tag:blogger.com,1999:blog-49836611623820631362024-03-14T04:07:41.961-07:00Live Stream of Instrument Automation TechnologyBerbagi Disiplin Ilmu Aplikasi Instrumentasi dan Otomasi Pada Industri ProsesUnknownnoreply@blogger.comBlogger25125tag:blogger.com,1999:blog-4983661162382063136.post-90408181885339446242012-12-20T09:33:00.002-08:002012-12-20T09:33:30.939-08:00Perbedaan antara DCS dan PLC<div style="text-align: justify;">
Dalam sebuah artikel dikatakan bahwa PLC dan DCS mempunyai fungsi yang sama. Saat ini perbedaan DCS dan PLC telah kabur karena masing-masing telah saling mengambil peran. PLC mengambil sebagian peran DCS dan sebaliknya.</div>
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<a name='more'></a><br />Ini sangat berbeda dengan yang dipahami selama ini bahwa :<br />
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- DCS (Distributed Control System) sesuai dengan namanya adalah sebuah SISTEM PENGONTROLAN yang bekerja menggunakan beberapa controller dan mengkoordinasikan kerja semua controller tersebut. Masing-masing controller tersebut menangani sebuah plant yang terpisah. Controller yang dimaksud tersebut adalah PLC.</div>
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- Sedangkan PLC (Programmable Logic Controller) sesuai dengan namanya adalah sebuah CONTROLLER yang dapat deprogram kembali. Jika PLC hanya berdiri sendiri dan tidak digabungkan dengan PLC yang lain, SISTEM pengontrolannya dinamakan DDC.</div>
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<br />Jadi, PLC adalah sub sistem dari sebuah sistem besar yang bernama DCS. Yang sejajar dalam hal ini adalah DDC dengan DCS dan FF, serta PLC dengan SLC, Microcontroller, dan sebagainya.<br /> </div>
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Benarkah demikian?<br /> </div>
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Perkembangan awal PLC, difungsikan lebih ke logic Control (Discrete Input/Output). Tapi Sekarang, PLC sudah mengakomodasi bukan hanya discrete Input/Output, didalamnya sudah dapat menerima signal dari Thermocouple, RTD, Load Cell, dan sebagainya langsung ke I/O PLC. Mungkin ini yang menjadi “kabur”, dimana fungsi-fungsi tersebut sebelumnya dipegang oleh DCS, sekarang dengan PLC saja sudah bisa.</div>
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<br />PLC pada dasarnya hanya pengontrol logika yang dapat diprogram. Walaupun pada perkembangannya PLC sudah dilengkapi analog signal, kemampuan aritmatiknya sangat terbatas. Sedangkan DCS, Sistem Pengendali terdistribusi Penekanannya ada di D-nya, Distribusi, yaitu distribusi tiga hal : Distribusi Resiko kegagalan, Distribusi lokasi dan Distribusi Pengendalian dan Man Power.</div>
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<br />Secara tradisional, memang benar bahwa DCS lebih lambat responnya dibanding PLC. Karena memang untuk regulatory control tidak perlu respon yang terlalu cepat karena kalau gagal masih ada safety shutdown system. Satu (1) second overall masih cukup untuk hampir semua aplikasi. Berbeda dengan safety application yang sering merupakan ladang PLC.</div>
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<br />Sekarang, kelihatannya sudah berbeda karena hardware dari yang secara tradisional DCS vendor makin “seperti PLC”. Ada yang mengatakan, “PLC itu Install and Forget it”, kalau DCS kebalikannya, karena lebih bersifat kompleks dan perlu monitoring. Kalau dilihat dari kompleksitas sistemnya, tergantung bagaimana konfigurasi sistem yang dipasang. Shutdown System Plant dengan menggunakan PLC-based juga bisa sangat kompleks, jauh lebih kompleks dibanding dengan DCS. Kalau tidak, mengapa para ahli sedemikian peduli sampai mengeluarkan IEC-61508, IEC-61511, IEC-62601 dan sebagainya.</div>
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<br />PLC terbaru saat ini sudah sanggup untuk mengolah sejumlah besar informasi secara real time karena sudah memiliki RAM antara 2 - 6 MB, memiliki konektivitas dengan Ethernet dan dapat diprogram dalam bentuk teks terstruktur maupun ladder logic.</div>
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<br />Pun, umumnya dioperasikan dengan Windows XP, dilengkapi dengan Human Machine Interface, HMI (misalnya Rockwell RSView), yang memungkinkan diadopsinya aplikasi Visual Basic, Hysys dan aplikasi lainnya. Integrity level PLC tidak bisa dipandang secara individual, seharusnya dipadukan dengan final element dan sensor sebagai satu kesatuan Safety Instrumented Function (SIF).</div>
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<br />Perbedaan PLC dan dcs sekarang sudah tidak ada lagi, karena perkembangan teknologi yang sudah maju.. dimana PLC sudah banyak yang berperan sebagai DCS, malah lebih dari itu PLC bisa berperan seperti SAP…!</div>
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<br />PLC seringkali dipakai untuk safety system (trip system dari suatu equipment). Walaupun di DCS ada fasilitas LOGIC maupun sequence, kebanyakan untuk trip system, sinyal tripnya tetap diumpankan ke PLC, misalnya alarm LL dari level steam drum sinyalnya diumpankan ke PLC untuk men-TRIP-kan Boiler. Jadi perbedaan PLC ama DCS mungkin terletak pada kecepatan responnya.</div>
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<br />Dari studi kasus, di Caltex, DCS sudah lama dan ada penggantian dengan sistem PLC+MMI. Tapi biasanya, kalau di perusahaan migas ada dua sistem DCS dan PLC. PLC untuk Fire/gas and Shutdown System, DCS untuk Continuous Control. Juga banyak aplikasi yang lainnya, seperti spesifik kontrol untuk Compresor/turbin, Vibration Monitoring, Flow Computer System, Optimization,dan lain-lain. Dan semua apikasi itu bisa disambungkan ke DCS. DCS bisa memonitor semua sistem yang ada (PLC+MMI, flow computer, turbin control, optimization software, dan lain-lain). Mungkin sebenarnya bisa aja ditangani oleh satu DCS saja atau PLC+MMI saja. Tetapi di perusahaan Oil and Gas dibuat banyak sistem, salah satu alasannya untuk redundancy, kalau memakai satu sistem saja sekali mati, mati semua plantnya. Tetapi, kalau di industri makanan, mungkin cukup PLC+MMI saja, karena lebih murah daripada membeli DCS yang mahal. Pendapat lainnnya mengatakan bahwa PLC tidak sama dengan DCS, PLC bukan sub sistem DCS dan DCS bukan PLC yang dibesarkan.</div>
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<br />Bila dilihat dari awal terbentuknya kedua perangkat itu, PLC dibuat untuk menggantikan Relay Logic yang berfungsi sebagai shutdown system. DCS dibuat untuk menggantikan Controller (single Loop, multi loop, close loop, open loop, etc), yang mengendalikan jalannya Proses (Proses Control). Proses Controller tentu tidak sama dengan Logic Controller, dan jangan dipisahkan, karena akan berbeda maknanya.</div>
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<br />Dalam aplikasinyapun begitu. Maukah jika pada sistem pengaman (ESD/PLC) kita terjadi kegagalan, maka semua Control Process menjadi Uncontrol, karena PLC digunakan sebagai System Control..?? Atau sebaliknya, kita sudah tidak memiliki sistem pengaman (ESD/PLC), ketika Sistem Control terhadap proses (DCS) terjadi kegagalan, karena DCS juga digunakan sebagai ESD..???. Lebih jelas lagi jika kita melihat “kewajaran” peruntukannya kedua sistem tersebut. PLC “wajar/layak” digunakan untuk sistem pengaman (ESD) kompresor, pompa, turbin, heater, boiler, dan “Equipment Proses” yang lain. Sementara DCS, kewajaran peruntukannya adalah sistem “Pengendalian / Control”. Pengendalian terhadap perubahan level, flow, press, dan “Variable Proses” yang lain.</div>
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<br />Pada pengembangannya, PLC mulai menggunakan “Analog Input”. Input dari Transmitter atau Thermocouple. Tapi coba kita lihat ke Software pemrograman logic. Semua Analog input akan diubah menjadi Digital dan kembali menjadi parameter digital pada fungsi Logic yang digunakan. Kalaulah PLC kemudian memiliki fungsi PID Controller, lebih cenderung diperuntukan ke sistem dimana ESD dan proses control merupakan satu kesatuan Sequence yang tidak bisa dipisah. Misalnya Turbo Machinery Control.</div>
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<br />Tetapi kalau Aplikasi Anti surge, bukanlah ESD, dan lebih cenderung ke fungsi Control (bukan Logic). Bisa dilihat dari kasus sebagai berikut yang mungkin akan lebih terlihat dimana PLC dan DCS wajar diaplikasikan.</div>
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<br />Pada sebuah kompresor yang menggunakan sistem Auto Start untuk Pompa Lube Oil (L.O). Pompa yang normal beroperasi adalah Pompa Turbine (PT) dan Stand by adalah Pompa Motor (PM). Jika Press L.O. turun karena sesuatu hal misalnya PT Trip, setelah mencapai setting Press PM akan Auto Start. Penggunaan Sensor Press L.O. berupa Electronic Smart Pressure Transmitter dan Press.Trans. menjadi Analog input di PLC.</div>
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<br />Kejadiannya adalah : Saat PT Trip, PM terlambat Start dan kompresor Trip, karena turunnya press sangat cepat dibawah satu (1) detik. Setelah dilihat terjadi keterlambatan respon pada Press.transmitter, walaupun damping sudah minimum. Ternyata memang semua peralatan berbasis microprocessor itu akan memiliki Dead Time (juga dikatakan di Manual Book). Untuk mengatasinya kembali digunakan Pressure Switch untuk sistem Auto Start L.O. (sesuai desain awal). Apakah ada standard yang mengatakan sensor dari Sistem Logic ESD harus menggunakan Switch..??? Alangkah terlambat lagi jika input PLC berasal dari DCS.</div>
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<br />Dari cerita di atas, apakah kita akan menggukan DCS untuk fungsi PLC dan PLC untuk DCS..?</div>
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<br />Membicarakan mengenai beda antara PLC dan DCS selalu saja akan campur aduk kalau tidak di set dari awal kerangka berbicaranya pada tataran definisi atau realitas/kemampuan hardware software architecture-nya dalam mengerjakan tugas tertentu.</div>
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<br />Kalau berdasarkan definisinya, maka :</div>
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<br />PLC = Programmable Logic Controller PLC secara definisi adalah sebuah controller (processor) yang bisa diprogram (programmable) yang fungsinya adalah menjalankan (execute) fungsi-fungsi logic. Logic yang dimaksud di sini, melihat pada sejarah awal dibuatnya, adalah discrete/sequence function yang biasanya ditangani oleh relay. Dari awalnya para vendor yang mengusung nama PLC memang bergerak di bisnis discrete/sequence control.</div>
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<br />DCS = Distributed Control System Apapun system control yang terdistribusi (Sebagai lawan dari DDC = direct digital control) dikategorikan sebagai DCS. Pada DDC seluruh control dilakukan dalam central processor sehingga apabila dia kegagalan, seluruh control plant akan ikut gagal. DDC, digunakan hampir, kalau tidak bisa disebut keseluruhannya sebagai Regulatory Control. Dan dari awalnya vendor-vendor yang mengusung nama DCS memang menggunakan produknya sebagai regulatory control.</div>
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<br />Celakanya, para vendor yang ada pada masing-masing kubu ini mulai saling berebut pasar (terutama vendor yang dulunya mengaku vendor PLC). Ini disebabkan karena kemampuan processor/CPU dan juga memori yang makin cepat dan harganya juga makin murah.<br /> </div>
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Mereka mulai “mengkhianati” dan mulailah ada cross application. Vendor yang dulunya mengusung nama PLC sudah mulai memasuki arena regulatory control karena mereka mulai pede dengan barang mereka. Demikian pula Vendor yang dulunya mengusung nama DCS mulai tertarik memasuki arena discrete karena dari segi hardware saat ini sudah memungkinkan processor-nya punya execution time yang cepat sehingga pasar dicrete sudah bisa dimasuki.</div>
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<br />Dengan begitu, kalau melihat pada menyataan kemampuan architecture barang yang dimiliki masing-masing, maka pengertian PLC dan DCS sudah mulai kabur. Maka kalau standard mengatakannya adalah “Programmable Electronic”. Anything programmable and its electronic based device.<br /> </div>
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Khusus mengenai dikotomi switch dan transmitter, spesifikasi response transmitter yang response timenya (include dead time) adalah 100 ~ 500 miliseconds. Dead timenya sendiri 40 ~ 100 miliseconds. Standard tidak menyarankan mana yang lebih baik dipakai karena kedua-duanya sama baiknya tergantung aplikasinya (bahkan akibat kemampuan transmitter yang bisa dipakai untuk check trend data analog, maka pemakaian transmitter makin popular.<br /> </div>
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Kalau terdapat masalah dengan transmitter jangan langsung ambil kesimpulan bahwa switch lebih baik daripada transmitter. Jangan-jangan transmitternya model kuno, atau salah pasang setting sehingga backup pump terlambat jalan. Untuk pompa berapa kecepatan respon pompanya sendiri yang notabene mechanical ??? Penentuan settingnya lebih krusial daripada mempermasalahkan switch atau transmitter.<br /> </div>
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Dalam teori, controller sebuah safety control disarankan terpisah dari controller process control. Namun, hal ini bukanlah sebuah kemutlakan yang harus diikuti. Terkadang sebuah process control tidak bisa dipisahkan dengan safety control. Contoh : pada sebuah test station onshore, ESD adalah process control itu sendiri termasuk sistem alarmnya. Interlocking system yang berfungsi mengidentifikasi dan menindaklanjuti alarm-alarm kritikal semisal HHLL pada vessel juga adalah bagian dari process control.<br /> </div>
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Artikel yang dimaksud di atas lebih tepat mengatakan bahwa “DCS dan PLC mempunyai banyak fungsionalitas yang sama”. Kalau dikatakan bahwa “DCS dan PLC mempunyai fungsi yang sama”, dapat diartikan bahwa seluruh functionality DCS dan PLC sama, padahal masih ada banyak fungsionalitas yang tidak sama antara DCS dan PLC. Perbedaan fungsionalitas tersebut juga berarti bahwa DCS dan PLC tidak bisa di-implementasikan pada aplikasi yang sama. Misalnya untuk sebuah large chemical plant, tetap diperlukan kedua sistem DCS dan PLC, masing-masing untuk aplikasi sesuai dengan rancang bangun atau kegunaan dari sistem (DCS atau PLC).<br /> </div>
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* DCS bukanlah PLC yang besar. Kita bisa mempunyai DCS dengan 300 I/O dan 2 Processor Module, dan PLC dengan 8000 I/O dengan satu atau dua Processor Module; System Architecture DCS dan PLC berbeda. * DCS juga bukan PLC-PLC yang terintegrasi menjadi satu system besar. Kata “Controller” pada PLC lebih ditujukan sebagai “Logic Controller”, sedangkan pada DCS lebih ditujukan sebagai “Process Controller” * Baik DCS maupun PLC adalah configurable dan reconfigurable * DDC dan PLC digabung ataupun tidak adalah dua system yang berbeda * Kita tidak bisa menyejajarkan sistem yang berbeda-beda; sedangkan untuk sistem yang sama pun (sesama DCS atau sesama PLC) tidaklah mudah untuk menyejajarkan satu dengan yang lain.</div>
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<br />Tetapi memanglah demikian adanya. Topik ini adalah topik klasik yang sering dibicarakan dalam berbagai technical forum, tidak hanya di Indonesia tetapi juga secara internasional, dan tetap tidak membuahkan konklusi. Yang penting kita gunakan sistem yang sesuai dengan kegunaan.</div>
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Sumber : Yahoo and Google</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-4983661162382063136.post-15015666724685050162012-12-10T23:17:00.000-08:002012-12-10T23:17:30.638-08:00Dasar Elektronika Daya - bagian 1<div style="text-align: justify;">
Pada Sistem Tenaga Listrik terdapat penggunaan komponen elektronika yang umumnya dipakai dalam rangkaian pengaturan motor-motor listrik.
Komponen-komponen elektronika yang dipergunakan pada sistem tenaga
listrik pada prinsipnya harus mampu menghasilkan daya yang besar atau
mampu menahan disipasi daya yang besar. </div>
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Elektronika daya
meliputi switching, pengontrolan dan pengubah (konversi) blok-blok yang
besar dari daya listrik dengan menggunakan sarana peralatan
semikonduktor. Dengan demikian elektronika daya secara garis besar
terbagi menjadi 2 (dua) bagian yaitu : <br />
<br />
1. Rangkaian Daya <br />
2. Rangkaian kontrol <br />
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Pada gambar berikut menunjukkan hubungan antara <span class="fullpost">kedua rangkaian diatas yang terintegrasi menjadi satu, dimana keduanya banyak memanfaatkan peralatan semikonduktor.</span><br />
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<img alt="" height="158" 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" width="320" /><span class="fullpost"> </span></div>
<div style="text-align: justify;">
<span class="fullpost"></span><span class="fullpost">Rangkaian daya terdiri dari komponen Dioda,
Thyristor dan Transistor Daya. Sedangkan rangkaian kontrol terdiri atas
Dioda, Transistor dan rangkaian terpadu (Integrated Circuit / IC). <br /><br />Dengan
menggunakan peralatan-peralatan yang serupa keandalan dan
kompatibilitas dari perlengkapan (sistem) akan dapat diperbaiki.
Elektronika daya merupakan bagian yang penting dalam industri-industri,
yaitu dalam pengontrolan daya pada sistem, proses elektronika dan
lain-lain. <br /> <br /><span style="font-weight: bold;">I. DIODA</span> <br /><br />Dioda merupakan penyatuan dari lapisan P dan N sebagaimana gambar struktur dan simbol lapisan.</span></div>
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<img alt="" height="146" 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uD3Tz75yNOvvtDvwPGT1cTUBRXgZigIRq8R0kAZf6tp+cbruj5q1KiUlJSDBw/ats05v6GhdBQwLF9F3/YdxriSP9n9eQ3hoGBBTgEToOACFIJD8Gv3RTmfLupHAAohCgsLY2Njk5OTa2pqAMjBIo3fyWjEOYYyDST8RTmwRv5qWZazFogczZOUlDR06NBDhw45wzjDtyeEhNdNnHNN05wBdM1xdppynOuYMWOSk5MPHz4sf5W7yxoHse0ADN+Azt1Gu5P3HcvRAGFAaDAZQqAmtwkzBbEFsRnhlPKGCnLGsDr1CmPMqePlGCjUfx8ioe6JcK5M7KOU6rqOsMGZ4YfaeVdaWlpqaqqs450X5RM5Qg311VMoFJK/Ol8qZ0KhJqQp6/iUlJS4uLj9+/c7V7TGT/fFBUzYob7PdY7v0/+ro8d1wPYREFDAhKBgAgScgTNwfG+CWXiqPWPs3LlzssopLS11Tt4PnC4hqpAHzRlaGf5fctUn+b9OTa9pWnJyssvlOnDggNxAfj3k25140pnQzilK/tcNZ85egyYznjE2fvz4lJSUr7/+OjyiaGQxHLCMQHXiK/1GxiddMt6SxjMKEmb8tYqX11DTNMMrkvz8/MGDB8uoRgjhXH+V8deJvCRKI53ZIi7bIPyshEKhsWPHDhs27PDhw87rVx5txlggEJDPnVqymU5KkxmvaVpiYmKbNm08Hs+UKVNmzpw5Y8aMSZMmTWkck6ZMf2PSuFEx9/+ma+v28cPSpsx9982JM6ePnTJp2tQJMyZPmj5x6rQ3ZkyZOGPK5GlTpk6dOv0aZc2YMWPy5MlTp06VP2fMmJGSkhITEzNo0CC/3y+/D3Ln1ewd34uMqh0LfT7fkSNHtmzZsnr16nXr1q1evXr16tUbN25ct27dmjVrNm/evGHDhk2bNq1atapTp07PPPPMzJkzN2zYsGHDhs2bN69evfrDDz/cuHHjmjVrVq5cuWbNmrVr127evHnHjh0FBQXOTC0ADMNo8j+kKWdocrlc99577+OPPx4TE9O6deunn346JiambeN4pm371p06tH221e96tu342NNt/tipa/f23bo8/Xy79s+2fv6ZNs8982z7pzu0e6ZDu7bt2z377LPPNVRQu3btOnTo0K5du/bt27dp06Zt27YdOnR47LHH7r777hdffLG6uhph9VNzxIstDyfYAHD+/PlZs2a1adMmISFh2LBhHo8nPj5++PDhqamp8fHxiYmJbrfb7XYnJiY+9dRTjzzySL9+/eR0iGlpafHx8XFxcR6PR84rkZyc7Ha7e/fu3bt37y1btgCwLEu6HgqFmvyvaMrWyYSEhJiYmLS0tPnz52dmZmZlZS1fvnxR41iQ+d6Cpe8tWrdoyYZlH06fO3/mwsVL3s1euXDZosWZGVkZixZnLM58N2tRRtaihYsXZWZmvtdQQQsXLszMzMzIyMjMzFy4cGFGRsaCBQsmTZoUExPz6quvVlRUICzoUnX8deJU80VFRfPmzWvbtm2/fv3eeuut5cuXZ2ZmLl26dNmyZQsXLly0aFFmZua8efOysrJmz549bdo0eQoWLlyYlZWVmZkpz1F2dvaKFSvmzp2bnJzctm3bhISEvXv3yk+Rl9+IbqvhnKenpycmJjptNTKGbmw5QjAwCouBQQN0gBmACYADtP6nBVgQAP+efHlnB+R8NRcuXPB4PElJSZWVlfJ1eTvVHHdILQznSDrXw1OnTi1fvjw+Pn7//v1yg8tuN+Ws6M57w3/KcmQAI6ekTk1NPXHiBKXUiePlLFpNToT1QIk6q7lNBLiXW35Ao2AUYAbMIBj8gZCJgIYqWAbsBo1XPVBNTvjUiJxz0zQDgcCiRYs6duxYVFSEMEdlq6Vz2GUbsXMhtW3bCdALCwunTJnidrsLCwudGMZpbIjotpomM94CKCzLCtrBahIKAiEBmwOGH0YAFN6gHoTPRA0YRYiigZZ0ZXyTc9lkoJRS0zQrKio2b9581113HT9+HIBc20I+uezAytsAqbJlWTU1NaZpxsfHT5gwIS8vLxAIODGM86Q5os3IM94GbADcFpYJrgMBAi4AvQbMAINmcz98QVSBU4SIMv6m4fReO8hYsaSk5P333+/Vq9f+/fsvXryI79bN4c9lH5a8AoRCoddff33mzJlHjhwJPwXhnYYR3QPVZMYzgALEDGk+CzwIEZAJkqYXoVo9JDSOGngrSDEohQVl/E1DGn9ZpCHD7tra2uzsbJfL9dVXX2madmXnq9PvIXWvqKiIjY2dM2dOTk4OIcQ0TWeD8E7D6KjjGYdhfPP57tUrl27/cneJr5YCEAxm9Zmjf9+5++AFr1mDYDkpA2V1t7JXLUkZ3wxcVXqv1yujlLlz544ePXrPnj2BQEAeVaeSlgsCyPA9JycnNTX1zTff/PLLL+X6XM5EdJclfTRH9keEGQ8OyxD+2ompSc8++YcBcYN2H9jHAGbpzF+8dkVm+htvfnXmQi2ID4G6EEjdud5ExBUz4Oq6LqttQsjx48czMjJGjBixc+dOeRsqQxRWP0O/ZVk5OTnjx48fO3ZsTk6OruvyEnFZ0pjzKVFw5woKK4BA1YAuHR+7554//PGp2RnzSssvCjtk1ZzPmDu9T9zwvx0/XwPhhQYARBl/k7gsNJc6Op2jPp9P1t8HDx5cuHDh5MmTd+/ebRiGVNlJkDx+/PjMmTMnTJhw9uxZ27adK8Blp+CqV5KmIvKMpz5YtZ4Xeg7s1v25556LTfJ8/fcvwIJmzdnFi2b1Sx6/61x5OXgFCwhcqz1eGd+0XENBUb+WlsyNKSgomDt3rsfjOXr0qHNsZVLTzJkzhw8ffvLkSafRXS5C6nyETDVr1lTWSDOeQHjhu+Dp1m3+qPFvz3kn1uOa/MYYsIBRfXr+u9N7p477+ERxBVBiehkQ9DfYC62MbyZE/WzP8tjKQFw2zzu5ZWVlZRkZGS+99NLJkycBVFdXe73eiRMnpqSkFBYWBoNBWVR4u7ts9rnsSxUNUQ0BakXgwuC27bImTP9061/HTnojMX7g6cO7hXZuzjtvvJo++W+F/lKgzAwwgFgNtl4p45uWq2YIS2Q6e3g7PaVU07SMjIyYmJjTp0+Xl5cPGDBg4sSJubm58htyZeHOc2d4g2zvb/I/JNKMt4Aq2GUDYp5eOmHm2W/zPty0KWHgq3OnjaD+U2++PbbniAnbikMlgA+EgjXYUqOMbwauvJtkjNXU1OzYsWP79u179uzZuXPnrl27Pvnkkz179mzbtm3Lli2pqalPPPHEk08+mZqampmZuXnz5l27du3Zs2f37t3bt2/fsWPH559/vnv37s8++2z79u179+7dtm3brl27ioqKmi+wiTjjdbMQosrV7vnMEVOKzpfkFRXNmTq+X4+Ys0c2z39vatdh4zcX+CsBHeAgEKQh6ZXxTY6TLyCf27atadqqVateeeWVHj169OzZs0ePHn369OncufOLL77Yq1evTp06Pfvss3feeec//dM/tWrVql27dn369JFbduvWrUuXLt27d3/xxRdfeOGFrl27duzYsUePHs8991y/fv3WrVtXWlqq63oU9EDB0qx88Mqh7TsvHj7t7InzBNi77eNBvZ6eM3nQrPnjOo+YsCnfWw1YAINFbE0Zf9O4qvGnT5/OyspaunSpTIpcu3bt0qVLV6xYkZWV9f7777/77ruzZs2SyZILFixYtmxZVlbWkiVLli5dKn8uX7582bJlS5YsWbZs2QcffLBgwYLs7OyTJ09GUR3PUca0/PinO6wc89bJ43kUqCz8NvPPae0e/7+9Xnv2affwtbm1tUCAWVwY4IYy/qZx1agGYVnsMux2ZJWvb9myZc2aNXIBXVyRAOyU6dzCBoNB56w1x6mJQOPLhVE4+Kl2q8fPP3OyyBbgoaqcLzZ0a/Mfd9z141b94z88V1MBaJxwrgMGcPWOaGV809LQnathGE4uACFE9p4KIeS471AoNGnSpL59+8rEd9lC7xDeHOn3+50T0azJ25FmPLF4OVD7+jPPvTdu9rlvi4gAqOYrzpn7Z8+P//lHT/1p8Kd5VTUy9YYEqRVQdfxN5rLWSXkMZbI7wqpw2eJuWVZSUlJaWtqZM2ecRkkp+pVrU4enIjvFNvn+N+Wa3aNHj3a5XOHGX9kp/X1QgJhGIK7fn+ZOn32h8KIAIGjIW3Hw690dOrXr0bff4XOFFDAsE+D1V8WrIA+fMxuE3JOzZ8+6XK6hQ4eWl5dfo7lN8cMRLX6GJs75hAkTnDFQvD4rqLHlyBGoFRUVsoTw+YBKS0vlzEoO1zk7iLMbso4fOnSoHPWHZr6ARjMt33jTNEeNGiXnq3GuWbKubRSoH8EuhJDDxmQekiN3+LCxa5Qvd0D2jDhbnjlzxu12JyUlhRuvavrmoOUb34Qrn8lqPnzFP2mtbdt+v19m6qExUzs45eTl5blcLmX8TaDlG2+aphPHy1t1WTGLRmKapqzOZV0uS3CS7/DdyQ3l6w2BsIEI8vm5c+cSEhIui2qU8c1Byzde07T09PT4+PhvvvkGPyCOlwQCgaqqKtSPEZbDBXRd5/VTe/L6aSWvXU648QByc3PlbCqO8eGbKZqQlm+8nIXP7XZ/88034a43sq2GO21YEl3XHR0Nw3BCGhmpyzayhghvq5F7cvbs2djYWI/HU15e3lR/uOKqtHzjTdNMS0vr27fvJ598UlRUlJ+fX1BQUFBQcKGRVFdX5+bmFhQUnD9//syZMxcuXCguLs7Pzz9z5kxpaWlJSUl+fn5xcXFRUVFBQUFZWdk1iiouLpY/CwoK5POdO3cOGTLE7XYr45ubqDD+zTfffPLJJzt16pSSkpKUlBQbG5uYmOhqAHcDuFyu5OTkgQMHJiUlDR48ePDgwbGxsQkJCQ1t3xBxcXHyXXLyt7i4uMGDBw8YMOCuu+6aMmWKnF/FoZkm9YxmWr7xlNLPPvtMTi8sp9UeMmSInEm5UcbLOcOGDBni8XjatWv3wAMPxMTExMbGNtZ4+REejycxMdHj8SQkJMhdmjBhwvbt22XKR3hzkKJpafnGA7Bt2+fzlZaWypjkwoUL5eXlpQ1Q1gDl5eUVFRUXL14sKyvLzs6Oi4t7++23S0pKGtr+2pSXl5eXl8vnpaWlFy9ezM3NdbKalPHNR8s33uv1XpkFIeqnYG4Uzq3nqlWrBg4cmJGRgUavNVLXCRWOfPHKPRfNs/pKlNPyjZdwzmVXkZTsB2YCbdiwwePxZGdnN9XuSVj9MhXOryqZrMmJCuOdSlSELb9BG+AaFbPTgbVu3brk5OSsrCzDMG74QhHeWCnqU/PkBvIVrlbFaQZavvGmaYbX6HLGzRuYRS1cyvXr1yclJWVnZzdHHczD5g1VPVBNTss3HmHjWXh9gpd8+buP7y9E/qScfLBmVVxC7OKsTHG194oG56oBwtIHHOTuOV9C+Wv4hyqakKgw/mrIBQ7CH5fUF6JuXVZRP+EkYwwCnJGQHmSgq9avihsat2RFti2sS+8VQP2UrOya0ituIVFuPKl/hEt/ufHS3VAgCPCQHiQgG7ZsGJQ4eMmqbOa8V9RJL+rLUsZHJlFu/JUVPA8fweSE0UIILahDgFCuEWvjlo/6DumXkZVhMkMZf3sRtcYDcl35K1x3jK9vXCGMUGoTcFSVewVAgE1b/zI4MX7RksXMeYtcnF4ZH/FEr/ECYOBO3CKA70gvmOBUcCq4DUoEoSUFpZPfeLOkpFqz+coP17uGpS7MzmZOWfUPZXyEE6XGO/eXzl2mY7wQTAgGwQAKUf9g/MtdBx6877H9+3OCJl+yYrV7WFrG4myD0LrilPG3CVFtvBPFh7eu1OnOSb3rFrc0qpv7vzh2588e3P/1KQqsXrfFM2zUkhUfqDr+tkMZ/x3jL8U2nIDZIAbRA5qv2l9Vs2/P4Tvv+PWO7Qdr/Cx7+fq+A+PfW7bSYvXFKeNvE5TxVzHe0EPcNiBoRUnhl7u3f/Lxhr9u3vLeuyv/7bce0xMAAAk3SURBVF/umfnnxX/b+U3SsPHPd++dtXy1L2QIURcNyQeHIBAEqrM0QlHGXx7VaFoQ4BC0uvzi3NkzH2/1m3/5hx//44//50/+4ef/40f/91e/fORHP/rJv/3s3v+876HUkeMYoIy/vYhq46965wpwxojglDPLX1NZlJ977vSJk0dPrP9gS6tfP7Nu7fYjOfnvvLu08wuvzF2wOGQSZfztRZQaj4ZbJ4VghqGZhkaJxRmRvUtWyNy35/C///S/9n5+jAisWP3R67GelR+uV3X8bUf0Gt9QDxSltpMc5vRABXzBv23de99drY4ezdUsrNnwl+T0MXMXZIZMS4hLutcbf42l/hS3mKg1/lpZBpZlaJqmadqlGfZsUZBX1q3TK8eP55oMi5euGJKYtCAri8kjqIy/fYhy46+SSVY3mTIgAMumumEZph0MGCUXKr/YczAQoEGTr/toS2LayHmLFtmcCSEgGLhsxVfGRzpRbvzVs4UJIRaxmeCsLlkGjAlOQC3YBAz4cOPH/QYNyl6+zOb1HbSCQTCZdKna4yOZqDUejR0RIhECAli3fqPL434vO+uqWl97RIjilmPbtmmaI0eOTExMPH369PXPjNus3ATjbwRZQ6xfv97tdmdlZd3q3VE0GjkEVAiRlpbmcrnOnTsnxy7f6v1SxiuaB1Y/42dKSsrgwYNPnDgRIcPnlfGKZkTG8W63+/Dhw82xqNMNoIxXNAty+gnDMMaNG5eSknL06FFWv1jarUUZr2gWpPGBQGD48OEul+vo0aOIjBltlfGKZiQUCs2fP3/27Nlnzpy51ftShzJe0SwIIWRz5KlTp44dO1ZdXW1ZlopqGkQZr2gmlPGK6EIZr4gulPGK6EIZr4gulPGK6EIZr4guItZ4BvB1G9a73IlZWUsA1Kfa1zXoisuyhQUamtryFuy94nsRHOByvH/dr/zSBLoMXMgT1wzp4JFnvIBhGFwYmulfu3FDvDt50aJlggPCNPVKwPL7ar1eQ7dgATa4YRgA99dU65qfUdO2NIASW68b+R3+JRFqHHgEIOD3BsCIrQdLfL4gB8BBLBgmq/VfrPEFAa/QvJYPAoGqQJNLH3HGmzphjAGGJbT1H32clDpq2bK1EAALAX5q1qxYmrUgI/vw8Twb8NsGgB3bt8UPHrTi/SVayGfofoBA2HWPuoFXgDI+MiC2AIdZWTZ13OhlGzfl1/gADsuwL5RsXLJ8yNBhH+/7MgC7LFgG3ixLYkSc8dQWhBDAMnnoSM6JTZs/O3jwJAQADaTKX1WQmpgQO8i19a97KGAw8vkXe1u3bj2w/4D9+/9OqQ3Q6ppyLmwBIi6NrAWU8ZEBpRy2rRUXtHn04fRJUw6ezSOCEz34Yebi555qM2LCtGNFJSFYNixvjQ92FBgPAUKIZnp1GtAs2x+yDJ0LBiDErVLDW5QUPzAxfujOHXsDuvb3Q/v7vt6/bbv2X+37WgCBUFCA+4M+gIYZr6KaiIL7yi+iovj537UaNX5iTmHxharK9RvXxfbrP+i1Qd8WVGpAcW0pg2XqRnOM7Iw84+vuWCwCgwgwgDNwm1C9HLwKdpV7YN/EOPf2bbu+3PeFJ8X9TPvnd+7dF9SJbjOLcZszBh7UAhyMg33n5lXO/KG4lXCA2P5yXDz//G8fHD1q/NG8opWbN3fv88rgQfHHj52p1VFjwOKmZQeaaQ8iznhicQACFoVpc8EFOAOzbHAf7IvMfyElrt/APq+99efZU6dMeKn3C++vXlurEVPAZHURjMWoN+RTxkck1KZ+8IA4f6Lrr/8rKT5pzsJlryWnDEpL27xth2ZBozAYAEppyKaWaVtNvgcRZzyjoJTbLGRDZ06rI6WAD3qRXnV2bPLgjk8/0/XZDi90f37M2BE2UBEgFmABISp0jpBtU4CCUTBR184lZ+5Wxt9yKKG1IFXIO/7yw7958fkef2jT6akePRdv3qwBlQFmAUQg4K8BCzFhN8dajpFoPOMQsBgsImDZghOAc66VQlTAKE1L6HfXT3/6qzt+9sRjD82eMyOvuMIEQgw+i9uACZgMIduUyzAo4yMMAoRE4ALOH+96zy8f+tWD//qLe1u//MqsNR8U+IyAQHUQBgEEBwsJUM3WW77xshtCGn+pjucctAbGBWglw+L6dnjqqTGpw9KSXfc/cPfyNRvL/LYuYAG1GgkSVj8XlDI+AiFACPpF5B3ref89Hf/YfsyU2Y927tqu/5827d4XELAA3Yata4Chm0GL21FhPK5qPKuBqIJdnjKkj6v/gL3bduzavvWll3v8x30PfHX4dICgOmjZgNewKGCDq6gmIqGE1sKqQOGp1594fMqoiTm5JXPeX9GqY8d2L/Q+e6E6aKO0UgcotXyGFYqKqOYqxssmKu4DKaW+wrh+L7oGDP5q9xfe2oq/bP3orv96sFPP3kdP5xm07s5Vs0wKpu5cIxIKGDCqzNOHevz2wQnpE84WV+d6fekzZz74yO+Gpo4r9wpLAKCc6za1muNsRbrxDHXGU70cpBxGeWrCQPeQhK1/+SsTtLTq4tKVq//xJz9NTE7LOX22xh9ggMVtAa6Mj0g44yZsP0rynv/tg0MTU/ceOakD35w6OXnS9Hvu/u8Zb2eV+qygGeDCAEBI0899cNsYD+oDak1fcVL8wCRX8u5dXzKg0lddUl4xMn10q0cee2fe3PzCAt3UBLjqgYpYTFMHJ6i62OGxh9NGjzuSV2AB1bVVOQcOJcYmPtDqj2s+3a7D8hs1EKC2iIIeqLq/8JLxoq7jTYPwGv6LH65ctnb1xhOnCyigU9sidkFBwdtz3vroo43V1ZUA1Y3Ad41XWQaRBTMM1Fa+NXH8X3bsKgnqIdMAMY2y8lMHj02eNW/rvq990EwYlmFHRV5N/V9oXGY8JwFiVgAaBIWAZiFImJzWzTJ1ZpmmEZRzyvt9VSqTLGLhDFbIBLWYFtABDTAMDbaJoM5qfBZQIVipXWvBijbjLQHy3Tre4tSnB6stUzdNMMAQoICmaQCH4MTWAerzVqls4YhGgFPBgn4IWqFpASYATv1eWDap9ppALWch2AEahIAdtKPA+DrkKmfhf68aEdKCUCNCFIqbgzJeEV0o4xXRhTJeEV0o4xXRhTJeEV0o4xXRhTJeEV38f9/7wC/U3uBsAAAAAElFTkSuQmCC" width="200" /><span class="fullpost"> </span></div>
