A simple walk-through of preparing data to draw concentric arcs using d3.v4. Some of the d3.v4 features used:
There are many other arc examples too:
license: cc-by-4.0 |
A simple walk-through of preparing data to draw concentric arcs using d3.v4. Some of the d3.v4 features used:
There are many other arc examples too:
Hello |
<!DOCTYPE html> | |
<html> | |
<head> | |
<meta charset="utf-8"> | |
<style> | |
.arc path { | |
stroke: #fff; | |
} | |
#arcsChart { | |
height: 500px; | |
width: 500px; | |
position: relative; | |
} | |
#arcsInfo { | |
position: absolute; | |
top:50%; | |
left:50%; | |
transform: translate(-50%, -50%); | |
color: #666; | |
font-size: 20px; | |
z-index: 2; | |
text-align: center; | |
} | |
</style> | |
<script src="//d3js.org/d3.v4.min.js"></script> | |
</head> | |
<body> | |
<div id="arcsChart"> | |
<div id="arcsInfo"><span style="font-size: 12px">move mouse over coloured arcs!</span></div> | |
</div> | |
<script> | |
var numberWithCommas = function (d) { | |
if (d === undefined) return "undefined"; | |
else return d.toString().replace(/\B(?=(\d{3})+(?!\d))/g, ","); | |
}; | |
var scoreColor = function (score) { | |
var color = 'silver'; | |
switch (score) { | |
case "1.0": | |
color = "green"; | |
break; | |
case "0.8": | |
color = "orange"; | |
break; | |
case "0.6": | |
color = "gold"; | |
break; | |
case "0.0": | |
color = "grey"; | |
break; | |
default: | |
color = "silver"; | |
} | |
return color; | |
}; | |
d3.csv("./test-data.csv", function (error, data) { | |
if (error) throw error; | |
/* The first column, "score", looks like a number, but in this use-case it's treated as an | |
* ordinal (ordered categorical) and so it's not converted. | |
* The second column, "tests", is a pipe-separated string where different tests (known as | |
* 'Ha', 'Ch', 'Li', 'Ca', 'Pr' have binary pass/fail values. | |
* The third column, "count", is intended to be the count of samples with this combination | |
* of scores and tests results. | |
* | |
* First get the count to be a number. */ | |
data.forEach(function(el, idx) { | |
data[idx].count = +data[idx].count; | |
}); | |
/* Oddly, there are entries in this data with the same score and tests but with different | |
* count values. Normally one would fix that problem at the point where the test-data.csv | |
* is created. For this example, we'll re-combine/re-group/re-nest the data using d3.nest.*/ | |
var nested = d3.nest() | |
.key(function(d) {return [d.score, d.tests]}) | |
.entries(data); | |
/* The `nested` data is an array of objects. Each object has a "key" which is a string | |
* coercion of the `d.score` and `d.tests` from the `.key()` of the `d3.nest()` above. | |
* Each object also has a "values" array where each entry is the object from the original | |
* `data` - the parameter to the `.entries` of the `d3.nest()` above. | |
* | |
* What is wanted is the original `.score`, the original `.tests` and a new `.count` being | |
* the sum of the `.count` from the "values" array. */ | |
var data2 = nested.map(function(el) { | |
// Instead of re-parsing the "key" (undoing the coercion into a string) it's easier to | |
// pick up the values from the zero-th element of the "values" - there will always be at | |
// least one entry, and - given the `nest().key()` function - always the same. | |
return {score: el.values[0].score, | |
tests: el.values[0].tests, | |
count: d3.sum(el.values, function(d) { return d.count; })}; | |
}); | |
/* The goal is to draw something which starts off like a pie chart - where each slice is one | |
* of the ordinal "score" values. Within each slice, concentric arcs are to represent the | |
* proportion of that score where the different "tests" were passed. | |
* | |
* A data structure like this seems to suit the problem: | |
* var arcsData = [ // Will be the list of slices | |
* {score: "score", | |
* total: <total-for-score>, | |
* tests: [ // Will be the list of arcs | |
* {test: "test", | |
* total: <total-for-test-within-this-score>}, | |
* ... | |
* ] | |
* }, | |
* ... | |
* ]; | |
* | |
*/ | |
var arcsData = []; | |
data2.forEach(function(el) { | |
// Is this score already in the slices? | |
var scoreIdx = arcsData | |
.map(function(slice) { return slice.score}) | |
.indexOf(el.score); | |
if (scoreIdx === -1) { | |
// Not there? Add a zero value | |
scoreIdx = arcsData.push({score: el.score, | |
total: 0, | |
tests: []}) - 1; | |
} | |
// Update the slice/score total | |
arcsData[scoreIdx].total += el.count; | |
// Add the tests. We'll want the slices to have entries for every test - even those | |
// where none passed. | |
['Pr', 'Ca', 'Ha', 'Li', 'Ch'].forEach(function(test) { | |
var testIdx = arcsData[scoreIdx].tests | |
.map(function(t) {return t.test; }) | |
.indexOf(test); | |
if (testIdx === -1) { | |
testIdx = arcsData[scoreIdx].tests.push({test: test, | |
total: 0}) - 1; | |
} | |
if (el.tests.indexOf(test + '1') != -1) { | |
// For this element `el` in the data2, did it pass the test `test`? In this | |
// case yes it did, so we can update the test's total. | |
arcsData[scoreIdx].tests[testIdx].total += el.count; | |
} | |
}) | |
}); | |
/* Start up some d3 */ | |
var width = parseInt(getComputedStyle( | |
document.querySelector('#arcsChart')).getPropertyValue('width')); | |
var radius = width / 2; | |
var svg = d3.select("#arcsChart").append("svg") | |
.attr("width", width) | |
.attr("height", width)// it being circular in shape .. | |
.append("g") | |
.attr("transform", "translate(" + width / 2 + "," + width / 2 + ")"); | |
var info = d3.select('#arcsInfo'); | |
/* Expects to be given a slice of the data. It will give us the startAngle for each slice */ | |
var slice = d3.pie() | |
.sort(null) | |
.value(function (d) { | |
return d.total; | |
}); | |
var testInnerRadii = { | |
'Pr': radius - 100, | |
'Ca': radius - 80, | |
'Ha': radius - 60, | |
'Li': radius - 40, | |
'Ch': radius - 20 | |
}; | |
// Build our concentric arcs. | |
var concentricArcs = d3.merge( | |
// First run our data through `slice` (the `d3.pie()`) to get the startAngle and | |
// endAngle values | |
slice(arcsData).map(function (slice) { | |
// Each slice has a number of arcs (which is why we have to flatten them later | |
// using the `d3.merge`. | |
// A scale to give an endAngle for the arc which is ranged over the slice's | |
// angles. By this time, the `arcsData` has been through the `slice` function so | |
// the underlying data is within the `.data` object (see slice.data.total) | |
var sliceArcScale = d3.scaleLinear() | |
.range([slice.startAngle, slice.endAngle]) | |
.domain([0, slice.data.total]); | |
// When the data for the `d3.arc()` generator has attributes for startAngle, | |
