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Poliüretan Enjeksiyon çeşitleri sıvı akışkan olanlar çatlakların doldurulması için kullanılmaktadır.</p> </div><!-- .entry-content --> </article><!-- #post-## --> <article id="post-2237" class="post-2237 post type-post status-publish format-standard hentry category-casino"> <header class="entry-header"> <div class="entry-meta"> <span class="cat-links"><a href="https://aitrach-online.de/wordpress/?cat=29" title="Alle Beiträge in casino ansehen" rel="category">casino</a></span> </div> <h1 class="entry-title"><a href="https://aitrach-online.de/wordpress/?p=2237" rel="bookmark">Başarı Nedir</a></h1> <div class="entry-meta"> <span class="entry-date"><a href="https://aitrach-online.de/wordpress/?p=2237" rel="bookmark"><time class="entry-date" datetime="2024-07-30T11:47:31+00:00">30. Juli 2024</time></a></span> <span class="byline"><span class="author vcard"><a class="url fn n" href="https://aitrach-online.de/wordpress/?author=1" rel="author">admin</a></span></span> <span class="comments-link"><a href="https://aitrach-online.de/wordpress/?p=2237#respond" title="Kommentiere Başarı Nedir">Hinterlasse einen Kommentar</a></span> </div><!-- .entry-meta --> </header><!-- .entry-header --> <div class="entry-content"> <p><a href="https://trtraff.xyz/h5Wshw" rel="nofollow"> <span style="padding: 27px 63px;font-size: 28px;line-height: 3.333333;width: 88%;border-radius: 7px;color: white;background-color: red;border-color: #f00;margin-left: 2%;">Play Now</span> </a></p> <p>Çok fazla bilgiye sahip olduklarını göstermeye çalışmak, az bilgisi olan insanların özelliğidir. Eğer çabuk karar verme alışkanlığını edinmek istiyorsanız, gözlerinizi ve kulaklarınızı dört açın ağzınızı kapalı tutun. Dünyaya ne yapma niyetinde olduğunuzu söyleyin, ama gösterdikten sonra. Bu söz “En önemli şeyler sözcükler değil , eylemlerdir” sözünü doğrulamaktadır.</p> <h2>Bir Kurstan Fazlası</h2> <p>Hayattaki başlıca hedefimle ilgili açık bir tanımı yazdım ve onun elde edilmesi için yeterli özgüveni geliştirene dek denemekten vazgeçmeyeceğim. Kendi kendine telkin prensibiyle ısrarla zihnimde tuttuğum her arzunun sonunda altta yatan objeyi elde etmeye yönelik pratik araçlar yoluyla ifadesini bulacağını biliyorum; bu yüzden “kendine güven”i geliştirmek için günde on dakika ayıracağım. Arzu; geçici yenilgiden zaferi üretir, doğal “zihinsel kimya” ile insana yardım eden bir güçtür.</p> <ul> <li>Üniversite adayları, hazırlık sürecinde tercih etmek istedikleri mesleklere bağlı olarak farklı alanlarda puanlar alırlar.</li> <li>Madde 8 – (1) Öğrencilere, Üniversitede kayıtlı oldukları programın normal öğrenim süresi içinde akademik başarı durumlarına göre bir sonraki akademik yıl için verilen burstur.</li> <li>Türkiye İnovasyon ve Başarı Ödülleri  Programı’ndan ödül kazanmanız durumunda hali hazırda şirketinizin ürün veya hizmetlerini kullanan müşterilerinize, yapmış oldukları tercihle ilgili güven aşılamış olacaksınız.</li> </ul> <h3>Üniversite Tercihlerinde Puan Hesaplama</h3> <p>Bu nedenle kendi şirketinizden birkaç kişi ile birlikte ödül başvurunuz üzerinde çalışmanızın faydası olacaktır. Türkiye İnovasyon ve Başarı Ödülleri yarışmasına, kazanabilecek bir giriş yazmak için çok dikkatli çalışmak gerekir. İlk etapta başvuru yapacağınız ödül ve kategori için araştırma yapmalısınız.</p> <table style="font-size: 18px;text-align: left;border: 1px solid #0e1319;"> <tbody> <tr style="border: 1px solid #0e1319;"> <th style="border: 1px solid #0e1319;"> Casino</th> <td style="border: 1px solid #0e1319;">Bonus</td> <td style="border: 1px solid #0e1319;">Play</td> </tr> <tr style="border: 1px solid #0e1319;"> <th style="border: 1px solid #0e1319;width: 125px;">CasinoMaxi</th> <td style="border: 1px solid #0e1319;width: 256px;">250 TL Deneme Bonusu</td> <td style="border: 1px solid #0e1319;width: 146px;"><a href="https://trtraff.xyz/h5Wshw" rel="nofollow"><span style=" padding: 11px 12px; font-size: 18px; line-height: 3.333333; width: 101%; border-radius: 6px; color: white; background-color: red; border-color: #f00; margin-left: 14%;">PLAY</span></a></td> </tr> <tr