test: remove scrollbar and photoswipe

pnpm-lock.yaml

@@ -1862,8 +1862,8 @@ packages:
   ee-first@1.1.1:
     resolution: {integrity: sha512-WMwm9LhRUo+WUaRN+vRuETqG89IgZphVSNkdFgeb6sS/E4OrDIN7t48CAewSHXc6C8lefD8KKfr5vY61brQlow==}
 
-  electron-to-chromium@1.5.152:
-    resolution: {integrity: sha512-xBOfg/EBaIlVsHipHl2VdTPJRSvErNUaqW8ejTq5OlOlIYx1wOllCHsAvAIrr55jD1IYEfdR86miUEt8H5IeJg==}
+  electron-to-chromium@1.5.153:
+    resolution: {integrity: sha512-4bwluTFwjXZ0/ei1qDpHDGzVveuBfx4wiZ9VQ8j/30+T2JxSF2TfZ00d1X+wNMeDyUdZXgLkJFbarJdAMtd+/w==}
 
   emmet@2.4.11:
     resolution: {integrity: sha512-23QPJB3moh/U9sT4rQzGgeyyGIrcM+GH5uVYg2C6wZIxAIJq7Ng3QLT79tl8FUwDXhyq9SusfknOrofAKqvgyQ==}
@@ -2162,8 +2162,8 @@ packages:
   eventemitter3@5.0.1:
     resolution: {integrity: sha512-GWkBvjiSZK87ELrYOSESUYeVIc9mvLLf/nXalMOS5dYrgZq9o5OVkbZAVM06CVxYsCwH9BDZFPlQTlPA1j4ahA==}
 
-  eventsource-parser@3.0.1:
-    resolution: {integrity: sha512-VARTJ9CYeuQYb0pZEPbzi740OWFgpHe7AYJ2WFZVnUDUQp5Dk2yJUgF36YsZ81cOyxT0QxmXD2EQpapAouzWVA==}
+  eventsource-parser@3.0.2:
+    resolution: {integrity: sha512-6RxOBZ/cYgd8usLwsEl+EC09Au/9BcmCKYF2/xbml6DNczf7nv0MQb+7BA2F+li6//I+28VNlQR37XfQtcAJuA==}
     engines: {node: '>=18.0.0'}
 
   eventsource@3.0.7:
@@ -5876,7 +5876,7 @@ snapshots:
   browserslist@4.24.5:
     dependencies:
       caniuse-lite: 1.0.30001718
-      electron-to-chromium: 1.5.152
+      electron-to-chromium: 1.5.153
       node-releases: 2.0.19
       update-browserslist-db: 1.1.3(browserslist@4.24.5)
 
@@ -6161,7 +6161,7 @@ snapshots:
 
   ee-first@1.1.1: {}
 
-  electron-to-chromium@1.5.152: {}
+  electron-to-chromium@1.5.153: {}
 
   emmet@2.4.11:
     dependencies:
@@ -6587,11 +6587,11 @@ snapshots:
 
   eventemitter3@5.0.1: {}
 
-  eventsource-parser@3.0.1: {}
+  eventsource-parser@3.0.2: {}
 
   eventsource@3.0.7:
     dependencies:
-      eventsource-parser: 3.0.1
+      eventsource-parser: 3.0.2
 
   expect-type@1.2.1:
     optional: true

src/components/Comments/Waline.astro

@@ -122,11 +122,14 @@ document.addEventListener('astro:page-load', initWaline)
   --at-apply: 'start-0 rounded border-secondary/25';
 }
 #waline .wl-emoji-popup .wl-tab-wrapper::-webkit-scrollbar {
-  --at-apply: 'w-1.2';
+  --at-apply: 'w-1.25';
 }
 #waline .wl-emoji-popup .wl-tab-wrapper::-webkit-scrollbar-thumb {
   --at-apply: 'bg-secondary/25';
 }
+#waline .wl-emoji-popup .wl-tab-wrapper::-webkit-scrollbar-thumb:hover {
+  --at-apply: 'bg-secondary/40';
+}
 #waline .wl-emoji-popup .wl-tab-wrapper::-webkit-scrollbar-track-piece {
   --at-apply: 'bg-transparent';
 }

src/components/Widgets/Scrollbar.astro

@@ -19,7 +19,7 @@ function initScrollbar() {
 
   const hideScrollbar = debounce(() => {
     body.classList.remove('scrolling')
-  }, 1200)
+  }, 1500)
 
   scrollHandler = () => {
     body.classList.add('scrolling')

src/content/posts/examples/KaTeX Mathematical Demo-en.md

@@ -17,7 +17,7 @@ $$
 t=\frac{1}{|G|}\sum_{g\in G}|\text{Fix}(g)|
 $$
 
-For each integer $n\ge2$, the quotient group $\mathbb{Z}/n\mathbb{Z}$ is a cyclic group generated by $1+n\mathbb{Z}$ and so $\color{red}{\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n}$.
+For each integer $n\ge2$, the quotient group $\mathbb{Z}/n\mathbb{Z}$ is a cyclic group generated by $1+n\mathbb{Z}$ and so $\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n$.
 
