From e0b240479c50fc0d9b875288ce26641bca91e0e5 Mon Sep 17 00:00:00 2001
From: demogorgod <ssnajeeb2020@manchester.edu>
Date: Mon, 20 Mar 2023 09:40:57 -0400
Subject: [PATCH 1/4] Clean up landing app && Update wording

---
 apps/landing/index.html                       |   4 +-
 apps/landing/public/ETHLogo.svg               |   8 +
 apps/landing/public/ETHTest.svg               |   8 +
 apps/landing/public/casimir_black.svg         |   6 +
 apps/landing/src/App.vue                      |  83 ++-
 apps/landing/src/components/Hexes.vue         | 157 +++++
 apps/landing/src/components/Scrambler.vue     | 175 +++++
 apps/landing/src/components/nav/NavBar.vue    |  48 +-
 apps/landing/src/composables/router.ts        |  35 +-
 apps/landing/src/index.css                    |   4 -
 .../landing/src/pages/community/Community.vue |   8 -
 apps/landing/src/pages/home/Home.vue          |  74 --
 .../src/pages/home/components/landing-img.svg |  97 ---
 apps/landing/src/pages/not-found/NotFound.vue |  30 -
 .../src/pages/whitepaper/Whitepaper.vue       | 635 ------------------
 .../pages/whitepaper/components/ImgModal.vue  |  56 --
 16 files changed, 461 insertions(+), 967 deletions(-)
 create mode 100644 apps/landing/public/ETHLogo.svg
 create mode 100644 apps/landing/public/ETHTest.svg
 create mode 100644 apps/landing/public/casimir_black.svg
 create mode 100644 apps/landing/src/components/Hexes.vue
 create mode 100644 apps/landing/src/components/Scrambler.vue
 delete mode 100644 apps/landing/src/pages/community/Community.vue
 delete mode 100644 apps/landing/src/pages/home/Home.vue
 delete mode 100644 apps/landing/src/pages/home/components/landing-img.svg
 delete mode 100644 apps/landing/src/pages/not-found/NotFound.vue
 delete mode 100644 apps/landing/src/pages/whitepaper/Whitepaper.vue
 delete mode 100644 apps/landing/src/pages/whitepaper/components/ImgModal.vue
diff --git a/apps/landing/index.html b/apps/landing/index.html
index 965fac466..7737c221d 100644
--- a/apps/landing/index.html
+++ b/apps/landing/index.html
@@ -14,9 +14,7 @@
     <title>Casimir</title>
   </head>
   <body>
-    <div style="background: #00091A; min-width: 360px; overflow: auto;">
-      <div id="app"></div>
-    </div>
+    <div id="app"></div>
     <script type="module" src="/src/main.ts"></script>
   </body>
 </html>
diff --git a/apps/landing/public/ETHLogo.svg b/apps/landing/public/ETHLogo.svg
new file mode 100644
index 000000000..00f3d207f
--- /dev/null
+++ b/apps/landing/public/ETHLogo.svg
@@ -0,0 +1,8 @@
+<svg width="400" height="400" viewBox="0 0 400 400" fill="none" xmlns="http://www.w3.org/2000/svg">
+<path d="M300 203.5L199.5 37V158L300 203.5Z" fill="#343434"/>
+<path d="M199.5 158.001L99 203.501L199.5 36.8789V158.001Z" fill="#8C8C8C"/>
+<path d="M300 202.5L199.5 262V157.5L300 202.5Z" fill="#141414"/>
+<path d="M199.5 262L99 202.5L199.5 157.5V262Z" fill="#393939"/>
+<path d="M300 221.5L199.5 363V281L300 221.5Z" fill="#3A3A3A"/>
+<path d="M199.5 281V363L99 221.5L199.5 281Z" fill="#8C8C8C"/>
+</svg>
diff --git a/apps/landing/public/ETHTest.svg b/apps/landing/public/ETHTest.svg
new file mode 100644
index 000000000..806fb2598
--- /dev/null
+++ b/apps/landing/public/ETHTest.svg
@@ -0,0 +1,8 @@
+<svg width="400" height="400" viewBox="0 0 400 400" fill="none" xmlns="http://www.w3.org/2000/svg">
+<path d="M300 203.5L199.5 37V158L300 203.5Z" fill="#C0CCF7"/>
+<path d="M199.5 158.001L99 203.501L199.5 36.8789V158.001Z" fill="white"/>
+<path d="M300 202.5L199.5 262V157.5L300 202.5Z" fill="#8198EE"/>
+<path d="M199.5 262L99 202.5L199.5 157.5V262Z" fill="#C0CCF7"/>
+<path d="M300 221.5L199.5 363V281L300 221.5Z" fill="#C0CCF7"/>
+<path d="M199.5 281V363L99 221.5L199.5 281Z" fill="white"/>
+</svg>
diff --git a/apps/landing/public/casimir_black.svg b/apps/landing/public/casimir_black.svg
new file mode 100644
index 000000000..3f0fd17d7
--- /dev/null
+++ b/apps/landing/public/casimir_black.svg
@@ -0,0 +1,6 @@
+<svg width="112" height="92" viewBox="0 0 112 92" fill="none" xmlns="http://www.w3.org/2000/svg">
+<path d="M5.79834e-06 0C29.055 0 28.1778 23.755 55.6978 23.755C55.6978 28.8052 55.6978 41.9486 55.6978 45.9702C19.7354 45.9702 20.2836 22.2239 1.86737e-05 22.2239C6.17105e-05 14.8355 -2.2034e-05 8.22998 5.79834e-06 0Z" fill="#000"/>
+<path d="M55.6982 1.53809C84.7532 1.53809 83.8761 25.293 111.396 25.293C111.396 30.3433 111.396 43.4867 111.396 47.5083C75.4337 47.5083 75.9819 23.762 55.6983 23.762C55.6983 16.3736 55.6982 9.76807 55.6982 1.53809Z" fill="#000"/>
+<path d="M55.6982 45.9697C84.7532 45.9697 83.8761 69.7247 111.396 69.7247C111.396 74.7749 111.396 87.9184 111.396 91.94C75.4337 91.94 75.9819 68.1937 55.6983 68.1937C55.6983 60.8052 55.6982 54.1997 55.6982 45.9697Z" fill="#000"/>
+<path d="M5.79834e-06 44.4307C29.055 44.4307 28.1778 68.1856 55.6978 68.1856C55.6978 73.2359 55.6978 86.3793 55.6978 90.4009C19.7354 90.4009 20.2836 66.6546 1.86737e-05 66.6546C6.17105e-05 59.2662 -2.2034e-05 52.6606 5.79834e-06 44.4307Z" fill="#000"/>
+</svg>
diff --git a/apps/landing/src/App.vue b/apps/landing/src/App.vue
index c4659b61b..c50a8a62a 100644
--- a/apps/landing/src/App.vue
+++ b/apps/landing/src/App.vue
@@ -1,15 +1,82 @@
 <script lang="ts" setup>
-import NavBar from '@/components/nav/NavBar.vue'
-
+import Scrambler from '@/components/Scrambler.vue'
 
