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KURTTEPE ŞEHİT ALİ ÖZTAŞ MESLEKİ VE TEKNİK ANADOLU LİSESİ

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Hazırlamış olduğumuz PV/T Eğitim Modülü, Avrupa Komisyonu tarafından finanse edilmiş ve Türkiye Ulusal Ajansı tarafından desteklenen “Power Up My House” (Proje No: 2020-1-TR01-KA202-093467) projesi kapsamında oluşturulmuştur. PV/T Eğitim Modülü ile, Yenilenebilir Enerji Teknolojileri alanında eğitim gören öğrenciler, ya da bu konuda bilgi-beceri sahibi olmak isteyen kişilere PV ve PV/T teknolojileri konusunda temel bilgiler verilerek, Isı Enerjisi ve Elektrik Enerjisi üretimine ilişkin sistemler tanıtılmaktadır. Eğitim modülünde, teorik bilgilerin görsel ve deneysel materyallerle pekiştirilmesi amaçlanmıştır.

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Deney seti olarak Argemsan firması tarafından imal edilen “YE-1035 Güneş Hücresi ve Sıcak Su (PV/T) Eğitim Seti” kullanılmış olup, deneylerde önce PV/T panel ve enerji üretimi konusunda temel bilgi ile analizlerde kullanılacak teorik eşitlikler verilmiş; daha sonra da her bir deney ayrı ayrı ele alınmıştır.

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Yurt dışında ve ülkemizde kullanımı günden güne artan PV/T sistemler konularının, hazırlanan bu eğitim modülü ile Mesleki ve Teknik Anadolu Liselerinde, Yenilenebilir Enerji Teknolojileri ve Tesisat Teknolojisi ve İklimlendirme alanlarında 2 saatlik seçmeli ders olarak okutulabileceği düşünülmektedir.

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\\\"Erasmus+ Programı kapsamında Avrupa Komisyonu tarafından desteklenmektedir. Ancak burada yer alan görüşlerden Avrupa Komisyonu ve Türkiye Ulusal Ajansı sorumlu tutulamaz.\\\"

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\\\"The European Commission's support for the production of this publication does not constitute an endorsement of the contents, which reflect the views only of the authors, and the Commission cannot be held responsible for any use which may be made of the information contained therein.\\\"

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PV/T Eğitim Modülü, Yenilenebilir Enerji Teknolojileri alanında eğitim gören öğrenciler, ya da bu konuda bilgi beceri sahibi olmak isteyen kişiler için, teorik bilgilerin görsel ve deneysel olarak pekiştirileceği bir eğitim materyalidir. Öğrencilere PV ve PV/T teknolojileri konusunda temel bilgiler verilerek, Güneş enerjisinden hibrit bir kollektör ile birlikte Isı Enerjisi ve Elektrik Enerjisi üretimine ilişkin sistemler tanıtılmaktadır. Bu eğitim modülü ile öğrencilerin PV ve PV/T konularında bilgi ve becerilerinin arttırılması amaçlanmıştır. Ayrıca uygulanacak deneyler ile  enerji üretiminde verimliliğin hesaplanması vb. konularda kavrama ve psikomotor düzeyde yetenek kazandırılmasını amaçlamıştır. Deneylerde önce PV/T panel ve enerji üretimi konusunda temel bilgi ile analizlerde kullanılacak teorik eşitlikler verilmiş; daha sonra her bir deney ayrı ayrı ele alınmıştır.

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Güneş Enerjisi: Güneş enerjisi, güneşin çekirdeğinde yer alan füzyon süreci ile (hidrojen gazının helyuma dönüşmesi) açığa çıkan ışıma enerjisidir.

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PV (Photo Voltaic) Panel: Güneş enerjisini elektrik enerjisine dönüştüren cihazlardır.

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PV/T (Photo Voltaic - Thermal) Panel: Güneş enerjisinden doğrudan bir panel üzerinde aynı anda hem ısı, hem elektrik üretimi gerçekleştiren panellerdir.

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BEPV/T Sistemler: Binalara entegre PV sistemler

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Güneş Gözesi: Güneş ışığını doğrudan elektrik akımına dönüştüren (foto-voltaik) elemandır. Güneş hücresi yarı iletken bir diyot gibi çalışır ve güneş ışığının taşıdığı enerjiyi iç fotoelektrik reaksiyon ile elektrik enerjisine dönüştürür.

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Isıl Verimlilik: Verim en kısa tanımı ile bir sistemde elde edilen çıktının girdiye oranı olarak tanımlanır. PV-T panellerde panelden elde edilen toplam ısı ve elektrik enerjisinin, panel yüzeyine gelen güneş enerjisine bölümü olarak tanımlanır.

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GÜNEŞ ENERJİSİ

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Yaşam kaynağımız olan Güneş, çapı 1,4 milyon km olan galaksimizdeki en büyük yıldızdır. Güneş dünyamızdan 151.106 milyon km uzaklıktadır. İçinde, sürekli olarak  Hidrojen gazının Helyum gazına dönüştüğü füzyon reaksiyonları gerçekleşmektedir. Gazların dönüşümü sırasında, ortaya çıkan ısı enerjisi uzaya yayılmaktadır. Güneşte üretilen bu enerjinin küçük bir kısmı yeryüzüne ışıma yoluyla ulaşmaktadır. Dünya atmosferine ulaşan enerji miktarı 174 petawatt (PW) değerindeyken, yaklaşık olarak bu enerjinin %30’u tekrar uzaya yansır. Güneş ışımasının yeryüzüne ulaşan miktarı ise, atmosferin katmansal özellikleri ile birlikte değişse de ortalama 1100 W/m2 değeri kabul edilebilir. Ancak bu değer gerçekte 0 ile 1100 W/m2 arasında bir değişim gösterir [1]. Güneş enerji potansiyeli, toplam potansiyel değerlendirildiğinde, dünyanın talep ettiğinden oldukça fazladır ancak sürdürülebilir etkisi dikkate alındığında kullanım oranı oldukça sınırlı kalmıştır. Ancak küresel ısınma, fosil yakıtların tükenmek üzere oluşu, bu enerjinin yenilenebilir oluşu, teknolojideki gelişmeler, temiz bir enerji kaynağı olarak önemini hızla arttırmaktadır.

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Güneş enerjisi teknolojileri enerji kullanım çeşitliliği, yöntemleri, kullanılan malzeme ve sahip olduğu teknolojik düzey yönüyle çok çeşitli gruplandırma yapılabilir. Ancak genel kullanım özellikleri dikkate alındığında PV ve ısıl güneş teknolojileri olmak üzere iki ana grupta toplanabilir:

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PV Güneş Teknolojisi, yarı-iletken malzemelerden yapılmış PV hücreler ile güneş ışığını doğrudan elektrik enerjisine dönüştüren teknolojilerdir.

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Isıl Güneş Teknolojileri ise Güneş ışınları bir yüzey üzerine toplayarak öncelikle ısı enerjisi üreten teknolojilerdir. Üretilen ısı enerjisi, çoğunlukla bir akışkan yardımıyla ısıyı doğrudan kullanılabileceği gibi, bu kaynaktan dolayı elektrik üretimi yapabilen teknolojiler olarak tanımlanabilir.

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3.2.FOTOVOLTAİK GÜNEŞ TEKNOLOJİSİ (PV)

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PV güneş teknolojilerinde en önemli eleman Güneş hücreleri PV hücrelerdir. Bu hücreler yarı iletken maddelerden oluşurlar ve yüzeylerine gelen güneş ışığını doğrudan elektrik enerjisine dönüştürürler. Yüzey geometrileri farklılık gösterse de en belirgin olanları kare, dikdörtgen, daire şeklindedir. Güneş hücrelerinin panel özellikli yapılar içindeki alanları yaklaşık 100 cm² civarındadır. Ayrıca kalınlıkları 0,1- 0,4 mm arasında değişir. Güneş hücreleri kısaca PV bir işleve bağlıdır. PV ilke olarak tanımlanan bu süreç, hücre üzerine düşen ışığın zamanla hücre uçlarında elektrik gerilimi oluşturmasıdır. Böylece hücrede üretilen elektrik enerjisi, güneş hücresine gelen ışığın bir etkisi olarak tanımlanabilir.

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PV hücrelerin üretiminde saf ve kristal kalitesi yüksek silisyuma ihtiyaç duyulur. Silisyum atomları sağlam bir kristal yapı oluşturduğundan her silisyum atomu dış elektron katmanında dört değerlik elektronu bulunur. Kararlı bir elektron diziliminin oluşması için kristal yapıda birbirine komşu atomlar, birer elektronu paylaşarak bir elektron bağı oluşturur. Böylece silisyum atomu dört komşu atomla elektron bağı oluşturarak sekiz dış elektronla kararlı soygaz yapısına sahip olur. Isı veya ışık etkisi ile, bu elektron bağı kırılabilir. Elektron bağından ayrılan elektronlar serbestçe hareket edebilir ve kristal yapıda boşluklar bırakır. Bu duruma kendinden iletim denir. Ancak akım üretmek için kendinden iletim yeterli değildir. Silisyum elementinin enerji üretebilmesi adına kristal yapı içine kasıtlı olarak, saf yapıyı bozan, katkılama atomları yerleştirilir. Bu katkılama elemanları, dış elektron katmanında silisyum elementinden bir elektron fazlası (örn. fosfor) ya da bir elektron eksiği (örn. bor) bulunan atomlardır. Katkılama atomları bu şekilde kristal yapıda örgü bozukluklarına neden olurlar [3].

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Katkılama için fosfor elementi kullanıldığı durumda (n tipi katkılama), kristal yapıya yerleştirilen her fosfor atomu için bir adet fazla elektron bulunur. Bu fazla elektron kristal yapı içerisinde serbestçe hareket edebilme ve bu şekilde elektrik yüklerini taşıyabilme özelliğine sahiptir.

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Katkılama için bor elementi kullanıldığı durumda ise (p tipi katkılama), yerleştirilen her bor atomu için bir boşluk (eksik bağlantı elektronu) oluşur. Komşu silisyum atomlarına ait elektronlar bu boşluğu doldurabilirler ve bu şekilde geldikleri yerde yeni bir boşluğun oluşmasına yol açarlar. Katkılama atomları sonucu oluşan bu iletim mekanizmasına bozukluk iletimi adı verilir. Ancak n ya da p tipi katkılanmış malzemelere ayrı ayrı bakıldığında, boştaki bu yüklerin belirli bir hareket yönlerinin olmadığı görülür. n tipi ve p tipi katkılanmış yarıiletken katmanlar üst üste dizilirse, aralarında bir p-n kavşağı meydana gelir. Bu durumda katmanların birleştiği bölgede n tipi yarıiletkendeki fazla elektronların p tipi yarıiletkene yayılmalarına neden olur. Böylece serbest elektronların az bulunduğu bir bölge oluşur. Bu bölgeye tükenim bölgesi ya da uzay yük bölgesi denir. Geçiş bölgesinin n tarafında pozitif, p tarafında negatif yüklü katkılama atomları kalır. Bu şekilde elektron hareketinin tersi yönünde bir elektrik alanı oluşur ve yayılımın sonsuza kadar devam etmesi önlenmiş olur.

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 p-n yarıiletkeni (PV hücre) ışığa maruz kaldığında, ışığın fotonları elektronlar tarafından soğurulur. Bu enerji beslemesiyle elektron bağları kırılır. Açığa çıkan elektronlar elektrik alanı tarafından n bölgesine çekilir. Bu şekilde oluşan delikler ters yönde, p bölgesine hareket eder. Bu sürece fotovoltaik etki denir. Yüklü parçacıkların elektrik iletkenine kadar yayılması, fotovoltaik hücrede gerilimin meydana gelmesine neden olur. Yüksüz durumda fotovoltaik hücrede açık devre gerilimi meydana gelir. Devre kapatılırsa akım oluşur.

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Kristal silisyum fotovoltaik hücreler, katkılanmış iki farklı silisyum katmanından meydana gelir. Güneş ışığına bakan kısım fosfor elementi ile negatif katkılanmış katman olup, altındaki kısım ise bor elementi ile pozitif katkılanmış katmandır. Geçiş bölgesinde güneş ışığı etkisiyle serbest kalan yüklerin (elektron ve delikler) ayrılmasına neden olan bir elektrik alanı oluşur. Fotovoltaik hücreden elektrik akımı elde edebilmek adına, hücrenin ön ve arka tarafına metal kontaklar yerleştirilmelidir. Fotovoltaik hücrenin arka yüzeyine, alüminyum veya gümüş macun kullanılarak tüm alanı kapsayan bir kontak katmanının uygulanması mümkün olmaktadır. Fotovoltaik hücrenin ön yüzü ise mümkün olduğunca çok ışık geçirebiliyor olmalıdır. Bu sebeple bu taraftaki katmanlar olabildiğince ince bir ızgara şeklinde uygulanır. Fotovoltaik hücrenin ön yüzüne, ince bir silisyum nitrid ya da titanyum oksit katmanı (yansıma önleyici katman) uygulanırsa, ışığın (soğurulmadan) yansımasını azaltmak mümkün olabilir.

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Güneş panelleri farklı üretim potansiyellerine sahip olsalar da güneş hücresinin özelliğine bağlı olarak verimlilikleri %5 ile %20 arasında bir orana sahiptir. Bu yönüyle bir panel yüzeyinden üretilebilecek enerji sınırlıdır. Bu nedenle güç ihtiyacının olduğu koşullarda, birden fazla güneş hücresi birbirine seri ya da paralel bağlanarak modül adı verilen bir yapı oluşturulur. Seri olarak bağlanan FV hücreler, güneş panelinin terminal gerilimini arttırır. Paralel bağlanan FV hücreler ise panelden çekilebilecek akımı artırır. Uygulamada bu birleştirilmiş yapı, güneş modülü veya fotovoltaik modül olarak isimlendirilir.

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\\n\"},\"library\":\"H5P.AdvancedText 1.1\",\"metadata\":{\"contentType\":\"Metin\",\"license\":\"U\",\"title\":\"Başlıksız Metin\",\"authors\":[],\"changes\":[]},\"subContentId\":\"b3533fa3-d391-41b0-8725-8433d55e040f\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"contentName\":\"Image\",\"file\":{\"path\":\"PVT EĞİTİM MODÜLÜ/images/image-jYaDPv98.jpg\",\"mime\":\"image/jpeg\",\"copyright\":{\"license\":\"U\"},\"width\":823,\"height\":263},\"alt\":\"a)                                                                                   b) Şekil 7. a)Hücrelerin Seri Bağlanması ve Hücre Gerilimi b)Hücrelerin Paralel Bağlanması ve Hücre Akımı [3].\",\"title\":\"a)                                                                                   b) Şekil 7. a)Hücrelerin Seri Bağlanması ve Hücre Gerilimi b)Hücrelerin Paralel Bağlanması ve Hücre Akımı [3].\"},\"library\":\"H5P.Image 1.1\",\"metadata\":{\"contentType\":\"Görsel\",\"license\":\"U\",\"title\":\"Başlıksız Görsel\",\"authors\":[],\"changes\":[]},\"subContentId\":\"159a5fcb-b8fe-4276-a4f8-55183aead2e0\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"text\":\"

 

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Güç ihtiyacına bağlı olarak modüller birbirine seri ya da paralel bağlanarak PV panel adı verilen yapılar oluşturulur. Daha büyük miktarda elektrik üretmek için paneller birbirine seri-paralel bağlanarak solar FV dizisini meydana getirirler. Aşağıdaki şekilde Hücre, Modül, Panel ve Dizi yapıları gösterilmektedir.

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Sıcaklık artışı PV hücrelerin kısa devre akımının artışına yol açarken, açık devre gerilimini azaltır. Bu yüzden sıcaklık PV sistemlerde panel gücünü ve panel verimini olumsuz etkiler. Hücre verimi sıcaklığın artması ile düşer. Bu verim düşüşü monokristal ve polikristal silikon hücrelerde, ince tabaka (thin film) hücrelere oranla daha fazladır. Bu yüzden kristal silikon hücreli modüller soğuk tutulmaya çalışılmalı, sıcak çalışma şartlarında ince tabaka amorf silikon hücreler tercih edilmelidir. Şekil 9'da sıcaklığın kristal silikon hücreli PV modüllerin Akım-Gerilim (I-V) eğrisine olan etkisi görülmektedir. Her 1°C’lık sıcaklık artışı, PV panellerden elde edilen gücü %0.5 oranında azaltmaktadır. Amorf silikon hücrelerde ise 1 °C’lik sıcaklık artışı, gücü %0.2 oranında azaltmaktadır. Bununla birlikte, PV panellerde üretilen akım, güneş ışığı yoğunluğuna ve güneş radyasyonuna bağlı olarak artmaktadır. Işınımın önemli oranda değişmesi akımı önemli ölçüde değiştirmesine rağmen gerilim neredeyse sabit kalır.

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Görüldüğü üzere PV panellerin verimleri dikkate alındığında, sıcaklık önemli bir yere sahiptir. Panellerin ısınması ile çıkış güçleri düşer.

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FOTOVOLTAİK ISIL SİSTEMLER

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PV/T sistemler güneş enerjisi sistemlerinin geliştirilmesi sonucu elde edilen sistemlerdir. Bu sistemlerde, enerji verimliliğinin artırılması için termal toplayıcılar ve fotovoltaik hücreler birleştirilmiştir. Bu şekilde hem düşük sıcaklıkta ısı elde edilmesi durumu, hem de daha verimli bir şekilde elektrik enerjisi üretimi mümkün olur. PV/T sistemlerde fotovoltaik hücrelerin ısınması ile termal sistemin ihtiyaç duyduğu ısı sağlanır. Bu sistemde çalışma esnasında ısı transfer akışkanı bu ısıyı fotovoltaik hücrelerden uzaklaştırır. Bu şekilde fotovoltaik hücreler soğutularak hücre verimi artırılır hem de ısıl enerji elde edilmiş olunur [6].  Aşağıda Şekil 10’da PV/T panelin kısımları gösterilmiştir.

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Şekil 10. PV/T sistemini oluşturan ana elemanlar [7].

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Yüksek sıcaklık PV sistemlerde açık devre voltajını düşürerek verimin düşmesine neden olur. PV panele bir soğutucu eklenmesi ile PV sistemin sıcaklığı düşürülerek genel verimin artması sağlanabilir. Bununla birlikte bu sistemde ısı olarak kaybedilen enerjiyi geri kazanmak mümkün olabilmektedir. PV/T sistemlerde PV panelin soğumasını sağlamak için su, hava ya da her ikisi birlikte kullanılabilir. PV/T sistemlerde atık ısının geri kazanımı, hibrit sistem genel veriminin PV sistem verimliliğine oranla daha yüksek olmasına neden olur. PV/T sistemlerde genel verim aşağıdaki denklem kullanılarak elde edilir.

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ηtoplam=ηtermal+ηelektriksel   [8]

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Günümüzde yapılan araştırmalar PV sistemlerin bina ile bütünleştirilmesine odaklanmaktadır. PV/T kurulumlarının bina mimari tasarımı ile uyum içerisinde olması önemlidir. PV/T sistemlerde esas hedeflenen ise elektrik ve termal enerji üreten PV/T sistemlerin düşük maliyetlere ulaşmasıdır. Sistem maliyetlerinin düşmesi PV/T sistemlerin kullanımının yaygınlaşması için temel gerekliliktir.

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PV/T sistemlerin temel olarak faydaları aşağıdaki gibi sıralanabilir:

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PV/T sistemlerin performansları sıcaklık artışı ile artmakta, ancak daha yüksek sıcaklıkta çalışmaya başladığında azalmaktadır. Bu nedenle PV hücrelerin elektriksel veriminin belirli bir seviyede olması için PV modülleri düşük sıcaklıklarda çalıştırmak gereklidir. Bu zorunluluktan dolayı PV/T sistemlerin çalışma alanları sınırlanmaktadır. Bu yüzden elde edilen ısı binalarda ön ısıtma, su ısıtma, hacim ısıtma vb. şekillerde kullanılabilir.

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PV/T sistemler 4 grupta incelenebilir.

