Future-proofing the apples - ipoma Issue 01

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class="clearfix"> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-hero"> <div class="row no-gutters dk-block-content text-content hero custom-height hero-parallax hero-overlapped " style=" --height: calc(75vh) "> <div class="parallax-layer lazy" style="/*background-image: url(https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac0087__c__patrick_schwienbacher_pnm2_gvrz_xl.jpg);*/ transform: scale(1.2, 1.2); background-position: center center; background-size: cover;"> <img src="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac0087__c__patrick_schwienbacher_pnm2_gvrz_xl.jpg" alt="Hero section" /> </div> <div class="hero-layer" style="opacity: 0.3"></div> <div class="col-12 col-lg-8 offset-lg-2 hero-container with-image "> <div class="row no-gutters content"> <div class="col-12 col-lg-8 left-side"> <h1 class="title">Future-proofing the apples industry</h1> <div class="description"></div> </div> </div> </div> </div> <script> var video = document.querySelectorAll('.hero-video'); //add source to video tag function addSourceToVideo(element, src) { var source = document.createElement('source'); source.src = src; source.type = 'video/mp4'; element.appendChild(source); } //add image to poster attribute function addImageToPoster(element, src) { element.setAttribute('poster', src); } //determine screen size and select mobile or desktop vid function whichSizeVideo(element, src) { var windowWidth = window.innerWidth ? window.innerWidth : $(window).width(); if (windowWidth > 992 ) { addImageToPoster( element, src.dataset.desktopPoster); addSourceToVideo( element, src.dataset.desktopVid); addSourceToVideo( element, src.dataset.desktopWebm); } else { addImageToPoster(element, src.dataset.mobilePoster); addSourceToVideo(element, src.dataset.mobileVid); addSourceToVideo(element, src.dataset.mobileWebm); } } //init only if page has videos function videoSize() { console.log(video); if (video !== undefined) { video.forEach(function(element, index) { whichSizeVideo( element, //element element //src locations ); }); } } videoSize(); </script> </section> </div> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-12 content"> <p><em>Foto credits of the whole article © Patrick Schwienbacher</em></p> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="top" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-intro"> <div class="row no-gutters dk-block-content text-content" data-animation="shrink"> <div class="circle"></div> <div class="col-10 offset-1 col-lg-8 offset-lg-2 intro-long"> <div class="row no-gutters"> <div class="col-12"> <span class="caption tradeshow-color">ipoma presents</span> </div> </div> <div class="row no-gutters content"> <div class="col-12"> <h1 class="title">A look ahead</h1> <p class="subtitle font-italic">Tradition and constant change in the South Tyrolean apple industry</p> </div> </div> <div class="row no-gutters text"> <div class="col-12 "> <ul><li>The apple industry has a long tradition in South that is based on constant change. Just as they past, growers in the 21st century are tackling of how to <strong>rekindle the appeal of the apple</strong>. <strong></strong> </li></ul><ul><li> An insight into the future is provided by the article 'Future-proofing the Apple' from<strong> ipoma Issue 01*</strong>. Here you can find the entire article to read and download. </li></ul><p> </p><p><em> <em>*from ipoma Issue 01, “Future-proofing the Apple”, Ex Libris 2020</em> </em></p> </div> </div> <div class="row no-gutters data"> <div class="col-12"> </div> </div> <div class="row no-gutters"> <div class="col-12"> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-testimonial"> <div class="row no-gutters dk-block-content text-content layout-editorial " data-layout="editorial"> <aside class="col-12 col-lg-4 h-100 left-side"> <div class="row no-gutters"> <div class="col-12 col-lg-9 offset-lg-3 top"> <div class="row no-gutters"> <div class="col-10 offset-1 offset-lg-0"> <h2 class="title">The experts</h2> </div> </div> </div> </div> </aside> <div class="col-10 offset-1 col-lg-8 offset-lg-0 right-side"> <div class="row no-gutters slider-container"> <div class="col-12 col-lg-8 slide-box "> <div class="row no-gutters w-100"> <figure class="col-5 col-lg-4 image"> <img class="img-fluid" src="https://www.fierabolzano.it/uploads/blocks/images/ipoma_2020_das_offizielle_interpoma_magazin_ausgabe_01_de_viwu_xs9z_l.png" alt="Andreas Rottensteiner"> </figure> <div class=" col-7 head-mobile"> <svg xmlns="http://www.w3.org/2000/svg" width="38" height="34" viewBox="0 0 38 34"> <path fill="#282d31" d="M37.457,34H22.243V18.265a20.933,20.933,0,0,1,1.034-6.66A17.158,17.158,0,0,1,26.2,6.244,18.463,18.463,0,0,1,36.588,0L38,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.39V34ZM15.213,34H0V18.265a20.933,20.933,0,0,1,1.034-6.66A17.159,17.159,0,0,1,3.953,6.244,18.462,18.462,0,0,1,14.343,0l1.413,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.389V34Z" transform="translate(0 0)"></path> </svg> <div class="bottom-info"> <h4 class="name">Andreas Rottensteiner</h4> <span class="description">Farmer, Pieracherhof in Signato, Italy</span> </div> </div> <div class="col-12 col-lg-8 content"> <svg xmlns="http://www.w3.org/2000/svg" width="38" height="34" viewBox="0 0 38 34"> <path fill="#282d31" d="M37.457,34H22.243V18.265a20.933,20.933,0,0,1,1.034-6.66A17.158,17.158,0,0,1,26.2,6.244,18.463,18.463,0,0,1,36.588,0L38,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.39V34ZM15.213,34H0V18.265a20.933,20.933,0,0,1,1.034-6.66A17.159,17.159,0,0,1,3.953,6.244,18.462,18.462,0,0,1,14.343,0l1.413,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.389V34Z" transform="translate(0 0)"></path> </svg> <div class="text"> <p>„Agriculture has survived to this day because it has constantly reinvented itself.“</p> </div> <div class="bottom-info"> <h4 class="name">Andreas Rottensteiner</h4> <span class="description">Farmer, Pieracherhof in Signato, Italy</span> </div> </div> </div> </div> <div class="col-12 col-lg-8 slide-box "> <div class="row no-gutters w-100"> <figure class="col-5 col-lg-4 image"> <img class="img-fluid" src="https://www.fierabolzano.it/uploads/blocks/images/ipoma_2020_das_offizielle_interpoma_magazin_ausgabe_01_dew_miyw_dj41_l.png" alt="Walter Pardatscher"> </figure> <div class=" col-7 head-mobile"> <svg xmlns="http://www.w3.org/2000/svg" width="38" height="34" viewBox="0 0 38 34"> <path fill="#282d31" d="M37.457,34H22.243V18.265a20.933,20.933,0,0,1,1.034-6.66A17.158,17.158,0,0,1,26.2,6.244,18.463,18.463,0,0,1,36.588,0L38,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.39V34ZM15.213,34H0V18.265a20.933,20.933,0,0,1,1.034-6.66A17.159,17.159,0,0,1,3.953,6.244,18.462,18.462,0,0,1,14.343,0l1.413,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.389V34Z" transform="translate(0 0)"></path> </svg> <div class="bottom-info"> <h4 class="name">Walter Pardatscher</h4> <span class="description">VOG Director</span> </div> </div> <div class="col-12 col-lg-8 content"> <svg xmlns="http://www.w3.org/2000/svg" width="38" height="34" viewBox="0 0 38 34"> <path fill="#282d31" d="M37.457,34H22.243V18.265a20.933,20.933,0,0,1,1.034-6.66A17.158,17.158,0,0,1,26.2,6.244,18.463,18.463,0,0,1,36.588,0L38,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.39V34ZM15.213,34H0V18.265a20.933,20.933,0,0,1,1.034-6.66A17.159,17.159,0,0,1,3.953,6.244,18.462,18.462,0,0,1,14.343,0l1.413,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.389V34Z" transform="translate(0 0)"></path> </svg> <div class="text"> <p>„It’s not just about sweet or sour, but how well an apple stays fresh.“</p> </div> <div class="bottom-info"> <h4 class="name">Walter Pardatscher</h4> <span class="description">VOG Director</span> </div> </div> </div> </div> <div class="col-12 col-lg-8 slide-box "> <div class="row no-gutters w-100"> <figure class="col-5 col-lg-4 image"> <img class="img-fluid" src="https://www.fierabolzano.it/uploads/blocks/images/ipoma_2020_das_offizielle_interpoma_magazin_ausgabe_01_dem_hhwn_ucyg_l.png" alt="Martin Pinzger"> </figure> <div class=" col-7 head-mobile"> <svg xmlns="http://www.w3.org/2000/svg" width="38" height="34" viewBox="0 0 38 34"> <path fill="#282d31" d="M37.457,34H22.243V18.265a20.933,20.933,0,0,1,1.034-6.66A17.158,17.158,0,0,1,26.2,6.244,18.463,18.463,0,0,1,36.588,0L38,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.39V34ZM15.213,34H0V18.265a20.933,20.933,0,0,1,1.034-6.66A17.159,17.159,0,0,1,3.953,6.244,18.462,18.462,0,0,1,14.343,0l1.413,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.389V34Z" transform="translate(0 0)"></path> </svg> <div class="bottom-info"> <h4 class="name">Martin Pinzger</h4> <span class="description">VIP Director</span> </div> </div> <div class="col-12 col-lg-8 content"> <svg xmlns="http://www.w3.org/2000/svg" width="38" height="34" viewBox="0 0 38 34"> <path fill="#282d31" d="M37.457,34H22.243V18.265a20.933,20.933,0,0,1,1.034-6.66A17.158,17.158,0,0,1,26.2,6.244,18.463,18.463,0,0,1,36.588,0L38,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.39V34ZM15.213,34H0V18.265a20.933,20.933,0,0,1,1.034-6.66A17.159,17.159,0,0,1,3.953,6.244,18.462,18.462,0,0,1,14.343,0l1.413,6.712c-5.56,1.7-7.933,5.056-7.933,11.223h7.389V34Z" transform="translate(0 0)"></path> </svg> <div class="text"> <p>„Consumer behavior is changing, and demand for less plastic is growing.“</p> </div> <div class="bottom-info"> <h4 class="name">Martin Pinzger</h4> <span class="description">VIP Director</span> </div> </div> </div> </div> </div> <div class="row no-gutters footer"> <div class="numbers"><span class="current-slide-num">1</span> — 3</div> <div class="arrows"> <a class="slide-prev"> <svg xmlns="http://www.w3.org/2000/svg" width="49.344" height="47.977" viewBox="0 0 49.344 47.977"> <g transform="translate(25.733 47.6) rotate(-135)"> <g transform="translate(1.588)"> <path d="M0,0H26.236V26.236" transform="translate(5.568)" fill="none" stroke="#282d31" stroke-miterlimit="10" stroke-width="3"></path> <path d="M32.469,0,.666,31.8" transform="translate(-0.666)" fill="none" stroke="#282d31" stroke-miterlimit="10" stroke-width="3"></path> </g> </g> </svg></a><a class="slide-next"><svg xmlns="http://www.w3.org/2000/svg" width="49.344" height="47.977" viewBox="0 0 49.344 47.977"> <g transform="translate(23.611 0.377) rotate(45)"> <g transform="translate(1.588)"> <path d="M0,0H26.236V26.236" transform="translate(5.568)" fill="none" stroke="#282d31" stroke-miterlimit="10" stroke-width="3"></path> <path d="M32.469,0,.666,31.8" transform="translate(-0.666)" fill="none" stroke="#282d31" stroke-miterlimit="10" stroke-width="3"></path> </g> </g> </svg> </a> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-12 content"> <p>For anyone setting out to explore the future of the South Tyrolean apple, the Pieracher farm in Signato is a good place to start. In a picture postcard landscape some 800 meters above sea level and with South Tyrol’s capital city at their feet, apples are ripening across six hectares of terraced orchards. Some of these varieties haven’t yet made it to the retail shelves due to the small quantities harvested, but already carry tempting brand names like SweeTango. </p><p><br>„They are quite time-consuming to harvest because you have to cut the stalk off each apple to stop it piercing any others,” explains farmer Andreas Rottensteiner, pointing to the still-immature small red fruits. “But in terms of taste and consistency, they are premium apples. You just can’t get better than these – so I’m hoping the price will reflect the extra work they involve.