Cum să afișați imaginile Base64 în HTML?
Baza 64 este o metodă de codificare a datelor binare în ASCII text. Afișarea imaginilor Base64 în HTML implică utilizarea eticheta cu src atribut setat la o adresă URL a datelor Base64, care conține datele imaginii codificate ca text ASCII. Această metodă încorporează imaginile direct în HTML. Imaginile Base64 sunt date binare codificate, permițând imaginilor să fie încorporate în pagini web fără fișiere separate.
Există mai multe avantaje la afișarea imaginilor Base64 în HTML.
- Încărcare mai rapidă: Încorporarea datelor de imagine reduce solicitările HTTP, accelerând timpul de încărcare a paginii, în special pentru imaginile mici.
- Securitate sporită: Ascunde datele binare, sporind confidențialitatea și împiedicând accesul neautorizat.
- Compatibilitate îmbunătățită: Imaginile Base64 funcționează în toate browserele moderne, asigurând afișare consecventă.
- Dezvoltare simplificată: Gestionare mai ușoară prin codificarea imaginilor direct în HTML, evitând gestionarea separată a fișierelor.
Abordare:
Afișarea Baza 64 imaginile în HTML implică conversia datelor de imagine binare într-un șir Base64 și apoi încorporarea lor în HTML ca date URL . O adresă URL de date este un tip de Identificator uniform de resurse (URI) care încorporează datele imaginii direct în codul sursă al unei pagini web. Iată cum puteți afișa o imagine Base64 în HTML.
- Convertiți imaginea în format Base64: Puteți utiliza un codificator online Base64 pentru a converti datele imaginii binare într-un șir Base64. Rezultatul va fi un șir de caractere care poate fi ușor încorporat în codul dvs. HTML.
- Creați o adresă URL de date: Șirul Base64 trebuie să fie împachetat într-un format URL de date. Formatul URL al datelor constă din trei părți: tipul de date, datele codificate Base64 și sfârșitul adresei URL. Pentru o imagine, tipul de date ar fi date:imagine/[format]; baza 64, unde [format] este formatul fișierului imagine (de ex. PNG, JPEG, GIF ).
- Încorporați adresa URL a datelor în HTML: Pentru a afișa imaginea, puteți utiliza o etichetă de imagine HTML (
) și setați src atribut adresei URL de date.
De exemplu:
Iată un exemplu de program HTML care demonstrează cum să afișați imagini Base64 în HTML. În acest exemplu, să presupunem că avem următoarea imagine.
Pentru Base64, vom lua în considerare URL-ul de date a imaginii, care este plasat în src atribut. Adresa URL a datelor are două părți
- Prima parte este imaginea codificată Base64.
- A doua parte este șirul codificat Base64 al imaginii.
Exemplul 1:
HTML Imaginea Base64 Exemplu titlu> cap> <body> <h1>Exemplu de imagine Base64h1> <img alt='GeekforGeeks' src= 'data:image/png;base64,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' />body> html>> </pre> </code> <p dir='ltr'> <b> <strong>Ieșire: </strong> </b> </p> <p> </p> <p dir='ltr'> <span>Există un alt exemplu de program HTML care demonstrează cum să afișați imagini Base64 în HTML. În acest exemplu, să presupunem că avem următoarea imagine. </span> </p> <p dir='ltr'> </p> <p dir='ltr'> <span>Pentru Base64, vom lua în considerare URL-ul de date a