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7585 lines (6667 loc) · 318 KB
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<!DOCTYPE HTML>
<html>
<head>
<meta charset="UTF-8">
<title>Main</title>
<style>
html,
head,
body {
padding: 0;
margin: 0;
}
body {
font-family: calibri, helvetica, arial, sans-serif;
}
</style>
<script type="text/javascript">
(function() {
'use strict';
function F2(fun) {
function wrapper(a) {
return function(b) {
return fun(a, b);
};
}
wrapper.arity = 2;
wrapper.func = fun;
return wrapper;
}
function F3(fun) {
function wrapper(a) {
return function(b) {
return function(c) {
return fun(a, b, c);
};
};
}
wrapper.arity = 3;
wrapper.func = fun;
return wrapper;
}
function F4(fun) {
function wrapper(a) {
return function(b) {
return function(c) {
return function(d) {
return fun(a, b, c, d);
};
};
};
}
wrapper.arity = 4;
wrapper.func = fun;
return wrapper;
}
function F5(fun) {
function wrapper(a) {
return function(b) {
return function(c) {
return function(d) {
return function(e) {
return fun(a, b, c, d, e);
};
};
};
};
}
wrapper.arity = 5;
wrapper.func = fun;
return wrapper;
}
function F6(fun) {
function wrapper(a) {
return function(b) {
return function(c) {
return function(d) {
return function(e) {
return function(f) {
return fun(a, b, c, d, e, f);
};
};
};
};
};
}
wrapper.arity = 6;
wrapper.func = fun;
return wrapper;
}
function F7(fun) {
function wrapper(a) {
return function(b) {
return function(c) {
return function(d) {
return function(e) {
return function(f) {
return function(g) {
return fun(a, b, c, d, e, f, g);
};
};
};
};
};
};
}
wrapper.arity = 7;
wrapper.func = fun;
return wrapper;
}
function F8(fun) {
function wrapper(a) {
return function(b) {
return function(c) {
return function(d) {
return function(e) {
return function(f) {
return function(g) {
return function(h) {
return fun(a, b, c, d, e, f, g, h);
};
};
};
};
};
};
};
}
wrapper.arity = 8;
wrapper.func = fun;
return wrapper;
}
function F9(fun) {
function wrapper(a) {
return function(b) {
return function(c) {
return function(d) {
return function(e) {
return function(f) {
return function(g) {
return function(h) {
return function(i) {
return fun(a, b, c, d, e, f, g, h, i);
};
};
};
};
};
};
};
};
}
wrapper.arity = 9;
wrapper.func = fun;
return wrapper;
}
function A2(fun, a, b) {
return fun.arity === 2 ?
fun.func(a, b) :
fun(a)(b);
}
function A3(fun, a, b, c) {
return fun.arity === 3 ?
fun.func(a, b, c) :
fun(a)(b)(c);
}
function A4(fun, a, b, c, d) {
return fun.arity === 4 ?
fun.func(a, b, c, d) :
fun(a)(b)(c)(d);
}
function A5(fun, a, b, c, d, e) {
return fun.arity === 5 ?
fun.func(a, b, c, d, e) :
fun(a)(b)(c)(d)(e);
}
function A6(fun, a, b, c, d, e, f) {
return fun.arity === 6 ?
fun.func(a, b, c, d, e, f) :
fun(a)(b)(c)(d)(e)(f);
}
function A7(fun, a, b, c, d, e, f, g) {
return fun.arity === 7 ?
fun.func(a, b, c, d, e, f, g) :
fun(a)(b)(c)(d)(e)(f)(g);
}
function A8(fun, a, b, c, d, e, f, g, h) {
return fun.arity === 8 ?
fun.func(a, b, c, d, e, f, g, h) :
fun(a)(b)(c)(d)(e)(f)(g)(h);
}
function A9(fun, a, b, c, d, e, f, g, h, i) {
return fun.arity === 9 ?
fun.func(a, b, c, d, e, f, g, h, i) :
fun(a)(b)(c)(d)(e)(f)(g)(h)(i);
}
//import Native.List //
var _elm_lang$core$Native_Array = function() {
// A RRB-Tree has two distinct data types.