 </script>
+
 <template>
-  <div class="h-screen min-w-[360px] overflow-auto">
-    <div class="h-navbar">
-      <NavBar />
-    </div>
-    <div class="overflow-auto">
-      <router-view />
+  <div class="border h-screen w-full flex flex-col gap-[20px] justify-center items-center bg-[#D0D6E1]">
+    <div>
+      <div class="flex justify-center items-center gap-[20px]">
+        <img
+          src="/ETHLogo.svg"
+          alt=""
+          class="h-[200px]"
+        >
+        <div>
+          <div class=" flex gap-[10px]">
+            <img
+              src="/casimir.svg"
+              alt=""
+              class="h-[20px]"
+            >
+            <Scrambler 
+              :phrases="['Non-Custodial']"
+              :repeat="false"
+              :delay="0"
+              :text-class="'font-semibold text-[16px] text-[#343434] leading-[24px] tracking-normal'"
+              :transform-timer="5"
+            />
+          </div>
+          
+          <Scrambler 
+            :phrases="['Ethereum Staking']"
+            :repeat="false"
+            :delay="200"
+            :text-class="'font-medium text-[76px] text-[#3a3a3a] leading-[120px] tracking-wider'"
+            :transform-timer="15"
+          />
+        </div>
+      </div>
+      <div class="flex flex-col justify-center items-end gap-[25px]">
+        <div class="flex gap-[3px]">
+          <Scrambler 
+            :phrases="['No minimum amount.', 'Maximum staking rewards.']"
+            :repeat="true"
+            :delay="300"
+            :text-class="'font-semibold text-[20px] text-[#3a3a3a] leading-[30px] tracking-normal'"
+            :transform-timer="10"
+          /> 
+          <span class="pulse w-[1px] bg-primary" />
+        </div>
+        <!-- TD: change link to match app link not landing link -->
+        <a
+          class=" rounded-[4px] flex justify-center items-center gap-[10px]
+        bg-primary text-white px-[25px] py-[7px] font-bold hover:bg-blue_4
+        hover:text-black"
+          href="https://www.casimir.co/"
+        >
+          <i
+            class="iconoir-drone-take-off"
+          /> Launch App
+        </a>
+      </div>
     </div>
   </div>
 </template>
+
+
+<style scoped>
+.pulse{
+  animation: pulse 1.25s infinite ease-in-out;
+}
+
+@keyframes pulse {
+  from,
+  to {
+    opacity: 1;
+  }
+  50% {
+    opacity: 0;
+  }
+}
+</style>
\ No newline at end of file
diff --git a/apps/landing/src/components/Hexes.vue b/apps/landing/src/components/Hexes.vue
new file mode 100644
index 000000000..899477729
--- /dev/null
+++ b/apps/landing/src/components/Hexes.vue
@@ -0,0 +1,157 @@
+<script setup>
+import {ref, onMounted} from 'vue'
+onMounted(() => {
+    var c = document.getElementById( 'c' ),
+    w = c.width = window.innerWidth,
+    h = c.height = window.innerHeight,
+    ctx = c.getContext( '2d' ),
+
+    opts = {
+      
+      len: 20,
+      count: 50,
+      baseTime: 5,
+      addedTime: 0.1,
+      dieChance: .05,
+      spawnChance: 1,
+      sparkChance: .1,
+      sparkDist: 10,
+      sparkSize: 2,
+      
+      color: 'rgba(13, 94, 255, 1)',
+      // color: 'rgba(140, 140, 140, 1)',
+      baseLight: 50,
+      addedLight: 10,
+      shadowToTimePropMult: 6,
+      baseLightInputMultiplier: .01,
+      addedLightInputMultiplier: .02,
+      
+      cx: w / 2,
+      cy: h / 2,
+      repaintAlpha: .04,
+      hueChange: 0
+    },
+    
+    tick = 0,
+    lines = [],
+    dieX = (w / 2 / opts.len) - 2,
+    dieY = (h / 2 / opts.len) - 2,
+    
+    baseRad = Math.PI * 2 / 6
+    
+    function loop() {
+    
+    window.requestAnimationFrame( loop )
+    
+    ++tick
+    
+    ctx.globalCompositeOperation = 'source-over'
+    ctx.fillStyle = 'rgba(0, 0, 0, 0)'
+    ctx.fillRect( 0, 0, w, h )
+    ctx.globalCompositeOperation = 'lighter'
+    
+    if( lines.length < opts.count && Math.random() < opts.spawnChance )
+        lines.push( new Line )
+    
+    lines.map( function( line ){ line.step() } )
+    }
+    function Line(){
+    
+    this.reset()
+    }
+    Line.prototype.reset = function(){
+    
+    this.x = 0
+    this.y = 0
+    this.addedX = 0
+    this.addedY = 0
+    
+    this.rad = 0
+    
+    this.lightInputMultiplier = opts.baseLightInputMultiplier + opts.addedLightInputMultiplier * Math.random()
+    
+    this.color = opts.color.replace( 'hue', tick * opts.hueChange )
+    this.cumulativeTime = 0
+    
+    this.beginPhase()
+    }
+    Line.prototype.beginPhase = function(){
+    
+    this.x += this.addedX
+    this.y += this.addedY
+    
+    this.time = 0
+    this.targetTime = ( opts.baseTime + opts.addedTime * Math.random() ) |0
+    
+    this.rad += baseRad * ( Math.random() < .5 ? 1 : -1 )
+    this.addedX = Math.cos( this.rad )
+    this.addedY = Math.sin( this.rad )
+    
+    if( Math.random() < opts.dieChance || this.x > dieX || this.x < -dieX || this.y > dieY || this.y < -dieY )
+        this.reset()
+    }
+    Line.prototype.step = function(){
+    
+    ++this.time
+    ++this.cumulativeTime
+    
+    if( this.time >= this.targetTime )
+        this.beginPhase()
+    
+    var prop = this.time / this.targetTime,
+        wave = Math.sin( prop * Math.PI / 2  ),
+        x = this.addedX * wave,
+        y = this.addedY * wave
+    ctx.shadowBlur = prop * opts.shadowToTimePropMult
+    ctx.fillStyle = ctx.shadowColor = this.color.replace( 'light', opts.baseLight + opts.addedLight * Math.sin( this.cumulativeTime * this.lightInputMultiplier ) )
+    ctx.fillRect( opts.cx + ( this.x + x ) * opts.len, opts.cy + ( this.y + y ) * opts.len, 2, 2 )
+    
+    if( Math.random() < opts.sparkChance )
+        ctx.fillRect( opts.cx + ( this.x + x ) * opts.len + Math.random() * opts.sparkDist * ( Math.random() < .5 ? 1 : -1 ) - opts.sparkSize / 2, opts.cy + ( this.y + y ) * opts.len + Math.random() * opts.sparkDist * ( Math.random() < .5 ? 1 : -1 ) - opts.sparkSize / 2, opts.sparkSize, opts.sparkSize )
+    }
+    loop()
+
+    window.addEventListener( 'resize', function(){
+    
+    w = c.width = window.innerWidth
+    h = c.height = window.innerHeight
+    ctx.fillStyle = 'rgba(0, 0, 0, 0)'
+    ctx.fillRect( 0, 0, w, h )
+    
+    opts.cx = w / 2
+    opts.cy = h / 2
+    
+    dieX = w / 2 / opts.len
+    dieY = h / 2 / opts.len
+    })
+
+  })
+</script>
+
+<template>
+  <div class="w-full h-full relative">
+    <canvas
+      id="c"
+      class="w-full h-full absolute top-0 left-0 pulse"
+    />
+  </div>
+</template>
+
+
+<style scoped>
+
+.pulse{
+  animation: pulse 1.25s infinite ease-in-out;
+}
+
+@keyframes pulse {
+  from,
+  to {
+    
+    opacity: 1; 
+  }
+  50% {
+    opacity: 0; 
+  }
+}
+</style>
\ No newline at end of file
diff --git a/apps/landing/src/components/Scrambler.vue b/apps/landing/src/components/Scrambler.vue
new file mode 100644
index 000000000..897c74334
--- /dev/null
+++ b/apps/landing/src/components/Scrambler.vue
@@ -0,0 +1,175 @@
+<script setup lang="ts">
+import { remove } from '@vue/shared'
+import { ref, onMounted } from 'vue'
+
+// eslint-disable-next-line no-undef
+const props = defineProps({
+    phrases: {
+        type: Array,
+        required: true,
+    },
+    repeat: {
+        type: Boolean,
+        required: true
+    },
+    delay: {
+        type: Number,
+        default: 3000
+    },
+    textClass: {
+        type: String,
+        required: true
+    },
+    transformTimer: {
+        type: Number, 
+        default: 0
+    }
+})
+
+const text = ref('')
+onMounted(() => {
+    // const phrases = [
+    // 'Stake any amount.',
+    // 'Across any wallet.',
+    // 'The first non-custodial platform.',
+    // ]
+    let chars = '!<>-_\\/[]{}—=+*^?#________'
+    let counter = 0
+    const next = ()=> {
+        
+        // let newText = (Math.floor(Math.random() * (3300 - 100) + 100) / 100).toString()
+        let newText = props.phrases[counter]
+        let oldText = text.value
+
+        const randomChar = () => {
+            return chars[Math.floor(Math.random() * chars.length)]
+        }
+
+        let from = oldText.split('')
+        let to = newText.split('')
+        if(from.length >= to.length){
+            const replace = () => {
+                let textValue = text.value.split('')
+                let toValue = newText.split('')
+                if(text.value != newText){
+                    let index = Math.floor(Math.random() * toValue.length)
+                    textValue[index] = toValue[index]
+                    text.value = textValue.join('')
+                    textValue.splice(index, 1)
+                    toValue.splice(index, 1)
+                    setTimeout(() => {
+                        replace()
+                    }, props.transformTimer)
+                }else{
+                    if(props.repeat){
+                        setTimeout(() => {
+                            next()
+                        }, 3000)    
+                    }
+                }
+            }
+            // remove random chars until lengths match
+            const remove = () => {
+                if(text.value.length > to.length){
+                    const index = Math.floor(Math.random() * text.value.length)
+                    let newValue = text.value.split('')
+                    newValue.splice(index, 1)
+                    text.value = newValue.join('')
+                    setTimeout(() => {
+                        remove()
+                    },  props.transformTimer)
+                } else {
+                    replace()
+                }
+            }
+            // update text.value to random chars
+            const update = () =>{
+                let possibleIndexes = []
+                for (let i = 0; i < text.value.length; i++) {
+                    if(oldText.includes(text.value.split('')[i])){
+                        possibleIndexes.push(i)
+                    }
+                }
+                const checkIfTextIncludes = () => {
+                    for (let i = 0; i < text.value.length; i++) {
+                        if(oldText.includes(text.value.split('')[i])) return true
+                    }
+                    return false
+                }
+                if(checkIfTextIncludes()){
+                    let char = randomChar()
+                    let index = Math.floor(Math.random() * possibleIndexes.length)
+                    from[possibleIndexes[index]] = char
+                    possibleIndexes.splice(index, 1)
+                    text.value = from.join('')
+                    setTimeout(() => {
+                        update()
+                    },  props.transformTimer)
+                } else {
+                    remove()
+                }
+            }
+
+            update()
+            // replace random chars until texts match
+        } else {
+            const replace = () => {
+                let textValue = text.value.split('')
+                let toValue = newText.split('')
+                if(text.value != newText){
+                    let index = Math.floor(Math.random() * toValue.length)
+                    textValue[index] = toValue[index]
+                    text.value = textValue.join('')
+                    textValue.splice(index, 1)
+                    toValue.splice(index, 1)
+                    setTimeout(() => {
+                        replace()
+                    },  props.transformTimer)
+                }else{
+                    if(props.repeat){
+                        setTimeout(() => {
+                            next()
+                        }, 3000)    
+                    }
+                }
+            }
+            const update = () => {
+                if(from.length < to.length){
+                    let char = randomChar()
+                    let index = Math.floor(Math.random() * from.length)
+                    from.splice(index ,0, char)
+                    text.value = from.join('')
+                    setTimeout(() => {
+                        update()
+                    },  props.transformTimer)
+                } else {
+                    replace()
+                }
+            }
+            update()
+
+            
+        }
+        counter = (counter + 1) % props.phrases.length
+    }
+    
+    setTimeout(()=>{
+        next()
+    }, props.delay)
+    
+    
+})
+</script>
+
+<template>
+  <div>
+    <span :class="props.textClass">
+      {{ text }}
+    </span>
+  </div>
+</template>
+  
+<style>
+</style>
+
+  
\ No newline at end of file
diff --git a/apps/landing/src/components/nav/NavBar.vue b/apps/landing/src/components/nav/NavBar.vue
index 2856e31ff..20f704d05 100644
--- a/apps/landing/src/components/nav/NavBar.vue
+++ b/apps/landing/src/components/nav/NavBar.vue
@@ -1,29 +1,35 @@
 <template>
   <div class="grid grid-cols-6 px-margins py-y-spacer h-full bg-black">
     <div class="h-full col-span-4 csm-md:col-span-6">
-      <div class="flex mb-[65px]">
-        <RouterLink 
-          to="/"
-        >
-          <img
-            src="/casimir.svg"
-            alt="Casimir Logo"
-            class="nav-imgs"
+      <div class="flex mb-[65px] justify-between items-center">
+        <div class="flex">
+          <RouterLink 
+            to="/"
           >
-        </RouterLink>
-        <!-- Will add these links once the pages get added as well -->
-        <RouterLink 
-          to="/why-casimir"
-          class="my-auto"
-        >
-          <h6
-            class="nav-links"
-            :class="$route.fullPath.split('/')[1] === 'why-casimir'? 'nav-links-selected' : ''"
+            <img
+              src="/casimir.svg"
+              alt="Casimir Logo"
+              class="nav-imgs"
+            >
+          </RouterLink>
+          <!-- Will add these links once the pages get added as well -->
+          <RouterLink 
+            to="/why-casimir"
+            class="my-auto"
           >
-            Why Casimir?
-          </h6>
-        </RouterLink>
-
+            <h6
+              class="nav-links"
+              :class="$route.fullPath.split('/')[1] === 'why-casimir'? 'nav-links-selected' : ''"
+            >
+              Why Casimir?
+            </h6>
+          </RouterLink>
+        </div>
+        <div>
+          <button class=" bg-white">
+            Launch App
+          </button>
+        </div>
         <!-- <RouterLink
           to="community"
           class="my-auto"
diff --git a/apps/landing/src/composables/router.ts b/apps/landing/src/composables/router.ts
index e0b9c30ec..c9511d40c 100644
--- a/apps/landing/src/composables/router.ts
+++ b/apps/landing/src/composables/router.ts
@@ -1,39 +1,12 @@
-import { createWebHistory, createRouter } from 'vue-router'
-
-import Home from '../pages/home/Home.vue'
-import NotFound from '../pages/not-found/NotFound.vue'
-import Whitepaper from '../pages/whitepaper/Whitepaper.vue'
-import Community from '../pages/community/Community.vue'
-
-
-const routes = [
-{ 
-    path: '/', 
-    name: Home, 
-    component: Home,
-},
-{ 
-    path: '/why-casimir', 
-    name: Whitepaper, 
-    component: Whitepaper,
-},
-{ 
-    path: '/community', 
-    name: Community, 
-    component: Community,
-},
-{ 
-    path: '/:catchAll(.*)', 
-    name: NotFound, 
-    component: NotFound,
-}
-]
+import { createWebHistory, createRouter, RouterOptions } from 'vue-router'
 
