ff7man.github.io/calc.html at main · ff7man/ff7man.github.io · GitHub

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<!DOCTYPE html>
<html>
<head>
<meta name="viewport" content="width=device-width, initial-scale=1">
<style>
* {
  box-sizing: border-box;
}

body {
  font-family: Arial, Helvetica, sans-serif;
}
/* https://www.w3schools.com/howto/howto_css_column_cards.asp */
/* Float four columns side by side */
.column {
  float: left;
  width: 250px;
  padding: 0 10px 20px;
}

/* Remove extra left and right margins, due to padding */
.row {margin: 0 -5px;}

/* Clear floats after the columns */
.row:after {
  content: "";
  display: table;
  clear: both;
}

/* Responsive columns */
@media screen and (max-width: 600px) {
  .column {
    width: 100%;
    display: block;
    margin-bottom: 20px;
  }
}

/* Style the counter cards */
.card {
  box-shadow: 0 4px 8px 0 rgba(0, 0, 0, 0.2);
  padding: 16px;
  text-align: center;
  background-color: #f1f1f1;
}
</style>
<body>
<script>
//https://github.com/akjpro/form-anticlear
var formAntiClear={};const event=document.createEvent("Event");function isAntiClearNone(e){return e.className.split(" ").indexOf("form-anticlear-none")>=0||e.parentElement&&isAntiClearNone(e.parentElement,"form-anticlear-none")}event.initEvent("anticleared",!0,!0),formAntiClear.clear=function(e=".form-anticlear"){document.querySelectorAll(e).forEach(function(e){e.reset()})},window.onbeforeunload=function(){document.querySelectorAll(".form-anticlear input:not([type='radio']), .form-anticlear select, .form-anticlear textarea").forEach(function(e,t){isAntiClearNone(e)||null===e.value||""===e.value||("checkbox"==e.type?localStorage.setItem("frf_"+e.name+"_"+t,e.checked):localStorage.setItem("frf_"+e.name+"_"+t,e.value))}),document.querySelectorAll('.form-anticlear input[type="radio"]:checked').forEach(function(e,t){isAntiClearNone(e)||localStorage.setItem("frf_"+e.name+"_"+t,e.value)})},window.onload=function(){var e=[];document.querySelectorAll(".form-anticlear input:not([type='radio']), .form-anticlear select, .form-anticlear textarea").forEach(function(e,t){var n="frf_"+e.name+"_"+t;null!==localStorage.getItem(n)&&("checkbox"==e.type?e.checked="true"==localStorage.getItem(n):e.value=localStorage.getItem(n))}),document.querySelectorAll('.form-anticlear input[type="radio"]').forEach(function(t){var n="frf_"+t.name+"_"+i;e.indexOf(n)<0&&null!==localStorage.getItem(n)&&(e.push(n),document.querySelector("input[type='radio'][name='"+t.name+"'][value='"+localStorage.getItem(n)+"']").checked=!0)}),localStorage.clear(),document.dispatchEvent(event)};
</script>

<script>
function colorToNum(a) {
	if (a.color.localeCompare("bronze") == 0){
		return 1
	}
	if (a.color.localeCompare("silver") == 0){
		return 2
	}
	if (a.color.localeCompare("gold") == 0){
		return 3
	}
	if (a.color.localeCompare("platinum") == 0){
		return 4
	}
	return -1
}
Number.prototype.round = function(places) {
  return +(Math.round(this + "e+" + places)  + "e-" + places);
}
function compareTS(a,b){
	var aInt = parseInt(a.ts)
	var bInt = parseInt(b.ts)
	if (aInt < bInt){
		return 1
	}
	if (aInt > bInt){
		return -1
	}
	if (aInt == bInt){
		var aVal = colorToNum(a)
		var bVal = colorToNum(b)
		if (aVal < bVal){
			return 1
		}
		if (aVal > bVal){
			return -1
		}
		return 0 // equal in speed and jockey
	}
	return 0 // should never hit
}
function compareRawAvg(a,b){
	var aR = a.avg.round(5)
	var bR = b.avg.round(5)
	if (aR < bR){
		return 1
	}
	if (aR > bR){
		return -1
	}
    return 0
}
function compareAVG(a,b){
	var aR = a.avg.round(3)
	var bR = b.avg.round(3)
	if (aR < bR){
		return 1
	}
	if (aR > bR){
		return -1
	}
	if (aR == bR){
        console.log("Using jockeys")
		var aVal = colorToNum(a)
		var bVal = colorToNum(b)
		if (aVal < bVal){
			return 1
		}
		if (aVal > bVal){
			return -1
		}
		return 0 // equal in speed and jockey
	}
	return 0 // should never hit
}
function myFunction() {
  let chocobos = [];
  for (let i = 1; i < 7; i++) {
  var ts = document.getElementById("ts"+i).value
  var s = document.getElementById("s"+i).value
  var color = document.getElementById("color"+i).value
  var avg = parseFloat(ts)/parseFloat(s)

