atau
penurunan GNP atau GDP. Jika GNP menurun maka pendapatan perkapita pun
menurun dan akhirnya akanterjadi inflasi karena daya beli atau daya
konsumsi masyarakat menurun. Inflasi menjadi masalh besar dalam suatu
Negara karena terjadinya angka penurunan daya beli masyarakat yang juga
akan berakibat pada produsen yan akan kesulitan untuk berproduksi dan
memjual barang barangnya.</div>
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</div>
<div style="font-size: x-large; text-align: justify;">
Inflasi juga memengaruhi tingkat suku bunga pada perbankan, terutama
tingkat suku bunga pinjaman danakan makin menyulitkan para pihak swasta
yang berkeinginan untuk menekan biaya produksi di waktu inflasi terjadi.
Jika keadaan tersebut tidak membaik pihak swasa tidak bisa untuk
menekan angka biaaya produksi sedangka daya beli masyarakat menurun dan
akirnya terjadi pemutusan hubungan kerja (PHK) dan akan mengakibatkan
pengangguran dalam suatu Negarabertambah .Tentu saja keadaan seperti ini
kurang baik karena dapat menimbulkan kerawanan sosial seperti kasus
pencurian dan kriminalitas.</div>
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</div>
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Teori uang terdiri atas dua teori, yaitu teori uang statis dan teori uang
dinamis.<br />
<strong>a. Teori uang statis</strong><br />
Teori Uang Statis atau disebut juga “teori kualitatif statis” bertujuan untuk
menjawab pertanyaan: apakah sebenarnya uang? Dan mengapa uang itu ada harganya?
Mengapa uang itu sampai beredar? Teori ini disebut statis karena tidak
mempersoalkan perubahan nilai yang diakibatkan oleh perkembangan ekonomi.<br />
Yang termasuk teori uang statis adalah:<br />
• Teori Metalisme (Intrinsik) oleh KMAPPUang bersifat seperti barang,
nilainya tidak dibuat-buat, melainkan sama dengan nilai logam yang dijadikan
uang itu, contoh: uang emas dan uang perak.<br />
• Teori Konvensi (Perjanjian) oleh Devanzati dan Montanari<br />
Teori ini menyatakan bahwa uang dibentuk atas dasar pemufakatan masyarakat
untuk mempermudah pertukaran.<br />
• Teori Nominalisme<br />
Uang diterima berdasarkan nilai daya belinya.<br />
• Teori Negara<br />
Asal mula uang karena negara, apabila negara menetapkan apa yang menjadi alat
tukar dan alat bayar maka timbullah uang. Jadi uang bernilai karena adanya
kepastian dari negara berupa undang-undang pembayaran yang disahkan.<br />
<strong>b. Teori uang dinamis</strong><br />
• Teori Kuantitas dari David Ricardo<br />
Teori ini menyatakan bahwa kuat atau lemahnya nilai uang sangat tergantung pada
jumlah uang yang beredar. Apabila jumlah uang berubah menjadi dua kali lipat,
maka nilai uang akan menurun menjadi setengah dari semula, dan juga sebaliknya.<br />
• Teori Kuantitas dari Irving Fisher<br />
Teori yang telah dikemukakan David Ricardo disempurnakan lagi oleh Irving
Fisher dengan memasukan unsur kecepatan peredaran uang, barang dan jasa sebagai
faktor yang mempengaruhi nilai uang.<br />
• Teori Persediaan Kas<br />
Teori ini dilihat dari jumlah uang yang tidak dibelikan barang-barang.<br />
• Teori Ongkos Produksi<br />
Teori ini menyatakan nilai uang dalam peredaran yang berasal dari logam dan
uang itu dapat dipandang sebagai barang.<br />
<strong>3. Motif Memegang Uang</strong><br />
Manusia memiliki alasan masing-masing dalam memegang uang / duit dalam
kehidupan sehari-hari sehingga mereka mau memiliki dan menyimpan uang di rumah,
di bank, di dompet, di celengan, dan lain sebagainya.<br />
1. Untuk kebutuhan Transaksi<br />
Permintaan uang untuk transaksi dipengaruhi oleh tinggi rendahnya tingkat
pendapatan nasional.<br />
2. Untuk Berjaga-Jaga<br />
Motif ini juga dipengaruhi oleh tinggi rendahnya pendapatan nasional.
Semakin tinggi pendapatan seseorang, maka tingkat kesadaran terhadap masa depan
akan semakin tinggi. Kondisi masa depan yang tidak menentu akan mendorong orang
untuk melakukan motif ini. Hal tersebut akan membawa kebutuhan yang semakin
tinggi akan perlunya uang untuk berjaga. Secara aggregate semakin tinggi
pendapatan nasional, maka kebutuhan masyarakat terhadap uang untuk berjaga-jaga
juga akan semakin tinggi.<br />
3. Untuk Mendapatkan Keuntungan / Berinvestasi<br />
Arti spekulasi pada motif ini adalah spekulasi dalam pembelian dan penjualan
surat-surat berharga. Motif ii dipengaruhi oleh tingkat suku bunga. Apabila
tingkat suku bunga naik, maka harga surat-surat berharga akan turun. Jadi
naiknya tingkat suku bunga akan menaikkan permintaan untuk spekulasi dan
sebaliknya<br />
</div>
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</div>
<div style="font-size: x-large; text-align: justify;">
TEORI UANG DAN MOTIF MEMEGANG UANG :<br />
<span style="font-family: "Calibri","sans-serif";">Teori uang
terdiri atas dua teori, yaitu teori uang statis dan teori uang dinamis.<br />
<strong><span style="font-family: "Calibri","sans-serif";">a.
Teori uang statis</span></strong><br />
Teori Uang Statis atau disebut juga “teori kualitatif statis” bertujuan untuk
menjawab pertanyaan: apakah sebenarnya uang? Dan mengapa uang itu ada harganya?
Mengapa uang itu sampai beredar? Teori ini disebut statis karena tidak
mempersoalkan perubahan nilai yang diakibatkan oleh perkembangan ekonomi.<br />
Yang termasuk teori uang statis adalah:</span><br />
<span style="font-family: "Calibri","sans-serif";">• Teori
Metalisme (Intrinsik) oleh KMAPPUang bersifat seperti barang, nilainya tidak
dibuat-buat, melainkan sama dengan nilai logam yang dijadikan uang itu, contoh:
uang emas dan uang perak.</span><br />
<span style="font-family: "Calibri","sans-serif";">• Teori
Konvensi (Perjanjian) oleh Devanzati dan Montanari</span><br />
<span style="font-family: "Calibri","sans-serif";">Teori ini
menyatakan bahwa uang dibentuk atas dasar pemufakatan masyarakat untuk
mempermudah pertukaran.</span><br />
<span style="font-family: "Calibri","sans-serif";">• Teori
Nominalisme<br />
Uang diterima berdasarkan nilai daya belinya.</span><br />
<span style="font-family: "Calibri","sans-serif";">• Teori
Negara<br />
Asal mula uang karena negara, apabila negara menetapkan apa yang menjadi alat
tukar dan alat bayar maka timbullah uang. Jadi uang bernilai karena adanya
kepastian dari negara berupa undang-undang pembayaran yang disahkan.</span><br />
<strong><span style="font-family: "Calibri","sans-serif";">b.
Teori uang dinamis</span></strong><span style="font-family: "Calibri","sans-serif";"></span><br />
<span style="font-family: "Calibri","sans-serif";">• Teori
Kuantitas dari David Ricardo<br />
Teori ini menyatakan bahwa kuat atau lemahnya nilai uang sangat tergantung pada
jumlah uang yang beredar. Apabila jumlah uang berubah menjadi dua kali lipat,
maka nilai uang akan menurun menjadi setengah dari semula, dan juga sebaliknya.</span><br />
<span style="font-family: "Calibri","sans-serif";">• Teori
Kuantitas dari Irving Fisher<br />
Teori yang telah dikemukakan David Ricardo disempurnakan lagi oleh Irving
Fisher dengan memasukan unsur kecepatan peredaran uang, barang dan jasa sebagai
faktor yang mempengaruhi nilai uang.</span><br />
<span style="font-family: "Calibri","sans-serif";">• Teori
Persediaan Kas<br />
Teori ini dilihat dari jumlah uang yang tidak dibelikan barang-barang.</span><br />
<span style="font-family: "Calibri","sans-serif";">• Teori
Ongkos Produksi<br />
Teori ini menyatakan nilai uang dalam peredaran yang berasal dari logam dan
uang itu dapat dipandang sebagai barang.</span><br />
<strong><span style="font-family: "Calibri","sans-serif";">3.
Motif Memegang Uang</span></strong><span style="font-family: "Calibri","sans-serif";"><br />
Manusia memiliki alasan masing-masing dalam memegang uang / duit dalam
kehidupan sehari-hari sehingga mereka mau memiliki dan menyimpan uang di rumah,
di bank, di dompet, di celengan, dan lain sebagainya.<br />
<br />
</span><br />
<span style="font-family: "Calibri","sans-serif";">1. Untuk
kebutuhan Transaksi</span><br />
<span style="font-family: "Calibri","sans-serif";">Permintaan
uang untuk transaksi dipengaruhi oleh tinggi rendahnya tingkat pendapatan
nasional.<br />
<br />
</span><br />
<span style="font-family: "Calibri","sans-serif";">2. Untuk
Berjaga-Jaga</span><br />
<span style="font-family: "Calibri","sans-serif";">Motif ini
juga dipengaruhi oleh tinggi rendahnya pendapatan nasional. Semakin tinggi
pendapatan seseorang, maka tingkat kesadaran terhadap masa depan akan semakin
tinggi. Kondisi masa depan yang tidak menentu akan mendorong orang untuk
melakukan motif ini. Hal tersebut akan membawa kebutuhan yang semakin tinggi
akan perlunya uang untuk berjaga. Secara aggregate semakin tinggi pendapatan nasional,
maka kebutuhan masyarakat terhadap uang untuk berjaga-jaga juga akan semakin
tinggi.
</span><br />
<span style="font-family: "Calibri","sans-serif";">3. Untuk
Mendapatkan Keuntungan / Berinvestasi</span><br />
<span style="font-family: "Calibri","sans-serif";">Arti
spekulasi pada motif ini adalah spekulasi dalam pembelian dan penjualan
surat-surat berharga. Motif ii dipengaruhi oleh tingkat suku bunga. Apabila
tingkat suku bunga naik, maka harga surat-surat berharga akan turun. Jadi
naiknya tingkat suku bunga akan menaikkan permintaan untuk spekulasi dan
sebaliknya.</span></div>
<div style="font-size: x-large; text-align: justify;">
<span style="font-family: "Calibri","sans-serif";"> </span></div>
<div style="font-size: x-large; text-align: justify;">
<div lang="en-US">
<span style="color: black;"><span style="font-size: large;"><em><span style="text-decoration: underline;"><strong>BANK UMUM DAN BANK SENTRAL</strong></span></em></span></span></div>
<div lang="en-US">
</div>
<div lang="en-US">
<span style="color: black;"><span style="font-size: x-small;"><strong>I. Pengertian Bank Umum</strong></span></span></div>
<span style="font-size: x-small;"><span style="color: black;">Bank Umum
adalah bank yang melaksanakan kegiatan usaha secara konvensional dan
atau berdasarkan prinsip syariah yang dalam kegiatannya memberikan jasa
dalam lalu lintas pembayaran.<br />
Bank Umum merupakan bagian dari perbankan nasional yang memiliki fungsi utama sebagai <em>penghimpun dan penyalur dana</em> masyarakat serta pemberi jasa dalam lalu lintas pembayaran. </span></span><br />
<div lang="en-US">
<span style="color: black;"><span style="font-size: x-small;"> Dengan fungsi utama yang demikian, Bank Umum memiliki peranan yang <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_14">strategis</span>
dalam menyelaraskan dan menyeimbangkan unsur-unsur pemerataan
pembangunan dan hasil-hasil pembangunan, pertumbuhan ekonomi dan
stabilitas nasional guna menunjang pelaksanaan pembangunan nasional.
Memperhatikan peranan Bank Umum yang demikian strategis, perkembangan
Bank Umum yang semakin pesat dan tantangan-tantangan, yang dihadapi Bank
Umum yang semakin luas dan bersifat internasional, maka landasan hukum
Bank Umum perlu diperkokoh melalui penyempurnaan ketentuan-ketentuan
yang mengatur Bank Umum dan penerapan prinsip kehati-hatian.<br />
Dengan landasan hukum yang semain kokoh tersebut, maka Bank Umum
diharapkan akan lebih mampu melindungi kepentingan masyarakat dan mampu
melaksanakan kegiatan-kegiatan tertentu yang memiliki peran strategis
dalam menunjang pelaksanaan pembangunan nasional.<br />
<span id="more-35"></span>Usaha Bank Umum meliputi :<br />
a. menghimpun dana dari masyarakat dalam bentuk simpanan berupa giro, deposito berjangka, </span></span></div>
<span style="color: black;"> <span style="font-size: x-small;">sertifikat deposito, tabungan, dan/atau bentuk lainnya yang dipersamakan dengan itu;<br />
b. memberikan <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_8">kredit</span>;<br />
c. menerbitkan surat pengakuan hutang;<br />
d. membeli, menjual atau menjamin atas risiko sendiri maupun untuk kepentingan dan atas perintah </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">nasabahnya:<br />
d.1. surat-surat wesel termasuk wesel yang diakseptasi oleh bank yang masa berlakunya tidak lebih </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;"><span class="fkrwm0f5dmj" id="fkrwm0f5dmj_18">lama</span> daripada kebiasaan dalam perdagangan surat-surat dimaksud;<br />
d.2. surat pengakuan hutang dan kertas dagang lainnya yang masa berlakunya tidak lebih lama dari </span></span><br />
<a href="https://www.blogger.com/null" name="IL_AD8"></a><span style="color: black;"> <span style="font-size: x-small;">kebiasaan dalam perdagangan surat-surat dimaksud;<br />
d.3. kertas perbendaharaan negara dan surat jaminan pemerintah;<br />
d.4. Sertifikat Bank <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_16">Indonesia</span> (SBI);<br />
d.5. obligasi;<br />
d.6. surat dagang berjangka waktu sampai dengan 1 (satu) tahun;<br />
d.7. instrumen surat berharga lain yang berjangka waktu sampai dengan 1 (satu) tahun;<br />
e. memindahkan uang baik untuk kepentingan sendiri maupun untuk kepentingan nasabah;<br />
f. menempatkan dana pada, meminjam dana dari, atau meminjamkan dana kepada bank lain, baik </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">dengan menggunakan surat, sarana telekomunikasi maupun dengan wesel unjuk, cek atau sarana </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">lainnya;<br />
g. menerima pembayaran dari tagihan atas surat berharga dan melakukan perhitungan dengan atau antar </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">pihak ketiga;<br />
h. menyediakan tempat untuk menyimpan barang dan surat berharga;<br />
i. melakukan kegiatan penitipan untuk kepentingan pihak lain berdasarkan suatu kontrak;<br />
j. melakukan penempatan dana dari nasabah kepada nasabah lainnya dalam bentuk surat berharga yang </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">tidak tercatat di bursa efek;<br />
k. membeli melalui pelelangan agunan baik semua maupun sebagian dalam hal debitur tidak memenuhi </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">kewajibannya kepada bank, dengan ketentuan agunan yang dibeli tersebut wajib dicairkan </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">secepatnya;<br />
l. melakukan kegiatan anjak piutang, usaha <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_5">kartu kredit</span> dan kegiatan wali amanat;<br />
m. menyediakan pembiayaan bagi nasabah berdasarkan prinsip bagi hasil sesuai dengan ketentuan yang </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">ditetapkan dalam Peraturan Pemerintah;<br />
n. melakukan kegiatan lain yang lazim dilakukan oleh bank sepanjang tidak bertentangan dengan </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">Undang-undang ini dan peraturan perundang-undangan yang berlaku.<br />
Selain melakukan kegiatan usaha tersebut diatas, Bank Umum dapat pula:<br />
a. melakukan kegiatan dalam <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_4">valuta asing</span> dengan memenuhi ketentuan yang ditetapkan oleh Bank </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">Indonesia;<br />
b. melakukan kegiatan penyertaan modal pada bank atau perusahaan lain di bidang keuangan, seperti </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">sewa guna usaha, modal <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_7">ventura</span>, perusahaan efek, asuransi, serta lembaga kliring penyelesaian dan </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">penyimpanan, dengan memenuhi ketentuan yang ditetapkan oleh Bank Indonesia;<br />
c. melakukan kegiatan penyertaan modal sementara untuk mengatasi akibat kegagalan kredit, dengan </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">syarat harus menarik kembali penyertaannya, dengan memenuhi ketentuan yang ditetapkan oleh </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">Bank Indonesia; dan<br />
d. bertindak sebagai pendiri dana pensiun dan pengurus dana pensiun sesuai dengan ketentuan dalam </span></span><br />
<span style="color: black;"> <span style="font-size: x-small;">peraturan perundang-undangan dana pensiun yang berlaku.<br />
Yang termasuk Bank Umum adalah semua jenis bank, seperti bank
pemerintah, bank swasta, bank asing dan bank campuran baik bank devisa
maupun non devisa. Bank Umum yang ada di Indonesia antara lain:<br />
<strong>1. Bank Persero (BUMN)</strong><br />
<strong>Bank persero</strong> adalah bank yang sebagian atau seluruh sahamnya dimiliki oleh Pemerintah Republik Indonesia.<br />
- PT Bank Ekspor Indonesia (Persero)<br />
- PT <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_2">Bank Negara Indonesia</span> (Persero) Tbk<br />
- PT Bank Rakyat Indonesia (Persero) Tbk<br />
- PT Bank Tabungan Negara (Persero)<br />
- PT. Bank Mandiri (Persero) Tbk<br />
</span></span><br />
<span style="font-size: x-small;"><span style="color: black;"><strong>2. Bank Swasta</strong><br />
a. Bank Umum Swasta Nasional Devisa:<br />
- PT Bank Agroniaga Tbk<br />
- PT Bank Antardaerah (<span class="fkrwm0f5dmj" id="fkrwm0f5dmj_19">Surabaya</span>)<br />
- PT Bank Arta Niaga Kencana (Surabaya)<br />
- PT Bank Artha Graha Internasional Tbk<br />
- PT Bank Buana Indonesia Tbk<br />
- PT Bank Bukopin<br />
- PT Bank Bumi Arta<br />
- PT Bank Bumiputera Indonesia Tbk<br />
- PT Bank Central <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_12">Asia</span> Tbk<br />
- PT Bank Century Tbk<br />
- PT Bank Danamon Indonesia Tbk<br />
- PT Bank Ekonomi Raharja<br />
- PT Bank Ganesha<br />
- PT Bank Haga<br />
- PT Bank Hagakita (Surabaya)<br />
- PT Bank Halim Indonesia (Surabaya)<br />
- Bank IFI<br />
- PT Bank Internasional Indonesia Tbk<br />
- PT Bank Kesawan Tbk<br />
- PT Bank Lippo Tbk (Tangerang)<br />
- PT Bank Maspion Indonesia (Surabaya)<br />
- PT Bank Mayapada International Tbk<br />
- PT Bank Mega Tbk<br />
- PT Bank Mestika Dharma (Medan)<br />
- PT Bank Metro Express<br />
- PT Bank Muamalat Indonesia<br />
- PT Bank Niaga Tbk<br />
- PT Bank NISP Tbk (<span class="fkrwm0f5dmj" id="fkrwm0f5dmj_15">Bandung</span>)<br />
- PT Bank Nusantara Parahyangan Tbk (Bandung)<br />
- PT Bank Permata Tbk<br />
- PT Bank Shinta Indonesia<br />
- PT Bank Swadesi Tbk<br />
- PT Bank Syariah Mandiri<br />
- PT Bank Windu Kentjana<br />
- PT Pan Indonesia Bank Tbk<br />
</span></span><br />
<a href="https://www.blogger.com/null" name="IL_AD6"></a><span style="color: black;"> <span style="font-size: x-small;">b. Bank Umum Swasta Nasional Non Devisa:<br />
- PT Anglomas Internasional Bank (Surabaya)<br />
- PT Bank Akita<br />
- PT Bank Alfindo<br />
- PT Bank Artos Indonesia (Bandung)<br />
- PT Bank Bintang Manunggal<br />
- PT Bank Bisnis Internasional (Bandung)<br />
- PT Bank Dipo International<br />
- PT Bank Eksekutif Internasional<br />
