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@media only screen and (min-width: 1025px) { html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image .woocommerce-product-gallery__trigger { display: none; } } .tb-field[data-toolset-blocks-field="ccb8fd83738a0390fab27f398903ac51"] { line-height: 1.6em; }  body.woocommerce  [data-woocommerce-views-add-to-cart="084567a8e8412e0bfc93e6ceb845a8f3"] form.cart .wooviews-template-quantity input[type=number] { padding: 0.5em;width: 60px;line-height: 36px; } body.woocommerce div.product  [data-woocommerce-views-add-to-cart="084567a8e8412e0bfc93e6ceb845a8f3"] form.cart .wooviews-template-quantity input[type=number] { padding: 0.5em;width: 60px;line-height: 36px; } html body[class*="woocommerce"] [data-woocommerce-views-product-price="3e4367f7195e94f480c63b35f821dfa0"].wooviews-product-price .price { font-size: 24px; } html body[class*="woocommerce"] [data-woocommerce-views-product-price="3e4367f7195e94f480c63b35f821dfa0"].wooviews-product-price .amount { color: rgba( 170, 131, 77, 1 ); } html body[class*="woocommerce"] [data-woocommerce-views-product-price="3e4367f7195e94f480c63b35f821dfa0"].wooviews-product-price del, html body[class*="woocommerce"] [data-woocommerce-views-product-price="3e4367f7195e94f480c63b35f821dfa0"].wooviews-product-price del .amount { color: rgba( 170, 131, 77, 1 ); } html body[class*="woocommerce"] [data-woocommerce-views-product-price="3e4367f7195e94f480c63b35f821dfa0"].wooviews-product-price ins, html body[class*="woocommerce"] [data-woocommerce-views-product-price="3e4367f7195e94f480c63b35f821dfa0"].wooviews-product-price ins .amount { color: rgba( 0, 0, 0, 1 ); } html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image ol { grid-template-columns: 1fr 1fr 1fr 1fr ;grid-column-gap:3px;column-gap:3px;grid-row-gap:3px;row-gap:3px; } html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image li img:not(.flex-active) { opacity: 0.4; } html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image .onsale { font-weight: bold;text-transform: uppercase;text-align: center;color: rgba( 255, 255, 255, 1 );background-color: rgba( 217, 79, 79, 1 );margin: 18px 0px 0px 18px;padding: 12px 18px 12px 18px;width: 100px;top: 0px;left: 0px; } html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image li img:not(.flex-active):hover { opacity: 1; } html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image div.images ol { margin-top: 3px;margin-bottom: 3px; }html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image .woocommerce-product-gallery__trigger { }[data-woocommerce-views-cart-message="2c86a6f8b98aa92eed988c7d9895b4a2"] .wooviews-cart-message .woocommerce-message { color: rgba( 255, 255, 255, 1 );background-color: rgba( 110, 136, 148, 1 );margin-right: 70px;margin-bottom: 2em;padding: 1em 2em 1em 3.5em;font-size: 16px;line-height: 36px;letter-spacing: 0px; } [data-woocommerce-views-cart-message="2c86a6f8b98aa92eed988c7d9895b4a2"] .wooviews-cart-message .woocommerce-message .button { color: rgba( 255, 255, 255, 1 );background-color: rgba( 9, 9, 26, 1 );line-height: 36px; } [data-woocommerce-views-cart-message="2c86a6f8b98aa92eed988c7d9895b4a2"] .wooviews-cart-message .woocommerce-message:before { color: rgba( 9, 9, 26, 1 ); } [data-woocommerce-views-cart-message="2c86a6f8b98aa92eed988c7d9895b4a2"] .wooviews-cart-message .woocommerce-info { color: rgba( 255, 255, 255, 1 );background-color: rgba( 110, 136, 148, 1 );margin-right: 70px;margin-bottom: 2em;padding: 1em 2em 1em 3.5em;font-size: 16px;line-height: 36px;letter-spacing: 