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  1. PV/T hava kolektörler
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  3. PV/T sıvı kolektörler
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  5. Isı borulu PV/T kolektörler
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  7. Faz Değişim Malzemeli PV/T kolektörlerdir [8].
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PV/T sistemler bina uygulamalarında, Güneş enerjili damıtma uygulamalarında, Güneş enerjili kurutma uygulamalarında, Sera uygulamalarında, Termoelektrik Jeneratör ve ısı pompalarında kullanılmaktadır.

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PV/T sistemler incelendiğinde bu sistemlerin aşağıdaki avantajlara sahip olduğu görülmektedir.

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3.3.1. Havalı PV/T sistemler

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Havalı PV/T sistemler %20 ile %40 arası verimlerde çalışan sistemlerdir [8]. PV modül verimi ile sistem termal verimin toplamı PV/T sistemlerde genel verimi ifade eder. Bu yüzden, farklı tasarımlar gerçekleştirilerek yüksek verimlere ulaşmak mümkün olabilir. Havalı PV/T sistemlerde hava akış hızı, PV hücrelerinin sıcaklığının düşürülmesi, bu sayede elektriksel verimin yükselterek sistem verimliliğinin artırılması konusunda önemli rol oynar. Havalı PV/T sistemlerde ısı transfer akışkanı olarak hava kullanılır. Bu sistemlerin yapıları basit, işletme maliyetleri düşüktür. Ayrıca binalara entegre edilebilir olmaları vb.  nedenlerle yaygın bir kullanım alanına sahiptirler.

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Şekil 11. PV/T hava sistemi kesiti [9,10].

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PV/T sistemlerde verim elektriksel ve termal verim olmak üzere iki şekilde incelenir. Sıcaklığın artması ile PV hücrelerde elektriksel verim azalmaktadır. PV/T sistemlerde elektriksel verim kadar termal verim de önemlidir. Bu sistemler daha çok binalara entegre PV sistemler (BEPVT) olarak kurulan sistemlerdir. BEPVT uygulamalarında PV panellerin soğutulması paneller ile yapı malzemesi arasındaki hava boşluğunda dolaştırılan hava ile gerçekleştirilir. Bu şekilde ısıtılmış hava, binanın ısıtılması için kullanılabilir. BEPVT sistemler kurulumlarında diğer güneş enerjisi sistemlerine oranla bina dış yüzeyine daha iyi uyum sağlayarak daha estetik bir görünüme sahip olmaktadır.

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Bu avantajlardan dolayı BEPVT sistemler fotovoltaik endüstrisinin hızla büyüyen alanlarından biridir. BEPVT sistemlerde hava akışkan hızı genellikle düşük olmakla birlikte rüzgâr hızı da önemli bir yer tutar. Sistemde dolaştırılan havanın hızı ve kanal tasarımı, modül verimlerini etkiler. BEPVT sistemlerde elektriksel verim soğutma yapılmayan sistemlere oranla yaklaşık %10 daha iyidir [11].

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3.3.2. Sıvılı PV/T sistemler

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Havalı PV/T sistemler dışında en çok ilgi duyulan sistemler Sıvılı PV/T sistemlerdir. Çünkü sıvılı PV/T sistemler, havalı sistemlere oranla daha yüksek verimli sistemlerdir. Suyun düşük fiyatlı oluşu, ulaşılabilirliğinin kolay oluşu ve soğutma özellikleri gibi nedenlerle PV/T sistemleri soğutmak için yaygın bir şekilde kullanılır. Isı transfer akışkanı olarak suyun kullanıldığı durumda PV hücreler daha dengeli soğutulabilmektedir. Bu sistemler sıvıların yüksek ısıl iletkenliğinden dolayı, havalı sistemlere oranla önemli bir yere sahiptir

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Şekil 12. PV/T su sistemi kesiti [12].

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Sıvılı PV/T sistemlerde, kullanılan akışkan tipi ısı transfer miktarını etkiler. Bu sistemlerde kullanılan akışkan genellikle su’dur. Suyun kolay ulaşılabilir olması, ısı transfer özelliğinin iyi olması, ucuz olması, bu akışkanın kullanılabilirliğini arttırmaktadır.

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3.3.3. Isı Borulu PV/T sistemler

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İklim koşullarının soğuk olduğu yerlerde ısı transfer akışkanı olarak su kullanılan PV/T kolektör sistemleri önerilmez. Suyun düşük bir sıcaklıkta donması ve hacminin artması sistemde zarara yol açabilir. Isı borusu, sıcaklığı düşürmeden ısının hızlı bir şekilde taşınmasını sağlayan, termal iletkenliği yüksek olan sistemdir. Doğru seçilen akışkan ile donma engellenebilir. Isı borusu ve güneş kolektörü bir araya getirilerek ısı borulu PV/T sistemi oluşturulabilir. Şekil 13’te ısı borulu bir PV/T sistemin genel yapısı gösterilmiştir.

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Şekil 13. Isı borulu PV/T sistem kesiti [13].

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3.3.4. FDM’li PV/T sistemler

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Bu sistemlerde faz değişim malzemesi ısı aldığında ve erime noktasına ulaştığında bir miktar ısınır. FDM füzyon gizli ısısını kullanarak katı fazdan sıvı faza geçer. Isınma olmadığı zaman, sıvı FDM depolanan enerjiyi iletir ve önceki fazına geri döner. Erime için gereken zaman ve sıcaklık ihtiyacı, büyük ölçüde gizli füzyon ısısına ve FDM’nin termal iletkenliğine bağlı olarak değişir [11].

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Kumanda Paneli; PV/T deney setinde yer alan panelin eğimini ayarlama, Projektörleri açıp kapama, Sıcaklık sensörlerinden alınan verileri görüntüleme, Elektriksel bağlantıları yapmaya yarayan, ölçü aletleri, inverter, akü ve yüklerin bulunduğu kumanda kısmıdır.

\\n\"},\"library\":\"H5P.Text 1.1\",\"metadata\":{\"contentType\":\"Metin\",\"license\":\"U\",\"title\":\"Başlıksız Metin\",\"authors\":[],\"changes\":[]},\"subContentId\":\"ff7c9f6e-6f2a-488d-b3cc-51bd859eabd6\"}],\"header\":\"KUMANDA PANELİ\"},{\"position\":{\"x\":72.39999999999999,\"y\":13.244197780020183},\"alwaysFullscreen\":false,\"content\":[{\"params\":{\"text\":\"

PV/T Panel, hem Fotovoltaik hem de Termal özelliğe sahip olan, elektrik ve sıcak su elde edilmesini sağlayan yapıya sahip modüldür.

\\n\"},\"library\":\"H5P.Text 1.1\",\"metadata\":{\"contentType\":\"Metin\",\"license\":\"U\",\"title\":\"Başlıksız Metin\",\"authors\":[],\"changes\":[]},\"subContentId\":\"36486dd2-10c2-4538-96ec-0d6d73397328\"},{\"params\":{\"contentName\":\"Image\",\"file\":{\"path\":\"PVT EĞİTİM MODÜLÜ/images/image-K0YOeRx5.jpg\",\"mime\":\"image/jpeg\",\"copyright\":{\"license\":\"U\"},\"width\":382,\"height\":473}},\"library\":\"H5P.Image 1.1\",\"metadata\":{\"contentType\":\"Görsel\",\"license\":\"U\",\"title\":\"Başlıksız Görsel\",\"authors\":[],\"changes\":[]},\"subContentId\":\"a24381ff-fdc2-4836-be34-0a1912bd199f\"}],\"header\":\"PVT PANEL\"},{\"position\":{\"x\":61.199999999999996,\"y\":28.89752893226539},\"alwaysFullscreen\":false,\"content\":[{\"params\":{\"text\":\"

Projektör kapalı alanlarda PV/T panelin ihtiyaç duyduğu ısı ve ışık enerjisini sağlamak için kullanılan elemandır. Kumanda panosu üzerindeki anahtar ile kontrol edilir.

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\\n\\n\\n\\t\\n\\t\\t\\n\\t\\t\\t\\n\\t\\t\\n\\t\\n\\t\\n\\t\\t\\n\\t\\t\\t\\n\\t\\t\\n\\t\\n
DENEY SETİ TEKNİK ÖZELLİKLERİ
 \\n\\t\\t\\t\\n\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\t\\n\\t\\t\\t\\t\\n\\t\\t\\t
Sıra NoMalzeme AdıÖzelliği
1Güneş hücresi160 W,
2İnverterATABA 20W I/P 24V dc O/P230V AC
3AküPYG 12
4LambaGüç 15W, 220VAC
\\n\\t\\t\\t
\\n\"},\"library\":\"H5P.Table 1.1\",\"metadata\":{\"contentType\":\"Tablo\",\"license\":\"U\",\"title\":\"DENEY SETİ TEKNİK ÖZELLİKLERİ\",\"authors\":[],\"changes\":[],\"extraTitle\":\"DENEY SETİ TEKNİK ÖZELLİKLERİ\"},\"subContentId\":\"e620801f-7014-412b-beab-620497ca98b3\"},\"useSeparator\":\"auto\"}]},\"library\":\"H5P.Column 1.13\",\"subContentId\":\"180a36f3-7aa3-42a1-a179-9e2e2c26af28\",\"metadata\":{\"contentType\":\"Sütun (Column)\",\"license\":\"U\",\"title\":\"DENEY SETİ VE ÖZELLİKLERİ\",\"authors\":[],\"changes\":[],\"extraTitle\":\"DENEY SETİ VE ÖZELLİKLERİ\"}},{\"params\":{\"content\":[{\"content\":{\"params\":{\"panels\":[{\"content\":{\"params\":{\"text\":\"

DENEYİN YAPILIŞI:

\\n\\n
    \\n\\t
  1. Güneş hücrelerinin eğimi 30 dereceye ayarlanır.
  2. \\n\\t
  3. Devre bağlantısı aşağıda yer alan deney föyü resmindeki gibi kurulur.
  4. \\n\\t
  5. Bu sabit açıda farklı yükler için Akım ve Gerilim değerleri ölçülerek, her durum için güç değeri aşağıdaki formülden hesaplanır. 
  6. \\n\\t
  7. Aynı işlemler panel açısının 45 derece ve 60 derecelik eğimleri için tekrarlanır.
  8. \\n
\\n\\n

 

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DENEYİN YAPILIŞI:

\\n\\n
    \\n\\t
  1. Güneş hücrelerinin açısı güneş eksenine dik (0°) olacak şekilde ayarlanır. 
  2. \\n\\t
  3. Devre bağlantısı aşağıda yer alan deney föyü resmindeki gibi kurulur.
  4. \\n\\t
  5. Ölçülen Akım, Gerilim, Güneş Radyasyonu değerleri kaydedilir.
  6. \\n\\t
  7. Aynı işlemler 30° ,   45°,  60°  açılarda da yapılıp tabloya kaydedilir.
  8. \\n\\t
  9. Panel boyutu 1,18 m2 alınarak verim hesaplanır.
  10. \\n
\\n\"},\"library\":\"H5P.AdvancedText 1.1\",\"subContentId\":\"54fee85d-a80f-4360-988e-1b33b02cf4ea\",\"metadata\":{\"contentType\":\"Metin\",\"license\":\"U\",\"title\":\"Başlıksız Metin\",\"authors\":[],\"changes\":[]}},\"title\":\"DENEYİN NO: 2 Güneş Hücresi Gücünün Açıya Bağlı Olarak Değişiminin İncelenmesi\"}],\"hTag\":\"h2\"},\"library\":\"H5P.Accordion 1.0\",\"metadata\":{\"contentType\":\"Akordiyon (Accordion)\",\"license\":\"U\",\"title\":\"DENEY NO: 1\",\"authors\":[],\"changes\":[],\"extraTitle\":\"DENEY NO: 1\"},\"subContentId\":\"d7888fca-240c-4b37-a99a-dc2a19960a87\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"panels\":[{\"content\":{\"params\":{\"text\":\"

DENEYİN YAPILIŞI:

\\n\\n
    \\n\\t
  1. Güneş hücrelerinin açısını güneş eksenine dik (0°) olacak şekilde ayarlanır. 
  2. \\n\\t
  3. Devre bağlantısı aşağıda yer alan deney föyü resmindeki gibi kurulur.
  4. \\n\\t
  5. Ölçülen değerler deney föyündeki tabloya kaydedilir.
  6. \\n\\t
  7. Güneş radyasyonu değeri ölçülerek tabloya kaydedilir.
  8. \\n\\t
  9. Güç formülünden yararlanarak anlık güç hesaplanır. 
  10. \\n\\t
  11. Aynı işlemler 30° ,   45°,  60°  açılarda da yapılıp her durum için anlık güç hesaplanır.
  12. \\n
\\n\\n

 

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DENEYİN YAPILIŞI:

\\n\\n

            1) Sigorta açık konuma getirilir.

\\n\\n

            2) Düzlem panel ve boyler vanaları açık konuma getirilir.

\\n\\n

            3) Ana şalter açılır.

\\n\\n

            4) Paneldeki su sıcaklığının 30°C’ye gelmesini beklenir. 

\\n\\n

            5) Pompayı çalıştırılır.

\\n\\n

6) Pompa çalışmaya başladıktan 10 dakika sonra değerleri kaydedilir.      

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7) Yukarıdaki işlemi 20 ve 30 dakika geçtikten sonra tekrarlanır.

\\n\\n

8) Düzlem panel için alınan ısıl kazanç değerlerini hesaplanır.

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DENEYİN YAPILIŞI:

\\n\\n
    \\n\\t
  1. Sigortayı açık konumuna getirilir.
  2. \\n\\t
  3. Düzlem panelini güneş eksenine 60° açıyla sabitlenir.
  4. \\n\\t
  5. Düzlem panel ve boyler vanaları açılır.
  6. \\n\\t
  7. Ana şalter  açılır.
  8. \\n\\t
  9. Paneldeki su sıcaklığının 40°C’ye gelmesini beklenir.
  10. \\n\\t
  11. Pompayı çalıştırılır.
  12. \\n\\t
  13. Sistem dengeye geldiğinde değerleri kaydedilir.
  14. \\n\\t
  15. Düzlem panelin açışını güneş eksenine 45° ye ayarlayarak işlemler tekrarlanır.
  16. \\n\\t
  17. Düzlem panelin açışını güneş eksenine 30° ye ayarlayarak işlemler tekrarlanır.
  18. \\n
\\n\"},\"library\":\"H5P.AdvancedText 1.1\",\"subContentId\":\"8c288325-64a2-4fc2-84bd-6a17990af1ca\",\"metadata\":{\"contentType\":\"Metin\",\"license\":\"U\",\"title\":\"Başlıksız Metin\",\"authors\":[],\"changes\":[]}},\"title\":\"DENEYİN NO 5: Farklı Konumlarda Düzlem Panel Verimliliği\"}],\"hTag\":\"h2\"},\"library\":\"H5P.Accordion 1.0\",\"metadata\":{\"contentType\":\"Akordiyon (Accordion)\",\"license\":\"U\",\"title\":\"Başlıksız Akordiyon (Accordion)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Akordiyon (Accordion)\"},\"subContentId\":\"37aa901e-81e7-4648-b97b-72c7d4cba019\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"imageSlides\":[{\"params\":{\"image\":{\"params\":{\"contentName\":\"Image\",\"file\":{\"path\":\"PVT EĞİTİM MODÜLÜ/images/image-WANhWXLK.jpg\",\"mime\":\"image/jpeg\",\"copyright\":{\"license\":\"U\"},\"width\":651,\"height\":922},\"alt\":\"DENEY 1\"},\"library\":\"H5P.Image 1.1\",\"subContentId\":\"a2347469-c7f7-4222-9f15-3f37f689bca6\",\"metadata\":{\"contentType\":\"Görsel\",\"license\":\"U\",\"title\":\"Başlıksız Görsel\",\"authors\":[],\"changes\":[]}}},\"library\":\"H5P.ImageSlide 1.1\",\"subContentId\":\"4481bd28-63de-4ada-a899-98a981964dd9\",\"metadata\":{\"contentType\":\"Image Slide\",\"license\":\"U\",\"title\":\"DENEY 1\",\"authors\":[],\"changes\":[],\"extraTitle\":\"DENEY 1\"}},{\"params\":{\"image\":{\"params\":{\"contentName\":\"Image\",\"file\":{\"path\":\"PVT EĞİTİM MODÜLÜ/images/image-mBH0CWUY.jpg\",\"mime\":\"image/jpeg\",\"copyright\":{\"license\":\"U\"},\"width\":651,\"height\":923}},\"library\":\"H5P.Image 1.1\",\"subContentId\":\"b13ff727-8142-4c0b-a084-92df36b2b45a\",\"metadata\":{\"contentType\":\"Görsel\",\"license\":\"U\",\"title\":\"Başlıksız Görsel\",\"authors\":[],\"changes\":[]}}},\"library\":\"H5P.ImageSlide 1.1\",\"subContentId\":\"c51038ca-0e27-4789-bd2d-564049238d69\",\"metadata\":{\"contentType\":\"Image Slide\",\"license\":\"U\",\"title\":\"DENEY 2\",\"authors\":[],\"changes\":[],\"extraTitle\":\"DENEY 2\"}},{\"params\":{\"image\":{\"params\":{\"contentName\":\"Image\",\"file\":{\"path\":\"PVT EĞİTİM MODÜLÜ/images/image-ATT2mOYw.jpg\",\"mime\":\"image/jpeg\",\"copyright\":{\"license\":\"U\"},\"width\":649,\"height\":918}},\"library\":\"H5P.Image 1.1\",\"subContentId\":\"4df925e3-8fc1-4210-9650-2485bab31d0c\",\"metadata\":{\"contentType\":\"Görsel\",\"license\":\"U\",\"title\":\"Başlıksız Görsel\",\"authors\":[],\"changes\":[]}}},\"library\":\"H5P.ImageSlide 1.1\",\"subContentId\":\"c2430c83-c07f-4c53-93e2-ef4af7d280e1\",\"metadata\":{\"contentType\":\"Image Slide\",\"license\":\"U\",\"title\":\"DENEY 3\",\"authors\":[],\"changes\":[],\"extraTitle\":\"DENEY 3\"}},{\"params\":{\"image\":{\"params\":{\"contentName\":\"Image\",\"file\":{\"path\":\"PVT EĞİTİM MODÜLÜ/images/image-wSN3yOf5.jpg\",\"mime\":\"image/jpeg\",\"copyright\":{\"license\":\"U\"},\"width\":653,\"height\":923},\"alt\":\"DENEY 4\"},\"library\":\"H5P.Image 1.1\",\"subContentId\":\"06821734-8a73-4a32-bc0d-dc07ae455454\",\"metadata\":{\"contentType\":\"Görsel\",\"license\":\"U\",\"title\":\"Başlıksız Görsel\",\"authors\":[],\"changes\":[]}}},\"library\":\"H5P.ImageSlide 1.1\",\"subContentId\":\"d1de347a-2abc-4c4e-9d48-3e681455d033\",\"metadata\":{\"contentType\":\"Image Slide\",\"license\":\"U\",\"title\":\"DENEY 4\",\"authors\":[],\"changes\":[],\"extraTitle\":\"DENEY 4\"}},{\"params\":{\"image\":{\"params\":{\"contentName\":\"Image\",\"file\":{\"path\":\"PVT EĞİTİM MODÜLÜ/images/image-MW5CRUhW.jpg\",\"mime\":\"image/jpeg\",\"copyright\":{\"license\":\"U\"},\"width\":650,\"height\":920},\"alt\":\"DENEY 5\"},\"library\":\"H5P.Image 1.1\",\"subContentId\":\"6e605fac-b2c6-4d1d-8eb2-28b066a4b98e\",\"metadata\":{\"contentType\":\"Görsel\",\"license\":\"U\",\"title\":\"Başlıksız Görsel\",\"authors\":[],\"changes\":[]}}},\"library\":\"H5P.ImageSlide 1.1\",\"subContentId\":\"a3bfe01d-339b-4866-9edd-ab98aec971d9\",\"metadata\":{\"contentType\":\"Image Slide\",\"license\":\"U\",\"title\":\"DENEY 5\",\"authors\":[],\"changes\":[],\"extraTitle\":\"DENEY 5\"}}],\"aspectRatioMode\":\"auto\",\"aspectRatio\":{\"aspectWidth\":4,\"aspectHeight\":3},\"a11y\":{\"nextSlide\":\"Next Image\",\"prevSlide\":\"Previous Image\",\"gotoSlide\":\"Go to image %slide\"}},\"library\":\"H5P.ImageSlider 1.1\",\"metadata\":{\"contentType\":\"Görüntü Kaydırıcı (Image Slider)\",\"license\":\"U\",\"title\":\"Başlıksız Görüntü Kaydırıcı (Image Slider)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Görüntü Kaydırıcı (Image Slider)\"},\"subContentId\":\"e047cdf1-199f-42be-ac5b-1720e27f0368\"},\"useSeparator\":\"auto\"}]},\"library\":\"H5P.Column 1.13\",\"subContentId\":\"128d572c-79a8-4d5f-8a88-478bbca03d4a\",\"metadata\":{\"contentType\":\"Sütun (Column)\",\"license\":\"U\",\"title\":\"PV/T DENEYLERİ\",\"authors\":[],\"changes\":[],\"extraTitle\":\"PV/T DENEYLERİ\"}},{\"params\":{\"content\":[{\"content\":{\"params\":{\"text\":\"

Aşağıdaki soruları Doğru, Yanlış şeklinde değerlendiriniz

\\n\"},\"library\":\"H5P.AdvancedText 1.1\",\"metadata\":{\"contentType\":\"Metin\",\"license\":\"U\",\"title\":\"Başlıksız Metin\",\"authors\":[],\"changes\":[]},\"subContentId\":\"03feaeca-7c4e-4338-a41a-26fd317de13e\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"correct\":\"true\",\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true},\"l10n\":{\"trueText\":\"Doğru\",\"falseText\":\"Yanlış\",\"score\":\"@total puan üzerinden @score puan aldınız\",\"checkAnswer\":\"Kontrol et\",\"submitAnswer\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgain\":\"Yeniden dene\",\"wrongAnswerMessage\":\"Yanlış yanıt\",\"correctAnswerMessage\":\"Doğru cevap\",\"scoreBarLabel\":\":total puan üzerinden :num puan aldınız.\",\"a11yCheck\":\"Yanıtlarınız kontrol edin. Soruların yanotları doğru, yanlış veya yanıtsız olarak işaretlenecektir.\",\"a11yShowSolution\":\"Çözümü göster. Sorunun doğru yanıtı gösterilecektir.\",\"a11yRetry\":\"Yeniden dene. Tüm yanıtları sıfırlar ve testi yeniden başlatır.\"},\"confirmCheck\":{\"header\":\"Bitti mi?\",\"body\":\"Bitirmek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Bitir\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Onayla\"},\"question\":\"

SORU 1) Güneş hücrelerinin seri bağlanması ile hücre gerilimleri artar.