imaginii, care este plasat în </span> <span>src </span> <span>atribut. Adresa URL a datelor are două părți. </span> </p> <ul> <li value='1'> <span>Prima parte este imaginea codificată Base64. </span> </li> <li value='2'> <span>A doua parte este șirul codificat Base64 al imaginii. </span> </li> </ul> <p dir='ltr'> <b> <strong>Exemplul 2: </strong> </b> </p>HTML <code> <pre> <html> <head> <title>Imaginea Base64 Exemplu titlu> cap> <body> <h1>Exemplu de imagine Base64h1> <img src='data:image/png;base64, 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' alt='GeekforGeeks'>body> html>> </pre> </code> <p dir='ltr'> <b> <strong>Ieșire: </strong> </b> </p> <p> </p> <p dir='ltr'> <b> <strong>Notă: </strong> </b> <span>Imaginile Base64 pot îmbunătăți interactivitatea paginii web, dar pot duce la dimensiuni mai mari ale fișierelor și timpi de încărcare mai lenți. Rezervați-le pentru imagini mici, bazându-vă în același timp pe găzduirea tradițională de fișiere pentru cele mai mari, pentru a optimiza performanța. </span> </p> <p dir='ltr'> <b> <strong>Concluzie: </strong> </b> <span>Afișarea imaginilor Base64 în HTML poate oferi mai multe beneficii, inclusiv timpi mai rapidi de încărcare a paginii, securitate sporită, compatibilitate îmbunătățită și dezvoltare simplificată. Cu toate acestea, este important să luați în considerare dezavantajele, cum ar fi dimensiuni mai mari ale fișierelor și timpi mai mari de transfer de date, atunci când decideți dacă să utilizați imagini Base64 în proiectele dvs. </span> </p> <br> <br>
</div>
<!-- Article Footer with Prominent Share Buttons -->
<div class="px-6 md:px-8 py-8 bg-slate-50 dark:bg-slate-900/50 border-t border-slate-200 dark:border-slate-700/50">
<div class="flex flex-col sm:flex-row items-center justify-between gap-6">
<h4 class="text-base font-bold text-slate-700 dark:text-slate-300 uppercase tracking-wide flex items-center gap-2">
<i class="fa fa-share-alt text-tech-500"> </i>
Distribuie </h4>
<div class="flex flex-wrap justify-center gap-3">
<!-- Twitter -->
<a href="https://twitter.com/intent/tweet?text=Cum să afișați imaginile Base64 în HTML?&url=https://www.techcodeview.com/ro/how-display-base64-images-html"
target="_blank" rel="noopener noreferrer"
class="flex items-center gap-2 px-6 py-3 rounded-xl bg-[#1DA1F2]/10 text-[#1DA1F2] hover:bg-[#1DA1F2] hover:text-white transition-all duration-300 font-bold text-sm">
<i class="fa fa-twitter text-lg"> </i>
<span class="hidden sm:inline">Twitter </span>
</a>
<!-- Facebook -->
<a href="https://www.facebook.com/sharer/sharer.php?u=https://www.techcodeview.com/ro/how-display-base64-images-html"
target="_blank" rel="noopener noreferrer"
class="flex items-center gap-2 px-6 py-3 rounded-xl bg-[#4267B2]/10 text-[#4267B2] hover:bg-[#4267B2] hover:text-white transition-all duration-300 font-bold text-sm">
<i class="fa fa-facebook text-lg"> </i>
<span class="hidden sm:inline">Facebook </span>
</a>
<!-- LinkedIn -->
<a href="https://www.linkedin.com/shareArticle?mini=true&url=https://www.techcodeview.com/ro/how-display-base64-images-html&title=Cum să afișați imaginile Base64 în HTML?"