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<span class="fullpost"> </span><span class="fullpost">Syarat dioda dalam keadaan ON adalah Vak positip sedangkan untuk OFF adalah Vak negatif. </span></div>
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" /><span class="fullpost"> </span></div>
<div style="text-align: justify;">
<span class="fullpost">Karateristik tersebut menggambarkan hubungan
antara arus dioda (IR dan IF) agar Vak dalam kondisi menahan arus (OFF)
maupun dalam keadaan mengalir (ON). Dalam keadaan OFF, Vak = Vr =
negatif, maka dioda menahan arus namun terdapat arus bocor Ir yang
kecil. <br /><br />Dalam keadaan ON, Vak = Vf = positif, dioda mengalirkan
arus namun terdapat tegangan jatuh pada dioda = ∆ Vf, dan jika ∆ Vf ini
makin besar untuk arus dioda yang makin tinggi, berarti rugi konduksi If
* ∆ Vf naik. Terlihat pula pada karateristik dioda diatas bahwa bila Vr
terlalu tinggi dioda akan rusak. <br /><br /><span style="font-style: italic;">Karateristik Switching</span> <br /><br />Karateristik ini menggambarkan sifat kerja dioda dalam perpindahan keadaan ON ke OFF dan sebaliknya.</span></div>
<div style="text-align: center;">
<img alt="" height="165" 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" width="320" /><span class="fullpost"> </span><span class="fullpost"> </span></div>
<span class="fullpost"> </span><span class="fullpost">Dioda akan segera melalukan arus jika Vr telah
mencapai lebih dari Vf minimum dioda kondusif dan pada saat OFF terjadi
kelambatan dari dioda untuk kembali mempunyai kemampuan memblokir
tegangan reverse. Dari gambar diatas tgerlihat adanya arus balik sesaat
pada dioda, dimana arus balik ini terjadi pada saat peralihan keadaan
dioda dari kondisi ON ke kondisi membloking tegangan reverse. <br /><br />Dengan adanya sifat arus balik, maka diperoleh dua jenis penggolongan dioda yaitu : <br />1. Dioda Cepat, yaitu dioda dengan kemapuan segera mampu membloking <br />tegangan reverse yang cepat, orde 200 ns terhitung sejak arus forward dioda <br />sama dengan 0 (nol). <br /><br />2. Dioda Lambat, yaitu untuk hal yang sama dioda memerlukan waktu lebih lama, <br />Q32 > Qs1. <br /> <br /><span style="font-style: italic;">Terminologi karateristik dioda</span> <br /><br />Trr : Reverse Recovery Time, waktu yang diperlukan dioda untuk bersifat membloking tegangan forward. <br />Tjr : Waktu yang diperlukan oleh Juction P-N untuk bersifat membloking. <br />Tbr : Waktu yang diperlukan daerah perbatasan Junction untuk membentuk zone bloking.<br />Qs : Jumlah muatan yang mengalir dalam arah reverse selama perpindahan status dioda ON ke OFF. <br /><br />Dioda
jenis lambat banyak digunakan pada rangkaian konverter dengan komutasi
lambat/natural, seperti rangkaian penyearah. Sedangkan Dioda jenis
Cepat dipergunakan pada konverter statis dengan komutasi sendiri
seperti misalnya pada DC Chopper, konverter komutasi sendiri dll. <br /><br /><span style="font-style: italic;">Kemampuan Tegangan </span><br />Dioda
bersifat memblokir tegangan reverse, ternyata mampu menahan tegangan
tersebut tergantung pada karateristik tegangan itu sendiri.</span><br />
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<img alt="" height="267" 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Gx2f/Nn23Rfc+JMgeIUWnuOLC7JHD545boVeZcvUh5WFhTlbsrKXrlxT9auAzlHV+3YduriBSJpQJ2cnMM7tq8+fGBHSUn+5YqSPfuy1m7ccCLnTBCSMAxKLl04cfRg3vmc08ezT+0/mHv0ZElpeZKGAcChQcP4xYJTB/YdO7L/UvklT4ZSgYX1froV1fEZAEKIZDI5d+7c2267be3atWVlZQAIIbDjd8s3xirechVaw2RjX6N4JTkEB2OgAWQAmVZOUbI0r32b9nfd/1ivcZMuaVBApNjFPdkvPfrYgaO7E7wi5ZTk7NvxyM9+2erOB154vs2DT7X4m3/8p16DBuUU5OVdOr9o0axf//JfX2j15Lp1yw8f2deoyQN339fwvbHj4slEGAYzpn3w9lt9J4wdcTL7YJPb72j9+DNLl6wgGnESCEA46dxD+3/xr//UpdOfVm1ZXZaOBYTeBKN4UwXepNMIIXbt2vXaa6898cQTrutSSqPguxnI39AjtdQPrOItV1FD8cbvVxSvpYJUYEIzAkmgXNAKkiyZNXnSQ482b/jcC3suljkU6VK699PPxgx4J/fScR8VjBXF8g53feShSX3e2r5px/6T5zr2eaPXoHc3795FRFBaeqFvr84D+/fal7XNdeLzF37csctrI8e87wREQa9e9eniRfMu5udwL9Gx5fN3/PK217v2KqlKprkIGC08m5P53rB/+4e/e7Nv16zsPRQqIDzw6PXPq54pXkoZBMHw4cPbtWu3detWQkjNesJRVqXF8tVYxVuu4gtD+BqKVwDXilFwAh1AOeDxI7s3d2j/0j/f8uv5W3aWxNTpY2ULPli0f9vuuFciENPqkld6tO9zT84cNPjUkdPlibDv4JEvvd5j3tJlEgqaLV4wc8g7GZ8snktDL/vYkXavdOzas09JRVXS9VatWb39s82MJGSQmDRk6DNNH2v/p04Hsk9RwAn8E/v3DuzepfGdt06b8l722SMUyiWMf3Fxa43zQj1RPAClVDKZ3LRpU5cuXfr27RsEQc3S8FHuvB3IW74Wq3jLVXyZ4rnWUilo03tDaCmYkiHgQbvxwpzxo975t1/81xvD3z94vOizbSczx8+pKKmsTJVQVEAUstjpvq2ffL9v76UfLZg9d3H71zMGj/sg6/BRrpXg5OSxA8Pf7f/OgL4Vl0tWrl71ZIuWHTp33XMw+3Ru/pLlK3bv2QHpsfTlTQsXTxkxdmD/of3eHl4cTxYUFWbv2fHh6KGdX2oxb87kw2cOuCoM2M2QUWOyZYQQZWVlHTp0eOutt1asWHFNA79oxvUGHaOlPmEVb7mKL/j9iuKFUFLBJK1IrbgMufKhXZCqXeuWNXuo8W/vvGfk+Okz5n46b/7KtBME3AMczcoShUfbPHhn+ycfavt08//62S/aden52YETRIALJWkQuvFpE0a/2v6lo9mHMz+c8ebb7w4YOmLkuA9WbtyyfvuO3ILzgK+D+MYFizYsXJk5afZtv79/98Fjew7s37pmxc41S7u90nLqB8OPnT/iI5SA7113ErK+KN4Ugk+n01u3bm3UqNHUqVPNLGtNTDrNDTk8S73DKt5yFV8apVGQXEAIKFOMDCCSBjKQ0oVbEcs99t6Qt//m//rr2+5p2LnPm2u37QoBj/pKBQjjYeWFXn96ZuKgPh9PHZvR8/VmT7TcsueoMOUktVLUXzZ/bu9uXYYPGzJp8pRP124cMf6DOxs1e3v46N2Hsr2QCJZAmFj90dwjW/fu+exQoybNJ0+fM3HKB6sWzis5c/jN7i/OnPFezqXjniYS8Nx6n1FjjvPo0aMvvfTSK6+8snfvXgC+7+sa3OhjtNQnrOItV/FFxStwBS0VqAAVEAADCKQPJlUgq0pQUXhw27pf/vzff/Kr/+j8Vp+jhRcCgANKSOk66ZKC9s8+Mn5I74Pbln62afkTLZ4flzn/6Mk8zjSUAiM52Ycmjxtz//33z1/8Sfbp8xOnz/3F7+7q0rffvmOnGRSUgzCxavacc/tPlF6MDR85uUXrP3Xt0X3P5vWJSzm9OreaPeu9I2f3J5kjAXbd2dZ6o3gAly9f/vDDD++4444lS5ak02kA5eXlRu7XxGes7i1fi1X8X5CrS6/j88K2175bh1IjaiieRUN4Ba2BkIMwcEAAFAghNDioi2RFWe6pl9o8+8wLLT5es8SFqvBdCbCQh0mn/EL+403uHdCr47H960ovnnpn8Ihufd957/3JR7NPpqri0MJPxWdmTrnzzjuPnjxVXpVas3nHi6+8Nvz9SSdy8wU05+myizmThw/fsWZzYV7pZ7sO3N/04Q+mTinMPXPmSNbDD/x+2PCM7Xu3uIIwjsCv96N4IcTmzZt79uzZvn374uJikxpv3rpmFG/bc1u+CVbxtc4VietrGmJAQYsrD6joXdNftIb9v0T3X9KU4/s4hatvSBpCasalkFppKGihJOfUtL0uvpi/YvknCxbNP3b6uM+pOWvf951UevvmTZ1febnH66/u3rEpnaoqKS3v3efN51q1nj9/YXlpGaA4C08cPzpu3LiCSxc1cCT72MJFS/bs3Z9MOUzwtBM/fGjfwLf6LV24qPBi0YWCS7M/mrtjx45EPLZi6aIer7/aq/frq9asTKZTABirN7F4cyRmHpUx5nkegCAIUqnUgAEDHn/88ePHjxcVFZmNo4oFFsu3xSq+1vluihc1RH8t37vivwTTSQ5XtwxVSkXJHvF4/PLly6bVnMnpjoafZWVlFRUVUkqzk8rKynQ6bcanjuNIKdPpdGVlpdmV53nxeDwIgpqDVrNnM2iNxWJmS0JIPB5PJBJhGJqdm7DGl1LXFA/AlJA0zxlj5vmqVau6du3ap08fz/OEEIwx3/dv6GFa6jdW8bXO9RWP7ziKv8INjbtSSs1yG845Y8zUueWcE0JMByITKWaMhWFoFtnXXIhv1ulEW5p9RrcKM4aNftG8ZT7R87zIg57nGcsTQr5tSLoOKp5zblo7AVBKeZ4XBMGf/vSnvn37btmyJdosCAJbrsDynbGKr3U+V/wXht5fGouvH4oHEIZh1A+6ZsM5o2MjLM65ed0Mus0tIQxD3/fDMAQQ/WiyA43WhRC+75sa6Ka6lnnX6M8M+c29weieMWb2EwRBtKxfCPEV7arrmuLNGUWXCEA8Hl+1atXjjz8+derUZDIZfekxl+IGHqqlXmMVX+t8paavu/03UPwNxRiHUmrW3Rih4zodos0AH1dPCdbsRRc99zzPcZxrfjfap/m64DgOpdTzPK11ZWWleXLNyN3cLeqR4s31MRI3VyMnJ+exxx4bPHjw1q1bo/Wr5vRv4HFa6jtW8bVODVlfPe7+wij8i3Kv04o3T8xgOQxDE7GpOVqPpB+Fj4UQhBBKKSEkCAIT2DG+jnRsIs4ATJBHCGF8bSLsUazffAkwXxQAmME+IcT3/Zr1W65HXVO8uUuZi6CUisViCxYs+MlPfrJp0ybT18lcCgDmG9INPFRLvcYq/i+Bqo68f25tXR2Xv3b2Ferrp1LrwnwrkEwmKyoqasZqUCMObtQcvVhRUeG6bvS7UQi+5uQhpdTcKozlTaQegJQysrYJU5hIDqrNbmL3ZuK35jeDmp94DXVQ8ebuaOYbNm/e/Prrr3fq1Ons2bNmgyAIokttB/KW74xV/F+GK8kzvNrjVxaFVk+xmg0oNK0vii8qKlq6dOmsWbNycnIAmACCiSdEs6mmY1FUC5cxRik1f5pXzJ9BEPi+H4XXUSOyb5pgRN8GTEwmmlw1Y3ZzPDXTw2t+6PWoa4pnjCUSCQBhGBYXF48ePbpZs2b79u1LJBJaa/OWuWmZbzM38FAt9Rqr+FompBwAJ56fqoIIwnSMuCkATCFQSLhUAkqpwElCES9eqjRzSSCU1ACXwgR3ogxFKA2ltVSSC0kZCykhJApkR/N1UTZL9I3ejIujecsrO1PKZMJ8h1WR+/fv79evX7NmzfLy8ozW61f0oK4p3vx9mXH63LlzO3funJGRYfMjLbWOVXwtIxUAaB6CeRA+FIHmnIVUgSikiEwHjFLK/DSCOIQLiIBRBS21CkIitQJg8lLCMPQc13c9TlnNgbyJY5jBnRn/mluCsUZEzaGfGQ9GKYlfMS15PbKysrp163b33XefPHky2mc9WkBf1xRv/grMxMYLL7zQvn37Xbt22cwZS61jFV/LeD5xXRcihKY0WYYgDhWGxCcCFKBA3GNcKGgukmVgKSnCpOtJgErleoFUuGp0rKVWAlJozkRISOBB6SjdombySTqdJoRcU1XcLJsMw9BESyIpf4cv/nv27Ondu3eTJk2OHTtmXrGK/zMxsZo1a9Y89thjQ4cOjW7AFkstYhVfyygNKaVmQbLs4volc4YP6N2tU7uBb/efs2DJ4ZyCSk/6ChoI07Ejn62dOPytrq91Gjtx0rn8C05AhNQaMKa+srxIMBoGoedS39OcQSvBeM3At8krD8Ow5qyjSTBHtddqjugJId9NJadPn545c+Ybb7xRUFAQ6dIq/s8hnU7n5eU9++yzgwYN2rdvX7SkwGKpRaziaxnjPEHcVNmFdYtmtm3e7B/+x183vPfuEWMnHzxzsThFQyCkPF1Zcnr3urZPNmrcqOHQUWPyLl7yQkq4EIAX+EbxkgsoCa2uPHgoQiIYN/np13ypT6VSZnlRGIbRuiETxvE8z7z7pb/4DYnFYmfPnt2xY0c0U1q/ogp1TfGEkEQisWzZsj/84Q8rV640V7V+XVJLvcAqvjbRgOdTpRQPHCg/rLy46uPMpvfc3vr551Zt3B4ALuAIeD5BmIZXNmV4v7cHvLn3ULbJtDGWv5I4oyG5CD039FwzfodkIvS1vBKZMWFcE4e5JpkkymzRWtecwftzWsGZ8JHJ3jPfMOqXj+qa4gHs37//mWee6devX25ubv26mJZ6hFV8baKrp1sVSUO4CCqKTh98qeWTd991x5D3xsdCOEBVoLlQyk+kLhz9eOLQuXNmJtxAAD6TSddzAqKBZDpF/EAwDiUhhWZEhr6p6Qh9pQZAzeQZU7QrWi5kQvBRWo7ruqlUymxv5ma/QzKMiSFEbedMfnotXbbvg7qm+MrKygkTJvzxj3/Mzs42WVI38GAsNzFW8bVMGAZaMRW42kvAr4Jyxo96p3Gjhs+/2CG3OO4olCUDDRC38tiuTcs+mnbwwL5QiT0H9o8YM7JL986du3UaOvzdzp07ZWRkrF65Jkj70Cgrurho/kd9e776Qqsnhw59q+trHV/r2DVzypz8/DIBXI6X7z+w8/WOLw4f2H/dmo2VcY8CRMPzU4ykLuafmjjxvR69ei5a+mlZRcILeRCSmitvtUnMNK9cf4hvbiqmrKP50mBj8X8OixcvzsjI6N69e806a/XrrmmpF1jF1y5C8iSkBynBJPUSksaPHNr+4kvP3XlP47Ubs7wQVMGjDglT77w9cPXKdSVlpQ5JVSVLBgzq3vzZB17u1GLRkplvD3zzueee79kj41zOJS2QTiUWLpze5oVmTzz1hxkzB06dPCzjlTdbNH11ybJDlxK8isVOnN7cq+1Dj/z2F+9mDL1QTPMCVAI+qSRVZ3ZunHHH7/71kSeenLd0Q5mDqgASCPw0pNBKSC0YGAPlYFfqGV9H2kEQ5OfnZ2Vl+b4vpXRdt37NDd4oxUeBsuiLlOM4ly9fzsjIaN269enTp816LpNDafPiLbWOVXztIrRMQaTBJQQE9QDvUuGpEaMG3vHHe9u37376dL4EAu4dzznWs0//Ldv3aYAK1yVlcxaMGzWu99xFYwEnIMn+/d9u1bLdxrW7EjFPCnby1N4R73UfOvKVvAsbBCk5uPbQLf9fs1Hvr84pC104Sff46mlvt77r1rbN263acqoUKAQUnPLcbVNHv3Ln7/93p9e6rd95MiFRGUIAUhBIBik4WAgagnBQCIBfV/GJROLEiRObNm26dOlS9KIpJFAvuFGKj2a/zY/mvjhr1qxXX3119OjRqVQKZkhu2RIAACAASURBVClcEESLhC2WWsQqvnYRWvtauIpRKCmZDxDiV2zatOrp5i1+/rNfb9m60wtpRaJyw7Ytk6fNyckt8gJfIwS8RUunDBnR7aOP31dIxapK+vd/++nmL+z87HDgS0DlnD00dGT3MRN6Fpfvgaw6vv3Ez/73PZOmbjpZlC4l5UQUbJ37/rhunTq06tD1jdG5DAUSUjvH93wyJKPF/Xf92ztDhh84VeoCxWlRVlnhe0mjeDOKN4rX8qtG8cZNJhkf1bXOv88r+2dyoxRfs96O1jqdTsfj8aZNm/bu3fvgwYPRZlHjJ4uldrGKr10UIKQKBSdQXFBHCxfSu3D+1Ltvv/U/f/w/Jk6cnH/h4unz5zPnfLxpx/7yKkdBc+GFNDZ77rjBw7tnzhhxKmf/B1PGP/fc86937ZOXW8IZtJaHju58a2CnAe+2P3Rs9bIl0/u+3PfeWx7/dO3xSoYqkUw4eZ9OGbFv6fz3Bo5s9Gjrrbkl+UwUluTtXD9v9aKRrZ6+491hI3dlXygnWLYxa/zkScuXLfq2io8GmCYH/5rSCHWfG6h488QsdygpKVm4cOFdd901d+5cUyLf1Ls3s+Xfw/FY/rthFV+baEBpCCUZ9wEqqCNIGip0q8q2rlv+n//2z62ff3bT5q1ZB44OGzPlRF5JIAHA9+NhULFo8dSMN9t3ee35zOnvt3u5Ta9efTZv2ul5KpUOFOSBo7v7D+rSrtPjI8f07dWjwyvPvrxg2opjpy87QACRdkt3fjLn9Kb1C2fMfbLli+8tWHIiVpW1d+eKBVPLC3Z0avfwgEFDdmVfKHIwfNKM59q0GjdmGASDEFIrBhGCsm+g+CAIqqqqzMopM5y3061fSzSVauLshw4deuqpp959991Tp04BcBzH3CyvKdtpsdQWVvG1iQaIANWaChfwIT1NPEiug3Rh7pEuHVr+/re/6NSp03tjMydNX1QVaApQSmmQBPxlS2f06N62wyvPTpw4/OFHmowdO76wqFxruAGXUPuO7Bw4rHfrlx8dMiKja+eXu7706qVTJY6PlASBTrmVWauWn9i88fjeg/0GvnvnU0/N27Jx7cYN82dNFs7ZV9s//s7QkYfOlJUTDBk/rWWrFtOnTYBgEEoqhFDVildfofhEIpGdnb1u3TrHcbTWnxdKqyfcKMWbNQpmpVh5efnUqVNvvfXWffv2mca2ZuRuKkzAKt7yF8AqvjbRgBeCaAQipZGG8hH6EALEjZecWrdixm9+9e//8i//8myrTpt3nnQ00lwASlEXIr144YcTxg1et35xScn5/gMyXn+9+7yPF8eq0gKQUPuOZo2ePKT/4B7n8o/Omjmt7dMt3+n79oVL5T4QAolUfMXsjy7sP+hVVixevuSff/2zTgPemLto0b5d20GLunZqMXTU+3tPXCxMstGZM156+YXMD8aAM3CjeIRgDFSpr1L8/v3733rrrSZNmhw9ejSq3BuPx7/X6/tncAOTJk09CUrp0qVLO3fu3Ldv34qKCvOiOZ56N7FhqUdYxdcmGnAoKBCIlEQS0tPEBxNwkuCXLxcdebjpnT//6c9e7zYo5iCtQAFACZIGyPIlswcN7DV/3lStyeEj+zt27Ni+w6tZ+w9RqThk1qHdw8e+M2T0gPMXz5WXFc2ZOu2W//z5goVLzxYWOVI7AV06e1756TNe5eUTJ4888FSzpi2bjxgzjrOQOhc7dXhqyMgxu7LzYhTrd+4eP+m9zes/AWfgkApMf654ff00yKysrN69ezds2LCsrExrbeYG61He5A2MxZsPTafTffv2bdu2bX5+vllSoJQyzQijdQY2o8ZS61jF1yYaIApEgcITSEJ64BRUgoVg5V7i3Ighb/Tp1fvDGUsDjgqPuVJQ5oOT4oJzvbq98nzLx98d+Ebe+ZxkKrZw4cL2HTo+8XSLhUs/2XNo3+Tpk5u3erzFC803bd9YXFx46tDhQW+82bJly6Fjxm7O2rv/yPHXXu700YTJ5fnnKsouzJz/4YAR767evC2RSp4+tu2Zp+5v0erF+Su3ny1NFFRWnjl32EsUgQSgSgpQhUCzUIdKCajrBgqysrL69et3xx13nD9/HtUh5nq0JtO0nPU8TynVtGnTH/7wh4899hi+EBsxm0UtSqLOglG8BdUNTGrq2Dw3rUtMoTeT5x61k6WUTp48uUuXLuPGjbMVJS3fJ1bxtYkGqATRYAgE0koFEBRMglGwSqjYnp3rt27ecmB/DhWIeZQBWrHQTRbk5kyZNGbksEEL5n90ubyYsbCqqnLh4kX9+r/1yacrsk8c37xj69DRQ/sN6rdjz850OsnSzuZVqwcPHjxm/ITVW3YcPn5myoSpKxcuKsnNIanLJ08d3n1gz/miUicgB/auGzn0zTGTMld9dvhceYIAIauCTiMIECJSfIBQ6q9S/MGDB99///02bdrk5uaaPBDUmEus+0S98aSUd9999w9+8IMnnngi6lplpo6jBlJSSsdxjNPNxHLUbqVm80LOeZRWFIahmTs1nxK1tzVD9dLS0nbt2vXv3//w4cP16KJZbgKs4msTDXAFrsFBJHytKCSDUJBM0gTgBW5VGBDHYSFH0gsFNCAgQ4BrQVjgMuoDQkquteSSOV7adAgMBU8HjoRiEBoKSokgoIQpDQZQBa3B0g44gSRQVEFSwFcccAKn3OModVUlVSFUSCtUWHlF8RxUwYcwitfXj9RUVFTs3r176dKllZWVpgwZ6pXiTY9Ao/JGjRr9+Mc/fvbZZ81Q3cjdbBb1GjREuaFfLPR2zfA/KsRv7hmmXpB5q7Ky8sMPP3zyySenT5+OenXRLDcBVvG1jNRKaiFBlaZKM62EeQge0NCVIgSgFRjXIeWEEMGJ7yWJmwKEkhxQlBJCfMdJmbZ+UgsFLQEhNdeKSOpRlwU+uISCFCBCB1ppgBNPpJMymSDxqjAMPSAWOGFQIcIkAxyFNJAUbqzqPHQSQQACyUElfK18hBxfpXhUlzOLupGgvtVUMT2+lVL33HNPgwYNHn/8cVTHyiODm9tANHKvOdlgUteN3KN4TvRu1EgrqsFpeitSSrOzs++6667Bgwfv2bMH1fGc7+2sLf/NsYqvXZRWVCuqlVBKKCWkrn4oBIQLqRljjAdShNAggQcIpanvpZQSiUTCuAMwDxFSL5VKKKU0IDgc1yeKcFBoQIK7yk0RjwoGpMM0Zz6EAJUgAgIESMlAw4H0fIEEQ1kQHD6bvf2z5edPZX1B8YyDKVxX8dUHBlSPbWsOfus+RrhmBH3XXXc1aNCgRYsWUeesmmeHak1HiaEmkoPqhovRZiYVMgrQRwUjI4O7rpubmztt2rRf/epXn332WSwWM7Gd7+ukLRar+FpGQLtQPqTSElIrDsHBGJRPQQUkQHkYBFWSpaGFJCSZqAypxzkF4Lq+1mBM+L6fSiUYDwAREEdKGQSh4NAARejQtJNyqcPAAAUBONL3tSdVgJDDoUhT5oVVYXA5THCehCIeR0rCBUrTpQWXDleVnkLgg0CxaxTPgS+3tmkTSCmNqgrXr6VPnudF86UmUHPrrbdOnTo1MzNz27ZtJSUl5owqKyt37NiRmZk5a9as6dOnb9iw4dKlS4QQpVRlZeWePXs+/PDDiRMnTpkyZe3atQUFBSZGn0qljh8/PnHixAkTJkyZMmXmzJnbtm0zUfvly5d36NBh4MCBBQUF+PNK9lss3wGr+NqFQyUh0+BacQglqeYElECmCUIFJsElC2lMiziIj5AqSTWEhtJAQKj516+1lpILGWpFQ+JCg4U8cFky5RDtUQRaAhTCBUnLVOClhEPgM+nplIsqH2kFon1IH1yIFEA9jqSAB/jwGS0VbtG3VTznvKys7OjRo6ZyVpQLWF8wcjfl8u+8884GDRr88Ic/fPjhh++///7hw4efPHnSGDk3N/e9996777777rjjjkaNGr3zzjvZ2dnmTM+ePZuZmdm4ceM//vGPjRo16tev3549e8zIvbKycsaMGQ888EDjxo1vueWW3/zmN3369InFYpcuXRo6dGjr1q3Pnj2bSqWieVprecv3Rr1X/JcUOdfXvqo/fyhAwMxYmjcUIK+UTxcwaYMKVxVPNzV2r9mrghbQKnpVAxKQoErHoZJXFC/BlKagVPNQgimkPS61UvABXwUuhNSKhcynPORShJQLqaXUnudxTrkgWrF0qgoalDBzyIH0PerQUIIDIUJfBYwy8AC+0CFCikAhBHVohZdKK08pT8kwHYgUhaOEKz2NFEQC5Mp0K5MItAr01yj+8uXLe/funT17tkmaNHGPeqSq6PsHgLvvvvvHP/7x3XffvWjRoiVLlpw6dcr01QMgpTx37tzixYuXLVv2ySefHDlyJJ1OR7k0BQUFixcvXrBgwYoVKw4dOpRIJMwOhRDxeHzWrFnLly/v1q3bQw89NHDgwJKSkpkzZ7722muvv/662czE6+1CJ8v3Sf1WvAa4hqjZ4UJp0ymJkwBQlFIuBZVCAKnAExCA75NKCa4BGSh4QAok5lc46RRIGsQ1yexMKCqVUkKkpHSVhgCYAhEQgkGHUASBA5eBQVDEnTBGXB+Bq8sDVQENSWACKb7vKk248IQklDOmtDSlbEIKzqvD7l+K+uK7V9p34PMbjrl1KUilBKSCUBDQElwrAXklP+fKHQhC8YCkAR7dn66+/103tu77fiKRKCwsNGndSqn6ld8dBdMBNGzYsEGDBs2aNfM8Lx6Pu64bOVcI4bpuPB6vrKxMJBK+75v+iGYa1qg8kUik02nTUtEEf0wgvqKiIplMTpw4sV27dv369SssLGzdunWPHj0KCwuFEOajzUInq3jL98ZNq3hJQzPnySVjSnosoFo61AlFIhRxBu6FRBENClRpUIRQSdAK7SR5EiFB2iNOwCWTOq3hcw3CEIQQAloJzR3pxRC6IFIFEAxcw9WyksUJkq6OcS5JUgkX3IUICedpqDTgSy0IVz4DFVBCKka/otHSt8KMDaPJQ+MjIyDzp6kjlp2dvWzZst27d3/b/ddc3WNmHetXpcmair///vsbNGjw6KOPmqH9NZPG5uqZxNAv5kqamVjzWzW/xETP58+f36FDh65duw4cOLBbt26zZs1Kp9NRrQIz11qPloxZ6jv1W/EApILSn/8D01pDS62E4ERwAoh4oiLn7OnVaz/dsm3zzt3bT547WuVVUIik74qA6UR45rPDn63csGXnZ0eLcktpwlUBlACXWkJAeTrNQDTAQ61cIASEBA0U9wDONTwqCYMENBBKwkA8nZZSMl+AgaQItGAkxXlaSF9BE67SAWMK0BAhqS3FG+NcQ5QoYgTnuu6cOXM6duw4efLkb7t/UyjRBJSjjO96lFFjDtW49YEHHvjRj37UvHnzmv/bXK92Zs0UyS991xDVGjty5MiMGTOGDh3661//evDgwTk5OdH+zZQ1qquPWSzfA/Ve8dpE0mv8W9VaKiU0OAldz0/tzto+oH/Gz3/2kx81aHDHnb+fMHXS0dxTceFTKGhVmVcwa9TY3//0p//6H//25ohBR/NOO6EHISA0IaQyVZVgKVd6XDIwhUDDFwgFOFfgBNyD8LUKuCKhUESBa6Z5IAMNpSSHUn48Bs3dVIxRPwg8KsE1CFdKA1CcBV8RG/luREnrNTFDyCAIxo4d+9hjj02YMOE77DmVSpkSuIb6lf9n/g+JRvE/+tGPnnrqKVQng0YGv+bHKEc+GrOrGtS8m6J6hC6lzMnJGT9+fOPGjdesWWNsbjaOrliURG+x/KWp54rXgDDzpVcUr6AVpNRCakaFD3DXjW3buLp3147/8Hc/GtCvz97sYz4QUyytSOCnSFVZ/qF9LR9tNnTEoH3HDnFoylk6nggclynJoBiUx4KAOKaHBphAKLUEA3xoByKAkFBaKhCtfaUUQgkFTmlSsQRJlUESSQg0uACTVw5WSq40U5rVluJNyBg1FB9FVFA92eh53sSJE1u0aJGZmflt979r165Ro0Z16tQpJycniv/UypF/n5gp4oYNG0ZlyL50xrimuL/hW9HkhJRyw4YNzzzzzMiRI0tKSlAd+UH1HDXsKN7yPXITKV6bn7SAZGBu6KTcKhKmoIOKS7mfLpj5s3/8+64d2q3auD2hUaGFDwEE2o9VXDjRtcPza9Z8UlhcYPapNRQ0kdSlRANSaq0oQCA914lXxVKxhJ8OlSu1D0YRCkkgOChAoRW4BtMhYeVQ5UBCuFWQCANIDQFQAaUUoz4JHZh5hNrgSwfUUbjceN/zvOXLl/fv33/p0qXfdv/Z2dlvvPFGs2bNTOTBRPbrUUaNIVK8Wd1aM9D0tbmMX7rUKzI+Y8xMpZ48eXLQoEF33XXXwYMHo6mLKF3SpGbWowqdlvrOTaB4dSWtvFrxFDIEY2BU+0FQBfjaj+UfzXrh4fua3XPH1FmLClIsBlTBV3CcWN7x/RtmTh1VWJDjucnCvAsrlnw67+MF67ZsWrN5zZx5c7es2no5vwzgab9s15GtH6+aN2fZskUrN8xbuGr9+u2XLl5Q3CstPLdh9Yp1K9fnnLhEfIQCFCFFOVAIWbxlxcLtazbtyTqV9sCAtEeV5FoQP0jo6ycpfluMNYx5o/q0NYM2RkP5+fk7d+48ffr0t93/zp07u3fv3rBhw1OnTkUhi1o58u8Hc8xmEG2KCZsyZKgOlEfzqDUDMlHoJio+88WpjmhyG0Aqlfroo49eeumlHj16mNmLmvkz5oMYY/Xr0lnqNfVf8VxBaMgriufQFJJAeNyToL4f0zwFmgpK86aPGPDA737Tve+7e88WVwGlNCVVqijv4OKPJ6xdNae4MIc4iS2frnn4/qb/+ctfPvPSC207tP3j7X94/qHWm5dsokH62Lm9GSN7NG7VtGmrZ57r0PXnv7qjRfMXNn66EtTb/9nG5o82a3jPA4MHja0o144HAkJR5gUnivI+e+Gxpo898PDoMbPOXXSIRDzlQ0po6odJAaZrLxYvpUylUoWFhYWFhaaYDGqsUYpSR75bGsz+/fuHDh369NNPnz9/Pmo3Wo9iNTWnW00svnnz5qhxWWpuGRWerBl2N+9eb6SfTqcB5OXlderU6be//e24ceNMX6doP+YblamTY0fxlu+N+q94xsFFTcWHUAG4gPCoA4RQrkiWyaqiyjOHn2563yNPPJ+5eF0ciCMEyKY1C15q91hR8QniX6apWFVu3rghw958d8DiDSsr05Unso82v+/pd3sM3r5l/aFTO5u0vGf+1oVxiNOF5afPlGZ+MG/zqrUgvg6SU8aNeuyRx598vPXxI6VCIQBxUCT1+UWzB9/9i//Tuc0ru/eeSYXwBKSC8gOIgEmPIqwtxRtP7du374033ujTp8/Zs2dRYxTPOTcltPBd+3jk5eWtX79+5MiRFy9eNLeNmouJ6j66llqCKKV83zc3uajiplnjGgTBmDFjmjRpctdddw0YMMBUHKrds7BYvi31X/Gcg4uagZoQikAKqFASgAIEYQJhXMYuDsno0ajRIx16vlUS0kpGqipKtm9YPnbikILSU4AHryqdezbzvRFDJ4xcf/AzCVFysfiJxs+8mzFi08a1m3euuvXen3bp1/FI7kkKVCX43qzjuafPQwtwf96MKV06dHi5TcdxI2Z5LlwEIWLllw+8P6TLg7/79cDuGbv25yT4FcVr1wclIXeICmpL8cY1WVlZr732WqdOnUwoJhplR2NPs9jnu2V0XL58+dy5c9GKp/qVF19bio/KT5rWH9ErlNKCgoJHHnmkYcOGDz/8cEZGRkVFRa2egcXyXbgpFC8ZlKxWPLgG1ZJwJhSXKtTCB0tDpBDGNn268OnmLW79Q8M9p85cdv29O/csX7ToswPbK0lZPFaAIIayi5kjB/Ua0nvexk8uFuavWraySeOnRo2eduzE8ROnDjzb8sE77/rVy+1fnDnn4zPni3MvVZZXOaGQgZ9ev2r53KkfDOv39rOPtM7NLS4lscusKDt7/eyJgzs/89TQvm/tOnA8JuBICAmkAxAScC+ovVG88c6OHTtefvnltm3bHj16FIAQIggC3/dNCocQori4ODc3t7y8/NvuPwgC01WDEBJFfmrlyL8falHxZlem6YfW2sTcz507l5mZ2apVqxdffPGVV14ZMmRIMpm0o3jLDaeeKx4KgkKyK+nxJh9RQUhtSnpxQRj1FEuDJ8ETheePv9m7x09/9l9jM6cXlFetXLxu9rSP8mOXfTDAA6skeccmD+nd7d3X3ps3/uN5s1s91erhJ19YuHKTF9KQOPNnTW75ROOf/vv/+4v/+tnI0eOzDp1MM1CgKp5c++mybSuXzhw7+skmjy1fsfp8ojj74rFPl885sn3DiO7dB/XovePgoQopUsooniLkVIWhKfpee+zduzcjI6Nnz54nT56suZDHxFXi8fiJEyd27ty5f//+P+dTzJ6vqaxbx6ktxWutKaXmlmmCM5xzz/N27tx5++23jx8/fvTo0cOHD58+fXrUZ8piuYHUe8UrSbViulrx+kr9AoSkOllQUaUCKV0lUpxUzZk69uEm9zd5+LFPPt08d8onS+dtqOA6BhpPFrL4eXXx8PRRvZt3eKhJ24e6dHyl8Z2NTpwv9gEGMBaCugU5R7p3bPvjv/7h3//9//1UyzbrtuxzQrgeXb1i+bmje84f3d3ntY6vd++yM+fIugM7ZmZOS+RdGNW914g33th1ZE8liANIBaQFiKaKEbBaVLzWOj8/f8WKFYsXLy4rK4saM+nqbkdms+/s5SAIoqVP0bKgWjny74FaVDzn3Og7DEMTqzly5MiECRN+/vOfX7hwwWzmum4YhmaAb7HcQOq94oWiEjTKPtQKWkBxhL6AhhBKa8kVUQhDngK8I5+tfrdP17/927974vEXRr01de+23BRQLKiCC14qL+ybMfL1t8Z1m7Yq85N5Hz/Z6LGBw94/eCbfZYglU2WlhYqli/KPr1o+r+3zre6+44Exo2ZUxSSnWPDx/IP71l/K27t0/gd/uPOW/hPfy1z2yZqVm+DI4Z27jXu7/65jO2NwHUgNIC3hw6ehq8LadWQQBBUVFUVFRbq6KEo03RoEgalaY7Iqv+2ei4uLT506tXjx4mQyWb/G74ZaDNQAoJQqpTzPAyCl/PDDD9u2bTtq1KhYLBZ9Sr1bNGC5KanfitdQTIcc9PMquKZaMAP3teKglEutfOYJcIclATcoP716zgf/9P/8w8//4/YpwxaXnJcx4DJQVlUAVoTCPZPeebHX6A6rD68qzcvPHDbh+VZ/+nDOwuO5l84WFq/dtvHS5TyJeOiX7dq4vtVDLaYMneWVABTLl396/NyuZJBzNmdbk4f++PCfWo+cObfgfAwuhnXsNrx3962HNpYilgJVGkhqePBpmFaktkxZUyhRrasvXYQZpdZ8KzzPKy0tzc7ONjl/ZqFmPRJ9bSk+6uvkOI7R/b59+zIyMlq2bGnmV4UQyWQymvyoxVOwWL4DN4Hi6Zconl9ZN8q51IBHfQHh0LRQLljloW2rn3z0sYebPrNv42lJUOIjBXAQkswvzV4/PKPNK2+2nrFqZphMxfJK27V5uWuP3qMmTJ6xYGH3t/rMWfpR9ondp07s2b1pQ7unXlg9e0NYhktnL48ZM3bdjk9ziw8k4ufeHdL36VfaTZyzwEvpZEGi38td+nRsv27HysKgNME9IQFHI0QopA9WWyO9qKZKFEYwojdReEIIY8x13fPnzx87diw/P/87fITJFIy0Xo+S4lF7igdACJFSVlVVmedjx47t0qXL5MmTGWOEEMdxYrFYfn5+vau3bLkpqd+Kx+f101XNl76sJYi60g9E8/yzp2bNmDn9w9n5Zy5Bg2lQQCjupiqWfTzzoSZ339Hw9xOmTSgrKZWUbdu6ue1Lbe66584X27/0f37+k9/d/ps2bZ97Z2C/++6+q2fXHvt3HPKTfMvGnV06d3vzrX5Ze3d6buLkqaOLVyzbvf9QKult3bDtlTYvPfJg0/ET3z925pixo2bKlD/2aa3VKoki7/F4PGowRCk1IuacE0LM2sv27dtPmTLlO3yE53la66i7dJQVXi+oxVi867qorjNTUVHRqFGjYcOGlZaWmkt99OjRWbNmLVq0yNQQrs1zsFi+PfVe8d8WU6olNzc3SvE22W8mNSKdTufn5589e7a8vNz3fUJ8xoNLhXmnc46VlRfu27/70OF9e/dm7dmz+8CBQ+fP5wc+g4bn0oILxcVFl2koHcdzXbe8vNwsd4zH4zk5OaWlpaYFqNY6DEPzBR+1Ha7lnF+8eHH37t1ZWVlFRUVRgXKzhl5rnUqlpkyZ0rp164kTJ36H/SeTSdPVr97NteIvMIqXUsZisWHDhnXo0GHJkiVmz67rzpo1q1OnTsOGDausrKxHt0DLzcp/O8UbvZq1Kri6e5EpUWKeV3dfU46bMHEfLggglGaxWEVxcSGlHAA0GFWcXWmeFBLB+ec1YfCFiruc8yiYW7uBDnPwJmJeWlpqOhmZj4vWKMXj8XHjxrVs2XLcuHHfdv/5+flLly6dNGlSSUmJ7/umLXU9yhipRcVH7VZ27959yy23zJw5Mz8/P7oUc+bM6dChwzvvvBOPx21FScsN57+d4qPAhZl1NGWhAJjquJRSSqnxl5RSKSFkCHAhw1S6yiheKQEgDEMhlJJQEpxpRhWjmlHFmKj+XRVVCXccxzSBi4Z1Jm5bi+cV1VG5pjyWWWdv1uDEYrHZs2f36NFj5syZ33b/Bw4cyMjIaNas2ZkzZ6KbU/R1pO5Ti9OtZld5eXnDhg275557TP9usyJMCDFjxoy2bdtmZGREnV0tlhvIf0fFR+4zr5gozRfr/ymlCPEB4fkpIUPPTyklHCdlJjBx5asA51xqBfOAhpQ6DEPzbcDcKszeokQ686K5l9TuqUU9nlCjUKL5aON9x3EOC11BAwAAIABJREFUHTr0/7N35nFVlun/9zfTNDXlEoKiVtPyrWZycqrJ3HJcMk1No0VTRM19yR1FFBBRCxc09sXd1DLNHXfEHUEBQQVBZIcDZ1+efb1+f1xxzwmTgo4bPu8XL1/wnHPuZ/E5n/t+rvu6P9euXbsuXLhQ38ZTU1NnzJjRtWtX9KjBgbxrj/+u4sKkScxK2rBhw8CBA6Ojo6uqqshLLMseOnQoNDQ0KirKarVqgRqN+84jJ/HOqX4YpCbxGZyTRAmuiZgriiJxPEXG74LAAYDNZsPCzaIoMwzH0IIoqKKgMgwHTvOQGMrgOA5zUQAAh3vE9dCFKomjS47jcLoVd4GBeOxm8ExZltXr9ZjQXS/Q4Kxnz57Xr19nWdbhcDgcjocoqcaFgRpFUbKysmbOnPnZZ58ZDAayyACvBs/z1dXV5eXlZGJWQ+M+8shJPKYVYjgVBZ1sd04RwWCrqso8zwoiA6BwHCMInCjyAMDzvLNKKgqoKqgKKMrPo3iSdgIAWLETfRmdd0HWwbsKVVWvXr0aHx+/adOmoqIiqHHKxb38wQnSGzdubNmyxdfXt6CgoJZN8UOBCyUei2dNnDhxw4YNzi2jCSU4zaJrGTUa951HTuKh5tsINbnk+M0kC4JQjvGdqqrKsqiCWCPuCscxZGhG07TVamdZXpIUUZRFQVXV/9kD4OC91kJQEijHNB4XnhSqeVJS0tixY6dOnZqeng41qfGk4BxGkBrWtVgslqKiopMnTzocDnw4eLhKW7hK4m02W1lZ2bBhw6ZPn44zzwBAVrpiXilN06SGn4bG/eVRlPh6ojj91FXV8/6C4abTp097e3uPGzcuKysLAFiWxa6LaLHVai0tLW3ATCDJu8c/yRy1y07gLtMwicfeUVVVjMZQFCUIwty5c0eMGIFDeIz74XUQBEEQBLvdrtPpysrK4GEz49RolGgS/5s8HBIPALIsJycnjxgxYsyYMZcuXYIaXUNzRJqmdTrdxYsXDx06lJSUVN/GyQyzIAj4gAIADfOdvy/UV+JxngY12mw2k5J+Z8+efe+999asWUNWCOOYHf8FgGvXrm3fvn3Lli16vf4hmqvQaKxoEl8/HmSJB4C8vLyIiIjo6OjCwkKoEXfMFwIARVHMZrPBYGjAdKssyyzLGgwG51zPh2iUWl+Jx0cfjOlhFpYkSdevXw8JCfnoo4/OnTsHAM7BGahZEbZt27aZM2cGBwfj2jcNjfuLJvH144GVeAwXsCybl5eXl5eHeTsowWQ0ikn6KFj1bZ+iqOzs7FOnTmGOICZ9NmKJx04RjTkBgKIomqY3btw4cODAH374oaioCKdwSH4Uy7IURfE8Hx8fP3HixICAAKvVqqXGa9x3NImvHw+sxAMAx3EkewfzhcjRko04DdiATBiKoq5fv37hwgW03yI1j+7CedwV6ivx+LCCiwkwKyk1NXXx4sUfffRRWVkZVj8njs3OAZlNmzaNHTt27ty5DofjIZqr0GisaBJfPx5kia+1lgrTZhiGwSwaYqKi0+kaEEPHRCB0Ena5+8I9oAHTrWTBKl7YoKCg0aNHb9y4EU3hoWYqAh+MBEHAkf6OHTv8/f2XLl1qNBq1pBqN+44m8fXjDhL/iynZ+wXGaohZmPMCV0z2MJlMO3bsCAkJ2bp1a30bR5lDccfK1Og66fKzuEs0QOLJrLKiKNnZ2d7e3pMnT7ZarejVLMsyOnpi3iTOVQAAwzCVlZVY/ukhuj4ajRVN4uvHgyzxqO+pqamXL18mBYkw0wO1xmazrV692tvbuwFOk7gWzGazERs1eKgs4+sr8dhN4mIClmXnzp07bdq0bdu2AQBOcpA4FdFxYuqgqirOtT5E10ejsaJJfCMBo/AWi+XKlStXrlyxWCwYnEHvBHRlMJvNa9as+fjjj5cvX17f9jHh8qeffrJYLCSH5CGSsPpKPLFi1uv1V65c6d27d3BwcHFx8Z3ejzPPNE07z0I/RNPRGo0VTeIbCcSfgHifYRyZvKqqqtlsjo2NHT16dHR0dH3bT09PDwwMHDJkSH5+Pj7H/GrhwAeWO0n8nSZXyALg/Pz86dOnDx8+fN++fXVINhm/o8GRc9kQDY37iCbxjQd0FCApkiQXHi3VFEWxWq2JiYnffvvt0aNH69v4iRMnJk2a1KVLl5ycHOeew7WncPeor8TjqZlMpv379//jH/+Ij48ns6y/Cpn5yMjI2L17965du2w2m5ZRo3Hf0SS+kUB8K1mWda7aCk5FohVFqa6uzsnJqVutfpWzZ8/Onz+/X79+t27dIqk7jSBQg7p8u8rjO0+fPr148eK+ffvm5OTAb02fYv+6ZcuW2bNnBwUFmc3mh+gpR6Oxokl8IwH1RafTHT169MSJEyaTCbO20Q8Sjc+Iz0wDRt85OTnffPPNsGHDysrKcBnnw6Vf9R3Fo1lbZGTkyJEjN27caDab8QrX0T6O2deuXTt9+vQlS5awLPsQGTxoNFY0iW88CIJw6tSp8ePHT548OSUlBRUHJwAFQbBarTjoJpmU9UKv11+8eHH37t1Wq7VhncT9pQFJk2lpaVOmTBk9erTZbCZlwu70ZvJAExUVNWLEiFmzZpnN5ofuKmk0PjSJbySgcfGZM2dGjhw5duxYtCHDdU/4BlR8SZL0en0DluSQmUPMi4eGdhX3i98j8WREj4u8AgICxo8fv379enzVuS7j7eCjkqIoO3bs8PPzCw4ObkA0TEPD5WgS30hABT937tzw4cNHjx6dkZEBNQsvUX0EQaBp+tq1a0ePHr1+/XoD2seOgQQfcAXQw8LvlHhS8zY7O7t79+4hISFVVVWq+r9ijXcCQ2EAUFFRkZube+XKFdCWPmk8AGgS30hAP6zMzMxly5Z98803V69ehZqhNy6/BACr1VpWVpaXl4c+lPUFaxkSAwOaph+ijJE6JJ5hGIqiiDubIAiVlZUzZsyYPHnywYMH0WkSuzeTyXSn9vENWA6Moih8fnqIro9GY0WT+EZFWVnZiRMnTp48qdPpcIskSTi6dDaebEDLLMtWVlZmZmYSJ4OHK9B8J4nHiQoAcDgc2BcyDHPgwIE2bdqEh4fr9XriAFF3IVa8GgzDOAevXF6BXUOjvmgS30ggmTO3b8GgOcmoaZiZsE6ny8zMTEhIqKioQE2UZbkBvvP3iztJPNbyBQC0YlZVNSsra/78+Z06dUpNTQUAYvtusVjqaB/zbViWxYlZTIrXbMg07juaxDcS0KWAaAoxDcb19MQbUhTFBk+3chx38+ZNAOB5Hl0YXXsKd5U7STxuQflGt8j4+PjBgwcnJiZWVVXJsmy32zHeJUlSHV0atiPL8s2bNw8fPnzkyBGtJIjGg4Am8Y0EDBSgJDkcDhJewNR4HMgLgpCWlrZ9+/aLFy82eEckAZxEfh4K7iTxOGlMUkvPnTvn6+vr7e3tcDicLyOeaR2BF7KW+ODBg/PmzQsNDa2urr4nZ6ahUReaxDcSUH0cDseNGzfy8vIwrEwyHTFco9frIyIivL29V61a1YBd2Gw2lmXtdjsKH8dxjSBQoygKBtllWWYYZsGCBVOnTt25cydeOgy24MRD3Y8+2AeIorhp0yYfH5+FCxeaTCZtulXjvqNJfOOB5/nCwsKTJ0+eOnWqpKSErGUlw2273R4RETFkyJAGmAnzPF9RUVFQUIBaabfbG03SJEZpeJ4/derUF198ERISQlEUXjGMqmOy/G96iuHkx3fffTd69OiAgAC73f5wxbI0GiV/UOLrNkm/z/7pjxRoHSwIApbcw8iMKIrEpgZNzMPDw728vFauXFnf9tPS0lauXDlkyBCchISaxVYuPo27xp0kHst6CIJQVFQ0bdq0SZMmff/99/hOtNqHmrH8by71wqvx008/jR8/3t/fH/sGALj9i/Brrdz/egMajZL6S7xK7lAFQKr5Uf73Uu1Xtbv2XoBDdeciFfgvjkYxYmAwGH788cdvvvlm48aN9W3/zJkzs2fP7tmzZ15eHu7l4YpC4BQCXo1OnTo1adJk0KBB+BLHcUajMTk5+R//+Mf69espimrAdLSigCQpLMubTJbU1EsZGVcYhlMUpdYXAb8fcq3vyu1fJQ0NF/HHJV7UJP5BAKPtOIo3m80AgMVAnGdERVEsKCi4fPkyJsbUizNnzsyYMaNbt25ZWVnO3cZDBPER69q165/+9CcvLy+o6RpTU1NnzZo1efLkixcvNtiYQZZVUZQVBSwWm8VSU/VJJd8RCWr0nfyoACoov/JV0tBwES4ZxTs9YGoSf59AwbXZbHl5edevX0eRcjaowQohgiA0