\\n\"},\"library\":\"H5P.TrueFalse 1.6\",\"metadata\":{\"contentType\":\"Doğru/Yanlış Soru (True/False Question)\",\"license\":\"U\",\"title\":\"Aşağıdaki soruları Doğru , Yanlış şeklinde değerlendiriniz\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Aşağıdaki soruları Doğru , Yanlış şeklinde değerlendiriniz\"},\"subContentId\":\"7cea8b3c-1a49-4be4-bbdb-61d0de02b598\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"correct\":\"false\",\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true},\"l10n\":{\"trueText\":\"Doğru\",\"falseText\":\"Yanlış\",\"score\":\"@total puan üzerinden @score puan aldınız\",\"checkAnswer\":\"Kontrol et\",\"submitAnswer\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgain\":\"Yeniden dene\",\"wrongAnswerMessage\":\"Yanlış yanıt\",\"correctAnswerMessage\":\"Doğru cevap\",\"scoreBarLabel\":\":total puan üzerinden :num puan aldınız.\",\"a11yCheck\":\"Yanıtlarınız kontrol edin. Soruların yanotları doğru, yanlış veya yanıtsız olarak işaretlenecektir.\",\"a11yShowSolution\":\"Çözümü göster. Sorunun doğru yanıtı gösterilecektir.\",\"a11yRetry\":\"Yeniden dene. Tüm yanıtları sıfırlar ve testi yeniden başlatır.\"},\"confirmCheck\":{\"header\":\"Bitti mi?\",\"body\":\"Bitirmek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Bitir\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Onayla\"},\"question\":\"

SORU 2) Güneş hücrelerinin paralel bağlanması ile hücre akımı azalır.

\\n\"},\"library\":\"H5P.TrueFalse 1.6\",\"metadata\":{\"contentType\":\"Doğru/Yanlış Soru (True/False Question)\",\"license\":\"U\",\"title\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\"},\"subContentId\":\"4264971e-fa00-4c60-b362-33a5acd71cb0\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"correct\":\"true\",\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true},\"l10n\":{\"trueText\":\"Doğru\",\"falseText\":\"Yanlış\",\"score\":\"@total puan üzerinden @score puan aldınız\",\"checkAnswer\":\"Kontrol et\",\"submitAnswer\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgain\":\"Yeniden dene\",\"wrongAnswerMessage\":\"Yanlış yanıt\",\"correctAnswerMessage\":\"Doğru cevap\",\"scoreBarLabel\":\":total puan üzerinden :num puan aldınız.\",\"a11yCheck\":\"Yanıtlarınız kontrol edin. Soruların yanotları doğru, yanlış veya yanıtsız olarak işaretlenecektir.\",\"a11yShowSolution\":\"Çözümü göster. Sorunun doğru yanıtı gösterilecektir.\",\"a11yRetry\":\"Yeniden dene. Tüm yanıtları sıfırlar ve testi yeniden başlatır.\"},\"confirmCheck\":{\"header\":\"Bitti mi?\",\"body\":\"Bitirmek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Bitir\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Onayla\"},\"question\":\"

SORU 3) Her bir Güneş hücrelesi yaklaşık 0,5 volt enerji sağlar.

\\n\"},\"library\":\"H5P.TrueFalse 1.6\",\"metadata\":{\"contentType\":\"Doğru/Yanlış Soru (True/False Question)\",\"license\":\"U\",\"title\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\"},\"subContentId\":\"c730631b-fe0c-4ef9-a5b2-0068978c9836\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"correct\":\"false\",\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true},\"l10n\":{\"trueText\":\"Doğru\",\"falseText\":\"Yanlış\",\"score\":\"@total puan üzerinden @score puan aldınız\",\"checkAnswer\":\"Kontrol et\",\"submitAnswer\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgain\":\"Yeniden dene\",\"wrongAnswerMessage\":\"Yanlış yanıt\",\"correctAnswerMessage\":\"Doğru cevap\",\"scoreBarLabel\":\":total puan üzerinden :num puan aldınız.\",\"a11yCheck\":\"Yanıtlarınız kontrol edin. Soruların yanotları doğru, yanlış veya yanıtsız olarak işaretlenecektir.\",\"a11yShowSolution\":\"Çözümü göster. Sorunun doğru yanıtı gösterilecektir.\",\"a11yRetry\":\"Yeniden dene. Tüm yanıtları sıfırlar ve testi yeniden başlatır.\"},\"confirmCheck\":{\"header\":\"Bitti mi?\",\"body\":\"Bitirmek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Bitir\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Onayla\"},\"question\":\"

SORU 4) Güneş ışınımı (Radyasyonu) arttıkça PV modül gerilimi azalır.

\\n\"},\"library\":\"H5P.TrueFalse 1.6\",\"metadata\":{\"contentType\":\"Doğru/Yanlış Soru (True/False Question)\",\"license\":\"U\",\"title\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\"},\"subContentId\":\"42bb5bbf-75bd-40b1-a1d5-043c3fb4d62d\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"correct\":\"false\",\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true},\"l10n\":{\"trueText\":\"Doğru\",\"falseText\":\"Yanlış\",\"score\":\"@total puan üzerinden @score puan aldınız\",\"checkAnswer\":\"Kontrol et\",\"submitAnswer\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgain\":\"Yeniden dene\",\"wrongAnswerMessage\":\"Yanlış yanıt\",\"correctAnswerMessage\":\"Doğru cevap\",\"scoreBarLabel\":\":total puan üzerinden :num puan aldınız.\",\"a11yCheck\":\"Yanıtlarınız kontrol edin. Soruların yanotları doğru, yanlış veya yanıtsız olarak işaretlenecektir.\",\"a11yShowSolution\":\"Çözümü göster. Sorunun doğru yanıtı gösterilecektir.\",\"a11yRetry\":\"Yeniden dene. Tüm yanıtları sıfırlar ve testi yeniden başlatır.\"},\"confirmCheck\":{\"header\":\"Bitti mi?\",\"body\":\"Bitirmek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Bitir\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Onayla\"},\"question\":\"

SORU 5) Sıcaklık arttıkça PV modül gerilimi artar.

\\n\"},\"library\":\"H5P.TrueFalse 1.6\",\"metadata\":{\"contentType\":\"Doğru/Yanlış Soru (True/False Question)\",\"license\":\"U\",\"title\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\"},\"subContentId\":\"e42cf208-5095-429e-aebd-7f1efc2b33d7\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"correct\":\"true\",\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true},\"l10n\":{\"trueText\":\"Doğru\",\"falseText\":\"Yanlış\",\"score\":\"@total puan üzerinden @score puan aldınız\",\"checkAnswer\":\"Kontrol et\",\"submitAnswer\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgain\":\"Yeniden dene\",\"wrongAnswerMessage\":\"Yanlış yanıt\",\"correctAnswerMessage\":\"Doğru cevap\",\"scoreBarLabel\":\":total puan üzerinden :num puan aldınız.\",\"a11yCheck\":\"Yanıtlarınız kontrol edin. Soruların yanotları doğru, yanlış veya yanıtsız olarak işaretlenecektir.\",\"a11yShowSolution\":\"Çözümü göster. Sorunun doğru yanıtı gösterilecektir.\",\"a11yRetry\":\"Yeniden dene. Tüm yanıtları sıfırlar ve testi yeniden başlatır.\"},\"confirmCheck\":{\"header\":\"Bitti mi?\",\"body\":\"Bitirmek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Bitir\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Onayla\"},\"question\":\"

SORU 6) Sıcaklık arttıkça PV modül akımı artar.

\\n\"},\"library\":\"H5P.TrueFalse 1.6\",\"metadata\":{\"contentType\":\"Doğru/Yanlış Soru (True/False Question)\",\"license\":\"U\",\"title\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\"},\"subContentId\":\"3242f34b-0ade-4d46-839b-5f085abd7fa4\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"correct\":\"true\",\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true},\"l10n\":{\"trueText\":\"Doğru\",\"falseText\":\"Yanlış\",\"score\":\"@total puan üzerinden @score puan aldınız\",\"checkAnswer\":\"Kontrol et\",\"submitAnswer\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgain\":\"Yeniden dene\",\"wrongAnswerMessage\":\"Yanlış yanıt\",\"correctAnswerMessage\":\"Doğru cevap\",\"scoreBarLabel\":\":total puan üzerinden :num puan aldınız.\",\"a11yCheck\":\"Yanıtlarınız kontrol edin. Soruların yanotları doğru, yanlış veya yanıtsız olarak işaretlenecektir.\",\"a11yShowSolution\":\"Çözümü göster. Sorunun doğru yanıtı gösterilecektir.\",\"a11yRetry\":\"Yeniden dene. Tüm yanıtları sıfırlar ve testi yeniden başlatır.\"},\"confirmCheck\":{\"header\":\"Bitti mi?\",\"body\":\"Bitirmek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Bitir\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Onayla\"},\"question\":\"

SORU 7) Verim alınan gücün verilen güce oranına denir.

\\n\"},\"library\":\"H5P.TrueFalse 1.6\",\"metadata\":{\"contentType\":\"Doğru/Yanlış Soru (True/False Question)\",\"license\":\"U\",\"title\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\"},\"subContentId\":\"812ffeba-6917-43c2-91e5-2cd9b1782ed6\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"correct\":\"true\",\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true},\"l10n\":{\"trueText\":\"Doğru\",\"falseText\":\"Yanlış\",\"score\":\"@total puan üzerinden @score puan aldınız\",\"checkAnswer\":\"Kontrol et\",\"submitAnswer\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgain\":\"Yeniden dene\",\"wrongAnswerMessage\":\"Yanlış yanıt\",\"correctAnswerMessage\":\"Doğru cevap\",\"scoreBarLabel\":\":total puan üzerinden :num puan aldınız.\",\"a11yCheck\":\"Yanıtlarınız kontrol edin. Soruların yanotları doğru, yanlış veya yanıtsız olarak işaretlenecektir.\",\"a11yShowSolution\":\"Çözümü göster. Sorunun doğru yanıtı gösterilecektir.\",\"a11yRetry\":\"Yeniden dene. Tüm yanıtları sıfırlar ve testi yeniden başlatır.\"},\"confirmCheck\":{\"header\":\"Bitti mi?\",\"body\":\"Bitirmek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Bitir\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinizden emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Onayla\"},\"question\":\"

SORU 8) Güneş hücresinden maksimum düzeyde gerilim elde edebilmek için güneş ışınlarının Güneş hücresine dik açı ile gelmesi gerekir.

\\n\"},\"library\":\"H5P.TrueFalse 1.6\",\"metadata\":{\"contentType\":\"Doğru/Yanlış Soru (True/False Question)\",\"license\":\"U\",\"title\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Doğru/Yanlış Soru (True/False Question)\"},\"subContentId\":\"c31e5476-2739-4045-bb0c-3bade4c5fdf3\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"text\":\"

Aşağıdaki sorular için verilen seçeneklerden doğru olanı işaretleyiniz.

\\n\"},\"library\":\"H5P.AdvancedText 1.1\",\"metadata\":{\"contentType\":\"Metin\",\"license\":\"U\",\"title\":\"Başlıksız Metin\",\"authors\":[],\"changes\":[]},\"subContentId\":\"1203472e-0d7e-4c00-8137-df336eee6965\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"answers\":[{\"correct\":false,\"tipsAndFeedback\":{\"tip\":\"\",\"chosenFeedback\":\"\",\"notChosenFeedback\":\"\"},\"text\":\"
Alan ihtiyacı daha fazladır   
\\n\"},{\"correct\":true,\"tipsAndFeedback\":{\"tip\":\"\",\"chosenFeedback\":\"\",\"notChosenFeedback\":\"\"},\"text\":\"
Alan ihtiyacı daha azdır
\\n\"},{\"correct\":false,\"tipsAndFeedback\":{\"tip\":\"\",\"chosenFeedback\":\"\",\"notChosenFeedback\":\"\"},\"text\":\"
Alan ihtiyacı aynıdır  
\\n\"}],\"overallFeedback\":[{\"from\":0,\"to\":100}],\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"type\":\"auto\",\"singlePoint\":false,\"randomAnswers\":true,\"showSolutionsRequiresInput\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true,\"passPercentage\":100,\"showScorePoints\":true},\"UI\":{\"checkAnswerButton\":\"Kontrol et\",\"submitAnswerButton\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgainButton\":\"Yeniden dene\",\"tipsLabel\":\"İpucu göster\",\"scoreBarLabel\":\"Toplam :total puan üzerinden :num puan aldınız\",\"tipAvailable\":\"İpucu mevcut\",\"feedbackAvailable\":\"Geribildirim mevcut\",\"readFeedback\":\"Geribildirimi oku\",\"wrongAnswer\":\"Yanlış cevap\",\"correctAnswer\":\"Doğru cevap\",\"shouldCheck\":\"Seçilmesi gerekirdi\",\"shouldNotCheck\":\"Seçilmemesi gerekirdi\",\"noInput\":\"Lütfen çözümü görüntülemeden önce cevap verin\",\"a11yCheck\":\"Check the answers. The responses will be marked as correct, incorrect, or unanswered.\",\"a11yShowSolution\":\"Show the solution. The task will be marked with its correct solution.\",\"a11yRetry\":\"Retry the task. Reset all responses and start the task over again.\"},\"confirmCheck\":{\"header\":\"Bitir?\",\"body\":\"Bitirmek istediğinize emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Finish\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinize emin misiniz?\",\"cancelLabel\":\"İptal\",\"confirmLabel\":\"Onay\"},\"question\":\"

SORU 9) PV/T sistemlerin kurulumunda gerekli olan alan ihtiyacını, ayrı ayrı PV sistem ve Solar sistem kurulumlarına göre değerlendiriniz.

\\n\"},\"library\":\"H5P.MultiChoice 1.14\",\"metadata\":{\"contentType\":\"Çoktan Seçmeli (Multiple Choice)\",\"license\":\"U\",\"title\":\"Başlıksız Çoktan Seçmeli (Multiple Choice)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Çoktan Seçmeli (Multiple Choice)\"},\"subContentId\":\"e0e1fa9b-d2ed-431a-8ad8-32841753ed30\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"answers\":[{\"correct\":true,\"tipsAndFeedback\":{\"tip\":\"\",\"chosenFeedback\":\"\",\"notChosenFeedback\":\"\"},\"text\":\"
Estetik açıdan daha iyidir
\\n\"},{\"correct\":false,\"tipsAndFeedback\":{\"tip\":\"\",\"chosenFeedback\":\"\",\"notChosenFeedback\":\"\"},\"text\":\"
Estetik açıdan daha kötüdür
\\n\"},{\"correct\":false,\"tipsAndFeedback\":{\"tip\":\"\",\"chosenFeedback\":\"\",\"notChosenFeedback\":\"\"},\"text\":\"
Estetik açıdan aynıdır
\\n\"}],\"overallFeedback\":[{\"from\":0,\"to\":100}],\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"type\":\"auto\",\"singlePoint\":false,\"randomAnswers\":true,\"showSolutionsRequiresInput\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true,\"passPercentage\":100,\"showScorePoints\":true},\"UI\":{\"checkAnswerButton\":\"Kontrol et\",\"submitAnswerButton\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgainButton\":\"Yeniden dene\",\"tipsLabel\":\"İpucu göster\",\"scoreBarLabel\":\"Toplam :total puan üzerinden :num puan aldınız\",\"tipAvailable\":\"İpucu mevcut\",\"feedbackAvailable\":\"Geribildirim mevcut\",\"readFeedback\":\"Geribildirimi oku\",\"wrongAnswer\":\"Yanlış cevap\",\"correctAnswer\":\"Doğru cevap\",\"shouldCheck\":\"Seçilmesi gerekirdi\",\"shouldNotCheck\":\"Seçilmemesi gerekirdi\",\"noInput\":\"Lütfen çözümü görüntülemeden önce cevap verin\",\"a11yCheck\":\"Check the answers. The responses will be marked as correct, incorrect, or unanswered.\",\"a11yShowSolution\":\"Show the solution. The task will be marked with its correct solution.\",\"a11yRetry\":\"Retry the task. Reset all responses and start the task over again.\"},\"confirmCheck\":{\"header\":\"Bitir?\",\"body\":\"Bitirmek istediğinize emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Finish\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinize emin misiniz?\",\"cancelLabel\":\"İptal\",\"confirmLabel\":\"Onay\"},\"question\":\"

SORU 10) PV/T sistem kurulumlarını, ayrı ayrı PV sistem ve Solar sistem kurulumlarına göre estetik açıdan değerlendiriniz.