target="_blank" rel="noopener noreferrer"
class="flex items-center gap-2 px-6 py-3 rounded-xl bg-[#0077b5]/10 text-[#0077b5] hover:bg-[#0077b5] hover:text-white transition-all duration-300 font-bold text-sm">
<i class="fa fa-linkedin text-lg"> </i>
<span class="hidden sm:inline">LinkedIn </span>
</a>
</div>
</div>
</div>
</article>
<!-- Comments Placeholder / Random Articles -->
<div class="mt-8 bg-white dark:bg-slate-800 border border-slate-200 dark:border-slate-700 rounded-xl p-6 md:p-8 shadow-sm">
<h3 class="text-xl font-bold text-slate-900 dark:text-white mb-6 uppercase tracking-wide border-b border-slate-200 dark:border-slate-700 pb-2">
S-Ar Putea Să Vă Placă </h3>
<div class="grid grid-cols-1 md:grid-cols-2 gap-6">
<div class="group">
<a href="/ro/why-is-rhombus-not-square" class="block aspect-video rounded-lg overflow-hidden bg-slate-200 dark:bg-slate-700 mb-3">
<img loading="lazy" src="https://techcodeview.com/img/picked/21/why-is-rhombus-not-square.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="De ce un romb nu este un pătrat?" class="w-full h-full object-cover group-hover:scale-105 transition-transform duration-500">
</a>
<h4 class="font-bold text-slate-900 dark:text-white leading-tight group-hover:text-tech-500 transition-colors">
<a href="/ro/why-is-rhombus-not-square">De ce un romb nu este un pătrat? </a>
</h4>
</div> <div class="group">
<a href="/ro/difference-between-insertion-sort" class="block aspect-video rounded-lg overflow-hidden bg-slate-200 dark:bg-slate-700 mb-3">
<img loading="lazy" src="https://techcodeview.com/img/technical-scripter-2020/11/difference-between-insertion-sort.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Diferența dintre sortarea prin inserție și sortarea selecției" class="w-full h-full object-cover group-hover:scale-105 transition-transform duration-500">
</a>
<h4 class="font-bold text-slate-900 dark:text-white leading-tight group-hover:text-tech-500 transition-colors">
<a href="/ro/difference-between-insertion-sort">Diferența dintre sortarea prin inserție și sortarea selecției </a>
</h4>
</div>
</div>
</div>
</div>
<!-- SECONDARY COLUMN (SIDEBAR) -->
<!-- Aside Column -->
<div class="lg:col-span-4 space-y-8">
<!-- Best Articles Widget -->
<div class="rounded-xl bg-white dark:bg-slate-800 border border-slate-200 dark:border-slate-700 p-6 shadow-sm">
<div class="mb-4 border-b border-slate-100 dark:border-slate-700 pb-2">
<h2 class="text-lg font-bold text-slate-900 dark:text-white uppercase tracking-wide flex items-center">
<span class="mr-2 h-2 w-2 rounded-full bg-tech-500"> </span>
Top Articole </h2>
</div>
<!-- Owl Carousel Preserved Container -->
<div id="owl-carousel-3" class="owl-carousel owl-theme center-owl-nav">
<!-- ARTICLE -->
<article class="flex items-start gap-4 p-2 hover:bg-slate-50 dark:hover:bg-slate-700/50 rounded-lg transition-colors">
<div class="w-20 h-20 shrink-0 overflow-hidden rounded-md bg-slate-200 dark:bg-slate-700">
<a href="/ro/arrays-in-java">
<img src="https://techcodeview.com/img/java/06/arrays-in-java.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Matrice în Java" class="w-full h-full object-cover">
</a>
</div>
<div class="flex-1 min-w-0">
<h4 class="text-sm font-semibold text-slate-800 dark:text-slate-200 leading-snug">
<a href="/ro/arrays-in-java" class="hover:text-tech-500 transition-colors line-clamp-3">Matrice în Java </a>
</h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="flex items-start gap-4 p-2 hover:bg-slate-50 dark:hover:bg-slate-700/50 rounded-lg transition-colors">
<div class="w-20 h-20 shrink-0 overflow-hidden rounded-md bg-slate-200 dark:bg-slate-700">
<a href="/ro/compiling-c-program">
<img src="https://techcodeview.com/img/c-basics/27/compiling-c-program.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Compilarea unui program C: în culise" class="w-full h-full object-cover">