+const routes = [ 
+    // No routes for landing anymore, will add more when needed in the future
+] as RouterOptions['routes']
 
 const router = createRouter({
     history: createWebHistory(),
     routes
 })
 
-
 export default router
\ No newline at end of file
diff --git a/apps/landing/src/index.css b/apps/landing/src/index.css
index c1e6fe7e9..5219f23cd 100644
--- a/apps/landing/src/index.css
+++ b/apps/landing/src/index.css
@@ -12,10 +12,6 @@
   }
   
   #app {
-    max-width: 1280px;
-    min-width: 360px;
-    overflow: auto;
-    margin: 0 auto;
     height: 100vh;
     background: #fff;
   }
diff --git a/apps/landing/src/pages/community/Community.vue b/apps/landing/src/pages/community/Community.vue
deleted file mode 100644
index 22e390eee..000000000
--- a/apps/landing/src/pages/community/Community.vue
+++ /dev/null
@@ -1,8 +0,0 @@
-<script lang="ts" setup>
-</script>
-
-<template>
-  <div>
-    Community
-  </div>
-</template>
diff --git a/apps/landing/src/pages/home/Home.vue b/apps/landing/src/pages/home/Home.vue
deleted file mode 100644
index 4b308b8bd..000000000
--- a/apps/landing/src/pages/home/Home.vue
+++ /dev/null
@@ -1,74 +0,0 @@
-<script lang="ts" setup>
-  import { ref } from 'vue'
-
-  const socialMedia =  ref([
-    {
-      name: 'discord',
-      content: 'Join discussions on our Discord!',
-      link: 'https://discord.gg/Vy2b3gSZx8'
-    },
-    {
-      name: 'twitter',
-      content: 'Follow our Twitter for updates and upcoming events!',
-      link: 'https://mobile.twitter.com/CasimirAssets'
-    },
-    {
-      name: 'github',
-      content: 'Follow our development progress on GitHub!',
-      link: 'https://github.com/consensusnetworks/casimir'
-    },
-    {
-      name: 'google',
-      content: 'Contact us at Info@consensusnetworks.com!',
-      link: 'mailto:Info@consensusnetworks.com?subject=Me&body=Dear Casimir Dev Team!'
-    },
-  ])
-
-  const selectedMedia = ref(-1)
-
-</script>
-
-<template>
-  <div class="grid grid-cols-6">
-    <div class="bg-black col-span-4 csm-md:col-span-6 h-routerview">
-      <div class="px-margins mt-[20px]">
-        <h5 class="text-grey_2">
-          Non-custodial staking and asset management
-        </h5>
-      </div>
-      <div class="px-margins mt-[200px]">
-        <a
-          v-for="(item, i) in socialMedia"
-          :key="i"
-          class="social-button mr-gutter"
-          :href="item.link"
-          target="_blank"
-          @mouseenter="selectedMedia = i"
-          @mouseleave="selectedMedia = -1"
-        >
-          <div class="flex align-middle">
-            <i
-              :class="'iconoir-' + item.name"
-              class="mr-gutter"
-            />
-            <div 
-              v-if="selectedMedia === i"
-              class="my-auto text-grey_8 w-full text-right"
-            >
-              <h6 class="font-medium my-auto"> {{ item.content }} </h6> 
-            </div>
-          </div>
-        </a>
-      </div>
-    </div>
-    <div class="col-span-2 csm-md:sr-only bg-black">
-      <div class="absolute w-[34vw] h-screen top-0 right-0 bg-white">
-        <img
-          src="./components/landing-img.svg"
-          alt="Landing Page Image"
-          class="w-[100%] h-[100%]"
-        >
-      </div>
-    </div>
-  </div>
-</template>
diff --git a/apps/landing/src/pages/home/components/landing-img.svg b/apps/landing/src/pages/home/components/landing-img.svg
deleted file mode 100644
index 42a925cbe..000000000
--- a/apps/landing/src/pages/home/components/landing-img.svg
+++ /dev/null
@@ -1,97 +0,0 @@
-<svg width="645" height="982" viewBox="0 0 645 982" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
-<mask id="mask0_852_521" style="mask-type:alpha" maskUnits="userSpaceOnUse" x="0" y="0" width="645" height="982">
-<rect width="645" height="982" fill="#D9D9D9"/>
-</mask>
-<g mask="url(#mask0_852_521)">
-<rect width="645" height="982" fill="white"/>
-<g filter="url(#filter0_d_852_521)">
-<rect width="1131.35" height="734.776" transform="matrix(0.866044 -0.499967 0.866044 0.499967 -252 522.637)" fill="url(#pattern0)"/>
-</g>
-<path d="M352 314L424 267L550 397L457 480.5L314 562.5L123 461L352 314Z" fill="white"/>
-<g filter="url(#filter1_d_852_521)">
-<rect width="16.3296" height="16.3296" transform="matrix(0.866044 -0.499967 0.866044 0.499967 428.712 394.096)" fill="url(#pattern1)"/>
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"/>
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"/>
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"/>
-</defs>
-</svg>
diff --git a/apps/landing/src/pages/not-found/NotFound.vue b/apps/landing/src/pages/not-found/NotFound.vue
deleted file mode 100644
index eeb29fe70..000000000
--- a/apps/landing/src/pages/not-found/NotFound.vue
+++ /dev/null
@@ -1,30 +0,0 @@
-<template>
-  <div class="text-center">
-    <h1 class="text-decline my-[30px]">
-      Page Not Found
-    </h1>
-    <div class="text-body text-decline">
-      <router-link 
-        class="text-blue_6 hover:text-grey_4 mx-[10px]"
-        to="/"
-      >
-        Home
-      </router-link>
-      |
-      <router-link 
-        class="text-blue_6 hover:text-grey_4 mx-[10px]"
-        to="why-casimir"
-      >
-        Why Casimir
-      </router-link>
-      |
-      <router-link 
-        class="text-blue_6 hover:text-grey_4 mx-[10px]"
-        to="community"
-      >
-        Community
-      </router-link>
-    </div>
-  </div>
-</template>
-  
\ No newline at end of file
diff --git a/apps/landing/src/pages/whitepaper/Whitepaper.vue b/apps/landing/src/pages/whitepaper/Whitepaper.vue
deleted file mode 100644
index afc7e3333..000000000
--- a/apps/landing/src/pages/whitepaper/Whitepaper.vue
+++ /dev/null
@@ -1,635 +0,0 @@
-<script lang="ts" setup>
-  import ImgModal from './components/ImgModal.vue'
-</script>
-
-<template>
-  <div class="py-margins">
-    <div class="bg-blue_4 text-white py-gutter px-margins mb-margins">
-      <p class="text-justify leading-6 tracking-wide">
-        <span class="font-bold ">Note:</span>
-        This started out as an internal document, reconfirming our 
-        priorities and values as we watched the First Contagion, 
-        the collapse of Luna, in early 2022. Today, we’re watching 
-        the Second Contagion and the collapse of  one of the 
-        overleveraged wildcat banks we allude to below. Although 
-        we didn’t predict the collapse of FTX, nor are we trying 
-        to predict what’s next, we continue to operate by our 
-        principles first approach. This approach means working on 
-        solutions for our core principles of self custody and 
-        peer-to-peer transactions in the Web3 space. It’s why we 
-        have never worked with or used FTX before and why our 
-        current roadmap remains unchanged. What the FTX collapse 
-        has done for us, though, is affirm our approach and hasten 
-        our desire to bring about vast improvements to the UI/UX 
-        problems that create a barrier to self custody for many users. 
-        We hope the following will give insight as to why we’re taking 
-        the approach we are and we hope you’ll join us on our journey 
-        to making Web3 better, easier, and safer for all.
-      </p>
-    </div>
-    <div class="px-margins">
-      <p class="text-justify leading-7 my-[20px] tracking-wide">
-        It’s always a good idea to revisit your priorities and values 
-        especially in this time of uncertainty in blockchain, cryptocurrency, 
-        Web3, and technology at large. 
-        <a
-          href="https://blog.consensusnetworks.com/nist/"
-          target="_blank"
-          class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-        ><i class="iconoir-link inline-block" />
-          <span class="tooltiptext text-body">https://blog.consensusnetworks.com/nist/</span>
-        </a>
-        We’ve written before about what the value proposition of blockchain 
-        is and why we’re building technology as close to the consensus layer 
-        as possible. Fundamentally, the consensus mechanism is what powers a 
-        new medium; exchange of value without the need for a third party, 
-        peer-to-peer transactions. It’s clear that many of the current 
-        issues in the Web3 space today are due to egregious speculative 
-        activity and attempted takeovers from centralized entities acting 
-        far away from the consensus layer. 
-      </p>
-      <p class="text-justify leading-7 my-[20px] tracking-wide">
-        We’ll briefly touch on some recent issues in Web3, the major reasons we think 
-        they occurred, and why we’re building Casimir to help fix this.
-      </p>
-
-      <div class="grid grid-cols-2 csm:grid-cols-1 gap-margins">
-        <div class="col-span-1 flex flex-col justify-between">
-          <div>
-            <h5 class="text-grey_4 font-semibold my-[35px]">
-              Bridge attacks
-            </h5>
-
-            <p class="text-justify leading-7 csm:mb-[20px] tracking-wide">
-              In February 2022, the DeFi platform Wormhole was exploited for $325 million.
-              <a
-                href="https://www.theverge.com/2022/2/3/22916111/wormhole-hack-github-error-325-million-theft-ethereum-solana"
-                target="_blank"
-                class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-              >
-                <i class="iconoir-link inline-block" />
-                <span class="tooltiptext text-body">
-                  https://www.theverge.com/2022/2/3/22916111/wormhole-hack-github-error-325-million-theft-ethereum-solana
-                </span>
-              </a>
-              Wormhole was a popular VC backed blockchain bridge designed to allow users 
-              to access tokens across chains using a single access point. More recently 
-              the Binance Smart Chain was exploited for $100M+. 
-              <a
-                href="https://decrypt.co/111433/binance-smart-chain-hack"
-                target="_blank"
-                class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-              >
-                <i class="iconoir-link inline-block" />
-                <span class="tooltiptext text-body">https://decrypt.co/111433/binance-smart-chain-hack</span>
-              </a>
-              While bridges are a potentially convenient solution to the mass of 
-              protocols in existence, a single smart contract or hot wallet with $100M+ 
-              of deposited tokens is proving to be too attractive of a target for hackers. 
-              So far in 2022, over $2B worth of tokens on bridges have been hacked!
-              <a
-                href="https://www.forbes.com/sites/mariagraciasantillanalinares/2022/08/18/over-2-billion-stolen-this-year-in-blockchain-bridge-hacks-expose-defis-achilles-heel/?sh=39f74acbe50b"
-                target="_blank"
-                class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-              >
-                <i class="iconoir-link inline-block" />
-                <span class="tooltiptext text-body">
-                  https://www.forbes.com/sites/mariagraciasantillanalinares/2022/08/18/over-2-billion-stolen-this-year-in-blockchain-bridge-hacks-expose-defis-achilles-heel/?sh=39f74acbe50b
-                </span>
-              </a>
-            </p>
-          </div>
-          <div class=" w-full flex items-center justify-center p-gutter">
-            <ImgModal 
-              src="wormhole_twt.svg"
-              alt="Wormhole's Annoucements"
-              height="200px"
-              width="100%"
-            />
-          </div>
-          <div>
-            <h5 class="text-grey_4 font-semibold my-[35px]">
-              Decentralized in name only
-            </h5>
-
-            <p class="text-justify leading-7 my-[20px] tracking-wide">
-              The first of the warning bells of the impending 2022 cryptocurrency 
-              sell-off was the collapse of Terra. There are a range of reasons why 
-              Terra collapsed but simply, algorithmic stable coins backed by digital 
-              assets have fundamental challenges due to the volatile nature of digital 
-              assets. 
-              <a
-                href="https://newsletter.stakingrewards.com/p/terra-staking-rewards-special-comment"
-                target="_blank"
-                class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-              >
-                <i class="iconoir-link inline-block" />
-                <span class="tooltiptext text-body">
-                  https://newsletter.stakingrewards.com/p/terra-staking-rewards-special-comment
-                </span>
-              </a>
-              This early breakdown from Staking Rewards names a combination 
-              of an overreliance on the yield platform Anchor combined with significant 
-              off-chain usage on exchanges being a driving factor in the collapse 
-              of Terra. Those externalities, controlled by central entities, 
-              effectively subverted the consensus mechanism of the project by 
-              operating off-chain where overleveraged risk could not be observed. 
-              Additional issues were caused by a concentration of premined tokens 
-              in the hands of Terraform Labs who essentially controlled protocol 
-              voting and overrode the desires of some in the community to reduce risks. 
-              A more recent postmortem in June 2022 showed that the liquidity issues 
-              and subsequent depegging of the UST stable coin were caused by Terraform 
-              Labs themselves.
-
-              <a
-                href="http://www.coindeskkorea.com/news/articleView.html?idxno=79890"
-                target="_blank"
-                class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-              >
-                <i class="iconoir-link inline-block" />
-                <span class="tooltiptext text-body">
-                  http://www.coindeskkorea.com/news/articleView.html?idxno=79890
-                </span>
-              </a>
-            </p>
-          </div>
-        </div>
-        <div class="col-span-1">
-          <h5 class="text-grey_4 font-semibold my-[35px]">
-            The rise and fall of CeDeFi
-          </h5>
-
-          <p class="text-justify leading-7 my-[20px] tracking-wide">
-            Next to fall, and still unwinding, 
-            <a