0px; } [data-woocommerce-views-cart-message="2c86a6f8b98aa92eed988c7d9895b4a2"] .wooviews-cart-message .woocommerce-info .button { color: rgba( 255, 255, 255, 1 );background-color: rgba( 9, 9, 26, 1 );line-height: 36px; } [data-woocommerce-views-cart-message="2c86a6f8b98aa92eed988c7d9895b4a2"] .wooviews-cart-message .woocommerce-info:before { color: rgba( 0, 160, 210, 1 ); } [data-woocommerce-views-cart-message="2c86a6f8b98aa92eed988c7d9895b4a2"] .wooviews-cart-message .woocommerce-error { color: rgba( 255, 255, 255, 1 );background-color: rgba( 110, 136, 148, 1 );margin-right: 70px;margin-bottom: 2em;padding: 1em 2em 1em 3.5em;font-size: 16px;line-height: 36px;letter-spacing: 0px; } [data-woocommerce-views-cart-message="2c86a6f8b98aa92eed988c7d9895b4a2"] .wooviews-cart-message .woocommerce-error .button { color: rgba( 255, 255, 255, 1 );background-color: rgba( 9, 9, 26, 1 );line-height: 36px; } [data-woocommerce-views-cart-message="2c86a6f8b98aa92eed988c7d9895b4a2"] .wooviews-cart-message .woocommerce-error:before { color: rgba( 217, 79, 79, 1 ); } @media only screen and (min-width: 769px) and (max-width: 1024px) { html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image .woocommerce-product-gallery__trigger { display: none; } } @media only screen and (max-width: 1024px) {  body.woocommerce  [data-woocommerce-views-add-to-cart="084567a8e8412e0bfc93e6ceb845a8f3"] form.cart .wooviews-template-quantity input[type=number] { padding: 0.5em;width: 60px;line-height: 36px; } body.woocommerce div.product  [data-woocommerce-views-add-to-cart="084567a8e8412e0bfc93e6ceb845a8f3"] form.cart .wooviews-template-quantity input[type=number] { padding: 0.5em;width: 60px;line-height: 36px; } html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image div.images ol { margin-top: 3px;margin-bottom: 3px; }html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image .woocommerce-product-gallery__trigger { } } @media only screen and (max-width: 768px) {  body.woocommerce  [data-woocommerce-views-add-to-cart="084567a8e8412e0bfc93e6ceb845a8f3"] form.cart .wooviews-template-quantity input[type=number] { padding: 0.5em;width: 60px;line-height: 36px; } body.woocommerce div.product  [data-woocommerce-views-add-to-cart="084567a8e8412e0bfc93e6ceb845a8f3"] form.cart .wooviews-template-quantity input[type=number] { padding: 0.5em;width: 60px;line-height: 36px; } html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image div.images ol { margin-top: 3px;margin-bottom: 3px; }html body[class*="woocommerce"] [data-woocommerce-views-product-image="5c6ca508dccb9f50aa8cd9d53b39ad10"].wooviews-product-image .woocommerce-product-gallery__trigger {display: none; } } 
Katalogové číslo: SSOL020
Kategorie: Stříbrné mince
Hmotnost:31.1035 g
Rozměry:38,62 mm
Výrobce:
Ryzost:999/1000
Země původu:Šalamounovy ostrovy
Kov:AG
Náklad:5000 ks
1.713 Kč
Mince je dodávána v kapsli.
—–
Tato prémiová stříbrná mince je věnována pravděpodobně
nejvíce fascinujícímu číslu v matematice – číslu Pí (3,1415927)
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Motivem mince je portrét tří pánů – Ludolph Van Ceulen, William Oughtred a Archimedes.
Design také zahrnuje symbol pro Pí spolu s nominální hodnotou 3,14 dolaru a částmi čísla Pí v pozadí.
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Pí je matematická konstanta, která udává poměr obvodu jakéhokoli kruhu v eukleidovské rovině k jeho průměru.
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Hodnota Pí je 3,14159 26535 89793 23846 26433 83279 50288…
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Limitovaný náklad 5,000ks pro celý svět.
Sociální sítě