Numune Tiplerine Göre NIR Opsiyonlarının Seçimi

Numune Tiplerine Göre NIR Opsiyonlarının Seçimi

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><strong><span style="font-size:16.0pt">Numune Tiplerine G&ouml;re NIR Opsiyonlarının Se&ccedil;imi</span></strong></span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Bilindiği &uuml;zere Near Infrared Spectroscopy ( NIR ), referans y&ouml;ntemler ile analizleri yapılabilen parametrelerde, ikincil bir y&ouml;ntem olarak, hızlı analiz y&ouml;ntemi olarak kullanılmaktadır. NIR teknolojisinin yapabildikleri d&uuml;ş&uuml;n&uuml;ld&uuml;ğ&uuml; zaman &ccedil;ok &ccedil;eşitli sekt&ouml;rlerde uygulanabilirliği ile karşımıza &ccedil;ıkmaktadır. &Ccedil;eşitli numuneler farklı fiziksel &ouml;zelliklere sahip olabilir. Bu durumda numunenin NIR sistemlerinde de analiz edilebilirliği &ouml;nemlidir. Bu yazımızda, NIR spektrokopisinin farklı numune tipleri ve bu &ccedil;eşitlilik i&ccedil;erisinde hangi &ouml;l&ccedil;&uuml;m sistemi ve hangi numune kaplarının kullanılması gerektiği hakkında bilgiler paylaşacağız. </span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">NIR uygulamalarında en &ouml;nemli hususlardan birisi numunemizin ne kadar homojen olduğudur. Bir numune istenildiği kadar homojen olmaz ise, NIR uygulamalarında o &uuml;r&uuml;n, fiziksel &ouml;zelliğinden dolayı, bizlere istediğimiz bilgileri tam olarak veremeyebilir. Ancak korkmayın, bir &ccedil;&ouml;z&uuml;m&uuml; var. </span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Buchi NIR sistemleri, her t&uuml;rl&uuml; numune yapısı ve &ouml;zelliklerine g&ouml;re&nbsp; &ccedil;eşitli opsiyonlar sunmaktadır. </span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><strong><span style="font-size:14.0pt">&Ouml;l&ccedil;&uuml;m Y&ouml;n&uuml; &ndash; Up View &amp; Down View </span></strong></span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Yukarıda bahsetmiş olduğumuz sebeplerden dolayı, ışık kaynağının analiz y&ouml;n&uuml; kritik bir tercih olabilir. Numunenin fiziksel yapısı, numuneyi ger&ccedil;ek anlamda temsil edemediği durumda &ouml;l&ccedil;&uuml;m y&ouml;n&uuml; hayat kurtaracaktır. Buchi NIR sistemleri, standart olarak, Up View ( Işık Aşağıdan Yukarıya ) ve Down View ( Işık Yukarıdan Aşağıya ) &ouml;l&ccedil;&uuml;m y&ouml;nlerini kullanıcılarına sunmaktadır. Bunun sayesinde, &ccedil;eşitli numune tipleri ve uygulamalar i&ccedil;in uygundur.</span></span></p> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><img 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gQqx+0xY2ZtGA+Wh0BOjOylS5dy/B+BnGizh/fLhQnSWtRFqlwLVMOTJ5JM6CYLzLiysa/hsCsa2z4rVJnYMSSZsC9vG6DDA6hqIgTqhwBkJAzbHGCEfRHL6eElNNjZ0JnpMqY2C8wKxva9PaXKvkMaqgzhMAfsXXfddRCYyC9muq5U2bCwfVZkRSbe9lmFClNVRgjUCQGzkom7hNRsXMYBhh/bbVnMib1kyRIWp3gJTW9vr4d9Vm4fGqn0UuVINbfrysJhCHzHHXewOYrJLucPeFhGwrhmws3r0zGrkXYd1+e6GXSDEPAPAUK0WJmCkgiqty2LqDv7rMjEzjNgWPCvdMqpSTHY6gRVEECYWY6CfkyU0WZ82vzpak+FWegsR2GeswrFmbrMmxWMrZ4nBOqCgL2vgt8IKgXAj2WvpXFVGG6BywwLtq6M7a5gbFcATpBYc2W/kAxtPqbKV111FbJKMDZvrfDgsCIHLHRWswgZw+vlbc4dWohVMSEwtQhwMvaKFSvwe7GoxHTZQwwmGky4yTXXXIMwW+AYJvvUViK0T5Mqh7ZpfawYDGQtClVGUCEhAZxuV5dN2skEb/aePXsYCDxIu481UlZCIMoIcPYAr5rASkZN0VQY7WFlClVeuXKlvYqKYcFD4FiUm2CCusuDrY5RHQE7DwTqMlGGe8gzXmi3DivS47UmuoRjsYnhhNJc1Z+tFEJACPiNgC0qYVsT6sEGJxSagGosZud+bMsBRuPBJh+8X7YB0nkOftcpPPlprhyetqxpTSAbXi/O0YXDGNfIsweHFYcYsP7EEEDgGMa1h+O1a1pHZS4EIoIAOsrkmEUlPFgciw2jcWW75aM5wHBis8mCM4J4bav2LvvSf6TKvsAY5kxgL95mPF18YEcEOxR//OMfE7fl4UWtWNZEfrKghQcbrxdH5Lv1hIcZaNVNCEwJApCOhWQ7ehPfFWrK3mVepm6zXldFwFhnikwEKOHcnGeAse7qdiUeEwF5sNUxxkUAiqLHnPuBBh88eHDXrl0vvvgiH/B6wUZetkootdvoTXOGMwSQMxrP/FvB2OqCYyJA92sgd2hDlNamyDCa+TG29csvvwypDx06xH5FyMhOJ7xZbl9CQxuh7niwiejmXtxpbscE9f9RCERRlU1sMAz5zVJKBREcOMz/mMDZMe5O+gomJ/nwm47IVbmFro8Raj5ey5PPI5/lJPM6pgEZTGmzf4m7hr3o8WuvvcZnPM8WQc2pe3AYYXaIlVXHgCJnJt9ccJhV6pHQ1bHWenRAEIAs0Arjjx5CP4Q+tsedQd9VZ5t8dUzGjMujhgVYD7UtxIkSMk2keMEUJKsF2kkh4S8sJuLy2Wefff3114nfZDkJPrIkTLQHfCQQzBvIuMFBwM69F6Mn0/eiqMp0UKiOE5VuylzN4KPjMhDQO8+fP08UkkP+o090dIYPujJLLJWsYCzWqKk1lqkFSaFh3rr7ZBrY1b3GXopNmeEqNMOOxpp+5plnoDF/4uyiIqBHGs7twx2N88oVA22uTKnAHwudqGyM9AayV1zhqcTeEEDkoCEvJmL6BXdgJVQ1u9aCjLxl6+Euc/baC4kZFkaKLhyhYAg2ReIzC6v0ZATJ7VzTQ6mc31JhNCMV590SFPLmm2/C6BdeeOH555/HZQUNGfe4KDbCvGzZMmrhyn1lZ91jnZM5j+vp6WFMEKOdt9GlKaOoyugKBiMOHDSGUAVTSvoTAwFW5LvvvsuxNbDLiYJaR8feJN6B7mi3MHxA1+eee44HwWSmm0Qdw2qydZLnZJpzMveaC8FipE2MqQLUZYrM+Mj3lb0TdgQBxKNGHIfrisOUEBDgMKYMASbgw/YMrsmUXPeGDAGIyfuIUI7333+fz4gifRL9oAfScxxy0xdM4DI9/0c/+hGMZgEVy9tsAijAQMFlFjkmLGYrE00s7+AIkkkyekzxEONXX32VijBFpqjo8UhGUyNSUjVUmXHMgwPMpjGMeIyizsdPX9oofJlEUZURSEi+d+9eGMUxkBUpxTB/4403YNqNN96I2WgObXOmVfbIjzKE6YIMHC+99JIdLWv/JVu+fPrppxEbvudPCACfmVzyLJuMWqhFxfUNf8zLbW46s9BJYBpmd5GAL+2/xjf71+Q7JWJM5gx/wIKFgR7v3LmT37wqiuksdeS/l25n5C5TZarpqhgkRsjNsU/m3E4saKBmGJOHVDlMBgFUBKMZhsIaOphZzFi30ArZQzYQ5krIEtyEKfRGm8hCIvvTqGTE4ZsKWSyBUQka0g9NuipfjqQV/4L+KBmqzBSQR5vocjsiR+QjXZddguSD6XDttdfymb5tD4X19rbECqmtz5ujmy/5k3xIbJJmNnEl3so29HtzDJi/2lagYDSGNVWgwGgzMSKAeekbGG08wfvFRS1c8dEQAxlyZgxhJGTCXfEdTqYnRPPeKKoyPRIK7du3D1Zs2bLFFIVOycSXsQDmb9y4EfsXoiJUcJ7OzTBhhLElk4oIwUZ0CwHmrHZ7iQppYMKBAweIikKGsT2N+ZifBFPwIJ5O32Wyzm8LbDah5U/by28GAQ8lSpl/QXKeyF3MLBF4NIxhgj/Jk3+5Is+oLm7qzjCB/83Yi1ECgVlCZsGJEYfZidkKl3KDGykDC1Ew0MOJfRVTAxuI+jK0TeUEKJpUb6Ba0xvx1tADOVEOu5k+TyfEaIZTCAa9jt+wAMrAEb43KtEnYQRiZqEP/EnX4k+IQzIYbYJKSm6BzvzXjE6ygvv0dv5FGjKpuH/MgcRLSPkvXMMMRW8oDExkKs8wcsMNN1AYuEAORFqg3DyCzHkog4blSQ5mRkA0kuEf4inosfnnzaPGXZQZyYTsZkwwAvDb1em2FX81xQNDyMWABqMpPxcrUDzR1gIu7Qw8y6bLLAx7WF2G0SBslj21o0YsDroy1huof9a6qFFUZTu+Fc7Te0aqMhTCHc3vzZs3QyQYgmkJn6Eu/ZveBpHsFOiKFlrgEj2ePbhICxJFz8b5xlwTHsJYApUhHkygyyLb5ABXET88SORP5vyXlIwCcAbGQlFEjvQUD3Vk4KB/2zHUjFMwjXEBalmABvMGsvXWRSCwOQPICr89djTOai7qAghVj9W0mQqso4Sc7zMSE4flMQx5FohRC4baYEbKOKyOkvmIAD0c45jfN9100z333IPDCQOXToKxS7eh20MrGIEvB9ua5RUYCndgDWSBufALttKvUBcEkj/x2XKXLQzzLxiKGEM0OjzGKL2dfggl4SO1QHdJaYpi5iO3QD00ePXq1UyX6fk8lDyhz7333gsFKCqENVWmAKwxUzZoxV2UDbm15S1yQCMZB8gfE5zCk5IPtrbFgEAAByYINcUaxgShCjZtdSJvJsmAgDRaPBe1YxEKavMnBkHV0/QYEEgGaJTHQ7wIhQQQAGe0pBaou8OS+9hzwpHV1MVNNBZe9E761g9/+EO4gdlL4VFNGAWRsEMrXib4A22w6BkUSG+uYCgKvVmxZnJMR+cz90JOOGMLPLt370ZT6cFYADyCPM1gZ4CAzCSDV2gw/2IfIaMPTINX3MhYwH8pD2Rm2ILPnlHlXsYaqLtjx47HHnvs0UcfxQiw+fF41vTIZ5kXmmJTEsYaDyXhdgZKBjJwoOI6R9dzU4b1Rps1YvBVWMa8GYpBInQRYsIOyIVtTUpIYRILd2Ao/4VKkJH+zAc2EZAYYtLNoBI8siMvkHnMUL4x5sKpH/zgBxC5Mpukn1MGPGHIKv3c2IHwoOvcghXO91CSYuBeMhaj8az+kAmf8ZBZCAtPp1Q8lIKRD59JRqlQTcoABSgYT2f+TUW4kfGHupCtw3en2pyenCnGU0899d3vfvff/u3fWEW2TRPG6MqoNWaHMfuDZAwL2Cjm2HfVtbidmcnixYspM0BZHICrHJTYEIi0KpsLd8yuAEXpzQghPQybmhUjLGIsX/gGnSq9DcZCSyaLfImtjThZZCa3o8pMoElpuxEgJM+CeORJv+dGzElGE7gHgeEzEkUae6sS4w4E4zf0sHegopeksXHKLufbt8asIIVkZHnyk4vhzMx2HlH1bBDKwCiJe8peBkdJKLM5DF2RinwYs0AJV4G9dxnQXOWgxNFBAOll9oY6mh+YXore0GfgJl9yYRybqWo+JLhjk1TMZXqXBXJCJcQPutHT6HVmMfMlXdHeSwinULVRJ+SY45quzlBAYttzQW6wAHOcYYFW4EuLiET/SMPsnIfyLwu5QJ8QZtteRUoKyXMpEkMBHORGSmWUZ4SxUHNKAjucH4Fps2Segin/xBNPIPZUhBGJIWXMoJBKz6F4VB/TB9AAE02lAOZ4GNPRPUGXIyt8AEy1Gfdsod3W1KPTS/2qaaRVGRBHdppRIm0dHcXdvn07fqrbbrsNJqPK0L7SX+nQqPKaNWtgLFprAsxddHHcbgRmj2wnMoSH5jnnX3CA7ktXhjnciD7BDUYcKMqAwrhDDvwLesNnRhwYvnz5csrAWEA8Gu5xnuKtH1BTxgVmCf/4j/+IQQ17HZrkFtNBlSnbhg0b7rzzTorEsOLtHVBkBYcZ7xiDyITBzlt1dFcUEDDxsOhLLgZ9TMPPfe5zLELdfffdmzZtQgVhHwyCs9DEIkLMAqa7InhQiY5KT2O5BCG3kCumdzfffDOLVrxEHAc1OZDMdiHbZTFQaDbCbyfF8giUlT+vu+66Ueu+PBRmmU+LnCkS96JV8Bd1hLD8iecMW5ynwG4TcswLOMhvCmbhY8zCIdf111/vcO8v+gd9mHzj92K6b45xJ73CnF4Wl7pu3bpt27bhYOdegKrq8b40f3OAMR6CLdX0cFiYkzKHPk0UVdk6IrSBe/Q8m/ha+JIZqhb3aJM5+qsduW4xGrZVd6Rnhv9iYEI2voQM8I0EHCrJkDEyFMtWfWAOI4UNDcyD4SELZnakDvTjWSTD4UY+ZHv77beba46xgIHAvEO2rgZ7eaK3KEdzdlEA29fhUI/NK4BBwFLf1q1bH3zwwV/5lV/5whe+gFPR/AEe3nxudroZ10wasNB1jm7oRxxvFTTuYNHyASby26hqDicuPsMgOjbfY/KianyDdYvakeaWW26xOatNdi3s30oCiYyqfIDvfGNxTyPLSVaskiL2dFEytCUtOi1fjlrxtcNPGEl4FnNuOA5z4TLONguAgu8oOl5rymYTfQpDtDmebe7CPqBgzMIpCf+FcQ5jsHkuGWKCMAUHASeuY3K28iCiWAC/+Iu/CKMfeOABrG3MAgYHgPIw0wUrwGeABSWz1721eJTviqIqw0DbkIfEIniYt7aNAWvaprkWpGA6inLT421Lg0V1jnId28QXuSJIhKkwTiQSY0RbaMmovsW9kN8GAuiHWbp+/XokHIZbPtxCdAZ8poTMhskE5YYhZtTb3NoK5oEwVhgzq7FkbelrYgKbvxpMcOKtWrWK+QSeg09/+tPMTrCsmSibSwAGMnepunZ1KdOoDrdjYVh4Kvl4rleUaRzKutMz6at0Udu2Z9GX8MJYQM/EoGTQ57+294nuR1+FMjARZsEyTD20ig9shUD87E3A3Dtyi7zpsUm7hV5furDFv+iiZEIxMLvJ06azlSMKKviTmx0oRDFIw122EYNZOJQ3FUQ4zfJGklF6viTQhG+o7Nq1a+1tbOYScO4BZigjEgUOjtqFPCbjbPwBIubiuACh8/3334+pjYWN9UBpGWrsfRUerGSbNliwGEVi+HLrCQ9lZ3ZVqYiqMp0S8tCDWR9CmG2rEh0RbttZARCDQYG+blNVzEY0g2/sLKqRk2BzrNGbURcMXgYCVJk/sdytJWwEscvOtCMlXR8vNMLGLizUzvY682juYvczhWH0QelJb4tSkByqWGgoAkZfJ40HzlAeWx5j2sG4MEFfMY8CxWCYoNYw9r777sOgZn6MP9+GD5vfU1nLcOIVrPGeRaUAhHzA2Vx/EmZXHA5fYos8MveVHbfH/BLd4jddhd5Iz8Q+5r98Y4FFtosPmUSzzWVN14WP9EwS2/49WEMmpDH6g5uxsjLf5cN4YcP0djxVPIJRguky+fOgyg4I4zi/GRxQYqiK+qJ5EJzpL2RBfdEqs255ru3s4EvmqeTM1Bmbg3IyFJAGGbPgLwrvUJixTlhItuiw8fqDMRrOIpmMLRSM+HYmxzD6M5/5DIW0uYG91Y2sGPEYatyS0Ra5kHwyAX87QCl8XbSmNYqiKtM16ZdsruA3UU52WbQz30CMiiOL/oR08S/bgIF+IKKXbrGnI9rxk/RjGAWvoKXZ3XAVGjCCkCeEZ3KJgUwa5uXkbAHMlW1IDBxkwvgC223sYCAgc3o2+TMe2fDBU5BALqwKD52DSlEXrI0J2EKxKTPUYr7Ouh3UNe8WM3u8dgw9lYGMz8RRQ11KBZM9GArAAqSMXxYE6yHMxAMIuiXICFjwEV0LamDmMuXighfMOOmQcIEE8IjfcJPQKi5EDhmA1OZVxvaFQUxtsfbs9A/rpXzDB6hEr6OT870dDGKyCu9g7sjuXUGJf5EPDEUmsRKIAqHT2n/Jyvbc20wd1lhUGu5rLovtwrZALxkKILgdNkICSot1zgIWj7ZlKQpmW5l5BG5t7p1AZUe2oHmwJ3YXU0jKD4B4vH7hF37hV3/1Vz//+c/feuutFGDkTMMitigkZWag8OYAo5oYLnauCA0X5M4WwLJFcb+yWcQ0Bqy2DQB2KAfEgCQ4n6EfooVFzIhgk2BGB5hDP6NPY0teuqBLnnbQB5xE11Ffc3TDYajC4+imkNCiK21JrOJ2s5Nj7VB421jF7djRPI5SkS2PxrBFoS28iwRGP8gDndz2Kosdw2nG7/EMYWwIKoIJAmlZk2MtGWSouC2uj/TM21hmoZ6UlpHF7ZvPbUDkiRb5CRQ6GMhtm4YsPR2JywxcuIbk0EnoWpACavDBTF5oZVER/KZbotb8t3LEHn0JmsBfVogQHpLRRemcUImU9DGIT5cjPXcZs0iAFMFfqDoqjMvMUDLkQRSATCpzZZ7O1JZC2pfcyLP4be53O0TM5N84jgeO3g55IRdaTjHQLYScuTUsgwvcSBq0nJHHIsMrRvB4Dc2MgtBrvE3jmdpkS62ZEGNkY1vzwbDCajFGVx5RceaTJ4XHyqEAIynvpLNZA1Xe0GOmUtVaOMk5Cmmiq8rMRBEAeo/tMoKWsBc7GnOSb1A+7ES8Vczh8PbQO3E9wRls5DHfqWIdF7KRAwSzMzHoQPCTvlgxhBkL7IwC+xd38ZnEdp67XWRCSZBkO1mQC3LCWHtFuY0dZM6NKL2HU0Rsn7RthRpvyYdnMS/BX40wY4iAAOw1po26KIlhyACEac8gQsqRHn4nLCI91bSz/hn4AKRyjIOT25UmZAhAGfoDrDFXM58Z1mEWLDCm0Ov4lykKnQdOQVtbCTJG8CX/IgeMbNSIxNDKkkEumx+TCcmwPhFIeyepZYUkV3xdFWDNlCcZndNmwyMDR6AAeWI3UyRICmEpBgQ3m5Wno9Z2HJA9gj8ZT0hvBij/opz8aYvKFVuZ6lisSVU9wyzmvAHbRXlpZ+B2nmJHsnBBbRgNOGPqvbmgKQl0hox8wJThG1d9rAIXtgUmC01go4SrTCKb+D97QNQgsFgS5NaUyfqidR0+s5TLnr/vfe97X/va14iDILFFhZiz61KsLLDZ9JI0lcm0fc/tRgxu5HE8tBL7TXq+N1G3xNj4/GkKbSXkN9yuWKyVMluUituGo5BQ5Rvf+Mb3v//9MZ1LFBVbhKWmr3zlK3CSR1d9CnnasSeY4Rguo7aEOSwhznycEzjuWOhi6LR1BF0RRMBCrEfuDjDjb6SKVPhr5DIZtnmembw2VbW7+K9FbvKb/mwct9kziSs8shgro96lNLdJue0XMlJYGvuey3LmG55iKc0ot7JVHmr85V+264nPNm4Y6y1DK63dWFWSuQUL+6//+q85EYhgtEsdYOQMkaHzl770JduBObHSW7wbBxSSLWUgKhv7wEkxRvZV6oWJwGnEWNt4BXBaXBocF8G+7aTKUZwrGy7GFjooXLLLZK/iqrJT7+mRdtKF2bnjdU3LzcIvR5qE9v1IO9HoV3nuyGwrmRiHKaRpfGUcsZJbhk78WmP2ALM/CMAmwASXwKg0Zt2zfZOQLnwDDrdLUiTz/iHz5M8k3omBP+rRZAKNWThgbsEcQhx2QuBQpqkoGeywq6JqlfqO5K8lGNnlKv+tkLpiLleSGREqN/Knmcjj0bxSqvGeZTlbPhWOjyrbyExsMLGHVihvQ5OVdoIBZ1S7Wzg6koxpe6kqw2Lm4nfddRfWNvPyqtlaLZBVVoVZs8eXYD4AV53NasooSsGIjMFLMWqzqKvcIpXY9UwrIujQgRBjtg3QmUJWZQgPMy2y7NKqwSUmqTjxmK2O6asfT+lBjLtY2cK+hocetkPYe9fx7OGI08FAIet1qk5NEYCzONXt3RiXXhCZqSrMwmtd1e9Vud3O9rejBpFnJ3ugRz6akQTThCUtSM2YwATA4cEmNQWqITKXKo/dTLaU+9nPftZev9gQbemwkGaJY/yio5fewr9gOA4rDGTnBCYfCM+4QOZMl4kwdxg7OrIAPA5DgUOasK9RZRwVbgcChwgomRAIGQLonx0lNuZghSozx7BD9JxXHH8Vox9hJQSx2ts+POySYiRBmCkYK99czp8e5ZRS5bFb3zxItp0plP3DnFTjTXxNuV1VHMIj82xrxjRmQwia6pbDPI7hw7Z7IuqE2mFce8jEVbGVWAiEAIEKYccktTmT3TKa9DARpzf4MFf25gDjucxwkHYk2Y4dlaldtb+5G3mrZhemBKZbIZso166B4DDLV/i9kVWMa3tFh9vHWZir7aPgICcy8XAYr9uHKr0QCAcCEwxW3sYxlrosgh0jm/3Qdr6hK6x4Lm45vGjciwuNxamRZ4y7yio6iaXK0WnrmtcUYWa5GvsaKYWBHAzk4ZFkwgIYjgrCTFjQYjjwkIluEQJCYPIImKkNHxFj+OjtJTTmAMOXxnSZIFM5wKq2i1S5KkRK4AIB83qxksTWMvzY3l4aY+cm8pst45zz4NY8d1FcJRUCQmBCBGA0ZyegzdAZMhLz4ZaPtq2DcDMmzTjA0GZNlyfudFJlkdJPBHBYsTMSrxcvwIDDHkI3KQ0cJkgErxdxm0yXvUm7n7VSXkIgqgjAaOxsO8EUB5i9J94VGLaqjaVOPmx9tPdpusohaomlylFr8ZrX116MA4dhIMeVeFgYxrhmrsxRTfbqWQTewz6rmtdTDxACEUAATbWX1RKxxaowfHT4woyR2Ji025Zl7Gy2aSjma4K+I1WOALGmtorYxeyb5BwSGEjUZdWXRY5ZOo4sQNdZjmIVyt5G5dZCn9pK62lCIMwIwEQOIYeDvBGAeBEPmoowE4zNBi02WRE4Bq89ZBJmiEfUTaockYaeumpCP1zQGNeoMqtQmMYeTg+wMBPm3BjmHMOptaipaz89SQhcgoCdxo8243wmYsvDBieGBXsbFYxmTOBAAlaXZWqP2dekyqKg/wgwXWZ12Q7WZ9sxmurBBU0mBH8yacYNbmfc+19Q5SgEhIADBMzU5p0WSCnvqGa67GFlihwYFnCkwWU7jUDTZamyg96nJD4hgKayjMTyMC9jJ5Taw3uXUXQIjHHNb+I/CRKRZe1T4ygbIeAaAexje2MeLmjCvjy83B1Gs0TNmYmcSYAqEy/iQdpdl7sBb9BcuQEbrUGKTHyHvcHN3lrhVlMtdJO35rGnAknm8nZeWIOgpWIKgUAjgKba2wE47p4X20BqD4xmNGB7Bcf/QW0cYN6ONAg0TH4UTqrsB4rKYywEbBmJBWYmyhjX3s7RxQ2OtNub4Yn/lMtLfU0I1AUBc2Ijybx+ChOZZSkPh/fZCfysTxPLyfubLaK7LtUJ8kOlykFuncYumx2Be8cdd3BQl+fgDvxmvPcC4xpV5kV1I9+529joqPRCoAERYKaLnQ0NOYqA6bIHKxlhhs4sb0Fn5tx4wt3OuRsQNndFDpwq00JEBumqNQITzFztneeeC0DOFa6iqSwtM2nG+cxKEgGcrhhoxWAIwE5nNcu2SHkYCNxxQql9RYBGpMk8dyfd6BCBiRltrPTcEBXSwUTeJcWMmWkuZ3AS/OWWj6RnfkyoF6cMcXnwhPvaPYOYWczVKFnrGjD+YjqxJW7kO8Br/dBo5v/0008/8cQT/B5VfRZ+iJP87d/+7QcffNAbMhZujZOKRrQRedeuXW+99RZUvPXWWznih+8nzrkixri+kXNmyQcOHGA3BXl++ctfxgPm6oV03mqhu/xCgGGXIVjvevELzzHzgSkc8fGtb33rqaeeunS/A3NTiIPXyt616rYkDMtEaeFzZprL7QzRbI7auXMnksy7bhku2DdVNU8zrykndyHGWNi7d+9ev3797bffzomebt9nVfVxDZ0gWKrM4j9TIs5KddjSDQ19fQt/8ODBffv28XtUMXA7M7Xdtm3bLbfc4q2EDMEwEAGuvL8ZPxXPYrx44IEHVq9eTf4T54x+I8Z0BgZ0AjXxlZGDvb95w4YNDBBhfb2mN8ADfhcnohNVgNfEw8sEA1614BQPwWMy8+STT2K/Xjp5hTuc6sMxIMR5uC0zJjIc5EaWk1lXRj5hN8L8r//6r+yt2LJlC6xkl8QE2ZppDqPJB0bbGQb28qg1a9YwIGBtS5VHAhgsVWb1ce/evfQtmgr7zm0HUnrnCMANSHLpJmCLfGY9uKKpzvO0lDQi3Put3/otXsho36DT7HH83ve+xyGay5cvZ11qvDzNu0UOkLbi2mJuTWew0E1KZQa721Ipfb0Q+Jd/+RfsbOZD7IeRk6NGrYDyQRy8SmMeMQ3szHSxhrGN3BYASrL2xD6Ie++919xU5srCoGdhGFPgtttuIx5zPFklMfSnYERc21YoMqQnUB57vxyM9lAqt7VorPTBUmWi8vbs2bNjxw56ADRuLChVWhCAhAzBOLi+9rWv4aw2TOAhs6VXXnkFIwCpvvnmm+H2SGU17xZrxnbh3WJ+TAJOEcHMZx2LxWnY68RRplYIGgJ/+7d/S4Nu2rRJ42/QmsZJedBRXM1weevWrUhpxa5CaFmWev7552lZNBuejswNRpvHiwkx5jV2NvNjzGvm3KQkH6bXSDJ6LAv70lYInCpjgjF8f/GLX1y6dKmTTqM0gUIAVYbDmFZf/epXsYUrZcNeJjzkmWeegYcY1wzQtrpMetNj7GjsbmSbz3CY77l97dq16DF+M1E3UK3sqjDf/va3sckeeughBmLZVa6gC0JixBXaMs/GmB6pyjCUs30effRRIr9QZRxg5sSyWTt6zKwdPeYDvEaSkWcschiN04u5shg9QeMGLgY7CB1RZfAdAZQV/zMeMFakmDnZdgiTZJzVGN379++H5Cg3woyX+8477yQ4BWGWNe17WyhDITB5BJBV6LxixQpiPg4dOlR5CY050nFuw2hc3ziumTez9nzPPfcQ2IUwY5lJkifGX6o8+f6pHKojUHnbBJwk/IcgTA4i4DfBfSxb8GopXNZMoGEva8+Y3njMMMyRZIWBVAdXKYRAPRBAlQkBg6HIMO4QGI2FjaMLRnPxJYxmJk2UGclYjSKG1+LF6lHYRnqmAGqk1mrcsloQGbECxJEhxtjXBHDyQjdU2c4igLGcfc8sGeubxSfWkmVQN25zq+RRQAALG621hSqmxZCaC1W21ydjVePWhtHLli3j3FwYra0TDnuFP6ps3kjnl8PCKVnIECC+g0kwS8U4qwkKg8Bsf4LVGzduZC8WU2SoG7IqqzpCIKwIoLIIM0vFiC4OMPZZYGrDaGjOxsjt27cTG0Rsl8xrtx0g8cgjj7i9Z1R6wnOY/bAiiAcDK2nii5V/lhnGG3yZNtmrN3mvCE07yYLp9rogwPSXxSR2IuLgGlUAc15BZoK/mBxDWqxpKG1LzqMCs+tS+Ig/1EJ1LPKOaJ2qFyE8VSN32EFLPrgxtTOqEXsXs17c0awl2ZLwKP8zikvYJovKDP6EceEMw7auMJp/SZI9NLoPMdi0B4c38dvJy+0ZfHFocBbEmGWl+RWD7aEVg3PLeDHYlRISk8m59mydoicgyZjSEuPgNB8WMwqKN5JlQien/nH+A8czTbxSqBjs4LSvh5KMF4NdyQrZtqOf6AysPfEbs1ti7AHqyi0+qDLhdn/1V3/FbwJ2qhYFdyW+So6YkCpXxaoRE1RVZVvmgMkM5Yr7CFoTM+nBz8ExPuxtq3q+MSMvoXlf//rXJz5CVaoctFZ2VZ6qqkxudviPZsaugJ0gsQ/ryjAZtzPr/BZ6N/FFMifi7Vf1lE/QELDzkGVNB61drDwMr8yV2aj20ksvvejgYobE9NrJrDqY9VWpfEEARsvj5QuSlokPqmzHorIWxTp/1QvOe3grp48VVlZ1R0AvKqh7E4xXANtBTngHM+aqF15ugkgkyYFtzSkrGIyW38tHtH1QZR9Lo6yEgBAQAkJACEQZAalylFtfdRcCQkAICIFgISBVDlZ7qDRCQAgIASEQZQSkylFufdVdCAgBISAEgoWAVDlY7aHSCAEhIASEQJQRkCpHufVVdyEgBISAEAgWAlLlYLWHSiMEhIAQEAJRRkCqHOXWV92FgBAQAkIgWAhIlYPVHiqNEBACQkAIRBkBqXKUW191FwJCQAgIgWAhIFUOVnuoNEJACAgBIRBlBKTKUW591V0ICAEhIASChYBUOVjtodIIASEQcQTKpUKpMFQsDBbzjn8K6VIxWy4XIw5dOKovVQ5HO6oWQkAIhASBUnEoP3Q6P3gsn/7Y8c/xQvZCqZjTK7xC0AmkyiFoRFVBCAiB8CCQT58aOPHy0ImnMsefyJxw8EOyk88OnT9UzPaGB4UI10SqHOHGV9WFgBAIHgKF9MmhM6+Uz/0w3rsj4eCHZOXzz2V73yxmLwSvNiqRawSmWpVLpVImk7kwznXx4sV0Ol0oFEgmV4zrxtQNQmBqETA69/f3j8dovh8aGioWi6Kz85Yp5nrzF3+SHNrfln29PVf9pzX7enPmYGHwg2JhwPlTlDKwCEy1Kmez2Y8//viVca79+/e/9957fX19JIPwgUVNBRMCQgAEkOSjR48eOHBgPEbz/QcffDA4OCi4nCMQizU1J5o6Wpu6Opq6HfyQrL21KR5vijl/hlIGGIHY5G1YpPThhx/m9+nTp6vWtL29feHChStXrhwz5cDAQD6fTyaTv/u7v3vTTTelUqmqGSpBoBCgO+3evXvPnj1f/epX58+fH6iyqTBVEcBTdfjw4W9+85uPPfYYE9yJ08fj8VWrVn3961/ft2/fsWPHxkvMsLBkyZLf+73fmzFjRmtra9UyKEHfR/9x8e0/v7zz3Y7kYCJRHY9CsSldmnsqtr3ryl9un70uhqr7d+G5fOaZZzo7O2+++eaenp7m5mb/8lZOYyMw1XNljGts52fHuXbt2sWg0Nvby1x58uaC2lwICIGaIoB3Gjpjh43HaL7H+4W1XdNiKHMhECYEplqVbSGK9eMxLxaobBVK7uswdTLVJawIwFMMaGg7HqP53hgdVgRULyHgOwJTrcpWAebB412+11AZCgEhUGsExOhaI6z8o4NAfVQ5OviqpkJACAgBISAEnCMgVXaOlVIKASEgBISAEKgtAlLl2uKr3IWAEBACQkAIOEdAquwcK6UUAkJACAgBIVBbBKTKtcVXuQsBISAEhIAQcI6AVNk5VkopBISAEBACQqC2CEiVa4uvchcCQkAICAEh4BwBqbJzrJRSCAgBISAEhEBtEZAq1xZf5S4EhIAQEAJCwDkCUmXnWCmlEBACQkAICIHaIiBVri2+yl0ICAEhIASEgHMEpMrOsVJKISAEhIAQEAK1RUCqXFt8lbsQEAJCQAgIAecISJWdY6WUQkAICAEhIARqi4BUubb4KnchIASEgBAQAs4RkCo7x0ophYAQEAJCQAjUFgGpcm3xVe5CQAgIASEgBJwjIFV2jpVSCgEhIAR8QqDMVSyXCpf+NJWLTeWy28cM5zecYX6MPMslt7kpfR0RkCrXEXw9WggIgUgiUC6XSoVCtq+Q7b30p5gfKJcLroSZ/MrFbDFnGZ4fmSdflvJpEkQS6IastFS5IZtNhRYCQqBxEWAiXC7mcgMfp88eGDjxQubU8yN/Cn1vxkv9TU1FhxWMxZpi5VxT7nj+wv7saXL7eYZDp57vP74zfe7NfOZsU6ngMDclqzsCUuW6N4EKIASEQNQQwNtcKGbOD/X+JH3yhczJJ/Onnyie+flPfGBvS/xiIlZsijmFJd6UTRY+jPXtKp550vLJn3oyc+KpwVMvZy6+W8z3l5s0V3YKZt3TSZXr3gQqgBAQAlFDIBaLxWPNLaXshdyFHxfP/jDRuyPVt6Olf/invbC/p/Vic6LAJNjJRbJkPNud+LA9u8tySPbtiF14Kn/2hXzfe/jD4/HmJucK7+SRSlNLBKTKtURXeQsBISAELkFgWJObW1u6F3fM29A+77am1qsSybbWZL6rLdfdzk+hs62cTDS5UOVEuau91N0+nENnWy6VKMST3Ymu5V2X39U59+Zk+3yep3ZoFASkyo3SUiqnEBAC4UEgFk8m22a1zVjVMe/25hkby62LS4muRLwp1dzUmmpKJZvicafTW2bUJG5J2o0ofqKYmFFuW5qavblj3sa26csSqW6+DA92Ya9JcFWZhZewg6/6CQEhEF0EmDCnOi5rnbmuZf7ncm2fGihens7GC8WY55GvVGrKF+KD2baB8pJCx8bWefe1TFve3DKDB3lG+ZMNVxqKPePn5UbvreXlaQ7uoQeUhjcNFPL5fE5XoyFAq9F2YrKDnh6VJMZoOoYYPSabi+Vkc8fi2PTNuY7N53KL+7Lt2byrXVE/70ilclM623Qx032hvKI8/e7kzI2xlvnFUnySQ4gxmhaMSn8NQD2xyyZrB+3fv//hhx/m9+nTpydfo66uriuuuOI3f/M3b7zxxmQyOfkM65sD7iSuVCpFXfhQ38JMzdMPHTr01ltv/cZv/MZll102NU/UU/xCIJ1OHz58+Jvf/OZjjz1WLFbZmROPx6+++uoHH3zw8ccf567xygCj169f/zu/8zvTpk2DCH4VtY75UHHozMUHn4pRzqdP5i68mTvzo+nxH89sPdXTkUkmys6zL5Zi2UL89IXW89mFQ20bWmfflupekkj1TL54dINdu3bNnTt306ZNtGBzs9anJw9qlRwCp8ptbW0zZ8685557rrrqqhD0AJSYWsyZM6enpycE1XHSHz/66CPss1//9V+fP3++k/RKExwEaqHKMPraa6/dvn17e3t7OCiAHk+fPh1GUzUf266YOZe9+M708qvzWt+d33W6vSXXnCg5EWZmyblCc3+24/3Tc05llxW7N6e6FiaSXb6UjVny22+/feWVV27ZsgUDK5HQ+rQvuE6USeBUmVbHoGZA7+zsDMHkkupA3dtuu23VqlWMSiGoUdUuOTg4SJqtW7fOmDGjamIlCBQCtVBlKMBojuMESQ5H/+/u7l69evXKlSv99QYNH5ZZTE9PHp8eP9zTtL8rfqQtmU41lyZ2sSHJmVx8sNCTTqw8mb3+fP7qXJyI6xa/gq5xpvb19aHKa9asaW1t9c89EKiOH6zCBE6VKy7fcBhljES4fX7t136N2T/GdbAavzalwbim7RYtWgSHa/ME5VorBGqhysMxwZ+Y2uGQZKDH9XXffffdfffdy5Yt87clYrFya2KoOfezWP+eeN/O1tL7bYneCVzZpXIsk0+ki7MzzcsSs+7Ot6zOJRYUyy2TXpb8L9XCic3YhRObdgxNI/rbcP7mFjhV9rd6dc8NZxdTxj/8wz/85V/+5VmzZtW9PCqAEJgAgVqocvgAX7BgwZe+9KWHHnqI6WMtapcdPJU+d2jo+H/E+3e1Ft5uT6Wb42O4sllLzpcSA/mebHJ1U8/m7su3tfZcnWyJhOlfC9iDk6df0QrBqZFKIgSEgBBoYASSbTM65tzYvuAz5WmbB8qL0/nWfDE+avrLn7lCbCDTMRRf2Tz73mmL7m+bsbQ55c9acgNjF4qiS5VD0YyqhBAQAmFBgAMym1Pd7TNWts3d0jz7nkziuqFiTzb/n/uY2aaUyTWni/MyLWtSc+9tn3NLa/dViWbCVhSKFYZOIFUOQyuqDkJACIQIgRh7r1Ltc9tm3tA6985y96ZM4pqhQjcz5mKpCcd1rsha8sxcakV8xl3t8+5o7VmGik/mqJAQQReGqkiVw9CKqoMQEAJhQ4BzDjrmdsy5qe3yzxU7bx0sLxrKJQvF+LDjOtuaji9FknuufKBjxspky/Sw1T3a9ZEqR7v9VXshIASCigDT30Sqq2PGio7L7m6ec+9gYnlffmZ/YV4mta5l3rb2uRtbOi/nxVNO32IR1GqqXKMQkCqrSwgBISAE6oNAqcRrlku5QnGcn1KhlCgnexLdOKs35TpvG4hfP9h8Q6nnrsSMW+Od1xTjbfkiYV/j3R6J7/OFYjFcB4JKlevDRj1VCAgBIYCipDP5gaHshD+5XGxGuXNVcca2gfYtQx13xubcV2pfmi13Vrtx4mwb/7/p7EA6m87ksrnhs/dD0520X7m2Tan9yrXFV7n7ioD2KzuB08f9ysfP9Z+9mE7Eq56QXy4V88XCQD59ikBr3jQVT7T6dXqXkyoHNU25yEEqsaaO1uTCOdObeRFmKK6QVCMUbaFKCAEhEC0Ezl4c/PjMxVy+wKR5wp9SsRxvSnQn2hfG2xaUYq2F4Zc2TnxL+P+byxfT2dyZC4Mnzw8gz6HpOlLl0DTlpCqC+2f4jXtB+gmTS2pSbaObw4vAhf7MuYuDranmztZktZ9UZ2uqu6OLHz588lP1lpAnaG9NppoTeLDPXxxihT403UQe7No2ZUN4sBFj4iUwNgMlhDimks2JhJOX5tS2DSOUuzzYThrbRw/2zoNHmOfdt/7alqQOAHGC/X9Jw5DVn86889HZgaHcHWuubkuF5C2TUmXXXcHVDQ2hyplc/uJApm8oh70Zr77E5QoAj4nzLKIVS1fNn97ZFp63GnjEYgpvkyo7AdtfVT7dO3j/xuukyk6QH5WG0Ou+dPbwkVN9g9nbQ6TK8mB76Axhu2UoW8Bg//DkhaOnL5481x+En/eOndv/3vH+dJYJfNjgVn2EgBAQAuMjIFVW72hKZ/PHz/efuTCAO6hQKAbh5/jZvr3vfNw3mJEoq4MKASEQKQTkwa5tc/voweYtpwMDAydOnMjn8/4uAJ/py3x4bmjenNkLZk+f3dNRW0Qc5E4FXzrw9o6XDjy0eeUVc6Y1N/u55NbW1oYHsqWlJRwv8HYAp4sk8mA7ActHD/YL+3/6wYlz65YtYFdP1d1RTsoWqTTFcnlwKHvsTH9TLH73p5a1tyTDUX2pcm3b0UdVzmQyR48efeGFF9BmdMvHcg+VmrPNXVs2bVhxzaL5M+v/Mri+vr7/ePbl//Xd/732mnkzutt8XOqOx+O8vP3OO++cOXMmwuwjhuHISqrspB19VOVnd7954PBPu1sJbdTlGgGWtzg/pNiUYEbx2S3rOtpCwmipsuuu4OoGH1UZrXr99df//M///NSpUyi0q2JMnDjVNWP2ldf99//r19bfuDIIqow/4LuPfe9//r9/3RJvao5zyq9vQxbz4xUrVvzBH/zB4sWLu7rqb3/42Ii+ZCVVdgKjj6q847mXn3zuxbfefpfgRiePVpqRCBBygjAvvOLyW29e898+/+muzvZw4CNVrm07+qjKFy5cePnll//4j//4+PHjjJ4+lrtjxryF1934e7/7OxvX3RAEVf7444+/851/+X+++c1cJlMq+Tla0Rw33njjn/3Zny1durS7u9tHDMORlVTZSTv6qMqP/39PYIC++PLLBV+9X05qEYI0w4Gg5aYVK5bft/Xu//6bX+3uDoudPbxHdXLXvn377r333jlz5oSgmX2vAjKAy/Rb3/rWmTNnJgdzube399///d+vvfba9nafTcKuWZetvv2z392xkxirSRbSl9s//PDDP/3TP502jRVlnzcg0hzr16/fvXs3Jo4vRQ1ZJoODg/hjfumXfsnJojvLAUuWLHn44YeXL1/uO3GCnCGq/Pu///uMe5Nv/Ucffewzn7k/1cLxmXH9eENgzZq1/+N//N9hYrRisINMf5VNCAiBcCMwfKReE6fqcVaAfrwhAIBMmUN0SZVD1JiqihAQAkJACDQ4AlOtyni9WltbZ4xz9fT0+O6ebfAGUvGFQHARwNENnVlrGI/RfA+jnfjDg1tJlUwITC0CU63KrBTOmjXrunGuq6++WuvTU9sB9DQh4B0B1umhMwHt4zGa72G0NqF5h1h3Rg+BqVbljo6OZcuWfX6c67777rv++uuj1wqqsRBoSAQ6OzvR3a1bt47HaL5ftWoVk+mGrJ4KLQTqgcBUqzL+LixraDzmtXHjRmKM64GDnikEhIBrBDgoDTrfcsst4zGa72G0toa7RlY3RBiBqVZlc3mxlWLMi40W7CMKX3OU2HVb5HzpyV5k4u9ZmxWoCWEkDpR3sPBytDr/UIhavlMSAIHRQ3PUDvzG7fCpVAo6s/A0HqP5ft68edjijVvHS0tuG6I8dKFL+f/zvq7T3ifRP4aj2D0NsAb+JJ5cq1unWpVrVY8A50vD53I5zmdgMyi/PV9DQ0PZbNZGBH+rS37kmS8Us/kib3Ws789QrpDJF/JFdjsMl8rvmg4TmJPRPLQC4EuY/W2OBs1tmCz5vLdeNKrjWadqUBwCUmwY7W2ADSz4U32218KFC7/85S//yZ/8yZgt+v777z/++ON/9Ed/xJQ6HHGb1IK1twceeADn/CT9eIj64cOH//mf//ncuXP0Qh8pwdlel197wy996csrll07vavNx5y9ZFVuOn365HNPPfGv//S/hobSOBm8ZDLOPTQHHtevfOUrl112matof5g/ffp0jo+YPXs2E0QfixSorNye7YWD+vvf/z5T4QlORf2Lv/iL73znO++99x5pfDw8tY64EVi+adMm/PZXXXXVJIvx6quvvvjii2+88QbT6ElmFdnbaYV169Zt27bNFaPpijB6/vz5DAVBgy5wqrxjx45vfOMb+LFZsgoaWB7Kw04wBnH8eIsWLZpkJCpKfPr0aQjMpNlfDrd1z5x5xZJ1t94xb/78tpTPx2m5Bq3c1NfX+/bB115/6Zl8NuvviZs0B0Mqh25y3CaWn8OyMTfCrEaPOaeTpsTMcnhjwyWrhSr/5V/+5RNPPMErVdh/Af4Nh8mlBWb0h85MMBjWJ1kd3jfzwQcfcPA7Zt8ks4rs7bTC5ZdfzuonjHZo9pkTjo24xCquWbMmaNAFTpV37tz5T//0T2vXrtUWqSnrK8nWjtbuWR2zFjSnAmEJFfOZdO+p/lMflkusowditOK4U4QcVd68eTO6PmVNM8UPqoUq/83f/M2ePXvQMMTM9yNUpxgfPS4cCNhSNPMcJHn79u0OtXzK6h44VeYY3mefffb+++/H0zhlKET8QbF4ItGcSqSGD+OdLBTDS9SFcqkQS6RiMY+5wZhiPlvMDfm+ruytdhTj2LFjvLMLUZEqVzBk4uvEg/13f/d3rEyRkv1Rk3QXeWs+3SUERiGAJBMZYMYirm+pcpV15YMHD77yyitf/OIXmZeoMzUWAsMGaCFdzJwt5i4kWmYlUj3xZLtnbQ5O3VFlXphhr+qSKrtV5W9/+9tA99BDD+FpDFkwdnC6qEriCgFUmTUpVktZlgqgKnuczbiCQImjgACSXCaIe/BY5vzBzKnnh87tz6ePlYo55s5RqL7qKASEgBDwBQGpsi8wRj2T4XWaQjo3eCx98kf5E483nf1e7vi/Zc68nBv4CF9RyN7oEvXGVv2FgBCoJQJS5VqiG5W8y6X8QL7/SPbMy+Xe51PZvZ2xn7Xm9jZdeCl3dleu/8NibiAgQVtRaRDVUwgIgYZFQKrcsE0XjIJzxlGpkGFOnOvdXzj3XEtmX2fsaHfrYFfi41Rmb/HcjzLn9uYGPy4VhjRjDkaLqRRCQAgEGgGpcqCbJ+CF+8Rxnc0Nnhw6/XL+9A/aMq9Ma73Q0daUiDe1tzZ1Jk62ZvfkTjyePbsnlz7+yXRZa8wBb1IVTwgIgTojIFWucwM07uOHjwLO9+f638+ceaHpwgstuTe6UhdamguJRFMsNizMLcl8Z/J8e/GN8oWdOLezfUfkym7c5lbJhYAQmBoEpMpTg3PYnvLJJqihfP8HufOvF889l8oe6Igfb0shyf85G25OlFuT2c7mk6nMvnLvzszZ3fnBo6V8WlHZYesNqo8QEAL+ISBV9g/LKOVULuby6VNDuKZP/aB16KXu1JmOtjJT5FEXp5J0tJY7E0dT6V3ZY9/PnN+fHzopV3aUeorqKgSEgDsEfFBlDjziMMKZM2fyTreqF6cVdnR0uCujUgcJARzXhVxftv9nmdM/il14vq3wRnfLAI7rMY8FQ6aR6tZkqSvV21n6cbn32eyZFzMXf1bMDSoqO0it+p9lgc68RgUic8BCVTpzXFfQzkUKJqoqlRBwjkDikUcecZ56zJScO88Z65ylhzDzUp2JL87RXL169Q033DBmVpw2fPLkSXK7/vrrGREmWTDd7jsCdnpXvv9nuXOvswmKteT2+PH2luLwWvI4D+N7BDseK8bL6WKB92rkCqV4PNkVT7Ty5o5h0W6E6+LFi/39/ZzSd+WVV4bjvSljos6ZR5xfBgd5/Qmv06nG5gUrV67ksDPexDWBNh84cADoSAluOge7ETp7+Mtor8fmPWZMEXmtRdAsSx/OwT579uzevXt5vSDvMqranrxv55prrrnpppvGTMl5uTpxsyqG9Urwyavec2xzypx6IX/mqfb8612pvraWQtyBsH7yCuemdDY+UJgzmFjZMv8XW2ata+m8MhZPBl+Yo3PiJmKMZXzo0KEjR45UPYScsQzZvuuuuybWWp24WS/C6rnjIRDwEzd9UGUmEBzcz28nr+/GrObVMXi8pcqNxRmLuOZAzeyZV8q9P0oNvdbd0psajrguOxDl4bqiysVSLJNPDeZ7su23xKdvTs3ckOpcFG/m7bw+rKTUDs/oqDI1hch4vzKZTFVVBnDOtWZNauKphlS5dj1TOXtDIOCq7MNoyFst8V3Pmzevqr+LBCQbT5K94au7pgCB4X3Jw6d3sQnq5aYLz7fmD3U0n2XjE1HWDiWZQuKrHo7Kbs52NJ9ryR4sX3gRgc8PfEjOisqegkZ08gj0ldeBI7S8Ct4JnSF+0Lx/TqqpNEIgyAj4oMpBrp7KNnkEmCQPv3YifTzbuz9/5ofJoT3t8WMdbSV2JHu4WIHG6d0R+yiZ3lM4+0yu9wA5l4oZCbMHMHWLEBAC4UPA08gaPhhUo3EQ+GSWnM4OHM2ceal8/rm23N7uVG9bquhkLXnMLJkxc29bS6mz+Uxb4WDhzA+yZ1/N9n/Aq9UUla1uKASEgBCQKqsPTIRAqTiUHfy4/+Su7Nld5fQ7yVi6VI7lCslMPpnJJQpF4hKcAkjKXCHGXdlCihz4M1Hub0ofzpx9deD0axzbyXnaTvNSOiEgBIRASBGQKoe0Yf2pFsdcD+U55vr8m8Wh400cZJ2cm22any7PHyzO7c91ZQvJkjNVRoNJmcklB/Pdg6XhHLKx+eXErKZysZA+lr3wbn7wBM9yEmHkT82UixAQAkIgkAhIlQPZLIEpFCvKKHM80d7cvbJp2qZM+5Z025Z065bB5K19xaszxS6HqkyFSqWmwXxXX3kJt/Mz1LYl23FHU8/m5q7rEqluxBlfeWDqrYIIASEgBOqDgFS5Prg3ylPjyc6W7sXTrrirfcGnWy/7XGr+z3+a595bbl9eSvQ492BT5UJ8elPH9ZVM+ECeHZd/umv+5pauRfGkDn1rlH6hcgoBIVArBKTKtUI2HPkmmttSnZd1zLqhbebalhk3VX5SPatjbZc3JdrdVTPeEW9bODIfPpNz28yVqY7LeJa22bjDU6mFgBAIHQJS5dA1qZ8V4niPJGKZSHWN/kl2xhMtsVjC1dNi8QR3jZlbItkeize7yk2JhYAQEALhQ0CqHL42VY2EgBAQAkKgURGQKjdqy6ncQkAICAEhED4EpMrha1PVSAgIASEgBBoVAalyo7acyi0EhIAQEALhQ0CqHL42VY2EgBAQAkKgURGQKjdqy6ncQkAICAEhED4EpMrha1PVSAgIASEgBBoVAalyo7acyi0EhIAQEALhQ0CqHL42VY2EgBAQAkKgURGQKjdqy6ncQkAICAEhED4EpMrha1PVSAgIASEgBBoVAalyo7acyi0EhIAQEALhQ0CqHL42VY2EgBAQAkKgURGQKjdqy6ncQkAICAEhED4EpMrha1PVSAgIASEgBBoVAalyo7acyi0EhIAQEALhQ0CqHL42VY2EgBAQAkKgURGQKjdqy6ncQkAICAEhED4EpMrha1PVSAgIASEgBBoVAalyo7acyi0EhIAQEALhQ0CqHL42VY2EgBAQAkKgURGQKjdqy9W93OVyU7EUyxcc/xRjpVJTuSlW95KrAEJACAiBwCIgVQ5s0wS6YEhyuRzL5mIDQ7G+dKy/6s9QbDAdyxWGhVmXEBACQkAIjIeAVFl9wwsCsUSquX1BsW1VpuWWdGrDYLUf0qRbN8Q6VjW3zffyPN0jBISAEIgGAlLlaLSz37WMx1tS3VcnZ26MzdreNMPRT3zm9tSsW5OdV/ldFuUnBISAEAgPAlLl8LTlVNYk1tza1rO0ff6dHQs/377wCw5/Ouff1TptyVSWU88SAkJACDQWAlLlxmqvoJQ2FovHm9uaU93NLdOd/yRaumLNLUGpg8ohBISAEAgeAlLl4LVJY5QoFoslYvFkPJFy/kN67mqM+qmUQkAICIF6ICBVrgfqeqYQEAJCQAgIgbEQkCqrXwgBISAEhIAQCAoCUuWgtITKIQSEgBAQAkJAqqw+IASEgBAQAkIgKAhIlYPSEiqHEBACQkAICAGpsvqAEBACQkAICIGgICBVDkpLqBxCQAgIASEgBKTK6gNCQAgIASEgBIKCgFQ5KC2hcggBISAEhIAQkCqrDwgBISAEhIAQCAoCUuWgtITKIQSEgBAQAkJAqqw+IASEgBAQAkIgKAhIlYPSEiqHEBACQkAICAGpsvqAEBACQkAICIGgICBVDkpLqBxCQAgIASEgBKTK6gNCQAgIASEgBIKCgFQ5KC2hcggBISAEhIAQkCqrDwgBISAEhIAQCAoCsXK5HJSyNDW9//77Bw8efOWVVx566KGlS5cGp2AqSZQRgCMfffTR8ePHh4aGNm/ePGPGjCij4bbuf//3fw90Dz74ILi1tLS4vV3phYDvCJRKpVwut2PHjjlz5mzbti0Wi/n+iMlkGCxVPnLkCKq8c+fO7du3X3nllZOpmO4VAn4hgCqfOHHi4sWL8Xj81ltvnT59ul85RyGff/iHf/jwww+3bt3a3d2dSqWiUGXVMeAIwOh8Pr9nz54FCxbQM6XKE7XX0aNHDxw48PTTT69evXr27NkBb1oVLyIIwGEkOZlMzp8/f+3atdOmTYtIxX2p5qOPPvrWW28tXry4ra2tubnZlzyViRCYDAIwulgsQuolS5Zs2rRJqjwRmL29vTixX3/9dZnVk+lzutd3BLCsccDiv1m4cCHq4nv+Ic4QOkNqxsFEIhG04S/EsKtqEyBg67Y9PT0wGmEOGlbB8mBns1mE+dixY0GDSeURAl1dXaxCdXZ2asLnqjOcOnXq3LlzLMm7ukuJhUBNEcBAZCkKUzuArq9gqXJNm0GZCwEhIASEgBAIOALaGRXwBlLxhIAQEAJCIEIISJUj1NiqqhAQAkJACAQcAalywBtIxRMCQkAICIEIISBVjlBjq6pCQAgIASEQcASkygFvIBVPCAgBISAEIoSAVDlCja2qCgEhIASEQMARkCoHvIFUPCEgBISAEIgQAlLlCDW2qioEhIAQEAIBR0CqHPAGUvGEgBAQAkIgQghIlSPU2KqqEBACQkAIBBwBqXLAG0jFEwJCQAgIgQghIFWOUGOrqkJACAgBIRBwBKTKAW8gFU8ICAEhIAQihIBUOUKNraoKASEgBIRAwBGQKge8gVQ8ISAEhIAQiBACUuUINbaqKgSEgBAQAgFHQKoc8AZS8YSAEBACQiBCCEiVI9TYqqoQEAJCQAgEHAGpcsAbSMUTAkJACAiBCCEgVY5QY6uqQkAICAEhEHAEpMoBbyAVTwgIASEgBCKEgFQ5Qo2tqgoBISAEhEDAEZAqB7yBVDwhIASEgBCIEAJS5Qg1tqoqBISAEBACAUcgVi6XLy3imF8GvCYqnhAQAkJACAiB+iIQi8UmWQDNlScJoG4XAkJACAgBIeAbAmPPlX3LXhkJASEgBISAEBACjhHQXNkxVEooBISAEBACQqDGCEiVawywshcCQkAICAEh4BgBqbJjqJRQCAgBISAEhECNEZAq1xhgZS8EhIAQEAJCwDECUmXHUCmhEBACQkAICIEaIyBVrjHAyl4ICAEhIASEgGMEpMqOoVJCISAEhIAQEAI1RkCqXGOAlb0QEAJCQAgIAccISJUdQ6WEQkAICAEhIARqjIBUucYAK3shIASEgBAQAo4R+P8BiAdL7o4/puMAAAAASUVORK5CYII=" style="height:239px; width:486px" /></span></span></p> <table cellspacing="0" class="MsoTable15Grid6ColorfulAccent6" style="border-collapse:collapse; border:none; margin-left:-24px; width:650px"> <tbody> <tr> <td style="border-bottom:2px solid #a8d08d; border-left:1px solid #a8d08d; border-right:1px solid #a8d08d; border-top:1px solid #a8d08d; height:23px; vertical-align:top; width:325px"> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><strong><span style="font-size:14.0pt"><span style="color:#538135">Up View &Ouml;l&ccedil;&uuml;m&uuml;n Avantajları</span></span></strong></span></span></p> </td> <td style="border-bottom:2px solid #a8d08d; border-left:none; border-right:1px solid #a8d08d; border-top:1px solid #a8d08d; height:23px; vertical-align:top; width:325px"> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><strong><span style="font-size:14.0pt"><span style="color:#538135">Down View &Ouml;l&ccedil;&uuml;m&uuml;n Avantajları</span></span></strong></span></span></p> </td> </tr> <tr> <td style="background-color:#e2efd9; border-bottom:1px solid #a8d08d; border-left:1px solid #a8d08d; border-right:1px solid #a8d08d; border-top:none; height:69px; vertical-align:top; width:325px"> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="color:#538135">Minimum efor ile son derece tekrarlanabilir sonu&ccedil;lar elde etmek i&ccedil;in daha doğrulanabilir numune &ouml;l&ccedil;&uuml;m&uuml;.</span></span></span></p> </td> <td style="background-color:#e2efd9; border-bottom:1px solid #a8d08d; border-left:none; border-right:1px solid #a8d08d; border-top:none; height:69px; vertical-align:top; width:325px"> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="color:#538135">Sahip olduğu daha geniş &ouml;l&ccedil;&uuml;m aralığı ve daha geniş numune kabı taşıyıcısı ile numuneyi daha geniş alanda temsil ederek &ouml;l&ccedil;ebilme.</span></span></span></p> </td> </tr> <tr> <td style="border-bottom:1px solid #a8d08d; border-left:1px solid #a8d08d; border-right:1px solid #a8d08d; border-top:none; height:70px; vertical-align:top; width:325px"> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="color:#538135">Numune ile temas etmeyen ışığın neredeyse tamamen uzaklaştırılması.</span></span></span></p> </td> <td style="border-bottom:1px solid #a8d08d; border-left:none; border-right:1px solid #a8d08d; border-top:none; height:70px; vertical-align:top; width:325px"> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="color:#538135">Cam petri kaplarının kullanımı yerine plastik numune kapları ve diğer NIR absorlayabilen kapların kullanılabilmesi.