“</p> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text_image"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-3 order-first image-container"> <figure class="image lazy" > <img 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data-src="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac1040__c__patrick_schwienbacher_6ung_xsn9_l.jpg" height="681" width="1024" class="lazy" alt="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac1040__c__patrick_schwienbacher_6ung_xsn9_l.jpg" /> </figure> </div> <div class="col-12 col-lg-9 content image-aligned-first"> <ul><li>The farmer’s family has run the farm on the Renon mountain above Bolzano for 260 years. Rottensteiner has always secured the farm’s future with innovation: </li><li>by gradually replacing hay meadows with apple orchards, by pioneering drip irrigation and hail nets, and indeed by growing club varieties. A member of the Association of South Tyrolean Fruit Cooperatives (VOG), the farm started trialing Kanzi in 2003.</li><li>Today, 60 percent of its acreage is planted with proprietary varieties: Envy, Yello, SweeTango, and, this year for the first time, Cosmic Crisp. This apple – bred at Washington State University in Wenatchee, right at the heart of America’s largest apple growing region – was hailed by the New York Times as “the most promising and important apple of the future” after making its debut in the US. </li></ul> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-12 content"> <p style="text-align: center;"><strong>“Agriculture has survived to this day because it has constantly reinvented itself,” </strong>Andreas Rottensteiner believes. </p><p style="text-align: center;"><strong>“So the biggest mistake you can make is to do nothing and always stick with the same variety.” </strong></p> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text_image"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-3 order-last image-container"> <figure class="image lazy" > <img 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pc1A0rixf//VdIK9c2DhoR4wTiqk9vXoMVUWsye2CkrksadsaVB6gUhXfIySFLT7lGeta5gaibn4IPo3yDbxRaLb8BsUB+/I4+SMnNlNcsa264q7FW8Vapiqm61GKsY84+WYNZ0yWBxSSlY37hh0OQyQ4hSQXgN/ps1pdS2d0pWaIlWHj7j55r6o02MU1/Tti6jL8c6YEJHZ3BjkMbHp0zOibayE2jk2BGV5YW2Qki45xIAO4zBkKb7tTmm7d8rIQQha4GD/AP/WXeOormwcNBstHpiqtHECN8KrysSipwKgL3UreBDuK4CVAYL5j8wLRgG38MpnJtjFF+Q0l1W9ggJoJXCk+3fNdmFlz8JoPrfy9ZpaadDCnRVAHyAy6IoNMjZTSuSYthhirYOKurirq4q44qoshfbtirzz8yPJQvoPr9mn+mQipA/bXuDlGbHYsc2cS8U1KAyIVK0YbEHqCO2YQNJLBtXspLeYyL2NczcORgQqWN0JEHj3zK5sEakpR65iZYNsZK8gDrzXMQtilkFf/9cailhTNg4aHmjVTU4oQNzqUUKmpApgJTTG9U81JGpAbIGbMRYVqvmuSViEapOUyyNggkpae5fnISa9shzZvSPyuR11exVNm9QV+XfKMo3bsZ2fW+nVFrHXrQZMMSiS3vt44oY7rXnzQNKLRtN6867GKL4iD4EjYZTPPGLtdJ2Pnz7gcMf50mJ3X5t38j/6FaJGnjJVj+FMxzqz0d9i9l4165b/ANFZb/mtrKSVnt4nj70BU/rOI1MmGT2cxgbGVsm0n8y9FvCsc5NtKezfZ+/LY6mJ5up1PYebGLHriyeK+glVWRwyt0YGozIEgXUSgRzRHNQMkwU5YUmQhh1xQ8I/M7RItP1kXMC0huSQ4HQOP65r9RCjYbA811yzV4yadcjjlSWGJIbW7KH7JO2bKErDVIJzGyyID92GQtAKvFLReJ6Zg5IORFVETkVp1yjhZU//0Bct3FApLGmbFwmL655ogjDBWGVylTMRYDq3mwsWAbKJZG0QYteapc3LEAmhysm2wBba25Y1O5xAQSnVra9NtsnTFnX5aEjzTYRr3k3+VMryBnAvrazThbITsAvXIs3m3nfz1c3c0mmaU5itVJWa5XZpD0IQ/wAv+VmDmz3sHsexuxQAMmUer+GH83+sw+OyKqrMmx3Fe4zDJepBHILxCQygVHPZTTrTrgtlYRq6ZyQE1qRuMkHFllFoK70tlQgpUHp16/1wFmJgq2h+bNT0SZI6mS2r8UTk7D2yePMYus13ZcM1kbF6x5e80WOtQCS2f4htJGftKffNjjyiTxWr0U8JqTIkPJaA5c4JYb568sxano9xFT9+oLxN3DDcZXlhxRpXz9eCsTxyCjpVWU9QRsRmANmwPP8AXIispI7dMzcUkSC/SbwOoVj07ZlAtRTZgWAYbZTkgzjJMUf4F+QzF4W7if/R5tq/nfmCqPyJ7DMmWRoEGGX2rXd1IdyAcpMiW0RpCrZyyfEascjSbVorFu65IBBKY2toBQnJAMSmAKqtBhQzz8mNGl1TzbFODSKz+Nj4k7AZXMtkA9+/MTXX03QksbaThd3v7sMDQrGB8ZH/ABH/AGWYmonQrvd52Ho/FzcRHox+r/iXmVnCrMnIHjsteu/zzWkvfnYMotdHWOAXMgFD0BpQnLBHq6vJqrlwht7OzhPKJVoRyFen0YKCjLOXNDLdQBiB9kjoetcjxBtOM0snKvE3cUr8sBLKAosW1FecVdgQa7/PIOYAgtH8xXOgatHcwufTdx6ka1oVr8QyWOZibcHX6QZoEF9C6PqkV3bRyxtySRQykeBFc3EJWHzzNiMJEFE3qc16bHJtL51/M7RjpXmOYovGG7Hqp4V6NmDmjRZB5rq1n6gLAY45sixpS9rc1/ZrmdCVtJZJZzetEGrtlnNCKEtBTKeBlxP/0vOtuT3whSi1QcgTkqY2mVt6agd8kxVyydsVU/VAxVTlu9qLir2b/nGy8tFvb6OZwJ3ZSoPcUyqbbBlPn7V477zNOkbcorQLBE1duQ+J6dvtHif9XNXqZ7vf+z+m4MIJ/j9SG0KAS3IJBZK149AKHcH6P5cxYbl3GrnUWZXVxGLZU41RdgaGg27Zkyls6HFjPFfVhmr600fwKAYkJ+PvTwOYpnZp3mHTgCzzY0nmmJbl1LHkfsU6dd8G9N9Amka3mACNzyAFOx6n3yHEVOIJNd6vE8nF2I2+jfJhSQEpvZ0BDrVmOwH0dcQstw9f/J7zG0+mGwmkDvaMFDb/AGWFQN/5embDTZNqeH7b0nDPiH8T1Xmzx17dsznnSHk/546f6mmW14o+KCXix9nFP15jagbWkPF2g5oQcxQVLGdZ0/jU09xmXimx4UNpF4Vf0nNAMywWJZAJYaZJD//T8+xwFemWUwtU+LvhQuV2XoaYqqC4lO1cVcWJG5xVYTgS9D/JCGebzdGIg3wJI5I6A8dq/TkJs8fNlNnJNMjCUfvgSZq7FmJJNSc57JOy+u6WAjAV3Bk2hzvHEnKpRK7bcgCa0qRjAtOrhZROp+Ynjt2SQkDrQeOSnM00YdLHit59q2qLOzxwswDnav8AMfYeJ2ymIrdz8uSosda2NlNPJqEphUEJGxrTmegpl3HxbRee1Ou8KYN7Jjbx399AqWS/WC2/NNx7bjKjIA7uXHtKEhsQuXyt5qZlZrKSOIbPM44J1ruT1yYnGmeLMJy5omTTooErdzBSgozItQSOlOlcNuaLDIfyjvDHqV5IT8BaJfapJzIxbF57tupB9D25DwKfbNoHi5c2GfmzZer5SvWp9hQ4+amuV5x6Vi+f0Kgb9c17MBK9WiWVDtvl2OVJphlwrW9zyG2+Z0JW0lM11EcRv2y22L//1OCs47Za1qRNcVaDDAq4Niq4NXFV8cbyuqIpZ3IVVHUk7AYpfVX5Q/lrY+VtMi1GeNn1W5jDTM23Gu/EA9BlBk3Rgk2vaFJa6nf3FuPUtpndyg2Kc2J/4VjmhzxqRfRuzNWJYoA/UAEJYzXsABAJKA1UgbfL78pGSnZ5BGSE1q5lkhoUpU75M5FxQAKQtwEoljjUxIQwMqLuw+VScJkKacmLiPqT7V9Gt9Sg03UltRKyyrJJEKANQ0ZfbkMojk4TX855XXaURka6Mg8meWrjTb2ab6qsdvK5kECjaMMa0B8MqmeI8Q6ONGPCKKd+dNXsotLktp4XjMg+F6Dj9/8AbmX4wMaDt+y9NLj4gRQeKeYLq2kBjeZloOSkLyBNNhscsxu81OThCZeTr36m+nWin455wz/RvucyYvK67LfxfSml3Cm3jr3AJzYxOzzU47oPzbbR32jX9kaVkgYr9IIwz3BDAB8tu3EU7jY5rQyBUeHMnl0yYLK2P61pgozAZkYpNRDGz6gNPDMy2L//1fP8kUyipFRkhJiQo88khsMMVVBiq9Rir0X8idGsdU/MSyivIhNFbxSXKIenqR8eBPyLZCfJlAbvryREEfy6ZWWwF515i1G0tddEM1FguhwEh6CTsG/1s0+rBEiQ9DodRwwAK6DRbH6nLVN6GgG33ZrdiHZy7QlxDd5Jqup38c8lvwIVWYBSKnr8stjEEPQjKKtC2YlvdQhW7VkhqKkCg4j2G2MjQ2cecjR4ebP9Gmij1O3to3V7aQlmUbBKj4VFetMp4RzLq9ViJxkn6mW+Y/MEOkSWl0v90KrOg7x1AJ/2Na5dGYJ2cDSabxISB/zWKee9Y0m+0tH+tCOJnqki/EDt0K7VzGxg+JyczRTliJeKzNJcXBWpYVpGB+0a7e+bjHFGr1ds38u6PPCqm5TjIhEiN4Eb7HMuOP0081mzmU76PbPLmrwXNpC6SVDGh+YFMEJcmE48yjNd1OKCymmchVVOIcnsAeWXSk0CL5iuXUzOVPwliR8q5hNVNIRTJAMqWX0aS27VHbLI7MWIvaLzbbucyeJFP//W5emjCW3qFrtmOJFvIDFNU0+S1mOxC5kxNuPIINBkmKspwqqAjFWV/ln5q/wz5xsdVZTJAnKK5RftGKQUanuuzZGQsJiaL6ij/MXy1e2wmg1GEowrRmCuPmjUYHKJW5EQGBea9WtdYmEduPVjB+0B9pvbKo4LNybJ59qCeaTe6jb2y29wjxjgAjyAjl7VPfNXrMUYyuPJ22gnxACf1MS1qALdtIZKOW+GgOx/mqN8xQ9ViAIpG6N5TvL60E059An4o+W/X27Vygyvk06ntHHiNAWXXflTWbBfXsrtJLhA1FpTrtUdd8MZdC4Z7Thl9JFJV50u5NU0yFJbhYZ7faVXNAagV65LTx4ZNEdQMV90kkto4LiwFhDFNegNXkiFlBpSoYigzNGMmV04E9ZZtlXlzyFC1JpIgrAfZNS4+dcy8cKcTNmMk01TSP0dbStGx4Khqp6dO2ZHJxCwbR/N+q6Q7C3flCzFvTbxPge2Y97sI5DHZ3mPz7rWsRehK4itx/utK1P+se+GUyUGdsTDlmJORAYqnq0FBlkVUJrliOOSLFBGFCSaY2r/AP/Xj3lWyW5tFUipplJi2gpf5u8q/AxC++WQLCQeYXNs9vO0bClOmWtSwHCq4E4qibJ+Nwh98Veh6UymND4jIlIe8flb5TtU0qLWrlfVubgEwKRtGgJAI/ymplUm2LLdWtIZoGjZAykfEpyjJAEOTiyEF5DrsWqaVrkFrb6e2sxXT8baBDS4Tud2+BkHi/8AwWaqWls0HcjtKcY+TLXXW4bVOGmNypvF6kdQfAkGmUHSTGziZMwkbYZ5l8yedLK3eS30HoNnklDf8Ko/jlmPRXzLUZ1yDLPLf5YK9nFqXmcre6rKokkhpSCEnfgid+P8zZn49LGI2ap5yebJIdLsrVGIgWGOMEkgACg/rkxt0U79VkkNurLPGPSqtePhUdMsERdtfFtTzf8AMzzJFBB9Rhas0326dQmCZpAeVm5O/hlJach3Qs9wSvvgprBUBK1MkAztcsrHJgJAtT4uWqTthbBjd6eC2Xhv/9An8gTwmCMV7DIlnFmOvafFLbFgK1GBNPD/ADrpIhmMqrSh3yyJa5Bia5NgvUYqvQ8WB98VegeXZfUt48Ch9J/lxrltP5WtYFYLNZIIZU7jj0b/AGQyk7FuG4TTUdWtYx+8kCD32B+fhlci2wCW+V2sdRvL/VoSH9I/U4HO/QB5CpHiWVf9hlMIcy2znyCdzW8bRitTtQ9vxOS4NmPFukXmF7KDTZnZQwiUyEmh3XcbfRkJjZnAsjTUbWS1jmidXikQOhU1BDCo+/L7FNFbsb1rUn9QivFaV33A2ykgktwIAefeY/zDitkNtZt9YnGzEfZB9zgMwNmLzDUbu5u7h7i5YvJIasT+rKTK0SnSBbfFoO6z6sXPthtNLxadqZMJAUnt2Untki3Y4qUgK7ZEt4CzfxwLYf/R555C1gKkdG8MBZRL2C3u1urKh3NMg2PPvOejmWOQ0rUHJAsZB5JcwPbztGwpQ7ZaGktKcKF1emKGaeUpwYgvgcCvSdHu7i2Ky28rRPShZTSo8D45AhnE0j9Rv7+6+GaZnQitOg/DI8AZ8ZTDyn5yPl0SwXCs2nytzbgPiR6U5AdwQN8hJnFPbn8wtFukLWk4krvRiBv7ht/wynctwIY1rPmFru2kiDc+fWn2R8slwliZhill5v8AMOjTNFYShbatTBIOSV8R0K/7E5ROZBbALUdW816/qisk8vpxP9tIqrX5kknIHISpCTqnEZWWJQV045YgNRQ+xyaKRtuqldhhplSLithSuWBkAgbwKrGg6ZJMZUklxM7S0HTI0ssrt8bauN//0uE+UtRME3EmgB2xKh7b5Y1iOSNVLdsgQ2gpprFnHNbl6bEYEvIPN2korNIooRvlkS1SDEFcDbJtbYbkwA74qzDyopWTj44EPSrLa2B8MDIItpaop+jAyQN2wZXXxGVTbIsbsJvTvHQ9K5VEspBlFseafPLzya480s1K2Cz1pscwcoczGhGjAG2UthCXXblSQuSAapBJrmb4jU5IRaSFJJycNIR1vdUHXCAoKKXUCFoDljK0Be3tAf5jkSwkUr9RuVT3xaLX+p74srf/0/NlpM0ModcKHo3lLXwSg5bjYjAQyBemwakJbTix6jIU2W8+85zRokhHvkgwk8yM1XJ8Tk2tVtpf36eFRirP/L6qs0Z8cDF6LbU+qEDwxSFNpDw+RxZIWaQlvnlcw2QY/cIYtR5djvmPyLdWzJbCWqrmTHk0HYrtUUGMN3GY2aLk4ilDn4ffMNyEqvTQEZMMJJFcoxY5aGkhQClRiWsrluCtAcDEFWScnDbJRmJrU4GuYUGlWnTJNVKBlNcUv//U80rtkkJ75am4T1Boa4CoeraVctJbKCe2QLYGIediwSQVr1yQYyeeHJMV8TEOKdjih6DoTkxxv8jgQ9HsJOVsPcYqFAv8LDAyUSQxByMmcEv1aCkiSfRXMWXNyoo/TpP3Q9suxlpyBGXP7yA4MoXEUmckA+2YMubmhL7iPlXEIIQD2x60yYLWQhpLah6YSWmQQ7xAGg64hiIOEfEVxtvGNQlkBqDkqaZxpCyMO3TC0kLKDFD/AP/V8zVwoTDR5mS5B7d8VD0/RL0NbDxGRLMJX5nQSxuTiFLzmReLsvgckwVbdKuMVZ35eo1qnttgYln+kzD6soruBhULZH+Jh7nFkpxt8PyyJZBT1QcrXkP2d8xcgcqBQ+m3J+ycliLHImwcmMjtl0xs0wO6UTuFkYZgTG7nwOyDklBqO2QZFRLjCwIU34sMLWQg2jG+JLOEULOSu3bCGZNIIkFjk3Fyycypxwhx1AjfJUl//9bzRJGUcqexphQitO2lGKWd6HOUj65FIW65KZEO+3hhUsDuxSdsLFdamjb4qGVaBeBEKE9DkVIZho+pbslcIYpk04Z2I774WQbt5OQYd8CVWUF7Rl9soyBvxlKbOqyfI5VA7tkxsnkbEpmXzDi8ikmpuY5q5h5YuZjklcl0SaDKabrWmeo98WJLayGlScWKx2+HbDTHipAzMxO/TJMJTQcjKDkg48itMgPQ5MBiCs5YU2//1//ZOEJJTQQlAAAAAAAQQ3ObnmIZ42p/AZ5yB+UXdP/hJoJFeGlmAABJSSoACAAAAAgADwECABIAAABuAAAAEAECAAoAAACAAAAAGgEFAAEAAACKAAAAGwEFAAEAAACSAAAAKAEDAAEAAAACAAAAMQECADIAAACaAAAAMgECABQAAADMAAAAaYcEAAEAAADgAAAAnAMAAE5JS09OIENPUlBPUkFUSU9OAE5JS09OIFogNgBgAAAAAQAAAGAAAAABAAAAQWRvYmUgUGhvdG9zaG9wIExpZ2h0cm9vbSBDbGFzc2ljIDkuMyAoTWFjaW50b3NoKQAyMDIwOjA5OjA0IDAxOjI0OjA0ACoAmoIFAAEAAADeAgAAnYIFAAEAAADmAgAAIogDAAEAAAABAAAAJ4gDAAEAAAB9AAAAMIgDAAEAAAACAAAAMogEAAEAAAB9AAAAAJAHAAQAAAAwMjMxA5ACABQAAADuAgAABJACABQAAAACAwAAEJACAAcAAAAWAwAAEZACAAcAAAAeAwAAEpACAAcAAAAmAwAAAZIKAAEAAAAuAwAAApIFAAEAAAA2AwAABJIKAAEAAAA+AwAAB5IDAAEAAAAFAAAACJIDAAEAAAAKAAAACZIDAAEAAAAAAAAACpIFAAEAAABGAwAAkZICAAMAAAA3NQAAkpICAAMAAAA3NQAAAaADAAEAAAABAAAADqIFAAEAAABOAwAAD6IFAAEAAABWAwAAEKIDAAEAAAADAAAAF6IDAAEAAAACAAAAAKMHAAEAAAADAAAAAaMHAAEAAAABAAAAAqMHAAgAAABeAwAAAaQDAAEAAAABAAAAAqQDAAEAAAABAAAAA6QDAAEAAAABAAAABaQDAAEAAAAjAAAABqQDAAEAAAAAAAAAB6QDAAEAAAAAAAAACKQDAAEAAAAAAAAACaQDAAEAAAAAAAAACqQDAAEAAAAAAAAADKQDAAEAAAAAAAAAMaQCAAgAAABmAwAAMqQFAAQAAABuAwAANKQCAA4AAACOAwAAAAAAAAEAAADQBwAADgAAAAoAAAAyMDIwOjA4OjI2IDE2OjIzOjEwADIwMjA6MDg6MjYgMTY6MjM6MTAAKzAyOjAwAAArMDI6MDAAACswMjowMAAAGFOnAEBCDwBm0A4AQEIPAAAAAAAGAAAAXgEAAAoAAACEiEkDAIAAAISISQMAgAAAAgACAAABAQI2MDExNDY3AF4BAAAKAAAAXgEAAAoAAACMAAAAZAAAAIwAAABkAAAAMzUuMCBtbSBmLzEuNAAGAAMBAwABAAAABgAAABoBBQABAAAA6gMAABsBBQABAAAA8gMAACgBAwABAAAAAgAAAAECBAABAAAA+gMAAAICBAABAAAAgCIAAAAAAABIAAAAAQAAAEgAAAABAAAA/9j/2wCEAAYEBAQFBAYFBQYJBgUGCQsIBgYICwwKCgsKCgwQDAwMDAwMEAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBBwcHDQwNGBAQGBQODg4UFA4ODg4UEQwMDAwMEREMDAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/dAAQAFv/uAA5BZG9iZQBkwAAAAAH/wAARCAEAAKoDABEAAREBAhEB/8QBogAAAAcBAQEBAQAAAAAAAAAABAUDAgYBAAcICQoLAQACAgMBAQEBAQAAAAAAAAABAAIDBAUGBwgJCgsQAAIBAwMCBAIGBwMEAgYCcwECAxEEAAUhEjFBUQYTYSJxgRQykaEHFbFCI8FS0eEzFmLwJHKC8SVDNFOSorJjc8I1RCeTo7M2F1RkdMPS4ggmgwkKGBmElEVGpLRW01UoGvLj88TU5PRldYWVpbXF1eX1ZnaGlqa2xtbm9jdHV2d3h5ent8fX5/c4SFhoeIiYqLjI2Oj4KTlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+hEAAgIBAgMFBQQFBgQIAwNtAQACEQMEIRIxQQVRE2EiBnGBkTKhsfAUwdHhI0IVUmJy8TMkNEOCFpJTJaJjssIHc9I14kSDF1STCAkKGBkmNkUaJ2R0VTfyo7PDKCnT4/OElKS0xNTk9GV1hZWltcXV5fVGVmZ2hpamtsbW5vZHV2d3h5ent8fX5/c4SFhoeIiYqLjI2Oj4OUlZaXmJmam5ydnp+So6SlpqeoqaqrrK2ur6/9oADAMAAAERAhEAPwCQcSQAWQVUjp4ZsHDQd5MwqFkrsp6eBxVDFGepZixqwA/HFKHm9ZDXov8AUYqtiSO4b49/n8sVXaha20do7kDp1OSDF5VNcL+nRw2UNld7s62eweW29S1SpHTw9smWIZRbKVp07fqyBZKOoMCtBQnboMVSpIFrUg1woXS2fNdsCoCSIxq4p2wFLAPNalnr3rmu1LdBirAhiTmK2oyzoR88lEKj+IAySQlt44JIHXKy2AWgDAT1GG0yxlWt7TAS1GKq9so3xtAUvTXG02//0JNOShpRRRiPvGZ7hpHdSMTQU+xT7mwpckj8zU/tH9WBUXFGkoANN6YVaaxjjHIV/h0xVIfMVyUtWBPbCryf1uWsqf8AKykHdn0e1eUJK2se/h+rLi1hmStRAa+HbIMkN6qO4V8VRR0yGROS9cFrSDltZY2IptiqjJZBomLDemKvMvOduEmIHjmBqm7GxCSLfpmG2om2jCkZMKjH+waYCUgJcyAsa9cqJcnEFgiI3pkbcghUoUp79clbj5YOehBHfFxlD0/fCh//0ZHdsOTED9pT9+Z7iJJOrVO3Zh+OFVg+126+PtgVEwSFQKN4dB74VXT3T8ehPzxVh/ma5d4WHc