// endAngle, innerRadius, outerRadius you can use `d3.arc()` without needing to | |
// define accessors for them. These will also be reused for the background arcs. | |
return slice.data.tests.map(function (test) { | |
var innerRadius = testInnerRadii[test.test]; | |
var endAngle = sliceArcScale(test.total); | |
return { | |
startAngle: slice.startAngle, | |
endAngle: endAngle, | |
padAngle: 0, | |
innerRadius: innerRadius, | |
outerRadius: innerRadius + 16, | |
arcName: test.test, | |
sliceName: slice.data.score, | |
sliceTotal: slice.data.total, | |
sliceEndAngle: slice.endAngle, | |
total: test.total, | |
fill: scoreColor(slice.data.score)}; | |
}) | |
}) | |
); | |
// The difference for the background arcs is that they all share the slice's endAngle. | |
var concentricBackgrounds = concentricArcs.map(function(arc) { | |
var shallowCopy = Object.assign({}, arc); | |
shallowCopy.endAngle = shallowCopy.sliceEndAngle; | |
return shallowCopy; | |
}); | |
// A rough-n-ready way of showing what arc is what. | |
function mouseOver(d) { | |
info.html('<p>score: ' + d.sliceName + '<br/>' | |
+ numberWithCommas(d.sliceTotal) | |
+ ' (' + (100. * d.sliceTotal / d3.sum(arcsData, function(s) { | |
return s.total;})).toFixed(2) + '%)' | |
+ '<br/>' + numberWithCommas(d.total) | |
+ ' (' + (100. * d.total / d.sliceTotal).toFixed(2) | |
+ '% of ' + d.sliceName + ')<br>test: ' + d.arcName + '</p>'); | |
} | |
function mouseOut(d) { info.html(''); } | |
// This works as our concentricArcs and concentricBackgrounds (above) generated objects with | |
// the required attributes of startAngle, endAngle, innerRadius, outerRadius. | |
var arc = d3.arc(); | |
// Build background arcs using the concentricBackgrounds data. | |
var background = svg.selectAll('.arc-backgrounds') | |
.data(concentricBackgrounds) | |
.enter() | |
.append("path") | |
.style("fill", "#f3f3f3") // pale grey | |
.on("mouseover", mouseOver) | |
.on("mouseout", mouseOut) | |
.attr("d", arc); | |
// Build the tests arcs using the conentricArcs data. | |
var testArcs = svg.selectAll(".arc") | |
.data(concentricArcs) | |
.enter().append("g") | |
.attr("class", "arc") | |
.on("mouseover", mouseOver) | |
.on("mouseout", mouseOut) | |
.append("path") | |
.attr("d", arc) | |
.style("fill", function (d) { return d.fill; }); | |
}); | |
</script> | |
</body> | |
</html> |
score | tests | count | |
---|---|---|---|
0.0 | Ha0|Ch0|Li0|Ca0|Pr0 | 6644709 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr0 | 81587 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr0 | 2499355 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr0 | 398095 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr0 | 415 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr0 | 95109 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr0 | 5718 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr0 | 434 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr0 | 378242 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr1 | 18806997 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr1 | 99345 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr1 | 14058205 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr1 | 1170521 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr1 | 389 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr1 | 182139 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr1 | 15370 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr1 | 1148 | |
0.0 | Ha0|Ch0|Li0|Ca0|Pr1 | 357671 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr0 | 4966621 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr0 | 25620 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr0 | 1191102 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr0 | 1443392 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr0 | 191 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr0 | 225164 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr0 | 26610 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr0 | 1 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr0 | 1947 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr0 | 253045 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr1 | 11758797 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr1 | 81606 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr1 | 8603768 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr1 | 5140041 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr1 | 164 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr1 | 360682 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr1 | 30008 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr1 | 3633 | |
0.0 | Ha0|Ch0|Li0|Ca1|Pr1 | 334154 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr0 | 25948 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr0 | 111 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr0 | 3235 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr0 | 4552 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr0 | 17 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr0 | 2987 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr0 | 629 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr0 | 87 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr0 | 1340 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr1 | 789564 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr1 | 3909 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr1 | 116596 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr1 | 251717 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr1 | 730 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr1 | 73211 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr1 | 11092 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr1 | 1057 | |
0.0 | Ha0|Ch0|Li1|Ca0|Pr1 | 52662 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr0 | 19319 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr0 | 60 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr0 | 1563 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr0 | 2080 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr0 | 7 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr0 | 2361 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr0 | 955 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr0 | 379 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr0 | 735 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr1 | 463083 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr1 | 1032 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr1 | 49740 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr1 | 87737 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr1 | 238 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr1 | 42076 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr1 | 16269 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr1 | 4326 | |