</a>
</div>
<div class="flex-1 min-w-0">
<h4 class="text-sm font-semibold text-slate-800 dark:text-slate-200 leading-snug">
<a href="/ro/compiling-c-program" class="hover:text-tech-500 transition-colors line-clamp-3">Compilarea unui program C: în culise </a>
</h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="flex items-start gap-4 p-2 hover:bg-slate-50 dark:hover:bg-slate-700/50 rounded-lg transition-colors">
<div class="w-20 h-20 shrink-0 overflow-hidden rounded-md bg-slate-200 dark:bg-slate-700">
<a href="/ro/developing-digital-literacy-skills-242110">
<img src="https://techcodeview.com/img/advice-teachers/35/developing-digital-literacy-skills.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Dezvoltarea abilităților de alfabetizare digitală" class="w-full h-full object-cover">
</a>
</div>
<div class="flex-1 min-w-0">
<h4 class="text-sm font-semibold text-slate-800 dark:text-slate-200 leading-snug">
<a href="/ro/developing-digital-literacy-skills-242110" class="hover:text-tech-500 transition-colors line-clamp-3">Dezvoltarea abilităților de alfabetizare digitală </a>
</h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="flex items-start gap-4 p-2 hover:bg-slate-50 dark:hover:bg-slate-700/50 rounded-lg transition-colors">
<div class="w-20 h-20 shrink-0 overflow-hidden rounded-md bg-slate-200 dark:bg-slate-700">
<a href="/ro/jquery-click-method-vs-onclick-event">
<img src="https://techcodeview.com/img/picked/59/jquery-click-method-vs-onclick-event.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Metoda jQuery click() vs eveniment onClick" class="w-full h-full object-cover">
</a>
</div>
<div class="flex-1 min-w-0">
<h4 class="text-sm font-semibold text-slate-800 dark:text-slate-200 leading-snug">
<a href="/ro/jquery-click-method-vs-onclick-event" class="hover:text-tech-500 transition-colors line-clamp-3">Metoda jQuery click() vs eveniment onClick </a>
</h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="flex items-start gap-4 p-2 hover:bg-slate-50 dark:hover:bg-slate-700/50 rounded-lg transition-colors">
<div class="w-20 h-20 shrink-0 overflow-hidden rounded-md bg-slate-200 dark:bg-slate-700">
<a href="/ro/pojo">
<img src="https://techcodeview.com/img/java-tutorial/53/pojo.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="POJO" class="w-full h-full object-cover">
</a>
</div>
<div class="flex-1 min-w-0">
<h4 class="text-sm font-semibold text-slate-800 dark:text-slate-200 leading-snug">
<a href="/ro/pojo" class="hover:text-tech-500 transition-colors line-clamp-3">POJO </a>
</h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="flex items-start gap-4 p-2 hover:bg-slate-50 dark:hover:bg-slate-700/50 rounded-lg transition-colors">
<div class="w-20 h-20 shrink-0 overflow-hidden rounded-md bg-slate-200 dark:bg-slate-700">
<a href="/ro/java-linkedlist-class">
<img src="https://techcodeview.com/img/java-collections/61/java-linkedlist-class.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Clasa Java LinkedList" class="w-full h-full object-cover">
</a>
</div>
<div class="flex-1 min-w-0">
<h4 class="text-sm font-semibold text-slate-800 dark:text-slate-200 leading-snug">
<a href="/ro/java-linkedlist-class" class="hover:text-tech-500 transition-colors line-clamp-3">Clasa Java LinkedList </a>
</h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="flex items-start gap-4 p-2 hover:bg-slate-50 dark:hover:bg-slate-700/50 rounded-lg transition-colors">
<div class="w-20 h-20 shrink-0 overflow-hidden rounded-md bg-slate-200 dark:bg-slate-700">
<a href="/ro/images-markdown">
<img src="https://techcodeview.com/img/markdown-tutorial/44/images-markdown.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Imagini în Markdown" class="w-full h-full object-cover">
