Logo Raporlama Dövizi Bakiyesi Nedir ? Nasıl Kullanılır ?
<h1>Logo Raporlama Dövizi Bakiyesi (Rd Bakiye) Nedir ? </h1> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Logo raporlama dövizi, hareketlerde girilen fişlerde ki TL tutarı, firma tanımlarında belirlediğimiz döviz türüne göre bölerek buldurduğu bir tutardır. Bakiye RD kolonu da bulunan bu döviz cinsine ait tutarın toplamıdır. </span></span></p> <p> </p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><img 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style="height:124px; width:962px" /></span></span></p> <p> </p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Fatura veya hareketlerde ki döviz cinsi ne olursa olsun program, sys firma tanımlarında belirlediğimi döviz türüne göre bir tutar buldurur.</span></span></p> <p> </p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">İlgili 1 faturamız ve bir carimiz üzerinden örnek vermek gerekirse; </span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Faturamız TL döviz cinsinde bir fatura ve Kuru aşağıda ki gibidir.</span></span></p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><img src="data:image/png;base64,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" style="height:148px; width:450px" /></span></span></p> <p> </p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Tl tutarı ise : <img src="data:image/png;base64,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" style="height:177px; width:297px" /></span></span></p> <p> </p> <p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Görüldüğü gibi faturamıza ait döviz cinsi ne olursa olsun, Sys de belirlenen döviz cinsi olan USD kuruna bölerek USD tutarı bulduruyor ve bakiyeye yansıtıyor.</span></span></p> <p> </p>