0.0 | Ha0|Ch0|Li1|Ca1|Pr1 | 22864 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr0 | 505677 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr0 | 676 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr0 | 15457 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr0 | 34272 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr0 | 4 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr0 | 17756 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr0 | 1354 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr0 | 148 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr0 | 8106 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr1 | 3473801 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr1 | 2523 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr1 | 183501 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr1 | 258960 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr1 | 32 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr1 | 120738 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr1 | 8453 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr1 | 742 | |
0.0 | Ha0|Ch1|Li0|Ca0|Pr1 | 21303 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr0 | 304983 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr0 | 392 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr0 | 8492 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr0 | 16097 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr0 | 18061 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr0 | 3523 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr0 | 773 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr0 | 4993 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr1 | 1816123 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr1 | 1962 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr1 | 103619 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr1 | 100740 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr1 | 8 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr1 | 89379 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr1 | 18724 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr1 | 4679 | |
0.0 | Ha0|Ch1|Li0|Ca1|Pr1 | 15916 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr0 | 74276 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr0 | 32 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr0 | 758 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr0 | 3338 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr0 | 1 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr0 | 8262 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr0 | 2012 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr0 | 354 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr0 | 271 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr1 | 914934 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr1 | 257 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr1 | 11545 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr1 | 45282 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr1 | 122 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr1 | 141390 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr1 | 25154 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr1 | 1 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr1 | 4008 | |
0.0 | Ha0|Ch1|Li1|Ca0|Pr1 | 2087 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr0 | 59183 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr0 | 17 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr0 | 554 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr0 | 1274 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr0 | 5500 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr0 | 2180 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr0 | 1568 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr0 | 382 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr1 | 593486 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr1 | 136 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr1 | 7639 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr1 | 17563 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr1 | 30 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr1 | 50137 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr1 | 20462 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr1 | 20692 | |
0.0 | Ha0|Ch1|Li1|Ca1|Pr1 | 2513 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr0 | 350584 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr0 | 36332 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr0 | 1154790 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr0 | 29971 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr0 | 80 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr0 | 14230 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr0 | 5458 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr0 | 780 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr0 | 96885 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr1 | 362775 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr1 | 14996 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr1 | 223502 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr1 | 81629 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr1 | 63 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr1 | 18560 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr1 | 4239 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr1 | 982 | |
0.0 | Ha1|Ch0|Li0|Ca0|Pr1 | 28760 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr0 | 4403 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr0 | 105 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr0 | 2877 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr0 | 1784 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr0 | 5 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr0 | 2467 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr0 | 1271 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr0 | 306 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr0 | 359 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr1 | 63747 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr1 | 891 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr1 | 6749 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr1 | 11167 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr1 | 13 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr1 | 4743 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr1 | 1410 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr1 | 242 | |