  let chocobo = {id:i, ts:ts, s:s, color:color, avg:avg}
  chocobos.push(chocobo)
  }

let lowest = 100
for (let i = 0; i < chocobos.length; i++){
	var ret = colorToNum(chocobos[i])
	if (ret < lowest){
		lowest = ret
	}
}
let chocobos2 = []
// Remove Lowest Rank
for (let i = 0; i < chocobos.length; i++){
	if (lowest == 1){
		if ( chocobos[i].color.localeCompare("bronze") != 0){
			chocobos2.push(chocobos[i])
		}
	}
	if (lowest == 2){
		if ( chocobos[i].color.localeCompare("silver") != 0){
			chocobos2.push(chocobos[i])
		}
	}
	if (lowest == 3){
		if ( chocobos[i].color.localeCompare("gold") != 0){
			chocobos2.push(chocobos[i])
		}
	}
}
// if we have less than 3 chocobos don't delete any
if (chocobos2.length < 3){
	chocobos2 = chocobos
}
var sortedChocos = chocobos2.sort(compareRawAvg)
//var sortedChocos = chocobos2.sort(compareAVG)
for (let i = 0; i < sortedChocos.length; i++) {
	console.log(sortedChocos[i])
}
var win = ""
for (let i = 0; i < sortedChocos.length; i++){
    win = win + sortedChocos[i].id + "-"+(sortedChocos[i].avg.round(5)*100).round(3)+ " "
}
win = win.substring(0, win.length - 1);
// create tickets
var win2 = [sortedChocos[0].id, sortedChocos[1].id, sortedChocos[2].id]
var sortwin = win2.sort()
var win3 = "["+sortwin[0]+"-"+sortwin[1]+ "] ["+ sortwin[0]+"-"+sortwin[2]+ "] [" + sortwin[1]+"-"+sortwin[2]+"]"

document.getElementById('calc').value = win+": \n"+win3
//alert(win+": "+win3)

var sortedChocos = chocobos2.sort(compareTS)
for (let i = 0; i < sortedChocos.length; i++) {
	console.log(sortedChocos[i])
}
var win = ""
for (let i = 0; i < sortedChocos.length; i++){
    win = win + sortedChocos[i].id + " "
}
win = win.substring(0, win.length - 1);
// create tickets
var win2 = [sortedChocos[0].id, sortedChocos[1].id, sortedChocos[2].id]
var sortwin = win2.sort()
var win3 = "["+sortwin[0]+"-"+sortwin[1]+ "] ["+ sortwin[0]+"-"+sortwin[2]+ "] [" + sortwin[1]+"-"+sortwin[2]+"]"

document.getElementById('calc2').value = win+": \n"+win3
//alert(win+": "+win3)

chocobos2 = chocobos
var sortedChocos = chocobos2.sort(compareRawAvg)
//var sortedChocos = chocobos2.sort(compareAVG)
for (let i = 0; i < sortedChocos.length; i++) {
	console.log(sortedChocos[i])
}
var win = ""
for (let i = 0; i < sortedChocos.length; i++){
    win = win + sortedChocos[i].id + "-"+(sortedChocos[i].avg.round(5)*100).round(3)+ " "
}
win = win.substring(0, win.length - 1);
// create tickets
var win2 = [sortedChocos[0].id, sortedChocos[1].id, sortedChocos[2].id]
var sortwin = win2.sort()
var win3 = "["+sortwin[0]+"-"+sortwin[1]+ "] ["+ sortwin[0]+"-"+sortwin[2]+ "] [" + sortwin[1]+"-"+sortwin[2]+"]"

document.getElementById('calc3').value = win+": \n"+win3
//alert(win+": "+win3)
}
</script>

<h2>Chocobo Betting</h2>
<form onsubmit="myFunction()" class="form-anticlear">
<label for="calc">Winning Tickets (Top Speed/Stamina + Remove lowest jockeys)</label><br>
<textarea id="calc" style="width: 500px; resize: none;"></textarea>
<br>
<label for="calc2">Winning Tickets (Top Speed + Remove lowest jockeys + Settle ties with jockey rank)</label><br>
<textarea id="calc2" style="resize: none;"></textarea>
<br>
<label for="calc3">Winning Tickets (Top Speed/Stamina)</label><br>
<textarea id="calc3" style="width: 500px; resize: none;"></textarea>
<br>
<p></p>