</a>
</div>
<div class="flex-1 min-w-0">
<h4 class="text-sm font-semibold text-slate-800 dark:text-slate-200 leading-snug">
<a href="/ro/images-markdown" class="hover:text-tech-500 transition-colors line-clamp-3">Imagini în Markdown </a>
</h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="flex items-start gap-4 p-2 hover:bg-slate-50 dark:hover:bg-slate-700/50 rounded-lg transition-colors">
<div class="w-20 h-20 shrink-0 overflow-hidden rounded-md bg-slate-200 dark:bg-slate-700">
<a href="/ro/what-is-full-form-ymca">
<img src="https://techcodeview.com/img/category/16/what-is-full-form-ymca.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Care este forma completă de YMCA" class="w-full h-full object-cover">
</a>
</div>
<div class="flex-1 min-w-0">
<h4 class="text-sm font-semibold text-slate-800 dark:text-slate-200 leading-snug">
<a href="/ro/what-is-full-form-ymca" class="hover:text-tech-500 transition-colors line-clamp-3">Care este forma completă de YMCA </a>
</h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="flex items-start gap-4 p-2 hover:bg-slate-50 dark:hover:bg-slate-700/50 rounded-lg transition-colors">
<div class="w-20 h-20 shrink-0 overflow-hidden rounded-md bg-slate-200 dark:bg-slate-700">
<a href="/ro/what-are-homogeneous-mixtures">
<img src="https://techcodeview.com/img/chemistry-class-9/56/what-are-homogeneous-mixtures.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Ce sunt amestecurile omogene?" class="w-full h-full object-cover">
</a>
</div>
<div class="flex-1 min-w-0">
<h4 class="text-sm font-semibold text-slate-800 dark:text-slate-200 leading-snug">
<a href="/ro/what-are-homogeneous-mixtures" class="hover:text-tech-500 transition-colors line-clamp-3">Ce sunt amestecurile omogene? </a>
</h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="flex items-start gap-4 p-2 hover:bg-slate-50 dark:hover:bg-slate-700/50 rounded-lg transition-colors">
<div class="w-20 h-20 shrink-0 overflow-hidden rounded-md bg-slate-200 dark:bg-slate-700">
<a href="/ro/what-is-baccalaureate-degree-13148">
<img src="https://techcodeview.com/img/blog/54/what-is-baccalaureate-degree.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Ce este o diplomă de bacalaureat? Cum diferă de o licență?" class="w-full h-full object-cover">
</a>
</div>
<div class="flex-1 min-w-0">
<h4 class="text-sm font-semibold text-slate-800 dark:text-slate-200 leading-snug">
<a href="/ro/what-is-baccalaureate-degree-13148" class="hover:text-tech-500 transition-colors line-clamp-3">Ce este o diplomă de bacalaureat? Cum diferă de o licență? </a>
</h4>
</div>
</article>
<!-- /ARTICLE -->
</div>
<!-- Categories -->
<div class="mt-8 mb-4 border-b border-slate-100 dark:border-slate-700 pb-2">
<h2 class="text-lg font-bold text-slate-900 dark:text-white uppercase tracking-wide">Categorie </h2>
</div>
<div class="flex flex-wrap gap-2">
<a href="/ro/blog/" class="inline-block px-3 py-1 bg-slate-100 dark:bg-slate-700 text-xs font-medium text-slate-600 dark:text-slate-300 rounded-full hover:bg-tech-500 hover:text-white transition-colors">
Blog
</a> <a href="/ro/java-conversion/" class="inline-block px-3 py-1 bg-slate-100 dark:bg-slate-700 text-xs font-medium text-slate-600 dark:text-slate-300 rounded-full hover:bg-tech-500 hover:text-white transition-colors">
Conversie Java
</a> <a href="/ro/maths/" class="inline-block px-3 py-1 bg-slate-100 dark:bg-slate-700 text-xs font-medium text-slate-600 dark:text-slate-300 rounded-full hover:bg-tech-500 hover:text-white transition-colors">
Matematica
</a> <a href="/ro/java-collections/" class="inline-block px-3 py-1 bg-slate-100 dark:bg-slate-700 text-xs font-medium text-slate-600 dark:text-slate-300 rounded-full hover:bg-tech-500 hover:text-white transition-colors">
Colecții Java