4ClgVppssmoB6U32ynqz6PX/KKSJAisCCuZHRqZrF8SCte2QLJSexLmq9cUou0S5jIUiowFU1jtlkX4hvkUoe7s09NwPDEKQ8k8+WoiflTv1OYerGzZiDClQM/TMEORwoqOAZO2NLpY6R08crkWQCBeEg175WC2xlTXIeG+Gm8ZVpDMakUA6ZINOTJai3wtXthDjreQwq//9KRzCsZbfdVP3HNg4aU3QBZhTuep8cCVBF36j6BXCqJhBNBUnp0FO+KrrpEjiJIFfc1OKWH6xH6oLEbYqlVtbxi5jK5R1Z9Ho3lpUalPbMno1dWZwQJwB9srLMKlY0OBVZJY/DAlVE222ClUbmeNYm5HFXkn5jXcLkIhBNegzE1XJuwhhdsgY1zBDko9FA2rhtnwLJx0GVTYmNIOU9shTC1HoffJBbWsWbphY2h5kJNMkEKfHJq/wD/05PerSIKvI/CR9xzYOGk0kR5EkAVPfc4pUwCO57dBTFVWI7ivt1PviqnfMTH7YGQYrrNwiREd8SU0xe1u5Prg3+GuY5NFmBYeleWNWt4lUO3hl8cgLXKBDN4NZsDED6gG2EhQg7nzDpyN/eA4EgErR5mtafCR9+RMojq2xwyPRRn80qB8J+7KJamAb4aKRY7rHmy6KMI/wAcx5a0dHJjoa5vPdTvJ7q55zNUk5jyyGXNhPGI8lSKLigYZXFrB3VUBJyTcFspPIg5WVPJDzCo98jTikoWhrhRaoAAK4qpyLUVpkwmlCg8MKX/1JZcQsdiGO7Dc5sHDS+SIdqDp03PXClQa29vDrgSsSMKQOnTFC28jHoHFkGA68GMjAZAsmP28bJJUjvlOQbM8Z3TatwIOUTkEZrjkMS50cYIS+PWNfM/opK1OnXLvzRATHTAlk+i6Jqd2yyTyMa9cw8mrkersMWkiGZWuhxwxjkSTmKcsj1cyOKI6Kd1bxoCAKZG2RDG9UXqMsi0zDFbuOkm3jmREuuzxRcTViAyThNkOpqMNshIqYqxqeuVErOSnIQKjA0KKqGxQrrDUdMklD3C8a0yTMIOpxS//9WYTkFjsOvc+IzYOIhnUU6+P2RiqmEr0H8cUqM1tIBVQcVS66W49PjxOBKRTaHLO7My7YaQSkOq6cls/hTKso2Z4zustfjjK+2abLzdri5JjomiLJceoVyic9nYYcb0LS7FIowAMxSXNCYSQgimFUsvrccScKGH6vGamnTLItU2L3SfvMvg4OYNQvQU8MuIddLmrM54VyEituj+zXKSUFDzjfbEMCFsQod9skikWoHHbCE0oXEYIJw2yAQBRa42r//WlTGUndaDbtmwcRpxWgJ7/wAMVRFtHHsTgKUesdq2zUwJQ93BZ8eo+WEKUo1GSzt4GNR0rkmNPKvMmqLNdlENRXMbNLZvxR3XaOrNSvfNRkdrhD0HRLFVhVqb5iTdpjGyfQ1XbKW5FqvIZIMSUJew/Ccki2F65EE5HJhhJiUwV5CMycYcHOV/1MiMOMyJR2daTuoyCgAzHmoVI6cKZSkqZQFqYWK17ZwwNNskEU4sV26YWcBZXOE9Pfc5Eyc2OIUgTAtTvg4keAH/1+iXP1MdKDM0OKxrWtWtLbowrtkkMel83qmymuNppByedLkfYOC00of4tv5TQDG1pL9X1q9kiPNiMEikBi1urXF1Vt98xMpcjEGV6ZAImXNbMu0wh6Joqg2608MxpB2MSnEUFT0yqmdo1Lei4QglLtSXipySWAeZHKhicsi1ZCwk3YEp3zMxRdbmkmAvUFvQnMox2dcTuhkmV23zAyBmCqMQvTKkq1qAW5HFQjSgI3GEMkuvYwjBgNsk2Q2KHY8htlRc+O4U+BxZP//QBXev6jISEJ+/M9xKSqdL24PKVjgpKENm9d8aTavbaY8h6YQEWm0ekx28fNhvhpFsa1yYFiiZXIswl+lqBOK+OY2QbN+I7smDhCtM104uyxyeg+VkMtuuY0nYwOzKorXj2yumXEqshA2xpbSjU0JU4GYee+aU/dPluNqy8nl9xMy3JA8c2GMOnzSVYrpi/EnMoOGUdEaUIzGzQTEo5TySuYJDYq28nE+2KhMEkUjFmCgNTkUrxG5wgs7Szk6jBTaMhC3nL440F8Yv/9Eym8vBSeK5sXDQsujvSgXFXQeXq7sMaVUaxjtdyKYVSXW9QopVe+QkUhiNypYlj1OVlmFKyjb1xlZFsgaTeSRlkRcx8kNnLwzsvVPJUR+qISOwzVyG7uonZmkcVRjwsTJt7dyNlJ+jEwKjIO9KdStX4mqED5ZXKJDbCYPV535qgHpPTDA7ssg2eYTWBe5ag75nxls6TKN0LLavC5NKZfCbjEIi2mrseoyyQsMQm1ipc7/ZzX5YU3RTM6etKjKEkISZXjYKDscLAqMi165G2cSoNGGFclbkCNqVPlhR4Zf/0ptDdQSDcjNg4iqYIG6AYLVyW6AGgxtUh162cqQuSQWIXelzSNyIqBgIUFKrjTHr02yBDIFfZaYRJUjAAtoqPSpbnU4beJC7swooynONnJ0x3e7eVfKv1azjE27UFQOma+ODqXYZNV0DKotPgQUCjLxABxDlJVRaxfy5KmPEVKWxgcUKjHhCiZYn5o8iWGo278V9OUjZ12ymeCJcnHq5DYvEdR8sXWkaq9vdrUNUxydmGUzBiKYzkJG0k1iwXfiNsjGdMDFjbgwy+2Z+OVhokE60ycFffIZYWmJT2GXnHxzXyjRbbQl6AGUnIrSBldabHEBkIqDPRKHCQ5UDshvWxplb/9NSHU5YyN/DNi4SZWuv7DkcUplDrsJ6tgpbWXN/by9SMVQcn1YqemFUruIYSe2BVOOOJd8Cs+/Lvy1ExOoSoDJJ9gnsuY2WW7kYxs9PijVFAAoBlLYvxVumKuKEjFULcIQDirzb8x7CCeyaUACWL4lPfbKM42ZxLym5gWVCc15lu22w/W7UxvsMzMM2qQQthdFTTM7mGnknkGpcaZiZsbZGTrm4eduQ6DMWm+IQbK5JNSMWam/MddxikTpZX540z4w//9RO5iA6ZsXDQDlwdsCqRuLhehOBWjqNwvc42lUj1Sc9Tja059Rk8cFrTor12OVznTZCFvdPy/nWbSoWUbcQPuzF4rcjhpmYGKG6Yq3TFWziqx1B2IxVjnmbyvBqtrJHUozAgMvXIzjxCkgvEPMPl/UNBujBcjnE391MBs3z981mTGYndmCxHVbb1VJpuclA0pYpOrW83gK5scU7aiEfBIHQEZZKNoCPs5ApIbocwMsKcvGUROiAVHfKA3GkK6Cm+Alxpc1A0rixf//VdIK9c2DhoR4wTiqk9vXoMVUWsye2CkrksadsaVB6gUhXfIySFLT7lGeta5gaibn4IPo3yDbxRaLb8BsUB+/I4+SMnNlNcsa264q7FW8Vapiqm61GKsY84+WYNZ0yWBxSSlY37hh0OQyQ4hSQXgN/ps1pdS2d0pWaIlWHj7j55r6o02MU1/Tti6jL8c6YEJHZ3BjkMbHp0zOibayE2jk2BGV5YW2Qki45xIAO4zBkKb7tTmm7d8rIQQha4GD/AP/WXeOormwcNBstHpiqtHECN8KrysSipwKgL3UreBDuK4CVAYL5j8wLRgG38MpnJtjFF+Q0l1W9ggJoJXCk+3fNdmFlz8JoPrfy9ZpaadDCnRVAHyAy6IoNMjZTSuSYthhirYOKurirq4q44qoshfbtirzz8yPJQvoPr9mn+mQipA/bXuDlGbHYsc2cS8U1KAyIVK0YbEHqCO2YQNJLBtXspLeYyL2NczcORgQqWN0JEHj3zK5sEakpR65iZYNsZK8gDrzXMQtilkFf/9cailhTNg4aHmjVTU4oQNzqUUKmpApgJTTG9U81JGpAbIGbMRYVqvmuSViEapOUyyNggkpae5fnISa9shzZvSPyuR11exVNm9QV+XfKMo3bsZ2fW+nVFrHXrQZMMSiS3vt44oY7rXnzQNKLRtN6867GKL4iD4EjYZTPPGLtdJ2Pnz7gcMf50mJ3X5t38j/6FaJGnjJVj+FMxzqz0d9i9l4165b/ANFZb/mtrKSVnt4nj70BU/rOI1MmGT2cxgbGVsm0n8y9FvCsc5NtKezfZ+/LY6mJ5up1PYebGLHriyeK+glVWRwyt0YGozIEgXUSgRzRHNQMkwU5YUmQhh1xQ8I/M7RItP1kXMC0huSQ4HQOP65r9RCjYbA811yzV4yadcjjlSWGJIbW7KH7JO2bKErDVIJzGyyID92GQtAKvFLReJ6Zg5IORFVETkVp1yjhZU//0Bct3FApLGmbFwmL655ogjDBWGVylTMRYDq3mwsWAbKJZG0QYteapc3LEAmhysm2wBba25Y1O5xAQSnVra9NtsnTFnX5aEjzTYRr3k3+VMryBnAvrazThbITsAvXIs3m3nfz1c3c0mmaU5itVJWa5XZpD0IQ/wAv+VmDmz3sHsexuxQAMmUer+GH83+sw+OyKqrMmx3Fe4zDJepBHILxCQygVHPZTTrTrgtlYRq6ZyQE1qRuMkHFllFoK70tlQgpUHp16/1wFmJgq2h+bNT0SZI6mS2r8UTk7D2yePMYus13ZcM1kbF6x5e80WOtQCS2f4htJGftKffNjjyiTxWr0U8JqTIkPJaA5c4JYb568sxano9xFT9+oLxN3DDcZXlhxRpXz9eCsTxyCjpVWU9QRsRmANmwPP8AXIispI7dMzcUkSC/SbwOoVj07ZlAtRTZgWAYbZTkgzjJMUf4F+QzF4W7if/R5tq/nfmCqPyJ7DMmWRoEGGX2rXd1IdyAcpMiW0RpCrZyyfEascjSbVorFu65IBBKY2toBQnJAMSmAKqtBhQzz8mNGl1TzbFODSKz+Nj4k7AZXMtkA9+/MTXX03QksbaThd3v7sMDQrGB8ZH/ABH/AGWYmonQrvd52Ho/FzcRHox+r/iXmVnCrMnIHjsteu/zzWkvfnYMotdHWOAXMgFD0BpQnLBHq6vJqrlwht7OzhPKJVoRyFen0YKCjLOXNDLdQBiB9kjoetcjxBtOM0snKvE3cUr8sBLKAosW1FecVdgQa7/PIOYAgtH8xXOgatHcwufTdx6ka1oVr8QyWOZibcHX6QZoEF9C6PqkV3bRyxtySRQykeBFc3EJWHzzNiMJEFE3qc16bHJtL51/M7RjpXmOYovGG7Hqp4V6NmDmjRZB5rq1n6gLAY45sixpS9rc1/ZrmdCVtJZJZzetEGrtlnNCKEtBTKeBlxP/0vOtuT3whSi1QcgTkqY2mVt6agd8kxVyydsVU/VAxVTlu9qLir2b/nGy8tFvb6OZwJ3ZSoPcUyqbbBlPn7V477zNOkbcorQLBE1duQ+J6dvtHif9XNXqZ7vf+z+m4MIJ/j9SG0KAS3IJBZK149AKHcH6P5cxYbl3GrnUWZXVxGLZU41RdgaGg27Zkyls6HFjPFfVhmr600fwKAYkJ+PvTwOYpnZp3mHTgCzzY0nmmJbl1LHkfsU6dd8G9N9Amka3mACNzyAFOx6n3yHEVOIJNd6vE8nF2I2+jfJhSQEpvZ0BDrVmOwH0dcQstw9f/J7zG0+mGwmkDvaMFDb/AGWFQN/5embDTZNqeH7b0nDPiH8T1Xmzx17dsznnSHk/546f6mmW14o+KCXix9nFP15jagbWkPF2g5oQcxQVLGdZ0/jU09xmXimx4UNpF4Vf0nNAMywWJZAJYaZJD//T8+xwFemWUwtU+LvhQuV2XoaYqqC4lO1cVcWJG5xVYTgS9D/JCGebzdGIg3wJI5I6A8dq/TkJs8fNlNnJNMjCUfvgSZq7FmJJNSc57JOy+u6WAjAV3Bk2hzvHEnKpRK7bcgCa0qRjAtOrhZROp+Ynjt2SQkDrQeOSnM00YdLHit59q2qLOzxwswDnav8AMfYeJ2ymIrdz8uSosda2NlNPJqEphUEJGxrTmegpl3HxbRee1Ou8KYN7Jjbx399AqWS/WC2/NNx7bjKjIA7uXHtKEhsQuXyt5qZlZrKSOIbPM44J1ruT1yYnGmeLMJy5omTTooErdzBSgozItQSOlOlcNuaLDIfyjvDHqV5IT8BaJfapJzIxbF57tupB9D25DwKfbNoHi5c2GfmzZer5SvWp9hQ4+amuV5x6Vi+f0Kgb9c17MBK9WiWVDtvl2OVJphlwrW9zyG2+Z0JW0lM11EcRv2y22L//1OCs47Za1qRNcVaDDAq4Niq4NXFV8cbyuqIpZ3IVVHUk7AYpfVX5Q/lrY+VtMi1GeNn1W5jDTM23Gu/EA9BlBk3Rgk2vaFJa6nf3FuPUtpndyg2Kc2J/4VjmhzxqRfRuzNWJYoA/UAEJYzXsABAJKA1UgbfL78pGSnZ5BGSE1q5lkhoUpU75M5FxQAKQtwEoljjUxIQwMqLuw+VScJkKacmLiPqT7V9Gt9Sg03UltRKyyrJJEKANQ0ZfbkMojk4TX855XXaURka6Mg8meWrjTb2ab6qsdvK5kECjaMMa0B8MqmeI8Q6ONGPCKKd+dNXsotLktp4XjMg+F6Dj9/8AbmX4wMaDt+y9NLj4gRQeKeYLq2kBjeZloOSkLyBNNhscsxu81OThCZeTr36m+nWin455wz/RvucyYvK67LfxfSml3Cm3jr3AJzYxOzzU47oPzbbR32jX9kaVkgYr9IIwz3BDAB8tu3EU7jY5rQyBUeHMnl0yYLK2P61pgozAZkYpNRDGz6gNPDMy2L//1fP8kUyipFRkhJiQo88khsMMVVBiq9Rir0X8idGsdU/MSyivIhNFbxSXKIenqR8eBPyLZCfJlAbvryREEfy6ZWWwF515i1G0tddEM1FguhwEh6CTsG/1s0+rBEiQ9DodRwwAK6DRbH6nLVN6GgG33ZrdiHZy7QlxDd5Jqup38c8lvwIVWYBSKnr8stjEEPQjKKtC2YlvdQhW7VkhqKkCg4j2G2MjQ2cecjR4ebP9Gmij1O3to3V7aQlmUbBKj4VFetMp4RzLq9ViJxkn6mW+Y/MEOkSWl0v90KrOg7x1AJ/2Na5dGYJ2cDSabxISB/zWKee9Y0m+0tH+tCOJnqki/EDt0K7VzGxg+JyczRTliJeKzNJcXBWpYVpGB+0a7e+bjHFGr1ds38u6PPCqm5TjIhEiN4Eb7HMuOP0081mzmU76PbPLmrwXNpC6SVDGh+YFMEJcmE48yjNd1OKCymmchVVOIcnsAeWXSk0CL5iuXUzOVPwliR8q5hNVNIRTJAMqWX0aS27VHbLI7MWIvaLzbbucyeJFP//W5emjCW3qFrtmOJFvIDFNU0+S1mOxC5kxNuPIINBkmKspwqqAjFWV/ln5q/wz5xsdVZTJAnKK5RftGKQUanuuzZGQsJiaL6ij/MXy1e2wmg1GEowrRmCuPmjUYHKJW5EQGBea9WtdYmEduPVjB+0B9pvbKo4LNybJ59qCeaTe6jb2y29wjxjgAjyAjl7VPfNXrMUYyuPJ22gnxACf1MS1qALdtIZKOW+GgOx/mqN8xQ9ViAIpG6N5TvL60E059An4o+W/X27Vygyvk06ntHHiNAWXXflTWbBfXsrtJLhA1FpTrtUdd8MZdC4Z7Thl9JFJV50u5NU0yFJbhYZ7faVXNAagV65LTx4ZNEdQMV90kkto4LiwFhDFNegNXkiFlBpSoYigzNGMmV04E9ZZtlXlzyFC1JpIgrAfZNS4+dcy8cKcTNmMk01TSP0dbStGx4Khqp6dO2ZHJxCwbR/N+q6Q7C3flCzFvTbxPge2Y97sI5DHZ3mPz7rWsRehK4itx/utK1P+se+GUyUGdsTDlmJORAYqnq0FBlkVUJrliOOSLFBGFCSaY2r/AP/Xj3lWyW5tFUipplJi2gpf5u8q/AxC++WQLCQeYXNs9vO0bClOmWtSwHCq4E4qibJ+Nwh98Veh6UymND4jIlIe8flb5TtU0qLWrlfVubgEwKRtGgJAI/ymplUm2LLdWtIZoGjZAykfEpyjJAEOTiyEF5DrsWqaVrkFrb6e2sxXT8baBDS4Tud2+BkHi/8AwWaqWls0HcjtKcY+TLXXW4bVOGmNypvF6kdQfAkGmUHSTGziZMwkbYZ5l8yedLK3eS30HoNnklDf8Ko/jlmPRXzLUZ1yDLPLf5YK9nFqXmcre6rKokkhpSCEnfgid+P8zZn49LGI2ap5yebJIdLsrVGIgWGOMEkgACg/rkxt0U79VkkNurLPGPSqtePhUdMsERdtfFtTzf8AMzzJFBB9Rhas0326dQmCZpAeVm5O/hlJach3Qs9wSvvgprBUBK1MkAztcsrHJgJAtT4uWqTthbBjd6eC2Xhv/9An8gTwmCMV7DIlnFmOvafFLbFgK1GBNPD/ADrpIhmMqrSh3yyJa5Bia5NgvUYqvQ8WB98VegeXZfUt48Ch9J/lxrltP5WtYFYLNZIIZU7jj0b/AGQyk7FuG4TTUdWtYx+8kCD32B+fhlci2wCW+V2sdRvL/VoSH9I/U4HO/QB5CpHiWVf9hlMIcy2znyCdzW8bRitTtQ9vxOS4NmPFukXmF7KDTZnZQwiUyEmh3XcbfRkJjZnAsjTUbWS1jmidXikQOhU1BDCo+/L7FNFbsb1rUn9QivFaV33A2ykgktwIAefeY/zDitkNtZt9YnGzEfZB9zgMwNmLzDUbu5u7h7i5YvJIasT+rKTK0SnSBbfFoO6z6sXPthtNLxadqZMJAUnt2Untki3Y4qUgK7ZEt4CzfxwLYf/R555C1gKkdG8MBZRL2C3u1urKh3NMg2PPvOejmWOQ0rUHJAsZB5JcwPbztGwpQ7ZaGktKcKF1emKGaeUpwYgvgcCvSdHu7i2Ky28rRPShZTSo8D45AhnE0j9Rv7+6+GaZnQitOg/DI8AZ8ZTDyn5yPl0SwXCs2nytzbgPiR6U5AdwQN8hJnFPbn8wtFukLWk4krvRiBv7ht/wynctwIY1rPmFru2kiDc+fWn2R8slwliZhill5v8AMOjTNFYShbatTBIOSV8R0K/7E5ROZBbALUdW816/qisk8vpxP9tIqrX5kknIHISpCTqnEZWWJQV045YgNRQ+xyaKRtuqldhhplSLithSuWBkAgbwKrGg6ZJMZUklxM7S0HTI0ssrt8bauN//0uE+UtRME3EmgB2xKh7b5Y1iOSNVLdsgQ2gpprFnHNbl6bEYEvIPN2korNIooRvlkS1SDEFcDbJtbYbkwA74qzDyopWTj44EPSrLa2B8MDIItpaop+jAyQN2wZXXxGVTbIsbsJvTvHQ9K5VEspBlFseafPLzya480s1K2Cz1pscwcoczGhGjAG2UthCXXblSQuSAapBJrmb4jU5IRaSFJJycNIR1vdUHXCAoKKXUCFoDljK0Be3tAf5jkSwkUr9RuVT3xaLX+p74srf/0/NlpM0ModcKHo3lLXwSg5bjYjAQyBemwakJbTix6jIU2W8+85zRokhHvkgwk8yM1XJ8Tk2tVtpf36eFRirP/L6qs0Z8cDF6LbU+qEDwxSFNpDw+RxZIWaQlvnlcw2QY/cIYtR5djvmPyLdWzJbCWqrmTHk0HYrtUUGMN3GY2aLk4ilDn4ffMNyEqvTQEZMMJJFcoxY5aGkhQClRiWsrluCtAcDEFWScnDbJRmJrU4GuYUGlWnTJNVKBlNcUv//U80rtkkJ75am4T1Boa4CoeraVctJbKCe2QLYGIediwSQVr1yQYyeeHJMV8TEOKdjih6DoTkxxv8jgQ9HsJOVsPcYqFAv8LDAyUSQxByMmcEv1aCkiSfRXMWXNyoo/TpP3Q9suxlpyBGXP7yA4MoXEUmckA+2YMubmhL7iPlXEIIQD2x60yYLWQhpLah6YSWmQQ7xAGg64hiIOEfEVxtvGNQlkBqDkqaZxpCyMO3TC0kLKDFD/AP/V8zVwoTDR5mS5B7d8VD0/RL0NbDxGRLMJX5nQSxuTiFLzmReLsvgckwVbdKuMVZ35eo1qnttgYln+kzD6soruBhULZH+Jh7nFkpxt8PyyJZBT1QcrXkP2d8xcgcqBQ+m3J+ycliLHImwcmMjtl0xs0wO6UTuFkYZgTG7nwOyDklBqO2QZFRLjCwIU34sMLWQg2jG+JLOEULOSu3bCGZNIIkFjk3Fyycypxwhx1AjfJUl/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data-src="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac0060__c__patrick_schwienbacher_reyw_kjof_m.jpg" height="600" width="399" class="lazy" alt="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac0060__c__patrick_schwienbacher_reyw_kjof_m.jpg" /> </figure> </div> <div class="col-12 col-lg-9 content image-aligned-last"> <ul><li>Even more so when competition from low-wage countries floods the market with traditional South Tyrolean varieties like Golden Delicious or Gala at bargain-basement prices. </li><li>“In good years, when you get apples being sold by the truck- load at 30 cents per kilo, <strong>traditional growing regions really feel the pressure,</strong>” says Alessandro Dalpiaz, director of Assomela, the umbrella organization of Italian apple producers. That’s particularly true in an area like South Tyrol, where small family farms with high production costs predominate.</li><li>On top of this, there’s the growing problem of the traditional apple looking increasingly <strong>old-fashioned</strong> against the ever-expanding range of new and exotic products on display in supermarket fruit aisles. </li></ul> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-12 content"> <h3>So how does Europe’s largest contiguous apple-producing region plan to maintain its market position in the face of these developments?