0.0 | Ha1|Ch0|Li1|Ca0|Pr1 | 11013 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr0 | 26924 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr0 | 332 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr0 | 1535 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr0 | 3467 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr0 | 1 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr0 | 2137 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr0 | 846 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr0 | 164 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr0 | 1392 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr1 | 91744 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr1 | 182 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr1 | 9338 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr1 | 12720 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr1 | 16 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr1 | 11757 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr1 | 2089 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr1 | 285 | |
0.0 | Ha1|Ch1|Li0|Ca0|Pr1 | 662 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr0 | 8695 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr0 | 23 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr0 | 182 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr0 | 1106 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr0 | 2 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr0 | 1163 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr0 | 1450 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr0 | 772 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr0 | 97 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr1 | 61595 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr1 | 77 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr1 | 923 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr1 | 5727 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr1 | 8 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr1 | 7154 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr1 | 3393 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr1 | 2088 | |
0.0 | Ha1|Ch1|Li1|Ca0|Pr1 | 291 | |
0.2 | Ha0|Ch0|Li0|Ca0|Pr1 | 185326 | |
0.2 | Ha0|Ch0|Li0|Ca0|Pr1 | 32819 | |
0.2 | Ha0|Ch0|Li0|Ca0|Pr1 | 1729272 | |
0.2 | Ha0|Ch0|Li0|Ca0|Pr1 | 212680 | |
0.2 | Ha0|Ch0|Li0|Ca0|Pr1 | 276 | |
0.2 | Ha0|Ch0|Li0|Ca0|Pr1 | 23751 | |
0.2 | Ha0|Ch0|Li0|Ca0|Pr1 | 1513 | |
0.2 | Ha0|Ch0|Li0|Ca0|Pr1 | 26 | |
0.2 | Ha0|Ch0|Li0|Ca0|Pr1 | 70481 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr0 | 15943 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr0 | 232081 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr0 | 14806855 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr0 | 4634429 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr0 | 208 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr0 | 252500 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr0 | 42411 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr0 | 1035 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr0 | 617673 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr1 | 3340 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr1 | 163383 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr1 | 9326620 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr1 | 361270 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr1 | 9654 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr1 | 7 | |
0.2 | Ha0|Ch0|Li0|Ca1|Pr1 | 421156 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr0 | 200 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr0 | 117 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr0 | 17046 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr0 | 3806 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr0 | 7 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr0 | 1146 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr0 | 97 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr0 | 5 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr0 | 617 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr1 | 5346 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr1 | 5539 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr1 | 497016 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr1 | 62906 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr1 | 641 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr1 | 2 | |
0.2 | Ha0|Ch0|Li1|Ca0|Pr1 | 27202 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr0 | 19 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr0 | 361 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr0 | 26666 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr0 | 1443 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr0 | 144 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr0 | 2 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr0 | 2543 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr1 | 1257 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr1 | 16021 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr1 | 1224507 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr1 | 111142 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr1 | 9529 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr1 | 15 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr1 | 2 | |
0.2 | Ha0|Ch0|Li1|Ca1|Pr1 | 98730 | |
0.2 | Ha0|Ch1|Li0|Ca0|Pr0 | 1090 | |
0.2 | Ha0|Ch1|Li0|Ca0|Pr0 | 81 | |
0.2 | Ha0|Ch1|Li0|Ca0|Pr0 | 14791 | |
0.2 | Ha0|Ch1|Li0|Ca0|Pr0 | 1587 | |
0.2 | Ha0|Ch1|Li0|Ca0|Pr0 | 3 | |
0.2 | Ha0|Ch1|Li0|Ca0|Pr0 | 1084 | |
0.2 | Ha0|Ch1|Li0|Ca0|Pr0 | 81 | |
0.2 | Ha0|Ch1|Li0|Ca0|Pr0 | 6 | |
0.2 | Ha0|Ch1|Li0|Ca0|Pr0 | 210 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr0 | 10091 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr0 | 246534 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr0 | 8823635 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr0 | 387544 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr0 | 5036 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr0 | 192240 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr0 | 42614 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr0 | 1 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr0 | 1233 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr0 | 409104 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr1 | 10510 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr1 | 293041 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr1 | 12660602 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr1 | 509789 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr1 | 2 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr1 | 6229 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr1 | 21 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr1 | 1 | |