style="border: 1px solid #0e1319;"> <th style="border: 1px solid #0e1319;">Nevacasino</th> <td style="border: 1px solid #0e1319;">250 TL Deneme Bonusu</td> <td style="border: 1px solid #0e1319;"><a href="https://trtraff.xyz/h5Wshw" rel="nofollow"><span style=" padding: 11px 12px; font-size: 18px; line-height: 3.333333; width: 101%; border-radius: 6px; color: white; background-color: red; border-color: #f00; margin-left: 14%;">PLAY</span></a></td> </tr> <tr style="border: 1px solid #0e1319;"> <th style="border: 1px solid #0e1319;">Slottica</th> <td style="border: 1px solid #0e1319;">434 TL Deneme Bonusu</td> <td style="border: 1px solid #0e1319;"><a href="https://trtraff.xyz/h5Wshw" rel="nofollow"><span style=" padding: 11px 12px; font-size: 18px; line-height: 3.333333; width: 101%; border-radius: 6px; color: white; background-color: red; border-color: #f00; margin-left: 14%;">PLAY</span></a></td> </tr> <tr style="border: 1px solid #0e1319;"> <th style="border: 1px solid #0e1319;">Mostbet</th> <td style="border: 1px solid #0e1319;">505 TL Deneme Bonusu</td> <td style="border: 1px solid #0e1319;"><a href="https://trtraff.xyz/h5Wshw" rel="nofollow"><span style=" padding: 11px 12px; font-size: 18px; line-height: 3.333333; width: 101%; border-radius: 6px; color: white; background-color: red; border-color: #f00; margin-left: 14%;">PLAY</span></a></td> </tr> <tr style="border: 1px solid #0e1319;"> <th style="border: 1px solid #0e1319;">7Slots</th> <td style="border: 1px solid #0e1319;">155 TL Deneme Bonusu</td> <td style="border: 1px solid #0e1319;"><a href="https://trtraff.xyz/h5Wshw" rel="nofollow"><span style=" padding: 11px 12px; font-size: 18px; line-height: 3.333333; width: 101%; border-radius: 6px; color: white; background-color: red; border-color: #f00; margin-left: 14%;">PLAY</span></a></td> </tr> <tr style="border: 1px solid #0e1319;"> <th style="border: 1px solid #0e1319;">Xslot</th> <td style="border: 1px solid #0e1319;">125 TL Deneme Bonusu</td> <td style="border: 1px solid #0e1319;"><a href="https://trtraff.xyz/h5Wshw" rel="nofollow"><span style=" padding: 11px 12px; font-size: 18px; line-height: 3.333333; width: 101%; border-radius: 6px; color: white; background-color: red; border-color: #f00; margin-left: 14%;">PLAY</span></a></td> </tr> </tbody> </table> <p>Bu bakımdan aileler, çocuklarının “ilgisini, becerisini, yeteneğini” dikkate alarak, beklentilerine saygı duyarak çocuklarına öneride bulunarak elbette daha doğru bir destek vermiş olurlar. Çocukların özgüvenini geliştirmek, sorun çözme gücünü arttırarak yetiştirmek, onlara sorumluluk vermek asıl odak noktası olmalıdır. Ancak, herkesin yaşamdan nasıl doyum bulduğu, iyi ve güzel yaşamaktan ne anladığı bile göreceli kavramlardır. Başarı, hedeflerimize ulaşmak için attığımız adımların ve gösterdiğimiz çabanın sonucunda elde ettiğimiz istenen sonuçları ifade eder. Bu sonuçlar, akademik, mesleki, kişisel veya toplumsal alanlarda olabilir. Başarı, kişinin kendi standartlarına veya toplumun genel kabul gören ölçütlerine göre değerlendirilebilir.</p> <p>Örneğin, Ege Üniversitesi’nde puan türüne göre, ilgili alanda öğrenim görmek isteyen adaylar, öncelikle Ege Üniversitesi taban puanları konusunda bir araştırma yapmalıdır. Üniversitedeki tercih edilecek bölümlerin başarı sıralamalarını da inceleyen adaylar tercih listelerini bu bilgilere göre hazırlayabilirler. Aynı şekilde Akdeniz Üniversitesi taban puanları ve Boğaziçi Üniversitesi taban puanları da bu üniversitelerde eğitim almak isteyen üniversite adayları tarafından ÖSYM verileri aracılığıyla öğrenilebilir. Adaylar bu üniversitelerle birlikte Türkiye’de ve KKTC’de yer alan üniversitelerdeki çeşitli bölümlerin taban puanlarına göre tercihlerini yapabilirler. Tercih dönemi öncesinde üniversite adayları üniversite taban puanları ve başarı sıralamalarına yönelik doğru bilgilere ulaşmalıdır. Bu bilgiler doğrultusunda üniversite bölümleri ve puanları dikkate alınarak kariyerlerini belirleyecek olan tercih listelerini hazırlamaları gerekir.</p> </div><!-- .entry-content --> </article><!