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0.183594 17.5 0.183594C17.2656 0.183594 17.1484 0.242188 17.0312 0.359375L10 7.33203L2.96875 0.359375C2.85156 0.242188 2.67578 0.183594 2.5 0.183594C2.26562 0.183594 2.08984 0.242188 1.97266 0.359375L0.800781 1.53125C0.683594 1.70703 0.625 1.88281 0.625 2.05859C0.625 2.23438 0.683594 2.41016 0.859375 2.52734L9.53125 11.1406Z" fill="currentColor"></path> </svg> <div class="hea01-header-mainmenu__menuitem-text-container"><span class="hea01-header-mainmenu__menuitem-text">Sections</span></div></a><div class="hea01-header-megamenu" v-bind:class="{'is-open' : showMegamenu === 0}"> <div class="container"> <ul class="hea01-header-megamenu__menu"> <li class="hea01-header-megamenu__menuitem"> <a class="hea01-header-megamenu__menuitem-title" href="https://www.mnb.hu/web/en/monetary-policy">Monetary Policy</a> <ul class="hea01-header-megamenu__submenu"> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/monetary-policy/monetary-policy-framework"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Monetary policy framework</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/monetary-policy/the-monetary-council"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>The Monetary Council</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/monetary-policy/market-information"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Market information</a></li> </ul><a class="hea01-header-megamenu__menuitem-button" href="https://www.mnb.hu/web/en/monetary-policy">All <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg></a></li> <li class="hea01-header-megamenu__menuitem"> <a class="hea01-header-megamenu__menuitem-title" href="https://www.mnb.hu/web/en/financial-stability">Financial Stability</a> <ul class="hea01-header-megamenu__submenu"> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/financial-stability/the-role-of-the-magyar-nemzeti-bank-in-financial-stability"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>The role of the Magyar Nemzeti Bank in financial stability</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/financial-stability/financial-stability-council"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Financial Stability Council</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/financial-stability/macroprudential-policy"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Macroprudential Policy</a></li> </ul><a class="hea01-header-megamenu__menuitem-button" href="https://www.mnb.hu/web/en/financial-stability">All <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg></a></li> <li class="hea01-header-megamenu__menuitem"> <a class="hea01-header-megamenu__menuitem-title" href="https://www.mnb.hu/web/en/supervision">Supervision</a> <ul class="hea01-header-megamenu__submenu"> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/supervision/publications"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Publications</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/supervision/market-supervision"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Market Supervision</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/supervision/time-series"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Time series</a></li> </ul><a class="hea01-header-megamenu__menuitem-button" href="https://www.mnb.hu/web/en/supervision">All <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg></a></li> <li class="hea01-header-megamenu__menuitem"> <a class="hea01-header-megamenu__menuitem-title" href="https://www.mnb.hu/web/en/statistics">Statistics</a> <ul class="hea01-header-megamenu__submenu"> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://statisztika.mnb.hu/en/publication-calendar"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Release calendar for statistics</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://statisztika.mnb.hu/en"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Statistical Data and Information</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://aszp.mnb.hu/mnb-data-reporting"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Information for data suppliers</a></li> </ul><a class="hea01-header-megamenu__menuitem-button" href="https://www.mnb.hu/web/en/statistics">All <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg></a></li> <li class="hea01-header-megamenu__menuitem"> <a