// Leaf -> "height" is always 0
// "table" is an array of elements
// Node -> "height" is always greater than 0
// "table" is an array of child nodes
// "lengths" is an array of accumulated lengths of the child nodes
// M is the maximal table size. 32 seems fast. E is the allowed increase
// of search steps when concatting to find an index. Lower values will
// decrease balancing, but will increase search steps.
var M = 32;
var E = 2;
// An empty array.
var empty = {
ctor: '_Array',
height: 0,
table: []
};
function get(i, array) {
if (i < 0 || i >= length(array)) {
throw new Error(
'Index ' + i + ' is out of range. Check the length of ' +
'your array first or use getMaybe or getWithDefault.');
}
return unsafeGet(i, array);
}
function unsafeGet(i, array) {
for (var x = array.height; x > 0; x--) {
var slot = i >> (x * 5);
while (array.lengths[slot] <= i) {
slot++;
}
if (slot > 0) {
i -= array.lengths[slot - 1];
}
array = array.table[slot];
}
return array.table[i];
}
// Sets the value at the index i. Only the nodes leading to i will get
// copied and updated.
function set(i, item, array) {
if (i < 0 || length(array) <= i) {
return array;
}
return unsafeSet(i, item, array);
}
function unsafeSet(i, item, array) {
array = nodeCopy(array);
if (array.height === 0) {
array.table[i] = item;
} else {
var slot = getSlot(i, array);
if (slot > 0) {
i -= array.lengths[slot - 1];
}
array.table[slot] = unsafeSet(i, item, array.table[slot]);
}
return array;
}
function initialize(len, f) {
if (len <= 0) {
return empty;
}
var h = Math.floor(Math.log(len) / Math.log(M));
return initialize_(f, h, 0, len);
}
function initialize_(f, h, from, to) {
if (h === 0) {
var table = new Array((to - from) % (M + 1));
for (var i = 0; i < table.length; i++) {
table[i] = f(from + i);
}
return {
ctor: '_Array',
height: 0,
table: table
};
}
var step = Math.pow(M, h);
var table = new Array(Math.ceil((to - from) / step));
var lengths = new Array(table.length);
for (var i = 0; i < table.length; i++) {
table[i] = initialize_(f, h - 1, from + (i * step), Math.min(from + ((i + 1) * step), to));
lengths[i] = length(table[i]) + (i > 0 ? lengths[i - 1] : 0);
}
return {
ctor: '_Array',
height: h,
table: table,
lengths: lengths
};
}
function fromList(list) {
if (list.ctor === '[]') {
return empty;
}
// Allocate M sized blocks (table) and write list elements to it.
var table = new Array(M);
var nodes = [];
var i = 0;
while (list.ctor !== '[]') {
table[i] = list._0;
list = list._1;
i++;
// table is full, so we can push a leaf containing it into the
// next node.
if (i === M) {
var leaf = {
ctor: '_Array',
height: 0,
table: table
};
fromListPush(leaf, nodes);
table = new Array(M);
i = 0;
}
}
// Maybe there is something left on the table.
if (i > 0) {
var leaf = {
ctor: '_Array',
height: 0,
table: table.splice(0, i)
};
fromListPush(leaf, nodes);
}
// Go through all of the nodes and eventually push them into higher nodes.
for (var h = 0; h < nodes.length - 1; h++) {
if (nodes[h].table.length > 0) {
fromListPush(nodes[h], nodes);
}
}
var head = nodes[nodes.length - 1];
if (head.height > 0 && head.table.length === 1) {
return head.table[0];
} else {
return head;
}
}
// Push a node into a higher node as a child.
function fromListPush(toPush, nodes) {
var h = toPush.height;
// Maybe the node on this height does not exist.
if (nodes.length === h) {
var node = {
ctor: '_Array',
height: h + 1,
table: [],
lengths: []
};
nodes.push(node);
}
nodes[h].table.push(toPush);
var len = length(toPush);
if (nodes[h].lengths.length > 0) {
len += nodes[h].lengths[nodes[h].lengths.length - 1];
}
nodes[h].lengths.push(len);
if (nodes[h].table.length === M) {
fromListPush(nodes[h], nodes);
nodes[h] = {
ctor: '_Array',
height: h + 1,
table: [],
lengths: []
};
}
}
// Pushes an item via push_ to the bottom right of a tree.
function push(item, a) {
var pushed = push_(item, a);
if (pushed !== null) {
return pushed;
}
var newTree = create(item, a.height);
return siblise(a, newTree);
}
// Recursively tries to push an item to the bottom-right most
// tree possible. If there is no space left for the item,
// null will be returned.
function push_(item, a) {
// Handle resursion stop at leaf level.
if (a.height === 0) {
if (a.table.length < M) {
var newA = {
ctor: '_Array',
height: 0,
table: a.table.slice()
};
newA.table.push(item);
return newA;
} else {
return null;
}
}
// Recursively push
var pushed = push_(item, botRight(a));
// There was space in the bottom right tree, so the slot will
// be updated.