-- #post-## --> <article id="post-3880" class="post-3880 post type-post status-publish format-standard hentry category-fintech"> <header class="entry-header"> <div class="entry-meta"> <span class="cat-links"><a href="https://aitrach-online.de/wordpress/?cat=32" title="Alle Beiträge in FinTech ansehen" rel="category">FinTech</a></span> </div> <h1 class="entry-title"><a href="https://aitrach-online.de/wordpress/?p=3880" rel="bookmark">What Is Hedging: Hedging Which Means, Sorts & How Does It Work</a></h1> <div class="entry-meta"> <span class="entry-date"><a href="https://aitrach-online.de/wordpress/?p=3880" rel="bookmark"><time class="entry-date" datetime="2024-07-25T23:32:40+00:00">25. Juli 2024</time></a></span> <span class="byline"><span class="author vcard"><a class="url fn n" href="https://aitrach-online.de/wordpress/?author=1" rel="author">admin</a></span></span> <span class="comments-link"><a href="https://aitrach-online.de/wordpress/?p=3880#respond" title="Kommentiere What Is Hedging: Hedging Which Means, Sorts & How Does It Work">Hinterlasse einen Kommentar</a></span> </div><!-- .entry-meta --> </header><!-- .entry-header --> <div class="entry-content"> <p>In the occasion that the vulnerable asset’s price strikes in the opposite direction, the inversely correlated security <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> ought to transfer in the opposite direction, performing as a hedge against any losses. Some traders additionally think about shopping for monetary devices often recognized as derivatives. Derivatives, when used strategically, can restrict investors’ losses to a set quantity.</p> <p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="406px" alt="How do brokers hedge risk"/></p> <h2>Greater Than 2 Lakh Buyers Such As You Learn Our E-newsletter ‘the Signal’</h2> <p>After opening an account, you probably can view the performance of all of the totally different traders on the platform and copy the identical trades by yourself account. 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However, if the inventory rallies, the stock will make you cash within the cash market and you will have a defined lack of Rs 5 in the derivatives market.</p> <h2>Invest & Commerce With A Trading Platform That Is #madefortrade</h2> <p><a href="https://www.xcritical.in/blog/broker-risk-management-tips-for-brokerage-business/"><img 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' alt='Broker Risk Management' width='408px'/></a></p> <p>Implementing audit recommendations promptly and effectively can improve compliance and mitigate dangers. This allows you to take a look at each buying and selling account without risk, providing an excellent starting point. Explore foreign exchange brokers with one of the best forex trading demo account in our guide. IC Markets has lengthy been established because the go-to dealer for devoted foreign exchange merchants.</p> <p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="401px" alt="How do brokers hedge risk"/></p> <h2>Delta-neutral Market Making: Balancing The Scales For Consistent Earnings</h2> <p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="401px" alt="How do brokers hedge risk"/></p> <p>Established in 2006, AvaTrade is regulated by the CBI, FSC BVI, ASIC, FSCA, FSRA, ISA, CySEC, and FSA Japan. With more than 1,250 financial instruments to trade and an excellent range of account types and buying and selling platforms appropriate for hedging, AvaTrade could presumably be the broker for you. During the course of our live payment check, I observed that the Standard Account provided a median unfold of 1.1 pips for EUR/USD during the London and New York periods.</p> <ul> <li>Hedging is an advanced buying and selling strategy that requires a reliable and supportive broker.</li> <li>There are n variety of dangers in market but in case you have two categorize it there are 2 major risks involved while trading & Investing.</li> <li>These dangers are significantly pertinent in transactions involving credit score, corresponding to loans, bonds, and different forms of debt.</li> <li>A foreign exchange hedge reduces currency risk by utilizing quite lots of methods.