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HTML

              
                <h2>Bard's Tale 4 Barrows Deep (Deconstructed Decoder Wheel v2.0)</h2>
<p>Choose settings from dropdowns below:</p>
<div id='outer-input'>
<div id='input-box'>
  <div id='left-box'>
    <div id="left-img-control">
      <button id="left-img-down" onClick="shiftImg('left', 'up')">←</button>
      <div id='left-img-box'>
      <image id="left-img" />
      </div>
      <button id="left-img-up" onClick="shiftImg('left', 'down')">→</button>
    </div>
  </div>
  <div id='right-box'>
    <div id="right-img-control">
      <button id="right-img-down" onClick="shiftImg('right', 'up')">←</button>
      <div id='right-img-box'>
        <image id="right-img" />
      </div>
      <button id="right-img-up" onClick="shiftImg('right', 'down')">→</button>
    </div>
        <div id="moon-box">
        <select id="moon">
          <option value="(" label="☾" /> 
          <option value=")" label="☽" />
      </select>
    </div> 
  </div>
  </div>
  </div>
  <div id='go-box'>
    <button id='go-btn' onClick='decode("x")'>
      Click here to get item names
    </button>
  </div>
</div>
<div id='answer-box'>
  <input class='disabled' disabled id='output' placeholder='answer here'>
  </input>
</div>
              
            
!

CSS

              
                body{
  margin: 12px;
  background-color: black;
  font-size: 17px;
  font-family: 'Arial';
  color: #faa;
  text-align: center;
}
h2, p {
  color: white;
}
p {
  color: gray
}
select {
  margin-top: 14px;
  background-color: #111;
  border: 1px solid #aca;
  color: white;
  font-size: 50px;
  border: 1px solid #333;
  border-radius: 14px;
  height: 70px;
  
}

input.disabled {
  background-color: black; 
}
button {
  background-color: #474;
  border-radius: 9px;
  margin: 12px;
  height: 30px;
  color: #fff;
  font-weight: bold;
  border: 2px solid #333;
}
#outer-input{
  display: inline-block;
  min-width: 600px;
  width: 50%:
  border: 1px solid gray;
  background: #444;
  border-radius: 33px;
  padding: 22px;
}
#input-box {
  display: flex;
  vertical-align: top;
  text-align: center;
  background-color: #555;
  margin: auto;
  padding: 20px;
  width: 95%;
  border-radius: 22px;
  
}
#moon-box { 
  width: 100px;
  display: flex;
}
#answer-box {
  min-width: 600px;
  text-align: center;
  background-color: #020;
  margin: 20px;
  margin-top: 0px;
  padding: 20px;
  border-radius: 30px;
  width: 50%;
  display: inline-block;
}
#left-box, #right-box{
    text-align: center;
  display: flex;
  margin: auto;
    padding: 20px;
  border: 1px solid gray;
  width: 50%;
  height: 100px;
  background-color: #111;
}
#left-box {
  border-radius: 30px 0 0 30px;
}
#right-box {  
  border-radius: 0 30px 30px 0;
}
#go-box {
  text-align:center;
  width: 100%;
  margin-top: -50px;
}
#output {
  font-size: 20px;
  padding: 4px;
  width: 98%;
  text-align: center;
  color: #0f0; 
  border: 1px solid #030;
  border-radius: 10px;
}
#left-img-box, #right-img-box { 
  height: 66px;
  overflow: hidden;
  border: 1px solid #444;
  border-radius: 13px;
  box-shadow: inset 3px 3px 3px black;
}
#left-img-control, #right-img-control{
  display: flex;
  width: 210px;
  margin: auto;
}
.vcenter {
  margin-top: 4%;
}
              
            
!

JS

              
                var bear = 'bear', wolf = 'wolf', owl = 'owl', boar = 'boar', fox = 'fox', salmon = 'salmon', deer = 'deer', rabbit = 'rabbit', waves = 'waves', bush = 'bush', sun = 'sun', tree = 'tree'
var animals = [bear, wolf, owl, boar, fox, salmon, deer, rabbit, waves, bush, sun, tree]
var wheelLen = 2 * animals.length // 24