</h3><p>By continuing to produce top quality apples, say the large South Tyrolean producer associations, the above-mentioned VOG and the Val Venosta Fruit and Vegetable Producers’ Association (VIP). But they can’t keep this promise by resting on the laurels of good climatic production conditions. Variety innovation, natural production methods, technological leadership, and unrivalled service are the key to securing the future of over 7,000 apple farmers across the province. </p><p><br></p><p>The VOG and the VIP may not always share the same focus. But when it comes to issues such as innovating the product range, they speak with one voice, and have done ever since a joint R&D department was set up 18 years ago: the Variety Innovation Consortium South Tyrol (SK Südtirol). Back then, the meteoric rise of Pink Lady made it abundantly clear that alongside the standard varieties, a new market was emerging – a market for managed varieties, whose variety and trademark rights are in the hands of private companies or consortia. In return for higher tree prices and royalties, growers are granted cultivation rights and, along with them, the hope of achieving better farm gate prices in the future through controlled cultivation and exclusive marketing rights. At the same time, these new apple varieties are notable for their special organoleptic characteristics, ranging from ultra-crisp flesh and completely new flavor notes to excellent shelf-life qualities.</p> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text_image"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-3 order-first image-container"> <figure class="image lazy" > <img 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MCA3OS4xNjA0NTEsIDIwMTcvMDUvMDYtMDE6MDg6MjEgICAgICAgICI+CiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iCiAgICB4bWxuczphdXg9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvYXV4LyIKICAgIHhtbG5zOnBob3Rvc2hvcD0iaHR0cDovL25zLmFkb2JlLmNvbS9waG90b3Nob3AvMS4wLyIKICAgIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIgogICAgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIKICAgIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIgogICAgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIgogICAgeG1sbnM6Y3JzPSJodHRwOi8vbnMuYWRvYmUuY29tL2NhbWVyYS1yYXctc2V0dGluZ3MvMS4wLyIKICAgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgTGlnaHRyb29tIENsYXNzaWMgOS4zIChNYWNpbnRvc2gpIgogICB4bXA6Q3JlYXRlRGF0ZT0iMjAyMC0wOS0wM1QxNzo0NTo0My4zOSswMjowMCIKICAgeG1wOlJhdGluZz0iMiIKICAgeG1wOk1vZGlmeURhdGU9IjIwMjAtMDktMDRUMDE6MzE6NTArMDI6MDAiCiAgIHhtcDpMYWJlbD0iTGlsYSIKICAgeG1wOk1ldGFkYXRhRGF0ZT0iMjAyMC0wOS0wNFQwMTozMTo1MCswMjowMCIKICAgYXV4OlNlcmlhbE51bWJlcj0iNjAxMTQ2NyIKICAgYXV4OkxlbnNJbmZvPSIzNTAvMTAgMzUwLzEwIDE0MC8xMDAgMTQwLzEwMCIKICAgYXV4OkxlbnM9IjM1LjAgbW0gZi8xLjQiCiAgIGF1eDpMZW5zSUQ9IjE0NSIKICAgYXV4OkltYWdlTnVtYmVyPSIxMTE5OTIiCiAgIGF1eDpBcHByb3hpbWF0ZUZvY3VzRGlzdGFuY2U9IjM3Ni8xMDAiCiAgIGF1eDpMYXRlcmFsQ2hyb21hdGljQWJlcnJhdGlvbkNvcnJlY3Rpb25BbHJlYWR5QXBwbGllZD0iVHJ1ZSIKICAgYXV4OlZpZ25ldHRlQ29ycmVjdGlvbkFscmVhZHlBcHBsaWVkPSJUcnVlIgogICBwaG90b3Nob3A6RGF0ZUNyZWF0ZWQ9IjIwMjAtMDktMDNUMTc6NDU6NDMuMzkrMDI6MDAiCiAgIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6MWE2MmY4ODUtYTRiOC00YTFjLTg5MjMtNTk2MmEyODFmYTc3IgogICB4bXBNTTpQcmVzZXJ2ZWRGaWxlTmFtZT0iX1BBQzE5MzIuTkVGIgogICB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9IjZDOUJDNUM4MjNCQUUwNkNDNUQ0RkI5RDhEQzc2NDI5IgogICB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjFhNjJmODg1LWE0YjgtNGExYy04OTIzLTU5NjJhMjgxZmE3NyIKICAgZGM6Zm9ybWF0PSJpbWFnZS9qcGVnIgogICBjcnM6UmF3RmlsZU5hbWU9Il9QQUMxOTMyLk5FRiIKICAgY3JzOlZlcnNpb249IjEyLjMiCiAgIGNyczpQcm9jZXNzVmVyc2lvbj0iMTEuMCIKICAgY3JzOldoaXRlQmFsYW5jZT0iQ3VzdG9tIgogICBjcnM6VGVtcGVyYXR1cmU9IjM4OTAiCiAgIGNyczpUaW50PSIrMzEiCiAgIGNyczpTYXR1cmF0aW9uPSItOCIKICAgY3JzOlNoYXJwbmVzcz0iNTAiCiAgIGNyczpMdW1pbmFuY2VTbW9vdGhpbmc9IjUiCiAgIGNyczpDb2xvck5vaXNlUmVkdWN0aW9uPSIyNSIKICAgY3JzOlZpZ25ldHRlQW1vdW50PSIwIgogICBjcnM6U2hhZG93VGludD0iMCIKICAgY3JzOlJlZEh1ZT0iMCIKICAgY3JzOlJlZFNhdHVyYXRpb249IjAiCiAgIGNyczpHcmVlbkh1ZT0iMCIKICAgY3JzOkdyZWVuU2F0dXJhdGlvbj0iMCIKICAgY3JzOkJsdWVIdWU9Ii0xIgogICBjcnM6Qmx1ZVNhdHVyYXRpb249IjAiCiAgIGNyczpWaWJyYW5jZT0iKzEzIgogICBjcnM6SHVlQWRqdXN0bWVudFJlZD0iKzQiCiAgIGNyczpIdWVBZGp1c3RtZW50T3JhbmdlPSItMSIKICAgY3JzOkh1ZUFkanVzdG1lbnRZZWxsb3c9Ii0xOCIKICAgY3JzOkh1ZUFkanVzdG1lbnRHcmVlbj0iLTkiCiAgIGNyczpIdWVBZGp1c3RtZW50QXF1YT0iMCIKICAgY3JzOkh1ZUFkanVzdG1lbnRCbHVlPSItNyIKICAgY3JzOkh1ZUFkanVzdG1lbnRQdXJwbGU9IjAiCiAgIGNyczpIdWVBZGp1c3RtZW50TWFnZW50YT0iMCIKICAgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50UmVkPSIrNCIKICAgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50T3JhbmdlPSIrNSIKICAgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50WWVsbG93PSIrMiIKICAgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50R3JlZW49IisxOSIKICAgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50QXF1YT0iLTI0IgogICBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRCbHVlPSItNzMiCiAgIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudFB1cnBsZT0iKzIiCiAgIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudE1hZ2VudGE9IisyIgogICBjcnM6THVtaW5hbmNlQWRqdXN0bWVudFJlZD0iKzUiCiAgIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50T3JhbmdlPSItNSIKICAgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRZZWxsb3c9IisxNyIKICAgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRHcmVlbj0iKzQiCiAgIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50QXF1YT0iMCIKICAgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRCbHVlPSIrMSIKICAgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRQdXJwbGU9Iis5IgogICBjcnM6THVtaW5hbmNlQWRqdXN0bWVudE1hZ2VudGE9IjAiCiAgIGNyczpTcGxpdFRvbmluZ1NoYWRvd0h1ZT0iMCIKICAgY3JzOlNwbGl0VG9uaW5nU2hhZG93U2F0dXJhdGlvbj0iMCIKICAgY3JzOlNwbGl0VG9uaW5nSGlnaGxpZ2h0SHVlPSIwIgogICBjcnM6U3BsaXRUb25pbmdIaWdobGlnaHRTYXR1cmF0aW9uPSIwIgogICBjcnM6U3BsaXRUb25pbmdCYWxhbmNlPSIwIgogICBjcnM6UGFyYW1ldHJpY1NoYWRvd3M9IjAiCiAgIGNyczpQYXJhbWV0cmljRGFya3M9IjAiCiAgIGNyczpQYXJhbWV0cmljTGlnaHRzPSIwIgogICBjcnM6UGFyYW1ldHJpY0hpZ2hsaWdodHM9IjAiCiAgIGNyczpQYXJhbWV0cmljU2hhZG93U3BsaXQ9IjI1IgogICBjcnM6UGFyYW1ldHJpY01pZHRvbmVTcGxpdD0iNTAiCiAgIGNyczpQYXJhbWV0cmljSGlnaGxpZ2h0U3BsaXQ9Ijc1IgogICBjcnM6U2hhcnBlblJhZGl1cz0iKzEuMCIKICAgY3JzOlNoYXJwZW5EZXRhaWw9IjI1IgogICBjcnM6U2hhcnBlbkVkZ2VNYXNraW5nPSI4NSIKICAgY3JzOlBvc3RDcm9wVmlnbmV0dGVBbW91bnQ9IjAiCiAgIGNyczpHcmFpbkFtb3VudD0iMCIKICAgY3JzOkx1bWluYW5jZU5vaXNlUmVkdWN0aW9uRGV0YWlsPSI1MCIKICAgY3JzOkNvbG9yTm9pc2VSZWR1Y3Rpb25EZXRhaWw9IjUwIgogICBjcnM6THVtaW5hbmNlTm9pc2VSZWR1Y3Rpb25Db250cmFzdD0iMCIKICAgY3JzOkNvbG9yTm9pc2VSZWR1Y3Rpb25TbW9vdGhuZXNzPSI1MCIKICAgY3JzOkxlbnNQcm9maWxlRW5hYmxlPSIwIgogICBjcnM6TGVuc01hbnVhbERpc3RvcnRpb25BbW91bnQ9IjAiCiAgIGNyczpQZXJzcGVjdGl2ZVZlcnRpY2FsPSIwIgogICBjcnM6UGVyc3BlY3RpdmVIb3Jpem9udGFsPSIwIgogICBjcnM6UGVyc3BlY3RpdmVSb3RhdGU9IjAuMCIKICAgY3JzOlBlcnNwZWN0aXZlU2NhbGU9IjEwMCIKICAgY3JzOlBlcnNwZWN0aXZlQXNwZWN0PSIwIgogICBjcnM6UGVyc3BlY3RpdmVVcHJpZ2h0PSIwIgogICBj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data-src="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac1932__c__patrick_schwienbacher_vfmv_dlnd_m.jpg" height="600" width="399" class="lazy" alt="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac1932__c__patrick_schwienbacher_vfmv_dlnd_m.jpg" /> </figure> </div> <div class="col-12 col-lg-9 content image-aligned-first"> <ul><li>About a dozen of these club brands have been introduced in South Tyrol since the SK was founded in 2002. In 2011 cooperation within the region was ramped up a notch through membership in the International Pome Fruit Alliance, in which VOG and VIP work with producer organizations in South Africa, New Zealand, Australia, Chile, and the USA to hunt down the most promising varieties.</li><li>Three spoils of this hunt will be presented to an international audience in January 2021, including Ipador: an apple with unusually long keeping qualities, making it suitable for marketing in the second half of the season, between March and July. <br></li><li>The exclusive rights to Ipador are held by the six members of the International Pome Fruit Alliance, explains SK Executive Director Markus Bradlwarter: “Each member can decide how much to produce in their territory.” </li></ul> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text_image"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-3 order-last image-container"> <figure class="image lazy" > <img 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data-src="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac1684__c__patrick_schwienbacher_qvzv_ig8t_m.jpg" height="600" width="399" class="lazy" alt="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac1684__c__patrick_schwienbacher_qvzv_ig8t_m.jpg" /> </figure> </div> <div class="col-12 col-lg-9 content image-aligned-last"> <ul><li>That’s music to the ears of VOG. Europe’s largest apple marketing organization, founded in 1945 – and therefore fresh off celebrating its 75th anniversary – coordinates sales on behalf of twelve cooperatives with around 4,600 farmers producing up to 490,000 tonnes of apples.</li><li>Of these, 63 percent are exported and have to compete against production and market trends in 60 countries worldwide – a challenge that is met with the slogan “Many apples to satisfy many tastes”. </li><li>Their vision is to be able to offer an apple that is suitable for every European and non-European market 365 days a year using a sophisticated category management system. </li><li>“It’s not only about consumers’ preferences for sweet or tart, size or color, but also about whether an apple will cope with long shipping times, or keep its freshness intact in a country with a tropical climate and limited logistical infrastructure,” says VOG director Walter Pardatscher. </li></ul> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-12 content"> <h3><strong></strong>One focus of the association’s activities is the issue of sustainability.</h3><p>Around 90 percent of its apples are grown according to the guidelines of integrated production, while ten percent are organically produced on 1,000 hectares.</p><br>With approximately 30,000 tons, VOG is one of the largest producers of organic apples. The association is also working on the constant internationalization of its Marlene brand which was developed in 1995 for the Italian market and can now be found in 25 countries: In Spain, for example, Marlene is one of the best known brands in the fruit and vegetable sector.