- PT Bank Fama Internasional (Bandung)<br />
- PT Bank Harda Internasional<br />
- PT Bank Harfa<br />
- PT Bank Harmoni International<br />
- PT Bank Himpunan Saudara 1906 (Bandung)<br />
- PT Bank Ina Perdana<br />
- PT Bank Index Selindo<br />
- PT Bank Indomonex<br />
- PT Bank Jasa Arta<br />
- PT Bank Jasa Jakarta<br />
- PT Bank Kesejahteraan Ekonomi<br />
- PT Bank Mayora<br />
- PT Bank Mitraniaga<br />
- PT Bank Multi Arta <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_10">Sentosa</span><br />
- PT Bank Persyarikatan Indonesia<br />
- PT Bank Purba Danarta (Semarang)<br />
- PT Bank Royal Indonesia<br />
- PT Bank Sinar Harapan <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_11">Bali</span> (Denpasar)<br />
- PT Bank Sri Partha (<span class="fkrwm0f5dmj" id="fkrwm0f5dmj_17">Denpasar</span>)<br />
- PT Bank Swaguna<br />
- PT Bank Syariah Mega Indonesia<br />
- PT Bank Tabungan Pensiunan Nasional (Bandung)<br />
- PT Bank UIB<br />
- PT Bank <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_6">Victoria International</span> Tbk<br />
- PT Bank Yudha Bhakti<br />
- PT Centratama Nasional Bank (Surabaya)<br />
- PT Liman <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_3">International Bank</span><br />
- PT Prima <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_9">Master</span> Bank (Surabaya)<br />
</span></span><br />
<span style="font-size: x-small;"><span style="color: black;"><strong>3. Bank Campuran</strong><br />
<strong>Bank Campuran</strong> adalah Bank Umum yang didirikan bersama
oleh satu atau lebih Bank Umum yang berkedudukan di Indonesia dan
didirikan oleh WNI (dan/atau badan hukum Indonesia yang dimiliki
sepenuhnya oleh WNI), dengan satu atau lebih bank yang berkedudukan di
luar negeri.<br />
</span></span><br />
<div lang="en-US">
<a href="https://www.blogger.com/null" name="IL_AD3"></a><a href="https://www.blogger.com/null" name="IL_AD7"></a><a href="https://www.blogger.com/null" name="IL_AD12"></a> <span style="color: black;"><span style="font-size: x-small;">- PT ANZ Panin Bank<br />
- PT Bank Commonwealth<br />
- PT Bank BNP Paribas Indonesia<br />
- PT Bank <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_20">Capital</span> Indonesia<br />
- PT Bank DBS Indonesia<br />
- PT Bank Finconesia<br />
- PT Bank KEB Indonesia<br />
- PT Bank <span class="fkrwm0f5dmj" id="fkrwm0f5dmj_13">Maybank</span> Indocorp<br />
- PT Bank Mizuho Indonesia<br />
- PT Bank Multicor<br />
- PT Bank OCBC Indonesia<br />
- PT Bank Rabobank Internasional Indonesia<br />
- PT Bank Resona Perdania<br />
- PT Bank UOB Indonesia<br />
- PT Bank Woori Indonesia<br />
- PT Bank China Trust Indonesia<br />
- PT Bank Sumitomo Mitsui Indonesia<br />
- PT Bank UFJ Indonesia<br />
</span></span></div>
<span style="color: black;"> <span style="font-size: x-small;">Bank Asing, antara lain :<br />
- ABN Amro Bank<br />
- American Express Bank Ltd.<br />
- Bank of America, N.A.<br />
- Bank of China Limited<br />
- Citibank N.A.<br />
- Deutsche Bank Ag.<br />
- JP. Morgan Chase Bank, N.A.<br />
- Standard Chartered Bank<br />
- The Bangkok Bank Comp. Ltd.<br />
- The Bank of Tokyo Mitsubishi Ufj Ltd.<br />
- The Hongkong & Shanghai B.C.</span></span><br />
<span style="font-family: "Calibri","sans-serif";"> </span></div>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-60216451264979890472014-06-26T08:04:00.000-07:002014-06-26T08:04:38.435-07:00LA review<a href="https://www.blogger.com/null" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" 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" 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" /></a><br />
<br />fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-6903774933967722712014-06-19T05:15:00.000-07:002014-06-19T05:15:28.583-07:00Laporan Akhir Labsi (Perulangan FOR pada linux with C)<h2>
LIMA PROGRAM LOOPING YANG MINGGU KEMARIN KITA PELAJARIN DI LAB.SISTEM INFORMASI: </h2>
<h2>
Koding Loop1.c</h2>
<img alt="" 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" /><br />
<br />
<h2>
Output Loop1.c:</h2>
<img alt="" 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" /><br />
<br />
<h2>
Koding Loop2.c</h2>
<img alt="" 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" /><br />
<h2>
Output Loop2.c :</h2>
<img alt="" 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" /><br />
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<h2>
Koding Loop3.c</h2>
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<img alt="" 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" /><br />
<br />
<h2>
Output Loop3.c</h2>
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<img alt="" 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" /><br />
<br />
<br />
<h2>
Koding Loop4.c</h2>
<img alt="" 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" /><br />
<h2>
Output Loop4.c:</h2>
<img alt="" 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" /><br />
<br />
<br />
<h2>
Koding Loop5.c</h2>
<img alt="" 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uNiZCAVdDNAB585SSSsaY9/nIKEFvp/xJxy7vF0+KeZ5HyvKMieJFHSic0gwsPj0H/gmDNml9mt4XdfKwZjE5VGcvw7truJ9rljjnkjtzWVjpNd1csctUnrMI6u0w9MojyDRyRiZZo24pTTxElDzXor3C5vwjq9x+besHPBtHP+hG1Wn1V6j1V6r0P+zB091Z++xcM7y3MrYsQpPongm5PcSq50DGQct5wgJ76lv5Vohg47/S+8E3CjawZa3+LhUckE6TjZ/t8P+FK2iTzMUAiviZqL+09431xGDbom55IRnqC64KAdUn7HPUk9vMUue9jpfj0HLeQ04231iAbrnFmbwIAf/w9CSkf1L1L+Gx4x0JPH6OWiHDJKaMhJjp38ASqPtEkoJiM4Tn3RWTu0XA2Zfcc7igQPD66X7Zg38atJfsfu4YiOE+q8QbRjya5zTu35iw63vVOlryFljS35lQO1Qkv1Y1utM/t+OSS9x+7+sFU6xu7+kFV6z7v9/Q65vbLXr1Dwa2jGDxh4RJ5XD1M09pO1LrbPrJRS1tRO7bp02VgptO6GqsV5TZTIHbNL1hEC5zXlXZOkZL1MckYdc4du69nJuuYp6RlS8KtpRpfJXPOQs/LkUvKQ17MUVXY/p+N6zaPS/sGoWfRDCRmE+ePJW5rWss4x0tc8lZGJ56+jrUvG5O/ayOg58shaqgY+0Q6vs8zotX6v27bZWJvMfttsrHVmn1VGj1VGr/U9rHlErtQtB5P8de/SoWt6XnLW4YKyOvKeBXrR9RoOoRc0Im+au180eWgR9UBQTlc7acwu65cKbe4N2mQN2N4btMnqByoEgf7G8LI7NvXjO8xSMEcsUjGGCb3KqA7N0AaroPjcVDncyInnNSSOsQ8Nk4feL2mW2m+d2XxeVo6K6zJc6jqzrJVu8ohlQqX45Zuwy3p8MrckzKKkb6hS88iyi1/iuhlsHP6QAS7Dd9OIiecCt7weI5uosH7CDX0LRlEH7Zg8diZOCbtiq6xh20zMNW1jRok7XBKXmC646KcNWKT1WGaPaju7nT5FK4vusssetMwatUmvFxDh49RMsMldtgqLPXsKImT52PYB9lc9PBpUxpBJeCYdLTutlJ3R/RmLqGwWVlEJywc6YRUGQQ+Y4fx8Ouk29xq5ObmZboebBKdRMXCJ25aYRmSycohwyOqwcotz3PS/i4ykYxSSC2i3uz+o4RLCISrLJ6cPk1aX92+yycLaZDSKScmwXvczfzhtnT1qgoqjZb/Ef8uQkVuaR16XgUVYUDfF7tHs1RvieHjfS7nUOuUN3XUKgotc5ZPTh13Wk/dI54Zxi1kVWGUNfXwImYMGfhnX7e9ZPpy3zW69qh6sGpBzVTtOP6pU7KoKr5zRTf9ay4yBD49K7/v1nm6bhzP6CJSQWpBF/rK+T+ZVs1Ql+1h5pye22V2X7mgJ6CWpO6HYLyhzSZvIueReM7DmvHiXX8FZ2S9HVjPaKAtrfW9A1Rot71VuhLonqRNheq/1uka4il+qoLQKp7TWBasso7B8gXM3ueV9NSMfX7kbYXR/UNk8UBGZfV076k7AgytacaYP+xWNfFTQVdc0zLiu6l60vm+WOWSe+utup/WZp/YcPTRP6zOLrbhuEm6YNe2U03fTOlotrF3VwhMmoylhEHsXmS1vnXnTFMHGL8shrXjRrtgic8D81/NgntZrntb70YkFgf5m8O61b2rHtBkldr3POKnbKGXQPKFu6KnkeBn7RBm8NlPAJLzQIGngg5JGid2maQOmKRjDhE6zjCGzFIxJ6oB5Rr9RfJtBQqdxco9pWr9pSrdhQrdZxqBJco9Z+oBZBtY8tdcwvsM0bcA0tcckpc8src84CWOWPmiagjFK7DJK6jZJ7jFKaDdI6DbPwAI7jZP7LdKewZiIz8I1dRKwpindRkndpmmDZmkDZomNgqJcx1nkNRIGzVK6f9PDd4NK7jVPHzRLHzBO6jRKwpilD5ik9JilY01Te8zSB0xTMEZJGLP0QbPUXuOUXqAzxin95un9Rgntxqn9Zmm9xsk9ZukDJkldRondZhlDpindBnFtRondJsndR1NhltZrDLSY9HawZqk97wbbZ57RLSpM9y35Zc2EIdOUHrPM9yvpMT2agd92PqnbJLlH7I4Tj6w21yUNKU1P80yscXKPSUqPSUqvSXKXQVybYWKXUdLHx35UiXEyRlTZlvuqPt81Xe7LGio+jyyyhoyTe0ySu42SMCYpPYYJnSZpfUYJHcYpfaapvabAntRek2SMSUoPMDTjlF6T5G7jlD7z9H7jpG6TlB6TlD6TpC7DJIxpSo9Jap9xUqdBXLtREsYktcf4bXmMSUqPcTLGJLXHKLHLJKXXJKXXNBVjGN9mmNBplNT9+Z6bZ2CvWETwXNXhuqzBdUmTR1ZHStPdPBNrlNBuEN9hnNxrldN7XcVRyiDTJGvQNK3P+NNVgUB/e3hZbRsaES36cR2/0WkQ12EQVaMfXqUf8VQ7rEY3ps0gvvMjxeI7DeK7DOK7jp59f8+vnn27fbTnqMBRsY/UcNSWUeqApkck+zlteb8Go6Ru/bhOg/guw6Q+Hf9UjvN3r3g+M0nt/dhA3nm/iY9vd37Qz3d7PhjL+0e938lfDeEjg03AGMY/k7p2R8w8yyhlwCD+/Uo+nIEPAAXUAstV/R6r+haroysNEt4e9V4nP37sbyopU/V7DNSjE9lomND9rp6OD16L326/X4/+L61/8G/gw0N+/Sp/pKHPd1s/rsMwoVsj5BnQZ1XfYlW/x+qoCoOErqNJMErtUnFMVfCsMErp/U8qBIH+xj6T1jv04zp04zC6cT26cT168Rj9uP/y/y16se2GyYPmWSOGCZ16se1v98e26yf0mGWOmiRj9I92/kW168d1mmSMmab2/b6uGiZ2GyZiDBMxBgndv7sbQA1v6/mfyYDtBgld7/fc8NczoBfbYZjcZ5TU/Zf/NwACfXW/SusfnFWBQCAQ6H/Oh2frhokYw8Ruw4Ruw0QQCAQC/e9IeOtdWo/vNIjvvGiVxK8ZwH/Xl/eOF68aEgQCgUD/G+548an78N314VX3/iWtGyVihHSC8I5DiOAy7Lc9WOQdQSAQCPQ/gUnenuOmu7Re/AXduF/SumEiRlArgIjj0jX/epXUpduJM0eU3tsGgUAg0H9IKWnuM24nzij9mzKztxOnP1cm+W0ZldSlc55PpfQTtZF1v0rrAho+rIqut+KnxP16JQN6JQMHJNAjYoFDogGDEugRqeBRKRRWMqBPMqAXBAKBQJ/VJxnQJ+zZLORWK+RW9xu1wp5NkgH9Ev69Qu4NHy0j6FYr4tUqFTgg7tsNHPKRMq61Yt4dUgH9UqhBAbdaLtUAdffKD9K6L7Oc/fXQXgG3emHPRkHnKi6dCAFNP1EtHy4NNKNaBIfVY0GvLhGvNmGPRmH3BmGPT+J3redzrf/Us0LuDbwudYJu9Z8v9sc6avTPaQ4EAv2zNfE7Vki5PL4RUCvvX/OBGwG151yf8DlU8NmXyniUfbyMf42YYzGfU5WA3WNZ78ob/h8pc923WsiuSNC1VgTRzGNfyqMW9Mm0zu9aL4Bo59UJjw72aakpbauvrKssykyLUdHWZ7lswGp4T9CjWcijUci94S2PBj7Xeja7Gha7GrhDrYBbwznv5ot+bUIeTb+UeUfQvUHIo+GSf4s4suWcd7O0X+tHiwElWe1qeF3q+d0aWO1quJzrhd9v9EsIujcIezRe8m8VR7YI/q4aQCAQ6At4NPHbFauEtWrE9qrH9HxAI7ZXNaKD17ZIxLHkbjTmbkyPYmiXfHDnEaUIjFZ8vyK6kcPy0Xn3Cq34PrXonhshnapRmLsxPWrRPTdCulSjMFoJ/bLeT3kdKoQRLTx2n0jrTHJ2cmH9Au7NAl7dojr+na31zk5OV69ds7a2ynmQPjnUmJMWcOOGLI9BvJBXp7BnM0DAvUkmoD3w8WRc9ZxrziinS+P9lsW2kSU2mwqYU6OgR7MIopnfvQnu1MDp3Mjr1iTp3bq0dWiV3J7dON84uMjjWC3o2XJUG0DQo1kc2Yp+PKEQ2iXm1RJRMWOcMsDn1sjt0gh3auBxbRRBNPO5NXE4NXC5NMKdGgTcm0QQzbyuTXCnBg6nBn73JhFEC5/b20Z5XBuvB3Vu7r00TWjjcq4HKuF1bRJGNH/QLggEAv0BEK0CDqXKYe3qMb1q0T0fUI/pVYno5LcvEXUuV4vuUY3qiaueLehcy+9cK+hcy21fccsdVY7qVQxq5rJ+fMHzqXpMn35Sf1bjvG5iv0Jol3JkT3rDgm32iGp0n6xPDZ/TUxFkO69DGY8a+hNpPXxAENEq6N0jY+iXl53y4/ffHT9+HPi6al5ezurK3AcJXqK6KAGvLhGvVhGvVmFEK597c+3Q1sTcSsqTjvRyDJ/dk4Ku9cHRabWgaoPUITHvdj6Plgv+HVZZw/rJA/yerRI+7QcvX1tFlRe0znUNTnCYFwh7tYt4tQp4tvB7tAghWkW8Wvk9Wi4GdOJwOO97zeW9q5OzS3KuD2H2z1Rj+h0fjt2M6OFybZEL6TZOHdRJGrTIHJLy6+D3bJUL6bbNHrG+N3I1GMPt1nwZ1Wn/YFQ/eZDbtVkuFPPmzWuT0BJW22eqMX222SPyId18Hi0iXm3AQEAgEOgPg2wXdCpXiei8G9evHtv3gbtx/apR3QKOZaKulWoxvXfjBiaXd4fGZ4bGpgZHJucWljLKuq6hmm+FdnDbllzweqYW26+fPPjy5zcDc3uqMX1VAxu4N69MQh4rRfVe9avnd3km6tPF61jxibR+3U4+AiuE7BDy7ZcxDkqLj5S+cMHAwEBBQeG7777Dw8MzNtRIivDg0UAJ+/aJeneIencIIzsEEO3Dy8/nltadU5tlPMroTB4/aFne2Tt41jVx8PwFIhcr5NVaN7w1sbC+uLEbWT4pimzffv7aMqoit3m2fWCS06JQ2LtT1LvjfECXDBoj5d8t4t0piGiXDuxa2325vL7diZ0VMUmiMyywzR6ZXdvvG52fWtm9Hd6NeDSBw+Hq+ua29/aTn02JIVtnNl6Mza4865owjWk859PaPb03PLU0t7oV9GT8Eqr7xauftVElJsm9s+sHIzOrowu7qlHdfJ7twEBAIBDoD+PTJeRSpRqF0UjA3o0f/IBGAvZOTK+gc6WYe7V63IBh+nhOzcA5m3uyyKrzrk8c0jriChrk0C23w7t57Mulveu0koaUovsts0ZnNw4Xtl5sbe+YBWZfdCnUSRm7GtAo4FYn5tfD51T56bQeOSTs3SXiNyBmmpAYFaSqfFtGRkZRUREOh+Ph4ZmbakcGuTEqBYgFYEV9ugCCyC7FsO7U8t6ByZXlnVey6I57LavjM0v8JundExu5Nf1KQQ04HK51YGZsbq1nZE7UqXT7EPdLWrcsFPLuFvHpLu1dG5jd9nrYz+HSLIjskkZh1ndf4nC46o5RLqtiZsfWjumDus5hqHri5Mp+Ummvc/bA/v6BpGXG/frxwYl5PrsnmJndhp7JmKIuScdCj5zhw+cHXPrJkSXYhZXNqz7Vz1++UQ94UoFZ3N7dr+uZ2t3b985qYrOvE/PFHI0FBAKB/gC+GCGXatWoXs3EYeVorGLk4BGlaKxm4sid2H5B56fi7jXqcVijjIncmgFF/2eaqTPKcaP+ZSvxj5rk0G23w3t4HCovejdoJ4+oxQ1dD+2vxm7jcDjM0JQsokw1fkw7eexaQLOAW4OYfx+fU9Vn0vqwiA9GzH+A06YU4ekSFerDwsrKzMLKDoPT0NDGR/n6+XuyGWaLB2LFfDFivhhRX4y4X49L7vid0Cbvhz04HO6O35MHLUv9ozPMxnn9i6+KavtkkZUvfsZllHc5J1T7ZdSIOz5++QZnE/O0sG2ud2SG07JQxLdH3L9fKbRN0e3BOdtsAdd6IZ9eGXTf81dvEoo7xhc2mkc3hb27CzFbo1OL+nFtWy9wPmnVblkdu7u7nKYP8whES+YAACAASURBVDo3xqYWuC0KnO4PRBd24XC4gLxevYS+w8NDm6TmZ8O73dipC075OBxOC1X6oGluYWXTLak66H6DLvoxp2OtuH8fMBYQCAT6Y/j1CrvV3InpV0sYRRbNxtWuxNetxNWuxNWu+JUsqieOqcUNCrk+E/esu5swbJw5/ah+UMG/WjN1ViluNKBiLbm4VT6oQymyj9fx6UXfJq3kMfWEkfqRncPDQ8/E0s39lyOrPxtmTGokjV9DtQp6NIkHDPA5P/1UWre9ETUi6tcn7t8v4jcgZhIbGIiMRjtamdzVvnvLB+nYUJp8Vc2Qz6NDInBQ3L9P3L9P1K9PxK//Qcti9+giZmwxqaiZWTs5vnr2cR0GblZQ2reTmF/PZPbYv2isfXCmdXAuoahN2Km0f3ZbN+BRfOV4YU03p8UjMf9+8YB+fq8uXo82IWS3mC9G2LdXJhg7OLt91yfvul/N8MxKeFGfLKqjrGNmaGop5ymGQy/RKXugc3CSx+xBXM1ySV2PsG3B0/615v6Zuq7RG85ZPE618VWTw1NLzb0Tii73JF3LRua37yDzZfxaHrdOtgzONfVN6weXcrk0igcMAGMBgUCgP0bAgIhHvVocViluvLxvc3l5ZWlpeWl5eWl5uaimSw7VopE0LuxeJ+HVqJk0ppM2VdWzkPOs71HzRH7jWGXXVEBqmUJot3L0IJ9zjYx/q0byhNWD2cW1bbuQByL2xU75C3Nru47xT1UTxuSCOoUQrRKoIX6XZzx3UJ9I69GjYgGDEgEDEiisCGqU1+rRdatQM3d/OxcnZxdrPRMzPvN74uhRiYBBicCBt1BYQUQ7n2Uun0UOu/EDfucaMd8eLtMHgs7VIsh2LpN7gm71/F5dfDZF/BYPOUwfCrrVCbnXcZneF/Zs4jJ9IOBcLRE4KB4wIBE4KIHCSgRiJQIHJQIGJNHDgq413Kb3+T3b+RyrBCyyeZ1r+Jzr+CxyYEb3eR2rJAL6eSzz+exKRH26uc0eCjhXC7k38Fs84DC+z23zRMQXw+/Rzm9dwGGczWFZLO7fK+D8lNvsgaBXJ69znYBVLrfZAy7LAjHvDolA7C9jAYFAoP9/qCFRz0aNxFHt9BnNpDFFv6c3fCoUfCsVfCvlkaXqsQNaqVMiHg2S3s06adNaadOaiUNq6Kdq6KdqQU9VAisV/Kq0UyZU44b4XGovB3boZc7qpM8qh3dc96nWzZhXT5lRjepR9KvSy5i9EYoR8mqXChrld635dFqPGRMLHJZADUmgsJKoIcmQSdHgaT7PTi7HZxy25dzODRLoUUn0kATqV8QDsWKBWLHAIQnUkCR6SDwQKx6IBfaLo7CSKKwEaggoII4alkANiQUMSqCGxAMHxQOxEijAh3VKoIbEAgffbQyJo4YkUFjxwCGxQKw4agjog9i7VsQCsRIooA9YoAnJtwdixVFDEughCfTbwhIorPjRftTQp5oGgUCg3w89LIJovR3Zr5cxq502o5O5oJO5qJO5oJO5oJu1qJc5rxQ9KIxoEfNqVYsf0U2f0U6bOSqgk7mom7WolzEnH9It6Nl6zqdVK2VSJ21GO31OL2tRJ21aO21aO21WL2tRJ33mUkCbiC9GKmSc3632k2ldIXZCDDUqghoVfWtEFDUqGjQhGjwlFjwtGjz5y86v7s9pBQQCgf54wgHDQog2Ce828d+Q8G4TQrQJBwwL+Q0KI1o/XgbZJujVIYoaE/TpE/X6SBkJ73YxZKsgslsENSYRMingXv+ZtD4phR6+Etx7JbgPBAKBQL/b5aA+GVSPDPo3UD2Xg96WuRTU+/Ey6J7Lb+vpv4Tu/WgBGXTPleB+2eBe6dAxAfeGT6b1i2FjNveGNtbXZxdXQSAQCPQXt7mx7pozxmb/6Wvr0qFjjg+GcS929na2QCAQCPQXh3u541Uwzmr32bTucH/41cH25u+N7e3ff+xnKvzd1f7h/fltbG1tbW1t/Y6jvmrffl+v/mpNgAEGGJ+Pn59ve+Z/SVrf2NjY2dl5/fr1mzdv9vf3NzY2/m0bKysr6+vrX9qzjY2N3d3dN2/evHnz5vXr1zs7Ox+0tby8vLW1dXBw8G8rOTw8BLYPDg729/eXl5e/tDNHte3t7eFwuDdv3gB1/hXi+fPnb968efXq1ftvCcDLBLxAu7u7+/v7m5uba2trq6ur//8tHh4eAi8HMJ//yb8BMMAA40+LL07rOzs7y8vL9+/fT0xMxGAw29vbOzs7L168ANLr3t7eixcv9vf3t7a2nj9/DmzHx8djsdiDgwPg4ebm5v7+/sHBwfPnzz9zZre7uzs1NZWRkREfH5+amjo1NbW3t/fmzZuRkRF/f/+5ubmEhITx8fHR0dHP1LO7uzsyMtLW1razs7O7uzs0NFRVVZWUlLS+vg70Z3d3d+ddAN3e29v7TJdGR0fT0tLi4+NbW1t3d3e3t7cPDw+fP3++ubkJDPnw8PDNmzfJycnZ2dmvXr3a29vb2dk5ODg4PDwE0uv7hV+8eLGzswO8OeFwuKamJn9//+fPnx8cHGxtbe3v7wM9/Mzrt7+/j8FgEhIS8vLyFhYWtre3gaP29/fn5ubGxsZevnw5Ozs7Pj6Ow+Gqqqpyc3NfvnwJ9BNIzTs7O4eHhwcHBzs7O5ubm8C0ANsfja2trZaWlunp6b29PQwGMzg4uLe3Bwzw9evXubm58fHxP//88/Pnz58/f/7bN2MwwADja8eXpXUgATk5OTk7O0dHRxcVFe3v76+vr1dVVfX19b148WJqaqqiogKDwezs7LS1tVVWVs7Pz3d2di4vLy8vL1dUVIyOju7v74+Ojra1tQHZ9lMZ+fXr1/n5+dLS0omJicnJydPT0wcHB52dnXl5eba2tvPz84ODg8XFxSoqKq2trWtrax+t5+DgoL29XUVFZXFx8eeff7a2to6NjR0cHNzf35+YmCgvL5+fn19YWFhYWFhcXBwZGdnc3BwdHV1fX/9obW/evElKSpKXl09MTLx161ZHR8fLly/r6+vb29v39/f39/dbW1sbGxtxOFxQUFBCQsLh4WFfX9/8/PzQ0FBNTc3i4mJvb29LS8ve3t7a2lpTU9PTp0/X1tbW19exWGxnZ2dOTo69vf3r16/7+vpWV1cHBwfLysqGh4c/dWXm4OCgu7tbTU0tLi4uMjKyv7//1atXWCy2srJyd3c3OztbW1t7ZGQkLi7OwMBgeHh4eHh4cHBwdnYWg8HU19evrKzs7e0tLy9XV1f39vbOz88Dmbq8vHxiYuKjjW5tbe3u7uro6NTW1uJwOAQCERUVhcPhenp6qqurX716lZaWFhgYuLq6CjSxtrb2mXcIMMAA42vEl6V14GRQWVk5LCxsfn7+xYsXm5ubPj4+CATCzs7u6dOnlpaWSCSyuLj4/v37enp64eHhfX19rq6uzc3NTk5OlpaWhoaGvb29ysrKCATC1NS0uLgYOHv9SM9+/jkvL8/a2npjY2N9ff3ly5cpKSkGBgYmJiZaWloLCwuurq5RUVHCwsKJiYlLS0ufSh+Hh4dmZmYlJSXz8/NaWlqtra0uLi49PT329vZIJNLX1zcuLi4hIeHhw4fS0tK9vb0WFha7u7sfTeuvX79OSkry8PBYWVnR1NRsbW1NSUkxNDTU0dEpLS0tKCjQ09PT19d/+PBhQkJCfHx8UFBQWlpafn7+lStXXFxcVFVVAwICVFRUqqurZ2dnw8LCnJyc0Gh0b2+vlJRUaGhoRkaGt7d3Tk6Oh4dHXV2drq4uGo2uqKj41An78+fPq6urL1++3NraCnSvubnZ2toagUCEhoai0ehz584VFhYikcjz58+XlZVlZGSkpqYikUg9PT1nZ+fQ0NDd3V03NzcHBwclJaWQkJDm5mYtLa3g4OD6+vqP/tUC/DVjaGiYn5+/vLzs6OiYmZnZ2tpqbW3t5uaWnJyckZGRnJzs5eWloaGBQCBQKNT29jZ4tR0MMP7M+OKLMPv7+/39/S4uLoqKijExMc3NzefPny8uLjYzM3NwcLCysgoPD5+YmLh//z6Q7DY3Nx0dHcPDwy0tLXE4XHh4uL+/v4mJyeLiYmlpKQKB+NTF8Z9//vnx48cCAgJGRkYIBGJiYkJXV3d0dLS3t9fAwGB2dtbGxqa8vNzV1RWHw33mlPDly5fZ2dlIJPLevXtIJHJqasrBwcHX11dVVfXJkyfKysohISGurq5oNFpdXT0kJCQoKOjly5cfrer169cZGRmioqLm5uYaGhrt7e2ampqrq6vt7e2Ghoaampr9/f1TU1PW1tYoFIqNjS0yMhKHw2VlZTk4OLx8+VJNTQ2LxRYUFPj7+x8cHFRVVcXFxd2+fbu0tFRfXx+Hw3V2dsJgMFNT08PDw66uLjU1taysrKmpqU+NDjh3zs3N1dPTU1FR6enpcXNzMzQ0fPTokYqKSlhYWHBwMA6HKygoCAoKwuFwqampsbGxCASiqKhoYWHB1ta2pqbGwMAAh8MlJSWhUKj6+vq7d+/m5+fPzc19tFHg2tHdu3fl5eVtbGyEhYWzs7NtbGwcHR2zsrLU1dUDAwPT0tIQCERBQcGbN280NTUHBgY+c10LDDDA+MPji9P6+vr6/Pw8Dofr7u6WkZGprKyUlZV9/PhxaWlpZ2fn9PR0SkrKnTt3sFhsb2+viYlJeHi4u7t7VFSUqakpDodDo9GBgYE2NjZLS0vFxcVeXl6fSes5OTkODg7ALcqtrS1dXd3h4WEMBqOnpzc7O2ttbV1cXGxlZfXq1avPpPW9vb3Z2Vl1dfWrV682NjZOTU3Z2dmhUCgNDY3a2try8vKhoSENDQ0tLa28vDxOTs7q6upP/QHx+vXr+Pj4wMBAHA7n6urq7u6ur68/Ozvb0NBgamqqra3d2dk5NDRkY2ODQqGuXr3q4eGxt7eXnZ0dGBi4t7dna2s7NjZWUFAQFhaWn59vaWmZl5d38+bN/Px8e3t7HA5XX18vIyNjZmbW29t7cHAwODjo7e1tamr6qRUyW1tbi4uLm5ubOBzOwcEBiUSi0WhjY+O6urr6+vqMjAx3d3ccDpedne3l5YXD4VJSUmJiYry9vSsqKiYmJuzt7Wtra/X09HA4XGxsLBKJPDg46Ovrc3R0dHZ2Bu40/LbF3d1dAwOD6upqHA6HRCJTUlKcnJycnJxqamqam5tjY2MTEhIQCER6evru7u6dO3eGhobAtA4GGH9mfPG19Z2dncjISBMTE21t7eDg4J2dnYiICEdHRzQa/ezZs9DQUCcnJw8Pj/z8fC8vLxMTk8LCQi8vr/b2di8vLwMDAzMzs/7+fnt7+8XFxbKyMhQK9am0/urVq7KyMikpKTs7O3t7+4mJicLCQnt7e2trayMjo4WFBWdn5+7ubkNDQx8fn4WFhc9k9jdv3jg4OFy5cuXw8HB4eNjZ2XloaMjNzc3DwyMmJmZnZ8fBwcHa2npgYICPjw+4N/vRel6/fn3//n1paWknJyd1dfWOjo7s7GxdXV0dHZ2ampry8nIdHR0dHZ3Hjx+npqbm5OSkp6ejUKjs7Ozw8PDd3V0XF5exsbHi4uK4uLhnz56Zm5tHR0draWk9efLEzc3t9evXNTU1AQEBLS0tlpaW5eXlfn5+lpaWISEhn7oDsbe3Nzg4aG1tbWNjA1wUGhoasre3RyAQWVlZnZ2dd+/eTUpKamtrU1NTu3fvXlZWVmpqKhqNrqqqmpycdHFxWVpaQqPR1tbWd+7cCQoK6urq8vT0NDMzS0xMBG5ufxBAWre2tm5oaADepLOzs/v6+mxsbLy8vIqLizMzMzMzM5FIpKqqqpGRUWho6N7eHngRBgww/sz44rP1ra2tubm5jo6O3t5eYHnJ9vZ2d3c3BoNZXl7GYrHt7e2rq6vLy8vt7e1YLHZvb29hYWFra2tjY6OjowO4Lzc/P7+xsbG6ugqcbH40tra21tbW+vv729ra2tvbFxcX9/f3sVgsFotdWlra2NiYn5/f2tqanp7GYDCfumUKxPb29vLy8vz8/M7Ozvr6+tzc3P7+/tLSUltbGxaL3draWl5ePqrzM5O1tbW1srLS19fX2to6PT29v7+/t7fX19c3NDQE3DLFYrH9/f3AGkrghuT4+Pji4uLS0tLm5ubCwsL6+vrKysrS0tLu7u7w8HB/f//8/Pzq6iowRcDG8+fPp6enZ2Zmenp6uru7P7OYHRjy8PBwW1sb0B9gAUxbW9vIyMjOzs74+HhfX9/29vbo6Ojg4CBw43pxcXF1dfVoAicmJrq6uqytrZOTk3d2drq6uvr6+j5zK3tzcxPoM/C3wtLS0vPnzycnJ1tbWycnJ1dWVp4/f+7s7JyZmYnFYre3t/+ETwmAAQYY78cXp/XNzU1gLeD+/v7Rx4KOHgJr3XZ2doCdwJkakCO2t7cPDg6Au3/Af4HFkZ/pHLDID1gcDXzOZW9vD1gyCHQDqOqj55UfBPAOtPnufBPYc3BwAJyYAwscP7+6EQhgFEcHAj08Ompvbw/oKpDOgLaOhnk0D8BDYCzvFwDmChgUMJlHk/yZAOb86Lbq7u7u0UOgCWBcQJ1AW0DK3t3d3dvbe/jwoZmZmZubG7BmEXgpP39+fXRLGXihjxoFHv78888xMTGNjY0fLKUHAwww/pz4PWkdjL9ZrK6uAm+Wf8gac+ADUGBCBwOM/1aAaf2fHlvv4o+t8w+sDQwwwPii+E/T+uvDXTDAAAMMMP768ebF7r9P6845YwfbayMjI6NggAEGGGD8hWN4aOhge9W7aOpzaf1S+IR5SndVadGzZ88awAADDDDA+K9G/aejtra2rLS0uqzYLqOH3fHTv450NWb2lk/Js4onenp6CgpyN25cPqKoKH/zpuJNRRAIBAL9GW7dVJSXl7ty5crl38SVK1euXLnS3t7e2lCtiHjE5dbyubR+27esteEZNTXVv74nPwsROUMkcoZI9CyRyI+naL49RvDtMYLvjkP+vWOE3x7D/3yZb48RfHec6D+q7Z1vjhF+++tDvj1O9K9jBN+/3SD8tzV8e5zom/+gGAgEAv3X4eEdl74kFxYaAnzQHQgPDw8PDw9XV9fY2Ng3b9601D1V8Cz492m9pf4pAyM5I5ujqiru5i3czVs4FWUcjNuOiJKOjFaAhIaThIbrc6g5yOlFKeglPluSk4yWn5SG+2NlOE9DmYlpOEl/vZ+YhpOKlp+chue9QzjJaLipaPmJaTjJaXigtALE/6ZvnOQ0PEB5EhouUhpufCgbAZSdlIb734wIBAKB/nTHCOg1dM22tjZev3798uXLly9fvnjx4vDw8MWLF9vb2319fa9fv26qqfyPztaBtM4CR0pL94iLVwkLFVy6OAzjcYZQsfIKhhNRsRBDOSBUrAQUdAQUdESUzMRQDmIojJCCjoCCDkLFRkTJyMCmLnm+khgKJ4bCIFSsECoWYignhIoVQsVKDIUTUtCfJSXm5kfRMF0npGQkpKAjpKCDULETQzmIoOz4VCxy7JoU1NwQKOwkJcNxCrrjFHQQKAyPlNSe11uMWf44BR0JlBOfivU7ckp2eilvgdDvyKkEGa+68gcco6AjhsKJofATFPTHKejwqVhIoBzAHmIo/DQlkwyrigOfDx4J0UlKhjOUzJLMijwMMicoGd4vBgKBQH8FxwjoFJQ0d3a2dnd3gd9LAD4nv7Kysra21tbWdnh42FRb9UVpHcHDk8TEZEdPZyrAnw3jcaRiuMjKaUlExQKhYqWgE2eB67NxmkEZLxNS0BFDYcxwQ1ZOE3JaYQgVCzGUXUg0nZSGH0LFQk4nSkEvSUTJTEEnTkEnTkjJwMiuxQzTEZcqgTLIQKAwVg4TFg5jEigHIRXrcQp6E25nQ24HQijbCQoGGVYVNU7TOxwmUBo+PsbLeeeeIASD6WmFT1HQM9KKKnEY2PJ7xYimfUdGLs+udROmd5qSiRgKP0PFLM+upcZlykYvCewBnKJkvMiqnCv1RA6mdYVN7UcKGh5GmUChKHY6KTCzg0Cgv5pjBHSKylpbWxvAJ94XFhZmZ2eBXzdaXV1ta2t78eLFl6V1ZhiCmzuWgcGclkafjzednduWnk1NTPIRISUDPjkVJ5+3uFQenMeOXziOkl6KncuRVzCUix/BxedDDIUTQzmERNNJafgIyKnZuWy4+HxOk5yF8zizcVozsmvxCUVx8DhLXaimYpDh4EXAuB3gvO5wPgQRFYsel60Wp+VxCrpjFLRKcENfwXANTgtzHlc6WqErbGrl0jXRYmms9BKU1Fx+guEWvG5o0dgo0ZR/kULseb3DRRJ/oKA+QUmvyWkZIBRlwuccIBTFQCtCQMUKzNEpSsZzLDfLLjwz4XFAC8cowQz/j4ycnV7KXQDFzXAR/10xEAgE+isA0vrm5jrw62MXLlyQkpLa2NgAvrHq96V1Ty6uKDo6Y2pqLV6eFDivC4SKTUAkmYiKmYAcysnny8Sue4zgX9wCKCZ2HQGRBFIavrNkZCTU3CTUHCTUnEdpnY3TmpPX6zTJWRi3IwuHKY9gCDXjtROQY7yCYTTMCpLnyjl43bj4kSLnShhpBcKEE2hpBE9QMpykZFBg1/ETitDntZNkVjxBSY9HAnHnDxRnvvENOQUf45UY0TQ84jPsdJLBwnHfkFEKM10PEIr8kYLmBwpomEiSEOM1PKJjocIJEsyKZ6mYT1MyEUHZT1EyyrKpewig8Yi+u8Km5i8U9R051TdkFBY8bvpcdicpGf7rryIIBAIdAdL63u7OxsbG9evX8fDw8PDwrly5Anyf4O9J6yxwLz6+NBYWZwYGS0GBHBiPMzGUU1A0jZCSkYAcysXvz8ZpeZoEn0cwhIFNU0AkkZxOjJCCloZJjpSamxgKExLNIKHmISCnZuey5+RFnoD8xM5lz8ppziMYRMt88zQJAb9wHC3LTTHJQkaYJiPbHWpG2VMU9FwMF/2EIphoRQmo2I5R0AkxXhVjuREmkniZ7Q4eKSRIOO4Sq+q/yMh4GC/FiWbgkZLwMV6KEEn6FxmFFMvNQKGo7ymgP1BAQ0USJZlv4pEQRIgkiTPfOEXJIMokB6XhO0FJf5XtLko4Bo+U6BZM31sw7P9IiXU5bYy5ncCcDgKB/mqAtL6zs7W6ulpeXl5XV1dbW1tSUjIzM7O+vv670jrMS1oaIy5eKSxUIHNxiI3TkpFN49KVZmqmq2fJyGDcLsww/TOkEA5eBB2rMh2rsrBYprBYMpzblZCClo5F+fKVZgZ2DQJyagpaUT6hCEHRmHMXyplgulBGGSHRdCHReKnzT8npxJjhhgIisfzC0WS0QhAq1uMUdPyMV9z4A05TMl5kVQ4SjfMRDvMUCGKgFTlJQS/GdCNBLAspGAyBwsx4XMPEEtOlcgKEIr8lhTjx+z6VqWegFTlGQSvFcjNGND1EPN6OD0kK5ThBQR8oFMXJIH2MgvYCq5Izv983ZKRX2e6acDuJMytY8LifoGAggrL/119CEAgEeh+Q1re3N/f394GVMMCP2q+trQG3TL84rTOw2KmovFFUfK2o+FpZ6Q0bpyWEkpmcTpiUhpcYyk5CzUkM5SSGwkioOYmhHERUzBT0klQM5yFU7BAqVlIaPnI6YVIafmIojIiSmZSGj4rhAgWdGDGUg4iSiZxOjIrhAhmtEFCYkv4cJf05EmouYiiMBMpxhoqZioaPGAqH0vDBGM5xMJynoOY5S8VMAuU4TcnETCfGTi9FQMUGgcI4GM6z0UuSU3NDoOx0tIIMdCLk1NzEUDhQjIPhAgmUA7iwTk7NBdwRJYFykFFzQqAwEigHCZSDmoafkIodzOkgEOgvCEjrq6vL6+vrwC8oLC0tLS4uLi4uLi8v/460TsbI6qiujlNWwikr49RUcexcdvhkFBAqVmIojBgKJ4ayf7Dxbv0iDFjvCKFiJX6XLoH0fXQshIoNQsUKoWIjhsLfrYA8qhZODIUTUbETQ+FEUBgBFSsBFSvwEEBAxUZAxUYMhUN+9SwHIRU7ARUr5F0lBFRsBFSsR/n6aAMChQHbECiMCAqDQGGQ99oFgUCgv46f8Gm19Mzr62ofPXpU+OvIz8+vr69/8+bNF6xbZ2FhJCQTYuMyZqQ3ZGY3YuUwoqSXgry/VoQaDiGDERHDiKm/rKMk1BxnSJjOkjKTUH9kQSEJNfw0MRM+GSvw7EkIAxEleCoNAoH+iY4R0Cmr609PTY6NjY38Jtra2l6+fPkFZ+usrOzHCSjxITRMejBiGB0+CTWEipWYioOYCk5MBSeGwolIYDTneBkUBIggH6ZdCBXsyAd7iKHwkxCG6zc1pK8qnyJm+uApEmqOn/Bprt/UFJe+cZqYiYSaQ9vAioKOG58MXHoIAoH+cYCPI+3ubgMLHIHfq9nY2ADWOLa3t3/Zx5FYWdlOEtJCyOBwK1EKbi4IBQxCCYdQwEjoOIip4BAyGCEhO5uhMK+/JMFptvf7QUINB7IwATkbMRR+lpSFGAonoeYgo+UipGDHJ2c9CWG4dUf/irzaKQgjMRSOT8ZKSsNJSsN5lpT5NDHTJTlVV0QgFSMfIQUbPhmL3C0tJ3dfUhpO8JwdBAL90xx9HAn4ObP19fXV1dWVlZWVlZXf83EkVla24ydpqCV4RTKlyVg4CSEwKiFu8YKLwtHn+cPPkbFw0kjzXii/ItN0leWuECHRLzn3J3xaG0dEWubDgqLS2IQ0QQnZ709Ta+pZ+AdFunj6Q5n4iKlgCclZF6+pnCCiJ6Jkj01Ij01Mj0/OvHhN5V8/kYWEx5+7fOs4IR0JFE4MhX97gjImIU1I8ho+Gct/fYpBIBDoz/THp/WThLREJHCRtAtUojwEZ9kZbvALRJ7DP8nGrCHE4ytx5nsWNn1hbqQEISE7cFkG8MMZ6tDIhGuKGlGxqVfk74RHJf50Gmpl7xEWmVhT16RvYoeHd9bZw0/f1P7701AqBt6Me7nUzPxseZNQWwAAIABJREFUPJLJqdnfn6LyQ0VcvKp8ipgRqO04AV14dBK/2BUwrYNAoH+ar5DWiWgJ8WH8oVIUfNwEBOz0cvy8AZKnv2VlvC3I7SNx+v9YWPWEOV3FTuMxQyjhRzdOfzxLExAUdf7y7YCgKCkZRS/fkJsquh7eaAJCOjtnpImlMx7eGSNzhztapkBaj0/KhFDBaFgE4pMyvz9FFRgcfem66k/4NCTUHBAq2A+nobGJ6WBaB4FA/0B/fFo/cYaGjIXrYq0sk5og/kk2BgUB/nCpM9+yMt0R4kVJnvmOhU6Wjz9CiuWOEDk7J4T87d3RH85Qh0UlylxTDY9OkpZVCgqNlZRWQIXEXL5yOyE5y9TK5ZvvIakZD0Ii4n/CpwXO1kmoOejZhdOzcs6QMPEIyyD9Qlm5JfDJWPHJWHSNbA1M7QnJ2Y7uvoJAINA/xFe4tn6ahoqPh9NanF6On5CInYKDi+YCLxEERsHDRX2OF0IGIyRip7/Bz+0oQc7BdZTW8clYJKQVmOCiEhcVGGEi5y7dPH6W5vpNDRsnLwtbNzjfOUJKdiNzR20DKwgVjISaQ1pWiRgKJ6fjviCrRAyFHyegE5S4yi925SwpMykNx1UFdUIKNvB+KQgE+gf6KhdhiCnh+KfZiCAwYho4hAJGRAwjoYFDyGFEJDBiajgxNZyQiB3/DBuE4peLMCTUHKeJGQkp2E69+y8JDecJIvofzlD/cBqKT8ZCQs3x4xnqn87SAOVPQhiIoXAIFQzYIKHmOEPKDBQjhsJPQRjB83QQCPTP9FVumQIXuE9BGMHzZRAIBPqTfZW0TgyF45OxXrquSssiSAhmdhAIBPoTfZW0fpqYSdfIJiQinoVTHFyLAgKBQH+mr5LWT0EYk1LuMcFFTxEzfvQrXEAgEAj0lfzxaf37k+TCUteRfiHkdFzgtXUQCAT6k32FdesENGdJWSJikrkEpcErMCAQCPQn+yoXYU4SMcQmpIuelyMgB79DEQQCgf5UXyWt45OxikvfiEvK4OA/f5aU+b8+SBAIBPrn+Frr1s+SMpNSc4D3S0EgEOhP9rXSOjEUDn7OEwQCgf58Xyet03AQEcOIKT/WJDUcQg4jIv2yH70DfvGOkIKN5At/Kg8EAoH+ab7O960TwzkcxCh4uYFv8oKQwyDkMAgFjBgKJyJip73Mx3xXkBD/I2sfIVQwAnJWAgq2D/afJGLQNbblFpY5BWEkonz7RwC4ehIEAoF+6yukdQJaEmoOmLkIOZwLQgEjpoKTsXNS8XOTs3MSQdiJKeActmIC4VIQ8g9P54koYVBGPnYeKWYOsTMkTO8/9cNpaHhUkoqGESNMhISaA1hgQ0bLBV67B4FAoA98lR+9g4rxSjySIYNxEhKyU0vwSFVcEgw9JxhznlKAm1qK93zpZZmGq8xqv/rRO2Io/AQRvYS0Qnh0Ukx82qXrqmdIfllC8/0pqqDQ2Ad5RUFhsXZOXqQ0HCcI6QOCojgFpcHfoQaBQKD3fZWLMISEcMG4c1RiPAT47Aw3+HkDJU/hMTPcEuRFSZ7CY2ZWE+R0EcM/zvr+5XUIFQyfnFVFwwgVEpNxLzct8+EPp6EQKhghBTsxFP7jGeqAoChxaQW8bwgjYpLFpW+cgjAIS12HMvGBN2ZBIBDoff+PvTf/cuO6D3zRKxpAY6+6VVjq3gJQhUIt91YB3QB6xb1oUlxEkZREaqF2idS+76u1UzIpifu+abEsx/EaO3b8kjkz72Uy48lzZk4mziQndvJDLGds6ch58fwF74cCehMp2Ro2u0e653wOD9SNLnR12x98+3u/y9ItvWP50e7Su9dYYsAqXzVW20njvaZ9+4T3TCsWqID83MFpKmeNTq479dZ7PeFcY2r9gcOnw+lSpuBCfRRA7Gu92doQCIT3HTpJ12xJyAYXOofD4XycJdmOlHdr6/7zJeaOidSwrV3aqO9pJwYsY9vYyKssEbTU9mjjUNt7qJX3qiDbUbOQt9VK89XXD979wJOv7Tly8sxXe0OZVeuveGX3gVCqOBiD+w6ePHj0zF33P7l7z2EdT0bSpT0HjvMkDIfD4SxiSXaZ5r2auW28MDMqyjhrekqzJmZw1vaUeg3ksSA6anvU3j6ZtT2/PMYnIRsGmbp++73bbryrOX3xsKDdfs9jM+uvSGYqqaxVG1+77YY7b9h+nz3Cggl1atXmux94UlQcHrNzOBzOfJZq6V067fgr7kCe+FXqII9BprP0TpRwOu0AhcxPr8uqm8pa4XQpnC7FZcOvcklmTFl1/Z12/qf8zXaZgpfKWrzGkcPhcBaxdEvvSCjpDIvOpzYQAYjjC8sZ539q0UfiigEQPtdnPxWAcDhfDOULoXwhrhgy+uz1kXHJAMv9y+NwOJyPsyRaB9AVFXLL7ZOXXdVM5z5JvqLiiNBha7Z8qqMBwnHFaJY3ZNXqrNnPhay6yYyZylrzC9sBwjJyt+Jbd1Qf2VF7eLV5ZRJ+ljFkAJFMwWuv3ZrMmDwFxOFwVhrnX+sxodgbdu6+f/Kxp1pbto2l8zgqOkMJO5R0JEQSMh4WnKGEHUzY6RwW8vbt9z52y+0PJeSK7+JgQh1KqKLiCHk7mFB9klkzjezt3kM/XvtXWVQVoSOrblTU/SSMrLpxyQgm1FCyACCWVTecLrUuuuzGHfcnZCMq6v5F+pPQ0dr/1+r/+7baY/eOPr3Bvj4BK+mcHQX6rP1DyUIwofpLnea/hISIqDjDoiarBCCSylr3Pvj09bfcy83O4XBWGudZ66Zlh5LFO++b/m9/vfHV11iuRKJp59Irmzt3zTz8xHRcwnTN6HU3j7/8ZbZzV7tkm62Lrth/6GR/VJEQScjGONv46FMvPfjYc7Lqes3VO3ft92nSizNZ9wb3vtOt99RCQ4ROMmNed/M9ZTIl5J24ZKzduO3Rp166/d7HZdUNp4rN6Q2vvHbQrLaGBe2mWx/wL3Lf418a0deemnovCU2ASDCHhJzjNVZfdf3tcckQFSdb9O5+4KlHn3qpvXZrQq4MxOAll98gIZLKWumcnc7bm7beNBhHEiIA4nCqePTkOyMTa/mqEA6Hs6JYggLHVHGM1r/x7TU33TYh5MnUzOj+QzONidGHn2jdsGP8gUenf/ijde219XWbG7JqrN5w9e49h4NxJCESEUoz67aefuu9b333B6/sPiAqztqN23zKeCqZM6OKfmz6nUKhKUInLhmPPf2SM9oW8nYoWbzi2ttOnHn3+z/8szvvf8KusZe/vE/RR+OSIeSdZmuDf5Gpiy5FhfrJ6XcPTb95fPorF5lXh6TiON34wCNfigiaqDii4ryx//jxU1/5kz/992a1tWnrTX/x4//3+Z1vwHI9r4089dyrP/7L/3r1DXcCiAHEkXRp/+FTjemLudY5HM6KYkly64NxvO9g2xmpBRPOJVuar+xmgYCxfnPz0aemb79nctsN44GQFQNOVNQ3XHbd6/uO9oSyguLoePK1vUc2bb3p4cdfOHjkdBlP7jlw3GdyZnNMKqehdXTqbUUdEaGTUd2BGEznrGTGbExfvHvPkfUbt728a/+XXthdIVMvvbq3YI7FQDkuG7fd/ah/kaef3yVApzeTC+bRiL722NQ7YaWUzFQG4yhT8CLp0r0PPfPwky9efNl13/6jH9an1q/ffO2f/8V/efqFXYo+mivVHnv6pf/0459sveZWP+vSP6wcPv7WGL2Ea53D4awolmjpHTn91urG9Ego5azeUN97sJ0vuLfePXnnfZP3Pzy1/Y5JP8+ezlmaM/Hyrv3jbGNU1Ktja06c+Wo6b6/duO3E6Xejoq47Ez65UhVA7OqrvzPzJxPGJhm5EaF03S33mNVWJF1at/mavQdPDKcKN+64f9frhwJ96ZGJta++dhCPzqSyplpp+BdRrUaxOHaDe59RmrrcueX18aODMjI9et0t98SkcjCOXt937NKrbolJ5VNvvTe9+tLAkLxu87UAkXTOEvJ2Om9ffNn1wYQqIZLKmqvWX/n8zjfy2ggvsuRwOCuKJVp6R267e9KsVtM5nMzgm2+bOHD4opd3MVEhl13VXH1xIy5hqXPUWbZr7La7H01lzYRcueyqWw4eOX305Dv3PvR0JF0S8k4HaOfU6itjB95mf7hn4nguXzNHWkdOvKU5E37AfvNtDxw4fOrE6XevvuHOiKhFhNJEe9P12+/zk+adiyh2ClrXkrsPtE7vnThhl1hILN553xOPPPFCJF1K56wynty998iBI6ePnXxHcyaEvL3oyDQq6rJKAMSySu6+/8mC2UxmeKjO4XBWFkui9UzBjQEsKkRWCYAkLuEYcKKiIyokmcGpLJ4tZven7PplMBIiCdmIgfKwqM2vTpklppRD+WJMKadyFqnP2CPM/0IAcVwqx0B5WND8PiZZdVNZ029lWnSRhGLElHJU0dPQEhU80d4E4Nx3EhX1GCiH08VPjcHjnbUefDIwh8NZWSzh0ruly074Ck5mz2Lt3/M6JCFXRF6hyOFwPkcsldYTmQos1zMFb9nvkMPhcL5QLFFu3Vx98ZUn3/yq21iVzHyWTk4Oh8PhfDaWoMtULA0l1FNnvjrBNvLiPw6Hw7nAnH+tB2P5kYl1r+w+AMujwseWTXM4HA5nSTn/Wg8nkVppvrH/mFWl/i5pDofD4VwwlmTUVzhVOvP216wqjUtlXgLI4XA4F5IlOTJNyJUbtt978OgZu0Z5ep3D4XAuJEuidQm5yYxJ11yuVhq8t57D4XAuJEu3HQnHZYN3+nA4HM4FZqmGBwgKGYzbkfSnL70TFScGyrLqdoeu/H65eFl10zk7drYk/scXXACEgzk1mEPBHIoq+vyld7LqxkA5/TvPA4gCnS/Q4HA4K5Al0bqouIrmPvksvfn2iVQW+0NXzkoqZ+W12qVX3pzOWgWzuX7ztenc71cTmc7Zdo2tvvjKxMK+p2TGXNTjKkInq1bvHXnm6eaXn2q+eplzS1wx5j2/ctGGq8xq61OLMgEimYJ7+dXbgYKFPE8xcTiclcXSzFuP4Weeb91+z9TMuno6h2MLR30NC04MOFHgpHNOpuA+8tSLW6+5NZIujU6uO3763b5hJSrq6ZwlKk4U6D6+amNSOQbKccmQusG1H+lv3HrD7j2HAwMgKur++K1QqrBp60077nw4LpWTmYp/kRAoutrq78386Xr72svwLVOVS1PQEvK2X64TjKMDh0+ztVsGonDRS/g/KVHBMVDuLr0zb9xx/z0PPi3kHR6zczicFcX5Xnpn2qFE4dGn6E//dtPRk6vUipsQnfmDeS+5vPHYU60DR2YOHV2lY7O9btveg8d7w9lUzqq40//Pf/zx3oMn9h44UbLHq2Nr9h8+5TPZ3pTMVB5/ZueLr+y57KpbUlkzLhn3P/KsVWP+2tL/9OOfvL7v6Mu79hXMZjChrtt0zXMvv57XasOidsd9j/sXefKFV6v6Re/R7zha29VWhfKFVNZqTm+46/4nhkV9MAbf2Hfs69/83t6DJ66+/o5kptIbyV2//b5ssZrMmOmcDSC+6bYHBqLQ/8ENxuDRk2/z7UgcDmelcf6j9eF0UXdqb39l9SWXN+MSXnXxwjUaj0z94TfXVLxqdWxEyBsXdZbeqamc5TZWn37ra5ozcflV21/bc1RUHLZ2i0/BbMoq2XPgxNGTb//5X/wX0lgVSZe23/FQxZuOCNqajVcfOnpGKVVvvfvRh554vj69fueu/clMJZW1RMWpja/1L9JkG/LqyMtj+748eejg5Okr8G0huVgbX3vD9ntjoDyUUHfvOXLNTXcjo37o6JnRqXU33frAf/vrnx48eqZgjsFyfc+B43/9N//j7geemr/0rj61nmudw+GsKJYkCRNO4QOHZ7xmbSi5eOndbXdPXnHN+EDUTmVxDOgXX3rtngPHekLZVM6qja/dc+B4oDft1lftO3jS9FoHjpz2cRurHnnyhVvvfrQ6dtFX3vvmGN2Yypr+0ru4ZKy/9NrnXno9EBhav/m6F17ZA7Xacy+9VhtfExFKcdm4874n/Is899LrIsIBOROQ05XS9Knp9+YvvRtKqLveODzONgYC0b0HT0yvvrQxtf4Hf/LvbrvnsWyxmil4N9/+wI/+7D+wtVsBxACRgahy5MTbzdYGrnUOh7OiWKqld2feXt2YHgmnnenVcyuqb7x1/MFHp3fc2Vl6J+TtvDby9PNf3nDpdcOC5jZWf/f7P5patXnHnQ+//OV9kXTJXxstKs5QQn1+5xs77nzYGW1//Zt/NLVqc/9w/v5Hn8X1mVCquG7zNV//5h81JtY+/MSLDz3+fM9QRrMnXn390NSqzamsKSrYv0gqbxUKY/eNPEPNy3dUH36xuXdAQtXmRfc9/MywoA3G4KGjbz7w2HPN1oZDR8/UJtYOxuA4uwQgIuRtUXEExZlobxoWNAmRVNa88trbHnnyRWkpx8pzOBzOZ2BJtJ7OuVuvGdOxJ+RxXMKXXtncuWvm4Sem4zK+aEN9go0mM52ld8mMWTCb2264M5kxc6XaM8/v2rlr/7MvvqZWGkLe9tMdAGJRcfJa7alnX925a//zL7+RKXjVsYt27z0Cy/WEXCnjyZ279u/ctf/hJ16QEAGIxKSyM9resm1HQq5IiMxeJwkrF1vXvjyx/9nGa2qhEQHaPQ8+vf3Oh/2lSJdfvf2V3Qd27tq/btM1fsVkTJo7MgUQx0DZv76sutfdfE+m4PGhNxwOZ6WxVHXrft2LrBJZJVHgDCVsP0KPyziZwfOL2YW87detA4iDcRRMqEMJVcjbiwreRcUZShaGEupgHKVzlkGm1ErDX2sn5O3BGBxKqKFkwa9L8dcnfbyYXUZuXDGCOXUorwrQBhDj0RlfzZmCGxX1YBwNJdSzVsEvYv6aUw6Hw1k5LF2XKUllzaUr/hPyzu/eOvQJpHIWr1DkcDifJ5Zw6V11fI2ij3JpcjgczoVkqSY4br1mx7FT7+DRdpIXinA4HM4FZEmW3oVTxTNvfY3UZ+KSIS/3HXI4HM4XivOv9cFYfpxtfPnL+/KlGj9U5HA4nAvM+dd6JKXKqrvv0ElSn+H1fxwOh3OBWZLc+rCgnXrzPa+5OiEbS30DHA6Hw5nPkmg9mTE3bb3xxOl3SX2GH5lyOBzOhWTJChzlilWl+VKNFzhyOBzOhWSptC4h4g+zXYpvWkauAO00tNPQEuCnnMqKyElDy3/+/HVIHA6H87lkCbV+VmTVTWbNuGSc6znDojb/zSAGyqFUIZ2zOlvxgC4hIiKnWBzTihPl4mSh0EhCZyjvpCGOKg6YfSFEYgpOQkct1I3SlP98EZ3zPaCz9C7X6Vz1xw/EpfKy/4Y4HA7n92JJtC51p2v5rzE7aQtAnJANtnbL1mtujYr6/E9J3dWj191yT7ZY9T8YA+XLrt6+e8/hyfamSLokq+4ttz+YLVaHcup276F7ak8/Xt95qXOrWTKfabQcrXq9O6EWXBESgMhw3tnsND3NXmVe80Lzje3eQ/fXvhTMq+f6QcSl8hXX3kYaq5IZE0CczFQm2pu2XL09lCxI3RifJ5Q4HM7KZ0m0LuTtbLGaLXq+Iv3F07lSVVbduFRes3Hbthvv6ky4zVmZgpcrVpMZU1ScvDby7te+VbLGRMVJZiqt1ZcdPv5WffriojkmKM5jT7+8ZduOZNaMKeXV5pXrrWsvdW4eKW+8vdr4Oluze7z9+kQ7p7oJBQNEhvL2rvH2VjxaKa29Et+22rxyg3V9VDln9B2MowNHzlx82fWprJXKWumclddqTz77yqYrbvJ34AGIU1ler8nhcFY651nrFdMKJ9GxU185duqdE2feba/b6jVX7zlwYvcbhw8ff2vzFTeH4mjP/uM37rgvki4Ni/oruw+cfuu9IyfevuLa2wDEr+09+t9/+ncHj5yWEPGaF33ruz/8q//633fc9XAoWaiOrTl15qvBuCohIiM3Bc0kNBOwkoRWTnXXWY2Xx9hGuzmQs41Sdfd4e+/UzH9et+FiuxnKmQnF8J//Cbl1f+ndN7/zxwcOn779nscExRkWtMmZTYePv+lPlDSrrRdf3ZvM8MIeDoezojn/Wk9njXe++k3VqJvV1oEjZ2bWX/Hv/sN/LJpj2WI1W6yGU8Xtdzz0/M7XB2IwJpVPvfXe6OR6CeJTb76nOxN5beTkma/qeEJUnGTGXL/p2j0HTkRBOZ2z3MaqI8ff8ieez0dGJK44lZK3a7wdyFgDOfupBt1enQhmrZfG2BY8NpxfnE8/ay7F3460/tLrQsnCoWNvTs5sDqWKdM3lew4cDyULooLVSvPSq27xl2VzOBzOiuX8a13IVQ4fezuULKTz9qFjb67ffO2XXtzdG8nNrgDdsm3HQ0883x9V4rJx6Nibdq0dA/qxk+/ozoSo4FNvvpfIGFFRi8uVmXVX7N5zJJhQfa2fevO9cKr0cSkHc/aXGvSR0embvIlw3nmmQbfisYBQfqzeuuJsWj/rSANf6016SSAwvPfgCbpmS39UYWu37D98KpQs+F/l5/eX/XfG4XA4n8D513oMlP7wW9/fcefDdz/w1FPPvrp247Y3DhwbjCP/9SLp0iuvHfjGt78fl8pRoJ9++2tufVVCNt76ytfLeDKZtV7ZfeDO+x5ftf6KcLKw5pKrDx49E0yoAOJUzrr5tgfvuv/JRRPS4wqeNkYPTq7aOca+PbN2lVm/zGnuHGOXO83vzqy9HI9FFmpdVPAruw8go75I7oMxePDomZd37d+ybce+Qyctd7pkjb/46l5/W6mQd3QyuXP3AZ6E4XA4K5wl0LpY/O73fvTYUy899PjzsDyqOROt1ZfN9poKefuG7ffe8+DTij6Sylqr1l+JynVRcVZffGVeG0lmTM0ef/jxFzZtvSkm6mUyxdZs8XdAiwpOZswNl1+fW9jilIbE1qpjxijWaje5ExIiccW5zh1/pNG6b2RaL3rpheWSF192/UOPP5/+2PaMhFyZWbf1wceee+TJF8fpJcPJwujkusmZzX6EHhX16265Z8edD8f5OAQOh7OyWaIkzFsRQRuMQSHvCHl7fpW6rLrhVDEYRwBiv1RcVPwHuv+RdM4OxlEU6JmCJ+TtRfvnYqC8SMcyImmIEwpOQTzUDczDeSeYswdztgDx/MnAooILlaa/sXrRD8L/ZoJxFIyrCdmQC14qayXkiv/qAOKC2eSTyzgczspnSeatV7xWTFrs3xWCqDif7Rv7zF/I4XA4F5Lzr/VwEhXMsbUbtyXkyrLfHofD4XzROP9aD8by1bE1h469ec1Nd0dFbdnvkMPhcL5QLEkSZljQRybWHj72ZihVWPY75HA4nC8USzI8QFQc1Wi8svtAbXxNMsNTMRzOMgNUDFQMPssXEqC6EnLnJiMhIiFXgnMf4aw0lmqNxuSqza/vOzoslpb9DjkcjljAQsEBKpYRkSHxy8NAx9GkK2jcZe4/RRWLKpGQK0NXQhioWFQJQF4GVjOwuuz3xTkrS6L1dM5et+mavQdPDCXPOTGRw+FcQDwZVmXoyqjrdLULcgFyJeTKiGQgyUA3Az0ZehLyAHIlRGSEZYQlhEE3eAdoQfzOWWmcf60PRnNjdOPJM1+tT6/nG+84nJWADL2sUpVhNxujEoC8Lh1BA5WIKhFVV1Q9gLyutasAVUXVnY3ZZYgl5HSjeM5KZEmi9UzBk1U3mTH5BBUOZyXgR9x+CkVUCUCujNxupx72/S4iV1RdUXUB8gAiMsIZ5MjIBgiLqiuoLlCxhBwZYYCIUMBCgbdxrFCWajvSknbuyMhNQcuftfvJq+z89XhJWPGfz5fecb6gqA5Qsai6oloVVU9CREaOjBw/XS6hTspFRJ6IXICIhBwZmTIyZFSRkAMgAcgDqidBV4aejKoS8pb/pjjnYBmW3qVzVjJTOddz4pIBYOcxgDghV1JZyx8wkM7Z/qStNLRtjWFtxtMvqpSmk9BOKAuGBMwiQkcrTozoa22NEW1VGtmi4vA+Kc4XDYD8HHoVoJqEPAlhWbUBwiJygVqTkJtBVg7pUFWLKtQLeaOYqxSzlWLWUKGmwqIKFahlFFtSahKsSdDLKF6GB0krlaUqcEznLH+cFoBYVBwhb6dzlqg4MVBet/mam29/MJwuSYgI+cXPvO+hZzIFz38cl4ybbntg/6FTrYsuH0oWCpXm/Y8+myl6wSy6vfrYgyPPPdPYdZlz+0jZ2u5NBHO2b3YRkTTEaYhFSGKKvtG54dWxA7dXH3t45IWelHTJ5Tdced3toVRxdtjLWef0cjifM2TkH4e6MnQBIiIikurJqCYrroI0vaCQotgoRaZLA7TUR0t9La1/WhugWrClDY5rwZoWM0uSitQMMgCy0wXCc+srlvOv9eF0Qa00cH0Gj84ks6asuqmcZZApUl9VqDTjUnnDZddfdtUtUVEHECv6iDPSJvVVQt4W8jauz3zjW98fnVznT+Pasu3WM2//gTPSzhS8bLH60qt72+u2JrNmQqmMGxtblctWmVcQbY1edA5PzRQKbgpigEgGEbNUdfVaXnWjiunqq9Za28aNjbRyeTxXzhS8Z57fdcmWG2JAlxCRVTdb5HVanM85ABEJ4Qx0MsiREBHVKlA9GdpQ0U2k1IvxyVKkpQVZqa9dDPiwUoCVAkwL0FKAlnqY1kO13gkt6BbSKiwIqpUuLP99cc7K+Z/gGEmpX/vD7x498faJ0+9eeuXNo5Pr3vv6d17be+TgkdObrrgpGIOHjp25874nQsnCsKAdPvbm6be/dujomR13PSKr7q43Dv/13/yP/YdPSoh4zdXf+Pb3f/JXf33bPY+F08Xa+JoTp98NxlVZdWXkJqGZUCoJxUhDK5iz76pN3lmbCuedobx9e3XyW6vX7Zla9WKTFYteXLHiiuE/X1bdULKw5ZpbX3x1z2AMJmSDrdny4it7Qqnisv8mOJylQ1Q9USUSciTvqc5jAAAgAElEQVSEReQJak1CjoogKaYm9BDT+lgpQEuBlhageoBqAdp1ui93Wupjpb52saddClCtv16KV1Aup+gS4qemK5ElGcx76s2vpTKVnFY7fPyt1Rdf+e3v/TCRqURFXcjbkXRp2413funF3QMxFJeNYyffMcj0UEI989bXyngyLlUOH3tTLrii4kRFfXrVZa++dqg3kk/nLK+5+uiJt6Oi/vF7ECBGBffo1Cqouv1Z6+kG3UbGAsB4cYxuI+OL1mhE0qUrr7/jmRd2BeNIVJySPd5sXcwn7nI+3wDkdqvUPYBqGYXoMDuqDU+W+6k2LzDXOk6fhXUe9NBSLyv1dCyv9U5pQ14hlYcFQcESciTVL7ZxJeQBFfOq9uVlqZbeDSXUVM46fPzt9Zuvfe7l1/qjiv96naV3jz/nL707fPwtPDqTkA1/6Z2E3Dff/oO4VI6kSwm5smr9la/vOzaULKRzljPCTp55NyFXhLOlwv2A/a7aVI9sPl5vXeeOB2Tz+SZdtPROVt2BKLzptgcfe+bloYQqnWOvKYfzuQNLiIiqC1BVVlwNwoYWny730VKAzeZbSguE/smwUmBK77eLQl7RJGh3KyaxjAjgOffl5vxrPSoWv/O9Hz35pVeee/n1ex965qINV+1641Aw0Wk3HRa0vQeOf/8Hf5rKmlFRP3bqHVJflZCNk2e+WsaTiYz51LOvfunF3ZdeefNQQl198VV7D5wYShYkRBJy5bKrbnn0qZeEvP1xFwuIKAX3xPSqpIIfr7ducMcDsvniGLtyodYTstG66PLnXn4d6qP+kezqi6/auWsfT8JwPudALCO/7x8XYKmhRaeM/im9l2k9rNT7GbROS4FpvWeiHHRVkM1XBDQCkOdXx4sq4cmZ5eX8az0OtG9+5wc37Lhv2413Soigct1trBbytv96ADrrNl1z+dXb81pNyNu18TV5rSYqzsj42myxms5ZuVL1mpvuYmu2JOWKWml4zYtmvzYuGRNsY65UPWuILUAyWh6RELFL1XLRSykYazWt6Ilw7jmprDUysVZzJvy1Rwm5cvu9j7fXbeUbSjmfb2ToypAA1cmqmldK0XIvLQda5R5a6mGlXqbNHo3+frRLgenSkK4qArRFRCRIACJAdXgSZnk5/1pPZ43X9h6NSUY4VfQLWha1m0ZFPZIu+SvuEnLFd7T/QFZdQXEi6VJCNmTVFRVnUYV7Qq4AeM6bSShYQiQFcRpiGZEkxIuW3smqm8qa6Zw1/5q8G5bzuQdAT0JVGVXKJXnKGGjrAab1MP/fOc6SW//EPEwPKwTapZ4RPZJXVRE6EuxWPcIa71daRpZk3nquVAuniv9HpK3/j/gmOZz/TUTkiagKUalZjjGjh+l9TB/wzU71ObNTrYd2HvyOWu9hpcB0uccupTNKGUAi+oN8IW9DXU7Ov9aH4tCq0ht23Jc+WxKcw+FceACqAmRXSjlaHmrr/a3yQKvcz/Qepgda5V6q9/jMyt03+6dm21taoKUFqNbXLIVVBAHsTHlc9vv9grMUWlesKntl94G7HngykuZHkRzO8gOQm4PFET3FjAGmDUwbg7Tcx/QeWu6j5T5a7mV6L9V7mM/8zMwnnqa2tEBL62fFXqr1m6osKxaAGCBXKjj81HQZWZIkTFTUSWPVwSOn43KZB+wczrIDINFUNFGJ0EoPNfqoPsDKfbTc2zL6abmflntZuZfpPvPN3juvI+ksNY60FKB+K5MeqBZTecUA0JUgAaoDuNaXjyVbeldpvLL7QHX8Ir70jrMSAIj4bTIy8iTkzlsMNDsGy1tYvOFvlnDl2XHknQeeNO+Z3c0SxL+yjEhn3cRy1IH4d9SduOsA1c+9uBJyc4pJSrmWGaZmgBq9TO9n5QFq9FGjl5b7WbmPdWP2BWi9/lHqubTOigGqBVpaoKUHmqWoqhRE6ALozP/xci48S6L1uFSZXn3pngPHgwm07HfI4UiIABWLBScDvaxSlZArqhgg3N0ThMECX2OAOh+Rkedr3fe+j6RWJdU/D/R7fLBYwACRDPQy0JVUf1Gce4HN3k1q4wx0M5BIqi2qrtiZ1+gWIGoYwrQZZpU+Vu5j5UFqDFKjnxm9rGP2fj8hw8p9TO/ztU79wvbZQ9TZoQLzaJV6p/QeqvVMlUJlmBORIyIs8b/Rl5Xzr/VIqiCr3lU33LHrjUOhVGHZ75DDkTrxuOubF3RWSfh74KqdQbUIZyCRoSshT1SJWCBigQiql1aJUMCiSkRf6yoBKpZUR0JY7uyHw0DFQgGLBSyhzkcufGYZIL+40MtALEMbIFdUXf+mAHTKpfykFWuZQWb2sUo/MwZpZYBW+pnRz4w+ZvgP+mknbJ8zO1t4jso+pnVa6p3WelpaYKo0WIGyCB0BEa715WUplt7lm61L9h08aXotPmuFs2LwJFiVkR9NE1F1JehloCfDzlrOzuofSPydnwDZEjKz0MpAU1JNSbUkZMvIzkBLhraECECeqHqSP+oWEaASQfWA6mYgyUDiD9W6kDfY1brrvzRAroRwBhEZ2hmoEQNM2yFq9vtap5UBavpaH2DGIDMGZs3OjE5Ohul93YR7D5tXJzPbuNQxe7HPPzud1vpMBESIBeQCyIddLydLcmQKIB4WtUVdPxzO8iLPbez0JOTJ0JWRI6mWULCEgg1ULMGqrHgZaCuopKGsrYpuMV0tpGuFdLWQctW0hWQNFfJKRYJYVF2h4AlqVUJeBrrdnc6zyZllC1eB6oqqKyFXVlwJEQlaekkZt2LU7GNWPzMHmDlIzcGW2U/NflYZZEaQVQZYZWCB3H2zl/vYvNPUj5udlgKs2Md8res9liqKkAjIBRf8XY0znwu9HUlCBEDyCZ2ivzsidETEgwLO787sYabXSZWotlh0UkUnVcSi6uYVW4eQFFN1LTKuhyb1oWmtj5X6Zor97VJfS+ub0geaeqSqpcxipghRLl/urIJD/juEI6n+BqK5vc8Xkkwn1++JqidDT4JVEZE8Ko1WALOHmNnHzCAzg9QcalmDLWuAmgOsMsgqg9TXesfs55D7x+pkqBagWg8r9rJSgGqBKb3PVCVB8bVuc60vI8ujdVH53/qmAcJJaBYKTbXQSEJeacP5nfCPRgHyZEgyEMt+76VaBWo1p+AiLJKSOF4eolqg3c0a01IP1XpaWk9nFrkWaOmBVrlnqhwc16KeKhYUVYamqBKx4ICCLakYIE9EtWWphMl0RrIQWXUB8kS1KisVR5dadqxtBZk5yMwhZobnaX2Qmgu1XhlgxgD9mNZpuY/qvYuz7XrPfK2Pa0MayomQiIgA5PBKmGVkSbQu5Ekqi+OSk8xgWSXpHI5LTiKDZZWEU866zY3td0z0R23/U37k7j9I53Ayg+OS4/9nXMJxCSczC972AcIpaF6Jbz/W+srR6bc32NcnoQkg5nl8zifjF/xJyJWRLSMHIE+CIzKswnwFK7mxUmxa723pAaYFWLGXFXs6myX0wLQeaM2Wbxd7W6U+qvm9PL0NPaoX8jKsCKordo5S/T8ILnys6srQPyHAGein122jBKftOLOGmDXErCAzw9QMU2uIWoPUCjLTd/0A68h9kJ01bJ+TeychM9uVSrWAPwCSaoG6HoNQBdB3OuZaX0aWILcOirDs4XptzSXNcToSEx3N8dZsbI7RkXDagWX32Zfo8dOri5aXzmEde5kCAZDojpfX3LzmjkyMXHRJ02vWZJVMr6qv2djwmrUocORuR7KIHKiOvk3/MKmYnn7RN9rfT0ErU3QNMsVbnzjnBkudHnoiqZakOiKqydBD+ZJbFKa1QbqwzKNV6vFXBbGFE8lZqZdpfazUw7QAKweY0TNuxCqFfFYxAMIiIgBhSbWX4wZdCXmSSgDCEnIysKIV1HEn1bZDzA5SO8jsIWqHqT1E7QFm+ZF7iJlBavUzc3COxXI/V0LGN3uAab0tPcBKgVpJyEIDQCwhe7kq9zk+532Coz0sFL/9R+v2HZp5fufMrXdN6hXv2RfpvQ+0XtnN2Np6Y6L2jW+v+7N/f/HmK5pDcWffoRlnpJaQ8Z6D7WZr5I//ZN2rr7EXX53ZuKW5aWvzBz9a/+yzbO/B9jgbjUsdZYvIQWp9/+QpvTS5f/LUt9s/HM5qdo0dOHI6IfOEDOdc+HF0FSAsFixBxSKq5qCBi+mJcl9LD9CztFP2slIvK/awYoCVuoXbeqDlj8fS/SrAHlbum6wM28VMTimLyBUKDlCdRV1Ln8q83qhFocn8K/jvTHPM/3KAiIhcuVOS7xQK2rgFmBOhTpA6QeZr3QlRO0jtAWYPMDPMzAizPqZ1c57WKwPM6