if (pushed !== null) {
var newA = nodeCopy(a);
newA.table[newA.table.length - 1] = pushed;
newA.lengths[newA.lengths.length - 1]++;
return newA;
}
// When there was no space left, check if there is space left
// for a new slot with a tree which contains only the item
// at the bottom.
if (a.table.length < M) {
var newSlot = create(item, a.height - 1);
var newA = nodeCopy(a);
newA.table.push(newSlot);
newA.lengths.push(newA.lengths[newA.lengths.length - 1] + length(newSlot));
return newA;
} else {
return null;
}
}
// Converts an array into a list of elements.
function toList(a) {
return toList_(_elm_lang$core$Native_List.Nil, a);
}
function toList_(list, a) {
for (var i = a.table.length - 1; i >= 0; i--) {
list =
a.height === 0 ?
_elm_lang$core$Native_List.Cons(a.table[i], list) :
toList_(list, a.table[i]);
}
return list;
}
// Maps a function over the elements of an array.
function map(f, a) {
var newA = {
ctor: '_Array',
height: a.height,
table: new Array(a.table.length)
};
if (a.height > 0) {
newA.lengths = a.lengths;
}
for (var i = 0; i < a.table.length; i++) {
newA.table[i] =
a.height === 0 ?
f(a.table[i]) :
map(f, a.table[i]);
}
return newA;
}
// Maps a function over the elements with their index as first argument.
function indexedMap(f, a) {
return indexedMap_(f, a, 0);
}
function indexedMap_(f, a, from) {
var newA = {
ctor: '_Array',
height: a.height,
table: new Array(a.table.length)
};
if (a.height > 0) {
newA.lengths = a.lengths;
}
for (var i = 0; i < a.table.length; i++) {
newA.table[i] =
a.height === 0 ?
A2(f, from + i, a.table[i]) :
indexedMap_(f, a.table[i], i == 0 ? from : from + a.lengths[i - 1]);
}
return newA;
}
function foldl(f, b, a) {
if (a.height === 0) {
for (var i = 0; i < a.table.length; i++) {
b = A2(f, a.table[i], b);
}
} else {
for (var i = 0; i < a.table.length; i++) {
b = foldl(f, b, a.table[i]);
}
}
return b;
}
function foldr(f, b, a) {
if (a.height === 0) {
for (var i = a.table.length; i--;) {
b = A2(f, a.table[i], b);
}
} else {
for (var i = a.table.length; i--;) {
b = foldr(f, b, a.table[i]);
}
}
return b;
}
// TODO: currently, it slices the right, then the left. This can be
// optimized.
function slice(from, to, a) {
if (from < 0) {
from += length(a);
}
if (to < 0) {
to += length(a);
}
return sliceLeft(from, sliceRight(to, a));
}
function sliceRight(to, a) {
if (to === length(a)) {
return a;
}
// Handle leaf level.
if (a.height === 0) {
var newA = {
ctor: '_Array',
height: 0
};
newA.table = a.table.slice(0, to);
return newA;
}
// Slice the right recursively.
var right = getSlot(to, a);
var sliced = sliceRight(to - (right > 0 ? a.lengths[right - 1] : 0), a.table[right]);
// Maybe the a node is not even needed, as sliced contains the whole slice.
if (right === 0) {
return sliced;
}
// Create new node.
var newA = {
ctor: '_Array',
height: a.height,
table: a.table.slice(0, right),
lengths: a.lengths.slice(0, right)
};
if (sliced.table.length > 0) {
newA.table[right] = sliced;
newA.lengths[right] = length(sliced) + (right > 0 ? newA.lengths[right - 1] : 0);
}
return newA;
}
function sliceLeft(from, a) {
if (from === 0) {
return a;
}
// Handle leaf level.
if (a.height === 0) {
var newA = {
ctor: '_Array',
height: 0
};
newA.table = a.table.slice(from, a.table.length + 1);
return newA;
}
// Slice the left recursively.
var left = getSlot(from, a);
var sliced = sliceLeft(from - (left > 0 ? a.lengths[left - 1] : 0), a.table[left]);
// Maybe the a node is not even needed, as sliced contains the whole slice.
if (left === a.table.length - 1) {
return sliced;
}
// Create new node.
var newA = {
ctor: '_Array',
height: a.height,
table: a.table.slice(left, a.table.length + 1),
lengths: new Array(a.table.length - left)
};
newA.table[0] = sliced;
var len = 0;
for (var i = 0; i < newA.table.length; i++) {
len += length(newA.table[i]);
newA.lengths[i] = len;
}
return newA;
}
// Appends two trees.