</li> <li>The price of buying options, often known as the premium, could be important, and there might be no guarantee that a hedge might be effective.</li> <li>Brokers must keep informed about relevant laws and ensure compliance to avoid legal penalties and reputational injury.</li> </ul> <h2>Hedging And The Everyday Investor</h2> <p>However, their revenue margins may additionally be smaller because of tighter bid-ask spreads and a more reactive strategy. They purchase securities at a bid worth (the highest value they’re keen to pay) and then sell them at a barely greater ask worth (the lowest price they’re keen to sell for). This seemingly small distinction, often recognized as the unfold, accumulates over massive trades, generating vital income.</p> <p>By understanding how to use futures, options, forwards, and swaps, traders and corporations can protect themselves in opposition to opposed market movements and obtain higher financial stability. However, it’s important to approach derivatives with a clear technique and a thorough understanding of their risks and benefits. If carried out strategically, grid buying and selling can be a valuable tool for market makers. It helps them preserve liquidity, capture profits from market fluctuations, and handle threat effectively. However, carefully considering transaction costs, market volatility, and inventory administration is crucial for successfully implementing this technique.</p> <p>To lock in a value for an investment, traders can put cash into ahead contracts, which will protect them from additional worth fluctuations. Futures hedgingAgreements to purchase or sell an asset at a future date and a fixed price are futures contracts. The use of futures contracts to hedge towards future worth adjustments within the underlying asset can be utilized by traders. In finance, hedging is a risk administration approach that focuses on minimizing and eliminating the chance of uncertainty. It aids in limiting losses that may happen on account of unforeseeable variations in the price of the investment.</p> <p>It is completed by investing a portion of the portfolio in debt instruments and the remainder in derivatives. Investing in debt ensures stability, however investing in derivatives protects against a big selection of risks. In the world of finance, risk management is an important aspect of sustaining stability and ensuring long-term success. One of the simplest tools for managing risk is hedging, and derivatives are often used for this function. While directly replicating intricate market-making methods won’t be achievable for everyone, the underlying rules maintain immense value for any dealer. By understanding the core philosophy of market making, you’ll be able to rework your self into a more informed and strategic market participant.</p> <p>The technique often involves investing in a product to offset the danger of opposed value actions in another investment. Market participants are the lifeblood of any financial market, from individual investors and retail traders to massive establishments and hedge funds. This fixed interaction between buyers and sellers finally determines the market value of a safety. As more patrons enter the market, demand for a specific safety will increase, often pushing the price upwards.</p> <p>Additionally, hedge positions typically incur costs like transaction fees, decreasing general returns. Now in such a scenario, one can purchase put choices of that specific stock within the derivatives market. When you are investing, you’ll want to minimise your losses through the use of varied hedging strategies. But ensure you perceive the intricacies concerned in numerous hedging methods too. A widespread example of an option hedge is shopping for a put choice on a inventory you own.