var almanac = "null, Maleflan Essence, Sweet Bun, Porridge, Pie, Sugar, Elven Wine, Green Elfcress, Fairy Dust, Fiber, Stagswift Wine, Steak, Daffodil Seed, Cooking Herbs, Bone Shards, Bread, Beast and Cabbage, Broth, Blazepitch, Bottle of Orange Ink, Bottle of Green Ink, Blazepitch, Cooking Herbs, Sandwich, Cider, Haggis, Apple, Hearty Stew, Dwarven Stout, Grain, Broth, Stagswift Wine, Thistle Seed, Hearty Stew, Roasted Carrot, Hellebore Seed, Cider, Blue Witchroot, Wood, Tea, Lily Seed, Keg, Onion, Potato, Tropical Drink, Charcoal, Malefian Essence, Daffodil Seed, Shepards Pie, Bone Shards, Fiber, Blessed Wafer, Red Colewort, Selkie's Tears, Carrot, Lily Seed, Deathcap Mushrooms, Fermented Spirit, Baked Potato, Meat, Bluebell Seed, Soup, Metal Scraps, Beast and Cabbage, Pie, Thistle Seed, Bread, Mushrooms, Gold Trefoil, Cabbage, Baked Potato, Steak, Roast Beast, Porridge, Dwarven Stout, Tropical Drink, Haggis, Selkie's Tears, Keg, Meat, Wrecker's Dram, Fairy Dust, Wood, Roasted Carrot, Rotted Food, Sweet Bun, Sandwich, Roast Beast, Fermented Spirit, Shepards Pie, Hellebore Seed, Metal Scraps, Bluebell Seed, Water, Tea, Soup, Blessed Wafer".split(', ')

function decode() {
  animals[- img1Pos / 66]
  var w1Sel = animals[- img1Pos / 66] //document.getElementById('wheel1').value
  var w2Sel = animals[- img2Pos / 66] // document.getElementById('wheel2').value
  var m = document.getElementById('moon').value
  var resp = getValues(w1Sel, w2Sel, m)
   console.log (resp)
  document.getElementById('output').value = resp.join(', ')
}
var img1Pos = 0;
var img2Pos = 0;
function shiftImg(img, dir) {
  var imgPos
  if (img === 'left'){
      img1Pos = dir === 'down'
    ? (img1Pos - 66) % (12 * 66)
    : (img1Pos + 66) % (12 * 66);
  img1Pos = img1Pos > 0
    ? img1Pos = -11 * 66
    : img1Pos
    imgPos = img1Pos
  }
    if (img === 'right'){
      img2Pos = dir === 'down'
    ? (img2Pos - 66) % (12 * 66)
    : (img2Pos + 66) % (12 * 66);
  img2Pos = img2Pos > 0
    ? img2Pos = -11 * 66
    : img2Pos
      imgPos = img2Pos
  }

  
  // console.log(img1Pos, img2Pos); 
  document.getElementById(`${img}-img`).style.transform = `translateY(${imgPos}px)`;
}
function getValues(a1, a2, moon){
  console.log(a1, a2, moon)

  // a1 is the offset
  //a2 is the mask
  //moon is moon shape specifing sub-position 

  // this is the set of values available to the first 'arrow' wheel selection
  var firstWheelValues = getFirstWheelValues(a1, wheelLen)
  var secondWheelValues = getSecondWheelValues(a2, moon, wheelLen)
  console.log(firstWheelValues)
  console.log(secondWheelValues)
  var vals =  firstWheelValues.filter(e => secondWheelValues.includes(e))
  console.log(vals)
  return vals.map(e => almanac[e])
}

function getFirstWheelValues(a1, wheelLen){
  var ann1 = animals.indexOf(a1)
  // +2 because backward-c moons are even values
  var firstDropPos = ann1 + 2
  var firstNum = (firstDropPos * 2 + 1) % 24
  var secondNum = firstNum + 1
  var set1 = [firstNum, secondNum]
  var set2 = set1.map(e => e += wheelLen)
  var set3 = set2.map(e => e += wheelLen)
  var set4 = set3.map(e => e += wheelLen)
  var firstBlock = [set1, set2, set3, set4]
  var secondBlock = add8(firstBlock)
  var thirdBlock = add8(secondBlock)
  console.log(firstBlock, secondBlock, thirdBlock)
  return [firstBlock, secondBlock, thirdBlock]
    .join(',').split(',')
    .map(e => Number(e));
}

function getSecondWheelValues(a2, moon, wheelLen) {
  var a22n = (2 * (animals.indexOf(a2) + 1)) - (moon === ')' ? 0 : 1)
  var offsets = [
    0, 3,
    30, 33, // i >= 2
    60, 63, // i >= 4
    90, 93  // i >= 6
  ]
  
  return offsets.map((offset, i) => {
    var val = offset + a22n
    return 1 + 
            (i=== 6 || i === 7) && val > 96 ? 72 + (val % 96)
          : (i===4 || i === 5) && val > 72 ? 48 + (val % 72)
          : (i===3 || i === 2) && val > 48 ? 24 + (val % 48)
          : (i===1 || i === 0) && val > 24 ?   val % 24
          : val
})
}

function add8(arr){
  var addVal = 8;
  return arr
    .map((s, sIndex) =>
      s.map(
        n => {
          // goddamn hack for 96 adding to zero...
          if(n === 16 && sIndex === 0) {
            return 96;
          }
          return ((n += addVal) % wheelLen) + wheelLen * sIndex
        }))
}

// base 64 encoding image here because imgur's stupid CORS policy blocks codepen
var imgSrc = 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"
document.getElementById("left-img").src = imgSrc;
document.getElementById("right-img").src = imgSrc;

              
            
!
999px

Console