-              href="https://www.wsj.com/articles/celsius-network-taps-more-advisers-to-prepare-for-potential-bankruptcy-11656088078"
-              target="_blank"
-              class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-            ><i class="iconoir-link inline-block" />
-              <span class="tooltiptext text-body">
-                https://www.wsj.com/articles/celsius-network-taps-more-advisers-to-prepare-for-potential-bankruptcy-11656088078
-              </span>
-            </a>
-            is the “Centralized Decentralized Finance” (CeDeFi) company Celsius. 
-            Companies like Celsius and BlockFi have driven huge growth in Web3 by 
-            offering high interest rate yields on your deposited tokens. 
-            They act as a bank but don’t do a good job of indicating the potential 
-            risk their depositors face nor do they follow the same regulations 
-            as traditional banks. Celsius was exposed to Terra 
-            <a
-              href="https://twitter.com/JackNiewold/status/1536402475418263554"
-              target="_blank"
-              class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-            ><i class="iconoir-link inline-block" />
-              <span class="tooltiptext text-body">
-                https://twitter.com/JackNiewold/status/1536402475418263554
-              </span>
-            </a>
-            and potentially lost $500M there alone. More recent are revelations 
-            that Celsius executives cashed out just prior to the collapse 
-            <a
-              href="https://www.forbes.com/sites/ninabambysheva/2022/10/06/celsius-executives-cashed-out-shortly-before-bankruptcy/?sh=565806bd31f7"
-              target="_blank"
-              class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-            ><i class="iconoir-link inline-block" />
-              <span class="tooltiptext text-body">
-                https://www.forbes.com/sites/ninabambysheva/2022/10/06/celsius-executives-cashed-out-shortly-before-bankruptcy/?sh=565806bd31f7
-              </span>
-            </a>
-            and bankruptcy filing.
-            <br> <br>
-            Last of the “(first) contagion” 
-            <a
-              href="https://fortune.com/2022/05/12/crypto-crash-contagion-systemic-risk-financial-crisis-lehman-brothers/"
-              target="_blank"
-              class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-            ><i class="iconoir-link inline-block" />
-              <span class="tooltiptext text-body">
-                https://fortune.com/2022/05/12/crypto-crash-contagion-systemic-risk-financial-crisis-lehman-brothers/
-              </span>
-            </a>
-            was the collapse of Three Arrows Capital. 
-            <a
-              href="https://www.wsj.com/articles/crypto-broker-voyager-digital-says-three-arrows-capital-hasnt-repaid-666-million-in-loans-11655915660"
-              target="_blank"
-              class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-            ><i class="iconoir-link inline-block" />
-              <span class="tooltiptext text-body">
-                https://www.wsj.com/articles/crypto-broker-voyager-digital-says-three-arrows-capital-hasnt-repaid-666-million-in-loans-11655915660
-              </span>
-            </a>
-            Ongoing investigations are looking at whether 3AC took large margin 
-            longs on cryptcurrencies 
-            <a
-              href="https://www.bloomberg.com/news/articles/2022-06-22/voyager-discloses-660-million-exposure-to-troubled-crypto-fund"
-              target="_blank"
-              class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-            ><i class="iconoir-link inline-block" />
-              <span class="tooltiptext text-body">
-                https://www.bloomberg.com/news/articles/2022-06-22/voyager-discloses-660-million-exposure-to-troubled-crypto-fund
-              </span>
-            </a>
-            through fraudulent activity and then  were subsequently 
-            liquidated over the past month of pullbacks. Overall, it sounds 
-            pretty bad for 3AC management and they might be going to jail.
-            <a
-              href="https://twitter.com/MattWalshInBos/status/1540076849111465986"
-              target="_blank"
-              class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-            ><i class="iconoir-link inline-block" />
-              <span class="tooltiptext text-body">
-                https://twitter.com/MattWalshInBos/status/1540076849111465986
-              </span>
-            </a>
-            <br><br>
-            The unifying thread of these major collapses was the concentration of 
-            digital assets and their control into single points of failure. Even worse, 
-            the users themselves were in the dark, unaware of what was occurring with 
-            little visibility into the behind-the-scenes actions of those companies. 
-            What the latest round of speculative growth in Web3 was built around was, 
-            in short, unsustainable, over-leveraged, unregulated, wildcat banking, 
-            totally divorced from the core ideas of a decentralized currency. This 
-            mentality has unfortunately not changed since the beginning of the year 
-            and more liquidity crises are not out of the question.
-            <br><br>
-            Unfortunately, all of these problems were intentionally created 
-            (not the fallout of course); many players in the Web3 ecosystem today 
-            are attempting to rebuild traditional business models around SaaS and 
-            fee extractional models by creating layers of complexity that separate 
-            users from the core Web3 value proposition: Peer-to Peer-transactions.
-            <br><br>
-            While the 2022 drawback in Web3 did a lot to refocus the industry on its 
-            core principles, there are still growing centralization and regulatory 
-            concerns:
-          </p>
-        </div>
-      </div>
-
-      <h5 class="text-grey_4 font-semibold my-[35px]">
-        Decentralization
-      </h5>
-      
-      <p class="text-justify leading-7 my-[20px] tracking-wide">
-        Probably the most overused and watered down word in the space is “decentralized.” 
-        Nearly everything in blockchain/web3 is called decentralized, whether or not it 
-        actually is. The unfortunate reality is that blockchains are decentralized in name only. 
-        A recent study by Trail of Bits for DARPA 
-        <a
-          href="https://assets-global.website-files.com/5fd11235b3950c2c1a3b6df4/62af6c641a672b3329b9a480_Unintended_Centralities_in_Distributed_Ledgers.pdf"
-          target="_blank"
-          class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-        >
-          <i class="iconoir-link inline-block" />
-          <span class="tooltiptext text-body">
-            https://assets-global.website-files.com/5fd11235b3950c2c1a3b6df4/62af6c641a672b3329b9a480_Unintended_Centralities_in_Distributed_Ledgers.pdf
-          </span>
-        </a>
-        concludes blockchains are fairly centralized. They report that the pooled mining for 
-        Bitcoin gives a Nakamoto coefficient of 4 to Bitcoin and Proof of Stake protocols aren’t 
-        much better. I won’t get into criticism of the overall piece by Trail of Bits, particularly 
-        the misassociation of pools and protocol control for Bitcoin, but the Nakamoto Coefficient 
-        for Proof of Stake is worth analyzing. Chris Remus of Chainflow has written extensively 
-        on Staking Decentralization and currently maintains a live Nakamoto Coefficient tracker 
-        <a
-          href="https://nakaflow.io/"
-          target="_blank"
-          class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-        >
-          <i class="iconoir-link inline-block" />
-          <span class="tooltiptext text-body">
-            https://nakaflow.io/
-          </span>
-        </a>
-        that predates the Trail of Bits report. The Nakamoto coefficient is a measure of 
-        decentralization and, by definition, 
-        <a
-          href="https://news.earn.com/quantifying-decentralization-e39db233c28e"
-          target="_blank"
-          class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-        >
-          <i class="iconoir-link inline-block" />
-          <span class="tooltiptext text-body">
-            https://news.earn.com/quantifying-decentralization-e39db233c28e
-          </span>
-        </a>
-        the number of nodes needed to control the Consensus mechanism of the protocol. The lower 
-        the number, the less decentralized. At the time of this writing, some major protocols have 
-        very low Nakamoto Coefficients, of note Polygon is at 3.
-        <br><br>
-      </p>
-      <div class="grid grid-cols-2 csm:grid-cols-1 gap-margins">
-        <div class="flex flex-col justify-between col-span-1">
-          The goal of Proof of Stake protocols should be to get the highest Nakamoto Coefficient 
-          number possible, which would make it very difficult to manipulate the protocol since it
-          would require simultaneous compromisation of hundreds of nodes. For example, Cosmos has an 
-          active set of validators of 150, around the world. Compromising all of them would be 
-          likely impossible, however the Nakamoto Coefficient of Cosmos, is only 7, meaning that to 
-          control the Consensus mechanism of Cosmos would only take a compromise of the top 7 
-          Cosmos validators. A tough job to be sure, but a lot easier than the 150 total active 
-          validators in the Cosmos ecosystem.
-          <br><br>
-          What this means in practice is that the allocation of staked tokens should be spread across all validators as equally as possible, not continually concentrated in a few of the already heavily staked validators.
-          <br><br>
-          So why are the Nakamoto coefficients so low? Let’s talk about the User Experience
-        </div>
-        <div class="flex items-center">
-          <ImgModal 
-            src="current_bc_flow.svg"
-            alt="Current flow"
-            height="400px"
-            width="65%"
-          />
-        </div>
-      </div>
-      <div class="grid grid-cols-8 csm:grid-cols-1 gap-margins my-[55px]">
-        <div class="col-span-4 csm:col-span-1 h-[450px] flex items-center justify-center">
-          <ImgModal 
-            src="current-web3-user-flow.png"
-            alt="Current Web 3 User Experience"
-            height="400px"
-            width="90%"
-          />
-        </div>
-        <div class="col-span-4 flex flex-col justify-between">
-          <div>
-            <h5 class="text-grey_4 font-semibold mb-[35px]">
-              User experience
-            </h5>
-
-            <p class="text-justify leading-7 mt-[20px] tracking-wide">
-              The Web3 user experience today… sucks. You’re forced to either leave 
-              significant returns on the table and surrender control of your assets 
-              to a major exchange; or, endure the inconvenience of manually staking 
-              across multiple protocols, wallets, platforms, and websites. It’s harder 
-              to know what’s going on and it becomes easier to get scammed through 
-              faulty or malicious smart contracts. 
-            </p>  
-          </div>
-        </div>
-      </div>
-
-      <p class="text-justify leading-7 mt-[20px] tracking-wide">
-        The easiest way to manage multiple digital tokens and assets is through centralized 
-        exchanges like Coinbase, which leave a lot to be desired. You give up custody of 
-        your tokens and if you’re staking, you’re missing out on potential rewards that 
-        Coinbase scoops up in the form of third party fees. If you’re more adventurous, 
-        you may have multiple wallets and multiple staking websites you use. You have the 
-        benefits of self custody but are forced to go through the process of managing the 
-        wide range of websites and wallets you have to interact with the various protocols. 
-        It becomes confusing to manage and monitor all of your stuff and there aren’t any 
-        good solutions today that help you compile everything.
-      </p>
-      <div class="my-margins flex justify-center border border-dashed border-blue_3 border-[2px] p-margins relative">
-        <div class="floating_pill">
-          Metamask's responds with a tweet...
-        </div>
-        <ImgModal 
-          src="metamask-tweet.png"
-          alt="Metamask's Tweet"
-          height="150px"
-          width="80%"
-        />
-      </div>
-
-      <p class="text-justify leading-7 mt-[20px] tracking-wide">
-        What's more, current Web3 non-custodial products, like MetaMask, fall far short 
-        of protecting users from scams or interacting with bad smart contracts. Because 
-        cryptocurrencies are so difficult to interact with and understand, even seasoned 
-        pros get manipulated and hacked.
-        <br><br>
-        Let’s look at how this poor user experience even affects the Consensus mechanisms 
-        of PoS protocols. One of the easiest ways to stake in the Cosmos Ecosystem is using Keplr, 
-        <a
-          href="https://wallet.keplr.app/#/cosmoshub/stake"
-          target="_blank"
-          class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-        >
-          <i class="iconoir-link inline-block" />
-          <span class="tooltiptext text-body">
-            https://wallet.keplr.app/#/cosmoshub/stake
-          </span>
-        </a>
-        a mobile/web wallet that allows you to stake to any of the Tendermint based protocols. 
-        However, users trying to stake with Keplr aren’t given much to work with. 
-        <a
-          href="https://wallet.keplr.app/chains/cosmos-hub"
-          target="_blank"
-        >
-          <div class="w-min flex items-center mt-margins mb-gutter">
-            <div class="bg-blue_3 h-full w-full px-gutter py-[6px] whitespace-nowrap">
-              <h6 class="font-bold text-white">
-                Let’s view one example: Cosmos Staking Page
-              </h6> 
-            </div>
-            <div class="triangle" />
-          </div>
-        </a>