LMCSkZEREhLyySefXL16lUj8Q+RRAwBovQkA3bp1+/Of//zxxx9jupHZbE5ISHjzzTcPHDjQYAdgjhMYhmNZvmZfAJhTr0m8xn1Fi8U3EnD55bFjx+bOnTtnzpyMjAyKokhCN84EkppzDVCxsrKyxMTENWvW6HQ6kgP+ECVNInjAnTt3btKkyeDBg7GrO3nypJ+f3+DBg0tLS4lXQX3BK6qqIAiSIEgOBw0/Z1L+Qrt/TeLhZ4lXtSGRhuvRMmoaFUlJSaNGjRo5ciR61EBN1ScSPcfJ2AaomMPh0Ov1165dQ88WpQYXn8Bdg+TyA8C7777bpEkTLy8vdJQMCgqaOHHiTz/9hLMXDVv9SzrNvLybp0+fPXXqDE2jB5ni/KSr/tqPFovXuHs0QOK1sfmDiMPhEAQhKSlp7NixY8aMyc7OliQJkzrQOwwAKIoqKCjIzs7Oz8+vb/v4QOAsgg+RvkNNThEec+fOnR977LFPPvlEFMWkpKShQ4f6+fnRNI09H6mWVS94XlQUEARp374DQUHBoaErKiurVFX9TYkHAKen4Yfpkmo8FNRX4uuOsP/yNnW6hTXuAbIsnzlzxtfXd9asWSRiTtZn4qqlGzdupKamNsBMGItx2+12Mmn5cCV9Y247icX/5S9/6devn06nmzp16vTp0w8cOAA1y8c4jvsjyaDbtm0bM2aMv78/Tnr/buHWJF7jrtAAiRcBxDpTaH6ZYKNxT8DE7cLCwr179+7cudNoNOKCTJQtkiCP5Z8a0L6iKBRFlZaWkmX9PM8/XAN5qLEZeO+99/70pz9hdtDbb7+9ceNGhmEwtUaWZeK9XC8kScKnpfXr13/++ee+vr52u/0hWjeg0Vipt8TLCsewNhRxgVdBBUUGAJCkn2eWVBAURQIAUEG9swKoGi4FasLu6FeOq5+gJsAiyzIJPpBF+fXCarWmp6dv2bLF2XARM/Fddfx3uk+cU/7v9J5fuVMVxbkiCjjVMHnrrbeaNGny4osvjh49+quvvjp//ryzSSc60tzpOEmzuFPcgv9i/7Fhw4bp06cHBgYaDAbnBwLMaCK/Q02Gj1qT+0SeujQaAfDLfASyJgOdTcnNRkqJYUKEWnMnk3Q1/LfuimN104BRPC/JtCRzqgqSCIoMoIIoyqj+ssLgGF+RQZZ+Vn/n00bu13VvxNS6trX+29DhFgs/URSFN1C9YFlWr9dnZWWxLMuyLIoguu/eVW6/W2pNA6iqil+P38zwQadfAOjevfvTTz/9xBNPtG/ffvfu3Xq9HpwSTOuWWudvWq2iH9iF3LhxIyUl5fTp087vVBQgrs6knVpHiy3dpcuocY8hd6bzjUrullrjD9yuqioxiMW7C6e+ao0MoJ51COor8RIvWmXVLkqs3U5VVpiqKm0WM1VWVlFeXlpYlFdYfL2svKCsrORWQUnRLX1luaWsVFdWVlZaWlpSUlJSUlJaQ5mGSyHXFv/E30tKSgoKCm7dulVcXFxZWVlcXJySknLs2LHz58/Xt/3q6uqKiorS0tLq6uqSkpKKigqdTldeXu6q4y+9M2VlZeXl5WRf5eXllZWVRUVFRUVFxcXFJSUlZGNVVVVxcbHzS+Q6lJSUlJeXFxcXFxYW/vvf//7LX/7y1FNP9enTJy0tDc/l5s2bxcXFpaWlRUVFdZxXQUF+eXmpTldRWlpcUlJUWVleUVFWXFxoNOrz8nJLS4uLiwvLy0tzc6+Xl5eWlpaWV+iKikuLikvLyirKy8tLi0tKigvLSotLS4rKy0rKS/E/rry0rKK4pOJWYbGrrqfG/QXvpbKyMqJ7ZTU3OW4sLCwsLi6uqKgoLy8vKioqKyurqqqqqqoqKysrLy/X6/V4M1dWVubm5uK3r6CgAD+Lg5K7J/FmAEpR+aSk5FUrIyPD10VFro2Oil+7LjY+ISIuYU18QkRsbHR0VEJM1JaEuG0x0QkxMTExMTHR0dFRUVFRUVHR0dExGq4mOjo6MjIyPDz822+//fbbb8PDwyMjI6Ojo+Pj4xMSEtauXbt27doVK1aMGTOmb9++/fr1q2/7cXFxYWFhcXFxsbGxkZGRUVFR2L4Lj/9XIXvB3yMiIvAWWr9+fUJCAp5dfHw8vhoZGRkXF4dvjo2NjY+Pj4+Pxy0JCQnr1q2Li4uLjo5+8cUXH3/88Zdffnnq1KmrV6+OiYmJiIhYs2YNHkl4eHhUVNSdjzQqJiYqKioiKioiLi4mISEuJiZqzZqw6OhI3B4ZGR4bGx0dHRkeviY8PDwiMjoqOj4ufn18wrq18Qlr4xPWJsStTYhbtzZ+/bqEuJjYiIiIyMjo2LiEuPj10TEJMTFxrrqkGveRiIiIhISEDRs2JCQk4J0cFxeHXx+8M9euXbtu3bq1a9fGx8fHxsauWrUqMjIyNjY2KioqPDw8IiICb/v4+PiwsLD169fjNw4lNDMz8y5KPMPpRdlCM1Zf33ktn3nWs9XLTZ9q1a7t391aNnNzf7KF21+eafmEh0dLz9bPubV4/sm/erTyaNu6dWtPT8/WrVt7eHh4eHi0atXK09OzlYZLad26datWrTycwI3Nmzdv0aJF8+bN3dzcPDw8nn766b/+9a/Nmzevb/uenp5ubm7PPfecp6dny5YtcXfu7u4uP5Fa4Ingvtzc3J5xomnTps2aNcNjwFdbtmyJv7ds2ZK8uUWLFs2aNWvXrl3Lli1btmzZtm3b//f//l+TJk0ee+wx3OLu7u7u7t66detnn33W09PT3d29jvvz+eefbdOmtYdHy1at3Fu39sBf2rRp7e7u9vzzz7Zu7eHu7taqlXvbtp7u7m5t27Zt3sLd3bNdq9btmrdwa960Wctn3Fq5PdOyebMWTz/VuqVbm9ae7u7uzZq1aNrMrWkLj2fcWrVqpX01GgPNmjV75plnyA2GG1u2bOnh4dG8efPmzZvjLYpva9OmzbPPPtumTZvWrVujTrq5ueF9iFvatm3brFmzZ5991s3NzdPTc8mSJXdP4kUAO4Cd4x2zZ/s2b+rZ8pnnn3j8mZZurVt7tmzl2dSj9d/cWz3l7u7m3rJNyxYvujV/oenTbqgvbm5uqDUtWrTA3zVcSNOmTfE6o2C5ubk1b968adOmzz33XLt27XCLm5vbk08++Ze//KVZs2b1bb958+ZPP/30k08+iS3jndeAdu7EM3eAKDV+PXC/rVq1Qslu0aIFfn/wu+Th4fHUU0899dRTf/vb35544onHH3/88ccff+KJJ5588snHHnvsz3/+81//+tenn376sccee/LJJ/Ft2MgzzzyDl6hZs2Z4Ge90nM2aPd28edMWLZo1b960WbOnmzZ9qkWLZm5uLVq0aObu7oYvubu7ubu7Pf30355q+nRLd083j7buHm3cWnq09vBs69mmXetWrVu6tW7p1srtGXe3lq1atWrl0balu2fLVu1atX2uRQvtq9EYaNeuHd6W+H0k92ermlFL27Zt8T3u7u4eHh6o+Pj9Jf3BM88806xZs1atWjVv3vzxxx9v27btU0895eHhERQUdBclvlyXczXn/Jbv1g8cOOi5dv/o2rnvmNHTZs2c6zd/jp//V77zJo0Y6dWhw7883Nu+1aHHaJ/p8/0CAwMDQ0JClixZEhwcvGjRokWLFi1evDhYw6UsXLgwMDAwODg4JCQkJCQkODg4MDBw4cKFc+fO9fX1nTt3bmBgoJ+f34gRIwYNGjR8+PD6tj9y5MiuXbu+8MIL48ePDwgIWLRoUUBAwIIFC1x/JrexcOHC+fPn+/v7BwQEBAYG+vv7z507d/LkyUOGDOnVq1fHjh1fe+01T0/PFi1a4IDohRdeaN++/TvvvNOjR4+PPvpoxIgREydOnDFjhp+fH37W09OzSZMmr7/+Ot6WeEOGhIQEBAQsXLhw0aJFdRzMvHm+QUEBQUEBCxf6BwcHBQcHjR37Zffu3d58s8Pnn3/q5zc3IGDB4sWL/P39Ro4c0bHTu61at3PzaPuPf77x6WdD5s6Zt9B/gf9c3/m+cyaPH9el4zut3D1eeeUVr48/nzHTd+78QN/5C4ODQ+7BJdW42+BNO3PmzC+++OLf//63m5tb69atO3ToMHTo0ClTpixYsCAgIMDPz2/8+PHdunVr2bLla6+95uXl5evrizdhcHDwokWL/Pz8AgICli5dGhgYGBAQ8PXXXwcEBCxbtuzQoUN3UeJ1FTmHEr8bOLCXp6fns8+//uW4ualXivU2VgYRgAJBn3Lq0Njh3q+81N7bZ8rRpFTKwYu8hHZLqirLsqgqkqqqigoSgKLCzwsAFVVVZQVcloT3qIH/PSS52znTgyRvOByOc+fO7du37+zZs/VtHyve9e3bl8QBcVrfVcev3AGe561WK84V37p1Kzc39/Lly2fPnt28efPy5cunT5/u7e3dv3//Ll26vP322x07duzVq9enn346bdq0FStW/PDDD6mpqc5zU7hQ4P3332/SpMmAAQOgJrcBXyWpmXc8SFAlABlAUSSBcYDKg0wfS9zz5Wjvt/7zdlhEdJXVzoiKBKrVZjxx9OCYUV+80M7j+WefG/ix9/bdxw2UKAGAQoNCX0tN8Z087ZUXXu3Zq+/Grd8bbDYVQFFBUUEBVa3511WXV+OeIJMfRZEAFJalk04cG+Uz8rl2z772yquffvr50ZNnSiqrVZAAeIfDcOni6XnTp/69beu+H36wcdt3FgclAzCspCqYdC5hhqVz6i04ZX8RfrlY+o9JPIhm4HXbN0V06vx2196Ddp64kmOBKhVoYDi2FBzlwFgSlqwcN3z894lHii12mpJAAZPNKoDA8HaGtoIqWc0WGy86FGAVEARQWAUESVJ4XmFVbYFfQ1FVled5h8NhNBqhpkIFGtTgklRUTIfDwTDMnRpBYZWdwC0XLlyYO3du586dc3NzVVUlauhcG5Y0Qm5BtSajkfhcqrcldILTjYuZnWpNWjHLstnZ2bt27QoKChoxYkSvXr1ee+01d3f3pk2btm3btn379n379p04ceKKFSv279+fl5dnt9tZluU4Dt008ZRVp/ziX6369PuRAUyMzAMwDCPY9CAaQKyKC53/Xsf2T7u36j546Onc0kIbxwAIIi06Ks8d3vrl4Hc7/F+7TT+evaqHSgC9IstiOTCFUFV5+vv973cd+P2PR3PKy00SKyugSKqsACfJogQSgAogSoooKXV8gTXuL6oK2B8rICsgKiAqICggAIgMa+NYhyKw+3ftGu712T/+/n97dh8qp8CggASMw34LoJo23Tiyde2I/h/sPPBDvqGMA3CIYKeBoQBEWaYdIi+oALICLCf8nFupSIoskruBVCCQaoztalFPiVclECygmPKvnh458rN3ew6Yt3JDLgOVAHagQdUDVQmlRXujNq1ZsianssIGACpItGSwWQSQKNbKMzZQJVBUhwIOABaAEwEYFQRJBp4HTpP4hqGqKsdxGRkZOIOfn5/PMAwZXQiCgIr/mzW1HQ4HRVEMw2AZKaLIeXl5W7du9fPzKy0tdR7t4qs40OB5HuWV53mGYcjQQ3XKCMalH7gQVK1ZsYVG9mfOnNmwYUNISMjMmTNHjRo1YMCAbt269evXr1+/fl5eXmPGjJkzZ87XX3+9efPmo0ePHjlyJDk5+eLFi1lZWfn5+TqdDvst0i3hiTtfH3CFxNMq2ASgHDZgTOAoVioyZ438aOAHXTr16NXmjXe/S0rLMbIMgIOxgFhtyDsdHeDT6bW242euPlsIBQA6AEUtBi4fzMaC45fnTAzMvWUySjwNoqTIoIIogQwgKGC204IConq7oY3GA8RtEi8oICjAyQrDC3ZVYkGVslPTFvnO79rhbd/ZgZkltE4GCWiOKwAoV+mCtH0/Bkwen52faZQdHICVVR0iyCqArKg0pUiqJAMvKKKkqCrwPM9zDIBCbghniZdcIPEgqZwZZBOI1atXBffo+1HXAcPTdUyJBNW8WQErCNai8xeOb9t3bO9xiyKWUcY9u3+MCFsRmRC599j+uIToDQnxyUeP86xEqUABcCjxrASirIAogKBJfMNA0UxKShozZsyoUaMyMjLIektFUViWxUWbdrvdaDT+/jX6as3iUqvVWlRUlJqaarVayeJMYl1JjMlqDdLVmsLWDMM4HA673V5dXZ2bm3v27Nn9+/dv3Lhx5cqVGNafOnXqlClTJk6c+OWXX44ePXry5MkLFy5cvnx5SEjIqlWrNm3adPDgwTNnzmRnZ+MzijPODwp1nAi4QuIZAIOdk1gH8CahOi/3wqEP33tzwtjhCxcFPfP3l0Ki113IK7YDWGgbgB3owov7Irx6vvWPDh/uvWDIoUEHsqBUAF9UdP7C6e2HY1dutDnUm1VFB88cWBO+etWKsK3bdny/c/fajVvWRMZkZF+30ZyiAs1wmsQ/mOBIokbinQbyKq+oPCg8qKJdX/XTd1uGDxr0r3++feRCcRkFIrCqWqGqZbri9KSdO3eu22xlraXm0qPH9q8I+zpw1fKYLZs2JSTErV6zYvnqC2npNC/JCoiiLMuyLAmyJNQytnO2p65F/Ve3irTKmwDMSUd/Gjdh/LOv/vu7xNN5ZodedLCyDQR659oNezf9dD39hk1icstyly3x6/9B154fdvvS9IH7AAAgAElEQVRq3vSRo0cN8Ro6a8psi9FhERQbAAsgKDLwEkiSAjKvitp93DAwMn769GkfHx9vb280GmNqIMvhbDZbVVWVw+G4Uzsk0IEDfwL2EBhLwecAUs7UWdbRppHneZqmcdVGdnZ2VlZWenr6+fPnk5OTo6KiFi9ePH369C+//NLLy6tXr169e/ceNGjQwIEDv/zyy4CAgIiIiG3btp0+fbqiogJqlvxhF4K9BR4JbsSOjVgI1HpAIQ8xpO/54xJv51UrRYNCA11lKsreELPy/Z5dlq9YduTowR7v9/aZOPmnE6erOZVSVAAW6PKqq0dC501q1vz/wtYeuVhk0oNMK9UKX5ly6MS+jXuyU/NVgGtFmd9ELO7Y6e0O/37ryzETZvr6jZs0dchwnx0/7S2pqELl0CT+weTnyDvU+hFVEAFESWR4xqbwjquXLyxZMOfJx/4WveH4tWJBUjkAg6xW79uzJW51TE5Gnp115N5MX/ONb8///vON3v+eFDRrUVDAglnzvhjm88NP+/QWByepoqQAgCorPw/knUbDLozFKwASyJTKVRnKr8VErnr19fZjp89OKyikAewyazJZlgYu25Kww1ht54GzCbpjRzZ/s2z6t/GhBtpoMFojw+K7d+yz/bvd1RRnlHgGRBEEkARQJQVUVtYkvoGQUfyECRPGjx+fnZ2NkXd8FcMjer0+JSXl4MGDJ06c+CM7wrE5TdMYfkFBxzA6idWcOXNmx44dS5cuHTNmTM+ePV9++eXmzZs/8cQTzz333CuvvNKjR4+JEyeuXLnyp59+ys3NxacNZy3GYyZPIc4hI6ixfVdvMzMAqO0T4Az8YYlXARhRYVg7yFawlxbdyPh8iNfnPqP2HjpUUpDz9SK/Tp3/E7Nhc7FNpAEY1q7QlULVlXMHvnve89UvfObsPnHeCioPtN5aHhu+fsWib82VDlkSRNCfu5y4MHhB6Ko1OoNZBrAz/NmUtJz8W6WV1VabQ5JVTeIfSBQVRPXnkfvPffHPP4oCIEkiQ9n0oDIm3c3d2+PbtfYcMSroxOlCFRRZMbK8YU34qtAVsSaLpAKAaMg6uvHrhd7zY2bn8sWSIgpW7kJqxpUbN0t1BooTVQBeFFiW/aX79G+EPertFy8pMoAk0jqQTCcP7fz4ow9e/dfrOw8fNoliNctdyi4IW7PucOJZWQJecgCY9u/5dtnS8WExixlgWVaNC//u/a4fHz5wRmenDBJDAy0CDQoHqiQrwMqydh83GFEUMzIyYmNjo6Oji4qKUIsxpE4KYpjNZr1ej94XdUAGxWS6VRRFnU5nMBgw5E3C67m5ucnJyRs3bly8ePG4ceP69+/ftWvXTp06vfPOO++9996gQYPGjBnj6+u7atWq3bt3X758OSMjIzs7+9atW1VVVXq93mg0EgtMxNkRDCcYcO6UxPqdXZxqzQzXsg+rdUbgComXARiHEZhyUX/jzOkTbf/v1ZmLl1+5WcQYS0/u3vivl9sGhyxOLzLYAIxWG8gUCBWmgsuf9vv4zX91XRkZU03bGJAu38jZuGXf1s0HQQGOMgBUZV49FrQkYNHSb24UFNlozmh1lOn0FgfDigrLCVos/kFFUUFQQaiRePXnnCgVRFFWVRlUgePMAJTEV13NOD78c6/2/+wVH3+AZWmWN+YX3YjZsHnbvtM2EewOM/CVFWe2RgV7Tw+fmM7l22jKrqcNZtrKKw4BaEERFBBEHPcov/bz69RP4lUAQQFZlhXWBIqpMPtMxMqFbm5/W7RsycWc3PwqW9y2xF2JF/IL9SoAwxgFofjYoW9XhY0PjfC/UZq3b1/S1LELPuo94sKZq0aWtwDDgF0AG0gUKKKsACdr93HDURTFYrEUFhbeuHGDBKZRMVEi8c+6Sz6R9BvMSCGhj4qKikOHDsXHx2/ZsmXNmjULFiyYNWvWtGnTRo8ePXz48GHDho0aNWrcuHFTp04NDAxcs2YNegzs2rUrKSnpwoUL2dnZ1dXV8Mt8L5wtwIiQ83ae54llWK0TJPmgd5pWreO84A9LPKY1clQ1UAWV109HxEY2feG16F0nSqysYi2ryk76uPtb478cufXQuSoZrLQIKg+qSdDf3B4T+59/dJg6dfKZSxcMirD54JENO0+mZ1eAAjJbDWppWtru6XOnDfj08+iE9bFrN0THr7t4OVNvtskADMuTpBqNBwyUeE4FQVVlFHdJBUkFUQJRlgBEWXaAagXVaKi+sm1z9D9f+c/0qQGZGZftDtOPe/Z/fzDpcqnVqIKiUCCWG05s+vqrAZ1HdQrYHRmxNmF97HdHTpyvsjECACcDzUt4D3Ac8/P0qkr826U7CX29JV4G4HgRFBoEA6W7lnF2z/Oef/tyjM/uo0mXblZN8F9xOCVXTymCooJiB6hIPvbtwoBPxnzltWXXd7NmBY4ZPjtkfiTnALusOkDgwMGDGQQ7SDxeLe0+bhjOUWk0ECYpMbiFuEJirPxO7ZjNZp1Ol5+ff+nSpZMnTx44cGDXrl07duxYvXq1t7d3t27dRowY8dlnnw0ePHjIkCGffPLJyJEjJ06cGBgYGBcXt2vXrtOnT5eUlODAHwfg2CxGisheMAhTK3SO3Y+z/yp2AHjwxJ4eE4ScQzfOqZlkC4nCO88D/3GJpxkrcAbgirNO7Zo0a+bz7/Q6mFVWwQBYS6Aqe+GEzwd90Dtg9boyAWgFeI4CwcQZbupzrw7q3n2Y16B1m9fnGoyL47/bcviyXQGWoUA2gFR0+dKeWfNnvvPfHkFLvp49z3/2PP9T51JKKqpkAJud0gI1DyqKCtyvSrwKwPGiogqS4mC5KlD1HHszL+fsBz16DO7/8fYtm81WS/DXETuPp5XIUAXAsBVgvW44uHHFlE9f/+SdEWsCJs+ZGzR/6dmUK6UmB6cCLQMrKqKKoUjpfxL/C5X/lXSDeks8J4MMoIiM6KgEoVxfeGHSqEGdO3bwXbhk7c7jk4PC04qsBgF4VVZFK0gVyccivprW+/NR74+fMeHDDz8PX77JVCbJPDhU1QYsBRZGNsiMWWIpkgvciHEOfSg1NujO4EYiVbVyVJxl6/bYtHPMmoxtsd4TAIiiyLIsRVE6nQ4H1DRNm0wmi8VitVqrq6vLy8srKiouXLiwdevW4ODgiRMn9u/fv3379s8///zLL7/88ssvd+zYsU+fPtOmTQsLC9u/f/+1a9d+M+Dz4OAqiec5B6h2MF5L3B7Zo/+Az79akFYtGySQTYWgzz6yeU2XN9sPn+KfYwQLCwDgsJQDUwW8ffH0SX26/GfMuC93n06Zu2bdvpQCkwyKzMt0KUDZ5Ys/zV/kN2NBwInT5y5ezkw8euJsSprZTksAkqxqo/gHFQWzAm+XeEkFWQFFFRSgFdWigF5VK0DRfTVhyID3u02bPGHvvkNfh206knqrBKAcKBnKwHG9+If4eN+vvANmbc29cvrylWOHT13MzC230AIAqwLN/6wLsizWlH13/nGRxPMSSCqwDAWSHUQdXZ21fe3ynu/95xmP5wcOm7Jy04FSHqwADpnmaT1rvHHuZIK//6ffJoRcvXVt5swFY4bP2LMtSWTBwLJmoFhwyECByoIoOii+0mBrrPex8zQg2aiqKqa7OAeXcdzqPPxE3ce0FvJB5ZeFMshqJpqmbTYbDuFxo9lsRi02GAzfffddUFDQli1b8vPzT548uXbt2oCAAB8fnx49enTo0OH1119/5ZVXXn311c6dO3t7ewcGBiYkJBw/fvz69etFRUUmk6mystJqtZrNZsyV/D0RkgcEV0k8qBzIVkmXHbpwyr/e7Ry3JynTAHYAkCxAFd44ve+zAR/0HDxix8ksu4CizMu0Hmy60z9t9x7U75kWzboPHhoQs+1yKesAECVGcBSDWJx6bvfCkIXzQ5beLC6zUmxxua6koorH4ZSqZdQ8sCigCgCcCmJtiQcQVZBVQVFZRbUpYACoAqXiwqntXv3fbdH0iZ49P1wRsSOjmNIBFIt6irsOQr758N4tQSGTv1mebLRUU0JlhaFYZ7LyigAgqMBJeCMogsjcpu/ineqt1n+6VQZBBIeDBuBBqpaoW7qiy0MG93n22Vf7Dh5zIU9vAKjgGKtgA2BBsZ48vDZk8djg5fPMnOX0mRTf6QGjh05KPpFiFjgaJB5YB2/ibWaV59U7pO43DpxnEeG2MikkNdA51FB3g7VUHlurqqq6ePFiWlqayWTCt9lstszMzMTExB9++CEsLOzDDz9s165d165dx44d6+3t/cUXX4wcOXLy5Mnz5s0LDQ2NjY3duXPnnj17jh49euHChStXrty8eVOv1+M6JlVVsR4pxlJEUaQoytXX6W7hKom3GHWMuSzz5O4Jwwe90bHT0Uu5hzMKM26W5aefK0k7cv1s4tSxo99870P/FQkWDmhe4HgHSDagjWz5ra/9ZrfxaPWvLr0Pp+XlWxUKgONtIFYDVKelHFy6fNnS1d/mFZZggjMnqTIAL4MoKYIoaxL/QKKAKoIqqqqsquovYvEqiKoiq5IMvAIOGSyKagKoKis8OWuq18vPe/bo0T/pfEGhBXSgWMDiELKAv1F8YO+3MwPHB6xIMQkcgCCqjAIsAA/AKyAoqgKqLIu3SbzrYvEAoCog8CrFSioovKAX+XJQjUsWzPL+4ssFgd9WcWAFqJIcNskscRZT8Y24NUG+s0bO8JuUW5JnNFl2bN3p8/lo/3mBOw8nZpXmM8CJwPM2C2O12x2syU431vvYeSU9qVKEeY3OC3YkSeI4DsfIJDP99tDz7e1jYdWkpKS1a9dGRESsXbs2ISEhLCzsm2++CQgImDBhwpAhQ4YNG9a9e/eXXnqpZ8+eM2bMmDt37rJly9avX5+YmHjp0qWysjKapmvVqSG/WyyWzMzMPXv26PV6lHs8zrt1vVyN60bxEoiOb0P8enXq0Lrd8yOn+k6Yt2Ru0LIQ/9mLZowJmjWpS8e3n2n3f/2/GFtusEkAFO8A4IE1q9bqH9etHTFk+JhJvllFxioeKBVYzgqigbEUff9d7IjRo4aOGnMs+Uy1yYrrWkUVWFGRZJUXJE3iH1BUGVQMt/6cSyPVFDj9n8SrrAK0qjoAjCKbvyEu6LPBH04YP62gnDcroFcFKxhlKGZMl4/Hxn7lNebzCQuOXK+wiiorChIAowAjKrysyNigwssKf9ckXgWQQOBkUQVKUinJwkpVoBpPH9nz3drtp09mWgUwA1iBYsBGW/WludcjvlkyxGvA9LnTUq9e4gS2oqQ05tuoN9r/a3HY8n1nTujsZglUkFRckSs09vvYORmRKL7ya95hzuDkJMdxOI9KURSGzouKinJycjIzM9PT0xMTE9etWxccHDxlypShQ4f27t27Y8eOb7/9dqdOnXr37u3j4xMQEBAaGjp69OjBgweHhobW2gVJMMenDdwjWcXK8/yFCxcWLVo0dOjQ9PT0WtZIDwWukXgVeJpymPXLAuZ+OvCDt99+56XX3mj/Trf2b77T4Z+v/PvVv7/71hvt2//z3e7vDx09MfPaDTNFCQAU7xBoC4hMXnrm95u+/2nP8WqLyAMIACxnZaiq/JxLa1Z988mnQz/6ZEjy2QuVehMjyKIKggK8DGhRokn8A4oCoNTYGNRIvAiqAIoAkgiSCIKsYpctADAA5sy0w1vWRu/5aX+lSWYAaFWxinoOSnJyj8SGLPq8t1f/zydu2JecX17GSgyvyowkMZIkqooCsqzwiszfLu4q3HG2pv4SL8gSKwsAZhGswLBgkfgqxlhmKjEAD5QIRpGxgIkHG4AIggKMrCupsLG0XWQY3i6wdlAlo0Fn4GwUqDwAJ6mijRdpnuUEC91oR/Fwh6U6AIBjeZJMQnIWSUKh80dKSkrOnz+/YcOGBQsWDBkypGPHji+88EKbNm3atGnz4osvdurUaejQoXPmzAkPDz969OjNmzftdrvJZEK/GrvdfuzYsbi4uBMnTuBTAnEHw9xzZyeZWtmN6enps2fP7tmzZ3Z2NgCwLIvN3vWr5iJcNIoHhqJBVUTG4TAbJEG02RwUzVptjuqqSpNRbzQaTWYrJ0NxRRV++ewyb2XsoIqgSqKdNZQbKZukKGClaAtl5nhc4i05bHa9wcrwSmW1mZNUQQEJgJNUVlQ0iX+gQYlXfpZ4CQM3IAsgocRLNeuhVFUFVabt1ZS1grXqQQUjLVEKSLIqq5RdLWPUcuAdgoU12oEBYEEUgRVUUVBk8ecgkCgrvCJzoApE4nGALIPiIgMDFUAQFV628WABMCgcBQ5ZNIJCg00CBmQACjgGzDQYJI4GWlWsKkggAjgkVgVeEsyMvVpVWZvCWlTJIas0pwILIIMKwKuNeemT6mTQCACSJLEsiyJLtNXhcBQUFKSmpu7cuTM2NnbBggVjxozB9EQvLy8vL6/+/fv37dt3wIABw4cPnzJlSkBAQHR09I8//njw4MHz589fvnz5/PnzqampxcXFFEUR6zFBEGw2G0VRmDhfWVlJjso52Rx+OStAehpJko4dO/bVV19179796tWrJHnxnl6+P4arJF7kBY5hQQWBYWWWlVgKFJFlKJxJYiWgeEkGYHmOE3ha5M08zQOooAg8y9t5YIC3SXYTBaCIEiOIDlFiOI5jGVEUQFF/dhrBiVZWVBysoAJogZoHFxlA/nlJa43EyyKIAgg1Eq8qmAtes4BN4ljRYVVFrtpB0SqADKrIWRWdTa0EYFVRojlwCGBhjYxklmrWzUqKKCu8CqKq8LLEOkm84lIbMhVAkkGCaqtAA+gFlgJGVWkQaZDAWmlRAWyigwYrrZgkkQcegAaRBhvNSaCwgk1RKIm3qgrPqAINKgcgiiAzikiJHC9yUmM2MHCWeHQEq6qqunz58uHDh9evX79q1aolS5YEBATMnDlz/PjxEydOHDx48Jtvvvnyyy936NBhwIABkyZN8vf3Dw4O/vrrr6Ojo3fs2HHkyJGUlJSSkhIyT1taWnrgwIFDhw5VVVUBgCiKNE2T1EaUZtR95xxN53kCpcZ2GJwy0AHg2rVrkZGRo0aNunXrFnYej+R0K4ACPCuwLA8qqDzPWc2gShaz0WxxMKLKqkALMi8KAIoCMs1ztCIKAHqzSRRFUABksOntoACosiSzssJJCo+zqaACx8qSDIwgMqyIuTS4tFWT+AcXpbbESyBLIIoYpVEV5ZcSr0og8pIqsKCKmCeDUXQa7GZRLyo0QzsEUZUBeJUWgJJVQQFZkHiWZ0SRRyUXeLpWiMZ1ZsLkQGv2IKNrDSigEHNLRf45a+h/HVfNDao4HZnTAanksw89KCI2m81mswEAy7J6vR61EgAEQSgsLMzMzLx48eLevXvDw8N9fX3Hjx/v5eXVu3fvHj169OnTZ+DAgYMHD542bdq4ceN8fHzGjh0bGBj4ww8/XLt2Ddv8VVCUz507h36NaENGlrZi78IwDIZfGpDPrtPpLl68GB8fr9PpSHjnIQrHu0zif9EoOM9x3W4zoNbaWPvvX196rjr9q/FwUfPf+5sW/wqQ6PnPCinJTlmPNY3cngf566YFdeyu/hKvUSd2ux0nRQVBMJvNKIIozTzPFxUVbd++fdiwYc8991yLFi2effbZrl27fvrppwEBAbt3787Ly3O2+a2Ve1P3fvENJ0+e9PHxGT58eEZGBgCgrDtnZ7Isazab8QjrBa5TdV49+3BxVyReQ+OBR5N412MwGHDgDAAMw1gsllOnTvn7+3/66addunQZMGDArFmzoqOjDx8+nJWVlZ2dnZubW1JSYjabycom52gJ2ULWqf4quLvk5OQxY8aMHDkSJV5RFIyl8DyPhT6uXr167NixK1euNOC8cEUVdloYpfnNjufBQZN4jUcTTeJdDHHUcjgcsiynp6fHxcVNnTp10qRJM2fODA4OXr9+fUpKisViAacZS+eFrBgDwQAL2rNwHFdHsQsEm8rMzAwLCwsNDb116xY2iB8ki6QqKyuvX7+u0+nqe16k3h5m7teapH3w0SRe49FEk3jXg2uCjEZjZmamv7//F198MW3atNWrV58/fx7XFhHJVlWVGDrWMjYgvxPRRyvdO+0UozHV1dXp6ekpKSk4I4p9BknHxBi66lRm7/eDk8Pnz5+nKMrZQqe+7dwvNInXeDTRJN7F2Gw2HINfvnx50qRJ77///po1aywWi7MzgXMpJajJi6dpGgtr4DvRW7FWcnodZVdRuLFNLOrE8zzqPkVReEiknmrdfsK/it1uP3fu3KpVq4gnMMMwDWjnfqFJvMajiSbxd4WDBw+OGzdu7NixmZmZGNkAAAy8iD9XYPyf77nzB7EDQHUmbpS/xxhddSqZhDpOjHydP8WyrNVqbcCSJZqmJUnS6XTYGznv6KFAk3iNRxNN4l0MVrwLCQmZMGHCrl27AMBmsznX1iDZ8eQXZyNJssRUua3UNfzWaiMcxfM8jwk82K+gqHEcR9M0Tvxu3rz50KFD9T0vNMXE48S+5yEawoMm8RqPKprEu56DBw96e3svWrQIM+KhRlnuKhhnt9vt2dnZOTk5pFqec40kiqISEhJGjBgRFRVV3/axQYz5kMVTdZQWedDQJF7j0USTeBdjNBqXLVvm4+Ozfv16UovjHkg8ANA0XVpaevr06bNnz1ZWVuLeibkYAFgsljVr1nh5ea1YsaK+jSuKUllZefHiRfwT/XNcevh3F03iNR5NNIl3MQUFBYMHD54yZcrZs2dxyz0rnYFhH4qiMBceQ0OYN4nSZjKZvv3226FDh4aFhdW38bS0tBUrVnzxxRc5OTnorkOcLx8KNInXeDTRJN7FlJSUdOjQISQkpLS0FKdJ781o17kmFEJc5slMgM1m27Nnz9KlS3GSoF6kpqYGBgZ2794drREQTeI1NB5wNIl3MZWVlS+++OK6detomsbEmDoyHV0I8QtzHsXjeiUc3eOfxcXFFy5cuHnzZn3bT0pKmjdv3nvvvZednY2OlXXn6T9oaBKv8WiiSbyLKSkpadu27Y4dOzD9EWoSXe72flHCrFZrSkpKWloapkU6B+LJfAAxI6sXOIr/8MMPr127BrfVKXzw0SRe49FEk3gXU1RU5OnpuXPnTvwTU1nuzXQry7LJyclTpkyZOXPmpUuXyIpZHGuTtPqGTQwYjcYDBw588803+ASA2Tt1OF8+aGgSr/Fookm8iykvL2/Xrt0PP/yAf9YqzXr3wGeFkydPjhgxYvz48ZmZmVCzNIm4V2KJD7LGtV5wHOdwONAsnmTxu/YU7iqaxGs8mmgS72LKyspeeeWV9evXWywWDGWYzeZ7ENNAK5tTp06NHDlywoQJWVlZUDMHi1UDAUCSpBs3bmBNqPq2j+2A03LcWsX/HnA0idd4NNEk3sWUl5e/+uqrUVFR1dXVKCh2u/3e7FoQhHPnzs2aNWv+/Pko8QRcj0pRVH5+fkZGRl5eXn0bx14K1z2hOw2umHXZ0d9lNInXeDTRJN7FVFRUvP76619//XVRURGOne9Z2okkSaWlpfv3709MTKyqqiKihrmbxLGywdWaWJbNy8t7uGZZCZrEazyaaBLvYioqKjp27Ojn55eVlYV2LvcsFo+RE5PJhKEhdLlB1zM8jD+S2FNdXX3p0qX169dXVlYyDINzrVrSpIbGA44m8S6moqJiwIABU6dOPXXqFNHZexCzJqmZRMqJX7zze1iWtdvtDXCalGXZYDAkJyc7+6ndm1W7LkGTeI1HE03iXUx1dfWkSZPGjh2LeZPOpZfuKiQ103lyFTeSJwlJkq5du5acnIy57fUCB+xmsxkAWJZ96Iq4ahKv8WiiSbyLsVgsS5cu9fHxiYmJIePcexC/RjXneb6srKyiosJZ2dEHWFEUg8EQGxs7derUyMjI+raPK2bxsYBhGGxfy6jR0HjA0STexVAUFRMTM3z48NDQ0Frl+u42PM+XlpYePXr0xIkTVVVVKGcYoMfIDEVRK1eu/PzzzxtgQwYANpuNZVmUdVmWHyInYdAkXuNRRZN4F8NxXFZWVr9+/Xx9fQHAZrPdm6EuUd7y8vLy8vJaJaUwokJR1PLlyz/99NOVK1fWt/2SkpKEhIRFixZVVFSwLEsMzlx1/L9aAgVqnk5wd7iFFFEhlbAIzp+iaRqfXaDmOgiCgAmsb731VpMmTQYMGEDeTBzwdTpdSUkJPrJoaDQCNIl3MVj9bujQoXPmzCHxGbRuv6sQS0tSMpAUkFJVFQ/AYrGsX79+9uzZ69atq2/72dnZ8+fPHzRoUE5ODjFCcHksXr2NWq/iZDKmCTm/RHoCtH5zfgkDViRyxbLs+++//9RTT3Xp0iUxMTEpKemHH36IjY2NiooKDQ2dP39+VFRUenq6a89LQ+N+oUm86+F5ftSoURMnTsRFpPdsrT+GyIn+OvcrpLxfZmbmsWPH0N6gXiQnJ0+aNOndd99FicfFri4PQ5GKtQRBELDTwrE2yQHFq4rLr4ipJzlZjuPwCG02m06nKy4uzsvLKywszMnJSUxMfOedd5544ol//etfCxYs8PHxGTRoULdu3Tp16tSlS5d+/foFBAQkJSW59rw0NO4XmsS7GBSjCRMmjB079uzZsyzLOhyOe7BfXNOEJUFQ3G8f0mIpPpZlG5Agn5ycPH/+/N69excUFEiSxDDM3YjF3z5+J3VuUfHr+CzP8xiHITlFqqoWFBTs2rVr5cqV48aNe++999zd3Z977rkmTZr8+c9/btas2X/+85/hw4cvXrx4586dGRkZZD3BQ7q8S0PjdjSJdzFYLnX27NkjR47cvXu3LMv3LLOQ47i0tLTFixcvW7YsKysLR+4kYI1D4AY3npeXt2nTpilTphQVFZEHhXtgkoxgjIXEnXieJwN5VGSbzXbjxo1z585t2rQpKCho2LBhffr06dGjR/fu3Xv27NmnT59x48YtXLhwxYoVmzZteuONNzw8PLy8vGVXFskAACAASURBVK5fv56bm1tVVWUwGAwGAylofm96ZQ2Ne4Am8S4GFWfJkiXDhg1LSEi4Z/njKHZpaWlTpkyZMWNGdnY2APA87zwtSRwiG+Y0WVBQcPz4cYfDgXFw1/rg1zHdSn4hEs9xXHl5eWpq6vbt28PCwhYvXuzv7z99+vRx48Z5e3tjlGzWrFmBgYGrVq3atGnTvn37EhMTMzMzi4qKbDZbly5d/vSnP/Xv318URRLSwZVixG1NQ6NxoEm861FV9eDBgzExMUeOHMGx8z1Y+oQBolOnTg0fPnzUqFFpaWlQU7jDORdFp9MVFBRUVVU1YBdkma5Qg2uP31niiaMOXjpBECoqKrKyss6dO3fkyJHdu3dHRkYGBgaOHj160KBBAwcO/Oyzz0aMGDF69OiFCxfGxcUlJycXFBSYzWYc7wMABpcoilIUpVevXn/729+GDh2K2533KwhCA5b+amg8sGgS72KIRTvRjnvz1K8oCs/zp0+fnjhx4ldffXX58mVS0o+sgaJpOi0tLTExMSUlpb7tk2cRjuOIaLowH9R5DQGGgFiWpWnaZDIZjcbc3Nzvv/9+zpw5/fv3f+ONN5599tmXXnrpvffemzp16ubNm7OysqxWKxnjYyPOWTdkiQAAKIrSpUuXJk2aDBkyhDzQ8DxvtVrxBLECoqvOS0Pj/qJJfCMB9SsvL2/z5s1btmwpKCggG0mWNw5RzWZzA/yNMWERDQxQfzmOqyOjplbKo/Of+MDBMIzVasWoCOb/EDtMURSrqqoOHDgQFBQ0ZMiQzp07v/baa++8887AgQMnT54cHx+fkpJy8+bN4uLiqqoqdEP7zc5GW/qk8WiiSXwjQa2p3ZqXl3fz5k18dMCBPE3TmDaOOtiwTEe73Z6bm7tz586SkhIytVDHaBd3R/wbSN46ANA0TT6IPQf+6XA4MjMzN27c6OfnN3bsWG9v76FDh06bNi0oKCguLm737t1Hjx49f/78zZs3sW/AcTrJtyErmOq4PprEazxqaBLfeMDxL1FVkvmHOshxHM4K2O32BswoMgxTUlJy8OBBvV5Pxu91JBfeybyBfJCiKIvFwrKsxWLJycnZs2dPfHy8v7//qFGjhgwZMm7cuJCQkLVr1x45cuTGjRsY+MIcebhDL6X+0lbzV/erSbzGo4Ym8Y0EDHE4xytQ5TGFhmiizWa7detWA6o1kegKAGAiyu9c+oTj99tXnFIUZTQai4qK9u/fP3/+/P79+3fv3r1Pnz5z5sw5fvy41WqVZZmiKDIwJ7kuGNUhtU1IMmXdaBKv8WiiSXwjAeUPw+UWiwUVjWzExB6dTrd58+ZZs2bFxMTUt32S4I8Damy8jmRQIqkYUQGnPHqO4ywWS2pqqr+/f+fOnd9+++2+ffuGhYUlJydbLBZRFGmadm4Zd43GOLgF+wzsw0hNq7r7G03iNR5NNIlvJOD43WQyXb58OT093Wq1Qo3C8jxPqshGR0f7+PiEh4c3YBcGg4FlWb1eT1In64h9E6cBMsQWRdFkMpWUlGzZsmXKlClDhw718fHx9/ffsmXLyZMnb968SfyKibu92WzGwTsRd5IdT6jleXCn49EkXuPRRJP4xoOiKHq9/sqVK9nZ2UajkaxBhZoOwGKxrF69+uOPPw4NDa1v4yaTKSUl5ccff6ysrEQVrjugj/ETjBQxDFNZWXnu3LnvvvvO19d36tSpU6ZMWbBgwebNm/Py8vDYnAMyzpOxznk4giBgJg/2HwgR99tty5zRJF7j0UST+EYC0Tvn7HJSCgpH3A6HY926daNHj46Pj69v+2fOnFm+fPn777+P62Z/U+IRjuP0ev21a9d27do1c+bM7t279+3b19/fPyUlhUR7iEUamSsGJ3EnDpHOr+I0wO1JmdooXkOjFprENxKcZx0xkI2Z5gBAouF6vT4xMXHTpk2JiYn1bf/MmTMzZszo2bNnRkYGBsfR0JEs8qqVw4OKXF1dvX79+k6dOjVv3nzgwIGbN2++vSu6N2gSr/Fookl8I0Gp8Yi32+0GgwFq5iSdM+IBoLq6uqSkBCP19eLkyZPTp0//4IMPrl69SjZiz0FWz8qy7HA4MOsmPT09JCSke/fu//3vf/38/BITEwsKCkwm0+8JqtwNNInXeDTRJL6RgPkqN27c2L17944dO3Q6HbFngRoLdUwtZximAfZhOTk5YWFhX3755ZUrVzAmjkpN0zRFUSTXnmXZM2fOrFy5cuzYsWPHjp07d+6GDRvS09ONRiPDMDRN1/IKvmdoEq/xaKJJfCMBZyOPHTs2ZcqUSZMmZWRkYM44itofL0uC0607d+602WwAgAZhOPmJbzAYDOnp6Tt27PDz8+vfv/+oUaNiY2Pz8/OJoc29l3VnNInXeDTRJL6RgKGY48ePDx8+fNiwYVlZWQBAVgaRQI3dbq+urrZYLPVtH50ay8rKxBpwO8dxRqPRYDBcuXJl9uzZL7300sCBA/fu3WswGIhlI8aLeJ6/vSbqPRvUaxKv8WiiSXwjAUU8OTl57NixY8aMwYg5WXOEw3mr1ZqdnX3q1KkGOE0SH0fUa1KIAwBu3LgRHBzcrVu3zz77bPfu3QaDwW63Oye31JGxrkm8hsZdRZP4RgJmoF+6dCksLGzFihU3b97E5HEccWNuIs/zFRUV+fn5ZWVl9W2foiiyVFVRlIqKiqNHj4aFhc2fP3/kyJEjRoxYvnz5uXPnqqqqKIoirrw400vMFe5jwTxN4jUeTTSJbzwoiqLT6S5dupSSkoLuklCzHJSYp2PApAGNi6JYXFx87NixXbt27d27Nzw83Nvbu3379v/973/HjRv3/fff63Q6fBtxkqm1iMn5OUCbbtXQuDdoEt9IINF2Z2HFJHQMpwCAzWYjQk+G2BgiJ0tMSQAdB/4Y3qmqqrp69eq2bdv69OkzePDgF1544emnn3711VdfeeWV0NDQS5cu4UcYhsF2sD74A4Um8RqPJprENxJw+ExmQZ3/pGkai7jiSwzDMAyjKArDMMT7RRAEXMeES5ZIMUKDwbB169bx48f/5z//ad68eadOnSZNmjRlypQhQ4Z06NDh6NGjJSUlFEXhmJ2YDN+zst2/H03iNR5NNIlvVGBROuKrDjXSpqoqz/NmszkpKSkuLg5Xt2JUHb15ncfdFEVdvHgxPDx80qRJXl5eXl5eo0ePXrly5YkTJ3bv3h0SEjJq1Khhw4YdO3YMl1Bh4851tDWJ19B4QNAkvpGApvBmszkrKysrK8tsNuPIGofY+B6r1RoZGent7R0bG6vW1HQlUZ3q6uoTJ05s3bp1+fLlX3311bhx4yZNmjR16tTFixdv27bt2rVrpaWlhYWFc+fODQgI2LJlC/rG4NifxPdrmck8OGgSr/Fookl8IwHt1A0GQ0ZGRkZGhsFgwKVJmDFJSnlEREQMHjx49erVmPvIcZzBYLh161Z2dvbevXuXLl3ar1+/nj17fvjhh/7+/idPnqyursb0GEEQLl++HBMT07t3702bNpH94vidtPZ7yqjeFzSJ13g00SS+UYGFs1mWdQ6VKIrCcZyiKGazOSIi4osvvli9ejUp/HTx4kUfHx8PDw9PT8933303NjY2NTXVbDYTFzNJkiiKSk9Pnzhx4pNPPrl582aj0chxnMlkcq7eh/O3mAL/B1fS3g00idd4NNEkvpFA1jfhn/g7xtmJ3Fut1iNHjqxatWrbtm03btwIDw8fMmTIRx99NG7cuLCwsCNHjmRnZ+fl5eH7MdmGZLLv2bOnT58+rVq1QsMZAFAUBRvHuVmi9eSh4YFCk3iNRxNN4hsJxOuRoiiSBOnsXoCzoCUlJTt37oyKivL19Z04ceK0adNCQ0N37tx57do1u91OxJ2U1sNojyzL33//fa9evZo1a3b8+HEAoGkaPcXwPTjBi2ZnD+BcK2gSr/Gookl840GSpMrKyoyMjLS0NOfC1viSzWbDaqvx8fHz58//5JNPQkNDU1JSjEYjeSeG1H91svTw4cMfffRR06ZN09PTVVXFcTrpBqDmuaFWNfAHB03iNR5NNIlvJGAey7lz52bNmjV9+vTr169jejtFUXq9HrWY5/ljx44NGzbMx8ensLDQbreTz7IsKwjC7ZU68CFAluVr166Fhob+/e//n73zjq+qyvp+VHTGx3HmmfaMM84zju1VFHxERUaKKKgIpBA6ISGkkhB6B+lNgVBi6EUUBAVCkRoCgUBCSUhCCCGkkd5z++l1vX8ssj1GkzGZSC6X/f0w87mee+4++9wkv73O2qs8c+jQIfTjOxwOkjpr/AgK/b26758LlXjKgwmVeJfizJkzWDHm+vXreAS9NGh3y7JcWlo6fvz4F1980d3dffLkyTExMcZ6NcZGqajURqM+OTl52LBh06ZNi42NdTgcKJdozuu67nA4MI0WA3vu4U3/LKjEUx5MqMS7COgnOXv27JgxY8aMGXPjxg1N07DHKdraoijyPJ+Xl7dmzZrQ0NBJkyYFBgaOHDkyICAgIiJi+vTpK1as2L59+8GDB+Pi4q5fv45NRXBwNNXLysri4uLCwsKmTZu2c+dOi8WCxYEx5Ia8cMJwGqAST3lQoRLvIqCwXr58edKkSRMmTMjLywMA7PREsp8EQbh169bFixczMjJOnDixYcOGqVOnjh49etCgQf379x80aFBAQEBYWNi4ceOmTZu2dOnSDRs27N69e//+/TExMadOnUpMTExOTh43bly/fv369OmzZcuWM2fO5OXloYsfABiG4ThOEIQf14Vvc6jEUx5MqMS7FCUlJadPnz5+/LjVasV4RxL1SFwrAID13EmOUk1NzenTpyMjI6dNm+bj4+Ph4dG1a9fXXnutffv2L7/88ksvvfTCCy88//zz7733Xt++fUeOHDls2LDOnTs/++yzPXv2PHToUH5+fkFBgSiK5KIOh6Mt7r4pqMRTHkyoxLsIaK1juCTLslghEgMlsf4MVqTBLVbUO3wXq8AzDIOdtS0Wi8lkwkZO5eXlN2/ejIuL++abb9auXTt58uTOnTsPHDiwX79+b7755n//938/9dRTTzzxxPPPP+/p6YnPDcZalU4FlXjKgwmVeFcDW2aDodwjvjDujtrtdgyZxxNIyw7UQaOBr6qqxWIpKSmprKy8evXqyZMns7Ky4uLijh07duHCha+//nrz5s0LFy7s0qXLkCFDxo0bd/DgwdLSUid0x1OJpzyYUIl3HTDR1CjTpPkG1hVQVTUjI+PQoUM3b95s7uC4NmBgJSkuryiK2WxOTExcv379jBkzwsLCwsPD58+fv3HjxpMnT96+fRurFpNmIOiyx+JlRHMFQcBhjZXu8dkCFdk4Ault0lyoxFMeTKjEuwio5gzDlJWVlZeXo3OG9HtCgXM4HF9++WV4eHh0dHRzxyfeHgDASvTGhwMAKCsr27t3b1BQUPfu3Tt16hQaGrp69eq4uLisrKy8vLzS0lJcJBwOh7EuAmJUcEmSGlREMHaJwlDOFjQIpBJPeTChEu8iYKX4wsLC06dPnzlzpri4mLRLJVaw2Wz+7LPP3N3dly9f3tzx0f9TVFREShCjSY7F4rGkJQAoilJYWJiUlBQYGNixY8df/epXL7744syZMy9dumSxWIwOHJ7n0ZZXVdXhcFgsFtxCICdIkoQeJ8y9woN4deNpP3/+QCWe8uBBJd5FQAnjOK60tLS8vBxD2om4o0TabDasNLl+/frmjn/r1q09e/YsXbo0JycHhZI4bWRZZlnWbrfjRbFYQmZmZmpq6okTJ1auXOnj49O7d28PD4+AgIAVK1acOHGisrISM2l/XC8BFw9SXQfPMe4cgCFFq7nfD5V4yoMGlXjXgbTANkIsZUVR7Hb7t99+O3ny5C1btjR38IsXL06ZMqVPnz5Xr17FI1ih3hgCj4Y5ajcKdG1tbUpKyoEDB6KioqZPnz569OjRo0eHhYXNmTMnKirqm2++SUhIKCkpwbmRzxqTbMkLfCJpyfcCAFTiKQ8qVOJdBHSeYIMOUn4AfTUAoKoq6m92dvbx48fT0tKaO35SUtKECRPee++9zMxMHJAER+JrYsWDwcpG3zq+zs/PP3LkyPz58wMCAj766KNevXoNGjRoypQp27ZtO3v27KVLl27cuFFeXo7+H/iRqY431WAN+PlQiac8mFCJdxGIk6S6urqmpgYVDQ+SlkzE8d2C8ePj46dMmfLhhx9mZWXhdiva1MY2T7jM4H4pliBuUMUep6RpmsPhuHTp0sKFC3v16vXcc889/fTT//rXv4YOHRoVFZWRkeFwOARBwGL0GJNDxie7C82dP5V4yoMJlXgXAY3c5OTkZcuWLV++PDU1FaUQQxWNZi9p59Qsqqurv/zyyzFjxlRUVGC4Cz4ZkFKUaFwba1UaXSvosifvyrJst9tra2uLioouX7588ODBBQsWjBo1qmfPnp07d+7WrdvgwYOXLVt27Nix6upq4+NCi301VOIpDyZU4l0ElN1Lly75+/uHhIRgpUlRFLESGZYhI9Y08aj8fOrq6srLy+Pj47FiJSpmCxwmDTQa4+JZlk1OTo6Njd29e3dUVNT8+fPHjh3r6+s7bNiw4ODgGTNmREZG7tmz58qVK9iTFhcMHKHBDgTa/rjwGAPtEY7jdF3v1q3bo48+2r9//wbjGP1Lzb0vCsU5oRLvIqCf+sKFCz4+Pv7+/ikpKQCAPhOo99WoqlpRUXHr1q2ysrLmjk8KmUF9VcuWpSA1sMQxch+FGCfJcdydO3eOHz++atWqqVOn+vj4DBkyZPjw4aGhoTNmzPj000937dp15syZy5cvZ2dn19XV4bqFQo8jS5JE3Du6rhPHEblu165d3dzchgwZAvV1HYhD6T/Z0aVQnBAq8S4CatyVK1ciIiImTpyYnp4OhohyVDFRFNPT07FHa3PHJ6sFeTL4TyTeaP6j+czzPMdxODI5jlZ2enr6+vXrg4KC3n333VdeeaVDhw7vvPOOn5/frFmz9uzZk5GRUVFRUVNTYzabWZblOA67DKKs45i4DODDhyzL77333uOPPz5s2DBsQmvMAW7x0kWhOCdU4l0HTdPy8/N37ty5a9eukpISPCgIAtE4XddNJlNlZWXLdlxtNltVVRVWqYT6APbmDqIb+PG7xg1bRBRFtMqx5UhZWVlCQsL27dtDQkL69+//+uuvv/TSS//3f//n6em5ePHiw4cPFxUV4azwU+SiUJ8cAACdOnVyc3MbPnw41KfUEs9Mi1OrKBTnhEq864BR6nfu3EGZI1lFGMCOnbvxzBaUCbNardnZ2YcPH66rqyOBmP9hoLpR5bFSjbHcgtHJjjXo0alSV1eXmZmZkZFx7ty5mJiY7du3L168ODg4eNCgQd7e3l5eXn5+fpMmTVq1atXRo0dzc3NNJpPFYsFxUMpR4j08PAAAdykabDC0YI+BQnFOqMS7COiHMR5BfwUAYEqRqqo2mw01zmq1Nnf8ysrKnJycgwcPMgyDPUD+Q7e1/kPwILrmG1ShQdeQ8VP4GtcYSZJwH3jTpk1Lly6dOXNmQEDA4MGDfX19x44dO3v27HXr1u3du/fw4cOXLl3Kzs5mWbZXr15PPvmkh4eH8RtD4514bP6TW6NQnAcq8S4C7itCvdsd6gsMYMaTsVhYdnZ2eXl5y65iMpkAQFVVlN3/xKHRQOKNawYJ5LfZbHgtvDVFURwOh7G3CXpj0P9OwjELCwuPHTu2fPlyPz+/nj17vvnmm2+88Ya7u/vYsWM/++yzHTt2dOjQ4ZFHHnF3dy8rK6uoqCBCT7ZeaUQNxWWgEu864OaqxWKxWCxkoxXFEf/fZrPt2LFj4sSJ27dvb+7gJHkVu/fBTz03/MxJNshQxdfon9E0TRAEYzoVeWEsIywIgjElCuq9OlgtB4+wLIvLRklJyalTp5YtW+bl5fXss88+/fTTTzzxhJubW/v27WfOnHnkyJGcnBzUdOKroRJPcRmoxLsOgiCUlZWdP3/+4sWLNTU1RtlCi9vhcGzYsGHIkCFr165twfjYNIo8JbRgr/UeYKxrhvY4z/Msy+bk5Ny4cSMhISEuLu6ll1567LHH/vKXv/j6+vbq1at37959+vTx9/dfuHDh7t2709LSqMRTXAYq8S4CyhnHcSUlJWVlZeiIJ3KMBq/NZlu3bt3AgQNXrVrV3PErKytjY2N37NhRVVWFl3POBn4NIjJJ6WP8T8yq7dmz569//eu33nrr22+/XbNmzapVq6ZPnx4cHOzr6zt8+PB58+adP3++bWZPobQ2VOJdBJR4dGqT5kpQb9Wi6pnN5i1btgQHB2/atKm54ycnJ8+dO3fAgAHYMQo9Kq19E61AA4kncByHXU0AoHfv3g8//PCAAQPIKlVWVnb27Nn169d7enr26tVr3rx5927GFMovCZV4FwHzM8lrqK/HQuJqNE1jGAaDyhMSEpo7fnx8/IQJE95555309HTc20Tfd6vexC8IPnbgd/L++++7ubkNGDAAALBfOUbmOByOzz//PCAgYPXq1W08XQqllaAS7yLg/qqmaSaTyWw2k4R+ovsYLmK32wsLC1sQNJmUlDRz5sz333//5s2b+LiAsS6tfR+tw08mWBHPFUq8l5cXCeMhxQ82bNgwdOjQTz75pM2mTqG0KlTiXQdJkvLz8/fu3btv376SkhLS76lB1d+WBX3fvn17zZo1AQEB+fn5UN9r22lz/ckKR2AYBhsHyrL87rvvPvLII0OHDjXG7eByFRUVNWrUqBUrVrTp9CmUVoNKvOsgSdK5c+dCQkIiIiKuXbuGBzVN4zgOyy5irXbMI23u4Gaz+erVqwcPHsTQeKwq08o30HroP8L4bs+ePR966KHBgwfj+odCj3lPkZGRfn5+ixYtaqOJUyitDJV4FwFdEAkJCT4+PoGBgVhoDH3lDMOQZCiGYerq6lpQowZtf6zFSMIxW/keWoPGtltJOWVJknr06OHm5jZ48GBSTx/qbzAqKiowMJBut1JcBirxroOqqrGxsdgcFTusYmkaRVHQ4pZl+erVq0eOHGlBYz+SIsswDGqikxvyDTBuQRtbgpB7wSebNWvWBAcHL1++vE0nS6G0GlTiXQT0PqelpUVGRn7++ee5ubkAIMuyw+GQJInneSzyVV5enpubW1NT09zxMTKntrYWAHiex957rX8bvxiNSTyp+oAPJStWrAgMDGxB3gCF4pxQiXcR0KFcW1ubkpKSlpaGMTPYoRtPwM7dLR5f1/Xq6uqTJ086p3/m39KYxOMRsim9ZMkSf3//6OjoNp0shdJqUIl3EUjwH6Y+kXAahmFwr9Vms2FdF2ME/c/Hbrdfv379q6++KioqwuATnudJkV7npzGJJ3sMeNq8efP8/Py2bdvWdjOlUFoTKvEuCynvBYYmq6IoWq3WllniHMdhMTJSV70VZ/tL04TEG0tLzpkzx9fXd+fOnW03UwqlNaES7zpguTGbzWaz2TA+Eo+IoojSbLfbY2NjN2/efPz48eYOTmq4i6KIxSZJsuh9wc+XeD8/PyrxFJeBSryLgNutJpMpOzv79u3bVqtVN7RXRdeKxWKJjo729/dfuXJlc8fHsJyamhqjT/8+ap3RmMRjDR/S+HDu3LmjRo3asWNH286WQmktqMS7CBixXlFRkZiYePnyZWw8LUmS1WpVFAWrqLMsu3bt2iFDhrQgYsRms1VXV58/f57neWLRu4DE4xHMe9J1ff78+aNHj25BPX0KxTmhEu8iYPw76eQHADzPY74PJrgCgM1mW7t27ciRI1tQZislJWXBggXu7u55eXkoiIqi3Edxk41JPAF9NTNmzPDz89u1a1ebTJJCaXWoxLsIGNmNPfCweiLHcWRHFGtDOhyO/fv3L1myZN++fc0dPzExcdq0aR9++GF2draqqrIst6AKQhvSdEQNeWvixIl+fn6HDh1qu5lSKK0JlXiXAvdXSYFcAEArnmwnlpWV3bp1qwWpTxcvXhw/fnzPnj3T09PR7++0ZSZ/kiZ88aQ6m6ZpY8aM8fPzO3PmTNvOlkJpLajEuwjoIi8rK8PedRaLRRAEPIj7rpjdKkkS6RnSLK5fv75kyZIhQ4akpqbiERywte/jl6IJK55sLei6HhQU5Ovr24J6+hSKc0Il3kXAMrkJCQlTp04dP358WloaVt0ivhpiroIh0+fnU1lZGRcXt3HjxuLiYhRELF3Zirfwi9KEL97Y+Ds4ONjHx+fs2bNtNU8KpXWhEu9SxMXFjRw5ctiwYcnJyXgE9cso9KIotsCKx6ZIhYWFuJYoikJyoO4LmpB4DEbC16GhoT4+PqdPn26reVIorQuVeBcBfTLnzp0LCwsLDg5OT0/Hbt3ES6MoCsMwOTk5KSkp2H+1WaBEkjLCsizfR+E00LjE474C1PviQ0NDfX19qS+e4jJQiXcRMKz7ypUrc+bMmTlzZk5ODtRX10K7GwA0Tbt9+/bly5cLCgqaOz4+CtjtduK5xuqVrX4jvxBNx8XjC0mSQkJC/P39z50714ZTpVBaESrxLgLGxRcVFcXGxsbFxZWUlBDnO8/zxJYHQ5/SZoGR9ZmZmZqm8Txvt9vbPO8JGzaRaaAPyrj9gN4kcoTneXzds2fPdu3aDR8+XFEU7I6iaRq+8Pb29vf3x2r7FIoLQCXepcBKkw12QdFpLkkSSjy6WZo7ssViSUhIiIyMxCcAVVVZlsWk2TYBI2Ewaghr2RM7XRAElmU5jsNsADzfZrORu37ttdfc3NwGDhxIRsPFAABGjBgRHh6enZ19z2+IQvlFoBLvImAPJiwNhkHrqOyiKJIawnhmy1o12e12i8VSVFTkcDhIGq3ztOcmmV+kMTd5S5ZlshThizfffPNXv/qVh4eHLMs8zwuCgF+Opmk+Pj5hYWGZmZltchcUSqtDJd5FUOshR9CPgfY7qh7DMNeuXYuJiUlKSmrBJYwFyBwOWFQtGgAAIABJREFUR9tGTHIcJwgCxguhuwZBl5TRwMfzcfKYCPbOO++0a9cOrfji4uKbN28mJSUdPnx469atnTp1Cg8PLy0tbcNbo1BaESrxLgLarXa7PScnJzc3F81VPEjivmtra7ds2RIWFvb555+34BLEqY0pVMR/3YaglKPW49ywhIMx8B/TfQsLCysrK8vLy9PS0t54442HHnro3XffjYuLW7ly5dy5c8eNGzdixIihQ4d27dp1+fLlJpOp7e6JQmlNqMS7CLjdeufOnWPHjh0/fhwTlPAguqqhvgzZ0KFDW1CGzG63cxxns9mwgRTqKVZKaBPw7owh/8Sfjp4ZQRBUVeU4rqio6Nq1aydPnlyxYsXQoUM//vjj3/3ud+3atXNzc/vtb3/7wgsvdOzY8eOPPw4LC4uMjNy9e3dWVlZb3RSF0upQiXcR0G4VBKG6urq2tpYEsJPGdZqmWSyWqKioQYMGtaBefEFBQVRU1KRJk4qKiqDeUdOGvnh0yJAHC3RD1dbWpqamHj58+NNPPw0JCfH29v7oo4+6dev21ltvdezY0dPTMyQkZPz48U888cTDDz/cr1+/CxcuXL16NSkpKSMjo6ioqKKigmVZY0wOhXK/QyXedTCGymA4PG63krdkWT506ND06dP379/f3MGvXr06adKk999//8aNGwCAW7itO/9mgc1PYmNjd+7cuWbNmkWLFk2dOjU8PHzkyJH+/v6BgYHBwcFjx46dOXPmihUrNm3atGXLloMHD54+ffrq1avoqPH09EQpJzlcDocDnwzuo3h/CqVpqMS7DqTAL2mfDQZrV1VVq9V6/fr18+fPk/IGP5/4+Php06a9/fbbubm55BL/dse1wV5oY1Y/ttbD7C2jJx29TPjaZDJham58fPzRo0c3bty4bNmycePGDRs2zMPDw9PTc8iQIT4+PoGBgdOmTUOXS3x8fF5ent1uN4ZUQiP14ikUl4RKvIuA+58sy1ZUVBQXFwMABhE2sLWxP18LHBGXLl2aM2dOnz590FVNmiU1dj6JbzFei+zWkmB2RVEaOEYw4pPneYZhbDYbul9yc3Pj4+OxK+Hrr7/+5z//uX379l26dBkwYMCUKVO2bt2amJhYWVmJQfGkbKRxRaEST3kwoRLvOqiqeuXKlaVLly5atCgnJ8fYlVSSJJZlUVWJg75ZFBYWbt++fe7cubdv3yaliZsIsTfW9oL6+goYvE+8SYIgWCwWErSOhY7x5OLi4piYmGXLlnl7e3fv3v3ll19u37599+7dAwMDN2/enJiYmJmZmZ+fX1lZaTKZrFYr7g0YI+LxyQATvkjFNCrxlAcNKvEuAtrCZ8+eHTVqlJ+fX0ZGBtSb9lDvmgeAFjuaNU3LyclJT0+32WzGg02cj6pq9BThNARBwNRTPFNVVYZheJ7Py8s7duzY6tWrx44dO2jQIG9vb8w1nTt37ubNmw8dOnTq1KkLFy7k5ORYrVYSJoQjYPFLTdNIpisBz6EST3kwoRLvIqBpnJCQEBAQMHr0aHSnYN4mJnzqui4IQnFxcXZ2dklJSXPHx7whfCwgTv9/6/DBSxujG/H/UdbtdntdXd2NGzeOHj26devWJUuWhIeHY3x6cHDw0qVLv/rqqxMnTty8edPhcJClAtcV4uQxxk2Si+J1cTnheZ74pqjEUx40qMS7DpqmnT17Njw8PDQ0ND09nYRLoqdCkiSTyZSamhofH9+C7VZidKN/Bh0jTT8Q/LiWANQ/beBkCgsLExISMFz99ddf7969++jRo3fs2JGTk4PPH1g4jHzQ6OFpcAkMimdZtkFtMmLIU4mnPJhQiXcRUNry8/MPHz68f//+qqoqVEnitcDTWJa1Wq0ta8gnSVJ5eTkpV/lzTPgGqUnou+d5PiUlZc6cOR07dnzqqad69eo1ffr0a9eu5efnm81mQRAa+PFVVeV5HvcSyM2SAgY/dhaReHl85sAQHSrxlAcTKvEuAmouwzDl5eV37txB9zTpdyFJEqlQ1rJ4dqvVevPmzZiYGHTyGJNmG8Mo8aqq2u32qqqqHTt2TJgwwd3dfcSIEQsXLvz6668TExNzcnIYhiEeGLIC4QiiKJIjuCVL6qCBIQIHlzSUdWL7k2+ASjzlwYRKvItARNBYjAxVHmvUoNkLP6wm1hios+Q0XDwKCwvPnz+PSU+aplmtVqg3sVGFSYwm7gHg5qeiKHa7/cqVK9HR0bNmzQoICBg7duzcuXO3bduWnJxMyrX/Mt/K9zQm8aqqkh0LAMjPz09LS8vIyPg5jykUivNDJd5FwGq6DTzX6KQ2Cmh1dXV6enoTlRRRlI0OFhwEvR/V1dVGbwmuAQzDkGBHu91ut9vRISOKYkVFRWpq6p49eyZOnOjh4eHh4TFr1qzvvvsOlwcAQLc+wzCt/438kCasePI4IknSoUOHli1btnr1airxFNeASrzrgB5qq9VqtVpJgQG0rzmOY1m2pqZmx44doaGh0dHRjQ2Ce5Wk8AsJLSch8CTSHADQZ4JgphKRRYfDkZ2dvXjx4ueff/4Pf/jDkCFDvvvuO4vFgksIOo5aloTVMpqQeKytj+9GRUUNHDgwJCSESjzFNaAS7yKg2lZXV6ekpKSkpFRXV2PIIL5LipRFR0cPGjRo8+bNjY1Dqtk0KECPyVMWi8WolVhPuEH4Sl5e3p49e0aNGuXh4TFgwID58+efPn06Nze3rq6OXIU8c6Az5x4UJW5M4nF9wj7mALBu3Tp3d/exY8dSiae4BlTiXQT0n9jt9lu3bt26dQvL/KKxjOqMrfjWrFkzYMCATZs2NT0aseLRZtc0zWQynThxYtu2bTU1Nfiuw+HAi5aXl6ekpJw5c2bPnj2rVq2aOnXq6NGjIyIiZs+evW3bths3bqAnhFjKZMK4PXBvypk1JvGkqg92Afz88889PDwiIiKoxFNcAyrxrkaDsjBGHA7HF198ERISsmHDhsY+jra/0eGOFv3Vq1cnTJjQu3fvmJgY3JA8efJkbGzs/v37t23btmrVqnHjxvXo0aNjx479+/efOHHigQMHqqqqAADry2NHWSzl2KB5rCzLxDX/y9GYxGPbcZJUtX79ek9PzzFjxlCJp7gGVOJdBIwmJNJM/pNhGIZh0APucDiSk5P37dt38eLFJoYSRdFmszkcDofDYTKZqqqqqqurd+/e7e3t/fzzzw8bNmzYsGG9evV69dVX//GPf/zud7/79a9//dvf/vapp55q3779qFGjjh8/jgGaaKcb4x2NkTzYuOOeNQhsTOLxMQInput6dHS0t7c3ddRQXAYq8S4CCT9HaSaahamkeA4GOJpMpibKhxUVFSUkJGzbtm3evHkBAQEffPBBp06dXnnllZdeeuk3v/nNU0891bdv38DAwKlTp27ZsmXnzp1jxox5/fXX33zzzaVLlyYnJ5eUlKBJjsJNgjWJJwTqQ3RIHUpjIPwv/f385HYrqccgSVJkZKSXl1fjjhoNQAHQQAfQQQdQAVTQVNDqS+EA6HhaWxbTp1AIVOJdiuzs7C+++GLr1q0VFRUooBgaT4qwo7cET9Y0rbCw8NSpUzt37ly5cuW0adPCw8MDAgK8vLy8vLxGjRoVGho6YcKEBQsWREZGRkZGzp8/v0+fPnv37r18+fLZs2d3794dEBDg4+OzaNGi48eP5+XlkZqRbdu5+ydpPC4eVx08B6KjN6AVX79noOGSdPeFLipgUzUuP7ecZ0BUodxiE0CxqTYZFE0DkAFkXdckTZc0UDVos65YFApCJd510HU9ISFh/PjxY8eOzcjIMFYOwN1ODLCRZTklJeXkyZPbt2//5JNPwsPDR48ePWDAgP79+48YMSIoKGjs2LGffPJJVFTUN998c/78+fz8fJvNVlFRcfXq1aNHjzocjszMzN27d48aNcrX1zc6OvrixYu4bGAaURNF5NuQ5kp8/SawpmkKkXgdBACTIJni45MvXc63i2BXwazZrJpFBllDE18BXZN0kDSQdWrLU9oaKvEuAkrY6dOnhw4dOmTIkPT0dKgPckdDHgB4ni8qKoqJiZk5c+Ybb7zRuXPnHj16DB06dPbs2Zs3bz5//nxFRQWJs0T3BVZqRLcPlnssLS397LPPfH19fX19U1NTjR8hBWHasKdrYzRX4us/paqqrOsqSryqsjxbdOTQzvmLV+07mujQQQCwiGYFWAVkTQdNBU0D0GUdJB0UKvGUNodKvIuAVueFCxdCQ0NDQkJu374NAJj0BPWeE0EQNmzY0KtXL3d3902bNl25cqWqqgp3UzECEp31JJ0VR8Z1wm63Y8y7n5+fh4fHtm3bcnNzcVhd11mWtdvtxD/jAo6a+k+pqirX67sssHWpSYf79Xm764d9F67feSmnqJplVWA1za6BrADIAAoA6DK+pBJPaXOoxLsOmqalpqZGRkauXLmyuLiYlFoEAIxssdls69ate++99/r163fgwIHy8nLyQXyBm6KYy4ouF7Tlce/x3LlzAQEB4eHh3377LRYjk2XZ4XAIgkAatJJa7W31JTRGcyW+3s2lERNeEDi7ufzwFyvf6vi3595+q09oxLp9B2+XlYDOSPZKHSQRdB5AAABdBl2iO64UZ4BKvOugaVp1dfX169dTUlKw0jpRedRfm812/fr1qKioQYMGTZ8+PTo6+tixYzdv3kQLvUEACWauEvf9xYsX586d+/bbbx84cKC4uBgHN7pxoL54mRPqOzRf4utvSrvrhddVnmdZc0Xqya/CR/V7d8TAIQvmnbh5s6C6XKgtAcGsayIPmh2ABV3XJFBF0J3OW0V5AKES7yIQIxoMGZsYkkiCJtEqv3Xr1vr16z/++OOPP/7Yx8fns88+O3bs2Pnz5y9dupSdnZ2enp6VlVVTU4MR8fjBvLy89evX9+/fPzg4GJ8PeJ6vra3Fd3Vdx71cTJIiYeZOxX8SUaPrqq6riiJpbJ1clLJqQfjQmeMWHztYCVDDW+WqYuBNoHIcyGbQbKBpqgiyAKqiq8642lEeKKjEuw6k/C+6wkkIo67rpJIw5ppiGtSxY8cCAgJeffXVP/7xj48//vjTTz/do0cPHx+f8PDw6OjomJiYixcv8jxvt9t3797t6+s7ffp0AMDOqzgsdhcxlh1GP/49iHNvLi2WeF1XSUQNqAxU3VwxJ2jI7PGLTh7KAdEkOUC2y0XZILMMSGbQLKCoigCyAIpMJZ7S5lCJd1IwpB1tc8xTbaIyAfkIppWazWZj5o4oiihY1dXV0dHRYWFhixYtOnHixL59+7Zu3bp69epFixZNnjx51KhR3t7e77///scff9ylS5c33njjnXfe6dq167/+9a9XX33V39//+PHjOCZWnMeeqKQyZYMerc5GE6lPPC8KggQAsqyuXRs1aNCgMWPG1Du4FFHkATRJEiRJAMkGpekblk/8eNzoJbFHckB0gKhWF4Glgko8xTmhEu+k4M4nKccI9aLf2Pm4TVpdXZ2Tk5OYmHj06NE1a9ZMmzZt8uTJs2bNmjp16pQpU8LCwnr06PH888936dIlJCRk9OjRPj4+w4YNGzx4sJeX10cfffTuu+927NixY8eOzzzzzN/+9rc//elPv/3tb3//+98/9thjI0eOvHbtGvZHJVeE+g4kuBTha2PTJeeh8UqTmiyrsqzi6+joDYMHDw4NDYW7fi1RFHlNUyRJUFUZZLt452r0p5MHTQufd+jbIgABNOAsYCqljhqKc0Il3klBvwrWeiTFCZr2cUuSVFFRkZiYuHPnzqCgoA8//LBv374DBw709fX19vb29PQcMmRIly5dnn322S5dugTVExwcHBISEhISEhQUFBAQEBoaGhQU5OfnFxgYGBoaGhER4efn16FDh7CwsAMHDiQkJGANS0VRrFYr6Zf0463aX/K7aQmNSbwoygCgaaDroCja+vUbvb29Q0NDcQ9DUSRNUwSBuxs6qTBSWfq6ZZP950xdcey7CoBSS61iqQDJSrdbKc4JlXgnheyRkm1MksH0kxDDOS8v7/PPP3/rrbdGjBhx4cKFqqoqdNToul5ZWblhw4awsLAVK1aQ1k7Ex4JHUJ2x3iT63KuqqrZs2eLt7f3666/36dOnpKQEK8+QS+OmrhPKupHGJB7td8Lnn6/38vIKDw+vfxbRADQ05AE0XbYLlZkb1nwyfNzY2Zt3XCkuv1NTxVjLQTDRoEmKc0Il3klBFw02JEJ5QiVt7HzMP8IzCwoKgoKCXnvttQ8++GDr1q3x8fGVlZUAwLLst99+u3LlypMnTzamyHa73bi64Is7d+7Mnj27Q4cOr7zySkZGBtTb6VjODN3WOGHit2nFr6JVaEziNQ0kSUFfvKbB2rVRnp6e4eHhmByA/hlFuWvO64oDxLKYfZvffLfXH196wzMgLPH6dUG2qqqNpj5RnBMq8U6KrusOhwM1lIhmE9JJEkplWWYY5sKFC2vWrJkxY8aAAQOGDh3q5+cXERExadKkESNG9O/f38fHZ+rUqdOmTZs+ffr06dOnTZuGr2fMmLF48eKZM2dOmzZtwYIFkydPDgoKCg8P9/f379Sp0x/+8Ac3N7cJEyZcvnzZuBIQSFrsfSTxqqoXFhZfu5Z2/fqNtLTr06bN6NWrF1aAuHTpUkrK1Vu3buKmq6JIAILAFZcW39jx1f7IDXs3f32kmuEE4DnNQgsYUJwTKvHOC2YkaZqWlZWVkpJSW1v7b6WzoKDg1KlTiYmJdru9pKTku+++i4qKmjt3bnBw8NChQwcNGoSbq/379x8yZMjgwYMHDRo0cOBA73oGDBjg7e3t7u7eu3fvgQMH+vj4DB8+HJ31I0aM6Nu371tvveXt7b1o0aJ9+/Zdu3aNYRhj3QJosiFJ29LEdmtsbNy8eQuCgkKCg0O7dHnnueeea9++fWhoqJ+f39Spk7ds2YRB8aoq6yBISqUGDpYFVYMaG9gUqFMsAvC0DBnFOaES76QoioIbm3a7fceOHZ999tmVK1eaqP2C6n/27NkJEyYEBwenpqYCAEbgoLqZzWaMtImNjY2NjT158uTx48ePHTt27NixEydOnDp16tSpUydPnjx06FBSUtLp06cPHjx4/PjxtLQ0nIbFYjl69OjWrVsXLFjg6en5wQcfzJ49+9SpUwUFBdXV1ejScWanfBOOmu3bv+jWrcfDD7dr1+4xN7eHkUceecTNza19+5ciIsJJSWFVE2TdqqisLILEg6AAD8CAYFWstJgwxTmhEu+kYM9oAGAYJjY29syZMxaLpYnzcUv2woULvr6+gYGBKPHoykefPvrx7XZ7VVUVy7JSI5D2HcS3rtWDBjvLsvn5+du3b3d3d3/mmWf69+8fHR2Ne7CkkjAGVhq7KUmSJIoi2cslofoIpsviQeMK0YoPBI1LvFZYWPjZZ5+5ubk98cQTbm5u//Vf//XII4+gxPv7+2dkZHAch7OSJIG2BKHcX1CJd15IEmlpaWlVVRV6uhs7Gd9NSEjAeMeUlBSoVzSsJ4yPBdnZ2VeuXLlx40Zj45D90gYuF2zwjVE9WNEsOTl59+7dM2bMGDZsmJeX1/jx47/44ovMzEy06Hmex3XCGAgky3KD4jmk5oFxAnI9rRhf30TvVo7j9u7d26lTpyeffLJdu3bt2rV7/PHH27Vr9/zzzy9evBirOLAsS/a9KZT7CCrxTgqmquKWJlEWEuLyk+cripKamjp37tyFCxdmZWVBvR1NmqYyDHPnzp2srKy8vLzmzgfFEVt/YGlJURRra2tv3LixadOmMWPG+Pj4jBo1atKkSZGRkV988UVycjIuS9ijFaP7jWqOI5ASaXw9mMrb6lmyjQdNygBw/fr1hQsXPvbYYyjxDz30kJubW0BAQGxsLDrHsP+tc/qgKJQmoBLvpKB5i9HZuOnadKsNlPiqqqqzZ88mJCSYzWb8FLpfUJtQ7onh/JM0GJMgimJdXV1iYiIZCs+xWCw4t0uXLs2YMaNv3769e/f+8MMPx40bt3nz5suXL9+5c6e6upplWRwf3TXo1SELGBap/3H+VCuWM2uygAFvs9muXLny17/+9dFHH33yySfd3NweeeSRr776imwz4ErQxBJLoTgnVOKdFKJuaOeSFtKNgf5uVVVZlsVQS+IPAQDU1p+jmPoPIdJfXl5+4cKFqKiokpIS9KJwHIcXQgc9iZG/ceNGdHR07969X3nllb/97W9vv/32J598kpSUZLPZjKotiqKxEDEuZg3Wnnsg8fiNAUBtbW1QUNDTTz/9+OOPP/nkk2+//XZ6ejoWTCZ5xU20NadQnBMq8U4KkWajCDbtu2hgY6KHAT+O2aoAwLJsbW3tz5cqY30Cm81248YNstIQq7/B44Xdbs/Ly7ty5cq5c+e+/vrrWbNmeXl5vffee56enoGBgStXrjx8+HBRURGpyoBptOjGwdaAxtKVrUVjEk+alVsslvj4+J49e7q5uT333HNr165FLzx+kLQ9ad1ZUSi/NFTinRRSlZd4pdGWb+IjKI42m81ut5OKvij0aMJrmpaamhoTE5OSkqI3QmODkx5+AIBOc7KXS0RflmXjnqQgCLm5uadPn/7666/Xr1//ySefBAYGost+3LhxCxcu3Lhx47FjxwoKCvBxwXj1Vi9K3MR2Kx7HGP/Jkye/8MIL/fr1u3PnDskWhvqqcK01GQrlnkEl3nkhEYdGt3VjJ6MVLAhCUVFRUVERurz1+sZ+6Oy22WwbN24MCAiIjIxsbBy0zX+s+4qi8DyvG5r2YSdu43MGecFxnMlkIg8QuLpgibTIyMiIiAgPD4+PP/540KBB4eHhK1eu3Lt37+nTp5OSkrKzs2tqagRBuGeOGl3X7XY7eaz58ssvIyIiZs+eTU4mD0BNL4EUinNCJd51EEWxuLj4xIkTsbGxVVVV6NhBRwQ6vhmGiY6Odnd3b0LimxhcEISamhoiiC3u4aeqKu7crly50tvb+5VXXvnLX/7SoUOHDz74YPr06UeOHMnLyzOZTCzL4g4EPseQtQdDcXAHGFcy3GlAk5+si+SzxgcCfLdr164PP/ywp6cnGJYlABAEobKyMisrKzk5uQX3RaE4IVTiXQQSOWO32xmGgfoMI3RzowJarVZs3Lp69ermjl9QUBAVFTVp0qScnBwA0DSt6VSsxsBIUEVRWJatrKzMzs5OSUlJSkrauHHjjBkzPD09O3Xq9PLLL3ft2jUkJGTVqlWpqanl5eUoxBhWj68bOHZwt5lhGLLwkHfxLXyNb3Xr1u2hhx7q168f8V+RM/ES+AVSKC4AlXjXged5NF3RKY+2Nro7UMUcDse+ffvmzJmzb9++5g6emJgYERHRs2dPrDRJAlGaCzHGGxwsKiq6du3ayZMnv/32282bN8+fPz8kJGT48OHe3t6BgYGzZs1auXLll19+ee7cObTxUeix+RRx2ROxbhAtinGZ6GtSVbV79+6PPfaYl5dXg8Ah6oehuB5U4l0E4jImYBAI1Md0A4AkSbdu3YqPj0dLvFmcO3du1qxZffr0ycrKIqUIWuYrJ/qL+au4SYu3gKLMcVxWVtbevXuXL18eGhrq7+8/ePBgT0/P4cOHT5w4cdmyZVFRUbt37z569Ojly5dzc3NNJhMOxXEcwzBkH4IEX5ItBPz/7t27P/LII+ioMW484HL4b+NTKZT7CCrxLgLxfty+ffv27dvYxBW9FiQZFc9xOBwtkLCUlJSZM2e+9957WVlZpJdIC+bZmNWMtXGI6BvLHkiSdPv27a+//nry5Mnu7u5dunTp0KHDq6++2qNHj6CgoM8///z06dOZmZllZWVWq9VsNpO9U7LbDPUFGPASb731lpubW32lSaVBJm3rbvNSKG0LlXjXQRTF5OTkuXPnLliw4Pr162TjEfddSTmEllFUVIQVaUpKSrR/V7y+CRrEgBpteeOAmFrFMAzHcYIgoH/carXW1tYWFxffvn370KFDS5cuHTBgQMeOHf/+97//85///Ne//uXt7b127dqYmJjs7GyS/8XzPMdxRtXu1q0b2W7Fr8jozqJQXAkq8S4CyuX58+f9/f1DQkKuXbsGPwxmR9NYVVUMnG/u+JgzdfPmTawvBi0NIiSZTcZ6ZwCA/hmLxWKz2chSRELvScAMAKiqarVay8vLc3JyUlJSzp8//91332GV4/Hjx3t5eXl4eHh5efn4+IwfP37FihUxMTFXrlyxWq24Zqiq+u677z722GMeHh6kODNG3fzYoqdQ7neoxLsIKE/nz5/38fEJDAzETVF00aBQYlxNTU1NdnZ2UVFRc8dH4TO2bG2ieP2/hVjNJP7daGVr9b1ksYSZUegbVCgjywzDMJmZmUeOHNm8efOnn346ZcqUoKAgX1/fkSNHBgUFjR8/Hj34O3fuvHjx4rPPPuvm5ubl5XX38vDzNJ0qP+U+hEq8i4BKd/HixQkTJkyfPh0lHlOTsASYrusWiyUtLS0uLq6JYsKNQUr7Ymqr7qzdP9AeZximqKjo7NmzUVFR4eHh3t7eb7/9dvfu3T/44IPBgwf/9a9/feihhz788MPk5OT06zdy7xSWlVeazFZFU/X6asZ3hzPWf9dpFXjK/QeVeNdB1/Xbt2/v2rXrm2++KSkpgXq9M0baoPy1bHxN06qrq6E+9MXJ9ySJr18QBEEQzGZzRkbGunXrIiIisNaYm5vbX5/+2/Mv/L9eH/WZ+cncE6fjKqurGI79wdMJSryu3f0HP9fip1CcBCrxLgJuV4qiiO5stLjRqY1ajCErUN/0o7njWyyWjIyMzZs3l5WVkeQjUsPLeWDqYVkWu1Dp9X0NFUWxWCw3btzo0KHDo48++sYbb2z/YsfipUvCx4/z8PLs1qP7O926Dh46ZPfu3d/vS+s/9Y9CuX+gEu86kD1DkrsP9TXiMW+TaH0LuikxDIP1hDE6pWXrxD2gwX4p3jhZ2zDMpnv37o8++mj//v3r6uo+yEMYAAAgAElEQVSSr6WcOX9u34H96zduWLRk8ZJlS0+fPv39cFTfKfc5VOJdBKNb3FhKDCUejyuKUlBQkJiYmJub29zxcShSzMtp84MwqcrYfhbnjJ35cG179dVX3dzchgwZAvW6LSmyrCqKpjIca7fbv1+9qMRT7nOoxLsIgiCgxWo2m00mE2Z4oheehKzU1tZ+8cUX48aN27hxY4svQWLMeZ5vWQ2DewAJdW/wwIES37lz58cee2zgwIEsy7I8JymyIImiLN2Ve0n6/r6oxFPuc6jEuw6KopSUlFy4cOHixYulpaVEiLFggKIoNptt3bp1AwYMaEEZMswhslqtUB9/6ZxWPMdxDfpbof8KK2WSSpNubm79+/cHAE1T8BSGsaMTn3bvo7gSVOJdBLRPsQF3UVERqfdLXqAnet26dX379l2zZk1zx8/JyTl79uy6deuKi4tJoLoTuuOJ/W7sFEhq1OBTCPriBw8eLMuyqsqapsiyqKrfV/JxwmBQCqVlUIl3HdANDfUd/jA4Eo/g/zMMs23btoiIiK1btzZ38KtXr86aNeujjz4qKCiAetO4def/i9JYSxBVlVVNlGVREDhR5BXl7qNJfe6Vqij1cq+DqlJPDeU+g0q8i4Bh4MbSklgpHsUd35Jl+fLly3v27ElKSmru+JcuXZo0adK7775769YtPOKEJnwTNCLxmq6rmi7puor5TYoiNagXr2kgSYooypKoyfL9dMsUClCJdxlwf1WSJIfDUVdXB/VFadCixyATfGE2m1tQeyApKWnKlCm9e/dOT09H14exTavz05jEA2iaKkoiq8i8rimaerfCpSAIDMPYHSwvSGSrVaX+G8r9BpV410FV1Rs3bmzbtm3Dhg2FhYVGRwrmuJKUpRb4WG7evLl582bs+kTSrO4jQ74xiddUUZY4VREAFABNEnncdMVPqdpdcZcV4AWF5Zxxh5lCaQIq8S4ChgaeO3cuLCwsKCgoLS3N2ALpPze3LRbLrVu3YmNjbTYbKVP8n076HtKoFa/LoAqqIuiaBKCg0AMAwzCiKGs66ACCqNodPCdq99MNUygAQCXeZUDfy4ULF4KDgwMCArDQGAaHkExXWZarq6vLyspqa2ubOz4uGCaTCeqFssVdQdqERiVelUATFZkXeIfAOzjWVl1dmZt7u7CwuKCgsLSsysEImg6aDpIKEnXUUO43qMS7FGfPng0KCho9enRqaqrxODrla2pqrl27dubMmRZstxo3ctFRY2zM5Pw0JvGM1aTJHIAMuqTIfEV58aFDMXPmzOrV64Nhw0YsXbbiwsXLJiurAig6lXjK/QeVeBcBt1uzsrI2bdoUHR1dUVGBTTZwU5Q4bcxmc2lpqc1ma+74GJlj7DHiGkGTmiqDJiuiXWDrQJdAl29lZXz15fYXX3hulK/fkcPHbVYOdBBEleUk5UdbDz9MfdV0LDtMaw5TnAYq8a6DoijY8eP27dsmk4kk+2BjPNJc6f6S5tYCnz/wWaR79+7t2rXz9PTUdVRjTVetoFs1mQFFZCzVF+KPP/P0H6aMH3stMR1k9NhLoIMqKwCarimCIIEOsgIMr6gAkqbLoMggySCqIN6NwqRST3ECqMS7CDzPY8kt4y4rHgQAVVVZlkXXCqZ9tulk2wBixeu6jhLv7u4uyyjEuq6aAcy6xIAscJbyxPjDrzz71JJPZuemFwAHNeUlF8/HXjwXn3o1+eqVS6djT6amppeVVysKCDJIOnCKIoEigSiDKANPJZ7iPFCJdxEwbAaDI7F6MBhKumNtSADgOK62tvb7rkYPGLiLgAUMPDw8FEXRdQBd1RQr6HZd4kDhOHNxUvzBl/7+P5/Om5+Tls+Y2Pi474YO69v+lRc7d+7s4d7vtY6vfvxxv63bdkoSqAB2XmZlmUo8xTmhEu8ioGEuyzK2BEFbHqUcnfKqqppMpl27ds2bN2/Xrl1tPN17Dn4hRivey8sL7i6NqqIwoHAgciAzvCX/8pl9Lz/956Wz5t68cgskqKrOiVw7J2LS2I2btpSXlx47emTAgIHBIeFXrly32HkbJykAVOIpzgmVeBcB4yNNJlNGRkZmZqbVaiUJqKIoYjEyq9W6fv36iIiILVu2tPV87zWkAZau6++8846bm5u7u7uu66quqLqiyCLIMvAcSDbJfOvKmT1vvvDs6nmfZl3NBg3sXMHGnYvnLp93PC6O51lNlceMCR8dEHL2bJKoACOqdXY7lXiKc0Il3nXQdb2qqurKlSvJyckY+U5C17FJSFVV1YEDB9asWbN///62nuy9xrjdihLft29fURZkkFRdkUUFZB14DiSzbLqRHLf7xT/+cfmMJdnJeaCDlb+1ZvusiXOn7Ny3v7S85FrK1Q8++CgkdOzVqxmCDIIKoq5Tiac4J1TiXQSyg4rdjshBdNGQAHaWZS0WSwtq1NzvGOP6e/Xq9cQTT3h7eyuaLOmCDIok6iAC8AKIdYopLfn0zjefeXbV7BW3ruaBqlQz1z7fPXPCwimrt207dORg2JgQT88B23d8ZTZzDK8wokodNRSnhUq864B7qsRsN7Y6EkXxJ996cMBYIyzK5u7u/te//tXX11cHrV7iQRcBOJT4a8mnd3Z86n+XTFpyIykbdMWuZkbvneUdNKT/iBFjIsZ26/qvL7/cVVxSoevACqqkg5XjqMRTnBMq8a4DSjkWm4T6qvEUhOM4NOEFQUhJSdm/f/+lS5ckRXQINkmXQQeQQTJbga8D5mZK3Jed/vHcnPC52cn5AAoDt1bumBQwNWTFpk37DsZ89GHvtWuj0tIzZRlkDRQARpKoxFOcEyrxLgI6aoqKir777rsDBw7U1dVhU4u2npcTgY8vGFrKsqwgCDpoKigqaLIEEqPxJjOw1aL5esLxrS/95W9LZ3xakl0l8Gy5LWXzvgXz1yz5Yv/+krLSzz5dNnDg4MjVUWYzpwJYWZE6aihOC5V4FwF9L4mJiRMnThw3bhw27nhg499/DMdxuEth7NsniqKDtXMCK4kaaFg7mLFWpx75Nup/f//HoGEhiXHXOE4oN6cvXjd+3MyJX36732y1VJSXhoaG+Y8O/uqrfXeKK+psLI2LpzgtVOJdB03TYmNj/fz8fH19sQzZfVQm7JeGuK1kWWZZFkv6YGdXAFAkWZNke11ddmZyzDdR48MG//axdv/vH+2njpt7/FhszHfbPnB/6/86d4qYOCUt7RqAduLEqeCQ8M6deyz9NLKkslamVjzFWaES7zroun727NmQkJDg4GAsJkwl3gjWVcYE1+8PKgA6yBIHugS6JguOOlPetdS4kyeOnI+/WJBTZTaxLF+TfC0+KSkpP69IFDiBZ6urazNv3k5IuFpYUskrUFpdTSWe4pxQiXcR0FGTmpq6cOHCefPmFRYWwv1WDPIXBf3vLMtigqssy6IoKpKqSwAaSJJdVR2apiiqAMDycp0GkqqBKoPdKgMooHKgAagAoIkCBwB2B89xmsXOU188xZmhEu8i4EZieXl5QkLCmTNn7Hb7g1lurDEURSHGO2b8SpIEOogOFVSQJKsGDg1UB8/xqoNXLSqInCRKIggMgA4Kx4EAIAHvsPMcAwAMK+o6yBrUWBy1NhuVeIpzQiXedRAEAXOa0KInDUgpCLYxMaYIgAaqoIMGsuzQgNVAtXOsoPIqiILKCYqs6yByALIuOliQAGQddE3gWU0D0IHjFUEGFUBUNVpMmOKcUIl3HWRZbpDfRH3x/x5s5wEagAKGzh46aDo0bPlRf3LDT9OWIBSnhUq8i4CWu6IoDoeDZVkU9wcwi5VCoRihEu8ioIuG47jCwsLi4mL8T5rgSqE84FCJdx1kWc7NzT169Ojx48cLCgqoCU+hUKjEuwjEYMeuTw0OUiiUBxMq8S4Cbq5i921iv1NDnkJ5wKES7yKQ3tyyLBNlpzVqKJQHHCrxrgN2Z83Ly8vPz7darcY0fQqF8mBCJd5FQP9MQkLChAkTIiIiMjMz0WnT1vOiUChtCZV4FwHV/Pz588HBwQEBAViGjEo8hfKAQyXeRUD/+7lz50aNGuXj45Oeng50u5VCeeChEu8i6Lqu63pSUtK0adMmTpyIjhpawIBCecChEu8iYFGa/Pz8gwcPfvPNN5WVld8X26JQKA8qVOJdBGxgxLJsTU1NaWkplkSnQTUUygMOlXgXwVhXEgvUUCueQqFQiXcRSGqrLMsOhwMASBkDCoXywEIlnkKhUFwWKvEUCoXislCJp1AoFJeFSjyFQqG4LFTiKRQKxWWhEk+hUCguC5V4CoVCcVmoxFMoFIrLQiX+HqEoCtYFwxwlRNd1SZLIW+Rgq1yRXItlWcx3hfrmUE18SpZlPBk/y/O8yWRyzixZrNkAALqui6IoimITlTVJXWXyDeu6zvP8vZnqvQR/7vhVqKrKsixp/tWCn6Msy/griv+pKIrxP3/OZLB6Erm0JEmCIOARzNQj52iaJooix3EtqJAqiiIZBwA0TTM2MX6QoRJ/78DfYJ7nBUFo8EeCianY1kNV1V+izrssy+RPvYmGf2RhME7SCWvdSJIkSRLRAlwdAUBtBFEUZVlGhTJ+0FX5sVBKkkRW+p8PkWZVVVtQ9YgYLii4ximpqipJEo4pSRLLskSRW9aQEq+C60eDyT/IUIm/R6DQkL8QVVV5nrfZbFCv78Y/npb9auo/BA8yDKMoiiiKDMPgX87PWULQ1CJ/dThPJwTVQRRF/AKbECDjkxMKvcuo/E/+3PE4msmSJPE83zKTlud5HBPHQTO5iaefH//qklnhBwVBEEWRPArgJPEnwvM8WjlYgaNZ4GMcXovjOPzVbcGS5npQib+n/Ngbg7pPbGeU4xY4EH7sAsLjDVQPzaUm1A2NfZQDTdM4jvvxIM6A8QbJ9PA56SdB30UDm9QFumI18XMnP2XUTWiR6WD85SQHm/jeGiwzxo80mB66BCVJYhiGuM5aLMoNHlIlScLFo2WjuRJU4u8RRhlCA5lhGI7jyMMv+UNt2fjEiCN/6oggCHiEGHRN/97jZ3HhQVteURQn9FmTTQXUMkmS7HZ7bW1tY+fjOaIoGn8QLmDIN/ZzJ89qqqpyHEe+qxZcAu1rdJr/29/SxiTe+DRg/Cng7yQ+4/I8z3Fcix+wJEniOM74vOKEpsm9h0r8PQKdCY29q6qqIAgOh8Nut7MsKwhCc8c3PqeTfSfi2cd1xWaz4R/Pv/V16rputVrxNHyybu587gH4xNNgA1lvBPKuLMtEQVxJ4uGHP3cAQEsWANBroWmaxWJp7vgNfOi48LfAUYM/Jvw95zgOf3BkHVIUxWKxEGlugfWNH8HHOFzOeZ6nEg9U4u8l+PuNVgb+cuPWH+4EGv82WrDd1CAUBx+E8W+mtLTUZDJBfTiEpmlWq7WxcXieR08oumhkWc7JyWnuZO4B6EQiWoMLmN1ub+x8hmHIB3/OtvP9QhM/95qaGvxCiJK2QPKI2tbV1ZWWltpstmYFfRmtfo7jGIbB1/hMCQA4Q1ytAUCWZbPZ3AKHEi5CNTU1JSUl+GTshI+ebQKV+F8EHTQADXS4+w+A5RlR5gBEAJ6prUiMj1+y9LNhvv6jgvwnThy/dlXkqRNx+cWVNknnVZXlGdA00DUVQAIQARQAAA10TQdFBwU0DTQA/fsraJqigawCoLmlq5omOhTedubk0cXz5+3+ahfD8iqAnRMlTddAB9AAlPp/mg6gAigAEkBtnRk0GXibpbw05tt9YydOP33xGs5BBwVAJh/RAf+n6Xf/GdG+/6ffnapKvg/d8E/7/l3jO+Srw9HqL6HdPUnTFYEFTQQQq6qKDuzfM336VD9fn5DRvsGj/UYHBPkFho4MCh0ZFOoXGOIXGHLtekZVXa2uq5oqyhILoKgAjKJJd6+rAIigy6Arxqn+cEJ4UwDGd0ED42tdAVB+cKc/F63+J4LfmIYf/sFM6qdTfy3ArXoNyLOIpmuiLLGiwJw+fWb27E9GjRodHh4+YeLYVZGfJl1MrK6uNc5Kr/8h6ncnoBi/cPzdUBUBQKksLfl2774N67fGJ1wy29m735iu4DzrB9F0UFRQVPxNuHtUBo0FzZZ08eSa1Z+FhY0dP27a3DnLVq6IOnjwcFb2LRvPyqCLIq/Lkt1s2vfNt8tWRB49Fafgz0XXQFdAlwFkFTTlB79jhl8wAFEUs2/nRq/fuHbd57l5BWBwDcEPf90a+7k08+d130AlvpXRNFB1TQFJAwlUFSVRU8EmOxRgAKqAK+Dy07/ZEP0///vik/948YmnfvePZ5965el/Bo8Ys373yUyTVKspKsggsOBw8ACVGpSBUq0yoMk6Z2OVOhUYqbYKeNVhUVkeFABWlABECRirLrAAqgoqw4JSW5Z1fsuqhV4fvLdlw0YbI4oAFglYAB5UVRMAWNZWocn2OlOVDMAA1ChQJoBNlIGrgtKMoqQz86fOfPGtvvsvFxYpUCXrKvCiVCVJZlWXRA2q6xygqaCJki5IoIiqIoiyJKiggyCxKoiaKnB2Cyg6Z+NVABGg1sGpACADW2MGDSSHBAJINs4ucBzInMDaOdYisA6RlzgWFF2TQeAVWRVEnVVAEFRekhRd0nSOB5kBsRKgOudm/OxZoX/4/ZNP/vrR5/7w6H8/4ub26ONuj//R7Q/PPPSXFx7509//0fGNfafiKm1WWWFAtYFu43mTA8AEUCmBVQWzpRigVrMVg2AHFVQdHKouAZjNdQ6LFWSQWNnOOHRQFFnUAWwScCqoigS6IsoSK0qqKsuCAzQH6JyNEwUARtFFDQRRtlqtAs8KPAugiQIn8CzHcYIoqxpIsiqKoqbKmsSDxADwisIAiKrDztTWyarEg8zosgiga6CIYLNzKkCduVbTJdBU1mYWFYcMksArmgKgC5yjDMCadu380sWfPvmbPz3zzxf/9D9/fvb5/2nf/n/HBAUejDlaUmETATQVADQVZLvACDoIKgCImmQBFRQROF7UQQFgARhdtQHwJbezA4ePHj9u7nexV60qiACgMiBbQRIEO+fgdE4Fq2STgOXAZpasnAyKAqCA5KgFKCvKO7rri0+ee+Y3L7/4WqeOHz37v+++03lA/34DFyxbsvfMyVLOyjIWEJiyW1mfLlryRo/eu06crVPBoQDIklxTCnwdgL1WrHOAVFRdIauKpsp2Sw3oMm83g66oiqQDbN6+c+To4BmfLLidV8TxImg66CAIEi6TMgCnAaupDlHkZUXTQdfvWg66fnclUcAFoyypxLcyKPESiBoIoMogAkigqWDTWFarBvUO2DNz474dN2zws+3f6uo5rM8w9569O/fq+MbvH/lTD68xuy7cNAOwggUYK1hsNYxWosMt0V4imWSHFUQHDxZBt4DdDIIms+DggZPA4mA0jRMVm0mV6mRNVgEEGbTK0hsnPHq8Hu7vl3YtXQEw8VAnAwtgEVi7o1aXLaBadNEEIJfX1haZWBNAqQrFdVZwFAOTH7d19bD+HgHTV58v1QsUyHeIvOoAsApCXZ2pipNBBdBEjrPVmh11jCqIui5poCiaqqqSzMkKpyusJrIga5qoSjqYeJEHYBSdt/LAKaCAudIMFhFksAg8B8BJog4gAaigqQwrWxnRoXK8IoPCqSyrcxIogqhKggqyCionWPPspvS05JiotXP69evVt1f391975tk//trtsd907O3d/r0BHXp7vzvAJ3T63EtZ+VZFARA1ocZRk8PYy1mAOxxUAph1kORanc0He5FQWaSwqskiV1rZOo5VdQ104Cy8yMg6gM1hlgWHxWIxC2BTQBJ51mYWFFUB4EVB5CzA1QBvtvCSSQIzr1hZgWVZtDRZxi4KXG1NFUagKqouSookSbqmgK6AIkgOE2MqV1UHgAiaApqsgyZoilXmGVXheFkUVAcjyIomqKKmKbosqSKnAquCrOLDlWQXHEW6WnHsu11BAaEvvfRmP4/BHt4DunTr8Nzzf/6vxx4d7Rd87mIaq4AoKbzkMDNVVfYaVgZJA0kyc0wlaKCIICtgtZplvg5kE6hm1lx2Ne505/Zvzl8QnZZjqhahzGqV+VquJhd4RhMUCcCmgVmyWtVqFswW2cIDiCrIgq6wJtDuZF39Ity/W9c3/+nt5TNs2NTu3fw6v+Hx7N+f+83vn+z4Ue+LOdkACohMYWpK9MpVvuGTYy6mFTg0k6AAx4C1EsRa2VFRq9oqVFYEsDnsdptJV3iFtYDMCg6LrilV1bXLV63t5zVk177DdlbCxwhFkiVBFkSVk1QJwCyIHIBU/xBKJB40KvGUnw1KvAyiCiLICkh3JZ4FwcQVg3oHrJkX92wY2LPb4s/WJ2YVFNYWg2YvS0n3fKffh97hc9bvsQMAyGLhnZqMrGs37hRyWhWAAxTNYQO7TQGNkRlwWJjC/KL8vIq6Ok7G52LFYjHlVNbcKjOJMmisYK+4fmrf2rc7/r9VKyJv5xUVVVoy8kuK6+z1bh9REUyg2TlLOW+vy8rKzL1TXGzm6gBKGZmtygZr9vZPp7zzxiurduw7n2+7XsnfLKktLC6SBQfP2TVFBYCaqmpzbVlJ4a3iojuVVTWMJKHfx+ywgK6JjE0TWdDl2pqK/DsFpRW1dlHnACyybDI7QAeWk6pKKytv5eem3ai02esU2cZyAsdbbXWgSsCKwGugQk2ttaC0NLe0qMpuEwH+f3vvGRxVlu171r3v3Xm3b093V3VXV1FFAdWFhwKEk0Hee++RQQ55hAzIICGEEd5bgSgQXiCchHcSIAQSICHvXSqV3p083q/3QWVvx0zM1JuYibnBL/JDRuY6++w8e59/ZKyz9/pTIjA84DgJIsMzShCVICoEXq3Vjhu18oZ7lcnRwQuXW95+2dIlQ1UUSLVGud6oZ4AG4AUaaD2qHOxuf9MnlWlFGMUBAZBIe3XyTuANgOvGh8eGh6QIwehJmgdgaMGoJ0icARAIEtGrpD3d7TI9psEnkiocxYNUoydZDoATcbVWOiiRqyUanAFgRTDotcDRiEFnMBjGpLKBkTEDgmq0epZlKRJnSYwlMQrVE4hWNT7a1fpeLZdqtAodqjGSBgTRsyz7cw6NYOixcenQ0IhWZ6QZjiAIkkJpEeWBBAGAFYHWA6fEjIOnynatsLApLT3Q3jWI05QBkw0OtlqZm3m5ep+tuMQC4CKpI+R9oy1D0j61mkRRngec4nQ6LY4jADyAADqVvKfznXykq6+1qfrSpWmTph05eXVMB/iEShIKWV+TbnxENq5SEYAA0MBhjIYGHcYhNAAuAEqCwNACMvLo6mFbkyn7thW2tg8bGdASMCrVPrt/PToi4N8nf7f1xPn21g7RoAWWRJRyLSUgAAgAAYCrpMrOJl1fq2K0HwPQAUh1BpVaCyBQGDI+1IPplVqFVDY+1t3Tl51XaGpp/7q5YyK1pVEr+/t6+nr6e3oHx5UaBoAAIACMLKPH8Y8S/5HfiSj+SuI5DlgAFkQBGGBxXgHimLr72ZGC1AWTv7p844EEoSiRNCiHid6hnIg0r4DULUcrT1+5GuDrsdLG2muxqZWNR3h6TnXjSxWpNUql756+yFhfGJe6Jj8lIcTJ3MZ2cdTqlQePHnn5vD42LMLbzcfG1S8gOrXuRSuqRcb73pw8VPTv//6/uXoFeAdF2jh7m9s6O3n5njx7dmR8FIDVa8Yf3buen5Xi7mBlbb7M2sI0IDQi71CFlAKWUrY+v5KbGjBj5t/DklJdIpMWWrlaO/oG+oU/fVCL6HCG4msf3Y+LCnVyNrOzM3W2dbSzdkrNyLpb9wQFkgb6zYv67QUlGQmrNxcXhK70t3SwtLVzjk1I65aN4QASLXrxxl13/0AHB4cQR2cn8xXOgUEpG4vbunpBEEiDqq2xfuu6gvRVyZlpWb5+wZZ2Ti5+ARt3H+wYUykJgQQwMpwALMPoOEZNEXKGVQuCkSa0l04f8XC2d/MP65ZqjSzwABzDCoJgwNkP3YObNm12d7LzdVjhbGXm4OyRmFnw6HULDUCzhEYxfHzv1sSIYKtlS5zs7O0dXGyd3OKS0q7dqOEF6O8fLN5Y6OftYme20GzZAmdvv8jVqefPV9AM/ra9a+veQ6Gr4nJz16XGhLramNk5u0cnZXzo6EYQPYicSjZ2sux4Smq6raPLwqVmTm6eHp7eGRkZTx7fZwm0r7N126bCAG93JztrSzNTZzun1YnJl+5dMwIOIIz2D5cdORUWHpWzcX1sWpyLs6OttZ2/f8S9hy80BoQHjhKMDI+BIIo0LZBaAN3YUNPmTdnmZlbvWnpwBihB0Bvlg8Mdbk6OUWGR1bdqHj57EBofbOm2bP7Sb5abzfN2DSzI3fyk/j4FqCgCjUF15ZP8zI021g52tpYejtZOlqYuNlZLl5i9eNfTNqLdfeIHVy83D3sTR/NZbs42noHBSYXbX3QNk8BTjB4EhGYNFAAiAMIAiKAdHDxVusVs+ndP79yXagkEQC+KCGXQjb3PWxs33cQuo/jY6NA4Mia5Vn40NT6qbXB4CKVqGt4Vlm6PDffxsVrob7s8wMMtd8vBZy3DFACKUUYDcu6HUwVZGQ7WFm6Odna21issrRebWiSvyTIy/MvXTfkbCtzdnNzdXKxWWNvaOcUkJJ04e05hRHEAEkRaFD9K/Ed+LxPLykWGE2jgWOAAeBBF0ONqglECP9b24tq2jFh/e/vuIZmWAR5Y5XDXh1t3vRfbLlnisX7LMXefgIzEhO3JqRvjkny9V/7t2zl7y4+r9ApKoTxYsnvyd8vmL7XJSYzJTwmxc5g3e9HXK6xN87Jz10QlJUcmW9p6Tp5uUv7Dddmoou5R1cow90/+7d8dfSNCViWHxyS6evr8+dO/ZGdnDg72y2WSa1cvZaQmhQf5bVyfvW9L8aoALwszc5vAhDYVIQJ5u+pYSIjV3yb9q62XY1RKyurkNZbmjn/875/v310+0K+WjCpvXMkFEGUAACAASURBVK5Iiw9JTQvPyknMSFhrMsfMzNJm78nDGl5LAXn9/DVPS7d5U78LD/GPSQkLjQtabGI+c+aiyzU3hxB167hm75lKl6Cg5NTVO3OzE8NCZ5iumL7CrubeY6Bo3XDP8dLixd/NtVhglrMma82atV5+4VPnLLFwCbn7urNfS8ppXk3TKEeTHCECxbIITWsBjDr96LqcDFs7hxMVVww0EATB4Xog9cBTb9+1Fm7a6eUVFB8dt3NDQVZiwgozm+9mfn//6VOJQtbV3VtRUWFraR4a4LU+fXVq3KqIkJVTp84yt3U//sMlPUbVPq/LTE+JDvUtzFqdl5no6O4+d+nypKTVJE2cOH95ia3rbBOz+ITEDVmpUUG+CxebfjFlenX1HeW45G3DiwN7dtrb2bi4umeuy0vJyHZw9fzrF1+5ubndvlVl1KqePby7NjUxNjIsN3vtpg3FditcTJZbxm1aM8IqQOCf337i5xz418++CEkIjs2IjAoLcrVz/Zd//XzvkQt9UhnK4yzgnICCyPEULlAa4LUvn11LSYoICAwdHFGq9DgHoNbJjxzda29tVVK08U3984oLZe5hjsn5UcU70pMTw5fMWWq53P7o2UNKXKlHxScPWgszdnrbB3t6BqemrUmOjjJfMP+bLz/PyM7plKqbBseOV5wLDfPLSQwuzIxcGRW00M5uloN3Vf0HnAdgSWBxoBFMZHUCjwLwAK3Pm4uT8rzN3Xs+DEsReoyj5JyWFOUgDp0/vGWFQ7hf1MbOtsHmuqfrU6KC/JyHlaqbL95kb91t7eoSH+GzOSs2LzHSxnzF7EUu91+NqAyCQqkrP3na1dEh1Nc7LNC3MDcnPCxk2rffLViy/OzFSgrg2YuX27ZvjY+LyspMX7sm08XVc6nZCr+wlXLEiIoiyrEkz3+U+I/8XkT4WeIFngV+Yr2DQHMogJHHR26c2ZMa5rMuOXlEqh1U6Hr7OupqruX4BYWYO1mYei6x8PILDGuuf8WPSJlh2YWKqv/x6Zc5RXl9/Z3y7r5A5wBzu9D49I2vHtzSjzTu3pexzGrGgoVz1qfltDx+3fOms7T00LSZi0+WXe7pHCovO2RqtnjWUsvi/eX36xpbO3vu1NyeO+sfaYlxVy5UtLV9sLW3i4iIOnbk6PhgP6dT9zbU+ru6OAbG3XzV1jHUlb8xZcmK6dYui/ce3dHe1dLcUH9g297P/zStsODAyzdDQxJdx/vXLx5eGR17L5P1tTZ0xYWnO7p47jiya5wYGzdIEiOTnJY6xwRHnD9b9rbzaX3Ls+TkzG+//f5xfW2fevzNiOr6m/aahnqFWkqMDTy9WeUUGjVtheP5y7dovWG