\\n\"},\"library\":\"H5P.MultiChoice 1.14\",\"metadata\":{\"contentType\":\"Çoktan Seçmeli (Multiple Choice)\",\"license\":\"U\",\"title\":\"Başlıksız Çoktan Seçmeli (Multiple Choice)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Çoktan Seçmeli (Multiple Choice)\"},\"subContentId\":\"5d123fb8-ccd2-47f4-9beb-9a3e3d3a224f\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"media\":{\"disableImageZooming\":false},\"answers\":[{\"correct\":true,\"tipsAndFeedback\":{\"tip\":\"\",\"chosenFeedback\":\"\",\"notChosenFeedback\":\"\"},\"text\":\"
Verimleri daha yüksektir
\\n\"},{\"correct\":false,\"tipsAndFeedback\":{\"tip\":\"\",\"chosenFeedback\":\"\",\"notChosenFeedback\":\"\"},\"text\":\"
Verimleri daha düşüktür
\\n\"},{\"correct\":false,\"tipsAndFeedback\":{\"tip\":\"\",\"chosenFeedback\":\"\",\"notChosenFeedback\":\"\"},\"text\":\"
Verimleri aynıdır
\\n\"}],\"overallFeedback\":[{\"from\":0,\"to\":100}],\"behaviour\":{\"enableRetry\":false,\"enableSolutionsButton\":false,\"enableCheckButton\":true,\"type\":\"auto\",\"singlePoint\":false,\"randomAnswers\":true,\"showSolutionsRequiresInput\":true,\"confirmCheckDialog\":false,\"confirmRetryDialog\":false,\"autoCheck\":true,\"passPercentage\":100,\"showScorePoints\":true},\"UI\":{\"checkAnswerButton\":\"Kontrol et\",\"submitAnswerButton\":\"Submit\",\"showSolutionButton\":\"Çözümü göster\",\"tryAgainButton\":\"Yeniden dene\",\"tipsLabel\":\"İpucu göster\",\"scoreBarLabel\":\"Toplam :total puan üzerinden :num puan aldınız\",\"tipAvailable\":\"İpucu mevcut\",\"feedbackAvailable\":\"Geribildirim mevcut\",\"readFeedback\":\"Geribildirimi oku\",\"wrongAnswer\":\"Yanlış cevap\",\"correctAnswer\":\"Doğru cevap\",\"shouldCheck\":\"Seçilmesi gerekirdi\",\"shouldNotCheck\":\"Seçilmemesi gerekirdi\",\"noInput\":\"Lütfen çözümü görüntülemeden önce cevap verin\",\"a11yCheck\":\"Check the answers. The responses will be marked as correct, incorrect, or unanswered.\",\"a11yShowSolution\":\"Show the solution. The task will be marked with its correct solution.\",\"a11yRetry\":\"Retry the task. Reset all responses and start the task over again.\"},\"confirmCheck\":{\"header\":\"Bitir?\",\"body\":\"Bitirmek istediğinize emin misiniz?\",\"cancelLabel\":\"İptal et\",\"confirmLabel\":\"Finish\"},\"confirmRetry\":{\"header\":\"Yeniden dene?\",\"body\":\"Yeniden denemek istediğinize emin misiniz?\",\"cancelLabel\":\"İptal\",\"confirmLabel\":\"Onay\"},\"question\":\"

SORU 11) PV/T sistem kurulumlarının verimlerini, ayrı ayrı PV sistem ve Solar sistem kurulumlarının verimlerine göre değerlendiriniz.

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Maliyet daha yüksektir
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Maliyet daha düşüktür
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Maliyet aynıdır
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SORU 12) PV/T sistem kurulum maliyetlerin, ayrı ayrı PV sistem ve Solar sistem kurulumlarının maliyetlerine göre değerlendiriniz.

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SORU 13) PVT sistemlerin avantaj ve dezavantajlarını doğru kutulara sürükleyin.

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[1] Karamanav, M., 2007.  “Güneş Enerjisi Ve Güneş Pilleri”, Sf:1-2

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[2] http://www.solar-academy.com/menu_detay.asp?id=494

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[3] Hartmann, U., Haselhuhn, R., “Fotovoltaik Sistemler”, Sf:3-28, DGS.

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[4] https://www.physics-and-radio-electronics.com/electronic-devices-and-circuits/semiconductor-diodes/zero-bias-pn-junction.html

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[5] http://www.konyagunesenerji.com/bilgi-gunes-pili-nedir.asp

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[6] “Sehpa Üzerine Panellerin Montaji”, Sf: 8,  Ankara, 2013.

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http://www.megep.meb.gov.tr/mte_program_modul/moduller_pdf/Sehpa%20%C3%9Czerine%20Panellerinin%20Montaj%C4%B1.pdf

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[7] Bandaru, S.H.; Becerra, V.; Khanna, S.; Radulovic, J.; Hutchinson, D.; Khusainov, R. A Review of Photovoltaic Thermal (PVT) Technology for Residential Applications: Performance Indicators, Progress, and Opportunities. Energies 2021, 14, 3853. https://doi.org/10.3390/en14133853

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[8] M Öksüz, F. Köse.Hibrit Fotovoltaik Isıl PVT-su ve PVT-hava Güneş Kollektörlerinin

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İncelenmesi”, Ulusal Çevre Bilimleri Araştırma Dergisi, Sayı 2(3): 95-102, 2019.

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[9] “Reduzierter Flächenbedarf und höhere Energieerträge - Eine kleine Marktübersicht zu PVT-Hybridkollektoren” (03.09.2014).

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 https://www.ikz.de/detail/news/detail/reduzierter-flaechenbedarf-und-hoehere-energieertraege-eine-kleine-marktuebersicht-zu-pvt-hybridkollek/,  (Erişim Tarihi: 29.11.2021).

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[10] M. Zhenjun, R. Haoshan, L. Wenye and W. Shugang “Solar-Assisted HVAC Systems with Integrated Phase Change”, December 20th 2017.

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https://www.intechopen.com/chapters/57859,  (Erişim Tarihi: 29.11.2021).

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[11] G.Yıldız, A.E. Gürel, “PV/T Sistemler: Tipleri, Avantajları ve Uygulamaları”, TTMD Dergisi, Temmuz-Ağustos 2019:30-38, 2019.

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[12]http://www.seitzingerenergien.ch/?Solar___%28Volther_Hybridkollektoren_von_Solimpeks%29 , (Erişim Tarihi: 29.11.2021).

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[13] T. M.O. Diallo, M. Yu, J. Zhou, X. Zhao, S. Shittu, G. Li, J. Ji , D. Hardy “Energy performance analysis of a novel solar PVT loop heat pipe employing a microchannel heat pipe evaporator and a PCM triple heat exchanger” 13 November 2018,

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https://www.sciencedirect.com/science/article/abs/pii/S0360544218321893?via%3Dihub, (Erişim Tarihi: 29.11.2021).

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[14] “YE-1035 Güneş Hücresi Ve Sıcak Su (PVT) Eğitim Seti Deney Föyleri”, Argemsan, 2021. 

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Please try again.\",\"alternativeIncorrectLabel\":\"Incorrect\",\"labelCorrectAnswers\":\"Correct answers.\",\"tipButtonLabel\":\"Show tip\",\"scoreBarLabel\":\"You got :num out of :total points\",\"progressText\":\"Progress :num of :total\"},\"subContentId\":\"e60250f8-fc2c-4a06-9ec6-2a91a186e0b1\",\"metadata\":{\"contentType\":\"Özet (Summary)\",\"license\":\"U\",\"title\":\"Başlıksız Özet (Summary)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Özet (Summary)\"}},\"displayAt\":3}},\"override\":{\"autoplay\":false,\"loop\":false,\"showBookmarksmenuOnLoad\":false,\"showRewind10\":false,\"preventSkipping\":false,\"deactivateSound\":false},\"l10n\":{\"interaction\":\"Etkileşim\",\"play\":\"Oynat\",\"pause\":\"Duraklat\",\"mute\":\"Sesi kapat, şu anda sesi açık\",\"unmute\":\"Sesi aç, şu anda sesi kapalı\",\"quality\":\"Video kalitesi\",\"captions\":\"Başlık\",\"close\":\"Kapat\",\"fullscreen\":\"Tam ekran\",\"exitFullscreen\":\"Tam ekrandan çık\",\"summary\":\"Özet\",\"bookmarks\":\"Yer imleri\",\"endscreen\":\"Gönder ekranı\",\"defaultAdaptivitySeekLabel\":\"Devam et\",\"continueWithVideo\":\"Videoya devam et\",\"playbackRate\":\"Oynatma hızı\",\"rewind10\":\"10 Saniye Geri Sar\",\"navDisabled\":\"Gezinim etkin değildir\",\"sndDisabled\":\"Ses etkin değil\",\"requiresCompletionWarning\":\"Devam etmeden önce tüm soruları doğru cevaplamanız gerekmektedir.\",\"back\":\"Geri\",\"hours\":\"Saat\",\"minutes\":\"Dakika\",\"seconds\":\"Saniye\",\"currentTime\":\"Şu anki süre:\",\"totalTime\":\"Toplam süre:\",\"singleInteractionAnnouncement\":\"Etkileşim ortaya çıktı:\",\"multipleInteractionsAnnouncement\":\"Çoklu etkileşim ortaya çıktı:\",\"videoPausedAnnouncement\":\"Video duraklatıldı\",\"content\":\"İçerik\",\"answered\":\"@answered cevaplandı\",\"endcardTitle\":\"@answered soru cevaplandı\",\"endcardInformation\":\"You have answered @answered questions.\",\"endcardInformationOnSubmitButtonDisabled\":\"Şu ana kadar @answered soru cevapladınız, cevaplarınızı göndermek için aşağıya tıklayınız.\",\"endcardInformationNoAnswers\":\"Henüz bir soru cevaplamadınız.\",\"endcardInformationMustHaveAnswer\":\"Cevaplarınızı göndermeden önce en az bir soru cevaplamak zorundasınız.\",\"endcardSubmitButton\":\"Cevapları Gönder\",\"endcardSubmitMessage\":\"Cevaplarınız gönderildi!\",\"endcardTableRowAnswered\":\"Cevaplanan sorular\",\"endcardTableRowScore\":\"Puan\",\"endcardAnsweredScore\":\"Cevaplandı\",\"endCardTableRowSummaryWithScore\":\"@minutes dakika ve @seconds saniye sonra görünen @question için @total puan üzerinden @score aldınız.\",\"endCardTableRowSummaryWithoutScore\":\"@minutes dakika ve @seconds saniyeden sonra gelen @question yanıtladınız.\"}},\"library\":\"H5P.InteractiveVideo 1.22\",\"metadata\":{\"contentType\":\"Etkileşimli Video (Interactive Video)\",\"license\":\"U\",\"title\":\"Başlıksız Etkileşimli Video (Interactive Video)\",\"authors\":[],\"changes\":[],\"extraTitle\":\"Başlıksız Etkileşimli Video (Interactive Video)\"},\"subContentId\":\"8df4730e-5bba-4c1a-9f4f-13a31e3eba7b\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"panels\":[{\"content\":{\"params\":{},\"library\":\"H5P.AdvancedText 1.1\",\"subContentId\":\"d61cbba9-04d6-406d-9685-0e5baee63c98\",\"metadata\":{\"contentType\":\"Metin\",\"license\":\"U\",\"title\":\"Başlıksız Metin\",\"authors\":[],\"changes\":[]}},\"title\":\"DENEY NO 3: Güneş Hücresi Gücünün Açıya Bağlı Olarak Değişiminin İncelenmesi\"}],\"hTag\":\"h2\"},\"library\":\"H5P.Accordion 1.0\",\"metadata\":{\"contentType\":\"Akordiyon (Accordion)\",\"license\":\"U\",\"title\":\"DENEY NO 3: Güneş Hücresi Gücünün Açıya Bağlı Olarak Değişiminin İncelenmesi\",\"authors\":[],\"changes\":[],\"extraTitle\":\"DENEY NO 3: Güneş Hücresi Gücünün Açıya Bağlı Olarak Değişiminin İncelenmesi\"},\"subContentId\":\"74c3deaf-9844-4eec-8a68-560d133fd659\"},\"useSeparator\":\"auto\"},{\"content\":{\"params\":{\"interactiveVideo\":{\"video\":{\"startScreenOptions\":{\"title\":\"Etkileşimli video\",\"hideStartTitle\":false},\"textTracks\":{\"videoTrack\":[{\"label\":\"Altyazılar\",\"kind\":\"subtitles\",\"srcLang\":\"en\"}]},\"files\":[{\"path\":\"https://youtu.be/J6CYe1uVO_A\",\"mime\":\"video/YouTube\",\"copyright\":{\"license\":\"U\"},\"aspectRatio\":\"16:9\"}]},\"assets\":{\"interactions\":[],\"bookmarks\":[],\"endscreens\":[]},\"summary\":{\"task\":{\"library\":\"H5P.Summary 1.10\",\"params\":{\"intro\":\"Doğru ifadeyi seçin.\",\"summaries\":[{\"subContentId\":\"5a8c48e3-f43c-469f-98bd-ebb8bbcc0a83\",\"tip\":\"\"}],\"overallFeedback\":[{\"from\":0,\"to\":100}],\"solvedLabel\":\"İlerleme:\",\"scoreLabel\":\"Yanlış cevaplar:\",\"resultLabel\":\"Sonuçlarınız\",\"labelCorrect\":\"Correct.\",\"labelIncorrect\":\"Incorrect! 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PVT Deneylerle ilgili hesaplamalar ve sonuçlar aşağıdaki görüntü kaydırıcıda görsellerle ifade edilmiştir.