-        A new Staker has no way of deciding who to stake to. There are no easy ways of determining 
-        whether an above listed validator is reliable or participating in the governance of a protocol.
-        Users have no real reason to choose a validator outside of the top ten, because there are 
-        no tools to sort and research each individual validator. So, people end up picking 
-        validators from the top of the list due to the appearance of quality. We can see this 
-        effect in the Nakamoto Coefficient of Cosmos today, which is 7. What’s more, two of 
-        the top five Validators for Cosmos are cryptocurrency exchanges. In Proof of Stake today, 
-        cryptocurrency exchanges have an outsized impact on the consensus mechanism of proof of 
-        stake protocols.
-        <br><br>
-        So, we’re left where we started. Exchanges offer the best user experience and are gaining 
-        control over Proof of Stake protocols. Since exchanges are likely to be regulated more like 
-        banks in the future, we are looking at a future where Proof of Stake is controlled by banks. 
-        What this means is that they control consensus. They can censor accounts, users, or 
-        transactions that they don’t like or are told to by the government. That’s a fundamental 
-        threat to the idea of decentralization and Web3 as a whole - an uncensorable digital currency.
-        <br><br>
-        Our conclusion is that a poor user experience is driving centralization and will continue to 
-        lead to major single point of failures like Celsius unless we create tools that allow users 
-        to take full advantage of the protocols they use.
-      </p>
-      <hr class="mt-margins bg-blue_3 h-[20px]">
-      <h5 class="text-grey_4 font-semibold mb-[35px] mt-margins">
-        How we’re building Casimir
-      </h5>
-      <div class="grid grid-cols-8 csm:grid-cols-1 gap-margins my-[55px]">
-        <p class="text-justify leading-7 mt-[20px] tracking-wide col-span-5 csm:col-span-1">
-          First, we reexamined how Web3 is being built today. It’s been often stated that Web3 
-          is “going to be just like the internet”. It’s certainly true that there may be some 
-          parallels in growth trajectory and societal impact; however, for many projects in 
-          the space today, “just like the internet” means being built using today’s internet: 
-          AWS/Google Cloud, numerous HTML websites, and centralized SaaS powerhouses.
-          With Casimir, we want to break the paradigm of today’s Web3 and reexamine 
-          how users interact with and use blockchains, digital value, and Web3 overall.
-          <br><br>
-          We are getting off the Web 2.0 rails and building something new, a native Web3 
-          experience that prioritizes decentralization, user experience, and user control. 
-          We’re building the first true Web3 portal, capable of integrating with any wallet, 
-          any blockchain, and any token, allowing users to easily navigate Web3 and interact 
-          with the protocols directly, not through a centralized exchange or a variety of 
-          unconnected websites.
-        </p>
-        <div class="col-span-3 csm:col-span-1 flex flex-col items-center">
-          <ImgModal 
-            src="current-web3-user-flow.png"
-            alt="Current Web 3 User Experience"
-            height="350px"
-            width="100%"
-          />
-          <span class="text-grey_4">
-            Casimir's design
-          </span>
-        </div>
-      </div>
-      <h5 class="text-grey_4 font-semibold mb-[35px] mt-margins">
-        Improving the user experience through decentralization
-      </h5>
-      <p class="text-justify leading-7 mt-[20px] tracking-wide">
-        We’re starting bottom up. Unlike current UIs, designed with traditional Web2 architectures, 
-        we’re starting at the Consensus and Infrastructure layers of Web3. These layers of 
-        decentralized node infrastructure providers hold fully indexed blockchain databases, 
-        provide APIs for querying, a network of worldwide decentralized nodes for consistent 
-        uptime, and build blocks of transactions as they are added to the blockchain. Today, 
-        most users are forced through third parties to access blockchains, which introduces 
-        extra costs for transactions and token management. By accessing these nodes directly, 
-        users are assured of uptime, uncensorable and low cost transactions, and minimized fees 
-        taken by the normal third party intermediaries. Also, with the right tools, 
-        users can access on-chain analytics and other information that these nodes carry. 
-        This information can protect users by providing transparency to the entities they’re 
-        interacting with as well as information about smart contracts and other on-chain data. 
-        Today there simply aren’t good enough tools to make on-chain information available and 
-        usable to the everyday user.
-        <br><br>
-        There are 3 key areas we’re focusing on as we design Casimir: Usability, Security, and 
-        Transparency.
-      </p>
-
-      <h5 class="text-grey_4 font-semibold mb-[35px] mt-margins">
-        Usability
-      </h5>
-
-      <div class="text-justify leading-7 mt-[20px] tracking-wide grid grid-cols-8 csm:grid-cols-1 gap-margins">
-        <p class="col-span-3 csm:col-span-1">
-          Similar to a Mint or Personal Capital, it will be a place where users can aggregate 
-          their digital currencies and assets, for an easy place to manage what they have across 
-          the various protocols they use. Many Web3 users have multiple wallets and assets from 
-          a variety of protocols, so a single location for them to better manage and view their 
-          assets is much needed without it being a single point of failure for any stakeholder.  
-          With our multi-chain approach and Multiwallet Connect we can effectively be an 
-          interoperability solution without the bridge.  
-        </p>
-        <div class="col-span-5 csm:col-span-1 flex flex-col justify-between">
-          <p>
-            Casimir will do more than just a Mint, however, it will allow users to interact with 
-            their chosen protocols, accessing mints and air-drops, Stake and manage their digital 
-            currencies across protocols beyond ethereum, and access specialized tooling that 
-            helps protect users. We’ll build and continue to add features like this that help 
-            users use Web3.  
-          </p>
-          <p>
-            Our business model isn’t built around trading or exchange fees. Unlike an exchange, 
-            we’re not front running trades or building in hidden custodial fees. Our base product 
-            will always be free to use and we’ll make money by offering a premium subscriber 
-            product as well as through our infrastructure services. We believe you’ll not only 
-            have a better user experience, but you’ll actually save money as well.  
-          </p>
-        </div>
-      </div>
-
-      <h5 class="text-grey_4 font-semibold mb-[35px] mt-margins">
-        Security
-      </h5>
-      
-      <div class="text-justify leading-7 mt-[20px] tracking-wide grid grid-cols-8 csm:grid-cols-1 gap-margins">
-        <p class="col-span-3 csm:col-span-1">
-          Unlike most centralized exchanges and custodians, we will never take custody of user’s 
-          wallets or tokens. This means we are able to leverage existing on-chain security to 
-          protect users at a much higher level. It also means we will never be worried about 
-          liquidity or will be trading a user's tokens on the backend. Although Casimir will 
-          be a single site, it won’t be a single point of failure. The code is open source and 
-          we will never take custody of user’s digital tokens or NFTs. If Casimir goes away 
-          tomorrow, no funds will disappear and users will still have access to all of their tokens. 
-        </p>
-        <div class="col-span-5 csm:col-span-1 flex flex-col justify-between">
-          <p>
-            Unlike traditional Web2, we’re not building around user account management, user 
-            analytics, and productizing the user. We’ll never ask for a user's email address 
-            and build an internal profile because not only does this create a security vulnerability 
-            for our users, it’s also unnecessary. Our users will always be able to login through 
-            their wallet which means they will always control their login credentials.
-          </p>
-          <p>
-            As part of our usability effort we’re building a smart contract analyzer for users 
-            to know what their interaction with a smart contract will *actually* do and monitor 
-            the smart contracts they’ve given permissions to and control permissions on old 
-            contracts. Because we are working at the protocol level, we are able to provide 
-            users with real time information and on chain analytics to help users make the 
-            best decisions with their digital assets.
-          </p>
-        </div>
-      </div>
-
-      <h5 class="text-grey_4 font-semibold mb-[35px] mt-margins">
-        Transparency
-      </h5>
-      
-      <div class="text-justify leading-7 mt-[20px] tracking-wide grid grid-cols-8 csm:grid-cols-1 gap-margins">
-        <p class="col-span-3 csm:col-span-1">
-          As the name indicates, every on chain action on a public blockchain is publicly accessible. 
-          Every wallet, every transaction. This transparency is unique in financial systems where 
-          the books of banks or governments are not available to everyday users. Today, many Web3 
-          financial providers continue to hide behind their proprietary systems and their financial 
-          solvency is only available to the select. What’s worse is that these companies 
-          (in the US at least) often skirt regulation loopholes to avoid the same auditory 
-          requirements banks have. 
-          <br><br>
-          In a world where Bitcoin was launched in the face of a banking crisis, with a desire to 
-          bring about a new and transparent financial system to the world, the actions of many 
-          major players in the space today are in direct opposition to the values of Web3.
-        </p>
-        <div class="col-span-5 csm:col-span-1 flex flex-col justify-between">
-          <p>
-            Casimir will help change this. We leverage our fully indexed chains to provide 
-            transparency analytics to our users. While block explorers and address balances 
-            are always available to those who know how and where to look, we’re making it 
-            easier for users to interact with and use Web3 indexed information. We’ll allow 
-            users to easily sort data, see large and identified wallets, track large transactions, 
-            and match wallets with organizations so that proof of reserves can be ensured.
-          </p>
-          <p>
-            We’re here to create a better Web3 user experience. For us that means enabling users 
-            to better use the decentralized capabilities of the space, not to trade better in the 
-            crypto casino. We’ve got a long way ahead of us, both to build something better but 
-            also to help users learn the importance of self-custody and what decentralization truly means. 
-          </p>
-          <p>
-            Over the next few months we’ll present some of the specific technology developments 
-            we’re working on to help achieve our goals including non-custodial Ethereum Staking, 
-            cross-chain wallet integrations, and a cross-chain single sign on. You can follow our 
-            progress on github 
-            <a
-              href="https://github.com/consensusnetworks/casimir"
-              target="_blank"
-              class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-            >
-              <i class="iconoir-link inline-block" />
-              <span class="tooltiptext text-body">
-                https://github.com/consensusnetworks/casimir
-              </span>
-            </a>
-            and join us on Discord. 
-            <a
-              href="https://discord.com/invite/Vy2b3gSZx8"
-              target="_blank"
-              class="px-[10px] pt-[2px]  text-primary hover:bg-blue_1 tooltip"
-            >
-              <i class="iconoir-link inline-block" />
-              <span class="tooltiptext text-body">
-                https://discord.com/invite/Vy2b3gSZx8
-              </span>
-            </a>
-            We’re striving to create an open ecosystem 
-            that empowers the user and we hope you’ll join us.
-          </p>
-        </div>
-      </div>
-    </div>
-  </div>
-</template>
diff --git a/apps/landing/src/pages/whitepaper/components/ImgModal.vue b/apps/landing/src/pages/whitepaper/components/ImgModal.vue
deleted file mode 100644
index 874188f9e..000000000
--- a/apps/landing/src/pages/whitepaper/components/ImgModal.vue
+++ /dev/null
@@ -1,56 +0,0 @@
-<script lang="ts" setup>
-    import { ref } from 'vue'
-    const showModal = ref(false)
-
-    // eslint-disable-next-line no-undef
-    const props = defineProps({
-        alt: {
-            type: String,
-            required: true,
-        },
-        src: {
-            type: String,
-            required: true
-        },
-        height: {
-            type: String,
-            required: true
-        },
-        width: {
-          type: String,
-          required: true
-        }
-    })
-</script>
-
-<template>
-  <div>
-    <img
-      :src="src"
-      :alt="alt"
-      class="cursor-pointer"
-      :style="{
-        height: height
-      }"
-      @click="showModal = !showModal"
-    >
-    <div
-      v-show="showModal"
-      class="modal grid place-content-center"
-      @click="showModal = !showModal"
-    >
-      <div 
-        class="modal-content bg-transparent text-center px-margins py-[25px] flex flex-col justify-center zoom-anim"
-        :style="{
-          'width': width
-        }"
-      >
-        <img
-          :src="src"
-          :alt="alt"
-          class=""
-        >
-      </div>
-    </div>
-  </div>
-</template>