8vTEx0GvFIrPM5JwH1dUjA/1Pat94+Meb2AY9aZbIedAA4AAECCyIIggcSxCYgucU9a/vBYQFmTm4PH7zQarRs5gGWB0gY0PvX2Vnrrd39ivZdnBwQEqqtWMd3Xu27f3HtBnXqy739XedOVe53Nw+KDj02NEDY/0faL3s/o3b5sttYpNynr/t1JJUc8eH9pZ3ku5WWjOgknQWlWwys7UPDQ8ZkY4lrStaYOPmHhh5tKy87e2rpudPsnPyJ03+7l51zWBP56VzFXa21oGBgeXl5V1dPUqV5t79x/PmLyjetLm1tVWv17972/j6ZZ1sdFCvkg31DGzM3Wnl6O2dGTnESSmj8eyeE/bLnF2cPfad3vWsqbrjbcPFsvP/9sd/7D55s0+hxkWSEzGeR0BkgcVBQEVaefb0vsjIgNy8ArnGKNOico3+7qM7rm4Ofr7eVVcut39429bx+mljTcvQc4mi+U3Dw7iweCtTuz3HdhNAjI4j/t6JjhZBCRGZ9Q1tMrm6q+ldcWam6ZJFVXerP0jHX3b3vGltfll7B5e1YsrOS7cu2q0Mn2TlVnb3pdZIAcMCSQKDo4xRL5A4AEpCZfmt5KDMgsQtSillEEEHvA60pDAo6N7tL8qYZ+KRmHlkeGD8UvnhqCDnkqLMxtb2uKx8U2evhDXp71/fJ5RdvW+fFeXm/+sfZu4+dudt6+iNm3dWmFv6eXmeOnxwuK9Lp5Q9enjf3sEpJCK6qaVdiaDPXzXUvahtaW406FWSkdGdu/ZZ2zvZu3tKdXoMgBCFj7n4j/yvIIDICwLH8gzHcSIvgCACcDyPAiBqadueTVmeNqYlefmP6xqevGzcVlpiMn3K5E8+iXHw8HAJXZWQZzBQPEYCgoMWv3P7yfwl5geO7m9vf1t76+6cKQv2l1W/ah1lDHIQ5QeP5cWmBR48sA+VI6BjGBly6OCxBUtMq6ufvH71IW/9hhXWDpX3XwxrGRoAQJANdtmbLdi5Ma/8yMFNmzZ9N3PetVv3uIllixiGjvStTYhz8g5pHhjvHOoPiQ70CHZ98+G5CDhPa4FFW2prZ0ydt2HTkTcdGlwAkSFA1BkNvf297+/fqgvyTwwKjay4dtYoKHqGPrg5+KxPLexoaqMJLYB6QNqSvb5o/gKLx3UP5ZhWBzAOoAfQ6eUj755fPnnIbdVqr9T1d580aMakb+5dcV42b9f2fV0dwzr5KIj0QN/4qoR8a/f4V93aYUIYwQm1QBk4iuA4nhdBYIE3Ajd25txeWx/PkJRMKc7hLAuEAohRUdpy+Uiph5tn0bZDowqKF4FFaEZnLD908u9/+ezuzfPXr1aERSYtsXB/29ZDswTQSlo7/Lb2uZWpQ3b+9k6JmgBQYRqWxADTybtfd7x9VFCcHxwdtXlrcVPze+egiFVZG1+19ZMcgMCOdHVsLN4ya/b39Y+fXL94PiQ03Nreqbm5GYADjtLIxx7evbNw4cK8wuK+UTkDYMBpBEFIo07S0/L2+Yv8nF2hMWvXHi4aB2Vvy4eSlIKY8JSnz+tlxgER1IR85OyRHz7506ztZ+/1KvQcCByPg2AEAQfGCAKqHu/OWhPr6Gi5/8Ch5vbei1XVcUmps+fPm/T13/fs3qlRjANwDIeIYBxVtja3PayuuRgdkRAaEn2+8kx7/4etpYcXLXDevPFoT6eMB0AM+FhHf2H6WlPTZW86m/UABgCMRoFDCGnzcEfdsUunrKMiHdcUXGroRAkRCB6MOHAMSetQwUACMyyVb8rbG+yRfOtyg04PGo6Tc1qdMCaAhJQ17SvKXmbuf+nmu/bWjnXpqyKD7O9VX9q2a99SW8/E7OLm9i4AA4BSOdJy7odT//HX2TsO36yqrouMTPh+3qInDx7SBgRETiuXv3/XZGNrn56d3TM4wvz40J7DMM3wUG/j6zclm0uDwyNzi0uUKEYAYDzHfJT4j/x+RAFEnudZludYnuMEVhR5ABY4BBhdb2vD6sjAP/zLJwvmfz9/4dJZ8xctMpkf6e9ZW3Emztlj6tdzP/tyttkK+2WLljovN7dbbDp3jsnnX005c+5Ua/PrihOnpk9bUH7lmYEGYBC9tDkhJSAmLeJG1W1gAEgYanqXlZFkarn8Q2vXgwf1oSEJrp6hfTIMAxABSIOqp6l2/ld/2pyTunPThoULTf7wpy/mL7WZu8jSxMTc1sLaeuH8+d9OjYyK7RkZq3n40NnTPTFz7ahqnKb1wGiI0Q/3Lpz48//+l+2HK+p7deXXnwYG+jtbm9hZzJoz46s58yy+/mZxUnpmQ2MdRkquXT/j4uS7Y9sxzEgCh+Jo37OnlelZeb6B0Qq5pHeoZ/cP15d6Ry6wtl5oMtPFZPqib7/68+zvE7YdaumWSIeGrp7cPf3rP9Y8eKZBWWARTDV679ajmNj1qxJLxoygBdCCiABDAsOKwNIc8AxwBkTTsiZrpWNoSMauwwoOCJEDYhzUbSMvrgTZLvzyy6+mzF0+19R11gJr2xX21kvMp/19yuK5s189uZabmeAXFLPr0MVxPcUBD2DQj3UeKt3h6xp08drjYS3xbqA3JSfNwcbSxWKp1YKvl8754stvvrD39Dh95uTt+3fnmdtvO36+fVTDAXAYUnvvdkH+Rk8P374PLTlpKaHRibsOn2Q5QSkdAR4baGnYX1rs7+fzsK5hREdWv2gJW51hZedosczEdOZkywXzvp60wDMsuezhBSMYHlTdiPIMj4tdqzCipKgQBclQY/3u4p3TLPyuNUu1zMT2CxoAAxbhcDWLKt41PLK2MPlm8heTp31rstxi1sLFppa2SWnpN25dR/UapUJ67fpVV3cne9ulFuazlptPnz77q79+OSV7ffGHDw2PHlU7OfimpBbXNXThHGh1RoYgH1fVFKTnJCTGD2rGW1XSHaePObvZu9ks8bSYvnDWZ1MWzviPhQvTyy49lyCiCLwO53U48ALHaFlBy4qG1vYP8XGZ7u6xLR80CAUogJ7XEew4z0o76+/EBPjaOgR3DRtePH8S4m8THmjd8OKel39oQHja5RvPOADcOCbSwzpF25kzR//tT5OOnKlJy9ro7x++bcsORKsDkgKeGezu3r1rR1Bw6IWrVxVaQ2tfb8qadAcnWxsb02VLF86fO2/yN986unpcvnlbQ5AUAMqxH3PxH/lfgOcEnuV5nhN4RuBZ4HigQSSAMQCDVF08HR7k5+fns2Vr6c49B/cePLJzd+mLxzXdz+77mpk52XulZhZnri/Myc7LXZO5fm1ObkFxUem2nr6Whw9vRq6MCotMqmvuRzigdOOSroZlK77PKc7v7pQICADBPbp0Jnl1gH+wk05n2LnjWGhwWlbOTi0OCMEARxvG+s/uLV429dODxdlrE6KnTP52dXpu4tripJytuUU716Sv27AutyQ/9/qVi0ZEn5WV4xsQvnP/KSMBIssApdV31e3Oj/v0sz8cr7yec/CM5+rsJSus1q1ZvaMwLT8rJSgq/ZP/9sWRstMSSZ985ENmeqxfUNStB68IkmUILVCjZ09s8w+L3rj9wNhA157tW518Y639YtMKCkpLCw8UpHtaLf9k0rRzL1pG1fjL2mfr0yNCgh2fvG02CGBQ9AOj3bB2fXRE+rFTtxEeNCwYgCWBkarHGIYBhgGKwNXDelmjrf3cwLS0iw0to4yIibSIjYCxvfHGgeXT/+Lq6RG5Ji8qc1NU6obcvKLi/A0b8woP7ix9W3cjMdrf2zey/t0oyoMaQQCM/W0vg9w8SvJLq24+e/zmQ1B89Aonq1URYVvysvZvSi/Iiv5q6qSQmFXVd25mrMsOjEs5ffOhkgQ9RgGFnz1+KDAgdFPx1tbXr8ICAvyjUt72K0iKAYEE7VD3i9tBLpZF+evv1r65/brTLXb9HGuf0JikfTu3ndickx0bOuXbxWGp+a8GmjBQH9+9N8o3cu/xCr0oaHS9IMpfVV4K9gwKKthbM4RgwsR+IBpDFMDoBEpFIuM/nDzo7eEcFOy3viB/y86d2/YeOHryhzeN73meRzSKshOHPQKC7Jxc16UkbS/IKtmc5RPm/a+fTTp+9nJvW1PVubLJf5925tztIT2BALAcCQR+tHRvhF/ID2dPDyhH1u3Z6hMXbue4oiAz9lhpxoacGHMvx09mzT7V2PVGQdLkxGonAF4EWsvjI0DLbl4/6xEQnLtlf6+SQkQggac5BBgNi8iLMzPjw2Pzi0q1OHnk6LbIMNt1a8OfPLphssSmsOR4S4eCoAEEhGclTY3XN5akmViYHv7hQlRsqqdn4NvGZoFhgWaApfo7OwP8ffPyN1RVVz9vaAyNWWVlZ+vr77Vly4adO7akpaROmfpdUFhEa28/yguoKDIAGqPxP+2Jmli2xP9X3P30UeL/n0UAngGOFTiR40VaFElgeSABMM6oEBBlbkZabEz06fPndQTFA1A0ywOnUY68qKpwNpm/JjWrrqGtd0QxKlWODkvUau2IQj0wLsEwxYULJ1w8vAu37fswLKMBDLLB6+fLHNycDpafVal5oEBUKY+UZCUnuB84UqTRqNakFYQEZpw//5igAQAYVNtcdzcjwivGw+pg8bq0qJVLFy+rq2/pGNF1SYz9UnREqh8YlKhk40bliKS71dHaNml15oOn7SQ9kcbRPr24OyHQLGKVz86zJx1XZ8xxC9xQuqu1uREYw2hPa/HBU9NMnS7duK1VSD/U3rVcPGd9yfZnLd0MADBGbrw9JzbQPTC48s6jWxcrEkJCnD2iNu4u/9DXbzDIuuru7tiw7ntH9wddo6Nq7OqVSm8Pi9Jd+e8lYygAgAEbaw90dV+bsr7xbR8hgJZijCKF8kaSQUDkBAIDEgVM9rb2opXNnFV5eXWjCjUABQLQUnXX/Yt70mf9/V9Ktm+r7xoZIaB5SN3e1T8+KlEplASira2u8HIwjYpKkihZCoAUgaMNlWePT/t80tkT5+/ef1m8Y/880yWrUmKrb9/EtHIgxivPHXDzdt24Y/vd+9XW9nYp+ZvqWvtxAEYA2qAuzlkTGhx24cKlBzeq3JwcY7NKmgZUGMUCg7DSjpvHNi+a8pfKC2erHr5IKj74jblPYHrJtbvPNPIxYvj948rTpjbue89ck2Hjw5LW2ODQzOSc6lfvNCAAq0aH3pdvLHSxdd1++/lzRMQnFqjyDEvpAYzAqqWD7fHRYWvTUisqKmie4wBwXsRojmFFgWEf36mKi400tXcu3rKn7/V7UGt7e98X7dr0nYVt5YPa5vrHB4rWT/3rN7fv1g2SmAZYQcAQ6VB0QEhyXOKr1/UXb12x8nW38nY+cmw3qhkATt70qjqlKNckMPR2v3KYA+ABlas5GgROBA4BTgbYYHHB6rD4iIOXLo8yoloAHgSWMMh62y+XlUX4RiTEpr9vbdPiitVJ/pkZwT+Ubz97+tj070xOnaqhaEAQXhAwghgqKysKCLFOy008c/WCl39wSEj00MAo8ALQDEdiD6qrZ0z/x569+2/du7fn4JGFZqZxiauvVl3WasdZBr9TXRMVHVewsWRIpsAEUYFhhCiw/7R1+aPEf+T/IgLwDPCcwIkcDySIBLAsoCAagNKi0kFXG9vUtLWPG96gAogAHMcYcH1r6+uz+zbZLpheUrx5XEMwADqcJVjBgFODSiUDwshQa15emqmN/YNX73tkMg449VBXRvyqlXGrr91/acCBRgEb7U8MslkZal77vLKp8bWHW0hEeFZ7q4xlAIDtb3tbtrfEZdmcUzuLyndvSYleudxkWWtHv44AVASEBQMDI3IEADiDtPFhldn8+ZsKStva9TQPIgvd797szY32sPzm1NmdcfnpNqsS4rft03MAooBL+p/U3AhMzfRKzX7X1YNpVLdPHpn26R/LKivfSWUoR4uEXvm2LtbTLjQ27uHrpvzUlDhf/0P7z8o0HAOg08kq9m1PjQyPzsr7oMZG5Mi+PXvnzZ9S8+xGm0atFgWjavDtw2vOZsuK84vGxtQkCwwAwVEMj02sf+NQHWdUqodb89JDrKznl5afHBFBCYAAC4y85/W1Axuipnz6ydWa6k45ogPQA9C8QFOYwWAgMX3l6b2e9ssjV65qbhuiAaRq5Pnz2kP7dn/6H39++qC28urN8OjYwMjQ7qFuhmM5Gutve5mdHr0yJvrombPnLlR8PunLI2cuDmsJLcEzHDvQ1hjh4xIeGvbiRX35kYNLTBYnrNvcJjXyAHrZ4HDTw7LNaxdM+fTRvZqySzcdV6a7xhe0yCgKgCPR3vqazVkJYfEpt56/MaLqd/UPHc0sNpdsfyOVy0QWWGS8qfZAVo6DtVNl59A7FggaACGAYUhMC4KewqXv3jxdOH/WjtLtzS2tRgpDGNzIMhwAzwGJoMf3bYsI88/fsVeuZ4AEkOuuXTsfmhzjHJdY3z3YUvdwQ2zknK++rW9skQKrBFKvHn5y46KnndP6nNxXr+vjU+MD4yKOXzhN0QgARqn7Kk7tDUtLiine3qBmNQAgAKXR0IxIUgxgKkAGlO2Pnaxmpm9Iudf6Rg3QKh9XqhVjPV13z11wXmYT4hN/4/pjDaJq6a6zspu9bl1k5eUTRfnrv5k06+K5+0o5x7MAwNa/qolJcHfxMrl068TGnflOHh4xsYl6rQFEgTLo+jpb9+/abrJowdVr1ytv3A6JWLXCwelVY5MIgsBT3V2t2ZlZsXGJpysuIDRLA2hpGmFokuc/SvxHfh8T/+I5YIHlABcBA4oGBEStqB17cfOa+aIl2/cc6lVoZTiFEThJGHngDAbZ3QtHFk/7zNXR6fbdZ0oDhQvwpOHNofLTu48fletkL+tur0mLdvD2bxmRa2mc5tD3zx5aLFiwcfuBxl4FBWBE6PdPqkNcFmWm+46OvS8/ecp8mUNcbFZH2zDPcq/qHmWnxfu52qREBmlHel7cr4kKDpj0+d8PHTzW2jVgpKFHoj5TWbPlQNnNmnvq4fZjW9fP/+aronWbOrr0BgLqGzoTY2JCXZYUpPmMyT+EpUab+Pil7zpkYMWuttZjW4pDfdw/m/99UfkZqc7Q8771YH6+/ZJFD968lokcBTylVzw4eSgtwHvL3n11zS2e1tZBdg5njl8YGFI9eF5XvHmD5fez7UyXVdy6K2fgef37rPRMG3tziU4yxrI6gPGhjvI9xSGezudPnzYaMZIVeAAjgXM8KXI4i2mAxwRM3fLqsZnJt6tXR1S/eKEHGCVYHUOBYJC0PynbnvHFHz9ZlZx07dkrrQhShLx+s6p026aqqqs4pq88c9jFasmiuXNj45KKt+yJSkift2DJ7Dnf+3oHtLa07dy+w9R0WUhY8LhK1jMweLnyUmSIx4xv/55ZkH+m8lrJlk0zZ8+oa2zWkDwLIPDsrXPHI31dNpcUK5Xq21VXlixeNHX+ssR1m4pKtob4upvN/tp8zuQgD3uNWpldVDrfxttvdW7rGNLc2X/04L4ob7vP/scnRTt3NvX0KyUDF44ecLOxLa+4OMiycuCAwZpuXN2akh4fm9iEkoMTRQgQEgRgGRxEg1LRVXmxfPq0b06dPCNXaFjgCaCMLMWKgBpIxbAkLTbYdNmckgNHh5W4pKnnRNFWB4cVMy1MisvP9euwhvu3skJ8v/vb1z9UXLnX+f7yyzt7SvNWzP2Hg43twUNH3r5tXGFlZu/hfOrCGR2ian3/YuO61csXz7JwdTtR82SYAwUHNIYAZWQBaF4ASgfyrtc3Tiya8efV2TEXa6sfdrdcenxv+/ZtXtZ2VnMXuZo53a1+TTAgVQ2cPrfb1vH7E2XbGxue7tu1c8a0WRtyt0lHdDjG3b93x8fP2cp+QX5JskTTfulm+QobawdHt9qndb2dHdVXr6QnxVssW2xjbVn/6nXZDxWmlrYeAUHd/QOjYyOVV86vil45bcq3qWlrG5reGxkO5QWjIFAAHyX+I7+bX0k8CxiAESgKdMCrxlsbdq/P9nTyPH3hhkoAZKKUFkOqDSqa1nc33Al2WDr968nW1s7+wTFhq1IcfQLcgoJKD+xXaaVnTuxIjAlKXV8gQRka+NHR7ouH98/8anLZpRu9WgoDkKt1B7aujw2wPnqgsLfvXXT4qs//PGnenAUrw8JjIsN9PF18Pd3Sk1ffr6kmjMjIQP/ubdtmTPvGYvmyiJVhsXEJHr6Bc5eZp23Y/Lzxbd296xHu1t/97c9ONg5+IYnuQYnO3is9vXw2ZsX3vX8k8rqUnLRvl5tPWWIWFhvj6+HqbWE+e8rkSQu/r2n5oCGo6sobeTGJiWFhTb0dCAABlGZsoCgmMjMi7Er17Xf9PZEB/hZz57nZuMbGJLoF+prbms+c/JWfq1vXiESFsycOn4wLjy4ozCWA1QEgotjX2RoZ4B67MuB1fS0vcqwosCLwwkSBLopBlSAYtbKBm9fOTfvmyy1btrT1DRgBFCRHAACQuKLn8dUTC2dMmjH3e8eA8NDENZ7BoU6ONqtjw6quX0EMGoN8JDk6eMGMKbOnfzv/exNbR58lK1ynz12+98DR4eHB8uOHHW3MJ33+WUhYqE9ImJWzw/Tpkz/79I+bdx84cuZ8QkJcxMqQ/pExI8OLAFqFJD85Ym1s0LWrV0iK6etu8/f2+MeseVNmzDMzXxESHGi+bPEK06X79+0Zk8r2HC5b4egxZbZJcGRccHikk6P9wplT//Qf/+3kpXMjKmXP+7dZq6IiQ0Lu1dUqAYZRRMSxY0Wb4nwDjx0vkwAoAGiMAozhSJbnWQBja1tdycZ1NtaW16uqaQ4IjiKBokVWBBBoIDTagrRoG/N5s0xNQ2JSEgOiLGfOmTL1i7krTB529sopUdL5/kB+9pQ/fWlp6egaE+kc5Wdnseiz//5J2Mrw2/fvDw8NBPp6TZ06dYnp8qhVK4ODva1M5335+R89AsMaemRqABUJFKIEwcgBzwIHtEHd+fpYyZpZk//w3bzJZp52C5xsLD3dbG1tI/2DD27e+ba2URRBj1Fdfe8SU4ICglyfPrsnl0luVV2bN2um+bKlK0NCI1dGODo6unu67T20u2PgvRYfeVh3y8vfe8rU77w9vVZFhHk7O8z89ptF82ZvLinu6e0vr7iw2HTFtNnz/IPDvHy83VwdZ8+a8bfPPt+ydYdEpsQ4QU8zEwUMMIb5KPEf+X0IwDMTdQtYFhBRRIAkQQuC0jjQWnPq1LXzN140dfdj7DjDcwJv1CpF4EDA8bGWW6d25aQkh4es8vFZGRAeHxyTWLRjV0PLO4pGai4dO3N8z8P6NzoRCJ5Qy4fe3r+3ISO7oXOgB6FUPCj12luXT1wq29Hw4t7IQO+uzXtT49PiVoV5etr6+7uHhQdtK91x//EzDoAWACeYJ48e56Ql+7vZRwf7hAZ4xcStik1Lr3pc1yeVjQ/17CjISAj1CQv09Q6JcgmNDUnK2nXkWG9bEwhGg3K06sa1/K27HP2DPL3dkmPDN69dsy49dcO+XaMMidDc8ycvrpZV1FypkmjlGh7V42pCLz+7o/Tm6dMdg30SnepyRUVK1CpPB9fAwOBVaUnpBdkZqSl7t+9UaA1GnHl2+9GF42cbGt7oaUrDsLgIAz3dJfnrqyrPmBcR5QAACddJREFUyZVDBlzHg8AKACIwFA+iAAIqsnr5eG/9y2eJSWn37j3T6VGaB4wHWgCWMAKlN4y0H929eWV0rHvQSgdPPw8f76T4lccPlLa2vQMQCJ3m5oUfNmQmxEX6Za3NLCrZExiRaWofWPu6SatXdTe/Ol92INjb088vICQ2fnXW2o3FBWvWpN2pffXgZePRo4erb1xT6w0cAIGjetngyZ359y4d7+lux2mK56iaW9c25OZERq6MT0jMK9rk4h3oFRz5urlDayRevm4qLS11c3X29fFYFR2Zm7suOzs7IzvrbU+rAdePtraW79p1vepq5+igEgQ5Qwk4VXPuStm+Qx86OqU8rQGOMmJgJEmcYXmOE3W9fW/Onz9VVlbW3t5Pc8ACSwND8TTHCQzK8gh644d9BdkxXmEhPuFR2YmpxRkZxVvWFe7ZLGEEDQuIbOTlrasRPqEODj6u4eHhqQmF6zIKs9fceniva2TYoFFWX7mcszYzMDDYJ9A3Jj6ydGtefl52+dnKUS2vZoAQARgtcEqGxxiOBEKr6Wu+VrZ3U05STFxoVHJcZFpycGxswuqkx3cfjg8MI2o9SXE4QwwMte7bX3LxUkV3d69SrhnsH9hUmB0XHeDnZe/t4ZiUlPJDxaVXTe8pgaEEg0TRt+/wfl+/AGcnh9BAvzWJMVnpibtLNzc1vjYg6LvWzi079vmFRrl6+gSHhBVuyM9dn5OTte7Bw6cGjJyo2DqxaBKl6Y8S/5HfhwA8/WuJNwBJgho4GaBycVwGFOACjAmgnAgWaY4lWUwD2DCgo5RKOTYgbW8d6h1U6mnQUgzO0sBjgI4BraUARo0MJ7Ag0IAR2tFxFGCY5QwAOJDAqjmDBFgKBAB84kGcRiJp6u75IFdrcAH0HGgY6JMZjRP2HgKtH+vWDbVIut4g+jEjbcQBcACGQFmDCgSjXjvaJ5M09A+0KfVGAKNOCzwLOMkTvFyFvnrzvq+7GVgEWIpBjBoKQwGMDK/XoLyRAQE44DDAKNYAIknJZJzBQAFHggggqEYl/W3tQ0MDBqCNwPO8CAKwPMezAmAiaCmOBoIVKR54AJEHjUoNQPNAqoxyDgSCBpIEREdzJAsTj7IFlAcYHkc4ceKHi6wARpyjURw4CkgDphw3IHjngKS7fwg16kDAgNIZ9CqFQqaSyoAhgJYT2gGZZLjsdKV/VF589i41wTAiRekkBkl3z7t3HW2dYyiKAtA8h2IEAUABIIiepVCSJEUQQGRAwAR1H+DjAKwBQ0dGB4xaOaGRiIR+dHTs0OnzAQnZyYW7+zQMJoAgCKhqbKyzSTXUpldIAADngASggBWBEvUGWqkSBA4VWS0wBAAIADhPoTQPoOMJGgRgOWAE+LEwtIHhVYhRhSCoIADJAA00ATjFkzzPAw3ACYBJVJL3TZ0t73p6dEoZiDgPmJJUoQAGFkAkgTHqJLqxUb1URyoRFGiSwRGDyKEggsjxCCLp7m9739ozMMiDQFIGHEeNGDAioCxwAMAoeHyIF42cSAFjBA7ltDIgEZ7CBQGMJMsBUCwAAMfSIjCCSLK8UeAMOrUMRKAoIHEAEVDDqGTwdXfbM6mkkyAoXgQEn9gkzjE8QXHs2Li0v68LNahBpCfKkBE4KojAAaj0eHvfSEf3gEqt5xiWJimR/1G+SRFQXtCzLMZz3MfHrR/5vfySqOFYQEURBZIEvcipWcUoGBBMT1AAahG0ADiOAkcBCDxlBKMUCAXgKIdzJA6cCAgl0AA8AIFqgDdSunGUASMPNMuIJEbKFUAwRl4co0kEQEvrgUeANQLHG/WUQACNkiKn5kUliml4ABIAEUBBAAGgNjIYTtJGDVB6oDU8KgfeKAKro0iUFwgMB5YCVq9SDVHAyhlCD4CIACLQOiOwIOI8QwNJ0gAkpZcBiTMYxoCgZwiCFSbuFVRnZESaEjCWw3TKMeA5kSB1mIEQGUEQgGNZAtUb1DjwCtL4U+F5kI9JAeeBBprgORFEAIYWaEoQBMBIA8YYjDTCAm/EOVEEEIAmGYHFOM5IMigrAgNgJAA4AJYTBSAIAXgAijCMj4LATog/zTK4USsQahAxtXrs6bOHO7Zuqyg79vrZzbf1dzYW5M5faBYQlVX7bliJETywABhQOqApHCUIACOAAcNFAAVCqTEWQACe0uk0FI0RqA5RDgGvJdX9Go20tr4uY23K9cqzLa8eP6mpSk9Pnzp3UcSawnuNPUYABUqLAicSesBVwBsZVAsARnaiSBbBsijgOHACRqBGnlSTqI4kSJwBHjgWaF5ggCNYnDAYgBUInGVYHiOUnGAAYFEUF0XASI4SKQpwHjgAwPQ4qlQBqSL0g1pMywBwLMHRBgOhoIBRYpSRFkEgBRIRKWBJQEnASA4EgWUoCgADDjgaeG5CBSmaZUVBBBYAGAYIClACKFoQaTWAFoBgOQI1qIHBgKEEAgOW5xieIDmGB27icJ5hBZLh9AAYQxpInOBZIAngGED0BoZSA2hpUgKAkSSNEiIHYMQAI3AROE7gRQAjohdYQqBxBkdA5EDkKZrlABgRMJpneBABSJyYmFccL1KcyMDE7hGR5HmK+20uHj5K/Ef+byD8PG94AB6EH200RA4EAUTgfypn+mPwj4ewILI/GkH8yuhD/OXbH40mfoz/bVP8j34OP1k6/HgkC0D/bPfB/xj5W/8Kkf3Z4oP/dfsTdhAgcD8d9Uuzv9wEvzGF+E8eGj/Zd/xicCH+OgCE357xp89/NHj45zvtF9cR8TdfC7/2JxEnAkV+IlQURRB5EHgQeYoiWJ4B4FgWFXkEAOvtfb93/1ZT02VmpssWm8xf8P1sOzub3LzCx3UNGoTkfvR14X6y6fjx3cSZf+r5r21VWIY0iKwBAB8e6dm8rdDcYvHs2dOsLJYtW7rI3tEhJ7/wfu0LhR6nAX7ympooAcwCCBNmIuwvIy78agr9+rr94r/xn8fip37+FPNbBxURJsb6J+cWAYATgeNB4H8+Kfxm+v26A790Sfy5Iz+2/KtesD+51/xq3H+0LvnnMf3Ntf3t1OIA6J+NcH476YTftvCLJcivI/9ZpsV/ev0z/0ef//+djxL/kf9SCMALwE8I0sRrwq0aQKAZjGMJjjOyLAKAabTDT2ur12amrctdX1C4obhk06Ejhx88eiiVjf+zIvyTNPxaXzgAjuNJikYJUk+Q+tGxnus3L2zemp9fkJWcmpS9LufQkcMvX9UbjIgIIICI4th/avbn3v5/d+U+8l+TjxL/kf9S/J9IPE4YaAoFIDjOKIKR4/VK9dCED58IwPIczTITeYDfIfEiMD/9jaUBSAFwjFBjuPbX5nkiAC8KFEOTNPVR4j/y/w7/E1gmcSy00/XwAAAAAElFTkSuQmCC" 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<span class="fullpost"></span><span class="fullpost">VRWM = Puncak tegangan kerja normal. <br />VRRM = Puncak tegangan lebih yang terjadi secara periodik. <br />VRSM = Puncak tegangan lebih tidak periodik. <br /> <br /><span style="font-style: italic;">Kemampuan Arus Dioda</span><br /> <br />Adanya
tegangan jatuh konduksi ∆ Vf menyebabkan rugi daya pada dioda yang
keluar dalam bentuk panas. Temperatur junction maksimum terletak antara
110°C - 125°C. Panas yang melebihi dari temperatur ini akan menyebabkan
dioda rusak. Temperatur maksimum ini dapat dicapai oleh bermacam-macam
pembebanan arus terhadap dioda.</span><br />
<div style="text-align: center;">
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" width="320" /><span class="fullpost"> </span></div>
<span class="fullpost"> </span><span class="fullpost">If (AV) : Arus rata-rata maksimum yang diijinkan
setiap harga arus rata-rata akan menghasilkan suatu harga temperatur
akhir pada junction dioda. Batas If (AV) ini juga tergantung pada
temperatur ruang dan jenis sistem pendinginan (Heat-sink).<br /> <br />If
(RMS) : Harga effektif maksimum arus dioda. Harga rata-rata yang di
bawah If (∆V) maksimum, belum menjamin keamanan operasi dioda terutama
arus beban dioda dengan form factor yang tinggi. ( Rate Mean Square ) <br /><br />If (RM) : Harga puncak arus lebih periodik yang diijinkan. <br /><br />If (SM) : Harga puncak arus lebih non periodik yang diijinkan<br /> <br />T : Batas integral pembebanan arus dimana dioda masih mampu mengalaminya. <br /><br />Besaran ini berlaku untuk ½ cycles atau 1 ms dan merupakan pedoman dalam pemilihan pengaman arus. <br /><br />Contoh data Fast Dioda Type MF 70 <br />Maximum repetitive peak reverse voltage, Vdrm = 1200 Volt. <br />Mean forward current, If (AV) = 70 A <br />RMS forward current, Irms max = 110 A <br />Non repetitive forward current, If (ms) = 700 A <br />Forward V-Drop, Vfm=V, pada Ifm = 210 A <br />Peak reverse current, Irm = 5 mA <br />Reverse recovery time, trr = 200 ns <br />Stored, charger, Qrr = T µc (Qs) <br />Thermal resistance, Rth-jc = 0,37°C/w <br /><br />Pada
artikel lanjutan akan dibahas mengenai: SCR (Silicon Controlled
Rectifier), TRIAC (Trioda Alternating Current Switch), DIAC (Bilateral
Trigger Dioda) dan UJT (Uni-Juntion Transistor).<br /><br />Semoga bermanfaat,</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-20753815846738717642012-12-10T02:53:00.000-08:002012-12-10T02:54:42.047-08:00Valve Coefficient in Words<div style="text-align: justify;">
Cerita tentang valve coefficient harus dimulai dari hukum continuity
massa dari suatu aliran fluida. Persamaan dasar yang dipakai tentunya
adalah dari formulasi yang diberikan oleh bernoulli. Dalam hukum
tersebut nantinya akan didapatkan bahwa flowrate (volumetric per waktu)
dari suatu aliran fluida akan ditentukan oleh beda pressure yang
menyebabkan fluida mengalir, massa jenis (specific gravity), dan suatu
coefficient yang mempunyai korelasi dengan area yang dilewati oleh
fluida tersebut.</div>
<a name='more'></a><div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
F = Cv . Sqrt (dP/SG)</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Cv = Flow Coefficient yang nilainya berubah sesuai dengan opening dari valve dan bentuk geometri dari valve.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Untuk mendapatkan nilai Cv dari suatu opening dilakukan dengan
menghitung nilai flowrate (galon per menit) pada suatu opening valve
travel tertentu dari air pada suhu 60 degreeF dengan beda tekanan
upstream dan downstream adalah 1 Psi.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ketika openingnya adalah 100% travel maka itu adalah Cv pada travel
maksimum artinya berapa galon per menit maksimum bisa dialirkan ketika
full opening dengan beda pressure 1 Psi. Ketika openingnya adalah 25%,
50%, 75% maka itu adalah Cv pada saat opening tertentu. Dari percentage
Cv itulah apabila anda membuat grafik akan didapatkan valve
characteristic:</div>
<div style="text-align: justify;">
- Quick Opening</div>
<div style="text-align: justify;">
- Linear</div>
<div style="text-align: justify;">
- Equal Percentage</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<a href="http://novakurniawan.files.wordpress.com/2008/11/flow-char.jpg"><img alt="flow-char" class="alignnone size-full wp-image-277" src="http://novakurniawan.files.wordpress.com/2008/11/flow-char.jpg?w=468" title="flow-char" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Jadi valve characteristic sangat tergantung dari geometri suatu
valve. Umumnya manufacture akan memberikan nilai Cv dari valvenya pada
suatu opening tertentu dan juga Cv pada travel maks-nya.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-31907692855518992212012-12-07T18:34:00.002-08:002012-12-07T18:34:45.521-08:00HART<div style="text-align: justify;">
Highway Addresable Remote Transducer yang kalau diterjemahkan secara
bebas menjadi “device yang jauh letaknya namun dengan alamat yang
jelas melalui jalan bebas hambatan dapat mengubah suatu besaran fisis
menjadi besaran fisis yang lain”. Terjemahan di atas mungkin terasa
kacau dan kurang menunjukkan arti sebenernya dari teknologi HART.
HART merupakan protocol komunikasi yang dikembangkan oleh HART
Foundation. Kalo anda pernah dengar tentang Ethernet maka itu adalah
protokol komunikasi yang dikembangkan XEROX. Juga kalau anda pernah
dengar Modbus maka itu adalah protokol komunikasi yang dikembangkan oleh
Modicon. Dalam perkembangan teknologi instrumentasi dan kontrol, HART
merupakan teknology Hybrid yang menjadi transisi antara teknologi
konvensional analog dengan teknologi fieldbus.</div>
<div style="text-align: justify;">
<br /></div>
<a name='more'></a><br />
<div style="text-align: justify;">
HART sebagai protokol komunikasi tentu saja memiliki keunikan yang
berbeda dengan protokol komunikasi yang lain. Dengan bahasa yang
sederhana dapat dikatakan:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
“HART adalah signal analog pada intrumentasi 4-20 mA yang ditumpangi oleh komunikasi digital berbasis frekuensi”</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Signal analog 4-20 mA sebagaimana sudah diketahui semua praktisi instrument membawa informasi <em>process variabel</em> dari lapangan ke control system dan juga mengirim <em>manipulated variabel</em> ke lapangan. Keinginan memiliki expanded view terhadap instrument dalam melakukan <em>device identification</em>, <em>diagnostic healthy status</em>
dari instrument di lapangan menyebabkan para pakar menciptakan metode
komunikasi alternatif yang dapat ditumpangkan pada kabel yang sama
dengan signal 4-20 mA. Mode yang dipilih akhirnya dengan menumpangkan
frekuensi dengan metode Frequency Shift Keying pada signal instrumentasi
4-20 mA yang frekuensi tersebut akan membawa signal digital.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
1200 hz = 1</div>
<div style="text-align: justify;">
2200 hz = 0</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Metode komunikasi digital dengan kode-kode yang sudah menjadi standart (<em>Is it ASCII code? I don’t know,</em> <em>IT people know better than me</em>) maka informasi tentang <em>Device Identification, Status & Diagnostic Alerts,</em> <em>Calibration information</em>
dibawa dari lapangan ke sistem kontrol. Sehingga abnormality
device, calibration record dapat diketahui oleh control room. Sedangkan
abnormality proses masih tetap merefer ke data proses variabel 4-20 mA.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Bagaimana menumpangkan frekuensi pada signal 4-20 mA?</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ada ilustrasi yang menggambarkan bahwa nilai mA dari data yang
dikirim oleh signal 4-20 mA selalu bergetar membentuk gelombang dengan
amplitudo yang sangat kecil yang tidak dapat dideteksi oleh multimeter
yang biasa digunakan oleh teknisi. Getaran gelombang inilah yang
membentuk frekuensi 1200hz atau 2200hz yang artinya membawa bit
informasi digital dari lapangan ke controller. Karena saking kecilnya
gelombang tersebut maka tidak akan mengganggu nilai mA yang membawa
informasi proses variabel.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Berapa amplitudo-nya? Saya belum bisa menjawabnya. Di illustrasi
digambarkan amplitudonya adalah 1 mA. Tapi saya masih meragukannya
karena distorsi signal 1 mA pada instrument signal 4-20 mA akan sangat
mengganggu proses monitoring. Jadi <em>let’s find out how it work</em>.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Handheld yang biasa digunakan untuk melakukan interogate pada
instrument berbasis HART adalah Handheld Communicator Rosemount 275 dan
375 sebagai generasi yang lebih baru. Ketika anda masuk ke menu maka
anda akan mendapatkan device identification seperti tag no, manufacture;
juga device diagnostic seperti travel sensor out limits, sensor
malfunction, dll serta juga menu kalibrasi, trim, perubahan range, dll.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-64001427080715688352012-12-07T18:30:00.002-08:002012-12-07T18:30:22.379-08:00Control Valve Calibration<div style="text-align: justify;">
Control Valve adalah terminologi yang digunakan untuk suatu valve
yang mempunyai kemampuan throttling atau gradual changing. Apakah on-off
valve termasuk controlled valve? Iya, tetapi jarang sekali disebut
sebagai control valve. Control valve terkhusus untuk valve yang bisa
menerima perintah analog baik dengan sinyal analog maupun kumpulan
sinyal digital.</div>
<div style="text-align: justify;">
</div>
<a name='more'></a><br />
<div style="text-align: justify;">
Kalibrasi control valve diperlukan untuk memastikan bahwa control
valve dapat menghasilkan respon aktuasi sebagaimana dikehendaki oleh
sistem kontrol pada suatu proses. Respon aktuasi yang dimaksud meliputi
ketepatan pada value, linearity, dan juga respon time tentunya. Control
valve sebagai aktuator dalam suatu loop kontrol mempunyai peranan
penting dalam meregulating suatu proses. Kegagalannya dalam meregulating
suatu proses adalah merupakan indikasi abnormality suatu proses yang
apabila berkelanjutan berefek kepada shutdown.</div>
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<br /></div>
<div style="text-align: justify;">
Ada 2 macam kalibrasi yang umum dikenal pada control valve yaitu Manual Calibration dan Auto Calibration.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Manual calibration adalah kalibrasi dengan menggunakan input manual
untuk control valve dan sebagai pembanding adalah si pengkalibrasi. Inti
dari pada kalibrasi adalah untuk membawa value kepada nilai sebenarnya.
Value dari suatu control valva adalah bukaan / opening. Bukaan di value
kan berupa percentage. Common sense mengatakan bahwa lima titik standar
yang dijadikan patokan sebagai opening control valve. 0%, 25%, 50%,
75%, 100%. Aktivitas kalibrasi adalah untuk mengsinkronkan input kontrol
valve yang berupa analogue signal (assumed HART) dengan opening control
valve. Nilai 4-20 mA sebagai standar instrumentasi direntangkan untuk
mewakili opening menjadi 4mA, 8mA, 12mA, 16mA, 20mA.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Dalam control valve dikenal terminologi Quick Opening, Linear, Equal
Percentage. Istilah ini untuk menunjukkan hubungan antara opening dan
flow rate. Pertanyaan yang timbul adalah apakah ketika Valve Quick
Opening atau Equal Percentage maka opening travelnya tidak linear dengan
input signal? Menurut pendapat orang fisher bahwa Quick Opening,
Linear, dan Equal Percentage adalah trim characteristik yang sudah di
set pada geometri valve yang menghasilkan nilai Cv. Sehingga input
signal terhadap opening harus selalu linear.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Namun ada pertanyaan kembali kenapa dimungkinkan untuk mengganti
input characteristik menjadi Quick Opening, Linear, dan Equal Percentage
dengan setting dari Handheld HART Communicator 375? Untuk apa?.
Sehingga dihasilkan respon signal yang jadi melengkung atau parabolik.
Saya belum menemukan jawaban yang spesifik tentang hal itu. Tapi
requirement dari proses memungkinkan untuk memberikan respon yang
bersifat parabolik dari suatu control valve ketika proses yang hendak
dikontrol memang tidak linear. Sehingga dapat disimpulkan bahwa respon
kontrol dapat juga menjadi quick opening, linear, atau equal percentage.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Jarak travel juga menjadi hal penting yang perlu diperhatikan dalam
kalibrasi. Jarak travel adalah absolutely mechanical adjust pada stem
control valve. Jarak travel adalah jarak dari fully open sampai fully
closed. Fully closed artinya sudah tidak dapat diadjust tapi untuk fully
open beberapa valve memberikan keleluasaan kepada user untuk
memendekkan atau memanjangkan travel. Reference utama dalam tahap
konstruksi adalah bahwa jarak travel harus sesuai dengan data sheet.