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i=e.appendInsideDroppableTo(this.$draggables);i&&this.trigger("revert",{element:i.getElement(),target:e.getElement()}),e.setDraggable(t),t.appendDraggableTo(e.getDropzone()),this.params.behaviour.instantFeedback&&(e.addFeedback(),this.instantFeedbackEvaluation(),this.params.behaviour.enableRetry&&!e.isCorrect()||e.disableDropzoneAndContainedDraggable()),this.trigger("drop",{element:t.getElement(),target:e.getElement()}),this.trigger("resize"),e.getElement().focus()},v.prototype.shuffleAndAddDraggables=function(e){var i=this;return l.default.shuffle(this.draggables).map(function(t,e){return t.setIndex(e)}).map(function(t){return i.addDraggableToContainer(e,t)}).map(function(t){return i.setDraggableAriaLabel(t)}).map(function(t){return i.addDraggableToControls(i.dragControls,t)})},v.prototype.setDraggableAriaLabel=function(t){return 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t.$draggable.get(0)===e},this)[0]},v.prototype.getDroppableByElement=function(e){return this.droppables.filter(function(t){return t.$dropzone.get(0)===e},this)[0]},v.prototype.showSolutions=function(){this.showEvaluation(!0),this.droppables.forEach(function(t){t.addFeedback(),t.showSolution()}),this.removeAllDroppablesFromControls(),this.disableDraggables(),this.hideButton("try-again"),this.hideButton("show-solution"),this.hideButton("check-answer"),this.trigger("resize")},v.prototype.resetTask=function(){var t=this;t.answered=!1,t.resetDraggables(),t.hideEvaluation(),t.hideExplanation(),t.enableAllDropzonesAndDraggables(),t.hideButton("try-again"),t.hideButton("show-solution"),t.params.behaviour.instantFeedback||t.showButton("check-answer"),t.hideAllSolutions(),this.trigger("resize")},v.prototype.resetDraggables=function(){l.default.shuffle(this.draggables).forEach(this.revert,this)},v.prototype.getCurrentState=function(){var e=this;if(void 0!==this.draggables)return 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r=this;o.directionLock||["nw","ne","sw","se"].forEach(function(t){e(t,!0)}),o&&o.lock||("vertical"!=o.directionLock&&["w","e"].forEach(function(t){e(t)}),"horizontal"!=o.directionLock&&["n","s"].forEach(function(t){e(t)})),o.minSize?this.minSize=o.minSize:this.minSize=H5P.DragNResize.MIN_SIZE},o.prototype.getElementPaddings=function(){return{horizontal:Number(this.$element.css("padding-left").replace("px",""))+Number(this.$element.css("padding-right").replace("px","")),vertical:Number(this.$element.css("padding-top").replace("px",""))+Number(this.$element.css("padding-bottom").replace("px",""))}},o.prototype.getElementBorders=function(){return{horizontal:Number(this.$element.css("border-left-width").replace("px",""))+Number(this.$element.css("border-right-width").replace("px","")),vertical:Number(this.$element.css("border-top-width").replace("px",""))+Number(this.$element.css("border-bottom-width").replace("px",""))}},o.prototype.setContainerEm=function(t){this.containerEm=t},o.prototype.press=function(t,e,i,n){this.active=!0;i={instance:this,direction:i};this.minSize=n||H5P.DragNResize.MIN_SIZE,H5P.$window.bind("mouseup",i,o.release).mousemove(i,o.move),H5P.$body.css({"-moz-user-select":"none","-webkit-user-select":"none","user-select":"none","-ms-user-select":"none"}).attr("unselectable","on")[0].onselectstart=H5P.$body[0].ondragstart=function(){return!1},this.startX=t,this.startY=e,this.padding=this.getElementPaddings(),this.borders=this.getElementBorders(),this.startWidth=this.$element.outerWidth(),this.startHeight=this.$element.outerHeight(),this.ratio=this.startWidth/this.startHeight;e=this.$element.position();this.left=e.left,this.top=e.top,this.containerWidth=this.$container.width(),this.containerHeight=this.$container.height(),this.newLeft=this.left,this.newTop=this.top,this.newWidth=this.startWidth,this.newHeight=this.startHeight,this.trigger("startResizing",i),this.trigger("showTransformPanel")},o.move=function(t){var e=t.data.direction||"se",i=t.data.instance,n="nw"===e||"sw"===e||"w"===e,o="nw"===e||"ne"===e||"n"===e,r="nw"===e||"ne"===e||"sw"===e||"se"===e,s="w"===e||"e"===e,a="n"===e||"s"===e,e=i.startX-t.clientX,t=i.startY-t.clientY;i.minLeft=i.left+i.startWidth-i.minSize,i.minTop=i.top+i.startHeight-i.minSize,n?(i.newLeft=i.left-e,i.newWidth=i.startWidth+e,i.newLeft<0?(i.newLeft=0,i.newWidth=i.left+i.startWidth):i.newLeft>i.minLeft&&(i.newLeft=i.minLeft,i.newWidth=i.left-i.minLeft+i.startWidth),i.snap&&!i.revertSnap&&(i.newLeft=Math.round(i.newLeft/i.snap)*i.snap,i.newLeft>i.minLeft&&(i.newLeft=Math.floor(i.minLeft/i.snap)*i.snap),i.newWidth=i.left-i.newLeft+i.startWidth)):a||(i.newWidth=i.startWidth-e,i.snap&&!i.revertSnap&&(i.newWidth=Math.round(i.newWidth/i.snap)*i.snap),i.left+i.newWidth>i.containerWidth&&(i.newWidth=i.containerWidth-i.left)),o?(i.newTop=i.top-t,i.newHeight=i.startHeight+t,i.newTop<0?(i.newTop=0,i.newHeight=i.top+i.startHeight):i.newTop>i.minTop&&(i.newTop=i.minTop,i.newHeight=i.top-i.minTop+i.startHeight),i.snap&&!i.revertSnap&&(i.newTop=Math.round(i.newTop/i.snap)*i.snap,i.newTop>i.minTop&&(i.newTop=Math.floor(i.minTop/i.snap)*i.snap),i.newHeight=i.top-i.newTop+i.startHeight)):s||(i.newHeight=i.startHeight-t,i.snap&&!i.revertSnap&&(i.newHeight=Math.round(i.newHeight/i.snap)*i.snap),i.top+i.newHeight>i.containerHeight&&(i.newHeight=i.containerHeight-i.top)),i.newWidth<=i.minSize&&(i.newWidth=i.minSize),i.newHeight<=i.minSize&&(i.newHeight=i.minSize),!(i.revertLock?!i.lock:i.lock)||!r&&i.isImage||i.lockDimensions(n,o,a,s),i.finalWidth=i.newWidth,i.finalHeight=i.newHeight,"border-box"!==i.$element.css("boxSizing")&&(i.finalWidth-=i.padding.horizontal+i.borders.horizontal,i.finalHeight-=i.padding.vertical+i.borders.vertical),i.$element.css({width:i.finalWidth/i.containerEm+"em",height:i.finalHeight/i.containerEm+"em",left:i.newLeft/i.containerWidth*100+"%",top:i.newTop/i.containerHeight*100+"%"}),i.trigger("moveResizing")},o.prototype.lockDimensions=function(t,e,i,n){function o(t){t&&(r.newTop=r.top-(r.newHeight-r.startHeight),r.newTop<=0&&(r.newTop=0))}var r=this;i?(this.newWidth=this.newHeight*this.ratio,this.newWidththis.newHeight/this.startHeight?this.newHeight=this.newWidth/this.ratio:this.newWidth=this.newHeight*this.ratio,e?(o(e),r.newTop<=0&&(r.newHeight=r.top+r.startHeight,r.newWidth=r.newHeight*r.ratio)):this.top+this.newHeight>this.containerHeight&&(this.newHeight=this.containerHeight-this.top,this.newWidth=this.newHeight*this.ratio),t?(this.newLeft=this.left-(this.newWidth-this.startWidth),this.newLeft<=0&&(this.newLeft=0,this.newWidth=this.left+this.startWidth,this.newHeight=this.newWidth/this.ratio)):this.left+this.newWidth>this.containerWidth&&(this.newWidth=this.containerWidth-this.left,this.newHeight=this.newWidth/this.ratio),o(e)},o.release=function(t){var e=t.data.instance;e.active=!1,H5P.$window.unbind("mouseup",o.release).unbind("mousemove",o.move),H5P.$body.css({"-moz-user-select":"","-webkit-user-select":"","user-select":"","-ms-user-select":""}).removeAttr("unselectable")[0].onselectstart=H5P.$body[0].ondragstart=null,e.newWidth===e.startWidth&&e.newHeight===e.startHeight||e.trigger("stoppedResizing",{left:e.newLeft,top:e.newTop,width:e.finalWidth/e.containerEm,height:e.finalHeight/e.containerEm}),setTimeout(function(){e.$element.focus()},0),e.trigger("hideTransformPanel")},o.prototype.toggleModifiers=function(t){this.disabledModifiers=void 0===t?!this.disabledModifiers:!t},o.MIN_SIZE=24,o}(H5P.jQuery,H5P.EventDispatcher),/*!@license H5P.DragNBar-1.5/scripts/drag-n-bar.js by Joubel licensed under unknown license*/ H5P.DragNBar=function(o){var s=0;function t(t,e,i,n){var r=this;o.call(this),this.overflowThreshold=13,this.buttons=t,this.$container=e,this.$dialogContainer=i,this.dnd=new H5P.DragNDrop(this,e),this.dnd.snap=10,this.newElement=!1;n=H5P.jQuery.extend({disableEditor:!1,enableCopyPaste:!0},n),this.enableCopyPaste=n.enableCopyPaste,this.isEditor=!n.disableEditor,this.$blurHandlers=n.$blurHandlers||void 0,this.libraries=n.libraries,this.instanceIndex=s++,this.elements=[],this.dialog=new H5P.DragNBarDialog(i,e),this.$container.addClass("hardware-accelerated"),this.isEditor&&(this.transformButtonActive=!1,this.initEditor(),this.initClickListeners(),H5P.$window.resize(function(){r.resize()})),this.addButtonGroup=function(t,e,i){const n=H5P.jQuery('
        • ');i&&i.title&&""!==i.title&&H5P.jQuery('
          '+i.title+"
          ").appendTo(n);const o=H5P.jQuery('
            ').appendTo(n);return t.forEach(function(t){r.addButton(t,o)}),n.insertAfter(e.parent()),n}}return(t.prototype=Object.create(o.prototype)).constructor=t}(H5P.EventDispatcher),H5P.DragNBar.prototype.initEditor=function(){var i=this;function t(t){i.focusedElement&&i.focusedElement.contextMenu.trigger("contextMenuTransform",{showTransformPanel:t})}this.dnr=new H5P.DragNResize(this.$container),this.dnr.snap=10,this.dnr.on("moveResizing",function(){var t=i.$element.offset(),e=i.$element.position();i.updateCoordinates(t.left,t.top,e.left,e.top)}),this.dnr.on("stoppedResizing",function(){i.pressed=!0,setTimeout(function(){delete i.pressed},10)}),this.dnr.on("showTransformPanel",function(){t(!0)}),this.dnd.on("showTransformPanel",function(){t(!0)}),this.dnr.on("hideTransformPanel",function(){i.transformButtonActive||t(!1)}),this.dnd.on("hideTransformPanel",function(){i.transformButtonActive||t(!1)}),this.dnd.startMovingCallback=function(){return i.dnd.min={x:0,y:0},i.dnd.max={x:i.$container.width()-i.$element.outerWidth(),y:i.$container.height()-i.$element.outerHeight()},i.newElement&&(i.dnd.adjust.x=10,i.dnd.adjust.y=10,i.dnd.min.y-=i.$list.height()),!0},this.dnd.stopMovingCallback=function(){var t={};i.newElement&&(i.$container.css("overflow",""),Math.round(parseFloat(i.$element.css("top")))<0&&(t.x=i.dnd.max.x/2,t.y=i.dnd.max.y/2,i.avoidOverlapping(t,i.$element))),void 0!==t.x&&void 0!==t.y||(t.x=Math.round(parseFloat(i.$element.css("left"))),t.y=Math.round(parseFloat(i.$element.css("top")))),i.stopMoving(t.x,t.y),i.newElement=!1,delete i.dnd.min,delete i.dnd.max}},H5P.DragNBar.prototype.avoidOverlapping=function(t,e){var i=e;i instanceof H5P.jQuery?(i=window.getComputedStyle(i[0]),i={width:parseFloat(i.width),height:parseFloat(i.height)}):e=void 0;for(var n=window.getComputedStyle(this.$container[0]),o=parseFloat(n.width)-i.width,r=parseFloat(n.height)-i.height,s=0;s<16&&this.elementOverlaps(t.x,t.y,e);)0').appendTo(t);this.$list=i;for(var n=0;n
              ');i=r.appendTo(i).click(function(t){i.stop().slideToggle(300),t.preventDefault()}).children(":first").next(),H5P.jQuery(document).click(function(t){H5P.jQuery(t.target).is(r.find(".h5p-dragnbar-more-button"))||"none"===i.css("display")||i.stop().slideToggle(300)})}this.addButton(o,i)}this.enableCopyPaste&&(this.$pasteButton=H5P.jQuery('
            • '),H5P.jQuery("",{class:"h5p-dragnbar-tooltip",text:H5PEditor.t("H5P.DragNBar","paste")}).appendTo(this.$pasteButton),this.$pasteButton.find(".h5p-dragnbar-paste-button").click(function(t){t.preventDefault(),e.pasteHandler()}),this.buttons.length>this.overflowThreshold?this.$pasteButton.insertAfter(i.parent()):this.$pasteButton.appendTo(i)),this.containTooltips()},H5P.DragNBar.prototype.addButton=function(i,t){var n=this,e=i.title&&""!==i.title,o=e?' aria-label="'+i.title+'"':"",r=H5P.jQuery('
            • ").appendTo(t);e&&H5P.jQuery("",{class:"h5p-dragnbar-tooltip",text:i.title}).appendTo(r);let s;"group"===i.type&&(s=this.addButtonGroup(i.buttons,r,{title:i.titleGroup}),s.addClass("h5peditor-dragnbar-gone"),H5P.jQuery(document).click(function(t){var e=H5P.jQuery(t.target).is(r),t=1===H5P.jQuery(t.target).closest(".h5p-dragnbar-button-group").length;e||t||(s.toggleClass("h5peditor-dragnbar-gone",!0),r.find(".h5p-dragnbar-tooltip").toggleClass("h5peditor-dragnbar-gone",!1))})),r.hover(function(){n.containTooltips()}).children().click(function(){return!1}).mousedown(function(t){var e;1===t.which&&("group"===i.type?void 0!==s&&(e=parseFloat(r.closest(".h5p-dragnbar").css("padding-left")),0<(e=r.position().left-s.position().left-e)&&s.css("left",e),s.toggleClass("h5peditor-dragnbar-gone"),r.find(".h5p-dragnbar-tooltip").toggleClass("h5peditor-dragnbar-gone")):(n.newElement=!0,n.pressed=!0,e=i.createElement(),n.$element=e,n.$container.css("overflow","visible"),n.dnd.press(n.$element,t.pageX,0),n.focus(n.$element)))})},H5P.DragNBar.prototype.containTooltips=function(){var n=this.$container.outerWidth();this.$list.find(".h5p-dragnbar-tooltip").each(function(){var t=H5P.jQuery(this).outerWidth(),e=H5P.jQuery(this).parents(".h5p-dragnbar-li").last().outerWidth();H5P.jQuery(this).css("left",-t/2+e/2+"px");var i=H5P.jQuery(this).position().left+=H5P.jQuery(this).parents(".h5p-dragnbar-li").last().position().left;i<=0&&H5P.jQuery(this).css("left",0),nt.containerWidth&&(e.left=t.containerWidth-t.width,e.left<0&&(e.left=0,e.width=t.containerWidth)),t.top<0&&(e.top=t.top=0),t.height+t.top>t.containerHeight&&(e.top=t.containerHeight-t.height,e.top<0&&(e.top=0,e.height=t.containerHeight)),e},H5P.DragNBar.prototype.remove=function(){var t=this.instanceIndex;H5P.$body.off("keydown.dnb"+t,H5P.DragNBar.keydownHandler).off("keypress.dnb"+t,H5P.DragNBar.keypressHandler).off("keyup.dnb"+t,H5P.DragNBar.keyupHandler).off("click.dnb"+t,H5P.DragNBar.clickHandler)},/*!@license H5P.DragNBar-1.5/scripts/context-menu.js by Joubel licensed under unknown license*/ H5P.DragNBarContextMenu=function(c,a){function t(t,e,i,n,o,r){var s=this;a.call(this),this.dnb=e.dnb,this.directionLock=r,this.dnbElement=e,this.$contextMenu=c("
              ",{class:"h5p-dragnbar-context-menu"}),this.$buttons=c("
              ",{class:"h5p-context-menu-buttons"}),this.$transformPanel=c("
              ",{class:"h5p-transform-panel hide"}),this.$parent=t,this.hasCoordinates=void 0===i||i,this.canResize=!n,this.showingTransformPanel=!1,this.buttons=[{name:"Edit",label:H5PEditor.t("H5P.DragNBar","editLabel")},{name:"BringToFront",label:H5PEditor.t("H5P.DragNBar","bringToFrontLabel")},{name:"SendToBack",label:H5PEditor.t("H5P.DragNBar","sendToBackLabel")},{name:"Remove",label:H5PEditor.t("H5P.DragNBar","removeLabel")}],o||this.buttons.splice(1,0,{name:"Copy",label:H5PEditor.t("H5P.DragNBar","copyLabel")}),s.on("contextMenuTransform",function(t){t&&void 0!==t.data.showTransformPanel?s.showingTransformPanel=t.data.showTransformPanel:s.showingTransformPanel=!s.showingTransformPanel,"Transform"===t.data.button&&(s.dnb.transformButtonActive?s.dnb.transformButtonActive=!1:s.dnb.transformButtonActive=!0),0==t.data.showTransformPanel&&(s.dnb.transformButtonActive=!1),s.toggleButtonsBar(!s.showingTransformPanel),s.toggleTransformPanel(s.showingTransformPanel),s.$transformButtonWrapper.toggleClass("active",s.showingTransformPanel),s.dnb.updateCoordinates()}),this.updateContextMenu()}return((t.prototype=Object.create(a.prototype)).constructor=t).prototype.addCoordinates=function(){var s;this.hasCoordinates&&!this.$coordinates&&((s=this).$coordinates=c('
              '+H5PEditor.t("H5P.DragNBar","positionLabel")+'
              ,
              ').mousedown(function(){s.dnb.pressed=!0}).appendTo(this.$transformPanel),this.$x=this.$coordinates.find(".h5p-dragnbar-x"),this.$y=this.$coordinates.find(".h5p-dragnbar-y"),this.$x.add(this.$y).on("change keydown",function(t){var e,i,n,o,r;"change"!==t.type&&13!==t.which||(e=Number(s.$x.val()),i=Number(s.$y.val()),isNaN(e)||isNaN(i)||(o=n=0,r={x:s.dnb.$container.width()-s.dnbElement.getElement().outerWidth(),y:s.dnb.$container.height()-s.dnbElement.getElement().outerHeight()},e<0&&(e=n),i<0&&(i=o),s.dnb.stopMoving(e=r.x",{class:"h5p-dragnbar-dimensions"}),c("
              ",{class:"h5p-dragnbar-label",appendTo:a.$dimensions,text:H5PEditor.t("H5P.DragNBar","sizeLabel")});function t(t){var e,i,n,o,r,s=parseFloat(this.value);isNaN(s)||(e=a.dnbElement.getElement(),i=H5P.DragNResize.MIN_SIZE,r=parseFloat(window.getComputedStyle(a.dnb.$container[0])[t]),o=window.getComputedStyle(e[0]),(n=r-parseFloat(o["width"===t?"left":"top"]))<(s=s",{class:"h5p-dragnbar-dimensions-separator",text:"×",appendTo:a.$dimensions}),a.$height=a.getNewInput("height",H5PEditor.t("H5P.DragNBar","heightLabel"),a.$dimensions,t,"horizontal"===a.directionLock),a.dnb.dnr.on("moveResizing",function(){a.updateDimensions()}),a.$dimensions.appendTo(a.$transformPanel)},t.prototype.addTransform=function(t){var e={name:"Transform",label:H5PEditor.t("H5P.DragNBar","transformLabel")},i=c("
              ",{class:"h5p-transform-button-wrapper"});return t&&this.createButton(e).appendTo(i),this.$transformButtonWrapper=i},t.prototype.updateDimensions=function(){var t=this.dnbElement.getElement(),e=window.getComputedStyle(t[0]),i=t[0].getBoundingClientRect().width-parseFloat(e.width),t=t[0].getBoundingClientRect().height-parseFloat(e.height);this.$width.val(Math.round(parseFloat(e.width)+i)),this.$height.val(Math.round(parseFloat(e.height)+t))},t.prototype.getNewInput=function(i,t,e,n,o){var e=c("
              ",{class:"h5p-dragnbar-input h5p-dragnbar-"+i,"aria-label":t,appendTo:e}),r=c("",{maxLength:5,disabled:!0===o,on:{change:function(){n.call(this,i)},keydown:function(t){var e;13===t.which?(n.call(this,i),r.focus().select()):38!==t.which&&40!==t.which||(e=parseFloat(r.val()),isNaN(e)||(r.val(e+(38===t.which?1:-1)),n.call(this,i)))},keyup:function(t){38!==t.which&&40!==t.which||r.select()},click:function(){r.select()}},appendTo:e});return r},t.prototype.addToMenu=function(t){this.createButton(t).appendTo(this.$buttons)},t.prototype.createButton=function(t){var e=this;return c("
              ",{class:"h5p-dragnbar-context-menu-button "+t.name.toLowerCase(),role:"button",tabindex:0,"aria-label":t.label}).click(function(){e.dnb.pressed=!0,e.trigger("contextMenu"+t.name,{button:t.name})}).keydown(function(t){32===t.which&&c(this).click()})},t.prototype.removeFromMenu=function(t){this.$buttons.children(".h5p-context-menu-button-"+t).remove()},t.prototype.updateContextMenu=function(){var e=this;this.$buttons.children().remove();var t=!1;this.hasCoordinates&&(this.addCoordinates(),t=!0),this.canResize&&(this.addDimensions(),t=!0),this.buttons.forEach(function(t){e.addToMenu(t)}),this.addTransform(t).appendTo(this.$contextMenu),this.$buttons.appendTo(this.$contextMenu),this.$transformPanel.appendTo(this.$contextMenu)},t.prototype.addButton=function(t,e){this.buttons.push({name:t,label:e}),this.updateContextMenu()},t.prototype.removeButton=function(i){var n=this;n.buttons.forEach(function(t,e){t.name===i&&n.buttons.splice(e,1)}),this.updateContextMenu()},t.prototype.toggleButtonsBar=function(t){void 0!==t?this.$buttons.toggleClass("hide",!t):this.$buttons.toggleClass("hide")},t.prototype.toggleTransformPanel=function(t){void 0!==t?this.$transformPanel.toggleClass("hide",!t):this.$transformPanel.toggleClass("hide")},t.prototype.toggleCoordinates=function(t){this.hasCoordinates=void 0===t?!this.hasCoordinates:!!t,this.updateContextMenu()},t.prototype.attach=function(){this.$contextMenu.appendTo(this.$parent)},t.prototype.detach=function(){this.$contextMenu.detach()},t}(H5P.jQuery,H5P.EventDispatcher),/*!@license H5P.DragNBar-1.5/scripts/dialog.js by Joubel licensed under unknown license*/ H5P.DragNBarDialog=function(n,g){function t(a,c){var o=this,t="dialog-title-"+H5P.createUUID();g.call(o);function e(t){75===t.which&&t.stopPropagation()}var r,i=n("
              ",{class:"h5p-dialog-wrapper h5p-ie-transparent-background h5p-hidden",on:{click:function(){o.disableOverlay||o.close()},keyup:e,keydown:e}}),l=n("
              ",{class:"h5p-dialog h5p-big","aria-labelledby":t,on:{click:function(t){t.stopPropagation()},keydown:function(t){var e=h.is(":visible");27===t.which&&e&&o.close()}}}).appendTo(i),u=n("
              ",{class:"h5p-dialog-titlebar",appendTo:l}),s=n("
              ",{class:"h5p-dialog-title",id:t,appendTo:u}),h=n("
              ",{role:"button",class:"h5p-dialog-close",tabindex:"0",title:H5P.t("close"),"aria-label":H5P.t("close"),on:{click:function(t){1===t.which&&o.close()},keypress:function(t){32!==t.which&&13!==t.which||(o.close(),t.preventDefault())}},appendTo:u}),d=n("
              ",{class:"h5p-dialog-inner"}).appendTo(l);i.appendTo(a);function p(){l.css({left:"",top:"",height:"",width:"",fontSize:"",bottom:""}),d.css({width:"",height:"",overflow:""})}function f(t){i.show(),setTimeout(function(){i.removeClass("h5p-hidden"),t&&t()},0)}o.open=function(t,e,i,n){f(),d.children().detach().end().append(t),p(),l.addClass("h5p-big"),s.attr("class","h5p-dialog-title"+(i?" "+i:"")),s.html(e=e||""),r&&(r.remove(),h.show()),n&&(r=n,h.hide(),n.appendTo(u)),o.resize(),o.trigger("open"),l.one("transitionend",function(){var t=d.find("input:visible:not(:disabled)"),e=d.find("[tabindex]");t.length?t.get(0).focus():e.length&&e.get(0).focus()})},o.resize=function(){var t,e,i;l.hasClass("h5p-big")&&(t=m(d.css("fontSize")),e=u.outerHeight()/t,i=a.height(),i-=2*Number(l.css("top").replace("px","")),d.css({width:"100%",maxHeight:i/t-e+"em",marginTop:e+"em"}),l.css({bottom:"auto",maxHeight:""}))},o.addLibraryClass=function(t){l.attr("data-lib",t)},o.toggleClass=function(t,e){l.toggleClass(t,e)},o.isOpen=function(){return i.is(":visible")},o.position=function(t,e,i){!0===i&&(i="medium"),p(),l.removeClass("h5p-big h5p-medium");var n=Number(d[0].style.marginTop.replace("em",""));e&&(s=16/m(a.css("fontSize")),e.width&&(e.width=e.width*s,l.css("width",e.width+"em")),e.height&&(e.height=e.height*s+n,l.css("height",e.height+"em"),d.css({width:"auto",overflow:"hidden"}))),"medium"===i&&l.addClass("h5p-medium"),"big"===i&&(l.addClass("h5p-big"),l.addClass("h5p-stretch"));var o=t.outerWidth(!0),r=t.position(),s=a.width(),n=a.height(),e=r.left,t=l.outerWidth(!0);"medium"===i&&ss/2-o/2&&(e-=t-o),so/2-i/2?t.width=n.left:t.width=o-n.left-i;i=m(a.css("fontSize"));return t.width=t.width/i*(i/16),t.height=t.height/i*(i/16),t},o.scroll=function(t,e){d.stop().animate({scrollTop:t},e)},o.close=function(t){i.addClass("h5p-hidden"),t?(i.hide(),o.disableOverlay=!1,h.show()):setTimeout(function(){i.hide(),o.disableOverlay=!1,h.show()},201),o.trigger("close"),o.trigger("domHidden",{$dom:i,key:"dialogClosed"},{bubbles:!0,external:!0})},o.openOverlay=function(){o.disableOverlay=!0,l.hide(),f()},o.closeOverlay=function(){var t;i.addClass("h5p-hidden"),t=function(){l.show(),o.disableOverlay=!1},i.addClass("h5p-hidden"),setTimeout(function(){i.hide(),t&&t()},200)},o.hideCloseButton=function(){h.hide()},o.getDialogWidth=function(){return l.width()},o.removeStaticWidth=function(){l.css("width","")}}t.prototype=Object.create(g.prototype);var m=function(t){return Number(t.replace("px",""))};return t.prototype.constructor=t}(H5P.jQuery,H5P.EventDispatcher),/*!@license H5P.DragNBar-1.5/scripts/drag-n-bar-element.js by Joubel licensed under unknown license*/ H5P.DragNBarElement=function(o,r){function t(t,i,e){var n=this;r.call(this),this.dnb=t,this.options=e||{},this.options.disableContextMenu||(this.contextMenu=new 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e=this;this.$element=t,this.$element.focus(function(){e.focus()})},t.prototype.showContextMenu=function(){this.contextMenu&&this.contextMenu.attach()},t.prototype.hideContextMenu=function(){this.contextMenu&&this.contextMenu.detach()},t.prototype.updateCoordinates=function(t,e,i,n){this.contextMenu&&(this.contextMenu.updateCoordinates(t,e,i,n),this.resizeContextMenu(i))},t.prototype.resizeContextMenu=function(t){var e,i,n;this.options.disableContextMenu||(n=Number(this.contextMenu.$parent.css("padding-left").replace("px","")),t=(t||this.$element.position().left)+n,e=this.dnb.$container.width(),(i=this.contextMenu.$contextMenu).css({position:"absolute",left:0}),n=i.outerWidth(!0),i.css({position:"",left:t}),e<=t+n?(this.contextMenu.$contextMenu.css("left",t-n+"px"),this.contextMenu.$contextMenu.addClass("left-aligned")):this.contextMenu.$contextMenu.removeClass("left-aligned"))},t.prototype.blur=function(){this.$element&&(this.$element.removeClass("focused"),this.focused=!1,this.options.disableContextMenu||this.contextMenu.trigger("contextMenuTransform",{showTransformPanel:!1})),this.hideContextMenu()},t.prototype.focus=function(){this.$element.addClass("focused"),this.focused=!0,this.contextMenu&&this.resizeContextMenu(this.$element.position().left)},t.prototype.removeElement=function(){this.$element.detach(),this.hideContextMenu()},t}((H5P.jQuery,H5P.DragNBarContextMenu),H5P.EventDispatcher),/*!@license H5P.DragNBar-1.5/scripts/drag-n-bar-form-manager.js by Joubel licensed under unknown license*/function(i,t){i.FormManager=function(n,o,p){var s=this;t.call(s);const r=[s];let a,c,l,u,h,d,f,g;const m=function(t,e,i){const n=document.createElement("button");n.setAttribute("type","button"),n.classList.add("form-manager-button"),n.classList.add("form-manager-"+t),n.setAttribute("aria-label",e),n.addEventListener("click",i);const o=document.createElement("span");return o.classList.add("form-manager-button-inner"),o.innerText=e,o.tabIndex=-1,n.appendChild(o),n},v=function(t,e,i){const n=t.params&&t.params.library?t.params.library:t.currentLibrary||void 0,o=document.createElement("div");o.classList.add("form-manager-title");const r=document.createElement("div");r.classList.add("form-manager-menutitle"),r.tabIndex="0",r.addEventListener("click",function(){x.call(o)}),r.addEventListener("keypress",function(t){k.call(o,t)});const s=document.createElement("span");s.classList.add("form-manager-menutitle-text"),r.appendChild(s);const a=document.createElement("span");a.classList.add("form-manager-tooltip"),r.appendChild(a);const c=document.createElement("span");c.classList.add("truncatable-text"),c.tabIndex=-1,o.appendChild(c);const l=document.createElement("span");l.classList.add("form-manager-tooltip"),o.appendChild(l);function u(t){c.innerText=s.innerText=l.innerText=a.innerText=t}function h(){return e||(t.params&&t.params.metadata&&t.params.metadata.title&&"Untitled"!==t.params.metadata.title.substr(0,8)||t.metadata&&t.metadata.title&&"Untitled"!==t.metadata.title.substr(0,8)?T((t.metadata?t:t.params).metadata.title):void 0!==t.$select?t.$select.children(":selected").text():H5PEditor.libraryCache[n].title)}u(h());function d(){t.metadataForm&&t.metadataForm.on("titlechange",function(t){u(h()),C.updateFormResponsiveness()}),"Loading..."===c.innerText&&(u(h()),C.updateFormResponsiveness())}void 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i=t.popTitles();C.formBreadcrumbMenu.removeChild(i.menu);const n=i.breadcrumb.previousSibling;n.removeEventListener("click",x),n.removeEventListener("keypress",k),n.classList.remove("clickable"),n.removeAttribute("tabindex");var o=C.getFormHeadHeight();if(C.formContainer.style.height=e.getBoundingClientRect().height+o+"px",e.previousSibling.classList.contains("form-manager-form"))y(e.previousSibling);else{for(let t=1;tn.firstChild.offsetWidth+1?(n.classList.add("form-mananger-tooltip-active"),i=!0):n.classList.remove("form-mananger-tooltip-active")}return i}t(s.formBreadcrumb)&&(a.classList.add("mobile-view-large"),t(s.formBreadcrumb)),t(s.formBreadcrumbMenu)},s.setAlwaysShowButtons=function(t){g=t,g&&(y(C.formButtons),C.formButtons.classList.add("form-manager-comein"))};const C=e(n);C===s&&function(){s.isMainLibrary=!(n instanceof 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t=v(n);if(t.breadcrumb.classList.add("form-manager-comein"),s.formBreadcrumb.appendChild(t.breadcrumb),s.formBreadcrumbMenu.appendChild(t.menu),d=m("proceed",H5PEditor.t("core","proceedButtonLabel"),function(){C.exitSemiFullscreen&&(C.exitSemiFullscreen(),C.exitSemiFullscreen=null)}),b(d),a.appendChild(d),s.formButtons=document.createElement("div"),s.formButtons.classList.add("form-manager-buttons"),s.footerFormButtons=document.createElement("div"),s.footerFormButtons.classList.add("form-manager-buttons"),b(s.footerFormButtons),b(s.formButtons),c.appendChild(s.footerFormButtons),a.appendChild(s.formButtons),s.formButtons.appendChild(m("delete",o.deleteButtonLabel,function(){const t=new H5P.Event("formremove");t.data=r.length,r[r.length-1].trigger(t),!t.preventRemove&&1=n?t.apply(null,i):function(){var t=Array.prototype.slice.call(arguments,0);return e.apply(null,i.concat(t))}}},o=(e.compose=function(){for(var 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              ').appendTo(t))},d.prototype.addSplash=function(){var e=this;void 0!==this.editor||this.video.pressToPlay||!this.video.play||this.$splash||(this.$splash=m('
              '+this.options.video.startScreenOptions.title+'
              ").click(function(){e.video.play()}).appendTo(this.$overlay).find(".h5p-interaction-button").click(function(){return!1}).end(),m(".h5p-splash",this.$splash).keydown(function(t){(0,g.isSpaceOrEnterKey)(t)&&(e.video.play(),t.preventDefault(),e.$controls.find(".h5p-play").focus())}),void 0!==this.startScreenOptions.shortStartDescription&&this.startScreenOptions.shortStartDescription.length||this.$splash.addClass("no-description"),this.startScreenOptions.hideStartTitle&&this.$splash.addClass("no-title"))},d.prototype.getDuration=function(){return void 0===this.duration&&(this.duration=this.video.getDuration()),this.duration},d.prototype.addControls=function(){var t=this;this.addSplash(),this.attachControls(this.$controls.removeClass("hidden"));var e=this.getDuration(),i=d.humanizeTime(e),n=d.formatTimeForA11y(e,this.l10n);if(this.controls.$totalTime.find(".human-time").html(i),this.controls.$totalTime.find(".hidden-but-read").html(this.l10n.totalTime+" "+n),this.controls.$slider.slider("option","max",e),this.bookmarkMenuKeyboardControls=new p.default([new f.default]),this.bookmarkMenuKeyboardControls.on("close",function(){return t.toggleBookmarksChooser(!1)}),this.endscreenMenuKeyboardControls=new p.default([new f.default]),this.endscreenMenuKeyboardControls.on("close",function(){return t.toggleEndscreensChooser(!1)}),this.addSliderInteractions(),this.addBookmarks(),this.options.assets.endscreens&&0r&&(o?(this.options.assets.endscreens.splice(s,1),this.trigger("endscreensChanged",{index:s,number:-1})):(this.options.assets.endscreens[s].time=r,this.options.assets.endscreens[s].label=d.humanizeTime(r)+" "+this.l10n.endscreen,this.trigger("endscreensChanged",{index:s,number:1}),o=!0));this.addEndscreenMarkers(),this.addBubbles(),this.trigger("controls")},d.prototype.loaded=function(){var t,e=this.getDuration();if(this.oneSecondInPercentage=100/e,e=Math.floor(e),void 0!==this.editor){var i=l("interactions",this.editor.field.fields),n=l("duration",i.field.fields).fields;n[0].max=n[1].max=e,n[0].min=n[1].min=0;for(var o=l("adaptivity",i.field.fields).fields,r=0;re&&(t=this.options.assets.interactions[r].duration.to-this.options.assets.interactions[r].duration.from,this.options.assets.interactions[r].duration.from=e-t<=0?0:e-t,this.options.assets.interactions[r].duration.to=e);this.hasMainSummary()&&((i=e-this.options.summary.displayAt)<0&&(i=0),void 0===this.options.assets.interactions&&(this.options.assets.interactions=[]),this.options.assets.interactions.push({action:this.options.summary.task,x:80,y:80,duration:{from:i,to:e},displayType:"button",bigDialog:!0,className:"h5p-summary-interaction h5p-end-summary",label:"