</a> <a href="/ro/differences/" class="inline-block px-3 py-1 bg-slate-100 dark:bg-slate-700 text-xs font-medium text-slate-600 dark:text-slate-300 rounded-full hover:bg-tech-500 hover:text-white transition-colors">
Diferențele
</a> <a href="/ro/java-string/" class="inline-block px-3 py-1 bg-slate-100 dark:bg-slate-700 text-xs font-medium text-slate-600 dark:text-slate-300 rounded-full hover:bg-tech-500 hover:text-white transition-colors">
Șir Java
</a>
</div>
<!-- Interesting Articles Widget -->
<div class="mt-8">
<div class="mb-4 border-b border-slate-100 dark:border-slate-700 pb-2">
<h2 class="text-lg font-bold text-slate-900 dark:text-white uppercase tracking-wide">Articole Interesante </h2>
</div>
<div id="owl-carousel-4" class="owl-carousel owl-theme">
<!-- ARTICLE -->
<article class="relative aspect-video rounded-lg overflow-hidden group mb-2">
<div class="absolute inset-0">
<img src="https://techcodeview.com/img/java-conversion/47/java-convert-long-int.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Java Convertiți lung în int" class="w-full h-full object-cover group-hover:scale-105 transition-transform duration-500">
<div class="absolute inset-0 bg-gradient-to-t from-black/80 to-transparent"> </div>
</div>
<div class="absolute bottom-0 left-0 p-4">
<div class="text-xs text-tech-400 font-bold mb-1"> <a href="/ro/java-conversion/">Conversie Java </a> </div>
<h4 class="text-sm font-bold text-white leading-tight"> <a href="/ro/java-convert-long-int">Java Convertiți lung în int </a> </h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="relative aspect-video rounded-lg overflow-hidden group mb-2">
<div class="absolute inset-0">
<img src="https://techcodeview.com/img/blog/81/how-build-an-sat-study-plan.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Cum să construiți un plan de studiu SAT: 4 exemple de programe" class="w-full h-full object-cover group-hover:scale-105 transition-transform duration-500">
<div class="absolute inset-0 bg-gradient-to-t from-black/80 to-transparent"> </div>
</div>
<div class="absolute bottom-0 left-0 p-4">
<div class="text-xs text-tech-400 font-bold mb-1"> <a href="/ro/blog/">Blog </a> </div>
<h4 class="text-sm font-bold text-white leading-tight"> <a href="/ro/how-build-an-sat-study-plan-1311236">Cum să construiți un plan de studiu SAT: 4 exemple de programe </a> </h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="relative aspect-video rounded-lg overflow-hidden group mb-2">
<div class="absolute inset-0">
<img src="https://techcodeview.com/img/computer/57/whats-difference-between-an-image.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Care este diferența dintre o imagine, o fotografie și o imagine?" class="w-full h-full object-cover group-hover:scale-105 transition-transform duration-500">
<div class="absolute inset-0 bg-gradient-to-t from-black/80 to-transparent"> </div>
</div>
<div class="absolute bottom-0 left-0 p-4">
<div class="text-xs text-tech-400 font-bold mb-1"> <a href="/ro/computer/">Calculator </a> </div>
<h4 class="text-sm font-bold text-white leading-tight"> <a href="/ro/whats-difference-between-an-image">Care este diferența dintre o imagine, o fotografie și o imagine? </a> </h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="relative aspect-video rounded-lg overflow-hidden group mb-2">
<div class="absolute inset-0">
<img src="https://techcodeview.com/img/blog/03/best-us-history-regents-review-guide-2020.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Cel mai bun ghid de revizuire a Regeților de istorie din SUA 2020" class="w-full h-full object-cover group-hover:scale-105 transition-transform duration-500">
<div class="absolute inset-0 bg-gradient-to-t from-black/80 to-transparent"> </div>
</div>
<div class="absolute bottom-0 left-0 p-4">
<div class="text-xs text-tech-400 font-bold mb-1"> <a href="/ro/blog/">Blog </a> </div>