Jika jarak travel salah maka control valve akan mendeteksi maksimum open
sebagai 100%. Misalkan control valve anda jarak travelnya 3″, namun
dalam kenyataannya secara mekanikal berjarak 4″ maka dalam tahap
kalibrasi nilai travel 4″ dianggap sebagai 100%, padahal seharusnya
kalau merefer kepada datasheet dengan travel 3″ maka nilai opening 4″
adalah sekitar 133%. Oleh karena itu harus benar-benar dipastikan bahwa
jarak travel sudah sesuai requirement pada datasheet dengan melakukan
adjustment pada stem.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Autocalibration dapat dilakukan dengan menggunakan Handheld Fisher
375. Pilih menu calibration and auto. Valve secara otomatik mencari
highest postition dengan menstroke secara penuh control valve, nilai itu
akan secara otomatik dianggap sebagai nilai 100%. Kemudian valve akan
mencari nilai fully closed, dan nilai itu adalah 0%. And valve
calibrated already.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Initial opening menjadi penting ketika tight shut off menjadi hal
utama. Artinya ketika fully closed 0% control valve harus benar-benar
tight. Bagaimana memastikannya? Case untuk FC, langkah pertama pastikan
ketika feedback menunjukan 0%, kemudian release pressure-nya maka
control valve tidak ada gerakan turun lagi. Atau dengan mengirim signal
dibawah nilai minimum 4 mA, misalnya 3.8 mA maka control valve juga
sudah tidak dapat turun lagi. Kalo control valve sudah terkalibrasi
tetapi ketika dikirim signal 3.8 mA control valve masih turun lagi maka
nilai 0% belum sepenuhnya tight.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Hal yang perlu diperhatikan ketika melakukan kalibrasi adalah control
valve dalam kondisi out of service. Serta proteksi kalibrasi harus
dihilangkan. Pastikan input karakteristik dan send ke control valve.
Setelah kalibrasi selesai control valve dikembalikan pada kondisi
in-service.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ada pertanyaan dari seorang blogger ttg bagaimana kalibrasi dengan menggunakan PLC dari HMI. Istilah ini dikenal dengan <strong>Remote Calibration</strong>.
Dalam project umumnya remote calibration dilakukan dalam phase
Pre-Commissioning. Dalam teknologi HART & Fieldbus remote kalibrasi
sudah normal dilakukan. Ada software khusus yang berfungsi sebagaimana
HART & FF Communicator yang diinstall di HMI yang dapat menjalankan
mode kalibrasi. AMS Device Manager Software yang pernah saya liat
digunakan untuk control valve remote calibration. Tanpa tambahan
software itu tetapi ingin melakukan kalibrasi? Hmm…saya belom pernah
menemukan PLC bisa melakukan remote calibration tanpa bantuan teknisi di
field. Artinya saya belum pernah tau PLC dapat mengedjust I/P secara
otomatik seandainya ada masalah ketika dikirimkan signal 25% ( 8 mA )
ternyata bukaan valvenya 50%. Lain cerita jika misal kondisi seperti itu
kemudian dikirim teknisi ke lapangan untuk ngedjust I/P, karena kalau
kasus adjustmentnya by teknisi maka bukan PLC yang melakukan kalibrasi
tetapi teknisi yang melakukan kalibrasi. PLC disitu hanya
berfungsi mengirim signal AO. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Apakah AO dr PLC untuk opening berupa percentage juga? Mmm…PLC itu
kan bisa didefinisikan melalui program. Mau dibikin percentage atau
besaran yang lain itu bisa dilakukan oleh programmer. Tetapi normalnya
keluaran iterasi perhitungan PID logic sudah diset dalam bentuk
percentage MV dan ini merupakan perintah kontrol, juga opening valve
satuannya adalah percentage maka perintah signal output dari PLC (input
untuk control valve) juga lebih pas dalam bentuk percentage.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<strong>AIr to Close – Air to Open / Fail to Open – Fail to Close</strong></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ada penjelasan yang cukup mudah dimengerti dari seorang senior satu
kumpeni di Jakarta tentang konsep FO/FC ini. Prinsip utama yang
digunakan untuk penentuan FC/FO suatu Control Valve adalah ketika
terjadi fail pada control valve maka sistem berada dalam kondisi aman
(low energy). Low energy dari suatu sistem harus didefinisikan oleh
team yang melibatkan multi disiplin terutama disiplin proses. Main
reasonnya ketika terjadi failure maka sistem harus tidak overpressure,
over level, over flow dll, tetapi energinya harus getting decrease and
decrease. Ibaratnya anda punya control valve pada pipa yang mengatur
inlet fluida masuk ke vessel, maka jika terjadi fail maka anda tentu
ingin alirannya berhenti agar tidak luber maka pasanglah control valve
Fail to Close (Air to Open). Contoh untuk Fail to Open (Air to Close)
paling gampang adalah untuk perlindungan overpressure pada suatu vessel.
Jika tekanan terlalu tinggi maka harus ada gas yang dibuang. Jika
misalnya pada line pembuangan diberikan control valve maka harus Fail to
Open, artinya jika system fail maka control valve jadi membuka dan
memproteksi pressure dari overpressure di vessel tersebut. Lebih
exactnya harus menggunakan evaluasi proses yang para pakarnya adalah
proses engineer. Kuncinya adalah pada kondisi control valve fail, maka
sistem harus menuju AMAN jangan menuju OVER.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-65449604795364050752012-12-07T18:26:00.003-08:002012-12-07T18:26:26.442-08:00Temperature Instrument<div style="text-align: justify;">
Thermocouple adalah dua logam yang didekatkan yang apabila terpapar
oleh kalor dengan suhu tertentu akan menghasilkan beda potensial or mV
yang sebanding dengan perubahan temperature (<em>Seebeck Effect</em>).
RTD adalah resistance temperature detector, sensor ini akan menghasilkan
perubahan resistance seiring dengan perubahan temperature. Kedua hal di
atas adalah sensor-sensor yang umum digunakan di industri oil and gas
untuk mengukur temperature. Kedua besaran di atas yaitu mV dan Ohm akan
dilinierisasi dan diconvert menjadi 4-20 mA oleh transmitter. Bagaimana
menkonvert perubahan mV menjadi 4-20 mA? dan bagaimana mengkonvert
perubahan besaran Ohm menjadi 4-20 mA? Silahkan anda membuat rangkain
untuk itu dengan sumber tegangan tetap sebesar 24 VDC.</div>
<div style="text-align: justify;">
</div>
<a name='more'></a><br />
<div style="text-align: justify;">
Ada banyak type sensor RTD dan TC namun yang biasa saya temukan dalam
pekerjaan saya adalah Pt-100 (RTD) dan Type-K (TC). Hitungan matematika
yang biasa digunakan untuk menghubungkan temperature dengan mV dan Ohm
biasanya hanya tertinggal di meja teori. Praktisnya anda harus memiliki
Tabel Standar yang menunjukkan hubungan mV dan Ohm dengan temperature.
Umumnya teknisi bekerja berdasarkan tabel itu.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Bagaimana melakukan kalibrasi?</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<em>Bench Calibration</em> dilakukan di dalam shop dengan membandingkan dengan temperature gauge standar. Dahulu kala dikenal istilah <em>sand bath</em> atau <em>oil ba</em>th yang bisa dipanaskan. Temperature Gauge standar dimasukkan ke dalam <em>bath</em>
bersama dengan temperature instrument yang hendak dikalibrasi. Increase
and decrease temperature pada sand bath sehingga didapatkan akurasi
value dan linearity pada temperature instrument. Sekarang dikenal
istilah <em>Jofra (Trade Mark)</em> yang menggantikan <em>sand bath</em>
sebagai tungku pemanas. Jofra dengan electricity power memiliki element
pemanas yang akan menghasilkan controlled temperature. Controlled
temperature ini yang akan digunakan sebagai referensi untuk melakukan
kalibrasi.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<em>Ambient temperature</em> adalah juga tolok ukur yang penting
untuk mengecek apakah sebuah temperature instrument bekerja atau tidak.
Ketika temperature instrument dalam kondisi non operasi tidak
menunjukkan ambient maka tanda-tanda bahwa ada masalah dengan instrument
tersebut.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Pre-commissioning / Function and Loop Test</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Function test dilakukan On-site setelah temperature instrument hooked
up. Langkah awal dari loop test tentu saja adalah wiring test or
continuity and polarity test. Kemudian plug-in knife switch, temperature
instrument harus menunjukkan nilai ambient temperature pada display.
Namun jika display tidak menyala hendaknya dire-check wiring, polarity
dan power supply ke instrument. Demikian halnya di operating station
harus menunjukkan kalau temperature instrument healthy. Jika masih
terdapat status IOP maka abnormality harus segera direpair.
Troubleshooting adalah kegiatan yang harus dilakukan per tahap. Sampai
cara paling akhir adalah dengan komparasi interchange modul, hanya untuk
membuktikan bahwa modul transmitter masih baik atau sudah rusak. Ketika
ditemukan modul transmitter rusak, tahap commissioning hanya bisa
report & klaim. Repair untuk modul transmitter diperlukan expertize
khusus. Bahkan mungkin seorang maintenance engineer lebih mengerti
bagaimana untuk melakukan repair.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Tahap simulasi on site pada tahap pre-commissioning ditujukan kepada
check transmitter. Karena injeksi signal dilakukan dari input
transmitter. Dalam hal ini signal injector berfiungsi untuk menggantikan
elemen sensor. RTD type sensor dapat disimulasikan dengan decade
resistance box dan Thermocouple type sensor dapat disimulasikan dengan
mV injector. Kenaikan temperatur yang linear tidak akan menghasilkan
sensor signal yang linear tapi cenderung logaritmik. Oleh karena itu
fungsi transmitter untuk kembali melakukan linearisasi dengan membalik
fungsi logaritmik tersebut.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Masih banyak aspek yang bisa dipelajari tentang temperature
instrument. Tapi keterbatasan pengetahuan murni penulis, artinya tidak
copy paste atau mencomot dari tulisan lain, membuat tulisan ini menjadi
pendek. Seiring berjalannya waktu dan bertambahnya pengalaman semoga
tulisan ini makin lengkap.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ada pertanyaan yang saya terima dari pembaca blog tentang <strong>perbedaan Thermocuple & RTD?</strong></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Di pembahasan diatas sudah sekilah saya bahas, namun tidak ada
salahnya saya tambahkan kisah ini. Bahwa Thermocouple sensor digunakan
berbasis kepada pernyataan <strong>Thomas Seebeck</strong> bahwa
perubahan suhu dependence atau mempengaruhi voltage yang ditimbulkan
oleh dua metal yang berbeda apabila disambungkan di kedua ujung. Voltage
tersebut disebut <strong>Seebeck Voltage</strong> (milliVolt). Kabel
dari thermocouple ke transmitter umumnya adalah 1 pair cable ( 2 wire).
Kemudian RTD sensor digunakan berbasis kepada pernyataan <strong>Sir Humphrey Davy</strong>
bahwa perubahan resistance dari suatu logam tertentu dapat dipengaruhi
oleh perubahan suhu. Logam yang secara fisis memiliki wide range
perubahan resistance terhadap perubahan suhu adalah <strong>Platinum</strong>.
Untuk mengolah perubahan resistance menjadi informasi elektrik maka
dibuatlah rangkain bridge. Rangkaian inilah yang menjadi acuan berapa
wire yang dipake dari sensor ke transmitter 3 wire, or 4 wire. Tapi
normal yang saya itemui adalah 3 wire.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-72019033972857614642012-12-04T08:17:00.001-08:002012-12-04T08:17:29.085-08:00Instrumentation and Automation in Oil and Gas Industries – Offshore<div style="text-align: justify;">
Oil and Gas Offshore industry lebih dari setengah abad telah menjadi
penopang kebutuhan energi dunia. Seratus tahun sebelumnya onshore
industri telah berkembang dan mendominasi industri ini. Salah satu
bidang disiplin ilmu yang tidak dapat terlepas keberadaannya dalam
menunjang kebutuhan energi ini adalah instrumentasi dan kontrol
(automation). Disiplin ilmu ini berperan dalam memberikan monitoring dan
otomasi atau kontrol pada proses pemisahan dan pengolahan minyak dan
gas secara normal dan kontinyu (PCS). Selain itu juga berperan
menjamin keselamatan dari adanya bahaya dari dalam proses atau bahaya
yang berasal dari luar (SIS).<br />
<a name='more'></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Basic dari instrumentasi dan kontrol adalah:</div>
<div style="text-align: justify;">
Measurement——-> Control ———> Actuator/Final Element</div>
<div style="text-align: justify;">
Instrumentasi mencakup definisi untuk semua device yang
menunjang berlangsungnya process measurement, signal transmission, dan
process acuation. Sedangkan kontrol mencakup methode dan peralatan
yang menunjang berlangsungnya pengolahan data dari pengukuran,
pengolahan logika pengontrolan, dan memberikan control decision untuk
actuator. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Measurement/Pengukuran</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Apa saja yang hendak diukur dari suatu industri pengolahan oil &
gas? Besaran fisika standar yang merupakan ciri karakteristik
adanya suatu fluida (oil or gas) merupakan besaran wajib untuk diukur.
Pressure, Temperature, Flow, Level & Komposisi adalah besaran pokok
yang perlu dikuasai pada industri oil & gas. Besaran tambahan untuk
melayani equipment atau mesin seperti pengukuran kecepatan dari benda
yang berputar & pengukuran getaran/vibrasi juga diperlukan.
Bagaimana cara mengukurnya? Kalo anda berbasis pendidikan ke-teknik-an
yang tepat maka semua metoda pengukuran dengan sensor untuk pressure,
temperature, flow, level, komposisi, vibrasi, kecepatan putar tentu
saja sudah didapatkan dibangku kuliah. Sudah saatnya untuk refresh
kembali prinsip-prinsip bourdon tube, diaphragm, bimetal, seebeck
effect, bernoulli effect, orifice, ventury, continuity mass, DP effect
to static fluid in tank and dynamic fluid in pipe, sifat keterapungan
benda di fluida, ultrasonic principle, dll. Prinsip-prinsip sensor dan
transducer menjadi dasar bagi pemahaman karakteristik pengukuran
fluida di industri oil & gas.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Signal Transmission</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Product yang secara simple menunjukkan proses ini adalah
e.g. transmitter yang mengirim signal 4-20 mA, Switch yang mengirim
signal 0 & 1 or Contact & Open, transmitter superimposed HART,
Foundation Fieldbus, Digital Input & Digital Output. Bagaimana
membentuk signal itu? bagaimana cara meng-coding signal HART & FF?
Tentu saja manufacture sudah menyediakannya dan industri oil & gas
tinggal menggunakan colok & nyala or plug & play. Tapi secara
konsepsi bagaimana men-generate signal transmission dari transmitter ke
sistem kontrol dan sebaliknya tentu saja adalah scope pekerjaan
instrument & control engineer yang memerlukan knowledge base ttg
signal processing & signal transmission. It’s not easy. Tapi kalau
pekerjaannya hanya untuk memasang maka knowledge tentang signal tidak
akan diperlukan.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Kontrol</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Pada tahap ini dunia instrumentasi & kontrol untuk oil & gas
memegang peranan penting dalam menjamin berlangsung proses secara auto,
online-real time process monitoring & safety. Pendifinisian loop
control, control methode, hubungan antara process variable yang hendak
dikontrol dengan manipulated variabelnya ( yang di dalam dunia teori
dibungai dengan Laplace Transform & Fourier Transform, namun dalam
dunia simple control untuk tanki, vessel, perpipaan I think just “common
sense” no need to do such kind eveluation or need for better?), PID
methode, On-Off method, Split range, Cascade, Ratio, Overide,
De-coupling, dll merupakan hal-hal yang dapat disumbangkan dunia kontrol
untuk dunia industri oil & gas. PLC, DCS, Foundation Fieldbus
adalah perangkat yang umum digunakan sebagai control devices untuk
industri ini. Semua logika kontrol diprogram dan didefinisikan di dalam
sistem kontrol.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Actuator / Final Element</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Actuator yang umum dipake untuk mengontrol fluida adalah valve yang
dapat berupa Control Valve, Shutdown Valve, Blowdown Valve, ataupun
On-Off Valve. Ada berbagai macam body valve yang dipasangkan untuk
valve-valve tersebut misalkan Globe, Ball, Butterfly, dan Gate. Final
element yang lain yang dikontrol adalah Motor tetapi harus berinterface
dengan Electrical Control melalui relay. Karakteristik control valve
yang disebabkan oleh geometrinya terhadap flow, respon control valve
terhadap signal, dan konsep perubahan signal elektrik menjadi pneumatic
adalah beberapa diantara yang harus dikuasi di actuator.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Example:</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Sampai sejauh mana scope disiplin ilmu ini digunakan dalam dunia Oil
& Gas Offshore, berikut ini adalah sebuah cerita pendek tentangnya.</div>
<div style="text-align: justify;">
Study Case Arthit Process Platform PTT E&P</div>
<div style="text-align: justify;">
Instrumentasi dan Otomasi secara hierarki dibagi menjadi dua system
besar yaitu Process Control System dan Safety Instrumented System.
Process Control System (PCS) merupakan sistem penunjang proses
monitoring, regulatory control, atau pun juga advance regulatory
control. Safety Instrumented System (SIS) merupakan sistem yang
diaplikasikan untuk menjamin safety yang meliputi Emergency Shutdown
System (ESD) dan Fire & Gas System (F&G).</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ketika normal operasi maka fungsi kontrol reguler akan dijalankan
oleh PCS secara kontinyu. Monitoring open loop, running simple closed
loop antara tranmitter dan control valve yang bekerja mencari kestabilan
performance kontrolnya adalah fungsi-fungsi sederhana dari PCS.
Demikian juga halnya dengan cascade loop, ratio, split range, yang
semuanya beroperasi untuk mencari kestabilan sepenuhnya juga ditangani
oleh PCS. Numerik control calculation untuk simple closed loop, cascade,
ratio, split range masih dipercayakan kepada iterasi jitu PID.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Sesuai dengan perkembangan teknologi yang mengutamakan efisiensi maka
FIELDBUS FOUNDATION dipilih menjadi alternatif bagi distribusi
pendelegasian sistem kontrolnya. Banyak fabrikan yang sudah mensenjatai
devicenya dengan fieldbus, salah satunya adalah Yokogawa. Transmitter
fieldbus yang digunakan pada Arthit CPP Platform Gulf of Thailand adalah
Yokogawa EJA, control processingnya atau controllernya dipercayakan
kepada Yokogawa Fieldbus CS 3000, dan Control Valve masih dipercayakan
kepada Fieldvue Fisher Rosemount CCI. Meskipun sistem PCS pada platform
ini merupakan campuran dari berbagai manufacture tetapi karena setiap
device sudah dipersenjatai memakai approved protokol yaitu Foundation
Fieldbus, maka tidak perlu diragukan lagi compatibilty-nya dalam
menunjang sistem kontrol.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Safety system yang lebih dikenal dengan Safety Instrumented System
(detail definisi dapat dbaca artikel lain di page ini -pen), terdiri
atas ESD system dan F&G system. Keduanya saling berhubungan dan
berinteraksi. ESD system menjalankan fungsi process safety hazard. Dalam
P&ID dengan mudah SIS dapat diidentifikasi sebagai sebuah kondisi
proses yang Hi-Hi atau Lo-Lo. Demikian halnya F&G system akan
menjalankan fungsi ketika adanya gas atau fire yang timbul di area
platform. Kritikal process menghasilkan effect shutdown demikian juga
halnya kehadiran api atau gas berbahaya akan menghasilkan inisiasi
shutdown sesuai dengan levelnya menurut cause and effect matrix. Untuk
safety process, transmitter yang digunakan masih dari produk Yokogawa
EJA dengan HART protocol, control system menggunakan Yokogawa Prosafe,
sedangkan final element adalah simple digital output untuk solenoid dan
atau relay. F&G system masih mengandalkan produk dari Detronic untuk
gas dan flame detector, VESDA untuk High Sensitivity Smoke Detector,
Manual Alarm Call Point dan ESD button menggunakan produk MEDC.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Demikian sekilas gambaran scope instrumentasi dan kontrol untuk offshore platform oil & gas facility.</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-4983661162382063136.post-18311489227543286612012-12-02T21:00:00.001-08:002012-12-02T06:01:19.774-08:00Rangkaian Kontrol Sistem PLC<div style="text-align: justify;">
PLC adalah device kontrol yang juga
membutuhkan sistem kontrol pendukung sebagaimana device-device kontrol
lainnya, dan untuk mengaktifkan kerja dari device ini maka dibutuhkan
sumber tegangan dari luar yang disusun dalam sebuah sistem kontrol yang
bertujuan untuk mengatur dan melindungi sistem.<br /><a name='more'></a></div>
<div style="text-align: justify;">
Ada 3 sistem kontrol pendukung yang harus diinstal pada sistem kontrol PLC yaitu :<br />1. kontrol rangkaian daya yang mensuplai tegangan sumber ke PLC dan untuk sumber cadangan bagi penambahan sistem.<br />2. kontrol rangkaian input yang mensuplai tegangan sumber ke inputan PLC dan<br />3. kontrol rangkaian output yang mensuplai tegangan sumber ke outputan PLC.</div>
<div style="text-align: justify;">
<br />Dan ketiga rangkaian kontrol diatas berfungsi untuk :</div>
<div style="text-align: justify;">
a. melindungi sistem dari arus beban lebih dan arus tanah<br />
b. memberikan layanan energi listrik bagi PLC termasuk semua device input/output,<br />
c. meng-isolir keadaan error/alarm yang terjadi pada PLC<br />
d.
memberikan layanan sumber tegangan untuk komputer /notebook yang
digunakan untuk keperluan pemeliharaan, monitoring dan trouble shooting.<br />
e. Melindungi sistem PLC dari gangguan riak-riak tegangan dan freukwensi yang tidak diinginkan.<br />
<br />
</div>
<div style="text-align: justify;">
<b>Rangkaian daya</b></div>
<div style="text-align: justify;">
<br />Ada beberapa komponen utama pada rangkaian daya yaitu :</div>
<div style="text-align: justify;">
<br />1. Sumber tegangan sistem<br />
Sumber tegangan ini sama dengan sumber tegangan yang ada pada
induksi pada umumnya yaitu 380 V dan 220 V untuk standar tegangan di
Indonesia.<br /><br />2. Transformator<br /> Device ini berguna untuk
menurunkan atau menaikkan tegangan sehingga diperoleh tegangan output
(sekunder) sesuai dengan tegangan kerja sistem antara PLC jika yang ada
bertegangan kerja 100V (device standar Jepang) maka diperlukan step down
trafo input 380 V dan 100 V.<br /><br /><br />3. Power Supply<br /> Device
ini berguna untuk menyearahkan tegangan AC menjadi tegangan DC yang
dibutuhkan untuk sumber tegangan kerja pada type PLC tertentu.<br /><br />4. Breaker<br />
Breaker berguna untuk memutuskan –menghubungkan rangkaian dari sumber
tegangan, istilah ini bisa terjadi pada saat kondisi overload,hubung
singkat dan untuk pemeliharaan, rating teganganpun harus dipilih sesuai
dengan kapasitas beban yang dilayaninya, dalam hal ini harus dihitung
besarnya daya pada transformator yang melayani device-device seperti
power supply,PLC, Relai dan lain-lain.<br /><br />5. Earth Leakage Breaker (ELB)<br />
Kegunannya hampir sama dengan breaker biasa yaitu
memutus-menghubungkan rangkaian dari sumber tegangan, hanya saja ELB
memiliki fungsi khusus yaitu mengisolir sistem dari gangguan hubungkan
tanah.gangguan hubung tanah yang dimaksudkan disini yaitu adanya arus
bocor dari sistem ketanah/Ground sehingga bisa menyebabkan adanya
potensi tegangan sentuh yang berbahaya pada keselamatan manusia. ELB
akan memutuskan sistem jika dideteksi adanya arus bocor beberapa
miliampere saja tergantung rating dari ELB tersebut.<br /><br />6. Circuit Protektor<br />
Sebagaimana fungsi breaker, circuit protektor berfungsi khusus untuk
melindungi rangkaian dari gangguan arus lebih dan hubung singkat, dan
bisa dikatakan bahwa circuit protektor adalah breaker dengan rating arus
kecil untuk melindungi rangkaian kontrol.<br /><br />7. Noise Filter<br />
Device ini berguna untuk menfilter adanya riak-riak tegangan freukuensi
yang memasuki sistem sehingga outputnya selalu menghasilkan tegangan
dan freukuensi yang tidak mengganggu sistem kontrol PLC, Device ini
berupa hubungan seri pararel dari Induktor dan Capasitor yang mampu
meredam khususnya freukuensi-freukuensi liar.<br /><br />8. Relay<br />
Sebagaimana diketahui bahwa relay akan selalu ada dalam sistem kontrol
bagaimana jenis dan bentuk sistem yang dipakai, manfaatnya dalam
mengatur kondisi off-on device menyebabkan relay dipakai dalam sistem
rangkaian daya untuk sistem kontrol.<br /><br />9. Maintenance Source<br />
Device ini sama dengan stop kontak biasa yang memberikan sumber tegangan
kerja untuk komputer/notebook bagi keperluan pemeliharaan, memonitoring
dan troubleshooting sistem kontrol PLC.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: center;">
<b><span lang="SV" style="color: blue;">DIAGRAM KONTROL RANGKAIAN DAYA</span></b></div>
<div style="text-align: center;">
<b><span lang="SV" style="color: blue;"> </span></b></div>
<div style="text-align: center;">
<img alt="" height="320" 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" 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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-20042609853513917762012-12-02T17:30:00.000-08:002012-12-02T17:30:32.759-08:00Commissioning of Fire Water Pump<div style="text-align: justify;">
<em>Fire Water Pump</em> adalah pump yang <em>standby</em> pada kondisi normal dan <em>kicking</em> ketika terjadi fire. Kebakaran dapat dideteksi dengan menggunakan <em>fusible plug</em> dan <em>fire detector</em>. <em>Fusible plug</em> adalah ujung-ujung fusible loop (tubing bertekanan) di <em>overall plant</em>. <em>Fusible plug</em> diletakkan pada area-area yang memungkinkan terjadinya <em>fire</em>. Ketika terjadi kebakaran maka <em>fusible plug</em>
akan meleleh dan pressure di dalam tubing akan keluar / release yang
berakibat pressure di ring main akan drop. Jatuhnya pressure low-low
menyebabkan signal automatic start <em>energize to Fire Water Pump</em> oleh SIS. </div>
<a name='more'></a>Hal yang sama dengan <em>fire / flame detector</em>
yang dipasang pada area-area kritikal kebakaran. Ketika fire terdeteksi
maka signal dikirim ke SIS dan SIS akan menginitiate signal to energize
fire water pump.<span id="more-19"></span><em>Energizing Fire Water Pump</em>
akan mensuplai water kepada deluge system yang akan men-spray water
foam pada zone dimana fire system mendeteksi kebakaran. Valve untuk
spray adalah not fail safe but energize to safe. Artinya dalam kondisi
de-energize valve tersebut harus berfungsi.<br />
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<em>Internal system</em> dari fire water pump tersebut adalah <em>diesel pump</em> dengan <em>pneumatic initial start</em>. Bahan bakar pump-nya adalah diesel.</div>
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Hal yang berbeda dari Fire Water Pump terhadap umumnya equipment
adalah Fire Water Pump tidak memiliki remote shutdown. Setiap system di
Oil & Gas Offshore selalu didesain untuk shutdown ketika DCS PCS/SIS
shutdown dengan alasan safety. Karena tidak mungkin proses dapat
berjalan dengan kondisi absolutely blind without control system. Lain
halnya dengan Fire Water Pump ini, meskipun DCS shutdown fire water pump
harus independent untuk mengantisipasi terjadinya kebakaran. Bagaimana
dengan power supply? Fire water pump memiliki internal battery yang akan
menyimpan power untuk keperluannya sendiri meskipun power generation
system, UPS, Battery dan lain shutdown. Agar mudah dibayangkan sebutlah
suatu kondisi kebakaran dimana sudah tidak memungkinkan proses &
utility dapat dijalankan. Abandon platform maka semua system harus
shutdown kecuali fire water pump yang harus tetap mensuplai water ke
seluruh area kebakaran.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-76192964768354041422012-12-02T17:24:00.003-08:002012-12-02T17:24:42.973-08:00Sistem 3 FasaPada sistem tenaga listrik 3 fase, idealnya daya listrik yang
dibangkitkan, disalurkan dan diserap oleh beban semuanya seimbang, P
pembangkitan = P pemakain, dan juga pada tegangan yang seimbang. Pada
tegangan yang seimbang terdiri dari tegangan 1 fase yang mempunyai
magnitude dan frekuensi yang sama tetapi antara 1 fase dengan yang
lainnya mempunyai beda fase sebesar 120°listrik, sedangkan secara fisik
mempunyai perbedaan sebesar 60°, dan dapat dihubungkan secara bintang
(Y, wye) atau segitiga (delta, Δ, D).<br />
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" /> </div>
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Gambar 1. sistem 3 fase.</div>
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Gambar 1 menunjukkan fasor diagram dari tegangan fase. Bila fasor-fasor
tegangan tersebut berputar dengan kecepatan sudut dan dengan arah
berlawanan jarum jam (arah positif), maka nilai maksimum positif dari
fase terjadi berturut-turut untuk fase V<span style="font-size: 78%;">1</span>, V<span style="font-size: 78%;">2</span> dan V<span style="font-size: 78%;">3</span>.
sistem 3 fase ini dikenal sebagai sistem yang mempunyai urutan fasa a –
b – c . sistem tegangan 3 fase dibangkitkan oleh generator sinkron 3
fase.<br /><span class="fullpost"><br /><span style="font-weight: bold;">Hubungan Bintang (Y, wye)</span><br /><br />Pada
hubungan bintang (Y, wye), ujung-ujung tiap fase dihubungkan menjadi
satu dan menjadi titik netral atau titik bintang. Tegangan antara dua
terminal dari tiga terminal a – b – c mempunyai besar magnitude dan beda
fasa yang berbeda dengan tegangan tiap terminal terhadapa titik netral.
Tegangan V<span style="font-size: 78%;">a</span>, V<span style="font-size: 78%;">b</span> dan V<span style="font-size: 78%;">c</span> disebut tegangan “fase” atau V<span style="font-size: 78%;">f</span>.</span></div>
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<span class="fullpost"> </span><span class="fullpost"> </span><img alt="" src="data:image/png;base64,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" 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<span class="fullpost"></span><span class="fullpost"></span><span class="fullpost">Gambar 2. Hubungan Bintang (Y, wye).</span><br />
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<span class="fullpost">Dengan
adanya saluran / titik netral maka besaran tegangan fase dihitung
terhadap saluran / titik netralnya, juga membentuk sistem tegangan 3
fase yang seimbang dengan magnitudenya (akar 3 dikali magnitude dari
tegangan fase).<br />V<span style="font-size: 78%;">line</span> = akar 3 V<span style="font-size: 78%;">fase</span> = 1,73V<span style="font-size: 78%;">fase</span><br /><br />Sedangkan untuk arus yang mengalir pada semua fase mempunyai nilai yang sama,<br />I<span style="font-size: 78%;">Line</span> = I<span style="font-size: 78%;">fase</span><br />I<span style="font-size: 78%;">a</span> = I<span style="font-size: 78%;">b</span> = I<span style="font-size: 78%;">c</span><br /><br /><span style="font-weight: bold;">Hubungan Segitiga</span><br /><br />Pada hubungan segitiga (delta, Δ, D) ketiga fase saling dihubungkan sehingga membentuk hubungan segitiga 3 fase.</span></div>
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" /><span class="fullpost"> </span><span class="fullpost"> </span></div>
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<span class="fullpost">Gambar 3. Hubungan Segitiga (delta, Δ, D).</span></div>
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<span class="fullpost">Dengan tidak adanya titik netral, maka besarnya
tegangan saluran dihitung antar fase, karena tegangan saluran dan
tegangan fasa mempunyai besar magnitude yang sama, maka:<br />V<span style="font-size: 78%;">line</span> = V<span style="font-size: 78%;">fase</span><br /><br />Tetapi
arus saluran dan arus fasa tidak sama dan hubungan antara kedua arus
tersebut dapat diperoleh dengan menggunakan hukum kirchoff, sehingga:<br />I<span style="font-size: 78%;">line</span> = akar 3 I<span style="font-size: 78%;">fase <span style="font-size: 100%;">= 1,73I<span style="font-size: 78%;">fase</span></span></span><br /><br /><span style="font-weight: bold;">Daya pada Sistem 3 Fase</span><br /><br /><span style="font-weight: bold;">1. Daya sistem 3 fase Pada Beban yang Seimbang</span></span></div>
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<span class="fullpost"></span><span class="fullpost"></span><br /><span class="fullpost"></span><span class="fullpost">Jumlah
daya yang diberikan oleh suatu generator 3 fase atau daya yang diserap
oleh beban 3 fase, diperoleh dengan menjumlahkan daya dari tiap-tiap
fase. Pada sistem yang seimbang, daya total tersebut sama dengan tiga
kali daya fase, karena daya pada tiap-tiap fasenya sama.</span></div>
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src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAhsAAADeCAIAAAAb/1XEAAAZcklEQVR4nO2c3ZrrqA5E8/4v7XOxz+dxAwaB/gpc66p3YouSkCgn3TO/ixBCCFHz+/1+2RoIIYScAB2FEEKIDXQUQgghNtBRCCGE2PAtR/m1yBZFCCGH8K0jlY5CCCF+fOhIpX8QQogruIesuTCho8AWhBBCwPmKozztpPPFFz/HEELIMrgHqJ+jdFaBrQYhhOAD6ijmnxXe7ISOQkgH14nguJ0HrqNIrnmjeaXwRY1sQg6DjkKm2NhRpqK9OUr9+5UwVZ1VMDeFfA3vVvQOzjmKB7TohqrkPjG87O2CzqclQ5YrQMgakq5b7tjimogREqgiShBLXG98LbLfMc8Iwzb6vTuKsBcN272fFyGRuHbdr5pxztEBIJa4ljQrstNDneDNFr8EnmQLu5+A4NqBneAmzc8hSgGx4m8n+0KcpqM8X3mzjeJ1wCoR4sqz7d9GYPmjwNtgctx2Z4PN0yhsdqekdws7wa8SIbYUD1h+wa+87wOIOSv7F7zrKR32NBK2OPEA/PQMdpSL3wccwfT+xe96oqNc8GNPNgX/9AxzlOKbAOSakCErjnIF7nrK906Sr8UI0bDR6ek9BYWdbFET8sbc/n3hOYI9TbzZa468RdJOTmLaUYofCCFTPM/NLebI9fM6vw84jIldlE8Cm4OQN+S/nzh+jo5P8INId/RXIbzSTioh27M2R5EKIzk4tc8y4Sjlbd3/ydXVGh4CiL6HiJxfNUfDK5P7g8jw7Zt9ENWiWbK3G++L5YXmlmTBskdS93mn/vLTCmd8vJXgZFqAqSoFqaMIX/wv6MzewzbK8bDskcgfyy46Skb8ZTBVpQCxQ7CNcjws+wHgjA8dZfmCY8jfIX4RmQjLfgA44+M9yziZFvRVwcr2ID9VOkoiLPvuQI1PjKOAJPvE8FcAu5Of6tcqDgXLvjtQ40NHeXsLULMT+dvze5Cr5IOw5ruDMz7eSnAyLeioul9H0+xH/vbANsoXYM13B2d8tnCUztGvV1UEeb6Svjth5Dfi9bHfXEHBsh8A1Pi4KtFn+na7n6PgWH4MEHl+p9xosOwHADU+dJTn6yZL7AVEL0KNxKdg2Q8AanyQHaVzuz5s306US2wERC9CjcSnYNkPAGp8wB1l4a2FyM1oOHvkCkQvQo3Ep2DZDwBqfOgoHweiF6FG4lOw7AcANT7bOUr9nZVV5G8C0YtQI/EpWPYDgBofWEd53vv7y8XPKHZA9CLUSHwKlv0AoMYH2VGKIIXHKIVpbj8JiF6EGolPwbIfANT4bOEoV/VlFx3FCohehBqJT8GyHwDU+MA6ShGk+LKLjmIFRC9CjcSnYNkPAGp8dnGUi996+QDRi1Aj8SlY9gOAGh9wR2nayUVHsQOiF6FG4lOw7AcANT7IjvL7S/GW/MY1lmXvBUSqn6o4FMNBClNCloEaH1hH6dw7PPTpKHIgUv1UxaGQTFGkHrIA1DYhO0o/bP+CtUUNI+wCRC9CjcSnGE4R9wUfqPGBdZRhWDqKCRC9CDUSn+Kt7PeOcF/wgRofOopThF2A6EWokfgUzbI/t4P7gg/U+OzrKP0L9EsoI+wCRC9CjcSneHOU/gUECqjxoaM4RdgFiF6EGolPUZf9V5EijMiB2iY6ilOEXYDoRaiR+BRF2euN4L7gAzU+OzrK5f9n9Dgb5A1EL0KNxKcY+gf3BR+o8dnUUYbrpkfYBYhehBqJT1H8yoSOsiNQ40NHcYqwCxC9CDUSn4JlJ7bQUZwi7ALEUU5HyYJlJ7bQUZwi7ALEUU5HyYKV/wK/Fn5rOUW+6Cg7AHGg8FxLIeB8IQhE7u+RvURHkQNxmqQfas2HOHIeiT2WRXDiRxa5mdRUgx1ZliYQY4Y87cjaNHzhqD04NTnHOEodOSwvyUJ0lH9AjBzy5CNrU0JHwcHvuJTHaWqYlfFNRxkWapc+1AMxcsiTj6xNw53XqQleW6VW6LRSXuxy/xnC5MgOc5TIzR26hcRyTBXhAjFyyJOPrG2Z4lg5MserShOZ+ri0Cis/iE2O7BhHCd7WzlpCJVs0oQkQ84Y89hudSnKKjM5L8B8b7Z3HdkzZiZWGMEdxWmW4dPG6UMkWTWgCxLzBjv3vQbYWM5rpHJbjPzbau6nPi7936suaN/Y1XIoTMMBR4ve0udyUjC2a0ASIeYMd++84Suf1Tdlr757HpVWcjnO8NcDwXsm7E3Jn6JfIdaOnnsCab23RhCZAzBvy2CNrW2DhoNmXjTL6zfyVxO+FZ4SFc1/iwUOF3sf6U0CdvuvSz3/OlmiXPtQDMXLIk4+sbRb9ebEXG6VTb82ycqExdO7tBByqcnWU2k68F63j/1q8iWxGOBuIkUOefGRtswxzOSnZa6t0mgeTYbTOu8O3fo8PB4mOclUn+/1DpKP0L7trtRbhACBGDnnyrbSl5ygUEKYzYJX0msvpe4BJ8KcxdK58u/ftrBxG8KBIB8pROq78BSBGDnnyDR1FH0QpYPZRy1tPwBLpZV/DQ/ba4St3o/v6dYkzqq7uCe6x3PCa+zI6CoAIABlNznCUqSzoKLlAye4flM3rnRX9f5UwO7nmE6ejAIgAkNHkg46ycL23HuRVzIk8K+VKcPRc4SXSr5JeujDyu+TCnnwTbbkJLqwe4Ch+wZ+rwPYVPoDVy/I2OoociKYB7N0bK0dZfle/9FoKrpsSUxDkvjLEKU3A0mV9VKKjyIEYOeTJd3KUsC8TNPH9tHXCGi6K3FeGpH8Crl/xa5uUTOkociBGDnnyPRzljhljJ2iOUod18lfkvjIE0FH81qKjgAMxcsiTr9dWRCjsBPYDilWEZszmEuZrIfeVIVCO4iqGjoLPJ0ZOg8mhXP/zeYxqgvfXNZkEV0dx9Vc6SszqYUroKPh8YuQ0OB1zTk/lzVVMQunjvAW/3PyVjhKzevNnp7XoKOB8YuQ0+D04r0UW3mIr229RV3+lo8SsHiaDjoLPJ0ZOg/nR/ERz+/AyhczpgMtJ+dmJU0xA0h1luZ/X1vJepblueoRd+MTIaTBsYn2oX4XTQlMxn2Kmllb6qzC+eVg00tOsBRy2oXQUOZ8YOQ1WTSyPI/SJt4M4cphrP5hK07v30o/aGNLTbDpKzEIx0FHkfGLkNAQ38fCjQP1KfaAHzHO9dEdnFjhKXElPs9kDTgvRUcD5xMhpiGziKTsp3uoc8bbyhgt5y5ADIsMbwDTpKOYRdsFyh8IeVd7W8lgurIk7B7FEQ4CjXGK3ADnjQGR4g5amnx46Cj6OjuL9vDx8xWqhLRxlGETJrGMhHHMIGgJAS9Pv4SbRUfTEy07BMtVf5ShWkSVrOS0X0w2dtpsVYN7EawE714cN2Ecm+SNpXsCZYqpKwctRvPc+bK2AJu4c2cveYOUrmiBWHrkM7AFkC1Sa3lOPk+kTTFUpuDiKZON/70ytdY220+RI1USQr/LmKOZhve99Rph9yxDYA8gWqDTpKB/Hy1GsYkrW6ixn9ZCuiSBcwu9xftYbZt19GEr+ui2wB5AtUGnSUT6OsaM0T6LOmdJEs1YdeTmdZzRlkLUlDJdecBSTdTvREgt7GFBp0lE+jvEOvR3xhksM1/r3olXzeTdxJ35iCgFmZmX5C0sfBlSa39xQTFUpHOgol+lplXXqZX1Aed4SYyomS0ytexhQaX5zQzuPtp1rjsTeURoLuDlKc617RXxHwbSTSA0p5T0MqDTpKPcrdBSvBVzj18vddoK/hciOEiNji20CB6qGdJT7FTqK1wKu8Yu1io8pyIDbiYcSmooHUAWko1ytvxuCVW5OhKPEHPHb7Zn3CWtS9rCPKXvtHRRQ1aOjPP9Z/3A8oDu0wF6J4H9AeQaJMRWTJT4IVPX8lIQ9my7QcZSf3e90twBxe3KpC+LRxM2Yz4H5tVDGN5RaXyBR2wllK9gvuJ6mPGVA5OwMI2/hKIVCOkqSCAAZ/zAf+OYSUwfuQn1sSzoVrX+xYY6dJYavJEJH0QSHSvamtpDnPzE1OwGRKlTF60eMGEeBtZOpgMMrOwNmJbs50vqwJjTTp6PIg0Mle9NxlOYrBwOxPWhd0u8P2/jPF+U2M4wf44Jr6/YdRS/e+4FAw6/6DsQkX5wcAxzFL/4ydJQbiB1Ca5RbTJiwWTvpqHLSPDzr5eu+hXJyFMllYdyO8uyxzsWGRh7DBx3FpGmPAaIQaPtRj33nMqsVpx5tOk7jV8y+w00t+na9raMYCraiNpLhVkKNRi6A1fj9JVtOPhBVQNuM21Hq12+phprf7GThNPSu5JrUjnm8Xa/JohMkd/if6w676PfXFwnBYdDkplOzwlBlMM3C3a9IyrqwXP+VWlt9gbmwt9X7r9RvddS+3aXMol+frGZ7rjtUkq6WSJg6bfGxGT0rNSoRADJu+udmop1c3W9LYsooL0VxgPZD1a9rcnmrKo6jXIL9EqqFGh8cJQEUHXWAqdBRXGge1vcP5o5Sv1LTfKu+y0pVX/CbnvqtqWiS1+UimwHvyV+OrMFpy6DGB0eJK2/nwO6mQkcJ4vf3GcRK7Wyo58VZjiJcSyimE8o2ncLtDCOnAzU+OEr86B8CW5sKHSWI318MY6KFki/XX/F5fA+v9BZf2Al4s80ClRGOEieEzQ+1KXL0yiHSxq++uZ1cdlmntK98qIbCvMX/KvzWSgEqKRwlEmZbQn69X2RX6CgReMgzjJlVvS1SAG8tE6ByxFEyZPY5I8B+0reSjhKBhzarlBO70HZd8B5ABqp0OEr6PIsmKeDyoElunBXjh351iF6EGokADPPdvf88Qn0NqNLhKHmjecT3a6h8buvfPivGFTrKlth+QNHHUQqgqeQCVTccJU06HTv7usm6/UXji0lH2Y/DjuDD0tkRqLrhKKkZHtPFux4PTHX8ZbUe0FE248jz10pJ1nPZ7kAVDUdJgbC77ms8uvEZc1ZPDHQUd2y1GbYpTtFsutBtgA0DYgKVJo6SJ/IS/f7ipGQqfuT+0lHc8dCm71e0imn0eE+veVg0oNLEUXIzWx+/hlyOH7bFdBR3Ah5Vlu81V7WMMhGnXNCq5ARUmjhKLvWf/HpIWg4eM/V0FHfQnla8JS0zpcrbSxYk7QtUmlBKNJVxfZTU3ItT4SYQ+pDLFPZcIFzlgFqFDQZyrQyBShNEiUmPmRfWShJIkZtAiEOuUeTZJ1lr61rJ04zRcwZQaSIoMewxw9raSkKocxMIZegFinWUzorIhfrHm0JhgjFiDgMqzXQl5g1mEg1TVR1z+IokSH4vQo1EQaSjPH9urotcqH/UCpvpxFf1YKDSzFXiVAplWKenKA+XquOvqLIStAzUSBQEaOuYR+00rkpMaLpj55oYJQcDlWaWEqdTWx987d5fC1thzWidf8qD5Pci1EgUeGvr94SkqwCRaA5IZ6OKaYBKM0VJ0WnC43hhicgbhUEMT4ZnEFW+eilKoEaiIMZRhhcgl6hGKDi9tmcAlWa8kmGz6eujGUCr1YcXmPiWcMWBGKUOPVAjUeCqDTnxAOgoJkClGawE3E70EYQ3mpjK01Ekl70q0YgwAWokCugorrC8eqDSjFSyhZ1o4szeone+YZDhEhC9CDUSBX7akLMOg46iByrNGCWSAxrHTtairS2t0fx27+8v4yALa9sCNRIFTtpsm3Vr6NlKoNIMULKjnRRhrS7r3LvsRm8vTiifXdgcqJEocHUU87A74meuHykyVJqFEqcTOcZONBE0wfsXyCswm8Kbo0wFhOhFqJEoSHxO+Q50FA1Qabo6it5Ofg+Wl9DTWUWif3hZf4kFnfeiols0S5oANRIFdJQYWOdloNJ8KrEVZmUntc6pJax4W+vX4vnWwiomIoWhIHoRaiQKzLUhJ5sIHWUZqDQLRzEMK0mzcxw/9fSPcivNQ2ZXXNCmTGrWTi46yhBbbfFduxE07zWg0uw4yppIw5Fp2oz5KmuShBc3f7Zdpb5r1vbyexFqJAo8HMUq2nmw2gtApfl26q2JNLeTWpjtKn0BEm2SCBp7mLplaon/Flq4zRaokSgw1IacJgh0lAWg0nw79daPJ7vpexPWXMK8pP0zXZLp78GygIUbp1fxXkMkAkBGEzpKMCz4LFBpdj4HrEWzbYZnwLfTWXNqz2qIWfcZX3/NOILmfhOgRqLAShtyjlDQUWaBStPWUS637JrHd//Et103xcysLhtE0NxvAtRIFNBR4mHNp4BKs+koSoXmCQ7txLWe/VU8BMhj0lHcMdGGnCAgVkP1kbJDpdk/JZd1GuaYayeXoBq2Mqai0VHcsSkxanaw0FHkQKXppMT2IaOOE2Yn8uVc8/VbFKIXoUaiANlRfhh4pHZhVx4KqDS9+0ET/y3C/WJ8GfsZxY+AzYqa+02AGokCkyY21FMEd4qMoIGOIgQqTaGStecSjam83ZhevX5SHinb3tKIoLnfhPRN7aDRpn+qGsZ3igyiAdnOcYBK81ZSe4YESfy1UxLTTp4ybE1lLbUTHGWqn4JRavNOCqFi3gkqi4/ZV4ag5ShUMmsk9V2ztwhfz8LWVJabX1+WRZWGO4E8+RptARkhVCwgx7UlYPvKdo7QcvRT8sxUmPJbcdCK9o++KrnmokpTaeorM3Hz80rD/cDc3RvliWaup1hi6uKaYA3LS2i2AK21bOcILUcnJXWaw6z3spMbpakU18wmm+Yol92Jue8Gm9+1sIrmXjpKPLUeOookZrNuw8O3Hyq9brPih+8uFEoSYYq5lfqvqETAjETBkY5iu3cmcYarwO7CFLUevUKoNM2VdM642QO0eCu9aEPbsHIOuU/oe2nCUWwX9otmy4K2sHTWVjHfO6tQ/VWOdBQThVBp2ioZHoXFu8NT1U/qLMNdmzUVYUClqiETjlIgvFIeXCo5lilts4krQThkIx1ltraAfbU2R5KY1koX0SuRl+h5/SWwH3OpGiSr9zN6vitMfFhYfS9J7y8uG+Z5tTqDmDO92W5fSmBmbZ6vhlp8R979VkqFcZAXVn59cy+CmUqt/+5aoZq36Msiur9eprPw/Vb6ngWzMAn6Facu9lAVlmlR2/FR1CJAaj+L4SvPt+5Mh2HTU7vRK1nbstki9C/2LukwvtNor03N1ByJpCxMAlSXhxGcu9W8aWSH7fIBfeU0R1A1MVESsNHNvQjrsWb8e11XAd45Sh1lyqZIDFOO0nnrfhfZUYLX8sBpjqDmEUdJh7piMaf5c7mmpEQ/Mwy+QQeQJsK96/fo007oKDtCR5mlbycBBzqan9kG36ADSJMpR3l7CFI+GdFRcok5BOXgKOlQH+jPH4I/IgT7WS3APPgGHUCa6Pfu2cF0lB2ho+gpDvTgFOJXp6OQNiaOcv9whqO8fRQ7FbRMcZTIedYwXn/86q5zlNyLO/ZfQeIRZvUZRaMcylGKRKCOWieOcZTcOUp8Colf3XWOMnsRahLWyD3CEKqHk2+z+Agl8gZqjtaUJM5RbvWyPKz/rmaOkquZtbQVuUcYQgFx8kWoRgpnOIpJnIV1c0uXsrrrHNFRVKQ7CgKR+S6/ezDBu9BnTUlxF1RG5+E6R5k7d0DT5E5CpG10iMx3+d2DCd6FPgtKav046RxJp7z6XkrrxUL6jj2Ue7x+EDpKE6jGW3YUzlEYfUfRB09zlM4/Xde1at/6xo9MAkjP9N/9wsEE2IFrjqIPQuRMfUaZ3YsNHKXpAeboU+hncRIgPVO/e1/wBTu5IDuQjoKP6xylDd5z3cj511hIHaqOrA8LTmKaw3WVjwjbAdiBKwcQXhZn4zpHEKfDjg1k9UFnOxLT/EiF5WQ9lnVYc5QPzlEirhWG2D82ky2uxaSj4AD4WAYig3Q431GIkuaDXoqjeDerX/AduQuC8zQGIoN0oKOQHm92YkJzrb4S10z9gu/Iv4LUZU8sFPcIHzoKmePND0wiv63lbSfN1T/O7SjFi3QU0oGOQlB4O7xiTjH2akHTyHOrxD3Ch45CUGgeXjEfUOrVyds3kyliEFYnEugoBJSnl9BRQKCjkD50FAIKv/VCI/eXKBf3aAfoKASRyN/J3ysGrLI18ZtSC4hflExBRyFwpBxY7FV8uEf40FEIFnz+hSL9m64nOErIG3QUQq6Lp9ULdBQyBR2FkOviafUCHYVMQUch5Lp4Wr1ARyFT0FEIuS6eVi/QUcgUdBRCrounVYvEPxR+U4IghnSgoxByXXSUFlCHOJQY8gaEo/wq/DQR0uSArjOfI6h5hBJD3sh3lLpL2DQknt27zmOOoA5xKDHkDQhH8VNAiJCt+9DvqMU5xHGUkA7JjrLQJXxUIR5s3VEL4oVDhDNrOEpIh3xHmY7IX7cQB7ZuJ80c2Ub2gyO/BVs6ylVZCyF61js9m1nx9/XZJScH4tDg//XttKP0b7kV55WLHIuy3ROpxffTya40ORnXPp/7PYpEUIBuQvaiGIfhgMTMPyG2iPr1bmv2NyFrFEPEOSJHIu1svzHgaJGP4OolnCOCQPKzEh/WCNHDOSIg5DtK4uqEnAHniIBARyFkezhHBAQ6CiF7w6+8CA6ZvVj/XXLYohxCcgz13yXHLMohIjXJjtL55/P1AEIyJsQezhHBIbMJcCYhJF1CXPj9/aDPOSKJZPaBcBIIIW8Ug8MhIrmkneOcBEL0/DJ+iULIGyifDEBkELI1nCOSC5Cj8NtYQpRwjkgu7DxCCCE20FEIIYTYQEchhBBiAx2FEEKIDXQUQgghNpj957KEEELI/wBDngNd2AS84gAAAABJRU5ErkJggg==" /></div>
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<br /><span class="fullpost"></span><span class="fullpost"></span> </div>
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<span class="fullpost">Gambar 4. Hubungan Bintang dan Segitiga yang seimbang.</span></div>
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<span class="fullpost"> </span><span class="fullpost">Jika sudut antara arus dan tegangan adalah sebesar θ, maka besarnya daya perfasa adalah<br /><br />P<span style="font-size: 78%;">fase</span> = V<span style="font-size: 78%;">fase</span>.I<span style="font-size: 78%;">fase</span>.cos θ<br /><br />sedangkan besarnya total daya adalah penjumlahan dari besarnya daya tiap fase, dan dapat dituliskan dengan,<br /><br />PT = 3.V<span style="font-size: 78%;">f</span>.I<span style="font-size: 78%;">f</span>.cos θ<br /><br />• Pada hubungan bintang, karena besarnya tegangan saluran adalah 1,73V<span style="font-size: 78%;">fase</span> maka tegangan perfasanya menjadi V<span style="font-size: 78%;">line</span>/1,73, dengan nilai arus saluran sama dengan arus fase, I<span style="font-size: 78%;">L </span>= I<span style="font-size: 78%;">f</span>, maka daya total (P<span style="font-size: 78%;">Total</span>) pada rangkaian hubung bintang (Y) adalah:<br /><br />PT = 3.V<span style="font-size: 78%;">L</span>/1,73.I<span style="font-size: 78%;">L</span>.cos θ = 1,73.V<span style="font-size: 78%;">L</span>.I<span style="font-size: 78%;">L</span>.cos θ<br /><br />• Dan pada hubung segitiga, dengan besaran tegangan line yang sama dengan tegangan fasanya, V<span style="font-size: 78%;">L</span> = V<span style="font-size: 78%;">fasa</span>, dan besaran arusnya I<span style="font-size: 78%;">line</span> = 1,73I<span style="font-size: 78%;">fase</span>, sehingga arus perfasanya menjadi I<span style="font-size: 78%;">L</span>/1,73, maka daya total (P<span style="font-size: 78%;">total</span>) pada rangkaian segitiga adalah:<br />PT = 3.I<span style="font-size: 78%;">L</span>/1,73.V<span style="font-size: 78%;">L</span>.cos θ = 1,73.V<span style="font-size: 78%;">L</span>.I<span style="font-size: 78%;">L</span>.cos θ<br /><br />Dari
persamaan total daya pada kedua jenis hubungan terlihat bahwa besarnya
daya pada kedua jenis hubungan adalah sama, yang membedakan hanya pada
tegangan kerja dan arus yang mengalirinya saja, dan berlaku pada kondisi
beban yang seimbang.<br /><br /><span style="font-weight: bold;">2. Daya sistem 3 fase pada beban yang tidak seimbang</span><br /><br />Sifat
terpenting dari pembebanan yang seimbang adalah jumlah phasor dari
ketiga tegangan adalah sama dengan nol, begitupula dengan jumlah phasor
dari arus pada ketiga fase juga sama dengan nol. Jika impedansi beban
dari ketiga fase tidak sama, maka jumlah phasor dan arus netralnya (In)
tidak sama dengan nol dan beban dikatakan tidak seimbang.