KdGP/XrIBeUP/b5WqdaT0vvZVqfUwAS9MdAOSK80GX7nPmcf60npNK3vrPWcKt9w3ZvxF67qfG9H6y95NLm6/tW7T04EwhULr2q+eDjU4FBM5HBR06swqO1hIwPHZuZXj36B99ck87hgagdCNm33j1570NTgUD51rsmHn5iOhjvnI6KyMkg75vtP941frhd2bJ38oSInEzBLfNonfNJOEB1ARqRkSMWbFHFOcXEhcyUPnDuaYU9XfydcN2Est5D9d7uNJU+Vu6jlb4pI2KjnKzYadXx68dlWJNhVerMH/f/l9mppASISKgqIVdSsdTN+APVE1UiqrbUqVP0JOi/N3jA/yrVASoWVQJU7COp/jY7F6iuqBJRJTIkecUwSmrDkSiOMnuYOhHqDDEnSJ0QdULUHqJ2kNlBZoWYFeokZ3zM2bTMXMzeqgxOVwZblX5a6aFGDzX6aXmQ6oNM72d6J+FOtcEJPaKhrOhPXVeIpPweb2mc887517qQKx0/tdq/elTEazY2vvfHay+7qnntTRP16ZFg1L7ljoknn20FApVhEZ9++yK14vWErH2HZmbW1/ccmImkbVkloZRzyx0Tjz09HQiYd98/ee9DU0OJOa3n1OqfXfTnRnE6nC++Q7/h18PwJAznE5ARkZArqn6LqSMhq4zguBajWu/vshWIad3R5HoP03tpubeTaC730fIANfrblYExI6kiVexMMXQ7k2lVP3gnEvJkONvFSub1qXZHGkDPP2cCfp8qwqDj9wVDC/zGVxm6MnQl6EmoKqGq39Qq512ISk5FHidJSiLUiTAnwpwIdcJdQtQOMdv/d4jZQ9QeonbH7HSh2anptywN0LnC9j5m9FKjMx2MlnuZ3s9KAar3uSUhB0siwgB60nkqdeN8Zs6/1tPZ0uFjq3IlF0CSzhEde8++SB95kt5x36R//knqtTf2t1/+8ozmVLfdOH7wyMyXX5/57vfXNlsjr+9rx4AjIRJKOTfeOvHgY1M9veZtd0/ece+c1gHCInTuqj25c2L/ganTt1cfHc5ozdaGoyffiUvGsv9AOSuTDHRlfxo4qgLkQlQcKSZaWn/rU7WuLdw1oXds3q3p7qPGICsPUqNvyh5wy2JOsSSIRb/wRnX8mLr7bfhqJkB1JHUufu8Gtq6EqhKsAuiBTpMUllQ8VwUPvQz0spDIkEidITZVCXkSxDK0c7BiFIs1R56sxlpuiDph5kQYHmI4yHCI4QjDs3IPMyfE7A7UHmL2vJjdmhezm4MLm5X8nEwPNQLU6KHlXqb1trWe8XKwoOYFZIvIkxRPQo6o8kqY5WQp2pGKZVz1ry6rJC5hzfFWb2hMzoz6H4wBbFWrqzc0YNlNyJitqa+6uFEdq2VUotndgAUSZLgF0xPzWDVcteLOr4kUoA0QXmVdMWNekYZ2FGhXXnsbW7MlmeW76zhnx9e64E/7gp5VkKf9SFMLnGuUVTdOn+/0Tqg+7/ywjxoDzBigld6WFZi0omWkSootos4UQ4CqnXwLIp10SictQwByOwMJkCOjShbpCtQg0hRUzsFyRjEyiiVDR4LdZXKISIjIkIjIFVQ3rbqi6siojBAyNWXUyk+6qZYXpWSY4WGGowxHGB5iZIjhsK91hsPM8QnNNzvrmH1oLifTDdhZZZBV+lllgFUGmTFEjUFq9FGjx4/Z21pPqxy0i5IMNQEREXkAuiLCXOvLy1IVOM6+QLfAca5OUVb98kfs9yXF5c5n/QLH2S8UFCLksawSIU+EPJEXzuYXkRNXjLhiAIT9VXaL1uNxOPORYae9PgOJAiv1Uszf8fap25kXOZ2Ve+ms040Bagy0jH5m9NFKHzV729ZgTRczSkVU/fJtPzyv+j1KokpEFQOVAOSJyAXQzqAKKui6VnAqqGbl65bctEHdydScnGspVhnpWrFQ0KBazqvlDCpnkZFDRk4t5ws6Kml6uYDNfBODlhtve5G2F2IkwnCU4WFGQoyEKY5SHGM4SnHEx4/Z58y+SO5ds9NZs1v9LWugZQZbZpBWBv2cDC0P0PIAK/e3jEFPBzmoS8iR/KV3iAiqy6fyLi9LMjxAyNvBuCoqvAWUs1IAKhELWEIkq2Ad5Se1QaoFpv2ixuK5tb4wpT7ndH8wltFPKwO00kfNfloJskqwXembMKNI1QRki6ibSEEEoJqAqmKBiKojIVeGOId0rYSqleyUIzInyXCckXjLjU17MebG2iTG3Cj1otNufNJLjxGx7kg1Kzti5UetfMORxrEw5aaoF6denHrRlhehboS6w4xEGRlmJMzcMHWjLRKnJMZIlJEII5Gu3MN+5D6XkHE6Cfduqn0u296yBlvWUMsKtsx+ZvawSh8rB1l5iBr9rcrASDmloKKAHBm62bwjQUf0/wThC5KWlfOv9WBMqY2vfeyplzIFj5uds0LwI2UJkSy03UKypfe0tJ4prZeVArOdR4uE3snPaD2dBsvyvKy6r/VKh5Y5SCthVgm2zf6WFS3rUISGiJzOwC8VA5WIqiv6Qs+bmloYNeQpLFA32iYhhoeYE2Z4mLqRlhdm7hBzg8wdarsh5kaoN8y8GPPitJqg1SStJlg13vaibXe4TYbbJMZIjJE4c2PUG6beMHOjjMSoG2u5sZYbpW6EkSFGQpREKIkwHGGzZndmI/dw1+xDc0epVpBaQWoOUTNIrUFq9rNKH6v0MqOXGYPTlXC9nCogKEJLULGs4KziyIq/C5sPW19mzr/WQwlUssYff+blJ760cyipLvsdcjgSImJ3x2YWGY1ilGmBltbjT5Q9l9Y71S+zTfPzhN6h0k8r/awy0DKHaCXEzEFmDbTsYdeQMlAXkQ06M4swUG2gOhnoQKVsaqjpZFok2XKjLTdMSYiRMCPDlEQpiTI3Qt0I9SLUHWZulLmxLsNdoswdpt4w9aLUi1EvTr0Ec+PUjbb8D7ox6kY7T/C17g4x13+JYUoijHTz7LOcJeE+WyQzyCy/DTXEKiFWGaBW/4QVdTW5oBQkaAHkAIglaEvQL4Px+DSYZWdJkjBxybBH2N6DJwDEPGDnrARk6MrQE1WSR9p4KdIudXuLzqr1Oad3tV7+mNZnDxIrg3N1gdZgyxlqmClFKQuK12k6RVhCngxJHup2WZl0RV+vFIcpiVB3mLrzUygx5iaom6BejHox6kVpNUq9mB+wMzfO3DirxpgXpdVhWvU/HmNelHrRzn+68c47gTfMvAhzhxmZ98ZAIm13uO1G2m5khviE2yTcxuH2bLbdmX+OOsCsQT8hQ62hKTNaN0SjkM9BTYRYUD2g2JKCAcL+Ag1/kH0G8lOu5WSJjkydkj3+6msHcH0mxatTOCsAGbkSdAFyCkidLEVYsdM12jrrrk6tm1Wf03rfAq1X5rROO0IfYNYgtYLUGZqwYgrUBWVERK6IbH8WjZK3iJ6ddFMtN8JIkJEwI5FOBO126Er5Y1qvxmg17sOqCVqNs2qMzXM66zwtyry4b3zmRWdV3ibxthub8aLUTU0S0HDkmiW7Zsat5Fwj7xm5EVNuONIYFidxqoXjbWd4xonMOCGGg20nyOzwtB0bs1O1ilgpZpFSkvOWgEhadTsbMxQiQiL6Zi9ggPwp9sv/S//CsiQFjjFQnpzZvP/wyf6owqtTOCsBPwkjQ0tD+alimJV6WlqgtXCL2zyt99AFDaW9rNznbxGinZT6gD/1kJqDLb/Qu6P1ELXDk1Y0j0oC9ADCIrJFFQNkWqViCycYCbVIhJII7aREfKFHO3ixbmDeDc+9+Dyhn5UYq8aob/lqjFYTrWq8VfNj/ARzY+1qvFUVxolcNWVLz5cKqoK0LDRkaErIlhQsKziLKnlVQwVVK+UtPevq2ZFKZsQCVUuoVgDRpUoxVygUctCQFBsofrUlBqhTzAYgT6avLM6/1sNJhIzG3Q88+exLr4XTxWW/Qw6niytDp4jQVCnkJ2FanWi9Z4HWO8ekPfQc1S/dOH2AmYPMDNJOUeAgswaY7Ws9oah6GroSJBLEAJlqsdAkGUZiDHfS6PMS5VG2QOUdm59D4p9CqxqntSSrJpkXb9eSrZrQJFm7oigFXYSWCG0R+qlwAqDrI0JXhF5ntTS0ALQAsiRUkZEhKxWQtwB0RIjTEKcRERAREZagI0NLgjaAi6fTcFYCS1EJk69PrX9h5xuwPCrkl2WUHYdzVjwJEoSKk6Uhf6J6R+vFXlbqWVDROM/p50ipD3SaMK1gyxqi1hCzB5k9yOwQcyJjZjqv6n6CQlZIFumeLVMvSkmY4WFGYpTEOkKf7/ROxH0uZSdY7ZOgtUSrFmfVhP/8di0xWRVNA2VVPaOYEsQA1UTkiYiIyBGQJUBThKYILQBtCToAYhF5IvIAwhKyAcRA8QD0APSA4vpT1AWEBRULqiMiR+xO3+VOX4EsWd16QhUUh2dgOCsJFyCSR+XxUmhW69Od6eoLqtT93Ms5UuoDdNbpC7TemZLInOF6BeSQJiAMIJYVW9MKk168TTrlKN0DzCjz5pzuZ88Xq7zm07E2/USn01qiNZKkvtlr0qiTL5YKAJYFREToAuQA6ABIgIJlaOULOtIKhRIqlgrFQklBZRmaInQEhEVEOqPboSsgDKAjQUeGjgRxp991Dpc7fWWyDNuROJzlAiCSQUa9FPUHBnS0Xurxtb5o8AtdFKp34/RFWu8UAtpDzA4yZ4jimGdkM0pZVImI3IxS9qwM9SKMRBiJUi9CvQhzo/Nz6HOp867H5xk8yUbOTS0x+4DWkmwk0R6J0lHgmmoOVdLQFqErQVdEDoCVPCpppYJjwlEnP05yEyQ76Wam3MwkkZpEGMUSNrPFkpqDFSnv52ccvy9X9Kf+QgKgKymu1Bkxxmc0rly41jlfCPzx3wBhACu4IExrnYEwVOt2mc6N9Fpc0Uj9KVddp9P5o8mtILWHWnPl3oMtHLd1KCkVATkC8lCxNEZSzI0yEmckQb1IqxpmfpVL56izeyJai9Nu3E27vqZdg9OzaZ2OJOlIio2k6EiSjiTYaJyOCtjKy7CcQl5aJQARSbEVVK7ocJTkJkcyrZEUq8Xb1Wi787dClHrDbTc044WZG58iQt2RjXIujwqSYvstowIiIiKiiv1KfIAwUAlQPT5RfcXCtc75QgCQK6kEIEeElqYqE3qEdftIF80JoB8rVF+gdXOe1v0OezvUckLMDjM7zJzBaZzQS0WgWALCooLLOmpVY20SoyTJ3Bj1wrQanZd4iX08SJ/vdNoVOh1NMp+R1ByjKTaa9rXORlPTdQnbShZpAGIAPRFhEekFTa1jldZkNhKntTirxVgtyqrDtBrp0G1MZSTeJpE2GaJedNSRiiVVQmYnNodEUrGk2n5fldQZS8n/b75C4VrnfCHw91RIyAHQUaA+WkpQ3a9u7K496mj9rD2l87YFdYQ+ODvGltqhaSdE7TCzI21naAon1YImQiwiIismrkBWjTESa7mxVjXMvGHm+uF594B0QZZ8zuadkHzW5qOps0JHUnQkxUZTtA5crGaQDiCRFU/Ok4xiVEw0MSqx0RSrJVkt4TudVqOdl56teffi1EtSN85IlOFIG0eYG5twgaMrOcWQIMkgIiN/4VFn0I2MsMy7SVcqXOucLwQAVUXkycgBCMuKbSFhWu9npR5W7G1pC0J1f/MRK/d38Jc1z3e6OTh/Onk3CRNmdriNhyacVB7pft1IDpZHLMVvDW15kVZtiLlR5ibogkPRrtPnZ1c+yeZpOppmowIbTbF6N2BvCGO1fL6gAcWWoCdCkoM6MVU6kmcjSTYa9+1PR3yzx1g1wapJWk22qvFWNUarMerFWt5wy4u0vDD1Ii0SYyTBSAIbuRwsytCUkAs6oyirouqJ/nqm5f61cs4K1zrnC4GIPKB6GWQB5AjQzUN1VEu0i/2s0EP9U1Otl2m93W12XafrZ3E6nYvWh5g9RJ1gq9tz38aRMUuUkSEgIiInj4oNR2m7CT/lwqr+0K7EYqEvPhddIHE2mmajKVZPs7r/WKB1kdYBqydYI8HqQns0Nd3IaZWSACv+fqKMUiEWZKMSGxVb9RgdTXTy77UErfmpmASrJvyGVd/pnfED3jD1hjtjDPAwI5GWGyflTDZfFpAnIn/eSxWoVa71lcx8rX/00Ue/+c1vPvjggw8//ND/l2ud8zmhs4MCOQBhAbmyYpdhflwLs874F59ePwlDjd6W0dsy+qjRvzj9Yg7SWadbQ8wOUWeIOiHmhKgTZjgybokyMgXkAoTzaqGBc20vwbxh6sX94nS6OE4/l9C7Wq/PIvj/0rpIG2kfVk+3G1KN5GWoA+SICIO8XTG06bpCR9O0nmj5Ef3suev8nM/8VtVuQoZ5fkH9cGeWL4lMEbFcQkCxgUpkZMuwKqouUHFnqx9n5eFr/X/9r3/7+c9//otf/OL999//u7/7uw8++OBv/uZvfv3rX//kJz/hWud8PvBzwZ4EqwC5EiTZvG4WwXg5SLWeVjlA9R6m9TGtj+m9LSPQqgRalR5m9H1c67NxOrNDzA4zZ4jiIeaEKQ4zEhq3hSyyBOQBSPKoOIqzrBpj1TCtJpgXo7UYrcXnpdTnOX1+xryemmdzX+gCqwu0LtCGwBpp2ky0GiKtS2uPBGoAACAASURBVKyRnmrkShoCii1BAqANi9rYiEobYquRbDVibFRgI+nuceu8yshFWp9vdjc6OxeMkmFKYk0ngwoqgLYMsQw9UcUAuRlYXe7fKefszEbrv/nNb377299+8MEHH3300YcffvirX/3qX//1X//yL/+Sa53z+QDLiABUlVBNQi5AtoDMLNTsojyhh1rlvlYnq95Dyz3+/mVa7vMzMHRhW+lCrUeYE6J4iDkRiiPMHZpwhDw0BegBWM1DfQRnaW2Y1cK+PWktNlfussDp87Re91mo9YbAGgJtCLQpskaaNpOtpkgbGTYmjdTyWaQD6EmKK8MKcVXWlFg92WrGpxsJOip0EvGjqXlm/8SAvdsBS8kwdcMMRyiJE1POKIYEiYSwqGIJ+hu3l/3XyjkLvtZ/+9v/7/3333///fd//etf//znP//ggw9+9rOf/c//+T8/Y7QOoAGgJSEiQj6+kbNCcCVUBciTOkUdjlCwRWjllRIuStN6mJb7abmHlgO03Mv0fqYPsvIgMzqb3hYfltpzWqdOiOEhhiOURKg7NOGkESwL0AXQy0LTtXOtkWFaHe5qPb6oinFBnL7Q5rSR9m0+S6shtJpi53FTZA25NZavWBAoFkA1oJCipk02sqyRYqO++lO0LnSy8/7fAR83e22R2WOzZqfuMHVDDEfaJDJOUgW1KEIsqBioWIYuH9O4Yulq/d9+8YtffPTRR7/85S/ff//9Dz744J/+6Z9+85vffIbcuhNOZTTr6lypJSplRVu17HfI4fgA5ALkAuTICEuwMx1FQnYOarYqNrX4dDnMyn3tci8zemlloLt7eq5QnXZLXzrNR06IOmGKQwyHGR6mJEK90BRJ6YUigI6IXElxTANNjcZnR+nSkYSf4O5UMc4L0mcTL928uZ9vEVhTZE2RNUTWFOmYSJuANQBrANYEbAyMNxAsFkXoAOhJio0dyMZF1kixusTqYquZajUENpru/AWwKGavJTuFj4u1HpvVOnMjjAwzPNwiCbucBdBKq15niDz/o3yl0tX6v/qHpb7ZP/zww1/+8pe//vWvf2+tG5VCvnjV+PQ71cauknn12NRbErL5thTOsgMQBqoD1E67qQw9GVYBJAJyBOTKiqVCFZfAmBGdNgeo2UsrvbTSx4y+Oa13V0nMap3Oat0ZpjjaImFKwsxN4bIiKRUREZAnpVJpYkSi1aRfKk791qFagp476zLrdNoUZ2FNwJqANUXWlFhTYk3AmhKbkD23KEMDIAygk1crY6NKezzFGiKrZ1lDoo3UdEOgc38BpOjibMyiVPu8Me6dVMwwJcMMx9o4XnfSWWSkVQ8gIiFeCbNymT0y/dnPfvYv//Iv//zP//wP//APH3zwwd/+7d9+lkoYo6Kq2i3IWJ8vtcan3i4Ym0RYWfab5HAk5ADVBogAVJOQKyMsQw/AqoiIoDqi6ojIlhRDVUtWKVcvJ6cqkZYZnDYHqV/RaAY7ofqs1p0QdUIUhygOMyfK8DB1w9SNtN1kzQQy1P09QTlo1F1IR3ytJzpaH0ksKHeZ1W4n2SLOOp01RdYEtAnYGGBjfoQu0TGJjQHWlKbHoWaUgIIBcoFilnR9ckxhYynWALSRYU2xk46vC7Se9uVOF8bs9KwnqPNidkqGWyRKSYzhyCRJFtQSgERELkBE4lpfqcwemf72t7/9t3/7t48++sg/Mv3www8/+uijz5KEiaRyErIBtIW8xnPrnJWDDF2A/EkmWEYYqFhUXRERCdrAH3uCHABtWTHzSllTVU+TxiqJlhVhVpB2te4v+WTOrNaHKA4zJ87wMPVClETbJDGGhXxBExARVDeTdxwd0VG/VDzVGknS0cSs1un8OH02hz4ndJE2RV/odAzQMcCaMh2TpycENi62x6VmvZRTSwC6QKlJimGaxelxlY756RrQGkuzhsDqIm2ItJmmDd/sKfrxbMziE9TuDLLZ/R4kwkhomiQtDcl5R0RVgIgEl/93yjkrs9H6P/7jP/7iF7/45S9/+fd///cffPDBT3/601/96le8wJHzecIDaG6WrD+ySkJE9rf8IAyQDZAjIiIiT1KcbF5XkVouKbWK1LIjbaufWSFmRpkV+f/Ze7cfSbr1zKvOpzxnxlorMjNirciMyEMc1iHynFmVsd5sCzT4AkZjaWxLY8EgBpCAMRdmfIE85gJ5NMMIEBcgJAsQlhDcIsTMIDE33PhfsLSlLVm25b2tLXvkf4CLFZGV1afv+3p37+7+vpCei+7q6qqMispfvvms931eiO+y5D7jebWueT1f/SxqIJp7RaZjF9OR5SnkKuYNNymCeRPSFszb2aKt5x296OhlRy/bellYLisL1hasj3461hucbbDeIr21YGvBhsCmp7ddvUWwRXrnxtEEu7HFJGIpoVPBGWwprG29JtkW6Y1lTPm88De9NMd3Bnn2QIH1kxPUPKzGrGqStUxVM+Owy5aY9G03sjyJGS+PTL9YFdX6X/7FX/zFX/3VX/35n/+5KdX/7M/+rGxwLPVDUb7C7XUJxASiSZ8O44DsorpOHnRUgagC0Z1O7jNRAf6g+YNZX2d2k4JoZClectvxzN47Reh0OvX2cwLzOsxbsLD0woIF0gvrBOtIr1CO9fUR60RviN4SvbVha8OGwLartzZsLXjsLWeBw8aICosJyxM2jVLlHbZ92HSzTTfbYthYsMYF040sM8F0xHoxqdR8rTHmBOvVLK3sVe3A6yCbYtq16cTyBGbcLqO+vlQdGxz/9E//9E/+5E9+8pOf/OhHP/rpT3/6ox/96MMbHEusl/rqhE/hTjmm+Z8JFcRNbHcy8GgatfbiLt+CFN8BfwBu2rqLphH5ALKapc2nGfGDAXGSLpXEFX06UYkHSysn+7JVRAIYBwYVzS0INijbWtkGw8Yu1IVNV2+72c7OtjZssX4ij7tRMJpgd4K8CHkcU9mlYaq8w64HG6I3drYhsDEHrYWls8oL9uPx6etkfzF9+lyta1XRsga8BrIppn2bTvINIWW1/qXq2OD44x//+Kc//ekf//Ef//jHP/7JT37yR3/0Rx/mrZdYL/W1Cr8G9xzrklCBmOxQ3mO+nFqZqOjkDpJ7yFsbK5moZbKmDdbVg06rWdqac8ehAXGV7c5tN3EHo2VKD8s2LGqwbBZqw8oyTNdrrDeW3nayLdZbrLcETJG+Q7DrwM7Su67e9eDR3j8NJ/GEuCFiCRpEmHHiqq47kdKDxz5skN7aepsfq+oNMm77W8j+AuuvO+ymYAdZN0ExIKogmzx0bTpBjGPKSYn1L1XHI9O//uu//su//Muf/exnP/vZz8x56c8T9fX5L6xUqZ9HJ1iPCUsQFRZLLTrr0Smf4r2oav6gi2o9E+ZosQqyAqoCaVWntWxuJRHtuiGhKaYc0Qkd+qvUhXUblm29wLAsjJE10muUbVC2sbJtB7YINhi2GHZY75B+RLAjsLNh14XHbvY0jOIxcaeIxsgT2BOECkIloZNEDODRgS3SW6yNafOMdVyQ/bRgL3LEXut0zH2YRoH1mlbVg6ho1Yym1HZNP6Uosf7F6qMnOCbVDiUsQnRKWILcsrux1NctzBLCYpsK4kpElUVljwYyJHtZ10m18NZrusBfEZhV17PG4wyPRy52Q8sTiHHsxnQ4Wcw8vSa5mZ5HAiBY4bwhfWPa0ruw6cLW1juid7be9WDXPzz2n3ZemPi2M8HU7KLjtqtsqjDjFp1OYl8/ebDDBdZt2BC9Rdp0RhpD5jjldEr2efsl1pvPO5vM2lVZBVnZy9Z45BE3MlgvwwO+WH1krIfhtEn4+vH3k/Q/Q+40Xf4eMQNpn/s6S5X6MCFPYk/YlNs0ITRGjCMqHDZcxvYrXgV+bwZ2tKhpVdOyDrIBqgGqodMGzFtb1fWG1KIRZorQGabS8QKZOPuVqaY7sG7pdRvWVj5htLZh09Wbbu7AbG29s/VTX2fD9dIPxsym47xRnUmbiq6rbCoxEx0Ws/HocefDow07rHc2bLuwtbMc68Qcn574MBaYZvYc6+1i7tRgvfm8YTXvdKw8SWsw9AmNy2r9C9dHxvp44o6j347Ub07Ff7B9+gMx/x1MpyXWS33F8hTyJPK4zZIu5YSJDpPYjccefUw6kPd0V0FWQZo1Qw2tGpA29KwBaQvmaJP2B/6AuDFxlU0lobzrBpOALtRgt3azHdG79mHbhk1HrxFs7Oyxu38k2SOBJxv2/ezJW61HYTJ2BgFxpphJxDhigjBhU2lTE3GjEBNdb7Jcjg5Pff1IDNb1lugtMmW7mWY6kl2vTCRkYbI/F+yvkd2cmta1qu4Edr0RKc6Ty771L1Yf3YQJmyTpDuaITgfTv0lYglny2S+yVKkPloFmZ2ASxjlhAnkKU267o3BMM9UsmF4FWS12T5vW75pOmzrtwBytU2cYeIROsMsJSxFVxE16dDwMhlwMlwtvu2b7Lct2NNu5+0d3/+Q97vz1yk9nwTQK+myE3chyBWIzTBUyR7teYhZGE6YISwmT2I3jZAiPrn609a6rt129I9kOFR01BdbXpwW79TrW569h3bxc1TNVWyeoR6fElfmpw+e+NaXepY+/HanaYWaqGLmTsk4v9ZVIvlM0H09FA4kHCfEEpgJ73GKi701WMdGynpNdVUHVdL57uqbndT2rw7wNs5ZetLeL7mQ67NEJdiLMlMVSi0lEE+KGjhey4TgYBZNoMInoNGSTqe+PRu5gbLtT7MSYcjMkhZnC+awsRyxBXow8kzYsCZOWqzzfe9pSeOrqXQ92Xb2zsy3RWwLbY/zAa1g3Pkz7LQenOdbNstNaltZnIenSCFNFGEeM409+U0p9oMqld6VKfTfho9xoOvYz2T6IBy0rWVoBVQPZAtWEWQ1mdZg19czkrtRh2dTL3kwMfH9kO1PkcsQE8qTFhEUT5MaYxoRGmEaIRsjl2E0wjTHjiCrEFGaCUE7o83d/41GpDp1hOuaKHTJP7/qw7cKO6G3PWDH6mCpz4sOYSddjD7s+3aCUNiBtZGlTqwaoapY2+biP3RgxQViCmcDl0/xLVYn1UqW+m56xThPqDTcJPsiqlhWd76Bogmpqswl61tIzS887MG/BvAGLpl7bm6XDOfP9YY8GxIkxFYgl2Esw44hK5M7yuBWaEioJ44jFiCWYmSNK+S6sEyYxk4hO6TBYr8f6qQ87AjsEWwQ7W2+6etPVG1uviV4TWGFYoaJaf06JeRPretaEAutJjnVJGMcsz8Is9QWqxHqpUt9Zx8GlLvXVtAuqqWU1UzVQZgl1S8/qMKvBzCTxdmBuuk0aetnINq1si5+WziJlYTikg0nXjYkjMBWImrNQTmhCqCBUESqIF2IvxEzgl5k2b0gSKm2WEHc6nPiPTz489WBH4LEDO2wK9myLsg3ONjhbI11gPU8cexfW0ybIOqiqnrWTSR/TGDGFc6x//htR6q0qsV6q1HdS/rttEmMwnY4DuleW6VUHVQFVA9XSswbM6jBr6HlDL5p5B2ERGKBXLb3u6A3Ods52xZQYjsdBn42RG1mM43xHaEyYJFQRlhAWYZaYpsY3H8nxrzZTxGSWuZNpEuz3A73rwg7BFsMWwbajt5beWHpzEv5VFOzvwnre4Khq2azDJ31CI8vEN5bHZl+wPgnWkeubmHXkjj/7FZYq9VH1jHXMpMUSNgi2kkB6xHpVpwbrLUjbMG/qRQMWLVh0YI5ggWGB9bKj1x297uhNB7Yd2JFs5y4W/nDiEzrC1Gxx4tgTmCrCFGECGzv7fVgXxBOEKcwUYdx2R2HiPz0N9GO/aHAkx4BfnXc6fhusN0HVM1XL0raYdm06tVhavKX47Pei1Nv18adMK+1eKP8jNv5lywmG01/57FdYqtQnEmbSYqrHJovEhrShVR3SKqiqNt5F2oa0A7OWXjT1oqUXbb2wYIlgaemlpfO8XAs2Fmw6sEPZrvf0OJSSOcMhpjFmCnsKMUlYalNlM07ea2ebM8yiKyYhjBN3MooH2+1YP1LYmsgwW2+wXqOsSADWeY9j+0VOb966/rzjNEtrWdqahaRHRxaVJda/cH1krE+mzBv9vfXj/5gu/1Ek//7m8X/CLCrfr5X6XgoziZjCNFShfVBNrep5O+CsDmkxhT9vwDzHepYvtGvrVQeWSK9wtibZ5hjh0oNN9/DoLJZD6vvYTTCTyOOESZsq+7nn8l0PxmC9eDNBBaaCuNOBP0xTb//I9JOjt3a2QXrT0es2rNt6Zekl0t+A9aZOazqtaVXfckzZAFNuMV7mrX/J+shYn079/uBX3NGhO1guNv+tG7zC5YKkUt9fYaYwjeW0e1DNTNWytAaqoWc1SJt6VtfzGszrMG/CvHW6hLpYh9TRa5xtTJuKDVsCJrXxyV0tR8z3kTvFjBcol29462/I48TjmElM55gqzBJCOXEnXTocTQdqxrbb4X5H9daGtQXrNqw6eml9C6zXdVoFWd0Lyx8OCU0Q49gr89a/XH0KE6ZPWIRp0ul7mEbvqS9Klfr6JQ3WQTWztJapOqimnlVBmY71Jsxa+QDnopUn8S4QLBGsOrBCRQ4Mgo1ZeISzHYYNOTzRxcp3hkMzlWq+1zdi3Wac5Jv88sElQs0ykBS5SZeOBr6fxMP1zNNreljbsLb0qvVa3/prWNeqqdN6llZAVkB2wtHQdkLscfM24nP/8Eu9XWUnTKlSP48UYmEy6YFqZaqqVR1kXq3D7Di3adpgDNnb+cj+yoJVEYO+RnpjYhexiWyEXQ+eqFRD4o4RS4inCFXEy7sbDd+xJ4o8A24zbjNRuDSqaIWUmCWIccQUohJTgd3IpmPHGwejseTebtmFtXVYWDA3WcEWzNqwaGSLRjZvQ9qE1MQhNLO0plXlIJqL0OnTEfJiiyXIU5YnkJcQlthU2NS8riTYE5ipEvqfUSXWS5X6YJk5/iiZdLVqmuwUkHWdnnjrs2Ii3wzoFz6MLrCu10V3yhbDlugt0Y8Ett3Dtrd/GvpTH9EQMUE8hZkoqH002XnxMAT2OPYE9iT2TEe5IkxiQ3OaWCyxPJPPlWJ3htwE0zEbDmQyeFpSWFuwbMIcwdzS80Y2b2appY0JI5s6bWRpVcvqQdT2kgS+h2liMVm8LeCEcZsqm6Y2E9hLCOMl1j+vSqyXKvXhwkwRGqqwC6rxvCXuG7DeLrBuyF5gfZNjPdthve3Ctq+f3NnK77KQUG5SvbBnmC7sPO5cYoPXXAozgWhMWGjTcZeO+mzkeOM+Hdt0TGhIHI7dFFFledJiClFJ3Ik/8ecp1UvrMOvAvAOLJsyaOm3rWRNUG2Rbp7UsreSR62lThr2eE2I6w0yeRK6nmM0xS7EnSP7WodRnU4n1UqV+HskunSySLqiGVnWtaiCrOq3rtAGzps6bYQor5qRg10uzzgJp48DkBbvBOgETq/tEHvc0mEyIM7U9jj2BPHNWKbpUdqkiTKGBsAYJ8gR2Z8SN+2w6GE3Gka9mw/lyuFwOVkt/OQ/mMhDJaDwZOb6Pmd+hsUWVxSTyuOUmfTqRiQtLArMWzBowq8GspmdNnbZAtXRa06oCsqpVJUurO9EJPM92OKHCpoKwBHsJ8iRiM8RmmEljCn3u+/KD1ifBOvGOqzPKu1vqeyuTH+DS0ZrboGqgGlpVQVV0anyYxtsL9kWO9TxGcY30GsNztW5n2642cS47rDMnnQc9d0qoxJ5AgwR7sW2S1pnAnkADjryY0NBlkygarpbB02OQ7aned+HJhsfu4bF72HVh1zWu/XbVlYL641GXTjE12zBS7EibjZLE0Qv7MGuBCbRJ6zqta9UAVQdVBVnVqqplFWR9HhFKBzblmHHkJWgQI2MBPXsv5RP/c+pTdMI4veGKMI5pXN7dUt9jYSYwS4aevxM4j+RVVVBVeD/Wj22Oq47Bei6TsLgletvXOxt2FuwQPPW2W496E+IqxATyiqBzauwXbrG4S6dhONmuA/3kHp5c2Dmwc2DbA7OleoNhY+uNnW0wbKzDGh3WJFv1ZpwNBiPbDU1OZMdLCB0n0SCbE8jjvZo6rWVpFWQdpFmQVAdR1aKyV81k0u3SMWLC8qTlCeRxwpJiZkoU/n6pz6OPvvRubPV22/0fyMV/0fXmi81/lw+8fe7rLFXqowsziVk8GXp7aYGsvthl+h57fXHE+nM/jDY9jjmFe3pr6x2GHTo8kv3OC8Zj4nLEzHinwizFTGFPYho7g4lKx/qJHZ668Ej0o1lmbTbedfXW1lustx29MVYPghWBpX1YkMOKbJb98ZQROkIswZ5AlBM65gmDuQWyAaqdzarZ7AFkHURTyybIOsgHLSpaVHay4/uUuCGmCtM5ZilhwmbcZsYsErjcU//59PGX3o3C3xon/7Yf/fpj9n+E8j8x4TClSn3/hJnENIwDF2RHy4pWVa1qIBugqqAaJ1hvPm+oOMX6kezrPHsrPzjdEL219daGLYYthsdhlIyIG2KmMEsJlXnTi5uw4Xi5GkPmwpMFjzhfirSz9Q7rHdFbnG1xtiXZhugNzrtuVlgvsV5ZetXar62nlRuHrOuObVdixjsscgbBStDDvKXTepZWdVoxWAfR0LKm5b0WFbOVe5XY/sDr9SddN8V0Tpgy3ZaYSey9J2my1CfXx/fW61Zgewq5076/x7RMDij1vRVmkrBQThyQLS0fMvWg87z1CqgmpK13F+wvsX4k+8bU7EhvSba19ZbAhsDjgMuBiQAjTBEqiScQC2kQLJcBPDnwiGFn611P77p6Zyp0AlusN0hvkd4QvbZhRWCF9Rpnaytbt7J1Sy8tWGBYIL20k4j1nAhRgbyEuFHgD3czomc1UA2QDS0bIGsgHrR8yERNi3vg98ArWVJdc2sycLvOBLOjFWOW8JUNjp9Tn+LIdGB7gjBReuulvt/CTNo0nIU9LZtaVrSqaFUFWTfHp3n84fuxXpBdn2J9jfQWZTuktwQ2XXh0hWTEHWOqMBOmFb0/8OeLweHJOWwx7Gy96WVbB3bdIoGgWHH3Yh0SMiFf2boNyzbMLZgjmLdh2Xpa2uOJh93YJLzbzjiOXD1rHWQTZFOrupZVkPdaPmSiocUDiDsdP0ByB+J+lVgj37FZgFiCC6DbL3MuT0H/zREIpX5ulQ2OpUp9oDCTXXeaTsleNTNZA1HVsgKqArJR2OuN4uC0BSbzdpGTXT/PJb0gO6wxrLHedrJdW28xbLrw2FdqYDuTfDm1JzEdJ8KHR3bY2LAlemdnuy5su7A9BsuQU6brAutFZGPxirIollMv2us5GQx84nJMBabSHfqPCh1kE2Rdq5qWNS2q5rwUeAX4A/AHSB4gvs94ZcNbycRm3qDrJsQ1vn8+/oo8jpjCdG7TmU0FYdy02H/2e/f9Von1UqU+UJjJrhvKSS+TbS0qICogayDroOog60XB3njdYV+8ZeLUKEdwbrIjvcWwIfBIhQiIO0KMW0wgNxmMgt12CLs+bHp6R7Idzk6A/jzctMGwxs8bM1bWC6wvjpup2zBr6yVWidelY0wFoZLQkYj7h7QDsgqqpmVVi6oWVc0rwCuQPOSKHyC6P8R3OrlfR83psOfQEWZJx0tQPviamJFX7Ak0iLEX22VX+6dXifVSpT5QmElCo2jsatkB8QDiAURNy6ZJhjnBejGa9Hxw2srXJOUTp0bHZkfLJArkXN65YTTC7gSxxGLCZtN05sNjD7YEtt1sR7Id0uZwdYPhJdPzwJk10q8xfVnU6WZOataGWetxbg8Cj7ixTaVFEy8YPCnroKogj1ivvA3rdxDdHaJbiG+f4vtF1JwGfeb5XTrpuknPVTaTaJB0hrE1iIgX21SUib6fWiXWS5X6cGEaBb6XcevA70Dcg6hlspnl1brpXq8fyf6WlpjCjdHPcQLF6GluyKCnbT8Yj7GbIMYxTVgQPG5c2GLYWNkWZ1tbbzFsLDDtLsXyoyPTc+9l1dGrzgumL9q5L5RHNjZg0RKJ23UntqssLyXeZJngg6qDrGpZzd+OGAcmeYDkQScPWXyv4zsd3+voHqJbHV1l0bWOKrtJYzbuTAY9SkddmmAWYy9GnsTMuDHqU9+XH7g+CdYtd4jcCWHCckef/QpLlfpk4phF1PN3MTmIexAPIKqZrGeqDrJWbDc9OuyNIkugqd9wY/SyrZ99dgwrC9YdWCHYWJt1nw7HyE1NhEucDPWuB2sMayvbWvst0RsCawvWNqwJrIuFdifGC6xOivQTph+lZw2YNQ6z+jbtsoGPqOh4CtNITnugWiArIKqQY72o05N7ndxmybWO7iGqQPgA4Q2ENxBeH6aXh+nFPrrehZXVpMF9NPSYTWNM55gtCJWniTFlH+Sn0MfHerVD5eJ3/ejXO85wwv8989v/2a+zVKlPII5Z1KWTWdjXog6iAuJBy6qWdZAVUNUC6/UXJvv83TX7qqOPVsnaglUbtlgpatMJcmfYTV3mr+YMNl1YEVijbNvJNkivCayIYfpzkf6M9Rd1ul68ifWmnjX0vAFpS8/wZEQtGlueIG44DWimrGesn5TqEN9DfKuTKx3d6ugewnuY3sH0BqY3enqjp9d6cgWTy8PkUk+v15Nq6HddOiJujFmCvTx48nPfvu+tPv44UjD9zfnmv5aL31XL/3K1/R8wDUusl/qeihOWYBqNAvYosOYVEA/aHJyaZsdnrNdfK9jfRXZYdopMdqRXnf3GGU2GyA0RS7GTjEeDbOPAuneS1W7pNYaVDas3gW69MF5eHJOerstowqyh502t2odZW0QOoiHyOHGj4WCwE+ggKm82wOSK7iC+0fG1jm51eK+nd3p6q6e3enILo0sYX+nxDYyuD6PzbHIzD5pD5hA6RUyQ5x1+Jdw/vj720rtwRNx/zfGfCBNi/ju9wQbT6LNfZKlSn0I2k4RKTHmf+Yu4r2VNiwcwjYCyqk2KgLFiTGzWqck+a71J9iK2twWrNiwRBkbJZgAAIABJREFUbLqr1HPY2GKJ5UnbnaTCO6ztbI2zbUevLFgamls6N9BPtLT0SYWujc+zaOtFSz9b6kXGZFqHtJmlrUNanyc9wsaI8S7lrjdaJ/ggH0BU9JHpOdbvIL7T0T1EdxDd6ugmi2720U0WXsPkCiZXMLnQ4ws9voLxNQTXh+Bcjy+Xo4ZPXduNytb1T6pPtPQuJox3+h6mcflqXOr7K2nTFFOBaBQGTiaaWlSAV4FXtaxmqqZVTauaOTs9Yl0fa/aC7HrR1i/CHVuwasIS7Zd0MqK2EyGPW5S7Q3+3ZIeVtV93nratbN2BZReWBFYdvW4X5fkLrOdadMy30Iu2fnFM2tSzJqRNSBugmnrWOKT1VdLteSNEpU1Fz5ssE3KQD8BPsV6U6vEtRLcQ3enoTkc3OrrU0YUOL/T0Sk+vYXKVTS73k8tsfAmjCwjOIDjbj26Wo7rP+oQmJ6566cl8ZJWdMKVKfaBsJrtUIaY6TPWpr0KcyRrwCvCqlpVMVTJVy9Tz2alWDZ02s1lLzwoDZN7MFs39opktW3rRgkUH5u3MHKKubS4o8XzTSG470yikem3n7F4bxxzB0ir6I1/6LcbMWbzUSZ2ebyudNXTahLQJqpGlDZ3WV7znshGmCaaix6ar2H4lH+C0VE/uIb7X8R3EdxDdQnSro1tzWArhFUyvCmP9So8vs/GlzrF+DsF5Fpzr0cXSrzPKLMYxUzbjyIsRU4SmZoLps9/W74FKrJcq9cHihJm5G4VpxDxvEfe0bIC4A1kBXgfeAFHXsqZVTac1SOsmZQVUU89bet7U86aeN/T8dFKpBfM2rDrLmeN6Pna5RVNMk8FgsF1QvULHJvcjzfUqr8oLX77QS6A/M/0U62lDm5ADVddpFdLaijsuGxOaIJr06GQVk4M4xbqp0+90fKdzrN/kPTDTayM9uTJYh/GlHl/oUS4IznVwBv7Z0+guHuAuHRFX2lRgLzlivWyM+SgqsV6q1AcKexwNYsI4oZwwTtx44I2WSU+rKogH4FUQVZBV0/cNeWZvFVQFVE3PCp6mLUjbMGvDvLNfNLJl47BEq5lLfWY7oe0qi6aEjmfChZWtF1bukr9Dr5fnzzNHBdaf/fSc6TptFLsyHg6qukicHpua5XmON1rF2GBdJw/6pFQvmH4L4Y0Ob3R4rafXenoNkwLr40sYX8L4AkYXMLrQwQUE59o/0/6ZDi7Wo0rAel0nsd3UbH2ymcAm/fFz39bvgUqslyr1gTLB4sRThHHMEsQkdoXnBYu4r2UTRAVkRUtD9jqovGbP0mpRuTdBGaa3snnzaV7XiwasrLVyB4OAuCGhEWYcOdFk7D0tbdPKopfHPvdvw/STA9KC6fqkTi+wbtb1PbySlTTsYxohJhGNvUGwTdCB3xdYv9dxgfXoTke3Orp5Dev6NayPcqzDKdb9Mz26SAfNvjux3RQzgb3EZhyXQWAfSZ9m6R2LME1IHuL4+S+yVKlPI4lZipjEniAswR7HTGA3YZ6vpr29bGtZ06KmZQ1kTUuzPqmpVUunDZ1WddrUaRvSlp7V9KKSLZr7uT0P+8zzzQQ/YgrRxPcHu7kNq1Ye/fgmu5/VelZRnp+a6frEe4G0kW9xUnWtallaAVE5yBqfUssVFpPYjYLh4ElYB35/WqofLfWTUv1GFw5M0QaTY12bUr3w1g3TwT87+Gc7/85jjFBufnpdyknJ9I+kT9EJ02Pjf73rLTANe4P1Z7/CUqU+mRShs+KgTxEmMEswS7Ab9WkwDexlgp4U0qp1ELWDfADxALIKsgFpDWb3WVrN0qaetfS8uZ9bK+lMR37fCTuMY6YInVuu9IajTdo7rDowb+S2+3tLcv3O8vw1oDcgredt9SYeQFVA1veiM/I9iynEFKFhGDgZb0FynytnuulovNXRTW6s50y/gukz0/XRfhld6OBcB2fHUh38s8PwbD+6GvsE0wliCaFJlwq7xPpH0kfvW/dt+jd22f+WLv+RG/zS+vH3y6V3pb6/koSpIpJQYqYwk4RxTIXFJKahw4Jx4KVhf8eRVg2tqjqt7WeNfdrM0ibMmjpt7SSaJf1g4nW9EaYxpsJiHFFBHD4Y+uu0C8u2OVyFWevUKH/hmJ+i/Ll/8XUn/e1MVzUQFS2rmWqukr7DhohJzFJCJ2Lc1bwByR0U9svrWD89LJ2cMj3Huh6dw+gcTrAO/pn2L8C/0MGFCOo2CyyWEJaYCLAS6x9FHxnrkynzJ//xMPxbbPzLj9n/Pop/o1x6V+r7LZsKm3LiceSZpXSKMIE8gQYSsQTTsEtHnhcE/jAaeyJkMnZU5KrpgI+Hge+zwahHp7YT267ENMU07bpxl/qjMdulPVi0YF6HWVPPWyZn8U2sv9G2+MJvMWezugC6ThsnRXoNZM0c6mai9qQ68ZgROkWMY1fZbDyfYuBVw/TimPQO8nbG1xpgrl7DOhRY18H5sVoH/wz8s8y/0P45BGfr4M5lvsXM3m1uU4G8kuwfQR/fhKl2KGHcZAYgGn72KyxV6hPK44RJwlLMFGESexIxgVliU0GoOQBUFhWIcUQTQiPbnfTcUdcZdd0JoSFyY0Q5ZhJTgZlAlFs0pt5QRM7TnBzmLUgbMG/AvAFp63k89VkvOH6iRtGT/ubRaC7IHf8qyCrwipb1tbCYxxDjmHHblT1vvI7RIXk4tr6cdr8YV/3IdP2C6RfHUv2tWNfBWRacHfyzbHg9oAGmCrHEzDBaniqx/vPrk3bClN5Lqa9e2JPYE3bunktsFrl5kjBhM4E9gT2JmSI0tWlKqEJMISqxK4mrsJui4iMo3wDHMeWYiY6nLI8jL8GMIyoxFTadOAM6CZ2l7MMMH0xZnTazWTPLMV2HeV2/pDmYYaIj5dN8yAhmTZ0+C/IWxiqoqlZVrSo6P8WtgqgceGUvW+G4b9MxYolNOXHT/mC6SzqH5DZLbnV8W8yU3kB0q8MbHd7ql73qL7A+Mj0wxn55NmFyrPtnpoFdD699OiCUI8YtLyYsxj/4Jaj4wyWPuu8E3xHr/0/Z4FjqByTsmZLcLH9Q2FPYE8QThCrMlOUpxCShSc8NXToeeL4/GPrDwXA4HAyHzBs6zO/RwHYn2A0RTSzKLSYsKhGVFk0QmxI6dtho6A35mG5FN5t14JnCdZ028gI8d1FM80wx8f+s1z7SBAN0ZdQA2QBZ16qaqQetHrSoalEHkW+zO4jmPCZ9OrKYxCzuUoHduetNdnFLJzc51nOmX+vo+gXWJ9d6cn3a/QKjSxhdmtYXCE5QfnJkqk2WgH/rM9d2I8REe5BgL+rS5z2oP0x9Bqz/nf/qN373X5RYL/WDEidMYKbMH5AnsSe6xRmp7YauN/aHg2Tcn4fWJq4/JpV9Us2S+lPS3CWtdYRmU8InznTE/OGQDgJ3MGaD8XAw9AeDSTDgoTsTeKvakLZeidZBtHXa3JvWw7RIbFcNUC1QLVDNlwQ/hojV9Kyu04ZJnsnXdxxPRGUNZF3LRqZqmapqVQPRAN4AXgNRzWRzlfSGA0po2PEE9oRNFabK8YJt3Dgkt3meV3gH4a2ObnR0rcNrHV7D6fDRsaMxx3re0fgm0481O/hn++B2yBhxE8REx+OY8XJx0kfRdzNhSqyX+qEpr4A8jj2JPXO4JzHlNo0Y9fmgu5igXdzYJ/c6uYH4xqx/g/gW4ntIKgdeBV7PeCPjzYw397y5T5oZb2re0ryjhQWyk6lmpqo6rWrVyFRzn9b2aREAKc2ipRqkNZ1Ws7SiZxWdVnN8m2I8bei0ptOaTuvarGTKg2iqhetS0aqSKVOh10FUQd5readF5SBrj7zjD5jthpiKjicRU5gJ7HGHjTZx4xDfgolTD+90eGuKdB1eaxP/Mrl6OVN6CaNL/dyo/hamn7auPwY3Hh1iVyImEBOk3Jr0kfRdsf53frecMi31QxJmChekw4wTKoknCA2HnrcYW/uwqsOKDh8gvIPwBqIriG4gutPRvY7vdXKrk9ssuc/4g04eMl4B8QD5HqUHEHcg7kA+gKyAqGlZ1fIe1B0o095eMF3WQBmm59JprZj4b0BhsICqFXCvaXV8VagVX8d8lybwFvAqiDutbvdpYxF3x96AuBGiEpkBKKYwS7CX9Oh0EXYgvoUwlw5vM4P16TVML2FyeYz0OgpOEmDejfVz8M8hOFsFD5T6mJoTC0mowl65L+kj6Dti/Z/+xu/+y2/ajmR5yA2QOyGMl0vvSn39koQpxCRh3GbSZrxLo/GQrabNLLrLwksdXunwRod3OryD8C4Pqo1vdXytk2ud3OjkVvM74PfA73Vyr5N74A+ZqGjxoMU9iHvgFRA1EDUtKlqaxHZjm9R1vjyvpmUdZAtUS6uGVnWdVnVahbQCaQVSA+5G/jIgamCqcuO9iLo2WDcvJ7wKogKy+iQsPqWuN0auQCy1mCRUEiow5cSLkcdtN0lGdhZXIbqG6ArCKx1eZ+F1llvqlzC5POlSv4TxRZ4A81pOwNuwrv0zPTpPg1afjhDjmHJCBTEH1J//jv/ihPNfsPzP33Tt8p3yXvz1wRr9yq/9u98G67Pf+UP16//kV377n78f62EdBYvNfzMV/6Hl+En6D8qwzVJfv/JAcEx5zw3DIX2cNmFyqafnenqpzXTl9FqHtzq8y6LbLL7J4mtTtkN0B/EdJIX4HfA7ze8y8ZDxiuZV4FXgNeAG6zUtaiAqZifqXjYyWQdZBVkBs3RJVA+iclC1g6qDamSqmaWtvWo/qXaWtg+qcVC1/PONVFXLaiarWlW1fNDqXqvqo+zMwt5o6PXoGDFusRQxZXmCUG7T2GYJZgIxhdxkNBzs4rbOsX6pzWvY9KY4I718rUu9iH85/yasn2n/7Gl0Ew5tm04Qi3FOieQHhvW3LIc6Hnu+QHYuhT1FPEnyd5Aq/2RqJFChu5b/t3713/lXf/WX34z1f/iH4lf/8b/xm//nNyy9G0X/QC7+YZL+1mr738/W/xTTaYn1Ul+5uM0SzDhh08mAPo0bh9E5jM/09Bwm1zAp4lDCax1d6+hGRzc6uoXwHsIHCB8geoD4HpJ7ndxrbnSn+b3mD8ArkBiyV4FXtahpUQVxr+X9XtYM1rWsgHwAea/Vwz5tPkq04vYs7PGxGwbeNPDGARsF7njkJNOujOxF0t1I+1GRvbQy2c5kK5OtTFg7jpeJzcP+MGA9OiY0xjTBLEEswYwjjxMqusxgXWImEeUOGy+nREf3OryB8FJPzYqME6yflupFpJf+NlgPzlejhsc8TCPMYpxPJCXY+0GtwXvzYiX2JPYU9iTxFPEk9nLKI2a6p4RFheUKyxUdV3RcnsvhHSdpO7ztJO1+ct0Y/M2//Z2w/n+9D+thOOl0173hGtNowv9920vLtK9SX7lk0a4eDgfeetI4jC5gdAaTCz250ZNrPTHhhVd6egXhNYQ3ML2F6T2EJubQeDLH4fsHiHPK51sp+L2p3zW/17yqeQ3EgxYPmahmoqpF5SAqIBtPCi2EPZ06zB/2vaBLJ9iNkSsRVYhKi3KLxtiNbBr22Zh5wXAwnPpeNKbxyI2Dfjh0Am/gshGhEWIcU0GoMBv7CEsISyyPYybt4pIx48hTxJ3wIdpH9Sy817nxclV0v1zqyYV+MXyUl+o6ODtNgHkb08+y0aUcoB6dYCoI5ZglyDNh6z+gvvXcdTGVeP4RiZhETBbsfpPaObjb/aT9/JHXdd30vwPWf+2f/PJ/+n9/45Spa3JgLMfHNPnh3KRS31chL7U85bLhbNTOJtcwOtPjcz2+1uM7U60bpuvwKu/8C6/z/u7oRkc3+WSmWSdULHfOkjudVHRS00lF8zstrrW4Bn4PSRWSOiQ14A/mQDUT7WXUmwSew0bEjTHliHHsceRxMxGKmTGmJWYKU4kpxzTBbkRohFmEcnHz9jwfiWKCMIGpwFQSKgkTlpfkUTBMYS+xvQRRhWkUuN3ttJOFVTjBOkyu9ORCTy6e/XQzUDp6Y6DUPzdOetHUeK79s2x0tg3uJm6fuNxiKsc645jJT4n1XzCI3u2D5zaLmSsWiHLL5ZabWG7SOSL7dfF2/+0EP5EoZLD+d//Vt/HWDdZ/85+VnTClflCSyFOETZMBzka3MDorsH4F43wMR0+MvX6lpwXWTdl+ivXoNvfZzXLn5A7iKsQPkDxo/pCJ20zcauPJ5Lo/yNqW43Ds9dgYsRhRTqh8OYFSYJ0J8rYRFfSsZ5S8rvysUpz4uearScx4z5nEw/5+WgPz0jW5hvEVTC5gcg6TcxifwyjXMSQge8b6uR5eZf6FGT6C4Tn4F+Cf7cY38RDR/hTTmeVxxCKbJjaVhEn0qTph3g/Zd874fPi38xTJo9/yDLjc+D76Jw7vfAOmP1zXzeHHrdZLrJf6nkliJl02XARNCK5hdAaj89x5GF/p8eVzxFUO96PVfpKHdUr2yOSr3B4rd508ZMmD5neQ3ENchaQG8YMW1UWMBoMBcUNMY8wEphyzBNMXRH6hbz+RSN8Pr+feDIvxrjsSo66e3h9G13p88zS93k8u9fgcxmd6fJGNL7LReTbKvZfTsdJ9cL4fnWfBcxSM9s8OwdnSr3qM9hyOqep4MfJCQoVNTajOJ9p79ybNP9pXw297qTANo1aOb2OYJIV/8m1K7xLrpUp9Stk0DgbudvwA/jUE53p0lh0NZXNgWNTsenKlp1fFTombF2QPj2S/1VGRsnJiy5yokomGDJHDPEQTZEhBE5slJk/mY6m4wLc+WyXJsa46TPSZP5tYenoF48tscrsf3+jxJQSXEFzr4EoHl9noPDut04fnMDw3NvrRk9HB2dP4ehE0AtbvuiGm0mLc8kLkxZia5Hr5pbVXnE7k4xOO52W49/xPiAqLcosmHeOlOLztGE/8E1blJdZLlfpA9d0x9/F+fAnDSwgustHZfnyuR+cQFFh/jezGgD4p2/UJ2fUR7vGtju8gus+nUqMKxBVIbveiJqd2n/pmPqgoriUpgh7f5Q98d6AbvQvrkjzX9bHrDdSkqacXh9EljK5hZGh+me+e9s/18EwP8zod/DMYmlD1PNXr4J/p4Go+soZsQJwE0RQxhbwYexFiHLEUs5Qw8aVj3TOVuLFT+PFIs31ajztx+61Y7/NfQJ3+CbGO6QTTiDBRBvOW+tqFmaR0uAyqR3c4G50XWD+H3I25fM4vfIl1Pb3W05OCPTRYN1bMTY716Aaia4geIK5koiJCy2U+cRWmM8xMOznHVCGWGsqfPLwPNha+8fPzT7BZYrsxoYK4nNKhHLX245vD6AL8cxidZeOzbFT45oNzGJ6Bf5aNTNl+rv1LHZxDcHYIzrLR9WzY9imz3RAxZbEUM0FoQliCmUR5srH4MrGOaI5yy+WWYw4243Y/fk8vyufVR8d68tDuBtGv9f0MuWM3+KXPfmNKlfp5hGk6ZHTnXx+GxiO+yIKL/egsx/roHEamIaQIRXm22p8Ldv3syZhB/HsI73V89XygGt7q+GbP7xeR5XpDQuOuK22qEEswS/IJTCYR+0WnpmCWECptV3VdbrtJzx2FQ7IZVfeTGz0+P/hnB/8Mhmfg5xm85sg0C86yUf7j0sHVZnSf+BalQ+JGppcRMU5oYrvcdhWhKfYk8gT2Pt1VvC/vsKjEFfHU0VFBlOf1eM5K01N4LMw/P7t/cVifTAfu8Fe3+/81Xf1jP/y1zdP/YtLxP/uTs1SpD5LEVI28fhZcHIbGTzgH/zwLcqznS91ysheV+/jq2Ah4Oq/0DPfpPUzvdXyZxVc6uobpPYQP++RmLSqjoWu7MaZm6VKKqUJegrwYM25TYdNf9E/AGgjLNMlQjlmMaWy78YAOIp8sRvV9cK1HVzowVflzDC/4F1lw9TS62QYPatDxmddzQ3NOgJhALMEsIjTuusp2Z4Qpwjj+lMkBLwyovE/c0DzvVzkW4x335ITzm9rDv1h9fKyz4O+y8d9w/Gzz9D97k3+zXHpX6qsWomLq9SC4AP9sPzqe/p3r4AKCszx+1pB9dMT6G2X7a2Sf3sD0Josus+hKRzcwvYPw/impJlPcc8bEzVvLsauwq5DHrUGMPGFT2f2FYx2Z3EovRl5iQhYx5ZiFXTek7igYuLFPlN9cB3ePweXj6PIxuNn690u/pobWdNDzmNd3J8RNMFWIpphKm8Y2jTCLCUsIVYQaSz3JGwG9T1ICHl8zTk44Zd5r6LzsNfxqUf4JsR5FSaXdJyzGNLacANOwHEcq9VUL0WTq9Q/+pQ7Onkbn2j+D4Zn2LzL/UhdYP9bsJrzwTbjryZWZR33e/Dm9zMKbLLrS03uY3kF0tQ5bA+pjl5u1eYTFmCaYSszSPBk4ry5/kZcvbTqzqSJegrwEMYloavrZMUsIjYkbdd2J4waMDTzmeczzvAFlvkuDvju13RDT2GLcYsJiZj8UJ2YdIBXIE8hTyJPEi22W2DQlNP0EWDctPSY7pSjJnaTj8E6fd77tGaZoO6LjiM/O68+F9bhqDYknSWGTveMsvlxEW+rrEKJ8whzwr3Vw9jg+3QJxDn6+JqLYBHT+HHd1SvY3K3fjz0yvsvAKJvd6epvF99xHthMRKhEVOTdZQpggLCVMkeKJU6z1OD6D+ImDcboIlJ9ImBxKM5FkPsE+9rq89/Jts8yP5SuijsFSiMWIxaTonc9zfam0qMkzyOddEUsQ44hxc0iAWYKpNLNRyJPIk4hJ7JnLNH7I6YMXhAlidlHlj/P90DfdnzOTqYKZwFQhl1tO1O5H7W5o9aN2P2k5vO0mbSe2+qLTS1r9aas3bffiTl+0HdFyeMvlLYe3Hd75hXStfB1Yr1m+7anjnSixXuqrFqZ8RN29f6efjwELDS/ei/V3kf0KJjcwuYHphZ5ewuROT2+2Yd33HEwTQuXpeNGbj8fOFzN9V6znJvLxWNIu1st9U4F8nObnz68oeVIgL4akOGYc08Rkh2HK88kpxs2Mq4nxMpkiOP/I8eu/cXT58sHj96H82M9jkg45ZtKiM4vKDjX1uGz3wv6QD6PlcLoiVLT6ScsRbTdpu3GnJzq9yB0rP1p2PdHuxZ0TrHccbpVYf61ax+ZnXTawl/rKhRgfMncbPOjgHIbnWZBP2WTBS8TnZL+A4CSidnR6jvq6J5NvopjeZOFNOmn33cB281n/Y3/62x7SawQUBW0FfqNt8aSEKqbk8+n855Wh34T117on5ckDOJ105cckgxMVl5M/yOeQg3d8ixdXVDy80ws/uczi2PPktDPuOEm7L9r9pNWPO33R7sWDcDbbZPHskc/37njV6MedPu84SdON230+5hu1yaLZk9pkfZ+3e2HL4UZth3f6X43r8umrdeTbA0Xy+avP/7QsVernEWLCZWzm18C/hOGZ6cXO/PMsuNCvbf8Jnst2fVwSNMrTDZ/3B40v9eQym1xqE2w7vXwK76d+lzix7SrL4xZ73wA9fp2Ab+r1+rewbvhrlC++4Psu/80v9UahfQwk4CdK8lPft45BvaWR8T0JLcUc0HGkswin7ZgW8hcyXEs6Dm93edfji8fMHfIW9tv2uO0kTSex+tzqi0Y/IQO+3EF/yBtkNE1XyWLd7o07Dm87ouUkLYe3vx4z/ZNjvdIZntwGUR6ZlvqqhZmwaRAPLfCvDkPTiG1CCs/fEj8bnJn27deOUk2TzPNyuMllZrYLjS9geracNikbEJcTV1nM5DK+7/EYu+OkSDf/9Gyjn+5YIExiyrEbExqTD8G6ePnyIAnjhCaYxjYTL3JRnr2j3DnBlGMaG++FvOVxvin51tcklNv3ougiT066yE8l2o5sO7ztxJYj2l0exEu12gRhGqerYZi2+2Erx7ps9pJBlKarHerHrV5EJ1JtdoSGnR5v92XLSVpO0iqx/rd/75//4f/3L6MouW06bSds96eWm1ju9FtOwZV1fakvVtiNfOY8BbfHEKtiS+fFW8PET8v2F+2PoyJGJk+1vYTxuZ6eJ4HddSPiRujdwQCkADqhEQ2k6wviRoQl78M6FYRxTKOul7CR7HkRcWPMJPZOLfhvuvYc6wrnJjsnNHJ8TgNpu5FpayHProg4eZrHvUHCRqrnxfjFK4ogp69bnnjmg1kAdGqtUP5GJf5+GRDHbUe0u3zM1zsNPN2Ok9XiMQviZbMXG8+91ePjZCYXG6vHW13uBGK2eep6vNMTHYN1N259bjp/KVgPw2kV8eXu96fyt5q9sVz8XsdJLJcjE2px+k6qeLf12Z+0pUq9T1RgKvp0OPMbOrjMO2GCM+2fw/DyrWsiXhyivrRlCs/9HMbnenQJ44vttOJ7A+JwwiLkxTin5FseCWaCsCRO19s9bJ9gwhfYDQuv2RylPjfJmA9iNxyM5WK7f9Sw2O5pIBHlxFOnk/rvRzz2OPYEZoqwlDBJaDThi81TtssgUWubJoRy2zypvdwtMSaMN1HL7f4xg9nq0R1yTBP8/H1FAXFD8yPKJaKi8w0l+TdiXeT/t5uM+Xq1z7rutIFHQaTmm73l8FY/bvVFq5uMY6mWW6sv211ORypdP9lUdLqiXWD9s9P5C8H6/zsaO/70t8fi7/vx39s8/UGc/ufN3uR4bzqusFyT5S+x9/pa1c//BC5V6i1SmApCp8Ggtxs9ZP710YSBt1br/mtHqSeG+zPcz2F8oUeX2eROBLjvjhGVyIsRiwh953MBudwPZ9nhAIfD4XDYPWnXF4ia/Z/yDawL7EbUT7aP+8OrVxoAXr2Si0fsJuSkaibfCuvcTGMSmtCR3O5BvzrAAfbwajCZYTcmLCHes72DqbAZn68fD69eAcDh1atYLDGNkCfNKk7by98xmKrcOm7/6SftftLqfwDNn9UyPkw/bndjNp4vdpntThp4OIrUbP1kObzjRB0navdiGvDlLiM0aeLRKF7K5aPVjzsObzmi9TUkBPzisB5GYcWKLTpr9ibu6N9q9ePWyU8SPEjNAAAgAElEQVSnZe6Zk3Rc3qH85Li/7Jkp9YXKZgozaXm8S3016GT+bRacFwm0b9/YefRq9DPZz4otEydwH59vxlWfMduNEZMdT2Aa2e/GuuXyUC5fvTqAzkBrgFfDqbJogk5MleczRpp0vXi5eTzkn5/B4TBb7WwaF1jn3x7reX+kGwdhuj8cNGitMzgcJskCu9Ep1s1X6w3kbp8dDgBZdoDDYvVoswh5EjGFqETFIre2w9vO6/njP0eMbdJ2kpYjWw5vO1G7H1oOV6ssnq39qVxu9xO+athTbzqPZtuOE1v9WC33SboeTtV8mw3DRdEJk5+Xlp0wz0emt03adpO2w5u9cdtJTlcxvXEP4qNFk5fwb2neKlXq80piT3YGArFo6Lprv5aNrrR/Dv5ZFpy9trczH1MamvSrY0rtOZjdb8WiCR2YvLC7eIh6zhgx3mG8wyShnLzbhLFcHorFq1cAeg9aH+AwnCjLTU7b1fMSmHGbRnKxg1cH0PnnaziMwpTQOH+KeUVEQdG9jp9t7vzC848zYbrXkRsFUZrBASCDLIPDYcoXucWfL1dSplBzhurxcX+ADHT2CmC+fET9qO3ytinM+/wECM9lX8cR7Zck7TjivTNB5v8WeHHjtpO0HNVyRP7nXoIpn6qNXO6DcG45UbMXuYEK4mXbiVs9blMeyhVf7AaTWacftvtx201yrPdLrJ9g/a416Lgf8uPoOMaiMRnT6vk37B2F/FvDo1/rxHpvzHSpUt9GkjCzbFNgGvqsv/brZnlbvjjiZMcb+Gav2wU8b5A4z5PH/XNTtkNwlo3OHsd3YkgcN7A83hkklpcQKgh9yybP46+u5fBQLH4pJzUc9GE4mVnusXNRGAMHM4FpGKklHF6B1jrToAHglUg3NosR48iT2CtGTL0j1hM0SDCTNpW2+aZemnvlplT3hOXGw3CWwQG0BgB4dZjyGXYTxI5fUCEmLcr7A7l73L8CgEwfDod08dTpxW2Ht5y43RdtJ231VdsRrTx9JWk5vOWIdl92+iLvHO+LjsM7fWH1uGXmP10zHcpbjmw6suUmbSfu9JNOX7b7suXwlhu33Zzyrb5oOaLtilYvafWidj9u9QrnoJ+0ikzdVj9p9WOjr9p1+XKxfnwvZsJ30OlB60tMv9eLL536Uh9TNuM2E4Sa6EFhO3FA3eWolo3PwT8zizWKkvziWJJno7P96GwfnGfBMWDgTAdnmX8OwcXT6I4PkecMbIdbTFpejLyI0ITk1fGL/r83sA4AABoOcBhOZ5abPDekm71xbjyKZ/vDAQAgy0BrOLyaLx97NCY0wXmwB8duTNwY05h4wmYSewkacMyUwTrJj0kFohF2E+LGhP3/7H15uBxFuf4B2bOcqerZuqu7Z+bMmaW7q7p79r27aqIgsqjIqqJsgsgOsl5WQUCUHcJq2GRXkCAgiohcVgERuAGuypIQMOs5J3vwx4XfH9UzZ85JgoAJgaS/533yTGbprp7T83b1W9/3fkZIwQNa3qF0DK2rJBTPhWJel06oECgbYcWo1pus7bpukzJqlxqCpHN9AyJvSg4kHUq6IBlA0oFkAMngz3A2AMooFQiICLIJkAEkDUoaRATIfEecpk2ITKjwj2CIDCBqUNKBZHgKz+c2T3GDoPXxwNyRJ6iQoEq83K847/06Lr/Vn4/7WFfgtM5JMxwzQzESVrVELJ5PAje5GePy+uAmnMcdbyl1Ey6/OB3zcdpp8ukMblFNTsaJiKwmRZlElHxYtSIxIxLTIzESjpNwHI8r+1wdrbuUuozSRNYWVCMS4y5gVjRmhWV9IJNrOJRSRl1PAa/UWyhhRBTsVZaqGMVxWi9kcUlOmhEVR2NmOE5CcTMSs8XObD0SM6MxI5GxNFIcSNtRVQ8pRlIr9M7W00ZeQAbklUEIC4gL0wYQNcOuuFPa7hTaarcT2RyQNC5uCIhAZAQVPZayNLNo2CXDLul2OWXk1SQWYzqUdE8MUUhAIUA2BdkURD2qkkGtkNIKYdmAki7IJvRkdK8hEZAtiIywrA9k7JSeRwkMpawgEyBb4HMrp2yAtN59AFBHiFf5FL5nfSbuK/I+1i3CMe45bkZUIxwzgnErpJCYnDRjwXpy61Zqc2dwk27FKU1u4vImcJ62/gU3uSlL9rHBvtbg5vkBIRmLR9VMME5Caj6s5CMqifB5tFdDtJq9e7SuEI0Up7QZpa5LHcZoImsLCo50Sk/DiqEmzWrDZZRRx6WuQymtt5xYmoRVvevuIqq6matQ1qaMleuOnCARhYTjZjhuRWJ2NGZG42Y4bocVnNJzLcZomzUcOpC2g0gbyBS4tu66Lm2zlJ4Dkg5k0in45PWZGEpGWDEzZsUu1ZNaIehV9xAgm1DGAsqkcaHF2i5jlDHaZm6buYy1KKvUWxoph+UskDJAwUCxArIFkRFRjVyp6bI2Ze18qRFVNSgRgGwgW0AxoGwAmQQQCcq6ma+6rM3arNJwpDhXYCzwuXV3+QzRer80EJAyUCYBKbW2R+yJcXytNbjKWqsvv/hYy4iTUJwE42Y4jkVVFxXiLf+oRFIyg6qME5FiMtAY3IolN2kn+9q8YdBgH0v2tQf66OAmrcHNaqltckmQSYiymgipOowTGCfBmBVWrYjnkGWHYwUvN3zsAMbSemkKa7vUdanLGE1kc4JCIp1SUpQwitUGY22e+sIodVyWzOZCqh6Om9w3MazgRMpqOpQx5lLqsnYWF8MK4WVK0ZjNFZhQzIqouFxv0TajrssYs4s1GM3EU3nHZZQ6LnVpm6UMTutmR+6wAjIBMhZkE0o5ENUFMQ1FXZBsIFscUMZhOVNpNF3GqEupQyk/Hkpdfo/RbhcqTTRgQKQB2QrIdkDSE2nboW2XUuq6rN3GdlkQ9Q6tE773gKgN6nmXryi4LpvC0kYeIO3zW1X02aF1vEW/mCaHosGv9IsDavob62zouJfihR6KX6XBIy95GFvPtt7JwsfnBD0pIiQaw6Li6exC3BTiZkghUSWrxuKpuIgHYH6gvzTQX0lOriYnlpP9xWQgP9CPE8FkXEGxTFDFwRgJx3EkpgfjRiiGIyqOqDgcM0PxXCiWj3jp52MHsBpapy51GaUD2XxQMSOqFVHNqKpbxYrbZpS61HWY61LW1nAxLOvhGPe/tcJxK6QYAxnbcSljDqUOZQzb5TBvl9Fx0w0qGCpmWNarDZ7N2GKMlaoNGM0kUp3ZOnW5CAMko4fWzYBMoEIgMgWJhBVdTuKwrEOJjNI6IiGUKVTqlGe1e9TuuNRxXcd1HZc6bAqrtxxlwAxEMZRtIOrxQdOhjFGHui3GHMdliXQuENWhbALFhIgIkiEmcK3lUEap26TUoe32QNbi4s9659nPN62nMzEleUCxdrVZ+HGGHF6q/xwgbd0vMfd4/Sg4qJCg0tOsffxc3ud0Hx8D4VguouaiKvEWEuOePWEwhoW4EYqboQQRYnpQ1YMxI6JqUiytxJNqLCHFk9F4RlS1qGJEFRxWzZBqh1U7ovJERhxRO6udcSsU55a5OLpKk8heWtdJqd3mtE4ZZYlMPqRYYsyMKJpul1uMOTyj3HUZY2a+ElWNsGqGYrnR3kAqHsjYLZcy1qK0xdpMN4sCMgSFQNkUEBGQAWUcQCSItFqj2WaUug5rs2KlAaLZeLroUEZpi65C6zxxhU+NgaSrg2ap3qy7bq5Sj8Ywd8QFsikgU5A0ZQAXq42GQxuO23CcpuPSNmOMua5LaZNSh7F2qdIMywZEREA4hDK5UrXd5rtuMcYqtVZENaBkQJkICAclzSpUXcZc6lC3SRkt1VoRVQeSviGluKwfWs9kkxF1l2iCBtVCrnxBNEEByq7zwxhtUuVN3iEX+xQiKCSo8ol8Nwer16N5/bOGj8861HxEzUdiJBzHobgVituROInEjEgMhzvO4+EYDseMcMzodRuPqEZY1YNxTUjowTgJq3ZEtUMxEybMYMLsdJ3uddMlkTju9JQYxdgl01K7zboizEC2EFJIRNbSRr7D6a7rupS18+V6NGbwGtRuF45QzA4qJJ7ONV1Kmcv5USdFKPG5F08S5zq1HUJGrdFsM0ZdytqsUPVovUUZpU1+5Uj3iDA9tI6DMi5WGnRK26EOm9LOkhKX4KGMvZ5EkhZWDHkgx6Ek7WQ2ly/XXcZc6vJEe0rbulmGkgZlApAuJXC95VJGvZTNdtvIlaGUhcgAYjalF12XUeq6bpNSt0nb8bQNRK3jQ7D+qfZzTOu6jrfol6CsAWRMiqoAaZ9idhEeX7GGRpvM8urkoIJDCg6r3X4x65syfHwOQCIxEo6bvJuPlwKomp6jlmqG1U7PB9X0OgepZihGIgqJKmY4ZgVjZihGIiqJKjii8lZBHlnzB1Ev34aEY2ZoFR+ucZkw7SnMpQ5fMh3I5ASkD6TthuM6jLrU5YmP1XpLHsBB1fDaD6kkrBohBQuyCSRDGbQbLnUZdanLGNNI0bulRpzWcUA2+5EdQkZ9FVqPfQitI8LbwgEZR1Sz3nAYT4VkLFdqCpIBZAIVHcoYIgvKJkCkP6r1R7V+SYOyFkSZqJqx8hWHUtdxqNui1K01nWgMB5ABZKs/agwaRU+RdymlbpOyWNoORNNSgtRaLqOMug6lDm0zw64Kog6RCWXro7W126DwWc6EWQfozOt5U9qg0lsAtVpR/j8lhVVLoj4K1jeR+ejFap3Kx9VSkE7DoC5Ip79Et90EiagkopLeP3F4/I7MsYbm3ns6IgzWSbHNvNm6y9oDaazE9VrDoVx8oE3KaL1BY0k7iLKCakDVBAoBPAUQESibQNJjg7mm20l+Z0wjJdDJFocy4eU8AZkEZaPWaLYp47mMXISJpfMuZfwKwkZFGAJlEkSmV0yEcEQl9UaLMUap2267uVIdIiOATMgz0GU7gCxBMtSkmSVFu1Qr1pulerNcq1drDcellLZc6riUuowlMmZAzArIBMiEsm6X6p014RZts2KtKakZO19lrE0d13VbbpuWGk5YNaBEILLWP+esD2xktL5mBBXTK4BSRyueVhHl1wn1+/g8o1OuyWffKgmpXTMMzuZjJuYf87LtVY3y/wYVopndTBjaoiyTJYVSjdK261JKHZc2HcqSmTyMZoXR6k3e68fzOQGSHhu0x9J6EUg6RN57BGQKMgnIOKjonNb56mix0gRRLZbOuS7PoenSOh5P6zKJxDitU0qdNnPzpRpABpAtXpEfEPVIDJN81XEZZYy1PfOyNmOMr6HSpksd16WszTSSE6Qs9xsIIENM4HqLqy0tl1KHskqt2eKyjOO61G1SqmYsIOo9nO6LMBsrrXcVG6GbPdljVtOTUWP7zO6jB2POgbV6H9a5J+isCY1mwrhe+kit3nS8qTvX1KlDWZYUoJTh6YY9TuXri9bdNqP5Uh0iA8imIBMo6eqgWam3KGtTLqNT16XUOwDudNCZrVPGzHxFkDRO60DGQMyk9BwfgtN5k0v5l0Bpu63bZSBluKbU+XX7tL7x0voYG7mOXOP9KoI9ZgY9U3h7DSzvM/7GingPPvlG7HEZXGHVDCkESEYWF6ZM6SR6e7neDqUO/4/rcCGGJjIWFA2IbCjz+k/yadO62qV12mYsX2pACUOZQDErJUit6bZZm7oudR3XafE8S8ooZYwy5jJe7uRQShljZr4Kkca7RQOZQNkQUMYu1Sh3G/ZyIl3Hdd02K9eciEqAxK3SNzo272Kd0HrvHGG9H+F/gJ7B81k8wgLCgkyCXLThCTara9PlV736+FB82DnT7bnsGZF3biIDUT3ToXUO13Vc2nJpi1LKXC5fuC5j1aYjxjEUMUQ2RBb89Gk9RurNFl/dbDOWLzagRIBkRJRsrsR9Jfns2qWMNR23Um8VKo18pZGvNIuVluPyIiXaZswsVASkCxL/JVpQNoGkSQlca7mUcXPKJqWuw1iT0ngqB6IEyjmgYCBvUO5dHwvrIhMGhWIlKGOA9HU9+s8CBDQq2nS43jMpjfCV2LjXzWt8emVnQrc6H0rTn+x/ZmCt8t/RZ3qu3J7CvsqnOmsz8fH3dt1+QCHv5CE9PZd7zrFOT4mA2KF12mF26rjUoYxW6616o8U9eF3XcdssV6kHZQ1KFkQ2kDH3PoRolNa7aSrjaB0iU5AJkHFQNmr11lhaz8bS9hha1/MBTuvo39C6gEhA1NJGwWFtlzquU3ep6zJmF6vKAA7L2ZCsBWVdQBpKGI1mizGeGc9IvgqRLnizdQsiGyICxHTGyDPWpm6Lyzi03TbzpaCYhqIF5RxQCFB8Wl9LtJ7V0oFovdK8CedPC6qFfOVSuKFfM4Wu8f+oOu89ybPmvdQIby5mh+N2uOfnPX5VdrS192pIxMenjzVo4qv/8/VcxTsvxb1u0aGYFVKtoGoGVTOomKueNpy+P6SJRL9opHGhPYV1ad2l1G2zWsuVE/pAxuYGXC51XNqibaaZRSgaAJlAIUDxKLubCdOldd1cG7T+4bP1UkOQDAFphUqDMeZSx3Edp82MXFmQMkDSAMICT3mUsJjA9WaLMdah9QpEOrc+92hdwmGUtQsV5qnzDnUpZaxUrYtKVpAIlG3ATYA3dPJZE9Z60ztlIHPMgPadWGaPWuv2NDmEm8Ns0BjXQnf0MRj3Em8Ko5hB1QqpVmiUFOwO3fOGkKsx3faxXrHqYgmfm/OK/N6/Hadv3l7ZDPLOnAqBytgTBuFeoxJBNoUPK+/wzp9+0UjjYntKu6vCuIw2XRZPWwExDSUNW2XK2nzJkVLHoSyRzgFRBx2nrfEiDF2NCPPRad2rMhUNoJhwDdp6l9aBqEVjmCez84qpYs0JqwZA3U47JCDjfmREE2at6XRp3cxXANI9L1++aCdm01qeeqPo+Ye1iV0WRN5l0+w6O/rGvGtFWx8QFDMgZSLxBkDZje9q+SFdEPG4VQdBJoJiCh0BJ+ilPNudhu4+PgtYzQ0Tr0Liiyve7JuD/6E7RXCrXPI/8RlF4Hhab1HmuqydNgpAzELZDCASUvRCtUHbjDoOdVqMsprnYmh0riLWqtq6bpYA+oSz9QwuBEQM5A+jdcZYvlQH0XQ8k3PcNnNd3oFPM0tAygLE5+CEO38EkB5JWB1ad1ehdRJAmpzAjYbLKOsYhfFjcSllTZfG0yaQNK7C99D6xsXs64LW44JCoEwA2hjdGD4Jem/DUcf5QCYdvZ50i1zC6ugt/+j9fve//hz/k+LfLmCGVJMXr42uZHIdfA39lD9mQ841NYbkWC2tO7RNiV0JSlnI7VYUC0iGlCA1x+2qNIyxfLkeQgaUOLtZUDLkAbPpuMxzQ2RmvgolraNydG40EQ7Jeq3R5CVFjLFiuQHErJqyWy7XvSltM90qwU6BvtApUvXKkZotnoPebrN8qQai6UQmT5lH64yxQd0EYhrKBMpWt7kdQCSasKvjZ+sG75UBEAkiPVestRmjjuvROs9154lBjJXqzYiahd7CHj8cy6f1jTXB8fMAr1lMh+692X3MDKnWuJycXsZfQ8LlqqrCh6dprusMzrWSJDpmQfLfHdSoOB6KjareHnF7PZQ/Q/OSftHI4EK77TUnchlTB00g6h0fc1OQCZD0RDbfpMx1aacUs61ZZShpEJk8KyaiaNV6i1Hquo7LaKXRCis6FImALKhgoBi8h1FY1iuNJuUlRZQVSg2AtHDcqDVbrMPNpXoromQESeMikiBjQTYgMsIqqTWaHq0zmi/VYDQdz+Rc1uaXkzZrp3Q7IGagbEJkBrlRjEwCiIhxu9J0XOotmVr5iudPgCwQxYN60WWM0hZ1WozSlkt1bNcaDcp4dg1lbUbsEpRSgoyBbAqyDTeyHhrQp/XPIfCq4LN7yH1vRtNyvFz7nsl+ty7G6hSpj1mqHcVH48SxjL9ael3jM73D+IgUvBqscr/C1yfHTbTHo3td9L467ibU+T7HSyjr/S/ugc/W2RRP2XYYi6WsgGh0BT1v8JJu2BXWblPaoq7jUtaiLJ6xA6LOO3wKkmYVaowx13Uoddx2W89VoaQHRAxkHFBwQLYAssMqLjdbDmMudTmtB5AGkFaoNNqMG0VSlzHdLEIpCxAJIBMgApEBkTE6W3cooyxXagTETCxtu166OnXb7ZSRC0haQDaB19aOAJn0S4YYx5WWwzV4xqhZqACkB2QCJF2K40rT4bTuui3WbmO7KkQGU1reZe1OTRJrUcZ9vuAqPa83Evi0/rkFr59CuNOavXsX38NNY53OhO4Db/GWdCanZoh7J3QfjOXB1Zkb/6dYJcF/jS+tysvBDkKqGVRJzxTbE7h70aXs0cejxN39Pj9D9L0mdGi9PZbWPalT8OrpDIiMsKIXKw2vn4RDKWOVpiMmSEDSgWwGJCORzTsdr0SXOi3GSK4mxUxB0qCoQZHAKJZUXGs63FKxzViu1AggPSDpaT3fZozxWwG35VBq2NVwzApIGEoYIh0iI6LieqPJKHNdTuvNgJhRM7mW14qPOu12GucDYjqAdIB0KGlQ0gDS+sWMFM9Wm47DuGM8w4UKQDqQTQFl7VK1I+w7bpuV6k5EJVDEQWRYxTrl3pZciqm1IooBJH00uXNjgk/rn1t0amIF7mGN/pOJCV5F3x93N0B6szbXALMHZHQduEeS7nmGBEffZo7f1OgViAiruzsZD7RGjfsjo/PVeeT4WTyBPW2dyxiUuozFUxbo0DpEBKJO+oeoywmz3nI70kSLtWmuXA8pWgBxacKwS3Xa5p5ZTcpajNFGwymW6la+Zhca+WK9XG7y6TylLmsznK8EkAFkM4L0UqnRbjNKHeo6rkNdxipNJ1