class="hea01-header-megamenu__menuitem-title" href="https://www.mnb.hu/web/en/payments">Payments</a> <ul class="hea01-header-megamenu__submenu"> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/payments/payment-systems-report"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Payment Systems Report</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/payments/mnb-as-a-bank"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>MNB as a bank</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/payments/mnb-as-payment-authority"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>MNB as payment authority</a></li> </ul><a class="hea01-header-megamenu__menuitem-button" href="https://www.mnb.hu/web/en/payments">All <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg></a></li> <li class="hea01-header-megamenu__menuitem"> <a class="hea01-header-megamenu__menuitem-title" href="https://www.mnb.hu/web/en/banknotes-and-coins">Banknotes and coins</a> <ul class="hea01-header-megamenu__submenu"> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/banknotes-and-coins/banknotes"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Banknotes</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/banknotes-and-coins/coins"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Coins</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/banknotes-and-coins/collector-and-commemorative-coins"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Collector and Commemorative coins</a></li> </ul><a class="hea01-header-megamenu__menuitem-button" href="https://www.mnb.hu/web/en/banknotes-and-coins">All <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg></a></li> <li class="hea01-header-megamenu__menuitem"> <ul class="menu-without-submenu"> <li class="menu-without-submenu__menuitem"><a class="menu-without-submenu__menuitem-link" href="https://www.mnb.hu/en/financial-customer-protection">Financial customer protection <svg xmlns="http://www.w3.org/2000/svg" width="27" height="27" viewBox="0 0 27 27" fill="none"> <path d="M23.8125 0.625C24.5938 0.625 25.2578 0.898438 25.8047 1.44531C26.3516 1.99219 26.625 2.65625 26.625 3.4375V24.0625C26.625 24.8438 26.3516 25.5078 25.8047 26.0547C25.2578 26.6016 24.5938 26.875 23.8125 26.875H3.1875C2.40625 26.875 1.74219 26.6016 1.19531 26.0547C0.648438 25.5078 0.375 24.8438 0.375 24.0625V3.4375C0.375 2.65625 0.648438 1.99219 1.19531 1.44531C1.74219 0.898438 2.40625 0.625 3.1875 0.625H23.8125ZM24.75 24.0625V3.4375C24.75 3.16406 24.6523 2.94922 24.457 2.79297C24.3008 2.59766 24.0859 2.5 23.8125 2.5H3.1875C2.91406 2.5 2.67969 2.59766 2.48438 2.79297C2.32812 2.94922 2.25 3.16406 2.25 3.4375V24.0625C2.25 24.3359 2.32812 24.5703 2.48438 24.7656C2.67969 24.9219 2.91406 25 3.1875 25H23.8125C24.0859 25 24.3008 24.9219 24.457 24.7656C24.6523 24.5703 24.75 24.3359 24.75 24.0625ZM6.23438 20.7227C5.88281 20.3711 5.88281 20.0391 6.23438 19.7266L17.6602 8.30078L17.6016 8.24219H12.3281C12.1328 8.24219 11.957 8.18359 11.8008 8.06641C11.6836 7.91016 11.625 7.73437 11.625 7.53906V6.95312C11.625 6.75781 11.6836 6.60156 11.8008 6.48438C11.957 6.32812 12.1328 6.25 12.3281 6.25H20.2969C20.7656 6.25 21 6.48438 21 6.95312V14.9219C21 15.1172 20.9219 15.293 20.7656 15.4492C20.6484 15.5664 20.4922 15.625 20.2969 15.625H19.7109C19.5156 15.625 19.3398 15.5664 19.1836 15.4492C19.0664 15.293 19.0078 15.1172 19.0078 14.9219V9.64844L18.9492 9.58984L7.52344 21.0156C7.21094 21.3672 6.87891 21.3672 6.52734 21.0156L6.23438 20.7227Z" fill="currentColor"></path> </svg></a></li> </ul> </li> <li class="hea01-header-megamenu__menuitem"> <a class="hea01-header-megamenu__menuitem-title" href="https://www.mnb.hu/web/en/research">Research</a> <ul class="hea01-header-megamenu__submenu"> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/research/budapest-school-for-central-bank-studies/"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Budapest School for Central Bank Studies</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/research/publications-in-international-journals"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Publications in international journals</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/research/phd-cooperation-program"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>PhD Cooperation Program</a></li> </ul><a