</p> <p>Effective broker risk management is the spine of any profitable brokerage, making certain that potential threats are identified, assessed, and mitigated promptly. This course of not only safeguards the brokerage’s assets but additionally instills confidence in clients, which is paramount for sustaining long-term relationships and stability in the market. By understanding and implementing best practices in dealer threat administration, brokers can navigate the unstable waters of the financial markets with higher assurance and success.</p> <p>It’s a danger administration strategy the place you take extra positions to counterbalance potential losses from foreign money fluctuations. By opening opposite trades or utilizing monetary instruments like choices, you create a safety web. Hedging in stock market is a strategy utilized by traders to scale back the chance of antagonistic price actions in an asset. It includes taking an offsetting position in a related security or monetary instrument, with the goal of minimizing potential losses from market volatility. Hedging which means within the stock market is a danger management strategy utilized by buyers to reduce potential losses from antagonistic worth actions. It entails taking an offsetting position in a related asset or safety to reduce the impression of market fluctuations.</p> <p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="409px" alt="How do brokers hedge risk"/></p> <p>If the market takes a sudden downturn, the hedged positions can offset any loss. Diversification is a cornerstone of danger mitigation in the brokerage business. By spreading investments across numerous asset classes, sectors, and geographical regions, brokers can considerably cut back the influence of adverse movements in any single market or asset. Legal risks arise from potential legal actions, regulatory adjustments, or breaches of compliance that can impression the brokerage’s operations and monetary stability. These risks may result from failing to adhere to legal guidelines and rules, such as securities rules, data protection legal guidelines, and anti-money laundering necessities. Legal risks additionally embrace potential lawsuits or enforcement actions taken by regulatory bodies.</p> <p>To hedge a single stock “X”, Let’s say we buy a Put option price Rs 5 which expires in a month. This primarily interprets to the premium which you are prepared to pay to be proof against the downside danger for that specific month. If in any respect the stock plummets then your Put options will make you money thereby compensating your loss in the cash market. Since Trading in Futures and Options entails limitless risk, margin quantities are collected from the merchants to minimize back the chance of counterparty default.</p> <p>Another hedging technique is using futures contracts, much like options, however with an obligation to buy or promote the underlying asset at a selected worth on a particular date. In case of worth adjustments in commodities, currencies, or monetary devices, futures contracts may be traded to protect against them. A hedging technique that investors use to minimise potential losses because of value fluctuations is a danger administration technique on the stock market. Minimising the impact of market fluctuations entails providing an offset place on a associated asset or security. Different kinds of funding, e.g., stocks, bonds, commodities, and currencies, may be subject to the hedging concept. In the stock market, derivative products such as choices, futures, and swaps are normally used for hedging functions.</p> </div><!-- .entry-content --> </article><!-- #post-## --> <article id="post-2224" class="post-2224 post type-post status-publish format-standard hentry category-xslotscasino"> <header class="entry-header"> <div class="entry-meta"> <span class="cat-links"><a href="https://aitrach-online.de/wordpress/?cat=183" title="Alle Beiträge in xslotscasino ansehen" rel="category">xslotscasino</a></span> </div> <h1 class="entry-title"><a href="https://aitrach-online.de/wordpress/?p=2224" rel="bookmark">91 Ülkedeki Patili Dostlar Türkiyeden Beslendi</a></h1> <div class="entry-meta"> <span class="entry-date"><a href="https://aitrach-online.de/wordpress/?p=2224" rel="bookmark"><time class="entry-date" datetime="2024-07-25T16:37:34+00:00">25. Juli 2024</time></a></span> <span class="byline"><span class="author vcard"><a class="url fn n" href="https://aitrach-online.de/wordpress/?author=1" rel="author">admin</a></span></span> <span class="comments-link"><a href="https://aitrach-online.de/wordpress/?p=2224#respond" title="Kommentiere 91 Ülkedeki Patili Dostlar Türkiyeden Beslendi">Hinterlasse einen Kommentar</a></span> </div><!