From 54ac3d444b82f6262a8e7ad6d5c88e1d0e5bf70a Mon Sep 17 00:00:00 2001
From: demogorgod <ssnajeeb2020@manchester.edu>
Date: Mon, 20 Mar 2023 14:41:45 -0400
Subject: [PATCH 2/4] Remove Hexes component && Adjust spacing

---
 apps/landing/src/App.vue                      |   4 +-
 apps/landing/src/components/Hexes.vue         | 157 ------------------
 apps/landing/src/components/nav/NavBar.vue    | 100 -----------
 .../components/nav/components/polygons.svg    |  15 --
 .../src/components/nav/components/shapes.svg  |  58 -------
 5 files changed, 2 insertions(+), 332 deletions(-)
 delete mode 100644 apps/landing/src/components/Hexes.vue
 delete mode 100644 apps/landing/src/components/nav/NavBar.vue
 delete mode 100644 apps/landing/src/components/nav/components/polygons.svg
 delete mode 100644 apps/landing/src/components/nav/components/shapes.svg

diff --git a/apps/landing/src/App.vue b/apps/landing/src/App.vue
index c50a8a62a..9734b165b 100644
--- a/apps/landing/src/App.vue
+++ b/apps/landing/src/App.vue
@@ -6,7 +6,7 @@ import Scrambler from '@/components/Scrambler.vue'
 <template>
   <div class="border h-screen w-full flex flex-col gap-[20px] justify-center items-center bg-[#D0D6E1]">
     <div>
-      <div class="flex justify-center items-center gap-[20px]">
+      <div class="flex justify-center items-center">
         <img
           src="/ETHLogo.svg"
           alt=""
@@ -46,7 +46,7 @@ import Scrambler from '@/components/Scrambler.vue'
             :text-class="'font-semibold text-[20px] text-[#3a3a3a] leading-[30px] tracking-normal'"
             :transform-timer="10"
           /> 
-          <span class="pulse w-[1px] bg-primary" />
+          <span class="pulse w-[2px] rounded bg-primary" />
         </div>
         <!-- TD: change link to match app link not landing link -->
         <a
diff --git a/apps/landing/src/components/Hexes.vue b/apps/landing/src/components/Hexes.vue
deleted file mode 100644
index 899477729..000000000
--- a/apps/landing/src/components/Hexes.vue
+++ /dev/null
@@ -1,157 +0,0 @@
-<script setup>
-import {ref, onMounted} from 'vue'
-onMounted(() => {
-    var c = document.getElementById( 'c' ),
-    w = c.width = window.innerWidth,
-    h = c.height = window.innerHeight,
-    ctx = c.getContext( '2d' ),
-
-    opts = {
-      
-      len: 20,
-      count: 50,
-      baseTime: 5,
-      addedTime: 0.1,
-      dieChance: .05,
-      spawnChance: 1,
-      sparkChance: .1,
-      sparkDist: 10,
-      sparkSize: 2,
-      
-      color: 'rgba(13, 94, 255, 1)',
-      // color: 'rgba(140, 140, 140, 1)',
-      baseLight: 50,
-      addedLight: 10,
-      shadowToTimePropMult: 6,
-      baseLightInputMultiplier: .01,
-      addedLightInputMultiplier: .02,
-      
-      cx: w / 2,
-      cy: h / 2,
-      repaintAlpha: .04,
-      hueChange: 0
-    },
-    
-    tick = 0,
-    lines = [],
-    dieX = (w / 2 / opts.len) - 2,
-    dieY = (h / 2 / opts.len) - 2,
-    
-    baseRad = Math.PI * 2 / 6
-    
-    function loop() {
-    
-    window.requestAnimationFrame( loop )
-    
-    ++tick
-    
-    ctx.globalCompositeOperation = 'source-over'
-    ctx.fillStyle = 'rgba(0, 0, 0, 0)'
-    ctx.fillRect( 0, 0, w, h )
-    ctx.globalCompositeOperation = 'lighter'
-    
-    if( lines.length < opts.count && Math.random() < opts.spawnChance )
-        lines.push( new Line )
-    
-    lines.map( function( line ){ line.step() } )
-    }
-    function Line(){
-    
-    this.reset()
-    }
-    Line.prototype.reset = function(){
-    
-    this.x = 0
-    this.y = 0
-    this.addedX = 0
-    this.addedY = 0
-    
-    this.rad = 0
-    
-    this.lightInputMultiplier = opts.baseLightInputMultiplier + opts.addedLightInputMultiplier * Math.random()
-    
-    this.color = opts.color.replace( 'hue', tick * opts.hueChange )
-    this.cumulativeTime = 0
-    
-    this.beginPhase()
-    }
-    Line.prototype.beginPhase = function(){
-    
-    this.x += this.addedX
-    this.y += this.addedY
-    
-    this.time = 0
-    this.targetTime = ( opts.baseTime + opts.addedTime * Math.random() ) |0
-    
-    this.rad += baseRad * ( Math.random() < .5 ? 1 : -1 )
-    this.addedX = Math.cos( this.rad )
-    this.addedY = Math.sin( this.rad )
-    
-    if( Math.random() < opts.dieChance || this.x > dieX || this.x < -dieX || this.y > dieY || this.y < -dieY )
-        this.reset()
-    }
-    Line.prototype.step = function(){
-    
-    ++this.time
-    ++this.cumulativeTime
-    
-    if( this.time >= this.targetTime )
-        this.beginPhase()
-    
-    var prop = this.time / this.targetTime,
-        wave = Math.sin( prop * Math.PI / 2  ),
-        x = this.addedX * wave,
-        y = this.addedY * wave
-    ctx.shadowBlur = prop * opts.shadowToTimePropMult
-    ctx.fillStyle = ctx.shadowColor = this.color.replace( 'light', opts.baseLight + opts.addedLight * Math.sin( this.cumulativeTime * this.lightInputMultiplier ) )
-    ctx.fillRect( opts.cx + ( this.x + x ) * opts.len, opts.cy + ( this.y + y ) * opts.len, 2, 2 )
-    
-    if( Math.random() < opts.sparkChance )
-        ctx.fillRect( opts.cx + ( this.x + x ) * opts.len + Math.random() * opts.sparkDist * ( Math.random() < .5 ? 1 : -1 ) - opts.sparkSize / 2, opts.cy + ( this.y + y ) * opts.len + Math.random() * opts.sparkDist * ( Math.random() < .5 ? 1 : -1 ) - opts.sparkSize / 2, opts.sparkSize, opts.sparkSize )
-    }
-    loop()
-
-    window.addEventListener( 'resize', function(){
-    
-    w = c.width = window.innerWidth
-    h = c.height = window.innerHeight
-    ctx.fillStyle = 'rgba(0, 0, 0, 0)'
-    ctx.fillRect( 0, 0, w, h )
-    
-    opts.cx = w / 2
-    opts.cy = h / 2
-    
-    dieX = w / 2 / opts.len
-    dieY = h / 2 / opts.len
-    })
-
-  })
-</script>
-
-<template>
-  <div class="w-full h-full relative">
-    <canvas
-      id="c"
-      class="w-full h-full absolute top-0 left-0 pulse"
-    />
-  </div>
-</template>
-
-
-<style scoped>
-
-.pulse{
-  animation: pulse 1.25s infinite ease-in-out;
-}
-
-@keyframes pulse {
-  from,
-  to {
-    
-    opacity: 1; 
-  }
-  50% {
-    opacity: 0; 
-  }
-}
-</style>
\ No newline at end of file
diff --git a/apps/landing/src/components/nav/NavBar.vue b/apps/landing/src/components/nav/NavBar.vue
deleted file mode 100644
index 20f704d05..000000000
--- a/apps/landing/src/components/nav/NavBar.vue
+++ /dev/null
@@ -1,100 +0,0 @@
-<template>
-  <div class="grid grid-cols-6 px-margins py-y-spacer h-full bg-black">
-    <div class="h-full col-span-4 csm-md:col-span-6">
-      <div class="flex mb-[65px] justify-between items-center">
-        <div class="flex">
-          <RouterLink 
-            to="/"
-          >
-            <img
-              src="/casimir.svg"
-              alt="Casimir Logo"
-              class="nav-imgs"
-            >
-          </RouterLink>
-          <!-- Will add these links once the pages get added as well -->
-          <RouterLink 
-            to="/why-casimir"
-            class="my-auto"
-          >
-            <h6
-              class="nav-links"
-              :class="$route.fullPath.split('/')[1] === 'why-casimir'? 'nav-links-selected' : ''"
-            >
-              Why Casimir?
-            </h6>
-          </RouterLink>
-        </div>
-        <div>
-          <button class=" bg-white">
-            Launch App
-          </button>
-        </div>
-        <!-- <RouterLink
-          to="community"
-          class="my-auto"
-        >
-          <h6
-            class="nav-links"
-            :class="$route.fullPath.split('/')[1] === 'community'? 'nav-links-selected' : ''"
-          >
-            Community
-          </h6>
-        </RouterLink>  -->
-      </div>
-      <div 
-        v-show="$route.fullPath.split('/')[1] === ''"
-        class="w-full h-[150px] side-anim"
-      >
-        <h2 class="font-regular text-grey_5 home-nav-dynamic-text">
-          <!-- sm:text-[36px] truncate -->
-          Simple self-custody for all of your digital assets
-        </h2>
-      </div>
-      <div 
-        v-show="$route.fullPath.split('/')[1] === 'why-casimir'"
-        class="w-full h-[120px] overflow-hidden side-anim"