0.2 | Ha1|Ch0|Li0|Ca0|Pr1 | 657487 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr0 | 56 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr0 | 1329 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr0 | 133957 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr0 | 18732 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr0 | 4386 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr0 | 42 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr0 | 1 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr0 | 1235 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr1 | 228 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr1 | 3919 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr1 | 406612 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr1 | 59883 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr1 | 1 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr1 | 10036 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr1 | 113 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr1 | 1 | |
0.2 | Ha1|Ch0|Li0|Ca1|Pr1 | 10486 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr0 | 70 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr0 | 485 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr0 | 32417 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr0 | 3097 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr0 | 128 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr0 | 3 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr0 | 3210 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr1 | 5143 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr1 | 41912 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr1 | 2247347 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr1 | 415320 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr1 | 10598 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr1 | 56 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr1 | 1 | |
0.2 | Ha1|Ch0|Li1|Ca0|Pr1 | 216934 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr0 | 8 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr0 | 74 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr0 | 9497 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr0 | 1107 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr0 | 233 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr0 | 5 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr0 | 1 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr0 | 464 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr1 | 510 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr1 | 4510 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr1 | 517884 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr1 | 98376 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr1 | 1 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr1 | 19003 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr1 | 397 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr1 | 3 | |
0.2 | Ha1|Ch0|Li1|Ca1|Pr1 | 21055 | |
0.4 | Ha0|Ch0|Li0|Ca1|Pr1 | 11020 | |
0.4 | Ha0|Ch0|Li0|Ca1|Pr1 | 48415 | |
0.4 | Ha0|Ch0|Li0|Ca1|Pr1 | 2012437 | |
0.4 | Ha0|Ch0|Li0|Ca1|Pr1 | 3233959 | |
0.4 | Ha0|Ch0|Li0|Ca1|Pr1 | 315 | |
0.4 | Ha0|Ch0|Li0|Ca1|Pr1 | 523353 | |
0.4 | Ha0|Ch0|Li0|Ca1|Pr1 | 46307 | |
0.4 | Ha0|Ch0|Li0|Ca1|Pr1 | 1104 | |
0.4 | Ha0|Ch0|Li0|Ca1|Pr1 | 103459 | |
0.4 | Ha0|Ch0|Li1|Ca0|Pr1 | 2184 | |
0.4 | Ha0|Ch0|Li1|Ca0|Pr1 | 2068 | |
0.4 | Ha0|Ch0|Li1|Ca0|Pr1 | 72817 | |
0.4 | Ha0|Ch0|Li1|Ca0|Pr1 | 743653 | |
0.4 | Ha0|Ch0|Li1|Ca0|Pr1 | 639 | |
0.4 | Ha0|Ch0|Li1|Ca0|Pr1 | 77305 | |
0.4 | Ha0|Ch0|Li1|Ca0|Pr1 | 4782 | |
0.4 | Ha0|Ch0|Li1|Ca0|Pr1 | 153 | |
0.4 | Ha0|Ch0|Li1|Ca0|Pr1 | 8335 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr0 | 62 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr0 | 261 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr0 | 1629 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr0 | 33176 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr0 | 5 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr0 | 10971 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr0 | 2016 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr0 | 153 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr0 | 2316 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr1 | 178 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr1 | 487 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr1 | 6785 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr1 | 136409 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr1 | 87 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr1 | 94595 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr1 | 6234 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr1 | 1003 | |
0.4 | Ha0|Ch0|Li1|Ca1|Pr1 | 2853 | |
0.4 | Ha0|Ch1|Li0|Ca0|Pr1 | 4545 | |
0.4 | Ha0|Ch1|Li0|Ca0|Pr1 | 514 | |
0.4 | Ha0|Ch1|Li0|Ca0|Pr1 | 25966 | |
0.4 | Ha0|Ch1|Li0|Ca0|Pr1 | 75391 | |
0.4 | Ha0|Ch1|Li0|Ca0|Pr1 | 49 | |
0.4 | Ha0|Ch1|Li0|Ca0|Pr1 | 11830 | |
0.4 | Ha0|Ch1|Li0|Ca0|Pr1 | 871 | |
0.4 | Ha0|Ch1|Li0|Ca0|Pr1 | 32 | |
0.4 | Ha0|Ch1|Li0|Ca0|Pr1 | 728 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr0 | 1817 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr0 | 978 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr0 | 15146 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr0 | 116864 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr0 | 1 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr0 | 27534 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr0 | 4319 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr0 | 133 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr0 | 4830 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr1 | 951 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr1 | 287 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr1 | 6692 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr1 | 33447 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr1 | 18 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr1 | 12993 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr1 | 1781 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr1 | 367 | |