class="hea01-header-megamenu__menuitem-button" href="https://www.mnb.hu/web/en/research">All <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg></a></li> <li class="hea01-header-megamenu__menuitem"> <a class="hea01-header-megamenu__menuitem-title" href="https://www.mnb.hu/web/en/resolution">Resolution</a> <ul class="hea01-header-megamenu__submenu"> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/resolution/the-resolution-fund"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>The Resolution Fund</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/resolution/questions-and-answers"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Questions and Answers</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/resolution/publications"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Publications</a></li> </ul><a class="hea01-header-megamenu__menuitem-button" href="https://www.mnb.hu/web/en/resolution">All <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg></a></li> <li class="hea01-header-megamenu__menuitem"> <a class="hea01-header-megamenu__menuitem-title" href="https://www.mnb.hu/web/education">Education</a> <ul class="hea01-header-megamenu__submenu"> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/the-central-bank/education/university-collaborations"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>University Collaborations</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/the-central-bank/education/university-collaborations/budapest-university-of-technology-and-economics"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg>Budapest University of Technology and Economics</a></li> <li class="hea01-header-megamenu__submenuitem"><a class="hea01-header-megamenu__submenuitem-link" href="https://www.mnb.hu/en/the-central-bank/education/university-collaborations/university-of-debrecen"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 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23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg><a ontouchstart="" href="https://www.mnb.hu/letoltes/mnb-csr-kiadvany-eng-final-1.pdf" class="her01-hero-topics-listitem__link">MNB Corporate Social Responsibility Strategy</a></li> <li class="her01-hero-topics-listitem"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg><a ontouchstart="" href="https://www.mnb.hu/letoltes/alapito-okirat-en.pdf" class="her01-hero-topics-listitem__link">Statutes of Magyar Nemzeti Bank</a></li> <li class="her01-hero-topics-listitem"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 23.7148C26.4258 21.2148 27.6562 18.2266 27.6562 14.75C27.6562 11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg><a ontouchstart="" href="https://www.mnb.hu/en/the-central-bank/organisation/unofficial-translation-of-mnb-act" class="her01-hero-topics-listitem__link">Unofficial translation of MNB Act</a></li> </ul> </div> </div> </div> </her01-hero> </section> <section xmlns:xlink="http://www.w3.org/1999/xlink" class="exr01-exchange-rate"> <exr01-exchange-rate inline-template="" v-cloak="" chart-data-json="/web/exchange-rate/exchange-rate-grafikon-2.json"> <div class="container"> <div class="exr01-exchange-rate__flex"> <div class="exr01-exchange-rate__icon"> <svg xmlns="http://www.w3.org/2000/svg" width="30" height="23" viewBox="0 0 30 23" fill="none"> <path d="M24.8438 17.375C24.5312 17.375 24.375 17.2188 24.375 16.9062V2.84375C24.375 2.53125 24.5312 2.375 24.8438 2.375H25.7812C26.0938 2.375 26.25 2.53125 26.25 2.84375V16.9062C26.25 17.2188 26.0938 17.375 25.7812 17.375H24.8438ZM19.2188 17.375C18.9062 17.375 18.75 17.2188 18.75 16.9062V8.46875C18.75 8.15625 18.9062 8 19.2188 8H20.1562C20.4688 8 20.625 8.15625 20.625 8.46875V16.9062C20.625 17.2188 20.4688 17.375 20.1562 17.375H19.2188ZM7.96875 17.375C7.65625 17.375 7.5 17.2188 7.5 16.9062V12.2188C7.5 11.9062 7.65625 11.75 7.96875 11.75H8.90625C9.21875 11.75 9.375 11.9062 9.375 12.2188V16.9062C9.375 17.2188 9.21875 17.375 8.90625 17.375H7.96875ZM13.5938 17.375C13.2812 17.375 13.125 17.2188 13.125 16.9062V4.71875C13.125 4.40625 13.2812 4.25 13.5938 4.25H14.5312C14.8438 4.25 15 4.40625 15 4.71875V16.9062C15 17.2188 14.8438 17.375 14.5312 17.375H13.5938ZM29.5312 21.125C29.8438 21.125 30 21.2812 30 21.5938V22.5312C30 22.8438 29.8438 23 29.5312 23H0.9375C0.664062 23 0.429688 22.9219 0.234375 22.7656C0.078125 22.5703 0 22.3359 0 22.0625V0.96875C0 0.65625 0.15625 0.5 0.46875 