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<!DOCTYPE html>
<html>
<style>
.terminal {
  color: lime;
  background: black;
  height: 400px;
  width: 500px;
  font-size: 1em;
  overflow: scroll;
  font-family: monospace;
  padding: 2em 2em;
  white-space: pre-wrap;
}
.terminal span {
  color: red;
}
.fisheye {
  filter: url(#bloom) url(#fisheye);
  padding: 15px;
}
.screen {
 background-color: #dad0a5;
 display: table;
 margin: auto;
 padding: 35px;
 padding-top: 25px;
 padding-right: 65px;
 border: solid 6px white;
 border-radius: 10% / 50%;
}
.scanline {
    width: 700px;
    height: 100px;
    z-index: 8;
    background: linear-gradient(
        0deg,
        rgba(0, 0, 0, 0) 0%,
        rgba(0, 255, 0, 0.2) 10%,
        rgba(0, 0, 0, 0.1) 100%
    );
    opacity: 1;
    position: absolute;
    bottom: 100%;
    animation: scanline 10s linear infinite;
}
.wrapper {
 background: #3f3933;
 padding: 2.5px;
 display: inline-block;
 z-index: 1;
 border-style: outset;
 border-width: 15px;
 border-color: #2a241e;
 margin: 3vmin auto;
 border-radius: 0.5rem;
}
#radialscanline {
 position: absolute;
    width: 100vw;
    height: 100vh;
    pointer-events: none;
    background-image: radial-gradient(circle, rgb(230, 210, 200) 0%, rgb(177, 158, 152) 60%, rgb(55, 28, 30) 100%);
    opacity: 0.25;
    mix-blend-mode: color-dodge;
    background-repeat: no-repeat;
    background-size: cover;
    z-index: 30;
}
 
#monitor {
    padding: 5.5vmin;
    width: min-content;
    display: flex;
    flex-direction: column;
    align-items: center;
    background: #3f3933;
}
#screen {
    position: relative;
    border: 30px solid transparent;
    border-image-source: url(https://uploads.codesandbox.io/uploads/user/47b33f3f-8792-42bb-9323-6d625022c556/TmqR-bezel_gray.png);
    border-image-slice: 30 fill;
    border-image-outset: 0;
    overflow: hidden;
}
#center {
 display: table;
 margin: auto;
}
#glow {
 filter: url(#inner-glow);
 margin: 0px;
}
#lines {
 position: relative;
 width: 100%;
 height: 100%;
 pointer-events: none;
 background: repeating-linear-gradient(180deg, rgba(0, 0, 0, 0), rgba(0, 0, 0, .15) 50%, rgba(0, 0, 0, 0));
 background-size: auto 8px;
 opacity: 1;
}
#crt:before {
    content: " ";
    display: block;
    position: absolute;
    top: 0;
    left: 0;
    bottom: 0;
    right: 0;
    background: linear-gradient(
        to bottom,
        rgba(18, 16, 16, 0) 50%,
        rgba(0, 0, 0, 0.3) 50%
    );
    background-size: 100% 8px;
    z-index: 2;
    pointer-events: none;
}
@keyframes scanline {
    0% {
        opacity: 1;
        bottom: 100%;
    }
    80% {
        bottom: 100%;
    }
    95% {
        opacity: 1;
    }
    100% {
        opacity: 0;
        bottom: 0%;
    }
}
::-webkit-scrollbar {
 display: none;
}
-ms-overflow-style: none;
scrollbar-width: none;
</style>
<body>
<div id="center">
<div class="wrapper">
<div id="monitor">
<div id="screen">
<div class="scanline"></div>
<div id="crt">
<div id="radialscanline"></div>
<div class="fisheye">
<section class="terminal" style="width: 480px;">
<pre style="white-space: pre-wrap; overflow: scroll; z-index: -1;">nblocks = (gidsetsize + NGROUPS_PER_BLOCK - 1) / NGROUPS_PER_BLOCK;
    /* Make sure we always allocate at least one indirect block pointer */
    <span>nblocks = nblocks ? : 1;</span>
    group_info = kmalloc(sizeof(*group_info) + nblocks*sizeof(gid_t *), GFP_USER);
    if (!group_info)
        return NULL;
    group_info->ngroups = gidsetsize;
    group_info->nblocks = nblocks;
    atomic_set(&group_info->usage, 1);
    if (gidsetsize <= NGROUPS_SMALL)
        group_info->blocks[0] = group_info->small_block;
    else {
        for (i = 0; i < nblocks; i++) {
            gid_t *b;
            b = (void *)__get_free_page(GFP_USER);
            if (!b)
                goto out_undo_partial_alloc;
            group_info->blocks[i] = b;
        }
    }
    return group_info;
out_undo_partial_alloc:
    while (--i >= 0) {
        free_page((unsigned long)group_info->blocks[i]);
    }
    kfree(group_info);
    return NULL;
}
EXPORT_SYMBOL(groups_alloc);
void groups_free(struct group_info *group_i|</pre>
</section>
<br>
<br>
</div>
</div>
</div>
</div>
</div>
</div>
<svg>
  <defs>
    <filter id="fisheye">
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" result="lightMap" x="0" y="0" width="600" height="600"/>
      <feDisplacementMap in2="lightMap" in="SourceGraphic" xChannelSelector="R" yChannelSelector="G" scale="70"/>
      <feComposite operator="in" in2="lightMap"></feComposite>
  </filter>
  
    <filter id="inner-glow">
    <feFlood flood-color="darkgreen"/>
    <feComposite in2="SourceAlpha" operator="out"/>
    <feGaussianBlur stdDeviation="70" result="blur"/>
    <feComposite operator="atop" in2="SourceGraphic"/>
</filter>
    <filter
       id="bloom">
      <feGaussianBlur
         in="SourceGraphic"
         stdDeviation="5" />
      <feComposite
         in2="SourceGraphic"
         operator="arithmetic" k2="0.4" k3="1" />
    </filter>
  </defs>
</svg>
</body>
</html>
Output

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