-      >
-        <h3 class="font-medium text-white mb-[25px] nav-xsm:text-[24px] nav-xsm:leading-[30px] nav-xsm:font-semibold">
-          Why We're Building Casimir
-        </h3>
-        <h5 class="text-blue_1 font-light nav-xsm:text-[16px] nav-xsm:leading-[20px]">
-          Written by Nathan Miller
-        </h5>
-      </div>
-      <div
-        v-show="$route.fullPath.split('/')[1] === 'community'"
-        class="w-full h-[150px] overflow-hidden side-anim"
-      >
-        <h3 class="font-medium text-blue_3 mb-[25px]">
-          Casimir Connect
-        </h3>
-        <h4 class="text-white font-medium sm:sr-only">
-          Welecomes you to our community
-        </h4>
-      </div>
-    </div>
-    <div class="col-span-2 csm-md:sr-only">
-      <div
-        v-show="$route.fullPath.split('/')[1] === 'why-casimir'"
-        class="h-full flex justify-center"
-      >
-        <img
-          src="./components/shapes.svg"
-          alt="Blurred Shapes"
-          class=" w-[300px]"
-        >
-      </div>
-      <div
-        v-show="$route.fullPath.split('/')[1] === 'community'"
-        class="h-full flex justify-center"
-      >
-        <img
-          src="./components/polygons.svg"
-          alt="Polygon in a Circle"
-          class="w-[250px] rotate-anim"
-        >
-      </div>
-    </div>
-  </div>
-</template>
\ No newline at end of file
diff --git a/apps/landing/src/components/nav/components/polygons.svg b/apps/landing/src/components/nav/components/polygons.svg
deleted file mode 100644
index bfe5c0612..000000000
--- a/apps/landing/src/components/nav/components/polygons.svg
+++ /dev/null
@@ -1,15 +0,0 @@
-<svg width="279" height="280" viewBox="0 0 279 280" fill="none" xmlns="http://www.w3.org/2000/svg">
-<circle cx="139.426" cy="140.573" r="119.066" stroke="#8C8C8C" stroke-width="4" stroke-dasharray="8 8"/>
-<path d="M140.574 242.131L151.703 245.747L158.582 255.214V266.916L151.703 276.384L140.574 280L129.444 276.384L122.566 266.916V255.214L129.444 245.747L140.574 242.131Z" fill="#80ABFF"/>
-<path d="M140.574 0L151.703 3.61615L158.582 13.0834V24.7855L151.703 34.2527L140.574 37.8689L129.444 34.2527L122.566 24.7855V13.0834L129.444 3.61615L140.574 0Z" fill="#80ABFF"/>
-<path d="M18.9344 121.639L30.0638 125.255L36.9421 134.722V146.424L30.0638 155.891L18.9344 159.508L7.80505 155.891L0.926716 146.424V134.722L7.80505 125.255L18.9344 121.639Z" fill="#80ABFF"/>
-<path d="M259.918 121.639L271.047 125.255L277.926 134.722V146.424L271.047 155.891L259.918 159.508L248.789 155.891L241.91 146.424V134.722L248.789 125.255L259.918 121.639Z" fill="#80ABFF"/>
-<path d="M235.687 71.7087L247.217 69.7145L257.718 74.8788L263.178 85.2291L261.512 96.812L253.355 105.203L241.824 107.197L231.323 102.033L225.863 91.6826L227.53 80.0998L235.687 71.7087Z" fill="#80ABFF"/>
-<path d="M25.9275 176.375L37.4584 174.38L47.9593 179.545L53.4192 189.895L51.7526 201.478L43.596 209.869L32.0651 211.863L21.5642 206.699L16.1043 196.349L17.7709 184.766L25.9275 176.375Z" fill="#80ABFF"/>
-<path d="M70.7781 237.086L79.1578 228.918L90.7383 227.235L101.096 232.681L106.275 243.174L104.297 254.708L95.9173 262.876L84.3369 264.559L73.9789 259.114L68.7999 248.62L70.7781 237.086Z" fill="#80ABFF"/>
-<path d="M175.204 25.9397L183.584 17.7715L195.165 16.0887L205.522 21.5341L210.701 32.0278L208.723 43.5615L200.344 51.7298L188.763 53.4126L178.405 47.9671L173.226 37.4734L175.204 25.9397Z" fill="#80ABFF"/>
-<path d="M176.205 237.162L184.513 228.921L196.078 227.137L206.483 232.492L211.754 242.94L209.877 254.49L201.569 262.731L190.004 264.515L179.598 259.161L174.328 248.713L176.205 237.162Z" fill="#80ABFF"/>
-<path d="M69.4837 26.0157L77.7917 17.7745L89.357 15.9905L99.7622 21.3451L105.033 31.7931L103.156 43.3437L94.8476 51.5849L83.2822 53.3689L72.8771 48.0142L67.6065 37.5662L69.4837 26.0157Z" fill="#80ABFF"/>
-<path d="M16.462 80.0687L24.6546 71.7129L36.194 69.7683L46.6726 74.9778L52.0879 85.3515L50.3714 96.9271L42.1788 105.283L30.6394 107.228L20.1608 102.018L14.7455 91.6443L16.462 80.0687Z" fill="#80ABFF"/>
-<path d="M228.757 185.643L236.95 177.287L248.489 175.343L258.968 180.552L264.383 190.926L262.666 202.501L254.474 210.857L242.934 212.802L232.456 207.592L227.041 197.219L228.757 185.643Z" fill="#80ABFF"/>
-</svg>
diff --git a/apps/landing/src/components/nav/components/shapes.svg b/apps/landing/src/components/nav/components/shapes.svg
deleted file mode 100644
index 2377dfb11..000000000
--- a/apps/landing/src/components/nav/components/shapes.svg
+++ /dev/null
@@ -1,58 +0,0 @@
-<svg width="454" height="312" viewBox="0 0 454 312" fill="none" xmlns="http://www.w3.org/2000/svg">
-<g filter="url(#filter0_df_777_305)">
-<rect x="159.849" y="43.957" width="181.311" height="161.787" transform="rotate(29.3627 159.849 43.957)" fill="url(#paint0_linear_777_305)" shape-rendering="crispEdges"/>
-</g>
-<g filter="url(#filter1_df_777_305)">
-<path d="M369.664 44.3959L375.353 208.041L230.788 131.145L369.664 44.3959Z" fill="url(#paint1_linear_777_305)" shape-rendering="crispEdges"/>
-</g>
-<g filter="url(#filter2_df_777_305)">
-<circle cx="89.6852" cy="218.195" r="65.6852" fill="url(#paint2_linear_777_305)" shape-rendering="crispEdges"/>
-</g>
-<defs>
-<filter id="filter0_df_777_305" x="55.5185" y="22.957" width="287.349" height="279.906" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
-<feFlood flood-opacity="0" result="BackgroundImageFix"/>
-<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"/>
-<feOffset dy="4"/>
-<feGaussianBlur stdDeviation="12.5"/>
-<feComposite in2="hardAlpha" operator="out"/>
-<feColorMatrix type="matrix" values="0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 1 0"/>
-<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_777_305"/>
-<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_777_305" result="shape"/>
-<feGaussianBlur stdDeviation="8" result="effect2_foregroundBlur_777_305"/>
-</filter>
-<filter id="filter1_df_777_305" x="205.788" y="23.3965" width="194.565" height="213.645" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
-<feFlood flood-opacity="0" result="BackgroundImageFix"/>
-<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"/>
-<feOffset dy="4"/>
-<feGaussianBlur stdDeviation="12.5"/>
-<feComposite in2="hardAlpha" operator="out"/>
-<feColorMatrix type="matrix" values="0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 1 0"/>
-<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_777_305"/>
-<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_777_305" result="shape"/>
-<feGaussianBlur stdDeviation="6" result="effect2_foregroundBlur_777_305"/>
-</filter>
-<filter id="filter2_df_777_305" x="0" y="132.51" width="179.37" height="179.371" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
-<feFlood flood-opacity="0" result="BackgroundImageFix"/>
-<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0" result="hardAlpha"/>
-<feOffset dy="4"/>
-<feGaussianBlur stdDeviation="12"/>
-<feComposite in2="hardAlpha" operator="out"/>
-<feColorMatrix type="matrix" values="0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 1 0"/>
-<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow_777_305"/>
-<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow_777_305" result="shape"/>
-<feGaussianBlur stdDeviation="10" result="effect2_foregroundBlur_777_305"/>
-</filter>
-<linearGradient id="paint0_linear_777_305" x1="250.504" y1="43.957" x2="194.5" y2="184.705" gradientUnits="userSpaceOnUse">
-<stop stop-color="#8AAEF5" stop-opacity="0.69"/>
-<stop offset="1" stop-color="#C1D3F8" stop-opacity="0"/>
-</linearGradient>
-<linearGradient id="paint1_linear_777_305" x1="369.664" y1="44.3959" x2="266.16" y2="119.036" gradientUnits="userSpaceOnUse">
-<stop stop-color="#0D5FFF" stop-opacity="0.63"/>
-<stop offset="1" stop-color="#C1D3F8" stop-opacity="0"/>
-</linearGradient>
-<linearGradient id="paint2_linear_777_305" x1="118.198" y1="185.255" x2="53.6051" y2="266.893" gradientUnits="userSpaceOnUse">
-<stop stop-color="#0D5FFF" stop-opacity="0.71"/>
-<stop offset="1" stop-color="#C1D3F8" stop-opacity="0.08"/>
-</linearGradient>
-</defs>
-</svg>