              "+this.l10n.summary+"

              ",mainSummary:!0}),this.initInteraction(this.options.assets.interactions.length-1)),this.currentState===d.ATTACHED&&(this.video.pressToPlay||this.addControls(),this.trigger("resize")),this.currentState=d.LOADED},d.prototype.initInteraction=function(t){var e,i,n=this,o=n.options.assets.interactions[t];n.override&&(e={},o.adaptivity&&o.adaptivity.requireCompletion&&(e.enableRetry=!0),H5P.jQuery.extend(o.action.params.behaviour,n.override,e)),void 0!==n.previousState&&void 0!==n.previousState.answers&&null!==n.previousState.answers[t]&&(i=n.previousState.answers[t]);var r=new s.default(o,n,i);return r.on("display",function(t){var e=t.data;e.appendTo(n.$overlay),r.repositionToWrapper(n.$videoWrapper);t=void 0!==n.video.pressToPlay;h(t?100:null,function(){n.currentState!==H5P.Video.PLAYING&&n.currentState!==H5P.Video.BUFFERING||!r.pause()||(n.focusInteraction||(n.focusInteraction=r),n.video.pause())}),n.seekingTo&&(n.seekingTo=void 0,e.focus()),setTimeout(function(){r.positionLabel(n.$videoWrapper.width())},0),n.toggleEndscreen(!1)}),r.on("hide",function(){n.handleAnswered()}),r.on("xAPI",function(t){var e=t.getVerb();"interacted"===e&&this.setProgress(s.default.PROGRESS_INTERACTED),-1!==m.inArray(e,["completed","answered"])&&t.setVerb("answered"),void 0===t.data.statement.context.extensions&&(t.data.statement.context.extensions={}),t.data.statement.context.extensions["http://id.tincanapi.com/extension/ending-point"]="PT"+Math.floor(n.video.getCurrentTime())+"S"}),n.interactions.push(r),r},d.prototype.handleAnswered=function(){var e=this;e.interactions.forEach(function(t){t.getProgress()===s.default.PROGRESS_INTERACTED&&(t.setProgress(s.default.PROGRESS_ANSWERED),t.$menuitem.addClass("h5p-interaction-answered"),e.hasStar&&(e.playStarAnimation(),e.playBubbleAnimation(e.l10n.answered.replace("@answered",""+e.getAnsweredTotal()+"")),e.endscreen.update(e.interactions)))})},d.prototype.getAnsweredTotal=function(){return this.interactions.filter(function(t){return t.getProgress()===s.default.PROGRESS_ANSWERED}).length},d.prototype.hasMainSummary=function(){var t=this.options.summary;return!(void 0===t||void 0===t.displayAt||void 0===t.task||void 0===t.task.params||void 0===t.task.params.summaries||!t.task.params.summaries.length||void 0===t.task.params.summaries[0].summary||!t.task.params.summaries[0].summary.length)},d.prototype.addSliderInteractions=function(){var i=this,n=this;this.controls.$interactionsContainer.children().remove(),H5P.jQuery.extend([],this.interactions).sort(function(t,e){return t.getDuration().from-e.getDuration().from}).forEach(function(t){var e=t.addDot();n.menuitems.push(e),void 0===n.previousState&&n.interactionsProgress.push(void 0),n.interactionsProgress[n.menuitems.length-1]===s.default.PROGRESS_ANSWERED&&(t.setProgress(n.interactionsProgress[n.menuitems.length-1]),e.addClass("h5p-interaction-answered")),void 0!==e&&(e.appendTo(i.controls.$interactionsContainer),i.preventSkipping||i.interactionKeyboardControls.addElement(e.get(0)))}),n.interactionKeyboardControls.on("afterNextElement",function(t){return i.handleInteractionTabIndex(t)}),n.interactionKeyboardControls.on("afterPreviousElement",function(t){return i.handleInteractionTabIndex(t)})},d.prototype.handleInteractionTabIndex=function(t){t.element.removeAttribute("tabindex")},d.prototype.closePopupMenus=function(e){this.popupMenuButtons.forEach(function(t){void 0!==t&&t!==e&&void 0===t.attr("aria-disabled")&&"true"===t.attr("aria-expanded")&&t.click()})},d.prototype.displayBookmarks=function(){return this.options.assets.bookmarks&&this.options.assets.bookmarks.length&&!this.preventSkipping},d.prototype.addBookmarks=function(){if(this.bookmarksMap={},void 0!==this.options.assets.bookmarks&&!this.preventSkipping)for(var t=0;t",{class:"h5p-prevent-skipping-message",appendTo:e.controls.$bookmarksContainer}),e.$preventSkippingMessage=m("
              ",{class:"h5p-prevent-skipping-message",appendTo:e.controls.$endscreensContainer}),e.$preventSkippingMessageText=m("
              ",{class:"h5p-prevent-skipping-message-text",html:e.l10n.navDisabled,appendTo:e.$preventSkippingMessage}),e.$preventSkippingMessageTextA11y=m("
              ",{class:"hidden-but-read",html:e.l10n.navDisabled,appendTo:e.controls.$slider})),e.$preventSkippingMessage.css("left",t),setTimeout(function(){e.$preventSkippingMessage.addClass("h5p-show").attr("aria-hidden","false")},0),e.preventSkippingWarningTimeout=setTimeout(function(){e.$preventSkippingMessage.removeClass("h5p-show").attr("aria-hidden","true"),setTimeout(function(){e.preventSkippingWarningTimeout=void 0},500)},2e3))},d.prototype.onBookmarkSelect=function(t,e){var i=this;i.currentState!==H5P.Video.PLAYING&&(t.mouseover().mouseout(),setTimeout(function(){i.timeUpdate(i.video.getCurrentTime())},0)),"true"===i.controls.$more.attr("aria-expanded")&&i.$container.hasClass("h5p-minimal")?i.controls.$more.click():i.toggleBookmarksChooser(!1),i.video.play(),i.seek(e.time);var n=d.formatTimeForA11y(e.time,i.l10n);setTimeout(function(){return i.read(i.l10n.currentTime+" "+n)},150)},d.prototype.onEndscreenSelect=function(t,e){var i=this;i.currentState!==H5P.Video.PLAYING&&(t.mouseover().mouseout(),setTimeout(function(){i.timeUpdate(i.video.getCurrentTime())},0)),"true"===i.controls.$more.attr("aria-expanded")&&i.$container.hasClass("h5p-minimal")?i.controls.$more.click():i.toggleEndscreensChooser(!1),i.video.play(),i.seek(e.time);var n=d.formatTimeForA11y(e.time,i.l10n);setTimeout(function(){return i.read(i.l10n.currentTime+" "+n)},150)},d.prototype.addBookmark=function(i,n){var o=this,e=o.options.assets.bookmarks[i];void 0===n&&(n=Math.floor(10*e.time)/10);var r=o.bookmarksMap[n]=m('
              '+e.label+"
              ").appendTo(o.controls.$bookmarksContainer).data("id",i).hover(function(){void 0!==o.bookmarkTimeout&&clearTimeout(o.bookmarkTimeout),o.controls.$bookmarksContainer.children(".h5p-show").removeClass("h5p-show"),r.addClass("h5p-show")},function(){o.bookmarkTimeout=setTimeout(function(){r.removeClass("h5p-show")},o.editor?1e3:2e3)});r.find(".h5p-bookmark-label").css("maxWidth",parseInt(o.controls.$slider.parent().css("marginRight"))-35),void 0===o.controls.$bookmarksList&&(o.controls.$bookmarksList=m('
                ').insertAfter(o.controls.$bookmarksChooser.find("h3")));var s=m('
              • '+e.label+"
              • ").click(function(){return o.onBookmarkSelect(r,e)}).keydown(function(t){(0,g.isSpaceOrEnterKey)(t)&&o.onBookmarkSelect(r,e),t.stopPropagation()});o.bookmarkMenuKeyboardControls.addElement(s.get(0));var t=o.controls.$bookmarksList.children(":eq("+i+")");return 0!==t.length?s.insertBefore(t):s.appendTo(o.controls.$bookmarksList),o.on("bookmarksChanged",function(t){var e=t.data.index,t=t.data.number;e===i&&t<0?(s.remove(),delete o.bookmarksMap[n]):e<=i&&(i+=t,r.data("id",i))}),o.trigger("bookmarkAdded",{bookmark:r}),r},d.prototype.addEndscreen=function(i,n){var o,r=this,e=r.options.assets.endscreens[i];if(void 0===n&&(n=Math.floor(10*e.time)/10),!this.editor)return r.getDuration()-n<1&&(n=r.getDuration()),void(o=r.endscreensMap[n]=!0);o=r.endscreensMap[n]=m('
                '+e.label+"
                ").appendTo(r.controls.$endscreensContainer).data("id",i).hover(function(){void 0!==r.endscreenTimeout&&clearTimeout(r.endscreenTimeout),r.controls.$endscreensContainer.children(".h5p-show").removeClass("h5p-show"),o.addClass("h5p-show")},function(){r.endscreenTimeout=setTimeout(function(){o.removeClass("h5p-show")},r.editor?1e3:2e3)}),r.editor&&(r.endscreenTimeout=setTimeout(function(){o.removeClass("h5p-show")},1e3)),o.find(".h5p-endscreen-label").css("maxWidth",parseInt(r.controls.$slider.parent().css("marginRight"))-35),void 0===r.controls.$endscreensList&&(r.controls.$endscreensList=m('
                  ').insertAfter(r.controls.$endscreensChooser.find("h3")));var s=m('
                • '+e.label+"
                • ").click(function(){return r.onEndscreenSelect(o,e)}).keydown(function(t){(0,g.isSpaceOrEnterKey)(t)&&r.onEndscreenSelect(o,e),t.stopPropagation()});r.endscreenMenuKeyboardControls.addElement(s.get(0));var t=r.controls.$endscreensList.children(":eq("+i+")");return 0!==t.length?s.insertBefore(t):s.appendTo(r.controls.$endscreensList),r.on("endscreensChanged",function(t){var e=t.data.index,t=t.data.number;e===i&&t<0?(s.remove(),delete r.endscreensMap[n]):e<=i&&(i+=t,o.data("id",i))}),r.trigger("endscreenAdded",{endscreen:o}),o},d.prototype.attachControls=function(t){var s=this,e=m("
                  ",{class:"h5p-controls-left",appendTo:t}),i=m("
                  ",{class:"h5p-control h5p-slider",appendTo:t});s.hasStar&&(s.$star=m("
                  ",{class:"h5p-control h5p-star",appendTo:t}),s.$starBar=m("
                  ",{class:"h5p-control h5p-star h5p-star-bar",appendTo:s.$star}),m("
                  ",{class:"h5p-control h5p-star h5p-star-background",appendTo:s.$star}),s.$starAnimation=m("
                  ",{class:"h5p-control h5p-star h5p-star-animation h5p-star-animation-inactive",appendTo:s.$star}));var n=m("
                  ",{class:"h5p-controls-right",appendTo:t});s.preventSkipping&&s.setDisabled(i),s.controls={},s.controls.$play=s.createButton("play","h5p-control h5p-pause",e,s.togglePlayPause),s.showRewind10&&(s.controls.$rewind10=s.createButton("rewind10","h5p-control",e,function(){var t;0",{class:"h5p-chooser h5p-bookmarks",role:"dialog",html:'