dppoxiSNagpIdjZr3RandWZflsHSXthkOZV0Pk1ButXKlul+pWoWblK3a+YuWrVr6aL1SbDk/Kp6zNSKEKEQYiTumFrtLiMtqgNJaxApIOFQtIupQw+PFyCwK33TbssoCyUDb8NhprZ8m0X0wEpDSUSb84uN6P0MfnEOMSRtf7eD4T4Nr6lDaljsPnpJzWO8mLBMpmp2UzAVE9mc07jJNvi69SZj1rdTPAF1ebLmu3Xbflda6gvFeoS9uUtRlllNKmZ33O2KCe65d0INtQNGIJ3GjRbsoNdR3quu02paxtWGWIsuEYqTecNnUpbTLm5kp1IGkhhVTqDuPdi5wmo267zVibtdkYsNGOSdw8oAJFLapatbrb5rTueN4vUMoEZBzgZ4uUTus518tkb3qeX4MESrqw8Xnzrn1a3zKg4Pypscyek8VE0jgAds4zHz58/CfoF420UZjC2tThYgOLp2wgGh2PRgJkDGQLyhaUCURYkDTdKrtepb7DGC2UG4KUhYgARICkxVJmpdmi7TZ3Z/F8IWnTpS2HOg5PjXdcxtrVRjMa0wLICMg2lC0oZhNpu9p0aZt2Lhst6rhtyqr1ZkjJBmN6rcF1lEa77eTLdYh0IGINV3g5UsedrJOe2PVD6PbQ8HRyZhXKIDoYT/EsGoc6DmW0XG9GFY23RvIm45IZkrK5Qp21mes2HLdFp7TTRh56Vo6fxduvdYe1X44UTx9hl883cqeahbMK1akbZeq6Dx9rHwEJK4OW41LWZu12u9p0xBgBUtd6l0BFh8iCKAdlIsgYSEZIMQqVJm23KWO03Sa5arBjcgtlDKSMGNetYs1lbcYYo4xRyphDmeMySvnEmbbrTTeeIhBloUyAYgHZhAgDMYsSJFeqt2ibtimjLqNum7WLlUZQ1gJIt4sNOqXtMJe2WRYXgKRD2QzLulWsOnx3rGPuxfdLKeV3CMwrgWWMMtZO6VZAHJSTVtP1xtdiNJ4mUMyO1nAhG6IcFLEUN2otl01pu4y1GBvI5KCoC8gS5I3LeH1tmwdkU4I0JRKvQ5kYuf8KxSoAaev9IH342FCgp4xCueGUaq14xoSSDmSr66jeWTs1O0noJCDpURXbxVq16ZBiI6piQTIE3jPIY3YtiLKJDMF2qVRtNppuo+XUm06t2ao1WuVqy7ArUoJASQeeKwsGCgF82UPEIUTi6ZyeKxdrjWqrla82lQETSjggmdKAZZUblaZL7FpE1gOyEZAJlIygrKf0Qr5Yr9edRqPVbDrNptNoOo2m02w6zZZTd9xay6k7Tq3hELsRkvWAbACEU0axUm8W605SL0CkAYRHa3eRCXkLbElTBkmh2qg0nKxZDSIDIvyhFbwbJtaJ1ReUdSjjydEYQPrGdvvjYyPGOk+IBDIGSA8pOCQbgpyBiADZBqMZUCaUDQEZArIAsoFsAhlDyQhKWkgxADIAMgSZtxmygCfEm1DG/VIWIj0k44hqinE7GiNh1QgrRlA2gKQBZEDZBLINZQJlgzsjCrIpSJaACJD0ANIERQ8qmN8idDLQdagYYYWERCyIRkDBAQUDmQBEApIBEA4pRljVozE9msDRhBlNmGLCFBOmlDClBJYSuqgaQZEAZAUUO4ByEBlhWQspBhAJRDaQrZ61UAPKOKCYQCZAyoZkLSzrAjIELz1so1ML/EwYHz7+E2AgY4AsQbYhwkAxoGwIMvGmw152ChGQCXnCEv8U6tKN17KZ12d61Oy19TGCiHTK8S0B9SSwIgKQCZEpIEtAoy8JXi8ks9NsmgRkk2smAjJ4BqTAxXdkdhJ+OvyOiCARiEgAEYCIIGFh1HIAQ5nwiwSQDaiYUMZQIbz3KZBJQDb5x4Hk2bYIiAgKAQgDxEfLZ9adObXs9cYDSAfI4G8DCAcQAcgIIAMgDCUsSLjTPYN4RySZUDIhGt0I/yt4FaoK9m4jkCHwKlNk+7Tu07oPHx8bQMEQWYJoQ8kEyITICnZSLYWOPBJEBMgYSL2+u9yxxIAdVho1MEEdApUMAXHRo1Nb37Gv6nJ3EPFtEl6VBhQzIFuCTARJF5DhmQogLCADSHrHYsyEvBxUxpw0AzIRkMlbVQQUE8i87HP0zVAmPb2WvDRKnlkLFCOgGAIyg5IFZRJQDKAYvAW0GCoAACAASURBVLkdVEwgE6hgXqPEDwciDBXibRlZvZX9fL23oyl1D7lrmdcdDAYyBgoGCu510wOdK5bgfUv8VmajWy+FPq378PGfAQcUA8okophSgogDOBLDQUmDyIAKT7rnNKeFE6aaLXr/9UjKo/UO73RZHgPFAIoRz5QjcatfNoCCBWR0P9uT0YgF2ei0LeWZ+xZApiDjiIpDCu4aaYVVrGaLgufQa0BZF2S9c4UgnsMXMoFsclrnR+fR6+g9hHdPIMiGgPQg36+iA0UXZBxE3rcBFNwp7zQhMiDSBaRJCTOWyksxEpI1odOJoSeBp/cxv2ZgoZfBRw3yRr8BPj3vfhVAJl7bENmAig4VDGQTyOZGaLzu07oPH58QgkyAggOKISDDLNSL9aZZqhaqLZyvhRQMkAkRBsgIIBwQNZQqZOwG5LqEhKFEAhIGyIAyz10xATICkgElIkhGQMZQMbN2S0rmAxIBSBckA0gYSAZEhEsQEOGAZABkQK5jyJbgqRwkHMN2uSUn7YBkQMUCEo7GrWyuGYrZQMJcZAeSASWdby3gqSUmkE3vscxzbIyOzUu3NSiGCIdjhmbVwwoGouFdAyQDSgaUOJNaXs0zwgLSIzFCig273DILNbvc0q1aEOkAESAZ/cgA/HLVWTbofAlGEJHOV0S8bUpEQBhIOu9pxxcJgNey1YYyAUjzHMEkIyDpAYlfPHxaX0u0DmS+zEI2kgZJPjZW8OktDspGvtTI6PmgmJHjZrnhDujFflGPqlZYIdGBnJS0w6qBBkwo6SHVFFUzGrPVVD4aJ1DCgmxDyYjEiZoqiDE7qpKgakKEUcIOKViQsBgjEYXIg3l5wPYUHmSEZF1O2XzLkdiogg9kHInpxbqjDFoBSQeICMgMy1hKWIKMQzKJxkg4biqDBSluCpIGZBKOkUjMM2YJx8yQagRlU0zkgrImoGxQ1sSELSiWN1mWdDVtlZs0kcmJCRsiE4qGlLDVVF6MW1AkAOUg8tr1hWTdLreMXC2sYEHSozEzkS2GZBxUTDmZk9P56IAlSDpEJKSakRgOxYiSyosxLIiZSMxSUoWIanL7STFmRVRDHrTkpB2UNUEyQrIZidsQEYisoEKicRJEWEC6mLDUVEEZzIUVcyNMWofrIhNm835RSm4bVAsBlA3FKuv9CH34WKcIyDgo6/lSPa3bISmFYnq+0oil7f5oWjNLhapjFOspsxjLmFaxAqVkIpsv1RzdqlrlZqHhoCQGYloeJPl6CxdqRq5aqjtKxoIoZZeacgoHUSZfbpqFupGvlZo0Q8oAZYNyhhSqVrWVtau5SosUGgBlBUQgMgEyIqperLXUpAUkDcomlAhKYKtcD6lZJYkLtZaer5FSo9RoxVJGfzSVNStZuwZETZAMza4N4qIgGbjgZEgRRAfSpIyLjiCbfGYNJT2NizWHmYVayixDSUvrxVy1ZRRrhZoTT+UgMgQ5C5EBRT2WyhXrNBrDQNSgjLs3HAPZmlms64VSvt5MagUQ1dFAoVBtafkqKdWL1WbasLN22ao0c9VmJK4BKWWXa7lqU8tVcxXHyFUFMSUPWHbVCSo6EHU5ZdqVRkjKxjO5XK2F8xWzWI+nizxdZ72fJJ8y1jKtZ7LJoPzlausWs3C2ODClVL92o+075WOjgEKAjAWk2cVqueFY5WbNYVaxKkgZIGZJrpKvNAXZgFI6kc7ny3UopgayxWrDlWIEihlSrGhWRRA1q9RI4zyIpqU4rjdpLJ2DUrZQcWJpMyjq9Yab1oswmk2k7WK1FZS1AS2fLzeCclZAGbNQy5WbAGUFmXAxZ1VaVxIkV2mEFF0ZsGotKg+agUgGWxW7WO+PpHWroudqQMwGJd3IVVO4AKKaFLfzlYZmFnPVpjRAgGSAzmxdiuuFalNUdSjp4gAp1x110O6PaINaoVhtBhXdc2QUMymjZJcbQZSByAjIZkC2gGJBRCLIiKJUWM1mcL5Uc4KSLg/kqg2qpm0opoldrjScSEwPokyh0kxqRRBNlepNkq9AMRNRjXy1qQ6ayoCZr7VCigZEQ0mZ+UotLKVwoWHk6zCih0QtjLQgsjZC/lnLtJ7OxGKpQ9T011Hyy7XW7QntWxtB0zsfGy8EZAFEggq2SvUsqURVWxnI2cXaoF7oj6ZJrqyRSr+oA0mLp4v5cgOI6aRWzBVrUNQD0WwK53CuEUFGsU7RgA5FXRC1fLERzxagqOfLjpKyQhIplV05QYCoSzGjUGmGVTNDStiuw6gWELVkNpcrtiDSO7SOI6perDmc1oFsAoSVATNXaYZUrCZzuVI9qGiBqJbKFuxirT+S1a1K1q4BSRNEXbcrKZKHkh6IaIOaTb/4pYGsFYgO8tRMromLcaNQbYkqDkRxLFvMl6ohSQMSkVSjWGlEkzkgmVA2gZRN6sV8pRFCGYgMINtAtgEiUDJig1a+VMfFmlWqlWqNsKrLSatQboQVDYhaKmvbxTpEGoimzXw9jcuBaLpQrg9kckDEIKrhQjVtlOW4ma+2QrIeiBJ50M6X6xGkyUliVRp2pTWo2RGUEUQTKubYpoMbPta+CLNlQIEyDqBs59/1f5A+fKwjBHlGo2xY5Xoik5sc1vqDg0aumKs2J0fTRq6UxeV+CQckLZ4u5cr1gJQe0ItWsQaQERCNpG7hfCMs6YWqq6RIf0SHklGutWLZHJC0XMWRU2YQmaWKKyetftGQYnq+0gjHSBoXzUI9EM1OjmbTRjFXbgKkARkDj9aNYs1RElZ/NNMv4X7JkBPErjaFmKEk7Vy5FlK1gKiltLxVqvVHs4ZV1fO1/kgGigYp1FM4HxC1IDLNQq1cb2G7HETZToNQGyJLjONi1YnIxuSoIacLhUo9pGiTRQMlcLHajAxYAYQDsglkHQ3gcoMqAyQQ1QKIBEQiIByU9UK1ldELEGnyAC7WmuF4Vk4a+XIjpJD+KB7U8mahDpAOpCzJ19Ok0h9NF6uNZDbfH8WBqI6L1UG9IMWNfL0ZVLTJEaymc/lyI4JIIJoWlKyazuUqDc2qQonwVKL1fqp8mlinmTAb11fpYyME73sXRFqu0sD5ijJopvRCudFKm+XJkbSRr2TMCpBwQNTimWK+2gRiOqkX7XIzIBkB0RjEBVJsCdFMhpTtalNJ2SlcqjsslrahlM1XXTVtB5FRqlF50AqIuhjHhVormjCjCVyoNZNGIZ62C1XHKjag3HHpQEZE1SpNN0vKasqKZwvyoCUPkFzNCalYTdm5ajOk6kDUBrWiXW4Eoumkli82HHnQimcKVaedxgUoZTS7YRbrESVtlxtpswIl7KWdIBJWcbFGU0ZZTFghVctXGmlSisQxLtTNYh2gLPA6E2EBZTWrmq+0YmkbJa2EVtTsWljN5KutLClGYoaRr1UdNxxLy4M4X2mGFBIQ8aBeMEtNIBtA0sxSM03KgUiqWK3nqg0xQRLZfL7elBJaWEnn6820WZQSxCo3CtVWGOmxdE5OmmFZM3JVUmpCpEOFV8au/7PlU4Of4OjDx38AxYSyEURalpRypZpVqJjFRsoohxQdSHrSKCW0IhQNQTLkZC5jlqGYjaXzKVKGyACSoaYLSVyFSA+ibJqUcb4+qOVylUY8ZQtiWrOqKGGFkJa1K2LCBJIeUXHWrETjZkDKyknLzNc1o2BYJVxoQqQBZEFkCUgPyzouVOxSzSxWrWI1a5bEuJG1qiHZkBIkY1ZCsgHFjJoupEkFStmgnM3aVbtcz5jlrFmKZ+xoTDPytWgcAzElDRAtXwvFzE6jXUOQ9VimQIqNrF0OoTRKYJKvmsWanqtFYhhIvLupKcimgIwg0lJ60S7VzWLVLNXjmZwgpWJp2yo3SKGaJuWMVQqrWTFBMlYlpGAgYTllpUhZQBhKRhKXY5m8EM3YpSrJl41cxSo24pm8IGWglIml83a5YeQqKaOQMcshlE3pRatYMwtVnK9LCQsiTdj45pc+rfvw8YnBnVIsQcZQ0gQpK0hZKGo8g1uQTSjpEGkCIoJsQqRDSQvKGCINoCwv8uSZIQIyIqopxnBU0RNpO19zxDiBks79VYLIgCgDEU/WxlDMQmQICEsJW1QMFNNy5UbSKAYkHXb8YQTEx6MJkg4lTfBy23Ve7QkkXZANARkQ6UDSgzKGCAPJCMpYQDoQNV5qBEQMkSkgw6tQlbsNRrAgYyBqgqRDZAjIECQ9iPQQ0r0xew4BFkCWwCuSRC0o6SEZC5IOJRxERJCMIMJBGQNJA6LmVR5JxKs7RVmIsp3mMBqU9KCk58r1eNqGoh6UTd55VZAtIGIBmUGEoahDSQ8iA0p6CBlhBQuSASSD12dtbDmOPq378PGJYQJkQdkCqKefNa/c8UxXCJCxIFuCwtOrcado0+ixFcRA0qQBCxdbZskxSw01k+OlNMArhSdeKbziubvw/PGUVTPLjl1uZs1yUDY8b0WFQK9hllc4KsgWz6/n9ixQ4SU8pIfpzFHu84ZtQWRBZANkC8gURk0QR/kxOOp5YHbcZkyvGohzumICzySACDKBkuezyNV57mYz1pqGv2RDZAuyIcgGfwO3JxNEjPMNNVUAEt+pBbzBmMAz1TGhTAAfhjQ6Hl5our7Pk08bPq378PGfAY2pce/61va8x4ReCWiHOr1PdV5FREA4pJjRmBniE1iZAMUKyBZAVudKQDzTK49kTSiTSIyEFQwlDSJO611ngs77UdeNfRwvm1AmgsILNU2P9zsDBl2qRXzkvbYt/JBNAfGrBQYyHpdnwg1tgKJDxYAKFrjJFzJBh2QBtyrjpOy5vhCgmJ0KVWvUHsdrCWIKkhlWcFA2oOeJZoAOuo0PgWxAhXidS9FoV8geS5mNBeuiO1IsICUDUhrKuF/ym9752ICBBVnnckqgQ+g95lNcie6+eU1znY77uWRCiQhS1+KqW4VPegpqOBVaniuW1HV/5IRrjCsTAd715t8uGI7pDQvGbMTs4fTR7nrek8qqnUL5GHSo6FDuvcZ0t9C78fFtaTu76NK6x/uCbApIF/gNh0w8D5zRZrYEygR4g+m6x/B/de4Tvr5PlU8Va5nWNV3bGg7mKhcNGgf1iwOafdynYELtw8f6giBjAXXNBXuAOo22ex90Hq+hmTgXZ7hfOe5Y7JLuB7tM571fMXqok3AxhMsRnX7l3YQ0rsuvAYisqQ5z7PN4Db9l7xZE8EAExI8XjxnM6CGP20gvEXMjRtJ7cepeSwQZr74V+5jtd6UkPiRvMOv9PPmUsfab3g1kjzXyp2TNo4vVqVbpPIAyPq372FAxhkOR1YsOlZu9tO4R1uppveOPiMyuxTk3ZA96ZrPjaH0cP3bt17lsbXWY3Xv/h9J675VgDE3/u2+AE2j3qPmner6EMYPp+eAqu+sOlVsZCzL2CqA8dYt/22seCRr//cPxl7eNCGt7tq5lJ0fKoVgZoGzSOEBQLN/ty8cGDCCPYQ1hdDWSC+jcaqqXkbvyQncjXISx+GohRDkB2T1yBL8eWGP9eLl2bEFk89LNjlazykxWHsPsa0QPyYIxzE5Wt7WxHxy/tc4Vbvyb8Ro+0kvro8/3iEtdWjfXcMfQlWJGV6pX2cX6P1U+TayLKlOZn7v9YpK3y1rvB+nDxzpCTx9Ro0faxt2lxU6rI9xZlsQ9C5hdjJHjodeJFHe2zNP+yKgs4zXB6HFLl7upON5IxgrNvSulq7Lq+MMBYwbW887VT369nfLOUF0hpbPMYEBlzEudHeE1cLS3r957hd5V37Hivjn2ye54Rve4ivS/UcDPhPHhY51irfwW1qTFr+n9n6kFrQ+h73W60/V+4OsNPq378OHDxwYFn9Z9+PDhY4OCT+s+fPjwsUFhndB6AKUA0qBMfGNeHz58+PiUsS6a3kXj2T0j8VZASokDU9b7Efrw4cPHRoW13h0pIcb3LDduMIvnxrN7lhvXbYSVuz58+PCxHsFpffGikSVLlgwPDw8NDS1YsGD+/Pnz589fsGDBx+9lmknIA99Fye0i8Va5Pk1O7RiQfB3Ghw8fPj49bB4Y+Opu3124YP6iRYsWLlzIOZ3P1hcsWPDUU099bBFmi34JyjpAer84EEBZvxzJhw8fPj5NfGFSfN+Djnr+L8/ee++9v1klnnvuuffff/+JR37vZ8L48OHDx+cDm06K73/wMa+8POPFF1986aWXXnrppRdffJE/fuaZZ55//vkPPvjAp3UfPnz4+NyAizDDQwtXrFixZMmSxYsXL1q0aHh4eGRkZGho6Mknn/Tz1n348OHj84TukinPhFmxYsWyZcvmzp3rlyP58OHDx+cSvQmOH3zwwW233XbzzTf/3//9n0/rPnz48PG5RHe2vnLlyltuuaWvr6+vr+/GG29cvHjxJ0lw1HVjKzjQL+qTo9qkSLZf1AXFnBjObhNMfyyuFxSzXzS2hIMcfDsf8uaJ4Uy/aEwIZQBaTY48QHhi2Muz3Erwtjkxku2XjMlR7SMOTFDMyVFtcmck2wTTW8LBieGsoJgA4a16xjk5qm8JB7cSBlc7GB8+fHw6EBRzUiQbkFbf8y8gGZMi2c/4HFRQzAmhzJZwcEIoIygmQGQrONgvGoJiCorZL+pbCatpLMppfdnSJXPmzNlrr72+/OUvb7fddrvvvvubb745PDz8SWh9062i231t751223f3vQ92tt11KzCQb2xfbO7QL36MfhoByZAGi1/a6Zs777bfjrvuO0hak6Nr/PgWIHngoceXnB0P++GpcqoUGEumQMYTw5lBs8VJtvnFXXbabb8dd903X99eGiwOGI1+8d92eiSCQiaGM9FEPq7VAghvBQfr7a/tvPv+emHK1iAZkIyvfP07O+26b3Qgvw0cUDKVnXfbb9udvtW9lvjw4eNThqCY2wTTSqYip0qrTrACkhGQjEHSWhPpfxYgKOaWcDDf2H7n3ffPN7bfEgyEE3m2/R4oVQpIxmRRHyQtZ9tdoUzGHWCvCLNy5cr33nvvX//619KlSz+5CNO3eejbBxxxwCHHHXncGV/dff9NthS/vf8Rd971my1h0ttlf2KTiepWcFBQzX7R2GSiuslEdVIkC2Wy6aTYJhPVTSfFNp0U2+O7P5h+/++P/a8fn3bW+YXmDhNCmd6jnRTV+Acni/qmk2Ln/OyyKTvsefHUabFstb/n7wQQnhTOHnL0yb/69QObTYoPktaDD/3pxNPOPfWs87+44167733w0cefsclE9d9+v5OjujRYvPeBh75zwJGbbB7e4Rv7XHrldccde9pPLpiawc3vHnj0uedPPen08447+exEqnjqWecff/LZF1x69QGHHLcl9Jt0+/CxHjApktUL7T899pTzpV23FlK9LwUko1/Uf3rRVRdPnbbJBGW9D3VN2CaYrrg7/+ziq4877tSfXXx1ubXDZJi8a/pvd9v74M37ExPCGauy7cOPPD5gNCZHtd4P8kyYJYsXLV++nKfBjIyM8HLTkZGRZ555ZuXKlR+P1rcMxKXBopQsosFSNJGfFNVj2erFl/98YiQDZbJNKP2tfQ/74X/9+Es7fXOr/oSYLBx1/Bk/POmsTI5OimrfO+S4H5501iFHn7xZf2K/g394xLGn9fWBvm3krYTBoGp1Bz0xnE3i5jEnnvnDk84aJK2J4aySrkTiOTVTHXdLNSmqpUzn+JPPnnrNjVsEBqzqtpddeX3f5pFNJ8X6+oR9v3/00Sf86KPQ+tZCqr3DntNuvH3vA47YZLPQnt89pEJ37uvrO/Ws87+21/fOv/hqlCr3bY2mXnMj+8qel155fV8fQKnS9w8/cetger2fHD58bISYFMl+bY8Dbrnj1+3t9xhH6xNC6Vx9+59ccMWZP7l404/w819f2HRS7NCjT9nnoGP6+vr2OeiYQ485pa9v8iFHnfzt/Q7fvD8hKOZm/YnzL7lKL0wZR+ub9Q/s/u0DX31lxvPPP/+XsfHcc8898cQT77333sdeMgUI90tGv6gHJGNyVM/Y7qVXXDchnNmsP/Gt/Q770TkX7bzTXudfcnW58ZUfnnTmIUefvPveB5/908vs6nb33vfQV/fY/6jjz/jBkSfX2Nd++ev7Lrz0mjPOvlBOl7siTEAyBMU894Kpex9wxH4H//Cgw0+cHNUnR7UAwqsVaiZFNTlduvSK67YWUkq6fMsdv77kimmXXXl92nL3/O4hR3202bqgmH1bSQceevz+Bx/7hf7EhFCmb2u5veNeJ5x6DhT1Pfc59Oc33Hbpldcd9sNTcemLF1/+862DqcmivkVg4DOu3PnwsaFCUMy+LcTTz75wu52/PY7WBcXcEiSr9Ktn//SyL0yKrfehrglfmBz/7oFHTb36xu23323q1Td+98Cj+vrAMSee+c19D9u8PwFlsk0wfckV07R8exytf2FyYu/9D3vqycfvv//+B8bGb37zm8cee+w/rTKdHNXTlnPJ1GnbhNJ9E5STf3TeN755UF/fpied/pOdd9vv/EuuQqlS3xbRy6683t1ut3N/NrWvL6Dl2RXX3NS3FZoQzmwlpA87+pRDjjp500nxCaH0xHAWICwli9fecNuWYGCTCeq/XYztF/Ukblx6xXUTw5l+Ud8SJqGMm1/c5cyfXPz1vb535HGn920jByQDICwo5jah9MRwZrUb3GSieshRJ+970DGbTo5v1p9wt931lDN/BhDerD9x8dRpRvGLAWRcdPnPW1/6xoWXXbt5YEBQTDld9ldNffhYX+iboJz1k0u+uMNeW8HBzq/bWyPdWkg52+764/Mu3WTCZ3e2/oXJ8b0POOLOu+87/PDj77z7vr0POKKvDxx9wo/22udQTutbC6mLp/48m2OrijBcW1+6dGmvAsNFmGefffZjizDjaH1SRMOlL1530x2TRa1vgnLcyT/e/wfHbrO1dNZPLtn+a3ufd+EVheZXQqp1+VU3NKZ8/ZLLp02MZN3tdvvpRVelTId+efet++OH//DUHxz5X31bRJ1td624O28dTIkDhWtvuDWWrcb1+o677vvh1BmQDKu67fW/uFNQTCVd3uEb+wQkw9l21zPOuWjXb3//lB/9dEIoI6fKoZi9NRys0J0r9Ku9Oj4HQHhLkDzhlHMOO+bUzSbIbPvdz7voSjVbCcXsSRFt6jU32tUvC6p5xTU3tb70jcuvvmFiJNv60jfOPf/yzQMD6/3k8OFjIwRAeCshdfHUaV/f43sTw9mt4GCNfbXs7DQxnOGpcTvsss8lV1y3jZD6zM69Np0UO/jIkw467MS+vr6DDjvx4CNP6usLnHrW+fv/4NjNJsf5UUy76Xarsh1fm+yil9bfe++9995779133125cuWCBQvmzZu3FvLWtwTJvfY59K57Hig5O24eGIjrtR+fd+kll1975PFnwEi2Sne+4pobL7vq+h133VdJVx559MmLLv/5pVdcZ1a2lRL50398wSWXXXPaWRegwdLmk9TvHHDU1/f63haBgYnhzPZf/87lV9941c9v3uEb+0wIj2fhLiZFtYRen3r1jXfd88CpZ53fL+r7H/zDS6ZOu/SK6zI2bXxxl1vvvOeSK667/OobauyrEwPxn1wwdefd999iFS7eCgx+fc/v3XLHPTffdrfzxa/v+q2DrvvFHRdedu3Uq29M4maxtcMV19x02VXXf3WPAwLBwb32PeySK6677Mrri60d/WQYHz7WC7YOpg46/MQ7777vupvuKDS/MgkM/OyiK3fYZZ8tQXKbYDrf+Mq0G2+/8+77Djnqv7YJpgFa/wNeFVvC5M6777/btw/efMvIbt8+eIdv7DMxmL7p1l/99KIrJ4YzWwupQvMrd93zwLf2O3xLkOz9IKf1JUsWzZs379Zbb7377rvvuuuuX/ziFzNnzhwaGlo75UgA4YmRrOClkWr9oh5UrUkRrV80JkayUCaCYm4BkmZl22uvu5Wne/Oc98lRLahaXDoflzbelUomrpnTe9FNMO8+GN2FYvJn5HSZfnl3nh+66hZ4Qnq/qAuqNSmqdVNHu2PgGfoByRi3r/V+cvjwsXGCEw6XWNVM1f3ybhNCnmYrKCQg4c943jrnnFH2i/KyGK1bxyMoZGIku+rdBqf1pUsWj4yM7L777rwcaZdddpk3b95apPUxaZUAYY7e//aLRlyv7/at7/NbpNW+cxw+5KXVvnPcZld9KYDwuKWVVY9iTWMbN5iPPjYfPnysI4z5dUvGuF/3h9PLZxaro5rx7+G0PjI8tHz58nfffXe33XbbZZddli1bNjw8vHZEmI+OgGRsCQc/yxdPHz58+Pjso7ccaenSpVxSHxkZmTt3ru8J48OHDx+fP/BypKWLFy9dunR4eHjx4sUjIyO86d3ChQv//Oc/f4xMmKcfezgWi/f1gU0nxvomKD58+PDhYz2gD+y4y96v/ePvs2fPnjVr1syZM998880333xz5syZf/vb3x577LH33nvvI+Wt7/bjBx79wwN77/2d/b5/9MFHnPT9j4ADDzvhwEOPX4/4/uEnfpRx+vDhw8fnCHsfcORNt971z3++88ILL3T7IvF44YUX5s+f/8EHHzzxp9/vcvrd/4bWd/nRvY8/8vuFCxd+4Icffvjhx/qN999fsWLFytXFihUrli5d+rv77t7tzOkfRuvbXfL6UTe+9PCDv/nFR4ubbrrp+uuvf/rppxcvXjy8PmLZsmVvvPHGLbfccsMNN9zkhx9++LEBxS9+cROn2TXFDddf//v7f33irS+TE/97jbT+pYv+cdKdf//XspFZs2a98847M2fOfGPNMXPmzHfeeWf27NnTp09/+eWXuajPY2RkZPHixUuWLBlZtGjdcfqiRYtef/31X/7yl6+++urbb7/9lh9++OHHBhGzZs16++23Z82a9eaaY+bMmbNnz/5/y0fOvOcN47hHPozWj7/tf/9vxeLly5f9z4yX77//wYceeuShh/74+4ce/uPDj/73n57448OP/v6hhx96u5q3AgAACgpJREFU6I8PPfTH+x94cMaMl997773nn3/+6aefXrFixfDw8NDQ0JIlS5YuXfrO22+//to/FixcuGLluytWrly6bBk3NFhTLFmyZLXPj4yMLFmyZNGiRaveECxduvTRRx+dPn36v/71r8V++OGHHxtKLF269J133nnmmWf+suZ45plnXnnllfffXXr6Xa/9e1p/f+WSf/7zn/dMv2/mrDlz54/MmTs0d97wG7Pe/vOLz785852584bnzB2aN3/Ra2/M/uWvfj00NMR3wGl96dKlL//PCxf95IxrLz//pmlTr7n8/IvO+9Ftv7j+1ZdfXrny3aVLlw4NDXXZ//333//ggw9WrFixcOFCXg67KqcvWLDgrbfemjNnzuzZs8ddGJYuXfrEE09Mnz59+fLlH3Oi74cffvjx2Y2RkZGnnnpq1qxZixcvHlldcOevp55+auGct868582PROszZ8586KFHFgwtmTl77qy3582bu/icW86p/dQ8ZtqRC+cvnzV77ltvz3v7nwvv/c1v586d20vrK1asvPfuOx6491dPP/Xkb+6996knH3v5padvu/GSI7//zQvOO/P1115bvHjx8PDwkiVL3njjjQsvvPD0009/5JFH5syZc/jhh/N12pGRkaGhoeXLl7///vvvvffeiy++eNppp/3qV78677zz3n333V5m92ndDz/82CBjaGjomWee4WS4pvcsWbLkpZdemvPW6x+V1mfNmvW73z/8z7lDs99eMH/O4qF5K06/7ZRv/2Hn3a786oqFH8ybs/iddxbOfGvO9HsfmDdvXi+tv/vuv+64+br7770LG/qmm34BCrDdprfees1fnnnwxCO+fesvrlu2bPnIyMjKlSsPP/zwc84558EHH3z44YffeeedAw888Lbbbps+ffrw8PDKlSv/+te/XnvttTNmzHjllVdOOOGE22+//ayzzvJp3Q8//NgYgtP6ggULhoeHRxYtGl60aHjRopFejIwsXrz4xRdemDv7jY9B6w/+7g9z544889cXrrjzqit+dc0Prv3ewY9+m55bu+d39/3ywbv/+tLLb82ed8/0+1ah9f/3y1tvuP7nV6qq0mg2kslBbk9z7jkn3/Lzn9x+y/VLly1ftGgRp/Vjjjnm0Ucf5crMjjvueO655+6///733HPPq6++euihh1577bXHHnvsfffdd/rpp99xxx1nn322T+t++OHHxhCc1hcuXDjnn/+c9dprs994460335z15puzZs2a9dZbs956a/bbby9atOiFF16Y99Fp/a23Zv32d38Ymr/s9Gmn7XHTTkfef+CZj5/0vSf2QFO3iV8YCP14i+9dut/sWQum33v/OFpf+e679959+zVTL95jj93323//ffbZJxqN9vX1fXOvXa655NQbr7t6xYqVfBV07ty511577b777nvssce+/fbbBxxwwMjIyD333HPRRRdde+21O+20080337z33ntfeOGF55xzjk/rfvjhx8YT3KBxeGTk1RdeeOlPf/r7o4++fP/9L9xxxxPnnvv4mWc+/qMfPXrZZXPnzXvxpZc+Fq2/9dsHHxqau/zYq44ZvCRUvD7VvBMbt0uxS/tD52y+1al9e12w26zX598zfTytL1u2/M9PPn7VJed873v7GZg4jlOpVLbZZsIxRx9841Xn3Hn7LZzWh4aGZsyYsWLFihkzZnzpS1966aWXDjrooIULF955550XXHDBXXfd9a1vfeuZZ555+umnH3nkkRNOOOHWW28944wzVqX1J5980qd1P/zwYwMLTutDS5a88vjjL5555j/OOON/Tznl1ZNOevmII2YceuiM73//2VNOmf3OOx+b1h/47UOz35r/8OOPnnjFiSdN/a/8aZr48y0KZ2g/uubMH19/9u//+5E33vjn3b++dxytL1q0+J/vvHPZ+Wded+3Fe+zxjWKxgDFuOa1bb7rswnNOeOGFF5YtWzYyMrJ06dJp06btv//+3/3ud6+77rr58+efccYZCxYsePDBB6dNm7Z48eLzzz//sMMOO//88x9//PFLL730/vvvv+qqq1asWOHTuh9++LHBh0frIyOvPvfcw1de+di0aY9df/3jN974xM03P3HLLY/dfPMz9923cGjor3/968ej9fsf+P0/Xnvrb3+bOfP1uW/9fcHO53+5/6o+55zyS8///e03h/7xj9mvvPr6XXdPnz9/fi+tDw8PL1m69O9/+98brr5o6oWnnXf28aeffMRlF//oxqvPueDcMxYODS/qKVB6++2358yZs3z5cp6yMzw8zB8sXrx4yZIls2fPnjNnTjeVZ9W0d5/W/fDDjw0yOK3Pmzdv3oIFc4eGxmN4eN7Q0PDw8PPP/+Xj0fp9D/zu7/+Y9T8z/v7KK6//49XZe/7sGxPO6tvux/T552b87/++OePl12a8/I9f3bUaWh8eGlq2bPnQ0NDLL734hwen33zd1KkXnX3N1Atff/31JUvGVKIuWrSo23e1l9Z7X+0+6dO6H374sZEEp/W5c+fOW3MsXLjw49H6rFmzfnPfg/94bfb/zPj7jJdfe+XVNx596slbf3fnHx7/71deeX3Gy6/NePm1l1957c5f/nqcCNONRYsWLV26bPnyFStWvrvy3X+tfPdfi9dQR/qJw6d1P/zwY4OMoaGhp59+esGCBfPXHMPDw3/5y/NzZ3+0vPX/W7F4/vz5v55+74O/++Mjjz75xz898cdHnnj8sWf//MSLTzz+3B//9MQf//TEnx596oHf/uFXd/168ZLFzz333LPPPrty5crVVkOtu1i2bNnTTz/t07offvixgcWiRYueffbZF1544fXXX39tDfH3/9/O3by0DcdxHP97NuaGoLX7A+ZoFTYQtkJ7qFfZsFIQb9Jd7M2HPRV3KV6UaGgvVUgiCIppbVZ7m6GwGgkMiiW//PJgUod6KMy6SVsvZQ2fN69Djjl9yCF8K5WD/X1a//Uh28VNmEtbp5SeniocL3CcwPF/7N4+cwIv7CrKmeu6zV9WGo2GYRi9PJvgOI4oiplMBrOOEPJShJBarVYulyVJ+n5fkiQVi8VqtXrlGl3dhLm0dU3TKKW2bbXXnFdVVRmGYRiGZdmtHsaybDqdLpVKrccjEULIAxFCjE5RSn9f6J1nfW5DvnIo1UmXdKLZlqmeKYW8eFTI91JePJRPflim0f3bAgB4ybVLEx1nfXZddkztvF5/gPM6IcQ0rd7TKX3YqwIAeIhrafNsu1mPT3xTX678DKXkt18BAOB/F0rJY18Uf6Iw8Cb5z6xHFx69nnuR4J+823wMAAB94tk0+3RqbTC8GIzttM76sX8yORRaeh5dHQ4v+yIrAADQH8LLvsjH0ffZ4Mydr/XjkejCSOTzq9m98TgHAAD9JTizHYjl/p51X/jTeJwPxHIAANCPMOsAAJ5yAxwUNJTBSyOgAAAAAElFTkSuQmCC" /><br />
<h2>
Output Loop5.c</h2>
<br />