Ketidakseimbangan beban ini dapat saja terjadi karena hubung singkat
atau hubung terbuka pada beban.<br /><br />Dalam sistem 3 fase ada 2 jenis ketidakseimbangan, yaitu:<br />1. Ketidakseimbangan pada beban.<br />2. ketidakseimbangan pada sumber listrik (sumber daya).<br /><br />Kombinasi
dari kedua ketidakseimbangan sangatlah rumit untuk mencari pemecahan
permasalahannya, oleh karena itu kami hanya akan membahas mengenai
ketidakseimbangan beban dengan sumber listrik yang seimbang.</span></div>
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<img alt="" 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" /><span class="fullpost"> </span></div>
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<span class="fullpost">Gambar 5. Ketidakseimbangan beban pada sistem 3 fase.</span></div>
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<div style="text-align: justify;">
<span class="fullpost">Pada saat terjadi gangguan, saluran netral pada
hubungan bintang akan teraliri arus listrik. Ketidakseimbangan beban
pada sistem 3 fase dapat diketahui dengan indikasi naiknya arus pada
salahsatu fase dengan tidak wajar, arus pada tiap fase mempunyai
perbedaan yang cukup signifikan, hal ini dapat menyebabkan kerusakan
pada peralatan.</span></div>
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<span class="fullpost"></span></div>
<div style="text-align: justify;">
<span class="fullpost"></span></div>
<div style="text-align: justify;">
<span class="fullpost"></span></div>
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<span class="fullpost"></span></div>
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<span class="fullpost"></span></div>
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<span class="fullpost"><br /></span><span class="fullpost">Semoga bermanfaat. </span><span class="fullpost"> </span></div>
<div style="text-align: center;">
<span class="fullpost"> </span><br /><span class="fullpost"></span><span class="fullpost"></span> </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-51869470852182556982012-12-02T10:47:00.001-08:002012-12-02T10:47:16.995-08:00Teori Dasar Listrik<div style="text-align: justify;">
Artikel kali ini lebih saya tujukan kepada orang awam yang ingin
mengenal dan mempelajari teknik listrik ataupun bagi mereka yang sudah
berkecimpung di dalam teknik elektro untuk sekedar mengingat kembali
teori-teori dasar listrik.<br />
<br />
<span style="font-weight: bold;">1. Arus Listrik</span><br />
<br />
adalah
mengalirnya elektron secara terus menerus dan berkesinambungan pada
konduktor akibat perbedaan jumlah elektron pada beberapa lokasi yang
jumlah elektronnya tidak sama. satuan arus listrik adalah Ampere. <br />
<br />
<a name='more'></a><br />
<br />
Arus
listrik bergerak dari terminal positif (+) ke terminal negatif (-),
sedangkan aliran listrik dalam kawat logam terdiri dari aliran elektron
yang bergerak dari terminal negatif (-) ke terminal positif(+), arah
arus listrik dianggap berlawanan dengan arah gerakan elektron.</div>
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<br /></div>
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<img alt="" 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" /> </div>
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Gambar 1. Arah arus listrik dan arah gerakan elektron.</div>
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<span style="font-style: italic;">“1 ampere arus adalah mengalirnya
elektron sebanyak 624x10^16 (6,24151 × 10^18) atau sama dengan 1 Coulumb
per detik melewati suatu penampang konduktor” </span><br />
Formula arus listrik adalah: <br />
<br />
I = Q/t (ampere)<br />
<span class="fullpost"><br />Dimana:<br />I = besarnya arus listrik yang mengalir, ampere<br />Q = Besarnya muatan listrik, coulomb<br />t = waktu, detik<br /><br /><span style="font-weight: bold;">2. Kuat Arus Listrik</span><br /><br />Adalah
arus yang tergantung pada banyak sedikitnya elektron bebas yang pindah
melewati suatu penampang kawat dalam satuan waktu. <br /><br />Definisi :
“Ampere adalah satuan kuat arus listrik yang dapat memisahkan 1,118
milligram perak dari nitrat perak murni dalam satu detik”. <br /><br />Rumus – rumus untuk menghitung banyaknya muatan listrik, kuat arus dan waktu:<br /><br />Q = I x t<br />I = Q/t<br />t = Q/I<br /><br />Dimana : <br /> Q = Banyaknya muatan listrik dalam satuan coulomb <br /> I = Kuat Arus dalam satuan Amper. <br /> t = waktu dalam satuan detik.<br /><br /><span style="font-style: italic;">“Kuat arus listrik biasa juga disebut dengan arus listrik”</span><br /><br /><span style="font-style: italic;">“muatan
listrik memiliki muatan positip dan muatan negatif. Muatan positip
dibawa oleh proton, dan muatan negatif dibawa oleh elektro. Satuan
muatan ”coulomb (C)”, muatan proton +1,6 x 10^-19C, sedangkan muatan
elektron -1,6x 10^-19C. Muatan yang bertanda sama saling tolak menolak,
muatan bertanda berbeda saling tarik menarik”</span><br /><span style="font-weight: bold;">3. Rapat Arus</span><br /><br />Difinisi : <br />“rapat arus ialah besarnya arus listrik tiap-tiap mm² luas penampang kawat”.</span></div>
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" 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<span class="fullpost">Gambar 2. Kerapatan arus listrik.</span><br />
<span class="fullpost"><br />Arus
listrik mengalir dalam kawat penghantar secara merata menurut luas
penampangnya. Arus listrik 12 A mengalir dalam kawat berpenampang 4mm²,
maka kerapatan arusnya 3A/mm² (12A/4 mm²), ketika penampang penghantar
mengecil 1,5mm², maka kerapatan arusnya menjadi 8A/mm² (12A/1,5 mm²).<br /><br />Kerapatan
arus berpengaruh pada kenaikan temperatur. Suhu penghantar
dipertahankan sekitar 300°C, dimana kemampuan hantar arus kabel sudah
ditetapkan dalam tabel Kemampuan Hantar Arus (KHA).</span></div>
<div style="text-align: center;">
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" /></div>
<div style="text-align: justify;">
<span class="fullpost">Tabel 1. Kemampuan Hantar Arus (KHA)</span><br />
<span class="fullpost"><br />Berdasarkan
tabel KHA kabel pada tabel diatas, kabel berpenampang 4 mm², 2 inti
kabel memiliki KHA 30A, memiliki kerapatan arus 8,5A/mm². Kerapatan
arus berbanding terbalik dengan penampang penghantar, semakin besar
penampang penghantar kerapatan arusnya mengecil. <br /><br />Rumus-rumus dibawah ini untuk menghitung besarnya rapat arus, kuat arus dan penampang kawat:<br /><br />J = I/A<br />I = J x A<br />A = I/J<br /><br />Dimana:<br />J = Rapat arus [ A/mm²] <br />I = Kuat arus [ Amp] <br />A = luas penampang kawat [ mm²]<br /><br /><br /><span style="font-weight: bold;">4. Tahanan dan Daya Hantar Penghantar</span><br /><br />Penghantar
dari bahan metal mudah mengalirkan arus listrik, tembaga dan aluminium
memiliki daya hantar listrik yang tinggi. Bahan terdiri dari kumpulan
atom, setiap atom terdiri proton dan elektron. Aliran arus listrik
merupakan aliran elektron. Elektron bebas yang mengalir ini mendapat
hambatan saat melewati atom sebelahnya. Akibatnya terjadi gesekan
elektron denganatom dan ini menyebabkan penghantar panas. Tahanan
penghantar memiliki sifat menghambat yang terjadi pada setiap bahan.
<br /><br />Tahanan didefinisikan sebagai berikut : <br /><br /><span style="font-style: italic;">“1 Ω (satu Ohm) adalah tahanan satu kolom air raksa yang panjangnya 1063 mm dengan penampang 1 mm² pada temperatur 0° C"</span><br /> <br />Daya hantar didefinisikan sebagai berikut:<br /><br /><span style="font-style: italic;">“Kemampuan
penghantar arus atau daya hantar arus sedangkan penyekat atau isolasi
adalah suatu bahan yang mempunyai tahanan yang besar sekali sehingga
tidak mempunyai daya hantar atau daya hantarnya kecil yang berarti
sangat sulit dialiri arus listrik”</span>. <br /><br />Rumus untuk menghitung besarnya tahanan listrik terhadap daya hantar arus:<br /><br />R = 1/G<br />G = 1/R<br /><br />Dimana :<br />R = Tahanan/resistansi [ Ω/ohm] <br />G = Daya hantar arus /konduktivitas [Y/mho] </span><img alt="" 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" /></div>
<div style="text-align: justify;">
<span class="fullpost">Gambar 3. Resistansi Konduktor</span><span class="fullpost"><br /><br />Tahanan penghantar besarnya berbanding terbalik terhadap luas penampangnya dan juga besarnya tahanan konduktor sesuai hukum Ohm.<br /><br /><span style="font-style: italic;">“Bila
suatu penghantar dengan panjang l , dan diameter penampang q serta
tahanan jenis ρ (rho), maka tahanan penghantar tersebut adalah”</span> :<br /><br />R = ρ x l/q<br /><br />Dimana : <br />R = tahanan kawat [ Ω/ohm] <br />l = panjang kawat [meter/m] l<br />ρ = tahanan jenis kawat [Ωmm²/meter] <br />q = penampang kawat [mm²] <br /><br />faktot-faktor yang mempengaruhi nilai resistant atau tahanan, karena tahanan suatu jenis material sangat tergantung pada : <br />• panjang penghantar.<br />• luas penampang konduktor. <br />• jenis konduktor .<br />• temperatur. <br /><br /><span style="font-style: italic;">"Tahanan
penghantar dipengaruhi oleh temperatur, ketika temperatur meningkat
ikatan atom makin meningkat akibatnya aliran elektron terhambat. Dengan
demikian kenaikan temperatur menyebabkan kenaikan tahanan penghantar"</span><br /><br /><br /><span style="font-weight: bold;">5. potensial atau Tegangan</span><br /><br />potensial
listrik adalah fenomena berpindahnya arus listrik akibat lokasi yang
berbeda potensialnya. dari hal tersebut, kita mengetahui adanya
perbedaan potensial listrik yang sering disebut “potential difference
atau perbedaan potensial”. satuan dari potential difference adalah Volt.<br /><br /><span style="font-style: italic;">“Satu Volt adalah beda potensial antara dua titik saat melakukan usaha satu joule untuk memindahkan muatan listrik satu coulomb”</span><br /><br />Formulasi beda potensial atau tegangan adalah:<br /><br />V = W/Q [volt]<br /><br />Dimana:<br />V = beda potensial atau tegangan, dalam volt<br />W = usaha, dalam newton-meter atau Nm atau joule<br />Q = muatan listrik, dalam coulomb<br /> <br /><br /><span style="font-weight: bold;">RANGKAIAN LISTRIK</span><br /><br />Pada suatu rangkaian listrik akan mengalir arus, apabila dipenuhi syarat-syarat sebagai berikut : <br />1. Adanya sumber tegangan <br />2. Adanya alat penghubung <br />3. Adanya beban</span></div>
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<img alt="" 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" 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<span class="fullpost">Gambar 4. Rangkaian Listrik.</span><br />
<span class="fullpost"><br />Pada kondisi
sakelar S terbuka maka arus tidak akan mengalir melalui beban . Apabila
sakelar S ditutup maka akan mengalir arus ke beban R dan Ampere meter
akan menunjuk. Dengan kata lain syarat mengalir arus pada suatu
rangkaian harus tertutup. <br /><br /><span style="font-style: italic;">1. Cara Pemasangan Alat Ukur</span>. <br />Pemasangan
alat ukur Volt meter dipasang paralel dengan sumber tegangan atau
beban, karena tahanan dalam dari Volt meter sangat tinggi. Sebaliknya
pemasangan alat ukur Ampere meter dipasang seri, hal inidisebabkan
tahanan dalam dari Amper meter sangat kecil.<br /><br /><span style="font-style: italic;">“alat ukur tegangan adalah voltmeter dan alat ukur arus listrik adalah amperemeter”</span><br /><span style="font-weight: bold;">2. Hukum Ohm </span><br />Pada
suatu rangkaian tertutup, Besarnya arus I berubah sebanding dengan
tegangan V dan berbanding terbalik dengan beban tahanan R, atau
dinyatakan dengan Rumus :<br /> <br />I = V/R<br />V = R x I<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSTXpRP3WRm4p6N1oOY_8exbZksP_3W_QzTysj2jT6JV1PaTwrxZJy2nvx3jqCKpGgX0j6Q-iKAh9UxcyDg6QYsP4r44cgK8V1KuyF8zd60eJz4xQuKnzGYETdl-xUvLNIdsmZXgHDpDE/s1600-h/segitiga+ajaib.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5295892526770971202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSTXpRP3WRm4p6N1oOY_8exbZksP_3W_QzTysj2jT6JV1PaTwrxZJy2nvx3jqCKpGgX0j6Q-iKAh9UxcyDg6QYsP4r44cgK8V1KuyF8zd60eJz4xQuKnzGYETdl-xUvLNIdsmZXgHDpDE/s320/segitiga+ajaib.png" style="cursor: hand; cursor: pointer; float: right; height: 187px; margin: 0 0 10px 10px; width: 182px;" /></a><br />R = V/I<br /><br />Dimana;<br />I = arus listrik, ampere<br />V = tegangan, volt<br />R = resistansi atau tahanan, ohm<br /><br />• Formula untuk menghtung Daya (P), dalam satuan watt adalah: <br />P = I x V <br />P = I x I x R <br />P = I² x R<br /><br /><span style="font-weight: bold;">3. HUKUM KIRCHOFF </span> <br /><br />Pada setiap rangkaian listrik, jumlah aljabar dari arus-arus yang bertemu di satu titik adalah nol (ΣI=0).<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEXaFy6IHvLTMNEqLSjEfuwJ_KB4AXMhipP3X58YgsNuO6IXfqjfcZlVL8A7OzOCK6O3IszSJbeq4MphvjDm-sAXgdO8QUfGY2cRre-22kLFGgoiZ2KKB4wyyP_MegvzMlhMtt14wZKbk/s1600-h/Loop+arus+kirchoff.png"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5295890902595437362" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEXaFy6IHvLTMNEqLSjEfuwJ_KB4AXMhipP3X58YgsNuO6IXfqjfcZlVL8A7OzOCK6O3IszSJbeq4MphvjDm-sAXgdO8QUfGY2cRre-22kLFGgoiZ2KKB4wyyP_MegvzMlhMtt14wZKbk/s320/Loop+arus+kirchoff.png" style="cursor: hand; cursor: pointer; height: 269px; width: 252px;" /></a><br /> <br />Gambar 5. loop arus“ KIRChOFF “ <br /><br />Jadi: <br />I1 + (-I2) + (-I3) + I4 + (-I5 ) = 0<br />I1 + I4 = I2 + I3 + I5 <br /><br />semoga bermanfaat.</span> </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-35462444552631019892012-12-02T10:17:00.001-08:002012-12-02T10:17:20.040-08:00Pressure Calibration<div style="text-align: justify;">
Kalibrasi Pressure / Tekanan adalah aktivitas yang dilakukan untuk memastikan bahwa <em>zero, span, accuracy dan linearity</em> dari suatu pressure instrument sesuai dengan nilai pressure yang sebenarnya (standard). <em>Accuracy</em> ditentukan dengan cara membandingkan bacaan pressure instrument dengan <em>test gauge standard</em> untuk beberapa titik bacaan yang dapat dilakukan secara random. <em>Linearity</em> ditentukan dengan memberikan <em>increasing</em> dan <em>decreasing</em>
pressure dan melihat respon dari pressure instrument tersebut apakah
membentuk persamaan linear atau persamaan lengkung / polynomial. Jika
tidak linear maka harus dilakukan adjustment. <em>Zero</em> adalah nilai pressure pada kondisi tanpa tekanan (1 atmosfer). <em>Span</em> adalah selisih nilai maximum sampai dengan nilai minimum. Sedangkan range adalah nilai minimum sampai maksimum.</div>
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Ada 2 macam kalibrasi yang umum dilakukan dilakukan dalam project:</div>
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1. <em>Bench Calibration</em> yaitu membawa pressure instrument ke shop dan lakukan kalibrasi. Alat standar yang digunakan adalah <em>DWT (Dead Weight Tester)</em>
yaitu suatu alat yang menkonvert berat mati suatu logam menjadi
pressure. Karena berat adalah gaya dan gaya per satuan luas adalah
tekanan. Selain dibandingkan dengan DWT yang sudah berpressure mati
(tidak mungkin berubah-ubah) pressure instrument juga masih dibandingkan
dengan <em>Certified Test Gauge Standard</em>.</div>
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" 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2. <em>Field Calibration</em> yaitu kalibrasi di lapangan dilakukan dengan menginjeksi pressure pada pressure instrument dengan <em>Hand Pump</em> yang line-nya dipasang paralel dengan <em>Certified Test Gauge Standard</em>. Pembacaan pressure instrument harus sama dengan pembacaan <em>Test Gauge Standard</em>. <em>Field calibration</em> umumnya dilakukan hanya untuk memastikan selama proses<em> pre-commissioning</em> pressure instrument masih dapat bekerja dengan baik. Selain pembacaan lokal <em>pre-commissioning</em> juga perlu memastikan <em>Zero, Span, Accuracy</em> dan<em> Linearity</em> dari pressure yang dikirim sistem monitor (<em>PLC/DCS</em>).</div>
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" /> </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-87543793227530088252012-12-02T06:24:00.000-08:002012-12-02T06:28:52.617-08:00Cara Pengetesan Dioda<div style="text-align: justify;">
<span class="awal">P</span>ada <span style="font-weight: bold;">dioda</span> terdiri dari <span style="font-weight: bold;">katoda</span> dan <span style="font-weight: bold;">anoda</span> dan hal ini diberi satu tanda. Lalu langkah-langkah <span style="font-weight: bold;">pengujian dioda menggunakan multimeter</span> adalah sebagai berikut :<br />
1. Putarlah saklar pada Ohm, misalkan R x 1K<br />
2. Tempelkanlah cord yang merah (+) pada terminal atau kaki katoda (-) dan cord yang hitam (-)pada anoda (+) <span style="font-weight: bold;">dioda</span><br />
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3. Bila jarum <span style="font-weight: bold;">multimeter</span> bergerak itu berarti baik, namun bila diam saja itu berarti putus atau rusak<br />
4.
Kemudian selanjutnya cord yang hitam ditempelkan pada kaki katoda
(-) dan cord yang merah ditempelkan pdai kaki anoda (+). Bila jarum <span style="font-weight: bold;">multimeter</span> diam itu berarti baik namun jika bergerak itu berarti bocor .Untuk lebih jelasnya perhatikan gambar di bawah ini :</div>
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" /> </div>
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Catatan : Jangan bingung dengan ktup dari alat ukurnya, Soalnya
kalau AVO Meter yang analog itu kutup battery nya emang terbalik di
dalam. Kalau ngga' mau pusing pas masang cord di AVO nya pasang aja
secara terbalik. Yang merah pasang di kutup (-) yang hitam pasang di
(+). Ini hanya khusus untuk pengujian dioda. Atau kalau mau gampang pake
yang AVO meter digital dan jangan lupa kalau AVO meter digital cord
merah pasang di (+) cord hitam di (-). Selamat mencoba.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-71777191350873339472012-11-30T18:02:00.002-08:002012-11-30T18:02:21.299-08:00Commissioning of Instrumentation and Control System<div style="text-align: justify;">
Instrumentasi dan Kontrol pada dasarnya adalah ‘sekedar’ alat
pelengkap untuk menunjang ketepatan pengukuran dan otomasi/pengontrolan
sistem alat-alat listrik, mesin, juga alat-alat proses pengolahan atau
produksi secara online, riil time, dan reduce man power a.m.p. Jika anda
membayangkan contoh berikut misalnya, sebuah <em>oil refinery</em> atau
pengolahan minyak pada oil&gas downstream maka komponen utama yang
akan terlihat di sana adalah kolom-kolom destilasi, pipa-pipa,
cooler, dan vesel-vesel untuk separasi. Mana instrument and kontrolnya?.
Instrumentasi hanyalah tempelan devices kecil-kecil di sekujur kolom
destilasi, perpipaan, vessel, juga tank, dan lain-lain. Kontrol adalah
seperangkat alat yang menerima informasi dan memberikan perintah kepada
instrument. Fungsi kontrol adalah untuk melakukan otomasi / kontrol
terhadap proses yang sedang berlangsung. Keberadaannya menjadi vital
ketika akurasi hasil, <em>continuity proses</em>, juga <em>safety process</em> menjadi pertimbangan utama dalam industri proses.</div>
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Dapat dikatakan bahwa instrumentasi dan kontrol berkembang sebagai
cabang ilmu tersendiri adalah baru saja pertengahan abad 20 setelah usai
Perang Dunia ke-2. Sedangkan industri-industri sudah berkembang satu
abad sebelumnya. </div>
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<em><span id="more-17"></span>Small but Important</em></div>
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Secara teori dalam kondisi <em>equilibrium</em> semua proses
equipment, electric equipment, atau mechanical equipment dapat
dijalankan dengan baik tanpa kontrol. Kondisi equilibrium yang saya
maksudkan adalah suatu kondisi ideal atau kondisi set-point yang
diperlukan agar suatu sistem dapat berjalan dengan seimbang. Masalahnya
adalah tidak selamanya kondisi yang diperlukan untuk menjalankan suatu
sistem itu ideal/pada set-pointnya. Sehingga peran instrumentasi dan
kontrol menjadi signifikan dalam tahap ini untuk memenuhi
semua kebutuhan kondisi set point tersebut. Jadi instrumentasi &
kontrol di oil&gas tugas utamanya adalah membawa dan menjaga besaran
process tetap pada range acceptable process atau set-point dan juga
menyelamatkan process ketika dalam kondisi hazard / danger.</div>
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Sebagai sebuah cerita pendek tentang Instrumentasi dan Kontrol:</div>
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Untuk menjalankan turbin generator secara teori tidak ada sangkut
pautnya dengan disiplin ilmu Instrumentasi dan Kontrol. Dengan
adanya bahan bakar, proses pembakaran yang menghasilkan energy untuk
memutar rotating equipment (ilmu-nya mesin) maka engine dapat <em>running.</em>
Ketika engine running maka ilmu elektrikal yang menjelaskan bagaimana
mengubah gerakan yang berpotongan dengan medan magnet menjadi listrik.
Ketika kita berhenti di sini maka sama sekali tidak terlihat
instrumentasi dan kontrol diperlukan di sana. Tetapi ternyata secara
detail banyak sekali kebutuhan yang diperlukan oleh turbine generator
untuk running secara kontinu dan safe. Karena turbine generator
memerlukan kondisi ideal. Dia memerlukan supply bahan bakar yang stabil,
memerlukan pressure lube oil tertentu, memerlukan kepastian tidak ada
flammable gas di enclosure-nya, memerlukan untuk memindahkah kalor untuk
menjaga suhunya, memastikan voltage dan current yang dihasilkan tepat
sesuai desain, dll. Semua kepastian tersebut hanya dapat dijamin dengan
melakukan pengukuran atau sensing dengan instrument. Dan jika kondisi
ternyata tidak ideal maka dapat dilakukan adjustment pada final
element dengan cara diadjust dengan sistem kontrol untuk menghasilan
perubahan variabel proses. Nah, di situlah perlunya bidang ilmu yang
satu ini.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Di dalam kegiatan commissioning peran dan fungsi dari sistem
instrument dan kontrol adalah sebagai penunjang continuity dan safety
dari sistem yang sedang running. Oleh karena itu monitoring,
regular untuk <em>continuity process</em>, dan <em>safety control</em> untuk keselamatan proses, sangat mutlak diperlukan.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<em>Apa yang dilakukan commissioning engineer ketika commissioning sedang berjalan?</em></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ketika commissioning dilakukan berarti semua kegiatan
pre-commissioning yang meliputi check devices, check wiring, check
control action sudah selesai dilakukan artinya semua devices ready untuk
beroperasi dalam kondisi normal dan kritikal.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Commissioning engineer menyiapkan: Operator Station, DCS/PLC specialis, Field Technician. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Operator Station bertugas untuk memonitor semua proses yang sedang berjalan.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
DCS/PLC specialis Engineer bertugas untuk melakukan adjustment jika ditemukan abnormality pada <em>software</em> atau<em> logic</em>.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Field Technician bertugas untuk <em>stand by ready on job</em> jika ditemukan <em>abnormality</em> pada <em>field devices</em>.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Tugas seorang Instrument & Control Commissioning Engineer
adalah ibarat “Kapten” (kalo suka nonton aksi Kapten pada film-film
tentang Kapal Selam, sang kapten berdiri dibelakang operator yang sedang
memantau monitor dan memberikan perintah-perintah). Sang Kapten
memberikan command-command kepada oparator, masukan untuk DCS
specialist, dan command untuk field technician serta menjaga komunikasi
dengan engineer disiplin lain yang bertanggung jawab terhadap
sistem tersebut, bisa mekanikal, proses, piping, atau elektrik. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Jadi instrument dan kontrol pada dasarnya adalah melayani disiplin
lain, namun sangat vital diperlukan untuk menjamin proses berjalan
secara <em>continue </em>dan<em> safe</em>.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-46109947679598727162012-11-30T17:55:00.003-08:002012-11-30T17:55:30.186-08:00Loop Testing / Pre-commissioning<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;"><b>Definition</b></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;"><b> </b></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;">Loop adalah sistem
yang terintegrasi untuk menggabungkan instrument field device
(input) dari dan (output) ke lapangan dengan sistem control yang
jejaringnya dihubungkan dengan wiring. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;">Open Loop adalah
hubungan signal satu arah dari lapangan (input) ke sistem kontrol atau
sebaliknya (output) dari sistem kontrol ke lapangan. Input dan output
tidak mempunyai hubungan. Sehingga ketika action output ke lapangan yang
merubah proses, tidak ada feedback yang diberikan ke loop. </span></div>
<div style="text-align: justify;">
<br /></div>
<a name='more'></a><br />
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;">Closed Loop adalah
siklus signal dari lapangan (input) ke sistem kontrol kemudian diolah
dan menghasilkan signal output yang akan dikirimkan kembali ke final
element di lapangan (output). Dan action dari final element itu akan
berpengaruh pada input.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;">Single Loop adalah loop sederhana dapat berupa open loop atau closed loop sederhana. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;">Pre-Commissioning
adalah aktivitas untuk memastikan bahwa setiap instrument input devices,
sistem control, dan instrument final element dapat beroperasi
sebagaimana control design untuk menunjang proses. Pre-commissioning
dapat juga disebut function test untuk setiap loop.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;">Commissioning adalah
aktivitas untuk membuat suatu sistem ‘LIVE’ dan beroperasi secara
normal. Commissioning melibatkan multidisiplin dan multi loop.
Instrument dan control sistem harus dapat berfungsi normal untuk
mengontrol sistem multidisiplin (proses, electrical, mechanical) yang
sedang berjalan dan juga menjaga safety protection systemnya dalam
kondisi kritikal. Contoh: Instrument Air System, Separation System,
Power Generation System, Heating Medium System, dll. </span><span style="font-family: Arial; font-size: 10pt;">Start-Up
adalah aktivitas untuk menghidupkan semua sistem yang menunjang
beroperasinya plant secara keseluruhan. Seluruh field device input,
logic control, final element untuk berbagai sistem pada seluruh plant
harus beroperasi dan terkontrol sempurna sebagaimana desain
proses.Contoh: Start-Up semua system yang sudah pernah dicommissioning
dengan sequence sesuai dengan requirement process or utility. </span><span style="font-family: Arial; font-size: 10pt;">Jadi pada dasarnya Pre-Commissioning untuk Instrument adalah Loop Check dan langkah-langkahnya adalah sebagai berikut:</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;"><em><span id="more-15"></span></em>Loop Test untuk SMART Transmitter:</span></div>
<ol style="text-align: justify;">
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Memastikan bahwa Hook-Up installation sudah benar.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Memastikan
bahwa wiring terminasi sudah benar dengan melakukan cold wire test or
continuity test end to end dari field device sampai marshalling panel.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Memastikan polarity sudah benar.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Menyambungkan knife switch di marshalling panel.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Instrument harus terenergize, pastikan dari indicator atau check voltage-nya.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Melakukan Trim yaitu check ZERO and SPAN.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Monitor di Engineering Work Station value yang dikirim dari lapangan harus sesuai ZERO dan SPAN-nya.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Melakukan
injeksi proses (pressure, level, temperature) pada transmitter tapping
point dan verify indikator lokal serta verify signal yang dikirim ke
Engineering Work Station.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Melakukan linearisasi 0%, 25%, 50%, 75%, 100%.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Loop</span><span style="font-family: Arial; font-size: 10pt;"> Test Complete. </span></li>
</ol>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;">Loop Test untuk SMART Control Valve adalah:</span></div>
<ol style="text-align: justify;">
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Melakukan langkah-langkah seperti point 1- 4 seperti pada SMART transmitter.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Check voltage pada terminal control valve.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Pastikan pada saat ZERO signal control valve fully closed.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Manual
injeksi sinyal dari Engineering Work Station 0%, 25%, 50%, 75%, 100%
dan Control Valve harus menunjukkan nilai travel linear yang sama.
Apabila tidak sama maka lakukan AUTO-CALIBRATION.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Check kondisi FAIL POSITION dengan melepas kabel atau mengisolate air supply.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Untuk close loop lakukan setting AUTO pada faceplate workstation.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Check control action REVERSE or DIRECT.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Loop</span><span style="font-family: Arial; font-size: 10pt;"> Test Complete</span></li>
</ol>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;">Loop Test untuk FIELDBUS Transmitter adalah:</span></div>
<ol style="text-align: justify;">
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Melakukan langkah-langkah seperti point 1- 5 pada SMART transmitter.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Request Control Engineer or Software Specialist untuk melakukan Fieldbus configuration dan lakukan download.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Melakukan langkah-langkah seperti pada point 6-10 pada SMART transmitter. </span></li>
</ol>
<div style="text-align: justify;">
<span style="font-family: Arial; font-size: 10pt;">Loop Test untuk FIELDBUS Control Valve adalah:</span></div>
<ol style="text-align: justify;">
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Melakukan langkah-langkah seperti point 1- 2 pada SMART Control Valve.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Request Control Engineer or Software Specialist untuk melakukan Fieldbus configuration dan lakukan download.</span></li>
<li class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Melakukan langkah-langkah seperti point 3- 8 pada SMART Control Valve.</span></li>
</ol>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-4983661162382063136.post-86126231511539750892012-11-30T17:30:00.002-08:002012-11-30T17:31:55.795-08:00Dasar - Dasar Pneumatic<div style="text-align: justify;">
Pneumatik merupakan teori atau pengetahuan tentang udara yang bergerak,
keadaan-keadaan keseimbangan udara dan syarat-syarat keseimbangan.
Perkataan pneumatik berasal bahasa Yunani “ pneuma “ yang berarti
“napas” atau “udara”. Jadi pneumatik berarti terisi udara atau
digerakkan oleh udara mampat. Pneumatik merupakan cabang teori aliran
atau mekanika fluida dan tidak hanya meliputi penelitian aliran-aliran
udara melalui suatu sistem saluran, yang terdiri atas pipa-pipa,
selang-selang, gawai dan sebagainya, tetapi juga aksi dan penggunaan
udara mampat.</div>
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</div>
<a name='more'></a><br />
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Pneumatik menggunakan hukum-hukum aeromekanika, yang menentukan keadaan
keseimbangan gas dan uap (khususnya udara atmosfir) dengan adanya
gaya-gaya luar (aerostatika) dan teori aliran (aerodinamika). Pneumatik
dalam pelaksanaan <span class="fullpost">teknik udara mampat dalam
industri merupakan ilmu pengetahuan dari semua proses mekanik dimana
udara memindahkan suatu gaya atau gerakan. Jadi pneumatik meliputi semua
komponen mesin atau peralatan, dalam mana terjadi proses-proses
pneumatik. Dalam bidang kejuruan teknik pneumatik dalam pengertian yang
lebih sempit lagi adalah teknik udara mampat (udara bertekanan).</span></div>
<div style="text-align: justify;">
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<span class="fullpost">Komponen-komponen Pneumatik<br /><br />Komponen
pneumatik beroperasi pada tekanan 8 s.d. 10 bar, tetapi dalam praktik
dianjurkan beroperasi pada tekanan 5 s.d. 6 bar untuk penggunaan yang
ekonomis. <br />Beberapa bidang aplikasi di industri yang menggunakan media pneumatik dalam hal penangan material adalah sebagai berikut :<br />a. Pencekaman benda kerja<br />b. Penggeseran benda kerja<br />c. Pengaturan posisi benda kerja<br />d. Pengaturan arah benda kerja<br /><br />Penerapan pneumatik secara umum :<br />a. Pengemasan (packaging)<br />b. Pemakanan (feeding)<br />c. Pengukuran (metering)<br />d. Pengaturan buka dan tutup (door or chute control)<br />e. Pemindahan material (transfer of materials)<br />f. Pemutaran dan pembalikan benda kerja (turning and inverting of parts)<br />g. Pemilahan bahan (sorting of parts)<br />h. Penyusunan benda kerja (stacking of components)<br />i. Pencetakan benda kerja (stamping and embosing of components)<br /><br />Susunan sistem pneumatik adalah sebagai berikut :<br />a. Catu daya (energi supply)<br />b. Elemen masukan (sensors)<br />c. Elemen pengolah (processors)<br />d. Elemen kerja (actuators)<br /><br /><span style="font-weight: bold;">1.1 Alasan Pemakaian Pneumatik</span><br />Persaingan
antara peralatan pneumatik dengan peralatan mekanik, hidrolik atau
elektrik makin menjadi besar. Dalam penggunaannya sistem pneumatik
diutamakan karena beberapa hal yaitu :<br />a. paling banyak dipertimbangkan untuk beberapa mekanisasi,<br />b. dapat bertahan lebih baik terhadap keadaan-keadaan tertentu<br />Sering
kali suatu proses tertentu dengan cara pneumatik, berjalan lebih rapi
(efisien) dibandingkan dengan cara lainnya. Contoh :<br />1). Palu-palu
bor dan keling pneumatik adalah jauh lebih baik dibandingkan dengan
perkakas-perkakas elektrik serupa karena lebih ringan, lebih ada
kepastian kerja dan lebih sederhana dalam pelayanan.<br />2). Pesawat-pesawat pneumatik telah mengambil suatu kedudukan monopoli yang penting pada :<br />a). rem-rem udara bertekanan untuk mobil angkutan dan gerbong-gerbong kereta api, alat-alat angkat dan alat-alat angkut.<br />b).
pistol-pistol ( alat cat semprot, mesin-mesin peniup kaca, berbagai
jenis penyejukan udara, kepala-kepala asah kecepatan tinggi ).<br /><br />Udara
bertekanan memiliki banyak sekali keuntungan, tetapi dengan sendirinya
juga terdapat segi-segi yang merugikan atau lebih baik
pembatasan-pembatasan pada penggunaannya. Hal-hal yang menguntungkan
dari pneumatik pada mekanisasi yang sesuai dengan tujuan sudah diakui
oleh cabang-cabang industri yang lebih banyak lagi. Pneumatik mulai
digunakan untuk pengendalian maupun penggerakan mesin-mesin dan
alat-alat.<br /><br /><span style="font-weight: bold;">1.2 Keuntungan Pemakaian Pneumatik</span><br />a. Merupakan media/fluida kerja yang mudah didapat dan mudah diangkut :<br />1). Udara dimana saja tersedia dalam jumlah yang tak terhingga.<br />2).
Saluran-saluran balik tidak diperlukan karena udara bekas dapat
dibuang bebas ke atmosfir, sistem elektrik dan hidrolik memerlukan
saluran balik. <br />3). Udara bertekanan dapat diangkut dengan mudah
melalui saluran-saluran dengan jarak yang besar, jadi pembuangan udara
bertekanan dapat dipusatkan dan menggunakan saluran melingkar semua
pemakai dalam satu perusahaan dapat dilayani udara bertekanan dengan
tekanan tetap dan sama besarnya. Melalui saluran-saluran cabang dan
pipa-pipa selang, energi udara bertekanan dapat disediakan dimana saja
dalam perusahaan.<br /><br />b. Dapat disimpan dengan mudah :<br />1). Sumber
udara bertekanan ( kompresor ) hanya menyerahkan udara bertekanan kalau
udara bertekanan ini memang digunakan. Jadi kompresor tidak perlu
bekerja seperti halnya pada pompa peralatan hidrolik.<br />2). Pengangkutan ke dan penyimpanan dalam tangki-tangki penampung juga dimungkinkan.<br />3). Suatu daur kerja yang telah dimulai selalu dapat diselesaikan, demikian pula kalau penyediaan listrik tiba-tiba dihentikan.<br /><br />c. Bersih dan kering :<br />1).
Udara bertekanan adalah bersih. Kalau ada kebocoran pada saluran pipa,
benda-benda kerja maupun bahan-bahan disekelilingnya tidak akan menjadi
kotor.<br />2). Udara bertekanan adalah kering. Bila terdapat kerusakan
pipa-pipa tidak akan ada pengotoran-pengotoran, bintik minyak
dansebagainya.<br />3). Dalam industri pangan , kayu , kulit dan tenun
serta pada mesin-mesin pengepakan hal yang memang penting sekali adalah
bahwa peralatan tetap bersih selama bekerja.<br />Sistem pneumatik yang
bocor bekerja merugikan dilihat dari sudut ekonomis, tetapi dalam
keadaan darurat pekerjaan tetap dapat berlangsung. Tidak terdapat minyak
bocoran yang mengganggu seperti pada sistem hidrolik.<br /><br />d. Tidak peka terhadap suhu<br />1).
Udara bersih ( tanpa uap air ) dapat digunakan sepenuhnya pada
suhu-suhu yang tinggi atau pada nilai-nilai yang rendah, jauh di bawah
titik beku ( masing-masing panas atau dingin ).<br />2). Udara bertekanan
juga dapat digunakan pada tempat-tempat yang sangat panas, misalnya
untuk pelayanan tempa tekan, pintu-pintu dapur pijar, dapur pengerasan
atau dapur lumer.<br />3). Peralatan-peralatan atau saluran-saluran pipa
dapat digunakan secara aman dalam lingkungan yang panas sekali, misalnya
pada industri-industri baja atau bengkel-bengkel tuang (cor).<br /><br />e. Aman terhadap kebakaran dan ledakan<br />1). Keamanan kerja serta produksi besar dari udara bertekanan tidak mengandung bahaya kebakaran maupun ledakan.<br />2).
Dalam ruang-ruang dengan resiko timbulnya kebakaran atau ledakan atau
gas-gas yang dapat meledak dapat dibebaskan, alat-alat pneumatik dapat
digunakan tanpa dibutuhkan pengamanan yang mahal dan luas. Dalam ruang
seperti itu kendali elektrik dalam banyak hal tidak diinginkan.<br /><br />f. Tidak diperlukan pendinginan fluida kerja<br />1).
Pembawa energi (udara bertekanan) tidak perlu diganti sehingga untuk
ini tidak dibutuhkan biaya. Minyak setidak-tidaknya harus diganti
setelah 100 sampai 125 jam kerja.<br /><br />g. Rasional (menguntungkan)<br />1).
Pneumatik adalah 40 sampai 50 kali lebih murah daripada tenaga otot.
Hal ini sangat penting pada mekanisasi dan otomatisasi produksi.<br />2).
Komponen-komponen untuk peralatan pneumatik tanpa pengecualian adalah
lebih murah jika dibandingkan dengan komponen-komponen peralatan
hidrolik.<br /><br />h. Kesederhanaan (mudah pemeliharaan)<br />1). Karena konstruksi sederhana, peralatan-peralatan udara bertekanan hampir tidak peka gangguan.<br />2).
Gerakan-gerakan lurus dilaksanakan secara sederhana tanpa komponen
mekanik, seperti tuas-tuas, eksentrik, cakera bubungan, pegas, poros
sekerup dan roda gigi.<br />3). Konstruksinya yang sederhana menyebabkan
waktu montase (pemasangan) menjadi singkat, kerusakan-kerusakan
seringkali dapat direparasi sendiri, yaitu oleh ahli teknik, montir atau
operator setempat.<br />4). Komponen-komponennya dengan mudah dapat
dipasang dan setelah dibuka dapat digunakan kembali untuk
penggunaan-penggunaan lainnya.<br /><br />i. Sifat dapat bergerak<br />1). Selang-selang elastik memberi kebebasan pindah yang besar sekali dari komponen pneumatik ini.<br /><br />j. Aman<br />1).
Sama sekali tidak ada bahaya dalam hubungan penggunaan pneumatik, juga
tidak jika digunakan dalam ruang-ruang lembab atau di udara luar. Pada
alat-alat elektrik ada bahaya hubungan singkat.<br /><br />k. Dapat dibebani lebih ( tahan pembebanan lebih )<br />Alat-alat
udara bertekanan dan komponen-komponen berfungsi dapat ditahan
sedemikian rupa hingga berhenti. Dengan cara ini komponen-komponen akan
aman terhadap pembebanan lebih. Komponen-komponen ini juga dapat direm
sampai keadaan berhenti tanpa kerugian.<br />1). Pada pembebanan lebih
alat-alat udara bertekanan memang akan berhenti, tetapi tidak akan
mengalami kerusakan. Alat-alat listrik terbakar pada pembebanan lebih.<br />2). Suatu jaringan udara bertekanan dapat diberi beban lebih tanpa rusak.<br />3).
Silinder-silinder gaya tak peka pembebanan lebih dan dengan menggunakan
katup-katup khusus maka kecepatan torak dapat disetel tanpa bertingkat.<br /><br />l. Jaminan bekerja besar<br />Jaminan bekerja besar dapat diperoleh karena :<br />1). Peralatan serta komponen bangunannya sangat tahan aus.<br />2). Peralatan serta komponen pada suhu yang relatif tinggi dapat digunakan sepenuhnya dan tetap demikian.<br />3). Peralatan pada timbulnya naik turun suhu yang singkat tetap dapat berfungsi.<br />4). Kebocoran-kebocoran yang mungkin ada tidak mempengaruhi ketentuan bekerjanya suatu instalasi.<br /><br />m. Biaya pemasangan murah<br />1).
Mengembalikan udara bertekanan yang telah digunakan ke sumbernya
(kompresor) tidak perlu dilakukan. Udara bekas dengan segera mengalir
keluar ke atmosfir, sehingga tidak diperlukan saluran-saluran balik,
hanya saluran masuk saja.<br />2). Suatu peralatan udara bertekanan
dengan kapasitas yang tepat, dapat melayani semua pemakai dalam satu
industri. Sebaliknya, pengendalian-pengendalian hidrolik memerlukan
sumber energi untuk setiap instalasi tersendiri (motor dan pompa).<br /><br />n. Pengawasan (kontrol)<br />1).
Pengawasan tekanan kerja dan gaya-gaya atas komponen udara bertekanan
yang berfungsi dengan mudah dapat dilaksanakan dengan pengukur-pengukur
tekanan (manometer).<br /><br />o. Fluida kerja cepat <br />1).
Kecepatan-kecepatan udara yang sangat tinggi menjamin bekerjanya
elemen-elemen pneumatik dengan cepat. Oleh sebab itu waktu menghidupkan
adalah singkat dan perubahan energi menjadi kerja berjalan cepat.<br />2).
Dengan udara mampat orang dapat melaksanakan jumlah perputaran yang
tinggi ( Motor Udara ) dan kecepatan-kecepatan piston besar
(silinder-silinder kerja ).<br />3). Udara bertekanan dapat mencapai kecepatan alir sampai 1000 m/min (dibandingkan dengan energi hidrolik sampai 180 m/min ).<br />4).