From 7ba3e74fad3dbef9c817fca17d01cb103a9aec7d Mon Sep 17 00:00:00 2001
From: demogorgod <ssnajeeb2020@manchester.edu>
Date: Mon, 20 Mar 2023 15:07:53 -0400
Subject: [PATCH 3/4] Ommit launch button

---
 apps/landing/src/App.vue | 7 +++----
 1 file changed, 3 insertions(+), 4 deletions(-)

diff --git a/apps/landing/src/App.vue b/apps/landing/src/App.vue
index 9734b165b..9d91b7e38 100644
--- a/apps/landing/src/App.vue
+++ b/apps/landing/src/App.vue
@@ -48,17 +48,16 @@ import Scrambler from '@/components/Scrambler.vue'
           /> 
           <span class="pulse w-[2px] rounded bg-primary" />
         </div>
-        <!-- TD: change link to match app link not landing link -->
-        <a
+        <!-- <a
           class=" rounded-[4px] flex justify-center items-center gap-[10px]
         bg-primary text-white px-[25px] py-[7px] font-bold hover:bg-blue_4
         hover:text-black"
-          href="https://www.casimir.co/"
+          href="https://www.app.casimir.co/"
         >
           <i
             class="iconoir-drone-take-off"
           /> Launch App
-        </a>
+        </a> -->
       </div>
     </div>
   </div>

From 9a772eb6e705943efed0c5a16a648823d833d10f Mon Sep 17 00:00:00 2001
From: demogorgod <ssnajeeb2020@manchester.edu>
Date: Mon, 20 Mar 2023 15:09:40 -0400
Subject: [PATCH 4/4] Fix typescript issue in Scrambler.vue

---
 apps/landing/src/components/Scrambler.vue | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/apps/landing/src/components/Scrambler.vue b/apps/landing/src/components/Scrambler.vue
index 897c74334..a4c642cf2 100644
--- a/apps/landing/src/components/Scrambler.vue
+++ b/apps/landing/src/components/Scrambler.vue
@@ -38,7 +38,7 @@ onMounted(() => {
     const next = ()=> {
         
         // let newText = (Math.floor(Math.random() * (3300 - 100) + 100) / 100).toString()
-        let newText = props.phrases[counter]
+        let newText = props.phrases[counter] as string 
         let oldText = text.value
 
         const randomChar = () => {