<p><br></p> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text_image"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-3 order-first image-container"> <figure class="image lazy" > <img 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4L3hROHM4lPi2+Nj4+vkc+T85YTmDeaW5x/nqegy6LzpRunQ6lvq5etw6/vshu0R7ZzuKO6070DvzPBY8OXxcvH/8ozzGfOn9DT0wvVQ9d72bfb794r4Gfio+Tj5x/pX+uf7d/wH/Jj9Kf26/kv+3P9t////4TDJaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/Pgo8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSA1LjYtYzE0MCA3OS4xNjA0NTEsIDIwMTcvMDUvMDYtMDE6MDg6MjEgICAgICAgICI+CiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iCiAgICB4bWxuczphdXg9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvYXV4LyIKICAgIHhtbG5zOnBob3Rvc2hvcD0iaHR0cDovL25zLmFkb2JlLmNvbS9waG90b3Nob3AvMS4wLyIKICAgIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIgogICAgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIKICAgIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIgogICAgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIgogICAgeG1sbnM6Y3JzPSJodHRwOi8vbnMuYWRvYmUuY29tL2NhbWVyYS1yYXctc2V0dGluZ3MvMS4wLyIKICAgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgTGlnaHRyb29tIENsYXNzaWMgOS4zIChNYWNpbnRvc2gpIgogICB4bXA6Q3JlYXRlRGF0ZT0iMjAyMC0wOC0yNlQxNzozNjowMC4zNyswMjowMCIKICAgeG1wOlJhdGluZz0iMiIKICAgeG1wOk1vZGlmeURhdGU9IjIwMjAtMDktMDRUMDE6MjY6MTYrMDI6MDAiCiAgIHhtcDpMYWJlbD0iUm90IgogICB4bXA6TWV0YWRhdGFEYXRlPSIyMDIwLTA5LTA0VDAxOjI2OjE2KzAyOjAwIgogICBhdXg6U2VyaWFsTnVtYmVyPSI2MDExNDY3IgogICBhdXg6TGVuc0luZm89IjM1MC8xMCAzNTAvMTAgMTQwLzEwMCAxNDAvMTAwIgogICBhdXg6TGVucz0iMzUuMCBtbSBmLzEuNCIKICAgYXV4OkxlbnNJRD0iMTQ1IgogICBhdXg6SW1hZ2VOdW1iZXI9IjExMDI2OCIKICAgYXV4OkFwcHJveGltYXRlRm9jdXNEaXN0YW5jZT0iNDI5NDk2NzI5NS8xIgogICBhdXg6TGF0ZXJhbENocm9tYXRpY0FiZXJyYXRpb25Db3JyZWN0aW9uQWxyZWFkeUFwcGxpZWQ9IlRydWUiCiAgIGF1eDpWaWduZXR0ZUNvcnJlY3Rpb25BbHJlYWR5QXBwbGllZD0iVHJ1ZSIKICAgcGhvdG9zaG9wOkRhdGVDcmVhdGVkPSIyMDIwLTA4LTI2VDE3OjM2OjAwLjM3KzAyOjAwIgogICB4bXBNTTpEb2N1bWVudElEPSJ4bXAuZGlkOjIxODBiOTY2LTQyZTktNDc0YS1hMTIxLThlOTQ2MTcyNjEyNyIKICAgeG1wTU06UHJlc2VydmVkRmlsZU5hbWU9Il9QQUMwMjA4Lk5FRiIKICAgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSIwRTEzRkU1MDkxMTE3NjJERDczNzhEOTJCMTMzOTBBRiIKICAgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDoyMTgwYjk2Ni00MmU5LTQ3NGEtYTEyMS04ZTk0NjE3MjYxMjciCiAgIGRjOmZvcm1hdD0iaW1hZ2UvanBlZyIKICAgY3JzOlJhd0ZpbGVOYW1lPSJfUEFDMDIwOC5ORUYiCiAgIGNyczpWZXJzaW9uPSIxMi4zIgogICBjcnM6UHJvY2Vzc1ZlcnNpb249IjExLjAiCiAgIGNyczpXaGl0ZUJhbGFuY2U9IkN1c3RvbSIKICAgY3JzOlRlbXBlcmF0dXJlPSI2MDkwIgogICBjcnM6VGludD0iKzUiCiAgIGNyczpTYXR1cmF0aW9uPSItOCIKICAgY3JzOlNoYXJwbmVzcz0iNTAiCiAgIGNyczpMdW1pbmFuY2VTbW9vdGhpbmc9IjUiCiAgIGNyczpDb2xvck5vaXNlUmVkdWN0aW9uPSIyNSIKICAgY3JzOlZpZ25ldHRlQW1vdW50PSIwIgogICBjcnM6U2hhZG93VGludD0iMCIKICAgY3JzOlJlZEh1ZT0iMCIKICAgY3JzOlJlZFNhdHVyYXRpb249IjAiCiAgIGNyczpHcmVlbkh1ZT0iMCIKICAgY3JzOkdyZWVuU2F0dXJhdGlvbj0iMCIKICAgY3JzOkJsdWVIdWU9Ii0xIgogICBjcnM6Qmx1ZVNhdHVyYXRpb249IjAiCiAgIGNyczpWaWJyYW5jZT0iKzEzIgogICBjcnM6SHVlQWRqdXN0bWVudFJlZD0iKzEwIgogICBjcnM6SHVlQWRqdXN0bWVudE9yYW5nZT0iLTEiCiAgIGNyczpIdWVBZGp1c3RtZW50WWVsbG93PSItMjMiCiAgIGNyczpIdWVBZGp1c3RtZW50R3JlZW49Ii05IgogICBjcnM6SHVlQWRqdXN0bWVudEFxdWE9IjAiCiAgIGNyczpIdWVBZGp1c3RtZW50Qmx1ZT0iLTciCiAgIGNyczpIdWVBZGp1c3RtZW50UHVycGxlPSIwIgogICBjcnM6SHVlQWRqdXN0bWVudE1hZ2VudGE9IjAiCiAgIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudFJlZD0iKzEiCiAgIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudE9yYW5nZT0iKzYiCiAgIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudFllbGxvdz0iLTEzIgogICBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRHcmVlbj0iKzEiCiAgIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudEFxdWE9Ii01MyIKICAgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50Qmx1ZT0iLTMiCiAgIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudFB1cnBsZT0iMCIKICAgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50TWFnZW50YT0iMCIKICAgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRSZWQ9Iis1IgogICBjcnM6THVtaW5hbmNlQWRqdXN0bWVudE9yYW5nZT0iKzExIgogICBjcnM6THVtaW5hbmNlQWRqdXN0bWVudFllbGxvdz0iLTEiCiAgIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50R3JlZW49Iis0IgogICBjcnM6THVtaW5hbmNlQWRqdXN0bWVudEFxdWE9IjAiCiAgIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50Qmx1ZT0iKzYiCiAgIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50UHVycGxlPSIrMTMiCiAgIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50TWFnZW50YT0iMCIKICAgY3JzOlNwbGl0VG9uaW5nU2hhZG93SHVlPSIwIgogICBjcnM6U3BsaXRUb25pbmdTaGFkb3dTYXR1cmF0aW9uPSIwIgogICBjcnM6U3BsaXRUb25pbmdIaWdobGlnaHRIdWU9IjAiCiAgIGNyczpTcGxpdFRvbmluZ0hpZ2hsaWdodFNhdHVyYXRpb249IjAiCiAgIGNyczpTcGxpdFRvbmluZ0JhbGFuY2U9IjAiCiAgIGNyczpQYXJhbWV0cmljU2hhZG93cz0iMCIKICAgY3JzOlBhcmFtZXRyaWNEYXJrcz0iMCIKICAgY3JzOlBhcmFtZXRyaWNMaWdodHM9IjAiCiAgIGNyczpQYXJhbWV0cmljSGlnaGxpZ2h0cz0iMCIKICAgY3JzOlBhcmFtZXRyaWNTaGFkb3dTcGxpdD0iMjUiCiAgIGNyczpQYXJhbWV0cmljTWlkdG9uZVNwbGl0PSI1MCIKICAgY3JzOlBhcmFtZXRyaWNIaWdobGlnaHRTcGxpdD0iNzUiCiAgIGNyczpTaGFycGVuUmFkaXVzPSIrMS4wIgogICBjcnM6U2hhcnBlbkRldGFpbD0iMjUiCiAgIGNyczpTaGFycGVuRWRnZU1hc2tpbmc9Ijg1IgogICBjcnM6UG9zdENyb3BWaWduZXR0ZUFtb3VudD0iMCIKICAgY3JzOkdyYWluQW1vdW50PSIwIgogICBjcnM6THVtaW5hbmNlTm9pc2VSZWR1Y3Rpb25EZXRhaWw9IjUwIgogICBjcnM6Q29sb3JOb2lzZVJlZHVjdGlvbkRldGFpbD0iNTAiCiAgIGNyczpMdW1pbmFuY2VOb2lzZVJlZHVjdGlvbkNvbnRyYXN0PSIwIgogICBjcnM6Q29sb3JOb2lzZVJlZHVjdGlvblNtb290aG5lc3M9IjUwIgogICBjcnM6TGVuc1Byb2ZpbGVFbmFibGU9IjAiCiAgIGNyczpMZW5zTWFudWFsRGlzdG9ydGlvbkFtb3VudD0iMCIKICAgY3JzOlBlcnNwZWN0aXZlVmVydGljYWw9IjAiCiAgIGNyczpQZXJzcGVjdGl2ZUhvcml6b250YWw9IjAiCiAgIGNyczpQZXJzcGVjdGl2ZVJvdGF0ZT0iMC4wIgogICBjcnM6UGVyc3BlY3RpdmVTY2FsZT0iMTAwIgogICBjcnM6UGVyc3BlY3RpdmVBc3BlY3Q9IjAiCiAgIGNyczpQZXJzcGVjdGl2ZVVwcmlnaHQ9IjAiCiAgIGNyczpQZXJzcGVjdGl2ZVg9IjAuMDAiCiAgIGNyczpQZXJzcGVjdGl2ZVk9IjAuMDAiCiAgIGNyczpBdXRvTGF0ZXJhbENBPSIxIgogICBjcnM6RXhwb3N1cmUyMDEyPSIrMC4xMCIKICAgY3JzOkNvbnRyYXN0MjAxMj0iKzQiCiAgIGNyczpIaWdobGlnaHRzMjAxMj0iLTI3IgogICBjcnM6U2hhZG93czIwMTI9Iis2MiIKICAgY3JzOldoaXRlczIwMTI9Iis1IgogICBjcnM6QmxhY2tzMjAxMj0iLTE2IgogICBjcnM6Q2xhcml0eTIwMTI9Iis1IgogICBjcnM6RGVmcmluZ2VQdXJwbGVBbW91bnQ9IjAiCiAgIGNyczpEZWZyaW5nZVB1cnBsZUh1ZUxvPSIzMCIKICAgY3JzOkRlZnJpbmdlUHVycGxlSHVlSGk9IjcwIgogICBjcnM6RGVmcmluZ2VHcmVlbkFtb3VudD0iMCIKICAgY3JzOkRlZnJpbmdlR3JlZW5IdWVMbz0iNDAiCiAgIGNyczpEZWZyaW5nZUdyZWVuSHVlSGk9IjYwIgogICBjcnM6RGVoYXplPSIwIgogICBjcnM6VGV4dHVyZT0iKzEiCiAgIGNyczpUb25lTWFwU3RyZW5ndGg9IjAiCiAgIGNyczpDb252ZXJ0VG9HcmF5c2NhbGU9IkZhbHNlIgogICBjcnM6T3ZlcnJpZGVMb29rVmlnbmV0dGU9IkZhbHNlIgogICBjcnM6VG9uZUN1cnZlTmFtZT0iTGluZWFyIgogICBjcnM6VG9uZUN1cnZlTmFtZTIwMTI9IkN1c3RvbSIKICAgY3JzOkNhbWVyYVByb2ZpbGU9IkFkb2JlIFN0YW5kYXJkIHYyIgogICBjcnM6Q2FtZXJhUHJvZmlsZURpZ2VzdD0iNDAzODMzMTQyMkQ2REM1MTlERUUwOEMxQzBEMjdCMEUiCiAgIGNyczpMZW5zUHJvZmlsZVNldHVwPSJMZW5zRGVmYXVsdHMiCiAgIGNyczpVcHJpZ2h0VmVyc2lvbj0iMTUxMzg4MTYwIgogICBjcnM6VXByaWdodENlbnRlck1vZGU9IjAiCiAgIGNyczpVcHJpZ2h0Q2VudGVyTm9ybVg9IjAuNSIKICAgY3JzOlVwcmlnaHRDZW50ZXJOb3JtWT0iMC41IgogICBjcnM6VXByaWdodEZvY2FsTW9kZT0iMCIKICAgY3JzOlVwcmlnaHRGb2NhbExlbmd0aDM1bW09IjM1IgogICBjcnM6VXByaWdodFByZXZpZXc9IkZhbHNlIgogICBjcnM6VXByaWdodFRyYW5zZm9ybUNvdW50PSI2IgogICBjcnM6VXByaWdodEZvdXJTZWdtZW50c0NvdW50PSIwIgogICBjcnM6SGFzU2V0dGluZ3M9IlRydWUiCiAgIGNyczpIYXNDcm9wPSJGYWxzZSIKICAgY3JzOkFscmVhZHlBcHBsaWVkPSJUcnVlIj4KICAgPHhtcE1NOkhpc3Rvcnk+CiAgICA8cmRmOlNlcT4KICAgICA8cmRmOmxpCiAgICAgIHN0RXZ0OmFjdGlvbj0iZGVyaXZlZCIKICAgICAgc3RFdnQ6cGFyYW1ldGVycz0iY29udmVydGVkIGZyb20gaW1hZ2UveC1uaWtvbi1uZWYgdG8gaW1hZ2UvanBlZywgc2F2ZWQgdG8gbmV3IGxvY2F0aW9uIi8+CiAgICAgPHJkZjpsaQogICAgICBzdEV2dDphY3Rpb249InNhdmVkIgogICAgICBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjIxODBiOTY2LTQyZTktNDc0YS1hMTIxLThlOTQ2MTcyNjEyNyIKICAgICAgc3RFdnQ6d2hlbj0iMjAyMC0wOS0wNFQwMToyNjoxNiswMjowMCIKICAgICAgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIExpZ2h0cm9vbSBDbGFzc2ljIDkuMyAoTWFjaW50b3NoKSIKICAgICAgc3RFdnQ6Y2hhbmdlZD0iLyIvPgogICAgPC9yZGY6U2VxPgogICA8L3htcE1NOkhpc3Rvcnk+CiAgIDx4bXBNTTpEZXJpdmVkRnJvbQogICAgc3RSZWY6ZG9jdW1lbnRJRD0iMEUxM0ZFNTA5MTExNzYyREQ3Mzc4RDkyQjEzMzkwQUYiCiAgICBzdFJlZjpvcmlnaW5hbERvY3VtZW50SUQ9IjBFMTNGRTUwOTExMTc2MkRENzM3OEQ5MkIxMzM5MEFGIi8+CiAgIDxjcnM6VG9uZUN1cnZlPgogICAgPHJkZjpTZXE+CiAgICAgPHJkZjpsaT4wLCAwPC9yZGY6bGk+CiAgICAgPHJkZjpsaT4yNTUsIDI1NTwvcmRmOmxpPgogICAgPC9yZGY6U2VxPgogICA8L2NyczpUb25lQ3VydmU+CiAgIDxjcnM6VG9uZUN1cnZlUmVkPgogICAgPHJkZjpTZXE+CiAgICAgPHJkZjpsaT4wLCAwPC9yZGY6bGk+CiAgICAgPHJkZjpsaT4yNTUsIDI1NTwvcmRmOmxpPgogICAgPC9yZGY6U2VxPgogICA8L2NyczpUb25lQ3VydmVSZWQ+CiAgIDxjcnM6VG9uZUN1cnZlR3JlZW4+CiAgICA8cmRmOlNlcT4KICAgICA8cmRmOmxpPjAsIDA8L3JkZjpsaT4KICAgICA8cmRmOmxpPjI1NSwgMjU1PC9yZGY6bGk+CiAgICA8L3JkZjpTZXE+CiAgIDwvY3JzOlRvbmVDdXJ2ZUdyZWVuPgogICA8Y3JzOlRvbmVDdXJ2ZUJsdWU+CiAgICA8cmRmOlNlcT4KICAgICA8cmRmOmxpPjAsIDA8L3JkZjpsaT4KICAgICA8cmRmOmxpPjI1NSwgMjU1PC9yZGY6bGk+CiAgICA8L3JkZjpTZXE+CiAgIDwvY3JzOlRvbmVDdXJ2ZUJsdWU+CiAgIDxjcnM6VG9uZUN1cnZlUFYyMDEyPgogICAgPHJkZjpTZXE+CiAgICAgPHJkZjpsaT4wLCAxNjwvcmRmOmxpPgogICAgIDxyZGY6bGk+NTgsIDU0PC9yZGY6bGk+CiAgICAgPHJkZjpsaT4xMjksIDEyOTwvcmRmOmxpPgogICAgIDxyZGY6bGk+MTg2LCAxODk8L3JkZjpsaT4KICAgICA8cmRmOmxpPjI1NSwgMjM3PC9yZGY6bGk+CiAgICA8L3JkZjpTZXE+CiAgIDwvY3JzOlRvbmVDdXJ2ZVBWMjAxMj4KICAgPGNyczpUb25lQ3VydmVQVjIwMTJSZWQ+CiAgICA8cmRmOlNlcT4KICAgICA8cmRmOmxpPjAsIDA8L3JkZjpsaT4KICAgICA8cmRmOmxpPjI1NSwgMjU1PC9yZGY6bGk+CiAgICA8L3JkZjpTZXE+CiAgIDwvY3JzOlRvbmVDdXJ2ZVBWMjAxMlJlZD4KICAgPGNyczpUb25lQ3VydmVQVjIwMTJHcmVlbj4KICAgIDxyZGY6U2VxPgogICAgIDxyZGY6bGk+MCwgMDwvcmRmOmxpPgogICAgIDxyZGY6bGk+MjU1LCAyNTU8L3JkZjpsaT4KICAgIDwvcmRmOlNlcT4KICAgPC9jcnM6VG9uZUN1cnZlUFYyMDEyR3JlZW4+CiAgIDxjcnM6VG9uZUN1cnZlUFYyMDEyQmx1ZT4KICAgIDxyZGY6U2VxPgogICAgIDxyZGY6bGk+MCwgMDwvcmRmOmxpPgogICAgIDxyZGY6bGk+MjU1LCAyNTU8L3JkZjpsaT4KICAgIDwvcmRmOlNlcT4KICAgPC9jcnM6VG9uZUN1cnZlUFYyMDEyQmx1ZT4KICAgPGNyczpMb29rPgogICAgPHJkZjpEZXNjcmlwdGlvbgogICAgIGNyczpOYW1lPSJBZG9iZSBDb2xvciIKICAgICBjcnM6QW1vdW50PSIxLjAwMDAwMCIKICAgICBjcnM6VVVJRD0iQjk1MkMyMzExMTFDRDhFMEVDQ0YxNEI4NkJBQTcwNzciCiAgICAgY3JzOlN1cHBvcnRzQW1vdW50PSJmYWxzZSIKICAgICBjcnM6U3VwcG9ydHNNb25vY2hyb21lPSJmYWxzZSIKICAgICBjcnM6U3VwcG9ydHNPdXRwdXRSZWZlcnJlZD0iZmFsc2UiPgogICAgPGNyczpHcm91cD4KICAgICA8cmRmOkFsdD4KICAgICAgPHJkZjpsaSB4bWw6bGFuZz0ieC1kZWZhdWx0Ij5Qcm9maWxlczwvcmRmOmxpPgogICAgIDwvcmRmOkFsdD4KICAgIDwvY3JzOkdyb3VwPgogICAgPGNyczpQYXJhbWV0ZXJzPgogICAgIDxyZGY6RGVzY3JpcHRpb24KICAgICAgY3JzOlZlcnNpb249IjEyLjMiCiAgICAgIGNyczpQcm9jZXNzVmVyc2lvbj0iMTEuMCIKICAgICAgY3JzOkNvbnZlcnRUb0dyYXlzY2FsZT0iRmFsc2UiCiAgICAgIGNyczpDYW1lcmFQcm9m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data-src="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac0208__c__patrick_schwienbacher_bhio_fpab_m.jpg" height="600" width="399" class="lazy" alt="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac0208__c__patrick_schwienbacher_bhio_fpab_m.jpg" /> </figure> </div> <div class="col-12 col-lg-9 content image-aligned-first"> <ul><li>New varieties with exciting flavors notes and special qualities are helping VOG to breathe new life into apple consumption. <strong>“Biting into an apple needs to be cool again,</strong>” Pardatscher says. This will also help South Tyrol’s apple growers to fine-tune their production to better satisfy worldwide demand. </li><li>To achieve this, a five-year variety innovation program is under way in which 1,600 hectares – about 15 percent of VOG members’ apple orchards – have been planted with new varieties since 2017.</li><li>“To maximize the quality of each variety, we give specific growing advice in order to make sure they are grown in the right microclimate zones, at altitutes ranging from 200 to 1,000 meters above sea level,” Pardatscher says. </li></ul> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-12 content"> <p>An interesting microclimate can be found in the Venosta Valley in the west of South Tyrol, as well. At between 500 and 1,000 meters above sea level, this is the highest-altitude homogeneous growing area in Europe, with lots of sunny days, low rainfall, cool nights, warm days, and a constant breeze: the Venosta wind. In these conditions, even a standard variety such as Golden Delicious scales new heights with an attractive red blush. That’s why the popular high-altitude Golden still accounts for around 60 percent of the 320,000 tonnes of apples harvested by Venosta’s VIP cooperative. This organization, which celebrates its 30th anniversary in 2020, has 1,700 family farm members organised in seven apple cooperatives. </p><p><br></p><p>All non-ideal Golden Delicious sites in the Venosta Valley and elsewhere in the region are currently being cleared to make space for new varieties. There is also a widespread move towards more natural production methods. Across South Tyrol, growers are outcompeting each other to incorporate sustainable integrated production practices, from installing stone walls, bird nesting boxes, and wildflower strips to voluntarily giving up the use of herbicides, a strategy in which Venosta Valley growers lead the field. And it’s the same picture in organic apples: with 15 percent of the total acreage now organic, <strong>South Tyrol’s apple farmers top the European league tables for organic produce.