</span></span></span></p> </td> </tr> <tr> <td style="background-color:#e2efd9; border-bottom:1px solid #a8d08d; border-left:1px solid #a8d08d; border-right:1px solid #a8d08d; border-top:none; height:47px; vertical-align:top; width:325px"> <p style="text-align:center"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="color:#538135">Transflektans kullanarak sıvı numunelerin &ouml;l&ccedil;&uuml;lebilmesi.</span></span></span></p> </td> <td style="background-color:#e2efd9; border-bottom:1px solid #a8d08d; border-left:none; border-right:1px solid #a8d08d; border-top:none; height:47px; vertical-align:top; width:325px"> <p style="text-align:center">&nbsp;</p> </td> </tr> </tbody> </table> <p>&nbsp;</p> <p>&nbsp;</p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">İki &ouml;l&ccedil;&uuml;m y&ouml;nteminin &ouml;zelliklerine detaylıca değindikten sonra;</span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Sıvıları analiz etmek ve en y&uuml;ksek hassasiyetin gerekli olduğu t&uuml;m numuneler i&ccedil;in Up View sistem tercih edilirken; Homojen olmayan numuneleri &ouml;l&ccedil;mek ve cam i&ccedil;ermeyen ortamlarda &ccedil;alışmak i&ccedil;in Down View sistem tercih edilmelidir.</span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Numune Kapları ve &Ouml;zellikleri</span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">NIR sistemleri, farklı numune tipleri i&ccedil;in &ccedil;eşitli numune kap opsiyonları sunmaktadır. Aşağıda bu opsiyonları Up View ve Down View sistemler ile eşleştirerek, detaylandıracağız.</span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><strong><span style="font-size:14.0pt">Up View Sistemler İ&ccedil;in Numune Kapları</span></strong></span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><img alt="NIR samples; NIR system; spectroscopy" src="data:image/png;base64,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" style="float:left; height:202px; width:323px" /><strong>High Performance Numune Kapları :</strong> Bu numune kapları genellikle y&uuml;ksek kaliteli ve optik olarak test edilmiş cam pencereleriyle ayırt edilir. Bu numune kapları, optik performansın gerekli olduğu uygulamalarda kullanılmalıdır.</span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><strong>Robust Numune Kapları :</strong> Bu numune kapları kau&ccedil;uk jantla korunur ve zorlu ortamlarda daha fazla dayanıklılık sağlar.</span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><strong>Standart Cam Petri Numune Kapları :</strong> En ekonomik se&ccedil;enek olarak bu kaplar, en y&uuml;ksek numune verimi i&ccedil;in birden fazla numune kabı gerektiğinde de kullanışlıdır.</span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><img alt="NIR system; sample cup" 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" style="float:left; height:202px; width:296px" /></span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><strong><span style="font-size:14.0pt">Down View Sistemler İ&ccedil;in Numune Kapları</span></strong></span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><strong>Geniş Numune Kabı : </strong>Daha b&uuml;y&uuml;k bir &ouml;rnek alanı &ouml;l&ccedil;&uuml;m noktasının altından ge&ccedil;tik&ccedil;e, homojen olmayan numuneler i&ccedil;in en uygun olanıdır.</span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><strong>K&uuml;&ccedil;&uuml;k Plastik Petri Numune Kabı :</strong> &Ccedil;oğunlukla, cam i&ccedil;ermeyen ortamlarda kullanılmak &uuml;zere daha b&uuml;y&uuml;k numune kaplarını doldurmak i&ccedil;in yetersiz olan homojen numune miktarları i&ccedil;in &ouml;nerilir.</span></span></p> <p>&nbsp;</p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">NIR sistemlerinin &ouml;l&ccedil;&uuml;m y&ouml;ntemleri ve farklı numune tiplerinin analizi i&ccedil;in numune kabı opsiyonlarını ve &ouml;zelliklerini incelediğimiz bu yazımızın sonuna geliyoruz. Laboratuvar analizlerinizde NIR sistemleri kullanmayı d&uuml;ş&uuml;nmeye başladığınızda bu yazımız sizler i&ccedil;in faydalı olacağını d&uuml;ş&uuml;n&uuml;yoruz. </span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">NIR sistemleri ve uygulamaları hakkında daha fazla bilgi almak i&ccedil;in l&uuml;tfen bizimle iletişime ge&ccedil;iniz. </span></span></p>