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                  "}),s.popupMenuChoosers.push(s.controls.$bookmarksChooser),s.controls.$bookmarksChooser.append(m("",{role:"button",class:"h5p-chooser-close-button",tabindex:"0","aria-label":s.l10n.close,click:function(){return s.toggleBookmarksChooser()},keydown:function(t){(0,g.isSpaceOrEnterKey)(t)&&(s.toggleBookmarksChooser(),t.preventDefault())}})),s.showRewind10&&s.controls.$bookmarksChooser.addClass("h5p-rewind-displacement"),s.controls.$bookmarksButton=s.createButton("bookmarks","h5p-control",e,function(){s.toggleBookmarksChooser()}),s.controls.$bookmarksButton.attr("aria-haspopup","true"),s.controls.$bookmarksButton.attr("aria-expanded","false"),s.controls.$bookmarksChooser.insertAfter(s.controls.$bookmarksButton),s.controls.$bookmarksChooser.bind("transitionend",function(){s.controls.$bookmarksChooser.removeClass("h5p-transitioning")}),s.popupMenuButtons.push(s.controls.$bookmarksButton)),s.hasStar&&(t=s.editor?"star h5p-star-foreground-editor":"star h5p-star-foreground",c=s.editor?function(){return s.toggleEndscreensChooser()}:function(){return s.toggleEndscreen()},s.controls.$endscreensButton=s.createButton(t,"h5p-control",s.$star,c),s.controls.$endscreensButton.attr("aria-label",s.l10n.summary),s.popupMenuButtons.push(s.controls.$endscreensButton)),s.editor&&(s.controls.$endscreensChooser=H5P.jQuery("
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                  "}),s.popupMenuChoosers.push(s.controls.$endscreensChooser),s.controls.$endscreensChooser.append(m("",{role:"button",class:"h5p-chooser-close-button",tabindex:"0","aria-label":s.l10n.close,click:function(){return s.toggleEndscreensChooser()},keydown:function(t){(0,g.isSpaceOrEnterKey)(t)&&(s.toggleEndscreensChooser(),t.preventDefault())}})),s.hasStar&&(s.controls.$endscreensButton.attr("aria-haspopup","true").attr("aria-expanded","false"),s.controls.$endscreensChooser.insertAfter(s.controls.$endscreensButton).bind("transitionend",function(){s.controls.$endscreensChooser.removeClass("h5p-transitioning")})));var c='',e=m('
                  '+c+"
                  ").appendTo(e);s.controls.$currentTimeSimple=e.find(".human-time"),s.controls.$currentTimeA11ySimple=e.find(".hidden-but-read");e=d.formatTimeForA11y(0,s.l10n),c=m('
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                  "}),s.popupMenuChoosers.push(s.controls.$playbackRateChooser);function u(){(s.isMinimal?s.controls.$more:s.controls.$playbackRateButton).click(),s.resumeVideo()}s.controls.$playbackRateChooser.append(m("",{role:"button",class:"h5p-chooser-close-button",tabindex:"0","aria-label":s.l10n.close,click:u,keydown:function(t){(0,g.isSpaceOrEnterKey)(t)&&(u(),t.preventDefault())}})),s.controls.$playbackRateButton=s.createButton("playbackRate","h5p-control",n,o("$playbackRateButton","$playbackRateChooser")),s.popupMenuButtons.push(s.controls.$playbackRateButton),s.setDisabled(s.controls.$playbackRateButton),s.controls.$playbackRateButton.attr("aria-haspopup","true"),s.controls.$playbackRateButton.attr("aria-expanded","false"),s.controls.$playbackRateChooser.insertAfter(s.controls.$playbackRateButton),-1!==navigator.userAgent.indexOf("Android")||-1!==navigator.userAgent.indexOf("iPad")||(s.controls.$volume=s.createButton("mute","h5p-control",n,s.toggleMute),s.deactivateSound&&(s.controls.$volume.addClass("h5p-muted").attr("aria-label",s.l10n.sndDisabled),s.setDisabled(s.controls.$volume))),s.deactivateSound&&s.video.mute(),s.video.isMuted()&&s.controls.$volume.addClass("h5p-muted").attr("aria-label",s.l10n.sndDisabled),s.controls.$qualityChooser=H5P.jQuery("
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                  \n
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QQIBAgHCgwHHxQECQgIGBAQGwQMCwQAAgCSACADXgKAABYAKQAAAScmIg8BJyYiDwEGFB8BFjI3ATY0JzEBFSERMyY2NyMRITUOASMiJicxA14rCBcMvVsIFwwrCAiWCBcMAQMMDP7j/qdcCAUItwIKEBsQCBAIAlUrCAjHWwgIKwgXDJYICAECDBcI/oJhAVgVLRT9/MIICAEEAAAAAAMAtABMA0wCXwAaAEsAXAAAAQcGIi8CJjQ/ATYyHwE3NjIfAR4BFTAGBzEBBwYiJzgBMScHBiInOAExJyY0PwEnJjQ/ATYyFzgBMRc3NjIXOAExFxYUDwEXMhQHAwEGFBcxFjI3ATY0JzEmIgcBxaIEDwkWPQUFFgQQCDh7CA8FFgQCBwUBhxYEDgQzMgQOBBcEBDMzBAQXBA4EMjMEDgQWBQUyMgUFhv5dCAgJFggBowkJCBYJAiynBAQWSQQPCRYEBDiBBAQXBAgEBwX+NhYEBDIyBAQWBQ0FMjIEDgUWBAQyMgQEFgUOBDIyDgkB5v5NCRYICQkBswkWCAkJAAADAPD//gMwAogANgBsAJcAACUmBiMuASMiBjEuASMiBgc8ATU0JiMiBhUcARUjJy4BBwYWFx4BFx4BMzoBMzI2Nz4BNzYmJzEFJicuAScmNzY3PgE3NhcWFx4BFxYHDgEHMzY3NiYnJicmJyYGBwYHBgcGFhcWFx4BFzwBOQE3PAE1IyImNTQ2MzIWFTgBMTAUMR4BFx4BFTYmJyYGBwYWFzAyMTc+ATMxAyYEGAQIDgQEFggUBAQXBAwUEwwFGwcYEA8DDBQnFAQOCCdKJwgJBAgJBAQGCP6RNCcnMQcGDQ4hIFgzMzMzKCkxBgcQAwgEChgBAiMkJDMzNTZgJygXGAIBIyQkMwsXCFMKO1NTOztTBwsIBAwTUUtLiBQTUUsFBQgcC7sEBAgNCwgNEggULxsQFRUQK1EsGwsHCAgaCBc1FwgIDAQjSCcEDwg1ECEgVzIzMzMoKDIGBxAPISFWMzI0CxgMMzY1YCgnGBcDAiEjIzMzNTZgJygYAwgEBAZZBA0EUzs7UlI7BQQIBAQOCEqJExRRS0uIFAYECwAAAAIAOP+NA8gDHQAEAAgAABMRIREhASERITgDkPxwA1f84gMeAx38cAOQ/KkDHgAAAAIBpgCNAloCHgAeAC4AACUVFAYrASImPQE0NjsBNSMiJj0BNDY7ATIWHQEzMhYDFRQGKwEiJj0BNDY7ATIWAloLBpIGCwsGEhIGCwsGawcKEQoMJwoHSAcKCgdICgfEJgcKCgcmBwpvCwYnBgsLBqcKAUI4BgsLBjgGCwsAAAAAAgFvAH4CkQH6ACcANwAAAQ4BKwEiJj0BNDY3PgE1NCYHDgEHDgEvASY0Nz4BFx4BBw4BBwY2BwcUBisBIiY9ATQ2OwEyFhUCSQobBk0GBx8QDSYrEBQXDQMLAzMDAyOHPB0iAwYpGQ0jFh4HBk0GBwcGTQYHATEGMQ0EDBclDQoPFhYUBAMbDAQEAycDCwM9JSYUPCQgKA0KFw2mBwYGB0wHBgYHAAAAAgEJAFYC/wJNABoALQAAATYyFx4BFxYXFgYHBgcGBwYmJyYnJjQ3PgE3BTY0LwEmIgcOAR0BFBYXFjI/AQFrPJVAIC8TGwYGGiAfMDA1NmQsLBwkJBAyIAEMCgrABggHBgcHBgcLA8ACTSMjEy8gMDY1ZSssHRsGBhsfIDA8lUAgLxP8BhoGbwQEAwwG4gYMAwQEdwAAAAABAID/wAOmAmsAIAAAASYnLgEnJiMiBw4BBwYVHgEXBzc+ATMyNz4BNzY1NCYnA5oQJSVoQEFGU0lJbSAfAz42Kl5AkBZTSkpuICAGBgGAMysrPxESGRlVOjlCQ3kmjREKGBkZVTo5QhMrEwAFAM8ABgMxApwAEAAtADcASABnAAABFRQWOwEyNj0BNCYrASIGFSUnLgErARczFRQWOwERIREjERQWMyEyNjURNiYnBzUyFhUXHgEXIxM1NCYjIgYPARUXFjYzPgE1ATUXFjY/ATY0LwEmIg8BBhQfARYyPwEVFBY7ATA2NQGLGhCAEBsXFIAQGgGRZwkhDY0VWhENjf5VKxENAcANEQMPCZEDCWcDAgN7VQUEAwYDWloGAwMEBf6JOwcMBw0GBnQGDANzAwMNBgwDPAoHGRIBLYAQGxgTgBAaFxOqawoLKokNEf6rAUn+qg0REQ0BgA0dCSp8BgNmBAYD/t7EAwUBA1keWgMDAwIEATOIOwcDBAwHDQZrBgZvBwwHDQYGPIgHCgsKAAAAAAEA/P9rA8kBdwAfAAABHgEVFAcOAQcGIyIGDwEwNz4BNzYzMjc+ATc2NS4BJwOaBgIgIG9JSlMXkEAqKypvNDUTUUlIbB8gBBUWAXcTJRBCOTpVGRkYCmYICBMICBkaWDs7QypLIAAACQD3ACoDqQKAACAALQAxADUAOQA9AEEARQBJAAABIzUuASMhIgYVERQWOwEVHgEzOAExITI2NREwNDE0JiMFESMRIRUhOAEjIgYHBREhERczFSMVMxUjFTMVIyczFSMVMxUjFTMVIwOEVQEWEP4VEBYWEFQBFxAB6hAWFRD97UIBxP6mAQ8WAgIA/jiu4+Pj4+Pjai4uLi4uLgITRxAWFhD+ZBAWSBAWFhABnAEPFyf+5AF3NxUPEv6JAXddIi8iOSPPIi8iOSMAAAAABADVACsDKwKAAAQACwA4AEwAAAkBIzUBAycHFTMVMxMiJiMiBjEHFAYVFBYVOAExFBYzMDIxFjIzOgE1NzwBNTA0NTQ2NTQmIyoBMRcHJzc+ATM4ATEyFh8BHgEVFAYHAsH+uaUBSJVcJDMswwEBAQEC1gEBBQMBAQEBAQLWAQUDAQHyQaRBBxILChMHXAcICAcBcv65pAFI/mpdJCsyAXYBAdgBAQEBAgEEBAEB1QECAQIBAQEBBAUHQqVBBwgIB1wHEwoKEwcAAAAAAgCuAAMDUgKnABwAOAAAASIHDgEHBhUUFx4BFxYzMjc+ATc2NTQnLgEnJiMRIicuAScmNTQ3PgE3NjMyFx4BFxYVFAcOAQcGAgBGPj1cGhsbGlw9PkZGPj1cGhsbGlw9PkY9NTZPFxgYF082NT09NTZPFxgYF082NQKnGhtcPT5GRj0+WxsbGxtbPj1GRj49XBsa/YkXF1A1Njw9NjVQFxcXF1A1Nj08NjVQFxcAAAABAK4AAwNSAqcAHAAAARQHDgEHBiMiJy4BJyY1NDc+ATc2MzIXHgEXFhUDUhsaXD0+RkY+PVwaGxsaXD0+RkY+PVwaGwFVRj0+WxsbGxtbPj1GRj49XBsaGhtcPT5GAAACAL0AFwNDApMACAAOAAABNSERMxUhESMTIREzIRECm/4ihQIBqGb+ggEBfQIZev4tqQIC/kABfv6CAAABAN8AJAMaAoYAKwAACQEOASMiJi8BJjQ3MTchIiY1MTU0NjcxIScmNDcxNz4BMzIWFxMwFhcWBgcDFP8ABRIKChIFGg8Pdv7fExsbEwEUdg8PGgUSCgoSBf8PBQUHBAE4/vkFCAgFGw4rD3YaFDQUHAV2DyoPGgUICAX/ABAKDxMFAAABAJIAVQNuAlUAOgAAJQ4BBw4BIzgBMSImLwEVOAExFAYjMCIxITgBIyImJxE+ATMyMDMhMDIxMhYXFTc+ATM4ATMyFhceARUDbgEJBgMFAwYJA6REMQH+4AEvRAEBRC8BAQEfATBEAaQECQUBAgYCBwl6CA0CAQIEBKRCMURELwEaMENDMEShBAQBAQMNCAADAID/1QOAAtUAGwA4AF8AAAEiBw4BBwYVFBceARcWMzI3PgE3NjU0Jy4BJyYDIicuAScmNTQ3PgE3NjMyFx4BFxYVFAcOAQcGIxMuASMiBg8BJy4BIyIGDwEOARUUFh8BHgEzMjY/AT4BNS4BJyYWMQIAUEVGaR4eHh5pRkVQUEVGaR4eHh5pRkVQQDk4VBkYGBlUODlAQDk4VBkYGBlUODlAbAMIBQUIA2M2AwgFBQgDJwMEBANuAwgFBQgDmgMDAQMCAgIC1R4eaEZGUE9GRmgeHx8eaEZGT1BGRmgeHv1KGRhUOThAQTg4VRgYGBhVODhBQDg5VBgZAZUDBAQDYzUDAwMDJwMIBQUIA2gDBAQDmgIIBAUJBAQFAAQAXwAAA6ECqwAnAEMAXABjAAAlHAEVFAYjOAExITgBMSImNTwBNREwNDU0NjM4ATEhOAExMhYVHAExJSIGFTgBMRE4ATEUFhchPgE1OAExETgBMTQmIwUiJjU8ATEwNDE0NjMeARUwFDEwFBUUBiMFITU3FzcXA6EsIP1WICwsIAKqICz9CgcJCQcCqgcJCQf93yY1NSUmNTUmAfb9r5hL0ZxPAQEBICwsIAEBAQINAgEfLS0fAQIQCQb98QYJAQEJBgIPBgn8NiYBAQEmNwE2JgEBASY28hqXTtKiAAAACgCLACsDdQKAABkANQA5AD0ASwBUAFgAXABgAG0AAAEhIgYVOAExETAUMRQWMyEyNjUROAExNCYjEzgBMRQGIyEiJjU4ATUROAExNDYzITIWFTgBMRMjNTMHIzUzByM4ATEiJic3HgE7ARUlJz4BNTMUBgclBzUzJSM1MzUjNTcnLgErATUzOAExMhYXAoj+WiQzMyQBpiUzMyUgEg3+WQ0SEg0Bpw0SQl1dkFpbmTUIDgcSAgcDNAF5EAoNMyAZ/i8yMgIKMTExMUgCBgQcHQgPBgKANCT+8QEkNDQkARAkNP6YDRMTDQEBDw0TEw3+AzExMTECAy8BAjEEMAMRDBwrCUYVOxpeMDgSCgECMgMCAAAABACA/9UDgALVABsAOABVAHIAAAEiBw4BBwYVFBceARcWMzI3PgE3NjU0Jy4BJyYBFAcOAQcGIyInLgEnJjU0Nz4BNzYzMhceARcWFQEiBw4BBwYVFBceARcWMzI3PgE3NjU0Jy4BJyYjExQHDgEHBiMiJy4BJyY1NDc+ATc2MzIXHgEXFhUCAFBFRmkeHh4eaUZFUFBFRmkeHh4eaUZFAQEaG1s+PUZGPT5bGxoaG1s+PUZGPT5bGxr+rzYvMEYVFBQVRjAvNjYvMEYVFBQVRjAvNtMREDomJiwsJiY6EBEREDomJiwsJiY6EBEC1R4eaEZGUE9GRmgeHx8eaEZGT1BGRmgeHv6ART49XBobGxpcPT5FRj49WxsaGhtbPT5GAQUVFEcvMDY2Ly9HFRQUFUcvLzY2MC9HFBX++ysnJjkREBAROSYnKywmJzkREBEQOScmLAAAAAACAKr//wNWAqwAoQCuAAABJy4BJz4BNz4BNTgBMTA0MTQmJy4BJy4BIzgBMSIGDwEuAS8BLgEjMCIxIzgBMSIGBw4BBw4BBycuASciBgcOAQcUFhceARcOAQ8BDgEHFRQWHwEeARcOAQcOARU4ATE4ATEUFhceARceATMyNj8BHgEfAR4BMzgBMTM4ATEyNjc+ATc+ATcXHgEzMjY3PgE1NCYnLgEnPgE/AT4BNzUuAScFIiY1NDYzMhYVFAYjA0hRBAoGDBgLAgICAhAkFAMGAwMFAj4JEwoPAQgGAWMFCQEFBgIMFQk8AwUEC0MIAQIBAwIMGAsECQNTBgYBCAVRBQoGDBgLAgICAREkFAIGAwQFAj8IFAoOAQkGYwYIAgQHAgsUCjwCBgMMQwcCAgICDBkLBQkDUwUHAQEHBv64R2RkR0dkZEcBlwsNFgsPHRACBQMBAgUCFSURAwICAjAECARSBggIBRIpFgULBTICAgFFCwIFAwMGAg8eEAkUCw4CCAZiBgkBDA0WCw4eEAIFAwMFAhUmEAMDAgIwBQgDUwUIBwYRKhUHCgYxAQNFCwIFAwMGAg8dEQkUCg8BCQZiBggB7GRHR2RkR0dkAAAAAAMAyv+qAzYDAAA3AG4AnQAAJSoBIyoBIy4BIyIwMTgBIyIGBy4BKwE1NCYjIgYdAS4BIyIGFRQWHwEeARczMjY/AT4BNzUuASMBNDc+ATc2MzIXHgEXFhUUBgceARc+ATU0Jy4BJyYjIgcOAQcGFRQXHgEXFhc+ATcmJy4BJyY1ITgBMTQnLgEnJiMiBw4BBwYVFBYXNy4BNTQ2MzIWFRQGBxYUFRwBHQE+ATU0MDEC1QEDAgIDAggWDQEBBgwFCBUMBxcXGiQGEAkZJAcGWwodEJwPFAMXAwUBASAX/hkWFUoxMTg5MTJJFhUlIAwTCSElGBhVODlAQDk4VRgYDAwrHh8lCRULJR8gLQwNAdsQEDclJSsqJSU4EBBQPQIuOmFERWEXFQElLMkJCwIDCAkzGSYkGoMEBSQZCxMHewwPARcQWAwbDjUWIAEAODExShUVFRZJMjE5M10kAQgGKWU4QDk4VRgYGBhVODlALCopRh0dEwcMAw8ZGkEnJisrJSU3EBEREDclJStEahQnE1M0RGFhRCE5FgIDAQIDASccVjEBAAIBBgAVAvoClQBOAF8AAAE4ARUUBg8BDgEjOAExOAExIiYvAS4BNTQwNTgBMTQ2PwE+ATM4ATEwMjEyFh8BNTQwNTQ2OwEyFh0BNz4BMzgBMTgBMTIWHwEeARUcAQcBITIWFTEUBiMhIiY1MTQ2MwL5BgXRBQ8JCQ4G0QUHBwUYBg8IAQgPBWAXECoRGGAFDgkJDwUYBQYB/kkBfRgiIhj+gxgiIhgBsgEIDgbRBQcHBdEFDggBAQkOBhgFBwcFYOMBARAZGBHhXwYGBgYXBg4IAQMB/tciGBgiIhgYIgAAAwB9ABoDgwKRACMAKAA1AAABIzU0JiMhIgYVOAExERQWOwEVFBYzITI2NTgBMRE0JiM4ATEHESERIScjIgYVOAExFSMRIRUDYrQYD/4dDhkZDrQZDgHjDxISDxP+PQHD2/UOGacBwwH9bQ8YGA/+ag4Ybg4YGA4Blg8YOv6RAXU0Eg71AW9aAAUAqgAgA0ICfgAlADIAVwBpAHAAACUiBhUxFSERMzI2NTgBOQE0JisBIgYHERQWMyEyNj0BNiYjOAExBTI2NS4BJw4BBxQWMwEnNSY2JyYGBycmIgc5AQYHDgEHBjEwBhceATE3FxYyPwE2JicnNjIXMBYxFgYVHAEVJzA2NzEHPgE3HwEhAucKEP4YqQoQCgnEDhQFGQ4CCQ8SBQ8K/uIYIgodExQdCiIZAXMHLCw6FCUPEwUXBQwcHDoVFgwFBRVIdQ8xDk4PAhNbBQsKBgUFNAoK1x1dDydb/vXDEApbAZMRCQoQExT+Uw8SEg9uBQ8UIhkiRCMeRCcUJwEYBwY7TCMJFhQUBAQKHR09FxgPBQUBBnsPD1QKKQ6QBAQHChsPBQMFOwgFnR5cDydiAAAIALkAqQNHAgIAEwAhADEAbQB9AJkAqgDPAAABISIGHQEeATM4ATEhMjY9ATQmIwchIiY1NDYzITIWFRQGJSEyFh0BFAYjISImPQE0NgUHMAYjIiYjJwciBiMiJjEnJjQ1PAEzNyciNDU8AT8BMDYzMhYzFzcyNjMyFjEXFhQVHAEjBxcyFBUcARMhIgYdARQWMyEyNj0BNCYXDgEjOAExIS4BJzE4ATE0NjchOAExMhYVOAExJSEyFh0BFAYjISImPQE0NjMlByIGIyImMScuATE0NjM3NDYzMBYfATcyNjMyFjEXFhQVHAEjAw395hgiASIXAhoYIiIYFv4SFR8fFQHuFR8f/goBYwUGBgX+nQUGBgHXBgIBAQEBDQ0BAQEBAgYBAQ0NAQEGAgEBAQENDQEBAQECBgEBDQ0BJP3mGCIiGAIaGCIiBwEfFf4SFB4BHhUB7hYf/eoBYwUGBgX+nQUGBgUB4CYBAQEBAhYBAQEBBgIBAgENHQEBAQECBgEBAUkiGC4XISIYLBgihR8VFh8fFhUfQwYFBQUHBwUFBQYgBgEBDg4BAQYBAQEBAg0OAgEBAQEGAQEODgEBBgEBAQECDg0CAQEBARojGC0YIiIYLRgjURUeAR0VFR8BHxYPBwUFBAcHBAUFBwInAQEWAQIBAgYBAQEBDR4BAQYBAQEBAgADAG0ATwOTAoYACwAPACgAAAExESEXIREjESMRITcXPwElFR4BFRQGIyImJyMeATMyNz4BNzY1NCYnAdz+nh0BCfc8AW/3XiY8/m8wP1M6MEcNQBBqRiojJDUPD1tHAU8BNzf/AAE3/pGJXiI8PEANTDA5VDotQ1sQDzckJSlHcQ0AAAACAHP/3gONAvcAHAA5AAAFIicuAScmNTQ3PgE3NjMyFx4BFxYVFAcOAQcGIxEiBw4BBwYVFBceARcWMzI3PgE3NjU0Jy4BJyYjAgBTSUhrHx8gH2xISFJSSEhsHyAfH2tISVNFPD1aGxoaG1o9PEVFPD1aGxoaG1o9PEUiHyBsSEhSU0hJax8eHx9sSUhRVEhIbB4fAtkaGlo9PURFPTxbGhoaGls8PUVEPT1aGhoAAAEAfgErA4IBqwAEAAATIRUhNX4DBPz8AauAgAACAHH/3gOPAvcABAAJAAAFIREhESUhESERA4v85gMe/SICnv1iIgMZ/OdAApn9ZwABAcD/4AJAAvUAAwAAAREjEQJAgAL1/OsDFQAACQA+AFYDwgKwABkAMwA/AEsAVwBoAH8AlQChAAABPAE9ATQmIyEOAR0BMRwBFxUUFjMhMjY9AQchIiY9ATQmNTE1NDYzITIWHQEUFh0BFAYjBxYGJy4BJyY2Fx4BBxYGJy4BJyY2Fx4BFxYGJy4BJyY2Fx4BJRUUFhceATMhMjY9AScHJwcnNzYyHwEWFA8BFxYUDwEGIi8BJjQ3MQUHBiIvASY0PwEnJjQ/ATYyHwEWFAclFAYjIiY1NDYzMhYDNDws/mUrOwE7LAGbKztm/mUdJgEmHAGbHSYBJhyrDiYYBAQCDiUZAwV7DiUZAwUCDiUZAwX7DiUZAwQDDiYYBAT+kwUEAwcDAXQJDn2ZREfyOwMJAwoDAyoqAwMKAwkDOwMDA4Q7AwkDCgMDKioDAwoDCQM7AwP+AiUaGyUlGhslAb0aQykJKjoBOinAECQUCSo5OiqBwSUaCRw+H48bJCUaCSZZKGEbJHYZJQ4BBgMYJg4CBQMZJQ4BBgMYJg4CBQMZJQ4BBgMYJg4CBdQGCBAFAwMSDDF/jSA4bjsDAwoDCAMqKwMIAwoDAzsDCQMPOwMDCgMIAysqAwgDCgMDOwMJA18bJSUbGiYmAAIAgwAVA30DFQALACwAAAExESEXIREhESMRIRMVHgEVFAYjIiYnIxYXHgEXFjMyNz4BNzY1NicuAScmJwJv/iMrAWP+sk8B7DVAVG9PQGETVQoYGEQrKy84MDFHFRQCEA87KSgwAXMBokr+qAGi/g4BCVQQZkRPcE87LScnORAQFhVKMTE3MCwtRxkYCAAAAAIAfQBeA4MCzQAUABgAAAEhIgYVERQWOwEVITUzMjY1ETQmIxEhESEDPv2EHCkpHLIBGLIcKSYf/YQCfALNKRz+VhsqOzsqGwGqHCn+EQGmAAAAAAEAkQCAA4ACvAAFAAAlJwcXAScBgLI97wIAPPmyPO8CADwAAAYAxwBVAzkDAAAcADoAWABwAHsAtwAAAS4BKwEiBhUUMDERFBYzMDIxMzI2NzA0MRE0JiczLgErASIGFRQwMREUFjMwMjEzMjY3MDQxETQmJzMzLgErASIGBxQwMREUFjM4ATEzMjY1MDQxETQmJzMTFAYHDgEHDgEjISImJy4BJy4BNREhETMBPgE7ATIWHwEjNwU0JiMiMDEjJy4BJy4BKwEiBgcOAQ8BIyIGBzAUMRUUFhcyMDEzERQWFx4BFyE+ATc+ATURMzI2NzgBMQGnAgYCHQYIBwYBHQUIAQICcgIGAxwGCAcGAR0FCAECAwFyAwUDHQUIAQgGHQYIAgIBPQIBAQMDAQIB/o0BAgEDAwEBAgGOAf7qAgQCjQIEAhXHFQGHCAUBih8DDQgHEgqOChIHCA0DH4oFCAEIBQErCgsJGg8Bcg8aCQsKKwUIAQH8AgIHBgH/AAYIBwYBAQADBQICAgcGAf8ABggHBgEBAAMFAgICBwYB/wAGCAcGAQEAAwUC/rQECgQDBgMBAgIBAwYDBAoEAaX+WwISAgMDAjQ0QgYISgkOBQYGBgYFDglKBwYBHQUIAf5aESENDA4BAQ4MDiERAaUIBgABAKsAVQNVAwAACAAAARcHIRUhFwcBAgA87gIH/fnuPP6rAwA871XvPAFWAAEA1QCAAysC1QALAAABJwcnBxcHFzcXNycDKzzv7zzv7zzv7zzvApk87u487u887+887wAJAI0AQANzAmsABAAIAAwAEAAUABgAHAAgACQAABMRIREhEyM1MzUjNTM1IzUzASERIRMjNTM1IzUzNSM1MwURNyeNAub9Go5bW1tbW1sBnf6QAXCNW1tbW1tb/l66ugJr/dUCK/4CW2BbWmD+MAHQ/jBbYFtaYGD+642IAAAAAAoAKgAVA9YClQAOADEAQQBTAF4AbQCAAIQAlQCZAAAlIxQGBxQGBx4BMzQmLwEvARcyNjU0Ji8BIwcVMBQ5AgcUFjMXMjY3PgE/ARc+ATcnFxQWFRwBFTI2NzQmJyIGIzcmIg8BHgEVPgE3MT4BJy4BJyUOAQceARc+ATcnFw4BBzMeARc0NjU+ATUnASEiBhURFBYzITI2NTgBMREuAQMhESEBNTQmIzEhIgYdARQWMyE+ASchNSEBihQBBQIECRoJAQUGlAxMChAIBYANBg0CBQwFAwUFAwUGDQ8MBQ26BgoTCggFBREKYAUQBQwECAoTCgUGBQUJBf8ABREKCgwKCgsFGi0FCwoHCRUOBwUBJgJz/iYOGBgOAdoOGAQUIf5NAbP94A8E/tkJEBAJASAKECf+9AEMTwoTCQUDBQUCDxYPBloMBhAKBAoFBg0GBpQECAcCBQQKBUYNBRoOB2AFCwoFEAUCBQ4XDgYZBQUNCRsPBQMFBREKCgQFLQ4VCgkMBAkbDxMmDxYPBAoFBQMFChMJFAIsGA7+cw4YGA4BjQ4Y/mABbf7T9AkQEAn0CRAFCxbaAAAACgAtABUD0wKVAA4AMgBCAFQAXwBuAIIAhwCaAJ8AACU3FBYXFBYXDgEjNDY3Mz8BIyImNTQ2PwEzFxUwFDkCFxQGIwcjIiYnLgE1JwcuAScXBxQGFRwBFSImJzQ2NzIWMyc2Mh8BDgEVLgEnMS4BNz4BNyUeARcOAQcuASc3Bx4BFyMOAQc0JjUuATU3AREUFjM4ATEhMjY1ETQmIyEiBhUXIREhEQEhMjY9ATQmIyEiBhUxFR4BMzETIRUhNQJ6EwEFAgUKGgkBBQeMB0cJEAgFgAwHBgEFBwYFAwUFAQcMDw0EDLkHCRMKCAUJDQpgBRAEDQUICRMKBQYFBAoFAQAFEQoKDQkKCwUaLQULCgcJFQ8GBQEm/W0RDwHZDxgYD/4tDhg5AbT+TAI0ASAJEBAJ/uAKEAULCgwBDf7zTwYJEwoFAwUFAQ4XDloMEAoFCQUHBwYHjAUIBwIFBQkFRgwEGg4MYAULCgUQBQIFDhcOBhkFBQ0JGw8FAwUFEQoKBAUtDhUKCQwECRsPEyYPFg8ECgUFAwUKEwkUAgb+cw4YGA4BjQ4YGA4T/pkBZ/7AEAn0CRAOBfMPEQEA4OAAAAIAvgBAA0ICZAAkAFEAACUiBh0BIREzMjY1MTYmIzAiMSMiBhURFBYzITI2PQE0JiM4ATEnBw4BFRQWMzI2MzcXHgEzMjY1NCY1Jzc+ATU0JjUuASMiBiMHJyYiBwYUHwEDGQsR/fi0CxEFDwsHwhUUGg8CKw8aEw+gUwUCExAFEQZTUwUMCw8TB1NTBgEHDw4FBRIFWlMLGwsKClr7EQthAacSCgoZGhD+MBAaGhBvDxPXUwUMCw8TBlRUBQETDwUSBVNTBgwKBRIFBQIHU1MKCgsbC1oAAAIAwABCA0ACaQAqAE8AAAEiBhU4ATEVIREzMjY1OAE5ATQmIzgBMSMiBhURFBYzITI2PQE0JiM4ATE3IzU0JisBIgYdASMiBh0BFBY7ARUUFjsBMjY9ATMyNj0BNCYnAx4LEf380QsREQvmDxoaDwIuDxoTDwdiEQsOChJhCxERC2ESCg4LEWIKEREKASgRC4sBsBELChIbD/4tEBoaEKALEcpbChISCmIRCw4KEmELERELYRIKDhAOBQAACgCZABMDZwKXABEAIgAnACsANgA/AEQASQBNAFgAACUhIiY1ETQ2MyEyFhUxERYGIwEiBhUxERQWMyEyNjURNCYjEyM1MxUrATUzByMiJic3OgE7ARUlJz4BNTMUBgclIzUzFSUjNTMVNSM1MycqASsBNTMyFhcHAnL+dh8wMB8BhSAwBC8g/nYMExMMAYUMFBQMdUVFj0ZGkDUIDwQQBAMENQFvEAwJMB0Y/kEwMAH0MDAwMEUEAgQ2NggOBBDYMCABICAvLyD+4CQsAZAUDP7gDBQUDAEgDBT9qzAwMDACBC81Bi8EEAwcKwhPRkZGRUWPRiUwAgQqAAAABwDHAEYDOQJkABIAJwA8AE0AXwB0AIUAAAEhIgYVMRUUFjMxITI2PQEuASMVISIGFTgBMRUUFjMxITI2PQE0JiMVISIGFTEVFBYzMSEyNj0BNCYjOAEVISIGFTEVFBYzITI2PQE0JgEjIgYVMRUUFjMxMzI2PQEuAQcjIgYVMRUUFjMxMzI2PQE0JiM4ARUjIgYVMRUUFjsBMjY9AS4BAx39wQkODgkCRAkOBBAI/kEIDg4IAb8IDg4I/kEIDg4IAb8IDg4I/kEIDg4IAb8IDg794CcJDg4JJwgOBAoIJwkODgknCA4OCCcJDg4JJwgOBAoCZA4ILQgODggtCA6GDggtCAkOCScIDqIOCC0IDg4ILQwKnA4JLAkODgksCQ4BPg4ILQgODggtCA6iDggtCA4OCC0MCpwOCSwJDg4JLAkOAAAACACOAEEDcgJpABwAOgBXAGYAcgCCAI8AoAAAASEiBhU4ATEVFBYzOAExITI2NTgBMTU0JiM4ATEXISIGFTgBMRUUFjM4ATEhMjY1OAExNTQmIzgBOQETISIGFTgBMRUUFjM4ATEhMjY1OAExNTQmIzgBMSUyFgcOASciJjU0NjM4ATUiBhcUFjcyNjU0JgMyFgcOASciJjU0NjM4ATE1IgYXFBY3MjY1NCYjNxQGIyImNTQ2MzAyMzIWFzEDD/6TCBMPDAFnCBQOCDz+VwgTDwwBqQkTDw0R/kYIEw8MAbQJEw4I/YoZHQQEHhUVHR8YITAEMiEhLC0mGR0EBB4VFR0fGCEwBDIhISwxIl4zJSU5MyUCBCEzBAGHDggyCA4OCDIIDsEOCDIIDg4ILAgUAYgOCDIIDg4ILA0PBSIVFSEEIxUQIRYxISIwBDIhITH+XSIVFSEEIxUQIRYxISIwBDIhISx0JTk0JSU5MyYAAAALAKoASwNcAmAADwAfADAAQgBSAGMAdACFAJYApwC4AAAlIyIGHQEUFjsBMjY3NS4BJSMiBh0BFBY7ATI2PQE0JiEyFhcVFAYjISImPQE0NjMhNSEiBh0BFBYzITI2NzU0JiMxBzIWHQEUBisBIiY9ATQ2MzcjIgYdARQWOwEyNj0BNCYjAzIWHQEUBisBIiY9ATQ2OwE1IyIGHQEUFjsBMjY9ATQmIwUzMjY9ATQmKwEiBh0BBhYzITMyNjc1NCYrASIGHQEUFjMBMzI2PQE0JisBIgYdAQYWMwNAhwgODgiHCBAEBBD+ZOwIDg4I7AgODgF2CA8FEAz+7AgODggBFP7sFR0dFQEOFR8EIhDbCA4OCOEIDg4I4eEVHR0V4RUdHRUMCQ4OCXsJDg4Je3sVHh4VexUeHhX+fZgIDg4ImAgOBQ4NAfSMCBAEDw2MCQ4OCf4MQwkODglDCA4FDg3GDggzCA4OCDMIDr8OCDMIDg4IMwgODggzCA4OCDMIDhwdFTMVHR0VMxUd2w4IMwgODggzCA4cHRUzFR0dFTMVHQFiDgk4CA4OCDMIDiIdFjgVHR0VMxUjgQ4IMwgODggzCA4OCDMIDg4IMwgO/oIOCTIJDg4JMgkOAAAAABYAngBLA2ICYAAEAAwAIwA1ADwAQABEAEgATQBUAFgAXABgAGcAawBvAHQAeAB8AIEAhgCLAAABByM1NwMnBxUzFTM3NzAiMwcwFDEUFjMxMDIxNzA0MTQmOQEXByc3PgEzMhYfAR4BFQ4BBzETIzUzNTMHKwE1MwcjNTMHIzUzByM1MxcrATUzFTMXJyM1MzUjNTM1IzUzNSM1MxUjFSUjNTMHIzUzByM1MxcBIzUzNSM1MyUzFSM3ETMVIzcTMxEjEQMT22vbZT0XIhwWawQEkgEFBY0GnSdrLQQOBQgKBD4EBwQECREtHBcGcEREh0NDh0NDhklDBoczFxYGHBcXFxcXFxctFgGwQ0OHQ0OGSUMGAgoXFxcX/ZFZXwZZXwYhFxcBrNtr2/7zPRYcIhfgjAYEAYwFBQEGJ2stBAcHBD4EDgQJDwX+ZxYXLRYWFhYWFhYWLRcWaj5DPj4+Qy0WFxcWFhYWFhb+az4+PqIWFv6ZFhYBV/6YAWgABwB1AEkDiwJiAC8AXwBjAGgAbABxAHoAAAEVIzQmJy4BJy4BKwERFBYXFBYzHgE7ARUjNTMyNjcyNjc8ATURIyIGBw4BFSM1IQUVIy4BJy4BJy4BKwERHAEVFBYzHgE7ARUjNTMyNjcyNjc8ATURIyIGBw4BByM1IQUjNTMHMzUjBwUjNTMHMzUjBycjNSM1MxUzFQGkDAgIBQ8IBQ8IHAEEBwQFDgQLswsEDgQFAgUXDBoMCQ4LAS8B5wsFCAQEEAgJEAkWBwQEDgQMrhEEDgQEAwQWDRkMDQsEDAEv/kVwcGROSQUBOXBwZU9JBgVJLT44AmJZDBgICQoEBAH+/wkQCQQHBAILCwIEBwQJEAkBAQgICR8QWclaDRcJCAoEBAL+/ggRC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) 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