</strong> This figure leaps to 20 percent in the west of the province – a rising trend that looks set to continue across all South Tyrolean apple orchards, boosted by a sustainability program which is currently being developed in conjunction with agricultural policymakers. <br></p> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text_image"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-3 order-last image-container"> <figure class="image lazy" > <img 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CmjA9RWhxpKrDdK7qWQBlJO1CN6k9a1H04KVMLbzPqttIzWTrauCJoZoVWN1bbgy8QOJX2xiKRSXPqF1cSMzVLf7sCVUGg7hadeuSKgK8V7qdpIixSkvsqsCSo5Dku/jucgQDzVX+v6pbsLl5HNy5VqFia1JrXfu2R4Aduiabmkvbi7diOSj998bEgAfapU9vbEAAKAhb6SWe49WOvzFWIFOwNPhpkhsqJhknW09GQgiSMtC32aS8wd/o6HI7WrJvJq2VtJL+lWW4jnUxpDxVlFNuQ5g8WXscxNTxEelMWQXvljQ7hGmttTtVSVSQTDb8lDf6vFQdv5MxoZ8g2MZfOTIx82OS+TrCO84Q636skpCmNYwa7ld1Bp+zmUNRIjeP2o4UT/gu6Xb9OyLTanpDb/h8j+Y/o/ay4H/0vP31ptwq8qmor27ClMsprtVti6ukrDiiVHLpWgwFVZru4C/HIWQH7XWrHc17HqcaC2smnZ1BSQn0vsg9QK70+Z3xAVVN7PHE7LIy82jPID4SQDXGlUprrk/qLK3IAAGtNiKEbYgIaN9cl3PqFXIPIU2IpT78NKoy3RdU2+JdiaAVHbphpVkLJ6g9SvH9rjsd8VVWktTHKGT4qUhPIkg1H0UpgVQnkV5SyLwU0oo6DbCFb9WTYcjRen6sVRA1K5VlZG4sqhdu436+PXBSoiPUWVY6BfUDitAAOKjqR9OAhUewZuUhIZolVuJNDwAJ2FP8obZBKjYWzTKw4skoJZ33qKDlQVP7WGRpWpGZQ/xelKficLQdNqdTxHxHFNqkcTCNVkd+IHwLsVqVqAN+m+AlC9oUaUBSzRSAb8gAGpvQhe2+C0tJDMrqJGcJKvJl5KeLD7utMbQqlpeaD1h6mw5srKpdj2I25LXrXI0leRqQJDRh2H2m5VqfGoODZD/AP/T4KbZ0UtxJUUo37NT1P0VGTtrX1jnErpHQKobhX3/AObcVWLcW7PURKo4gGpPU9SoxpU4ewil0eS5gTiyKlSOnU1A+e1f5chxeqkpXHY3VyK/CsVC4Xmq7UoOuTtDoNF1J0aRLc/uKNJX3pTHiCEztfK19NcQXV3LHHHdK70SRPVHFinFlanpl6cl5fsYPEiOaJWm+reSfLY0jTJ9O1VY9Rb111eG5dfSRlcegICqLXnHyL/E3xZXLUC9hI/BF7ebH5NIjmeKVrkIklFaTgQFAFPi8Kf8NlnGypB/U/QZgxj9TeNo33IqaVAp71ByV2hcLGMxyH1VWVGoIztUU64OJNNHTpPSjdWVvUNFUHfoDXfHiWmodOafn6ciF1WvD3rSg8a4mVLSLjgtRH6SSlF4gFivIGYkg18BT4ciSUomejWkcbkqVYxuwTYcT4+DVyI5qsEXG7BUNHM5AADJVOvhs1TU4b2VVjikjvVo9VZOQd2BYihoPioPY4L2Vfb2wLxyesYgKKgUqy8lFdzWqDfBKSoy4gaRYojKhjEgkUkqSaivfpkBLyVC3OnysKqglR6GMJ8RArTYj3yQmrvqJDRVDBSQqq52Y16VGw2Hhg41V6e7fQxp9G2RtX//1PP9s8jyojFjHWhUb7H2ywtT0fT/AMrZ/Sa6jvI0iNr69JN9iK775hHVgmq6tkcZYXe6O8FmLpoGS39Rl9ejDnvsApOy/wCVmUJ2aYGKjbFPSrKG9LiwU1oCBQ8aYSqvIJ3QEw8Y14CqgkDfrTtwo2BWvr9wbh/WmkJTYwhSp4gGhqOlKLjw7KoG7VJHljkYNQq6t9peVB8BrWow0rbpG10qGYqlFY8qnfiCR/bhVFcoISpEnFXichXNfgrQKadypyKrUiE8jS3iIKhQZgQeJI+GoJ398brkq2KC7iuUtZiyS/3vqVqKHf37A42CLQtapvZixdbYBo4QRU7rRdsPRK6JWEbSR1IUhkQU5Bx1oRuABgKr4ZJfVCgmMBAA60NSu9SD274lVSO9vBRYiFkhUo0ZA5FiaVFftbCuAxCqUl4riYCOkshDu7EVoo2K718cPCqFjjVQJI3aO4UBvTapqKb79q16YSqIns5CYVcL8KO3Oh47gtx2HUYAVbRYi/pSfBVaOWJNBzBWo2xSrWdvPao0kgrISlEB+MCoO3h8O+RJtC4tfKs0Bkq7P+7DAiijrXanI0GChzVHHWo4yUPqAp8JFB228Mh4Sv8A/9Xh9rNcJ9U4Q8WkfmqgUDAGg/XjKqLAB6pqVxa6BoqtrKOz3SKY4YifiA34H/JzWYoGcri5BIA3Yp5hXzB5jhTVooWh0mVXS1jAPp8Ift8gOjDtXM3Hww2P1NUrO6SW9pczLCJ6pBIVMgWnEqp3ah3U/Z6fs5YTTWsiF+gNIhGUjZKzOFLsxZTwr1O+E0i0PLd6jp+oCS6UC4aJVI8UI2rTxGSAEhslb+loysshWvrVEvKhLVBH3Ux4FUhqEXBuUSuJagjcGgUKp+jJcKEdcX1qljbTzW6TTkPGOVCKUA5NT9oLTjkBE2UoO0vLS3WMvGJCCaggEEEUOSIJQrz3Wn3HqlDLEXkqqBvhVCDWg7b9sABCXE6fDqURjlkaBDVqmv2RVd/pw7kKh3a3Jkj9VwByMcgABJO/xf5JOFVW79RdPS5SdXcMA4IAYcq9Pn3wDmhBnVJTEEZVZlPJZCAWBPXf5YeFVpvWaKjRrUEcWp2BqR9+HhVEDVFVt0DL9rj71B3pkeFVw1TjOgiJSBasQa0qadQKcqY8Kqi6vC8qPPH6h6MzEfEBUAnYmowcG2yV93d2BnW4PL4/tA0qSK7mnZv5cEQapVrXds11JwmYMzq8TkA0I2of8njjRpVQ3kUZMYZyE+GoZSNttieuICv/1ubaTpsavZ6vcsIrRZEEMLD7XxAkAeGYuTId4jmyjHqWb/mJ5mi/R8ssOmxyiVPTS7lYApT+RaZRpsO/NM52FHSY7638jqnNbbT2q13HP9pbg0URoR+ww+M0xmLyebKP0sQn8q6/qKTalLeRmCKNma5UlYY1jI4opFBybpTMuOaA2DUYE7sXtnjnt0gZqusjTM7bjjx3+nbL63a0dqdu+qmC+tommhSOOFlCtzZqkUAFeRP+ThxwIBQTZUtRs7Nni+qWnpyBgvpHnQglhSStaOtN98YAqjNPsI9TeUnTeMEfGO7eJW4xPU8fjWvFmodj9vITJiOaQEC/krzTTkNOnaPqrAA1HbockM0O9eEqbeUvMaEK9hKOm/Hp92EZYd6KKmfLutrIU+oz89yoEbGoHhkhIFaU7nTGikVKutUBkEiMjK9N0I/ViDaEMYJkJ3A7bkYVWtFJuG/E4Vtr0nIO4oOuK2jYIla1kt3T1WanoNy2RiRyNK9wMieaVKK1e2n5S2/rqoPKJ9h8Q2rQ171xO42ULbm1SGRG4MsRoGRmBbYCu69jiCqJS10ia7Zw88Fj1XinqMKDp1/myBMgPNVS20oPcIs5kHpryKugQUrQdT4neuJntsq8WFkI5Wa3dApBWQ1FEYmjEV369v5cHEUohNL0ZkVjOlSAT+8pvkTM9yH/17m8h6TpkUUvmvVktlUcrRAaKv3g1zUwMjyciUR1YZqLeRri59N7+4u9P9ZEVnaQIQSObqDxpwr3+1+zmYBkA2AtoNWzefQktbf9D21qLqGMK9m5YvHFFJVvWaQn4Nhx/mzEJP1W3VtSb6jeaTo/kC4gvre3gtr1SsMSOCJWYfEy/C23flTHEJGSzoReUzWWnXM3oxWv1pgAUhaYrt/dinFImOw+yDmcJn3OLTKNJvIZTHbWloYJ7VfgiKFQphAPIO0i04sOS/tZCeXLVXsmOOJOw3WR6lqUdy00EUDB5WmSVOPJnJqzFuY/eE/Ed8gCa5ySQqR6nq1tZy+jbrFFdNynVUCcmXeJnTk1eDHrg2OxJWyGpL7VnKNKYYQ4qS/pio7kEmlRkeELZU7bzBp3qFZJLeVoxWSikAiu3EqSN8ThPmjiTC9886FbxF7on04QECRgsqsx6Drk8cJDYMjkBUF85aNfSJGulyywsOQmMYPRuP2d/HxyZiY9UeIF08Hle7kjhNieV0e9sdjSvxUG2AZT3rYKD1H8vPLVzRo4VhZRSiOFDMaVJ79vs4Y6mTEx7kth/LfThQiFHDdC0tT49iMs/MseCXcjo/JmkWqiX0bdOApyLV/CuQOclPBJjOv3WkxVjitILhugZQwHX5AHL8YPex3YbNG0wkkjjVVTfiKeNPhHemZFbMb3akFzbCOITB1an7la7NsaU6d+2QZq66pcwXHJ1rwHpyI49gKEH5ZHgBCW7bUecnoRUWMniEYVBWhNGJqe9MTFUd+nIBsdKgJGxNMr8PzS/wD/0Ix581nXppFsLuQXJtoh67uKKsv2qL1+yM1+miObPLI8mMw6PqmqLaWum2fr3DSqkoVSQAT8LFl+yg/a/lXL/EESbLUI3sGd6hY3XoweWbm8b9OQ/uboxMTAQELWsHwleVQP2swwSDxfw/jib5fzeqTfmBZ6vpflrRo9WipIymBU9T40p14puAm3HMjTUZEgsMo5MX5RyRPQMAq8CduXHqApOxoPHMgW4yIs/rP6GIkUwpcOEZWUFSA1Ur14cWNTiT6mTmN5bTSSCjPAACValWILNUVoV27YdiFTWaW5tdIknF0fQcqY5mHOnLqduRPUD/iWVAAyqt13UW8vGW3S+1G8iVYogIpXcIx3J5BdzVq4fFo0AtFE6Tp2hO5Mt+pLn05YRGVLUUDgSxC1PiuRnOfQJEQm9jY+WDMWtTJ6deBtjIhUiPoeHFj2+H4sqlKdbpACcxa3pWmCjW0KRinFJJZOXImm/EoTtlQxcXmysDohdS84QzMjNNFFGSfThAIHJQa8a1b6a5OGCuQQZpXN5w0m1SL1mDvIK8V404mveoB8P9bLhhkV4m7jzCouQtvayMvFXZ/TP7VKbiq0wRx7blPEtm8w3axq50uV0CM7EKDRQK1FD/MaYRjHevEUJF52sZo+VwsSBmEZQpXdlrXYGm1aZI4COTHiLHo7nQbi8naOH6vDalmhaIsgXsepb7Z8cu9QG+6EFqWmeXjcKbS+lZuSioCniWUMfD7J2yUZSrcLSWX+h+n+8iu0n5CtD8LHYknuCMnGd9ELdNsmjeUTDizqyIW8RuKDbevTBIpbOosCQnJUH2VPE0HYYeFbf//Rh/mQ+Y7x7m5dZ54PWaK8vYYqo0DmgcbcQGC/azXYYjn/AKVlMFl/knypBa3003l/U5kDEWz/AFoURVkSrcenJlzGyZZSNSAbIQrcKOr+TtS0W+TW7XUo713ufSjiqUb1EBIaShoacckJ2OEr4Z4rYJ5yvtYXUVutQlW8kmakhNWDMaigAPwIg+zxzM00RTRM2Uh2huhaXcKSRAeqsqlgCAtSAOXwscyQbFhhSMlctBLDDM80xZfhLgpSUfaGwowNOvxfawDnaG7uC5ttN9a1qWjJeYn7YXfn16dOmIIMt1KEh1WSVI0MbM0oMSMGIAUmpXf7LdMmYLSPElm/CymD0t3UySLuwAaiq47jemQo81pfaywGZbVZTPC3MxySgAq1fg3G/wCz9pcEgatabBuNOJFlC63kPowtBswkDVPJabsu647S58kgqlxq9jeJdy3sXpSluAijQ8gqciqjqPifr/LjGBFUqnqsRS2jns0nSHVkcKjqGApIGREJY9lp/N/k/FhgbNH+FDWueUrhoLO6iqEniCrEi8h6vGqcSCTSX42xx5tyCkhKv0bdw6db3MtzMpk5iIBSUoho29dmoeXRcs4rNITbR7l4NNuJV1MW8s4UF1qXVYwSKbn7S8uX8uVzFnklFW91b3NtFBcCO61Frxrs3CuoUxJGQIAFHIBnblyY4SABsoUNJ0jSTHMWdra4uRIpjkdStCDx4gjkw5Di37WRnKSGOw6cIk+sSsA0HDnbA7sCTVmJO33ZeSqcXOiWDPZPaR+t6gDzQOSjBGHHc1p25VXKRkIu1tRs9Nt5g3qQyRTxrM9lHJJX1CGoqFh3Uf58cZTPwSlr6WnNudtc8qnlRCRXvTLOJD//0i3XPzHsrHRp7O1WSz1IqvoWpdWjW0KgJEAKqzcDyJPxcs1GPBKW/RtnkA2Zp5dmpp1hdJpgs9LtnU3V070oOHL1Svv9k5RDfnuWyJ2U77U/LjJdT6rbyNbSyP8AVEgRm9XfZ9ugpTk2EAksidmE+Zn0G1t7S+uIxKsNXEaj+Y/DXx45kYhI2A49DmxXWL7ylqliGgRoXKl2kIIIcb8fDrT/AGOZuOM4tcqLGIaJqNt8ACzAOhUtQsrU/wCNcyOjFHWcs83GWWVkmMpLgFQDzfiUIPyr/wAFgIQ68uZIPr0i/vDJIsqkkHiy9Rx6/DgiOSop7NorL9KRgzXUvpyzIPtKtCG3/lrTlg4t66KmGoaDdW9pbXsFIGZnuZm2dWRgr8lZQaMnLhwyMZgkhaPNEHU7CLVYntrxXle15n01JBYGqhQxUc14134/y5HgNcuqoCxn0O4ntZbyaYCMST3DOASfiqCBvu/TkfhX9nLCJC6UUj9OmthYXzyxtPYGAC0tWkZnQsDwBoafFWrbZXK7HeoUtc1u60i60vUEhZVlHqxwyhl9KWKiqtOQRk4/Eq8fh5ftYYREgQkmigNG8z6RLqEj39nHDHIebsvIEuzBq+y7dB/qfZyc8RrYoBDf+L9HNtNE9gphhn9SzQEkUJGzBu3wfZx8KV81tZc6n5YupTNynhlulhhEauv7uOv7xmbjQfs8Qo+ziIzCoPV2062ktZbK7klk/ebMBx2YiqmvRslCzzCFbQbyTU9WtrYrHBQHk7AEO5Wg5/cPhyOQcMSUh1oNbnea1aGUTRJyhJUnjsCm4+HjQYTw81AQtlqF7aSSxXcfFrUsXQgclNQD02GExBGyQuXzRpoUcraZmpuwmABPjThg8OXf9jGn/9OLx22maheQSXuntaWSl49HuQUEJVR8Zkb7TVYZo7lGJAO/8TZQPNndzq66Po19bzyCe2uYo4JCrBoj8NPhp02NMpgSTTcTXNXu/Ml/b6ZpltpdhGYmgWH1Zfs8SAO/xYRIE7oJYj578i6tYaXHcTsktkRzZUbiUP2u/wBpQc2GnmL82nINnm7W9s0FtCW9O2leT1Jak8FrTpUVzPs2WkouT6gl3bW0FupEcrLykPqBUZVAccgTxb7VDkRdEqWSTro11Fby3sVq0ltLK0ywDkCABUEqVbkBu3L7WY4MgTV7raR3np3VybrTp1+sTEQtEYvhCMCHUA8/hp/P8X8uXQJAohDMLPQ9SnsfTghW1hKPFHNVRGYmbb4Wq9RXplHFvbKijJ9F076rc2LapFEhtWhkVEUhC7KWPxcBSi04/wCywxJu015sVl8oeRo5mkfWmlBojCEx8RUhRuOVPvzIGSXKmNBdb2PkyyVrmO1a5tSqr6k0rtuWYb8Rt9kbH+bImUiaTsCsTV9DR3X6nFazIoSO24tSvMEOWJ/Z7b5LgPetskvZbCfy7Hc3FrDKnqcEZwGBVgQSBWorlUbumUvptjkltoJ2k022NCKcWfYHoBvtTLAZd7XxeSHGh+WZVb1LFudd2SZl3J9wRh4p962O5LtQ8mWrr69pWNDsI+XOh9yaZOOXoUFjt5pfod3dgTuV+CniDXLQULtN1JrG6eQColUqyVIrUbHlWvwtvglGwm01TzhNb2z+lEBcRr6cU1agoSQdulKHKjhBKqh84W/B7o2MIu5+IuSy/BKGFGHE1AUL/L8XxYPB6XsytcvmDy9xFdMhrTemwr7DHw5d6Lf/1IjezQ6lpsVjDDBcrLcfV7SON2R4QEHJ/Bl6/wCyzR47Bs3ybTKxS39H6nLbCw064NxaWc7f6M1AarTrSnT3yZlEG5KIl6D5hsP0h5L0fULSf0r6Q+hJErAUCk1p/lBlzHxSEdm7JG47PMbzWPN+ph/L9zeSzn1TFaxkg1YiiqW/lr0zbYxAepxCSdkv/QF/Z2F401tJHJYKIrpCPhRmQg19yRl3GDXmpjsidK1OaP6sJ5IpdOlr6pYDYRAGlGAPIE7U+1kJx519TG1XSYNOMF3dO4gubtpJCsiNIFDOdgqsBWnxb4Z8VgVsFFJZHpWpQM0dtqgMbEliI2UmoB37U28ctsdQxXDTfMMpaSTVHZEb7TerRSKU+Ebf5NMbiOiomXyZr09q18l0ZLS6mCAJ6rmu7fy/FQ4jILqk8Jq3J+XGp+iki3Evq8gWg+qzbb0B5GinpkvFC8JV08j6+Qg5XBVd14Wz7HrtQj7VDvkeMIoplF5T1Tk31q0nl9VW9UNb/B9nZlqaq9MhxLwlUn8v+ZrZYYXtprjT5TwtOVRJCAQx5fzLx2+P/Y4AY873/wB0kxlsg7i2FvRLlWjmJBROFS3KvEDf/JyXF3MOSvc6dLaRxurepFPGTzG1GZqEEVP+T/wWRjkBShbq+/RkCtdM0IA+EHZmAPbxrXJCPEhbY+aLe85JcWJaAqzwyMvWJWVdzQ8iK9shLGRyKW7mOyuJLZ5NPiC8j6DxMFdiQCeoVQOlOf8AlZESIvdUFLa6UGkMlo6II2kmZwKqrdqitW5fzLkxM96UrudFtpCJrNDIkyllKFQV6BgVpsKHLI5O9Wv8HzndbGYqehDL0w+KO9lwF//V595c8mX1zr6Q6YJJ4wvKNgacQOrb9M0+TUgQ9TdDHuzi08pWEc31a3uyNVuCY5o2Ygncg0A67jMbxTIeTZwDl1ZVo+ixWlq1ncq1xPYDnLIAeKr06DpgySERbOB6MY1fy7o9jNDqtzAY7d3JE4cq3LqHHSu+XYNUJR2YSERzDJtOt08y+W9ZktJZJZLqgmneMBAUFB4cjQZEZCD/AFVMbGzEYPyfjis3vb+6kSQEehblVDScqbKx8czhrr5Bp/LlL/OPlibyrZ2Us9mrPclv3ctzUjjVlBCqo77/ABZkY5GRa5xpgMvmTXWginhgt7WF3ZUKxr9pQAQWkLbb5kcIa0y0/wA331rbXFzErzNczJEXIChG4gmiL7V6ZXLGCaUFFy/mTrktpNBJC7WML+sJY5WDKXFF5FT0O3+rg8Ed+6eMpMvnTXGDTBzRiFKO7MqqR13JbLPCixtE/wDKxdWg9I20pBKAzcWPHkCaUBrxIyPgBPEV955y1xxFdCRi90peWNeX2w1OfU0+Kn2QuIxRtbNrLjzTrcbJHerJbBXJ9STmDWlDXmOXfJeHFNnqj5ryB0OqmIvCOPGZBtxAoWJ78fiykRPJFFW03zDJfSRRWkKPDbIAynjzBZutTXw5ZGeKvekAtXOraHrM81tMEtbhmMNuJeDMJBsO37bbN8WCMZw/pJoFL9XuY9N0+K0Jjt7ghZWoakUcFlUAKQOXxKP5csgCTvyQQQu1ITXduvx8En9KRlIFPTKkrMORBPMD9nDGNFFFZOLZZYjA7CW5VlleKvEuOK1pQ9vtf83YN+qKStb3UbAOLKNmQMYpZeAZSUNKA0qPDJ8IPNKZx+ZwsaqZbpSABxEkgAoOnXI+Gmy//9Y+8rXtnofnFbOFFkt7WwWCZ1GwlBof1ZyI4tpH+cXNBHJJ/N+q2MWvWusaalbwuw4KDtXeppmQASK6NcjvaY+WtZ81+vqVvNYUXVUr9cY/Eq0pQr/xHEyuNWmN2gZ7K+8xLcWWrLS00FVFvwBHqEigLDfpTBhqA9PMrLfmnPlvVdW8p2shlhNxpYHOWBFFQxGxBwyEhKx1RDIzfStSj80eVEvLmP6q6Oyui0LR0PwmvyKtmRgl6KP8LZd7jq8q87/l5rHmeZ7Wd0N/pqEjU5GYLNGx+BaCoBp9pczsOfgJ7mmeMyePa95f1jy3qDaRq6iKN4+QkWvpsrb1UkeIpmwhISFhxZRI2QlpfRHULT0YRH6cheRolZuXLavp1IxlHYsVlxplwOdwnEW0h5xPRgvxncVNQOI+LiWwiXTqq/Sobr69FbQmOr8agtVWJ3XmDXp4YZHa1deRw+oJFX01llZZLZwBxKHerCu1dqYAVR1tZRNHa3Rb936pWSEPUJGKGhavLclafs8sHFvShQ1Oea1165Ovwm/hkVxAqkEonOqtQEcdvpwDls3Hnuk0frR20d0Jo5bQzAtpqysW2cniY96BqZJijNJinvLm/OlSHTj6fIwu4oRy+JS1BxArtQYD5pG/JDyzwSaXa2j2i28gk4nVCDxZeR35AV2Jw9V6OYi1S8gKR6lG3on64pYrHSpFGpX4q8f2fs4oezS+XJtY/LnRb+whQX9naR8oVH97bhRzj360+0P+B/ays82co2Hn91NaWzpEzUg+PhxYjZqbCh+0sg/4HIxBLTSjdie2gQyg/GJDJcW7sGFKqpkoAPiPxL/N/NiDZVDrDehQPqlaDrzffJWO9Fv/1zL8vvJtz5h0S71iO6KXUhYA9SSD3+ecueKUiI/5Ny4RFWf4kb5C8vJcQag0wVbqCYpKG3NR1P05DFmE9mUcYAZJ5j8v3tkIry2uv3npMPS2AIpXL5YxEMjRYv5I07Xry5n1ASxi2ZjFcoa8iBQ/7WTjAHk1AHmUx1bXZtMju4PTSVUp+9alCKV6fhkvJaDBdG89+a7aW/eys3uNJdueoRwLy4JSnIE9DQZVkjCJB4uElEZno9Ms9LsfM35ePbwzSRmYszvyPqghuVCTvSn/AAuZGCVi/wCKLK3lGpwT6h5e1VfMCLq1xpMfp6e8dPVQKTXnTf7PDf8Ayc2EMosV6eJx5x2Yb/grWxp8Ov249aylHrNFbfvPSiCB1D8S5B3+yfsKvJ8yfFF8LUYGrShb+3u5OVwskVtyqWjJ4orKQaLuBzerVyfCRyYIrTLeztZ/SF1HOvpepbygHaZwOPqIRy+BjsVyEiSlQgsGgtJ7icJL9chaWEUqeSy0qAN15ZIys+5ClYTNE0MXptFBKUZlmRTUl/8AdRIG1RvhKQq8Lyz8zXZ0R11GdhKZ4nFeCmQVSpYcmU4OY3beR2SRVhBWRJJf00LgVhZV9Pnz+E8q770ybH70WkdrPqF4vmEiynKH03SMr+8D7kKuzcvi3yPuT725Dq/+HrYTjloImqjIUWYqHYEEE7t9qmO1+a715LLdbkpfHQzIbELCbhZQjSGrUXoD0f8Alw+9fc+jfy4kuP8AB2jmepk+rJWtK07dPbKpc26PJ4vfWlve6lNa3isgivbj1JEKqyo0h6V670wEkbhxid11tpdyFmtr9JmiYN6dSGVolJKmqE77b5VLIOYpFIT9Kyr8KxyhRsoDpSmWcCLf/9A98jecrTQtI1C5srWWawnkEkccYqVZwAy07Zx2HxYE/wClk5YyROzO5dIso/L8t5ZH05L6kksqmjVbf+OWw0kRHiB5thmXjmteZfOUmrRi+Z47S39SC2kps4O1TT5dcu4Igc+ItMpSLOPy+t9Di8uy31zeEX7S1nQOQoIOw4++OPINxbZHkg/M1lpWuLJqCy1t43EckS9GpsS1PA5ImuSDHZT0W+8veRPr81ZJdGu409c8TII5NwoFKn4+WEQ8WYr1bJsRDHfJfnG8n8x3EVujQ22otwkjoyiFd6Eqem2ZBxeGKaRKyya/8kxAXbaLZGbUbpSi3plKRAigFUBo1afFyycch2B+lTHZh/kvyRd+Wr7Vo9eiaOGYNBcCzeRonS4AH1c8CrIXPD03bMnNqLqv4WGOFc2JecvLE3ly5Qx6LLaaRM0azLJOJUaTdvSLqQ32R9n9n+bL8OUzG53apwopl5h8laOPLME+lWyi4jt0nnvw49NIp3MixkMyySTIrcH+Fm4qv82