function append(a, b) {
if (a.table.length === 0) {
return b;
}
if (b.table.length === 0) {
return a;
}
var c = append_(a, b);
// Check if both nodes can be crunshed together.
if (c[0].table.length + c[1].table.length <= M) {
if (c[0].table.length === 0) {
return c[1];
}
if (c[1].table.length === 0) {
return c[0];
}
// Adjust .table and .lengths
c[0].table = c[0].table.concat(c[1].table);
if (c[0].height > 0) {
var len = length(c[0]);
for (var i = 0; i < c[1].lengths.length; i++) {
c[1].lengths[i] += len;
}
c[0].lengths = c[0].lengths.concat(c[1].lengths);
}
return c[0];
}
if (c[0].height > 0) {
var toRemove = calcToRemove(a, b);
if (toRemove > E) {
c = shuffle(c[0], c[1], toRemove);
}
}
return siblise(c[0], c[1]);
}
// Returns an array of two nodes; right and left. One node _may_ be empty.
function append_(a, b) {
if (a.height === 0 && b.height === 0) {
return [a, b];
}
if (a.height !== 1 || b.height !== 1) {
if (a.height === b.height) {
a = nodeCopy(a);
b = nodeCopy(b);
var appended = append_(botRight(a), botLeft(b));
insertRight(a, appended[1]);
insertLeft(b, appended[0]);
} else if (a.height > b.height) {
a = nodeCopy(a);
var appended = append_(botRight(a), b);
insertRight(a, appended[0]);
b = parentise(appended[1], appended[1].height + 1);
} else {
b = nodeCopy(b);
var appended = append_(a, botLeft(b));
var left = appended[0].table.length === 0 ? 0 : 1;
var right = left === 0 ? 1 : 0;
insertLeft(b, appended[left]);
a = parentise(appended[right], appended[right].height + 1);
}
}
// Check if balancing is needed and return based on that.
if (a.table.length === 0 || b.table.length === 0) {
return [a, b];
}
var toRemove = calcToRemove(a, b);
if (toRemove <= E) {
return [a, b];
}
return shuffle(a, b, toRemove);
}
// Helperfunctions for append_. Replaces a child node at the side of the parent.
function insertRight(parent, node) {
var index = parent.table.length - 1;
parent.table[index] = node;
parent.lengths[index] = length(node);
parent.lengths[index] += index > 0 ? parent.lengths[index - 1] : 0;
}
function insertLeft(parent, node) {
if (node.table.length > 0) {
parent.table[0] = node;
parent.lengths[0] = length(node);
var len = length(parent.table[0]);
for (var i = 1; i < parent.lengths.length; i++) {
len += length(parent.table[i]);
parent.lengths[i] = len;
}
} else {
parent.table.shift();
for (var i = 1; i < parent.lengths.length; i++) {
parent.lengths[i] = parent.lengths[i] - parent.lengths[0];
}
parent.lengths.shift();
}
}
// Returns the extra search steps for E. Refer to the paper.
function calcToRemove(a, b) {
var subLengths = 0;
for (var i = 0; i < a.table.length; i++) {
subLengths += a.table[i].table.length;
}
for (var i = 0; i < b.table.length; i++) {
subLengths += b.table[i].table.length;
}
var toRemove = a.table.length + b.table.length;
return toRemove - (Math.floor((subLengths - 1) / M) + 1);
}
// get2, set2 and saveSlot are helpers for accessing elements over two arrays.
function get2(a, b, index) {
return index < a.length ?
a[index] :
b[index - a.length];
}
function set2(a, b, index, value) {
if (index < a.length) {
a[index] = value;
} else {
b[index - a.length] = value;
}
}
function saveSlot(a, b, index, slot) {
set2(a.table, b.table, index, slot);
var l = (index === 0 || index === a.lengths.length) ?
0 :
get2(a.lengths, a.lengths, index - 1);
set2(a.lengths, b.lengths, index, l + length(slot));
}
// Creates a node or leaf with a given length at their arrays for perfomance.