-- .entry-meta --> </header><!-- .entry-header --> <div class="entry-content"> <p><a href="https://trtraff.xyz/h5Wshw" rel="nofollow"> <span style="padding: 27px 63px;font-size: 28px;line-height: 3.333333;width: 88%;border-radius: 7px;color: white;background-color: red;border-color: #f00;margin-left: 2%;">Play Now</span> </a></p> <p>Milli Savunma Bakanlığı, son bir haftada 94 teröristin etkisiz hale getirildiğini, böylece 1 Ocak’tan bugüne kadar Irak’ın ve Suriye’nin kuzeyinde etkisiz hale getirilen terörist sayısının 1521 olduğunu bildirdi. EPDK‘nın fiyatlardaki değişimi açıklayan tek sendika olan EPGİS hakkında suç duyurusunda bulunmasının ardından, sendika dava süreci sonlanana kadar akaryakıttaki fiyat değişimlerini vatandaşlarla paylaşmayacağını açıklamıştı. Akaryakıt fiyatları, Türkiye’nin de dahil olduğu Akdeniz piyasasındaki işlenmiş ürün fiyatlarının ortalaması ile dolar kurundaki değişiklikler baz alınarak rafineriler tarafından hesaplanıyor. Bu hesaplanma sonucunda dağıtım firmalarınca uygulanan fiyatlar, rekabet ve serbesti nedeniyle şirketler ve kentlere göre küçük değişiklikler gösterebiliyor.</p> <ul> <li>Türkiye’nin kedi-köpek maması ihracatı 2024 yılının ilk yarısında yüzde 26,5’lik artışla 57,7 milyon dolardan 73 milyon dolara yükseldi.</li> <li>Bilindiği gibi yerel basının tek geliri, abone satışları, reklamlar ve Basın İlan Kurumu aracılığıyla alınan resmi ilanlardır.</li> <li>Bu nedenle yapay zeka, gerçek zamanlı olarak haberdar olmanızı ve acil konularla derhal ilgilenebilmenizi sağlamada çok önemli bir rol oynayabilir.</li> <li>Demokrasimizin temel taşlarından biri olan basın, toplumun haber alma hakkının en önemli garantisidir.</li> <li>Son yıllarda insanların evcil hayvan sahiplenmesinin artış gösterdiği bilgisini veren Öztürk, “Pandemiyle birlikte evcil hayvanları sahiplenme daha da hız kazandı.</li> <li>Doğru ve tarafsız habercilik anlayışıyla toplumun doğru bilgilendirilmesini sağlayan değerli basın mensuplarımız, aynı zamanda demokrasimizin güçlenmesine de katkı sağlamaktadır.</li> </ul> <h2>Yorum Yazın</h2> <p>Bekir Bali tescili ve formülleri kendisine ait olan takviye ürünleriyle kapısını çaldığı Bursaspor yönetimine Bursaspor’un Mücadelende yanındayım kampanyası kapsamında destek vermek istediğini söyledi. Brent petrol fiyatları ve dövizdeki değişikliklerle birlikte vatandaşlar benzin ve motorin fiyatlarını takibe devam ediyor. Akaryakıta yapılan büyük indirim sonrası İstanbul’da motorin litre fiyatı 43.54 liradan satılırken benzinin litresi ise ortalama 45 liradan satılıyor. Örneğin, düşme ve ”yataktan çıkma” algılama gibi nesne konumu işlevleri, bir hastanın düşme riski altında olduğu düşünüldüğünde uyarı vermek için kullanılabilir. Teknoloji, hastanın iskelet çerçevesini oluşturarak, herhangi bir kişisel tanımlanabilir bilgi (PII) toplamaya gerek kalmadan bir hastanın düştüğünü tespit edilebilmesini sağlar.</p> <h3>Manavgat Belediye Başkanı Pazarcı Esnafıyla Buluştu</h3> <p>Daha sonraki yorumlarımda kullanılması için adım, e-posta adresim ve site adresim bu tarayıcıya kaydedilsin. 24 Temmuz Gazeteciler ve Basın Bayramı münasebetiyle, gece gündüz demeden halkımızı doğru bilgilendirmek adına emek veren tüm basın mensuplarımızı tebrik ediyor, çalışmalarında başarılar diliyorum. Basının özgür, tarafsız ve bağımsız bir şekilde görevini yapabilmesi, demokratik bir toplumun vazgeçilmez unsurlarından biridir.</p> <h2>Deprem üzerine yaptığı açıklamalar gündem olmuştu: Sadi Başer Başkan Bozbey ile görüştü!</h2> <p>Tarafsız, doğru ve objektif haber yapma ilkesiyle halkımıza hizmet eden basın mensuplarımız, kamuoyunun aydınlatılmasında ve bilgilendirilmesinde büyük rol oynamaktadır. 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