Qx5pcdE/5rKcKDDdFj1K8lkgtS136VnJ8algsVAZDXY7rTbMmZA5tVW1Z6qZpEtr1F9CHhHHtUhnBIck+LfF+ziYdRzWljxQ3fmi5i0edtMnT1fWlkYgSOH3UAHZT1w9N23rskfrWoj+p+jGLkTUGpKz148uvE0Ap45NimFu6WV9fpfqdYgaHi8sUnP4BIvF2epKjYd8jzGyRtzUTbquhw3q3yyJ69RpLEuqkMaCnI0DL7ftYeq9FtLe+N3Nyi0tkjjKWq1RJDzCsACa/D9v9rHkjm+j/AMs41HkjRQGDj6uPiHSvI165VLm3R5PMNR0+7vPMV1bK8QZ5J/q8xTiVf1HCx8xWr/Z4s37WUGYiLaTGy688ta5pN1DbXMzpYzDnb3TcXL24PFg5qWRXIqlR8XHIeJGQut1MCCzRPJP5fTKJfr8EfqAP6Zc/Dy3p26Zj/mJt/hRf/9Ehi843vlnULdn4HSbmk3pgeI3G2cxLB4kCI/UzxT4ZMr0/zpq3mq6jtNG5pZL8c534LvtvmIcRxbSP9VyuLi5KWs2nmS/nmtLeWPnarzSVxs4O5Ay/FXVgQU5/LHy7Jqfl6/qUa4EhBH+Wo8ct4eOREf4QyjQFony55bn06yvnuql1mb1IOo4eI+jMUSyHJuPSzAACd6HpVtJchY4BcaTIwNGUMFkBqK1/lOZuEiMkcFhN/M+iQ22m3jQQxx3M6MVuKUNaUFSKHM7NARDSHnOja1Joul2trrTzB7iVkupYR6giTiSlK9Wan2V+L+XMYmztyZXXNMLmfRNRvbW61Vrq2a7uEWK1C+mGZD6UMk/fjWjIteXxZESJsIVPP2tafp3lpU161F4LgelbRGOMLHOARSQt8QBX+X4suwmXK0ZKpiF75N1jzhqXl6WXhFoNkjLLZFlinQxBvUr1P73gvX9nL8WUQia+osDAyPkyL8vdI0K4tRfSWqQgw8JWSMJBLHE70B5rSR0QRh+P2l55TKRvctkY7MA03yzYzaN5rSSGFp7WaS7tbiAlgqsXRvRIAEnpJx4xqvFXZcyZ5yJRahEUUksvKlprd3ql95khfTtM00SILiEBSHFGV5lK+qyulfjX4eXw5fkzGJAjuZKIXdpXdeR/NcJfSkeGbRzIJIp1kjKsjHlswAkr/ksuZOKQmLDXKxsmemeRpNJubm6t7+GOORGjRJ4+QVSwIq3JAemSnEVZYxlvsgLr8vrtLWOa1aObUC5l+uJNwDHnyUhKMu3s2VjLE8pBsEe+0Tp/kDVdY1SKLXZGS7vSIYplHMxspBUkJRW9T7G/2eXPISy8MbG4UgXT1Xypqtn5e0m20K6SV30/lA0wANSHP7NQR8stMCd1GStmETaZLcTatrWnOg9K55RqCQZDNI5V+Q7oV3GY88R2B/iYCzZCtbeYdXvn07SdUs4YZZ3linu55AkUsax1RXk+L0vT4/aTMTLg4LIbBK2Qppd1MomTQ9LKSAOpM3Ztx1GYf5zvk3iIro//0onqOi6BBpVtNfXjS8mEdutegApQ5oATvwhuPCzLytp0eivGdEvBOl3CTLAKEgncUpml1Oq4h6huC3xFckuuNRu4NUjeKVtiyTwuCGG/Q5n4CDC2sE29E8pajqWlXkzJp/oWNxEPTpT45B3FPbJ4p8J4webcI2KKH13zmtjprQ3CCDVLwsFRqEHlWlMsEiRTAlX8j6zqnlvy451u2b0H+OKZPj3c9wPiG5xwiULPMSSegPRNNVtL3zvo4iS4+r2o+1IAQ9Qd6A5fDjmbJ+ljKg88027g0C+vtJ1ZX1SKWc/VpBGGmhkH9ywJNB8W9afDkZ0eXcwBrZdqDfmJOslvpepwi8aD0LrSmRXlbZmeap+y9QT+z8OHFKIG4Qb6IawPmi51HSdQ1vSBdfUYivqTM06SslGWb0qHjypx6YZSH8JSLu6ZDDqXmeSS61F1iMLRho9PPw/6PIPsgAqAyhf2/iygnvZb81v6b08eXIUe3gsPQdpvq8SVrK6n1I4rehVSakPI3xL8ePim916O8rweXX1Sc6XaSLJLGk1/KD6fFeZ9OLip+LdV5Kvw8ftZLJqJSHkFgAoeaoBq00VtBJGl/do4vHWMhri3i+BUnYCiwmZvtt8DfCmOPKSAT3pkEJpXlMaRoU7XCvJBYCULamHi8cM0n7lQCxHNOfwn/jXNrDMSaHpLXkxAbsbvPKvmWGG4kluYZ9MuCWs3lHCVHjPNPT5hVdl4sJB+zhzakEbNccaZarp7w22j3UcRa4muIYp1hZYldnT1OKBqbRiOnMqvPl8PxZreISJ8m87KevT3Ok6ussFmVt3eKdGWRD+8fjwJZqv9r7KU5NksMzEHdjNDan+YN7a6hbvqNuOSD0TI8KFXAk9RXoCGZvF/+FzYRiJRv+H+FoJ3TeHUv0vc6pfEJDZz3NqlqDTgtGFITslf8r0w32sqOWuHvHE3QFg+fCknmbTtKGmJqdrd/WZUuuAs40rJEyK3wlDSQ/Gf8jl8OJ1HGaI6IMAAqL5NkKgvqV0j0+JXdQwPcMKGh+nMY8P8wNgi/wD/04PoNv8ApLyukd9bt67zoy3JHRNg5B/yRyzQZZjjIiW0VW7LtE0u00jzvZ2ui6gJLa5IDmQ8uJKkgV9zmvnjOWNTHqDZAgHZnnmP8vtTv9QjnjSNbhB+/p0dDtUe+ZUMfCOHqziN/JF+XPMtvpNxJocsE062SgvK45FA3bx2yeOY6hlIXyYn5j8vza/5luntmW4toAptGkr+7L/ap8sjfCdmHCU80fzXPoeh3VhriNK1rJVbrZoym5pX2plkZnl0WxzYt50/MJZNEh1Xy5qwsJXBWeBTX1KbAUP2W/yhl+KNyojZrnLbZKdM1+I6npNpbjUJdXRFu9QszxLS3KkFWaRhVonQtvz4+nlc8exPT+FIlR81uv8An290/wA2LGmkLZT8pXieFyHX1Kqy8z8LoG+0uHHiuBNolPfkyDSfNp0i8sNJa9klvXk9WSOAF1gWRTySVviJ+JuXKL7H+rkJRNXbK+jNp20HXtFms4pY/wDSHY3EisqxzGEVb46/CpccJCcjxC6/iZmOzwOKaWG+1S3vZ0046dzn9G2JuEVgwovLkVVWf7Tty/k/azIIG23FfpaER5a83anc+Zo55EmSaYgQQCR2jRZPhRzzqfTUM7dMp1GmAhQLOMt3o8OvTtonE3sVtPBIIrqAj6yJZYXAjdCoDKsnD95zb02/lzEjdVTO2TXOu6DHakXuoelboofUJbpRGUkZw3Flrykb4doQj/D8OZNEgAEsm7u+0o2cbk/WLOdqQvwYjiy0LdKr6leTNy4ry+P7LZEmooKUXkWoWVtLqkSIZLIn0rQMsagceZU0YLzBeRmIdvh+zkAbKqMulW+qW8Ul1FW2LrLCxYly6Qlt6deXL4UX/KwDJZSY28w1nyR5g1XV5QjBYlSaa09Vwv7uMDikZY7tuBxzcw1EIwA/0zhnHIkqWmyC2tLuGzcMunW63KeoI2dpj6cUjQg/EshMnwj+ZP2splEy3/HC2DZOn8y61c6VZ2/qmGz5NdkJGlGMJDurMfj5qyIrfsOzfs8cpIHI9E3bDJNY8zzyNO97OHlJdhyGxY1PfM4DH3Bhu//UC+TTd3/lv9FLZgtECTKRQirEcfnnIzxDHMyJ+pyIGw3ouh3S+bobLSreP6zboZnM7FR9B33GX5MgMQSxxA2z6Hz5NNqbreSGzv7BWhmtqgoxNCDXv7ZET9Qn5N/F0YTd/mJbR6tfSXdvJFqV2npWjRDmrEE8agd6ZkSxSIscmAyBLfJWv383niHT768e1a4qrggLUkVANchkFQvojHK5U9B8yeTWRf0ZDdJOly3rSvKeqgj4TT7sEZ1Kmwx2SPWPKn5fHT4tKW2jt7yZgrMqluBJ3bf9nbMs5DsQWswDAfPN3aeWPMMb6a0bC1tYLdXBfk6rGYzRvi40+39rLRHjFMJzYybDUNft0voblmhjVjLLICBHQksqncsV6t/rYfEjjNEbtfNmuleR77VtPtba6hlsr6yRmtpJ0Nt6sUpDCSSZD1r8MQ/lzGllAke6TYIs48my6hNbtoF/HapJFK0FzcQyrLFJGqEoHjG0hda1l+3yzHy8MRsebZC+TBvOujW+p6neT2/1WG2nlaO7u4pjWfnT0RIgNWWNlVl/ZyeLU8Irmf4WEjZROjeWYp7g6HYpFMLC2jlv5o2jbkJKeqYzTlLRWHEfsZRmnM3L/OinhHIMtuNG0G00EzPa+lbyGOM+iOMqOZKiWbmGZgpNUYKzL8P7P2XHOUufNmlF7eXl6lLiYXjSlhq8rlImAjkCtEVQowVjT7X8v+vloNb3zRZKfDVZrWsF1pU0CIkU0dFklZQ54sOMfIGP03SX7X8/KLImizquaBWKXS9aikkvZjpyvJ9YdFDrM6R81BYEBG5FI+BTi/x/HkMeMbtfJboGtX17aXc3Ge7EErK17PHKLePggYRoVpxRwAqsPtcl5/Bk54ZCqGzOErYD561/XNB1+4jiRPTmCs01sPUaGNz0jlI4qW5VoF9L1cz8GOM478w0ZJESUdMuL7UdO0y7Ois8Nj9egn1BWZXuLssJ4TcBAOM0ChFj5fC65bqNobUOTEFkPmDzHdXOm6Ro0scyz36WqX2opEjrG88waiFAtXK/FIqj9468cxMWMGyenF6W0S2opx+gDa/6LDBbTxQfuo55tNJkdU+EO52+NgKtmGchv+P/AEzaNn//1UPKms3tnottqUbq1hcTldQ5/DJC5P8ALttnK6nADM97kRNDZBedvPNrdT20mhB4NZgkKQ3EexkU9R/lVzIwYfT6vpRI77II6H5qj1G2k1aGa3u9Y4sLuYbGpAPIAmlK/ZOV5MkQNuUWQEr36s285eQ38vGz1yS4S7W3hJRCoQhlFdt/irk4ggCJ/jZSA5pV5O8lwfmEk2siUW0iMCpUUkQ0rsQRTDGxMwH8P1IiARbvPUGq+Truxu/Wk1TSZA0dwN3lj4jck7/CuW48cTsNimciFbQvMPlSPVjFcz73UQkt5DutO61qcHhmrRYLz7XdPvPNHnm402zKGzmZVacbAJX7tsyoyEIA9Wjh3p6Fp35beUvK4ii1C6nkuLiFha/ZEaXLNwVTQ/EpX4t/9lmvz5Jzkb5V/C3wjEBC+dtK1eLy9NrazW/1eCJraRojJMQhYpXiq+nGrOPH4cGHHxAA97CY2Y3bSebNAtrTzB5emWaa4hcmGF1nZCqGskkIJVaoWHJv+JZdjxRJqRrf8RYWY7hBDXR5g0dUviYtRqrW8AWBIZIUALcmBRkVF+Jatyb7K5ZOBxn0oMgfezDRNMlWwEPAW9zeky2NzDCCkagq0iBlZOKsuzNVmzWSvICT/V5tsQaXeZdUkm0OQ3V3bw6vawxTadDa+tKztNWND+5bi7yUf936fBf2lzI0+GqPP8f7FMjswyHVG/SunS2RXSri5uChikC+pa27/uSk93LxdvUYs7fu2ZY8zDCom/XQ/wBNL6voYA7itmQX+vS2EdvFLrA1LSJrwiQWVwtxNbW6P6avU0f1jw+EH916P+TmPjhxbkcMuH+L+JslKuu1qkXmu1sp11R1llolUQRVhkIZTG7GVip4MvxNH+18P2MIxVsKYmYtivmDztDfR3xfVZZpL+7DXdiiEW3BYw31hSCo5cgsaxsv7HLMyGI0NmozYnq+pWMVtHZQXAuIzwmadIBEx78KmhZF/wCGbLccZmRJHD8Ws7LLTzFrD2y2M91LBpV1OZJyjBfUKnlvuASO1csnADlzCgsxTzrok9kXu1Syt7dBHpdpGWSsw5Ktw4hVfjhX7XxfEzZgywTvb1H+Jt4mMteX8jGT9Iy/GeX94/ff+fLxt0a+Iv8A/9aMpPP5hm9HTYpEtuavIidKEb7DrnPTjwndtI32SzzFbS6LcRQRMLwJIJ/VRaPHQig98ccRK0SNPTLiHzR550R7gmbTL3T4k+qBkPpsKBjKRTl8VMpEIwNS9f8AxLkC5DuLWk22see/LWpWHmC5MF7ogKrOg/cyHidz3+zg+mVxO1eniSBxiiwzyJ51k8kSyQw3FvPZX8ZJQOfUhdAftA+OZWTDKZ4o3GX+6aYT4dil19+YF82lTXOnFb+31KOWDUbG6kMk8bMTV4goBRG5fAuXxwUeE+mq4Ssslsb0S11iY2yJpxheIstxcOvBeCjuD9k5PJKIJ3trD1zylonlZ9KhmhuInvgjs3EmJpWB5EVLAmi/s0+JcwjkJJ8m0VTGfzB1iwj1q0vJp4pYLUqyWalwKrTkI6E8SaZdihIg+bXKW6R2PmG/8wi9e51GT6hbeo0WmhCEZW+NkbqOK0+H1MtnAQoVuf4kcRKXaBr2hjXqmW9trAc/3g4SzFSoAhCcfTPICnxfDksmGXDvRREi0tvWludTb6pIZIIJz/oojWGdWJC9FFGpQf8ANOS2EaPUf5rE7s0s9R1nX4bXTLa9SCOAm1itWXjM8To8hru1QAvBUp9v4VzBjiEI7+psjInZOrHy/rC3V1YnkL+Dl+8kkNu0yurALwYqXkFE9KrJG3Fl4J9rMTjBkBKI/wCJ/wCk2YQVxDYWI1iLVtNb6okQkF1dokd1JNJVPq8FxEGiPwtGac1ZE/ZbMomR4eE0bSK3thUuox6XpwtdLtxbyTXDyPO7GSdI1UcY5GU+i/E1+JVV/wDiOZogJysno1E0NkRaazI+jLdzX7yNAXZlk5PUsQxjET8YXDMPU9IMvw5E4/XVIBYx5n1OzuJxHYxLHbyhJWcLQNKw/eFajkF5Nx41/Z+HMvTwkB6ubGXkl80d9PFDzImWJAqLsQF5E02ywEAsbRWlaneaDPcPJbRy+vBNYyxXMdfTWUAO8ddkmUfYb9n+XCCJcmQNLk15TPYpLFC0di7SJL6XqPIWYMEm5UDqtKU45Dw6sjqpLPl/OBVUKvl3R2UCgY6cKkDv9vKPBPefmz8Tyf/XEflfpMB8yxm7iNneMS0kSHioFDT4emc1lmTIb7W5UAgfzns4rFbyNKTyrOPqzp8Dp6grQkfaWuSwQPic2OVLPy2/NXzdp93qEerR/XPWiW2hYsFSNwDxr/rVy3UYgCDjPMcMv6qIZe9CaJ58v9PuL/TdQjniku1ImktSrAsBt8J9sGTTgi4ojkq2HtpD6tpd9qUUQU2M1HlmJBVT0HGmZkJcBAaix7T/AIrlmMnoyDeC5rwRZF3FWp7ZkEbMQyaz843d/D9WvI5XvpufN+SqrnYBwSKE/wCtmLPTgGwdmfHs35nvNS03zJpqWt1M/wBSWOaBbqBKpIgoyfBVJUWlOdcOLHEwNjn9XCk2KpnGgeVra90XUdX8yNJYXl8yN9fuIQVtmc82eKLkP3LDj+8yicxEiI+n/df1mwDay2sWgDQbtU0GXVzc3Bh1JdKuHaO7S1fabkDyh51B4qeXxccAJ4xvXD/O/pLQp5l5g0KC41aebyxbXkcMUnFLaYhriMKtaED4z6fF1LU+FVzOhmoVKmiXPZ1npN7fJc6teSRVhRZpYYmWN3jQAGVFFOR2PPiOXLIzyAVEJA6ssh0i004afdySzafZ31FurkxevKHdXaIKp7Ffi5c0/dtz4/DmH4hlYri4WdAeSO0XzXZ6Zp6XupXU8uoJb+lZ3YBDgkrRiXBXYNxZjlObSmU7jy/mpEtkklk/TnmS3017n1Y5J2vrkzu6wEyhGLKq0TnIvwco4+X7eZkI8MeLltwo3JpITqzkLDolo7LZ+rdGR4o3lQbh+XEM5hCH4hIzccyOD+cwvuY5rGrXF3cqzgxUArGhYJ/sQxOZGPGAGJWadZvczKfRe4iDKhiQgMSxoqqd92PthnKgh6p5C1Tylo+kvpl9LHHqEbyXV+Z7T63BySMxx28kYKSsYmrIxizX5yTIE3R9Mfx/SboTAFF5v+krM3IvubpcLObhbJV5QAlwRxLEtTj/ADZnwjwlqKtbaiukajLM1vFPJOJBLaSqrBBJXiKinFvi5fAcjkgZ7XwqCQrR+ZpII1ga0cNEAhBZgQVFOlNsrOC97TxF/9CR/lVrenP5cuYNckjfU7QsGmJHMkV3U5yWeMBMkj6h6HMxTsJV5K0rS/Nuqa1Y6nNN6vP1YTI1Tx/ZO/WmEzlxxAIiOFGM2De7CUmGk+ebzS761jNrBIE9YCiSoGpzHYMAczBG4CQLWQBKlnmDTvL8HnW70ye/ZdLeNbyC9gI5xt2UnfocycQ9Nj+qwkN9kr8x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data-src="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac1993__c__patrick_schwienbacher_f3qj_mvbk_m.jpg" height="600" width="399" class="lazy" alt="https://www.fierabolzano.it/uploads/blocks/images/die_zukunft_des_apfels_pac1993__c__patrick_schwienbacher_f3qj_mvbk_m.jpg" /> </figure> </div> <div class="col-12 col-lg-9 content image-aligned-last"> <ul><li>A landmark symbolizing what has been achieved so far can be found in the village of Castelbello in the Venosta Valley. The Juval Fruit Cooperative’s cold store houses all the organic apples grown in the Venosta Valley area. Currently, up to 35,000 tonnes are produced, with plans to reach 50,000 tonnes over the next five years. Since 2019, the site also encompasses a high-bay storage system towering 30 meters in height: in the new building, with its striking façade made up of geometrically woven metal bands, apples are temporarily stored in large 300 kilogram bins. </li><li>More than 90 percent of apples from the Venosta Valley are now processed in these fully automatic high-bay systems. VIP director Martin Pinzger: “This gives us a competitive edge in terms of quality, turnaround time, and traceability which puts us up there among the top players in Europe in terms of service.”</li><li>Forklift trucks transport the apple bins up and down the five aisles in the warehouse at lightning speed. A tempo the VIP also applies to deliveries: they promise that their apples will be on the retailer’s shelves within 24 hours of the order being placed. And they keep their promise, distance to the customer permitting. </li></ul> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-12 content"> <p>The sales market for Venosta Valley apple producers is less expansive than that of VOG. Around half of VIP’s apples are sold in Italy, with the rest going to Germany, the Iberian peninsula, Scandinavia, and 50 other markets. Within these regions, Venosta Valley producers have a reputation for reliability, whether as own-brand suppliers to large retail chains or innovative packaging specialists. “Consumer behavior changes all the time, family sizes are shrinking, demand for finished products is on the rise, and at the same time consumers want less plastic,” Pinzger says. So the producer association aims for maximum flexibility in the packaging it offers: <strong>“As far as that’s concerned, we’re definitely up there at the highest level in the worldwide apple sector.”