// Is only used by shuffle.
function createNode(h, length) {
if (length < 0) {
length = 0;
}
var a = {
ctor: '_Array',
height: h,
table: new Array(length)
};
if (h > 0) {
a.lengths = new Array(length);
}
return a;
}
// Returns an array of two balanced nodes.
function shuffle(a, b, toRemove) {
var newA = createNode(a.height, Math.min(M, a.table.length + b.table.length - toRemove));
var newB = createNode(a.height, newA.table.length - (a.table.length + b.table.length - toRemove));
// Skip the slots with size M. More precise: copy the slot references
// to the new node
var read = 0;
while (get2(a.table, b.table, read).table.length % M === 0) {
set2(newA.table, newB.table, read, get2(a.table, b.table, read));
set2(newA.lengths, newB.lengths, read, get2(a.lengths, b.lengths, read));
read++;
}
// Pulling items from left to right, caching in a slot before writing
// it into the new nodes.
var write = read;
var slot = new createNode(a.height - 1, 0);
var from = 0;
// If the current slot is still containing data, then there will be at
// least one more write, so we do not break this loop yet.
while (read - write - (slot.table.length > 0 ? 1 : 0) < toRemove) {
// Find out the max possible items for copying.
var source = get2(a.table, b.table, read);
var to = Math.min(M - slot.table.length, source.table.length);
// Copy and adjust size table.
slot.table = slot.table.concat(source.table.slice(from, to));
if (slot.height > 0) {
var len = slot.lengths.length;
for (var i = len; i < len + to - from; i++) {
slot.lengths[i] = length(slot.table[i]);
slot.lengths[i] += (i > 0 ? slot.lengths[i - 1] : 0);
}
}
from += to;
// Only proceed to next slots[i] if the current one was
// fully copied.
if (source.table.length <= to) {
read++;
from = 0;
}
// Only create a new slot if the current one is filled up.
if (slot.table.length === M) {
saveSlot(newA, newB, write, slot);
slot = createNode(a.height - 1, 0);
write++;
}
}
// Cleanup after the loop. Copy the last slot into the new nodes.
if (slot.table.length > 0) {
saveSlot(newA, newB, write, slot);
write++;
}
// Shift the untouched slots to the left
while (read < a.table.length + b.table.length) {
saveSlot(newA, newB, write, get2(a.table, b.table, read));
read++;
write++;
}
return [newA, newB];
}
// Navigation functions
function botRight(a) {
return a.table[a.table.length - 1];
}
function botLeft(a) {
return a.table[0];
}
// Copies a node for updating. Note that you should not use this if
// only updating only one of "table" or "lengths" for performance reasons.
function nodeCopy(a) {
var newA = {
ctor: '_Array',
height: a.height,
table: a.table.slice()
};
if (a.height > 0) {
newA.lengths = a.lengths.slice();
}
return newA;
}
// Returns how many items are in the tree.
function length(array) {
if (array.height === 0) {
return array.table.length;
} else {
return array.lengths[array.lengths.length - 1];
}
}
// Calculates in which slot of "table" the item probably is, then
// find the exact slot via forward searching in "lengths". Returns the index.
function getSlot(i, a) {
var slot = i >> (5 * a.height);
while (a.lengths[slot] <= i) {
slot++;
}
return slot;
}
// Recursively creates a tree with a given height containing
// only the given item.
function create(item, h) {
if (h === 0) {
return {
ctor: '_Array',
height: 0,
table: [item]
};
}
return {
ctor: '_Array',
height: h,
table: [create(item, h - 1)],
lengths: [1]
};
}
// Recursively creates a tree that contains the given tree.
function parentise(tree, h) {
if (h === tree.height) {
return tree;
}
return {
ctor: '_Array',
height: h,
table: [parentise(tree, h - 1)],
lengths: [length(tree)]
};
}
// Emphasizes blood brotherhood beneath two trees.
function siblise(a, b) {
return {
ctor: '_Array',
height: a.height + 1,
table: [a, b],
lengths: [length(a), length(a) + length(b)]
};
}
function toJSArray(a) {
var jsArray = new Array(length(a));
toJSArray_(jsArray, 0, a);
return jsArray;
}
function toJSArray_(jsArray, i, a) {
for (var t = 0; t < a.table.length; t++) {
if (a.height === 0) {
jsArray[i + t] = a.table[t];
} else {
var inc = t === 0 ? 0 : a.lengths[t - 1];
toJSArray_(jsArray, i + inc, a.table[t]);
}
}
}
function fromJSArray(jsArray) {
if (jsArray.length === 0) {
return empty;
}
var h = Math.floor(Math.log(jsArray.length) / Math.log(M));
return fromJSArray_(jsArray, h, 0, jsArray.length);
}
function fromJSArray_(jsArray, h, from, to) {
if (h === 0) {
return {
ctor: '_Array',
height: 0,
table: jsArray.slice(from, to)
};
}
var step = Math.pow(M, h);