<img alt="" 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eqdodHFazfsPHz8wqLlb1+5cR/lG5/99It1G3dt3XX4yMkLulk/dPz8omXrTp29unbDztYufuEb6zfvONRFhPxc4uipizv3HV+9fvvuAyeFsMXIP8bpiFMRo8KwKpejPU60BYdb7GiLE/F52R3P8L2J9VYcbZ0ge2zywulUKQYn23CizUl22KmOdJwU5RgvoyYElbEFvRfYZPyN43s8in/mZsxORPTeqiDyAlhObQKd+2qmT0mUNCcdgBcLezZG9mds7HQm3RKe4/IUND+zJadOToYZ89gkePNIJi1vGpQESBGRIiBEgxIRKRjhVCZTskGmCjN1OV7wiwYlQkoCAdkgRRiHJato65maVbLFCCSFFCFBz0gJUuIPRmz5Dpme0g0/Fx16rej9FhudV+hjgDOS37Xf3rbbLuOcn4Ur1pTf3V6ToyYpwLBubd5RX/hGiRSgn4OZcmbXPnv7HtudkUf5TL6e7SNAupxB+UxtMLd1V33j1trbm6tK3GzMyDMyYhX02rxCHz3VxZtrK1/pAk/Po3wmX2u6KDm5AQpUG7l8LUsEYTCEBkebLka/xMWmbU0XEeNruChlrGKmUM/+6rczPv3JCMxnBp7N+GQVSEvGxq37Ya4R4JOMDN5cu2XTtgNSNDuV6Xyy7Mx6d8fBamNuIJjsZ2JzFq7atf/E/KVr+5goI4O3392za/+JfG0mwSd/9du/3n3g5PY9x9REfoCOjMxaunPf8VXrthHBJCmkMuWR+uDrRDBJS4YUzW7bfWTnvuNWcZgQUq8cpt8TY1Qkq2om0o8jbTjs83Ku7UiLHW11oj4c8TnjFp0I2J0xbb25dhprdeJtnuF4m5NosxNtTqINx9ucZFst1Z2IBDkJ8LJFa5BW4Uv0EHYqZF9A4Rck6o2H85MQ/yWEneruOZviaCylZCzDilUgq4DmMu+UnBPPXpCzOIH1FyYdeskq7JgsTive8iaYyFF5JsUQUBIkgjCowVzVlsOQYCMkHyclEJAALUJaRH4RcCGYr2AxBPxcLJkugFyRFOKUBEnJC+chKZmvnM6vnum6bvRS4X4OcZrJqGY/C3nN9HOwM2B0+o0AD4Mh1EOCTr/BKshLI+n0G3004DXEa4gINrf00r297YkgJAXo52FnwOgMGF0EYGTkAZFV0AALeQ29wEXg67kINl14HA/wkBAgr3l7Bt+uC1KAHX6j1shlypkuArwwmb0zoHmJK7xm9pDhzoD2vK7t5ad3+NVAMOlt2cdEOwNaHx3lNZNVYDcR6gxoA2wslCzeuvdBDxXpGFBoyeBD1gAX7wxoPWTY2w8ppAJ8cye0DDoDWmdAIwX9R+1lEtQQr0SNMI0j09ywl3Dd4ng1NdFJQJ+EdWeC7M+kxIxj3WM6TrTheCtO+vLJgKKGOBlyskWrkPkKpiNP5ZgUnnv/NCGds6rFNtVzk1NNVoGsYnCKwX0TpqNn7w0mp0JOAaxi8JNYzKomNyEZNQWTpl914lCfPc4Xk/35uwjTlOzRWLY4mJQtPtnQGIUNSkJkEEaNvFUoRVNpI10Ip9KkmCKaTDcDAgjp6XShwogGIehqwkyXKpySogRIiiYhgaZK86rp/M3sW9TT/0HXjS5CG+ABJUNaQYyCnvthZQ5wkBSb92peQ6QAx9M/vsy8zfoZ0M8AL6dwXIl+oQ1wkBQnCoK+jovnjXhpWdA3cxEMoR4K9DMgGPrWoMNrZoBPEMHkC6uTUmnny95FiXo/E/Nsyk+Bb9EGuLiXo/knnREppJrHxsZe+WotK+sRVapFOz2ZxYn4cDNCb53K9IjPiT4TsD+T6diEe5uTaHUSniDT4iRbQJQPyjon68yUeHbKYaiIVQCn6HLUlCOIk3VOBS9juoI4FbKKEdSAGjMFTedkg1WnyO5fde5NpltsU1iHnKJLEahETU7WvSQWbkIMQZw2fqswhBBQY5agGewztxPETb5paWiCD5r5bNUPohX4XAz+cvMobJASIoMwDosVB8N0OQ4KuaodNfIBwfB0dkKAcZAxcyVagEQQSlGUKdd4DVACojymywbxqtH8fWF6NxlKptPjnwQlAVpGjIJY1WQ1k1VNPD2fsDKUZLIqoiVoZNJa0nwJEL0qTSOTnruo9Nq8YkS3iCAE2fSXFW2yCnJn5JNm2sv+/jouXujUyKa/9EJXkDv9m7ho6dHnLio2Zua99PxvxWjJqA3ONQtDU/LNPSO/REWhJSMGKjNfX/764rfmLlodShbp7wDrrILcGQsTZv2Fx/aSMzKy+LX5b85d9NZr894UI5lXiXUFsQoSlXAm4neibc28l6jPibTgcNsLmD5l1XTS8qkzobO34HiLE2vD8dZysjeihTgJcqrOaAbbROSL/pgq4lRgWMVyHZdrOAFyrJwa05e9tdOJlBjvRVZOheJmrlyvODhXqilRk1Egq1mTC/FfzndWg6yGWNXi1DSnmpyiJ2CuWLMrNgZWkVcAp0DeU0W0pkjiaS9a3MqX61UbZ/JVOQxZBUzyi8YI7qF8nOMmoyDqK4Lxr2Q6ar43COKwWKjXeTnpZ2NR3cqW6rQECdEgREQGQdwwrXyZFk0yCJVYOl2scQqigogcY/orR/P3gel/n0wZA1z4zsMhVkP+IOimjAEedFMGrcABHvYysIeGt+83Dp/A7X7AaWaH39i5tz4yq+DV2RNB2Ok3ugKGV3HqqRy9NIiB9LmL7v4jzt0Hw1duuAmUvvOgIUZMRkYDHKQk6OdgMIQoEQ5wcICFdx8MHjpmd/gNXkPtA56LvJ8DX+biGe0lCFkFKXHz3qNBIWzSz7ogRTjAwX4W3n34jIsde+vDs/IvOYtAEHYTYN6S4j/+59d++4eZcxYWCQGyk0pIeM0cYOOdfrXDrwb4RFN78av9bIwPWbQEOv1qp1/1lJnJ37peKnLk5MU7Dz7o8KucilgFdhGhTm8nIYsUde+NtAwYGXT4Va89QMeAsufgqU8//8XBo2dPvHc5lXYm05/XzEAw2elXuwLayxdLec2ccCEZk4+NVVA/E7v/+KODR892+NXx5gTNswhZ4y44FVGi7h1bLx3p8GtXbjy49/Dp4RPnDx49q8Tzf9It4ds2i1UQpySjIaES67Ej7ePaC35hnB6ZsnY6SWQf09lxrAXHW51Ym53oQlFWlOOMYjKawag6p3ypVs7IMJLK2K6LXdd13UrNkSOIUYAH0+eYjlhZVyKgXK27jYaDMW40zFyVlcGzOTNfh+nQq7fkFKDEzHIdOw0XN3AdN0KJDCsbnAo4bULVYRXEqzBbrLqNBsbYbTR0lGcVndFMVrM4zeQ1k50Uj3uKCjVWt0mI3wDlE0Z48otokEFDi2dzlTonJwJsOKZbmWKNliAl6ZSkk4KhxGC+YnMyCLCxmJE381VaNCgJEhIifggNAP6sTL/3eIiSISGA4dn5KExXB3O9JEim0yU329admru4eOCY3dqvkyIKp6yDx2w9naFERARhvpbduLW+dkOFEGC+li3a2d4ASFrpXfvrx047cxYWDhzB//TPo7XB3K17DU5DrIJGXy8krbQzkvezEGQz9aFcZ7+xYGnpwFG702/QEoro1sGjtp5OUyKc7IIUYG7MRbaarbq5fgrUh3LFetbPQyVueimJnIpmzp1wAXOZ+lCuo99Y+Ebp4FG7w29QEooY1sFjdspKTz2L4IQLPZPetK128Ji955C9bXd96apy0kzT0gQu+5nY4MxFew+d3rX/RG1wbg8RWrl2696Dp2YvWOVnYnIst2v/iT0HT2Ur04lgcvK3zs8laoOvX7x6p4vQWAUyMty4bf/eQ6creHYfEUpa9T0HT+05eFKO5ZR4bvueo3sPnV7zzs6W7uDRUxcXLX/b18629UpT2r/4uXi+NnPvwVPbdh9R4rnJvdh4zSSCyV4q0ktF+uhoIJhMWbbnIpQsUqI++di6idDi5e8cOHLGI74Sz+3af2LvwVMg6/YRoXxt5t5DpzfvOEQKup7BO/ce33vo9KLlb7d08tdvPy7jWS09QmuvOOVW8Wc2XrVY1aQ0KCgRK0TZkU472mJHPXa3vITpk2J2H476xtqhTJDdjbeU4n0RVeVlg1FNSkOsovNfznRahikz32i42LGx42DcCCctWgGMNqGlTCwqKiCoGflS1W1ub2PXzRQqvGJwz6QMfi2mN1MhZSOaStdd18GO49jYdRMgx8r6ZKZ7exNDZrVuuy7Gtu1iN5uv8qrOaCajWoxiMs0SfA9AgHy28If65iwDpAQIySQkSEo6KaYYCVqFupEpRpJmoVxPwIKfT2rJrJ4pU5JBi4aVr4N0MZy0smU7nMyN5b14C6Tox7yXJtP9fPj6ncFeBmzbU5u3pOjOzF+67vp8qfnLSu+dxz5fcsnK0r4j9ZY+3R80CAH8/IuR6XMKfQzspqAzUnj/o+k//2LG9j310bmF9y7g1rbUzn3167cbN+82Ll93fb7kqbPO0Gj+yg03wMOd++oLlpWGZ+Wv3HB90/RFy8tnLz5Tc0RLiFHgL341fcacwgALeiiAR/LvfzTy8y+mb9tdG51bOH0et7aljpx03nq70tauv7OlumxVqZs01IR5824jwMFd++rzl5amzy5cven62vQlb5bPXXqm5shz8fNfTZ8+uzDAwmdd1JsupqX2HKyfuYD3HrLPXXIvXHFZtbn06n1zAnyyZL927dbDufNXXrlxf/+R92YvWHn6/LV5C1cdPHYOpPHBo2e27T6yYs3mXfuPC6FnEg39XGLotSUe03uoyI49Rw8ePTtv8ZqrNx9YucaZizdWv7190/YDB4+dGxxd/Jvf/+3c+StPvHd58Yp3Fixb9/lf/erG7Ue7D5z0ehJ4O6REI45qV28+XLT87W27j6xcu3WAjY+7I4VUxZ29dOXGpSs3Lli2To7lzl+6vfrt7e9uP3D67DVSeKavQA8ZXrl26/7D73X4VT+fOP7e5a27jqxYs/nc5Vtmzr1688GCN9bvO3T6nS17l7y54ePPfz537vLzV24PzVi0eeehp5/81a27T9Zt2j3e1uYVmclqJhVCjKqHZbkY6bdj05xIC4747GhTPX+W5i047LW1GhPfIy040tJcU23y3WsE1mWEGUGKMyqkVEipJqdA7su1F1qGKZRrNDB26thxXOyGExYtg8n6eDP4VSGv6GaughsudprbO9iNpdKcYjThq411IBjLUmcnpO3miTdfV5GXpc7IelRP29jF2Ma2jV03CXNNWd/rCaNanr4vha1q1XaxjR27gXE2V2VEnZQh6YXkIhwTvqeEw4h8FqOUhF5a+AOa7/L2JhukBAjJIiTUfCwAVoFJq2Tm6tFUlpb0gKDLUStq5EnJIATIKzBlFmCuEkpkKDFFigYpgybTxR+ZPsb0zkDo17+b+dFnw0tXlXy+5PDs/Onz2OdLzV5YPHLS8fmSi98s7T1st/TplAR93anDJ53pcwsdAUOOmcdO47c21E6ebTx5Ouzz6Ws3VD/9yciaDdUyzj14PHjyrOMM5//b//Vavpb9xa+mf/L58PK3Kr7W1MzXC2cuYN80/fXFxWOnsa9NX7aqsu+w3e43OA219etHTzmj8wo9FNCS5on3nLUbq6fPuY8/GPL5Uus2VT/9yci722udfiMYNvtZ4Ocmao4++Xx4+eqyryX12rzC2YvY16bPX1ryao6Wv1Xef7ipvUzr14+cckZfL/TSQEuaJ844azdWT593n3w44WLzjpqvLVXG2S9+M+PxB8MnzuAosCixiap+JjZ30erTF677fB0z5ryxZeehbXuOLFq+3jeN6aEifi7x6P1P1ES+rU+ejNdxpg+OLr5w5XYXoXUGtOu3H3o1R1du3B+evfTeo6ddAY1R4O37H4y+vuLIyYs+X8fovBXnLt70tTO0BPrZ2NmLN+YvXdfPxgbYOCXqpKDn66O3773v6+DG83Amu5u9YNXhE+cPnzi/a/+JhFl/8PjjroDGKvDxB59N4W8PGX5zzZZ9h057WToP3/9UjmVbe8U7Dz4cmm/m7FUAACAASURBVLXk5t0nPl/AKg2fu3x78Yq3N2zZ5/O1vv3unu17jvk6WE5FRDB198HTamPOlJ8mf2amcypkVcCoiFVSEVUsRgZwpNVjuj3G9EmVpa3ev47hvgWHW3Gk1Ym0eAE7jvrsmK8a74JhTpKjtAapEKA1wCmIU6zngT6+CkpLUEe5wSamseu44USGlseTFJGn27AqYpWUbuax28CO49gOdjDGDZQu8arBqJDRTFYbKyLVxpkOmBBgVZNXTL7ZICXd1Me9IF1DtGyEUxkbu9hxMMa44SZhhpUBo47v0GJUk1agGDKr1XoDY2w7ruumczVKMEgJEpJBioiU0oRokRIimp1VACFBQkKkaFIiamaIi4iSICUiWoC0V+EpQ1IGpAQJyQxIplcLSomAEk1SNAkJErJByk3EEyIiJETKiBAAIeikaBCCQXj3ABEQY21yCREQouHZD1ps+W6Z3seEP/58pDGa33fEjugmnpG7eM3t7tGXriqfOod9vuTqt8snz+GWPp0QYVu/fvVWY87iYlu/kS5lHr4/6JuWSpezV2814sg6fMJx3PyOvfUde+tHTjpDrxUuXHG37a6jfPajT0dGZhcOHnOiwBoazV++7nYNGMvfKp+54Ppa9LUbqqfO4k6/waqoizCu327MX1rsCoBcNfv4gyFfZypfz1692Uia6SMnHKeRO3TMrjVyfQHQmJmvurkBDkox89PPh0dm5Q8etaOGNTKrcOWG29VvvLm2cuYi9rWk1m+qnD6LO8ZcXLvdmLek2EWAfC375OmQrzNVsLPXbjUSpuW52HuoPn9pMZVOv725OntB8eJV1xnJB/gm/rxWi5eu3+0eUJat2rRl5+FN2w+s27R7gI7OnLs8Zdm37j4p1GaK4cy8JWumFO4PsPHX5r9558EH3WSoM6Bdvn5v1ryVvVTk5t0n7oyF9x491RIFmG/cvPtk+uxl56/c6R5QVry1+eDRM1ZxqIJn9wQ0j+kdA/Ks+StRYXCAjWcq0+89ekqJulkYfG3em0TwGal9gI13+NUOv9o+oMjx3OMPPtMSBZRvPHzyyRSmdxPhd97de+rMFS9Ov//441x1hhhO3334FE9fcPfhhwNcYnjW0tPnry98Y/3eQ6e7e4Rd+0+s27ir4s6xikMDbPzug6cVd/YrZDqvQl5FnOI1FES8ZEQVOR/rt+MtOOLD4TYcbR0LxlvHg3E75qvHfPVoix0d7x/gc6I+O9KCo621WBcMM5oU4iVIqyatGYymcwoYi4unVk4+y3SMMcYOdrEbTmZoGUwknisWp5qsbMSMTN11McbYtrHjYLeRzVcFxeAUwGompyFOhaxscLLBKganIV41WQ0wIciqlsd0rrkuihhFZ2XAyQanGowMwqmMjfEzTFcgo6UZFXktsUgZkpLBykapUncbjuPUsIutXJUSdE/WIMVmME4EdVLQKcEgBJ0QDEIwCEEnBd2jEiFD0ovTvcYsEiJEgxBSpJAiRUhIniOP0YgUESl7bwGkaBDBFCnoTUxP/Cb4C7JvWU/vZ8O7D9qdhGGWMpu21/wc2LSjduP20IefjKx+pzKtK3X+Cv70p8OshnpooCTNn/1y+oFjdidh9HNg+ZryzbtDjz4Y3ryzOjwr/8ZbJZ8vMXdxYcWa8poNlUvXBi9da5w8iyNGZs9Bu5eG2Wpuy64aIcAtO2s37wx99On0dRurHb3GpWuNz346IkZMPw8juvWLL2YcPu700YAU4Mp1ldv3ht5/OrJ1V23m3MLyt8o+X2rh8tLKdZVpHfrajZXFK0o9FJBj5r7Ddh8N8rXslp01cszFx5+NubjufvbTESFs+nkYBdbPv5hx6LjTxwBShKte5GLe0tLqtyvrNlX/8T+/9td/O7pyXYWSJvXvlQGnone3Hzh36eYvfvX7wyfOs5Jx/vLtG7cfHT5+Pqii+uDrDx5/fOfBh6vWb6WEZxps9TPRPQdP/eJXv0+YtT46mimP3Lzz5Nbd99dt3EWysTkLV917+PTBk4+rjbkVd/a//Pf/cfXmg8vX7kVBJZW2r958cPP2o937T/Ca2U1ou/afwNMX+LkEKeqr1m27de/9e4+e4pEFAf5LkUoEU3MXvXXv4dOHTz4eHl0yGb6sAolg8sqN+5/+5JdCKD3AxfH0BQ8ef3z3wYcLlq0j2Zjn4va995NmfeEb6/+P//LPV2/cP/HeZT5klpxZdx98ePPuk3Ubd1GvVHvxmO4Rk1URo0JWSYVULRMhnMg015PUoy0exO3m2mmLp7rYY83EmxF6xGdHO0qRARDiJCUSlCAnZ1jF5FSDU3VOhawGWQ1MKex8EdMdjB0X41DSohSDU732XiavmqykhxPpqo0xdrHTVL2LlboYMjgZNGtHFSBqIK5nkyAvRRCnAF5FrAYZDXGqFRyL0zkV8aoRSpgpmAvHLV7RGdmIpLKT4/S4kaFEg/TKf0RAiZ4YbRDBlGEVncGGM4jrjUYomSaElKdpUCIkRYOWdDVuplDOsPKGldetQszIyBHAqzop6E0NRIYBGRISoiREBXVegdFUNpbKspJBCjolIbIpnQNS8lQXRIoGK+mRhBXTM2IIkEKSkiAhmcQPVkV59UzXdaOLCPVzkJJhPwcCAgwIsJ8DtAoDIuznACXDgAC9BHZSgpQMB3gQECAlQ0KAfSzwupP3cyAQBN5m/iDoZYx+3mCUZjkGq6BAEHGaSQiIUUxaRoSAgmGTVhApeB1xJ2YJeaOFGBl5lURefgunIlKEtNTsoOt1aJsyhIgIwvHEc0ZGpACFcPNBs+nuFBfKcy6ECRe0BIkgbB8wNm2rLX+r3D5gTEl8JILJlGVXG3N37ju++8CJtl6JkYEQTlOiTkuGV9gZDFkvbITLKtDLAffKkVgFBkMWKaQYGXiLn7xmdvq1uYveunbrYRcR8rryek16hXCaFHVvHZIUdEYGXuESEUwFQ5ZH7ZcsUbIqIsZKn56Ppj2ZfnyR09vAOwtGBoSQCoYsVoGtvcLGbfsPHD3bRYRoyaAkw9PlgyGLEFLfXe781zRW9XqII04xWNWgNZORoSpFkEpXIt31WPvkmtLmdIhIS7Mrb6TNibS6EZ8b9dWj7ZkwFVE1XknQGmSUDCtnOAVyXgTdLBR6gfcm02Wow9xgw8XYcbDtujiUtCgZcGPFpaxsKBFUqjoudrHtYMfGGFfqthqHrKKPd24JKjpKF7HbwK5bqNhSCHIyZDXEaianWryKeA2xmsXKIKanbdfFDbdq43DcosVUOJH19HTHcXDDjelpQtAJCY6VdHoVmIAUDFZGCVS08pVIKks3S3ggISFSApSYiINsvdFwXBe7Lm64TsN1XLeO3WKlnoIFVkoSQoKQASGbAckkRYNTjHS+5rgN7DYy+Sqv6KQACdEiJJOQDVIyCAkGREhLOsqUHLfhNtxixRY0T3gxiR9s55bvC9PHf+x4f0pCbNr4i5P/xC9++txnQIgwIMCAAJoanAhoGdIKohVv/ouX3DqWljtpJMWXPWW/qhX1C+dmTH7xm7nwbhvPvz7AxucvXXvhyu39h98LhixmUqW1twEjf+nAiimzLKbMx2BkyMiQFFLZyvT5S9dOruJ5bpjGy3b70r/VNzm28ad+PuGMzB+Zvez5Y/tOYf21TIOMBukQYjUQVPSgDBnFZFSLVaAgJ6KKBEJcLhKoRrvcSEsj4mt4o3+iPjfia4R9ONpSj04rx3rSESIRCkpKiFFSpAZJDdKqySom12x9ZbFqtpkD/jKm5wfdhoMdBzuui0PJNCXDZvmlAsSQkSvVXLfhJbq4GNuOG02mGUVnNeR1Q2RloMXNmo1d13UwdtxGEuRYGbKqyWoWr1qe8MKoJqeAYqXuNlzsOK7rWrkyySe0WMZ2XIxtBzu44cYMj+loTOUwAxIkJEBJiBTSBK9TwTgZ1CnBIiTTM1ICrJQo1mqO62IHYxtj73wwdrxfF41GtlgVQwYppgjJDEhWQNBDibSDGw7G2HHcRgOYBSqojzEdet4DwVRUzzjeKoLjuINu3MgQov7DLR36xvZtzsTwmN7LfKkzSoa9DOhjJ+L0Xgb4g82nX2YBAfYyYIAHAzzoZUBAgD20QUwqaxovW/VWdQJBRAQRr5mcavKaGeARLcFmgcPXntzoDcl7ofFaM5N9PE4P8F89ZZTXUD8DjEw6Bq0BburGvGb6+UQXEeohw+ORKSODwFiXxAE2TkvGnzrIdICNk4JOijotA0rUB9j497Du34vxA9/LfpCTEkIgr4Kg3NTWKQ1RGmJkyMtJRdVioSAIk5mwPx/2FyMDpUhfIeLPRQKZsB+E6IimiGqCVgCtQlYDnKrTmsF4LcgVwKqI0dKMmuGaaebPHsALmI4d7LgYh5MZWkacYnIK4hXdzBWdhouxgx3bdRzsNlIgx0q6F/SwmslqJiMbkaRlO9h1bYxt7LrAKrDe7Itmg1xIy4CUESvppaqXuFh3XTdfqpJ8IhQbi9ObTM8QgjGJ6SggQVKGpIgoAbKyLkUAKxmkACeYLkJGTGaLFexlrze5bjvYdhzbcWwH2+6gW6nbchgFeEBKFhHUtRiysetiGzt117Vt7Ibi6QCvkxIiZESKkBSMYMgo123sYuzUMLZxoxFOmp7m88oh+71i+p88u66PCW/dXWdU5EXW3v9JCRIi9AuwlwUXrrrL15Y7AgYpwXa/8faWanUw18MYHrs9cJNjgTkpQ38Q+HnwzpbqhauNk2fdBctLlAy37K6NuQCkCAICICVAiMAvgAEOXLrurlhb6aEgp5rdFNy4tWYP5/084lSTUUxKhJSIOBWxCmJkxGmIGX8gN+NrKWru2Fv3Ztd5L3pSCasgWkaEAK9cd1eurfRSgFNRDwU2bK3aQzlvzdObheTltIy7YBXUzwA5Zt5/PHThqiuEmxOUXmKkoBsZvH3P0S4iFEe1p5/+VaY84skXjAw98cTbkpYMT6LhmmOSdO8pI8Ortx7effDhnQcf7Nx3PMAnvheR7w/KWDXNKWlegc2VQ63ZdJBWAaUZjIaYEKRUnVZ1WjU4JSWocVmLKGpI0CK8lggqKV42eBmwCmIUi1UsTvFyFgGnjC1vaiajeV1wAa8a3JetkcpQh/lGw2M6drEbSmQY2QyqiJNTulWou67tZY47juu6KF3kFYNVEONN1WiuCoBw0qo72HXrGNfdhqujHCUalAxJybtuDVICARHSYqpcrTVcjB3bbbi5YpXgk1o8Z2MX4zrGjqenjzPdS1PxgmJC0JUoyldqFcdJFyu8CggREBIiJESJiBJSchjkStWqjau2U7Xtmu3ghuu6nlJfx9h23UauWGMlgxQhJQJGTKTzpUbDc113XbdQrnOKQQoGKUFKBIyQMrNlx3UdbGNcwy7Ol+ucohOC/h8poeUVMN2rOXr/42EuhHpoIMZMWoEefL0H0/zG+s2Vo6cdX69OiHCAA6vfrpilTB8HAgIUokjPpmPI6qEBoyJGhYQIexhj5rzCqXPYmZ6/fnvov/yfo9la5sGTIS6EehggxkxaBt6W3oN2v/725sqRk7avN0VJ0C/At96pZCrZgIAYBWkJCxWyqXTGz0EhjIIhxCooGEJCGLEKEsJICCFaQkrc/PCTIW+VVUuawRASwub4lt0k2LS9evy00z5geGPt1myoZCsZT3xXEybKZ/R0erILWoIwmzn+nvOzX8745PPpB47aWtKaPLtuivGa2RXQtu0+8u72A310tJsM333w4az5K710Q05FVnFYzzhEMBngk1qikC6NhFLFABeXolmQda3SMKtAMZz+6LOfi5EMpyItWXjlfPxBmpLhlAynQlYDjGYymsVpkFMNb+A92/x1CFjVYFVjcvdwTjFYRae1FBXSaQ2yisUpFqMiMoRoDY2NjZ7cIBdyGhgbEPEipkswhfKNhut4ejrG4WSWkSEnpeJGZgzojuM42G1kilVeNbwq0/GRGoxq0TLUEumag7HreHDUYY4UUqQEyGYyuKdNW4xolKu1hutiB7sNN1tqMr2OXYxr3m0jPkl7mcR0QEsgV6ziwYaNbXewkYR5T3YnJdCcLiSkWNmQwmnP5IgVTWayhYrjug52vIR6jBspVCCFFClBQtSFEKjUHeziZnZmo2FYBVJIkqJBBJNxPec4DYwdx6lh7NSwq8YsIpgaazPw6jn7/WH6n5z34ufDN+8NtvXrg6P5jduq5UZ232G7tT01fW5hx756S2ty0YrSviN2S5/ezzfzXnL1bA9jdJJGZTB3/fbQnQeDJTc7b1lp0/aazxdftKJ052HjzEV84iw2rPT9x4O1odyVG27bgNF4Lb9hW7Xs5sZc5Mdd7DlUb+lLDXCGmkA/++VIvp7pZYxuyqgPZW/cGbr3cLA+mF+0vPTu9prPl1y7sfrO5mprW2rLztrKtc3+6bfvN7oCYMacwrvbq/Zw/uAxu61LnzW/uPtgvaU99cbq8vjsuiiwfv7F9KKdDfCwjwHOcP7m3aF7Dwdrg7lxF0tXlp9+Mrxpe23Jm6VFy0uUhJSY+RJNnxRSMVi5ff8DOZplZKPDr753/sbo6yv6mCinou17jl25cf/uww8HRxeHUsVzl29dunz74rW7kVju8PHzH336s8vX7+3af0KKZn79u7/Zue/41l1H5FiOEl9hhf0P1yCnQlZD3lyeZrafgpqtshRvMjjkVMgpqDkDSEGMCjkZ8jJiVZNWEaNCToG8DDjFG/rTJLX3gG9m10BWRZOLQl/E9Fxj0HWw7a2RhhNpStTDcatqO7aLHcfxchyLlboUBrRiNAcJKZBVDEYGlIQIwZBjVtXBjosd7Lium4I5QkyRkldlA0kJBCTkFy1GNCp/EtNF6E13IyTAKahStV0v69F10/kaJRiEBElZJyVAiiYpIUKEfj7l51N+IUVKKVpM8ErCzBRtjB3bxk4dY6dUs3kVBESDkEw/b0SNXFOFd3AT3HEzwMcFDZbrjotd7NgY207DNawSJeikiEjJ/HrT6f5D2becy9hDhT76bGTNxsr2vbUADxqv5c9ddn0tqdeXFE+cGa8jtVv6dFKCvh799Hk8c16hkzQGeLBkZenc5cYHH488/GCQCYId++qr15U3bqsufrP08P3Bs5dcX1vy05+OFHH2ydOhNRsr2/fWAxwYfJGLPYfqzbKmcReE0c8bS1aWzl12P/h45MGTIUaAO/fX31pf3X3QTqYzARaaxayRzRACEiLmJ58Pr99U3bmvTgpo5tzCxavNUtXT56fOrmsfMN67gL3ZdZQIl68uX7jS+OjT6Y8+GGIltOtA/a31lV3763o6vWFr9e/+8bU//PXoslVlQoDM2OiD8fEClGR4X+AeKrJ195F1m3Z7XVw6A9rZizdHX1/RTYby9Zn3Hj71dbCF+syzl24uf2vz7gMnfb7uzTsOrnlnx9GTF+yheb5W6tbdJxV3tjt9weq3t2/ddfjU2WtE8Mcpo9+U6VO71I53hfU+Ozg2+mfc4Ng6+fjsCMgpkFPgOKO5qS0Yx7u1PHMAk7QXoMNcwyvNx47jNsJxIGt6uWrjSZpDpYrViEWLSUoxSAURMiS8bD8RkhIiBF2NpmvOWJK766ZgnhjLCicl6CU4BCRIS0a5Wmtg10tb9LQXNZ5xsOtixwP9mPYCSQnSImpWDImAU2GlarvYxdhpNJx0vkKKRkBEpJdpLlkB0aQEQ4mgJMxZ+XKuUstXaoVypVSu2g7GuO5g28HYcd1QAgWCSUpEhIhISbfylbFF4DpuuLlSTVASVqbkug1sO45Tdxo4X7VZ2SAFSIo/1Abo3y+mdxGhX/56xtVbjdXvVHzTUjNeL5w+j32+eGNm/ugpx+dLzl1c3Lan7uvRKRn6ulOHTzjOjPy0AcMqpx8+GfK1J81S5sott6VLX/du5erNxlsbKiNzCqfP43lLiweO2e9/PGTk0z/9xcjLXWzeVXuRi8zDJ0O+9pRZyly67rZ0pda/W716q/Hujlo/B2kZsgpiVZOWEaeZX/xm+vXbg2s2VH2dxtxFxXOXXJ8vOX1O8cQZ7GtLLXyjtH1PvW3S7LrGzHw3CfK1zJMPB31der6evXar0dZrbNhavX67sWVnjVFgDw227KzNWTi15sj76vKaqSYKrIpoGUT00p0HHwRDJqNAXjOn9cvHTl9qzFzUTYby9dE79z/w+fyoMHj20q0312zZtueoz9fyzua9azfuOnDkTL426vP1Xb/9CE9fQIm6zxfoJkKf/OSXL8mc+dG+qU1M9WRVxCiQUSDTFGTGxgBNCslf0kr3y3Y+vj0tQx2N573gOnYTSZjNlzFuOA7G2HZwzcZuJJEm+SQ1UZ/pTe1p9jB5EdNzhKCTYnMbSkSUBAMSoGXdY7q3HJorVgk+pcbTjuNlzIwxPQimMl2CnAor1Tp2McZ2w3Uy+TIhGoRkegX3RFDnVAAzJdtxseu6jWZXsobrut6iKa452HYc7DbcFExTQtJrJxAQjWAIVOqOi7Hj1B2MbewWy7W6p8bYjoOdKsZqwiSC+iSg/8VpL98y0/18+Nb9odZ+ffU7lbUbKxHDPH/FfXdz7eH7w0dPOz5f8tJ191e/m97Pgz4W0Ar8238YPXDMbhswxCg6fR5v2lG/cLVx8Zo7Or9w5KTj8yU276wdOeXsO2zv2GffuNvYtqcWQ9aNuw3PxZoNlYhhTXFx+br7xW++wsX5K3h0XuHQcdvnS+w6UF//bqWlJbl5R3XFmlJbf0qKodv3G9MGwNpN1XWbqnEzc+laY/NW+8mHIyfOYF+bfu1W49e/nUEKiAgiIWz+3T+OHjpudxFAS1pnL+Itu+qXrw9euubOXlg8etLx+ZLb99QPHbPf3VH7+LORh0+GT5zBMTjRG4BTESUaIIuv3ngQ4JOdAW3PgZNrN+7soSKciijJEMLpv//Hfzp47FwXoWnJwpkLN7bvPnLu0s0Va7bkqjOu3nzw7ua9V2/eL1amnz537eadJ1t2Hj536WZcL23fc/TA0TMnzlzZc+DUC3Pbf7T/fzZ1vsTL7RvsfKzs3qRlmPLyXpxmski5UrObQbuno2Mbu0mYJYWEl1k4qaHKK2C662KMnYaLM/kKKRqEhCgJkoKuRGGxUsduA3vSOXYcjJsn4N2vvDjdwdh1UaZICSmP6YQEiGAipme8Q7C9YB67Dvb+CBg3GrpVIIU46RWs/qUy/Vuec9RNhsxilpRgPwfydraHMoxcesmq8rxlpYRlDbBg8LX8rIVFLoQGeCDGzNmLivZIzh+EvQwI6eaSleUFb5RhIaOlzBiy+mkQAZYUN1OZ9KIV5deXluYsLnIhBPJpz0XByXZPccF9TRdpLWVGx1wkTGuAAcl0OgqtAR7QMkSFNCmBfg4U7EwPZcB8etnqysI3yp44MzKn+PrishhNU6KpJdPzlpTdGQVaMgM8isHMG6uri1dU0qVsDFipdDrAwaSZjuhWFFhPPxm5fX9QSZhTciVZBUrRTL4208tpQfnBqFH2eszSMggli/OWrHFnLKQlI8An4qi2fPW785eupUS9j45WG3OWv7XZHp7va2ev33548Oi5hW+s19NOPxUJJYvLVm1aunIjr6LJ7RV/tO/EtEn2zXdiTR33oyBGhoRgJEF2cHAsodvL6XZsjG3viWN7+gsOJSwyaJCiRUpehecrZDpuuG4mXyUFQEqQDCbFECzXnIbbwI6DHdux615KJXYxdl3suo7r1TTZGGPXdVGmRIopb9wzIUFSNCgxYeXL2Gsg3Ex/dGzHcRpuoWzzCiQE4y8T5d8V07uIUB8LSQkSIuxlACXDPhZ0BIz2gOHVkXaRRkfAIERIyZAQYXvA6KYBJUNKhv086AgYHQGjlwX+YLPudIAHA0HQxzX/qYMwCBH2suBbdNHPg+YDDozXuPYyxmQX/azRGdA7AvoABxgF9lCgmwS0bHpaTQ8FvYl9nGaSIuqhYA8FA0FES4gUIB9qlq32UiBTzuiZtDfobsqXmVVgIJjkmoN+dEqc6DHLKLCXigxwca9ikxR1r9Utq3jTARPev/ZQkWOnLuarM9v6JK9HOS0ZXl9cRn7xtLwf7VXYCya0TR7V5nUVbzYWFwEpAkoCAV5PjDEdN0Na28F1B9cxxq7jqRaO47qlmh3UABkEpGiRokm+EqbX6t5yZsN1M7kqKUBCMDg5mS543SK9uNrBrluznWKlni1WM8VqpljLFeu241Ui4YbromyREnVK8GhlkhIihJQQAuW6g12v5WQNY8d23RrGWixN8JCU0oQMCOk/VFuuV8x0Wkb+oN7DxCkZUTLqYeJtA1pHIExKkJJhBxFpG9C66RglTzRh6KHjARG0+0NtA9rz//p9Nkr0ZjlBWobeRKdm6ZPXzW5sIpcXfHkFUM16qDHCPv+rnFXR16+NeuaNCpSiGa+m/0f7lsx87umkuR9TOtO+4F1jXcXHroHJS6zeZB+mefHASUOTJ11jYwMiAsExpuMxrGPbwTZ2calSr1TrXltdB9tOw00XK7SYIgWTFC1CAl5HQ1KcYPp4UsoUppMioiRISICWjHKl/izTk2rcmsz0mJ4JCN67voLplAgDwVTcyNpuw8G2Y1cc7Diua+VKcthgpSQjpWhJp8SUGDKqtbrrehnwLsyUSFGnmnG6SUoWKUIiGE8YGddtYKfuqTe40UCZHB2Mk0GTlNKEDAn5L5fp335vgIGgzmrpbHV0IKh3k9Fs7bV17+6dt2x9L5PopmKzFqxe9+7esvt6FxmlZESIoIeOZ6ujfDgzf9n6dZv2rN20pzG6pI9NvPI/zdcxaryLv9gc1EKNvUjJkG6umJnMeCCmWeyk7/az03vH56O/mCBfxxgZ/Ciaf4v2JTr4iz++8Qn3E0Putea4Z699BT0x837qZeOx+yUTIfxBIw6yjUF3nOkOxk7DrdQdKaRHEpbXWasZvDfcFMqRQYMQESFDQm7ymhB0NfYM03X0bTD9yXeWdQAAIABJREFU5XF6vkoJBiWmcsWql6JjO7bTcI10gRIShJAiREB52Y0CCIZApVZ3XXeM6UVS1L1W5k2mC4AVk1a26DYVeRs7GLtuvlQJyklKgKRkEV5f37/UUP1bZnrHgMKo6XuPPnr0wee+aVy6MvP2g6crV/5/7Z13mNTU+sdHUSnL7k6SaclJpuzulCQnZXqfSQYQxHpVxN5Q8XpFvdeGqBRREJSqIEgRC4o0Fa9yKQKioAgqiDSpu9SlbKfp/cnvj2RmhypwURTyPp+HZ3Ymm5Nkh29O3vOWB3q/OOSqDndf1eHul4e8fvNN97w8ZGRYurK5wdWkyH7j7f/4cuE3YqTtx5/OvrPzvzp36XrpVbcUGP8amn5UD9zG18gRHyntXSjeYBUOU3mleJNdVLK3s818z76caWQ5uqqEMitX79B5fztFu5X+yLxB6a5JcYeXvoAogPlFSDCSx05UD1b9/hTjrAsGMq0yOedLWpYSadnu4vW4CyVoKIQkWYmBSUqSmkCP4AySLaF1pO9Fkv6XebqaR4qzCMWjR2l6PH6YpiM4bbHBWCIlK8uhkhyIpkxWFgEw19RCT8JiwFocfDSRymk67wsjgFHL8yrP7rjHRfsk9Sjy/pEznBjC1PVhPlevUau1+79q+kUFgAtd+ni355/vN/TC5kCMtLviujt1ukva/+2Op3v2j0hX+ROXNy2guvd++Zob7tY1Md14xz8efPTZQa+OTrS+9vUx44tw2mAVLmhpNVj/on+JE3QyzJd4dVKGUTyW9dsY1NBmMduOXePPwDEelZRUI+UJTJ13Kyh/aHXSDY+635/2N4pDj9T0pCSn03LGxfoR3IOSvB5wRorxR+JSRpZSKSmVlCU5GldqE7LZW4iAEIytTMz3pzN8EAGnOU93Qb8eV2oDHFfTZVn2BWOIxWV3e1PpjJxOK430aD6I4B4EcIiaFgRRCuoBY3YIWU1PH6XpnB7QpIOLx9OyJGcrgCnnkpYkOZGWbC4eIWjF856n6X9RMTlNzrCmN0dLLkHKfPHL+g8acVGxoxhndE0JIdquZ59BpTChu9ji5JMDXhk1YMjIEmfwhls6P/x4z4uLHQNfGcX4M6+OGDdk+JjXRr3V6vKbWvxl5un/M/lP3+oDuOKjV930uUwWk7XxSb/xMT/3oza7P11+c8XSaOUNlAJnoKDyB8q1RT76b3qKTTX5E+rOMTU9JWUkTgwbCA+qlFKhBIRgCQcXTTU63GVZ9oViRsCi6nRYQAmWKuETqbSs1jiUeV8EJeiscyP7iAmgkWSi8YQsy5KUlmU5EIojFo/VKSbTiq9bkjIyIwTRbP49lk1DRQA0W7lYIqnEmmcysi8YRSwuh9sryaqmy7JcRvMI7kJJDiWFXI86BHAWhxg5cp7OKo0vEMBhgPEGohlZyZqVUpKk5I+qYUCyHIwmzJQHBUzepRPON00/82ukLYzucPrKPi8N0xVQzTAn48/06jOIdIWaFNndXgmUBXU6/dO9+l/2t9v7vPTqsNffHDJszKw5X5rsXt0lFl0ByYfajBjzzkXFjrN+af5sqG1fsktq6rzexufqDDe6d/Pk/liuA/5YzoQTcIINzpSwnnj0U96J6TfO6DCHuNHW6OlWlyvVJsh/Im9sMc66oT+TUdsMpWXZWsYjOJOtS85jJIcQjIP2JSQ5nZayyZYZWgihBI0CXomBMVN0JJaUFc+7LIXjSRPFoDiHAQGlIEKxymzdRDLheELNG5JkfyCOANpkZ6OJpJwV5mA0YabcGEErviOMhBjJooA1WbloIqFquiz5glHU4rK7vWk5o9xLMnLGSYt63K30IDUoRWBITg843C6GE6m0pK6RCr6wUn4AAQJigWVMIC3LkpSUUklZkpJpiYFiNB6XlPpfaUnOyJwYRAknRkKE5DFSRM+zhhjoCTV9//79p6zpTYttKMV3vP2BN8dPNtsEl5ge984kqd0NbjGtJ9iHH3v24cd72Kx8vwHDLr/2jqZIKXAGgTP4xtsTuVCbm+/s4uRT13Ts1H/QaxfrS876pflTAo8GI6EyMcRIaGgMwuGMeXN8o7UxpzEr/XkiaD+ckxPEw+X+mNp6TMlWpsaNh3GS+nsMjnpSURYkj5hiH0nuppibbpN53pIjPSdn/S+uoszT5VaqNzslyzanoMfZnB9PPXiCYcWwnMlIUlJKp9KSnJRku1vU44zSpRMjaMEflWU5rVZHydDeCEIwehwiJNRTUE8KCBBNVhhKJFOynJbSGUn2BeN6QCOA9ofjGVkp/yilZZnhAyjuQQCnBzwCOBSwKGAb5+kpSZZkbzCux902l5hWw9KldCZTxnr1BK0neUTtTschJFdMsLgDhpMpxe8uyxLvDyOA0ZMcQjCEHYbVR4xkOp2UMhkoRjBzmZP2peVMNvFITkqy3SUiOH100+rzhDM8T7+oBRAibV8dOW7UG+92frCrk0+NHDO+38DXhgwf2/bqW1Gz5+me/Qe9MqrTA48XWehigi3GmSILfdf9j5rs3utv6TzolVEvDR7h5FNFFvqsX5o/NUrnEACzjdVzD+95wpSVJyzrz1FfZBfustNS3kjxRkrt6HTEnUAJzTwyPud/5ggXxwk+OlqUDVmMVt5g5fIm16pTO5+cXje+blTt3PX8E2n38chqeuZwTVdryWJqJxkWBayJYgLhuNocIiVJshxOpHAHpycYhOT1BOvw+FLZCohpKZWUZc4bJWw8RtAoTqM4h1ogYYXRREoplJiRZTEY1wNGTzAuxp+RZVl5CEgnU5LEihGTTdATECUgChgUsGYrjMUTsiSn04qmJ/S42+r2JtWOelIqk3FCnx536QGDAAYlaJSgEUAX427C7okkUilZTkuSnJGhP4wAFiF5A/CIwUhaLXeTSmfkQCxltnIoDg2AFYIxSalYmZbSshyMJs0UixBMYxzn+cSZjmVESxAAL9GXXFRkLzC59QR7UbGjGVrWFC0tstB6AjZFy5qhZc0xJ5LniGyGlSEAtjC6mqFlTZHSIgv9V4lPP2tkq81hSk1q8L9MSeBRPv0jngO4/ADN48DnwTUu/Da6oXOoN5LcfeXIXTXefjjsWM8lRwKO69c+abKXTlXGP+N3T/WnK94LSUrLst0pIFlNRwGHgmywB85QDj6WlLIeiaSckbyhmJGi9UDxSLBiMCZllGJYCUlOyrIUj6cCwZjgi4r+uC8QC4USapKqlJYzMvSF9YBBSN5MMsFQPJORlW5K6ZSUluVwIuUNJ8rYgJGkUYIx2YRYPJnJLsMq83RQJsZTkqwmCqVi8aQ3GBODMcEfFXxh0RcWfBHBF/H5I4mUEnwvyRmZ80cQABEcOhl/zsGSlqWEJFndgp5gUEpACIZwsGolXqXQQCbDiiEMeFCSPQ97Yvweveu4YoItzq62IwAWE6xeTdhVUQQdAVBPsPqjPtU4vzkiNvSsH8+fAsWf3iojSSm1Foqi6dk4RQ4l+WzPZQ61MKW0LyXLkqRMqFOyLHugUiqd1yurqYm0nMmk00lJSkhSSpaUfp9pKSPJGVmSJUlKqKXMZbmM8RYTDEKKKM7aHDCelHIBNlI6JaXTmYwkyTIrhFDgMdm4WDyVkZQS7WlvMIYQtJHiwrGUrPQhSiVkKZ3JyHJGzsiHITf2PlJqA4RRnLZYhWg8nclqeraui1tPQr3ybSFcLsabViPWE2kpnZAkaxmndqM+z8rtnmFNb6q3F1loqztMucMtzZ4iC40AaKOjlhJfgcmtzL71BNvc4FSGJ10hqztCOkNn/UJoaPyZKcZZF+tvJWekVFpKp9OybHeKCM5mKy9yCAkRUkBJASU5FECMoBkhlFYT8VOyLPlDcYzwoEp/YIK2OflwIillMkrllWyPoURaSqakVEotJ5OW5UwknrDYaD2AelLESAHFPQ6XGEmmpYyUvWckpVQ6I8mRWMJIeQw2JhpPyXI6LcUzmZQvFEMBg+CQ5sKyrNR/V6uOZQPl040odxHVNy4L/jBiKXM4fZKckdMpKZWSZCkUS5gpWmlypE7DCd5IeLz+mJyR0+l4Kp2UWmVcrA9VCzT+GR+8fj/OZE8MmmEvbkneeOeDI0a//frY8e2uuc1MsE8802foq6MHvzqaC7VRVL455hwyfEwodWWvvoPHvDlh+OtvPdd3MEJy2mxdQ+N46AlIlQmptCxn5EwmE0mkcBuHELlquhxKMSgQUOBFSQ4jIUKwRor1hxNSJiNJspTJcN6IIVu3FiUhQrhxOyMEomlZaRwny5IkySlJTqVlSVKmzFImlkjbnRwKPCjJIZSAkDwKIIJ7gIPzBuNJKSNlZFlKy1I6I2f84biBpPWAEQNxqVUmJaeljOyGfoRgUJI3AUYMRFLKcLJatUuSZFmSZEmSlGcDWU1ylSVJljNORtDjZVSpkEgr28lJWbK7OBT3NCZqAREFXhSHhJ2NJtNyq0xalpOy7HB7UZzBgICR51ch9TPbu44pMrsGDB2FUbzJJr4+drzU9oane/bT6Zq2veqW/gNH6C7BC8105y5d53y+oNXlNw4YMhI4Q7pmRIHRrTnQNTR+C8bJBsLxVCiatLt5lGAQUshVSM8ulvLZYHNOTzAWKxQD0XAyzQXiFivECBZTuv+osk4bgMfh5qAYDEaS8UQ6nkzFEqloIhlNJEORJCuGCQeHqommHEJChOIQZakDh0bA2V1exhsKROPRZNIfSZAlPEpAPcETJYIQiocTaV6MmklGT7J6kkMJ1kDSTsbvC8Ri8VQ8nkwkUolEKp5Mx5PpRDKVSKbjyXQ0mYqnUtFEihNjRpLRkwwCoJMNhGOJYCxVyvhRQCMAornsXMCjSg9rgqbKuEAkHk6kPXzYAFgUwBPm6J6bnPn4dJPde2Gh7bqbO//ziV4FJrfJ7v1X1+deee2Ndtfc3hIpuf+hp/hQm3sffLLtVbcMfW3swKGjer4wMJC4vMDoOuvXQkPjf+B3j31ESIgAxkRBI8lipBsFHEKKSGO8E4+SLAZYDAgIEBGKR0iIEqyBoI0Ui5AsAlhMDe8TENX5zqMkLCY8KGCMJLRYedwuWmycycqaKNZAQoSgEcCiJI+QIkpyKMkq9Q4xkscIAQMcQjB6QGMUo6RiIQSbjTRnUIo1UZwRhxjO6imopyCi9o5nUQCNFDRbGYuNsTg4i4O3OHjcweMOnnDwhAMSDoawQgPOIUDQU6IeeFHAmkjaSLEIzqFAREg+b/GTRUmop3iE5BDCYyRpE8lggMWyJ3i2vxh/NGd+jfTCQtt1N9/3+NMvFBhdBSZ3gdEdbXXNQ49273Dr/bfd+8jEKR93vLHTlA8/bXv1rZYSf6Z9x9aX3zT0tTeAK1iMM7/32WponFEgQkIECBgpogAiFIuSipQIqLI0B3iU5DDAo0p4kvJbgM9qjdpzWcnAVHVZbdDDGgCXzbYXMJAXqwo4BPAo4DEgYKDxI0ztasRnu0XzepJHSB4FitBzKOAwUlD6DWXDe7LiDjiM4BDA6QGHAA4jWKyxogBESU7RUIRkUYpHSYhSav9ShOT0JK/+OqGWZMHUMtcQAcrRKnPq7GyaVFvcIYBBAKtshgCoBxwCWD1gEQBRAmIEzLbC4NQzIjiU4FHQuBPlr6DmoFJQfYAALKbkkQJR0/QzoOkXtyQvv/6u+7p01TUjdE2JRJvr7nvwSZ3uQvmyjs/3G0q6Qrfd88hNdz44+cNPLr/2Dqs7rGtB6i4wjHnr/TI+qWm6xl8OhIIoEDBcRAkeATwKBEM2qhLLekUMgENIiBD5pXSVaiQsmpWkxuIkIKueBIsBxdeRTZ3P1qXKCbcBKPvklNQzhOL1pICRHEYwGGDVmgEAYoBFCCZbO4xHlYRPEiqKqSc5DPBK3wk9xSOkktjZuDFKcnldk9SISSWIFqFYPcVigDcQPEpyeopFKFbpUYdSPEJyKAWVRCTldFAAUYpT9wyE/MR9ZYE360rKnXKuFl7uYCBCQoSCCAXzy+Sp68OAx9SrpDzEnHcLpOiZ7l3HNC22ffTJrH4Dh7/Q/5VODzxe6g71Gzi8Z6/+g18d3erym5oU2ZsU2nU6/SNP9Gx79a3XdLxnyLAxL/R/5ZEneql39bN9OTQ0TgWop1iU5MwUTzg4vASabdBA0ChgUUoJrlc0jjaV8FZPQP1RVShV07Oik5N4iJAsQrJ2d8hsF4pJFqEgBtjc7+YFL0KMZLOtR5UIfUEPeIyEZis0UmyuQpbJCq2eAKoW3WVRksFIJnt74NTSXYBHSF7RdOXsVG1tfHpQnwYwksUAY1DGpRiEYjASGoB6NRAKZhM4eRSwKGAwQBMO3ub0ETbOSNLqJPqwcJ3818oNA2L58t1Y+a7xCigT89ylQEhO7QFCsijFoBRESB4h+fOwkPqZrrVbbGf8mXirvyXbXOeNXVaAlVnd4VTb68Vou+aYMxvLCElXyOzwFprpWOaaZJvrDBSvJY5q/LXASA6hoJ5iMcDy/lggluCDEX8kCX1RIwURwKMAIoDVA6jHaeD0u8U4CiACIEZAlOD0BEQAi5JKpAqPAFZPsCjBYQSrBxCleI+YJEp9eoJDAIMRLEJAhGBRwCmeBxRAPcEigEUV9wUpYKpzgzPZoBhOkqWCnmBRSkAIaLELHm/CaBMRAiKARQCLEKyy8omQgl51kvAIyeuzUyuE4BBVW1kU5Np7QhRAkw3SYsxEQSRblBElWJRgUUKRUUHNagYQA4zZxnGBhBhK8v6oGEoyQtQAGARwCMEWAxZR7lXZpYLsRWANgMteIk7dJ8FhACIEo7Smw0geUaoRKEXVSQ4BtFrqi2D1BKMnlDvH+ajpZ36NtNBMtzC6WhhdhWYPRvFFFqaF0ZXf4wKjuGKc0RMsArgCo6uF0aUn2FMsZaehcdZRJrbQQLK+YMLN+Ay4h7TzoXi6hAkU44zFKpgozlLiJUpFk5UFJTxKMEYrb7HyFptIOX0WO4cSECNFlGDNds7q9OM20WLlDFYeBRA4RKMVYgDiNs5McWSZjywRVccOYI0kQzpFolQwWVmzrdFrj5DQbGMCsRRVJugJBgEcBngTCQmHgJHQSHIWG2ey8VSZn7DzKEEjJGeycWabWnTFZOONVtZA8rjDayBpDHgMJI07RIwS1GkywVhdQjghOdxe3CGigEdxlnCIVqcPtwsoziHAiwK1656RZMRQivVGTBTECMZi4x10wEhCA8WTpV7S5bOUCBjBoIAzWnmzDRptHOX04TaI4R6zXaCcfrOVRwmIkrzFJpitLFkmkKWigaQxgjVSvNkuooBDgWCgOIudMwCIAQZ3CFannyrzmij+PAxOR3+HHtMlRRbmgpbWC1pacyn+GMW3NHkKjO6WJo+ugFI+LcYZLX5R46+OnoQGkvEFYy5GNBJlhJXxheM2l1hscdFC0B9JsYGYiw/Y3bwQCKNEqcPjC0RTjBARQgl/PAVKIYK7KCf0xZLQH2W9kWAsRbkFFDjFYIJ0QgNw+0MJ3h9n/dFgQnJzIQR4DKSb80eESNIjRrzhJOePI8CDAQ4FPAJYs40JRJNUqVJJnEcJDjigEIoZrW6qFPqjScYX44LxYDxpc8Jii9MjRDxiFMFpjGBpb7SMDaAEC/0pNxdALKUuLgQDKYzklTk1SjAuGIimZN4fdfIhFNAuNuCNJNlA1B9N2Z1eFLAY6UEBi+KMzekNxCSLlUVwGiWh8pSAAq7EE+UDMcYf9MUSpbQPsTCgxO+PJGlfhAvGApGEixXdYkiMJLyRhNlGI4RTCEW9kQTtjXjDKdYbwXAnWSKI4ZSBpBGcoZy8GI4bCY/d7fVGk9AX5gMxuyugBOec9S/JH8yZruFVQHq8crce/Z7q0c/BxgstNEbxzbAyGGgdla8Wo+26dn+xW89+3Xr0c/KpQrPmb9H4K0NxCAkxQIvBSDCeEoKJaEoWAhGMcCO4h/OFfeEERrII4XK4fb5QDMWdpZ5AJJ4mbByKu7lAmBbCGE4LwYQL+hCLi7BzsYRkc3lRwuMPp2wu3kAw0XjaxQQQi8fhEgORpIGkS2ifLxw3kh4MuHl/1BtKIMCjhO4dU9MpB+cNx40UTZUI0WSaLOMRsxuKYSEQKza7GCHMeCMI7jEQDPRFnNCPWDyEXfSFEzQf8IYTRAmHECySnacTdsYfSRA2BiUYvIQLxVLWMrHYTJfR/kAkYaAYtc4i7nayQW8obgBuFLB6kterUTecGbAW4DRZPW7oD0ZTBoIhS7yRuGR1iSju4sRQOJ4y2xgDcPvDiRI6gFicwViC84VR3G22sr5IwlrGUyW8L5o0kjSCs1Yn7wtHjYQT+mOsL4aaaSNOmwBtAML55nhBz/gaaQFWMnzU21d3uPv6Wzr3H/RaEc40RcqAMzh95tzHn36hc5eufV9+NX3p9Vd2uMvqiWiBLhp/aTAgIIAzUFAIxjxc2GIVqRKvGIiWMf5iiwt6wzQXLsYZPUHbXQFfKI7grlImKAaiKM7oLR4n9EJf3AzYQFQCJQyCMxhO+wJxu8eP4owvlKKcghFwwVCadHAIzhA21h9OmKy8mwtCIYZaaD1Ol3q83kASBUxW06HZxgaiKapUQAgaIXkEQKqEF8MJgxVaS73eYMxA0XoL7aT9QiBabPYwQtgjRhGCxnCGFcNOzocSjN7sKaNFqXXrEo+AWMoU16jiB8ftrD+SxK2w2AJtnoAvGDESNEJwhJUNhOOWUi9C8CjJI4SnlAn4wnEjcKOARUgRoUQEcCjB2soEXzAGAxEhGA1G4yYrQ5UK/lDcRNEITjs9ouCPoYBGLC7eF3OxIb3F5Q/FStxeBIeIhYb+iIsNkQ7eF0kaSUZv4agy0ReKmQiaLOOEcFwMJ8to0QzcGM6jFI9Sv+N34E/ImdR0mmELDGVy+xtLYDx16fX9Bg5vpi9xsLEnu7/YuUvXe//xxD/+9cyTz/b1eCWzw9sULdV8Lxp/aQxK8CLJCqGYw+0tMtHFhjLWG/BGEkUWF+sNeWComIB6gra7gt5QTE+4SpiAEIgigNXjbCkjQl/cRDD+SJpycsVmFiXYUDRp83gRgvaGU6STNwA+GE6TpUIxzhI2xheOm2ycEwZ4X0xv8RSZPS424A0lEEAjJFQU3GxlA9EU6eCLLZ5iAhYTLOnghEgCs7FUqegNRY1WRm+hnbRPCEaLLR5WiDC+aJHZjeIs5485oU+P0wbA8/5oKJaEYsgAPNlOSSIKeNwOA9GUmWSLLCzl9vvDMSNFF+EscMBANGEuEfUA6kkeIRlQAkNxiSrh9BZaDzg9zmEAGkgmEE26GR8KaLIUBqIJk91NlrK+UNxIccUWWEb7eH8MAQxCeDhfzAVDxRZXIBwv9fiKLVBvYWAgUsb4CQfriyUMFF1khlaXzxeKmwGnt7gwymN1eb3hOC1EEIJTAofO+lflj+TM1/DSNTHdfPdDA4eO6vTA4yWu8CsjxgVjl119Q6fHuj0vRtv1G/haj+cH9H35VbeQLjR7zvr5a2icNkr7OgNJeyNx6AtTZbyT8YfiSRcfKjK7WF/YzYcRAupx2u4O+CIJBHeVMgExlNATrB5ny7gAF0hiFrebD4nhBOUUnVwwlpJtLhElPL5I2uoSDYANRiWyTNDjDG6H/mjS4uAtDuiPJktZv90lBiIpIRBHyawbE7BmKxNOpN1c0OoU7B4/WSaQJZw3mjJaWatT9IYTRiuD4HQZHRBDcb3FVUr7/PEUWSbY3f5IKuOEPpRw02KcD0QtlEsMxV18GCWgGmQCOJMVBmKSkw3hDsFkpX3huIsLmu2Q88f4YAwBHkTtMQQx4KGFiC+StLlEUCo46AAtRs1Wtz+S9MCA2cqyvmgklTZZXWQZ9EcSRorT47CM8fPBOEKyCEHzwYSTC+nNzkAk5o3EcQfn8Hh9sQTuoE1Wly+WcPEBwsGJoYQ/kjQBxubykqW8iaRZb4QLxlHAoJSS+3r2vy1/GGe4hlcLQ2mqbQddM9AUKR0x+m0+0vadCVNffOmVDz+e0b33AN2FRt1FJp3ukmd69b/lri6XaM2MNP7SUDxKsgZAe7igGIwK/jAfiDvZkJFiEIIpZYMOOoDiLEawZJnXzYdQ3GNz+ZxcCCUYPc5a3f5SGEEBYwAeFwxBX6yM9vrCCbtTxHAXLUSAQzAC2iOGcQePEIzZCj182GLnEcJDlom8L0qzflYIQX8CBTQCBBTwGMGYSAb6w2IwyvsjfCDi4YO4nXULESPJEg7OzYeNJIvibqvL7+RCKOExkB6PGBFDMTcf8vBBu1uw2GjWF8XtEMGdRAlH+6JGG59tlssaSMbm9sNAwiOEjMBFOiDni/CBKOONmu0QIZQOpTxG8hhgDYB2sgEhGOMDET4Ys7u9BsJpc4liKM75Iy4u5BZCJqsHd3BuIWykIEJA0ik4uRAGIEqwpTBkc/swi1sMRjhfiPWGhEDc7vZhhAcl3HaXTwzFWW/YyfrdfMgI3E4mIASivD8MfTGiREABjZ1//vQz2bvOQzMtsdLXRr/T/m+3X3vTfS8PHllgdDfDyi4ssl3T8Z5ner0USl1xzwNPRBPtXx4ysvXlNzbHys76+WtonC5KFRQBIzmUoDHCgxEeFKeVSG2M5FGCQQGNAQ4jeRQwKEEbSIgCGgEeJY1TCTnHAGu28rgNWijG4RJ90RRu41CCUWqnGACLAjcKlKBsiOIeFLAYCQmHiFMssNHeULyUDegJBs3WfsEARAkaI2iMYFCCxtQYdkbJ50QIBiNZDLAoYBCCMagd71gDCTHAIDit5BMhOEQBbwCsmoNK5rqFQIyECE4rqaoYYDGCMQDGCBj1mNUCAAICBExJO8JpA8GYSIgRDEpAA+AwgjUAaFTqyeC0ml5EcGpmKfCgwJPt9EKjBGMgGG8oZnd5UZwxkLzSPRUjBQSHGOANAKI4gxKMAbDKvyaKwwgWIViUFJDGsgrnC2c87gVwoTa9+gzq1WeQU0gVmj2wl+2TAAAciUlEQVQIgC3NHj58aebyGxEL3eXRZ3u9MPBvN93bIltCXUPjrwmPAAElBQTkNaRW0nPUgiocQkKMFDBKCaOG2bRMNq9YIEQImigRYCDJB1N8MG51e5V8GUTNdOeyme5KFo+SQcO6hCgfSomhhIcPGUlWrZhIcaja+kpNDcVIQYmjV0qvoJSSp8PlyRzfKHzqYQsoEFAgIkBEAY81ljZsFEdDY0kDPltJhldTfhRBp3hErQHAYSSHEmr1RJQUUSBgQBkiv+yM8pGIAhEjWYxkMSAooZkYyWM4hL641elDCGVQAVEPRql7w6mlKJXDIBqPR0klPdvfkz8a3RnvXVdooS9sab2gpbUwLz690Ew3NzhRir+o2HFhoa0pWnrWz1xD4wwADkthz5WizduGR9Ukz6xuqr+V/RRwGIBGirfYeHXqSnEIJehJAQFC9jbAqdWsVIXlUZIz2zgTBVGCRoGi6bnCA9ntQa66+hGirP6vRACPqJlKjSWxkJzOAh4hleLj+dUClLuFcquACAmPiCpRitUgFINSLEpBTKneBXgkq7CIUoOMVMbNHiHFZ3NQhcbSN2p/Dx4jeBMFDaRS8hcq5SGRbJFIJbsVIVmU4tTuo6CxuWNeuZjzhTNflzEXzVKMM8okvaXJ09LkKdZaXmicU0CMZBQvij6r5nlVpRTvc27j480Ws9XMCQ4lOIzI1a7KJdlzeVkzig4KarkrIlfTUVFbNquG6vaIerP5zf93h/V3RQ7bCZ8n6I1N8tQ3qaO7fSrHwKAUg5L5N5jcHvJ3nj9o9tao7gTmiz5G8hhgMOVRg+Ry22cFnUNJDlEPJlcZRvmXQUnmfNN0XQH1zyd7HTp06P+OYf89dOjQ6Wg6RvEtDC6jTcQonvZlAsnL/Yn2DiZWjGuyrnHugJEQA7mSgXkA9SMMZFtmKzV1ldJUx+4GrvhklPrjMFs1l8v9Yk7m1O0pNk83OcUHonghsg3Hc3XVFV/8cQDc8TItD38fHiHQWXIOEAUOA7Dx3HMH03jK8Fia3vh+nqZzaN6NBCPhsXupH7b/nAcp55OB5+EaaZMi+x33PrxkyXdz5n4+d978efPmz/v8C4U5cz//7rulv/7664K5M09N05sU2q6+odOYNyeI0XYzZn3e9+VhA4e+ftk1tzdHtUVRjXOHwwRU9RGrYCTElA3yNF1Vq2NrerbqIeBzJcuVAusGtX7sEZp+hMLmyqnneavztj+hpuffBg7T6N+6Aop65pzjym8dfh0aDybvF48aLneoSnVi5eqhamelrKyfIMsfHHn9807hvPOnN0XLWrXvsHrV2g0bt65es3HlqvU/rli7/Meflv2wetnyNVOnTtu3b99Xn88+BU2/qLikzRU3vzR4xGuj3mpzxU09nh+g07XQNcWbG5wG63l3fTXOYRDyMMnAGpcfs0W1QH7ZcT7Pq5DbieJ7EZTlQRR4MSDmeSGUm4FweIldxV8soEBESBEhxbzhjvj/dZisH5c8hT1i7fFYezv8F4/cW/b2duTG8Di/kq/pje/n+ZRyms4f51kh54FpXJo+aoiz/1X5I2mKlmUuu75yx87qmv1bt+3eVL59/fotq1Zv+HHF2u++XzFx4tT9+/efgqZf3JJMt7vh/oeeKrTQL/QfGkxe8Z9Z814aPOK5voOBU+tkpHFOkdcLlM1zZ8PcWmK2aRHMrkPCvBXLHIe54FG1myjM7lmJ8OMavTFqR4u86udkLvBGPZLDncv5S6NH3E74o08HOezA8jYGxxDf3KBKj6ec/wTJec+pwz7KDgSPI9DqWPlPCfnLvIc79PnD38wdT+OIR7n7zwuUeXrljp0rVq1buWrdqtXrFy3+bsXKdQu++mbJt8snTf7wFDRd6Ynx8fTPer84pFffwRMmT2uKlpGukFNI3X3/Y127v3hBS+tZP2ENjT+QMzJJPJ7//Xjb/6kiPU6g3b/roGf9xM8aiqbv2F65cdPWLVt3rly1fs1PG1asXLfsh5U/rvjplOfplxTbwtJV7a65rePt/3hz/GSbJ+KNttNdYGj/t9v7vPSqroA66yesoaGhcQ6T0/SKzZU/rd20bv3m75etXLlq/TeLly1esmzyKc3TFX96gdF9sb4Eo/juvQeAEv+zvV8eMOi1IcPG+BPtC/I6Y2hoaGhonHFyvpcfV6xZv6Fi+Y8/LV3244qV6xYt/m75j6snTvrglDU9F59usAqFZtpgFdxeyeqJtDC6tEKMGhoaGr8riqZv37Zj567a8oodGzZuXfPTppWr1i/7YfV336+Y9L9oup5glX+LcEZbHdXQ0ND4A1Dn6ZW7li1ftWr1+h9X/KSukS785vulK05nnn6xvuSiYsdFxY5maJk2MdfQ0ND4I1Hn6dsrt27btXXbrp/Wlq9bX75y1frlP65Z/uOaU1sjpWnm4iLrUz36vTxk5MtDRj7wyNMFJjcCzus1aA0NDY0/EkXTd1buqqndv2Xr7vKKHevWb169ZqMSn35qvhcPzRSanO9NmiZG27GBVjDYWq8JuoaGhsYfSDPUKbe7btWqnzZu2rp6zYYVK9ct//GnpctWfff9iiXfLp/w/uRT0/QCQ+kHH8/ocOvfr+l4TzHOFBOaG11DQ0Pjj+OiYsdtnbp88MFHLw8YPGjwK4MGvzJ4yKsKQ4YOmzFz1v/93/8tnDfrZPscXVxkveXuhx7r9nz33gMefap3S7NH871oaGho/GE0KbLfed8jX36xYP4XX2f56vP5X33x5defTp81Z+7cQ4cOLZh30jW8mmMlzbAyna74ggLbW+OnIABqmq6hoaHxh9EULcu0u27L5q31DT/v3FW7bfueis07N2zctnbd5h9XrH3vvUmntkbaXG9/6LEenf7+2D/++UyP5wcWavN0DQ0NjT+QXB7prt115RU7tu+o3rxl14qV604zPv3ilqTbKz30WPcujz4LnMEiC/17n4CGhoaGRo5cztGu3XUNe/87ZsxbI0aO2VFZ/cPyNaej6c3RkmKcubCl7cKWtmKc0eLTTwaM4psipRe0tCpcWGjTHm40NDROj9w8vb7hwBtvvK3T6XQ63bBhI39aW/790pWnk0daaD7ReM0xWGhWuhRyGMUVmqGe+I1DxCiupRk2RdmmKFtkgRjFtTSdSPJOY4ij+T2GULZUTiH//UILfelVt9x+7yMKN9/VxVLi12ut/jQ0NE4dRdN37dxdsXn7ddfd0KpVm0ym9VVXXbPom6U/LF9zGvN0B+3zHaFZORDApS4NlHFiMc6hJFeMQ7foJZ3CCQQRo7jmGHR7xSuuD7e7Jmz1CC1N0OPznsEhjjmox+s93qfHGYL/zSF0l9BXXB9Ktw3oWhwW4nlhoW3e/IWH8swtSgVGrd6ZhobGKZOdp+/Yvad+956GPVUNlTtrNpVvPx3fi4dmi8wlr41ubbLzxQTXHINFOGxugJiVK7TA5gbYFIOvjsx065nWFTAYxekKmIcfT2TaB5sbWGX2fUFL5sJCBgFcoRkWGCFm5S5BWAct9HlJevKZ9Guj2gwYKpew4qsjW5nsfDF+jCGaYXDY65mu3VMnP0SBCRaYIGblCoywpQkigMNL+ddGtTLa+GKca26ARZbsEGZ1iOGjWj3Vo3GIhx5LyJcFWpxgCCO8uIi9skP4s7ntp31yWftrQ4VmiGR7sjQpsn/yn89ygl5f3+AS0pqma2honAZN0TK53XU7tldWVe/dum13eUXlho1bf1pbvnLVemWefgq96xRNHzGmNUZyKOAuvSpUxomJ1oECFHq83lgm0KQFc9UN4a7dUxe0ZIpwzuoWunZPOXmx0AJbmqA35uvcJXFX51ihGXpjvkDC36yIKePFfz6ZfOa59OXXhp7olv5iQfuI5B86PIOSHEIed4gnnkmezBD+hK9ZESNEfWHJ30LPxjJ+f9zfwgDxUn7E6FZKH6w2yhBtAgUopH3qENfcGHny2ewQHqHrs6kyTizKG+LOzjHltTKESxDvfyj+5LOpf3VN/uOfietviZRCsQhX3TuapmtoaJwpmiJlV153+6efzpj6wceTp0ybPOWjyVM+mjT5w0mTP3x/4tSJk6b88ssvp6DpxZaSIcNbFRjhw48nrrkhLF8WeHmIrNPR194UeaG/pNN5Ot4eefLZ1AUtmWKC0xNw8odtW18ZbIaxF+vZeOvAmDcvnfxB24ceS7S9Mtj7RenCJvQjTyQGDpWHDMu8NEjW6Zw9+6TldoGXB8sFJvjwE8mrO4QzlwWPHuLxp5MnHqLLo4m2VwSf65u+sAndrWfqtk7RC5vQnR6Idbg1clExQ5TxQ4ZlWhjhI08kru4QbtU+OGCorNPR198S6fOSpNN5brozqtw2iglOD+DkD9q2ah9sfvwh/tU1+Xxf6dFuyb4vy/0GyijJNcfYnPtI03QNDY0zxcX6khtuvW/SpKmvjxo7avS40WPGjR7z5pixb44Z+9ao0W98+OG0U8gj9dBsU71j2qeXvTOhzY13RHQ6T5srg8/3k3Q6+orrws8+l9bpPDfcFnnimdQFLRmM4nTN6WeeS7e9OnSJniVdfPfn03fcF+v5gjT6zdY6nfuO+2LvvN/mjvuiwaR/xOhWPV5IJ1sHvv7mcjHqm/xh23fea3PjHdHjDfFYt+SJh3j9jdY6nefOzrF33m9z/0PxCwoYzMo3Q9kWBqhMz6d92vbtCa1vuD2i03naXhV8ob+k09FXdgh3753W6Tw33hFVbhsYxela0E/3Sl96ZfASPUu6hB7Pp++4N9arjzT6jdY6nVsZ4u+PxHU6TyDhm/JRu9fHtu7xfNrBCEUWbZ6uoaFxhlF6TG/fVllTu39HZfW27Xs2b9lVXrFj46ZtGzdtm/bx9L17957CPL3QVPL2hEvly4JPPpsqZYR0u8BLg+UWBexNd0Z7vyjpdJ47O0d7vyhd0JJBANekkBk8LHN1x3CTQlaMekeNba272OON+Qa9Kjs5sVvPVCLtf/jxxEOPJZ7ulc60D/YbKHd5NMH4vePGt1GHoAWpXfDoIXr1SZ94iJeHyk6oDtG1eyoi+ZsXsalLA6G0v7kBmkv4t99rI7ULPPlsqoQW5MuCLw+RWxSwN98dfb6fpNN57v57/Lm+2SGKmEGvZq7qEGpSyHpj/tFvtNZd5PHHfQNfUYdISv7HuiWvuiHsEsR7Hohdfm2o3wAp3irQwqhpuoaGxhkmF5++p6qhumb/rt3123dUVWyu/GH5miXfLj/VWrtsoank0W6pZigrhH0PPJIoNsMHHkkMHdb6zfGX3nFf7OJm9IsDpPHvtzHZ+RYGaPMIkz5o+1T3VFMUFprhzXdFh77WevS4Ng/+K9H6yuBNd0Z1Os+VHcI33hm9475Y/0GZ/oPknn3SNo/wzyeTTVGWj/ge+Ocxhug38LeHeOCf8dZXBDveHtHpPNfcGL75rmiTi+k77ov+7abIxXrWUsI/+lSyKcKKEd/fDz+LO3NDTGhjVIaghUlT23btnjxsiDfb/CNviCs7hG/tFL2rc2zO55dPn9n+5ruixbi2RqqhoXHmyfXEqNhcOfaNt98Z//6bb703fPioRd8sXbps9WnGp+dCtvUEV2iGBqv6AqO4YpzLBWjnNsMoDgFcSxNUXhSaYW6zYhwWGGGhBWIUp4CS6pZnaogiC2x8gcOTGwKe8lmYoK4Fc9+DsY63R3QFTH7gY5Mi+/SZc3Oavm/ffk3TNTQ0To9c/fTde2r+9rfrlJyjyy+/cvmPPy374bQ0HSXV3FFlHooAldybudfH+zH/nWN+lL+3MzjEEcOd8SEQwBmsqvTnv9+kyP7v6bN/zVpdXb2m6RoaGqeHounbtm6vqd2/p6rh6quvveKKqzaVb1+1esO33/34P/Uj1TgaPXEMrdcTLOPPBJNXKPjj7Y02USsPoKGhcRrk9Ziu276jav2GzavXbFy7ruIM9JjWOEkwii8wuZthZQrNMacm6BoaGqeHknO0a+fu6pr9W7ft3rpt96byHUrvumU/rJ44cerJ5hwt+nKOzWbX6ZALW9p0BZSGhoaGxllAh7Zuf8NXC79evOSHr77+bsHCJV8u+Gb+F19/Pv/rT6d/9v77k3/55Zffjk/v8ML0+Z9Nv+222+++/19/f7jb/SfBfV263vfgk2eR+x966mSOU0NDQ+MvxG33PjL+/Q9Wr1kz/T8zZ82aM2v2nFmz58yePXf27DmzZ8/Zum3boUOHFs6bdW3PD06k6dc+9/GCebP27NlzSDPNNNNMs7Nsvx48ePDno+yXX34+cOBAQ0PDzH9/0KH3tONqetuhG/751vI5M/79zsnZ22+/PW7cuEWLFtXV1VWfDdu7d+/GjRvffffdN998823NNNNMs3PI3nnn7XfeOdEG48aNm/3pR90mrOK6zj+2prcZvK7bpLU/762pqKjYtm1beXn5xuNbeXn5tm3btmzZMm3atJUrVzY0NOSktqampq6urr6+vqa29vcT9Nra2g0bNkyePHn16tVbt27drJlmmml2TlhFRcXWrVsrKio2Hd/Ky8u3bNnyy76a3h9tYp+Yd1xNf3LCmv/bX7dv394fV6z89NMZs2fPmz177qzZc+bOmf/F5wvnzpmfdejM/XT6jBUrVv73v//9/vvvFy1atH///urq6qqqqvr6+oaGhm1bt25Yv273nj37Dxzcf+BAw969NTU1JxDo+vr6Y75fU1NTX19fW1t79KNAQ0PD/Pnzp02b9vPPP9dppplmmp0r1tDQsG3btsWLF393fFu8ePGqVat+PdjQc+r639D0Xw/Ub9++/aNpn5RX7KjcVbOjsqpyZ/XGiq3f/PD9pvJtlTurd1RW7dxVu37jlslTPqyqqlL2rmh6Q0PDyh+XDe7Xa/SwAW+PHT5q2IDB/Z+b8M641StXHjhwsKGhoaqqKif9v/7666FDh/bv379nz57y8nLloyMEfffu3Zs3b96xY8eWLVuOuCs0NDQsXLhw2rRp+/btO8UpvmaaaabZn9dqamq+/vrrzZs319XV1RzLamtrlW327Kj47Xn6rwfqy8vLZ8+et7uqvnxLZcXWnTsr6/q+2zf6Ev/o2Ef27NpXsaVy89adW7fv+fjf/6msrMzX9P37D3z8wcTpH09Z9PVX//7446+/+nLl8kUT3hr6yP03D+zfe8P69XV1ddXV1fX19Rs3bhw0aFDPnj3nzZu3Y8eOhx56SFmYrampqaqq2rdv36+//vrf//73hx9+6NGjx9SpU/v373/w4MF8Wdc0XTPNNDsnraqqavHixYoYHm+b+vr65cuX79i8/qQ0vaKiYuasOdsrq7Zs3b1rR13Vzv09Jzx762dXdRhx9f49h3buqNu2bU/55h3TPp6+c+fOfE0/ePDniePf+PTjqZBlLrywCYqhmYz03nujvls846mHb33vnTf27t1XU1Nz4MCBhx56qG/fvjNmzJgzZ862bdvuu+++CRMmTJs2rbq6+sCBA0uXLh09evSKFStWrVrVtWvXiRMnPv/885qma6aZZueDKZq+e/fu6urqmtra6tra6tramnxqaurq6pYtW1a5ZePJavqMmZ9VVtYsXrrstUkjX5sy6oHR9/59/q3Si9GPZn4yecYHS5ev3Lxl50fTPjlK03+Z/N6b48aMsFqpeCJeWlqm1J15se8z747p9/674xr27qutrVU0/dFHH50/f77ikLniiitefPHFTp06ffTRR6tXr+7Spcvo0aMff/zxTz75pFevXpMmTerTp4+m6Zppptn5YIqm76mq2rF9e8X69Vs2bty8aVPFpk0VFRUVmzdXbN68Zdu22trapUuX7jxJTd+8ueI/Mz+r2rW359geHd++8pFP7+u9oNu9CzuC4S3sg/TGFy6595W7t1Tsnvbxp0do+oGDBz/+4P1Rw4d07HjD3Z063XnnnRaLRafT3XzTtaOGdn/rjdf37z+gLHtWVlaOHj36rrvuevzxx7du3XrPPffU1NR89NFHgwcPHj169JVXXjl+/Pjbbrtt0KBBffv21TRdM800O39M9b3U1q5eunT5vHlr589f+cknyyZOXPjiiwt6917w3HPzhw2r3LXrhx9+OHlN3/yfGbOrKvc9PvLRsqHGwDhnYhJk3ydsrxQb+17crLvupoEdKjbs+mjakZq+d+++b75aMHJo33vvvZuFXCqVCofDLVoUPPqvv781su+k999VNL2qqmrFihX79+9fsWJFmzZtli9f3rlz5z179kyaNGngwIFTp0695ZZbFi9evGjRonnz5nXt2nXChAm9evU6WtO/+uorTdM100yzc8wUTa+ur1/55Zc/9O69rlevNc8+u7pbt5UPP7ziwQdX3H//ku7dt2zbdmqaPv0/s7ds3jVnwfynXnuq2/CnfT1ofMwl/l70c6N6vzCuz6wv5m3cuP2DDz8+QtNra+u2b9v26oDeb4we0rHjdYGAH0KYTCXfe/vVQX27Llu2bO/evTU1NQ0NDWPHju3UqdMdd9zxxhtv7Nq1q1evXrt3754xY8bYsWPr6uoGDBjQpUuXAQMGLFiw4JVXXpk+ffrIkSP379+vabpmmml2zpui6VW1tauWLJkzYsSXY8d+OW7cgrfeWjh+/MJ33/1y/PjFn3yyp6pq6fffn4Kmfzp91rr1m3/6qbx8Q+XmtbuvGtCueKQu1Te0/Pu1WzdVrVu3ZdXqDVM/mLZr1658Ta+urq5vaFj705o3Xx88fFCP/n2e7PnMw68Oee6t1/sOfLHXnqrq2rwspK1bt+7YsWPfvn1KdE51dbXyoq6urr6+fsuWLTt27MhF7Rwd3q5pumaaaXZOmqLpO3fu3Ll7d2VV1ZFUV++sqqqurv7uu+9OQdM/mT5z7bqKH1esXbVqw7rVW258+bqC53VtX5C+/3bFmjWbVqxcv2LluilTj6Hp1VVVe/fuq6qqWrn8h89mTBv/xvDhg/uMGj5ow4YN9fWH5ZrW1tYqeq38WJ3V9PxPc29qmq6ZZpqdJ1ZVVfXNN99UVlbuPL7t2bPnFDS9oqLi35/MWLd+y48r1q5YuX7V6o3zv/7qvZmTPlvwxapVG1asXL9i5fqVq9ZPmvzhEb6XnNXW1jY07N23b//+AwcPHPz5wMGf646TKXrapmm6Zpppdk6aoum7d+/edXyrrq7+/ttvKzdvOKnaALt27fpw2sczZs6dN/+ruZ8vnDtv4YIvl3yz8IeFC76d+/nCuZ8v/Hz+19P/89mUqR/W1dd9++23S5YsOXDgwDHznX4/27t376JFizRN10wzzc4xq62tXbJkybJlyzZs2LD+OLZ27dovvviibveO5z7c+Bua/su+2rq6uk2bymfOmj1z5uyZs3J81vh65uxZsz8rL684ePCgEqDy888/19fX/5ElEQ4cOPDVV1998MEHmqZrpplm55LV1NTs3Lnz+++/X7JkybfHsiVLlixevHjjxo0nVe/ll3211dXVdXV1+/btPTGKtm7ZsmXixIkTJ06cMmXK5D/QpkyZMm7cuO+++y6/JKRmmmmm2TlgNTU19b9ldXV1/91f+xua3nXCml8P1NXV1pwktTXV+/Y2bKkoX/T1V98s+vqP5OuvFq5ZvWpvQ/3JH62GhobGucShg3W9TqzpT7y35kBD9e49e06B3XtqamoaGvb+8dTW1Z3aoWpoaGicQxzcW91jynE1/dHrRm1pO3TDjSPWdHxNQ0NDQ+PPzo0j1lw+vDzS62vuhhcP1/Q7+9LXdG3TaxbsMol5UENDQ0Pjr4Hw8BT+gbe9twz6f8P+fOXSPqGLAAAAAElFTkSuQmCC" 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Note : PILIH 3 LOOP AJA DARI 5 LOOP YANG GUE TARO. JANGAN LUPA DIKASIH PENJELASANNYA .fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-87465046351475604252014-06-11T06:21:00.000-07:002014-06-11T06:21:32.060-07:00Laporan Akhir Materi Kondisi Pada Linux With C Lab.Sistem Informasi<br />
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Koding Program Kondisi Pada Linux With C :</h2>
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<img alt="" height="364" 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<h2>
OutPut Program Kondisi Linux With C:</h2>
<h2>
</h2>
<h2>
<img alt="" height="475" 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" width="640" /></h2>
<h2>
</h2>
<h2>
Download <a href="https://www.dropbox.com/s/bjmb8y247x3myc7/LA.rar" target="_blank">Disini</a> </h2>
fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0tag:blogger.com,1999:blog-3503266137719596339.post-38730983844867973642014-06-02T02:38:00.001-07:002014-06-02T02:38:19.820-07:00Looping Bintang Segitiga Kebalik #include<iostream.h><br />#include<conio.h><br />void main()<br />{<br /> char x,y,spasi;<br /> for (x='e';x>='a';x--)<br /> {<br /> for (spasi='e';spasi>=x;spasi--)<br /> cout<<' ';<br /> for (y='a';y<=x;y++)<br /> {<br /> cout<<' '<<'*';<br /> }<br /> cout<<endl;<br /> }<br />}<br />
<br />
Dengan Output :<br />
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<img alt="" height="390" 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width="640" />fachriarifhttp://www.blogger.com/profile/06337159514525821661noreply@blogger.com0