0.4 | Ha0|Ch1|Li0|Ca1|Pr1 | 753 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr0 | 51 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr0 | 19 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr0 | 323 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr0 | 11546 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr0 | 1 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr0 | 1683 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr0 | 306 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr0 | 24 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr0 | 54 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr1 | 345 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr1 | 391 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr1 | 3657 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr1 | 102447 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr1 | 41 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr1 | 29084 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr1 | 4837 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr1 | 659 | |
0.4 | Ha0|Ch1|Li1|Ca0|Pr1 | 615 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr0 | 32 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr0 | 24 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr0 | 48 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr0 | 6639 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr0 | 1 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr0 | 1265 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr0 | 733 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr0 | 399 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr0 | 79 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr1 | 349 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr1 | 379 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr1 | 2029 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr1 | 108773 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr1 | 26 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr1 | 40416 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr1 | 8408 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr1 | 9400 | |
0.4 | Ha0|Ch1|Li1|Ca1|Pr1 | 1374 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 7014 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 46573 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 1954739 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 2435578 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 543 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 361936 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 21401 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 2041 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 66934 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 5947 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 7715 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 590567 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 1179866 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 4089 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 504735 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 68714 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 1397 | |
0.4 | Ha1|Ch0|Li0|Ca0|Pr1 | 17010 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr0 | 3075 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr0 | 3300 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr0 | 158487 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr0 | 533040 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr0 | 10493 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr0 | 394077 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr0 | 229524 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr0 | 11 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr0 | 79450 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr0 | 7351 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 2 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 3 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 50 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 209 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 7731 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 91 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 1 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 116 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 164 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 67 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 3618 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 8153 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 332 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 307830 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 38177 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 1616 | |
0.4 | Ha1|Ch0|Li0|Ca1|Pr1 | 2386 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr0 | 106 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr0 | 187 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr0 | 1750 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr0 | 38745 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr0 | 28 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr0 | 20438 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr0 | 5397 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr0 | 342 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr0 | 1598 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 605 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 1334 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 6374 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 147711 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 138 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 115856 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 14837 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 1375 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 2635 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 161 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 112 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 4209 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 20458 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 126 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 231868 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 4184 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 51 | |