 The quotient group $\mathbb{R}/\mathbb{Z}$ is isomorphic to $([0,1),+_1)$, the group of real numbers in the interval $[0,1)$, under addition modulo 1.
 

src/content/posts/examples/KaTeX Mathematical Demo-es.md

@@ -17,7 +17,7 @@ $$
 t=\frac{1}{|G|}\sum_{g\in G}|\text{Fix}(g)|
 $$
 
-Para cada entero $n\ge2$, el grupo cociente $\mathbb{Z}/n\mathbb{Z}$ es un grupo cíclico generado por $1+n\mathbb{Z}$ y por tanto $\color{red}{\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n}$.
+Para cada entero $n\ge2$, el grupo cociente $\mathbb{Z}/n\mathbb{Z}$ es un grupo cíclico generado por $1+n\mathbb{Z}$ y por tanto $\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n$.
 
 El grupo cociente $\mathbb{R}/\mathbb{Z}$ es isomorfo a $([0,1),+_1)$, el grupo de números reales en el intervalo $[0,1)$, bajo la adición módulo 1.
 

src/content/posts/examples/KaTeX Mathematical Demo-ja.md

@@ -17,7 +17,7 @@ $$
 t=\frac{1}{|G|}\sum_{g\in G}|\text{Fix}(g)|
 $$
 
-各整数 $n\ge2$ に対して、商群 $\mathbb{Z}/n\mathbb{Z}$ は $1+n\mathbb{Z}$ によって生成される巡回群であり、したがって $\color{red}{\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n}$ となります。
+各整数 $n\ge2$ に対して、商群 $\mathbb{Z}/n\mathbb{Z}$ は $1+n\mathbb{Z}$ によって生成される巡回群であり、したがって $\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n$ となります。
 
 商群 $\mathbb{R}/\mathbb{Z}$ は $([0,1),+_1)$ と同型です。これは区間 $[0,1)$ 上の実数のモジュロ1の加法群です。
 

src/content/posts/examples/KaTeX Mathematical Demo-ru.md

@@ -17,7 +17,7 @@ $$
 t=\frac{1}{|G|}\sum_{g\in G}|\text{Fix}(g)|
 $$
 
-Для каждого целого числа $n\ge2$ фактор-группа $\mathbb{Z}/n\mathbb{Z}$ является циклической группой, порождённой элементом $1+n\mathbb{Z}$, и поэтому $\color{red}{\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n}$.
+Для каждого целого числа $n\ge2$ фактор-группа $\mathbb{Z}/n\mathbb{Z}$ является циклической группой, порождённой элементом $1+n\mathbb{Z}$, и поэтому $\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n$.
 
 Фактор-группа $\mathbb{R}/\mathbb{Z}$ изоморфна $([0,1),+_1)$, группе вещественных чисел в интервале $[0,1)$ с операцией сложения по модулю 1.
 

src/content/posts/examples/KaTeX Mathematical Demo-zh-tw.md

@@ -17,7 +17,7 @@ $$
 t=\frac{1}{|G|}\sum_{g\in G}|\text{Fix}(g)|
 $$
 
-對於每個整數 $n\ge2$，商群 $\mathbb{Z}/n\mathbb{Z}$ 是由 $1+n\mathbb{Z}$ 生成的循環群，因此 $\color{red}{\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n}$。
+對於每個整數 $n\ge2$，商群 $\mathbb{Z}/n\mathbb{Z}$ 是由 $1+n\mathbb{Z}$ 生成的循環群，因此 $\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n$。
 
 商群 $\mathbb{R}/\mathbb{Z}$ 同構於 $([0,1),+_1)$，即區間 $[0,1)$ 上以 1 為模的實數加法群。
 

src/content/posts/examples/KaTeX Mathematical Demo-zh.md

@@ -17,7 +17,7 @@ $$
 t=\frac{1}{|G|}\sum_{g\in G}|\text{Fix}(g)|
 $$
 
-对于每个整数 $n\ge2$，商群 $\mathbb{Z}/n\mathbb{Z}$ 是由 $1+n\mathbb{Z}$ 生成的循环群，因此 $\color{red}{\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n}$。
+对于每个整数 $n\ge2$，商群 $\mathbb{Z}/n\mathbb{Z}$ 是由 $1+n\mathbb{Z}$ 生成的循环群，因此 $\mathbb{Z}/n\mathbb{Z}\cong\mathbb{Z}_n$。
 