<div class="row">
    <div class="column">
      <div class="card">
          <h2>Chocobo 1</h2>
          <label for="ts1">Top Speed: </label>
          <input type="text" id="ts1" name="ts1" maxlength="3" size="3">
          <br>
          <label for="s1">Stamina: </label>
          <input type="text" id="s1" name="s1" maxlength="3" size="3">
          <br>
          <label for="color1">Jockey Color: </label>
          <select id="color1" name="color1">
              <option value="bronze">Bronze</option>
              <option value="silver">Silver</option>
              <option value="gold">Gold</option>
              <option value="platinum">Platinum</option>
          </select>
      </div>
    </div>
      <div class="column">
      <div class="card">
          <h2>Chocobo 2</h2>
          <label for="ts2">Top Speed: </label>
          <input type="text" id="ts2" name="ts2" maxlength="3" size="3">
          <br>
          <label for="s1">Stamina: </label>
          <input type="text" id="s2" name="s2" maxlength="3" size="3">
          <br>
          <label for="color2">Jockey Color: </label>
          <select id="color2" name="color2">
              <option value="bronze">Bronze</option>
              <option value="silver">Silver</option>
              <option value="gold">Gold</option>
              <option value="platinum">Platinum</option>
          </select>
      </div>
    </div>
    <div class="column">
      <div class="card">
          <h2>Chocobo 3</h2>
          <label for="ts3">Top Speed: </label>
          <input type="text" id="ts3" name="ts3" maxlength="3" size="3">
          <br>
          <label for="s3">Stamina: </label>
          <input type="text" id="s3" name="s3" maxlength="3" size="3">
          <br>
          <label for="color3">Jockey Color: </label>
          <select id="color3" name="color3">
              <option value="bronze">Bronze</option>
              <option value="silver">Silver</option>
              <option value="gold">Gold</option>
              <option value="platinum">Platinum</option>
          </select>
      </div>
    </div>
    <div class="column">
      <div class="card">
          <h2>Chocobo 4</h2>
          <label for="ts4">Top Speed: </label>
          <input type="text" id="ts4" name="ts4" maxlength="3" size="3">
          <br>
          <label for="s1">Stamina: </label>
          <input type="text" id="s4" name="s4" maxlength="3" size="3">
          <br>
          <label for="color4">Jockey Color: </label>
          <select id="color4" name="color4">
              <option value="bronze">Bronze</option>
              <option value="silver">Silver</option>
              <option value="gold">Gold</option>
              <option value="platinum">Platinum</option>
          </select>
      </div>
    </div>

    <div class="column">
      <div class="card">
          <h2>Chocobo 5</h2>
          <label for="ts1">Top Speed: </label>
          <input type="text" id="ts5" name="ts5" maxlength="3" size="3">
          <br>
          <label for="s1">Stamina: </label>
          <input type="text" id="s5" name="s5" maxlength="3" size="3">
          <br>
          <label for="color5">Jockey Color: </label>
          <select id="color5" name="color5">
              <option value="bronze">Bronze</option>
              <option value="silver">Silver</option>
              <option value="gold">Gold</option>
              <option value="platinum">Platinum</option>
          </select>
      </div>
    </div>
    <div class="column">
      <div class="card">
          <h2>Chocobo 6</h2>
          <label for="ts1">Top Speed: </label>
          <input type="text" id="ts6" name="ts6" maxlength="3" size="3">
          <br>
          <label for="s1">Stamina: </label>
          <input type="text" id="s6" name="s6" maxlength="3" size="3">
          <br>
          <label for="color6">Jockey Color: </label>
          <select id="color6" name="color6">
              <option value="bronze">Bronze</option>
              <option value="silver">Silver</option>
              <option value="gold">Gold</option>
              <option value="platinum">Platinum</option>
          </select>
      </div>
    </div>

  </div>
<button type="button" onclick="javascript:formAntiClear.clear()">Clear Data</button>
<input type="submit" value="Submit">
<button type="button" onclick="javascript:window.location = window.location.pathname;">Reload Page</button>
<br>
<p>Jockey Colors:</p>
<img src="data:image/jpeg;base64,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">
<br>
<a href="https://www.youtube.com/watch?v=jXLHLeT12Ts">Strategy 1: Remove lowest rank jockey, sort by top speed, and settle ties with jockey rank</a>
<p>Strategy 2: Remove lowest rank jockey and sort by top speed/stamina (Hybrid 1/3)</p>
<a href="https://gamefaqs.gamespot.com/boards/197341-final-fantasy-vii/72551126">Strategy 3: Sort by top speed/stamina</a>
<p>Strategy 4: Random 3/15</p>
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