<h4 class="text-sm font-bold text-white leading-tight"> <a href="/ro/best-us-history-regents-review-guide-2020-131126">Cel mai bun ghid de revizuire a Regeților de istorie din SUA 2020 </a> </h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="relative aspect-video rounded-lg overflow-hidden group mb-2">
<div class="absolute inset-0">
<img src="https://techcodeview.com/img/computer/72/what-is-multicore-processor.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Ce este un procesor multicore?" class="w-full h-full object-cover group-hover:scale-105 transition-transform duration-500">
<div class="absolute inset-0 bg-gradient-to-t from-black/80 to-transparent"> </div>
</div>
<div class="absolute bottom-0 left-0 p-4">
<div class="text-xs text-tech-400 font-bold mb-1"> <a href="/ro/computer/">Calculator </a> </div>
<h4 class="text-sm font-bold text-white leading-tight"> <a href="/ro/what-is-multicore-processor">Ce este un procesor multicore? </a> </h4>
</div>
</article>
<!-- /ARTICLE --> <!-- ARTICLE -->
<article class="relative aspect-video rounded-lg overflow-hidden group mb-2">
<div class="absolute inset-0">
<img src="https://techcodeview.com/img/math-concepts/73/linear-programming.webp" onerror="this.onerror=null; this.src='https://techcodeview.com/template/assets/images/unnamed.webp'" alt="Programare liniară" class="w-full h-full object-cover group-hover:scale-105 transition-transform duration-500">
<div class="absolute inset-0 bg-gradient-to-t from-black/80 to-transparent"> </div>
</div>
<div class="absolute bottom-0 left-0 p-4">
<div class="text-xs text-tech-400 font-bold mb-1"> <a href="/ro/math-concepts/">Matematică-Concepte </a> </div>
<h4 class="text-sm font-bold text-white leading-tight"> <a href="/ro/linear-programming">Programare liniară </a> </h4>
</div>
</article>
<!-- /ARTICLE -->
</div>
</div>
</div>
</div>
<!-- /Aside Column --> </div>
</div>
</div>
<footer class="site-footer">
<div class="container">
<span class="footer-links">
Copyright ©2026 Toate Drepturile Rezervate |
<a href="//www.techcodeview.com/iw/">techcodeview.com </a> |
<a href="/disclaimer" rel="nofollow noopener noreferrer" target="_blank">Declinare A Răspunderii </a> |
<a href="/about-us" rel="nofollow noopener noreferrer" target="_blank">Despre Noi </a> |
<a href="/privacy-policy" rel="nofollow noopener noreferrer" target="_blank">Politica De Confidențialitate </a>
</span>
</div>
</footer>
<script type="text/javascript" src="https://techcodeview.com/template/assets/plugins/jquery-1.11.3.min.js"> </script>
<script type="text/javascript" src="https://techcodeview.com/template/assets/plugins/bootstrap/js/bootstrap.min.js"> </script>
<script type="text/javascript" src="https://techcodeview.com/template/assets/js/main.js"> </script>
<script src="//cdnjs.cloudflare.com/ajax/libs/highlight.js/11.5.1/highlight.min.js"> </script>
<script>
!function(){"use strict";let t=document.createElement("button");t.id="toTopBtn",t.innerHTML="↑";let e=`
#toTopBtn {
position: fixed; bottom: 25px; right: 25px; z-index: 9999; opacity: 0; visibility: hidden; background-color: #0ea5e9; color: white; border: none; border-radius: 8px; width: 50px; height: 50px; font-size: 24px; cursor: pointer; transition: opacity 0.3s ease-in-out, visibility 0.3s ease-in-out;
}
#toTopBtn:hover { background-color: #0284c7; }
`,i=document.createElement("style");i.type="text/css",i.innerText=e,document.head.appendChild(i),document.body.appendChild(t),window.addEventListener("scroll",()=>{let e=window.scrollY||document.documentElement.scrollTop;e>300?(t.style.opacity="1",t.style.visibility="visible"):(t.style.opacity="0",t.style.visibility="hidden")}),t.addEventListener("click",()=>{window.scrollTo({top:0,behavior:"smooth"})})}();
</script>
</body>
</html>