</strong></p><p><strong><br></strong></p><h3><strong>The highest level</strong></h3><p><strong>That’s the formula South Tyrol’s apple farmers and their cooperatives apply to overcome the challenges of a difficult market. The future of the South Tyrolean apple depends on keeping one step ahead of everyone else. Identifying and exploring new avenues and leading the field, whether in terms of quality, variety innovation, service, or technology, are specialties in the South Tyrolean apple industry which enable it to keep reinventing the humble apple over and over. <br></strong></p><p><strong><br></strong></p><p><strong> → <a href="http://www.fierabolzano.it/en/interpoma/ipoma-issue-01-future-of-apples/#top">To the top</a><br></strong></p> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-side_title"> <div class="row no-gutters dk-block-content"> <aside class="col-12 col-lg-4 title-container"> <div class="row no-gutters"> <div class="col-10 offset-1 col-lg-9 offset-lg-3"> <h2 class="title">Do you want to read more? </h2> </div> </div> </aside> </div> </section> </div> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text_image"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-3 order-last image-container"> <figure class="image lazy" > <img 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data-src="https://www.fierabolzano.it/uploads/blocks/images/ipoma2020_cover_ritaglio_zcv1_0bxc_m.jpg" height="600" width="747" class="lazy" alt="https://www.fierabolzano.it/uploads/blocks/images/ipoma2020_cover_ritaglio_zcv1_0bxc_m.jpg" /> </figure> </div> <div class="col-12 col-lg-9 content image-aligned-last"> <ul><li>Do you like this content? Are you an apple expert or enthusiast? If you are interested only in this topic, you can download "<a href="http://www.fierabolzano.it/uploads/blocks/files/future_apples_ipoma_issue01_1723455354.pdf" target="_blank">Future-proofing the apple</a>". <br></li><li>If you want to read the entire <a href="http://www.fierabolzano.it/uploads/blocks/files/ipoma_2020_the_official_interpoma_magazine_issue_01_en_1723455196.pdf" target="_blank">ipoma Issue 01</a>, you can also download it on this page, of course for free. </li><li>Here you can find top articles as well as the entire <a href="http://www.fierabolzano.it/en/interpoma/ipoma-issue-02">ipoma Issue 02</a>. </li></ul><p> </p><h4>Enjoy reading!</h4> </div> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-download"> <div class="row no-gutters dk-block-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters download-box"> <div class="col-12 col-lg-10 left-side"> <h4 class="file-name">Download the article 'Future-proofing the apple' </h4> <span class="file-info">pdf (1.69 MB)</span> </div> <a class="col-12 col-lg-2 btn btn-default btn-animated dark right-side" href="/uploads/blocks/files/future_apples_ipoma_issue01_1723455354.pdf" target="_blank"> <span class="btn-circle"></span> <span class="btn-inner">Download</span> </a> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-download"> <div class="row no-gutters dk-block-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters download-box"> <div class="col-12 col-lg-10 left-side"> <h4 class="file-name">Download the whole ipoma Magazine Issue 01</h4> <span class="file-info">pdf (15.35 MB)</span> </div> <a class="col-12 col-lg-2 btn btn-default btn-animated dark right-side" href="/uploads/blocks/files/ipoma_2020_the_official_interpoma_magazine_issue_01_en_1723455196.pdf" target="_blank"> <span class="btn-circle"></span> <span class="btn-inner">Download</span> </a> </div> </div> </div> </section> </div> </div> <div class="row dk-row no-gutters " style=""> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-side_title"> <div class="row no-gutters dk-block-content"> <aside class="col-12 col-lg-4 title-container"> <div class="row no-gutters"> <div class="col-10 offset-1 col-lg-9 offset-lg-3"> <h2 class="title">Discover more</h2> </div> </div> </aside> </div> </section> </div> <div id="" class="col-12 col-sm-0 col-md-0 col-lg-0 col-xl-0 dk-col " style=""> <section class="dk-block dk-block-text"> <div class="row no-gutters dk-block-content text-content"> <div class="col-10 offset-1 col-lg-8 offset-lg-2"> <div class="row no-gutters"> <div class="col-12 col-lg-3 content"> <p>→ <a href="http://www.fierabolzano.it/en/interpoma/ipoma-issue-01">ipoma Issue 01</a></p><p>→ <a href="http://www.fierabolzano.it/en/interpoma/ipoma-issue-01-apple-therapy">Apple therapy</a></p><p>→ <a href="http://www.fierabolzano.it/en/interpoma/ipoma-issue-01-farmer-willi">The Forthright Farmer</a></p> </div> <div class="col-12 col-lg-3 content"> <p>→ <a href="http://www.fierabolzano.it/en/interpoma/ipoma-issue-02">ipoma Issue 02</a></p><p>→ <a href="http://www.fierabolzano.it/en/interpoma/ipoma-issue-02-red-delicious">The Fall of an Icon</a></p><p>→ <a href="http://www.fierabolzano.it/en/interpoma/ipoma-issue-02-quo-vadis-usa">Quo vadis, USA?</a></p><p>→ <a href="http://www.fierabolzano.it/en/interpoma/ipoma-issue-02-love-and-craftsmanship">With Love and Craftmanship</a></p> </div> <div class="col-12 col-lg-3 content"> <p> → <a href="http://www.fierabolzano.it/en/interpoma/ipoma-issue-03">Preview ipoma Issue 03</a></p><p>→ <a 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<a class="link" href="https://www.fierabolzano.it/en/interpoma/auth/register">Register</a> </p> </div> </div> </div> </div> <div class="modal-overlay no-gutters" id="order-status-modal"> <div class="col-10 col-lg-6 modal-wrapper order-status-box in-tradeshow "> <div class="row no-gutters"> <div class="col-12 col-lg-6 left-side"> <h4 class="mb-4">Complete order</h4> </div> <div class="col-12 col-lg-6 right-side"> <h4 class="mb-4">Hurry up!</h4> <p class="new-user mb-4"> You still have five minutes to complete the purchase before your order is canceled. </p> <button class="btn btn-default dark btn-animated" id="closeOrderStatusModal" onclick="App.Modals.closeOrderStatus()"> <span class="btn-circle"></span> <span class="btn-inner">Back to order <i class="dot"></i></span> </button> </div> </div> </div> </div> <div class="modal-overlay search-overlay" id="search-overlay"> <div class="modal-wrapper"> <form class="search-form" action="https://www.fierabolzano.it/en/interpoma/search"> <input type="search" name="keyword" class="search-input" placeholder="Search"> <input type="submit" class="search-submit" value="" style="background-image: url(https://www.fierabolzano.it/images/app/icons/arrow-search.svg)"> </form> </div> </div> <div class="modal-overlay language-overlay" id="language-overlay"> <div class="modal-wrapper"> <span class="language-item "> <a href="https://www.fierabolzano.it/de/interpoma/ipoma-ausgabe-01-die-zukunft-des-apfels" title="Deutsch">de</a> </span> <span class="language-item "> <a href="https://www.fierabolzano.it/it/interpoma/ipoma-numero-01-il-futuro-delle-mele" title="Italiano">it</a> </span> <span class="language-item selected "> <a href="https://www.fierabolzano.it/en/interpoma/ipoma-issue-01-future-of-apples" title="English">en</a> </span> </div> </div> <div class="modal-overlay loading-overlay modal-permanent" id="loading-modal"> <div class="modal-wrapper"> <svg id="Ebene_1" data-name="Ebene 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 283.46 288.01" width="283.4599914550781" height="288.010009765625"><defs><style>.cls-1{fill:#ffffff;}</style></defs><circle class="cls-1 svg-elem-1" cx="144.01" cy="146.06" r="34.23"></circle><circle class="cls-1 svg-elem-2" cx="144.01" cy="17.11" r="17.11"></circle><circle class="cls-1 svg-elem-3" cx="103.18" cy="23.7" r="16.66"></circle><circle class="cls-1 svg-elem-4" cx="67.72" cy="42.03" r="16.2"></circle><circle class="cls-1 svg-elem-5" cx="39.76" cy="70" r="15.75"></circle><circle class="cls-1 svg-elem-6" cx="21.43" cy="105.45" r="15.3"></circle><circle class="cls-1 svg-elem-7" cx="14.84" cy="146.28" r="14.84"></circle><circle class="cls-1 svg-elem-8" cx="21.43" cy="187.1" r="14.39"></circle><circle class="cls-1 svg-elem-9" cx="39.76" cy="222.56" r="13.93"></circle><circle class="cls-1 svg-elem-10" cx="67.72" cy="250.52" r="13.48"></circle><circle class="cls-1 svg-elem-11" cx="103.18" cy="268.86" r="13.02"></circle><circle class="cls-1 svg-elem-12" cx="144.01" cy="275.44" r="12.57"></circle><circle class="cls-1 svg-elem-13" cx="184.83" cy="268.86" r="12.11"></circle><circle class="cls-1 svg-elem-14" cx="220.29" cy="250.52" r="11.66"></circle><circle class="cls-1 svg-elem-15" cx="248.25" cy="222.56" r="11.2"></circle><circle class="cls-1 svg-elem-16" cx="266.58" cy="187.1" r="10.75"></circle><circle class="cls-1 svg-elem-17" cx="273.17" cy="146.28" r="10.29"></circle><circle class="cls-1 svg-elem-18" cx="266.58" cy="105.45" r="9.84"></circle><circle class="cls-1 svg-elem-19" cx="248.25" cy="70" r="9.39"></circle><circle class="cls-1 svg-elem-20" cx="220.29" cy="42.03" r="8.93"></circle><circle class="cls-1 svg-elem-21" cx="184.83" cy="23.7" r="8.48"></circle><circle class="cls-1 svg-elem-22" cx="144.01" cy="60.81" r="17.11"></circle><circle class="cls-1 svg-elem-23" cx="100.98" cy="72.45" r="16.36"></circle><circle class="cls-1 svg-elem-24" cx="70.4" cy="103.03" r="15.6"></circle><circle class="cls-1 svg-elem-25" cx="58.76" cy="146.06" r="14.84"></circle><circle class="cls-1 svg-elem-26" cx="70.4" cy="189.08" r="14.08"></circle><circle class="cls-1 svg-elem-27" cx="100.98" cy="219.67" r="13.33"></circle><circle class="cls-1 svg-elem-28" cx="144.01" cy="231.3" r="12.57"></circle><circle class="cls-1 svg-elem-29" cx="187.03" cy="219.67" r="11.81"></circle><circle class="cls-1 svg-elem-30" cx="217.61" cy="189.08" r="11.05"></circle><circle class="cls-1 svg-elem-31" cx="229.25" cy="146.06" r="10.29"></circle><circle class="cls-1 svg-elem-32" cx="217.61" cy="103.03" r="9.54"></circle><circle class="cls-1 svg-elem-33" cx="187.03" cy="72.45" r="8.78"></circle></svg> </div> </div> <div class="modal-overlay no-gutters info-modal" id="coupon-info-modal"> <div class="col-10 col-lg-6 modal-wrapper info-box in-tradeshow "> <div class="row m-4"> <div class="col-12"> <h4 class="mb-4">How to use your Coupon code</h4> <div class="mb-4"> Instructions to redeem coupons:<br> Enter the coupon code you received digitally or in paper form. Code example: AAAXXAAAXXXXXXX<br> 1. click on "Check Coupon"<br> 2. select a date and click on "add"<br> 3. to change the date, select another date from the drop-down menu of the corresponding coupon and click on "change date". </div> </div> </div> <a class="modal-close"> <svg xmlns="http://www.w3.org/2000/svg" width="14.142" height="14.142" viewBox="0 0 14.142 14.142"> <g transform="translate(7.071 -4.243) rotate(45)"> <path d="M.32.667H15.68" transform="translate(0 7.333)" fill="none" stroke="#282d31" stroke-linecap="square" stroke-miterlimit="10" stroke-width="2"></path> <path d="M.32,0V16" transform="translate(7.68)" fill="none" stroke="#282d31" stroke-linecap="square" stroke-miterlimit="10" stroke-width="2"></path> </g> </svg> </a> </div> </div> <div id="snackbar" data-timer="1500"></div>  <script type="text/javascript"> /* <![CDATA[ */ var google_conversion_id = 965058010; var google_custom_params = window.google_tag_params; var google_remarketing_only = true; /* ]]> */ </script> <script type="text/javascript" data-cookiescript="accepted" data-src="//www.googleadservices.com/pagead/conversion.js"> </script> <noscript> <div style="display:inline;"> <img height="1" width="1" style="border-style:none;" alt="" src="//googleads.g.doubleclick.net/pagead/viewthroughconversion/965058010/?value=0&guid=ON&script=0"/> </div> </noscript> <script src="https://paperform.co/__embed.min.js"></script> <script type="text/javascript" src="/js/vendor.js?id=1f53c3c26a75af6753d8a01171679ef6"></script> <script type="text/javascript" src="/js/app/routes.js?id=89dac5d9cf23738458389c7fdad6faef"></script> <script type="text/javascript" src="/js/app/app.js?id=b8df38e9f39eade3a6cfffdf4e839015"></script> <script> $(document).ready(function () { if( $('.dk-block-map').length > 0 ){ // Crea il tag <script> var script = document.createElement('script'); script.src = 'https://maps.googleapis.com/maps/api/js?callback=initMaps&loading=async&key=AIzaSyBbo8PglOSH9qZ2Ch-yDjsfcKtfArsmcGo'; // Il percorso del file JS che vuoi caricare script.async = true; // Opzionale, carica il file in modo asincrono document.body.appendChild(script); // Aggiungi lo script al <body> } }); function initMaps() { if( $('.dk-block-map').length > 0 ){ $('.dk-block-map').each(function () { let $googleMap = $(this).find('.google-map'); Blocks.Map.init($googleMap.data('map-id'), JSON.stringify($googleMap.data('markers'))); }); } } </script> <script type="text/javascript"> $(function () { App.init(); }); </script>    </body> </html>

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Future-proofing the apples - ipoma Issue 01 | Interpoma