Dalam silinder pneumatik kecepatan silinder dari 1 sampai 2 m/detik
mungkin saja ( dalam pelaksanaan khusus malah sampai 15 m/detik ).<br />5). Kecepatan sinyal-sinyal kendali pada umumnya terletak antara 40 dan 70 m/detik (2400 sampai 4200 m/min)<br /><br />p. Dapat diatur tanpa bertingkat<br />1).
Dengan katup pengatur aliran, kecepatan dan gaya dapat diatur tanpa
bertingkat mulai dari suatu nilai minimum (ditentukan oleh besarnya
silinder) sampai maksimum (tergantung katup pengatur yang digunakan).<br />2). Tekanan udara dengan sederhana dan kalau dibutuhkan dalam keadaan sedang bekerja dapat disesuaikan dengan keadaan.<br />3). Beda perkakas rentang tenaga jepitnya dapat disetel dengan memvariasikan tekanan udara tanpa bertingkat dari 0 sampai 6 bar.<br />4).
Tumpuan-tumpuan dapat disetel guna mengatur panjang langkah silinder
kerja yang dapat disetel terus-menerus (panjang langkah ini dapat
bervariasi sembarang antara kedua kedudukan akhirnya).<br />5). Perkakas-perkakas pneumatik yang berputar dapat diatur jumlah putaran dan momen putarnya tanpa bertingkat. <br /> <br />q. Ringan sekali<br />Berat
alat-alat pneumatik jauh lebih kecil daripada mesin yang digerakkan
elektrik dan perkakas-perkakas konstruksi elektrik (hal ini sangat
penting pada perkakas tangan atau perkakas tumbuk). Perbandingan berat
(dengan daya yang sama) antara :<br />• motor pneumatik : motor elektrik = 1 : 8 (sampai 10)<br />• motor pneumatik : motor frekuensi tinggi = 1 : 3 (sampai 4)<br /><br />r. Kemungkinan penggunaan lagi (ulang)<br />Komponen-komponen pneumatik dapat digunakan lagi, misalnya kalau komponen-komponen ini tidak dibutuhkan lagi dalam mesin tua.<br />r. Konstruksi kokoh<br />Pada
umumnya komponen pneumatik ini dikonstruksikan secara kompak dan kokoh,
dan oleh karena itu hampir tidak peka terhadap gangguan dan tahan
terhadap perlakuan-perlakuan kasar.<br /><br />s. Fluida kerja murah<br />Pengangkut
energi (udara) adalah gratis dan dapat diperoleh senantiasa dan dimana
saja. Yang harus dipilih adalah suatu kompresor yang tepat untuk
keperluan tertentu; jika seandainya kompresor yang dipilih tidak
memenuhi syarat, maka segala keuntungan pneumatik tidak ada lagi.<br /><br />1.3 Kerugian / terbatasnya Pneumatik<br />a. Ketermampatan (udara).<br />Udara
dapat dimampatkan. Oleh sebab itu adalah tidak mungkin untuk mewujudkan
kecepatan-kecepatan piston dan pengisian yang perlahan-lahan dan tetap,
tergantung dari bebannya.<br />Pemecahan :<br />• kesulitan ini seringkali
diberikan dengan mengikutsertakan elemen hidrolik dalam hubungan
bersangkutan, tertama pada pengerjaan-pengerjaan cermat ( bor, bubut
atau frais ) hal ini merupakan suatu alat bantu yang seringkali
digunakan.<br /><br />b. Gangguan Suara (Bising)<br />Udara yang ditiup ke
luar menyebabkan kebisingan (desisan) mengalir ke luar, terutama dalam
ruang-ruang kerja sangat mengganggu. <br />Pemecahan :<br />• dengan memberi peredam suara (silincer)<br /><br />c. Kegerbakan (volatile)<br />Udara
bertekanan sangat gerbak (volatile). Terutama dalam jaringan-jaringan
udara bertekanan yang besar dan luas dapat terjadi kebocoran-kebocoran
yang banyak, sehingga udara bertekanan mengalir keluar. Oleh karena itu
pemakaian udara bertekanan dapat meningkat secara luar biasa dan
karenanya harga pokok energi “berguna” sangat tinggi.<br />Pemecahan :<br />• dapat dilakukan dengan menggunakan perapat-perapat berkualitas tinggi.<br /><br />d. Kelembaban udara<br />Kelembaban
udara dalam udara bertekanan pada waktu suhu menurun dan tekanan
meningkat dipisahkan sebagai tetesan air (air embun).<br />Pemecahan :<br />• penggunaan filter-filter untuk pemisahan air embun (dan juga untuk penyaring kotoran-kotoran).<br /><br />e. Bahaya pembekuan<br />Pada
waktu pemuaian tiba-tiba (dibelakang pemakai udara bertekanan) dan
penurunan suhu yang bertalian dengan pemuaian tiba-tiba ini, dapat
terjadi pembentukan es.<br />Pemecahan :<br />• Batasi pemuaian udara bertekanan dalam perkakas-perkakas pneumatik.<br />• Biarkan udara memuai sepenuhnya pada saat diadakan peniupan ke luar.<br /><br />f. Kehilangan energi dalam bentuk kalor.<br />Energi
kompresi adiabatik dibuang dalam bentuk kalor dalam pendingin antara
dan akhir. Kalor ini hilang sama sekali dan kerugian ini hampir tidak
dapat dikurangi.<br /><br />g. Pelumasan udara bertekanan<br />Oleh karena
tidak adanya sistem pelumasan untuk bagian-bagian yang bergerak, maka
bahan pelumas ini dimasukkan bersamaan dengan udara yang mengalir, untuk
itu bahan pelumas harus dikabutkan dalam udara bertekanan.<br /><br />h. Gaya tekan terbatas<br />1).
Dengan udara bertekanan hanya dapat dibangkitkan gaya yang terbatas
saja. Untuk gaya yang besar, pada tekanan jaringan normal dibutuhkan
diameter piston yang besar.<br />2). Penyerapan energi pada tekanan-tekanan kejutan hidrolik dapat memberi jalan keluar.<br /><br />i. Ketidakteraturan<br />Suatu gerakan teratur hampir tidak dapat diwujudkan :<br />1). Pada pembebanan berganti-ganti <br />2). Pada kecepatan-kecepatan kecil (kurang dari 0,25 cm/det) dapat timbul ‘stick-slip effect’.<br /><br />j. Tidak ada sinkronisasi<br />Menjalankan dua silinder atau lebih paralel sangat sulit dilakukan.<br /><br />k. Biaya energi tinggi<br />Biaya
produksi udara bertekanan adalah tinggi. Oleh karena itu untuk produksi
dan distribusi dibutuhkan peralatan-peralatan khusus. Setidak-tidaknya
biaya ini lebih tinggi dibandingkan dengan penggerak elektrik.<br />Perbandingan biaya ( tergantung dari cara penggerak ) :<br />• Elektrik : Pneumatik = 1 : 10 (sampai 12)<br />• Elektrik : Hidrolik = 1 : 8 (sampai 10)<br />• Elektrik : Tangan = 1 : 400 (sampai 500)<br /> <br /><span style="font-weight: bold;">1.4 Pemecahan Kerugian Pneumatik</span><br />Pada umumnya, hal-hal yang merugikan dapat dikurangi atau dikompensasi dengan :<br />a. Peragaman yang cocok dari komponen-komponen maupun alat pneumatik.<br />b. Pemilihan sebaik mungkin sistem pneumatik yang dibutuhkan.<br />c.
Kombinasi yang sesuai dengan tujuannya dari berbagai sistem
penggerakan dan pengendalian (elektrik, pneumatik dan hidrolik).</span><span class="fullpost"> </span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-89396931035711504762012-11-30T16:49:00.003-08:002012-11-30T16:50:37.525-08:00Sistem Kerja PLC<div style="text-align: justify;">
Untuk memahami kerja PLC maka harus
memahami terlebih dahulu prinsip kerja Relay , dimana relay memiliki
coil yang disuplai oleh sumber tegangan dan kontak yang menghubungkan
dua terminal.</div>
<br />
<div style="text-align: justify;">
Prinsip
kerja relay : jika diberi sumber tegangan kerja maka semua
kontak-kontaknya akan berubah status. Kontak NO menjadi close dan kontak
NC menjadi open.<br />
<br />
<a name='more'></a><br /><br />
Prinsip kerja PLC signal dari device input
(on/off) akan mengaktifkan coil semua (input) yang mencerminkan
masing-masing device input (dalam hal ini disimpan dalam sebuah memory
data input) coil semua ini akan mengontrol kondisi on/off internal
kontak yang tersusun dalam sebuah program PLC/Ladder diagram (programing
& prossesing).</div>
<br />
Sesuai
prinsip logika relay, PLC akan mengolah program secara urut dan
kontinyu (loop) sehingga menghasilkan sebuah hasil program berupa
kondisi on/off internal coil outputan yang disimpan dalam memory data
outputan dan latch memory. Internal coil outputan ini yang sudah
tersimpan dalam memory ini akan mengontrol kontak output semu yang
menghubungkan device output dan sumber tegangan.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYes3PCZ4jxY0NNthOw39EdI8qghNz-0V4XLahZiG1e76OBvNviAvH3Crg4VGEmHVb_iCDTjfwfVIxMtQo6fsXTrCv8xs9L5f90gNEtgj6yp3rbn5BhNd5Pl8HHbr9KzGKF-MhRkkvJIcl/s1600/PLC02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYes3PCZ4jxY0NNthOw39EdI8qghNz-0V4XLahZiG1e76OBvNviAvH3Crg4VGEmHVb_iCDTjfwfVIxMtQo6fsXTrCv8xs9L5f90gNEtgj6yp3rbn5BhNd5Pl8HHbr9KzGKF-MhRkkvJIcl/s320/PLC02.jpg" width="320" /></a></div>
<br />
Sebagai contoh lihat gambar diatas :<br />
a. di dalam PLC diassosiasikan
memiliki coil bayangan/semu MX...dan kontak semu MY...(masing-masing
adalah memori data input dan output)<br />
b. Coil MX...mendapat suplai tegangan 24Vdc melalui input PLC yaitu tombol X0 dan tombol X1<br />
c. Kontak MY... mendapat suplai tegangan misal 220 Volt yang memikul beban lampu Y0 dan Y1 melalui kontak bayangan MY.......<br />
d.
Jika tombol X0 ditekan (walaupun sebentar), maka coil bayangan MX0 akan
bekerja sehingga kontak-kontaknya akan berubah status. Coil bayangan
MX0 ini akan merubah status kontak yang berada dalam bahasa pemrograman
PLC. Dalam hal ini kontak X0 akan menjadi close (tertutup) walaupun
tombol X0 dilepas, kontak Y0 akan mengunci sampai tombol X1 dilepas.<br />
e.
Karena kontak X) tertutup, maka coil Y0 akan bekerja dan merubah
status kontak MY0 menjadi tertutup, dalam hal ini lampu L1 akan mendapat
suplai tegangan dan menyala.<br />
f. Jika tombol X2 ditekan, maka coil
bayangan MX1 akan bekerja dan mengubah status kontak NC dalam bahasa
pemrograman menjadi terbuka, dalam hyal ini coil Y0 menjadi tidak aktif.<br />
g. Karena coil Y0 non aktif, maka kontak bayangan MY0 terbuka dan lampu L1 mati.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-16049025739965141462012-11-30T03:23:00.000-08:002012-11-30T03:24:53.862-08:00Dasar - Dasar PLC<div style="text-align: justify;">
PLC adalah peralatan/ device yang
penggunannya dapat memprogram untuk menghasilkan serentetan atau urutan
dari sebuah event atau kejadian, kejadian atau event ini diperoleh dari
sebuah trigger (input ON atau OFF) yang diterima oleh PLC. Berdasarkan
logika program yang ada PLC mengolah data Input dan memberikan hasil
berupa Output yang identik dengan logika ON dan OFF, hasil output PLC
ini akan mengaktifkan atau sebaliknya dari peralatan listrik yang
terhubung ke output PLC.<br />
<a name='more'></a></div>
<div style="text-align: justify;">
Dalam materi telah dijelaskan bagaimana peranan relay dalam system
kontrol, dan disini akan dibahas hubungan antara relay dan PLC sebagai
sama-sama-device kontrol.</div>
<div style="text-align: justify;">
<br />
PLC mengambil sistem kerja dari relay
dimana ada coil (termasuk instruksi-instruksi) dan kontak yang
mencerminkan kondisi dari coil/instruksi tersebut, jika coil atau
instruksi itu aktif maka kontak-kontaknya akan berubah status. Tetapi
PLC adalah sebuah device terprogram sehingga kemampuannya dalam
menyediakan data-data, mengolah, menghitung dan kecepatan prosesnya
tidak bias disamakan dengan relay. Karena PLC bekerja berdasarkan sistem
olah data electronic yang mampu memberikan banyak alternatif olah data
seperti angka, timer, counter, register, dan lain-lain, sedangkan relay
bekerja berdasarkan system kerja elektromagnetik yang terbatas pada
pengkondisian on-off saja.</div>
<div style="text-align: justify;">
PLC juga menyediakan kontak-kontak yang tak terbatas jumlahnya untuk
setiap coil outputan, dan tentu saja jumlah kontak ini menjadi relative
terbatas sesuai kemampuan memory dari PLC itu sendiri. Kemampuannya
dalam mengolah data terprogram inilah yang menyebabkan PLC menjadi
device paling utama dalams ebuah system automatisasi, sedangkan relay
akan tetap dipergunakan sebagai device pendukungnya.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Jika diasosiasikan lebih lanjut maka PLC adalah kumpulan dari banyak
sekali relay ( coil/instruksi output dan kontak) yang satu sama lain
akan saling berhubungan sesuai dengan program yang telah disimpan
membentuk urutan dari sebuah kejadian/ proses yang akan datang dari
inputan PLC dan menghasilkan output program yang mengatur kondisi ob/off
dari device outputan Plc itu sendiri.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Kelebihan PLC</div>
<div style="text-align: justify;">
<br />
1. Simple Dalam Bentuk Dan Ukurannya<br />
Dengan
menggunakan sistem kontrolPLC maka hanya dibutuhkan box control dengan
size yang lebih kecil dibandingkan dengan menggunakan sistem control
relay.</div>
<div style="text-align: justify;">
<br />
2. Mudah Dalam Proses Perangkaiannya<br />
Karena menggunakan
sistem control yang terprogram, maka perangkaian untuk semua device I/O
hanya dilakukan sekali dan susunan diagram garis sistem kontrolnya
sangat mudah untuk dirangkai walaupun oleh seorang pemula sekalipun.<br />
<br />
3. Menghemat Waktu Modifikasi</div>
<div style="text-align: justify;">
Perubahan
alur control tidak merubah rangkaian I/O pada PLC karena hanya merubah
program saja, sedangkan pada control relay harus merubah rangkaian kabel
yang sangat rumit dan memakan waktu lama.dalam aktualnya sebuah sistem
kontrol tidak bisa dituangkan dalam sebuah program jadi yang dijamin
akan berjalan sebagaimana mestinya, tetapi membutuhkan trial dan error
sampai dicapai sebuah hasil program yang memuaskan, hanya dengan merubah
program saja tentu perubahan menuju sistem kontrolyang memuaskan tidak
terlalu rumit. Jika menggunakan kontrol relay dengan sistem kontrol yang
komplexs bisa dipastikan tidak akan mungkin bisa mengejar schedule yang
telah ditetapkan untuk mencapai system control yang memuaskan.</div>
<div style="text-align: justify;">
<br />
4. Flexible<br />
Sistem
control PLC sangat Flexible terhadap perubahan dan modifikasi sitem
yang dikontrolnya, bahkan penambahan I/O atau device sangat memungkinkan
tergantung dari persyaratan hardware PLC itu sendiri. Bahkan PLC mampu
link dengan system lain yang memenuhi persyaratan tertentu seperti
robot, touch panel dan aplikasi program computer.</div>
<div style="text-align: justify;">
<br />
5. Mudah Dalam Pemeliharaan Dan penemuan masalah<br />
Karena
tidak tergantung pada relay, maka pemeliharaannya terbatas pada
terminal I/O, backup data, battery dan pengkondisian suhu dimana PLC
ditempatkan. Untuk kontrol relay maka harus dilakukan secara rutin
inspeksi terhadap semua relay yang terpasang karena mudah sekali
terganggu dengan adanya polusi logam ringan yang sering menutupi
kontak-kontak relay, pelacakan terhadap trouble yang terjadi juga sangat
mudah karena bisa dimonitoring lewat computer.</div>
<div style="text-align: justify;">
<br />
6. Ekonomis<br />
Untuk
mengontrol mesin-mesin yang melibatkan servo motor, timer bertingkat,
counter bertingkat, robot, touch panel, data register, dan sejenisnya
maka penggunaan PLC sangat ekonomis dibandingkan dengan menggunakan
kontrolkonvensional yang kadang- kadang tidak sanggup untuk mengontrol
sistem yang kompleks.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Hardware Sistem Kontrol PLC :<br />
a.
Sumber daya : adalah sumber energi listrik dengan tegangan kerja untuk
mengaktifkan semua komponen dalam PLC. Tegangan kerja 100 – 240 VAC.<br />
b.
Input : adalah terminal yang terhubung ke peralatan yang menggunakan
device switch atau saklar, hanya dikenal 2 kondisi pada terminal input
yaitu On dan Off. Atau dalam logika dikenal bilangan biner 1 dan 0.<br />
c. MPU atau main processing Unit : Element PLC dimana program dipanggil, disimpan dan diolah.<br />
d.
Output ; adalah terminal PLC yang mencerminkan hasil olah program yang
akan mengontrol On atau Off sebuah device yang terhubung ke terminal
ini.<br />
e. Power supply internal : yaitu sumber energi DC biasanya 24
volt yang dihasilkan oleh PLC sebagai hasil proses penyearah tegangan
AC, tegangan 24 VDC ini diperlukan untuk sumber tegangan pada terminal
input. Tidak semua PLC mempunyai fasilitas ini sehingga diperlukan
sumber 24 VDC dari luar jika PLC tidak menyediakannya.<br />
f. Programming port : yaitu tempat menstransfer dan memonitor kinerja program PLC baik dari PC ke PLC atau sebaliknya.<br />
g.
Run/Stop switch : yaitu switch untuk memilih mode kerja PLC yang
diinginkan, jika ingin mengaktifkan program digunakan RUN dan jika ingin
menstransfer program baru dari PC ke PLC digunakan STOP.</div>
<div style="text-align: justify;">
<br />
Yang Diperlukan Untuk memprogram PLC<br />
a.
sebuah console atau programming tools yang diperlukan untuk membuat
program, menstransfer, mengedit, dan memonitor kinerja program PlC.<br />
b.
Sebuah Opto- kabel interface RS232/RS242 untuk komunikasi antara
console/PC dan PLC, Interface ini dipakai pada saat menstransfer/
memanggil dan memonitor program PLC.<br />
c. Sebuah personal Computer (PC)
: jika console tidak ada, maka PC lebih Flexible dan mudah dalam
membuat, mengedit, menstransfer dan memonitor program PLC.<br />
d. Software PLC : jika digunakan PC, maka harus ada software pemrograman dari PLC yang bersangkutan.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-24086205091512625222012-11-30T01:11:00.001-08:002012-11-30T01:11:26.161-08:00Downstream Pressure Control<div style="text-align: justify;">
Sebuah line dengan upstream sebuah pompa diesel mengasilkan pressure
sebesar 5 bar dan downstream menuju generator. Sebuah pressure control
valve dipasang pada line tersebut dengan tujuan untuk mengontrol
pressure yang lewat line tersebut menuju generator pada set-point
pressure 1.9 bar. Dalam kondisi normal control valve tersebut dapat
menjalankan fungsinya dengan baik menjaga downstreamnya pada nilai 1.9
bar.</div>
<a name='more'></a><br />
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh-_HOib1OVPHDl_LgbG-Np30zhc5q5eUBIP1Ws7ou7-PDiaWldVKL72bj_6JjmKvL9G86fn9GxZadbO6B7ItdGwEO6Rn1pn-934cxbVwcec0DGnhhiE2sybjqr4naBQCGkDXuC_S7v9N5/s1600/presscont.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh-_HOib1OVPHDl_LgbG-Np30zhc5q5eUBIP1Ws7ou7-PDiaWldVKL72bj_6JjmKvL9G86fn9GxZadbO6B7ItdGwEO6Rn1pn-934cxbVwcec0DGnhhiE2sybjqr4naBQCGkDXuC_S7v9N5/s320/presscont.jpg" width="320" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Control Valve yang dipasang adalah Fail Close sehingga control
actionnya adalah reverse action. Increasing of process variable will
make decreasing of manipulated variable.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ketika konsumsi diesel mendadak meningkat maka otomatis pressure
segera drop sekitar 1 barg, maka sebagai aksi kontrol dengan serta merta
control valve akan fully open untuk menaikkan pressure. Control valve
akan throtling opening untuk membawa kembali downstream pressyre
pada 1.9 barg. Ketika pressure naik di atas 1.9 bar, control valve akan
decrease treaveling-nya.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Namun kejadian yang tidak diharapkan terjadi ketika Generator yang
semula berjalan dengan menyerap diesel secara normal kemudian mati
dengan tiba-tiba. Terdapat tekanan balik yang cukup tinggi sebesar 4
bar. Sehingga action control valve adalah fully closed. Tapi apa yang
terjadi karena generator sudah shutdown (<em>no diesel consumption</em>) maka
pressure stuck di 4 Barg, padahal set-pointnya adalah 1.9 Barg. Membuka
control valve justru akan meningkatkan pressure karena upstream valve
masih bertekanan tinggi 5 bar. Padahal ketika akan menjalankan generator
kembali yang diperlukan pressure pada harga sekitar 1.9 barg. Maka
instrument engineer dihadapkan pada sedikit trouble pada loop ini. Harus
ada tambahan instrument pada line ini untuk mengantisipasi kondisi ini.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Kondisi seperti ini adalah kondisi stuck, nothing to do, kecuali
menambahkan drain untuk mem-bleed pressure. Penambahan manual valve
untuk mem-bleed pressure tentunya hanyalah cara darurat.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Seharusnya engineering team bisa memberikan solusi yang lebih komprehensif. Is it correct?</div>
<div class="separator" style="clear: both; text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-19730304562850756292012-11-28T19:18:00.002-08:002012-11-30T01:12:26.413-08:00Teknologi Fieldbus<div style="text-align: justify;">
<i>Interoperability</i> adalah senjata utama teknologi modern yang berbasis IT. <i>Plug & play</i> demikian istilah yang umum digunakan. Ibarat USB yang bisa langsung colok dimanapun pada port USB tanpa perlu adanya <i>driver software</i>
secara khusus pada windows XP. Demikian halnya dengan dunia
instrumentasi yang sudah melangkah untuk menggunakan protokol komunikasi
maka protokol yang sudah standardize diperlukan untuk menunjang
kemampuan plug & play tersebut. <i>Fieldbus </i>adalah salah satu product technology yang disepakati oleh 300 lebih manufacture instrument. <span id="more-4"></span>Konsep paling mendasar dari Teknologi Fieldbus adalah pendistribution fungsi kontrol pada network. <i>LAN in industrial instrumentation</i>.
Jika teknologi terdahulu seperti PLC memperkenalkan centralized control
demikian juga DCS yang mendasarkan pada pendistribusian fungsi kontrol
sistem terdelegasi untuk unit tertentu, maka fieldbus adalah system yang
benar-benar mendistribusikan fungsi kontrol pada network setiap loop.</div>
<div style="text-align: justify;">
<br /></div>
<a name='more'></a><br />
<div style="text-align: justify;">
Tujuan utam dari sistem ini adalah untuk mengurangi resiko fault pada
banyak loop yang diakibatkan faulty satu loop saja. Fungsi kontrol
dapat dijalankan oleh transmitter atau linking device, atau dapat juga
control valve. Kerusakan PID logic pada satu loop device sangat tidak
berpengaruh kepada loop lain.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Keuntungan lain dari penggunaan teknologi fieldbus adalah pengurangan
jumlah routing cable. Tidak ada multipare cable lagi yang digunakan
sebagaimana sistem konvensional. Junction Box ke Marshalling Panel hanya
dihubungkan oleh single pair twisted cable. Karena addressing system
yang dilakukan oleh fieldbus memungkinkan banyak device dapat
berkomunikasi melalui satu pair cable. Penggunaan twisted pair ini
adalah untuk mengurangi interferensi signal.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Transmitter dengan kemampuan fieldbus sebenarnya tidak diperlukan
lagi setting kalibrasi signal untuk melakukan linearisasi transmitter.
Yang dimaksudkan di sini adalah jika dibandingkan dengan HART yang
memerlukan setting Zero is 4 mA and Maximum is 20 mA kemudian dilakukan
linearisasi 25%, 50%, 100% maka Foundation Fieldbus tidak memerlukan
kegiatan ini. Yang diperlukan dalam fieldbus adalah kalibrasi sensor
bahwa 0 Barg harus terkirim data 0 Barg pula. Begitu pula 100 Barg harus
terkirim data digital 100 Barg. Begitu seterusnya tanpa perlu melakukan
linearisasi, karena linearisasi hanya ada dalam teknologi analog.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Data oleh fieldbus dikirimkan melalui data digital 0 and 1 yang
diambil dari data increasing dan decreasing dari gelombang square dari
voltage yang dihasilkan oleh Bus Power melalui kabel H1. Pengambilan
data pada puncak dan lembah dari gelombang kotak untuk menunjukkan 1 dan
0 sebagaimana teknologi digital lama tidak digunakan di fieldbus karena
rawan terhadap interferensi. Bus Power rata-rata pada range rating
24-32 VDC. Terkhusus pada bus power yang dihasilkan oleh Yokogawa
Fieldbus adalah 27 VDC. Pada level komunikasi lebih tinggi antar module
pengontrol fieldbus menggunakan jaringan ethernet yang dikenal sebagai
HSE (High Speed Ethernet). Untuk mengkomunikasinya dengan intranet atau
internet bisa saja dilakukan melalui gateway. Demikian juga dengan
jaringan komunikasi industrial yang lain seperti Modbus.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Kelemahan tapi mungkin dapat juga disebut kelebihan, bahwa Fieldbus
terlalu software base. Seorang teknisi yang sudah terbiasa melakukan
troubleshoot secara kasatmata dengan membandingkan signal 4-20 mA pada
device dan action seharusnya didapat dari 4-20 mA maka sekarang teknisi
tidak dapat berbuat banyak. Semuanya tergantung dari Software Engineer
yang harus melakukan download, configure, autocalibration, dlsb. Teknisi
hanya akan membandingkan besaran proses dengan data yang diterima oleh
screen workstation. Jika terdapat deviasi maka semua dikembalikan ke
software engineer untuk melakukan adjustment signal.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Setidaknya teknisi lapangan masih dapat melakukan monitoring lokal
dengan menggunakan Fisher 375 Communicator. Berbagai macam product
transmitter dan valve yang sudah masuk dalam Fildbus Foundation akan
kompatible dengan Fisher 375. Namun dalam kenyataannya Fisher 375 tidak
dapat membaca detail parameter-parameter dr K-Tek product, kecuali
process variable semata.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Selamat datang di dunia fieldbus yang dari namanya menunjukkan adanya
‘bus’ yang ada di lapangan yang akan mentransfer informasi langsung
dari lapangan ke lapangan. Tidak perlu datang ke Pool dulu, hanya
sekedar perlu melapor tentang status penumpang yang di bawanya dan bus
bisa jalan. </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-80603330625871273732012-11-24T03:18:00.007-08:002012-11-24T03:22:46.717-08:00HART Communicator 375<div style="text-align: justify;">
Ada sebuah pertanyaan dari teman saya mengenai penggunaan HART Communicator 375 dan pertanyaan ini sama
dengan pertanyaan bagaimana cara menggunakan Handphone atau PDA.
Artinya siapapun dia kalau sering memegang dan menggunakan pasti bisa.
Ia menjadi sulit untuk dibayangkan ketika tidak pernah dipegang dan
dicoba.<br />
<a name='more'></a></div>
<div style="text-align: justify;">
<br />
Dari namanya saja communicator maka fungsi utama dari HART 375
Communicator adalah untuk berkomunikasi dengan instrument berbasis HART
protocol. Apa yang diunggulkan HART protocol? yaitu bidirectional
communication. Sehingga HART communicator ini dapat menerima dan
memberikan informasi kepada HART instrument.<br />
</div>
<div style="text-align: justify;">
Fungsi-fungsi penting dari HART 375 communicator yang sering saya liat adalah:</div>
<div style="text-align: justify;">
1. Memberikan detail identifikasi dari instrument yang sedang
dievaluasi. Identifikasi itu meliputi tipe instrument, sensor type,
model no, dll.</div>
<div style="text-align: justify;">
2. Dapat memberi nama / tagging atau merubah untuk setiap HART instrument.</div>
<div style="text-align: justify;">
3. Dapat melakukan diagnostic abnormality dari setiap HART instrument. (Sensor Malfunction, Transducer Malfunction, dll)</div>
<div style="text-align: justify;">
4. Dapat melakukan adjustment untuk URV (Upper Range Value), LRV (Lower Range Value).</div>
<div style="text-align: justify;">
5. Dapat memonitor nilai Process Variable dan nilai signal mA.</div>
<div style="text-align: justify;">
6. Dapat digunakan untuk me-reset dan men-setup reading value selama kalibrasi.</div>
<div style="text-align: justify;">
7. Dapat digunakan untuk memberikan perintah Auto-Manual Calibration untuk control valve.</div>
<div style="text-align: justify;">
8. Dapat digunakan untuk menentukan Equal Percentage, Linear, dan Quick Opening dari Control Valve.</div>
<div style="text-align: justify;">
9. Dapat digunakan untuk mensetting type sensor. Kejadian yang sering
ditemui adalah pada temperatur transmitter ketika sensor thermocouple
disetting sebagai RTD maka nilai dari sensor yang dikirim tentu tidak
akan terbaca secara benar oleh transmitter.</div>
<div style="text-align: justify;">
10. Dapat melakukan injeksi signal untuk simulasi.<br />
</div>
<div style="text-align: justify;">
Ada istilah yang cukup penting selama kalibrasi dengan 375 yaitu “in
service” dan “out service”. In service artinya instrument terkoneksi ke
loop, out service artinya tidak terkonek ke loop sehingga tidak dapat
menerima perintah dari controller.<br />
</div>
<div style="text-align: justify;">
<b>ZERO TRIM & D/A TRIM</b></div>
<div style="text-align: justify;">
Zero trim maksudnya adalah mengeset transmitter pada nilai bacaan
INPUT ZERO. ZERO trim mengedjust input dari transmitter dengan
menggunakan value standar exactly ZERO. Contoh untuk pressure
transmitter tekanan zero adalah ketika isolate process dan mengkoneksi
ke vent. Maka ketika ketika kondisi itulah dari Communicator 375 apply
ZERO trim. Communicator 375 harus menunjukkan nilai ZERO.<br />
</div>
<div style="text-align: justify;">
D/A trim maksudnya adalah mengeset transmitter pada nilai OUTPUT
signal 4-20 mA. Tidak diperlukan input dari process. D/A trim hanya
gunakan multimeter untuk mengukur current 4-20 mA. Gunakan menu D/A trim
pada Communicator 375 yang akan memerintahkan (Perintah Digital)
transmitter untuk memproduce 4-20 mA (Output Analog). Multimeter anda
sebagai kalibrator yang akan memvalidasi nilai current. Adjustment dapat
dilakukan dari communicator apabila didapatkan nilai current tidak sama
dengan yang diperintahkan oleh communicator melalui data digital.<br />
</div>
<div style="text-align: justify;">
Kenapa ada D/A converter? Ya itulah perbedaan antara teknologi analog
konvensional dengan teknologi HART. HART memproses data dengan
menggunakan microprocessor yang berarti proses digital tetapi harus
mengirim data ke control room dalam bentuk signal analog. Oleh karena
itu konversi dari digital ke analog harus benar-benar tervalidasi atau
terkalibrasi.</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-4983661162382063136.post-70531619213755838362012-11-23T04:45:00.002-08:002012-11-23T04:46:17.773-08:00Tingkatan Proteksi Episode 3 SIS<div style="text-align: justify;">
Kecelakaan itu jarang sekali dipicu hanya oleh penyebab tunggal.
Kecelakaan biasanya merupakan gabungan dari kejadian-kejadian yang
jarang terjadi, yang awalnya oleh kita dianggap tidak saling
berhubungan dan tidak mungkin terjadi bersamaan. Penyelidikan
kecelakaan di industri ditemukan bahwa sebagian besar kecelakaan
tersebut terjadi karena operator tidak mengikuti standard prosedur yang
aman dalam mempertahankan operasi pada saat emergensi atau saat
operator berusaha menjalankan kembali plant sesaat setelah plant
tersebut berhenti karena emergensi. Pada situasi lainnya, kecelakaan
terjadi karena kebijakan pihak manajemen untuk tidak melakukan
pemeliharaan dan pengetesan rutin terhadap SIS yang digunakan.
Kecelakaan juga terjadi karena operator mengabaikan sistem peringatan
dini (alarm) yang muncul/terjadi.</div>
<div style="text-align: justify;">
<br />
<a name='more'></a><br /></div>
<div>
</div>
<div style="text-align: justify;">
Untuk mengatasi hal ini semua, maka tingkatan proteksi terhadap
operasi plant dibuat berlapis, sehingga apabila terjadi kealpahan (baik
sengaja maupun tidak sengaja) pada satu tingkat, maka masih ada tingkat
lainnya yang siap mengambil alih untuk memproteksi. Gambar berikut
memperlihatkan salah satu bentuk tingkatan proteksi tersebut.</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ycihIWeenW9dCf35XO9g7wZ3D2P9jDe1k8ZDl6AA3yHUrQnbSdqTXNx7fnpHKncXp8iKxcEdqzPueQ893v-lJ1zJWasmvuNkzwxeEUPIYo2ReoWOChF0cl8Y9Wred89yTVz4esihnBAO/s1600/sis-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ycihIWeenW9dCf35XO9g7wZ3D2P9jDe1k8ZDl6AA3yHUrQnbSdqTXNx7fnpHKncXp8iKxcEdqzPueQ893v-lJ1zJWasmvuNkzwxeEUPIYo2ReoWOChF0cl8Y9Wred89yTVz4esihnBAO/s320/sis-2.jpg" width="320" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Process Plant Design.</b> Tingkat proteksi plant yang
pertama adalah pada fase perancangan. Pada saat perancangan awal
sebelum plant dibangun, aspek safety juga turut menjadi pertimbangan,
yaitu dengan melakukan HAZOP atau teknik sejenisnya seperti fault tree,
checklist dan what-if. Membangunlah plant yang aman, walaupun mungkin
biayanya lebih mahal. Jangan membangun plant yang tidak aman karena
selain biaya operasi/pemeliharaannya akan mahal, juga akan membahayakan
baik terhadap asset maupun pekerjanya.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<b>Process Control System.</b> Tingkat proteksi berikutnya adalah saat plant sudah beroperasi, yaitu <i>process control system</i>,
yang digunakan untuk mengontrol operasi plant, dengan jalan menjaga
kondisi operasi (pressure, temperature, flow, level dan lainnya) dalam
batas-batas yang aman. Jika plant dapat dioperasikan dengan baik, maka
dengan sendirinya kondisi plant juga akan selalu aman.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Alarm System.</b> Apabila sehubungan dengan satu dan lain hal process control system tidak berfungsi dengan baik, maka <i>alarm system</i>
dapat berfungsi sebagai tingkat proteksi berikutnya, yaitu dengan jalan
memberikan peringatan kepada operator sehingga operator dapat melakukan
aksi untuk memperbaikinya. Alarm system ini bisa dijalankan di
perangkat process control system (misalnya DCS) atau perangkat SIS
(misalnya PLC) atau menggunakan perangkat khusus untuk annunciator alarm
yang terhubung langsung (direct wiring) ke sensor.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Safety Instrumented System (SIS).</b> Apabila process
control system dan operator gagal melakukan tugasnya dalam mengamankan
operasi plant, maka SIS secara otomatis akan melakukan aksinya untuk
melindungi plant.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Fire & Gas System (F&G).</b> Keempat tingkat
proteksi yang baru saja dibahas berfungsi untuk mencegah terjadinya
bahaya/kecelakaan (prevention layer), sedangkan <i>fire & gas system</i>
berfungsi untuk menghilangkan/mengurangi akibat dari bahaya/kecelakaan
yang sudah terjadi (mitigation layer). Apabila prevention layer gagal
berfungsi sehingga terjadi bahaya/kecelakaan, maka fire & gas system
akan melakukan tugasnya untuk menghilangkan/mengurangi akibat dari
bahaya/kecelakaan, dengan jalan melakukan aksi secara langsung atau
memberikan peringatan kepada orang/kru yang akan melakukan aksi.
Perbedaan utama antara SIS dan F&G adalah SIS biasanya normally
energized, sedangkan F&G biasanya normally deenergized. Alasannya
adalah karena SIS dirancang untuk membawah plant ke kondisi aman, yang
biasanya berhenti beroperasi.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Selain F&G system, mitigation layer juga termasuk <i>containtment system</i>, yaitu sistem yang berfungsi mencegah bahaya/kecelakaan menyebar/meluas dan <i>evacuation procedure</i>, yaitu prosedur untuk evakuasi personal dari area kejadian ke area yang aman.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-71128484845097584072012-11-22T07:35:00.000-08:002012-11-23T01:50:55.664-08:00Apakah Process Control dan Safety Control Boleh Disatukan? Episode 2 SIS<div style="text-align: justify;">
Pada era-era sebelumnya, dimana komputer digital belum digunakan
dalam industri proses, fungsi process control dijalankan pada peralatan
yang berbasis sinyal analog dan fungsi/logika safety dijalankan pada
perangkat relay yang terpisah dari perangkat process control. Sejak
mulai digunakannya komputer digital dalam industri proses di tahun 1960
s/d 1970-an, fungsi process control dijalankan di DCS, sedangkan logika
safety di PLC. Mengingat kedua perangkat DCS dan PLC berbasis software
dan memiliki fitur yang mirip, maka sebagian orang mengusulkan agar
fungsi process control dan safety dijalankan dalam peralatan yang sama,
dalam hal ini DCS. </div>
<a name='more'></a>Alasan mereka adalah dengan menggunakan satu
peralatan maka integrasi/komunikasi akan lebih mudah, menggunakan power
supply yang sama, pengurangan training dan spare parts, yang kesemuanya
berujung pada pengurangan biaya keseluruhan (overall cost) yang cukup
signifikan. Apalagi saat ini dengan adanya redundancy system, maka
kehandalan DCS sudah cukup tinggi, sehingga tidak ada alasan untuk tidak
menyatukan kedua sistem process control dan safety control dalam DCS.<br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Akan tetapi, mengapa semua standard internasional seperti API, AIChe,
IEC, ANSI/ISA, NFPA serta standard lainnya tetap
menyatakan/merekomendasikan pemisahan antara kedua sistem tersebut?
Setidaknya ada beberapa alasan yang melatar belakanginya, dua
diantaranya akan dibahas di sini. Akan tetapi perlu diketahui bahwa
issue kehandalan/redundancy DCS bukan merupakan alasannya.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Process control active – Safety control passive.</b> Perbedaan mendasar antara process control dan safety control adalah process control bersifat <i>active </i>sedangkan safety control bersifat <i>passive</i>.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Process control selalu active, menerima input analog dari
sensor/transmitter, melakukan perhitungan algoritma kontrol serta
perhitungan lainnya, dan memberi output analog ke final element. Jika
terjadi permasalahan/kesalahan, dengan mudah bisa diketahui, jarang ada
kerusakan yang tidak terdeteksi (hidden failure), semuanya dengan mudah
bisa ditelusuri. Parameter-parameternya seperti tunning parameter,
range, Auto/Manual bisa diubah-ubah. Sistemnya juga bisa dengan mudah
di-bypass.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Sebaliknya, safety control bersifat passive. Sistem ini tidak
melakukan apa-apa (tidak bereaksi) selama kondisi normal, sehingga kita
tidak mengetahui apakah ia dalam kondisi baik atau tidak. Untuk itu
perlu ada self-diagnostic dalam sistem ini untuk memastikan sistem dalam
kondisi baik. Alternative lainnya adalah dengan menggunakan fail-safe
system, dimana kemungkinan terjadinya kerusakan yang membahayakan
(dangerous failure) ditekan seminimal mungkin.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Oleh karena itu, sistem yang dirancang khusus untuk process control
seperti DCS sama sekali tidak bisa digunakan untuk safety control.
Alasan utamanya terletak pada <i>self-diagnostic</i> dan/atau <i>fail safe system</i>.
Bisa saja DCS dilengkapi dengan self diagnostic dan/atau fail safe
system sehingga bisa digunakan untuk safety control, akan tetapi
harganya akan sangat mahal.</div>
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<b>Common Cause Failure</b>. <i>Common cause failure</i>
didefinisikan sebagai sebuah kesalahan/kerusakan yang berpengaruh pada
lebih dari satu item dalam suatu peralatan/system. Common cause failure
ini selalu ada dalam setiap peralatan/sistem sekalipun peralatan/sistem
tersebut bersifat redundant. Sebagai gambaran, salah satu parameter
yang menjadi ukuran common cause failure pada redundant system adalah <i>beta factor</i>, yang menggambarkan persentase dari seluruh kerusakan pada suatu leg/module yang berpengaruh pada seluruh redundant system.</div>
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Jika process control dan safety control dijalankan pada suatu
system/peralatan, maka akan ada potensi terjadinya kerusakan sistem yang
disebabkan oleh common cause failure. Pemisahan kedua system ini
dimaksud untuk menghindari pengaruh common cause failure pada kedua
sistem sekaligus. Dengan demikian, apabila terjadi kerusakan pada suatu
sistem, masih ada sistem lainnya yang bekerja untuk mengamankan plant.</div>
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Akan tetapi apabila karena alasan tertentu, kedua sistem ini harus
disatukan (seperti pada sistem kontrol untuk turbo machinery), maka
spesifikasi perangkat yang digunakan harus setara dengan spesifikasi
untuk safety control, yaitu memiliki self diagnostic dan/atau fail safe.</div>
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Demikianlah dua alasan mengapa process control dan safety control harus dijalankan dalam perangkat yang terpisah.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-70464031205468466062012-11-22T07:13:00.003-08:002012-11-23T01:51:30.550-08:00Apa itu SIS? Episode 1 SIS<div style="text-align: justify;">
Dalam industri proses, istilah <i>safety interlock system</i>, <i>safety instrumented system</i> (<i>SIS</i>), <i>safety shutdown system</i>, <i>emergency shutdown system</i> (<i>ESD</i>)
merupakan istilah yang merujuk pada peralatan/sistem yang sama. Setelah
melalui perdebatan yang panjang, dimana pengguna masing-masing istilah
tersebut saling mempertahankan pendapatnya, akhirnya komite ISA SP84
sepakat dan memutuskan untuk menggunakan istilah <i>safety instrumented system</i> (<i>SIS</i>)
untuk peralatan/sistem tersebut. Bagi pembaca yang masih fanatik dengan
istilah lain selain SIS, mohon maaf karena dalam tulisan ini serta
tulisan lainnya dalam blog ini saya akan menggunakan istilah SIS ini.</div>
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Lalu, apa itu <i>safety instrumented system</i> (<i>SIS</i>)? SIS
merupakan peralatan/sistem yang dirancang untuk memonitor kondisi
berbahaya dalam suatu plant (dalam hal ini unit operasi) dan melakukan
aksi apabila terjadi kondisi berbahaya atau kondisi dimana jika tidak
dilakukan aksi maka akan menimbulkan bahaya. Peralatan/sistem ini akan
menghasilkan output yang akan mencegah bahaya atau mengurangi akibatnya.</div>
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Secara umum, SIS terdiri dari <i>sensor</i>, <i>logic solver</i> atau disebut juga <i>safety control</i> dan <i>final element</i>, seperti diperlihatkan pada gambar berikut.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ0KO555ToDAOzN_eDlwca9vjl0x3bJF9V58LrUc6-S9YiHOThtlfBhlCcLwmj9_5qJjrxZnMgwN6R5pFFxt_okbrO-UAH8MaczCPfhyWbamNXc6sarCV-FI75_3NqGVASSP87z2EkKqYP/s1600/sis-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ0KO555ToDAOzN_eDlwca9vjl0x3bJF9V58LrUc6-S9YiHOThtlfBhlCcLwmj9_5qJjrxZnMgwN6R5pFFxt_okbrO-UAH8MaczCPfhyWbamNXc6sarCV-FI75_3NqGVASSP87z2EkKqYP/s1600/sis-1.jpg" /></a></div>
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Tulisan ini merupakan bagian pertama dari tulisan berseri mengenai
safety instrumented system (SIS). Bahan utama tulisan untuk seri-seri
awal ini, disadur dari buku <i>Safety Shutdown Systems: Design, Analysis and Justification; Karangan Paul Gruhn, PE & Harry L. Chelddie PE.</i> dan <i>Control Systems Safety Evaluation & Reliability, 2nd Ediition; Karangan William M. Goble</i>. Bagi pembaca yang ingin lebih mendalaminya dapat membacanya pada kedua buku tersebut.</div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4983661162382063136.post-33300100625870698852012-11-22T06:46:00.001-08:002012-11-23T01:52:46.278-08:00Mengatasi Gangguan Saat Kerja<div style="text-align: justify;">
Dalam sebuah kesempatan, pengarang buku terkenal John Naisbitt mengemukakan konsep<br />
’high-tech/high-touch’. Dikatakannya bahwa semakin banyak seseorang terlibat aktivitas yang<br />
bersifat high-tech (misalnya bekerja berjam-jam sendirian di depan komputer), maka semakin<br />
banyak dibutuhkan interaksi yang bersifat high-touch. Kata high-touch di sini bukan<br />
dimaksudkan sebagai arti yang harafiah --Sobat reader tidak perlu sampai memeluk rekan kerja<br />
setelah seharian di depan komputer, tapi mungkin lebih ke arah pembicaraan yang</div>
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menyenangkan dan dapat membantu menghilangkan kejenuhan.</div>
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Berapa lama seseorang dapat bekerja di depan komputer sebelum akhirnya membutuhkan</div>
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waktu jeda untuk berinteraksi dengan orang lain sangat bervariasi, tergantung pada kepribadian</div>
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masing-masing orang dan keadaan.Waktu yang dibutuhkan mungkin selama satu jam, satu</div>
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hari penuh atau bahkan lebih lama lagi. Kebutuhan untuk menyeimbangkan hidup kita dengan</div>
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interaksi yang bersifat high-touch akan semakin meningkat seiring dengan semakin dalamnya</div>
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keterlibatan tehnologi dalam pekerjaan kita. Dengan memahami apa yang kita butuhkan, kita</div>
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akan mampu menyelesaikan dua hal : pekerjaan dan tidak tertinggal gosip/berita terkini</div>
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tentang perkembangan dunia sekitar.</div>
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1. Cermati jam biologis sobat reader</div>
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Perhatikan bila sobat reader mulai merasa mendapat tanda-tanda berikut : leher kaku, mata</div>
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mulai mengalami keletihan, sakit kepala atau punggung terasa pegal. Gejala-gejala</div>
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tersebut bisa jadi timbul karena kejenuhan berada di depan komputer dalam waktu</div>
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lama. Untuk mengatasinya, lemaskan kaki dengan berjalan mengelilingi ruangan kerja</div>
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atau ke ruang rekan anda, atau sekedar untuk berbincang-bincang dengan teman teman</div>
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sejawat. Untungnya saat ini saya kerjanya on Field,,,hehehe</div>
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2. Ukur berapa kadar keseimbangan high-tech dan high-touch yang Sobat reader miliki</div>
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Seandainya Sobat reader berencana untuk bekerja seharian di depan komputer, rencanakan</div>
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untuk menghabiskan waktu istirahat anda dengan berinteraksi (entah dengan rekan</div>
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ataupun atasan tempat bekerja). Catat kegiatan tersebut selama beberapa waktu, dan</div>
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cari waktu rata-rata berapa lama sobat reader dapat tahan bekerja sebelum beristirahat.</div>
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Tentukan berapa lama waktu istirahat yang dibutuhkan untuk memenuhi kebutuhan</div>
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high-touch, dan patuhi aturan yang telah sobat reader buat tersebut.</div>
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3. Jujur dan bersikap asertif dengan para pengganggu yang kronis atau bersikap</div>
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seenaknya</div>
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Saat sobat reader mulai merasa kerja terganggu karena pembicaraan teman-teman yang</div>
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seolah tak ada ujungnya, utarakan secara langsung (lakukan dengan halus dan sopan).</div>
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Jangan berharap mereka dapat membaca pikiran atau bahasa tubuh yang sobat reader</div>
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tampilkan.</div>
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4. Sadar bahwa ’gangguan’ yang dilakukan oleh rekan sobat reader mungkin adalah</div>
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salah satu cara untuk memenuhi kebutuhan high-touch mereka</div>
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Bila sobat reader maka akan lebih sabar menghadapi para pengganggu, namun sobat reader sendiri</div>
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harus mendahulukan apa yang telah menjadi komitmen sejak awal. Jangan biarkan</div>
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pekerjaan terbengkalai hanya karena sobat reader dapat memahami kenapa rekan kerja</div>
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bertindak seperti itu. Namun sekali lagi, itu bukan berarti sobat reader akan membiarkannya</div>
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mengganggu pekerjaan yang sedang sobat tunda. Beranikan diri sobat untuk menyela</div>
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pembicaraan seandainya merasa bahwa pembicaraan tersebut akan memakan waktu</div>
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lama, sedangkan sobat reader sudah harus kembali ke pekerjaan yang sedang dikerjakan. </div>
Unknownnoreply@blogger.com0