0.5H1.40625C1.71875 0.5 1.875 0.65625 1.875 0.96875V21.125H29.5312Z" fill="currentColor"></path> </svg> </div> <div class="exr01-exchange-rate__data"> <div class="exr01-exchange-rate__data-title-wrapper"> <h3 class="exr01-exchange-rate__data-title"><strong>Official euro exchange rates</strong></h3> </div> <div class="sb01-side-banner__content"><p class="sb01-side-banner__rate">398.44<span class="exr01-exchange-rate__data-unit">HUF</span></p><p class="sb01-side-banner__date">24 March 2025</p></div><a ontouchstart="" class="exr01-exchange-rate__data-button" href="https://www.mnb.hu/en/arfolyamok"> <svg xmlns="http://www.w3.org/2000/svg"> <use xlink:href="/web/static/icons.svg#sprite-arrow-circle-right"></use> </svg><span>Other exchange rates</span></a></div> <div class="exr01-exchange-rate__data"> <div class="exr01-exchange-rate__data-title-wrapper"> <h3 class="exr01-exchange-rate__data-title"><strong>Central bank base rate</strong></h3> </div> <p class="exr01-exchange-rate__data-date">25 September 2024</p> <p class="exr01-exchange-rate__data-value">6.50<span class="exr01-exchange-rate__data-unit">%</span></p><a ontouchstart="" class="exr01-exchange-rate__data-button" href="https://www.mnb.hu/en/Jegybanki_alapkamat_alakulasa"> <svg xmlns="http://www.w3.org/2000/svg"> <use xlink:href="/web/static/icons.svg#sprite-arrow-circle-right"></use> </svg><span>Central bank base rate history</span></a></div> <div class="exr01-exchange-rate__data"> <div class="exr01-exchange-rate__data-title-wrapper"> <h3 class="exr01-exchange-rate__data-title"><strong>Inflation</strong></h3> </div> <p class="exr01-exchange-rate__data-date">February 2025, KSH</p> <p class="exr01-exchange-rate__data-value">5.6<span class="exr01-exchange-rate__data-unit">%<span class="exr01-exchange-rate__data-info">* Medium term target 3% (卤1 p.p. tolerance band)</span></span></p><a ontouchstart="" class="exr01-exchange-rate__data-button" href="https://www.mnb.hu/en/publications/studies-publications-statistics/flash-analysis-on-inflation-developments"> <svg xmlns="http://www.w3.org/2000/svg"> <use xlink:href="/web/static/icons.svg#sprite-arrow-circle-right"></use> </svg><span>Underlying inflation indicators</span></a></div> <div class="exr01-exchange-rate__chart"> <div 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11.2344 26.4062 8.24609 23.9062 5.78516C21.4453 3.32422 18.4766 2.09375 15 2.09375ZM15.7031 7.48438L22.5 14.2812C22.8125 14.5938 22.8125 14.9062 22.5 15.2188L15.7031 22.0156C15.3906 22.3281 15.0781 22.3281 14.7656 22.0156L14.3555 21.6055C14.0039 21.2539 14.0039 20.9219 14.3555 20.6094L19.3359 15.7461H8.20312C7.73438 15.7461 7.5 15.5117 7.5 15.043V14.457C7.5 13.9883 7.73438 13.7539 8.20312 13.7539H19.3359L14.3555 8.89062C14.0039 8.57813 13.9844 8.24609 14.2969 7.89453L14.707 7.48438C15.0586 7.17188 15.3906 7.17188 15.7031 7.48438Z" fill="currentColor"></path> </svg></a></div> </div> <div class="sld02-promo-slider__slide swiper-slide"> <div class="sld02-promo-slider__slide-image"> <img src="/web/sw/static/pic/mnb.hu_kiajanlo_eurasia2024.png" alt=""> </div> <div class="sld02-promo-slider__slide-text"> <h3 class="sld02-promo-slider__slide-title">Budapest Eurasia Forum 2024 </h3> <p class="sld02-promo-slider__slide-summary">This year the Budapest Eurasia Forum will return for celebrating not only the fifth edition of this unique event series, but the 100th anniversary of the establishment of the Magyar Nemzeti Bank, the central bank of Hungary. </p><a ontouchstart="" href="https://mnb.hu/eurasia" class="sld02-promo-slider__slide-link"><span>More info </span><svg xmlns="http://www.w3.org/2000/svg" width="30" height="30" viewBox="0 0 30 30" fill="none"> <path d="M4.6875 25.0625C1.875 22.2109 0.46875 18.7734 0.46875 14.75C0.46875 10.7266 1.875 7.30859 4.6875 4.49609C7.53906 1.64453 10.9766 0.21875 15 0.21875C19.0234 0.21875 22.4414 1.64453 25.2539 4.49609C28.1055 7.30859 29.5312 10.7266 29.5312 14.75C29.5312 18.7734 28.1055 22.2109 25.2539 25.0625C22.4414 27.875 19.0234 29.2812 15 29.2812C10.9766 29.2812 7.53906 27.875 4.6875 25.0625ZM15 2.09375C11.4844 2.09375 8.49609 3.34375 6.03516 5.84375C3.57422 8.30469 2.34375 11.2734 2.34375 14.75C2.34375 18.2656 3.57422 21.2539 6.03516 23.7148C8.53516 26.1758 11.5234 27.4062 15 27.4062C18.5156 27.4062 21.5039 26.1758 23.9648 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