 商群 $\mathbb{R}/\mathbb{Z}$ 同构于 $([0,1),+_1)$，即区间 $[0,1)$ 上以 1 为模的实数加法群。
 

src/layouts/Layout.astro

@@ -4,8 +4,8 @@ import Footer from '@/components/Footer.astro'
 import Header from '@/components/Header.astro'
 import Navbar from '@/components/Navbar.astro'
 import GithubCard from '@/components/Widgets/GithubCard.astro'
-import PhotoSwipe from '@/components/Widgets/PhotoSwipe.astro'
-import Scrollbar from '@/components/Widgets/Scrollbar.astro'
+// import PhotoSwipe from '@/components/Widgets/PhotoSwipe.astro'
+// import Scrollbar from '@/components/Widgets/Scrollbar.astro'
 import themeConfig from '@/config'
 import Head from '@/layouts/Head.astro'
 import { getPageInfo } from '@/utils/page'
@@ -48,8 +48,8 @@ const MarginBottom = isPost && themeConfig.comment?.enabled
       <Footer />
     </div>
     <Button supportedLangs={supportedLangs} />
-    <Scrollbar />
+    <!-- <Scrollbar /> -->
     <GithubCard />
-    <PhotoSwipe />
+    <!-- <PhotoSwipe /> -->
   </body>
 </html>

src/styles/heti.css

@@ -25,13 +25,13 @@
   --at-apply: 'mb-4 mt-6 font-semibold';
 }
 .heti :where(h1) {
-  --at-apply: 'mt-9 text-7';
+  --at-apply: 'mt-9.6 text-7';
 }
 .heti :where(h2) {
-  --at-apply: 'mt-9 text-6';
+  --at-apply: 'mt-9.6 text-6';
 }
 .heti :where(h3) {
-  --at-apply: 'mt-6.75 text-5';
+  --at-apply: 'mt-6.5 text-5';
 }
 .heti :where(h4) {
   --at-apply: 'text-4.5';
@@ -62,7 +62,7 @@
 
 /* Links */
 .heti :where(a:not(.gc-container)) {
-  --at-apply: 'break-all font-medium tracking-0 underline underline-0.075em decoration-secondary/40 underline-offset-0.2em';
+  --at-apply: 'break-all font-medium tracking-0 underline underline-0.075em decoration-secondary/40 underline-offset-0.1em';
   --at-apply: 'transition-colors hover:(c-primary decoration-secondary/80) lg:underline-0.1em';
 }
 
@@ -72,9 +72,18 @@
   transform: translateZ(0);
   -webkit-transform: translateZ(0);
 }
+/* .heti :where(p:has(> img):not(:has(> :not(img)))) {
+  --at-apply: 'mb-6';
+}
+.heti :where(p:has(> img):not(:has(> :not(img))):is(:not(h1, h2, h3, h4, h5, h6, p) + *, :not(figure) *)) {
+  --at-apply: 'mt-6';
+} */
 .heti :where(figure) {
   --at-apply: 'mx-auto mb-4';
 }
+/* .heti :where(:not(h1, h2, h3, h4, h5, h6) + figure) {
+  --at-apply: 'mt-6';
+} */
 .heti :where(figcaption) {
   --at-apply: 'mt-2 text-center text-sm text-secondary/80';
 }
@@ -83,6 +92,12 @@
 .heti :where(pre) {
   --at-apply: 'mb-4 overflow-auto uno-round-border px-4 py-3 bg-secondary/5!';
 }
+.heti pre :where(code) {
+  --at-apply: 'border-none bg-transparent p-0';
+}
+html.dark .heti pre :where(span) {
+  --at-apply: 'text-[var(--shiki-dark)]!';
+}
 .heti pre::-webkit-scrollbar {
   --at-apply: 'h-1.25 lg:h-1.5';
 }
@@ -92,12 +107,6 @@
 .heti pre::-webkit-scrollbar-thumb:hover {
   --at-apply: 'bg-secondary/25';
 }
-.heti pre :where(code) {
-  --at-apply: 'border-none bg-transparent p-0';
-}
-html.dark .heti pre :where(span) {
-  --at-apply: 'text-[var(--shiki-dark)]!';
-}
 
 /* Inline Code */
 .heti :where(code) {