0.4 | Ha1|Ch0|Li1|Ca0|Pr1 | 1731 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr0 | 6 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr0 | 50 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr0 | 2 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr0 | 2615 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr0 | 1275 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr0 | 104 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr0 | 18 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 3 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 19 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 594 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 328 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 3 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 25 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 27 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 400 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 2287 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 38 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 14970 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 170532 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 7295 | |
0.4 | Ha1|Ch0|Li1|Ca1|Pr1 | 488 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr0 | 1859 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr0 | 458 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr0 | 10419 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr0 | 91390 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr0 | 6 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr0 | 20222 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr0 | 5756 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr0 | 627 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr0 | 1596 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr1 | 259 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr1 | 219 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr1 | 2964 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr1 | 35961 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr1 | 87 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr1 | 10328 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr1 | 3403 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr1 | 174 | |
0.4 | Ha1|Ch1|Li0|Ca0|Pr1 | 310 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr0 | 2 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr0 | 10 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr0 | 33 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr0 | 3714 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr0 | 408 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr0 | 270 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr0 | 78 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr0 | 20 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr1 | 258 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr1 | 673 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr1 | 1687 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr1 | 107721 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr1 | 136 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr1 | 37892 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr1 | 29136 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr1 | 5188 | |
0.4 | Ha1|Ch1|Li1|Ca0|Pr1 | 1048 | |
0.6 | Ha0|Ch0|Li1|Ca1|Pr1 | 405 | |
0.6 | Ha0|Ch0|Li1|Ca1|Pr1 | 2787 | |
0.6 | Ha0|Ch0|Li1|Ca1|Pr1 | 24870 | |
0.6 | Ha0|Ch0|Li1|Ca1|Pr1 | 139077 | |
0.6 | Ha0|Ch0|Li1|Ca1|Pr1 | 189 | |
0.6 | Ha0|Ch0|Li1|Ca1|Pr1 | 1271046 | |
0.6 | Ha0|Ch0|Li1|Ca1|Pr1 | 57446 | |
0.6 | Ha0|Ch0|Li1|Ca1|Pr1 | 1 | |
0.6 | Ha0|Ch0|Li1|Ca1|Pr1 | 1558 | |
0.6 | Ha0|Ch0|Li1|Ca1|Pr1 | 41758 | |
0.6 | Ha0|Ch1|Li0|Ca1|Pr1 | 7941 | |
0.6 | Ha0|Ch1|Li0|Ca1|Pr1 | 4419 | |
0.6 | Ha0|Ch1|Li0|Ca1|Pr1 | 115031 | |
0.6 | Ha0|Ch1|Li0|Ca1|Pr1 | 180051 | |
0.6 | Ha0|Ch1|Li0|Ca1|Pr1 | 85 | |
0.6 | Ha0|Ch1|Li0|Ca1|Pr1 | 668735 | |
0.6 | Ha0|Ch1|Li0|Ca1|Pr1 | 45436 | |
0.6 | Ha0|Ch1|Li0|Ca1|Pr1 | 388 | |
0.6 | Ha0|Ch1|Li0|Ca1|Pr1 | 16296 | |
0.6 | Ha0|Ch1|Li1|Ca0|Pr1 | 249 | |
0.6 | Ha0|Ch1|Li1|Ca0|Pr1 | 255 | |
0.6 | Ha0|Ch1|Li1|Ca0|Pr1 | 5878 | |
0.6 | Ha0|Ch1|Li1|Ca0|Pr1 | 38448 | |
0.6 | Ha0|Ch1|Li1|Ca0|Pr1 | 153 | |
0.6 | Ha0|Ch1|Li1|Ca0|Pr1 | 257526 | |
0.6 | Ha0|Ch1|Li1|Ca0|Pr1 | 9936 | |
0.6 | Ha0|Ch1|Li1|Ca0|Pr1 | 315 | |
0.6 | Ha0|Ch1|Li1|Ca0|Pr1 | 1039 | |
0.6 | Ha0|Ch1|Li1|Ca1|Pr0 | 57 | |
0.6 | Ha0|Ch1|Li1|Ca1|Pr0 | 78 | |
0.6 | Ha0|Ch1|Li1|Ca1|Pr0 | 341 | |
0.6 | Ha0|Ch1|Li1|Ca1|Pr0 | 1379 | |
0.6 | Ha0|Ch1|Li1|Ca1|Pr0 | 37899 | |
0.6 | Ha0|Ch1|Li1|Ca1|Pr0 | 3131 | |
0.6 | Ha0|Ch1|Li1|Ca1|Pr0 | 161 | |
0.6 | Ha0|Ch1|Li1|Ca1|Pr0 | 490 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 200 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 149 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 7580 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 14860 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 6 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 312121 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 1766 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 1 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 2765 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 2287 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 294 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 9522 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 26363 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 2289 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 953570 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 241309 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 57383 | |
0.6 | Ha1|Ch0|Li0|Ca1|Pr1 | 9636 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 665 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 2320 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 27470 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 146652 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 78 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 1268740 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 39802 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 9267 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 37040 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 1656 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 2440 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 23766 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 127770 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 1762 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 2007666 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 239352 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 4830 | |
0.6 | Ha1|Ch0|Li1|Ca0|Pr1 | 27242 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr0 | 16 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr0 | 31 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr0 | 156 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr0 | 457 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr0 | 18 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr0 | 41535 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr0 | 14037 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr0 | 8562 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr0 | 344 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 65 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 387 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 4450 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 22434 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 471065 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 2618 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 19 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 3966 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 89 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 237 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 1055 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 3599 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 155 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 102007 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 864349 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 1 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 50138 | |
0.6 | Ha1|Ch0|Li1|Ca1|Pr1 | 9671 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 2241 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 2132 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 46180 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 54231 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 170 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 181813 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 7177 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 2677 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 4534 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 7637 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 1397 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 45703 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 74649 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 749 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 434768 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 65180 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 2887 | |
0.6 | Ha1|Ch1|Li0|Ca0|Pr1 | 3808 | |
0.6 | Ha1|Ch1|Li0|Ca1|Pr0 | 627 | |
0.6 | Ha1|Ch1|Li0|Ca1|Pr0 | 36 | |
0.6 | Ha1|Ch1|Li0|Ca1|Pr0 | 474 | |
0.6 | Ha1|Ch1|Li0|Ca1|Pr0 | 2067 | |
0.6 | Ha1|Ch1|Li0|Ca1|Pr0 | 14 | |
0.6 | Ha1|Ch1|Li0|Ca1|Pr0 | 81227 | |
0.6 | Ha1|Ch1|Li0|Ca1|Pr0 | 15953 | |
0.6 | Ha1|Ch1|Li0|Ca1|Pr0 | 15073 | |
0.6 | Ha1|Ch1|Li0|Ca1|Pr0 | 319 | |
0.6 | Ha1|Ch1|Li1|Ca0|Pr0 | 104 | |
0.6 | Ha1|Ch1|Li1|Ca0|Pr0 | 55 | |
0.6 | Ha1|Ch1|Li1|Ca0|Pr0 | 312 | |
0.6 | Ha1|Ch1|Li1|Ca0|Pr0 | 1193 | |
0.6 | Ha1|Ch1|Li1|Ca0|Pr0 | 8 | |
0.6 | Ha1|Ch1|Li1|Ca0|Pr0 | 50285 | |
0.6 | Ha1|Ch1|Li1|Ca0|Pr0 | 7741 | |
0.6 | Ha1|Ch1|Li1|Ca0|Pr0 | 1316 | |
0.6 | Ha1|Ch1|Li1|Ca0|Pr0 | 274 | |
0.8 | Ha0|Ch1|Li1|Ca1|Pr1 | 732 | |
0.8 | Ha0|Ch1|Li1|Ca1|Pr1 | 736 | |
0.8 | Ha0|Ch1|Li1|Ca1|Pr1 | 5606 | |
0.8 | Ha0|Ch1|Li1|Ca1|Pr1 | 18895 | |
0.8 | Ha0|Ch1|Li1|Ca1|Pr1 | 103 | |
0.8 | Ha0|Ch1|Li1|Ca1|Pr1 | 187679 | |
0.8 | Ha0|Ch1|Li1|Ca1|Pr1 | 759744 | |
0.8 | Ha0|Ch1|Li1|Ca1|Pr1 | 11064 | |
0.8 | Ha0|Ch1|Li1|Ca1|Pr1 | 6821 | |
0.8 | Ha1|Ch0|Li1|Ca1|Pr1 | 173 | |
0.8 | Ha1|Ch0|Li1|Ca1|Pr1 | 106 | |
0.8 | Ha1|Ch0|Li1|Ca1|Pr1 | 1016 | |
0.8 | Ha1|Ch0|Li1|Ca1|Pr1 | 3576 | |
0.8 | Ha1|Ch0|Li1|Ca1|Pr1 | 435 | |
0.8 | Ha1|Ch0|Li1|Ca1|Pr1 | 80096 | |
0.8 | Ha1|Ch0|Li1|Ca1|Pr1 | 848895 | |
0.8 | Ha1|Ch0|Li1|Ca1|Pr1 | 184757 | |
0.8 | Ha1|Ch0|Li1|Ca1|Pr1 | 974 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 489 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 8 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 1255 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 304 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 1 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 2817 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 4142 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 7 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 190 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 4437 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 106 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 4569 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 5593 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 878 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 208545 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 405964 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 117860 | |
0.8 | Ha1|Ch1|Li0|Ca1|Pr1 | 4740 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 145 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 135 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 605 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 2925 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 67 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 32367 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 209626 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 39529 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 1525 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 1765 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 1153 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 7621 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 23092 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 1989 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 302515 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 1625228 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 33085 | |
0.8 | Ha1|Ch1|Li1|Ca0|Pr1 | 7818 | |
0.8 | Ha1|Ch1|Li1|Ca1|Pr0 | 58 | |
0.8 | Ha1|Ch1|Li1|Ca1|Pr0 | 51 | |
0.8 | Ha1|Ch1|Li1|Ca1|Pr0 | 109 | |
0.8 | Ha1|Ch1|Li1|Ca1|Pr0 | 186 | |
0.8 | Ha1|Ch1|Li1|Ca1|Pr0 | 6 | |
0.8 | Ha1|Ch1|Li1|Ca1|Pr0 | 3235 | |
0.8 | Ha1|Ch1|Li1|Ca1|Pr0 | 104685 | |
0.8 | Ha1|Ch1|Li1|Ca1|Pr0 | 27431 | |
0.8 | Ha1|Ch1|Li1|Ca1|Pr0 | 302 | |
1.0 | Ha1|Ch1|Li1|Ca1|Pr1 | 1122 | |
1.0 | Ha1|Ch1|Li1|Ca1|Pr1 | 1111 | |
1.0 | Ha1|Ch1|Li1|Ca1|Pr1 | 2390 | |
1.0 | Ha1|Ch1|Li1|Ca1|Pr1 | 3352 | |
1.0 | Ha1|Ch1|Li1|Ca1|Pr1 | 723 | |
1.0 | Ha1|Ch1|Li1|Ca1|Pr1 | 83316 | |
1.0 | Ha1|Ch1|Li1|Ca1|Pr1 | 319850 | |
1.0 | Ha1|Ch1|Li1|Ca1|Pr1 | 2 | |
1.0 | Ha1|Ch1|Li1|Ca1|Pr1 | 3464469 | |
1.0 | Ha1|Ch1|Li1|Ca1|Pr1 | 9377 |